diff --git a/cad/components/extruder/sm25/cad/Global-Printhead-SM25-Rev1.SLDASM b/cad/components/extruder/sm25/cad/Global-Printhead-SM25-Rev1.SLDASM
new file mode 100644
index 00000000..9987ed8a
Binary files /dev/null and b/cad/components/extruder/sm25/cad/Global-Printhead-SM25-Rev1.SLDASM differ
diff --git a/cad/storch-150/cad/Global-Storch-150.json b/cad/storch-150/cad/Global-Storch-150.json
new file mode 100644
index 00000000..3cf20d57
--- /dev/null
+++ b/cad/storch-150/cad/Global-Storch-150.json
@@ -0,0 +1 @@
+-
\ No newline at end of file
diff --git a/cad/storch-150/cad/Global-Storch-150.x_t b/cad/storch-150/cad/Global-Storch-150.x_t
new file mode 100644
index 00000000..33931414
--- /dev/null
+++ b/cad/storch-150/cad/Global-Storch-150.x_t
@@ -0,0 +1,138962 @@
+**ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz**************************
+**PARASOLID !"#$%&'()*+,-./:;<=>?@[\]^_`{|}~0123456789**************************
+**PART1;
+MC=AMD64;
+MC_MODEL=AMD64 Family 23 Model 113 Stepping 0, AuthenticAMD;
+MC_ID=unknown;
+OS=Windows_NT;
+OS_RELEASE=unknown;
+FRU=Parasolid Version 33.1, build 260,  4-25-2022;
+APPL=SOLIDWORKS 2022-2022290;
+SITE=;
+USER=unknown;
+FORMAT=text;
+GUISE=transmit;
+KEY=FILEGlobal-Storch-150.x_t;
+DATE=Sat Dec 16 23:51:10 2023;
+**PART2;
+SCH=SCH_3301260_33103;
+USFLD_SIZE=0;
+**PART3;
+**END_OF_HEADER*****************************************************************
+T51 : TRANSMIT FILE created by modeller version 330126023 SCH_3301260_33103_1300
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+}
+
+#edrawings-canvas {
+    box-sizing: border-box;
+    position: absolute;
+    margin: 0;
+    padding: 0;
+    width: 100%;
+    height: 100%;
+}
+
+#edrawings-logo {
+    z-index: 100;
+
+    top: 1px;
+    left: 10px;
+
+    margin-top: 2px;
+    height: 40px;
+    width: 44px;
+
+    vertical-align: middle;
+}
+
+.edrawings-disabled {
+    background-color: #969696;
+}
+
+#edrawings-backtolist {
+    z-index: 100;
+    position: absolute;
+
+    top: 10px;
+    right: 10px;
+
+    cursor: pointer;
+}
+
+.edrawings-list-selected {
+    color: black;
+    background-color: rgba(149, 211, 11, 0.5);
+}
+
+.edrawings-button-links {
+    text-indent: 50px;
+    font-family: Arial;
+    font-size: 16px;
+    line-height: 30px;
+}
+
+.edrawings-list-title {
+    display: block;
+    top: 70%;
+
+    text-decoration-color: rgb(160,160,160);
+    font-family: "Book Antiqua", "Palatino Linotype", Georgia, serif;
+    font-size: 25px;
+}
+
+.edrawings-view-orientation {
+    width: 180px;
+}
+
+.edrawings-bar {
+    height: 44px;
+    color: rgb(66,66,66);
+}
+
+.edrawings-top-bar {
+    position: absolute;
+    z-index: 100;
+
+    width: 100%;
+    text-align: center;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-top-bar {
+    width: 100%;
+}
+
+#edrawings-top-bar-content {
+    position: absolute;
+    z-index: 100;
+
+    width: 100%;
+    height: 50px;
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    /* The children are inline-block.  Use font-size to control the gap between inline-block children */
+    font-size: 2px;
+    line-height: 50px;
+    vertical-align: middle;
+}
+
+#edrawings-top-bar.edrawings-out-of-view #edrawings-top-bar-content,
+#edrawings-top-bar-content.edrawings-out-of-view {
+    top: -10000px;
+}
+
+.edrawings-top-bar-left {
+    display: inline-block;
+    z-index: 100;
+
+    /* IE has no support of unset */
+    /* font-size: unset;*/
+    font-size: medium; /* default is either medium or 16px */
+
+    text-align: right;
+    vertical-align: inherit;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tool-bar {
+    position: absolute;
+    z-index: 100;
+
+    left: 0px;
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    /* bottom gap */
+    padding: 0px;
+    padding-bottom: 2px;
+
+    width: auto;
+    height: 100%;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+.edrawings-tool-bar.edrawings-out-of-view {
+    left: -10000px;
+}
+
+.edrawings-bottom-centered-icons {
+    display: block; /* inline-block; */
+    position: relative;
+
+    left: 0;
+    top: 0;
+
+    width: 50px;
+    height: 100%;
+
+    text-align: center;
+}
+
+.edrawings-bottom-centered-icons .edrawings-arrow-wrapper {
+    display: none;
+    width: inherit;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-bar-content {
+    display: block;
+}
+
+.edrawings-tool-bar.edrawings-collided {
+    /* Keep 3 arrows visible + gap with bottom-bar */
+    /* top-arrow height + top-arrow padding + bottom-arrow padding + bottom-arrow height + gap height with bottom-bar */
+    min-height: calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -o-calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -webkit-calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -moz-calc((10px + 10px) + (10px + 10px) + 2px);
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper {
+    display: block;
+    position: relative;
+    margin-left: 1px;
+
+    padding-top: 2px;
+    padding-bottom: 8px;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper:nth-child(2) {
+    position: absolute;
+    bottom: 0px;
+
+    padding-top: 8px;
+    padding-bottom: 2px;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-tool-bar-content {
+    position: absolute;
+
+    /* top-arrow height + top-arrow padding */
+    top: calc(10px + 10px);
+    top: -o-calc(10px + 10px);
+    top: -webkit-calc(10px + 10px);
+    top: -moz-calc(10px + 10px);
+
+    /* Keep 2 arrows visible */
+    /* 100% - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    height: calc(100% - (10px + 10px) - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px) - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px) - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px) - (10px + 10px));
+
+    overflow-x: hidden;
+    overflow-y: hidden;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(1) ~ .edrawings-tool-bar-content {
+    /* top-arrow height + top-arrow padding */
+    top: 0px;
+
+    /* 100% - (bottom-arrow padding + bottom-arrow height) */
+    height: calc(100% - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(2) ~ .edrawings-tool-bar-content {
+    /* 100% - (top-arrow height + top-arrow padding) */
+    height: calc(100% - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-icon-set {
+    position: absolute;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-icon-set.right {
+    right: 1px;
+}
+
+.edrawings-icon-set.left {
+    left: 1px;
+}
+
+.edrawings-icon-set.center {
+    left: 160px;
+}
+
+.edrawings-icon-set.label {
+    right: 40px;
+    
+    text-align: center;
+    font-family: sans-serif;
+
+    white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-sheets-control {
+    display: inline-block;
+
+    margin: 0;
+
+    border-color: gray;
+    border-style: solid;
+    border-width: 1px;
+
+    width: 44px;
+
+    text-align: center;
+    line-height: 48px;
+}
+
+.edrawings-sheets-wrap {
+    display: block;
+
+    text-align: center;
+    float: left;
+}
+
+.edrawings-sheets-arrow {
+    display: inline-block;
+
+    height: 35px;
+
+    cursor: pointer;
+    vertical-align: middle;
+}
+
+#edrawings-sheets-index {
+    display: inline-block;
+    width: 40px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    text-align: right;
+}
+
+#edrawings-sheets-number {
+    display: inline-block;
+    width: 60px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    white-space: pre;
+}
+
+#edrawings-sheets-name {
+    display: inline-block;
+    width: 60px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    white-space: pre;
+}
+
+.edrawings-tool-button {
+    display: none;
+
+    float: none; /* left; */
+    text-align: center;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-icon {
+    width: 40px;
+    height: 40px;
+
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+/* Override for buttons used to invoke some plugin.  Initially set so the
+ * button doesn't display.  The plugin will remove this when it loads. */
+.edrawings-icon-plugin {
+    display: none !important;
+}
+
+.edrawings-help-icon {
+    width: auto;
+    height: auto;
+}
+
+.edrawings-tree-button {
+    display: inline-block;
+
+    margin: 0 1px 0 1px;
+
+    -webkit-border-radius: 0;
+    border-radius: 0;
+
+    padding: 1px 1px 1px 1px;
+
+    width: 72px;
+    height: 75px;
+
+    background-color: rgb(192, 192, 192);
+
+    text-align: center;
+
+    -moz-appearance: button; /* Firefox */
+    -webkit-appearance: none; /* Safari and Chrome */
+    -ms-appearance: button;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tree-button:hover {
+    -moz-box-shadow: 0 0 1px #000;
+    -webkit-box-shadow: 0 0 1px #000;
+    -ms-box-shadow: 0 0 1px #000; 
+    box-shadow: 0 0 1px #000; 
+}
+
+.edrawings-hud-icon {
+    height: 40px;
+
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-dd-icon {
+    height: 40px;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tree-icon {
+    display: inline-block;
+
+    width: 40px;
+    height: 40px;
+
+    align-content: stretch;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    pointer-events: none;
+}
+
+.edrawings-tree-icon-small {
+    width: 30px;
+    height: 30px;
+
+    align-content: stretch;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    pointer-events: none;
+}
+
+.edrawings-component-tree-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-sheet-tree-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-layer-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-configurations-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAUklEQVR4AWMYIWAUjIK0/yAI5zUAeQjYQA0DG6jgQlRXobtymBqICMPBayACDFIDKQajBhJO8lQxkEwX4obossPKQGwyg9dABKC9gSMDjIJRAAD/Xkq3wBMe1wAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAAAAACpleexAAAAAnRSTlMAAHaTzTgAAAAqSURBVHgBYxgkYBSkQcCoQsoDD86gXCGUQWWFYD71FBJWhACjCgcAjAIA9ApZp1n0r6IAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-up-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAHlJREFUeNpiYBgFdAFpaWkGIEyMWkZiDANS+6Fcx1mzZl0g20AkwwSgQh8IGcpIgmEMxBjKSILLGIhxKSOx3oSyCXqfkZQwIyZMGUmNAELqGMmJTXzqmbCoJ5g0oHKOaJGlAGIwoSl4QEzixWJoIpC/YbRMGaQAIMAAtThb6yHjpQ0AAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-down-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-measure-icon {
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+    background-repeat: no-repeat;
+}
+
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+    background-repeat: no-repeat;
+}
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+}
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+    background-repeat: no-repeat;
+}
+
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+    background-repeat: no-repeat;
+}
+
+.edrawings-logo-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-reset-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAbklEQVR4Ae3S1QGAMBADUEa4KbNWR2CU26j6hUvdEqgB74tlZma4QNm2AIKwmlIcUIDAbsXB5IZj03Byw5FpOLnhxBaPwSnTLRnOBZJHLpA8csHknrsnf4D33Ibk37/1fTev9QluTioGJzhWZmY0NQRDvwgtG/kAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-zoomtofit-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-settings-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-display-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-help-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-xy-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAOVBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayjpaiPkJJyc3N+f4BqamqqJyNyAAAADHRSTlMAn2CAMM/vjxDfQL8Um++KAAAAiklEQVR42u3SOQrEMAxAUcl7Mt/Z7n/YAafxgAXuUkx+J3igQpK3p4p4YjcnZ8AAhG7mUkNmcj+yHbEMocf/wFrPFOZg3RG7HtYxVJ2DCjoDFUCnVoPIP0I3Bx24ATRluF+YvUFbqr9fOKSzQVPiRdspSzw2xOoDfgXWdv7LhArkBcdS2oIkbw/1BfJICJSB8ppdAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-yz-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAANlBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax+f4Byc3OPkJKjpahqamoZp5c7AAAAC3RSTlMAYJ+AMM/vEI8gv5CbchoAAACESURBVHgB7co1goRAAEXB187sR+9/WCTCoaPRrbj490omMgtyChyynZh5SZ4DKdStmFGo4ICPVVmKGU6OA2rKzFjOcZYVrc2LVrI50WpkMyJI8HPRZMbxmdPYCI3wh2+OVfTgFXD2/KG2DgkeMSaczh/qLJCCPFP840w0TDSaoiz/XmkAIxQH1+Tt7LAAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-xz-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAATlBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayfoaNqamp+f4CLjI12d3iTlJajpahubm9RPhSbAAAAEHRSTlMAEO/fcGCfIL9Qz4+vMIBAyBlmdwAAAKpJREFUeAHt0FVixDAMBNCRzJBksrz3v2iZW6XM78dsAT7MPxEskgwZVUdBFlgCo/KURgZYOkkXgiPZYVGy4VQj1Q7dWXGqsgcsKAlIBSaewoVKz4onDazXM3LAU5Kq4FI0ypZ688lEcnpGjuIY6ATvQrxzXrAkRd3t9zuNCZaS15vVfGq1WedixDxuD/Olw/b4RAbtNOZ8x2kG7S0X7dBmMW9oj9Hwr/LvBNYsC8+9SE3LAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-flip-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAS1BMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayPkJJ2d3iTlJZubm9+f4CbnJ+HiImfoaOjpahqamrhCtCDAAAADXRSTlMAML+fIBBg79+vUM+ARJfGnQAAAJ9JREFUeF7t0DkSg0AMRNHZYBhMi325/0kNXQQOwCLCDvjxK5Uk8wc92QQke8FFrEVdJrgQHJIKgWBMAHRIcg16sJc+0dNlKqSkU6HxdCpkd8PSAa7UVJYXXQ3UXZF/OyVUsWlFAJG2iVU4YdajH0QI14Ye3h45h3ESBgibRrgDuG03y0fztunJvQuH7uMW3q6suS+oHb6frL+ST/xtT28xMwnaHjgv3AAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-normal-to-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAASFBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax2d3hubm9+f4CTlJaPkJKbnJ+HiImfoaOjpahqampsauumAAAADHRSTlMAnxDfv2BQzyCA7zAE/YYWAAAAhklEQVR4Xu2RuQ6EQAxDGQgsh819/P+frlyMtAVspqOZVz9FtlO8Tqb8hEQPCIlekilPZln4AJ6RRZ/GAGvcB9bVtALrVNX/XtN2/biQALmMfdc+aEPAvJESSXKbEYY7z7AfZBTFscNuRKU7+cOppA99Lx2N5y51d2LGgF7xWNmdUiO+TOYLQsAIN34iDksAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-show-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-capping-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAA/0lEQVR4Ae2WNVrEUBRGswSWwpLSoFVocJcGLXF3lw2wABxGq6lweRUV+n6cuOs933fG5SSTzH0CQRAEESNKS0s3uW8uyLyIG5CkqseZucWjxeW1fTsOjYxlKioqnxHpdpyIDx6fnD61G4cNwwa2d3RdexH45oYNDY0MsV4F7uj4ZuYzEBdYoI4sFIHyY66nt7/wHRlEYN7MMYfIwAI7OrsuIL/dqnfMUSAF+hC4i0i5gQfW1NYxjL+W1rZrhMrFezB7A/2bQYjW7MXzXwsDKbBAE4qORh3NYpmIa2hsuuO3jwKfxXK/j1nEcYtCGchl3GIBhHHBKo8jCIIgCO95B4EAabVr8iggAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-ambient-occl-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-view-perspective-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAv0lEQVR4Ae3SN2HFMBRG4QvBEAxFBMLB08FhGp68hUAAiMAj8HrvvaZHGdMTl5vJOv/+SS5S4Xw+AmLcl22LchFbLnSov9sUhyuCGSwPDKl/4WxukICUZ1bUv+WSnCAxW/Y0f+JygRi6XBhS/5nLDBJieWZK/XcuO+h+nSXJD179OEfyf+C1Njgh1gRv2BJoggciET2whhXRA1PuMZpgnVRED8z+OTKCWX+XjKClK6IJ3mN0QSt5w/26UHy+6vUKl36Y+t8j6wgAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-top-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAFVBMVEUAAACnqaxmZmaLjI5mZmaanJ6HiImQnwxaAAAABHRSTlMAzGDfWLetXAAAAGRJREFUeNrt0jEOACEIRFFB2Psf2Vh9DRBLi3UaMplX0l7uRm1P7T4hHRhc99WplU58dc1KNyEOGNyEOGBw4rgC2h5tJQznH/D8PUA1DS1CFloGWWgpZKGlkIWWQtO0nb/n5WoGRVYCyHKZWfQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-bottom-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGJJREFUeNrt0jEOgEAQQlFkuf+ZjYYGJ9hauL+YDckrF7tvo7IXl6s6Kld1UK7qoFzVQbmqgx5rpoyocDz/gVRUIbWOO11niQXaGdoNaGdYHWRnWB1kZ1gdZGc4XP89u087AYU9AsErcYY9AAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-iso-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAABFUlEQVRIx+3VMYrCQBTGcY/gETyCFxmwtBwQ/qVnsLG3TZVuKpstBSGlTaq1CoJjE0UQRJGAQhiLxLA77sLEsCzLzvf1Px6veK/V8vH5n6GNRKORtJtjHUYcyUhJyTgyovM61iXEcGJDUnbDCUNItz7WIyLnwLrCHl1zICei545JNDd2rJ6wR1fsuKGRbqDBfDmbPafBuIJD5tb2PrbYZMLUHRQIBiguZKSfsJSMKzGKgKAeKBD0mbAv91ns7UxESFC2Nlh0zJKcnC2zimoECgRvvFtYQ1ARe/B3wbETOHMFJZo9E/rfgiERZ+fjUJ2vC4rBE6iIudY6X9aBnTOswCnJiwfWegFLFmi2DV/AjzwpH5+/mTucZKNXzpS9jQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-left-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGhJREFUeNrt0jEKADEIRFFj5v5nXlwWfkRMm2Iz3YdXiXZ3dq68jcvVuqm1XK0bWp2pdQFxwOIC4oDFDeEaqDy3Fo53MsRv4FRaC6f8K65eIC4KVyAuCldgOApXYDgKV6C8rf333B3dA9R7AsFLYzWAAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-right-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAFVBMVEUAAACnqaxmZmaLjI5mZmaanJ6HiImQnwxaAAAABHRSTlMAzGDfWLetXAAAAGtJREFUeNrt0jsKwCAURFE/k+x/yWGqqwwvbYp4Gxk4WIjt9G1Dey9uX6UbWtdU6ZpW11U6QxwwnCEOGK4JV0Bt2VVwP/qPIL/ncncJ/ercOL0S4rxwAXFeuIB2LFxAOxYuoEasAorsTp/2AOmRAshYQsZnAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-front-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAElBMVEUAAACnqaxmZmaho6aanJ5mZmaqrsCzAAAABHRSTlMAzGDfWLetXAAAAGhJREFUeNrt0jEKwCAQRNGJ+u9/5cAKC0OYtCnib2TgYSHq9G0D78X5im7gKzrhKzrhKzrhKzohX8/whiK8qrUP9Cc4145dhHPNvrFePcB2F9GJdgWjE+UaRifKNYxOlGv4cPn3nD7tBviOA4JNk8CMAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-back-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGdJREFUeNrt0jEOwCAMQ1ECvv+ZW6YPctKVoVhisPzEgGg3Z9O158MFGUBzXasbKl3T6kKlmxAHNDchDmiuCVdA7RlRwvdwo+JP0H+PQ17dmkEWmkMWWgpZaClkoaWQhZZDkelujuYBId4DDxYOWdcAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-face-normal-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAASFBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax2d3hubm9+f4CTlJaPkJKbnJ+HiImfoaOjpahqampsauumAAAADHRSTlMAnxDfv2BQzyCA7zAE/YYWAAAAhklEQVR4Xu2RuQ6EQAxDGQgsh819/P+frlyMtAVspqOZVz9FtlO8Tqb8hEQPCIlekilPZln4AJ6RRZ/GAGvcB9bVtALrVNX/XtN2/biQALmMfdc+aEPAvJESSXKbEYY7z7AfZBTFscNuRKU7+cOppA99Lx2N5y51d2LGgF7xWNmdUiO+TOYLQsAIN34iDksAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-shaded-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAd0lEQVR4Ae3UqQFDIRCE4W0wPaCmJxQN0AN1pIHch47hWJ2LB+PYf/wnRyxrweBQfuw5wh2x/7ijklwuoXA5j8LlFKRyClK5brD8mnLbwd3XFfilQAMDFwy4IfFA5YIIC4w9XD8Y8VKOBSrnRGhgL9f/Nk7Wy7Iqn6rCLmvdSsYAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-shaded-noedges-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAfElEQVR4Ae3MsRWBMRRHcbVWrc4IwApZAv4DQJcBVOCrMsA3ixlsIwu8c26OdHn39r+J53WZ9rqaL+u5m77mH8W2XOYg4zgIOQ5CjoOQo6C2GsxH5XowKJqfHXTwP/CheUuQchDkHAIT5wiYNMUYAGu5As4UzNeF6y/P+wEUsnm0iCPwyQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-hlrr-icon {
+    background-image: url(data:image/png;base64,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+    background-repeat: no-repeat;
+}
+
+.edrawings-hlrv-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-wireframe-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAcUlEQVR4Ae2UNxaAIBQEPaoV9z+BqTGu80NHWDPzdhrAaaTDjJS5rHSkdHEGuuMiFtbtz5VZUKdKxCydKBGzdVeJGYcXyqULCPlrCNsRxv82INTLmBkLdYUZC3WFGQhlhRkLdYUZCv8rxPJ/m/4yMrIBq4zf/wX11xQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-help-refresh-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-leftmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-single-swipe-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-pan-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-rightmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-double-swipe-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-zoom-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-scrollmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-spread-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-zoomtofit-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-doubleclickmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-doubletap-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-animate-play-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-animate-pause-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-modelview-panel-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAAOklEQVRYw+3RsQkAIBADQKfNHG6ujYVYPyJ4B6nSBNIaAABwSZKeZKz0iq564NhT0X038O2LAQCAwwRu3mM9TFEHdQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-logo-text-icon {
+    background-image: 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); 
+    background-repeat: no-repeat;
+    width: 296px;
+    height: 65px;
+}
+
+.edrawings-settings-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAUBJREFUOBHtUztuwkAQ9fcAHADK9EmZKg2kgStQWrItUeUYaaLIttxyBppAT5s+JTlADrCSzXtoZzVirUSBlpVGO/PmzfPs7jgIbuvaGwj/EijL8s4Y80lemqb3VVV9/VYzKJjn+ajrujUKt7BJ3/cvFAnD8BXbATaLomjZNM0Pcb0SHYhPMYjMEdPcEmEC9oMLl7ROdA4wRuFO4QadbWjAjMLZvbc8Qd4ZiseWaZIkeWrbdkGjD1xEJ+SeK3qCfAA5GoQ/6rreSxF9YozJkceSPHdPUCcv8T3BOI4f0AVfk108F0XxKML0iTEmh2MkOdkHxybLshUIb5bER5FjUiwlDmyFe323HLd5HVry1DEggK7mNGAnMZubKY5zB+eQQ2tncYdOxhBzgw3/G9iUHKeinMEjq3zw319P1978y27gCHu5f826KKpeAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-close-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAORJREFUOBHtU8sRgyAQFQ96SztpIEkF6YET1Xiyh1SQpAHbyQ0OkH0Ko1kWZ6JXd0aBfW8f+9GqOmxvBxQX0Fq/yeebprl3XffhOM7GmJNz7kHbuu/7y5JTLw9x70MIV2vtE4Echw8YOIR5jmeCyIxIAz1nLprEgIETubSdLSsZEA9s2/YGPy6gZRSDT2qJKIhgLgof2aoYCEVBgEwUrqGUGUBY1sPJvf1dzJBlhyHBtpXMxXYNRRJL01zDpgKEHsY/QCwNwjHb8TuN3KQ1rtJQaqXUqzTNJAoOKUjxPxcch/878AW3ko4SQvOwSQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-search-cancel-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAORJREFUOBHtU8sRgyAQFQ96SztpIEkF6YET1Xiyh1SQpAHbyQ0OkH0Ko1kWZ6JXd0aBfW8f+9GqOmxvBxQX0Fq/yeebprl3XffhOM7GmJNz7kHbuu/7y5JTLw9x70MIV2vtE4Echw8YOIR5jmeCyIxIAz1nLprEgIETubSdLSsZEA9s2/YGPy6gZRSDT2qJKIhgLgof2aoYCEVBgEwUrqGUGUBY1sPJvf1dzJBlhyHBtpXMxXYNRRJL01zDpgKEHsY/QCwNwjHb8TuN3KQ1rtJQaqXUqzTNJAoOKUjxPxcch/878AW3ko4SQvOwSQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAwklEQVR4Ae3TSbHGIBAE4CcBCUhAUk6tAwdIiAQkRQISsqeLP+tUhncKfcr6VbP91Xw0NTBoENGjhS1FRTRwaNUoEnp4GN5bJYo+B+AQ0KFTDB89W8WZCnCvmrJNz6H2vwAMPHokGea3Nuj5rGcrly1ULwPZJgc51IUyfCoB2WYH7hExyDapIMj8FwhbFgz5QvFQyhfl5CkXSr5t9m12eb1tzo+WYlH2qAYUoCpwj+rBPbrfNklMCLYN11qPkqqp+UwGB/PZo0yUDCQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-transparent {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAyUlEQVR4Ae3URwGEMBCF4ZUQCUgYSZx+HTiIBCQgaSUgYba/bfThRoYL9Ut74VSq1EGLRE2H01LtRXXUGG0YpcdpSLqu7mjeDvpnrzAy5+vhAVC96u5Uxh53V5Z64xqqY3q2FqR59QYfQtaD/pq3/cDHvLW7gYpI/49gONVqcOCeYqNdEwMVGwVc6CYwfwMkGpx+ITjUsnplH/vbF4HqzTD6oNKq9R6eo2CAEBoHh9E4OIzGwAEUf//LFZsQ6h+xSQFwIDbHqVKlLj7wxnPfv/GjAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-transparent {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsSAAALEgHS3X78AAAC7ElEQVRYhe3YT2vTYBwH8CdN0uCWNM0gzLEuNRkUGVocvayepuw8Bh50J0+a0nfgK/AdBHIcCnoU75uLG4iwlLFJEaG1usI6ypbaBM1amkeezUDZoeYfZYd8L4EmzfMhz+/3PGkxCCG4zklca10MjCAxMGxiYNhceyARxU1kWU4DANZIknza7/eXcRx/OxgMXqiq2gh778A7yVUUwzD1qampn6lU6rTZbN41DCMXBTQwsFQqORBCbHp6+oskSXvJZLI3fN6yLKZerxf+QT8pinI/yDiBpxjhKIoyT05O7ti2nRVF8QPLsi10rt1uz7darUXTNLlEIgEhhMWg44SqwaWlpTftdvtmrVZ7sL+/v0rTdM+2bdJxHEBRlCEIwtbc3FxN07TnYwHKsnwPx/EShHDN/Yzn+RbP8xfQarW6KknSJkIFBQUClsvlTQhhniAIIp1ON2dmZnYPDw8fDV+DoOgYJc4zEEL4EE0bwzBmJpOpsyx7GiViVDwBEW5hYeG9W2ssy5rjAnreSdAUoqZAUNu2AYZhnr53dHQ0Dy7r91YQoO8udpvif6jj4+PF8/NztMyg0vhlmub3crnse+GOZKtzgzA7OzvP0DGVShmiKG7xPH/RNEMLty9opC8LBEH8dhwHm5yctARB2HVxKDRNm7lcbo/n+cZgMHiCYVjd0z29Do6eABpk1DXFYvH18MKNmml2dvZzt9vNdDqdrGVZNyiK+sNx3FfDMG5HBsRxXNV1XeY47pskSfoo6PDCjaDVanUFoSYmJn4UCoUKTdMWuk7TNE9AT1OsKEoJACB2u92KruvrBwcHy+iJjvqO2/Xgckt8lc/nP7o4P/Fcg6igFUVZ9wsNG99NMm5o4C4eFzT0MuMH2uv1ko1GI1epVFYwDPNUj5H/eYS2NBzHX6K1DnU9eqPOZrPbZ2dngmmaEkmS2/1+fwMA8E5V1c7YgVehjuM8JghC84MaCzCqxD/cwyYGhk0MDJsYGCoAgL/QkqyRhiR6EQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFFmlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgKE1hY2ludG9zaCkiIHhtcDpDcmVhdGVEYXRlPSIyMDE4LTA0LTIwVDExOjU2OjUyLTA0OjAwIiB4bXA6TW9kaWZ5RGF0ZT0iMjAxOC0wNC0yMFQxMTo1NzowNy0wNDowMCIgeG1wOk1ldGFkYXRhRGF0ZT0iMjAxOC0wNC0yMFQxMTo1NzowNy0wNDowMCIgZGM6Zm9ybWF0PSJpbWFnZS9wbmciIHBob3Rvc2hvcDpDb2xvck1vZGU9IjMiIHBob3Rvc2hvcDpJQ0NQcm9maWxlPSJzUkdCIElFQzYxOTY2LTIuMSIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDozYjE5Y2FjYi0zZmYxLTRjYWUtODZlOC1jNGY5MGZkNzBmNWQiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6M2IxOWNhY2ItM2ZmMS00Y2FlLTg2ZTgtYzRmOTBmZDcwZjVkIiB4bXBNTTpPcmlnaW5hbERvY3VtZW50SUQ9InhtcC5kaWQ6M2IxOWNhY2ItM2ZmMS00Y2FlLTg2ZTgtYzRmOTBmZDcwZjVkIj4gPHhtcE1NOkhpc3Rvcnk+IDxyZGY6U2VxPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iY3JlYXRlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDozYjE5Y2FjYi0zZmYxLTRjYWUtODZlOC1jNGY5MGZkNzBmNWQiIHN0RXZ0OndoZW49IjIwMTgtMDQtMjBUMTE6NTY6NTItMDQ6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDQyAoTWFjaW50b3NoKSIvPiA8L3JkZjpTZXE+IDwveG1wTU06SGlzdG9yeT4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz4msfHDAAAAnklEQVRYhe2YSw6AIBBDB+NZ4UxwWVzpSvlMMdakbyvBRymYGGqtxsz2tUAPCaJIEEWCKPSC+8iglNJ1m5dSgudF3g8CfYISRBnqYI8Y42PBvJ09WSK4QuSJacFWWq1nZuZaAH0H6QWnt/iua52thaBPcIngWyfY7AcJLrsHzdpJ5pxdc9InKEEUCaJIEIVeMOj3G4gEUSSIIkEUesEDFyYg8ESgp2YAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-inactive-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-inactive-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-sheet-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFIGlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgMjAxOCAoTWFjaW50b3NoKSIgeG1wOkNyZWF0ZURhdGU9IjIwMTgtMDUtMTVUMTI6NDk6MDMtMDQ6MDAiIHhtcDpNb2RpZnlEYXRlPSIyMDE4LTA1LTE2VDA4OjUzOjQzLTA0OjAwIiB4bXA6TWV0YWRhdGFEYXRlPSIyMDE4LTA1LTE2VDA4OjUzOjQzLTA0OjAwIiBkYzpmb3JtYXQ9ImltYWdlL3BuZyIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgcGhvdG9zaG9wOklDQ1Byb2ZpbGU9InNSR0IgSUVDNjE5NjYtMi4xIiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOjk3MzhlYzQ1LWYyYjUtNGEyYy1hYzUzLTAyNDliYTY3MDUxOCIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDo5NzM4ZWM0NS1mMmI1LTRhMmMtYWM1My0wMjQ5YmE2NzA1MTgiIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDo5NzM4ZWM0NS1mMmI1LTRhMmMtYWM1My0wMjQ5YmE2NzA1MTgiPiA8eG1wTU06SGlzdG9yeT4gPHJkZjpTZXE+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJjcmVhdGVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjk3MzhlYzQ1LWYyYjUtNGEyYy1hYzUzLTAyNDliYTY3MDUxOCIgc3RFdnQ6d2hlbj0iMjAxOC0wNS0xNVQxMjo0OTowMy0wNDowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTggKE1hY2ludG9zaCkiLz4gPC9yZGY6U2VxPiA8L3htcE1NOkhpc3Rvcnk+IDwvcmRmOkRlc2NyaXB0aW9uPiA8L3JkZjpSREY+IDwveDp4bXBtZXRhPiA8P3hwYWNrZXQgZW5kPSJyIj8+MCXPfwAAALFJREFUWIXtmLsOwyAMRU3VD00W809ekj91lwwVilTjGyjDPRILAnEkP0AUd5eVef1b4BcURKEgCgVRKIhCQZR3dGGtFbm0dzM7vyfCbwB3Dw1VTQmqql9jy5w7K8S7iBytZIQpgld4U5LTiiQrGS4ShJv8PUTkjOwdLmhmpZ3rKbjl+yAFUSiIMqyKs1djy9A2c9diRNhm5tIV4t68eiIPCz+PQCiIQkEUCqJQEGV5wQ8SxXDRRWVnjAAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFIGlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgMjAxOCAoTWFjaW50b3NoKSIgeG1wOkNyZWF0ZURhdGU9IjIwMTgtMDUtMTVUMTM6MjY6MDktMDQ6MDAiIHhtcDpNb2RpZnlEYXRlPSIyMDE4LTA1LTE2VDA4OjU1OjIyLTA0OjAwIiB4bXA6TWV0YWRhdGFEYXRlPSIyMDE4LTA1LTE2VDA4OjU1OjIyLTA0OjAwIiBkYzpmb3JtYXQ9ImltYWdlL3BuZyIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgcGhvdG9zaG9wOklDQ1Byb2ZpbGU9InNSR0IgSUVDNjE5NjYtMi4xIiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOjE5OWI0MzE2LTA2NmMtNDY4NS1iMjFlLWU1NWY1ZmRjYjQyZSIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDoxOTliNDMxNi0wNjZjLTQ2ODUtYjIxZS1lNTVmNWZkY2I0MmUiIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDoxOTliNDMxNi0wNjZjLTQ2ODUtYjIxZS1lNTVmNWZkY2I0MmUiPiA8eG1wTU06SGlzdG9yeT4gPHJkZjpTZXE+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJjcmVhdGVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjE5OWI0MzE2LTA2NmMtNDY4NS1iMjFlLWU1NWY1ZmRjYjQyZSIgc3RFdnQ6d2hlbj0iMjAxOC0wNS0xNVQxMzoyNjowOS0wNDowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTggKE1hY2ludG9zaCkiLz4gPC9yZGY6U2VxPiA8L3htcE1NOkhpc3Rvcnk+IDwvcmRmOkRlc2NyaXB0aW9uPiA8L3JkZjpSREY+IDwveDp4bXBtZXRhPiA8P3hwYWNrZXQgZW5kPSJyIj8+Uv5KzAAAAeJJREFUWIXtliFQIzEUQN8ymKstktraW7saSy0W1L+pPQnIOxya4atia8GupRZsbXVtkTmRv2ym107TpgwVeTOdpkl285L8n6ZwznHIHH23wCayYCpZMJUsmEoWTOU4plNRFIhIF7jbx6Cq+iv6H8w5t/HTICKPqXLNO2LGdc4d/hZnwVQOXjAqizdhGX4GVEAHeAOeVHWR+u4kQRHpm1hpVRNggRcdAvcp74cdBEWkA/wEBkDXhF6AV1WdW58ZcBU808dPovtlgiLSs+Jf/DbOgGdVnazofmLPVPgV7uEn8mH1F8A4ZtyoJLEVuLVBsO8aOLG2sO8FcG4/r2wyI+BGVa+t/ixmXIhfwQEwB/7gt+k37Raei8gIvzolPv7AJ0qtqtNYmRTBPjC2rFyIyDs+Dm+Ay0C24bqJxxARKa34X9s6tjkHZ0F5DnRM+MPqHmjjqmQ1w6Dv3gV7QfkHbTxW+K18U9UamNJu8zL3AKo6W9O+s+C8GdSOmQp4D9qnS+VwMp/sEo+xMTgGhiJyi89K8Fn85RQxF0e7sJa0MbTMRFVHADaJlSvYsM2FNVpwHSIywJ97L/gjqAJGaw7wT2IF93FZqIFT2sO53iS3DVEr+J0c/H0wC6aSBVPJgqlkwVT+AcI1zYWjA9KhAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-table-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-table-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-list-option {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-select-face-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-edge-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-vertex-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-hole-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-point-to-point-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
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+    background-image: 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+}
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+}
+
+.edrawings-markup-bezier-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-markup-image-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-button-text {
+    margin: 0;
+    width: 69px;
+
+    font-size: 9px;
+    font-family: sans-serif;
+
+    overflow: auto;
+    word-wrap: break-word;
+    color: darkgray;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-button {
+    display: inline-block;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+.edrawings-hud-button.active-button {
+    margin-top: -1px;
+    border-color: rgba(140, 140, 140, 1.0);
+    border-top: 4px solid #b1cb52;
+    border-bottom-color: #f5f5f5;
+    background-color:  #f5f5f5;
+}
+
+#edrawings-button-zoomtofit.edrawings-hud-button.active-button {
+    border-bottom-color: rgba(140,140,140,1.0);
+}
+
+#edrawings-button-help.edrawings-hud-button.active-button {
+    border-bottom-color: rgba(140, 140, 140, 1.0);
+}
+
+.bottom-button {
+    display: inline-block;
+
+    margin-left: 5px;
+
+    border-width: 1px;
+    border-color: rgba(255, 0, 0, 0.0);
+    border-style: solid;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+.edrawings-tool-button.bottom-button {
+    margin: 0px 5px;
+}
+
+.edrawings-tool-button.active-button {
+    border-color: rgba(140, 140, 140, 1.0);
+    border-right-color: #f5f5f5;
+    background-color: #f5f5f5;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-button.bottom-button {
+    margin: 0px 2px;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-button.bottom-button.active-button {
+    margin: 0px;
+    border-left: 4px solid #b1cb52;
+    border-right-width: 1px;
+
+    width: 46px; /* calc(44px + 2px); */
+}
+
+#edrawings-button-reset.edrawings-tool-button {
+    /* Make this like edrawings-hud-button */
+    float: none;
+    display: inline-block;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+#edrawings-button-reset.edrawings-tool-button.active-button {
+    border-right-color: rgba(140, 140, 140, 1.0);
+}
+
+#edrawings-button-move.edrawings-tool-button.active-button {
+    border-right-color: rgba(140, 140, 140, 1.0);
+    border-right-width: 1px;
+}
+
+.bottom-menu-button {
+    margin-left: 0;
+    margin-right: 0;
+}
+
+.hud-menu-button {
+    border-style: solid;
+    border-width: 1px;
+    border-color: rgba(255,255,255, 0.0);
+
+    width: 40px;
+    height: 40px;
+
+    text-align: center;
+    line-height: 40px;
+}
+
+.hover-active-button:hover {
+    background-color:rgba(243, 243, 243, 1.0);
+
+    border-width: 1px;
+    border-color: rgba(140, 140, 140, 1);
+    border-style: solid;
+}
+
+.active-button { 
+
+    border-width: 1px;
+    border-color: rgba(183,183,183,1.0);
+    border-style: solid;
+}
+
+.state-on-button {
+
+    border-color: rgba(140, 140, 140, 1.0);
+    border-width: 1px;
+    border-style: solid;
+}
+
+#edrawings-file {
+    position: absolute;
+    z-index: 200;
+
+    width: 200px;
+}
+
+#edrawings-button-file-open {
+    height: 40px;
+    display: inline-block;
+}
+
+#edrawings-button-component-tree {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+
+   /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-button-configurations {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+
+   /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-menu {
+    z-index: 110;
+
+    margin: 0px;
+
+    border-color: rgba(140, 140, 140, 1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    padding: 0px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    overflow: auto;
+
+    background-color: #f5f5f5;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+    opacity: 0.9;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+.edrawings-hud-menu-table {
+    border: 0 solid black;
+    border-collapse: collapse;
+    border-spacing: 0 0;
+}
+
+.edrawings-on-state {
+    background-color: rgba(200, 200, 200, 0.8);
+}
+
+.item-text {
+    cursor: pointer;
+}
+
+.item-tree-text {
+    pointer-events: none;
+    display: inline-block;
+
+    width: calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -o-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -webkit-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -moz-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+
+    white-space: nowrap;
+    text-overflow: ellipsis;
+    overflow: hidden;
+
+    background: none;
+    cursor: pointer;
+    line-height: 40px;
+    vertical-align: middle;
+    text-align: left;
+
+    font-family: Arial;
+    font-size: 12px;
+    font-weight: bold;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-debug-menu #edrawings-debug-list.edrawings-submenu-list .item-tree-text,
+.item-tree-text.edrawings-root {
+    width: calc(100% - (5px + 15px) - 40px - 10px);
+    width: -o-calc(100% - (5px + 15px) - 40px - 10px);
+    width: -webkit-calc(100% - (5px + 15px) - 40px - 10px);
+    width: -moz-calc(100% - (5px + 15px) - 40px - 10px);
+}
+
+.edrawings-submenu {
+    z-index: 99;
+    left: 50px; /* calc(0px + 50px); */
+
+    margin: 0px;
+
+    border-color: rgba(140,140,140,1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    padding: 0px;
+
+}
+
+#edrawings-left-bar.edrawings-out-of-view ~ .edrawings-submenu {
+    left: -9950px; /* calc(-10000px + 50px); */
+}
+
+.edrawings-menu-header {
+    padding: 0;
+
+    width: 100%;
+    height: 41px;
+    line-height: 41px;
+}
+
+.edrawings-menu-title {
+    display: inline-block;
+    position: relative;
+
+    margin-left: 10px;
+    margin-right: 10px;
+
+    width: auto;
+
+    font-family: "Segoe UI";
+    font-size: 17px;
+    font-weight: 600;
+
+    text-align: left;
+    color: #333333;
+}
+
+.edrawings-menu-setting {
+    right: 34px;
+    visibility: hidden;
+}
+
+.edrawings-hud-menu-close, .edrawings-menu-close {
+    right: 10px;
+}
+
+.edrawings-menu-icon {
+    position: absolute;
+
+    top: 11px;
+
+    padding: 0;
+
+    width: 20px;
+    height: 20px;
+}
+
+.edrawings-menu-head-button {
+    width: 20px;
+}
+
+.edrawings-submenu-list {
+    position: relative;
+    margin-right: 2px;
+    margin-left: 2px;
+
+    width: calc(100% - (2 * 2px));
+    width: -o-calc(100% - (2 * 2px));
+    width: -webkit-calc(100% - (2 * 2px));
+    width: -moz-calc(100% - (2 * 2px));
+
+    /* calc(100% - edrawings-menu-header height) */
+    height: calc(100% - 41px);
+    height: -o-calc(100% - 41px);
+    height: -webkit-calc(100% - 41px);
+    height: -moz-calc(100% - 41px);
+
+    overflow: auto;
+}
+
+#edrawings-component-tree-menu .component-search {
+    position: relative;
+
+    padding-left: 3px;
+    padding-right: 3px;
+    padding-top: 3px;
+    padding-bottom: 3px;
+
+    width: calc(100% - 12px);
+    width: -o-calc(100% - 12px);
+    width: -webkit-calc(100% - 12px);
+    width: -moz-calc(100% - 12px);
+
+    height: 30px;
+
+    background-color: rgb(192, 192, 192);
+}
+
+#edrawings-debug-menu .component-search {
+    position: relative;
+
+    padding-left: 3px;
+    padding-right: 3px;
+    padding-top: 3px;
+    padding-bottom: 3px;
+
+    width: calc(100% - 12px);
+    height: 30px;
+
+    background-color: rgb(192, 192, 192);
+}
+
+.edrawings-menu-search {
+    position: relative;
+
+    margin-left: 8px;
+    margin-right: 8px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+    border-color: #757575;
+
+    background-color: white;
+}
+
+#component-search-control {
+    position: absolute; 
+
+    bottom: 8px; 
+    right: 5px; 
+
+    height: 20px;
+}
+
+.edrawings-menu-search-icon {
+    display: inline-block;
+    position: absolute;
+
+    top: 0;
+    width: 34px;
+
+    color: rgb(100, 100, 100);
+    vertical-align: middle;
+}
+
+.edrawings-menu-search-input {
+    display: block;
+
+    right: 0;
+    left: 12px;
+
+    border: none;
+    outline: none;
+
+    /* padding-left: 35px; */
+    padding-left: 34px;
+
+    width: calc(100% - 12px - 34px);
+    width: -o-calc(100% - 12px - 34px);
+    width: -webkit-calc(100% - 12px - 34px);
+    width: -moz-calc(100% - 12px - 34px);
+
+    Height: 34px;
+    font-size: 11pt;
+}
+
+.edrawings-menu-search-input::-webkit-input-placeholder { 
+    /* Chrome/Opera/Safari */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input::-moz-placeholder { 
+    /* Firefox 19+ */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input:-ms-input-placeholder { 
+    /* IE 10+ */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input:-moz-placeholder { 
+    /* Firefox 18- */
+    color: lightgray;
+}
+
+.edrawings-menu-search-cancel {
+    position: absolute;
+
+    bottom: 12px;
+    right: 10px;
+
+    margin: 0;
+    padding: 0;
+
+    width: 15px;
+    height: 15px;
+
+    color: rgb(100, 100, 100);
+    cursor: default;
+}
+
+#edrawings-component-tree-menu .component-tools {
+    position: absolute;
+
+    bottom: 0;
+
+    padding-top: 5px;
+    padding-bottom: 5px;
+
+    width: 99%;
+    height: 75px;
+
+    background-color: rgb(192, 192, 192);
+
+    float: left;
+}
+
+.clearfix {
+    clear: both;
+}
+
+#edrawings-animations-menu {
+    display: none;
+    position: absolute;
+    z-index: 100;
+
+    left: 0;
+    bottom: 46px;
+
+    padding: 3px;
+
+    width: 140px;
+
+    color: darkgray;
+
+    font-family: sans-serif;
+    font-size: 12px;
+}
+
+/*=================================================================*/
+/* edrawings-menu CSS                                              */
+
+.edrawings-menu {
+    z-index: 99;
+
+    left: 50px; /* calc(0px + 50px); */
+
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    /* (bottom gap + bottom-bar height) */
+    bottom: 52px; /* calc(2px + 50px); */
+
+    margin: 0 auto;
+    border: 1px solid rgba(140, 140, 140, 1.0);
+    padding: 0;
+
+    width: auto;
+    min-width: 321px;
+    max-width: 500px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    /* overflow-x: auto; */
+    overflow-x: hidden;
+    overflow-y: hidden;
+
+    color: darkgray;
+
+    font-family: sans-serif;
+    font-size: 12px;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-config-navigation {
+    top: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 50px));
+}
+
+#edrawings-left-bar.edrawings-out-of-view ~ .edrawings-menu {
+    left: -9950px; /* calc(-10000px + 50px); */
+}
+
+.edrawings-submenu.edrawings-collapsible,
+.edrawings-menu.edrawings-collapsible {
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+    background-color: transparent;
+    /* IE has no support of unset */
+    /* cursor: unset; */
+    cursor: default;
+}
+
+#edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* bottom: auto; */
+    /* height: auto; */
+    overflow-x: visible;
+    overflow-y: hidden;
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    z-index: 100;
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+
+    /* The width of the edrawings-menu-panel-arrow-collapse */
+    min-width: calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -o-calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -webkit-calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -moz-calc(16px + (2 * 1px) + (2 * 1px));
+
+    max-width: calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -o-calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -webkit-calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -moz-calc(16px + (2 * 1px) + (2 * 1px));
+
+    background-color: transparent;
+}
+
+.edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 50px; /* calc((50px + 0px) + 0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 0px; /* calc(0px + 0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-bar height + top gap) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed *:not(.edrawings-menu-panel-arrow-collapse),
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed *:not(.edrawings-menu-panel-arrow-collapse) {
+    display: none;
+}
+
+/* End edrawings-menu CSS                                          */
+/*=================================================================*/
+
+#edrawings-animations-menu .header {
+    margin-bottom: 3px;
+    padding-left: 3px;
+}
+
+.edrawings-on-state {
+    background-color: rgb(200, 200, 200);
+}
+
+.edrawings-submenu-list .edrawings-submenu-list-item {
+    position: relative;
+    width: 100%;
+    height: 40px;
+    line-height: 40px;
+
+    /* The children are inline-blocks.  Use font-size to control the gap width of the inline block. */
+    font-size: 0px;
+
+    vertical-align: middle;
+    color: #333333;
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-submenu-list .edrawings-submenu-list-item:first-child {
+    border-top: none;
+}
+
+.edrawings-submenu-list .debug-struct {
+    height: 30px;
+}
+
+.edrawings-submenu-list-item.hidden {
+    color: rgba(128, 128, 128, 0.6);
+}
+
+.edrawings-submenu-list-item-button {
+    display: inline-block;
+    position: absolute;
+    cursor: pointer;
+
+    top: 10px;
+    right: 10px;
+
+    width: 20px;
+    height: 20px;
+
+    vertical-align: middle;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-submenu-list-item-button.edrawings-root {
+    display: none;
+}
+
+.edrawings-hud-arrow {
+    display: inline-block;
+    position: relative;
+
+    top: -10px;
+    left: -5px;
+
+    border-style: solid;
+    border-width: 6.1px 3.5px 0 3.5px;
+    border-color: #2a2a2a transparent transparent transparent;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-tree-arrow-space-common {
+    display: inline-block;
+
+    margin: 0;
+    padding-left: 5px;
+
+    width: 15px;
+    height: 15px;
+
+    vertical-align: middle;
+}
+
+.edrawings-tree-arrow {
+    line-height: 15px;
+    background-color: rgba(255, 255, 255, 0);
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAANFJREFUOBHVUssRgjAQJY7hTAmWYAlYAh3EAzmbSvQMB9OBJUAHWoIlcCaH8HZkYWB28EwO2d97L7tJkmT3S0kTWGvfyGcxxqKu64+E4dyBHcGelFJNWZZGqE0pUaDv+wtOb4HKIPJER/eJsXLEERgzEm8Uk2AIofDed1wnK3bAgKqqHIhXxB06ydM0bbjGdlOAQVt2U4BGoDuAAL1IS3ezFjuuExQbYzKt9QtuTjHWA8/pfu5yFwXGWc+AdjjZgeyXtDkSBcbyF+S/H2mW2q03ANLBRIizuA/1AAAAAElFTkSuQmCC);
+    background-position-x: 50%;
+}
+
+.edrawings-tree-space {
+    background: none;
+}
+
+.edrawings-panel-initial-left-padding {
+}
+
+#edrawings-hud-controls-menu {
+    display: none;
+    position: absolute;
+    z-index: 100;
+
+    top: 37px;
+    left: 200px;
+
+    width: 42px;
+}
+
+/*=================================================================*/
+/* #edrawings-hud-shaded-menu CSS                                  */
+
+#edrawings-hud-shaded-menu {
+    padding: 2px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+}
+
+@-moz-document url-prefix() {
+    #edrawings-hud-view-settings-menu.edrawings-collided,
+    #edrawings-hud-shaded-menu.edrawings-collided {
+        /* Mozilla only. Add 17~22 px for the firefox vertical scrollbar */
+        padding-right: 18px;
+    }
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-hud-shaded-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+}
+
+/* End #edrawings-hud-shaded-menu CSS                              */
+/*=================================================================*/
+
+#edrawings-hud-help-menu {
+    position: fixed;
+    z-index: 100;
+
+    top: 50%;
+    left: 50%;
+
+    border-style: solid;
+    border-width: 1px;
+
+    width: 279px;
+
+
+    font-size: 13px;
+    font-family: Arial;
+
+    -webkit-transform: translate(-50%, -50%);
+    transform: translate(-50%, -50%);
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-version {
+    margin: 5px;
+    padding: 10px;
+}
+
+#sizer {
+    margin: 0 auto;
+
+    width: 279px;
+
+    background: #666666 repeat-x 0 0;
+
+    -webkit-border-radius: 10px;
+    -moz-border-radius: 10px;
+    -khtml-border-radius: 10px;
+    border-radius: 10px;
+
+    -webkit-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    -moz-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    -khtml-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    box-shadow: 0 5px 12px rgba(0,0,0,.4);
+}
+
+fieldset { 
+    border: 0; 
+
+    padding-bottom: 9px;
+}
+
+label, legend { 
+    display: block; 
+    cursor: pointer; 
+
+    line-height: 20px;  
+
+    text-shadow: 0 -1px 0 rgba(0,0,0,.2); 
+
+    font: 14px/18px 'HelveticaNeue-Light', 'Helvetica Neue', Arial, Helvetica, sans-serif; 
+    font-weight: bold; 
+    text-align: center; 
+
+    color: dark-gray;
+}
+
+/*=================================================================*/
+/* Section CSS                                                     */
+
+#edrawings-section-menu {
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px) */
+
+    border-color: rgba(140,140,140,1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    width: auto;
+    height: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-section-menu.edrawings-collapsible {
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+}
+
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collided {
+    height: 100%;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-section-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-section-menu table {
+    border-collapse: collapse;
+}
+
+/* End Section CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Explode CSS                                                     */
+
+#edrawings-explode-menu {
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    width: 41px;
+
+    /* height of the slider
+       See #edrawings-explode-slider */
+    height: calc(170px + (2 * 15px) + (2 * 1px));
+    height: -o-calc(170px + (2 * 15px) + (2 * 1px));
+    height: -webkit-calc(170px + (2 * 15px) + (2 * 1px));
+    height: -moz-calc(170px + (2 * 15px) + (2 * 1px));
+
+    min-height: calc((2 * 15px) + (2 * 1px));
+    min-height: -o-calc((2 * 15px) + (2 * 1px));
+    min-height: -webkit-calc((2 * 15px) + (2 * 1px));
+    min-height: -moz-calc((2 * 15px) + (2 * 1px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+}
+
+#edrawings-explode-menu.edrawings-collapsible {
+    width: auto;
+
+    /* border height + height of the slider */
+    height: calc(2px + 170px + 30px + 2px);
+    height: -o-calc(2px + 170px + 30px + 2px);
+    height: -webkit-calc(2px + 170px + 30px + 2px);
+    height: -moz-calc(2px + 170px + 30px + 2px);
+
+    min-height: calc(2px + 30px + 2px);
+    min-height: -o-calc(2px + 30px + 2px);
+    min-height: -webkit-calc(2px + 30px + 2px);
+    min-height: -moz-calc(2px + 30px + 2px);
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-explode-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-explode-slider {
+    z-index: 100;
+
+    margin-top: 15px;
+    margin-bottom: 15px;
+    margin-left: 12px;
+    margin-right: 12px;
+
+    border: #c5c5c5 1px solid;
+    border-radius: 4px;
+
+    padding-left: 2px;
+
+    /* content-box, so minus margin and padding */
+    /* height: 170px; */
+    height: calc(100% - 2 * 15px - 2 * 1px);
+    height: -o-calc(100% - 2 * 15px - 2 * 1px);
+    height: -webkit-calc(100% - 2 * 15px - 2 * 1px);
+    height: -moz-calc(100% - 2 * 15px - 2 * 1px);
+
+    font-size: 18px; /* for some reason, the font size controls the width
+                         of the slider bar... */
+}
+
+/* Rail border */
+#edrawings-explode-slider {
+    border: #a2a2a2 1px solid;
+
+    background: #ffffff;
+}
+
+/* Add more padding to the arrow buttons. */
+.slide-bar-button {
+    display: none; /* off for 2019 release */
+
+    padding: 5px 0;
+}
+ 
+/* Darken slider handle */
+.ui-slider-handle {
+    border: 1px solid #aeaeae;
+    border-radius: 4px;
+
+    background: #aeaeae;
+}
+
+/* Center slider handle on rail. */
+.ui-slider-vertical .ui-slider-handle {
+    left: -0.2em; 
+}
+ 
+/* Slider handle hover colors */
+.ui-slider-handle .ui-state-hover {
+    border: 1px solid #c3c3c3; 
+    background: #c3c3c3; 
+}
+ 
+.ui-slider-range {
+    background: #cccccc;
+}
+
+.ui-dialog {
+    border-color: rgba(140,140,140,1.0);
+    border: 1px;
+    border-style: solid;
+
+    background-color: rgba(232, 232, 232, 1.0);
+    color: rgb(130,130,130);
+
+    font-family: sans-serif;
+    font-weight: normal;
+}
+
+.ui-dialog-buttonpane {
+    background-color: rgba(232, 232, 232, 1.0);
+}
+
+/* End Explode CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Measure CSS                                                     */
+
+#edrawings-measure-panel {
+    bottom: auto;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    font-family: Arial;
+    font-size: 14px;
+
+    color: #5b5b5b;
+}
+
+#edrawings-measure-panel.edrawings-collapsible.edrawings-collapsed,
+#edrawings-measure-panel.edrawings-collapsible.edrawings-collided {
+    /* bottom: calc(2px + 50px); */
+    height: 100%;
+}
+
+#edrawings-measure-submenu-list {
+    position: relative;
+    margin: 10px;
+    padding: 2px;
+    min-height: 50px;
+    /* 100% - edrawings-menu-header - edrawings-measure-filters - edrawings-measure-unit - edrawings-measure-messages */
+    max-height: calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -o-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -webkit-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -moz-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    background-color: #FFFFFF;
+    -webkit-touch-callout: none;
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-measure-entities-remove {
+    display: inline-block;
+    position: absolute;
+    right: 10px;
+    vertical-align: middle;
+
+    /* cross.png (used by edrawings-close-icon) is 20x20 */
+    width: 20px;
+    height: 20px;
+}
+
+.edrawings-measure-entities-info {
+    display: inline-block;
+    pointer-events: none;
+}
+
+.edrawings-measure-entities-type {
+    pointer-events: none;
+    white-space: pre-wrap;
+}
+
+/* End Measure CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Markup CSS                                                      */
+
+#edrawings-markup-menu {
+    /* height: auto; */
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    font-family: Arial;
+    font-size: 15px;
+}
+
+/* End Markup CSS                                                  */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Debug CSS                                                       */
+
+#edrawings-debug-menu {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    font-size: 15px;
+    font-family: Arial;
+}
+
+#edrawings-console-debug-categories {
+    /* Copied from edrawings-menu-search-input */
+    display: block;
+    border: none;
+
+    width: calc(100% - 2px);
+    width: -o-calc(100% - 2px);
+    width: -webkit-calc(100% - 2px);
+    width: -moz-calc(100% - 2px);
+
+    Height: 34px;
+    font-size: 11pt;
+}
+
+/* End Debug CSS                                                   */
+/*=================================================================*/
+
+.edrawings-inactive {
+    pointer-events: none;
+}
+
+.edrawings-common-panel-props {
+    position: absolute;
+    box-shadow: none;
+
+    border: 1px solid gray;
+
+    cursor: pointer;
+    font-size: 14px;
+}
+
+/*=================================================================*/
+/* shortcut CSS                                                    */
+
+#edrawings-shortcut-menu {
+    background-color: rgba(255, 255, 255, 0.9);
+    z-index: 100;
+}
+
+.edrawings-shortcut-menu-text {
+    font-size: 12px;
+    font-family: Arial;
+    font-weight: bold;
+
+    color: rgb(130,130,130);
+    text-align: left;
+}
+
+.edrawings-shortcut-hide-show::before {
+    content: "Hide/Show";
+}
+
+.edrawings-shortcut-transp-solid::before {
+    content: "Transparent/Solid";
+}
+
+.edrawings-shortcut-isolate::before {
+    content: "Hide Others";
+}
+
+.edrawings-shortcut-show-all::before {
+    content: "Show All";
+}
+
+.edrawings-shortcut-measure-remove::before {
+    content: "Remove";
+}
+
+.edrawings-shortcut-measure-clear::before {
+    content: "Clear";
+}
+
+/* End shortcut CSS                                                */
+/*=================================================================*/
+
+#edrawings-preview-window {
+    box-shadow: none;
+    display: none;
+    position: absolute;
+    z-index: 1000;
+
+    border: 1px solid gray;
+
+    background-color: rgba(255, 255, 255, 0.9);
+
+    font-size: 14px;
+    cursor: pointer;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.inputfile {
+    position: absolute;
+    z-index: -1;
+
+    width: 0.1px;
+    height: 0.1px;
+
+    overflow: hidden;
+
+    opacity: 0;
+}
+
+.button {
+    border-color: rgb(100,100,100);
+    border-style: solid;
+    border-width: thin;
+
+    padding: 4px 12px 4px 12px;
+
+    background-color: #EEEEEE;
+    color: rgb(100,100,100);
+
+    font: 11px Arial;
+}
+
+.edrawings-bottom-label {
+    display: table-cell;
+
+    width: 90px;
+
+    color: darkgray;
+
+    font-size: 14px;
+    font-family: sans-serif;
+
+    white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    text-align: center;
+    vertical-align: middle;
+}
+
+#edrawings-custom-cursor-rotate {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/select3.png");
+}
+
+#edrawings-custom-cursor-pan {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/select2.png");
+}
+
+#edrawings-custom-cursor-zoom {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/zoom1.png");
+}
+
+.unselectable {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    cursor: default;
+}
+
+/* Required for jquery.ui.touch-punch.js.  Without this, touch doesn't work
+ * on IE/Edge
+ */
+.ui-draggable {
+    -ms-touch-action: none;
+    touch-action: none;
+}
+
+#edrawings-fileopen-background {
+    position: absolute;
+    pointer-events: none;
+
+    left: 0;
+    top: 0;
+
+    border-style: solid;
+    border-color: rgba(255,255,255,0);
+
+    width: 100%;
+    height: 100%;
+}
+
+#fileopen-group {
+    position: absolute;
+
+    top: 50%;
+    left: 50%;
+
+    margin-left: -175px;
+    margin-right: auto;
+    margin-top: -200px;
+    margin-bottom: auto;
+
+    width: 350px;
+    height: 400px;
+
+    color: rgb(120,120,120);
+
+    font-family: arial;
+    font-weight: bold;
+}
+
+.fileopen-block {
+    display: flex;
+
+    justify-content: center;
+
+    margin-top: 20px;
+    margin-bottom: 20px;
+}
+
+.fileopen-block-item {
+    align-self: center;
+}
+
+#fileopen-drop-block-background {
+    border-style: dashed;
+    border-radius: 10px;
+
+    height: 150px;
+}
+
+#edrawings-drop-block.edrawings-viewer-regular {
+    display: none;
+    position: absolute;
+    z-index: 10;
+
+    border-style: dashed;
+    border-radius: 10px;
+
+    width: 350px;
+    height: 150px;
+
+    background-color: rgba(255, 255, 255, 0.0);
+}
+
+#fileopen-drop-instr {
+    z-index: 50;
+}
+
+#edrawings-drop-block.edrawings-viewer-ondrop {
+    position: absolute;
+    z-index: 10;
+
+    top: 0;
+    left: 0;
+
+    margin: 5px;
+
+    border-style: dashed;
+    border-radius: 10px;
+
+    width: calc(100% - 20px);
+    width: -o-calc(100% - 20px);
+    width: -webkit-calc(100% - 20px);
+    width: -moz-calc(100% - 20px);
+
+    height: calc(100% - 20px);
+    height: -o-calc(100% - 20px);
+    height: -webkit-calc(100% - 20px);
+    height: -moz-calc(100% - 20px);
+
+    background: rgba(255,255,255,0.9);
+}
+
+#stream_viewer_link {
+    color: blue;
+    text-decoration: underline;
+}
+
+.fileopen-button-block {
+    pointer-events: all;
+}
+
+.edrawings-layer-checkbox-style {
+    display: inline-block;
+
+    margin-right: 10px;
+
+    line-height: 14px;
+
+    vertical-align: middle;
+
+    cursor: pointer;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.bottom-bar {
+    position: absolute;
+    z-index: 2;
+
+    bottom: 0;
+
+    width: 100%;
+    height: 50px;
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    white-space: nowrap;
+
+    /* The children are inline-blocks.  Use font-size to control the gap width of the inline block. */
+    font-size: 0px;
+}
+
+/*=================================================================*/
+/* #edrawings-config-tab-list CSS                                  */
+
+#edrawings-config-tab-list {
+    display: inline-block;
+
+    height: 100%;
+    line-height: 44px;
+
+    white-space: nowrap;
+    overflow-x: auto;
+    overflow-y: hidden;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-config-tab-list.edrawings-fullwidth {
+    width: 100%;
+}
+
+#edrawings-config-tab-list.edrawings-compressed {
+    /* 100% - (left-arrow width + left-arrow padding + 1px gap) - (1px gap + right-arrow padding + right-arrow width) - (rightmost icon and its padding) */
+    width: calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -o-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -webkit-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -moz-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+
+    overflow: hidden;
+}
+
+.bottom-bar.edrawings-compressed-tab-list.edrawings-removed-arrow-left:not(.edrawings-removed-arrow-right) #edrawings-config-tab-list.edrawings-compressed,
+.bottom-bar.edrawings-compressed-tab-list.edrawings-removed-arrow-right:not(.edrawings-removed-arrow-left) #edrawings-config-tab-list.edrawings-compressed {
+    /* 100% - (left-arrow width + left-arrow padding + 1px gap)/(1px gap + right-arrow padding + right-arrow width) - (rightmost icon and its padding) */
+    width: calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -o-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -webkit-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -moz-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+
+    overflow: hidden;
+}
+
+/* End #edrawings-config-tab-list CSS                              */
+/*=================================================================*/
+
+.bottom-bar:not(.edrawings-compressed-tab-list) .edrawings-arrow-wrapper {
+    display: none;
+
+    width: auto;
+    height: inherit;
+
+    background-color: rgba(100, 100, 100, 0.1);
+}
+
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper {
+    position: relative;
+
+    top: -2px;
+
+    border-bottom-color: lightgray;
+    border-bottom-style: solid;
+    border-bottom-width: 1px;
+    border-right: 1px solid white;
+
+    padding-left: 2px;
+    padding-right: 8px;
+
+    width: auto;
+    height: 44px; /* inherit; */
+
+    background-color: rgba(100, 100, 100, 0.1);
+
+    font-size: medium; /* Default value is either medium or 16px */
+}
+
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper:nth-child(4) {
+    border-left: 1px solid white;
+    /* IE has no support of unset */
+    /* border-right: unset; */
+    border-right-width: 0px;
+
+    padding-left: 8px;
+    /* IE has no support of unset */
+    /* padding-right: unset; */
+    padding-right: 2px;
+}
+
+#edrawings-config-tab-list:not(.edrawings-compressed) ~ .edrawings-sheets-control {
+    display: none;
+}
+
+.edrawings-config-tab {
+    display: inline-block;
+    position: relative;
+    z-index: 0;
+
+    border-top: none;
+
+    border-bottom-color: lightgray;
+    border-bottom-style: solid;
+    border-bottom-width: 1px;
+
+    border-right-color: lightgray;
+    border-right-style: solid;
+    border-right-width: 1px;
+
+    padding: 0 5px;
+
+    width: auto;
+    min-width: 76px;
+
+    height: 44px; /* 50px * .88 = 44px */
+
+    background-color: rgba(100, 100, 100, 0.1);
+
+    text-align: center;
+
+    font-size: medium; /* Default value is either medium or 16px */
+
+    cursor: default;
+}
+
+/* #edrawings-config-tab-list.edrawings-compressed .edrawings-config-tab {
+    height: 30px;
+} */
+
+.config-tab-text {
+    margin-left: 5px;
+    margin-right: 5px;
+
+    font-family: arial;
+    font-size: 14px;
+
+    pointer-events: none;
+}
+
+.active-modelview {
+    z-index: 0;
+    top: -2px;
+
+    margin-left: -1px;
+
+    border-top-color: white;
+    border-top-style: solid;
+    border-top-width: 1px;
+
+    border-left-color: rgba(140,140,140,1.0);
+    border-left-style: solid;
+    border-left-width: 1px;
+
+    border-right-color: rgba(140,140,140,1.0);
+    border-right-style: solid;
+    border-right-width: 1px;
+
+    border-color: rgba(140,140,140,1.0);
+
+    height: calc(88% + 2px); /* 50 * .88 = 44 */
+
+    background-color: white;
+}
+
+
+#edrawings-config-tab-list .edrawings-config-tab.active-modelview:first-child {
+    /* IE has no support of unset */
+    /* margin-left: unset; */
+    margin-left: 0px;
+}
+
+.edrawings-measure-unit {
+    margin: 10px;
+}
+
+.measure-unit-selector {
+    display: inline-block;
+
+    /* Substract width of measure-unit-item-name */
+    width: calc(100% - 90px);
+    width: -o-calc(100% - 90px);
+    width: -webkit-calc(100% - 90px);
+    width: -moz-calc(100% - 90px);
+
+    height: auto;
+
+    background-color: #FFFFFF;
+    vertical-align: middle;
+}
+
+.edrawings-measure-unit-item {
+    position: relative;
+
+    margin: 0px;
+
+    height: 30px;
+    line-height: 30px;
+}
+
+.measure-unit-item-name {
+    display: inline-block;
+    margin-left: 6px;
+    width: 80px;
+    
+    text-align: left;
+    vertical-align: middle;
+
+    /* white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis; */
+
+    font-family: Arial;
+    font-size: 14px;
+    font-weight: normal;
+}
+
+#edrawings-markup-view-list {
+    margin-left: 3px;
+    margin-right: 3px;
+    margin-top: 5px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+
+    min-height: 150px;
+    max-height: calc(100% - 45px);
+    max-height: -o-calc(100% - 45px);
+    max-height: -webkit-calc(100% - 45px);
+    max-height: -moz-calc(100% - 45px);
+
+    overflow: auto;
+
+    background-color: white;
+}
+
+.edrawings-markup-view-name {
+    pointer-events: none;
+}
+
+.markup-mode {
+    pointer-events: none;
+}
+
+.edrawings-icon.markup-mode {
+    margin: auto;
+}
+
+.markup-op {
+    pointer-events: none;
+}
+
+.edrawings-measure-messages {
+    margin: 10px;
+    border: rgb(140, 140, 140) 1px solid;
+    padding: 10px 6px;
+
+    min-height: 150px;
+    max-height: 200px;
+
+    overflow-y: auto;
+
+    background-color: #FFFFFF;
+
+    -webkit-touch-callout: text;
+    -webkit-user-select: text;
+    -khtml-user-select: text;
+    -moz-user-select: text;
+    -ms-user-select: text;
+    user-select: text;
+}
+
+.edrawings-measure-entities-list-item {
+    margin: 2px;
+    border-bottom: #cacaca 1px solid;
+    padding: 10px 6px;
+}
+
+.edrawings-measure-entities-list-item:last-child {
+    border-bottom: none;
+}
+
+#edrawings-measure-entities-list {
+    margin-left: 3px;
+    margin-right: 3px;
+    margin-top: 5px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+
+    background-color: white;
+}
+
+#edrawings-measure-result {
+    white-space: pre-wrap;
+}
+
+/*=================================================================*/
+/* navigation CSS                                                  */
+
+#edrawings-button-confignav {
+    display: block;
+    margin: 0;
+    float: none;
+}
+
+#edrawings-config-navigation {
+    /* Need this z-index to show on top of tool-bar */
+    z-index: 100;
+
+    bottom: 50px;
+    right: 0px;
+    /* IE has no support of unset */
+    /* left: unset; */
+    left: auto;
+    /* top: unset; */
+    top: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -o-calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -webkit-calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -moz-calc(100% - (50px + 2px) - (0px + 50px));
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collapsed,
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collided {
+    height: 100%;
+}
+
+/* End navigation CSS                                              */
+/*=================================================================*/
+
+.measure-filter-image {
+    pointer-events: none;
+}
+
+.edrawings-icon.measure-filter-image {
+    margin: auto;
+}
+
+.edrawings-disabled-button {
+    pointer-events: none;
+
+    opacity: 0.3;
+    filter: alpha(opacity = 30); /* For IE8 and earlier */
+}
+
+.edrawings-menu-info {
+    display: inline-block;
+    position: absolute;
+
+    right: 45px;
+    top: 2px;
+
+    font-family: "Segoe UI";
+    font-size: 12px;
+
+    color: #5b5b5b;
+}
+
+#edrawings-logo-block {
+    display: inline-block;
+
+    margin-left: 5px;
+    margin-right: 4px;
+
+    width: auto;
+}
+
+#edrawings-fileload-block {
+    display: inline-block;
+}
+
+#edrawings-filename-block {
+    display: inline-block;
+    padding-right: 8px; /* width of the arrow padding */
+    width: auto;
+
+    overflow: hidden;
+    white-space: nowrap;
+
+    text-align: left;
+    vertical-align: middle;
+}
+
+.edrawings-collided-hud-bar #edrawings-filename-block {
+    /* logo-block: (5px + 44px)
+       fileload-block: 40px
+       font-size: 2px (multiply by # of items)
+       2 edrawings-hud-button (reset and fullscreen): 2 * 46px
+       1 arrow from hud-bar: 1 * (10px + 10px);
+       margin-right from hud-bar: 2px;
+       right from hud-bar: 0px;
+    */
+    max-width: calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -o-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -webkit-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -moz-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+}
+
+#edrawings-filename {
+    position: relative;
+
+    top: 0;
+
+    line-height: 22px;
+
+    text-align: center;
+}
+
+#edrawings-filename-text {
+    display: block;
+
+    width: 100%;
+
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    font-family: arial;
+    font-size: small;
+}
+
+#config-tab-border {
+    position: absolute;
+    z-index: 0;
+
+    border-top-color: rgba(140,140,140,1.0);
+    border-top-style: solid;
+    border-top-width: 1px;
+
+    top: 0;
+
+    width: 100%;
+
+    font-size: medium; /* Default value is either medium or 16px */
+}
+
+.edrawings-custom-redline {
+    position: absolute;
+}
+
+.edrawings-markupdiv-image {
+    width: 100%;
+    height: 100%;
+}
+
+#edrawings-measure-filters {
+    margin: 4px 10px;
+}
+
+#edrawings-layer-control-all {
+    height: auto;
+}
+
+.slide-bar-button {
+    margin: auto;
+
+    text-align: center;
+}
+
+.edrawings-bar-icon {
+    margin: auto;
+
+    width: 20px;
+    height: 20px;
+
+    vertical-align: middle;
+}
+
+.help-table-button {
+    width: 85px;
+
+    height: 60px;
+    line-height: 70px;
+
+    text-align: center;
+}
+
+.edrawings-help-grid {
+    border-width: 1px;
+    border-bottom-style: solid;
+
+    width: 279px;
+}
+
+.edrawings-help-table {
+    margin-top: 8px;
+    margin-bottom: 8px;
+
+    border-collapse: collapse;
+
+    width: 100%;
+}
+
+.help-column-first {
+    border-right: solid 1px;
+    border-color: rgb(150,150,150);
+}
+
+.help-column-second {
+    border-right: solid 1px;
+    border-color: rgb(150,150,150);
+}
+
+.ui-slider-vertical .ui-slider-handle {
+    left: -0.2em;
+}
+
+.section-button {
+    margin: 3px;
+}
+
+.bottom-button.section-button {
+    display: block;
+}
+
+#edrawings-button-shaded {
+    width: 48px;
+}
+
+.edrawings-arrow-wrapper {
+    display: inline-block;
+
+    width: auto;
+    height: auto;
+
+    text-align: center;
+}
+
+.edrawings-arrow-up {
+    display: block;
+    position: relative;
+
+    top: calc((100% - 10px)/2);
+    top: -o-calc((100% - 10px)/2);
+    top: -webkit-calc((100% - 10px)/2);
+    top: -moz-calc((100% - 10px)/2);
+
+    left: calc((100% - (2 * 8px))/2);
+    left: -o-calc((100% - (2 * 8px))/2);
+    left: -webkit-calc((100% - (2 * 8px))/2);
+    left: -moz-calc((100% - (2 * 8px))/2);
+
+    border-left: 8px solid transparent;
+    border-right: 8px solid transparent;
+    border-bottom: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-up,
+.edrawings-arrow-up.edrawings-disabled {
+    display: none;
+
+    border-bottom: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-down {
+    display: block;
+    position: relative;
+
+    top: calc((100% - 10px)/2);
+    top: -o-calc((100% - 10px)/2);
+    top: -webkit-calc((100% - 10px)/2);
+    top: -moz-calc((100% - 10px)/2);
+
+    left: calc((100% - (2 * 8px))/2);
+    left: -o-calc((100% - (2 * 8px))/2);
+    left: -webkit-calc((100% - (2 * 8px))/2);
+    left: -moz-calc((100% - (2 * 8px))/2);
+
+    border-left: 8px solid transparent;
+    border-right: 8px solid transparent;
+    border-top: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-down,
+.edrawings-arrow-down.edrawings-disabled {
+    display: none;
+
+    border-top: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-left {
+    display: block;
+    position: relative;
+
+    top: calc((100% - (2 * 8px))/2);
+    top: -o-calc((100% - (2 * 8px))/2);
+    top: -webkit-calc((100% - (2 * 8px))/2);
+    top: -moz-calc((100% - (2 * 8px))/2);
+
+    left: calc((100% - 10px)/2);
+    left: -o-calc((100% - 10px)/2);
+    left: -webkit-calc((100% - 10px)/2);
+    left: -moz-calc((100% - 10px)/2);
+
+    border-top: 8px solid transparent;
+    border-bottom: 8px solid transparent;
+    border-right: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-left,
+.edrawings-arrow-left.edrawings-disabled {
+    display: none;
+
+    border-right: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-right {
+    display: block;
+    position: relative;
+
+    top: calc((100% - (2 * 8px))/2);
+    top: -o-calc((100% - (2 * 8px))/2);
+    top: -webkit-calc((100% - (2 * 8px))/2);
+    top: -moz-calc((100% - (2 * 8px))/2);
+
+    left: calc((100% - 10px)/2);
+    left: -o-calc((100% - 10px)/2);
+    left: -webkit-calc((100% - 10px)/2);
+    left: -moz-calc((100% - 10px)/2);
+
+    border-top: 8px solid transparent;
+    border-bottom: 8px solid transparent;
+    border-left: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-right,
+.edrawings-arrow-right.edrawings-disabled {
+    display: none;
+
+    border-left: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+#edrawings-hud-bar {
+    display: block;
+    position: absolute;
+
+    top: 0px;
+    right: 0px;
+
+    margin-right: 2px;
+
+    width: auto;
+    height: inherit; /* 46px; */
+}
+
+.edrawings-hud-bar-content {
+    /* The children are inline-block.  Use font-size to control the gap between inline-block children */
+    font-size: 2px;
+}
+
+#edrawings-hud-bar .edrawings-arrow-wrapper {
+    display: none;
+
+    width: auto;
+    height: inherit;
+}
+
+#edrawings-hud-bar.edrawings-collided {
+    /* Keep the arrows visible */
+    /* (left-arrow width + left-arrow padding) + (right-arrow padding + right-arrow width) */
+    min-width: calc((10px + 10px) + (10px + 10px));
+    min-width: -o-calc((10px + 10px) + (10px + 10px));
+    min-width: -webkit-calc((10px + 10px) + (10px + 10px));
+    min-width: -moz-calc((10px + 10px) + (10px + 10px));
+
+    overflow-x: auto;
+    overflow-y: hidden;
+
+    white-space: nowrap;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper {
+    display: block;
+    position: absolute;
+
+    padding-left: 2px;
+    padding-right: 8px;
+
+    width: auto;
+    height: inherit;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper:nth-child(2) {
+    right: 0px;
+
+    padding-left: 8px;
+
+    /* IE has no support of unset */
+    /* padding-right: unset; */
+    padding-right: 2px;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button,
+.edrawings-tool-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button,
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper.edrawings-disabled-button {
+    display: none;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-hud-bar-content {
+    display: block;
+    position: absolute;
+
+    /* Make room for the arrows */
+    /* (left-arrow width + left-arrow padding) */
+    left: calc(10px + 10px);
+    left: -o-calc(10px + 10px);
+    left: -webkit-calc(10px + 10px);
+    left: -moz-calc(10px + 10px);
+
+    /* 100% - (left-arrow width + left-arrow padding) + (right-arrow padding + right-arrow width) */
+    width: calc(100% - (10px + 10px) - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px) - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px) - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px) - (10px + 10px));
+
+    overflow: hidden;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(1) ~ .edrawings-hud-bar-content {
+    left: 0px;
+
+    /* 100% - (right-arrow padding + right-arrow width) */
+    width: calc(100% - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px));
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(2) ~ .edrawings-hud-bar-content {
+    /* 100% - (left-arrow width + left-arrow padding) */
+    width: calc(100% - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-ui-hide {
+    display: none;
+}
+
+#edrawings-button-fs {
+    background-repeat: no-repeat;
+    background-position-y: 3px;
+    background-image: url(data:image/png;base64,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);
+}
+
+.edrawings-button-fs-restore {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFFmlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgKE1hY2ludG9zaCkiIHhtcDpDcmVhdGVEYXRlPSIyMDE4LTA0LTEzVDEzOjMwOjA1LTA0OjAwIiB4bXA6TW9kaWZ5RGF0ZT0iMjAxOC0wNC0xM1QxMzozMDo0My0wNDowMCIgeG1wOk1ldGFkYXRhRGF0ZT0iMjAxOC0wNC0xM1QxMzozMDo0My0wNDowMCIgZGM6Zm9ybWF0PSJpbWFnZS9wbmciIHBob3Rvc2hvcDpDb2xvck1vZGU9IjMiIHBob3Rvc2hvcDpJQ0NQcm9maWxlPSJzUkdCIElFQzYxOTY2LTIuMSIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDo5MjUyMGUzNC1hYWZkLTQ2NWMtODBjMC1lMjdjNTZlMDk1MzkiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6OTI1MjBlMzQtYWFmZC00NjVjLTgwYzAtZTI3YzU2ZTA5NTM5IiB4bXBNTTpPcmlnaW5hbERvY3VtZW50SUQ9InhtcC5kaWQ6OTI1MjBlMzQtYWFmZC00NjVjLTgwYzAtZTI3YzU2ZTA5NTM5Ij4gPHhtcE1NOkhpc3Rvcnk+IDxyZGY6U2VxPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iY3JlYXRlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDo5MjUyMGUzNC1hYWZkLTQ2NWMtODBjMC1lMjdjNTZlMDk1MzkiIHN0RXZ0OndoZW49IjIwMTgtMDQtMTNUMTM6MzA6MDUtMDQ6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDQyAoTWFjaW50b3NoKSIvPiA8L3JkZjpTZXE+IDwveG1wTU06SGlzdG9yeT4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz6zwljZAAAA4ElEQVRYhe2WMQ7DIAxFv6selC4+FEu5KV2SCCFIbFwFWvlNGUz8ZDCGcs5YmcdsgStc0IoLWnFBKy5o5SkNJCIw8xsAYoyvkWTleukEE1dw+3kAEPZEZdIzobP1V4grWBGY+fgG0KtoHadGXMFtW1OZXJi0jkuaI6JqkoakFpUc8ANdrBIsDvooqgYBAJK2OxENGfX4+jUzCxe04oJWVKOud83EGJstzsytVvVJcivLT5KR9+BOgmy767hb3oPHWSree5K4oE2kmsUznvxiwVn8VxfPwAWtuKAVF7SyvOAHYKtpVsefE9wAAAAASUVORK5CYII=) !important;
+}
+
+.edrawings-tree-expanded {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwwAADsMBx2+oZAAAALtJREFUOE/tkL0RgzAMhXHuTM0oZIMwQjZwClwnk5DaLuINMgLZIBmFGhdGzxYQCF1avjudnmSdfpzt/I9gH9Fav+H7vq+cc11MMkqpIs/zFtoYc4xJ4sB+pCArpZTPFM5wriRDzcSiQQjhTK4TQpxomyZl42YNciQ7rplYnADqulZU/ICm4gv8d2ytddAjPw0AT7+Sjf+Ate90+y2FM5sNAG3S8tqY/KLJVXxYsf7ECe89bv3AWO9skmUDwnw8r6UK7XsAAAAASUVORK5CYII=);
+}
+
+.edrawings-dialog-no-close .ui-dialog-titlebar-close {
+    display: none;
+}
+
+.edrawings-info-title .ui-dialog-title {
+    content: "Information";
+    font-weight: 600;
+}
+
+.edrawings-warn-title .ui-dialog-title {
+    content: "Warning";
+    font-weight: 600;
+}
+
+.edrawings-error-title .ui-dialog-title {
+    content: "Error";
+    font-weight: 600;
+}
+
+.edrawings-server-unsupported-file-type::after {
+    content: "Can not load " attr(data-file) ".  It is an unsupported file type.";
+}
+
+.edrawings-server-ajax-failure::after {
+    content: "Server unavailable.  Please try again.  If the failure persists, please report this message to customer support.";
+}
+
+.edrawings-server-load-failure-1::after {
+    content: "Model viewing failed.  Please reload and try again.  If the failure persists, please report the information below to customer support.";
+}
+
+.edrawings-server-load-failure-2::after {
+    margin-top: 20px;
+    white-space: pre;
+    content: "\AServer: " attr(data-server-id);
+}
+
+.edrawings-server-load-failure-3::after {
+    content: "Model ID: " attr(data-model-cache-name);
+}
+
+.edrawings-server-url-inaccessible::after {
+    content: "Cannot access file URL: " attr(data-file-url);
+    white-space: nowrap;
+}
+
+.edrawings-server-websocket-create-failure::after {
+    content: "Could not establish streaming connection for viewer.";
+}
+
+.edrawings-unable-process-file::after {
+    content: "Unable to complete processing of this file.";
+}
+
+.edrawings-viewer-load-failure::after {
+    content: "Failed to load model in the viewer: " attr(data-error-message);
+    white-space: nowrap;
+}
+
+.edrawings-glcontextlost::after {
+    content: "Your browser or device does not have the resources to display the viewer.";
+}
+
+.edrawings-unknown-error::after {
+    content: "An error occurred.  Please try again.";
+}
+
+.edrawings-unknown-license-error::after {
+    content: "A licensing error occurred.  Please try again.";
+}
+
+.edrawings-license-version-mismatch-error::after {
+    content: "There is a license version mismatch.";
+}
+
+.edrawings-no-licenses-error::after {
+    content: "We're sorry, no licenses are available at this time. Please close an existing session of eDrawings Web Viewer and try again later.";
+}
+
+.edrawings-license-server-connection-error::after {
+    content: "The license server is not reachable. Please confirm that the server is configured correctly and that the license server is running.";
+}
+
+.edrawings-license-expired-error::after {
+    content: "Your license has timed out due to inactivity, license has been returned to the server.";
+}
+
+.edrawings-debug-node-matrices::after {
+    content: "Show Matrices";
+}
+
+#edrawings-configurations-menu .edrawings-menu-title::after {
+    content: "Configurations";
+}
+
+/*=================================================================*/
+/* Loading CSS                                                     */
+
+#WaitBanner {
+    position: fixed;
+    z-index: 9999;
+    top: calc((100% - 65px - 24px)/ 2 - 5px);
+    left: calc((100% - 296px) / 2);
+    padding: 5px;
+    clear: both;
+    background-color: rgba(255, 255, 255, 0.85);
+}
+
+.edrawings-loading-logo-dark-text {
+    display: block;
+    position: relative;
+    margin: auto;
+    overflow: auto;
+    background-color: transparent;
+}
+
+.edrawings-loading-spin {
+    display: block;
+    position: relative;
+    top: 10px; 
+    margin: auto;
+    width: 24px; /* 1.5x larger */
+    height: 24px;
+    overflow: auto;
+    background-image: url(data:image/gif;base64,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); 
+    background-size: contain;
+    background-color: transparent;
+    
+}
+
+/* Loading CSS                                                     */
+/*=================================================================*/
+
+/*=================================================================*/
+/* ticker CSS                                                      */
+
+@keyframes edrawings-ticker-animation {
+    0% {
+        -webkit-transform: translate3d(0, 0, 0);
+        transform: translate3d(0, 0, 0);
+        visibility: visible;
+    }
+
+    100% {
+        -webkit-transform: translate3d(-66.667%, 0, 0);
+        transform: translate3d(-66.667%, 0, 0);
+    }
+}
+
+/* The current state of edrawings-ticker-wrapper is a full width tooltip without any animation */
+.edrawings-ticker-wrapper {
+    box-sizing: content-box;
+    position: fixed;
+    z-index: 101;
+
+    border: 1px solid rgba(140,140,140,1.0);
+
+    width: 100%;
+
+    height: 24px;
+    line-height: 24px;
+
+    overflow: hidden;
+
+    background-color: rgba(255, 255, 255, 1.0);
+    color: black;
+
+    font-family: Arial;
+    font-size: 12px;
+    text-align: center;
+}
+
+.edrawings-ticker-wrapper.edrawings-animation {
+    padding-left: 0px; /* 100px; */
+
+    width: 100px;
+
+    /* IE has support of unset */
+    /* text-align: unset; */
+    text-align: left;
+}
+
+.edrawings-ticker {
+    display: inline-block;
+    white-space: nowrap;
+}
+
+.edrawings-ticker-wrapper.edrawings-animation .edrawings-ticker {
+    padding-right: 0px; /* 100%; */
+
+    -webkit-animation-iteration-count: infinite;
+    animation-iteration-count: infinite;
+
+    -webkit-animation-timing-function: linear;
+    animation-timing-function: linear;
+
+    -webkit-animation-name: edrawings-ticker-animation;
+    animation-name: edrawings-ticker-animation;
+
+    -webkit-animation-duration: 7s;
+    animation-duration: 7s;
+}
+
+/* End ticker CSS                                                  */
+/*=================================================================*/
+
+/*=================================================================*/
+/* edrawings-menu-panel-wrapper CSS                                */
+
+.edrawings-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+    left: 0px;
+    top: 0px;
+    border: 1px solid gray;
+
+    /* Make room for the edrawings-menu-panel-arrow-collapse */
+    width: calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -o-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -webkit-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -moz-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+
+    height: calc(100% - (2 * 1px));
+    height: -o-calc(100% - (2 * 1px));
+    height: -webkit-calc(100% - (2 * 1px));
+    height: -moz-calc(100% - (2 * 1px));
+
+    background-color: #f5f5f5;
+    cursor: pointer;
+    opacity: 0.9;
+}
+
+#edrawings-explode-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+
+    left: 0px;
+    top: 0px;
+
+    border: 1px solid gray;
+
+    /* substract the border width */
+    height: calc(100% - (2 * 1px));
+    height: -o-calc(100% - (2 * 1px));
+    height: -webkit-calc(100% - (2 * 1px));
+    height: -moz-calc(100% - (2 * 1px));
+
+    /* substract the border width */
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    background-color: #f5f5f5;
+    opacity: 0.9; 
+    cursor: pointer;
+}
+
+#edrawings-section-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+
+    left: 0px;
+    top: 0px;
+
+    border: 1px solid gray;
+    padding: 2px;
+
+    height: auto;
+
+    /* substract the border height and padding height */
+    max-height: calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -o-calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -moz-calc(100% - (2 * 1px) - (2 * 2px));
+
+    overflow: auto;
+    background-color: #f5f5f5;
+    cursor: pointer;
+    text-align: center;
+    opacity: 0.9;
+}
+
+/* Mozilla only. Add 17~22 px for the firefox vertical scrollbar */
+@-moz-document url-prefix() {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {     
+        padding-right: 18px;
+    }
+}
+
+/* For IE Edge, need non-zero padding-right for outward vertical scrollbar. */
+@supports (-ms-accelerator:true) or (-ms-ime-align: auto) {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {      
+        padding-right: 1px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        padding-right: 16px;
+    }
+}
+
+/* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+@media all and (-ms-high-contrast: none), (-ms-high-contrast: active) {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {
+        padding-right: 1px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        padding-right: 16px;
+    }
+}
+
+#edrawings-measure-panel.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    /* IE has no support of unset */
+    /* height: unset; */
+    height: auto;
+
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    overflow: auto;
+}
+
+@media all and (-ms-high-contrast: none), (-ms-high-contrast: active) {
+    #edrawings-measure-panel.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {
+        /* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+        padding-right: 2px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-measure-panel.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        /* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+        padding-right: 16px;
+    }
+}
+
+#edrawings-markup-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    overflow: auto;
+}
+
+#edrawings-config-navigation.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    /* Make room for the edrawings-menu-panel-arrow-collapse button */
+    left: calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    left: -o-calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    left: -webkit-calc(16px + (2 * 1px) + (2 * 1px) -1px);
+    left: -moz-calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    
+    height: auto;
+
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    overflow: auto;
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+    height: 100%;
+    overflow: hidden;
+}
+
+/* End edrawings-menu-panel-wrapper CSS                            */
+/*=================================================================*/
+
+#edrawings-component-tree-list.edrawings-submenu-list {
+    /* calc(100% - edrawings-menu-header - edrawings-menu-search) */
+    height: calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -o-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -webkit-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -moz-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+}
+
+#edrawings-debug-list.edrawings-submenu-list {
+    /* calc(100% - edrawings-menu-header - edrawings-menu-search - edrawings-menu-search) */
+    height: calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -o-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -webkit-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -moz-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+}
+
+#edrawings-button-confignav.active-button img.edrawings-icon#edrawings-button-confignav-g {
+    transform: rotate(90deg);
+}
+
+/*=================================================================*/
+/* edrawings-menu-panel-arrow-collapse CSS                         */
+
+.edrawings-menu-panel-arrow-collapse {
+    position: absolute;
+    z-index: 99;
+
+    top: 0px;
+    right: 0px;
+
+    /* margin-right: calc(-16px - (2 * 1px) - (2 * 1px)); */
+    border: 1px solid rgba(140, 140, 140, 1.0);
+    padding: 0px 1px;
+
+    width: 16px;
+
+    height: 41px; /* match the height of the panel header */
+    line-height: 44px;
+
+    vertical-align: middle;
+
+    background-color: #f5f5f5;
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAANFJREFUOBHVUssRgjAQJY7hTAmWYAlYAh3EAzmbSvQMB9OBJUAHWoIlcCaH8HZkYWB28EwO2d97L7tJkmT3S0kTWGvfyGcxxqKu64+E4dyBHcGelFJNWZZGqE0pUaDv+wtOb4HKIPJER/eJsXLEERgzEm8Uk2AIofDed1wnK3bAgKqqHIhXxB06ydM0bbjGdlOAQVt2U4BGoDuAAL1IS3ezFjuuExQbYzKt9QtuTjHWA8/pfu5yFwXGWc+AdjjZgeyXtDkSBcbyF+S/H2mW2q03ANLBRIizuA/1AAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+    background-position-y: 50%;
+
+    transform: rotate(180deg);
+
+    opacity: 0.9;
+    cursor: pointer;
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    z-index: 99;
+
+    height: 44px; /* match the height of the bottom-button edrawings-tool-button */
+
+    /* IE has no support of unset */
+    /* transform: unset; */
+    transform: none;
+}
+
+#edrawings-config-navigation.edrawings-collapsible .edrawings-menu-panel-arrow-collapse {
+    left: 0px;
+    /* IE has no support of unset */
+    /* right: unset; */
+    right: auto;
+    /* IE has no support of unset */
+    /* transform: unset; */
+    transform: none;
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    /* substract height and border */
+    top: calc(100% - 41px - (2 * 1px));
+    top: -o-calc(100% - 41px - (2 * 1px)); 
+    top: -webkit-calc(100% - 41px - (2 * 1px)); 
+    top: -moz-calc(100% - 41px - (2 * 1px)); 
+    height: 41px; /* Match to the panel header height */
+    transform: rotate(180deg);
+}
+
+#edrawings-explode-menu.edrawings-collapsible .edrawings-menu-panel-arrow-collapse,
+#edrawings-section-menu.edrawings-collapsible .edrawings-menu-panel-arrow-collapse {
+    right: calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -o-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -webkit-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -moz-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+}
+
+#edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    right: 0px;
+}
+
+/* End edrawings-menu-panel-arrow-collapse CSS                     */
+/*=================================================================*/
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar {
+    padding-bottom: 0px;
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 50px; /* calc((50px + 0px) + 0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 0px; /* calc(0px + 0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* (bottom gap + bottom-bar height) */
+    bottom: 0px; /* calc(0px + 0px); */
+}
+
+/* edrawings-menu left + edrawings-menu max-width */
+/* calc((2px + 50px) + 500px) */
+@media screen and (max-width: 552px) {
+    .edrawings-menu {
+        /* 100% - edrawings-menu left - padding on the right */
+        max-width: calc(100% - (0px + 50px) - 2px);
+        max-width: -o-calc(100% - (0px + 50px) - 2px);
+        max-width: -webkit-calc(100% - (0px + 50px) - 2px);
+        max-width: -moz-calc(100% - (0px + 50px) - 2px);
+    }
+}
+
+/* edrawings-menu left + edrawings-menu min-width */
+/* calc((0px + 50px) + 321px) */
+@media screen and (max-width: 371px) {
+    .edrawings-menu {
+        /* 100% - edrawings-menu left - padding on the right */
+        width: calc(100% - (0px + 50px) - 2px);
+        width: -o-calc(100% - (0px + 50px) - 2px);
+        width: -webkit-calc(100% - (0px + 50px) - 2px);
+        width: -moz-calc(100% - (0px + 50px) - 2px);
+
+        /* edrawings-tree-arrow-space-common + 
+           edrawings-tree-icon + 
+           5px item-tree-text width for ellipsis + 
+           edrawings-submenu-list-item-button + 
+           menu panel collapse button +
+           padding on the right */
+        min-width: calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -o-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -webkit-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -moz-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+    }
+}
+
+@media screen and (max-height: 400px) {
+    .bottom-bar {
+        display: none;
+    }
+
+    .edrawings-menu {
+        /* (bottom gap + bottom-bar height) */
+        bottom: 0px; /* calc(0px + 0px); */ /* This is the gap height now */
+        
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px)));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    .edrawings-tool-bar {
+        padding-bottom: 0px;
+    }
+
+    .edrawings-tool-bar,
+    .edrawings-hud-menu,
+    #edrawings-section-menu,
+    #edrawings-explode-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-hud-menu,
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-section-menu,
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-explode-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-hud-shaded-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-hud-shaded-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    }
+
+    #edrawings-config-navigation {
+        /* (bottom gap + bottom-bar height) */
+        bottom: 0px;
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-config-navigation {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((50px + 0px) + (10px + 10px));
+        top: -o-calc((50px + 0px) + (10px + 10px));
+        top: -webkit-calc((50px + 0px) + (10px + 10px));
+        top: -moz-calc((50px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((0px + 0px) + (10px + 10px));
+        top: -o-calc((0px + 0px) + (10px + 10px));
+        top: -webkit-calc((0px + 0px) + (10px + 10px));
+        top: -moz-calc((0px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+        top: 50px; /* calc(50px + 0px + 0px); */
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+        top: 0px; /* calc(0px + 0px + 0px); */
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((50px + 0px) + (10px + 10px));
+        top: -o-calc((50px + 0px) + (10px + 10px));
+        top: -webkit-calc((50px + 0px) + (10px + 10px));
+        top: -moz-calc((50px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((0px + 0px) + (10px + 10px));
+        top: -o-calc((0px + 0px) + (10px + 10px));
+        top: -webkit-calc((0px + 0px) + (10px + 10px));
+        top: -moz-calc((0px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+}
+
+/* Window Edge 16 and 17, not Window IE 11, stops sending resize event when width reaches below 372px */
+@media screen and (max-width: 372px) {
+    @supports (-ms-accelerator:true) or (-ms-ime-align: auto) {
+        /* (-ms-accelerator:true): IE Edge 12+ CSS */
+        /* (-ms-ime-align: auto): IE Edge 16+ CSS */
+        /* The rest is similar to the behavior of having 
+            #edrawings-top-bar.edrawings-out-of-view
+            #edrawings-left-bar.edrawings-out-of-view
+            .bottom-bar.edrawings-ui-hide */
+        #edrawings-top-bar-content {
+            top: -10000px;
+        }
+
+        .edrawings-tool-bar {
+            top: 0px;
+            left: -10000px;
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar {
+            display: none;
+        }
+
+        .edrawings-hud-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .edrawings-menu {
+            top: 0px;
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .edrawings-menu {
+            left: -9950px; /* calc(-10000px + 50px); */
+        }
+
+        .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        }
+
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: 0px; /* calc(0px + 0px)*/
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        #edrawings-hud-shaded-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        }
+
+        #edrawings-section-menu {
+            /* (top-bar height + top gap) */
+            top: 0px; /* calc(0px + 0px); */
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        #edrawings-explode-menu {
+            /* (top-bar height + top gap) */
+            top: 0px; /* calc(0px + 0px); */
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        #edrawings-config-navigation {
+            bottom: 0px;
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: 0px; /* calc(0px + 0px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+    }
+}
+
+/*! jQuery UI - v1.11.4 - 2018-08-29
+* http://jqueryui.com
+* Includes: core.css, draggable.css, resizable.css, button.css, dialog.css, menu.css, slider.css, tooltip.css, theme.css
+* To view and modify this theme, visit http://jqueryui.com/themeroller/?ffDefault=Arial%2CHelvetica%2Csans-serif&fsDefault=1em&fwDefault=normal&cornerRadius=3px&bgColorHeader=e9e9e9&bgTextureHeader=flat&borderColorHeader=dddddd&fcHeader=333333&iconColorHeader=444444&bgColorContent=ffffff&bgTextureContent=flat&borderColorContent=dddddd&fcContent=333333&iconColorContent=444444&bgColorDefault=f6f6f6&bgTextureDefault=flat&borderColorDefault=c5c5c5&fcDefault=454545&iconColorDefault=777777&bgColorHover=ededed&bgTextureHover=flat&borderColorHover=cccccc&fcHover=2b2b2b&iconColorHover=555555&bgColorActive=007fff&bgTextureActive=flat&borderColorActive=003eff&fcActive=ffffff&iconColorActive=ffffff&bgColorHighlight=fffa90&bgTextureHighlight=flat&borderColorHighlight=dad55e&fcHighlight=777620&iconColorHighlight=777620&bgColorError=fddfdf&bgTextureError=flat&borderColorError=f1a899&fcError=5f3f3f&iconColorError=cc0000&bgColorOverlay=aaaaaa&bgTextureOverlay=flat&bgImgOpacityOverlay=0&opacityOverlay=30&bgColorShadow=666666&bgTextureShadow=flat&bgImgOpacityShadow=0&opacityShadow=30&thicknessShadow=5px&offsetTopShadow=0px&offsetLeftShadow=0px&cornerRadiusShadow=8px
+* Copyright jQuery Foundation and other contributors; Licensed MIT */
+
+.ui-helper-hidden{display:none}.ui-helper-hidden-accessible{border:0;clip:rect(0 0 0 0);height:1px;margin:-1px;overflow:hidden;padding:0;position:absolute;width:1px}.ui-helper-reset{margin:0;padding:0;border:0;outline:0;line-height:1.3;text-decoration:none;font-size:100%;list-style:none}.ui-helper-clearfix:before,.ui-helper-clearfix:after{content:"";display:table;border-collapse:collapse}.ui-helper-clearfix:after{clear:both}.ui-helper-clearfix{min-height:0}.ui-helper-zfix{width:100%;height:100%;top:0;left:0;position:absolute;opacity:0;filter:Alpha(Opacity=0)}.ui-front{z-index:100}.ui-state-disabled{cursor:default!important}.ui-icon{display:block;text-indent:-99999px;overflow:hidden;background-repeat:no-repeat}.ui-widget-overlay{position:fixed;top:0;left:0;width:100%;height:100%}.ui-draggable-handle{-ms-touch-action:none;touch-action:none}.ui-resizable{position:relative}.ui-resizable-handle{position:absolute;font-size:0.1px;display:block;-ms-touch-action:none;touch-action:none}.ui-resizable-disabled .ui-resizable-handle,.ui-resizable-autohide 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.ui-button-icon-primary{left:.5em}.ui-button-text-icon-secondary .ui-button-icon-secondary,.ui-button-text-icons .ui-button-icon-secondary,.ui-button-icons-only .ui-button-icon-secondary{right:.5em}.ui-buttonset{margin-right:7px}.ui-buttonset .ui-button{margin-left:0;margin-right:-.3em}input.ui-button::-moz-focus-inner,button.ui-button::-moz-focus-inner{border:0;padding:0}.ui-dialog{overflow:hidden;position:absolute;top:0;left:0;padding:.2em;outline:0}.ui-dialog .ui-dialog-titlebar{padding:.4em 1em;position:relative}.ui-dialog .ui-dialog-title{float:left;margin:.1em 0;white-space:nowrap;width:90%;overflow:hidden;text-overflow:ellipsis}.ui-dialog .ui-dialog-titlebar-close{position:absolute;right:.3em;top:50%;width:20px;margin:-10px 0 0 0;padding:1px;height:20px}.ui-dialog .ui-dialog-content{position:relative;border:0;padding:.5em 1em;background:none;overflow:auto}.ui-dialog .ui-dialog-buttonpane{text-align:left;border-width:1px 0 0 0;background-image:none;margin-top:.5em;padding:.3em 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+
+    </style>
+    <title></title>
+    <meta name="viewport" content="width=device-width, initial-scale=1.0" />
+    <meta http-equiv="X-UA-Compatible" content="IE=11" /> 
+</head>
+
+<body>
+    <div id="edrawings-viewer" class="edrawings-viewer-regular">
+        <div id="edrawings-top-bar"
+             class="top-bar edrawings-ui-main edrawings-ui-hide">
+            <div id="edrawings-top-bar-content">
+                <div id="edrawings-logo-block"
+                     class="edrawings-top-bar-left">
+                  <div id="edrawings-logo"
+                       class="edrawings-logo-icon unselectable">
+                  </div>
+                </div>
+                <div id="edrawings-filename-block"
+                     class="edrawings-top-bar-left">
+                    <span id="edrawings-filename-text"
+                          class="unselectable">
+                        eDrawings
+                    </span>
+                </div>
+                <div id="edrawings-hud-bar"
+                     class="edrawings-top-bar-left">
+                    <div class="edrawings-arrow-wrapper">
+                        <div class="edrawings-arrow-left"></div>
+                    </div>
+                    <div class="edrawings-arrow-wrapper">
+                        <div class="edrawings-arrow-right"></div>
+                    </div>
+                    <div class="edrawings-hud-bar-content">
+                        <!-- Reset actually has the behavior of a tool button so
+                             use that as the class type instead of the HUD button
+                             class. -->
+                        <div id="edrawings-button-reset"
+                             class="edrawings-tool-button edrawings-reset-icon edrawings-icon edrawings-ui-hide"
+                             title="Reset">
+                        </div>
+                        <div id="edrawings-button-animate"
+                             class="edrawings-hud-button edrawings-animate-play-icon edrawings-icon edrawings-ui-hide"
+                             title="Animate Views">
+                        </div>
+                        <div id="edrawings-button-zoomtofit"
+                             class="edrawings-hud-button edrawings-zoomtofit-icon edrawings-hud-icon"
+                             title="Zoom to Fit">
+                        </div>
+                        <div id="edrawings-button-view-settings"
+                             class="edrawings-hud-button edrawings-view-settings-icon edrawings-hud-icon"
+                             title="View Settings">
+                        </div>
+                        <div id="edrawings-button-view"
+                             class="edrawings-hud-button edrawings-view-icon edrawings-hud-dd-icon"
+                             title="Views orientation">
+                        </div>
+                        <div id="edrawings-button-shaded"
+                             class="edrawings-hud-button edrawings-display-icon edrawings-hud-dd-icon"
+                             title="Display">
+                        </div>
+                        <div id="edrawings-button-help"
+                             class="edrawings-hud-button edrawings-help-icon edrawings-hud-icon"
+                             title="Help">
+                        </div>
+                        <div id="edrawings-button-fs"
+                             class="edrawings-hud-button edrawings-hud-icon"
+                             title="Fullscreen">
+                        </div>
+                    </div>
+                </div>
+            </div>
+        </div>
+
+        <div id="edrawings-config-bar" class="bottom-bar edrawings-ui-hide">
+<div id="config-tab-border"></div>
+<div class="edrawings-arrow-wrapper">
+    <div class="edrawings-arrow-left"></div>
+</div>
+<div id="edrawings-config-tab-list" class="edrawings-fullwidth">
+</div>
+<div class="edrawings-arrow-wrapper">
+    <div class="edrawings-arrow-right"></div>
+</div>
+<div id="edrawings-button-sheets"
+     class="edrawings-sheets-control">
+    <div id="edrawings-button-confignav"
+         class="edrawings-tool-button bottom-button edrawings-modelview-panel-icon edrawings-icon"
+         title="All">
+    </div>
+</div>
+        </div>
+
+        <div id="edrawings-left-bar"
+             class="edrawings-ui-main edrawings-tool-bar edrawings-ui-hide">
+            <div class="edrawings-bottom-centered-icons">
+                <div class="edrawings-arrow-wrapper">
+                    <div class="edrawings-arrow-up"></div>
+                </div>
+                <div class="edrawings-arrow-wrapper">
+                    <div class="edrawings-arrow-down"></div>
+                </div>
+                <div class="edrawings-tool-bar-content">
+                    <div id="edrawings-button-component-tree"
+                        class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-component-tree-icon edrawings-icon" 
+                         title="Components">
+                    </div>
+                    <div id="edrawings-button-sheet-tree"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-sheet-tree-icon edrawings-icon" 
+                         title="Sheets">
+                    </div>
+                    <div id="edrawings-button-layer-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-layer-icon edrawings-icon" 
+                         title="Layers">
+                    </div>
+                    <div id="edrawings-button-configurations"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-configurations-icon edrawings-icon"
+                         title="Configurations">
+                    </div>
+                    <div id="edrawings-button-explode"
+                         class="edrawings-tool-button bottom-button edrawings-icon-plugin edrawings-ui-hide edrawings-explode-icon edrawings-icon"
+                         title="Explode">
+                    </div>
+                    <div id="edrawings-button-section"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-section-icon edrawings-icon"
+                         title="Section Views">
+                    </div>
+                    <div id="edrawings-button-measure"
+                         class="edrawings-tool-button bottom-button edrawings-disabled-button edrawings-icon-plugin edrawings-ui-hide edrawings-measure-icon edrawings-icon"
+                         title="Measure">
+                    </div>
+                    <div id="edrawings-button-move"
+                         class="edrawings-tool-button bottom-button edrawings-icon-plugin edrawings-ui-hide edrawings-move-icon edrawings-icon"
+                         title="Move">
+                    </div>
+                    <div id="edrawings-button-annot-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-annot-icon edrawings-icon"
+                         title="Annotations">
+                    </div>
+                    <div id="edrawings-button-markup"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-markup-icon edrawings-icon"
+                         title="Markup">
+                    </div>
+                    <div id="edrawings-button-tables-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-table-icon edrawings-icon"
+                         title="Tables">
+                    </div>
+                    <div id="edrawings-button-debug"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-debug-icon edrawings-icon"
+                         title="Debug">
+                    </div>
+                </div>
+            </div>
+        </div>
+
+        <div id="edrawings-section-menu" class="edrawings-submenu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+            <div class="edrawings-menu-panel-wrapper">
+                <div id="edrawings-section-xy-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-xy-icon edrawings-icon" title="X/Y Plane">
+                </div>
+                <div id="edrawings-section-yz-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-yz-icon edrawings-icon" title="Y/Z Plane">
+                </div>
+
+                <div id="edrawings-section-xz-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-xz-icon edrawings-icon" title="X/Z Plane">
+                </div>
+
+                <div id="edrawings-section-flip-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-flip-icon edrawings-icon" title="Flip">
+                </div>
+
+                <div id="edrawings-section-normal-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-normal-to-icon edrawings-icon" title="View the from Section Plane">
+                </div>
+
+                <div id="edrawings-section-show-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-show-icon edrawings-icon" 
+                     style="display: none"
+                     title="Show Section Plane">
+                </div>
+
+                <hr />
+
+                <div id="edrawings-section-capping-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-capping-icon edrawings-icon" title="Enable Capping">
+                </div>
+            </div>
+            <div class="edrawings-menu-panel-arrow-collapse"></div>
+        </div>
+
+        <div id="edrawings-explode-menu" 
+             class="edrawings-submenu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div id="edrawings-explode-up" 
+         class="slide-bar-button edrawings-explode-up edrawings-bar-icon"
+         title="Explode Up">
+    </div>
+    <div id="edrawings-explode-slider"></div>
+    <div id="edrawings-explode-down" 
+         class="slide-bar-button edrawings-explode-down edrawings-bar-icon"
+         title="Explode Down">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-measure-panel" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Measure</div>
+        <div id="edrawings-measure-close"
+             class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon">
+        </div>
+    </div>
+    <div id="edrawings-measure-filters">
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-face-button" title="Select Face">
+            <div id="edrawings-measure-face-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-face-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-edge-button" title="Select Edge">
+            <div id="edrawings-measure-edge-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-edge-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-vertex-button" title="Select Vertex">
+            <div id="edrawings-measure-vertex-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-vertex-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button edrawings-measure-delta-button"
+             id="edrawings-measure-delta-button" title="XYZ Measurements">
+            <div id="edrawings-measure-delta-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-show-xyz-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button edrawings-measure-pickpoint-button"
+             id="edrawings-measure-pickpoint-button" title="Point-to-Point">
+            <div id="edrawings-measure-pickpoint-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-point-to-point-icon">
+            </div>
+        </div>
+    </div>
+    <div class="edrawings-measure-unit">
+        <div class="edrawings-measure-unit-item">
+            <label for="edrawings-measure-distant-unit" class="measure-unit-item-name">
+                Distance:
+            </label>
+            <select class="measure-unit-selector"
+                    id="edrawings-measure-distant-unit">
+                <option value="millimeter">Millimeters</option>
+                <option value="centimeter">Centimeters</option>
+                <option value="meter">Meters</option>
+                <option value="inch">Inches</option>
+                <option value="foot">Feet</option>
+                <option value="footAndInch">Feet and Inches</option>
+            </select>
+        </div>
+        <div class="edrawings-measure-unit-item">
+            <label for="edrawings-measure-angle-unit" class="measure-unit-item-name">
+                Angle:
+            </label>
+            <select class="measure-unit-selector"
+                    id="edrawings-measure-angle-unit">
+                <option value="degree">Degrees</option>
+                <option value="radian">Radians</option>
+            </select>
+        </div>
+    </div>
+    <div id="edrawings-measure-submenu-list" class="edrawings-measure-messages">
+    </div>
+    <div class="edrawings-measure-messages">
+        <span id="edrawings-measure-result">
+        </span>
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse"></div>
+        </div>
+
+        <div id="edrawings-markup-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-component-tree-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title edrawings-comp-count">Components</div>
+        <div id="edrawings-component-tree-setting" class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon"></div>
+        <div id="edrawings-component-tree-close" class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-menu-search">
+        <input id="edrawings-search-component-input" class="edrawings-menu-search-input" placeholder="Enter text to filter list">
+        <div id="component-search-cancel" class="edrawings-menu-search-cancel edrawings-search-cancel-icon"></div>
+    </div>
+    <div id="edrawings-component-tree-list" class="edrawings-submenu-list">
+    </div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-debug-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-sheet-tree-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Sheets</div>
+        <div id="edrawings-sheet-tree-setting"
+             class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon">
+        </div>
+        <div id="edrawings-sheet-tree-close"
+             class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon">
+        </div>
+    </div>
+    <div id="edrawings-sheet-tree-list" class="edrawings-submenu-list"></div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-layer-control-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Layers</div>
+        <div id="edrawings-layer-control-setting" class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon"></div>
+        <div id="edrawings-layer-control-close" class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div id="edrawings-layer-control-all" class="edrawings-submenu-list">
+    </div>
+    <div id="edrawings-layer-control-list" class="edrawings-submenu-list">
+    </div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-annot-control-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-tables-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-hud-view-settings-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide"
+             style="top: 57px; left: 1365px">
+            <table class="edrawings-hud-menu-table">
+                <tbody>
+                    <tr>
+                        <td>
+                            <div id="edrawings-button-view-ambient-occlusion"
+                                 class="hud-menu-button edrawings-view-ambient-occl-icon edrawings-icon" title="Ambient Occlusion">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td>
+                            <div id="edrawings-button-view-perspective"
+                                 class="hud-menu-button edrawings-view-perspective-icon edrawings-icon" title="Perspective">
+                            </div>
+                        </td>
+                    </tr>
+                </tbody>
+            </table>
+        </div>
+
+        <div id="edrawings-hud-view-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <table class="edrawings-hud-menu-table">
+                <tr>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-top"
+                             class="hud-menu-button hover-active-button edrawings-icon edrawings-view-top-icon"
+                              title="Top">
+                        </div>
+                    </td>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-iso"
+                             class="hud-menu-button hover-active-button edrawings-view-iso-icon edrawings-icon"
+                             title="Isometric">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-view-left"
+                             class="hud-menu-button hover-active-button edrawings-view-left-icon edrawings-icon"
+                             title="Left">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-front"
+                             class="hud-menu-button hover-active-button edrawings-view-front-icon edrawings-icon"
+                             title="Front">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-right"
+                             class="hud-menu-button hover-active-button edrawings-view-right-icon edrawings-icon"
+                             title="Right">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-back"
+                             class="hud-menu-button hover-active-button edrawings-view-back-icon edrawings-icon"
+                             title="Back">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-bottom"
+                             class="hud-menu-button hover-active-button edrawings-view-bottom-icon edrawings-icon"
+                             title="Bottom">
+                        </div>
+                    </td>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-face-normal-button"
+                             class="hud-menu-button hover-active-button edrawings-view-face-normal-icon edrawings-icon edrawings-inactive"
+                             title="View from Selected Face">
+                        </div>
+                    </td>
+                </tr>
+            </table>
+        </div>
+        <div id="edrawings-hud-shaded-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <table class="edrawings-hud-menu-table">
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-full"
+                             class="hud-menu-button edrawings-shaded-icon edrawings-icon"
+                             title="Shaded With Edges">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-noedges"
+                             class="hud-menu-button edrawings-shaded-noedges-icon edraings-icon"
+                             title="Shaded">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-hlrr"
+                             class="hud-menu-button edrawings-hlrr-icon edrawings-icon"
+                             title="Hidden Lines Removed">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-hlrv"
+                             class="hud-menu-button edrawings-hlrv-icon edrawings-icon"
+                             title="Hidden Lines Visible">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-wireframe"
+                             class="hud-menu-button edrawings-wireframe-icon edrawings-icon"
+                             title="Wireframe">
+                        </div>
+                    </td>
+                </tr>
+            </table>
+        </div>
+
+        <div id="edrawings-hud-help-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <div id="edrawings-hud-help-close" class="edrawings-hud-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+            <div class="edrawings-help-grid">
+                <table class="edrawings-help-table">
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-refresh-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-leftmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-single-swipe-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-pan-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-rightmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-double-swipe-icon edrawings-icons edrawings-help-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-zoom-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-scrollmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-spread-icon edrawings-help-icon edrawings-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-zoomtofit-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-doubleclickmouse-icon edrawings-icon edrawingshelp-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-doubletap-icon edrawings-help-icon edrawings-icon">
+                            </div>
+                        </td>
+                    </tr>
+                </table>
+            </div>
+            <div id="edrawings-version"></div>
+        </div>
+
+        <div id="edrawings-configurations-menu" class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title"></div>
+        <div class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-submenu-list">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide "></div>
+        </div>
+
+        <div id="edrawings-config-navigation" class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title"></div>
+        <div class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-submenu-list">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide "></div>
+        </div>
+
+
+        <ul id="edrawings-shortcut-menu" class="edrawings-common-panel-props edrawings-ui-hide"></ul>
+
+        <div id="edrawings-dialog-panel" class="edrawings-dialog-panel">
+<div id="edrawings-dialog-panel-text">
+</div> 
+        </div>
+
+        <div id="viewerContainer">
+            <div id="edrawings-canvas"></div>
+        </div>
+
+        <div class="edrawings-ticker-wrapper edrawings-ui-hide">
+            <div class="edrawings-ticker"></div>
+        </div>
+    </div>
+
+    <div id="WaitBanner">
+        <div id="spin" class="edrawings-loading-spin">
+        </div>
+        <div class="edrawings-loading-logo-dark-text edrawings-logo-text-icon">
+        </div>
+    </div>
+
+    <div id="edrawings-file">
+    </div>
+
+    <div id="edrawings-fileopen-background" class="edrawings-ui-hide">
+    </div>
+
+    <div id="TimeoutBanner" class="edrawings-ui-hide"
+         style="margin-top: -65%">
+        <table style="width: 100%; height: 100%">
+            <tr style="vertical-align: central">
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+g=c.get("Guid");if(void 0!==g&&(this._topic.guid=g,this._topic.topicType=c.get("TopicType")||c.get("Status"),this._topic.topicStatus=c.get("TopicStatus")||c.get("VerbalStatus"),b=b.firstElementChild,null!==b))for(;null!==b;){var a=b.localName;if(null===a)break;c=this._getChildData(b);g=this._getElementAttributes(b);switch(a){case "BimSnippet":void 0===this._topic.bimSnippets&&(this._topic.bimSnippets=[]);a=c.get("Reference");var k=g.get("SnippetType");void 0!==a&&void 0!==k&&(a={snippetType:k,reference:a},
+g.get("isExternal")&&(a.isExternal="true"===g.get("isExternal")),c.get("ReferenceSchema")&&(a.referenceSchema=c.get("ReferenceSchema")),this._topic.bimSnippets.push(a));break;case "DocumentReference":void 0===this._topic.documentReferences&&(this._topic.documentReferences=[]);g={};c.get("Guid")&&(g.guid=c.get("Guid"));c.get("isExternal")&&(g.isExternal="true"===c.get("isExternal"));c.get("Description")&&(g.description=c.get("Description"));c.get("ReferencedDocument")&&(g.referencedDocument=c.get("ReferencedDocument"));
+this._topic.documentReferences.push(g);break;case "RelatedTopic":void 0===this._topic.relatedTopics&&(this._topic.relatedTopics=[]);c=c.get("Guid");void 0!==c&&this._topic.relatedTopics.push({guid:c});break;case "ReferenceLink":b.textContent&&(this._topic.referenceLink=b.textContent);break;case "Title":b.textContent&&(this._topic.title=b.textContent);break;case "Priority":b.textContent&&(this._topic.priority=b.textContent);break;case "Index":b.textContent&&(this._topic.index=parseInt(b.textContent,
+10));break;case "Labels":b.textContent&&(void 0===this._topic.labels&&(this._topic.labels=[]),this._topic.labels.push(b.textContent));break;case "CreationDate":b.textContent&&(this._topic.creationDate=new Date(b.textContent));break;case "CreationAuthor":b.textContent&&(this._topic.creationAuthor=b.textContent);break;case "ModifiedDate":b.textContent&&(this._topic.modifiedDate=new Date(b.textContent));break;case "ModifiedAuthor":b.textContent&&(this._topic.modifiedAuthor=b.textContent);break;case "DueDate":b.textContent&&
+(this._topic.dueDate=new Date(b.textContent));break;case "AssignedTo":b.textContent&&(this._topic.assignedTo=b.textContent);break;case "Description":b.textContent&&(this._topic.description=b.textContent);break;case "Stage":b.textContent&&(this._topic.stage=b.textContent)}b=b.nextElementSibling}};n.prototype._parseComment=function(b){var c=new Date,g="",a="",k,e=this._getElementAttributes(b).get("Guid");if(e){b=b.firstElementChild;if(null!==b)for(;null!==b;){var d=b.localName;if(null===d)break;switch(d){case "Date":b.textContent&&
+(c=new Date(b.textContent));break;case "Author":b.textContent&&(g=b.textContent);break;case "Comment":b.textContent&&(a=b.textContent);break;case "Viewpoint":var n=this._getElementAttributes(b).get("Guid");break;case "ModifiedDate":b.textContent&&(k=new Date(b.textContent));break;case "ModifiedAuthor":if(b.textContent)var f=b.textContent}b=b.nextElementSibling}c=new l(e,c,g,a,n,k,f);this._comments.set(e,c)}};n.prototype._parseViewpoint=function(b){var c=this._getElementAttributes(b).get("Guid");if(void 0!==
+c){var g=this._getChildData(b);b=g.get("Viewpoint");var a=g.get("Snapshot");g=g.get("Index");this.addViewpoint(c,b,a,g)}};n.prototype.addViewpoint=function(b,c,g,a){this._viewpoints.set(b,new k(b,c,g,a))};n.prototype._getChildData=function(b){var c=new Map;for(b=b.firstElementChild;null!==b;){var g=b.localName,a=null;null===b.firstElementChild&&(a=b.textContent);null!==g&&null!==a&&c.set(g,a);b=b.nextElementSibling}return c};n.prototype._getElementAttributes=function(b){b=b.attributes;for(var c=new Map,
+g=0;g<b.length;++g){var a=b[g];c.set(a.name,a.value)}return c};return n}();d.BCFMarkup=n})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,e){this._filename=a;this._data=e}d.createFromImage=function(a,e){e=d.snapshotDataFromImage(e);return new d(a,e)};d.prototype.getFilename=function(){return this._filename};d.prototype.getData=function(){return this._data};d.prototype.getUrl=function(){var a=new Blob([this._data],{type:"image/png"});return URL.createObjectURL(a,{oneTimeOnly:!0})};d.snapshotDataFromImage=function(a){return d._convertDataURIToBinary(a.src)};d._convertDataURIToBinary=function(a){var e=
+a.indexOf(";base64,")+8;a=window.atob(a.substring(e));e=new Uint8Array(a.length);for(var c=0;c<a.length;c++){var b=a[c].charCodeAt(0);e[c]=b}return e};return d}();d.BCFSnapshot=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e,c,b){this._viewpointMap=new Map;this._snapshotMap=new Map;this._viewer=b;this._topicId=c;this._bcfDataId=a;this._bcfFilename=e}f.createTopic=function(a,e,c,b,g){void 0===g&&(g=null);return __awaiter(this,void 0,void 0,function(){var k,l,n,m,p,q,h,u,t;return __generator(this,function(r){switch(r.label){case 0:return k=d.UUID.create(),l=new f(e,c,k,a),n=l.addMarkup("markup.bcf",null),n.setTopicTitle(b),m="viewpoint.bcfv",[4,d.BCFViewpoint.createViewpoint(a,
+m,g)];case 1:return p=r.sent(),l.setViewpoint(m,p),q="snapshot.png",(u=null!==g?g.getSnapshotImage():null)?[3,3]:[4,a.takeSnapshot()];case 2:u=r.sent(),r.label=3;case 3:return h=u,t=d.BCFSnapshot.createFromImage(q,h),l.setSnapshot(q,t),[2,l]}})})};f.prototype.getTopicId=function(){return this._topicId};f.prototype.addMarkup=function(a,e){return this._markup=new d.BCFMarkup(a,e,this)};f.prototype.getMarkup=function(){return this._markup};f.prototype.addViewpoint=function(a,e,c,b,g){e=new d.BCFViewpoint(a,
+e,c,b,g,this._viewer);this.setViewpoint(a,e);return e};f.prototype.setViewpoint=function(a,e){this._viewpointMap.set(a,e)};f.prototype.getViewpointMap=function(){return this._viewpointMap};f.prototype.getViewpoint=function(a){return this._viewpointMap.get(a)||null};f.prototype.addSnapshot=function(a,e){e=new d.BCFSnapshot(a,e);this.setSnapshot(a,e)};f.prototype.setSnapshot=function(a,e){this._snapshotMap.set(a,e)};f.prototype.getSnapshotMap=function(){return this._snapshotMap};f.prototype.getSnapshot=
+function(a){return this._snapshotMap.get(this._massageSnapshotFilename(a))||null};f.prototype._massageSnapshotFilename=function(a){if("viewpoint.bcfv"===a)return"snapshot.png";var e=a.split(".");return"bcfv"===e[1]?e[0]+".png":a};return f}();d.BCFTopic=h})(Communicator||(Communicator={}));
+(function(d){function h(b){return b?"true":"false"}function f(b,c){b=b.createElement("Component");b.setAttribute("IfcGuid",c.ifcGuid);c.originatingSystem&&b.setAttribute("OriginatingSystem",c.originatingSystem);c.authoringToolId&&b.setAttribute("AuthoringToolId",c.authoringToolId);return b}function a(b){return 1===b.length?"0"+b:b}function e(b,c){c=c?a(Math.round(c).toString(16)):"";var g=a(Math.round(b.r).toString(16)),k=a(Math.round(b.g).toString(16));b=a(Math.round(b.b).toString(16));return""+
+c+g+k+b}function c(b,c,a){var g=b.createElement("X"),k=b.createElement("Y");b=b.createElement("Z");g.innerHTML=a.x.toString();k.innerHTML=a.y.toString();b.innerHTML=a.z.toString();c.appendChild(g);c.appendChild(k);c.appendChild(b)}var b=function(){function b(b,c,g,a,e,f){this._version=d.BCFVersion.Unknown;this._components={};this._lines=[];this._clippingPlanes=[];this._viewer=f;this._filename=b;this._version=g;this._modelBounding=a;this._unitScale=1E3/e;this._parseDocument(c)}b.createViewpoint=function(c,
+g,a){void 0===a&&(a=null);return __awaiter(this,void 0,void 0,function(){var k,e,l,n,f,h,v,w,z,x,y,A,B,D,C,E;return __generator(this,function(m){switch(m.label){case 0:return k=function(b){var c=[];b.forEach(function(b){for(var g=null;null!==b&&null===g;)g=e.getNodeGenericId(b),b=e.getNodeParent(b);null!==g&&c.push(g)});return c},e=c.model,l=e.getAbsoluteRootNode(),[4,c.model.getVisibilityState(l)];case 1:return n=m.sent(),[4,e.getNodeColorMap(l,d.ElementType.Faces)];case 2:return f=m.sent(),[4,e.getModelBounding(!0,
+!1)];case 3:return h=m.sent(),v=e.getNodeUnitMultiplier(l),w=new b(g,null,d.BCFVersion.v2_1,h,v,c),w.setDefaultVisibility(n.defaultVisibility),z=n.visibilityExceptions,x=[],z.forEach(function(b){x.push(b)}),y=k(x),w.setVisibilityExceptions(y),A=c.selectionManager.getResults(),B=A.map(function(b){return b.getNodeId()}),D=k(B),w.setSelection(D),C=new Map,0<f.size&&f.forEach(function(b,c){c=e.getNodeGenericId(c);if(null!==c){var g=C.get(b);void 0===g&&(g=new Set,C.set(b,g));g.add(c)}}),w.setColors(C),
+w.setCamera(c.view.getCamera()),null!==a&&(E=b._markupRedlineToBcf(a.getMarkup(),c.view),w.setLines(E)),[2,w]}})})};b._markupRedlineToBcf=function(b,c){var g=function(b){b=c.projectPoint(b);return c.unprojectPoint(d.Point2.fromPoint3(b),0)},a=function(b,c,g){for(var a=2*Math.PI/g,k=[],e=0;e<=g;e++){var l=e*a;k.push(new d.Point2(b.x+Math.cos(l)*c,b.y+Math.sin(l)*c))}return k},k=function(b){for(var c=0;c<b.length-1;++c){var g=b[c],a=b[c+1];null!==g&&null!==a&&(g=[g.copy().scale(.001),a.copy().scale(.001)],
+l.push(g))}},e=function(b){for(var c=0;c<b.length;++c){var g=b[c],a=b[(c+1)%b.length];null!==g&&null!==a&&(g=[g.copy().scale(.001),a.copy().scale(.001)],l.push(g))}},l=[];b.forEach(function(b){if(b instanceof d.Markup.Redline.RedlinePolyline){var l=b.getPoints().map(g);k(l)}else if(b instanceof d.Markup.Redline.RedlineCircle){l=b.getCenter();var n=b.getRadiusPoint();b=d.Point2.fromPoint3(c.projectPoint(l));l=d.Point2.fromPoint3(c.projectPoint(n));l=d.Point2.subtract(l,b).length();l=a(b,l,40).map(function(b){return c.unprojectPoint(b,
+0)});e(l)}else b instanceof d.Markup.Redline.RedlineRectangle&&(l=b.getPoint1(),n=b.getPoint2(),b=d.Point2.fromPoint3(c.projectPoint(l)),n=d.Point2.fromPoint3(c.projectPoint(n)),l=[],l.push(c.unprojectPoint(b,0)),l.push(c.unprojectPoint(new d.Point2(b.x,n.y),0)),l.push(c.unprojectPoint(n,0)),l.push(c.unprojectPoint(new d.Point2(n.x,b.y),0)),e(l))});return l};b.prototype._parseDocument=function(b){if(null!==b){b=b.documentElement;var c=b.attributes.getNamedItem("Guid");null!==c&&(this._viewpointGuid=
+c.value);for(b=b.firstElementChild;null!==b;){c=b.localName;if(null===c)break;switch(c){case "Components":this._version>=d.BCFVersion.v2_1?this._parseComponents(b):this._parseComponentsV2_0(b);break;case "OrthogonalCamera":this._parseOrthogonalCamera(b);break;case "PerspectiveCamera":this._parsePerspectiveCamera(b);break;case "Lines":this._parseLines(b);break;case "ClippingPlanes":this._parseClippingPlanes(b)}b=b.nextElementSibling}}};b.prototype._exportComponents=function(b){var c=b.createElement("Components"),
+g=b.createElement("ViewSetupHints"),a=this._components.viewSetupHints;a&&(c.setAttribute("SpacesVisible",h(a.spacesVisible)),c.setAttribute("SpaceBoundariesVisible",h(a.spaceBoundariesVisible)),c.setAttribute("OpeningsVisible",h(a.openingsVisible)));c.appendChild(g);var k=b.createElement("Selection");(g=this._components.selection)&&g.forEach(function(c){k.appendChild(f(b,c))});c.appendChild(k);g=b.createElement("Visibility");a=this._components.defaultVisibility;var d=this._components.visibilityExceptions;
+if(void 0!==a&&void 0!==d){g.setAttribute("DefaultVisibility",h(a));var r=b.createElement("Exceptions");d.forEach(function(c){r.appendChild(f(b,c))});g.appendChild(r)}c.appendChild(g);var u=b.createElement("Coloring");(g=this._components.coloring)&&g.forEach(function(c){var g=b.createElement("Color");g.setAttribute("Color",e(c.color,c.alpha));c.components.forEach(function(c){g.appendChild(f(b,c))});u.appendChild(g)});c.appendChild(u);return c};b.prototype._exportOrthogonalCamera=function(b,g){var a=
+b.createElement("OrthogonalCamera"),k=b.createElement("CameraViewPoint"),e=b.createElement("CameraViewPoint"),d=b.createElement("CameraViewPoint");c(b,k,g.cameraViewPoint);c(b,e,g.cameraDirection);c(b,d,g.cameraUpVector);b=b.createElement("ViewToWorldScale");b.innerHTML=g.viewToWorldScale.toString();a.appendChild(k);a.appendChild(e);a.appendChild(d);a.appendChild(b);return a};b.prototype._exportPerspectiveCamera=function(b,g){var a=b.createElement("PerspectiveCamera"),k=b.createElement("CameraViewPoint"),
+e=b.createElement("CameraViewPoint"),d=b.createElement("CameraViewPoint");c(b,k,g.cameraViewPoint);c(b,e,g.cameraDirection);c(b,d,g.cameraUpVector);b=b.createElement("FieldOfView");b.innerHTML=g.fieldOfView.toString();a.appendChild(k);a.appendChild(e);a.appendChild(d);a.appendChild(b);return a};b.prototype._exportLines=function(b){var g=b.createElement("Lines");this._lines.forEach(function(a){var k=b.createElement("Line"),e=b.createElement("StartPoint"),d=b.createElement("EndPoint");c(b,e,a.startPoint);
+c(b,d,a.endPoint);k.appendChild(e);k.appendChild(d);g.appendChild(k)});return g};b.prototype._exportClippingPlanes=function(b){var g=b.createElement("ClippingPlanes");this._clippingPlanes.forEach(function(a){var k=b.createElement("ClippingPlane"),e=b.createElement("Location"),d=b.createElement("Direction");c(b,e,a.location);c(b,d,a.direction);k.appendChild(e);k.appendChild(d);g.appendChild(k)});return g};b.prototype.export=function(){var b=document.implementation.createDocument("","",null),c=b.createElement("VisualizationInfo");
+c.appendChild(this._exportComponents(b));void 0!==this._viewpointGuid&&c.setAttribute("Guid",this._viewpointGuid);this._orthogonalCamera?c.appendChild(this._exportOrthogonalCamera(b,this._orthogonalCamera)):this._perspectiveCamera&&c.appendChild(this._exportPerspectiveCamera(b,this._perspectiveCamera));0<this._lines.length&&c.appendChild(this._exportLines(b));0<this._clippingPlanes.length&&c.appendChild(this._exportClippingPlanes(b));b.appendChild(c);return b};b.prototype.activate=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._activateCamera(),[4,this._activateComponentsVisibility()];case 1:return b.sent(),[4,this._activateMarkup()];case 2:return b.sent(),[4,this._activateCuttingPlanes()];case 3:return b.sent(),this._activateSelected(),[4,this._activateColors()];case 4:return b.sent(),[2]}})})};b.prototype._activateCamera=function(){var b=this.getCamera();null!==b&&this._viewer.view.setCamera(b,800)};b.prototype._activateComponentsVisibility=
+function(){return __awaiter(this,void 0,void 0,function(){var b,c,g;return __generator(this,function(a){switch(a.label){case 0:return b=this._viewer.model,c=this._getDefaultVisibility(),g=b.getNodeIdsByGenericIds(this.getVisibilityExceptions()),g.length?[4,b.setNodesVisibility([-2],c)]:[3,3];case 1:return a.sent(),[4,b.setNodesVisibility(g,!c)];case 2:return a.sent(),[3,5];case 3:return[4,b.reset()];case 4:a.sent(),a.label=5;case 5:return[2]}})})};b.prototype._activateMarkup=function(){return __awaiter(this,
+void 0,void 0,function(){var b,c,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.lineManager,[4,b.removeAllLines()];case 1:k.sent();c=[];for(g=0;g<this._lines.length;++g)a=this._lines[g],e=new d.Markup.Line.LineMarkup(this._viewer,a.startPoint.copy().scale(1E3),a.endPoint.copy().scale(1E3)),c.push(b.addLine(e));return[4,Promise.all(c)];case 2:return k.sent(),[2]}})})};b.prototype._activateCuttingPlanes=function(){return __awaiter(this,void 0,void 0,function(){var b,
+c,g,a,e,f,h,u,t,v;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.model,[4,b.getModelBounding(!0,!1)];case 1:return c=k.sent(),g=this._viewer.cuttingManager,[4,g.deactivateCuttingSections(!0)];case 2:k.sent(),a=0,k.label=3;case 3:if(!(a<this._clippingPlanes.length))return[3,7];e=g.getCuttingSection(a);return[4,e.clear()];case 4:return k.sent(),f=this._clippingPlanes[a],h=f.location.copy().scale(1E3),u=f.direction.normalize(),t=d.Plane.createFromPointAndNormal(h,u),
+v=g.createReferenceGeometryFromFaceNormal(u,h,c),[4,e.addPlane(t,v)];case 5:k.sent(),k.label=6;case 6:return++a,[3,3];case 7:return[4,g.activateCuttingSections()];case 8:return k.sent(),[2]}})})};b.prototype._activateSelected=function(){var b=this._getGenericIdsFromComponents(this._components.selection);if(b){b=this._viewer.model.getNodeIdsByGenericIds(b);this._viewer.selectionManager.clear();for(var c=0;c<b.length;++c)this._viewer.selectionManager.selectNode(b[c],d.SelectionMode.Add)}};b.prototype._activateColors=
+function(){return __awaiter(this,void 0,void 0,function(){var b,c,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.model,[4,b.resetNodesColor()];case 1:k.sent();if(void 0===this._components.coloring)return[3,3];c=new Map;g=function(g){var k=a._components.coloring[g];g=a._getGenericIdsFromComponents(k.components);b.getNodeIdsByGenericIds(g).forEach(function(b){c.set(b,k.color)})};a=this;for(e=0;e<this._components.coloring.length;++e)g(e);return[4,this._viewer.model.setNodesColors(c)];
+case 2:k.sent(),k.label=3;case 3:return[2]}})})};b.prototype.getFilename=function(){return this._filename};b.prototype.getViewpointGuid=function(){return this._viewpointGuid||null};b.prototype._fromBCFPerspectiveCamera=function(b,c){var g=new d.Camera;g.setProjection(d.Projection.Perspective);var a=b.cameraViewPoint.copy().scale(this._unitScale);c=b.cameraDirection.copy().normalize().scale(c);c=d.Point3.add(a,c);var k=b.cameraUpVector.copy().normalize();g.setPosition(a);g.setTarget(c);g.setUp(k);
+b=d.Util.degreesToRadians(b.fieldOfView);b=Math.tan(b/2);b*=2*d.Point3.subtract(g.getTarget(),g.getPosition()).length();g.setWidth(b);g.setHeight(b);return g};b.prototype._fromBCFOrthogonalCamera=function(b,c){var g=new d.Camera;g.setProjection(d.Projection.Orthographic);var a=b.cameraViewPoint.copy().scale(this._unitScale);c=b.cameraDirection.copy().normalize().scale(c);c=d.Point3.add(a,c);var k=b.cameraUpVector.copy().normalize();g.setPosition(a);g.setTarget(c);g.setUp(k);b=b.viewToWorldScale*this._unitScale*
+2;g.setWidth(b);g.setHeight(b);return g};b.prototype.getCamera=function(){var b=this._modelBounding.extents().length();return this._perspectiveCamera?this._fromBCFPerspectiveCamera(this._perspectiveCamera,b/40):this._orthogonalCamera?this._fromBCFOrthogonalCamera(this._orthogonalCamera,b):null};b.prototype.setCamera=function(b){b.getProjection()===d.Projection.Perspective?(this._perspectiveCamera=this._toBCFPerspectiveCamera(b),this._orthogonalCamera=void 0):(this._orthogonalCamera=this._toBCFOrthogonalCamera(b),
+this._perspectiveCamera=void 0)};b.prototype._toBCFOrthogonalCamera=function(b){var c=b.getPosition(),g=b.getTarget();g=d.Point3.subtract(g,c).normalize();var a=b.getUp().normalize();c=c.copy().scale(1/this._unitScale);b=b.getWidth()/(2*this._unitScale);return{cameraDirection:g,cameraUpVector:a,cameraViewPoint:c,viewToWorldScale:b}};b.prototype._toBCFPerspectiveCamera=function(b){var c=b.getPosition(),g=b.getTarget();g=d.Point3.subtract(g,c).normalize();var a=b.getUp().normalize();c=c.copy().scale(1/
+this._unitScale);var k=b.getWidth();b=d.Point3.subtract(b.getTarget(),b.getPosition()).length();b=d.Util.radiansToDegrees(2*Math.atan(k/(2*b)));return{cameraDirection:g,cameraUpVector:a,cameraViewPoint:c,fieldOfView:b}};b.prototype.setDefaultVisibility=function(b){this._components.defaultVisibility=b};b.prototype._getDefaultVisibility=function(){return void 0!==this._components.defaultVisibility?this._components.defaultVisibility:!0};b.prototype.setVisibilityExceptions=function(b){b=b.map(function(b){return{ifcGuid:b}});
+this._components.visibilityExceptions=b};b.prototype.getVisibilityExceptions=function(){return this._getGenericIdsFromComponents(this._components.visibilityExceptions)};b.prototype.setColors=function(b){var c=[];b.forEach(function(b,g){var a=[];b.forEach(function(b){a.push({ifcGuid:b})});c.push({color:g,components:a})});this._components.coloring=c};b.prototype.getColors=function(){var b=new Map,c=this._components.coloring;void 0!==c&&c.forEach(function(c){var g=c.color.copy(),a=new Set;c.components.map(function(b){a.add(b.ifcGuid)});
+b.set(g,a)});return b};b.prototype.setLines=function(b){var c=this;this._lines=[];b.forEach(function(b){b={startPoint:b[0].copy(),endPoint:b[1].copy()};c._lines.push(b)})};b.prototype.getLines=function(){var b=[];this._lines.forEach(function(c){b.push([c.startPoint.copy(),c.endPoint.copy()])});return b};b.prototype.setClippingPlanes=function(b){var c=this;this._clippingPlanes=[];b.forEach(function(b){b={location:b[0].copy(),direction:b[1].copy()};c._clippingPlanes.push(b)})};b.prototype.getClippingPlanes=
+function(){var b=[];this._clippingPlanes.forEach(function(c){b.push([c.location.copy(),c.direction.copy()])});return b};b.prototype.setSelection=function(b){b=b.map(function(b){return{ifcGuid:b}});this._components.selection=b};b.prototype.getSelection=function(){var b=[],c=this._components.selection;void 0!==c&&c.forEach(function(c){b.push(c.ifcGuid)});return b};b.prototype._getGenericIdsFromComponents=function(b){if(!b)return[];for(var c=[],g=0;g<b.length;++g)c.push(b[g].ifcGuid);return c};b.prototype._parseComponentsV2_0=
+function(b){console.assert(this._version<=d.BCFVersion.v2_0);var c=[],g=[],a=[],k=!0;for(b=b.firstElementChild;null!==b;){var e=b.localName;if(null===e)break;switch(e){case "Component":var f=b.attributes,h=f.getNamedItem("IfcGuid");e=f.getNamedItem("Selected");var t=f.getNamedItem("Visible");f=f.getNamedItem("Color");null!==h&&h.value&&(h={ifcGuid:h.value},null!==e&&"true"===e.value&&c.push(h),k=!1,null!==t&&"false"===t.value||g.push(h),null!==f&&f.value&&a.push(this._colorFromArgb(f.value,[h])))}b=
+b.nextElementSibling}this._components={defaultVisibility:k,selection:c,visibilityExceptions:g,coloring:a}};b.prototype._parseComponents=function(b){console.assert(this._version>=d.BCFVersion.v2_1);b=b.firstElementChild;for(var c={spacesVisible:!1,spaceBoundariesVisible:!1,openingsVisible:!1},g=[],a=!0,k=[],e=[];null!==b;){var f=b.localName;if(null===f)break;var h=b.attributes;switch(f){case "ViewSetupHints":f=h.getNamedItem("SpacesVisible");var t=h.getNamedItem("SpaceBoundariesVisible");h=h.getNamedItem("OpeningsVisible");
+null!==f&&(c.spacesVisible="true"===f.value);null!==t&&(c.spaceBoundariesVisible="true"===t.value);null!==h&&(c.openingsVisible="true"===h.value);break;case "Selection":g=this._getComponents(b);break;case "Visibility":(h=h.getNamedItem("DefaultVisibility"))&&(a="true"===h.value);h=b.firstElementChild;null!==h&&(k=this._getComponents(h));break;case "Coloring":e=this._getColoring(b)}b=b.nextElementSibling}this._components={viewSetupHints:c,selection:g,defaultVisibility:a,visibilityExceptions:k,coloring:e}};
+b.prototype._getCameraData=function(b){var c=[];for(b=b.firstElementChild;null!==b;)switch(b.nodeName){case "FieldOfView":case "ViewToWorldScale":b=b.textContent;null!==b&&c.push(parseFloat(b));b=null;break;default:c.push(this._getPoint(b)),b=b.nextElementSibling}return c};b.prototype._parseOrthogonalCamera=function(b){b=this._getCameraData(b);4===b.length&&(this._orthogonalCamera={cameraViewPoint:b[0],cameraDirection:b[1],cameraUpVector:b[2],viewToWorldScale:b[3]})};b.prototype._parsePerspectiveCamera=
+function(b){b=this._getCameraData(b);4===b.length&&(this._perspectiveCamera={cameraViewPoint:b[0],cameraDirection:b[1],cameraUpVector:b[2],fieldOfView:b[3]})};b.prototype._parseLines=function(b){for(b=b.firstElementChild;null!==b;)this._lines.push(this._getLine(b)),b=b.nextElementSibling};b.prototype._parseClippingPlanes=function(b){for(b=b.firstElementChild;null!==b;)this._clippingPlanes.push(this._getClippingPlane(b)),b=b.nextElementSibling};b.prototype._getClippingPlane=function(b){b=b.firstElementChild;
+var c=d.Point3.zero(),g=d.Point3.zero();null!==b&&(c=this._getPoint(b),b=b.nextElementSibling,null!==b&&(g=this._getPoint(b)));return{location:c,direction:g}};b.prototype._getLine=function(b){b=b.firstElementChild;var c=d.Point3.zero(),g=d.Point3.zero();null!==b&&(c=this._getPoint(b),b=b.nextElementSibling,null!==b&&(g=this._getPoint(b)));return{startPoint:c,endPoint:g}};b.prototype._getPoint=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.firstChild;null!==g&&c.push(parseFloat(g.wholeText));
+b=b.nextElementSibling}console.assert(3===c.length);return new d.Point3(c[0],c[1],c[2])};b.prototype._colorFromArgb=function(b,c){c={color:d.Color.black(),components:c};for(var g=[],a=0;a<b.length;a+=2){var k=b.substr(a,2);g.push(parseInt(k,16))}3===g.length?c.color.set(g[0],g[1],g[2]):4===g.length&&(c.alpha=g[0],c.color.set(g[1],g[2],g[3]));return c};b.prototype._getColoring=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.attributes.getNamedItem("Color"),a=this._getComponents(b);
+g&&a.length&&c.push(this._colorFromArgb(g.value,a));b=b.nextElementSibling}return c};b.prototype._getComponents=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.attributes,a=g.getNamedItem("IfcGuid"),k=g.getNamedItem("OriginatingSystem");g=g.getNamedItem("AuthoringToolId");null!==a&&(a={ifcGuid:a.value},null!==k&&(a.originatingSystem=k.value),null!==g&&(a.authoringToolId=g.value),c.push(a));b=b.nextElementSibling}return c};return b}();d.BCFViewpoint=b})(Communicator||(Communicator=
+{}));
+(function(d){var h=function(){function d(a,e,c){this.x=a;this.y=e;this.z=c}d.prototype.assign=function(a){this.x=a.x;this.y=a.y;this.z=a.z;return this};d.prototype.set=function(a,e,c){this.x=a;this.y=e;this.z=c;return this};d.prototype.toArray=function(a){a[0]=this.x;a[1]=this.y;a[2]=this.z};d.prototype.fromArray=function(a){this.x=a[0];this.y=a[1];this.z=a[2];return this};d.prototype.add=function(a){this.x+=a.x;this.y+=a.y;this.z+=a.z;return this};d.prototype.subtract=function(a){this.x-=a.x;this.y-=
+a.y;this.z-=a.z;return this};d.prototype.copy=function(){return new d(this.x,this.y,this.z)};d.fromJson=function(a){return new d(a.x,a.y,a.z)};d.construct=function(a){return d.fromJson(a)};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{x:this.x,y:this.y,z:this.z}};d.prototype.forJson=function(){return this.toJson()};d.prototype.equals=function(a){return this.x===a.x&&this.y===a.y&&this.z===a.z};d.prototype.equalsWithTolerance=function(a,e){return this.x-
+a.x<e&&this.x-a.x>-e&&this.y-a.y<e&&this.y-a.y>-e&&this.z-a.z<e&&this.z-a.z>-e};d.prototype.isAxis=function(){return 1===Math.abs(this.x)&&0===this.y&&0===this.z||0===this.x&&1===Math.abs(this.y)&&0===this.z||0===this.x&&0===this.y&&1===Math.abs(this.z)};d.prototype.length=function(){return Math.sqrt(this.squaredLength())};d.prototype.squaredLength=function(){return this.x*this.x+this.y*this.y+this.z*this.z};d.prototype.scale=function(a){this.x*=a;this.y*=a;this.z*=a;return this};d.prototype.normalize=
+function(){return this.scale(1/this.length())};d.prototype.negate=function(){this.x=-this.x;this.y=-this.y;this.z=-this.z;return this};d.zero=function(){return new d(0,0,0)};d.add=function(a,e){return new d(a.x+e.x,a.y+e.y,a.z+e.z)};d.subtract=function(a,e){return new d(a.x-e.x,a.y-e.y,a.z-e.z)};d.dot=function(a,e){return a.x*e.x+a.y*e.y+a.z*e.z};d.cross=function(a,e){return new d(a.y*e.z-a.z*e.y,a.z*e.x-a.x*e.z,a.x*e.y-a.y*e.x)};d.distance=function(a,e){return d.subtract(e,a).length()};d.scale=function(a,
+e){return a.copy().scale(e)};d.createFromArray=function(a){return new d(a[0],a[1],a[2])};return d}();d.Point3=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this.loadIdentity()}f.prototype.loadIdentity=function(){this.m=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];return this};f.prototype.isIdentity=function(){var a=this.m;return 1===a[0]&&0===a[1]&&0===a[2]&&0===a[3]&&0===a[4]&&1===a[5]&&0===a[6]&&0===a[7]&&0===a[8]&&0===a[9]&&1===a[10]&&0===a[11]&&0===a[12]&&0===a[13]&&0===a[14]&&1===a[15]};f.prototype.equals=function(a){for(var e=0;16>e;++e)if(this.m[e]!==a.m[e])return!1;return!0};f.prototype.equalsWithTolerance=function(a,
+e){e=Math.abs(e);for(var c=0;16>c;++c)if(Math.abs(this.m[c]-a.m[c])>e)return!1;return!0};f.prototype.setScaleComponent=function(a,e,c){this.m[0]=a;this.m[5]=e;this.m[10]=c;return this};f.prototype.setTranslationComponent=function(a,e,c){this.m[12]=a;this.m[13]=e;this.m[14]=c;return this};f.prototype.copy=function(){var a=new f;a.m=this.m.slice();return a};f.prototype.assign=function(a){for(var e=0;e<a.m.length;e++)this.m[e]=a.m[e];return this};f.prototype.scale=function(a){for(var e=0;16>e;e++)this.m[e]*=
+a;return this};f.prototype.transform=function(a,e){if(void 0===e)return e=d.Point3.zero(),this.transform(a,e),e;e.set(a.x*this.m[0]+a.y*this.m[4]+a.z*this.m[8]+this.m[12],a.x*this.m[1]+a.y*this.m[5]+a.z*this.m[9]+this.m[13],a.x*this.m[2]+a.y*this.m[6]+a.z*this.m[10]+this.m[14])};f.prototype.transform4=function(a,e){if(void 0===e)return e=d.Point4.zero(),this.transform4(a,e),e;e.set(a.x*this.m[0]+a.y*this.m[4]+a.z*this.m[8]+this.m[12]*a.w,a.x*this.m[1]+a.y*this.m[5]+a.z*this.m[9]+this.m[13]*a.w,a.x*
+this.m[2]+a.y*this.m[6]+a.z*this.m[10]+this.m[14]*a.w,a.x*this.m[3]+a.y*this.m[7]+a.z*this.m[11]+this.m[15]*a.w)};f.prototype.transformArray=function(a,e){for(var c=0;c<a.length;c++){var b=a[c];b=new d.Point3(b.x*this.m[0]+b.y*this.m[4]+b.z*this.m[8]+this.m[12],b.x*this.m[1]+b.y*this.m[5]+b.z*this.m[9]+this.m[13],b.x*this.m[2]+b.y*this.m[6]+b.z*this.m[10]+this.m[14]);e[c]=b}};f.prototype.transformBox=function(a){if(a.isDegenerate())return d.Box.invalid();a=a.getCorners();for(var e=0;e<a.length;e++){var c=
+a[e];this.transform(c,c)}e=new d.Box(a[0],a[0]);for(var b=1;b<a.length;++b)c=a[b],e.addPoint(c);return e};f.prototype.transpose=function(){var a=this.m[1];this.m[1]=this.m[4];this.m[4]=a;a=this.m[2];this.m[2]=this.m[8];this.m[8]=a;a=this.m[3];this.m[3]=this.m[12];this.m[12]=a;a=this.m[6];this.m[6]=this.m[9];this.m[9]=a;a=this.m[7];this.m[7]=this.m[13];this.m[13]=a;a=this.m[11];this.m[11]=this.m[14];this.m[14]=a;return this};f.createFromArray=function(a){var e=new f;e.m=a.slice();return e};f.createFromOffAxisRotation=
+function(a,e){var c=Math.PI/180*e;e=Math.sin(c);c=Math.cos(c);var b=new f;a=a.copy().normalize();var g=1-c,k=g*a.x*a.y,d=g*a.x*a.z,n=g*a.y*a.z;b.m[0]=g*a.x*a.x+c;b.m[1]=e*a.z+k;b.m[2]=d-e*a.y;b.m[3]=0;b.m[4]=k-e*a.z;b.m[5]=g*a.y*a.y+c;b.m[6]=e*a.x+n;b.m[7]=0;b.m[8]=e*a.y+d;b.m[9]=n-e*a.x;b.m[10]=g*a.z*a.z+c;b.m[11]=0;b.m[12]=0;b.m[13]=0;b.m[14]=0;b.m[15]=1;return b};f.createFromBasis=function(a,e,c){var b=new f;b.m[0]=a.x;b.m[1]=a.y;b.m[2]=a.z;b.m[4]=e.x;b.m[5]=e.y;b.m[6]=e.z;b.m[8]=c.x;b.m[9]=c.y;
+b.m[10]=c.z;return b};f.multiply=function(a,e){var c=new f;c.m[0]=a.m[0]*e.m[0]+a.m[1]*e.m[4]+a.m[2]*e.m[8]+a.m[3]*e.m[12];c.m[1]=a.m[0]*e.m[1]+a.m[1]*e.m[5]+a.m[2]*e.m[9]+a.m[3]*e.m[13];c.m[2]=a.m[0]*e.m[2]+a.m[1]*e.m[6]+a.m[2]*e.m[10]+a.m[3]*e.m[14];c.m[3]=a.m[0]*e.m[3]+a.m[1]*e.m[7]+a.m[2]*e.m[11]+a.m[3]*e.m[15];c.m[4]=a.m[4]*e.m[0]+a.m[5]*e.m[4]+a.m[6]*e.m[8]+a.m[7]*e.m[12];c.m[5]=a.m[4]*e.m[1]+a.m[5]*e.m[5]+a.m[6]*e.m[9]+a.m[7]*e.m[13];c.m[6]=a.m[4]*e.m[2]+a.m[5]*e.m[6]+a.m[6]*e.m[10]+a.m[7]*
+e.m[14];c.m[7]=a.m[4]*e.m[3]+a.m[5]*e.m[7]+a.m[6]*e.m[11]+a.m[7]*e.m[15];c.m[8]=a.m[8]*e.m[0]+a.m[9]*e.m[4]+a.m[10]*e.m[8]+a.m[11]*e.m[12];c.m[9]=a.m[8]*e.m[1]+a.m[9]*e.m[5]+a.m[10]*e.m[9]+a.m[11]*e.m[13];c.m[10]=a.m[8]*e.m[2]+a.m[9]*e.m[6]+a.m[10]*e.m[10]+a.m[11]*e.m[14];c.m[11]=a.m[8]*e.m[3]+a.m[9]*e.m[7]+a.m[10]*e.m[11]+a.m[11]*e.m[15];c.m[12]=a.m[12]*e.m[0]+a.m[13]*e.m[4]+a.m[14]*e.m[8]+a.m[15]*e.m[12];c.m[13]=a.m[12]*e.m[1]+a.m[13]*e.m[5]+a.m[14]*e.m[9]+a.m[15]*e.m[13];c.m[14]=a.m[12]*e.m[2]+
+a.m[13]*e.m[6]+a.m[14]*e.m[10]+a.m[15]*e.m[14];c.m[15]=a.m[12]*e.m[3]+a.m[13]*e.m[7]+a.m[14]*e.m[11]+a.m[15]*e.m[15];return c};f.prototype.inverseAndDeterminant=function(){var a=this.m[4]*this.m[9]-this.m[5]*this.m[8],e=this.m[4]*this.m[10]-this.m[6]*this.m[8],c=this.m[4]*this.m[11]-this.m[7]*this.m[8],b=this.m[4]*this.m[13]-this.m[5]*this.m[12],g=this.m[4]*this.m[14]-this.m[6]*this.m[12],k=this.m[4]*this.m[15]-this.m[7]*this.m[12],d=this.m[5]*this.m[10]-this.m[6]*this.m[9],n=this.m[5]*this.m[11]-
+this.m[7]*this.m[9],m=this.m[5]*this.m[14]-this.m[6]*this.m[13],p=this.m[5]*this.m[15]-this.m[7]*this.m[13],h=this.m[6]*this.m[11]-this.m[7]*this.m[10],r=this.m[6]*this.m[15]-this.m[7]*this.m[14],u=this.m[8]*this.m[13]-this.m[9]*this.m[12],t=this.m[8]*this.m[14]-this.m[10]*this.m[12],v=this.m[8]*this.m[15]-this.m[11]*this.m[12],w=this.m[9]*this.m[14]-this.m[10]*this.m[13],z=this.m[9]*this.m[15]-this.m[11]*this.m[13],x=this.m[10]*this.m[15]-this.m[11]*this.m[14],y=new f;y.m[0]=this.m[5]*x-this.m[6]*
+z+this.m[7]*w;y.m[1]=this.m[2]*z-this.m[3]*w-this.m[1]*x;y.m[2]=this.m[1]*r-this.m[2]*p+this.m[3]*m;y.m[3]=this.m[2]*n-this.m[3]*d-this.m[1]*h;y.m[4]=this.m[6]*v-this.m[7]*t-this.m[4]*x;y.m[5]=this.m[0]*x-this.m[2]*v+this.m[3]*t;y.m[6]=this.m[2]*k-this.m[3]*g-this.m[0]*r;y.m[7]=this.m[0]*h-this.m[2]*c+this.m[3]*e;y.m[8]=this.m[4]*z-this.m[5]*v+this.m[7]*u;y.m[9]=this.m[1]*v-this.m[3]*u-this.m[0]*z;y.m[10]=this.m[0]*p-this.m[1]*k+this.m[3]*b;y.m[11]=this.m[1]*c-this.m[3]*a-this.m[0]*n;y.m[12]=this.m[5]*
+t-this.m[6]*u-this.m[4]*w;y.m[13]=this.m[0]*w-this.m[1]*t+this.m[2]*u;y.m[14]=this.m[1]*g-this.m[2]*b-this.m[0]*m;y.m[15]=this.m[0]*d-this.m[1]*e+this.m[2]*a;a=this.m[0]*y.m[0]-this.m[1]*-y.m[4]+this.m[2]*y.m[8]-this.m[3]*-y.m[12];if(0===a)return[null,0];y.scale(1/a);return[y,a]};f.inverse=function(a){return a.inverseAndDeterminant()[0]};f.prototype.upperLeft3x3Determinant=function(){return this.m[0]*(this.m[5]*this.m[10]-this.m[9]*this.m[6])-this.m[4]*(this.m[1]*this.m[10]-this.m[9]*this.m[2])+this.m[8]*
+(this.m[1]*this.m[6]-this.m[5]*this.m[2])};f.prototype.normalMatrix=function(){var a=this.copy().setTranslationComponent(0,0,0).inverseAndDeterminant()[0];return a?a.transpose():null};f.prototype.toJson=function(){return this.m.slice()};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){return f.createFromArray(a)};f.construct=function(a){return f.fromJson(a)};f.toMatrix12=function(a){return[a[0],a[1],a[2],a[4],a[5],a[6],a[8],a[9],a[10],a[12],a[13],a[14]]};f.xAxisRotation=
+function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[5]=a;e.m[6]=-c;e.m[9]=c;e.m[10]=a;return e};f.yAxisRotation=function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[0]=a;e.m[2]=c;e.m[8]=-c;e.m[10]=a;return e};f.zAxisRotation=function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[0]=a;e.m[1]=-c;e.m[4]=c;e.m[5]=a;return e};return f}();d.Matrix=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,e,c){this.r=a;this.g=e;this.b=c}d.prototype.assign=function(a){this.set(a.r,a.g,a.b);return this};d.prototype.copy=function(){return new d(this.r,this.g,this.b)};d.prototype.equals=function(a){return this.r===a.r&&this.g===a.g&&this.b===a.b};d.prototype.set=function(a,e,c){this.r=a;this.g=e;this.b=c};d.prototype.setFromFloat=function(a,e,c){this.r=Math.round(255*a);this.g=Math.round(255*e);this.b=Math.round(255*c)};d.prototype.fromFloatArray=function(a){return this.setFromFloat(a[0],
+a[1],a[2])};d.prototype.getFloatArray=function(){return[this.r/255,this.g/255,this.b/255]};d.prototype.toFloatArray=function(a){a[0]=this.r/255;a[1]=this.g/255;a[2]=this.b/255};d.fromJson=function(a){return new d(a.r,a.g,a.b)};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{r:this.r,g:this.g,b:this.b}};d.prototype.forJson=function(){return this.toJson()};d.createFromFloat=function(a,e,c){var b=d.black();b.setFromFloat(a,e,c);return b};d.createFromFloatArray=
+function(a){var e=d.black();e.fromFloatArray(a);return e};d.red=function(){return new d(255,0,0)};d.green=function(){return new d(0,255,0)};d.blue=function(){return new d(0,0,255)};d.yellow=function(){return new d(255,255,0)};d.white=function(){return new d(255,255,255)};d.black=function(){return new d(0,0,0)};return d}();d.Color=h;h=function(){return function(d,a){this.top=d;this.bottom=a}}();d.VerticalGradient=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._position=new d.OverlayUnitPoint(0,d.OverlayUnit.Pixels,0,d.OverlayUnit.Pixels);this._viewportSize=new d.OverlayUnitPoint(200,d.OverlayUnit.Pixels,200,d.OverlayUnit.Pixels);this._anchor=d.OverlayAnchor.LowerLeftCorner;this._instanceKeys=[];this._firstAttachment=this._enabled=!1;this._sceneReadyCompleted=d.Util.OpenPromise.create();this._geometryCreated=!1;this._viewer=a;this._viewer.setCallbacks({sceneReady:function(){return __awaiter(e,
+void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._createViewport(),this._updateVisibility(),[4,this._createGeometry()];case 1:return c.sent(),this._sceneReadyCompleted.resolve(),[2]}})})},_assemblyTreeReady:function(){return __awaiter(e,void 0,void 0,function(){var c,b,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._sceneReadyCompleted];case 1:k.sent();c=this._viewer.model;b=0;for(g=this._instanceKeys;b<g.length;b++)a=
+g[b],e=c._getNodeFromInstanceInc(!0,0,a,!0),c._preventNodeDeletion(e);return[2]}})})},_firstAttachment:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._firstAttachment=!0,[4,this._onCameraUpdate()];case 1:return c.sent(),this._updateVisibility(),[2]}})})},modelSwitchStart:function(){e._firstAttachment=!1},overlayViewportSet:function(c){c===d.BuiltinOverlayIndex.AxisTriad&&e._onViewportSet()}})}f.prototype.setAxisColor=function(a,
+e){return __awaiter(this,void 0,void 0,function(){var c,b,g;return __generator(this,function(k){switch(k.label){case 0:return[4,this._sceneReadyCompleted];case 1:k.sent();switch(a){case d.Axis.X:c=this._instanceKeys[0];b=this._instanceKeys[3];break;case d.Axis.Y:c=this._instanceKeys[1];b=this._instanceKeys[4];break;case d.Axis.Z:c=this._instanceKeys[2];b=this._instanceKeys[5];break;default:return[2]}g=this._getScEngine();g.setPartColor([0,c],d.ElementType.Faces,e);g.setPartColor([0,b],d.ElementType.Lines,
+e);return[2]}})})};f.prototype.setAnchor=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(e){switch(e.label){case 0:return this._anchor=a,[4,this._sceneReadyCompleted];case 1:return e.sent(),[2,this._updateViewport()]}})})};f.prototype.getAnchor=function(){return this._anchor};f.prototype.enable=function(){this._enabled=!0;this._updateVisibility();return Promise.resolve()};f.prototype.disable=function(){this._enabled=!1;this._updateVisibility();return Promise.resolve()};
+f.prototype._updateVisibility=function(){this._enabled&&this._firstAttachment?this._showOverlay():this._hideOverlay()};f.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.AxisTriad,!1)};f.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.AxisTriad,!0)};f.prototype.getEnabled=function(){return this._enabled};f.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.AxisTriad};f.prototype._updateViewport=
+function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.AxisTriad,this._anchor,this._position.x,d.OverlayUnit.Pixels,this._position.y,d.OverlayUnit.Pixels,this._viewportSize.x,d.OverlayUnit.Pixels,this._viewportSize.y,d.OverlayUnit.Pixels)};f.prototype._createViewport=function(){var a=this._viewer.overlayManager;this._updateViewport();var e=new d.Camera;e.setPosition(new d.Point3(0,0,10));e.setTarget(d.Point3.zero());e.setUp(new d.Point3(0,1,0));e.setWidth(f._fieldSize);e.setHeight(f._fieldSize);
+e.setProjection(d.Projection.Orthographic);a.setCamera(d.BuiltinOverlayIndex.AxisTriad,e)};f.prototype._onViewportSet=function(){var a=this._viewer.overlayManager,e=a._getViewportPosition(d.BuiltinOverlayIndex.AxisTriad),c=a._getViewportSize(d.BuiltinOverlayIndex.AxisTriad);a=a.getViewportAnchor(d.BuiltinOverlayIndex.AxisTriad);null!==e&&null!==c&&null!==a&&(this._position=e,this._viewportSize=c,this._anchor=a)};f.prototype._createGeometry=function(){return __awaiter(this,void 0,void 0,function(){var a,
+e,c,b,g,k,l;return __generator(this,function(n){switch(n.label){case 0:if(this._geometryCreated)return[2];a=[this._createAxis(f._xRotMatrix,0,f._xColor),this._createAxis(f._yRotMatrix,1,f._yColor),this._createAxis(f._zRotMatrix,2,f._zColor),this._createAxisLabel(d.Axis.X,f._xColor,3),this._createAxisLabel(d.Axis.Y,f._yColor,4),this._createAxisLabel(d.Axis.Z,f._zColor,5)];return[4,Promise.all(a)];case 1:e=n.sent();this._onCameraUpdate();c=[];b=0;for(g=e;b<g.length;b++)k=g[b],c.push(0,k);l=this._getScEngine();
+l.setPartVisibility(c,!0,!0);this._createGeomCallbacks();this._geometryCreated=!0;return[2]}})})};f.prototype._createGeomCallbacks=function(){var a=this;this._viewer.setCallbacks({camera:function(){a._onCameraUpdate()}})};f.prototype._geometryHasBeenCreated=function(){return this._geometryCreated};f.prototype.insideOverlay=function(a){var e=this._viewer.overlayManager._toPixelPoint(this._viewportSize),c=this._getOverlayOffset();return a.x>=c.x&&a.y>=c.y&&a.x<=c.x+e.x&&a.y<=c.y+e.y};f.prototype._getOverlayOffset=
+function(){var a=this._viewer.overlayManager._toPixelPoint(this._viewportSize);return this._viewer.overlayManager._getOverlayOffset(this._anchor,a)};f.prototype._getViewportSize=function(){return this._viewportSize};f.prototype._getViewportPixelSize=function(){return this._viewer.overlayManager._toPixelPoint(this._viewportSize)};f.prototype.getSelectionAxis=function(a){console.assert(this._enabled);if(null===a||!a.isFaceSelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.AxisTriad)return null;var e=
+this._viewer.model;a=a.getNodeId();e=e._gatherInstanceIncsFromNodeIds([a],1);if(2!==e.length||0!==e[0])return null;e=e[1];for(a=0;a<this._instanceKeys.length;++a)if(this._instanceKeys[a]===e)switch(a%3){case 0:return d.Axis.X;case 1:return d.Axis.Y;case 2:return d.Axis.Z}return null};f.prototype.onClickSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,n;return __generator(this,function(f){switch(f.label){case 0:e=this.getSelectionAxis(a);if(null===e)return[2];c=
+this._viewer.model;b=this._viewer.view;switch(e){case d.Axis.X:g=34;break;case d.Axis.Y:g=68;break;case d.Axis.Z:g=24}return[4,c.getModelBounding(!0,!1)];case 1:return k=f.sent(),l=b.getCamera(),n=this._alignedFitBounding(g,!1,!1,k),l.equals(n)&&(n=this._alignedFitBounding(g,!0,!1,k)),[2,b._setCameraPromise(n,d.DefaultTransitionDuration)]}})})};f.prototype._getScEngine=function(){return this._viewer._getScEngine()};f.prototype._createInstance=function(a,e,c,b,g,k){return __awaiter(this,void 0,void 0,
+function(){var l,n,f,p,h;return __generator(this,function(m){switch(m.label){case 0:return[4,this._viewer.model.createMesh(a)];case 1:return l=m.sent(),n=new d.MeshInstanceData(l),n.setCreationFlags(k|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.Invisible),n.setOverlayIndex(d.BuiltinOverlayIndex.AxisTriad),n.setFaceColor(c),n.setLineColor(b),n.setMatrix(g),f=this._getScEngine(),[4,f.createMeshInstance(n)];
+case 2:return p=m.sent(),h=p[1],this._instanceKeys[e]=h,[2,h]}})})};f.prototype._createAxis=function(a,e,c){var b=d.Util.generateConeCylinderMeshData(.2,20,2,.4,.5,.1);return this._createInstance(b,e,c,d.Color.black(),a,d.MeshInstanceCreationFlags.None)};f.prototype._createAxisLabel=function(a,e,c){var b=new d.MeshData;b.setFaceWinding(d.FaceWinding.Clockwise);var g=new d.Matrix;a===d.Axis.X?(b.addPolyline([.15,.25,0,-.15,-.25,0]),b.addPolyline([-.15,.25,0,.15,-.25,0]),g.setTranslationComponent(3.1,
+0,0)):a===d.Axis.Y?(b.addPolyline([-.15,.25,0,0,0,0]),b.addPolyline([0,0,0,.15,.25,0]),b.addPolyline([0,0,0,0,-.3125,0]),g.setTranslationComponent(0,3.1,0)):a===d.Axis.Z&&(b.addPolyline([-.15,.25,0,.15,.25,0]),b.addPolyline([.15,.25,0,-.15,-.25,0]),b.addPolyline([-.15,-.25,0,.15,-.25,0]),g.setTranslationComponent(0,0,3.1));return this._createInstance(b,c,d.Color.black(),e,g,d.MeshInstanceCreationFlags.ScreenOriented)};f.prototype._onCameraUpdate=function(){var a=new d.Camera,e=this._viewer.view.getCamera();
+a.setPosition(e.getPosition().subtract(e.getTarget()).normalize());a.setTarget(d.Point3.zero());a.setUp(e.getUp());a.setProjection(d.Projection.Orthographic);a.setWidth(f._fieldSize);a.setHeight(f._fieldSize);this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.AxisTriad,a)};f.prototype._alignedFitBounding=function(a,e,c,b){var g=d.Point3.subtract(b.max,b.min).length();b=d.Point3.add(d.Point3.scale(b.min,.5),d.Point3.scale(b.max,.5));var k=new d.Point3(b.x,b.y,b.z+g);k=d.Point3.subtract(b,
+k);var l=-k.length();c=c?-1:1;0===a?(a=new d.Point3(0,c,0),e&&k.negate()):(e&&(l=-l),0!==(a&2)?k=new d.Point3(l,0,0):0!==(a&4)?k=new d.Point3(0,l,0):(console.assert(0!==(a&8)),k=new d.Point3(0,0,l)),0!==(a&16)?a=new d.Point3(c,0,0):0!==(a&32)?a=new d.Point3(0,c,0):(console.assert(0!==(a&64)),a=new d.Point3(0,0,c)));e=d.Point3.subtract(b,k);c=this._viewer.view.getCamera();return d.Camera.create(e,b,a,c.getProjection(),g,g,c.getNearLimit())};f._xRotMatrix=d.Matrix.createFromOffAxisRotation(new d.Point3(0,
+0,1),-90);f._yRotMatrix=new d.Matrix;f._zRotMatrix=d.Matrix.createFromOffAxisRotation(new d.Point3(1,0,0),90);f._xColor=new d.Color(168,56,59);f._yColor=new d.Color(96,166,50);f._zColor=new d.Color(41,81,185);f._fieldSize=8;return f}();d.AxisTriad=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){this._id=0;this._bcfMap=new Map;this._viewer=a}f.prototype._getId=function(){return++this._id};f.prototype.getBCFMap=function(){return this._bcfMap};f.prototype.getBCFData=function(a){return this._bcfMap.get(a)||null};f.prototype.removeBCFData=function(a){this._bcfMap.delete(a);this._viewer.trigger("bcfRemoved",a)};f.prototype.createBCFData=function(a){var e=this._getId();a=new d.BCFData(a,e);this._bcfMap.set(e,a);this._viewer.trigger("bcfLoaded",a.getId(),
+a.getFilename());return a};f.prototype.addBCFFromFile=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){switch(b.label){case 0:return e=this.createBCFData(a),[4,new JSZip.external.Promise(function(b,c){JSZipUtils.getBinaryContent(a,function(g,a){g?c(g):b(a)})})];case 1:return c=b.sent(),[4,this._loadBCFData(c,e)];case 2:return b.sent(),[2]}})})};f.prototype.addBCFFromBuffer=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,
+function(b){switch(b.label){case 0:return c=this.createBCFData(e),[4,this._loadBCFData(a,c)];case 1:return b.sent(),[2]}})})};f.prototype._getVersion=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g;return __generator(this,function(k){switch(k.label){case 0:return e=a.file("bcf.version"),null!==e?[3,1]:[2,d.BCFVersion.v1_0];case 1:return[4,this._getDocument(e)];case 2:c=k.sent();b=c.documentElement;g=b.firstElementChild;if(null!==g&&null!==g.textContent)switch(g.textContent){case "2.0 RC":return[2,
+d.BCFVersion.v2_0];case "2.1":return[2,d.BCFVersion.v2_1]}return[2,d.BCFVersion.Unknown]}})})};f.prototype._loadBCFData=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k,l,n,f,p,h,r=this;return __generator(this,function(m){switch(m.label){case 0:return c=this._viewer.model,[4,c.getModelBounding(!0,!1)];case 1:return b=m.sent(),g=c.getNodeUnitMultiplier(c.getAbsoluteRootNode()),k=e.getId(),l=e.getFilename(),[4,JSZip.loadAsync(a)];case 2:return n=m.sent(),p=(f=e).setVersion,[4,
+this._getVersion(n)];case 3:return p.apply(f,[m.sent()]),h=[],n.forEach(function(c){return __awaiter(r,void 0,void 0,function(){var a,f,m,p,q,r,u,t,C,E,F,H,G,J,K,I,L;return __generator(this,function(v){switch(v.label){case 0:a=d.Util.OpenPromise.create();h.push(a);f=this._getFileType(c);if(f!==d.BCFFileType.Markup&&f!==d.BCFFileType.Snapshot&&f!==d.BCFFileType.Viewpoint)return[3,7];m=c.split("/");p=m[0];q=m[1];r=e.getTopic(p);null===r&&(r=new d.BCFTopic(k,l,p,this._viewer),e.addTopic(p,r));if(!q.length)return[3,
+7];u=n.file(c);if(null===u)return[3,7];t=f;switch(t){case d.BCFFileType.Markup:return[3,1];case d.BCFFileType.Viewpoint:return[3,3];case d.BCFFileType.Snapshot:return[3,5]}return[3,7];case 1:return E=(C=r).addMarkup,F=[q],[4,this._getDocument(u)];case 2:return E.apply(C,F.concat([v.sent()])),[3,7];case 3:return G=(H=r).addViewpoint,J=[q],[4,this._getDocument(u)];case 4:return G.apply(H,J.concat([v.sent(),e.getVersion(),b,g])),[3,7];case 5:return I=(K=r).addSnapshot,L=[q],[4,u.async("uint8array")];
+case 6:return I.apply(K,L.concat([v.sent()])),[3,7];case 7:return a.resolve(),[2]}})})}),[4,d.Util.waitForAll(h)];case 4:return m.sent(),this._viewer.trigger("bcfLoaded",k,l),[2]}})})};f.prototype._getDocument=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:return e=new DOMParser,b=(c=e).parseFromString,[4,a.async("text")];case 1:return[2,b.apply(c,[g.sent(),"application/xml"])]}})})};f.prototype._getFileType=function(a){if("/"===
+a.slice(-1))return d.BCFFileType.TopicFolder;a=a.split(".");console.assert(2===a.length);switch(a[1]){case "bcf":return d.BCFFileType.Markup;case "bcfv":return d.BCFFileType.Viewpoint;case "png":return d.BCFFileType.Snapshot;case "version":return d.BCFFileType.Version;case "xsd":return d.BCFFileType.Schema;case "bcfp":return d.BCFFileType.Project}return d.BCFFileType.Unknown};return f}();d.BCFManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e){void 0===a&&(a=d.Point3.zero());void 0===e&&(e=d.Point3.zero());this.min=a.copy();this.max=e.copy()}f.prototype.copy=function(){return new f(this.min,this.max)};f.prototype.equals=function(a){return this.min.equals(a.min)&&this.max.equals(a.max)};f.prototype.center=function(){var a=d.Point3.add(this.min,this.max);a.scale(.5);return a};f.prototype.extents=function(){return d.Point3.subtract(this.max,this.min)};f.prototype.addBox=function(a){a.isDegenerate()||
+(this.addPoint(a.min),this.addPoint(a.max))};f.prototype.addPoint=function(a){a.x<this.min.x&&(this.min.x=a.x);a.y<this.min.y&&(this.min.y=a.y);a.z<this.min.z&&(this.min.z=a.z);a.x>this.max.x&&(this.max.x=a.x);a.y>this.max.y&&(this.max.y=a.y);a.z>this.max.z&&(this.max.z=a.z)};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){return{min:this.min.toJson(),max:this.max.toJson()}};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){var e=d.Point3.fromJson(a.min);
+a=d.Point3.fromJson(a.max);return new f(e,a)};f.construct=function(a){return f.fromJson(a)};f.prototype.getCorners=function(){var a=[];a[0]=this.min.copy();a[1]=this.min.copy();a[2]=this.min.copy();a[1].x=this.max.x;a[2].y=this.max.y;a[3]=a[2].copy();a[3].x=this.max.x;a[4]=a[0].copy();a[5]=a[1].copy();a[6]=a[2].copy();a[7]=a[3].copy();a[4].z=this.max.z;a[5].z=this.max.z;a[6].z=this.max.z;a[7].z=this.max.z;return a};f.invalid=function(){return new f(new d.Point3(Number.POSITIVE_INFINITY,Number.POSITIVE_INFINITY,
+Number.POSITIVE_INFINITY),new d.Point3(Number.NEGATIVE_INFINITY,Number.NEGATIVE_INFINITY,Number.NEGATIVE_INFINITY))};f.prototype.isDegenerate=function(){return this.min.x>this.max.x||this.min.y>this.max.y||this.min.z>this.max.z};return f}();d.Box=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){var a=this;this._aliasMap=new Map;this._callbackMap=new Map;this._activeTriggerDepth=0;this._pendingClearUnboundFilteredNames=new Set;this._aliasMap.set("sceneRendered","frameDrawn");this.bind({selectionArray:function(c){a._triggerDeprecatedSelectionCallback(c)},incrementalSelectionBatchBegin:function(){return a.unsafeTrigger("volumeSelectionBatchBegin")},incrementalSelectionBatchEnd:function(){return a.unsafeTrigger("volumeSelectionBatchEnd")},
+incrementalSelectionEnd:function(){return a.unsafeTrigger("volumeSelectionEnd")},visibilityChanged:function(c,b){a.unsafeTrigger("partsVisibilityShown",c);a.unsafeTrigger("partsVisibilityHidden",b)}})}a.prototype._triggerDeprecatedSelectionCallback=function(a){if(0===a.length)this.unsafeTrigger("selection",[d.Event.NodeSelectionEvent._createNull()]);else if(100>=a.length)this.unsafeTrigger("selection",a);else{var c=0;for(a=h.chunkify(a,100);c<a.length;c++)this.unsafeTrigger("selection",a[c])}};a.prototype._filterName=
+function(a){var c=this._aliasMap.get(a);return void 0===c?a:c};a.prototype.bind=function(a,c){for(var b=0,g=Object.keys(a);b<g.length;b++){var k=g[b],e=a[k];if("function"===typeof e){k=this._filterName(k);var d=this._callbackMap.get(k);void 0===d?this._callbackMap.set(k,[e]):c?d.unshift(e):d.push(e)}}};a.prototype.unbind=function(a){for(var c=0,b=Object.keys(a);c<b.length;c++){var g=b[c],k=this._filterName(g),e=this._callbackMap.get(k);if(void 0!==e){g=a[g];for(var d=0;d<e.length;d++)e[d]===g&&(e[d]=
+null,this._pendingClearUnboundFilteredNames.add(k))}}this._clearUnboundCallbacks()};a.prototype._clearUnboundCallbacks=function(){var a=this;0!==this._pendingClearUnboundFilteredNames.size&&0===this._activeTriggerDepth&&(this._pendingClearUnboundFilteredNames.forEach(function(c){var b=a._callbackMap.get(c);void 0!==b&&(b=b.filter(function(b){return null!==b}),0===b.length?a._callbackMap.delete(c):a._callbackMap.set(c,b))}),this._pendingClearUnboundFilteredNames.clear())};a.prototype.promiseTrigger=
+function(a,c){for(var b=[],g=2;g<arguments.length;g++)b[g-2]=arguments[g];return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(k){switch(k.label){case 0:console.assert(a!==c),k.label=1;case 1:return k.trys.push([1,3,4,5]),[4,this._unsafePromiseTrigger(a,b)];case 2:return k.sent(),[3,5];case 3:return g=k.sent(),console.log("Rejected promise in '"+a+"' callback:"),console.log(g),[3,5];case 4:return null!==c&&this.unsafeTrigger(c,b),[7];case 5:return[2]}})})};a.prototype._unsafePromiseTrigger=
+function(a,c){var b=this._filterName(a);b=this._callbackMap.get(b);var g=[];if(void 0!==b){++this._activeTriggerDepth;for(var k=0;k<b.length;k++){var e=b[k];if(null!==e)try{g.push(e.apply(null,c))}catch(n){console.log("Unhandled exception in '"+a+"' callback:"),console.log(n)}}--this._activeTriggerDepth;this._clearUnboundCallbacks()}return d.Util.waitForAll(g)};a.prototype.trigger=function(a){for(var c=[],b=1;b<arguments.length;b++)c[b-1]=arguments[b];this.unsafeTrigger(a,c)};a.prototype.unsafeTrigger=
+function(a,c){var b=this._filterName(a);b=this._callbackMap.get(b);if(void 0!==b){++this._activeTriggerDepth;for(var g=0;g<b.length;g++){var k=b[g];if(null!==k)try{k.apply(null,c)}catch(l){console.log("Unhandled exception in '"+a+"' callback:"),console.log(l)}}--this._activeTriggerDepth;this._clearUnboundCallbacks()}};return a}();h.CallbackManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(a){a[a.LoadModel=0]="LoadModel";a[a.CreateNode=1]="CreateNode";a[a.CreateInstance=2]="CreateInstance";a[a.CreatePmi=3]="CreatePmi"})(d.NodeSource||(d.NodeSource={}));(function(a){a[a.Desktop=0]="Desktop";a[a.Mobile=1]="Mobile"})(d.ScreenConfiguration||(d.ScreenConfiguration={}));(function(a){a[a.Faces=0]="Faces";a[a.Lines=1]="Lines";a[a.Points=2]="Points"})(d.ElementType||(d.ElementType={}));(function(a){a[a.Orthographic=0]="Orthographic";a[a.Perspective=1]="Perspective"})(d.Projection||
+(d.Projection={}));(function(a){a[a.Top=0]="Top";a[a.Bottom=1]="Bottom";a[a.Left=2]="Left";a[a.Right=3]="Right";a[a.Front=4]="Front";a[a.Back=5]="Back";a[a.Iso=6]="Iso";a[a.TopRightFront=7]="TopRightFront";a[a.TopLeftFront=8]="TopLeftFront";a[a.TopLeftBack=9]="TopLeftBack";a[a.TopRightBack=10]="TopRightBack";a[a.TopBack=11]="TopBack";a[a.TopFront=12]="TopFront";a[a.TopLeft=13]="TopLeft";a[a.TopRight=14]="TopRight";a[a.BottomRightBack=15]="BottomRightBack";a[a.BottomLeftBack=16]="BottomLeftBack";a[a.BottomLeftFront=
+17]="BottomLeftFront";a[a.BottomRightFront=18]="BottomRightFront";a[a.BottomFront=19]="BottomFront";a[a.BottomBack=20]="BottomBack";a[a.BottomLeft=21]="BottomLeft";a[a.BottomRight=22]="BottomRight";a[a.RightBottomBack=23]="RightBottomBack";a[a.RightBottomFront=24]="RightBottomFront";a[a.RightTopFront=25]="RightTopFront";a[a.RightTopBack=26]="RightTopBack";a[a.RightTop=27]="RightTop";a[a.RightBottom=28]="RightBottom";a[a.RightFront=29]="RightFront";a[a.RightBack=30]="RightBack";a[a.LeftBottomFront=
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+(function(d){d=d.Internal||(d.Internal={});d=d.CameraFlags||(d.CameraFlags={});d[d.None=0]="None";d[d.Position=1]="Position";d[d.Target=2]="Target";d[d.Up=4]="Up";d[d.Width=8]="Width";d[d.Height=16]="Height";d[d.Projection=32]="Projection";d[d.NearLimit=64]="NearLimit"})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this._position=new d.Point3(0,0,1);this._target=d.Point3.zero();this._up=new d.Point3(0,1,0);this._height=this._width=0;this._projection=d.Projection.Orthographic;this._nearLimit=.01;this._cameraFlags=d.Internal.CameraFlags.None}f.prototype._clearFlags=function(){this._cameraFlags=d.Internal.CameraFlags.None};f.prototype._getFlags=function(){return this._cameraFlags};f.prototype.copy=function(){return f.create(this._position,this._target,this._up,this._projection,
+this._width,this._height,this._nearLimit)};f.prototype.setPosition=function(a){this._position.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Position};f.prototype.getPosition=function(){return this._position.copy()};f.prototype.setTarget=function(a){this._target.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Target};f.prototype.getTarget=function(){return this._target.copy()};f.prototype.setUp=function(a){this._up.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Up};f.prototype.getUp=
+function(){return this._up.copy()};f.prototype.setWidth=function(a){this._width=a;this._cameraFlags|=d.Internal.CameraFlags.Width};f.prototype.getWidth=function(){return this._width};f.prototype.setHeight=function(a){this._height=a;this._cameraFlags|=d.Internal.CameraFlags.Height};f.prototype.getHeight=function(){return this._height};f.prototype.setProjection=function(a){this._projection=a;this._cameraFlags|=d.Internal.CameraFlags.Projection};f.prototype.getProjection=function(){return this._projection};
+f.prototype.setNearLimit=function(a){this._nearLimit=a;this._cameraFlags|=d.Internal.CameraFlags.NearLimit};f.prototype.getNearLimit=function(){return this._nearLimit};f.prototype.equals=function(a){return this._position.equals(a._position)&&this._target.equals(a._target)&&this._up.equals(a._up)&&this._width===a._width&&this._height===a._height&&this._projection===a._projection&&this._nearLimit===a._nearLimit};f.prototype.dolly=function(a){this._position.subtract(a);this._target.subtract(a)};f.prototype.getCameraPlaneIntersectionPoint=
+function(a,e){var c=d.Point3.subtract(this._position,this._target).normalize();c=d.Plane.createFromPointAndNormal(this._target,c);a=e.raycastFromPoint(a);if(null===a)return null;e=d.Point3.zero();return c.intersectsRay(a,e)?e:null};f.prototype.getViewMatrix=function(a){return a._getScEngine().getViewMatrix(this)};f.prototype.getProjectionMatrix=function(a){return a._getScEngine().getProjectionMatrix(this)};f.prototype.getFullMatrix=function(a){return a._getScEngine().getFullCameraMatrix(this)};f.prototype.getMatrixFromCamera=
+function(){var a=d.Point3.subtract(this.getTarget(),this.getPosition()).normalize(),e=this.getUp().normalize();e=d.Point3.cross(e,a);var c=d.Point3.cross(a,e);return d.Matrix.createFromBasis(e,c,a)};f.create=function(a,e,c,b,g,k,d){var l=new f;l._position.assign(a);l._target.assign(e);l._up.assign(c);l._projection=b;l._width=g;l._height=k;void 0!==d&&(l._nearLimit=d);return l};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){return{position:this._position.toJson(),
+target:this._target.toJson(),up:this._up.toJson(),width:this._width,height:this._height,projection:this._projection,nearLimit:this._nearLimit,className:"Communicator.Camera"}};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){var e=d.Point3.fromJson(a.position),c=d.Point3.fromJson(a.target),b=d.Point3.fromJson(a.up);return f.create(e,c,b,a.projection,a.width,a.height,a.nearLimit)};f.construct=function(a){return f.fromJson(a)};f.prototype.transform=function(a){if(a.isIdentity())return this.copy();
+var e=Math.abs(this._width),c=Math.abs(this._height),b=this.getUp().normalize().scale(c);c=d.Point3.subtract(this._position,this._target);var g=d.Point3.cross(b,c).normalize().scale(e);e=this.getTarget();g=d.Point3.add(e,g);b=d.Point3.add(e,b);var k=d.Point3.add(e,c);a.transform(e,e);a.transform(g,g);a.transform(b,b);a.transform(k,k);a=d.Point3.subtract(g,e);c=d.Point3.subtract(b,e);b=d.Point3.subtract(k,e);b=d.Point3.add(e,b);g=c.copy().normalize();a=a.length();c=c.length();0>this._width&&(a=-a);
+0>this._height&&(c=-c);return f.create(b,e,g,this._projection,a,c,this._nearLimit)};return f}();d.Camera=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e,c,b){var g=this;this._cuttingSections=[];this._isInit=!1;this._standinGeometryPickable=!0;this._cappingFaceColor=d.Color.createFromFloat(.5,.5,.5);this._cappingLineColor=d.Color.createFromFloat(.5,.5,.5);this._cappingIdleCallbackEnabled=!1;this._cappingIdlePromise=null;this._conservativeIsCappingIdle=!1;this._viewer=a;this._model=e;this._callbackManager=c;this._engine=b;a.setCallbacks({cappingIdle:function(b){(g._conservativeIsCappingIdle=b)&&null!==g._cappingIdlePromise&&
+(g._cappingIdlePromise.resolve(),g._cappingIdlePromise=null)},_resetAssemblyTreeBegin:function(){null!==g._cappingIdlePromise&&(g._cappingIdlePromise.reject(new d.CommunicatorError("Model became reset.")),g._cappingIdlePromise=null);return Promise.resolve()}})}f.prototype.createReferenceGeometryFromAxis=function(a,e){var c=[];switch(a){case d.Axis.X:c.push(new d.Point3(0,e.max.y,e.min.z));c.push(new d.Point3(0,e.max.y,e.max.z));c.push(new d.Point3(0,e.min.y,e.max.z));c.push(new d.Point3(0,e.min.y,
+e.min.z));break;case d.Axis.Y:c.push(new d.Point3(e.min.x,0,e.min.z));c.push(new d.Point3(e.max.x,0,e.min.z));c.push(new d.Point3(e.max.x,0,e.max.z));c.push(new d.Point3(e.min.x,0,e.max.z));break;case d.Axis.Z:c.push(new d.Point3(e.min.x,e.max.y,0)),c.push(new d.Point3(e.max.x,e.max.y,0)),c.push(new d.Point3(e.max.x,e.min.y,0)),c.push(new d.Point3(e.min.x,e.min.y,0))}return c};f.prototype.createReferenceGeometryFromFaceNormal=function(a,e,c){var b=[],g=(new d.Plane).setFromPointAndNormal(e,a).d;g=
+e.copy().add(d.Point3.scale(a,g));e=c.center();e=d.Point3.add(e,d.Point3.scale(a,d.Point3.dot(a,d.Point3.subtract(g,e))));c=c.extents().length()/2;g=d.Point3.subtract(e,g);var k=d.Point3.cross(a,g),l=g.copy().scale(-1),f=k.copy().scale(-1);a=d.Point3.add(g,k).normalize().scale(c).add(e);k=d.Point3.add(l,k).normalize().scale(c).add(e);l=d.Point3.add(l,f).normalize().scale(c).add(e);e=d.Point3.add(g,f).normalize().scale(c).add(e);b.push(a);b.push(k);b.push(l);b.push(e);return b};f.prototype.activateCuttingSections=
+function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)a.push(c[e].activate());return d.Util.waitForAll(a)};f.prototype.deactivateCuttingSections=function(a){void 0===a&&(a=!1);for(var e=[],c=0,b=this._cuttingSections;c<b.length;c++){var g=b[c];a?e.push(g.clear()):e.push(g.deactivate())}return d.Util.waitForAll(e)};f.prototype.setCuttingPlaneColor=function(a){for(var e=0,c=this._cuttingSections;e<c.length;e++)c[e].setColor(a);return Promise.resolve()};f.prototype.setCappingFaceColor=function(a){this._cappingFaceColor=
+a?a.copy():null;return this._engine.setCappingFaceColor(this._cappingFaceColor)};f.prototype.getCappingFaceColor=function(){return this._cappingFaceColor?this._cappingFaceColor.copy():null};f.prototype.setCappingLineColor=function(a){this._cappingLineColor=a?a.copy():null;return this._engine.setCappingLineColor(this._cappingLineColor)};f.prototype.getCappingLineColor=function(){return this._cappingLineColor?this._cappingLineColor.copy():null};f.prototype.getCuttingSection=function(a){return this._isInit&&
+a<this._cuttingSections.length?this._cuttingSections[a]:null};f.prototype.getCuttingSectionCapacity=function(){return void 0!==this._cuttingLimits?this._cuttingLimits.maxCuttingPlanesPerSection:0};f.prototype.getCuttingSectionCount=function(){return void 0!==this._cuttingLimits?this._cuttingLimits.maxCuttingSections:0};f.prototype.getCuttingSectionFromNodeId=function(a){if(null!==a)for(var e=0,c=this._cuttingSections;e<c.length;e++){var b=c[e];if(0<=b._getInstanceNodeIds().indexOf(a))return b}return null};
+f.prototype.setStandinGeometryPickable=function(a){this._standinGeometryPickable=a;var e=this._gatherStandinGeometryIds();this._model.setInstanceModifier(d.InstanceModifier.DoNotSelect,e,!a);return Promise.resolve()};f.prototype.getStandinGeometryPickable=function(){return this._standinGeometryPickable};f.prototype._setStandinGeometryVisible=function(a){var e=this,c=this._gatherStandinGeometryIds(),b=this._model._gatherInstanceIncsFromNodeIds(c);this._engine.pauseRendering(function(){e._engine.setPartVisibility(b,
+a,!1)})};f.prototype.setCappingDelay=function(a){this._engine.setCappingDelay(a)};f.prototype.delayCapping=function(){this._engine.delayCapping()};f.prototype.enableCappingIdleCallback=function(a){a!==this._cappingIdleCallbackEnabled&&(this._cappingIdleCallbackEnabled=a,this._conservativeIsCappingIdle=!1,a||null===this._cappingIdlePromise||(this._cappingIdlePromise.reject(new d.CommunicatorError("Capping idle callback became disabled.")),this._cappingIdlePromise=null));return this._engine.enableCappingIdleCallback(a)};
+f.prototype.waitForCappingIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){if(!this._cappingIdleCallbackEnabled)throw console.assert(null===this._cappingIdlePromise),new d.CommunicatorError("Capping idle callback is not enabled.");if(this._conservativeIsCappingIdle)return[2];null===this._cappingIdlePromise&&(this._cappingIdlePromise=d.Util.OpenPromise.create());return[2,this._cappingIdlePromise]})})};f.prototype.setCappingGeometryVisibility=function(a){return this._engine.setCappingGeometryVisibility(a)};
+f.prototype.getCappingGeometryVisibility=function(){return this._engine.getCappingGeometryVisibility()};f.prototype.getActiveCuttingSectionCount=function(){var a=0;if(this._cuttingLimits)for(var e=0;e<this._cuttingLimits.maxCuttingSections;e++){var c=this.getCuttingSection(e);null!==c&&c.isActive()&&(a+=c.getCount())}return a};f.prototype._init=function(){if(!this._isInit){this._cuttingLimits=this._engine.getCuttingSectionLimits();for(var a=0;a<this._cuttingLimits.maxCuttingSections;a++){var e=new d.CuttingSection(this._viewer,
+this._model,this._callbackManager,this,this._engine);this._cuttingSections.push(e)}this._isInit=!0}};f.prototype._isInitialized=function(){return this._isInit};f.prototype.refreshPlaneGeometry=function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)for(var b=c[e],g=0;g<b.getCount();g++){var k=b.getPlane(g);null!==k&&a.push(b.updatePlane(g,k,new d.Matrix,!1,!1))}return d.Util.waitForAll(a)};f.prototype.hasActiveCuttingSection=function(){if(this._cuttingLimits)for(var a=0;a<this._cuttingLimits.maxCuttingSections;a++){var e=
+this.getCuttingSection(a);if(null!==e&&e.isActive())return!0}return!1};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){for(var a=[],e=0;e<this._cuttingSections.length;e++)a[e]=this._cuttingSections[e].toJson();return{cuttingSections:a,cappingGeometryVisibility:this.getCappingGeometryVisibility(),cappingFaceColor:this.getCappingFaceColor(),cappingLineColor:this.getCappingLineColor(),pickable:this.getStandinGeometryPickable()}};f.prototype.forJson=function(){return this.toJson()};
+f.prototype.fromJson=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:e=d.Internal.deepClone(a);c=[];b=e.cuttingSections;for(g=0;g<b.length;g++)k=b[g],l=this._cuttingSections[g],c.push(l.fromJson(k));this.setStandinGeometryPickable(e.pickable);c.push(this.setCappingGeometryVisibility(e.cappingGeometryVisibility));c.push(this.setCappingFaceColor(d.Color.fromJson(e.cappingFaceColor)));c.push(this.setCappingLineColor(d.Color.fromJson(e.cappingLineColor)));
+return[4,Promise.all(c)];case 1:return f.sent(),[2,this._callbackManager.promiseTrigger("_cuttingSectionsLoaded",null)]}})})};f.prototype._gatherStandinGeometryIds=function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)for(var b=0,g=c[e]._getInstanceNodeIds();b<g.length;b++)a.push(g[b]);return a};return f}();d.CuttingManager=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b,g,k){this._container=a;this._canvasContainerElement=c;this._markupSvgElement=b;this._redlineSvgElement=g;this._redlineElement=k}a.prototype.getCanvasContainerElement=function(){return this._canvasContainerElement};a.prototype.getMarkupSvgElement=function(){return this._markupSvgElement};a.prototype.getRedlineSvgElement=function(){return this._redlineSvgElement};a.prototype.getRedlineElement=function(){return this._redlineElement};a.prototype.shutdown=
+function(){this._container.removeChild(this._markupSvgElement);this._container.removeChild(this._redlineSvgElement);this._container.removeChild(this._redlineElement);this._container.removeChild(this._canvasContainerElement)};a.createFromElement=function(e){var c=e.id;0===c.length&&(c=d.UUID.create());var b=c+"-canvas-container",g=c+"-svg",k=c+"-redline-svg";c+="-redline";var l=document.createElement("div");l.id=b;l.style.width="100%";l.style.height="100%";l.style.position="absolute";l.tabIndex=-1;
+l.classList.add("webviewer-canvas");l.oncontextmenu=function(){return!1};e.appendChild(l);b=a._createSvgElement(g);e.appendChild(b);k=a._createSvgElement(k);e.appendChild(k);g=document.createElement("div");g.id=c;g.style.position="absolute";g.style.width="100%";g.style.height="100%";g.style.pointerEvents="none";e.appendChild(g);return new a(e,l,b,k,g)};a.createFromId=function(a){a=document.getElementById(a);return null===a?null:this.createFromElement(a)};a._createSvgElement=function(a){var c=document.createElementNS("http://www.w3.org/2000/svg",
+"svg");c.id=a;c.style.width="100%";c.style.height="100%";c.style.position="absolute";c.style.pointerEvents="none";c.style.overflow="hidden";c.setAttributeNS("http://www.w3.org/2000/xmlns/","xmlns:xlink","http://www.w3.org/1999/xlink");return c};return a}();h.DomElements=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+var __extends=this&&this.__extends||function(){var d=function(h,f){d=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(a,d){a.__proto__=d}||function(a,d){for(var c in d)d.hasOwnProperty(c)&&(a[c]=d[c])};return d(h,f)};return function(h,f){function a(){this.constructor=h}d(h,f);h.prototype=null===f?Object.create(f):(a.prototype=f.prototype,new a)}}();
+(function(d){var h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(Error);d.CommunicatorError=h;var f=function(a){function c(b){b=a.call(this,"Invalid index ("+b+").")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.InvalidIndexError=f;f=function(a){function c(){var b=a.call(this,"Selection invalidated.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.SelectionInvalidatedError=
+f;f=function(a){function c(){var b=a.call(this,"Internal logic error.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.InternalLogicError=f;f=function(a){function c(b){var g=a.call(this,"Invalid node ("+b+").")||this;Object.setPrototypeOf(g,c.prototype);g.nodeId=b;return g}__extends(c,a);return c}(h);d.InvalidNodeIdError=f;f=function(a){function c(b,g){for(var k=[],e=2;e<arguments.length;e++)k[e-2]=arguments[e];k.push(g);e=[];for(var f=0;f<k.length;f++){var m=k[f];
+switch(m){case 0:e.push(d.NodeType.DrawingSheet,d.NodeType.PartInstance,d.NodeType.AssemblyNode);break;case 1:e.push(d.NodeType.BodyInstance);e.push(d.NodeType.PmiBody);e.push(d.NodeType.ViewFrame);break;case 2:e.push(d.NodeType.BodyInstance);break;case 3:e.push(d.NodeType.CadView);break;default:d.Util.TypeAssertNever(m)}}e.sort();k=[];for(f=0;f<e.length;f++)k.push(d.NodeType[e[f]]);k=a.call(this,"Expected node ("+b+") to be of "+(1===k.length?"type ("+k[0]+")":"types "+k)+".")||this;Object.setPrototypeOf(k,
+c.prototype);k.nodeId=b;k.expectedTypes=e;return k}__extends(c,a);return c}(h);d.InvalidNodeTypeError=f;f=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.LoadError=f;var a=function(a){function c(){var b=a.call(this,"Load cancelled.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(f);d.LoadCancelledError=a;f=function(a){function c(b){b=a.call(this,"Missing model: '"+b+"'.")||this;Object.setPrototypeOf(b,
+c.prototype);return b}__extends(c,a);return c}(f);d.MissingModelError=f;h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.ParseError=h;f=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.AssemblyDataParseError=f;d.MetaDataParseError=f;h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);
+d.XmlParseError=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d,c){var b=this;this._explodeActive=!1;this._explodeMagnitude=0;this._model=a;this._engine=d;c.bind({_modelSwitched:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){this.stop();return[2]})})}})}d.prototype.start=function(a,d){this.getActive()&&this.stop();return this._doExplode(a,d)};d.prototype.setMagnitude=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return 0<
+a&&!this._explodeActive?[4,this.start()]:[3,2];case 1:return d.sent(),[3,3];case 2:0===a&&this._explodeActive&&this.stop(),d.label=3;case 3:return this._explodeActive?(this._explodeMagnitude=a,[2,this._engine.setExplodeMagnitude(a)]):[2]}})})};d.prototype.stop=function(){this._engine.stopExplode();this._explodeMagnitude=0;this._explodeActive=!1;this._engine.setExplodeMagnitude(0);return Promise.resolve()};d.prototype.getMagnitude=function(){return this._explodeMagnitude};d.prototype.getActive=function(){return this._explodeActive};
+d.prototype._doExplode=function(a,d){return __awaiter(this,void 0,void 0,function(){var c,b;return __generator(this,function(g){switch(g.label){case 0:return this._explodeActive=!0,c=void 0!==a&&0<a.length?this._model._gatherInstanceIncsFromNodeIds(a):[],d?[3,2]:[4,this._model.getModelBounding(!0,!1)];case 1:return b=g.sent(),this._engine.startExplode(c,b.center()),[3,3];case 2:this._engine.startExplode(c,d),g.label=3;case 3:return[2]}})})};return d}();d.ExplodeManager=h})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){var f=function(){function a(){this._obscuredLineColor=d.Color.black();this._obscuredLineOpacity=.2;this._visibleLineColor=d.Color.black();this._visibleLineOpacity=1;this._backgroundColor=d.Color.white()}a.prototype.getObscuredLineColor=function(){return this._obscuredLineColor.copy()};a.prototype.setObscuredLineColor=function(a){this._obscuredLineColor.assign(a)};a.prototype.getObscuredLineOpacity=function(){return this._obscuredLineOpacity};a.prototype.getObscuredLineTransparency=function(){return this.getObscuredLineOpacity()};
+a.prototype.setObscuredLineOpacity=function(a){0<=a&&1>=a&&(this._obscuredLineOpacity=a)};a.prototype.setObscuredLineTransparency=function(a){this.setObscuredLineOpacity(a)};a.prototype.getVisibleLineColor=function(){return this._visibleLineColor.copy()};a.prototype.setVisibleLineColor=function(a){this._visibleLineColor.assign(a)};a.prototype.getVisibleLineOpacity=function(){return this._visibleLineOpacity};a.prototype.getVisibleLineTransparency=function(){return this.getVisibleLineOpacity()};a.prototype.setVisibleLineOpacity=
+function(a){0<=a&&1>=a&&(this._visibleLineOpacity=a)};a.prototype.setVisibleLineTransparency=function(a){this.setVisibleLineOpacity(a)};a.prototype.getBackgroundColor=function(){return this._backgroundColor.copy()};a.prototype.setBackgroundColor=function(a){this._backgroundColor.assign(a)};return a}();h.HiddenLineSettings=f})(d.Settings||(d.Settings={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.isMouseEventType=function(a){switch(a){case d.EventType.MouseDown:return!0;case d.EventType.MouseMove:return!0;case d.EventType.MouseUp:return!0;case d.EventType.Mousewheel:return!0;case d.EventType.TouchStart:return!1;case d.EventType.TouchMove:return!1;case d.EventType.TouchEnd:return!1;case d.EventType.KeyDown:return!1;case d.EventType.KeyUp:return!1;case d.EventType.ViewOrientationChange:return!1}};var f=function(){function a(){this._date=new Date;this._handled=!1}
+a.prototype.getHandled=function(){return this._handled};a.prototype.setHandled=function(a){this._handled=a};a.prototype.getDate=function(){return this._date};return a}();h.InputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(a){function d(c,b,g){b=a.call(this)||this;b._keyCode=c;b._eventType=g;return b}__extends(d,a);d.prototype.getKeyCode=function(){return this._keyCode};d.prototype.getEventType=function(){return this._eventType};return d}(d.InputEvent);d.KeyInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function e(c,b){this._callbackManager=c;this._operatorManager=b;this._contextEventChecker=new a(this._callbackManager)}e.prototype.injectMouseDownEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,b,g,a,e,d.MouseInputType.Down);b=d.EventType.MouseDown;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onMouseDownEvent(c)};e.prototype.injectMouseMoveEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,
+b,g,a,e,d.MouseInputType.Move);b=d.EventType.MouseMove;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectMouseUpEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,b,g,a,e,d.MouseInputType.Up);b=d.EventType.MouseUp;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onMouseUpEvent(c)};e.prototype.injectMousewheelEvent=function(c,b,g,a,e){c=new d.Event.MouseWheelInputEvent(c,
+b,g,a,e,d.MouseInputType.Wheel);b=d.EventType.Mousewheel;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectKeyDownEvent=function(c,b){c=new d.Event.KeyInputEvent(c,b,d.KeyInputType.Down);b=d.EventType.KeyDown;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectKeyUpEvent=function(c,b){c=new d.Event.KeyInputEvent(c,b,d.KeyInputType.Up);b=d.EventType.KeyUp;this._callbackManager.trigger("_inputInteraction",
+c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectTouchStartEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.Start);b=d.EventType.TouchStart;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchStartEvent(c)};e.prototype.injectTouchMoveEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.Start);b=d.EventType.TouchMove;this._callbackManager.trigger("_inputInteraction",
+c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchMoveEvent(c)};e.prototype.injectTouchEndEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.End);b=d.EventType.TouchEnd;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchEndEvent(c)};e.prototype.injectViewOrientationChangeEvent=function(){this._operatorManager._injectViewOrientationChangeEvent()};return e}();h.EventDispatcher=
+f;var a=function(){function a(c){this._contextMenuMouseButton=d.Button.Right;this._contextMenuPositionStart=d.Point2.zero();this._touchTimer=new d.Util.Timer;this._activeTouchCount=0;this._initialPosition=d.Point2.zero();this._callbackManager=c}a.prototype.onMouseDownEvent=function(c){c.getHandled()||this._contextMenuPositionStart.assign(c.getPosition())};a.prototype.onMouseUpEvent=function(c){if(!c.getHandled()){var b=c.getPosition();c.getButton()===this._contextMenuMouseButton&&this._contextMenuPositionStart.equals(b)&&
+this._callbackManager.trigger("contextMenu",b,c.getModifiers())}};a.prototype.onTouchStartEvent=function(c){var b=this,g=c.getPosition().copy();0===this._activeTouchCount&&(this._initialPosition=g);++this._activeTouchCount;c.getHandled()||this._touchTimer.set(600,function(){b._callbackManager.trigger("contextMenu",g,d.KeyModifiers.None)})};a.prototype.onTouchMoveEvent=function(c){if(!this._touchTimer.isIdle(0)){c=d.Point2.subtract(this._initialPosition,c.getPosition());c=Math.abs(c.squaredLength());
+var b=.02*window.outerHeight;c>b*b&&this._touchTimer.clear()}};a.prototype.onTouchEndEvent=function(c){0<this._activeTouchCount&&--this._activeTouchCount;this._touchTimer.clear()};return a}()})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d){this.x=a;this.y=d}d.prototype.assign=function(a){this.x=a.x;this.y=a.y;return this};d.prototype.add=function(a){this.x+=a.x;this.y+=a.y;return this};d.prototype.subtract=function(a){this.x-=a.x;this.y-=a.y;return this};d.prototype.scale=function(a){this.x*=a;this.y*=a;return this};d.prototype.equals=function(a){return this.x===a.x&&this.y===a.y};d.prototype.set=function(a,d){this.x=a;this.y=d;return this};d.prototype.copy=function(){return new d(this.x,
+this.y)};d.prototype.length=function(){return Math.sqrt(this.squaredLength())};d.prototype.squaredLength=function(){return this.x*this.x+this.y*this.y};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{x:this.x,y:this.y}};d.prototype.forJson=function(){return this.toJson()};d.fromJson=function(a){return new d(a.x,a.y)};d.subtract=function(a,e){return new d(a.x-e.x,a.y-e.y)};d.add=function(a,e){return new d(a.x+e.x,a.y+e.y)};d.distance=function(a,e){return d.subtract(e,
+a).length()};d.zero=function(){return new d(0,0)};d.fromPoint3=function(a){return new d(a.x,a.y)};return d}();d.Point2=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(){this.top=this.left=0}}(),a=function(){function a(c,b){this._isFirefox=this._isIE=!1;this._canvas=null;this._canvasEventFunctions=new Map;this._documentEventFunctions=new Map;this._pointerEventsEnabled=!0;this._captureInput=this._dragStarted=this._eventsBound=this._processInput=!1;this._elementOffset=new f;this._pointerUp=!1;this._buttons=d.Buttons.None;this._eventDispatcher=c;this._timeoutMonitor=b;this._document=document;c=navigator.userAgent.toLowerCase();
+this._isIE=0<=c.indexOf("trident")||0<=c.indexOf("edge");this._isFirefox=-1<c.indexOf("firefox")}a.prototype._tryLockEventDispatcher=function(){return a._activeEventDispatcherLocked&&a._activeEventDispatcher!==this._eventDispatcher?!1:(this._calculateElementOffset(),a._activeEventDispatcher=this._eventDispatcher,a._activeOffset=this._elementOffset,a._activeEventDispatcherLocked=!0)};a.prototype._unlockEventDispatcher=function(){a._activeEventDispatcherLocked=!1};a.prototype.shutdown=function(){this.unbindEvents()};
+a.prototype.setDocument=function(c){this._unbindDocumentEvents();this._document=c;this._initDocumentEvents()};a.prototype.setOptions=function(c){c.hasOwnProperty("usePointerEvents")&&this.setPointerEventsEnabled(!!c.usePointerEvents)};a.prototype.elementResize=function(){this._calculateElementOffset()};a.prototype.setPointerEventsEnabled=function(c){this._pointerEventsEnabled=c};a.prototype.getPointerEventsEnabled=function(){return this._pointerEventsEnabled};a.prototype._browserSupportsPointerEvents=
+function(){return window.hasOwnProperty("PointerEvent")};a.prototype._usePointerEvents=function(){return this._browserSupportsPointerEvents()&&this._pointerEventsEnabled&&this._isIE};a.prototype._calculateElementOffset=function(){if(null!==this._canvas){var c=this._canvas.getBoundingClientRect();this._elementOffset.left=c.left;this._elementOffset.top=c.top}};a.prototype._initDocumentEvents=function(){var c=this;this._usePointerEvents()?(this._bindDocumentEvent("pointermove",function(b){c._processDocumentPointerMove(b)}),
+this._bindDocumentEvent("pointerup",function(b){c._processDocumentPointerUp(b)})):(this._bindDocumentEvent("mousemove",function(b){c._processDocumentMouseMove(b)}),this._bindDocumentEvent("mouseup",function(b){c._processDocumentMouseUp(b)}))};a.prototype._initCanvasEvents=function(){var c=this;this._usePointerEvents()?(this._bindCanvasEvent("pointerdown",function(b){c._processPointerDown(b)}),this._bindCanvasEvent("pointermove",function(b){c._processPointerMove(b)}),this._bindCanvasEvent("pointerup",
+function(b){c._processPointerUp(b)}),this._bindCanvasEvent("pointerenter",function(b){c._processPointerEnter(b)}),this._bindCanvasEvent("pointerleave",function(b){c._processPointerLeave(b)})):(this._bindCanvasEvent("mousedown",function(b){c._processMouseDown(b)}),this._bindCanvasEvent("mousemove",function(b){c._processMouseMove(b)}),this._bindCanvasEvent("mouseup",function(b){c._processMouseUp(b)}),this._bindCanvasEvent("mouseenter",function(b){c._processMouseEnter(b)}),this._bindCanvasEvent("mouseleave",
+function(b){c._processMouseLeave(b)}),this._bindCanvasEvent("touchstart",function(b){c._processTouchStart(b)}),this._bindCanvasEvent("touchmove",function(b){c._processTouchMove(b)}),this._bindCanvasEvent("touchend",function(b){c._processTouchEnd(b)}),this._bindCanvasEvent("touchcancel",function(b){c._processTouchEnd(b)}));this._isFirefox?this._bindCanvasEvent("DOMMouseScroll",function(b){c._processMousewheel(b)}):this._bindCanvasEvent("mousewheel",function(b){c._processMousewheel(b)});this._bindCanvasEvent("keydown",
+function(b){c._processKeyDownEvent(b)});this._bindCanvasEvent("keyup",function(b){c._processKeyUpEvent(b)})};a.prototype.bindEvents=function(c){this._eventsBound||(this._canvas=c,this._processInput=!0,this._initCanvasEvents(),this._initDocumentEvents(),this._eventsBound=!0,this._tryLockEventDispatcher())};a.prototype._bindDocumentEvent=function(c,b){if(null!==this._document){var g=this._documentEventFunctions.get(c);void 0!==g&&this._document.removeEventListener(c,g);this._documentEventFunctions.set(c,
+b);this._document.addEventListener(c,b)}};a.prototype._bindCanvasEvent=function(c,b){if(null!==this._canvas){var g=this._canvasEventFunctions.get(c);void 0!==g&&this._canvas.removeEventListener(c,g);this._canvasEventFunctions.set(c,b);this._canvas.addEventListener(c,b)}};a.prototype._unbindDocumentEvents=function(){var c=this;this._documentEventFunctions.forEach(function(b,g){c._document.removeEventListener(g,b)});this._documentEventFunctions.clear()};a.prototype._unbindCanvasEvents=function(){var c=
+this;null!==this._canvas&&(this._canvasEventFunctions.forEach(function(b,g){c._canvas.removeEventListener(g,b)}),this._canvasEventFunctions.clear());console.assert(0===this._canvasEventFunctions.size)};a.prototype.unbindEvents=function(){this._unbindCanvasEvents();this._unbindDocumentEvents();this._eventsBound=this._processInput=!1;a._activeEventDispatcher===this._eventDispatcher&&this._unlockEventDispatcher()};a.prototype._convertEventCoordsToTargetCoords=function(c,b){var g=null!==a._activeOffset?
+a._activeOffset:this._elementOffset;return new d.Point2(c-g.left,b-g.top)};a.prototype.focusInput=function(c){null!==this._canvas&&(c?this._canvas.focus():this._canvas.blur())};a.prototype._setButtons=function(c){c.buttons&&(this._buttons=c.buttons)};a.prototype._processMouseDown=function(c){if(this._tryLockEventDispatcher()){switch(c.button){case 0:this._buttons|=d.Buttons.Left;break;case 1:this._buttons|=d.Buttons.Middle;break;case 2:this._buttons|=d.Buttons.Right}c.preventDefault();this._timeoutMonitor.resetTimeout();
+if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);a._activeEventDispatcher.injectMouseDownEvent(b.x,b.y,c.button,this._buttons,g);this._dragStarted=!0}}};a.prototype._processMouseMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY);c=this._getEventModifiers(c);null!==a._activeEventDispatcher&&a._activeEventDispatcher.injectMouseMoveEvent(b.x,
+b.y,d.Button.None,this._buttons,c)}};a.prototype._processMouseUp=function(c){this._unlockEventDispatcher();switch(c.button){case 0:this._buttons&=~d.Buttons.Left;break;case 1:this._buttons&=~d.Buttons.Middle;break;case 2:this._buttons&=~d.Buttons.Right}c.preventDefault();c.stopPropagation();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);null!==a._activeEventDispatcher?a._activeEventDispatcher.injectMouseUpEvent(b.x,
+b.y,c.button,this._buttons,g):this._eventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g);this._captureInput=this._dragStarted=!1}};a.prototype._processMousewheel=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);this._eventDispatcher.injectMousewheelEvent(b.x,b.y,this._isFirefox?0<c.detail?-1:1:0<c.wheelDelta?1:-1,this._buttons,g)}};a.prototype._processDocumentMouseMove=
+function(c){this._dragStarted&&this._captureInput&&this._processMouseMove(c)};a.prototype._processDocumentMouseUp=function(c){this._dragStarted&&this._captureInput&&this._processMouseUp(c)};a.prototype._processMouseLeave=function(c){this._unlockEventDispatcher();this._dragStarted&&(this._captureInput=!0)};a.prototype._processMouseEnter=function(c){this._tryLockEventDispatcher()&&this._dragStarted&&(this._captureInput=!1)};a.prototype._isFunctionKey=function(c){return 112<=c.which&&123>=c.which};a.prototype._processKeyDownEvent=
+function(c){this._isFunctionKey(c)||c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._getEventModifiers(c);this._eventDispatcher.injectKeyDownEvent(c.which,b)}};a.prototype._processKeyUpEvent=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._getEventModifiers(c);this._eventDispatcher.injectKeyUpEvent(c.which,b)}};a.prototype._processTouchStart=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();
+if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchStartEvent(g.identifier,a.x,a.y,this._buttons)}};a.prototype._processTouchMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchMoveEvent(g.identifier,
+a.x,a.y,this._buttons)}};a.prototype._processTouchEnd=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchEndEvent(g.identifier,a.x,a.y,this._buttons)}};a.prototype._processPointerDown=function(c){if(this._tryLockEventDispatcher()&&(this._setButtons(c),c.preventDefault(),this._timeoutMonitor.resetTimeout(),
+this._processInput)){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);"mouse"===c.pointerType?a._activeEventDispatcher.injectMouseDownEvent(b.x,b.y,c.button,this._buttons,g):"touch"===c.pointerType&&a._activeEventDispatcher.injectTouchStartEvent(c.pointerId,b.x,b.y,this._buttons);this._pointerUp=!1}};a.prototype._processPointerMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();this._setButtons(c);if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,
+c.clientY),g=this._getEventModifiers(c);null!==a._activeEventDispatcher&&("mouse"===c.pointerType?a._activeEventDispatcher.injectMouseMoveEvent(b.x,b.y,c.button,this._buttons,g):"touch"===c.pointerType&&a._activeEventDispatcher.injectTouchMoveEvent(c.pointerId,b.x,b.y,this._buttons))}};a.prototype._processPointerUp=function(c){this._unlockEventDispatcher();this._setButtons(c);c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,
+c.clientY),g=this._getEventModifiers(c);"mouse"!==c.pointerType||this._pointerUp?"touch"===c.pointerType&&this._eventDispatcher.injectTouchEndEvent(c.pointerId,b.x,b.y,this._buttons):null!==a._activeEventDispatcher?a._activeEventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g):this._eventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g);this._captureInput=this._dragStarted=!1;this._pointerUp=!0}};a.prototype._processPointerEnter=function(c){this._pointerUp||(this._captureInput=
+!1)};a.prototype._processPointerLeave=function(c){this._pointerUp||(this._captureInput=!0)};a.prototype._processDocumentPointerMove=function(c){!this._pointerUp&&this._captureInput&&this._processPointerMove(c)};a.prototype._processDocumentPointerUp=function(c){!this._pointerUp&&this._captureInput&&this._processPointerUp(c)};a.prototype._getEventModifiers=function(c){var b=d.KeyModifiers.None;c.altKey&&(b|=d.KeyModifiers.Alt);c.ctrlKey&&(b|=d.KeyModifiers.Control);c.shiftKey&&(b|=d.KeyModifiers.Shift);
+c.metaKey&&(b|=d.KeyModifiers.Command);return b};a._activeEventDispatcher=null;a._activeEventDispatcherLocked=!1;a._activeOffset=null;return a}();h.InputMonitor=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.Directional=0]="Directional"})(d.LightType||(d.LightType={}));(function(d){d[d.World=0]="World";d[d.Camera=1]="Camera"})(d.LightSpace||(d.LightSpace={}));var h=function(){return function(d,a,e,c){this.type=d;this.space=a;this.position=e;this.color=c}}();d.Light=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(){}d.prototype.exportMarkup=function(){return[]};d.prototype.loadData=function(a){a;return Promise.resolve([])};return d}();d.MarkupTypeManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a,c){var b=f.call(this)||this;b._markupArray=[];b._viewer=a;b._callbackManager=c;b._callbackManager.bind({modelSwitched:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.removeAllLines()];case 1:return b.sent(),[2]}})})}});return b}__extends(a,f);a.prototype.addLine=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._markupArray.push(a),
+[4,a.updateLine()];case 1:return c.sent(),this._callbackManager.trigger("lineCreated",a),[2]}})})};a.prototype.removeLine=function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:c=0,b.label=1;case 1:return c<this._markupArray.length?this._markupArray[c].getId()!==a.getId()?[3,3]:[4,a.removeLine()]:[3,4];case 2:b.sent(),this._markupArray.splice(c,1),this._callbackManager.trigger("lineDeleted",a),b.label=3;case 3:return c++,[3,1];case 4:return[2]}})})};
+a.prototype.removeAllLines=function(){for(var a=this,c=[],b=function(b){var d=g._markupArray[b];c.push(d.removeLine().then(function(){a._callbackManager.trigger("lineDeleted",d)}));g._markupArray.splice(b,1)},g=this,k=this._markupArray.length-1;0<=k;k--)b(k);return d.Util.waitForAll(c)};a.prototype.getAllLines=function(){return this._markupArray.slice(0)};a.prototype.removeLastLine=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return 0<
+this._markupArray.length?[4,this.removeLine(this._markupArray[this._markupArray.length-1])]:[3,2];case 1:a.sent(),a.label=2;case 2:return[2]}})})};a.prototype.getLineByNodeId=function(a){for(var c=0,b=this._markupArray;c<b.length;c++){var g=b[c],d=g.getNodeId();if(null!==d&&d===a)return g}return null};a.prototype.exportMarkup=function(){for(var a=[],c=0,b=this._markupArray;c<b.length;c++)a.push(b[c].toJson());return a};a.prototype._handleLoadLine=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(c){switch(c.label){case 0:return a instanceof d.Markup.Line.LineMarkup?[4,this.addLine(a)]:[3,2];case 1:return c.sent(),this._callbackManager.trigger("lineLoaded",a),[2,!0];case 2:return[2,!1]}})})};a.prototype.loadData=function(a){for(var c=this,b=[],g=0;g<a.length;g++){var k=a[g];if(k.hasOwnProperty("className")){var e=d.Internal.classFromString(k.className);e&&(k=e.fromJson(k,this._viewer),k instanceof Promise?b.push(k.then(function(b){return c._handleLoadLine(b)})):b.push(this._handleLoadLine(k)))}}return Promise.all(b)};
+return a}(d.MarkupTypeManager);d.LineManager=h})(Communicator||(Communicator={}));var __decorate=this&&this.__decorate||function(d,h,f,a){var e=arguments.length,c=3>e?h:null===a?a=Object.getOwnPropertyDescriptor(h,f):a,b;if("object"===typeof Reflect&&"function"===typeof Reflect.decorate)c=Reflect.decorate(d,h,f,a);else for(var g=d.length-1;0<=g;g--)if(b=d[g])c=(3>e?b(c):3<e?b(h,f,c):b(h,f))||c;return 3<e&&c&&Object.defineProperty(h,f,c),c};
+(function(d){var h=function(){function f(a,e,c,b,g,k,l){this._markupTypeMap=new Map;this._domElements=a;this._callbackManager=b;this._viewer=l;this._sheetManager=g;this._sheetManager.setMarkupManager(this);this._noteTextManager=k;this._renderer=new d.Internal.SVG.SVGMarkupRenderer;this._itemManager=new d.Internal.MarkupItemManager(this._callbackManager,this._domElements,this._renderer);this._viewManager=new d.Internal.MarkupViewManager(this._viewer,this._itemManager,this._callbackManager,l.explodeManager,
+l.cuttingManager,this._sheetManager);this._measurementManager=e;this._lineManager=c}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","MarkupManager",d);return b.apply(this,c)};return c};f.prototype.registerMarkupTypeManager=function(a,d){this._markupTypeMap.set(a,d)};f.prototype.createMarkupView=function(a,d,c,b,g){void 0===d&&(d=!0);void 0===c&&(c=null);void 0===b&&(b=null);void 0===
+g&&(g=null);var k=this._viewer.sheetManager.getActiveSheetId();return this._viewManager.createView(a,d,k,c,b,g).getUniqueId()};f.prototype.getMarkupView=function(a){return this._viewManager.getView(a)};f.prototype.getMarkupViewKeys=function(){return this._viewManager.getViewKeys()};f.prototype.activateMarkupViewWithPromise=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,this._viewManager.activateView(a,
+e)]})})};f.prototype.activateMarkupView=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return this._viewManager.deprecatedActivateView(a,e)};f.prototype.getActiveMarkupView=function(){return this._itemManager.getActiveView()};f.prototype.deleteMarkupView=function(a){return this._viewManager.deleteView(a)};f.prototype.registerMarkup=function(a){a=this._itemManager.registerMarkupItem(a);this.updateLater();return a};f.prototype.unregisterMarkup=function(a){this._itemManager.unregisterMarkupItem(a);
+this.updateLater()};f.prototype.addMarkupElement=function(a){var e=d.UUID.create();a.id=e;this._domElements.getRedlineElement().appendChild(a);return e};f.prototype.removeMarkupElement=function(a){for(var d=this._domElements.getRedlineElement(),c=0;c<d.children.length;c++){var b=d.children.item(c);null!==b&&b.id===a&&d.removeChild(b)}};f.prototype.refreshMarkup=function(){this.updateLater()};f.prototype.updateLater=function(){this._itemManager.updateLater()};f.prototype.pickMarkupItem=function(a){return this._itemManager.pick(a)};
+f.prototype.getPickTolerance=function(){return this._itemManager.getPickTolerance()};f.prototype.setPickTolerance=function(a){return this._itemManager.setPickTolerance(a)};f.prototype.selectMarkup=function(a){this._itemManager.select(a)};f.prototype.getSelectedMarkup=function(){return this._itemManager.getSelected()};f.prototype.exportMarkup=function(){var a={views:this._viewManager.exportMarkup(),notes:this._noteTextManager.exportMarkup(),measurement:this._measurementManager.exportMarkup(),lines:this._lineManager.exportMarkup()};
+this._markupTypeMap.forEach(function(d,c){a[c]=d.exportMarkup()});return a};f.prototype.loadMarkupData=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){"string"===typeof a&&(a=JSON.parse(a));return[2,this._loadMarkupData(a)]})})};f.prototype._loadMarkupData=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){e=[];a.hasOwnProperty("views")&&(c=this._viewManager.loadData(a.views).then(d.Internal.all),e.push(c));
+a.hasOwnProperty("notes")&&(c=this._noteTextManager.loadData(a.notes).then(d.Internal.all),e.push(c));a.hasOwnProperty("measurement")&&(c=this._measurementManager.loadData(a.measurement).then(d.Internal.all),e.push(c));a.hasOwnProperty("lines")&&(c=this._lineManager.loadData(a.lines).then(d.Internal.all),e.push(c));this._markupTypeMap.forEach(function(b,c){a.hasOwnProperty(c)&&(b=b.loadData(a[c]).then(d.Internal.all),e.push(b))});return[2,Promise.all(e).then(d.Internal.all)]})})};f.prototype.getRenderer=
+function(){return this._renderer};f.prototype._shutdown=function(){this._itemManager.shutdown();this._renderer._clear()};f.prototype._update=function(){this._itemManager.update()};f.prototype._setActiveMarkupView=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this._itemManager.setActiveView(a)]})})};f.prototype._getItemManager=function(){return this._itemManager};__decorate([f.deprecated],f.prototype,"activateMarkupView",null);return f}();d.MarkupManager=
+h})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a,c){var b=f.call(this)||this;b._markupArray=[];b._color=new d.Color(0,0,0);b._edgeColor=new d.Color(0,0,0);b._viewer=a;b._callbackManager=c;b._callbackManager.bind({modelSwitched:function(){b.removeAllMeasurements()}});return b}__extends(a,f);a.prototype.addMeasurement=function(a){this._markupArray.push(a);var c=this._viewer.markupManager.registerMarkup(a);a._setId(c);return c};a.prototype.finalizeMeasurement=function(a){this._callbackManager.trigger("measurementCreated",a)};
+a.prototype.removeMeasurement=function(a){for(var c=0;c<this._markupArray.length;c++)if(this._markupArray[c]._getId()===a._getId()){this._markupArray.splice(c,1);this._viewer.markupManager.unregisterMarkup(a._getId());this._callbackManager.trigger("measurementDeleted",a);break}};a.prototype.removeAllMeasurements=function(){for(var a=this._markupArray.length-1;0<=a;a--){var c=this._markupArray[a];this._viewer.markupManager.unregisterMarkup(c._getId());this._markupArray.splice(a,1);this._callbackManager.trigger("measurementDeleted",
+c)}};a.prototype.getAllMeasurements=function(){return this._markupArray.slice(0)};a.prototype.removeLastMeasurement=function(){0<this._markupArray.length&&this.removeMeasurement(this._markupArray[this._markupArray.length-1])};a.prototype.setMeasurementColor=function(a){this._color.assign(a)};a.prototype.getMeasurementColor=function(){return this._color.copy()};a.prototype.setMeasurementEdgeColor=function(a){this._edgeColor.assign(a)};a.prototype.getMeasurementEdgeColor=function(){return this._edgeColor.copy()};
+a.prototype.exportMarkup=function(){for(var a=[],c=0,b=this._markupArray;c<b.length;c++)a.push(b[c].toJson());return a};a.prototype._handleLoadMeasurement=function(a){return a instanceof d.Markup.Measure.MeasureMarkup?(this.addMeasurement(a),this._callbackManager.trigger("measurementLoaded",a),!0):!1};a.prototype.loadData=function(a){for(var c=this,b=[],g=0;g<a.length;g++){var k=a[g];if(k.hasOwnProperty("className")){var e=d.Internal.classFromString(k.className);e&&(k=e.fromJson(k,this._viewer),k instanceof
+Promise?b.push(k.then(function(b){return c._handleLoadMeasurement(b)})):b.push(Promise.resolve(this._handleLoadMeasurement(k))))}}return Promise.all(b)};return a}(d.MarkupTypeManager);d.MeasureManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this._faceMeshData=[];this._pointMeshData=[];this._polylineMeshData=[];this._faceWinding=d.FaceWinding.CounterClockwise;this._isManifold=this._backfacesEnabled=!1}f.prototype.addFaces=function(a,e,c,b,g){void 0===g&&(g=0);this._faceMeshData.push(new d.Internal.FaceMeshData(a,e,c,b,g))};f.prototype.addPoints=function(a,e,c){void 0===c&&(c=0);this._pointMeshData.push(new d.Internal.PointMeshData(a,e,c))};f.prototype.addPolyline=function(a,e,c){void 0===c&&
+(c=0);this._polylineMeshData.push(new d.Internal.PolylineMeshData(a,e,c))};f.prototype.clear=function(){this._faceMeshData.length=0;this._pointMeshData.length=0;this._polylineMeshData.length=0};f.prototype.setFaceWinding=function(a){this._faceWinding=a};f.prototype.getFaceWinding=function(){return this._faceWinding};f.prototype.setBackfacesEnabled=function(a){this._backfacesEnabled=a};f.prototype.getBackfacesEnabled=function(){return this._backfacesEnabled};f.prototype.setManifold=function(a){this._isManifold=
+a};f.prototype.isManifold=function(){return this._isManifold};f.prototype._getFaceData=function(){return this._faceMeshData};f.prototype._getPointData=function(){return this._pointMeshData};f.prototype._getPolylineData=function(){return this._polylineMeshData};return f}();d.MeshData=h;h=function(){function f(a,e,c,b,g,k,l){this._instanceName=this._pointColor=this._lineColor=this._faceColor=this._matrix=this._meshId=null;this._pointOpacity=this._lineOpacity=this._faceOpacity=1;this._creationFlags=
+d.MeshInstanceCreationFlags.None;this._overlayIndex=0;a&&(this._meshId=a.slice());e&&(this._matrix=e.copy());c&&(this._instanceName=c);b&&(this._faceColor=b.copy());g&&(this._lineColor=g.copy());k&&(this._pointColor=k.copy());l&&(this._creationFlags=l)}f.prototype.copy=function(){var a=new f(this.getMeshId(),this.getMatrix(),this.getInstanceName(),this.getFaceColor(),this.getLineColor(),this.getPointColor(),this.getCreationFlags());a.setPointOpacity(this.getOpacity());a.setLineOpacity(this.getLineOpacity());
+a.setOpacity(this.getOpacity());a.setOverlayIndex(this.getOverlayIndex());return a};f.prototype.clear=function(){this._instanceName=this._pointColor=this._lineColor=this._faceColor=this._matrix=this._meshId=null;this._pointOpacity=this._lineOpacity=this._faceOpacity=1;this._creationFlags=d.MeshInstanceCreationFlags.None;this._overlayIndex=0};f.prototype.getMeshId=function(){return null!==this._meshId?this._meshId.slice():null};f.prototype.getMeshKey=function(){return this.getMeshId()};f.prototype.setMeshId=
+function(a){this._meshId=a.slice()};f.prototype.setMeshKey=function(a){this.setMeshId(a)};f.prototype.getMatrix=function(){return null!==this._matrix?this._matrix.copy():null};f.prototype.getCreationFlags=function(){return this._creationFlags};f.prototype.setCreationFlags=function(a){this._creationFlags=a};f.prototype.setMatrix=function(a){this._matrix=a.copy()};f.prototype.getInstanceName=function(){return this._instanceName};f.prototype.setInstanceName=function(a){this._instanceName=a};f.prototype.setFaceColor=
+function(a){this._faceColor=a.copy()};f.prototype.getFaceColor=function(){return null!==this._faceColor?this._faceColor.copy():null};f.prototype.setLineColor=function(a){this._lineColor=a.copy()};f.prototype.getLineColor=function(){return null!==this._lineColor?this._lineColor.copy():null};f.prototype.setPointColor=function(a){this._pointColor=a.copy()};f.prototype.getPointColor=function(){return null!==this._pointColor?this._pointColor.copy():null};f.prototype.setPointOpacity=function(a){this._pointOpacity=
+a};f.prototype.getPointOpacity=function(){return this._pointOpacity};f.prototype.setLineOpacity=function(a){this._lineOpacity=a};f.prototype.getLineOpacity=function(){return this._lineOpacity};f.prototype.setOpacity=function(a){this._faceOpacity=a};f.prototype.setTransparency=function(a){this._faceOpacity=a};f.prototype.getOpacity=function(){return this._faceOpacity};f.prototype.getTransparency=function(){return this._faceOpacity};f.prototype.setOverlayIndex=function(a){this._overlayIndex=a};f.prototype.getOverlayIndex=
+function(){return this._overlayIndex};return f}();d.MeshInstanceData=h})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){return function(a,d,c,b,g){void 0===g&&(g=0);this.vertexData=a;this.normalData=d;this.rgba32data=c;this.uvData=b;this.bits=g}}();d.FaceMeshData=f;f=function(){return function(a,d,c){void 0===c&&(c=0);this.vertexData=a;this.rgba32data=d;this.bits=c}}();d.PolylineMeshData=f;f=function(){return function(a,d,c){void 0===c&&(c=0);this.vertexData=a;this.rgba32data=d;this.bits=c}}();d.PointMeshData=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator=
+{}));(function(d){(function(d){(function(d){function a(a){console.assert(a!==d.invalidNodeId);return a>d.invalidNodeId}d.invalidNodeId=-1;d.isAuthoredId=a;d.getAuthoredId=function(d){console.assert(a(d));return d};d.getRuntimeId=function(e,c){return a(e)?d.towardInclusionContext(c).toRuntimeId(e):e}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){d.DefaultTransitionDuration=400;d.EmptyModelName="_empty";d.InvalidNodeId=d.Internal.Tree.invalidNodeId;var h=function(){function f(a,e){var c=this;this._pmiColor=d.Color.black();this._pmiColorOverride=!1;this._viewAxes=new d.ViewAxes;this._viewAxesSet=!1;this._firstModelRootId=d.InvalidNodeId;this._engine=a;this._callbackManager=e;this._callbackManager.bind({_firstModelLoaded:function(b){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(c){this._firstModelRootId=
+b[0];return[2]})})},_resetAssemblyTreeBegin:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){this._viewAxes=new d.ViewAxes;this._viewAxesSet=!1;return[2]})})}})}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","Model",d);return b.apply(this,c)};return c};f.prototype._setModelStructure=function(a){console.assert(void 0===this._modelStructure);this._modelStructure=
+a};f.prototype.getClientDimensions=function(){return this._engine.getClientDimensions()};f.prototype.setViewAxes=function(a,e){if(a.isAxis()&&e.isAxis()&&!a.equals(e))this._viewAxes.frontVector=a,this._viewAxes.upVector=e,this._callbackManager.trigger("viewAxes",a,e),this._viewAxesSet=!0;else throw new d.CommunicatorError("The upVector and frontVector must be unique, cardinal axes.");};f.prototype.viewAxesHaveBeenSet=function(){return this._viewAxesSet};f.prototype.getViewAxes=function(){return this._viewAxes};
+f.prototype.getModelBounding=function(a,e,c){void 0===c&&(c=!1);return __awaiter(this,void 0,void 0,function(){var b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:b=new d.Box,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._engine.getModelBounding(a,e,c)];case 2:return b=f.sent(),[3,4];case 3:return g=f.sent(),k=!1,SC.isError(g)&&(l=SC.getStateFailure(g),1===l&&(k=!0)),console.assert(k),[3,4];case 4:return[2,b]}})})};f.prototype._preventNodeDeletion=function(a){return this._modelStructure.preventNodeDeletion(a)};
+f.prototype._preventMeshDeletion=function(a){console.assert(0===a[0]);return this._modelStructure.preventMeshDeletion(a[1])};f.prototype._getNodeFromInstanceInc=function(a,d,c,b){return this._modelStructure.getNodeFromInstanceInc(a,d,c,b)};f.prototype.getNodesBounding=function(a,d){var c=7,b=!1,g=!1;void 0!==d&&(!1===d.bodyInstance&&(c&=-2),!1===d.pmiBody&&(c&=-3),!1===d.viewFrame&&(c&=-5),d.ignoreInvisible&&(b=!0),d.tightBounding&&(g=!0));return this._modelStructure.getBounding(a,c,b,g)};f.prototype.getNodeRealBounding=
+function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){e=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);if(0===e.length)throw new d.CommunicatorError("Cannot get bounding of node without geometry.");return[2,this._engine.getDrawnPartsBounding(e)]})})};f.prototype.setNodesVisibilities=function(a,e){void 0===e&&(e=null);a=d.Internal.fromIntegerMap(a);return this._modelStructure.setVisibilitiesByMap(a,e)};f.prototype.setNodesVisibility=
+function(a,d,c){void 0===c&&(c=null);return this._modelStructure.setVisibilitiesByValue(a,d,c)};f.prototype.resetNodesVisibility=function(){return this._modelStructure.resetAllVisibilities()};f.prototype.getVisibilityState=function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){e=this._modelStructure.lookupAnyTreeNode(a);if(null===e)throw new d.InvalidNodeIdError(a);return[2,d.Internal.Tree.getVisibilityState(e)]})})};f.prototype.resetNodesTransform=function(){return this._modelStructure.resetAllTransforms()};
+f.prototype.reset=function(){return this._modelStructure.reset()};f.prototype.clear=function(){return this._modelStructure.clear()};f.prototype.setNodesFaceColor=function(a,d){this._setNodesFaceColor(a,d);return Promise.resolve()};f.prototype._setNodesFaceColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartColor(a,d.ElementType.Faces,e)};f.prototype._unsetNodesColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.unsetPartColor(a,e)};f.prototype.unsetNodesFaceColor=function(a){this._unsetNodesColor(a,d.ElementType.Faces);return Promise.resolve()};f.prototype.setNodesLineColor=function(a,d){this._setNodesLineColor(a,d);return Promise.resolve()};f.prototype._setNodesLineColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartColor(a,d.ElementType.Lines,e)};
+f.prototype.unsetNodesLineColor=function(a){this._unsetNodesColor(a,d.ElementType.Lines);return Promise.resolve()};f.prototype.setNodesHighlighted=function(a,e){if(0===a.length)return Promise.resolve();a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightParts(a,e);return Promise.resolve()};f.prototype.getNodesHighlighted=function(a){a=this._getInstanceIncsFromLeafNodes(a);return 0<a.length?this._engine.getPartHighlighted(a):
+Promise.resolve([])};f.prototype.setNodesColors=function(a,e){var c=this;void 0===e&&(e=!1);var b=new Set,g=new Map,k=function(a,k){a=c._modelStructure.lookupAnyTreeNode(a);if(null!==a&&(a=d.Internal.Tree.gatherInstanceIncsSync(a,7,!1,b,d.Internal.Tree.WalkRestriction.None),0<a.length)){k=(k.r<<16)+(k.g<<8)+k.b;var e=g.get(k);e?g.set(k,e.concat(a)):g.set(k,a)}};if(a instanceof Map)a.forEach(function(b,c){k(c,b)});else for(var l=0,f=Object.keys(a);l<f.length;l++){var m=parseInt(f[l],10);k(m,a[m])}g.forEach(function(b,
+g){g=new d.Color(g>>16,(g&65280)>>8,g&255);c._engine.setPartColor(b,d.ElementType.Faces,g);e&&c._engine.setPartColor(b,d.ElementType.Lines,g)});return Promise.resolve()};f.prototype.getPmiTopologyReferences=function(a){var e=[],c=function(b,c,g){var a=new d.RefOnTopoItem;a.bodyId=b;a.subElementType=c;a.subElementIndex=g;return a};a=this._modelStructure.getPmiTopologyReferences(a);if(null!==a)for(var b=0;b<a.length;b++){for(var g=a[b],k=g.body.getRuntimeId(),l=0,f=g.faceIds;l<f.length;l++)e.push(c(k,
+d.PmiTopoRef.Face,f[l]));l=0;for(g=g.edgeIds;l<g.length;l++)e.push(c(k,d.PmiTopoRef.Edge,g[l]))}return 0===e.length?null:e};f.prototype.getPmis=function(){return this._modelStructure.getPmis()};f.prototype.getPMIs=function(){return this.getPmis()};f.prototype.getPmiType=function(a){return this._modelStructure.getPmiType(a)};f.prototype.getPMIType=function(a){return this.getPmiType(a)};f.prototype.getPmiSubtype=function(a){return this._modelStructure.getPmiSubType(a)};f.prototype.getPMISubtype=function(a){return this.getPmiSubtype(a)};
+f.prototype.setPmiColor=function(a){this._pmiColor.assign(a)};f.prototype.setPMIColor=function(a){this.setPmiColor(a)};f.prototype.getPmiColor=function(){return this._pmiColor.copy()};f.prototype.getPMIColor=function(){return this.getPmiColor()};f.prototype.setPmiColorOverride=function(a,d){(this._pmiColorOverride=a)?this._modelStructure.setPmiColor(this._pmiColor,d):this._modelStructure.resetPmiColor(d);return Promise.resolve()};f.prototype.setPMIColorOverride=function(a){return this.setPmiColorOverride(a)};
+f.prototype.getPmiColorOverride=function(){return this._pmiColorOverride};f.prototype.getPMIColorOverride=function(){return this.getPmiColorOverride()};f.prototype.computeMinimumBodyBodyDistance=function(a,e){var c=this._modelStructure.lookupAnyBody(a);if(null===c)throw new d.InvalidNodeTypeError(a,1);a=this._modelStructure.lookupAnyBody(e);if(null===a)throw new d.InvalidNodeTypeError(e,1);e=c.getInstanceInc();c=a.getInstanceInc();return this._engine.computeMininimumBodyBodyDistance(e,c)};f.prototype.computeMinimumFaceFaceDistance=
+function(a,e,c,b){var g=this._modelStructure.lookupAnyBody(a);if(null===g)throw new d.InvalidNodeTypeError(a,1);a=this._modelStructure.lookupAnyBody(c);if(null===a)throw new d.InvalidNodeTypeError(c,1);c=g.getInstanceInc();g=a.getInstanceInc();return this._engine.computeMininimumFaceFaceDistance([c[0],c[1]],e,[g[0],g[1]],b)};f.prototype.computeMinimumFaceRayDistance=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();return this._engine.computeMinimumFaceRayDistance(a,
+e,c)};f.prototype.computeMinimumFaceLineDistance=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();return this._engine.computeMinimumFaceLineDistance(a,e,c)};f.prototype.setNodeFaceColor=function(a,d,c){this._setNodeFaceColor(a,d,c);return Promise.resolve()};f.prototype._setNodeFaceColor=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);2===a.length&&this._engine.setElementColor(a,
+d.ElementType.Faces,e,1,c)};f.prototype._unsetElementColor=function(a,d,c){a=this._getInstanceIncFromSingleLeafNode(a);this._engine.unsetElementColor(a,d,c,1)};f.prototype.unsetNodeFaceColor=function(a,e){this._unsetElementColor(a,d.ElementType.Faces,e);return Promise.resolve()};f.prototype.setNodeFaceHighlighted=function(a,d,c){this._setNodeFaceHighlighted(a,d,c);return Promise.resolve()};f.prototype._setNodeFaceHighlighted=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],
+7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightElements(a,d.ElementType.Faces,e,1,c)};f.prototype._getElementHighlighted=function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getElementHighlighted(b,d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype.getNodeFaceHighlighted=function(a,e){return this._getElementHighlighted(a,
+d.ElementType.Faces,e)};f.prototype.setNodeLineColor=function(a,d,c){this._setNodeLineColor(a,d,c);return Promise.resolve()};f.prototype._setNodeLineColor=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();this._engine.setElementColor(a,d.ElementType.Lines,e,1,c)};f.prototype.unsetNodeLineColor=function(a,e){this._unsetElementColor(a,d.ElementType.Lines,e);return Promise.resolve()};f.prototype.setNodeLineHighlighted=function(a,
+d,c){this._setNodeLineHighlighted(a,d,c);return Promise.resolve()};f.prototype._setNodeLineHighlighted=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightElements(a,d.ElementType.Lines,e,1,c)};f.prototype.getNodeLineHighlighted=function(a,e){return this._getElementHighlighted(a,d.ElementType.Lines,e)};f.prototype.setNodePointHighlighted=function(a,d,c){this._setNodePointHighlighted(a,d,c);return Promise.resolve()};
+f.prototype._setNodePointHighlighted=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();this._engine.highlightElements(a,d.ElementType.Points,e,1,c)};f.prototype.getNodePointHighlighted=function(a,e){return this._getElementHighlighted(a,d.ElementType.Points,e)};f.prototype.resetNodesColor=function(){this._engine.resetColors();return Promise.resolve()};f.prototype.setNodesOpacity=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartOpacity(a,e)};f.prototype.setNodesTransparency=function(a,d){this.setNodesOpacity(a,d);return Promise.resolve()};f.prototype.getNodesHaveTransparency=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return 0<a.length?this._engine.getPartHasTransparency(a):Promise.resolve([])};f.prototype.setNodesOpacities=function(a){var e=this;a=d.Internal.fromIntegerMap(a);var c=new Set;
+a.forEach(function(b,g){g=e._modelStructure.lookupAnyTreeNode(g);null!==g&&(g=d.Internal.Tree.gatherInstanceIncsSync(g,1,!1,c,d.Internal.Tree.WalkRestriction.None),0<g.length&&e._engine.setPartOpacity(g,b))})};f.prototype.setNodesTransparencies=function(a){this.setNodesOpacities(a);return Promise.resolve()};f.prototype.resetModelOpacity=function(){this._engine.resetOpacity();this._callbackManager.trigger("_resetOpacity")};f.prototype.resetModelTransparency=function(){this.resetModelOpacity();return Promise.resolve()};
+f.prototype.resetModelHighlight=function(){this._engine.clearHighlight();return Promise.resolve()};f.prototype.resetNodesOpacity=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.unsetPartOpacity(a)};f.prototype.resetNodesTransparency=function(a){this.resetNodesOpacity(a);return Promise.resolve()};f.prototype._getNodesColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);
+return 0<a.length?this._engine.getPartColor(a,e):Promise.resolve([])};f.prototype._getNodesEffectiveColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return 0<a.length?this._engine.getEffectivePartColor(a,e):Promise.resolve([])};f.prototype.getNodesFaceColor=function(a){return this._getNodesColor(a,d.ElementType.Faces)};f.prototype.getNodesEffectiveFaceColor=function(a){return this._getNodesEffectiveColor(a,d.ElementType.Faces)};f.prototype.getNodesLineColor=
+function(a){return this._getNodesColor(a,d.ElementType.Lines)};f.prototype.getNodesEffectiveLineColor=function(a){return this._getNodesEffectiveColor(a,d.ElementType.Lines)};f.prototype.getNodeColorMap=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){c=this._modelStructure.lookupAnyTreeNode(a);if(null!==c)return[2,d.Internal.Tree.getNodeColorMap(c,this._engine,e)];throw new d.InvalidNodeIdError(a);})})};f.prototype.getNodesOpacity=function(a){return Promise.resolve(this._getNodesOpacity(a))};
+f.prototype.getNodesTransparency=function(a){return this.getNodesOpacity(a)};f.prototype._getNodesOpacity=function(a){a=this._getInstanceIncsFromLeafNodes(a);return 0<a.length?this._engine.getPartOpacity(a):[]};f.prototype.getNodesEffectiveOpacity=function(a,d){return(a=this._getInstanceIncsFromLeafNodes(a))&&0<a.length?this._engine.getEffectivePartOpacity(a,d):Promise.resolve([])};f.prototype.getNodesEffectiveTransparency=function(a,d){return this.getNodesEffectiveOpacity(a,d)};f.prototype._getNodeElementColor=
+function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getElementColor(b,d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype._getNodeEffectiveElementColor=function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getEffectiveElementColor(b,
+d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype.getNodeFaceColor=function(a,e){return this._getNodeElementColor(a,d.ElementType.Faces,e)};f.prototype.getNodeEffectiveFaceColor=function(a,e){return this._getNodeEffectiveElementColor(a,d.ElementType.Faces,e)};f.prototype.getNodeLineColor=function(a,e){return this._getNodeElementColor(a,d.ElementType.Lines,e)};f.prototype.getNodeEffectiveLineColor=function(a,e){return this._getNodeEffectiveElementColor(a,d.ElementType.Lines,e)};f.prototype.getOutOfHierarchy=
+function(a){return this._modelStructure.isOutOfHierarchy(a)};f.prototype.getAbsoluteRootNode=function(){return this._modelStructure.getAbsoluteRootNodeId()};f.prototype.getRootNode=function(){return this.getAbsoluteRootNode()};f.prototype.getNodeChildren=function(a,d){return this._modelStructure.getChildIds(a,d||!1)};f.prototype.getNodesInstancingSamePart=function(a){return this._modelStructure.getPartReferrers(a)};f.prototype.getUnitMultiplier=function(){var a=this._firstModelRootId!==d.InvalidNodeId?
+this._firstModelRootId:this.getAbsoluteRootNode();return this.getNodeUnitMultiplier(a)};f.prototype.getNodeUnitMultiplier=function(a){return this._modelStructure.getUnit(a)};f.prototype.createCadView=function(a,d,c,b,g,k,l,f,m){b||(b=[]);g||(g=[]);k||(k=[]);l||(l=[]);void 0===f&&(f=null);void 0===m&&(m=null);a=this._modelStructure.createCadView(a,d,c,b,g,k,l,f,m);null!==a&&this._callbackManager.trigger("cadViewCreated",a,d);return a};f.prototype.createCADView=function(a,d,c,b,g,k,l,f,m){return this.createCadView(a,
+d,c,b,g,k,l,f,m)};f.prototype.getCadViewMap=function(){return this._modelStructure.getCadViewMap()};f.prototype.getCadViews=function(){return d.Internal.toIntegerMap(this.getCadViewMap())};f.prototype.getCADViews=function(){return this.getCadViews()};f.prototype.activateCadView=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return this._modelStructure.activateCadView(a,e)};f.prototype.activateCADView=function(a,d){return this.activateCadView(a,d)};f.prototype.getCadViewPmis=function(a){return this._modelStructure.getCadViewPmis(a)};
+f.prototype.getCADViewPMIs=function(a){return this.getCadViewPmis(a)};f.prototype.cadConfigurationsEnabled=function(){return this._modelStructure.cadConfigurationsEnabled()};f.prototype.getCadConfigurations=function(){return this._modelStructure.getCadConfigurations()};f.prototype.getCADConfigurations=function(){return this.getCadConfigurations()};f.prototype.getDefaultCadConfiguration=function(){return this._modelStructure.getDefaultCadConfiguration()};f.prototype.getCADDefaultConfiguration=function(){return this.getDefaultCadConfiguration()};
+f.prototype.getActiveCadConfiguration=function(){return this._modelStructure.getActiveCadConfiguration()};f.prototype.getCADActiveConfiguration=function(){return this.getActiveCadConfiguration()};f.prototype.activateCadConfiguration=function(a){return this._modelStructure.activateCadConfiguration(a)};f.prototype.activateCADConfiguration=function(a){return this.activateCadConfiguration(a)};f.prototype.activateDefaultCadConfiguration=function(){return this._modelStructure.activateDefaultCadConfiguration()};
+f.prototype.activateCADDefaultConfiguration=function(){return this.activateDefaultCadConfiguration()};f.prototype.getEdgeCount=function(a){return this._modelStructure.getEdgeCount(a)};f.prototype.getEdgeAttributes=function(a,d){return this._modelStructure.getEdgeAttributes(a,d)};f.prototype.getEdgeProperty=function(a,d){return this._modelStructure.getEdgeProperty(a,d)};f.prototype.getFaceCount=function(a){return this._modelStructure.getFaceCount(a)};f.prototype.getFaceAttributes=function(a,d){return this._modelStructure.getFaceAttributes(a,
+d)};f.prototype.getFaceProperty=function(a,d){return this._modelStructure.getFaceProperty(a,d)};f.prototype.setEdgeProperty=function(a,d,c){this._modelStructure.setEdgeProperty(a,d,c)};f.prototype.setFaceProperty=function(a,d,c){this._modelStructure.setFaceProperty(a,d,c)};f.prototype.getNodeMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:e=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);
+if(0===e.length)throw new d.CommunicatorError("Node does not refer to a mesh instance");if(2<e.length)throw new d.CommunicatorError("Node refers to multiple mesh instances");c=e;return[4,this._engine.getInstancesMeshData(c)];case 1:return b=g.sent(),[2,this._engine.getMeshData(b)]}})})};f.prototype.getNodeMatrix=function(a){return this._modelStructure.getMatrix(a)};f.prototype.setNodeMatrix=function(a,d,c){void 0===c&&(c=!1);return this._modelStructure.setMatrix(a,d,c)};f.prototype.resetNodeMatrixToInitial=
+function(a){return this._modelStructure.resetToInitialMatrix(a)};f.prototype.getNodeNetMatrix=function(a){return this._modelStructure.getNetMatrix(a)};f.prototype.getNodeParent=function(a){return this._modelStructure.getParentId(a)};f.prototype.getNodeType=function(a){return this._modelStructure.getType(a)};f.prototype.getNodeProperties=function(a){return this._modelStructure.getProperties(a)};f.prototype.addPropertyToNode=function(a,d,c){return this._modelStructure.addProperty(a,d,c)};f.prototype.setPhysicalProperties=
+function(a,d,c,b){return this._modelStructure.setPhysicalProperties(a,d,c,b)};f.prototype.requestNodes=function(a){return this._modelStructure.requestNodes(a)};f.prototype.getNodeName=function(a){return this._modelStructure.getName(a)||null};f.prototype.getNodeExchangeId=function(a){return this._modelStructure.getNodeExchangeId(a)};f.prototype.getFilters=function(){return this._modelStructure.getFilters()};f.prototype.getFilterName=function(a){return this._modelStructure.getFilterName(a)};f.prototype.getFiltersWithNode=
+function(a){return this._modelStructure.getFiltersWithNode(a)};f.prototype.getNodesFromFiltersId=function(a){return this._modelStructure.getNodesFromFilterIds(a)};f.prototype.getLayers=function(){return this._modelStructure.getLayers()};f.prototype.getUniqueLayerNames=function(){return this._modelStructure.getUniqueLayerNames()};f.prototype.getLayerName=function(a){return this._modelStructure.getLayerName(a)};f.prototype.getLayerIdsFromName=function(a){return this._modelStructure.getLayerIdsFromName(a)};
+f.prototype.getNodeLayerId=function(a){return this._modelStructure.getNodeLayerId(a)};f.prototype.getNodesFromLayer=function(a,d){return this._modelStructure.getRuntimeNodesFromLayer(a,d)};f.prototype.getNodesFromLayers=function(a,d){return this._modelStructure.getRuntimeNodesFromLayers(a,d)};f.prototype.getNodesFromLayerName=function(a,d){return this._modelStructure.getNodesFromLayerName(a,d)};f.prototype.getNodeVisibility=function(a){return this._modelStructure.isVisible(a)};f.prototype.getBranchVisibility=
+function(a){a=this._modelStructure.getBranchVisibility(a);if(2===a)return d.BranchVisibility.Shown;if(1===a)return d.BranchVisibility.Hidden;console.assert(3===a);return d.BranchVisibility.Mixed};f.prototype.getDataFromIds=function(a){return this._engine.getDataFromIds(a)};f.prototype.getDataFromKeys=function(a){return this.getDataFromIds(a)};f.prototype.createMesh=function(a,d){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,
+this._engine.createMesh(a)];case 1:return c=b.sent(),d&&d.doNotDelete&&this._preventMeshDeletion(c),[2,c]}})})};f._flatArrayToPairArray=function(a){for(var d=[],c=0;c<a.length;c+=2)d.push([a[c],a[c+1]]);return d};f._pairArrayToFlatArray=function(a){for(var d=[],c=0;c<a.length;c++){var b=a[c];d.push(b[0],b[1])}return d};f.prototype.getMeshIds=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){switch(b.label){case 0:return e=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None),[4,this._engine.getInstancesMeshData(e)];case 1:return c=b.sent(),[2,f._flatArrayToPairArray(c)]}})})};f.prototype.replaceMesh=function(a,d){return this._engine.replaceMesh(a,d)};f.prototype.createMeshInstance=function(a,d,c,b){void 0===d&&(d=null);c||(c=!1);b||(b=!1);return this._createMeshInstance(a,d,c,b)};f.prototype._createMeshInstance=function(a,e,c,b){return __awaiter(this,void 0,void 0,function(){var g,k,l,f,m,p,h,r;return __generator(this,function(n){switch(n.label){case 0:g=
+a.getMatrix();k=null!==g||null!==e;l=a.getCreationFlags();console.assert(!e||!b,"Out of hierarchy instances should not have a parent node.");f=null===e||this.getNodeVisibility(e);m=a;if(k||!f)m=a.copy(),m.setCreationFlags(l|d.MeshInstanceCreationFlags.Invisible);return[4,this._engine.createMeshInstance(m)];case 1:p=n.sent();h=this._modelStructure.createMeshInstance(p[0],p[1],a.getInstanceName(),e,c,b);if(!k)return[3,3];r=g?g:new d.Matrix;return[4,this.setNodeMatrix(h,r,!0)];case 2:n.sent(),0===(l&
+d.MeshInstanceCreationFlags.Invisible)&&f&&this._engine.setPartVisibility(p,!0,!0),n.label=3;case 3:return null===e?[3,5]:[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[h],d.NodeSource.CreateInstance)];case 4:n.sent(),n.label=5;case 5:return[2,h]}})})};f.prototype.createPmiInstance=function(a,e,c,b,g){return __awaiter(this,void 0,void 0,function(){var k,l,f,m,p,h,r,u;return __generator(this,function(n){switch(n.label){case 0:void 0===g&&(g=null);k=[];l=0;for(f=b;l<f.length;l++){m=
+f[l];p=this._modelStructure.lookupBodyInstance(m.bodyId);if(null===p)throw new d.InvalidNodeIdError(m.bodyId);h=d.Internal.Tree.ReferenceOnTopology.fromBodyInstance(p,m.subElementType,m.subElementIndex);k.push(h)}return[4,this._engine.createMeshInstance(a)];case 1:return r=n.sent(),u=this._modelStructure.createPmiInstance(r[0],r[1],e,c,k,a.getInstanceName(),g),null===g?[3,3]:[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[u],d.NodeSource.CreatePmi)];case 2:n.sent(),n.label=
+3;case 3:return[2,u]}})})};f.prototype.createPMIInstance=function(a,d,c,b,g){return this.createPmiInstance(a,d,c,b,g)};f.prototype.createImage=function(a,d){return this._engine.createImage(a,d)};f.prototype.deleteImages=function(a){return this._engine.destroyImages(f._pairArrayToFlatArray(a))};f.prototype.setNodesTexture=function(a,d){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.setTexture(a,d)};f.prototype.unsetNodesTexture=function(a){a=this._getInstanceIncsFromLeafNodes(a);this._engine.unsetTexture(a)};
+f.prototype.deleteMeshes=function(a){return this._engine.destroyMeshes(f._pairArrayToFlatArray(a))};f.prototype.deleteMeshInstances=function(a){var e=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None),c=[];if(0<e.length){for(var b=0;b<a.length;b++)c.push(this._modelStructure.deleteNode(a[b]));c.push(this._engine.destroyLocalInstances(e))}return d.Util.waitForAll(c)};f.prototype._obtainLoadSubtreeConfig=function(a){if(a[0]instanceof d.LoadSubtreeConfig)var e=
+a[0];else e=new d.LoadSubtreeConfig,e.additionalMatrix=a[0]||null,e.allowMissingExternalModels=!!a[1];return e.copy()};f.prototype.loadSubtreeFromXmlFile=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromXmlFile(a,e,c,b)};f.prototype.loadSubtreeFromXmlBuffer=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);
+c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromXmlDoc(a,e,c,b)};f.prototype.loadSubtreeFromScsXmlFile=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromScsXmlFile(a,e,c,b)};f.prototype.loadSubtreeFromScsXmlBuffer=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);
+return this._modelStructure.loadSubtreeFromScsXmlDoc(a,e,c,b)};f.prototype.loadSubtreeFromModel=function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromStream(a,d,c)};f.prototype.loadSubtreeFromScsFile=function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromScsFile(a,d,c)};f.prototype.loadSubtreeFromScsBuffer=
+function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromScsBuffer(a,d,c)};f.prototype.loadSubtreeFromUrl=function(a,d){return this.loadSubtreeFromXmlFile(a,d)};f.prototype.loadSubtreeFromXML=function(a,d){return this.loadSubtreeFromXmlBuffer(a,d)};f.prototype.switchToModel=function(a){this._callbackManager.trigger("modelLoadBegin");return this._modelStructure.switchToModel(a)};f.prototype.createNode=function(a,
+e,c,b,g,k){void 0===a&&(a=null);void 0===c&&(c=null);void 0===b&&(b=null);if(void 0===g||null===g)g=!0;a=this._modelStructure.createNode(a,e,c,b,g,k);null!==a&&(e=this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[a],d.NodeSource.CreateNode),e);return a};f.prototype.deleteNode=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return[4,this._modelStructure.deleteNode(a)];case 1:return d.sent(),this._callbackManager.trigger("subtreeDeleted",
+[a]),[2]}})})};f.prototype.createPart=function(a){void 0===a&&(a=null);return this._modelStructure.createPart(a)};f.prototype.setPart=function(a,d){return void 0===a||null===a||void 0===d||null===d?!1:this._modelStructure.setPart(a,d)};f.prototype.createAndAddRepresentationItem=function(a,d){if(void 0===a||null===a)return null;void 0===d&&(d=null);return this._modelStructure.createAndAddRepItem(a,d)};f.prototype.createAndAddBody=function(a,d){return this.createAndAddRepresentationItem(a,d)};f.prototype.getLowestAvailableNodeId=
+function(){return this._modelStructure.getLowestAvailableNodeId()};f.prototype.getLowestAvailableNodeID=function(){return this.getLowestAvailableNodeId()};f.prototype.setInstanceModifier=function(a,d,c){this._setInstanceModifier(a,d,c,7);return Promise.resolve()};f.prototype._setInstanceModifier=function(a,e,c,b){e=this._modelStructure.gatherInstanceIncsFromNodeIds(e,b,d.Internal.Tree.WalkRestriction.None);0<e.length&&this._engine.setInstanceModifier(a,e,c)};f.prototype.getSCInstanceKey=function(a){a=
+this._modelStructure.lookupBodyInstance(a);return null!==a?a.getInstanceInc():null};f.prototype.getNodeIDFromSCInstanceKey=function(a,d){return this._modelStructure.getNodeFromInstanceInc(!1,a,d,!1)};f.prototype.getPrimaryModelKey=function(){return this._engine.getPrimaryModelKey()};f.prototype.getPrimaryModelId=function(){return this.getPrimaryModelKey()};f.prototype.getAssociatedModelKey=function(a){a=this._modelStructure.getAssociatedModelKey(a);return Promise.resolve(a)};f.prototype.hasDepthRange=
+function(a){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.hasDepthRange(a)};f.prototype.setDepthRange=function(a,d,c){this._setDepthRange(a,d,c);return Promise.resolve()};f.prototype._setDepthRange=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.setDepthRange(a,e,c)};f.prototype.unsetDepthRange=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.unsetDepthRange(a)};
+f.prototype._gatherInstanceIncsFromNodeIds=function(a,e){void 0===e&&(e=7);return this._modelStructure.gatherInstanceIncsFromNodeIds(a,e,d.Internal.Tree.WalkRestriction.None)};f.prototype._getInstanceIncsFromLeafNodes=function(a){for(var e=[],c=0;c<a.length;c++){var b=this._modelStructure.gatherInstanceIncsFromNodeIds([a[c]],7,d.Internal.Tree.WalkRestriction.None);if(2===b.length)e.push(b[0],b[1]);else throw new d.CommunicatorError("Non-leaf node encountered");}return e};f.prototype._getInstanceIncFromSingleLeafNode=
+function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);if(2===a.length)return a;throw new d.CommunicatorError("Non-leaf node encountered");};f.prototype.setMeshLevel=function(a,d){this._modelStructure.setMeshLevel(a,d);return Promise.resolve()};f.prototype.setEnableAutomaticUnitScaling=function(a){return this._modelStructure.setEnableAutomaticUnitScaling(a)};f.prototype.setBehaviorInitiallyHidden=function(a){return this._modelStructure.setBehaviorInitiallyHidden(a)};
+f.prototype.isDrawing=function(){return this._modelStructure.isACadDrawing()};f.prototype.isMeasurable=function(){return this._modelStructure.isMeasurable()};f.prototype.getModelFileNameFromNode=function(a){return this._modelStructure.getModelFileNameFromNode(a)};f.prototype.getModelFileTypeFromNode=function(a){return this._modelStructure.getModelFileTypeFromNode(a)};f.prototype.getNodeGenericType=function(a){return this._modelStructure.getNodeGenericType(a)};f.prototype.getNodeGenericId=function(a){return this._modelStructure.getNodeGenericId(a)};
+f.prototype.registerBimNodes=function(a,e,c){void 0===c&&(c=null);return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=this._modelStructure.lookupAnyTreeNode(a);if(null===b)return[2];"boolean"===typeof c&&(c=c?"TYPE":null);return[2,d.Internal.Tree.registerBimNodes(e,this._engine,this._modelStructure,b,c)]})})};f.prototype.getGenericTypeIdMap=function(){return this._modelStructure.getGenericTypeIdMap()};f.prototype.getIfcNodeIds=function(){return this.getGenericTypeIdMap()};
+f.prototype.getIfcTypeByNodeId=function(a){return this._modelStructure.getNodeGenericType(a)};f.prototype.getNodesByGenericType=function(a){return this._modelStructure.getNodesByGenericType(a)};f.prototype.getNodesByIfcType=function(a){return this.getNodesByGenericType(a)};f.prototype.getGenericTypes=function(){return this._modelStructure.getGenericTypes()};f.prototype.getIfcTypes=function(){return this.getGenericTypes()};f.prototype.hasEffectiveGenericType=function(a,d){return this._modelStructure.hasEffectiveGenericType(a,
+d)};f.prototype.registerIfcNodes=function(a,e){void 0===e&&(e=null);return this.registerBimNodes(a,d.Internal.Tree.ifcAttributeToBimMask,e)};f.prototype.isAnnotationView=function(a){return this._modelStructure.isAnnotationView(a)};f.prototype.setNodesCullingVector=function(a,d,c,b){this._setNodesCullingVector(a,d,c,b);return Promise.resolve()};f.prototype._setNodesCullingVector=function(a,e,c,b){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return this._engine.setCullingVector(a,
+e,c,b)};f.prototype.unsetNodesCullingVectors=function(a){this._unsetNodesCullingVectors(a);return Promise.resolve()};f.prototype._unsetNodesCullingVectors=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.unsetCullingVector(a)};f.prototype.getNodesCullingVectors=function(a){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.getCullingVector(a)};f.prototype.getNodeIdOffset=function(a){return this._modelStructure.getIdOffset(a)};
+f.prototype.isNodeLoaded=function(a){return this._modelStructure.isNodeLoaded(a)};f.prototype.triangulatePolygon=function(a,e){e=d.Internal.toVec3(e);return this._engine.triangulatePolygon(a,e)};f.prototype.setNodesLinePattern=function(a,d,c,b){a=this._gatherInstanceIncsFromNodeIds(a);this._engine.setLinePattern(a,d,c,b)};f.prototype.unsetNodesLinePattern=function(a){a=this._gatherInstanceIncsFromNodeIds(a);this._engine.unsetLinePattern(a)};f.prototype._hwfAwaitAssemblyTreeReady=function(){return __awaiter(this,
+void 0,void 0,function(){var a,e,c;return __generator(this,function(b){switch(b.label){case 0:a=this.getAbsoluteRootNode();e=this._modelStructure.lookupAnyTreeNode(a);if(null===e)throw new d.InternalLogicError;c=d.Internal.Tree.towardLoadContext(e);return[4,d.Internal.Tree.WalkerAsync.forceLazyPromises(c)];case 1:return b.sent(),[4,d.Internal.Tree.markContextsLoaded([c])];case 2:return b.sent(),[2]}})})};f.prototype.getNodeUserDataIndices=function(a){return this._modelStructure.getUserDataIndices(a)};
+f.prototype.getNodeUserData=function(a,d){return this._modelStructure.getUserData(a,d)};f.prototype.getNodeIdsByGenericIds=function(a){for(var d=[],c=0;c<a.length;c++){var b=this._modelStructure.getNodeByGenericId(a[c]);null!==b&&d.push(b)}return d};f.prototype.getNodeIdsByIfcGuids=function(a){return this.getNodeIdsByGenericIds(a)};f.prototype._getModelStructure=function(){return this._modelStructure};f.prototype.isWithinExternalModel=function(a){return this._modelStructure.isWithinExternalModel(a)};
+f.prototype._firstAssemblyDataHeader=function(){return this._modelStructure.firstAssemblyDataHeader()};__decorate([f.deprecated],f.prototype,"getPMIs",null);__decorate([f.deprecated],f.prototype,"getPMIType",null);__decorate([f.deprecated],f.prototype,"getPMISubtype",null);__decorate([f.deprecated],f.prototype,"setPMIColor",null);__decorate([f.deprecated],f.prototype,"getPMIColor",null);__decorate([f.deprecated],f.prototype,"setPMIColorOverride",null);__decorate([f.deprecated],f.prototype,"getPMIColorOverride",
+null);__decorate([f.deprecated],f.prototype,"setNodesTransparency",null);__decorate([f.deprecated],f.prototype,"setNodesTransparencies",null);__decorate([f.deprecated],f.prototype,"resetModelTransparency",null);__decorate([f.deprecated],f.prototype,"resetNodesTransparency",null);__decorate([f.deprecated],f.prototype,"getNodesTransparency",null);__decorate([f.deprecated],f.prototype,"getNodesEffectiveTransparency",null);__decorate([f.deprecated],f.prototype,"getRootNode",null);__decorate([f.deprecated],
+f.prototype,"getUnitMultiplier",null);__decorate([f.deprecated],f.prototype,"createCADView",null);__decorate([f.deprecated],f.prototype,"getCadViews",null);__decorate([f.deprecated],f.prototype,"getCADViews",null);__decorate([f.deprecated],f.prototype,"activateCADView",null);__decorate([f.deprecated],f.prototype,"getCADViewPMIs",null);__decorate([f.deprecated],f.prototype,"getCADConfigurations",null);__decorate([f.deprecated],f.prototype,"getCADDefaultConfiguration",null);__decorate([f.deprecated],
+f.prototype,"getCADActiveConfiguration",null);__decorate([f.deprecated],f.prototype,"activateCADConfiguration",null);__decorate([f.deprecated],f.prototype,"activateCADDefaultConfiguration",null);__decorate([f.deprecated],f.prototype,"getDataFromKeys",null);__decorate([f.deprecated],f.prototype,"createPMIInstance",null);__decorate([f.deprecated],f.prototype,"loadSubtreeFromUrl",null);__decorate([f.deprecated],f.prototype,"loadSubtreeFromXML",null);__decorate([f.deprecated],f.prototype,"createAndAddBody",
+null);__decorate([f.deprecated],f.prototype,"getLowestAvailableNodeID",null);__decorate([f.deprecated],f.prototype,"getSCInstanceKey",null);__decorate([f.deprecated],f.prototype,"getNodeIDFromSCInstanceKey",null);__decorate([f.deprecated],f.prototype,"getPrimaryModelKey",null);__decorate([f.deprecated],f.prototype,"getPrimaryModelId",null);__decorate([f.deprecated],f.prototype,"getIfcNodeIds",null);__decorate([f.deprecated],f.prototype,"getIfcTypeByNodeId",null);__decorate([f.deprecated],f.prototype,
+"getNodesByIfcType",null);__decorate([f.deprecated],f.prototype,"getIfcTypes",null);__decorate([f.deprecated],f.prototype,"getNodeIdsByIfcGuids",null);return f}();d.Model=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._position=new d.OverlayUnitPoint(0,d.OverlayUnit.Pixels,0,d.OverlayUnit.Pixels);this._viewportSize=new d.OverlayUnitPoint(200,d.OverlayUnit.Pixels,200,d.OverlayUnit.Pixels);this._anchor=d.OverlayAnchor.UpperRightCorner;this._dimension=3;this._fieldSize=8;this._instanceKeys=[];this._enabled=!1;this._textImageId=null;this._selectionFaceColor=new d.Color(76,186,240);this._outlineColor=new d.Color(17,94,133);this._lastSelectedNodes=[];this._nodeIds=
+[];this._adjacentFaces=[];this._preserveModelUp=!0;this._cameraRotation=0;this._lastFaceIndex=this._lastCamera=this._lastOrientation=null;this._textWidths=[];this._sceneReadyCompleted=d.Util.OpenPromise.create();this._firstAttachment=this._geometryCreated=this._texturesReady=!1;this._viewer=a;this._fontSize=25;this._fontInfo=this._fontSize+"px Arial";this._textureSize=512;this._viewer.setCallbacks({sceneReady:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,
+this._createViewport()];case 1:return c.sent(),this._updateVisibility(),[4,this._createGeometry()];case 2:return c.sent(),this._sceneReadyCompleted.resolve(),[2]}})})},_assemblyTreeReady:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this._sceneReadyCompleted];case 1:return c.sent(),[2,this._setTextures()]}})})},_firstAttachment:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._firstAttachment=
+!0,[4,this._onCameraUpdate()];case 1:return c.sent(),this._updateVisibility(),[2]}})})},modelSwitchStart:function(){e._firstAttachment=!1},camera:function(){e._onCameraUpdate()},overlayViewportSet:function(c){c===d.BuiltinOverlayIndex.NavCube&&e._onViewportSet()},transitionEnd:function(){e._onCameraUpdate()},viewAxes:function(){e._updateOrientationMatrices()},_resetOpacity:function(){e._viewer.model.setNodesOpacity(e._nodeIds.slice(1),0)},viewOrientation:function(c){e._lastOrientation=c;e._cameraRotation=
+0;e._lastCamera=e._viewer.view.getCamera()}})}f.prototype.setAnchor=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return this._anchor=a,[4,this._sceneReadyCompleted];case 1:return d.sent(),[2,this._updateViewport()]}})})};f.prototype.getAnchor=function(){return this._anchor};f.prototype.enable=function(){this._enabled=!0;this._updateVisibility();return Promise.resolve()};f.prototype.disable=function(){this._enabled=!1;this._updateVisibility();
+return Promise.resolve()};f.prototype.setPreserveModelUp=function(a){this._preserveModelUp=a};f.prototype.getPreserveModelUp=function(){return this._preserveModelUp};f.prototype._updateVisibility=function(){this._enabled&&this._texturesReady&&this._firstAttachment?this._showOverlay():this._hideOverlay()};f.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.NavCube,!1)};f.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.NavCube,
+!0)};f.prototype.getEnabled=function(){return this._enabled};f.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.NavCube};f.prototype._setTextures=function(){return __awaiter(this,void 0,void 0,function(){var a,d,c,b,g;return __generator(this,function(k){switch(k.label){case 0:if(!this._textImageId||0<this._nodeIds.length||0>=this._instanceKeys.length)return[2];a=this._viewer.model;d=0;for(c=this._instanceKeys;d<c.length;d++)b=c[d],g=a._getNodeFromInstanceInc(!0,0,b,!0),this._nodeIds.push(g),
+a._preventNodeDeletion(g);a.setNodesOpacity(this._nodeIds.slice(1),0);return[4,a.setNodesTexture([this._nodeIds[0]],{imageId:this._textImageId})];case 1:return k.sent(),this._texturesReady=!0,this._updateVisibility(),[2]}})})};f.prototype._updateViewport=function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.NavCube,this._anchor,this._position.x,d.OverlayUnit.Pixels,this._position.y,d.OverlayUnit.Pixels,this._viewportSize.x,d.OverlayUnit.Pixels,this._viewportSize.y,d.OverlayUnit.Pixels)};
+f.prototype._createViewport=function(){var a=this._viewer.overlayManager;this._updateViewport();var e=new d.Camera;e.setPosition(new d.Point3(0,0,10));e.setTarget(d.Point3.zero());e.setUp(new d.Point3(0,1,0));e.setWidth(this._fieldSize);e.setHeight(this._fieldSize);e.setProjection(d.Projection.Orthographic);a.setCamera(d.BuiltinOverlayIndex.NavCube,e)};f.prototype._onViewportSet=function(){var a=this._viewer.overlayManager,e=a._getViewportPosition(d.BuiltinOverlayIndex.NavCube),c=a._getViewportSize(d.BuiltinOverlayIndex.NavCube);
+a=a.getViewportAnchor(d.BuiltinOverlayIndex.NavCube);null!==e&&null!==c&&null!==a&&(this._position=e,this._viewportSize=c,this._anchor=a)};f.prototype._createGeometry=function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b,g,k,l,f,m,p,h,r,u,t,v,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I,L,M,N;return __generator(this,function(n){switch(n.label){case 0:if(this._geometryCreated)return[2];a=this._initializeTextures();e=0;c=[];c.push(this._createCube(e++,this._dimension));b=[];b.push(this._makeRotationMatrixX(-.5*
+Math.PI));b.push(this._makeRotationMatrixX(.5*Math.PI));b.push(this._makeRotationMatrixY(.5*Math.PI));b.push(this._makeRotationMatrixY(-.5*Math.PI));b.push(this._makeRotationMatrixZ(.5*Math.PI));b.push(this._makeRotationMatrixZ(-.5*Math.PI));g=this._dimension/4;k=this._dimension/2;l=[];f=new d.Point3(0,0,0);m=new d.Point3(0,0,0);p=new d.Point3(0,0,0);for(h=0;h<b.length;h++)r=this._dimension,u=b[h],t=!1,h===b.length-1&&(t=!0,f.z+=this._dimension+.02),m=new d.Point3(.5*r-g,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+
+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,.5*r,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(.5*r-g,.5*r,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,.5*r,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-g,m.z),
+c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-k,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(.5*r-g,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-k,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-k,m.z),c.push(this._createSelectionFace(e++,
+m,p,u,t,f,l));for(v=0;v<l.length;v++){w=Math.floor(v/9);z=[];x=l[v];for(y=0;y<x.length;y+=2)for(A=x[y],B=x[y+1],D=0;D<l.length;D++)if(C=Math.floor(D/9),C!==w)for(E=l[D],F=0;F<E.length;F+=2)H=E[F],G=E[F+1],this._isSameEdge(A,B,H,G)&&z.push(D);this._adjacentFaces.push(z)}return[4,Promise.all(c)];case 1:J=n.sent();this._updateOrientationMatrices();this._onCameraUpdate();K=[];I=0;for(L=J;I<L.length;I++)M=L[I],K.push(0,M);N=this._getScEngine();N.setPartVisibility(K,!0,!0);this._geometryCreated=!0;return[2,
+a]}})})};f.prototype._createTexture=function(a,e){a=a.getImageData(0,0,e,e).data;e=new ArrayBuffer(e*e*3);e=new Uint8Array(e);for(var c=0,b=0;b<a.length;b+=4)e[c]=a[b],e[c+1]=a[b],e[c+2]=a[b],c+=3;return this._viewer.model.createImage({format:d.ImageFormat.Rgb24,data:e,width:this._textureSize,height:this._textureSize})};f.prototype._geometryHasBeenCreated=function(){return this._geometryCreated};f.prototype.insideOverlay=function(a){var d=this._viewer.overlayManager._toPixelPoint(this._viewportSize),
+c=this._getOverlayOffset();return a.x>=c.x&&a.y>=c.y&&a.x<=c.x+d.x&&a.y<=c.y+d.y};f.prototype._getOverlayOffset=function(){var a=this._viewer.overlayManager._toPixelPoint(this._viewportSize);return this._viewer.overlayManager._getOverlayOffset(this._anchor,a)};f.prototype._getViewportSize=function(){return this._viewportSize};f.prototype._getViewportPixelSize=function(){return this._viewer.overlayManager._toPixelPoint(this._viewportSize)};f.prototype._onNoSelection=function(){this._enabled&&0<this._lastSelectedNodes.length&&
+(this._viewer.model.setNodesOpacity(this._lastSelectedNodes,0),this._lastSelectedNodes.length=0)};f.prototype.onClickSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){switch(c.label){case 0:console.assert(this._enabled);if(null===a||!a.isFaceSelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.NavCube)return this._onNoSelection(),[2];e=this._getFaceIndexFromNodeId(a.getNodeId());return e<this._nodeIds.length&&0<e?[4,this._setViewOrientation(e)]:
+[3,2];case 1:c.sent(),c.label=2;case 2:return[2]}})})};f.prototype.onMoveSelection=function(a){var e=this;console.assert(this._enabled);if(null!==a&&a.isFaceSelection()&&a.overlayIndex()===d.BuiltinOverlayIndex.NavCube){var c=a.getNodeId(),b=this._getFaceIndexFromNodeId(c)-1;0<=b&&c!==this._nodeIds[0]&&this._viewer.pauseRendering(function(){var g=e._viewer.model;g.setNodesOpacity(e._lastSelectedNodes,0);e._lastSelectedNodes.length=0;e._lastSelectedNodes.push(c);console.assert(b<e._adjacentFaces.length);
+for(var a=0,d=e._adjacentFaces[b];a<d.length;a++){var f=e._getNodeIdFromFaceIndex(d[a]+1);e._lastSelectedNodes.push(f)}g.setNodesOpacity(e._lastSelectedNodes,1)})}else this._onNoSelection()};f.prototype._getViewOrientationFromFaceIndex=function(a){switch(a){case 1:a=d.ViewOrientation.LeftBottomBack;break;case 2:a=d.ViewOrientation.LeftBottomFront;break;case 3:a=d.ViewOrientation.LeftTopFront;break;case 4:a=d.ViewOrientation.LeftTopBack;break;case 5:a=d.ViewOrientation.LeftTop;break;case 6:a=d.ViewOrientation.LeftBottom;
+break;case 7:a=d.ViewOrientation.LeftFront;break;case 8:a=d.ViewOrientation.LeftBack;break;case 9:a=d.ViewOrientation.Left;break;case 10:a=d.ViewOrientation.RightTopBack;break;case 11:a=d.ViewOrientation.RightTopFront;break;case 12:a=d.ViewOrientation.RightBottomFront;break;case 13:a=d.ViewOrientation.RightBottomBack;break;case 14:a=d.ViewOrientation.RightBottom;break;case 15:a=d.ViewOrientation.RightTop;break;case 16:a=d.ViewOrientation.RightFront;break;case 17:a=d.ViewOrientation.RightBack;break;
+case 18:a=d.ViewOrientation.Right;break;case 19:a=d.ViewOrientation.BackTopRight;break;case 20:a=d.ViewOrientation.BackBottomRight;break;case 21:a=d.ViewOrientation.BackBottomLeft;break;case 22:a=d.ViewOrientation.BackTopLeft;break;case 23:a=d.ViewOrientation.BackLeft;break;case 24:a=d.ViewOrientation.BackRight;break;case 25:a=d.ViewOrientation.BackBottom;break;case 26:a=d.ViewOrientation.BackTop;break;case 27:a=d.ViewOrientation.Back;break;case 28:a=d.ViewOrientation.FrontBottomRight;break;case 29:a=
+d.ViewOrientation.FrontTopRight;break;case 30:a=d.ViewOrientation.FrontTopLeft;break;case 31:a=d.ViewOrientation.FrontBottomLeft;break;case 32:a=d.ViewOrientation.FrontLeft;break;case 33:a=d.ViewOrientation.FrontRight;break;case 34:a=d.ViewOrientation.FrontTop;break;case 35:a=d.ViewOrientation.FrontBottom;break;case 36:a=d.ViewOrientation.Front;break;case 37:a=d.ViewOrientation.BottomRightFront;break;case 38:a=d.ViewOrientation.BottomLeftFront;break;case 39:a=d.ViewOrientation.BottomLeftBack;break;
+case 40:a=d.ViewOrientation.BottomRightBack;break;case 41:a=d.ViewOrientation.BottomBack;break;case 42:a=d.ViewOrientation.BottomFront;break;case 43:a=d.ViewOrientation.BottomLeft;break;case 44:a=d.ViewOrientation.BottomRight;break;case 45:a=d.ViewOrientation.Bottom;break;case 46:a=d.ViewOrientation.TopLeftBack;break;case 47:a=d.ViewOrientation.TopRightBack;break;case 48:a=d.ViewOrientation.TopRightFront;break;case 49:a=d.ViewOrientation.TopLeftFront;break;case 50:a=d.ViewOrientation.TopFront;break;
+case 51:a=d.ViewOrientation.TopBack;break;case 52:a=d.ViewOrientation.TopRight;break;case 53:a=d.ViewOrientation.TopLeft;break;case 54:a=d.ViewOrientation.Top;break;default:a=d.ViewOrientation.Front}return a};f.prototype._setViewOrientation=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,f,m,p,h,r,u,t,v;return __generator(this,function(n){switch(n.label){case 0:return e=this._viewer.view,c=this._getViewOrientationFromFaceIndex(a),[4,e.getViewOrientationCamera(c,void 0,this._preserveModelUp)];
+case 1:b=n.sent();g=!1;console.assert(0<=a-1);console.assert(a-1<this._adjacentFaces.length);k=this._adjacentFaces[a-1];l=0;for(f=k;l<f.length;l++)if(m=f[l],p=m+1,p===this._lastFaceIndex){g=!0;break}this._lastFaceIndex=a;h=null!==this._lastCamera&&this._lastCamera.equals(e.getCamera());this._cameraRotation=(r=this._lastOrientation===c||g)&&h?this._preserveModelUp?(this._cameraRotation+90)%360:90:0;this._lastOrientation=c;0<this._cameraRotation&&(u=d.Point3.subtract(b.getPosition(),b.getTarget()).normalize(),
+t=d.Matrix.createFromOffAxisRotation(u,this._cameraRotation),v=b.getUp(),t.transform(v,v),b.setUp(v));return[4,e.fitWorld(d.DefaultTransitionDuration,b)];case 2:return n.sent(),this._lastCamera=e.getCamera(),[2]}})})};f.prototype._getScEngine=function(){return this._viewer._getScEngine()};f.prototype._createInstance=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:return[4,this._viewer.model.createMesh(a)];case 1:return c=
+f.sent(),b=new d.MeshInstanceData(c),b.setCreationFlags(d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotLight|d.MeshInstanceCreationFlags.Invisible),b.setOverlayIndex(d.BuiltinOverlayIndex.NavCube),g=this._getScEngine(),[4,g.createMeshInstance(b)];case 2:return k=f.sent(),l=k[1],this._instanceKeys[e]=l,[2,l]}})})};f.prototype._createCube=function(a,e){for(var c=[],b=[],g=[],k=[],l=this._textWidths[0],
+f=0,m=this._textWidths;f<m.length;f++){var p=m[f];p>l&&(l=p)}l+=10;c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));f=22/this._textureSize;m=82/this._textureSize;
+f=1-f;m=1-m;var h=(l-this._textWidths[0])/2;p=-(h/this._textureSize);h=(this._textWidths[0]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));k.push(new d.Point3(-.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*
+e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[1])/2;p=-(h/this._textureSize);h=(this._textWidths[1]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,f));g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*
+e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[2])/2;p=-(h/this._textureSize);h=(this._textWidths[2]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));k.push(new d.Point3(-.5*e,.5*e,-.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));k.push(new d.Point3(-.5*
+e,-.5*e,-.5*e));k.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));f-=60/this._textureSize;m-=60/this._textureSize;h=
+(l-this._textWidths[3])/2;p=-(h/this._textureSize);h=(this._textWidths[3]+h)/this._textureSize;g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*
+e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[4])/2;p=-(h/this._textureSize);h=(this._textWidths[4]+h)/this._textureSize;g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,f));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));b.push(new d.Point3(0,
+0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));f-=60/this._textureSize;m-=60/this._textureSize;h=(l-this._textWidths[5])/2;p=-(h/this._textureSize);h=(this._textWidths[5]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));e=new d.MeshData;e.setFaceWinding(d.FaceWinding.CounterClockwise);
+l=[];m=[];p=[];for(f=h=0;f<c.length;f++){var r=c[f];l.push(r.x);l.push(r.y);l.push(r.z);r=b[f];m.push(r.x);m.push(r.y);m.push(r.z);r=g[f];p.push(r.x);p.push(r.y);if(18<=l.length){r=[[0,255,0,255],[0,255,0,255],[255,0,0,255],[255,0,0,255],[0,0,255,255],[0,0,255,255]][h];for(var u=[],t=0;6>t;t++)u.push(r[0]),u.push(r[1]),u.push(r[2]),u.push(r[3]);e.addFaces(l,m,new Uint8Array(u),p);l=[];m=[];p=[];++h}}l=[];c=new Uint8Array(4*k.length);for(f=0;f<k.length;f++)b=k[f],l.push(b.x),l.push(b.y),l.push(b.z),
+b=4*f,c[b]=this._outlineColor.r,c[b+1]=this._outlineColor.g,c[b+2]=this._outlineColor.b,c[b+3]=255;e.addPolyline(l,c);return this._createInstance(e,a)};f.prototype._onCameraUpdate=function(){var a=new d.Camera,e=this._viewer.view.getCamera();a.setPosition(e.getPosition().subtract(e.getTarget()).normalize());a.setTarget(d.Point3.zero());a.setUp(e.getUp());a.setProjection(d.Projection.Orthographic);a.setWidth(this._fieldSize);a.setHeight(this._fieldSize);this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.NavCube,
+a)};f.prototype._updateOrientationMatrices=function(){var a=this._viewer.model.getViewAxes(),e=a.upVector.copy(),c=a.frontVector.copy(),b=d.Point3.cross(e,c.copy().scale(-1));a=new d.Matrix;a.m[0]=-c.x;a.m[1]=-c.y;a.m[2]=-c.z;a.m[4]=b.x;a.m[5]=b.y;a.m[6]=b.z;a.m[8]=e.x;a.m[9]=e.y;a.m[10]=e.z;e=this._getScEngine();c=[];b=0;for(var g=this._instanceKeys;b<g.length;b++)c.push(0,g[b]);e.setInstancesMatrix(c,a)};f.prototype._createSelectionFace=function(a,e,c,b,g,k,l){var f=new d.MeshData;f.setFaceWinding(d.FaceWinding.CounterClockwise);
+var m=[];this._createQuad(e,c,m,b,k,g);e=[];c=[];b=[];for(k=0;k<m.length;k++){var p=m[k];e.push(p.x);e.push(p.y);e.push(p.z);c.push(0);c.push(0);c.push(-1);b.push(this._selectionFaceColor.r);b.push(this._selectionFaceColor.g);b.push(this._selectionFaceColor.b);b.push(128)}k=[];p=[this._outlineColor.r,this._outlineColor.g,this._outlineColor.b,255,this._outlineColor.r,this._outlineColor.g,this._outlineColor.b,255];f.addFaces(e,c,new Uint8Array(b));e=[];g?(e.push(m[4].x,m[4].y,m[4].z),e.push(m[5].x,
+m[5].y,m[5].z)):(e.push(m[0].x,m[0].y,m[0].z),e.push(m[1].x,m[1].y,m[1].z));f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));e=[];e.push(m[1].x,m[1].y,m[1].z);e.push(m[2].x,m[2].y,m[2].z);f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));e=[];e.push(m[3].x,m[3].y,m[3].z);e.push(m[4].x,m[4].y,m[4].z);f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));
+e=[];g?(e.push(m[3].x,m[3].y,m[3].z),e.push(m[2].x,m[2].y,m[2].z)):(e.push(m[5].x,m[5].y,m[5].z),e.push(m[3].x,m[3].y,m[3].z));f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));l.push(k);return this._createInstance(f,a)};f.prototype._createQuad=function(a,e,c,b,g,k){void 0===k&&(k=!1);a=new d.Point3(a.x,a.y,a.z);e=new d.Point3(e.x,e.y,e.z);g&&(a.x+=g.x,a.y+=g.y,a.z+=g.z,e.x+=g.x,e.y+=g.y,e.z+=g.z);g=c.length;var l=new d.Point3(e.x,e.y,a.z);l=b.transform(l);
+c.push(l);l=new d.Point3(a.x,e.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(a.x,a.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(e.x,a.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(e.x,e.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(a.x,a.y,a.z);l=b.transform(l);c.push(l);if(k)for(b=0;3>b;b++)k=g+b,a=c[g+b],a=new d.Point3(a.x,a.y,a.z),e=g+(6-b-1),c[k].x=c[e].x,c[k].y=c[e].y,c[k].z=c[e].z,c[e].x=a.x,c[e].y=a.y,c[e].z=a.z};f.prototype._makeRotationMatrixX=function(a){var e=Math.cos(a);a=
+Math.sin(a);var c=new d.Matrix;c.m[5]=e;c.m[6]=-a;c.m[9]=a;c.m[10]=e;return c};f.prototype._makeRotationMatrixY=function(a){var e=Math.cos(a);a=Math.sin(a);var c=new d.Matrix;c.m[0]=e;c.m[2]=a;c.m[8]=-a;c.m[10]=e;return c};f.prototype._makeRotationMatrixZ=function(a){var e=Math.cos(a);a=Math.sin(a);var c=new d.Matrix;c.m[0]=e;c.m[1]=-a;c.m[4]=a;c.m[5]=e;return c};f.prototype._getFaceIndexFromNodeId=function(a){for(var d=0;d<this._nodeIds.length;d++)if(this._nodeIds[d]===a)return d;return-1};f.prototype._getNodeIdFromFaceIndex=
+function(a){return this._nodeIds[a]};f.prototype._isSameEdge=function(a,e,c,b){var g=d.Point3.subtract(a,c).squaredLength()+d.Point3.subtract(e,b).squaredLength();a=d.Point3.subtract(e,c).squaredLength()+d.Point3.subtract(a,b).squaredLength();return.03>Math.min(g,a)};f.prototype._initializeTextures=function(){return __awaiter(this,void 0,void 0,function(){var a,d,c,b,g,k,l;return __generator(this,function(e){switch(e.label){case 0:a=document.createElement("canvas");a.width=this._textureSize;a.height=
+this._textureSize;d=a.getContext("2d");c=2*(this._fontSize+5);d.beginPath();d.rect(0,0,this._textureSize,this._textureSize);d.fillStyle="gray";d.fill();d.fillStyle="black";d.font=this._fontInfo;for(b=0;b<f._faceTexts.length;b++)g=f._faceTexts[b],d.fillText(g,0,c*(b+1)),k=d.measureText(g),this._textWidths.push(k.width);return[4,this._createTexture(d,this._textureSize)];case 1:return this._textImageId=l=e.sent(),[2]}})})};f._faceTexts="LEFT RIGHT FRONT BACK BOTTOM TOP".split(" ");return f}();d.NavCube=
+h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._operatorStack=[];this._operators=new Map;this._customOperatorIdCount=0;this._customOperatorIdIndex=1E4;this._eventSequencePromise=Promise.resolve();this._events=[];this._viewer=a;this._viewer.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(e,void 0,void 0,function(){var c,b=this;return __generator(this,function(g){c=[];this._operators.forEach(function(g,a){g=b._deactivateOperator(a);void 0!==g&&c.push(g);g=b._activateOperator(a);
+void 0!==g&&c.push(g)});return[2,d.Util.waitForAll(c)]})})}})}f.prototype._shutdown=function(){for(;void 0!==this.pop(););};f.prototype._registerOperator=function(a,d){this._operators.set(a,d)};f.prototype.registerCustomOperator=function(a){var d=this._customOperatorIdIndex+this._customOperatorIdCount++;this._operators.set(d,a);return d};f.prototype.unregisterCustomOperator=function(a){a>=this._customOperatorIdIndex&&this._operators.delete(a)};f.prototype.replaceOperator=function(a,d){d=this.getOperator(d);
+return null!==d?(this._operators.set(a,d),!0):!1};f.prototype.indexOf=function(a){for(var d=this.size()-1;0<=d;d--)if(this._operatorStack[d]===a)return d;return-1};f.prototype.push=function(a){return this._isValid(a)&&!this._contains(a)?(this._operatorStack.push(a),this._activateOperator(a),!0):!1};f.prototype.set=function(a,d){var c=this._operatorStack[d];return a===c?!1:this._isValid(a)&&!this._contains(a)?(this._deactivateOperator(c),this._activateOperator(a),this._operatorStack[d]=a,!0):!1};f.prototype.pop=
+function(){var a=this._operatorStack.pop();void 0!==a&&this._deactivateOperator(a);return a};f.prototype.remove=function(a){var d=this.indexOf(a);-1!==d&&(this._operatorStack.splice(d,1),this._deactivateOperator(a))};f.prototype.peek=function(){return 0<this.size()?this._operatorStack[this.size()-1]:d.OperatorId.Invalid};f.prototype.clear=function(){for(var a=this.size()-1;0<=a;a--)this.pop()};f.prototype.size=function(){return this._operatorStack.length};f.prototype.getOperator=function(a){a=this._operators.get(a);
+return void 0!==a?a:null};f.prototype._injectEvent=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g;return __generator(this,function(k){switch(k.label){case 0:c=this.size()-1,k.label=1;case 1:if(!(0<=c))return[3,37];b=this._operators.get(this._operatorStack[c]);if(void 0===b)return[3,33];g=e;switch(g){case d.EventType.KeyDown:return[3,2];case d.EventType.KeyUp:return[3,5];case d.EventType.MouseDown:return[3,8];case d.EventType.MouseMove:return[3,11];case d.EventType.MouseUp:return[3,
+14];case d.EventType.Mousewheel:return[3,17];case d.EventType.TouchStart:return[3,20];case d.EventType.TouchMove:return[3,23];case d.EventType.TouchEnd:return[3,26];case d.EventType.ViewOrientationChange:return[3,29]}return[3,32];case 2:return b.onKeyDown?[4,b.onKeyDown(a)]:[3,4];case 3:k.sent(),k.label=4;case 4:return[3,33];case 5:return b.onKeyUp?[4,b.onKeyUp(a)]:[3,7];case 6:k.sent(),k.label=7;case 7:return[3,33];case 8:return b.onMouseDown?[4,b.onMouseDown(a)]:[3,10];case 9:k.sent(),k.label=10;
+case 10:return[3,33];case 11:return b.onMouseMove?[4,b.onMouseMove(a)]:[3,13];case 12:k.sent(),k.label=13;case 13:return[3,33];case 14:return b.onMouseUp?[4,b.onMouseUp(a)]:[3,16];case 15:k.sent(),k.label=16;case 16:return[3,33];case 17:return b.onMousewheel?[4,b.onMousewheel(a)]:[3,19];case 18:k.sent(),k.label=19;case 19:return[3,33];case 20:return b.onTouchStart?[4,b.onTouchStart(a)]:[3,22];case 21:k.sent(),k.label=22;case 22:return[3,33];case 23:return b.onTouchMove?[4,b.onTouchMove(a)]:[3,25];
+case 24:k.sent(),k.label=25;case 25:return[3,33];case 26:return b.onTouchEnd?[4,b.onTouchEnd(a)]:[3,28];case 27:k.sent(),k.label=28;case 28:return[3,33];case 29:return b.onViewOrientationChange?[4,b.onViewOrientationChange()]:[3,31];case 30:k.sent(),k.label=31;case 31:return[3,33];case 32:d.Util.TypeAssertNever(e),k.label=33;case 33:return a.getHandled()?e!==d.EventType.MouseUp&&e!==d.EventType.TouchEnd?[3,35]:[4,this._stopInteraction()]:[3,36];case 34:k.sent(),k.label=35;case 35:return[3,37];case 36:return c--,
+[3,1];case 37:return[2]}})})};f.prototype.injectEvent=function(a,d){return __awaiter(this,void 0,void 0,function(){var c=this;return __generator(this,function(b){this._events.push({event:a,eventType:d});this._eventSequencePromise=this._eventSequencePromise.then(function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this._injectNextEvent()];case 1:return b.sent(),[2]}})})});return[2,this._eventSequencePromise]})})};f.prototype._injectNextEvent=
+function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b;return __generator(this,function(g){switch(g.label){case 0:a=this._events.shift();if(void 0===a)return[2];e=a.eventType;if(e===d.EventType.MouseMove||e===d.EventType.TouchMove)for(;0<this._events.length;)if(c=this._events[0],c.eventType===e)a=c,this._events.shift();else break;g.label=1;case 1:return g.trys.push([1,3,,4]),[4,this._injectEvent(a.event,a.eventType)];case 2:return g.sent(),[3,4];case 3:return b=g.sent(),console.log(b),
+[3,4];case 4:return[2]}})})};f.prototype._stopInteraction=function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b;return __generator(this,function(g){a=[];for(e=this.size()-1;0<=e;e--)(c=this._operators.get(this._operatorStack[e]))&&c.stopInteraction&&(b=c.stopInteraction(),void 0!==b&&a.push(b));return[2,d.Util.waitForAll(a)]})})};f.prototype._injectViewOrientationChangeEvent=function(){for(var a=this.size()-1;0<=a;a--){var d=this._operators.get(this._operatorStack[a]);if(void 0!==
+d&&d.onViewOrientationChange)d.onViewOrientationChange()}};f.prototype._isValid=function(a){return this._operators.has(a)||a===d.OperatorId.None};f.prototype._contains=function(a){return-1!==this.indexOf(a)};f.prototype._activateOperator=function(a){a=this._operators.get(a);if(void 0!==a&&a.onActivate)return a.onActivate()};f.prototype._deactivateOperator=function(a){a=this._operators.get(a);if(void 0!==a&&a.onDeactivate)return a.onDeactivate()};return f}();d.OperatorManager=h})(Communicator||(Communicator=
+{}));
+(function(d){var h=function(){return function(a,c,b,g){this.x=a;this.xUnit=c;this.y=b;this.yUnit=g}}();d.OverlayUnitPoint=h;var f=function(){function a(c,b,g){this._anchor=c;this._position=b;this._size=g}a.prototype.getAnchor=function(){return this._anchor};a.prototype.getPosition=function(){return this._position};a.prototype.getSize=function(){return this._size};return a}(),a=function(){function a(c,b){this._viewer=c;this._engine=b;this._viewports=[];for(c=0;c<=this.maxIndex();c++)this._viewports.push(null)}a.prototype.maxIndex=
+function(){return d.BuiltinOverlayIndex.First-1};a.prototype.setViewport=function(c,b,g,a,e,n,m,p,q,r){if(0===c)throw new d.CommunicatorError("Index 0 is reserved and may not be used to specify an overlay.");if(0>c)throw new d.CommunicatorError("Invalid index "+c+" specified when setting viewport.");if(a===d.OverlayUnit.ProportionOfOtherDimension&&n===d.OverlayUnit.ProportionOfOtherDimension)throw new d.CommunicatorError("Both x and y may not be set proportional to each other");if(p===d.OverlayUnit.ProportionOfOtherDimension&&
+r===d.OverlayUnit.ProportionOfOtherDimension)throw new d.CommunicatorError("Both width and height may not be set proportional to each other");this._validateUnit(g,a,"x");this._validateUnit(e,n,"y");this._validateUnit(m,p,"width");this._validateUnit(q,r,"height");var k=new h(g,a,e,n),l=new h(m,p,q,r);k=new f(b,k,l);this._viewports[c]=k;this._engine.setOverlayViewport(c,b,g,a,e,n,m,p,q,r);this._viewer._getCallbackManager().trigger("overlayViewportSet",c);return Promise.resolve()};a.prototype._getViewportPosition=
+function(c){c=this._viewports[c];return null===c?null:c.getPosition()};a.prototype.getViewportPixelPosition=function(c){c=this._viewports[c];if(null===c)return null;c=c.getPosition();return this._toPixelPoint(c)};a.prototype._getViewportSize=function(c){c=this._viewports[c];return null===c?null:c.getSize()};a.prototype.getViewportPixelSize=function(c){c=this._viewports[c];if(null===c)return null;c=c.getSize();return this._toPixelPoint(c)};a.prototype.getViewportAnchor=function(c){c=this._viewports[c];
+return null===c?null:c.getAnchor()};a.prototype.setVisibility=function(c,b){this._engine.setOverlayVisibility(c,b);return Promise.resolve()};a.prototype.destroy=function(c){this._engine.destroyOverlay(c);this._viewports[c]=null;return Promise.resolve()};a.prototype.addNodes=function(c,b){b=this._viewer.model._gatherInstanceIncsFromNodeIds(b);0<b.length&&this._engine.addNodesToOverlay(b,c);return Promise.resolve()};a.prototype.setCamera=function(c,b){this._engine.setOverlayCamera(c,b);return Promise.resolve()};
+a.prototype._getOverlayOffset=function(c,b){var g=this._viewer.view.getCanvasSize(),a=d.Point2.zero();if(c===d.OverlayAnchor.LowerRightCorner||c===d.OverlayAnchor.UpperRightCorner||c===d.OverlayAnchor.RightCenter)a.x=g.x-b.x;else if(c===d.OverlayAnchor.Center||c===d.OverlayAnchor.TopCenter||c===d.OverlayAnchor.BottomCenter)a.x=.5*(g.x-b.x);if(c===d.OverlayAnchor.LowerLeftCorner||c===d.OverlayAnchor.LowerRightCorner||c===d.OverlayAnchor.BottomCenter)a.y=g.y-b.y;else if(c===d.OverlayAnchor.Center||
+c===d.OverlayAnchor.LeftCenter||c===d.OverlayAnchor.RightCenter)a.y=.5*(g.y-b.y);return a};a.prototype._toPixelPoint=function(c){var b=this._viewer.view.getCanvasSize(),g=d.Point2.zero(),a=!1;switch(c.xUnit){case d.OverlayUnit.Pixels:g.x=c.x;break;case d.OverlayUnit.ProportionOfCanvas:g.x=b.x*c.x;break;case d.OverlayUnit.ProportionOfOtherDimension:a=!0}switch(c.yUnit){case d.OverlayUnit.Pixels:g.y=c.y;break;case d.OverlayUnit.ProportionOfCanvas:g.y=b.y*c.y;break;case d.OverlayUnit.ProportionOfOtherDimension:g.y=
+g.x*c.y}a&&(g.x=c.x*c.y);return g};a.prototype._validateUnit=function(c,b,g){if(b!==d.OverlayUnit.Pixels&&(0>c||1<c))throw new d.ParseError("value for "+g+" should be between 0.0 and 1.0 when specifying non pixel value");};return a}();d.OverlayManager=a})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.None=0]="None";d[d.Floor=1]="Floor";d[d.Wall=2]="Wall";d[d.Door=4]="Door"})(d.BimMask||(d.BimMask={}));var h=function(){function f(a){void 0===a&&(a=d.SelectionMask.Face);this.respectVisibility=!0;this.forceEffectiveSceneVisibilityMask=this.forceEffectiveVisibilityMask=d.SelectionMask.None;this.restrictLinesAndPointsToSelectedFaceInstances=this.oneEntityPerTypePerInstance=this.respectDepthRange=!0;this.restrictToOverlays=this.ignoreOverlays=this.ignoreCappingGeometry=
+this.enableProximityFaces=!1;this.selectionMask=a}Object.defineProperty(f.prototype,"allowFaces",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Face)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Face,a)},enumerable:!0,configurable:!0});Object.defineProperty(f.prototype,"allowLines",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Line)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Line,
+a)},enumerable:!0,configurable:!0});Object.defineProperty(f.prototype,"allowPoints",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Point)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Point,a)},enumerable:!0,configurable:!0});return f}();d.PickConfig=h;h=function(){return function(f){void 0===f&&(f=d.SelectionMask.All);this.mustBeFullyContained=!1;this.respectVisibility=!0;this.forceEffectiveSceneVisibilityMask=this.forceEffectiveVisibilityMask=
+d.SelectionMask.None;this.ignoreCuttingSections=this.allowPoints=this.allowLines=this.allowFaces=!0;this.ignoreUnrequestedInstances=this.onlyStreamedInstances=!1;this.allowFaces=0!==(f&d.SelectionMask.Face);this.allowLines=0!==(f&d.SelectionMask.Line);this.allowPoints=0!==(f&d.SelectionMask.Point)}}();d.IncrementalPickConfig=h})(Communicator||(Communicator={}));var SC;
+(function(d){d.UnspecifiedMeasurementUnit=0;d.isError=function(d){return"object"===typeof d&&null!==d&&!0};d.getStateFailure=function(d){d=d.data;return"object"===typeof d&&null!==d&&"scStateFailure"in d?d.scStateFailure:null}})(SC||(SC={}));
+(function(d){(function(h){function f(b){return null!==b?d.Color.createFromFloatArray(b):b}function a(b){return h.mapInPlace(b,f)}var e;(function(b){b[b.Add=0]="Add";b[b.Update=1]="Update"})(e||(e={}));var c=function(){return function(b){this.promise=h.OpenPromise.create();this.ids=b}}(),b=function(){function b(b,c){this._engineReadyPromise=h.OpenPromise.create();this._sessionStartedPromise=h.OpenPromise.create();this._connectionlessEmpty=!1;this._uri="ws://localhost:9999";this._streamingMode=d.StreamingMode.Default;
+this._rendererType=d.RendererType.Client;this._memoryLimit=this._meshLevel=0;this._boundingPreviewMode=d.BoundingPreviewMode.All;this._streamCutoffScale=1;this._loadFinished=!1;this._statistics=new h.StatisticMap;this._cachedElementCount=this._cachedTriangleCount=null;this._windowSize=new d.Point2(0,0);this._cuttingSectionToKeyMap=new Map;this._cappingQuantizationGranularity=-1E4;this._cappingMaterialDirty=this._cappingGeometryVisibility=this._cappingLinesEnabled=this._cappingFacesEnabled=!0;this._cappingDelayTimeoutId=
+null;this._cappingDelay=500;this._requestBatchCountByType=[];this._pendingRequestsByType=[];this._xRayMaterials=[];this._callbackManager=b;this._applyOptions(c);for(b=0;1>b;++b)this._requestBatchCountByType.push(0),this._pendingRequestsByType.push([])}b.prototype.getNetworkModelName=function(){console.assert(1===this._sessionType);if(void 0!==this._model)return this._model;throw new d.InternalLogicError;};b.prototype.logMessage=function(b){console.log(b)};b.prototype.setTimeout=function(b,c){return setTimeout(b,
+c)};b.prototype.sleep=function(b){return d.Util.sleep(b)};b.prototype.getScsInfo=function(){console.assert(2===this._sessionType);return void 0!==this._buffer?this._buffer:/^wss?:\/\//i.test(this._uri)?null:this._uri};b.prototype._applyOptions=function(b){void 0!==b.empty&&(this._connectionlessEmpty=b.empty);void 0!==b.endpointUri&&(this._uri=b.endpointUri);b.model&&(this._model=b.model);void 0!==b.sessionToken&&(this._sessionToken=b.sessionToken);void 0!==b.buffer&&(this._buffer=b.buffer);void 0!==
+b.streamingMode&&(this._streamingMode=b.streamingMode);void 0!==b.rendererType&&(this._rendererType=b.rendererType);void 0!==b.defaultMeshLevel&&(this._meshLevel=b.defaultMeshLevel);void 0!==b.memoryLimit&&(this._memoryLimit=b.memoryLimit);void 0!==b.boundingPreviewMode&&(this._boundingPreviewMode=b.boundingPreviewMode);void 0!==b.streamCutoffScale&&this._setStreamCutoffScale(b.streamCutoffScale)};b.prototype.start=function(b,c){var a=this;this._canvasContainer=b;this._initOptions=c;_SC.createInstance({container:b,
+onReady:function(b){a._onEngineReady(b)},onError:function(b){a._callbackManager.trigger("modelLoadFailure",a._model||"","failed to load engine: "+b)},enginePath:c.enginePath});return!0};b.prototype.setPickTolerance=function(b){this._scSelectionManager.setPickTolerance(b)};b.prototype.getPickTolerance=function(){return this._scSelectionManager.getPickTolerance()};b.prototype._onEngineReady=function(b){var c=this;this._sc=b;this._sessionType=0;this._matrixCache=new h.ScMatrixCache(this);this._materialCache=
+new h.ScMaterialCache(this);this._scSelectionManager=new h.ScSelectionManager(this._sc);this.resize();this._callbackManager.bind({_firstBoundingReady:function(){return c._regenerateCapping()}});this._sc.setEventHandler("session_started",function(){var b=function(){c._callbackManager.unbind(a);return c._sessionStartedPromise},a={_sessionStarted:function(){return c._onSessionStarted()},_assemblyTreeReady:b,_modelSwitched:b};c._callbackManager.bind(a);c._sessionStartedPromise.resolve(c._callbackManager.promiseTrigger("_sessionStarted",
+null))});this._sc.setEventHandler("announce_model",function(b,a,g){c._callbackManager.trigger("_announceModel",a,g)});this._sc.setEventHandler("first_instance",function(){c._callbackManager.trigger("_firstInstance")});this._sc.setEventHandler("inclusion",function(b,a,g,d){c._callbackManager.trigger("_inclusion",a,g,d)});this._sc.setEventHandler("remap_model",function(b,a,g,d){c._callbackManager.trigger("_remapModel",a,g,d)});this._sc.setEventHandler("remap_inclusion",function(b,a,g,d,k){c._callbackManager.trigger("_remapInclusion",
+a,g,d,k)});this._sc.setEventHandler("capping_idle",function(b,a,g){c._callbackManager.trigger("cappingIdle",a,g)});this._sc.setEventHandler("stream_active",this._initOptions.streamingActivated);this._sc.setEventHandler("stream_idle",this._initOptions.streamingDeactivated);this._sc.setEventHandler("open_model_failed",function(b,a){switch(a.reason){case "UNKNOWN_MODEL":b="Unknown model";break;case "BAD_NETWORK_VERSION":b="Client/Server network version mismatch";break;case "BAD_STREAM_VERSION":case "BAD_STORE_VERSION":b=
+"Unsupported file version";break;default:b="Internal Error"}c._callbackManager.trigger("modelLoadFailure",c._model||"",b)});this._sc.setEventHandler("missing_model",function(b,a,g){c._callbackManager.trigger("_missingModel",a,g);c._callbackManager.trigger("missingModel",g)});this._sc.setEventHandler("bad_data",function(b,a){switch(a.type){case "TRUNCATED_BLOCK":b="Failed to parse truncated data block.";break;case "ZFRAME_DECOMPRESS_FAILED":b="Failed to decompress data.";break;case "UNMATCHED_CODE":b=
+"Unknown opcode.";break;case "STORE_VERSION_MISMATCHED":b="Store version mismatched. Expected='"+(a.expected+"'.");b+=" Actual='"+a.actual+"'.";break;case "STREAM_VERSION_MISMATCHED":b="Stream version mismatched. Expected='"+(a.expected+"'.");b+=" Actual='"+a.actual+"'.";break;case "PARSE_BOUNDING_TREE_FAILED":b="Failed to parse bounding tree.";break;default:b="Unknown error."}c._callbackManager.trigger("modelLoadFailure",c._model||"",b)});this._sc.setEventHandler("socket_open_failed",function(){c._callbackManager.trigger("modelLoadFailure",
+c._model||"","WebSocket connection failed.")});this._sc.setEventHandler("post_draw",function(b,a,g,d){c._syncedCamera=g;c._statistics=a;c._initOptions.renderComplete();c._fillStatTotalCounts();b=c._fromScCamera(g);c._callbackManager.trigger("frameDrawn",b,d)});this._sc.setEventHandler("priority_meta_data_sent",function(b,a,g){c._initOptions.priorityMetaDataSent(a,g)});this.setAllowHighDpi(!0);this._sc.setEventHandler("meta_data",function(b,a,g,d){0>a&&(a+=4294967296);c._callbackManager.trigger("_metaData",
+a,g,d)});this._sc.setEventHandler("draw_complete",function(){c._callbackManager.trigger("_drawComplete")});this._sc.setEventHandler("webgl_context_lost",function(){c._callbackManager.trigger("webGlContextLost")});this._sc.setEventHandler("websocket_connection_closed",function(){c._callbackManager.trigger("websocketConnectionClosed")});this._initOptions.engineReady(this._sessionStartedPromise);this._engineReadyPromise.resolve()};b.prototype.loadFinished=function(){return this._loadFinished};b.prototype.resetCachedStatistics=
+function(){this._cachedTriangleCount=this._cachedElementCount=null};b.prototype.setAmbientOcclusionEnabled=function(b){this._sc.setAmbientOcclusionEnabled(b)};b.prototype.setAmbientOcclusionRadius=function(b){this._sc.setAmbientOcclusionRadius(b)};b.prototype.setLightingEnabled=function(b){this._sc.setLightingEnabled(b)};b.prototype._fillStatTotalCounts=function(){null!==this._cachedElementCount&&null!==this._cachedTriangleCount&&(this._statistics.total_element_count=this._cachedElementCount,this._statistics.total_triangle_count=
+this._cachedTriangleCount)};b.prototype._updateCachedStats=function(){return __awaiter(this,void 0,void 0,function(){var b,c,a;return __generator(this,function(g){switch(g.label){case 0:return b=this._sc.getElementCount(),c=this._sc.getTriangleCount(),[4,Promise.all([b,c])];case 1:return a=g.sent(),this._cachedElementCount=a[0],this._cachedTriangleCount=a[1],this._fillStatTotalCounts(),[2]}})})};b.prototype._toVector3=function(b){var c=[0,0,0];b.toArray(c);return c};b.prototype.startExplode=function(b,
+c){this.delayCapping();this._sc.startExplode(b,this._toVector3(c))};b.prototype.setExplodeMagnitude=function(b){this._callbackManager.trigger("explode",b);this.delayCapping();this._sc.explode(b)};b.prototype.stopExplode=function(){this.delayCapping();this._sc.resetExplode()};b.prototype.getStatistics=function(b){void 0===b&&(b=!1);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return!b||this.loadFinished()?[3,2]:[4,this._updateCachedStats()];
+case 1:return c.sent(),this._fillStatTotalCounts(),[2,this._statistics];case 2:return this.loadFinished()&&null===this._cachedTriangleCount?[4,this._updateCachedStats()]:[3,4];case 3:return c.sent(),this._fillStatTotalCounts(),[2,this._statistics];case 4:return this._fillStatTotalCounts(),[2,this._statistics]}})})};b.prototype.setStreamIdleMarker=function(){return this._sc.setStreamIdleMarker()};b.prototype.hasDepthRange=function(b){return this._sc.MeshInstance.hasDepthRange(b)};b.prototype.setDepthRange=
+function(b,c,a){this._sc.MeshInstance.setDepthRange(b,c,a)};b.prototype.unsetDepthRange=function(b){this._sc.MeshInstance.unsetDepthRange(b)};b.prototype.setDefaultDepthRange=function(b,c){this._sc.setDefaultDepthRange(b,c)};b.prototype._getScPlaneArray=function(b){for(var c=[],a=0;a<b.getCount();a++){var g=b.getPlane(a);if(null!==g){var d=[];g.normal.toArray(d);d[3]=g.d;c.push(d)}}return c};b.prototype.getCuttingSectionLimits=function(){return this._sc.cuttingSectionLimits()};b.prototype._addCuttingSection=
+function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,k;return __generator(this,function(l){switch(l.label){case 0:return console.assert(!this._cuttingSectionToKeyMap.has(b)),a=4294967295,g=this._getScPlaneArray(b),0<g.length?[4,this._sc.addCuttingSection(g)]:[3,2];case 1:a=l.sent();if(4294967295===a)throw k=c===e.Add?"add":"update",new d.CommunicatorError("Failed to "+k+" cutting section.");l.label=2;case 2:return console.assert(!this._cuttingSectionToKeyMap.has(b)),this._cuttingSectionToKeyMap.set(b,
+a),c===e.Add&&this._callbackManager.trigger("addCuttingSection",b),[2]}})})};b.prototype.addCuttingSection=function(b){return this._addCuttingSection(b,e.Add)};b.prototype.removeCuttingSection=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._cuttingSectionToKeyMap.get(b);if(void 0===c)return console.assert(!1),[2];this._cuttingSectionToKeyMap.delete(b);this._callbackManager.trigger("removeCuttingSection");return 4294967295===c?[2]:[2,this._sc.removeCuttingSections([c])]})})};
+b.prototype.removeAllCuttingSections=function(){this._cuttingSectionToKeyMap.clear();this._callbackManager.trigger("removeCuttingSection");return this._sc.removeAllCuttingSections()};b.prototype.updateCuttingSection=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){c=this._cuttingSectionToKeyMap.get(b);if(void 0===c)return console.assert(!1),[2];if(4294967295===c)return[2,this._addCuttingSection(b,e.Update)];a=this._getScPlaneArray(b);return[2,
+this._sc.replaceCuttingSection(a,c)]})})};b.prototype.setCappingDelay=function(b){this._cappingDelay=b};b.prototype.enableCappingIdleCallback=function(b){return this._sc.setCappingIdleHookEnabled(b)};b.prototype.delayCapping=function(){var b=this;null===this._cappingDelayTimeoutId?this._sc.pauseCapping():clearTimeout(this._cappingDelayTimeoutId);this._cappingDelayTimeoutId=setTimeout(function(){b._cappingDelayTimeoutId=null;b._sc.resumeCapping()},this._cappingDelay)};b.prototype.setCappingGeometryVisibility=
+function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){console.assert(void 0!==this._cappingLineMaterialId);console.assert(void 0!==this._cappingFaceMaterialId);if(this._cappingGeometryVisibility!==b||this._cappingMaterialDirty){null!==this._cappingDelayTimeoutId&&(clearTimeout(this._cappingDelayTimeoutId),this._cappingDelayTimeoutId=null);this._cappingMaterialDirty=!1;if(this._cappingGeometryVisibility=b)return c=this._cappingLinesEnabled?this._cappingLineMaterialId:
+[0,4294967295],a=this._cappingFacesEnabled?this._cappingFaceMaterialId:[0,4294967295],[2,this._sc.enableCapping(c,a,this._cappingQuantizationGranularity)];this._sc.disableCapping()}return[2]})})};b.prototype._regenerateCapping=function(){this._cappingMaterialDirty=!0;return this.setCappingGeometryVisibility(this._cappingGeometryVisibility)};b.prototype.getCappingGeometryVisibility=function(){return this._cappingGeometryVisibility};b.prototype.setDiffuseColor=function(b,c){return this._sc.Material.setDiffuseColor(b,
+c)};b.prototype._toRgb=function(b){var c=[0,0,0];b.toFloatArray(c);return c};b.prototype._toRgba=function(b,c){c=[0,0,0,c];b.toFloatArray(c);return c};b.prototype.setCappingFaceColor=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._cappingMaterialDirty=!0,this._cappingFacesEnabled=!!b,b?[4,this.setDiffuseColor(this._cappingFaceMaterialId,this._toRgba(b,1))]:[3,2];case 1:c.sent(),c.label=2;case 2:return[2,this._regenerateCapping()]}})})};
+b.prototype.setCappingLineColor=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._cappingMaterialDirty=!0,this._cappingLinesEnabled=!!b,b?[4,this.setDiffuseColor(this._cappingLineMaterialId,this._toRgba(b,1))]:[3,2];case 1:c.sent(),c.label=2;case 2:return[2,this._regenerateCapping()]}})})};b.prototype._onSessionStarted=function(){return __awaiter(this,void 0,void 0,function(){var b,c,a,g,e,f,h,u,t=this;return __generator(this,
+function(k){switch(k.label){case 0:this._sc.suspendDrawing();this._sc.setDrawMode(1);this._sc.setHighlightedInstanceFilter(3);this._sc.setUnhighlightedFilter(0);this._sc.setHighlightMode(1);this._sc.setAntiAliasingMode(1);b=[];b.push(this._matrixCache.init());c=[.5,.5,.5,1];a=function(){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(b){this._cappingMaterialDirty=!0;return void 0!==this._cappingFaceMaterialId&&void 0!==this._cappingLineMaterialId?[2,this.setCappingGeometryVisibility(this.getCappingGeometryVisibility())]:
+[2]})})};b.push(this.createMaterial().then(function(b){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this.setDiffuseColor(b,c)];case 1:return g.sent(),this._cappingFaceMaterialId=b,[2,a()]}})})}));b.push(this.createMaterial().then(function(b){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this.setDiffuseColor(b,c)];case 1:return g.sent(),this._cappingLineMaterialId=b,
+[2,a()]}})})}));g=function(c){e._xRayMaterials[c]=[];for(var a=function(a){b.push(e.createMaterial().then(function(b){t._xRayMaterials[c][a]={id:b,color:null}}))},g=0,k=[d.ElementType.Faces,d.ElementType.Lines,d.ElementType.Points];g<k.length;g++)a(k[g])};e=this;f=0;for(h=[d.XRayGroup.Selected,d.XRayGroup.Unselected];f<h.length;f++)u=h[f],g(u);return[4,Promise.all(b)];case 1:return k.sent(),this._initOptions.sceneReady(),this._sc.resumeDrawing(),[2]}})})};b.prototype.isInit=function(){return void 0!==
+this._sc};b.prototype.setRemoteEndpoint=function(b,c){this._uri=b;this._model=c};b.prototype.getSessionType=function(){return this._sessionType};b.prototype._awaitEmptyLoad=function(){var b=this,c=h.OpenPromise.create(),a={_attached:function(g){b._callbackManager.unbind(a);0===g?c.resolve():c.reject(new d.InternalLogicError)}};this._callbackManager.bind(a);return c};b.prototype.loadEmpty=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,
+this._engineReadyPromise];case 1:c.sent();try{if(0!==this._sessionType)throw new d.LoadError("Incompatible load types.");b=this._awaitEmptyLoad();this._sessionType=this._connectionlessEmpty||void 0!==this._buffer||void 0===this._model?this._loadEmptyScs():this._loadEmptyNetwork();return[2,b]}catch(n){throw this._callbackManager.trigger("modelLoadFailure",this._model||"",n.message),n;}}})})};b.prototype._loadEmpty=function(b){var c=this;console.assert(void 0===b.XHRonprogress);console.assert(void 0===
+b.XHRonerror);console.assert(void 0===b.XHRonloadend);b.XHRonprogress=function(b){c._callbackManager.trigger("XHRonprogress",b)};b.XHRonerror=function(b){c._callbackManager.trigger("XHRonerror",b)};b.XHRonloadend=function(b,a,g){c._callbackManager.trigger("XHRonloadend",b,a,g)};return this._sc.load(b)};b.prototype._loadEmptyScs=function(){console.assert(void 0===this._model);var b={empty:!0};this._streamingMode===d.StreamingMode.OnDemand&&(b.streamInstancesOnDemand=!0);return this._loadEmpty(b)};
+b.prototype._loadEmptyNetwork=function(){console.assert(void 0!==this._model);var b={model:d.EmptyModelName,uri:this._uri,serverSideRendering:this._rendererType===d.RendererType.Server,meshLevel:this._meshLevel,streamCutoffScale:this._streamCutoffScale};void 0!==this._sessionToken&&(b.sessionToken=this._sessionToken);0<this._memoryLimit&&(b.limitMiB=this._memoryLimit);(this._boundingPreviewMode&d.BoundingPreviewMode.Model)===d.BoundingPreviewMode.Model&&(b.streamModelBoundingPreviews=!0);(this._boundingPreviewMode&
+d.BoundingPreviewMode.Instance)===d.BoundingPreviewMode.Instance&&(b.streamInstanceBoundingPreviews=!0);(this._boundingPreviewMode&d.BoundingPreviewMode.Ejected)===d.BoundingPreviewMode.Ejected&&(b.streamEjectedBoundingPreviews=!0);switch(this._streamingMode){case d.StreamingMode.OnDemand:b.streamInstancesOnDemand=!0;break;case d.StreamingMode.All:b.streamCulled=!0,b.streamMetaDataOnIdle=!0}return this._loadEmpty(b)};b.prototype.setProjection=function(b){var c=this.getCamera();c.getProjection()!==
+b&&(c.setProjection(b),this.setCamera(c))};b.prototype.getViewMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.viewMatrix())};b.prototype.getProjectionMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.projectionMatrix())};b.prototype.getFullCameraMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.fullMatrix())};b.prototype.getSynchedViewMatrix=
+function(){return this._syncedCamera?d.Matrix.createFromArray(this._syncedCamera.viewMatrix()):new d.Matrix};b.prototype.getSynchedProjectionMatrix=function(){return this._syncedCamera?d.Matrix.createFromArray(this._syncedCamera.projectionMatrix()):new d.Matrix};b.prototype.getPrimaryModelKey=function(){return this._sc.primaryModelKey()};b.prototype.getPartsBounding=function(b,c,a){return this.getBounding(b,c,!1,a)};b.prototype.getDrawnPartsBounding=function(b){return __awaiter(this,void 0,void 0,
+function(){var c,a;return __generator(this,function(g){switch(g.label){case 0:return[4,this._sc.MeshInstance.getDrawnWorldSpaceBounding(b)];case 1:return c=g.sent(),a=new d.Box,a.min.fromArray(c.min),a.max.fromArray(c.max),[2,a]}})})};b.prototype.getBounding=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var k,e;return __generator(this,function(l){switch(l.label){case 0:return[4,this._sc.MeshInstance.getWorldSpaceBounding(b,c,a,g)];case 1:return k=l.sent(),e=new d.Box,e.min.fromArray(k.min),
+e.max.fromArray(k.max),[2,e]}})})};b.prototype.getClientDimensions=function(){var b=this._sc.container;return[b.clientWidth,b.clientHeight]};b.prototype.getModelBounding=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this.getBounding([],b,c,a)]})})};b.prototype.pickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.pickFromScreen(b,c,a)]})})};b.prototype.pickAllFromScreen=
+function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.pickAllFromScreen(b,c,a)]})})};b.prototype.compositePickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.compositePickFromScreen(b,c,a)]})})};b.prototype.beginScreenAreaSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,
+this._scSelectionManager.beginScreenAreaSelection(b,c,a)]})})};b.prototype.beginRayDrillSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginRayDrillSelection(b,c,a)]})})};b.prototype.beginConvexPolyhedronSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginConvexPolyhedronSelection(b,c,a)]})})};b.prototype.beginSphereSelection=
+function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginSphereSelection(b,c,a)]})})};b.prototype.endIncrementalSelection=function(b){this._scSelectionManager.endIncrementalSelection(b)};b.prototype.advanceIncrementalSelection=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,this._scSelectionManager.advanceIncrementalSelection(b,!1)]})})};b.prototype.flushMetaDataCache=
+function(){this._sc.flushMetaDataCache()};b.prototype.safeGetMetaDatas=function(b,c){for(var a=[],g=0;g<c.length;g++)a.push(b,c[g]);return this.getDataFromIds(a).then(h.identity,function(){return null})};b.prototype.safeGetMetaData=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return[4,this.safeGetMetaDatas(b,[c])];case 1:return a=g.sent(),null!==a?[2,a[0]]:[2,null]}})})};b.prototype.safeLoadMetaDatas=function(b){return this.getDataFromIds(b).then(h.nop,
+h.nop)};b.prototype.getDataFromIds=function(b){if(0===this._requestBatchCountByType[0])return this._getDataFromIds(b);b=new c(b);this._pendingRequestsByType[0].push(b);return b.promise};b.prototype._getDataFromIds=function(b){return this._sc.getMetaData(b)};b.prototype.pickFromRay=function(b,c){return this._scSelectionManager.pickFromRay(b,c)};b.prototype.pickAllFromRay=function(b,c){return this._scSelectionManager.pickAllFromRay(b,c)};b.prototype.updateCamera=function(b){var c=b._getFlags(),a=this._sc.getCamera();
+(c&h.CameraFlags.Position)===h.CameraFlags.Position&&a.setPosition(this._toVector3(b.getPosition()));(c&h.CameraFlags.Target)===h.CameraFlags.Target&&a.setTarget(this._toVector3(b.getTarget()));(c&h.CameraFlags.Up)===h.CameraFlags.Up&&a.setUpVector(this._toVector3(b.getUp()));this._setCamera(a);return this.getCamera()};b.prototype._toProjection=function(b){switch(b){default:case d.Projection.Orthographic:return 1;case d.Projection.Perspective:return 0}};b.prototype._toCamera=function(b){var c=this._sc.getCamera();
+c.reset(this._toProjection(b.getProjection()),this._toVector3(b.getPosition()),this._toVector3(b.getTarget()),this._toVector3(b.getUp()),b.getWidth(),b.getHeight());c.setNearLimit(b.getNearLimit());return c};b.prototype.setCamera=function(b){b=this._toCamera(b);this._setCamera(b)};b.prototype._setCamera=function(b){this.delayCapping();this._sc.setCamera(b)};b.prototype.setInstancesMatrix=function(b,c){this._sc.MeshInstance.setAnonymousMatrix(b,c.m)};b.prototype.setMatrices=function(b,c){this._sc.requestMeshInstances(b,
+!1,!0);for(var a=0;a<c.length;a++)this._sc.MeshInstance.setAnonymousMatrix([b[2*a],b[2*a+1]],c[a].m)};b.prototype.highlightParts=function(b,c){this._sc.MeshInstance.setHighlighted(b,c);this._sc.MeshInstance.setXRay(b,c)};b.prototype.highlightElements=function(b,c,a,g,d){c=this._toElementType(c);this._sc.MeshInstance.setElementHighlighted(b,c,a,g,d);this._sc.MeshInstance.setElementXRay(b,c,a,g,d)};b.prototype.getPartHighlighted=function(b){return this._sc.MeshInstance.getHighlighted(b)};b.prototype.getElementHighlighted=
+function(b,c,a){return this._sc.MeshInstance.getElementHighlighted(b,this._toElementType(c),a)};b.prototype.setNodeHighlightColor=function(b,c){b?(this._sc.setHighlightedInstanceFilter(3),b=this._toRgba(b,1),this._sc.setHiddenLineHighlightedInstanceFillColor(b),this._sc.setHighlightedInstanceColor(b)):this._sc.setHighlightedInstanceFilter(0);b=c?this._toRgba(c,1):[0,0,0,0];this._sc.setHiddenLineHighlightedInstanceOutlineColor(b);this._sc.setHighlightedInstanceOutlineColor(b)};b.prototype.setElementHighlightColor=
+function(b,c){b?(this._sc.setHighlightedElementFilter(3),b=this._toRgba(b,1),this._sc.setHighlightedElementColor(b),this._sc.setHiddenLineHighlightedElementFillColor(b)):this._sc.setHighlightedElementFilter(0);b=c?this._toRgba(c,1):[0,0,0,0];this._sc.setHighlightedElementOutlineColor(b);this._sc.setHiddenLineHighlightedElementOutlineColor(b)};b.prototype.setHighlightColorizeCompression=function(b){this._sc.setHighlightColorizeCompression(b)};b.prototype.computeMininimumBodyBodyDistance=function(b,
+c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:if(2!==b.length||2!==c.length)throw new d.CommunicatorError("Invalid instance inc.");return[4,this._sc.MeshInstance.computeMinimalBodyBodyDistance(b,c)];case 1:return a=g.sent(),[2,h.makeFaceFaceDistanceItem(a)]}})})};b.prototype.computeMininimumFaceFaceDistance=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var k;return __generator(this,function(e){switch(e.label){case 0:if(2!==
+b.length||2!==a.length)throw new d.CommunicatorError("Invalid instance inc.");return[4,this._sc.MeshInstance.computeMinimalFaceFaceDistance(b,c,a,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.computeMinimumFaceRayDistance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(e){switch(e.label){case 0:if(2!==b.length)throw new d.CommunicatorError("Invalid instance inc.");g=h.toScRay(a);return[4,this._sc.MeshInstance.computeMinimalFaceRayDistance(b,
+c,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.computeMinimumFaceLineDistance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(e){switch(e.label){case 0:if(2!==b.length)throw new d.CommunicatorError("Invalid instance inc.");g=h.toScRay(a);return[4,this._sc.MeshInstance.computeMinimalFaceLineDistance(b,c,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.pauseRendering=function(b){this._sc.suspendDrawing();
+if("function"===typeof b)try{b()}finally{this._sc.resumeDrawing()}};b.prototype.resumeRendering=function(){this._sc.resumeDrawing()};b.prototype.beginRequestBatch=function(b){++this._requestBatchCountByType[b]};b.prototype.endRequestBatch=function(b){0<this._requestBatchCountByType[b]&&--this._requestBatchCountByType[b];this._flushBatchedRequests(b)};b.prototype._flushBatchedRequests=function(b){var c=this._pendingRequestsByType[b];this._pendingRequestsByType[b]=[];for(var a=[],g=0;g<c.length;g++)for(var k=
+0,e=c[g].ids;k<e.length;k++)a.push(e[k]);switch(b){case 0:return this._flushBatchedMetaDataRequests(c,a);default:return d.Util.TypeAssert(b),console.assert(!1),Promise.resolve()}};b.prototype._flushBatchedMetaDataRequests=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,d,k,e,l,f,h,w;return __generator(this,function(n){switch(n.label){case 0:return[4,this._getDataFromIds(c)];case 1:a=n.sent();d=g=0;for(k=b;d<k.length;d++){e=k[d];l=[];f=e.ids.length/2;for(h=0;h<f;++h)w=a[g++],l.push(w);
+e.promise.resolve(l)}console.assert(g===a.length);return[2]}})})};b.prototype.clearHighlight=function(){this._sc.unsetAllHighlighted();this._sc.unsetAllXRay()};b.prototype.resetColors=function(){this._sc.unsetAllColors()};b.prototype.resetOpacity=function(){this._sc.unsetAllOpacity()};b.prototype.setPartOpacity=function(b,c){var a=this;this.pauseRendering(function(){a._sc.MeshInstance.setOpacity(b,0,c);a._sc.MeshInstance.setOpacity(b,1,c)})};b.prototype.unsetPartOpacity=function(b){var c=this;this.pauseRendering(function(){c._sc.MeshInstance.unsetOpacity(b,
+0);c._sc.MeshInstance.unsetOpacity(b,1)})};b.prototype.getPartOpacity=function(b){return this._sc.MeshInstance.getOpacity(b,0)};b.prototype.getEffectivePartOpacity=function(b,c){return this._sc.MeshInstance.getEffectiveOpacity(b,this._toElementType(c))};b.prototype.getPartHasTransparency=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,d,k;return __generator(this,function(e){switch(e.label){case 0:return c=[],c.push(this._sc.MeshInstance.hasTransparency(b,0)),c.push(this._sc.MeshInstance.hasTransparency(b,
+1)),[4,Promise.all(c)];case 1:a=e.sent();g=a[0];d=a[1];for(k=0;k<g.length;++k)g[k]||(g[k]=d[k]);return[2,g]}})})};b.prototype.setPartColor=function(b,c,a){this._sc.MeshInstance.setColor(b,this._toElementType(c),a.getFloatArray())};b.prototype.unsetPartColor=function(b,c){this._sc.MeshInstance.unsetColor(b,this._toElementType(c))};b.prototype.getPartColor=function(b,c){return this._sc.MeshInstance.getColor(b,this._toElementType(c)).then(a)};b.prototype.getEffectivePartColor=function(b,c){return __awaiter(this,
+void 0,void 0,function(){var g,d;return __generator(this,function(k){switch(k.label){case 0:return g=this._toElementType(c),[4,this._sc.MeshInstance.getEffectiveColor(b,g)];case 1:return d=k.sent(),[2,a(d)]}})})};b.prototype.setElementColor=function(b,c,a,g,d){this._sc.MeshInstance.setElementColor(b,this._toElementType(c),a,g,d.getFloatArray())};b.prototype.unsetElementColor=function(b,c,a,g){this._sc.MeshInstance.unsetElementColor(b,this._toElementType(c),a,g)};b.prototype.getElementColor=function(b,
+c,g){return this._sc.MeshInstance.getElementColor(b,this._toElementType(c),g).then(a)};b.prototype.getEffectiveElementColor=function(b,c,g){return __awaiter(this,void 0,void 0,function(){var d,k;return __generator(this,function(e){switch(e.label){case 0:return d=this._toElementType(c),[4,this._sc.MeshInstance.getEffectiveElementColor(b,d,g)];case 1:return k=e.sent(),[2,a(k)]}})})};b.prototype.synchronizeVisibilities=function(b,c){0<b.length&&this._sc.MeshInstance.synchronizeVisibilities(b,c)};b.prototype.setPartVisibility=
+function(b,c,a){0<b.length&&this._sc.MeshInstance.setVisible(b,c,a)};b.prototype.setVisibilityByAttachment=function(b,c){this._sc.setVisibilityByAttachment(b,c)};b.prototype.requestMeshInstances=function(b){this._sc.demandMeshInstances(b)};b.prototype.getRendererType=function(){return this._rendererType};b.prototype._toMeshDataBuilder=function(b){for(var c=b._getFaceData(),a=b._getPointData(),g=b._getPolylineData(),k=new this._sc.MeshDataBuilder,e=0;e<c.length;e++){var f=c[e];k.addFace(f.vertexData,
+{normals:f.normalData,rgba32s:f.rgba32data,uvs:f.uvData,bits:f.bits})}for(c=0;c<a.length;c++)f=a[c],k.addPoints(f.vertexData,{rgba32s:f.rgba32data,bits:f.bits});for(a=0;a<g.length;a++)f=g[a],k.addPolyline(f.vertexData,{rgba32s:f.rgba32data,bits:f.bits});switch(b.getFaceWinding()){case d.FaceWinding.Clockwise:g=1;break;case d.FaceWinding.CounterClockwise:g=2;break;default:g=0}f=b.getBackfacesEnabled()?4:0;b=b.isManifold()?65536:0;k.formatBits=k.formatBits|g|f|b;return k};b.prototype.createMesh=function(b){b=
+this._toMeshDataBuilder(b);return this._sc.MeshData.create(b)};b.prototype.replaceMesh=function(b,c){c=this._toMeshDataBuilder(c);return this._sc.MeshData.replace(b,c)};b.prototype.destroyMeshes=function(b){return this._sc.MeshData.destroy(b)};b.prototype._toImageFormat=function(b){switch(b){case d.ImageFormat.Gray8:return 2;case d.ImageFormat.GrayAlpha16:return 3;case d.ImageFormat.Rgb24:return 1;case d.ImageFormat.Rgba32:return 0;case d.ImageFormat.Jpeg:return 4;case d.ImageFormat.Png:return 5}};
+b.prototype._validateImage=function(b){if(void 0===b.format)throw new d.ParseError("missing 'format' property");if(void 0===b.data)throw new d.ParseError("missing 'data' property");if((b.format===d.ImageFormat.Gray8||b.format===d.ImageFormat.GrayAlpha16||b.format===d.ImageFormat.Rgb24||b.format===d.ImageFormat.Rgba32)&&(void 0===b.width||0>=b.width||void 0===b.height||0>=b.height))throw new d.ParseError("uncompressed format requested but missing width or height");};b.prototype.createImage=function(b,
+c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){this._validateImage(b);return void 0!==c?(this._validateImage(c),[2,this._sc.Image.create(this._toImageFormat(b.format),b.data,b.width,b.height,this._toImageFormat(c.format),c.data,c.width,c.height)]):[2,this._sc.Image.create(this._toImageFormat(b.format),b.data,b.width,b.height)]})})};b.prototype.destroyImages=function(b){return this._sc.Image.destroy(b)};b.prototype._toTextureTiling=function(b){switch(b){default:case d.TextureTiling.Repeat:return 0;
+case d.TextureTiling.Clamp:return 1}};b.prototype._toTextureInterpolation=function(b){return!1===b?1:0};b.prototype._toTextureMipMapping=function(b){return!1===b?1:0};b.prototype._toTextureParameterization=function(b){switch(b){default:case d.TextureParameterization.UV:return 0}};b.prototype._toTextureModifier=function(b){switch(b){default:case 0:return 0;case d.TextureModifier.Decal:return 1}};b.prototype.setTexture=function(b,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(a){if(void 0===c.imageId)throw new d.ParseError("missing 'imageId' property");return[2,this._sc.MeshInstance.setTexture(b,0,c.imageId,void 0!==c.matrix?c.matrix.m:(new d.Matrix).m,this._toTextureTiling(c.tiling),this._toTextureInterpolation(c.interpolation),this._toTextureMipMapping(c.mipMapping),this._toTextureParameterization(c.parameterization),this._toTextureModifier(c.modifiers))]})})};b.prototype.unsetTexture=function(b){this._sc.MeshInstance.unsetTexture(b,0)};b.prototype.createMaterial=
+function(){return this._sc.Material.create()};b.prototype._getMaterialPromiseWithDiffuseColor=function(b,c,a,g){var d=new h.MaterialInfo;d.setDiffuseColor(null!==b?b:a);d.setDiffuseTransparency(null!==c?c:g);return this._materialCache.getOrCreateMaterial(d)};b.prototype.createMatrix=function(b){return this._sc.Matrix.create(b)};b.prototype.createIdentityMatrix=function(){return this._sc.Matrix.create()};b.prototype.createMeshInstance=function(b){return __awaiter(this,void 0,void 0,function(){var c,
+a,g,k,e,f,h,t,v,w;return __generator(this,function(l){switch(l.label){case 0:c=b.getMeshId();if(null===c)throw new d.CommunicatorError("MeshId is not set");e=this._matrixCache.getIdentityInc();f=[];if(h=b.getMatrix())t=this.createMatrix(h.m).then(function(b){e=b}),f.push(t);v=new d.Color(255,0,0);f.push(this._getMaterialPromiseWithDiffuseColor(b.getFaceColor(),b.getOpacity(),v,1).then(function(b){a=b}));f.push(this._getMaterialPromiseWithDiffuseColor(b.getLineColor(),b.getLineOpacity(),v,1).then(function(b){g=
+b}));f.push(this._getMaterialPromiseWithDiffuseColor(b.getPointColor(),b.getPointOpacity(),v,1).then(function(b){k=b}));return[4,Promise.all(f)];case 1:return l.sent(),[4,this._sc.MeshInstance.create(c,e,a,g,k,b.getCreationFlags(),b.getOverlayIndex())];case 2:return w=l.sent(),this._callbackManager.trigger("_geometryCreated",w),[2,w]}})})};b.prototype.destroyLocalInstances=function(b){return this._sc.MeshInstance.destroy(b)};b.prototype._fromScCamera=function(b){var c=d.Projection.Orthographic;0===
+b.projection()&&(c=d.Projection.Perspective);return d.Camera.create(d.Point3.createFromArray(b.position()),d.Point3.createFromArray(b.target()),d.Point3.createFromArray(b.upVector()),c,b.fieldWidth(),b.fieldHeight(),b.nearLimit())};b.prototype.getCameraPromise=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,this._sc.getCameraPromise()];case 1:return b=c.sent(),[2,this._fromScCamera(b)]}})})};b.prototype.getCamera=
+function(){var b=this._sc.getCamera();return this._fromScCamera(b)};b.prototype.resize=function(){this._sc.onResize();this._windowSize.set(this._canvasContainer.offsetWidth,this._canvasContainer.offsetHeight)};b.prototype.setFaceVisibility=function(b){this._sc.setFacesVisible(b)};b.prototype.setLineVisibility=function(b){this._sc.setLinesVisible(b)};b.prototype.getCanvasSize=function(){return this._windowSize.copy()};b.prototype.setBackgroundGradient=function(b,c){this._sc.setBackgroundGradient(b?
+this._toRgba(b,1):[0,0,0,0],c?this._toRgba(c,1):[0,0,0,0])};b.prototype.setServerRenderQuality=function(b,c,a,g){this._sc.setSsrQuality({jpegQualityLow:b,jpegQualityHigh:c,scaleLow:a,scaleHigh:g})};b.prototype.setMinimumFramerate=function(b){this._sc.setMinFrameRate(b)};b.prototype.getMinimumFramerate=function(){return this._sc.getMinFrameRate()};b.prototype.setBackFacesVisible=function(b){this._sc.setBackFacesVisible(b)};b.prototype.setDrawMode=function(b){this._sc.setDrawMode(b)};b.prototype.enableHiddenLineRendering=
+function(b){this.setDrawMode(2);this._sc.setHiddenLineVisibleLineColor(this._toRgba(b.getVisibleLineColor(),b.getVisibleLineOpacity()));this._sc.setHiddenLineHiddenLineColor(this._toRgba(b.getObscuredLineColor(),b.getObscuredLineOpacity()))};b.prototype.setAntiAliasingMode=function(b){switch(b){case d.AntiAliasingMode.None:this._sc.setAntiAliasingMode(0);break;case d.AntiAliasingMode.SMAA:this._sc.setAntiAliasingMode(1)}};b.prototype.setInstanceModifier=function(b,c,a){switch(b){case d.InstanceModifier.DoNotCut:this._sc.MeshInstance.setDoNotCut(c,
+a);break;case d.InstanceModifier.DoNotExplode:this._sc.MeshInstance.setDoNotExplode(c,a);break;case d.InstanceModifier.DoNotSelect:this._sc.MeshInstance.setDoNotSelect(c,a);break;case d.InstanceModifier.SuppressCameraScale:this._sc.MeshInstance.setSuppressCameraScale(c,a);break;case d.InstanceModifier.OverrideSceneVisibility:this._sc.MeshInstance.setOverrideSceneVisibility(c,a);break;case d.InstanceModifier.DoNotLight:this._sc.MeshInstance.setDoNotLight(c,a);break;case d.InstanceModifier.DoNotOutlineHighlight:this._sc.MeshInstance.setDoNotOutlineHighlight(c,
+a);break;case d.InstanceModifier.ExcludeBounding:this._sc.MeshInstance.setExcludeBounding(c,a);break;case d.InstanceModifier.DoNotUseVertexColors:this._sc.MeshInstance.setDoNotUseVertexColors(c,a);break;case d.InstanceModifier.AlwaysDraw:this._sc.MeshInstance.setAlwaysDraw(c,a);break;case d.InstanceModifier.DoNotXRay:this._sc.MeshInstance.setDoNotXRay(c,a);break;case d.InstanceModifier.ScreenOriented:this._sc.MeshInstance.setScreenOriented(c,a);break;case d.InstanceModifier.ScreenSpace:this._sc.MeshInstance.setScreenSpace(c,
+a);break;case d.InstanceModifier.ScreenSpaceStretched:this._sc.MeshInstance.setScreenSpaceStretched(c,a)}};b.prototype.attachModel=function(b,c,a,g,d){return this._attachModels(b,[[c,a]],g,d)};b.prototype.attachScsModelByKey=function(b,c,a,g,d){console.assert(2===this._sessionType);return this._sc.attachScsModelByKey(b,a,c,g,d)};b.prototype._attachModels=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return[4,this._sc.attachModels(b,
+c,a,g)];case 1:return d.sent(),this._callbackManager.trigger("_attached",b),[2]}})})};b.prototype.attachScsBuffer=function(b,c,a,g,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(k){switch(k.label){case 0:return[4,this._sc.attachScsBuffer(b,c,a,g,d,e)];case 1:return k.sent(),this._callbackManager.trigger("_attached",b),[2]}})})};b.prototype.feedScsBuffer=function(b,c){this._sc.feedScsBuffer(b,c)};b.prototype._parseKeyInfo=function(b,c,a){if(b||c)return a;b=new Map;
+for(c=0;c<a.length;++c){for(var g=a[c++],d=[];c<a.length&&4294967295!==a[c];++c)d.push(a[c]);b.set(g,d)}return b};b.prototype.instanceKeyInfo=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,d,e;return __generator(this,function(k){switch(k.label){case 0:return g=1===c,d=1===a,[4,this._sc.meshInstanceKeyInfo(b,g,d)];case 1:return e=k.sent(),[2,this._parseKeyInfo(g,d,e)]}})})};b.prototype.metaDataKeyInfo=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._sc.metaDataKeyInfo(b,c,a)];case 1:return g=d.sent(),[2,this._parseKeyInfo(c,a,g)]}})})};b.prototype.modelKeysFromInclusionKeys=function(b){return this._sc.modelKeysFromInclusionKeys(b)};b.prototype.detachInclusions=function(b){return this._sc.detachInclusions(b)};b.prototype.resetToEmpty=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,d,e;return __generator(this,function(k){switch(k.label){case 0:for(a=0;a<this._requestBatchCountByType.length;++a){g=
+this._requestBatchCountByType[a]=0;for(d=this._pendingRequestsByType[a];g<d.length;g++)e=d[g],e.promise.reject(e.ids);this._pendingRequestsByType[a].length=0}return[4,this._sc.resetToEmpty(b,c)];case 1:return k.sent(),this.flushMetaDataCache(),[2]}})})};b.prototype.redraw=function(){this._sc.queueRedraw()};b.prototype.disconnectNetwork=function(){this._sc.disconnectNetwork()};b.prototype.shutdown=function(){null!==this._cappingDelayTimeoutId&&(clearTimeout(this._cappingDelayTimeoutId),this._cappingDelayTimeoutId=
+null);this._sessionType=0;this._sc.shutDown()};b.prototype.getVersionString=function(){return this._sc.getStreamVersion().toString()};b.prototype.setAllowHighDpi=function(b){this._sc.allowHighDpi=b;this.resize()};b.prototype.getAllowHighDpi=function(){return this._sc.allowHighDpi};b.prototype.setMeshLevel=function(b,c){this._sc.MeshInstance.setMeshLevel(b,c)};b.prototype.setOverlayVisibility=function(b,c){this._sc.Overlay.setVisible(b,c)};b.prototype.setOverlayCamera=function(b,c){c=this._toCamera(c);
+this._sc.Overlay.setCamera(b,c)};b.prototype.destroyOverlay=function(b){this._sc.Overlay.destroy(b)};b.prototype._overlayUnit=function(b){switch(b){case d.OverlayUnit.ProportionOfCanvas:return 1;case d.OverlayUnit.ProportionOfOtherDimension:return 2;default:return 0}};b.prototype.getMaxOverlayIndex=function(){return this._sc.Overlay.maxIndex()};b.prototype._overlayAnchor=function(b){switch(b){case d.OverlayAnchor.BottomCenter:return 7;case d.OverlayAnchor.Center:return 8;case d.OverlayAnchor.LeftCenter:return 5;
+case d.OverlayAnchor.LowerLeftCorner:return 1;case d.OverlayAnchor.LowerRightCorner:return 2;case d.OverlayAnchor.RightCenter:return 6;case d.OverlayAnchor.TopCenter:return 4;case d.OverlayAnchor.UpperRightCorner:return 3;default:return 0}};b.prototype.setOverlayViewport=function(b,c,a,g,d,e,f,h,t,v){this._sc.Overlay.setViewport(b,this._overlayAnchor(c),a,this._overlayUnit(g),d,this._overlayUnit(e),f,this._overlayUnit(h),t,this._overlayUnit(v))};b.prototype.addNodesToOverlay=function(b,c){this._sc.MeshInstance.setOverlayIndex(b,
+c)};b.prototype.getInstancesMeshData=function(b){return this._sc.MeshInstance.getMeshData(b)};b.prototype.getMeshData=function(b){return this._sc.MeshData.getData(b)};b.prototype._toElementType=function(b){switch(b){case d.ElementType.Faces:return 0;case d.ElementType.Lines:return 1;case d.ElementType.Points:return 2}};b.prototype._toXRayGroup=function(b){switch(b){case d.XRayGroup.Selected:return 0;case d.XRayGroup.Unselected:return 1}};b.prototype.setXRayColor=function(b,c,a){var g=this._xRayMaterials[b][c];
+if(g.color&&g.color.equals(a))return Promise.resolve();g.color=a;this.setDiffuseColor(g.id,this._toRgba(a,1));return this._sc.setXRayMaterial(this._toXRayGroup(b),this._toElementType(c),g.id)};b.prototype.unsetXRayColor=function(b,c){if(!this._xRayMaterials[b][c].color)return Promise.resolve();this._xRayMaterials[b][c].color=null;return this._sc.unsetXRayMaterial(this._toXRayGroup(b),this._toElementType(c))};b.prototype.setXRayOpacity=function(b,c){void 0!==c?this._sc.setXRayOpacity(this._toElementType(c),
+b):(this._sc.setXRayOpacity(0,b),this._sc.setXRayOpacity(1,b),this._sc.setXRayOpacity(2,b))};b.prototype._xRayTransparencyMode=function(b){switch(b){case d.XRayTransparencyMode.Unsorted:return 0;case d.XRayTransparencyMode.SingleLayer:return 1}};b.prototype.setXRayTransparencyMode=function(b){this._sc.setXRayTransparencyMode(this._xRayTransparencyMode(b))};b.prototype._transparencyMode=function(b){switch(b){case d.TransparencyMode.Unsorted:return 0;case d.TransparencyMode.SingleLayer:return 1}};b.prototype.setTransparencyMode=
+function(b){this._sc.setTransparencyMode(this._transparencyMode(b))};b.prototype._toPointSizeUnit=function(b){switch(b){case d.PointSizeUnit.ScreenPixels:return 0;case d.PointSizeUnit.CSSPixels:return 1;case d.PointSizeUnit.World:return 2;case d.PointSizeUnit.ProportionOfScreenWidth:return 3;case d.PointSizeUnit.ProportionOfScreenHeight:return 4;case d.PointSizeUnit.ProportionOfBoundingDiagonal:return 5}};b.prototype._toPointShape=function(b){switch(b){case d.PointShape.Square:return 0;case d.PointShape.Disk:return 1;
+case d.PointShape.Sphere:return 2}};b.prototype._fromPointSizeUnit=function(b){switch(b){default:case 0:return d.PointSizeUnit.ScreenPixels;case 1:return d.PointSizeUnit.CSSPixels;case 2:return d.PointSizeUnit.World;case 3:return d.PointSizeUnit.ProportionOfScreenWidth;case 4:return d.PointSizeUnit.ProportionOfScreenHeight;case 5:return d.PointSizeUnit.ProportionOfBoundingDiagonal}};b.prototype._fromPointShape=function(b){switch(b){default:case 0:return d.PointShape.Square;case 1:return d.PointShape.Disk;
+case 2:return d.PointShape.Sphere}};b.prototype.setPointSize=function(b,c){this._sc.setPointSize(b,this._toPointSizeUnit(c))};b.prototype.getPointSize=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,Promise.all([this._sc.getPointSize(),this._sc.getPointSizeUnit()])];case 1:return b=c.sent(),[2,[b[0],this._fromPointSizeUnit(b[1])]]}})})};b.prototype.setPointShape=function(b){this._sc.setPointShape(this._toPointShape(b))};
+b.prototype.getPointShape=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._fromPointShape,[4,this._sc.getPointShape()];case 1:return[2,b.apply(this,[c.sent()])]}})})};b.prototype.setEyeDomeLightingEnabled=function(b){this._sc.setEyeDomeLightingEnabled(b)};b.prototype.getEyeDomeLightingEnabled=function(){return this._sc.getEyeDomeLightingEnabled()};b.prototype.setEyeDomeLightingBlurSamples=function(b){this._sc.setEyeDomeLightingBlurSamples(b)};
+b.prototype.getEyeDomeLightingBlurSamples=function(){return this._sc.getEyeDomeLightingBlurSamples()};b.prototype.setEyeDomeLightingBlurInterval=function(b){this._sc.setEyeDomeLightingBlurInterval(b)};b.prototype.getEyeDomeLightingBlurInterval=function(){return this._sc.getEyeDomeLightingBlurInterval()};b.prototype.setEyeDomeLightingBlurEdgeDistance=function(b){this._sc.setEyeDomeLightingBlurEdgeDistance(b)};b.prototype.getEyeDomeLightingBlurEdgeDistance=function(){return this._sc.getEyeDomeLightingBlurEdgeDistance()};
+b.prototype.setEyeDomeLightingShadingEdgeDistance=function(b){this._sc.setEyeDomeLightingShadingEdgeDistance(b)};b.prototype.getEyeDomeLightingShadingEdgeDistance=function(){return this._sc.getEyeDomeLightingShadingEdgeDistance()};b.prototype.setEyeDomeLightingOpacity=function(b){this._sc.setEyeDomeLightingOpacity(b)};b.prototype.getEyeDomeLightingOpacity=function(){return this._sc.getEyeDomeLightingOpacity()};b.prototype.setDisplayIncompleteFrames=function(b){this._sc.setDisplayIncompleteFrames(b)};
+b.prototype.setInteractiveDrawDelay=function(b){this._sc.setPostInputDelay(b)};b.prototype.setInteractiveDrawLimitIncreaseEnabled=function(b){this._sc.setInteractiveDrawLimitIncreaseEnabled(b)};b.prototype.getInteractiveDrawLimitIncreaseEnabled=function(){return this._sc.getInteractiveDrawLimitIncreaseEnabled()};b.prototype._toCullingVectorSpace=function(b){switch(b){case d.CullingVectorSpace.Object:return 0;case d.CullingVectorSpace.World:return 1}};b.prototype._fromCullingVectorSpace=function(b){switch(b){default:case 0:return d.CullingVectorSpace.Object;
+case 1:return d.CullingVectorSpace.World}};b.prototype.setCullingVector=function(b,c,a,g){this._sc.MeshInstance.setCullingVector(b,this._toCullingVectorSpace(c),[a.x,a.y,a.z],g)};b.prototype.unsetCullingVector=function(b){this._sc.MeshInstance.unsetCullingVector(b)};b.prototype.getCullingVector=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,k;return __generator(this,function(l){switch(l.label){case 0:return[4,this._sc.MeshInstance.getCullingVector(b)];case 1:c=l.sent();a=[];
+g=0;for(e=c;g<e.length;g++)k=e[g],0===k.vector[0]&&0===k.vector[1]&&0===k.vector[2]?a.push(null):a.push({space:this._fromCullingVectorSpace(k.space),vector:d.Point3.createFromArray(k.vector),toleranceDegrees:k.toleranceDegrees});return[2,a]}})})};b.prototype._setStreamCutoffScale=function(b){this._streamCutoffScale=Math.max(0,Math.min(b,2))};b.prototype.setStreamCutoffScale=function(b){this._setStreamCutoffScale(b);this._sc.setStreamCutoffScale(this._streamCutoffScale)};b.prototype.getStreamCutoffScale=
+function(){return this._streamCutoffScale};b.prototype.loseWebGlContext=function(){return this._sc._loseWebGlContext()};b.prototype.triangulatePolygon=function(b,c){b=this._sc.triangulatePolygon(b,c);return new Float32Array(b)};b.prototype.debug_log=function(b){return this._sc.debug_log(b)};b.prototype.debug_stateFailure=function(b){return this._sc.debug_stateFailure(b)};b.prototype.debug_sync=function(){return this._sc.debug_sync()};b.prototype._toLinePatternLengthUnit=function(b){switch(b){case d.LinePatternLengthUnit.Object:return 0;
+case d.LinePatternLengthUnit.World:return 1;case d.LinePatternLengthUnit.ProportionOfScreenWidth:return 2;case d.LinePatternLengthUnit.ProportionOfScreenHeight:return 3}};b.prototype.setLinePattern=function(b,c,a,g){this._sc.MeshInstance.setLinePattern(b,c,a,this._toLinePatternLengthUnit(g))};b.prototype.unsetLinePattern=function(b){this._sc.MeshInstance.unsetLinePattern(b)};b.prototype.exportToSvg=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){switch(g.label){case 0:return[4,
+this._sc.exportToSvg(b)];case 1:return c=g.sent(),a=c.map(function(b){return String.fromCharCode(b)}),[2,a.join("")]}})})};b.prototype.waitForImageDecoding=function(){return this._sc.waitForImageDecoding()};b.prototype.registerBimInstances=function(b,c){return this._sc.registerBimInstances(b,c)};b.prototype.setAmbientLightColor=function(b){this._sc.setAmbientLightColor(this._toRgb(b))};b.prototype.clearLights=function(){this._sc.clearLights()};b.prototype._toLightType=function(b){switch(b){default:case d.LightType.Directional:return 0}};
+b.prototype._toLightSpace=function(b){switch(b){case d.LightSpace.World:return 0;default:case d.LightSpace.Camera:return 1}};b.prototype.addLight=function(b){return this._sc.addLight(this._toLightType(b.type),this._toLightSpace(b.space),this._toVector3(b.position),this._toRgb(b.color))};b.prototype.removeLight=function(b){this._sc.removeLight(b)};b.prototype.updateLight=function(b,c){this._sc.updateLight(b,this._toLightType(c.type),this._toLightSpace(c.space),this._toVector3(c.position),this._toRgb(c.color))};
+b.prototype.setBloomEnabled=function(b){this._sc.setBloomEnabled(b)};b.prototype.setBloomThreshold=function(b){this._sc.setBloomThreshold(b)};b.prototype.setBloomThresholdRampWidth=function(b){this._sc.setBloomThresholdRampWidth(b)};b.prototype.setBloomIntensityScale=function(b){this._sc.setBloomIntensityScale(b)};b.prototype._toBlurIntervalUnit=function(b){switch(b){default:case d.BlurIntervalUnit.Pixels:return 0;case d.BlurIntervalUnit.ProportionOfWidth:return 1;case d.BlurIntervalUnit.ProportionOfHeight:return 2}};
+b.prototype.setBloomLayers=function(b){for(var c=0;c<b.length;c++){var a=b[c];if(void 0!==a.blurInterval&&2!==a.blurInterval.length)throw new d.CommunicatorError("'blurInterval' must be an array containing a number followed by a BlurIntervalUnit");}this._sc.suspendDrawing();this._sc.setBloomLayerCount(b.length);for(c=0;c<b.length;++c)a=b[c],void 0!==a.intensity&&this._sc.setBloomIntensity(c,a.intensity),void 0!==a.blurSamples&&this._sc.setBloomBlurSamples(c,a.blurSamples),void 0!==a.blurInterval&&
+this._sc.setBloomBlurInterval(c,a.blurInterval[0],this._toBlurIntervalUnit(a.blurInterval[1]));this._sc.resumeDrawing()};b.prototype.startComparison=function(b,c,a){var g=a&&a.sameColor?this._toRgb(a.sameColor):[0,0,0],d=a&&a.only1Color?this._toRgb(a.only1Color):[1,0,0];a=a&&a.only2Color?this._toRgb(a.only2Color):[0,1,0];this._sc.setComparisonColors(g,d,a);this._sc.startComparison(b,c)};b.prototype.endComparison=function(){this._sc.endComparison()};b.prototype.setSimpleShadowColor=function(b){this._sc.setSimpleShadowColor(this._toRgb(b))};
+b.prototype.setSimpleShadowEnabled=function(b){this._sc.setSimpleShadowEnabled(b)};b.prototype.setSimpleShadowOpacity=function(b){this._sc.setSimpleShadowOpacity(b)};b.prototype.setGroundPlane=function(b,c){void 0!==c?this._sc.setGroundPlaneWithPosition(this._toVector3(b),this._toVector3(c)):this._sc.setGroundPlane(this._toVector3(b))};b.prototype.setSimpleShadowResolution=function(b){this._sc.setSimpleShadowResolution(b)};b.prototype.setSimpleShadowBlurSamples=function(b){this._sc.setSimpleShadowBlurSamples(b)};
+b.prototype.setSimpleShadowBlurInterval=function(b){this._sc.setSimpleShadowBlurInterval(b)};b.prototype.setSimpleShadowInteractiveUpdateEnabled=function(b){void 0===b&&(b=!0);this._sc.setSimpleShadowInteractiveUpdateEnabled(b)};b.prototype.setSilhouetteColor=function(b){this._sc.setSilhouetteColor(this._toRgb(b))};b.prototype.setSilhouetteEnabled=function(b){void 0===b&&(b=!0);this._sc.setSilhouetteEnabled(b)};b.prototype.setSilhouetteOpacity=function(b){this._sc.setSilhouetteOpacity(b)};b.prototype.setSilhouetteThreshold=
+function(b){this._sc.setSilhouetteThreshold(b)};b.prototype.setSilhouetteThresholdRampWidth=function(b){this._sc.setSilhouetteThresholdRampWidth(b)};b.prototype.setHardEdgeColor=function(b){this._sc.setHardEdgeColor(this._toRgb(b))};b.prototype.setHardEdgesEnabled=function(b){void 0===b&&(b=!0);this._sc.setHardEdgesEnabled(b)};b.prototype.setHardEdgeOpacity=function(b){this._sc.setHardEdgeOpacity(b)};b.prototype.setHardEdgeThreshold=function(b){this._sc.setHardEdgeThreshold(b)};b.prototype.setHardEdgeThresholdRampWidth=
+function(b){this._sc.setHardEdgeThresholdRampWidth(b)};b.prototype.setSimpleReflectionEnabled=function(b){void 0===b&&(b=!0);this._sc.setSimpleReflectionEnabled(b)};b.prototype.setSimpleReflectionBlurInterval=function(b,c){this._sc.setSimpleReflectionBlurInterval(b,this._toBlurIntervalUnit(c))};b.prototype.setSimpleReflectionBlurSamples=function(b){this._sc.setSimpleReflectionBlurSamples(b)};b.prototype.setSimpleReflectionFadeAngle=function(b){this._sc.setSimpleReflectionFadeAngle(b)};b.prototype.setSimpleReflectionOpacity=
+function(b){this._sc.setSimpleReflectionOpacity(b)};b.prototype.setSimpleReflectionAttenuation=function(b,c,a){void 0===a&&(a=d.SimpleReflectionAttenuationUnit.World);this._sc.setSimpleReflectionAttenuation(b,c,a)};b.prototype.throttleLoad=function(b,c){this._sc.throttleLoad(b,c)};b.prototype._toVector3Array=function(b){for(var c=[],a=0;a<b.length;a++){var g=b[a];c.push([g.x,g.y,g.z])}return c};b.prototype.testPointVisibility=function(b){return this._sc.testPointVisibility(this._toVector3Array(b))};
+b.prototype.setPointVisibilityTest=function(b){this._sc.setPointVisibilityTest(this._toVector3Array(b))};return b}();h.ScEngine=b})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function b(b,c,a,d,e,f,h){this._position=b.copy();this._normal=c.copy();this._elementIndex=a;this._elementBits=e;this._bounding=f.copy();this._overlayIndex=d;this._isProximityFace=h}b.prototype.isProximityFace=function(){return this._isProximityFace};b.prototype.isCappingGeometry=function(){return-1===this._elementIndex};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){return{position:this._position.toJson(),normal:this._normal.toJson(),
+cadFaceIndex:this._elementIndex,cadFaceBits:this._elementBits,bounding:this._bounding.toJson(),overlayIndex:this._overlayIndex,isProximityFace:this._isProximityFace}};b.prototype.forJson=function(){return this.toJson()};b.fromJson=function(c){var a=d.Point3.fromJson(c.position),g=d.Point3.fromJson(c.normal),e=d.Box.fromJson(c.bounding);return new b(a,g,c.cadFaceIndex,c.overlayIndex,c.cadFaceBits,e,!0===c.isProximityFace)};b.construct=function(c){return b.fromJson(c)};b.prototype.getPosition=function(){return this._position.copy()};
+b.prototype.getNormal=function(){return this._normal.copy()};b.prototype.getCadFaceIndex=function(){return this._elementIndex};b.prototype.getCadFaceBits=function(){return this._elementBits};b.prototype.getBounding=function(){return this._bounding.copy()};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.FaceEntity=f;var a=function(){function b(b,c,a,e,f,p,h){this._lineSegmentVertices=[];this._elementIndex=b;this._elementBits=h;this._position=c.copy();this._bounding=f.copy();
+this._overlayIndex=p;if(a)for(0<=e&&(b=3*e,this._bestLineSegmentVertexIndex=new d.Point3(a[b],a[b+1],a[b+2])),this._lineSegmentVertices.push(new d.Point3(a[0],a[1],a[2])),b=3;b<a.length;b+=6)this._lineSegmentVertices.push(new d.Point3(a[b],a[b+1],a[b+2]))}b.prototype.isCappingGeometry=function(){return-1===this._elementIndex};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){for(var b=[],c=0,a=this._lineSegmentVertices;c<a.length;c++)b.push(a[c].toJson());return{lineId:this._elementIndex,
+lineBits:this._elementBits,position:this._position.toJson(),linePoints:b,bounding:this._bounding.copy(),overlayIndex:this._overlayIndex}};b.prototype.forJson=function(){return this.toJson()};b.fromJson=function(c){var a=d.Point3.fromJson(c.position),g=d.Box.fromJson(c.bounding);a=new b(c.lineId,a,null,-1,g,c.overlayIndex,0);g=0;for(c=c.linePoints;g<c.length;g++){var e=d.Point3.fromJson(c[g]);a._lineSegmentVertices.push(e)}return a};b.construct=function(c){return b.fromJson(c)};b.prototype.getLineId=
+function(){return this._elementIndex};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.getPoints=function(){return this._lineSegmentVertices};b.prototype.getBestVertex=function(){return this._bestLineSegmentVertexIndex?this._bestLineSegmentVertexIndex.copy():null};b.prototype.getLineBits=function(){return this._elementBits};b.prototype.getBounding=function(){return this._bounding.copy()};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.LineEntity=
+a;var e=function(){function b(b,c,a,d){this._position=b.copy();this._elementIndex=c;this._overlayIndex=a;this._elementBits=d}b.fromJson=function(c){var a=d.Point3.fromJson(c.position);return new b(a,c.pointId,c.pointBits,c.overlayIndex)};b.construct=function(c){return b.fromJson(c)};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){return{pointId:this._elementIndex,pointBits:this._elementBits,position:this._position.toJson(),overlayIndex:this._overlayIndex}};b.prototype.forJson=
+function(){return this.toJson()};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.getPointBits=function(){return this._elementBits};b.prototype.getPointId=function(){return this._elementIndex};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.PointEntity=e;var c=function(){return function(b){this._handle=b}}();h.IncrementalSelectionId=c;c=function(){function b(b,c,a,d,e){void 0===b&&(b=null);void 0===c&&(c=null);void 0===a&&(a=null);void 0===
+d&&(d=null);void 0===e&&(e=null);this._nodeId=b;this._inclusionKey=c;this._faceEntity=a;this._lineEntity=d;this._pointEntity=e}b.create=function(c,a,d,e,f){return new b(c,a,d,e,f)};b.prototype.getSelectionType=function(){return null===this._nodeId?d.SelectionType.None:null!==this._faceEntity?d.SelectionType.Face:null!==this._lineEntity?d.SelectionType.Line:null!==this._pointEntity?d.SelectionType.Point:d.SelectionType.Part};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=
+function(){return{nodeId:this._nodeId,includeId:this._inclusionKey,faceEntity:this._faceEntity?this._faceEntity.toJson():null,lineEntity:this._lineEntity?this._lineEntity.toJson():null,pointEntity:this._pointEntity?this._pointEntity.toJson():null}};b.prototype.forJson=function(){return this.toJson()};b._fromJson=function(c){return new b(c.nodeId,c.includeId,c.faceEntity?f.fromJson(c.faceEntity):null,c.lineEntity?a.fromJson(c.lineEntity):null,c.pointEntity?e.fromJson(c.pointEntity):null)};b.prototype.getFaceEntity=
+function(){return this._faceEntity};b.prototype.getLineEntity=function(){return this._lineEntity};b.prototype.getPointEntity=function(){return this._pointEntity};b.prototype.getNodeId=function(){return this._nodeId};b.prototype.getInclusionKey=function(){return this._inclusionKey};b.prototype.getIncludeId=function(){return this.getInclusionKey()};b.prototype.getPosition=function(){return null!==this._faceEntity?this._faceEntity.getPosition():null!==this._lineEntity?this._lineEntity.getPosition():
+null!==this._pointEntity?this._pointEntity.getPosition():null};b.prototype.overlayIndex=function(){return this._faceEntity?this._faceEntity.overlayIndex():this._lineEntity?this._lineEntity.overlayIndex():this._pointEntity?this._pointEntity.overlayIndex():null};b.prototype._setNodeId=function(b){this._nodeId=b};b.prototype.equals=function(b){return this._nodeId!==b._nodeId||this.getSelectionType()!==b.getSelectionType()?!1:this._faceEntity&&b._faceEntity?this._faceEntity.getCadFaceIndex()===b._faceEntity.getCadFaceIndex():
+this._lineEntity&&b._lineEntity?this._lineEntity.getLineId()===b._lineEntity.getLineId():this._pointEntity&&b._pointEntity?this._pointEntity.getPointId()===b._pointEntity.getPointId():!0};b.prototype._hash=function(){var b=null!==this._nodeId?this._nodeId.toString(36):"";b+=";"+this.getSelectionType()+";";this._faceEntity&&(b+=this._faceEntity.getCadFaceIndex().toString(36));b+=";";this._lineEntity&&(b+=this._lineEntity.getLineId().toString(36));b+=";";this._pointEntity&&(b+=this._pointEntity.getPointId().toString(36));
+return b};b.prototype.isEntitySelection=function(){return null!==this._faceEntity||null!==this._lineEntity||null!==this._pointEntity};b.prototype.isNodeSelection=function(){return null!==this._nodeId};b.prototype.isNodeEntitySelection=function(){return null!==this._nodeId&&this.isEntitySelection()};b.prototype.isFaceSelection=function(){return null!==this._nodeId&&null!==this._faceEntity};b.prototype.isLineSelection=function(){return null!==this._nodeId&&null!==this._lineEntity};b.prototype.isPointSelection=
+function(){return null!==this._nodeId&&null!==this._pointEntity};return b}();h.SelectionItem=c;c=function(){function b(b,c,a){this.faceItem=b;this.lineItem=c;this.pointItem=a}b.prototype.fetchMostRelevant=function(b){return null!==this.pointItem&&0!==(b&d.SelectionMask.Point)?this.pointItem:null!==this.lineItem&&0!==(b&d.SelectionMask.Line)?this.lineItem:null!==this.faceItem&&0!==(b&d.SelectionMask.Face)?this.faceItem:null};return b}();h.CompositeSelectionItem=c})(d.Selection||(d.Selection={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){d.sleep=function(d){return new Promise(function(a){setTimeout(a,d)})}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.hasBits=function(d,a){return(d&a)===a};h.setBit=function(d,a,e){return e?d|a:d&~a};h.classFromString=function(d){d=d.split(".");for(var a=window||this,e=0;e<d.length;e++){if(void 0===a)return null;a=a[d[e]]}return"function"!==typeof a?null:a};h.projectOnto=function(f,a){f=d.Point3.dot(a,f);var e=a.squaredLength();return d.Point3.scale(a,f/e)};h.majorAxis=function(f){var a=Math.abs(f.x),e=Math.abs(f.y);f=Math.abs(f.z);a=+a.toFixed(6);e=+e.toFixed(6);f=+f.toFixed(6);return a>
+e&&a>f?new d.Point3(1,0,0):e>a&&e>f?new d.Point3(0,1,0):f>a&&f>e?new d.Point3(0,0,1):null};h.deepClone=function(d){return JSON.parse(JSON.stringify(d))};h.getWithDefault=function(d,a){return void 0===d?a:d};h.versionAtLeast=function(d,a){for(var e=d.length>a.length?d.length:a.length,c=0;c<e;++c){var b=d[c]||0,g=a[c]||0;if(b>g)break;else if(b<g)return!1}return!0}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){return function(a){this.futureItemHash=null;this.pastItemHash=a}}(),f=function(){function a(){this.part=this.point=this.line=this.face=this.none=0}a.prototype.update=function(c,b){switch(c.getSelectionType()){case d.SelectionType.None:0===b?--this.none:++this.none;break;case d.SelectionType.Face:0===b?--this.face:++this.face;break;case d.SelectionType.Line:0===b?--this.line:++this.line;break;case d.SelectionType.Point:0===b?--this.point:++this.point;break;case d.SelectionType.Part:0===
+b?--this.part:++this.part}};a.prototype.sum=function(){return this.none+this.face+this.line+this.point+this.part};return a}(),a=function(){function a(c,b,a,e,l){var g=this;this._selectedItemsPruned=new Map;this._selectedItemsFull=new Map;this._selectedNodeCounts=new Map;this._temporalLinks=new Map;this._newestItemHash=this._oldestItemHash=null;this._selectedLayers=new Set;this._selectedTypes=new Set;this._nodeSelectionColor=new d.Color(255,255,0);this._nodeSelectionOutlineColor=new d.Color(255,255,
+0);this._elementSelectionColor=d.Color.red();this._elementSelectionOutlineColor=d.Color.red();this._nodeElementHighlightMode=this._nodeHighlightMode=d.SelectionHighlightMode.HighlightAndOutline;this._pruneSelectionDescendants=this._selectParentIfSelected=this._highlightPointElementSelection=this._highlightLineElementSelection=this._highlightFaceElementSelection=this._highlightNodeSelection=!0;this._selectionFilter=null;this._incrementalBlacklistedInstanceNodes=new Set;this._engine=b;this._view=a;
+this._model=e;this._modelStructure=l;this._callbackManager=c;this._callbackManager.bind({_subtreeLoaded:function(b){for(var c=0;c<b.length;c++)g._onSubtreeLoaded(b[c]);return Promise.resolve()}})}a.deprecated=function(c,b,a){var g=a.value;a.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","SelectionManager",b);return g.apply(this,c)};return a};a.prototype._init=function(){this._updateHighlightingMode();this._engine.setHighlightColorizeCompression(.7)};
+a.prototype.setSelectionFilter=function(c){this._selectionFilter=c};a.prototype.getSelectionFilter=function(){return this._selectionFilter};a.prototype.setPruneSelectionDescendants=function(c){this._pruneSelectionDescendants=c;this.clear()};a.prototype.getPruneSelectionDescendants=function(){return this._pruneSelectionDescendants};a.prototype.setSelectParentIfSelected=function(c){this._selectParentIfSelected=c};a.prototype.getSelectParentIfSelected=function(){return this._selectParentIfSelected};
+a.prototype.selectFromPoint=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickFromPoint(c,b)];case 1:return g=d.sent(),this._onSelectionItem(g,a),[2]}})})};a.prototype.selectAllFromPoint=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickAllFromPoint(c,
+b)];case 1:return g=d.sent(),this._onSelectionItems(g,a),[2]}})})};a.prototype.selectFromRay=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickFromRay(c,b)];case 1:return g=d.sent(),this._onSelectionItem(g,a),[2]}})})};a.prototype.selectAllFromRay=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._view.pickAllFromRay(c,b)];case 1:return g=d.sent(),this._onSelectionItems(g,a),[2]}})})};a.prototype._onSelectionItem=function(c,b){c.isNodeEntitySelection()?this._processSelection(c,b):this._triggerNullSelection()};a.prototype._onSelectionItems=function(c,b){b===d.SelectionMode.Set&&this.clear(!1);if(0===c.length)this._triggerNullSelection();else switch(b){case d.SelectionMode.Add:case d.SelectionMode.Set:this.add(c);break;case d.SelectionMode.Toggle:for(b=
+0;b<c.length;b++)this.toggle(c[b]);break;default:d.Util.TypeAssertNever(b)}};a.prototype.beginScreenSelectByArea=function(c,b,a){return this._view.beginScreenSelectByArea(c,b,a)};a.prototype.beginRayDrillSelection=function(c,b,a){return this._view.beginRayDrillSelection(c,b,a)};a.prototype.beginConvexPolyhedronSelection=function(c,b,a){return this._view.beginConvexPolyhedronSelection(c,b,a)};a.prototype.beginSphereSelection=function(c,b,a){return this._view.beginSphereSelection(c,b,a)};a.prototype.endIncrementalSelection=
+function(c){this._callbackManager.trigger("incrementalSelectionEnd");this._view.endIncrementalSelection(c);return Promise.resolve()};a.prototype.endVolumeSelection=function(c){return this.endIncrementalSelection(c)};a.prototype.advanceIncrementalSelection=function(c,b){void 0===b&&(b=null);return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._view.advanceIncrementalSelection(c)];case 1:return a=g.sent(),null===a?[2,!1]:null===
+b?[3,3]:[4,Promise.all(a.map(b))];case 2:d=g.sent(),a=a.filter(function(b,c){return d[c]}),g.label=3;case 3:return this.add(a),[2,!0]}})})};a.prototype.advanceVolumeSelection=function(c,b){void 0===b&&(b=null);return this.advanceIncrementalSelection(c,b)};a.prototype.isSelected=function(c){return this.contains(c)?!0:c.isNodeSelection()?null!==this._findAncestor(c):!1};a.prototype.contains=function(c){return this._selectedItemsPruned.has(c._hash())};a.prototype.containsParent=function(c){return this._findAncestor(c)};
+a.prototype._findAncestor=function(c){if(0<this._selectedItemsPruned.size)for(;;){c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c);var b=c._hash();if(this._selectedItemsPruned.has(b))return c}return null};a.prototype.selectLayer=function(c,b){b===d.SelectionMode.Set&&this.clear();var a=[],e=this._model.getLayerIdsFromName(c);if(null!==e)for(var l=0;l<e.length;l++){var f=this._model.getNodesFromLayer(e[l],!0);if(null!==f)for(var m=0;m<f.length;m++)a.push(d.Selection.SelectionItem.create(f[m]))}e=
+this._selectedLayers.has(c);b===d.SelectionMode.Toggle&&e?this.remove(a):(this.add(a),this._selectedLayers.add(c))};a.prototype.getSelectedLayers=function(){var c=[];this._selectedLayers.forEach(function(b){c.push(b)});return c};a.prototype.selectType=function(c,b){b===d.SelectionMode.Set&&this.clear();var a=[],e=this._model.getNodesByGenericType(c);null!==e&&e.forEach(function(b){a.push(d.Selection.SelectionItem.create(b))});e=this._selectedTypes.has(c);if(b===d.SelectionMode.Toggle&&e)for(c=0;c<
+a.length;c++)this.remove(a[c]);else this.add(a),this._selectedTypes.add(c)};a.prototype.getSelectedTypes=function(){var c=[];this._selectedTypes.forEach(function(b){c.push(b)});return c};a.prototype.selectNode=function(c,b){void 0===b&&(b=d.SelectionMode.Set);if(null!==c&&this._modelStructure.isIdValid(c))return c=d.Selection.SelectionItem.create(c),this._processSelection(c,b),c.getSelectionType();this._processSelection(null,b);return d.SelectionType.None};a.prototype._triggerNullSelection=function(){this._callbackManager.trigger("selectionArray",
+[],!1)};a.prototype._isInAxisOverlay=function(c){var b=c.getFaceEntity();return b||(b=c.getLineEntity())?1===b.overlayIndex():(c=c.getPointEntity())?1===c.overlayIndex():!1};a.prototype._getNodeCounts=function(c){c=c.getNodeId();var b=this._selectedNodeCounts.get(c);b||(b=new f,this._selectedNodeCounts.set(c,b));return b};a.prototype._addToFull=function(c,b){for(;this._selectedItemsFull.set(b,c);){c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c);b=
+c._hash()}};a.prototype._addItems=function(c){var b=c.length;if(0!==b){this._callbackManager.trigger("incrementalSelectionBatchBegin");for(var a=[],e=0;e<b;++e){var l=this._filterItem(c[e]);null!==l&&this._addImpl(l,l._hash())&&(l=new d.Event.NodeSelectionEvent(l),a.push(l))}0===a.length?this._triggerNullSelection():this._callbackManager.trigger("selectionArray",a,!1);this._callbackManager.trigger("incrementalSelectionBatchEnd")}};a.prototype._addItem=function(c){c=this._filterItem(c);null!==c&&this._addImpl(c,
+c._hash())?(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!1)):this._triggerNullSelection()};a.prototype.add=function(c){null===c?this._triggerNullSelection():Array.isArray(c)?this._addItems(c):this._addItem(c)};a.prototype._filterItem=function(c){if(null===this._selectionFilter)return c;var b=c.getNodeId(),a=this._selectionFilter(b,this._model);return a===b?c:null===a?null:d.Selection.SelectionItem.create(a)};a.prototype._addImpl=function(c,b){if(c.getSelectionType()===
+d.SelectionType.None)return!1;if(this._isInAxisOverlay(c))return!0;if(this._selectedItemsPruned.has(b))return!1;if(this._pruneSelectionDescendants){if(null!==this._findAncestor(c))return!1;this._removeDescendants(c)}this._selectedItemsPruned.set(b,c);this._addToFull(c,b);this._getNodeCounts(c).update(c,1);var a=this._newestItemHash;this._newestItemHash=b;this._oldestItemHash||(this._oldestItemHash=b);if(null!==a){var e=this._temporalLinks.get(a);e&&(e.futureItemHash=b)}a=new h(a);this._temporalLinks.set(b,
+a);this._updateItemHighlight(c,!0,!0);if(this._modelStructure.getType(c.getNodeId())===d.NodeType.Pmi&&(c=this._modelStructure.getPmiTopologyReferences(c.getNodeId()),null!==c))for(b=0;b<c.length;b++){e=c[b];a=e.body.getRuntimeId();for(var l=0,f=e.faceIds;l<f.length;l++)this._model.setNodeFaceHighlighted(a,f[l],!0);l=0;for(e=e.edgeIds;l<e.length;l++)this._model.setNodeLineHighlighted(a,e[l],!0)}return!0};a.prototype._removeUpdateLayers=function(c){0<this._selectedLayers.size&&(c=c.getNodeId(),null!==
+c&&(c=this._model.getNodeLayerId(c),null!==c&&(c=this._model.getLayerName(c),null!==c&&this._selectedLayers.delete(c))))};a.prototype._removeUpdateTypes=function(c){0<this._selectedTypes.size&&(c=c.getNodeId(),null!==c&&(c=this._model.getNodeGenericType(c),null!==c&&this._selectedTypes.delete(c)))};a.prototype._removeFromFull=function(c,b){this._removeUpdateLayers(c);this._removeUpdateTypes(c);if(this._selectedItemsFull.delete(b))for(b=0,c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=
+d.Selection.SelectionItem.create(c[b]);this._removeFromFull(a,a._hash())}};a.prototype._removeItems=function(c){var b=this,a=[];c.forEach(function(c){b._removeImpl(c,c._hash())&&a.push(new d.Event.NodeSelectionEvent(c))});this._callbackManager.trigger("selectionArray",a,!0)};a.prototype._removeItem=function(c){this._removeImpl(c,c._hash())&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!0))};a.prototype.remove=function(c){Array.isArray(c)?this._removeItems(c):
+this._removeItem(c)};a.prototype._removeImpl=function(c,b){if(!this._selectedItemsPruned.delete(b))return!1;this._removeFromFull(c,b);var a=this._getNodeCounts(c);a.update(c,0);var d=this._temporalLinks.get(b);if(void 0!==d){this._temporalLinks.delete(b);if(null!==d.pastItemHash){var e=this._temporalLinks.get(d.pastItemHash);e&&(e.futureItemHash=d.futureItemHash)}null!==d.futureItemHash&&(e=this._temporalLinks.get(d.futureItemHash))&&(e.pastItemHash=d.pastItemHash);this._oldestItemHash===b&&(this._oldestItemHash=
+d.futureItemHash);this._newestItemHash===b&&(this._newestItemHash=d.pastItemHash)}b=!0;0===a.sum()&&(b=!1,a=c.getNodeId(),this._selectedNodeCounts.delete(a));this._updateItemHighlight(c,b,!1);return!0};a.prototype.toggle=function(c){var b=this._findAncestor(c);null!==b?null===c.getFaceEntity()&&null===c.getLineEntity()&&null===c.getPointEntity()&&this._removeImplicit(c,b):(b=c._hash(),this._selectedItemsPruned.has(b)?this._removeImpl(c,b)&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",
+[c],!0)):(c=this._filterItem(c),null!==c&&this._addImpl(c,c._hash())&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!1))))};a.prototype.set=function(c){this.clear(!1);this.add(c)};a.prototype.getResults=function(){var c=[];this.each(function(b){c.push(b)});return c};a.prototype.getResult=function(c){var b=this.size();if(0>c||c>=b)return null;b=b-c-1;return c<=b?this._getItemFromOldest(c):this._getItemFromNewest(b)};a.prototype._getItemFromOldest=function(c){for(var b=
+this._oldestItemHash;b;){if(0===c--)return this._selectedItemsPruned.get(b)||null;b=this._temporalLinks.get(b).futureItemHash}return null};a.prototype._getItemFromNewest=function(c){for(var b=this._newestItemHash;b;){if(0===c--)return this._selectedItemsPruned.get(b)||null;b=this._temporalLinks.get(b).pastItemHash}return null};a.prototype.getFirst=function(){return null!==this._oldestItemHash?this._selectedItemsPruned.get(this._oldestItemHash)||null:null};a.prototype.getLast=function(){return null!==
+this._newestItemHash?this._selectedItemsPruned.get(this._newestItemHash)||null:null};a.prototype.size=function(){return this._selectedItemsPruned.size};a.prototype.each=function(c){for(var b=this._oldestItemHash;b;){var a=this._selectedItemsPruned.get(b);c(a);b=this._temporalLinks.get(b).futureItemHash}};a.prototype.clear=function(c){void 0===c&&(c=!0);this._selectedLayers.clear();this._selectedTypes.clear();this._clearHighlight();this._selectedItemsPruned.clear();this._selectedItemsFull.clear();
+this._selectedNodeCounts.clear();this._temporalLinks.clear();this._newestItemHash=this._oldestItemHash=null;c&&this._triggerNullSelection()};a.prototype.setNodeSelectionColor=function(c){this._setNodeSelectionColor(c);return Promise.resolve()};a.prototype._setNodeSelectionColor=function(c){this._nodeSelectionColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeSelectionColor=function(){return this._nodeSelectionColor.copy()};a.prototype.setNodeSelectionOutlineColor=function(c){this._setNodeSelectionOutlineColor(c);
+return Promise.resolve()};a.prototype._setNodeSelectionOutlineColor=function(c){this._nodeSelectionOutlineColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeSelectionOutlineColor=function(){return this._nodeSelectionOutlineColor.copy()};a.prototype.setNodeElementSelectionColor=function(c){this._setNodeElementSelectionColor(c);return Promise.resolve()};a.prototype._setNodeElementSelectionColor=function(c){this._elementSelectionColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeElementSelectionColor=
+function(){return this._elementSelectionColor.copy()};a.prototype.setNodeElementSelectionOutlineColor=function(c){this._setNodeElementSelectionOutlineColor(c);return Promise.resolve()};a.prototype._setNodeElementSelectionOutlineColor=function(c){this._elementSelectionOutlineColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeElementSelectionOutlineColor=function(){return this._elementSelectionOutlineColor.copy()};a.prototype.getHighlightFaceElementSelection=function(){return this._highlightFaceElementSelection};
+a.prototype.setHighlightFaceElementSelection=function(c){this._highlightFaceElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setNodeSelectionHighlightMode=function(c){this._setNodeSelectionHighlightMode(c);return Promise.resolve()};a.prototype._setNodeSelectionHighlightMode=function(c){this._nodeHighlightMode=c;this._updateHighlightingMode()};a.prototype.getNodeSelectionHighlightMode=function(){return this._nodeHighlightMode};a.prototype.setNodeElementSelectionHighlightMode=
+function(c){this._setNodeElementSelectionHighlightMode(c);return Promise.resolve()};a.prototype._setNodeElementSelectionHighlightMode=function(c){this._nodeElementHighlightMode=c;this._updateHighlightingMode()};a.prototype.getNodeElementSelectionHighlightMode=function(){return this._nodeElementHighlightMode};a.prototype.setHighlightNodeSelection=function(c){this._highlightNodeSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.getHighlightNodeSelection=function(){return this._highlightNodeSelection};
+a.prototype.getHighlightLineElementSelection=function(){return this._highlightLineElementSelection};a.prototype.getHighlightPointElementSelection=function(){return this._highlightPointElementSelection};a.prototype.setHighlightLineElementSelection=function(c){this._highlightLineElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setHighlightPointElementSelection=function(c){this._highlightPointElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setPickTolerance=
+function(c){this._engine.setPickTolerance(c)};a.prototype.getPickTolerance=function(){return this._engine.getPickTolerance()};a.prototype.exportSelectionData=function(){for(var c=[],b=0,a=this.getResults();b<a.length;b++)c.push(a[b].toJson());return c};a.prototype.loadSelectionData=function(c){this.clear(!1);if("string"===typeof c&&(c=JSON.parse(c),!Array.isArray(c)))throw new d.ParseError("Expected JSON depicting an Array.");for(var b=[],a=0;a<c.length;a++){var e=d.Selection.SelectionItem._fromJson(c[a]);
+e.isNodeSelection()&&b.push(e)}this.add(b)};a.prototype._pathToParent=function(c,b){for(var a=[];!c.equals(b);){a.push(c);c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c)}return a};a.prototype._removeImplicit=function(c,b){for(var a=this._pathToParent(c,b),e=b;0<a.length;){this.remove(e);b=[];var l=0;for(e=this._model.getNodeChildren(e.getNodeId());l<e.length;l++){var f=d.Selection.SelectionItem.create(e[l]);b.push(f)}this.add(b);e=a.pop()}console.assert(c===
+e);this.remove(c)};a.prototype._removeDescendants=function(c){var b=0;for(c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=d.Selection.SelectionItem.create(c[b]);this._removeDescendantsRecursive(a)}};a.prototype._removeDescendantsRecursive=function(c){var b=c._hash();if(this._selectedItemsFull.delete(b))for(this._removeImpl(c,b),b=0,c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=d.Selection.SelectionItem.create(c[b]);this._removeDescendantsRecursive(a)}};a.prototype._processSelection=
+function(c,b){switch(b){case d.SelectionMode.Add:this.add(c);break;case d.SelectionMode.Set:this.set(c);break;case d.SelectionMode.Toggle:null!==c&&this.toggle(c)}};a.prototype._clearHighlight=function(){0<this._selectedItemsPruned.size&&this._engine.clearHighlight()};a.prototype._updateHighlight=function(){var c=this;this._clearHighlight();this._selectedItemsPruned.forEach(function(b){b&&c._updateItemHighlight(b,!0,!0)});this._highlightNodeSelection&&this._model.setNodesHighlighted([],!0)};a.prototype._updateItemHighlight=
+function(c,b,a){var g=c.getNodeId();this._highlightNodeSelection&&this._model.setNodesHighlighted([g],b);this._model.getNodeType(g)!==d.NodeType.Pmi&&(b=c.getFaceEntity(),this._highlightFaceElementSelection&&null!==b&&!b.isCappingGeometry()&&this._model.setNodeFaceHighlighted(g,b.getCadFaceIndex(),a),b=c.getLineEntity(),this._highlightLineElementSelection&&null!==b&&!b.isCappingGeometry()&&this._model.setNodeLineHighlighted(g,b.getLineId(),a),c=c.getPointEntity(),this._highlightPointElementSelection&&
+null!==c&&this._model.setNodePointHighlighted(g,c.getPointId(),a))};a.prototype._updateHighlightingMode=function(){switch(this._nodeHighlightMode){case d.SelectionHighlightMode.HighlightOnly:this._engine.setNodeHighlightColor(this._nodeSelectionColor,null);break;case d.SelectionHighlightMode.OutlineOnly:this._engine.setNodeHighlightColor(null,this._nodeSelectionOutlineColor);break;case d.SelectionHighlightMode.HighlightAndOutline:this._engine.setNodeHighlightColor(this._nodeSelectionColor,this._nodeSelectionOutlineColor)}switch(this._nodeElementHighlightMode){case d.SelectionHighlightMode.HighlightOnly:this._engine.setElementHighlightColor(this._elementSelectionColor,
+null);break;case d.SelectionHighlightMode.OutlineOnly:this._nodeHighlightMode===d.SelectionHighlightMode.OutlineOnly?this._engine.setElementHighlightColor(null,this._elementSelectionOutlineColor):this._engine.setElementHighlightColor(this._nodeSelectionColor,this._elementSelectionOutlineColor);break;case d.SelectionHighlightMode.HighlightAndOutline:this._engine.setElementHighlightColor(this._elementSelectionColor,this._elementSelectionOutlineColor)}};a.prototype._onSubtreeLoaded=function(c){c=d.Selection.SelectionItem.create(c);
+if(this.isSelected(c))return this._updateItemHighlight(c,!0,!0)};a.ifcSelectionFilter=function(c,b){if(b.getNodeType(c)===d.NodeType.BodyInstance)for(var a=c;null!==a;){if(null!==b.getNodeGenericId(a))return a;a=b.getNodeParent(a)}return c};__decorate([a.deprecated],a.prototype,"endVolumeSelection",null);__decorate([a.deprecated],a.prototype,"advanceVolumeSelection",null);return a}();d.SelectionManager=a})(Communicator||(Communicator={}));
+(function(d){var h;(function(a){a[a.Background=0]="Background";a[a.Shadow=1]="Shadow";a[a.Selection=2]="Selection"})(h||(h={}));var f=function(){function a(a,c,b,g){var e=this;this._backgroundSheetMeshId=this._activeSheetId=null;this._sheetIds=[null,null,null];this._backgroundSelectionEnabled=this._backgroundSheetEnabled=!1;this._backgroundColor=new d.Color(180,180,180);this._sheetColor=d.Color.white();this._sheetShadowColor=new d.Color(75,75,75);this._viewer=a;this._engine=c;this._callbackManager=
+b;var l=function(){return __awaiter(e,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:if(!this._viewer.model.isDrawing())return[2];b=this._viewer.sheetManager.getActiveSheetId();return null!=b?[3,4]:[4,this.deactivateSheets(!1)];case 1:return a.sent(),c=this.getSheetIds(),0===this.get3DNodes().length&&0<c.length?[4,this.setActiveSheetId(c[0],!0,!0)]:[3,3];case 2:a.sent(),a.label=3;case 3:return[3,6];case 4:return[4,this._activateSheetId(b,!0,!0)];case 5:a.sent(),
+a.label=6;case 6:return[2]}})})};this._viewer.setCallbacks({_modelStructureHeaderParsed:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){return this._viewer.model.isDrawing()&&!g?[2,this.setBackgroundSheetEnabled(!0)]:[2]})})},_firstModelLoaded:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,l()];case 1:return b.sent(),[2]}})})},_resetAssemblyTreeBegin:function(){return __awaiter(e,
+void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return[4,this.setBackgroundSheetEnabled(!1)];case 1:return a.sent(),[4,this.setBackgroundSelectionEnabled(!1)];case 2:return a.sent(),this._backgroundSheetMeshId=this._activeSheetId=null,b=this._viewer.view,c=b.getBackgroundColor(),b.setBackgroundColor(c.top,c.bottom),[2]}})})},_resetDrawing:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+l()];case 1:return b.sent(),[2]}})})}})}a.prototype.getSheetIds=function(){var a=this._viewer.model,c=a.getAbsoluteRootNode();c=a.getNodeChildren(c);var b=a.getNodeChildren(c[0]);c=[];var g=0;for(b=a.getNodeChildren(b[0]);g<b.length;g++){var k=b[g];a.getNodeType(k)===d.NodeType.DrawingSheet&&c.push(k)}return c};a.prototype.get3DNodes=function(){var a=this._viewer.model,c=a.getAbsoluteRootNode();c=a.getNodeChildren(c);var b=a.getNodeChildren(c[0]);c=[];var g=0;for(b=a.getNodeChildren(b[0]);g<b.length;g++){var k=
+b[g];a.getNodeType(k)!==d.NodeType.DrawingSheet&&c.push(k)}return c};a.prototype.deactivateSheets=function(a){void 0===a&&(a=!0);return __awaiter(this,void 0,void 0,function(){var c,b,g,d;return __generator(this,function(e){switch(e.label){case 0:return this._activeSheetId=null,this._viewer.pauseRendering(),c=this.get3DNodes(),b=0<c.length,[4,this._viewer.view.isolateNodes(c,0,b)];case 1:return e.sent(),[4,this._refreshBackgroundSheets()];case 2:return e.sent(),g=this._viewer.view,d=g.getBackgroundColor(),
+g.setBackgroundColor(d.top,d.bottom),this._viewer.resumeRendering(),a&&this._callbackManager.trigger("sheetDeactivated"),[2]}})})};a.prototype.setActiveSheetId=function(a,c,b){void 0===c&&(c=!0);void 0===b&&(b=!0);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:if(this._activeSheetId===a)return[2];this._activeSheetId=a;return[4,this._activateSheetId(a,c,b)];case 1:return g.sent(),[2]}})})};a.prototype._activateSheetId=function(a,c,b){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this._markupManager._setActiveMarkupView(null)];case 1:g.sent();if(!c)return[3,4];this._viewer.pauseRendering();return[4,this._viewer.view.isolateNodes([a],0,b)];case 2:return g.sent(),[4,this._refreshBackgroundSheets()];case 3:g.sent(),this._viewer.resumeRendering(),g.label=4;case 4:return this._callbackManager.trigger("sheetActivated",this._activeSheetId),[2]}})})};a.prototype.getActiveSheetId=function(){return this._activeSheetId};
+a.prototype.isDrawingSheetActive=function(){return this._viewer.model.isDrawing()&&null!==this._activeSheetId};a.prototype.setMarkupManager=function(a){this._markupManager=a};a.prototype._createBackgroundSheetMesh=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b;return __generator(this,function(g){a=[0,0,0,1,0,0,0,1,0,0,1,0,1,0,0,1,1,0];c=[0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1];b=new d.MeshData;b.addFaces(a,c);b.setBackfacesEnabled(!0);return[2,this._viewer.model.createMesh(b)]})})};
+a.prototype._createBackgroundSheetMatrix=function(a,c){var b=a.min,g=a.max,e=this._viewer.view.getCamera();a=e.getPosition();var l=e.getTarget(),f=d.Point3.subtract(l,a);a=g.x-b.x;l=g.y-b.y;var m=Math.max(.1*a,.1*(g.z-b.z)),p=b.x+.5*a,h=b.y+.5*l,r=Math.max(.05*a,.05*l);a+=r;l+=r;p-=.5*a;h-=.5*l;b=0<f.z?g.z+m:b.z-m;c&&(c=e.getUp(),e=.3*r,p+=e,0<c.y&&(e=-e),h+=e,b+=0<f.z?m:-m);c=new d.Matrix;c.setTranslationComponent(p,h,b);c.setScaleComponent(a,l,1);return c};a.prototype._createBackgroundSheetInstance=
+function(a,c,b,g,k,l){return __awaiter(this,void 0,void 0,function(){var e,f,p;return __generator(this,function(n){switch(n.label){case 0:return e=d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.DoNotLight|d.MeshInstanceCreationFlags.DoNotOutlineHighlight|d.MeshInstanceCreationFlags.AlwaysDraw|d.MeshInstanceCreationFlags.ExcludeBounding,l||(e|=d.MeshInstanceCreationFlags.DoNotSelect),f=new d.MeshInstanceData(a,
+b,c,g,null,null,e),[4,this._viewer.model.createMeshInstance(f,null,!1,!0)];case 1:return p=n.sent(),this._viewer.model.setNodesOpacity([p],k),[2,p]}})})};a.prototype._deleteBackgroundSheetInstances=function(a){void 0===a&&(a=[h.Background,h.Selection,h.Shadow]);return __awaiter(this,void 0,void 0,function(){var c,b,g,d,e;return __generator(this,function(k){c=[];b=0;for(g=a;b<g.length;b++)d=g[b],e=this._sheetIds[d],null!==e&&(this._sheetIds[d]=null,c.push(e));return 0<c.length?[2,this._viewer.model.deleteMeshInstances(c)]:
+[2]})})};a.prototype._createOrUpdateSheet=function(a,c,b,g,k,l){return __awaiter(this,void 0,void 0,function(){var e,f,p,h;return __generator(this,function(n){switch(n.label){case 0:e=this._viewer.model;if(null!==this._sheetIds[a])return[3,2];f=this._sheetIds;p=a;return[4,this._createBackgroundSheetInstance(this._backgroundSheetMeshId,c,b,g,k,l)];case 1:return f[p]=n.sent(),[2,Promise.resolve()];case 2:return h=this._sheetIds[a],e.setNodesFaceColor([h],g),e.setNodesOpacity([h],k),null!==l&&e.setInstanceModifier(d.InstanceModifier.DoNotSelect,
+[h],!l),[2,e.setNodeMatrix(h,b,!0)]}})})};a.prototype._refreshBackgroundSheets=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b,g,k,l;return __generator(this,function(e){switch(e.label){case 0:a=this._viewer.model;if(!this.isDrawingSheetActive())return this._backgroundSelectionEnabled=!1,[2,this._deleteBackgroundSheetInstances()];if(null!==this._backgroundSheetMeshId)return[3,2];c=this;return[4,this._createBackgroundSheetMesh()];case 1:c._backgroundSheetMeshId=e.sent(),e.label=
+2;case 2:return[4,a.getModelBounding(!0,!1)];case 3:return b=e.sent(),g=this._createBackgroundSheetMatrix(b,!1),k=[],this._backgroundSelectionEnabled?[4,this._createOrUpdateSheet(h.Selection,"2d_drawing_background_selection_sheet",g,d.Color.black(),0,!0)]:[3,5];case 4:return e.sent(),[3,6];case 5:k.push(h.Selection),e.label=6;case 6:this._engine.setBackgroundGradient(this._backgroundColor,this._backgroundColor);if(!this._backgroundSheetEnabled)return[3,9];l=this._createBackgroundSheetMatrix(b,!0);
+return[4,this._createOrUpdateSheet(h.Background,"2d_drawing_background_sheet",g,this._sheetColor,1,!1)];case 7:return e.sent(),[4,this._createOrUpdateSheet(h.Shadow,"2d_drawing_background_shadow_sheet",l,this._sheetShadowColor,1,!1)];case 8:return e.sent(),[3,10];case 9:k.push(h.Background,h.Shadow),e.label=10;case 10:return 0<k.length?[2,this._deleteBackgroundSheetInstances(k)]:[2]}})})};a.prototype.setSheetColors=function(a,c,b){this._backgroundColor=a.copy();this._sheetColor=c.copy();this._sheetShadowColor=
+b.copy();return this._refreshBackgroundSheets()};a.prototype.getSheetBackgroundColor=function(){return this._backgroundColor};a.prototype.getSheetColor=function(){return this._sheetColor};a.prototype.getSheetShadowColor=function(){return this._sheetShadowColor};a.prototype.setBackgroundSheetEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:if(a===this._backgroundSheetEnabled)return[2];this._backgroundSheetEnabled=a;this._viewer.pauseRendering();
+return[4,this._refreshBackgroundSheets()];case 1:return c.sent(),this._viewer.resumeRendering(),[2]}})})};a.prototype.getBackgroundSheetEnabled=function(){return this._backgroundSheetEnabled};a.prototype.setBackgroundSelectionEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:this.isDrawingSheetActive()||(a=!1);if(a===this._backgroundSelectionEnabled)return[2];this._backgroundSelectionEnabled=a;this._viewer.pauseRendering();
+return[4,this._refreshBackgroundSheets()];case 1:return c.sent(),this._viewer.resumeRendering(),[2]}})})};a.prototype.getBackgroundSelectionEnabled=function(){return this._backgroundSelectionEnabled};a.prototype.startComparison=function(a,c,b){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return g=this._viewer.view,g.startComparison([a],[c],b),[4,this.setActiveSheetId(a,!1,!1)];case 1:return d.sent(),[4,g.isolateNodes([a,c],0,!0)];
+case 2:return d.sent(),[4,this._refreshBackgroundSheets()];case 3:return d.sent(),[2]}})})};a.prototype.endComparison=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._activeSheetId?[2]:[4,this.setActiveSheetId(this._activeSheetId,!0,!1)];case 1:return a.sent(),this._viewer.view.endComparison(),[2]}})})};return a}();d.SheetManager=f})(Communicator||(Communicator={}));
+(function(d){var h;(function(a){a[a.Model=1]="Model";a[a.Svg=2]="Svg";a[a.Html=4]="Html";a[a.All=7]="All"})(h=d.SnapshotLayer||(d.SnapshotLayer={}));var f=function(){return function(a,d,c){void 0===a&&(a=0);void 0===d&&(d=0);void 0===c&&(c=h.All);this.width=a;this.height=d;this.layers=c}}();d.SnapshotConfig=f})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(b){var c=document.createElement("canvas");c.width=b.width;c.height=b.height;c.getContext("2d").drawImage(b,0,0);return c}function a(b){if(b instanceof HTMLCanvasElement&&0<b.clientWidth&&0<b.clientHeight)return b;for(var c=0;c<b.childNodes.length;c++){var d=b.childNodes.item(c);if(d=a(d))return d}return null}function e(b,c){var a=b.getContext("2d");if(null===a)throw new d.CommunicatorError("failed to create 2D canvas context");for(var g=0;g<c.length;g++)a.drawImage(c[g],
+0,0);var e=h.OpenPromise.create(),f=new Image;f.src=b.toDataURL();f.onload=function(){e.resolve(f)};return e}var c=function(){function b(b,c){this._domElements=b;this._config=c}b.prototype._extractMarkupSvgAsCanvas=function(){var b=this._domElements.getMarkupSvgElement(),c=(new XMLSerializer).serializeToString(b);b=c;var a=(new DOMParser).parseFromString(b,"text/xml");c=a.getElementsByTagName("defs");for(var d=[],e=0;e<c.length;e++)for(var p=c.item(e).getElementsByTagName("marker"),h=0;h<p.length;h++){var r=
+p.item(h);d.push(r)}c=[];p=a.getElementsByTagName("line");for(e=0;e<p.length;e++)if(a=p.item(e),null!==a.style.marker&&0<a.style.marker.length){h=a.style.marker.indexOf("#")+1;r=a.style.marker.indexOf('"',h+1);r=a.style.marker.substring(h,r);var u=null,t=null;for(h=0;h<d.length;h++)if(d[h].id===r){u=d[h];t=d[h+1];break}c.push({line:a,start:u,end:t})}for(d=b.indexOf("marker: url");0<=d;){e=b.indexOf(")",d)+1;a=b.substring(d,e);h=a.indexOf("#")+1;p=a.indexOf('"',h);r=a.indexOf("&quot",h+11+1);u=p;if(0>
+p||r<p)u=r;h=a.substring(h,u);p=0;for(r=c;p<r.length;p++)if(a=r[p],u=a.start,a=a.end,null!==u&&null!==a&&u.id===h){h="marker-start: url('#"+u.id+"');";h+="marker-end: url('#"+a.id+"')";b=b.slice(0,d)+h+b.slice(e);break}d=b.indexOf("marker: url",e+1)}c=b;b=document.createElement("canvas");document.body.appendChild(b);canvg(b,c);c=f(b);document.body.removeChild(b);return c};b.prototype._extractRedlineSvgAsCanvas=function(b,c){var a=this._domElements.getRedlineSvgElement();a.setAttribute("width",""+
+b);a.setAttribute("height",""+c);a=(new XMLSerializer).serializeToString(a);a=a.replace("width: 100%;","width: "+b+";");a=a.replace("height: 100%;","height: "+c+";");b=document.createElement("canvas");document.body.appendChild(b);canvg(b,a);c=f(b);document.body.removeChild(b);return c};b.prototype._extractRedlineAsCanvas=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){b=this._domElements.getRedlineElement();return[2,html2canvas(b,{background:void 0})]})})};
+b.prototype.capture=function(b){return __awaiter(this,void 0,void 0,function(){var c,g,n,m,p;return __generator(this,function(k){switch(k.label){case 0:c=a(b);if(null===c)throw new d.CommunicatorError("failed to find canvas");g=document.createElement("canvas");g.width=this._config.width||b.clientWidth;g.height=this._config.height||b.clientHeight;g.style.width="100%";g.style.height="100%";n=[];this._config.layers&d.SnapshotLayer.Model&&n.push(f(c));this._config.layers&d.SnapshotLayer.Svg&&(n.push(this._extractMarkupSvgAsCanvas()),
+n.push(this._extractRedlineSvgAsCanvas(g.width,g.height)));if(!(this._config.layers&d.SnapshotLayer.Html))return[3,2];p=(m=n).push;return[4,this._extractRedlineAsCanvas()];case 1:p.apply(m,[k.sent()]),k.label=2;case 2:return[2,e(g,n)]}})})};return b}();h.Snapshot=c})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function b(){this._strokeWidth=1;this._strokeColor=d.Color.black()}b.prototype._assign=function(b){this._strokeWidth=b._strokeWidth;this._strokeColor.assign(b._strokeColor)};b.prototype.setStrokeColor=function(b){this._strokeColor.assign(b)};b.prototype.getStrokeColor=function(){return this._strokeColor.copy()};b.prototype.setStrokeWidth=function(b){this._strokeWidth=b};b.prototype.getStrokeWidth=function(){return this._strokeWidth};return b}();
+f.StrokedShape=a;var e=function(b){function c(){var c=null!==b&&b.apply(this,arguments)||this;c._fillColor=d.Color.black();c._fillOpacity=1;return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._fillColor.assign(c._fillColor);this._fillOpacity=c._fillOpacity};c.prototype.getFillOpacity=function(){return this._fillOpacity};c.prototype.setFillOpacity=function(b){this._fillOpacity=b};c.prototype.setFillColor=function(b){this._fillColor.assign(b)};c.prototype.getFillColor=
+function(){return this._fillColor.copy()};return c}(a);f.FilledShape=e;var c;(function(b){b[b.None=0]="None";b[b.Arrowhead=1]="Arrowhead";b[b.Circle=2]="Circle"})(c=f.EndcapType||(f.EndcapType={}));a=function(b){function a(){var a=null!==b&&b.apply(this,arguments)||this;a._startEndcapType=c.None;a._startEndcapColor=d.Color.black();a._startEndcapSize=9;a._endEndcapType=c.None;a._endEndcapColor=d.Color.black();a._endEndcapSize=9;a._endcapsInverted=!1;return a}__extends(a,b);a.prototype._assign=function(c){b.prototype._assign.call(this,
+c);this._startEndcapType=c._startEndcapType;this._startEndcapColor.assign(c._startEndcapColor);this._startEndcapSize=c._startEndcapSize;this._endEndcapType=c._endEndcapType;this._endEndcapColor.assign(c._endEndcapColor);this._endEndcapSize=c._endEndcapSize;this._endcapsInverted=c._endcapsInverted};a.prototype.getStartEndcapType=function(){return this._startEndcapType};a.prototype.setStartEndcapType=function(b){this._startEndcapType=b};a.prototype.getStartEndcapColor=function(){return this._startEndcapColor.copy()};
+a.prototype.setStartEndcapColor=function(b){this._startEndcapColor.assign(b)};a.prototype.getStartEndcapSize=function(){return this._startEndcapSize};a.prototype.setStartEndcapSize=function(b){this._startEndcapSize=b};a.prototype.getEndEndcapType=function(){return this._endEndcapType};a.prototype.setEndEndcapType=function(b){this._endEndcapType=b};a.prototype.setEndcapType=function(b){this._endEndcapType=this._startEndcapType=b};a.prototype.getEndEndcapSize=function(){return this._endEndcapSize};
+a.prototype.setEndEndcapSize=function(b){this._endEndcapSize=b};a.prototype.getEndEndcapColor=function(){return this._endEndcapColor.copy()};a.prototype.setEndEndcapColor=function(b){this._endEndcapColor.assign(b)};a.prototype.getEndcapsInverted=function(){return this._endcapsInverted};a.prototype.setEndcapsInverted=function(b){this._endcapsInverted=b};return a}(a);f.EndcapShape=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function c(){var c=null!==b&&b.apply(this,arguments)||this;c._borderRadius=0;return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._borderRadius=c._borderRadius};c.prototype.getBorderRadius=function(){return this._borderRadius};c.prototype.setBorderRadius=function(b){this._borderRadius=b};return c}(f.FilledShape);f.RectangleBase=a;var e=function(b){function c(c,a){var g=b.call(this)||this;g._position=
+d.Point2.zero();g._size=d.Point2.zero();c&&g._position.assign(c);a&&g._size.assign(a);return g}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._position.assign(c._position);this._size.assign(c._size)};c.prototype.setPosition=function(b){this._position.assign(b)};c.prototype.getPosition=function(){return this._position.copy()};c.prototype.setSize=function(b){this._size.assign(b)};c.prototype.getSize=function(){return this._size.copy()};return c}(a);f.Rectangle=
+e;var c=function(){return function(b,c){this.position=b.copy();this.size=c.copy()}}();f._MarkupRectangleData=c;a=function(b){function a(){var c=null!==b&&b.apply(this,arguments)||this;c._rectangles=[];return c}__extends(a,b);a.prototype.clear=function(){this._rectangles=[]};a.prototype.addRectangle=function(b,a){this._rectangles.push(new c(b,a))};a.prototype.getRectangles=function(){return this._rectangles};return a}(a);f.RectangleCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function c(){var c=b.call(this)||this;c._fontFamily=null;c._fontSize=12;c.setStrokeWidth(0);return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._fontFamily=c._fontFamily;this._fontSize=c._fontSize};c.prototype.getFontFamily=function(){return this._fontFamily};c.prototype.setFontFamily=function(b){this._fontFamily=b};c.prototype.setFontSize=function(b){this._fontSize=b};c.prototype.getFontSize=function(){return this._fontSize};
+return c}(f.FilledShape);f.TextMarkupBase=a;var e=function(b){function c(c,a){var g=b.call(this)||this;g._position=d.Point2.zero();g._text="";a&&(g._position=a.copy());c&&g.setText(c);return g}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._text=c._text;this._position.assign(c._position)};c.prototype.setPosition=function(b){this._position.assign(b)};c.prototype.getPosition=function(){return this._position};c.prototype.setText=function(b){this._text=b};c.prototype.getText=
+function(){return this._text};return c}(a);f.Text=e;var c=function(){return function(b,c){this.text=b;this.position=c.copy()}}();f._MarkupTextData=c;a=function(b){function a(){var c=null!==b&&b.apply(this,arguments)||this;c._textStrings=[];return c}__extends(a,b);a.prototype.clear=function(){this._textStrings=[]};a.prototype.addString=function(b,a){this._textStrings.push(new c(b,a))};a.prototype.getStrings=function(){return this._textStrings};return a}(a);f.TextCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||
+(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._behindView=!1}a.prototype.remove=function(){};a.prototype.draw=function(){};a.prototype.hit=function(a){a;return!1};a.prototype.hitWithTolerance=function(a,c){a;c;return!1};a.prototype.onSelect=function(){};a.prototype.onDeselect=function(){};a.prototype.toJson=function(){return{}};a.prototype.forJson=function(){return this.toJson()};a.prototype.getClassName=function(){return"Communicator.Markup.MarkupItem"};return a}();d.MarkupItem=f})(d.Markup||
+(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(c){function b(b){var a=c.call(this)||this;a._position=new d.Point2(10,10);a._nextItemPosition=d.Point2.zero();a._statItemOffset=new d.Point2(5,5);a._maxStatWidth=0;a._viewer=b;a._backgroundPanel=new d.Markup.Shape.Rectangle(a._position,new d.Point2(300,100));a._backgroundPanel.setFillColor(d.Color.white());a._backgroundPanel.setStrokeWidth(0);a._statsText=new d.Markup.Shape.TextCollection;return a}__extends(b,c);b.prototype.draw=function(){this._updateBackgroundSize();
+var b=this._viewer.markupManager.getRenderer();b.drawRectangle(this._backgroundPanel);b.drawTexts(this._statsText)};b.prototype.clearStatsText=function(){this._statsText.clear();this._nextItemPosition.assign(this._position)};b.prototype.setPosition=function(b){this._position.assign(b);this._backgroundPanel.setPosition(this._position)};b.prototype.addStatistic=function(b,c){var a=d.Point2.add(this._nextItemPosition,this._statItemOffset);this._statsText.addString(b+": "+c,a);this._nextItemPosition.y+=
+this._statsText.getFontSize()};b.prototype._updateBackgroundSize=function(){for(var b=this._viewer.markupManager.getRenderer(),c=this._statsText.getStrings(),a=this._statsText.getFontSize(),e=0;e<c.length;e++){var f=b.measureText(c[e].text,this._statsText);this._maxStatWidth=Math.max(this._maxStatWidth,f.x)}this._backgroundPanel.setSize(new d.Point2(2*this._statItemOffset.x+this._maxStatWidth,c.length*(a+this._statItemOffset.y)))};return b}(d.Markup.MarkupItem),a=function(){return function(){this.total_triangle_count=
+this.total_element_count=0}}();h.StatisticMap=a;var e=function(){function c(b,c){var g=this;this._statisticsDisplayHandle=null;this._statistics=new a;this._viewer=c;this._callbackManager=b;this._callbackManager.bind({frameDrawn:function(){return __awaiter(g,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.update()];case 1:return b.sent(),[2]}})})}});this._statisticsDisplay=new f(this._viewer)}c.prototype.update=function(){return __awaiter(this,void 0,
+void 0,function(){var b,c,a,d,e,f,p;return __generator(this,function(g){switch(g.label){case 0:return[4,this._viewer.getStatistics()];case 1:this._statistics=b=g.sent();this._statisticsDisplay.clearStatsText();c=Object.keys(this._statistics);a=0;for(d=c;a<d.length;a++)f=e=d[a],p=this._statistics[f],this._statisticsDisplay.addStatistic(f,p.toString());return[2]}})})};c.prototype.isShown=function(){return null!==this._statisticsDisplayHandle};c.prototype.getStatistics=function(){return this._statistics};
+c.prototype.showDisplay=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this.isShown()?[3,2]:[4,this.update()];case 1:b.sent(),this._statisticsDisplayHandle=this._viewer.markupManager.registerMarkup(this._statisticsDisplay),b.label=2;case 2:return[2]}})})};c.prototype.hideDisplay=function(){this.isShown()&&(this._viewer.markupManager.unregisterMarkup(this._statisticsDisplayHandle),this._statisticsDisplayHandle=null)};return c}();
+h.Statistics=e})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){var h=function(){return function(){this.svgXmlPrologEnabled=!0;this.svgBackgroundCssColor="";this.linesDrawModelLinesEnabled=this.silhouettesEnabled=!0;this.linesStrokeWidth=20;this.linesCssColor="#000000";this.linesClipZNudgeFactor=this.linesClipProximityToPlane=5.5;this.polygonsForceDrawCssColor="";this.logDiagnostics=this.logProgress=!1}}();d.SvgConfig=h})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.Rgba32=0]="Rgba32";d[d.Rgb24=1]="Rgb24";d[d.Gray8=2]="Gray8";d[d.GrayAlpha16=3]="GrayAlpha16";d[d.Jpeg=4]="Jpeg";d[d.Png=5]="Png"})(d.ImageFormat||(d.ImageFormat={}));(function(d){d[d.Clamp=0]="Clamp";d[d.Repeat=1]="Repeat"})(d.TextureTiling||(d.TextureTiling={}));(function(d){d[d.UV=0]="UV"})(d.TextureParameterization||(d.TextureParameterization={}));(function(d){d[d.Decal=1]="Decal"})(d.TextureModifier||(d.TextureModifier={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._timeoutDurationMinutes=15;this._timeoutWarningMinutes=14;this._timer=new d.Util.Timer;this._enabled=!0;this._callbackManager=a;this.resetTimeout()}a.prototype.setTimeoutDurations=function(a,c){this._timeoutDurationMinutes=a;this._timeoutWarningMinutes=c;this.resetTimeout();return!0};a.prototype.shutdown=function(){this._enabled=!1;this._timer.clear()};a.prototype.resetTimeout=function(){var a=this;this._enabled&&this._timer.set(Math.round(6E4*
+this._timeoutWarningMinutes),function(){a._warn()})};a.prototype._warn=function(){var a=this;console.assert(this._timer.isIdle(0));var c=this._timeoutDurationMinutes-this._timeoutWarningMinutes,b=Math.round(6E4*c);this._callbackManager.trigger("timeoutWarning",c);this._timer.set(b,function(){a._timeout()})};a.prototype._timeout=function(){this._callbackManager.trigger("timeout");this._callbackManager.trigger("_timeout")};return a}();h.TimeoutMonitor=f})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){d.create=function(){return"xxxxxxxx-xxxx-4xxx-yxxx-xxxxxxxxxxxx".replace(/[xy]/g,function(d){var a=16*Math.random()|0;return("x"===d?a:a&3|8).toString(16)})}})(d.UUID||(d.UUID={}))})(Communicator||(Communicator={}));(function(d){(function(h){h.create=function(){return d.UUID.create()}})(d.GUID||(d.GUID={}))})(Communicator||(Communicator={}));
+var __assign=this&&this.__assign||function(){__assign=Object.assign||function(d){for(var h,f=1,a=arguments.length;f<a;f++){h=arguments[f];for(var e in h)Object.prototype.hasOwnProperty.call(h,e)&&(d[e]=h[e])}return d};return __assign.apply(this,arguments)};
+(function(d){var h=function(){function f(a,e,c,b,g,k,l,f){this._backfacesVisible=!1;this._initialCamera=null;this._boundingCalculationIgnoresInvisible=this._faceVisibility=this._lineVisibility=!0;this._backgroundColorBottom=this._backgroundColorTop=null;this._drawMode=d.DrawMode.WireframeOnShaded;this._ambientOcclusionEnabled=!1;this._ambientOcclusionRadius=.03;this._antiAliasingMode=d.AntiAliasingMode.SMAA;this._lightingEnabled=!0;this._ambientLightColor=d.Color.black();this._bloomEnabled=!1;this._bloomIntensityScale=
+this._bloomThresholdRampWidth=this._bloomThreshold=0;this._bloomLayers=[];this._hardEdgesEnabled=this._silhouetteEnabled=this._simpleReflectionEnabled=this._simpleShadowEnabled=!1;this._hiddenLineSettings=new d.Settings.HiddenLineSettings;this._projectionMode=d.Projection.Orthographic;var n=a.getCreationParameters();this._viewer=a;this._engine=e;this._callbackManager=c;this._interpolationManager=g;this._eventDispatcher=b;this._model=a.model;this._statistics=k;this._navCube=l;this._axisTriad=f;this._determineInitialAxes=
+d.Internal.getWithDefault(n.calculateDefaultViewAxes,!0);this._initEvents()}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","View",d);return b.apply(this,c)};return c};f.prototype._initEvents=function(){var a=this;this._callbackManager.bind({_resetAssemblyTreeBegin:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){this._initialCamera=null;return[2]})})},
+_firstAttachment:function(e){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(c){return e===d.Internal.AttachType.Direct?[2,this._massageInitialCamera(!1)]:[2]})})},_firstModelLoaded:function(){return a._massageInitialCamera(!1)},_modelSwitched:function(d){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return d?[3,2]:[4,this._massageInitialCamera(!1)];case 1:return c.sent(),[2,this._setInitialView(0)];case 2:return[2]}})})},
+hwfParseComplete:function(){return a._massageInitialCamera(!0)},_modelStructureHeaderParsed:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){return this._viewer.sheetManager.isDrawingSheetActive()?(this._model.setViewAxes(new d.Point3(0,0,1),new d.Point3(0,1,0)),[2,this.setViewOrientation(d.ViewOrientation.Front,0)]):[2]})})},_sessionStarted:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){this.clearLights();this.setAmbientLightColor(d.Color.createFromFloatArray([.075,
+.075,.075]));this.addLight(new d.Light(d.LightType.Directional,d.LightSpace.Camera,new d.Point3(.5,.5,1),d.Color.createFromFloatArray([.925,.925,.925])));this.addLight(new d.Light(d.LightType.Directional,d.LightSpace.Camera,new d.Point3(-.5,-.5,1),d.Color.createFromFloatArray([.1,.1,.2])));this.setBloomIntensityScale(1);this.setBloomThreshold(.65);this.setBloomThresholdRampWidth(.1);this.setBloomLayers([{intensity:.5,blurSamples:5,blurInterval:[.0025,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:.5,
+blurSamples:5,blurInterval:[.005,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:.5,blurSamples:9,blurInterval:[.01,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:1,blurSamples:9,blurInterval:[.02,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:2,blurSamples:11,blurInterval:[.04,d.BlurIntervalUnit.ProportionOfHeight]}]);this.setGroundPlane({normal:new d.Point3(0,0,1),followViewAxes:!0});this.setSimpleShadowColor(d.Color.black());this.setSimpleShadowOpacity(.65);this.setSimpleShadowResolution(512);
+this.setSimpleShadowBlurSamples(5);this.setSimpleShadowBlurInterval(1);this.setSimpleShadowInteractiveUpdateEnabled();this.setSimpleReflectionOpacity(.65);this.setSimpleReflectionFadeAngle(10);this.setSimpleReflectionBlurSamples(9);this.setSimpleReflectionBlurInterval(1,d.BlurIntervalUnit.Pixels);this.setSimpleReflectionAttenuation(0,1,d.SimpleReflectionAttenuationUnit.ProportionOfBoundingHeight);this.setSilhouetteColor(d.Color.black());this.setSilhouetteOpacity(1);this.setSilhouetteThreshold(.05);
+this.setSilhouetteThresholdRampWidth(.025);this.setHardEdgeColor(d.Color.black());this.setHardEdgeOpacity(1);this.setHardEdgeThreshold(30);this.setHardEdgeThresholdRampWidth(20);return[2]})})},viewAxes:function(d,c){a._updateGroundPlane(d,c)}})};f.prototype._massageInitialCamera=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:if(null!==this._initialCamera)return[2];d=this;return[4,this._engine.getCameraPromise()];case 1:return d._initialCamera=
+c.sent(),this._projectionMode=this._initialCamera.getProjection(),!this._determineInitialAxes||this._viewer.sheetManager.isDrawingSheetActive()||this._model.viewAxesHaveBeenSet()||this._determineViewAxes(this._initialCamera),a?[4,this.fitWorld()]:[3,3];case 2:c.sent(),this._initialCamera=this.getCamera(),c.label=3;case 3:return[2]}})})};f.prototype.setLineVisibility=function(a){this._setLineVisibility(a);return Promise.resolve()};f.prototype._setLineVisibility=function(a){a!==this._lineVisibility&&
+(this._lineVisibility=a,this._engine.setLineVisibility(a))};f.prototype.getLineVisibility=function(){return this._lineVisibility};f.prototype.setFaceVisibility=function(a){this._setFaceVisibility(a);return Promise.resolve()};f.prototype._setFaceVisibility=function(a){a!==this._faceVisibility&&(this._faceVisibility=a,this._engine.setFaceVisibility(a));return Promise.resolve()};f.prototype.getFaceVisibility=function(){return this._faceVisibility};f.prototype.setProjectionMode=function(a){this._projectionMode!==
+a&&(this._projectionMode=a,this._engine.isInit()&&this._engine.setProjection(a),this._eventDispatcher.injectViewOrientationChangeEvent())};f.prototype.getProjectionMode=function(){return this._projectionMode};f.prototype.getViewMatrix=function(){return this._engine.getViewMatrix()};f.prototype.getProjectionMatrix=function(){return this._engine.getProjectionMatrix()};f.prototype.getFullCameraMatrix=function(){return this._engine.getFullCameraMatrix()};f.prototype.raycastFromPoint=function(a){var e=
+this.getCanvasSize(),c=this._engine.getViewMatrix(),b=this._engine.getProjectionMatrix(),g=new d.Point3(a.x,e.y-a.y,0);a=this._unproject(g,b,c,e);if(null===a)return null;g.z=.5;e=this._unproject(g,b,c,e);if(null===e)return null;e=d.Point3.subtract(e,a).normalize();return new d.Ray(a,e)};f.prototype._unproject=function(a,e,c,b){e=d.Matrix.multiply(c,e);e=d.Matrix.inverse(e);if(null===e)return null;a=new d.Point4(a.x,a.y,a.z,1);a.x/=b.x;a.y/=b.y;a.x=2*a.x-1;a.y=2*a.y-1;a.z=2*a.z-1;b=e.transform4(a);
+if(0===b.w)return null;b.scale(1/b.w);return new d.Point3(b.x,b.y,b.z)};f.prototype._rectifySelectionItem=function(a){var d=a.getInclusionKey(),c=a.getNodeId();d=this._model._getNodeFromInstanceInc(!1,d,c,!0);a._setNodeId(d)};f.prototype.isOutsideCanvasArea=function(a){var d=this.getCanvasSize();return 0>a.x||0>a.y||a.x>=d.x||a.y>=d.y};f.prototype.pickFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");
+return[4,this._engine.pickFromScreen(a,e,this._viewer.sheetManager.isDrawingSheetActive())];case 1:return(c=b.sent())?(this._rectifySelectionItem(c),[2,c]):[2,d.Selection.SelectionItem.create()]}})})};f.prototype.pickAllFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k;return __generator(this,function(l){switch(l.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[4,this._engine.pickAllFromScreen(a,
+e,this._viewer.sheetManager.isDrawingSheetActive())];case 1:c=l.sent();b=0;for(g=c;b<g.length;b++)k=g[b],this._rectifySelectionItem(k);return[2,c]}})})};f.prototype.compositePickFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[4,this._engine.compositePickFromScreen(a,e,this._viewer.sheetManager.isDrawingSheetActive())];
+case 1:return c=b.sent(),null!==c.faceItem&&this._rectifySelectionItem(c.faceItem),null!==c.lineItem&&this._rectifySelectionItem(c.lineItem),null!==c.pointItem&&this._rectifySelectionItem(c.pointItem),[2,c]}})})};f.prototype.pickFromRay=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,this._engine.pickFromRay(a,e)];case 1:return(c=b.sent())?(this._rectifySelectionItem(c),[2,c]):[2,d.Selection.SelectionItem.create()]}})})};
+f.prototype.pickAllFromRay=function(a,d){return __awaiter(this,void 0,void 0,function(){var c,b,g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._engine.pickAllFromRay(a,d)];case 1:c=k.sent();b=0;for(g=c;b<g.length;b++)e=g[b],this._rectifySelectionItem(e);return[2,c]}})})};f.prototype.beginScreenSelectByArea=function(a,e,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(this.isOutsideCanvasArea(a)||this.isOutsideCanvasArea(e))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");
+return[2,this._engine.beginScreenAreaSelection(a,e,c)]})})};f.prototype.beginRayDrillSelection=function(a,e,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[2,this._engine.beginRayDrillSelection(a,e,c)]})})};f.prototype.beginConvexPolyhedronSelection=function(a,d,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){return[2,
+this._engine.beginConvexPolyhedronSelection(a,d,c)]})})};f.prototype.beginSphereSelection=function(a,e,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=d.Internal.toVec3(a);return[2,this._engine.beginSphereSelection(b,e,c)]})})};f.prototype.endIncrementalSelection=function(a){this._endIncrementalSelection(a);return Promise.resolve()};f.prototype._endIncrementalSelection=function(a){this._engine.endIncrementalSelection(a)};f.prototype.endVolumeSelection=
+function(a){return this.endIncrementalSelection(a)};f.prototype.advanceIncrementalSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,f,m,p,h;return __generator(this,function(n){switch(n.label){case 0:return n.trys.push([0,2,,3]),[4,this._engine.advanceIncrementalSelection(a)];case 1:e=n.sent();if(null===e)return[2,null];c=this._viewer.selectionManager;b=[];g=0;for(k=e;g<k.length;g++)l=k[g],this._rectifySelectionItem(l),f=l,m=f.getNodeId(),(p=c._incrementalBlacklistedInstanceNodes.has(m))||
+b.push(f);return[2,b];case 2:h=n.sent();if("advanceVolumeSelection"===h.scFunction)throw new d.SelectionInvalidatedError;throw h;case 3:return[2]}})})};f.prototype.advanceVolumeSelection=function(a){return this.advanceIncrementalSelection(a)};f.prototype.projectPoint=function(a,d){if(void 0!==d){var c=d.getProjectionMatrix(this._viewer);var b=d.getViewMatrix(this._viewer)}else c=this._engine.getSynchedProjectionMatrix(),b=this._engine.getSynchedViewMatrix();d=this.getCanvasSize();a=this._project(a,
+c,b,d);a.y=d.y-a.y;return a};f.prototype._project=function(a,e,c,b){a=new d.Point4(a.x,a.y,a.z,1);c.transform4(a,a);e.transform4(a,a);e=0>=a.w;c=a.w;0>=a.w&&(a.w=.001);a.scale(1/a.w);a.x=.5*a.x+.5;a.y=.5*a.y+.5;a.z=.5*a.z+.5;a.x*=b.x;a.y*=b.y;e&&(a.z=c);return new d.Point3(a.x,a.y,a.z)};f.prototype.unprojectPoint=function(a,e){var c=this.getCanvasSize(),b=this.getProjectionMatrix(),g=this.getViewMatrix();a=new d.Point3(a.x,c.y-a.y,e);return this._unproject(a,b,g,c)};f.prototype.pointToWindowPosition=
+function(a){var e=this._engine.getCanvasSize();return new d.Point2(a.x/e.x*2-1,1-a.y/e.y*2)};f.prototype.setCamera=function(a,d){void 0===d&&(d=0);return null===a?!1:this._setCameraImpl(a,d).unsafeValue};f.prototype._setCameraPromise=function(a,d){return this._setCameraImpl(a,d).readyPromise};f.prototype._setCameraImpl=function(a,e){return 0<e?this._interpolateCamera(a,e):this._engine.isInit()?(e=a.getProjection(),this._projectionMode!==e&&this.setProjectionMode(e),this._engine.setCamera(a),e=this._markupManager?
+this._markupManager._setActiveMarkupView(null):Promise.resolve(),this._callbackManager.trigger("camera",a),d.Internal.UnsafePromise.create(!0,e)):d.Internal.UnsafePromise.create(!1,Promise.resolve())};f.prototype._interpolateCamera=function(a,e){var c=this;if(this._engine.isInit()){var b=this.getCamera();if(b.equals(a))return this._markupManager&&this._markupManager._update(),d.Internal.UnsafePromise.create(!1,Promise.resolve());this._callbackManager.trigger("transitionBegin",e);var g=d.Util.OpenPromise.create();
+this._interpolationManager.start(new d.Internal.CameraInterpolation(b,a,e,function(){c._eventDispatcher.injectViewOrientationChangeEvent();c._callbackManager.trigger("transitionEnd");g.resolve()},this));return d.Internal.UnsafePromise.create(!0,g)}return d.Internal.UnsafePromise.create(!1,Promise.resolve())};f.prototype.updateCamera=function(a){a=this._engine.updateCamera(a);this._callbackManager.trigger("camera",a);return a};f.prototype.resetCamera=function(a){void 0===a&&(a=d.DefaultTransitionDuration);
+return this._setInitialView(a)};f.prototype.getCamera=function(){if(this._engine.isInit())return this._engine.getCamera();throw new d.CommunicatorError("getCamera() called before sceneReady");};f.prototype.getViewOrientationCamera=function(a,e,c){void 0===c&&(c=!0);return __awaiter(this,void 0,void 0,function(){var b,g,k,l,f,m,p,h,r,u,t,v,w,z,x,y,A,B,D,C,E,F;return __generator(this,function(n){switch(n.label){case 0:return b=this.getCamera(),g=b.getUp().copy().normalize(),k=this._model.getViewAxes(),
+l=k.upVector.copy(),f=k.frontVector.copy(),void 0!==e?[3,2]:[4,this._model.getModelBounding(this._boundingCalculationIgnoresInvisible,!1)];case 1:return e=n.sent(),[3,3];case 2:this._fitCameraToBounding(b,e),n.label=3;case 3:m=e.center();p=m.copy();h=m.copy();r=d.Point3.subtract(b.getPosition(),b.getTarget()).length();u=d.Point3.subtract(b.getPosition(),m).length();t=new d.Point3(0,0,1);v=new d.Point3(-1,0,0);null!==l&&(t=l.copy());null!==f&&(v=f.copy());w=v.copy().scale(-1);z=v.copy();x=t.copy();
+y=t.copy().scale(-1);A=d.Point3.cross(x,w);B=A.copy().scale(-1);D=function(b){b=d.Point3.subtract(h,b);var c=t,a=d.Util.computeAngleBetweenVector(b,t);if(0===a||180===a)c=v;var e=d.Point3.cross(b,c),k=e.copy().negate(),l=d.Point3.cross(b,e),f=l.copy().negate();b=Infinity;c=e;a=0;for(e=[e,k,l,f];a<e.length;a++)k=e[a],l=d.Util.computeAngleBetweenVector(g,k),l<=b&&(b=l,c=k);return c.normalize()};C=null;switch(a){case d.ViewOrientation.Front:p=d.Point3.add(h,z);break;case d.ViewOrientation.Back:p=d.Point3.add(h,
+w);break;case d.ViewOrientation.Left:p=d.Point3.add(h,A);break;case d.ViewOrientation.Right:p=d.Point3.add(h,B);break;case d.ViewOrientation.Bottom:p=d.Point3.add(h,y);C=w.copy();break;case d.ViewOrientation.Top:p=d.Point3.add(h,x);C=w.copy();break;case d.ViewOrientation.FrontTop:case d.ViewOrientation.TopFront:p=d.Point3.add(h,d.Point3.add(z,x));C=d.Point3.add(w,x).normalize();break;case d.ViewOrientation.FrontTopLeft:case d.ViewOrientation.LeftTopFront:case d.ViewOrientation.TopLeftFront:p=d.Point3.add(h,
+d.Point3.add(z,d.Point3.add(A,x)));C=d.Point3.add(w,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.Iso:case d.ViewOrientation.FrontTopRight:case d.ViewOrientation.RightTopFront:case d.ViewOrientation.TopRightFront:p=d.Point3.add(h,d.Point3.add(z,d.Point3.add(B,x)));C=d.Point3.add(w,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.FrontLeft:case d.ViewOrientation.LeftFront:p=d.Point3.add(h,d.Point3.add(z,A));break;case d.ViewOrientation.FrontRight:case d.ViewOrientation.RightFront:p=
+d.Point3.add(h,d.Point3.add(z,B));break;case d.ViewOrientation.FrontBottom:case d.ViewOrientation.BottomFront:p=d.Point3.add(h,d.Point3.add(z,y));C=d.Point3.add(z,x).normalize();break;case d.ViewOrientation.FrontBottomLeft:case d.ViewOrientation.LeftBottomFront:case d.ViewOrientation.BottomLeftFront:p=d.Point3.add(h,d.Point3.add(z,d.Point3.add(A,y)));C=d.Point3.add(z,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.FrontBottomRight:case d.ViewOrientation.RightBottomFront:case d.ViewOrientation.BottomRightFront:p=
+d.Point3.add(h,d.Point3.add(z,d.Point3.add(B,y)));C=d.Point3.add(z,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.BackTop:case d.ViewOrientation.TopBack:p=d.Point3.add(h,d.Point3.add(w,x));C=d.Point3.add(z,x).normalize();break;case d.ViewOrientation.BackTopLeft:case d.ViewOrientation.LeftTopBack:case d.ViewOrientation.TopLeftBack:p=d.Point3.add(h,d.Point3.add(w,d.Point3.add(A,x)));C=d.Point3.add(z,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.BackTopRight:case d.ViewOrientation.RightTopBack:case d.ViewOrientation.TopRightBack:p=
+d.Point3.add(h,d.Point3.add(w,d.Point3.add(B,x)));C=d.Point3.add(z,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.BackLeft:case d.ViewOrientation.LeftBack:p=d.Point3.add(h,d.Point3.add(w,A));break;case d.ViewOrientation.BackRight:case d.ViewOrientation.RightBack:p=d.Point3.add(h,d.Point3.add(w,B));break;case d.ViewOrientation.BackBottom:case d.ViewOrientation.BottomBack:p=d.Point3.add(h,d.Point3.add(w,y));C=d.Point3.add(w,x).normalize();break;case d.ViewOrientation.BackBottomLeft:case d.ViewOrientation.LeftBottomBack:case d.ViewOrientation.BottomLeftBack:p=
+d.Point3.add(h,d.Point3.add(w,d.Point3.add(A,y)));C=d.Point3.add(w,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.BackBottomRight:case d.ViewOrientation.RightBottomBack:case d.ViewOrientation.BottomRightBack:p=d.Point3.add(h,d.Point3.add(w,d.Point3.add(B,y)));C=d.Point3.add(w,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.LeftBottom:case d.ViewOrientation.BottomLeft:p=d.Point3.add(h,d.Point3.add(A,y));C=d.Point3.add(A,x).normalize();break;case d.ViewOrientation.LeftTop:case d.ViewOrientation.TopLeft:p=
+d.Point3.add(h,d.Point3.add(A,x));C=d.Point3.add(B,x).normalize();break;case d.ViewOrientation.RightBottom:case d.ViewOrientation.BottomRight:p=d.Point3.add(h,d.Point3.add(B,y));C=d.Point3.add(B,x).normalize();break;case d.ViewOrientation.RightTop:case d.ViewOrientation.TopRight:p=d.Point3.add(h,d.Point3.add(B,x));C=d.Point3.add(A,x).normalize();break;default:d.Util.TypeAssertNever(a)}c||(C=D(p));null===C&&(C=t);E=d.Point3.add(d.Point3.subtract(p,m).normalize().scale(u),m);F=d.Point3.add(d.Point3.subtract(p,
+m).normalize().scale(u-r),m);b.setPosition(E);b.setTarget(F);b.setUp(C);return[2,b]}})})};f.prototype.setViewOrientation=function(a,e,c,b){void 0===e&&(e=d.DefaultTransitionDuration);void 0===b&&(b=!0);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this.getViewOrientationCamera(a,c,b)];case 1:return g=d.sent(),void 0!==c?[3,3]:[4,this.fitWorld(e,g)];case 2:return d.sent(),[3,5];case 3:return[4,this.fitBounding(c,e,g)];case 4:d.sent(),
+d.label=5;case 5:return this._callbackManager.trigger("viewOrientation",a),[2]}})})};f.prototype.centerCameraOnNode=function(a,e,c){void 0===e&&(e=0);void 0===c&&(c=this.getCamera());return __awaiter(this,void 0,void 0,function(){var b,g,k,l,f;return __generator(this,function(n){switch(n.label){case 0:return[4,this._model.getNodesBounding([a])];case 1:b=n.sent();g=b.center();k=c.getPosition();l=c.getTarget();f=d.Point3.subtract(l,g);k.subtract(f);c.setPosition(k);c.setTarget(g);if(0<e)return[2,this._setCameraPromise(c,
+e)];this.setCamera(c);return[2]}})})};f.prototype._setInitialView=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){if(!this._initialCamera)return[2,this.fitWorld(a)];if(0<a)return[2,this._setCameraPromise(this._initialCamera,a)];this.setCamera(this._initialCamera);this._eventDispatcher.injectViewOrientationChangeEvent();return[2]})})};f.prototype.getCanvasSize=function(){return this._engine.getCanvasSize()};f.prototype._setMarkupManager=function(a){this._markupManager=
+a};f.prototype.setStatisticsDisplayVisibility=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return a?[4,this._statistics.showDisplay()]:[3,2];case 1:return d.sent(),[3,3];case 2:this._statistics.hideDisplay(),d.label=3;case 3:return[2]}})})};f.prototype.getBackgroundColor=function(){var a=null!==this._backgroundColorTop?this._backgroundColorTop.copy():null,e=null!==this._backgroundColorBottom?this._backgroundColorBottom.copy():
+null;return new d.VerticalGradient(a,e)};f.prototype.setBackgroundColor=function(a,e){void 0===a&&(a=null);void 0===e&&(e=null);this._backgroundColorTop=null!==a?a.copy():null;this._backgroundColorBottom=null!==e?e.copy():null;this._drawMode===d.DrawMode.HiddenLine||this._viewer.sheetManager.isDrawingSheetActive()||this._engine.setBackgroundGradient(this._backgroundColorTop,this._backgroundColorBottom);return Promise.resolve()};f.prototype.isolateNodes=function(a,e,c,b){void 0===e&&(e=d.DefaultTransitionDuration);
+void 0===c&&(c=!0);void 0===b&&(b=null);return __awaiter(this,void 0,void 0,function(){var g,d,l,f,m;return __generator(this,function(k){switch(k.label){case 0:g=this._model.getAbsoluteRootNode();d=new Map;d.set(g,!1);l=0;for(f=a;l<f.length;l++)m=f[l],d.set(m,!0);return[4,this._model.setNodesVisibilities(d,b)];case 1:return k.sent(),c?[2,this.fitNodes(a,e)]:[2]}})})};f.prototype.fitNodes=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){var c;
+return __generator(this,function(b){switch(b.label){case 0:return[4,this._model.getNodesBounding(a)];case 1:return c=b.sent(),[2,this.fitBounding(c,e)]}})})};f.prototype.fitWorld=function(a,d){void 0===a&&(a=0);return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return d||(d=this.getCamera()),[4,this._model.getModelBounding(this._boundingCalculationIgnoresInvisible,!1)];case 1:return c=b.sent(),[2,this.fitBounding(c,a,d)]}})})};f.prototype._fitCameraToBounding=
+function(a,e){var c=e.extents().length(),b=a.getWidth(),g=d.Point3.subtract(a.getPosition(),a.getTarget()),k=g.length();b=c*k/b;e=e.center();g=d.Point3.add(e,g.normalize().scale(b));a.setTarget(e);a.setPosition(g);a.setWidth(c);a.setHeight(c)};f.prototype.fitBounding=function(a,e,c){void 0===e&&(e=d.DefaultTransitionDuration);void 0===c&&(c=this.getCamera());return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(a){this._fitCameraToBounding(c,a);if(0<e)return[2,this._setCameraPromise(c,
+e)];this.setCamera(c)}return[2]})})};f.prototype.setBackfacesVisible=function(a){this._backfacesVisible=a;this._engine.setBackFacesVisible(a);return Promise.resolve()};f.prototype.getBackfacesVisible=function(){return this._backfacesVisible};f.prototype.setDrawMode=function(a){this._setDrawMode(a);return Promise.resolve()};f.prototype._setDrawMode=function(a){this._drawMode=a;this._drawMode!==d.DrawMode.HiddenLine&&this.setBackgroundColor(this._backgroundColorTop,this._backgroundColorBottom);switch(a){case d.DrawMode.Wireframe:this._engine.setDrawMode(1);
+this._setLineVisibility(!0);this._setFaceVisibility(!1);break;case d.DrawMode.Shaded:this._engine.setDrawMode(1);this._setLineVisibility(!1);this._setFaceVisibility(!0);break;case d.DrawMode.WireframeOnShaded:this._engine.setDrawMode(1);this._setLineVisibility(!0);this._setFaceVisibility(!0);break;case d.DrawMode.HiddenLine:a=this._hiddenLineSettings.getBackgroundColor();this._setLineVisibility(!0);this._setFaceVisibility(!0);this._engine.enableHiddenLineRendering(this._hiddenLineSettings);this._engine.setBackgroundGradient(a,
+a);break;case d.DrawMode.XRay:this._engine.setDrawMode(3),this._setLineVisibility(!0),this._setFaceVisibility(!0)}};f.prototype.getDrawMode=function(){return this._drawMode};f.prototype.setAntiAliasingMode=function(a){this._setAntiAliasingMode(a);return Promise.resolve()};f.prototype._setAntiAliasingMode=function(a){this._antiAliasingMode=a;this._engine.setAntiAliasingMode(a)};f.prototype.getAntiAliasingMode=function(){return this._antiAliasingMode};f.prototype.getHiddenLineSettings=function(){return this._hiddenLineSettings};
+f.prototype.setAmbientOcclusionEnabled=function(a){void 0===a&&(a=!0);this._setAmbientOcclusionEnabled(a);return Promise.resolve()};f.prototype._setAmbientOcclusionEnabled=function(a){void 0===a&&(a=!0);this._ambientOcclusionEnabled=a;this._engine.setAmbientOcclusionEnabled(a)};f.prototype.getAmbientOcclusionEnabled=function(){return this._ambientOcclusionEnabled};f.prototype.setAmbientOcclusionRadius=function(a){this._setAmbientOcclusionRadius(a);return Promise.resolve()};f.prototype._setAmbientOcclusionRadius=
+function(a){this._ambientOcclusionRadius=a;this._engine.setAmbientOcclusionRadius(a)};f.prototype.getAmbientOcclusionRadius=function(){return this._ambientOcclusionRadius};f.prototype.setLightingEnabled=function(a){void 0===a&&(a=!0);this._setLightingEnabled(a);return Promise.resolve()};f.prototype._setLightingEnabled=function(a){void 0===a&&(a=!0);this._lightingEnabled=a;this._engine.setLightingEnabled(a)};f.prototype.getLightingEnabled=function(){return this._lightingEnabled};f.prototype.setTransparencyMode=
+function(a){this._engine.setTransparencyMode(a)};f.prototype.setXRayOpacity=function(a,d){this._setXRayOpacity(a,d);return Promise.resolve()};f.prototype._setXRayOpacity=function(a,d){this._engine.setXRayOpacity(a,d)};f.prototype.setXRayTransparencyMode=function(a){this._setXRayTransparencyMode(a);return Promise.resolve()};f.prototype._setXRayTransparencyMode=function(a){this._engine.setXRayTransparencyMode(a)};f.prototype.setXRayColor=function(a,e,c){void 0===c&&(c=d.XRayGroup.Selected);return this._engine.setXRayColor(c,
+a,e)};f.prototype.unsetXRayColor=function(a,e){void 0===e&&(e=d.XRayGroup.Selected);return this._engine.unsetXRayColor(e,a)};f.prototype.setPointSize=function(a,d){this._setPointSize(a,d);return Promise.resolve()};f.prototype._setPointSize=function(a,d){this._engine.setPointSize(a,d)};f.prototype.getPointSize=function(){return this._engine.getPointSize()};f.prototype.setPointShape=function(a){this._setPointShape(a);return Promise.resolve()};f.prototype._setPointShape=function(a){this._engine.setPointShape(a)};
+f.prototype.getPointShape=function(){return this._engine.getPointShape()};f.prototype.setEyeDomeLightingEnabled=function(a){void 0===a&&(a=!0);this._setEyeDomeLightingEnabled(a);return Promise.resolve()};f.prototype._setEyeDomeLightingEnabled=function(a){void 0===a&&(a=!0);this._engine.setEyeDomeLightingEnabled(a)};f.prototype.getEyeDomeLightingEnabled=function(){return this._engine.getEyeDomeLightingEnabled()};f.prototype.setEyeDomeLightingBlurSamples=function(a){this._setEyeDomeLightingBlurSamples(a);
+return Promise.resolve()};f.prototype._setEyeDomeLightingBlurSamples=function(a){this._engine.setEyeDomeLightingBlurSamples(a)};f.prototype.getEyeDomeLightingBlurSamples=function(){return this._engine.getEyeDomeLightingBlurSamples()};f.prototype.setEyeDomeLightingBlurInterval=function(a){this._setEyeDomeLightingBlurInterval(a);return Promise.resolve()};f.prototype._setEyeDomeLightingBlurInterval=function(a){this._engine.setEyeDomeLightingBlurInterval(a)};f.prototype.getEyeDomeLightingBlurInterval=
+function(){return this._engine.getEyeDomeLightingBlurInterval()};f.prototype.setEyeDomeLightingBlurEdgeDistance=function(a){this._setEyeDomeLightingBlurEdgeDistance(a);return Promise.resolve()};f.prototype._setEyeDomeLightingBlurEdgeDistance=function(a){this._engine.setEyeDomeLightingBlurEdgeDistance(a)};f.prototype.getEyeDomeLightingBlurEdgeDistance=function(){return this._engine.getEyeDomeLightingBlurEdgeDistance()};f.prototype.setEyeDomeLightingShadingEdgeDistance=function(a){this._setEyeDomeLightingShadingEdgeDistance(a);
+return Promise.resolve()};f.prototype._setEyeDomeLightingShadingEdgeDistance=function(a){this._engine.setEyeDomeLightingShadingEdgeDistance(a)};f.prototype.getEyeDomeLightingShadingEdgeDistance=function(){return this._engine.getEyeDomeLightingShadingEdgeDistance()};f.prototype.setEyeDomeLightingOpacity=function(a){this._setEyeDomeLightingOpacity(a);return Promise.resolve()};f.prototype._setEyeDomeLightingOpacity=function(a){this._engine.setEyeDomeLightingOpacity(a)};f.prototype.getEyeDomeLightingOpacity=
+function(){return this._engine.getEyeDomeLightingOpacity()};f.prototype.setBoundingCalculationIgnoresInvisible=function(a){this._boundingCalculationIgnoresInvisible=a};f.prototype.getBoundingCalculationIgnoresInvisible=function(){return this._boundingCalculationIgnoresInvisible};f.prototype.setDisplayIncompleteFrames=function(a){this._setDisplayIncompleteFrames(a);return Promise.resolve()};f.prototype._setDisplayIncompleteFrames=function(a){this._engine.setDisplayIncompleteFrames(a)};f.prototype.setInteractiveDrawDelay=
+function(a){this._setInteractiveDrawDelay(a);return Promise.resolve()};f.prototype._setInteractiveDrawDelay=function(a){this._engine.setInteractiveDrawDelay(a)};f.prototype.setInteractiveDrawLimitIncreaseEnabled=function(a){this._engine.setInteractiveDrawLimitIncreaseEnabled(a)};f.prototype.getInteractiveDrawLimitIncreaseEnabled=function(){return this._engine.getInteractiveDrawLimitIncreaseEnabled()};f.prototype.getNavCube=function(){return this._navCube};f.prototype.getAxisTriad=function(){return this._axisTriad};
+f.prototype._determineViewAxes=function(a){var e=a.getUp().normalize();a=d.Point3.subtract(a.getTarget(),a.getPosition()).normalize();e=d.Internal.majorAxis(e);a=d.Internal.majorAxis(a);null===e&&null===a?(e=new d.Point3(0,1,0),a=new d.Point3(0,0,1)):null===e?e=0===a.y?new d.Point3(0,1,0):new d.Point3(0,0,1):null===a&&(a=0===e.z?new d.Point3(0,0,1):new d.Point3(0,1,0));this._model.setViewAxes(a,e)};f.prototype.setAmbientLightColor=function(a){this._ambientLightColor=a;this._engine.setAmbientLightColor(a)};
+f.prototype.getAmbientLightColor=function(){return this._ambientLightColor};f.prototype.clearLights=function(){this._engine.clearLights()};f.prototype.addLight=function(a){return this._engine.addLight(a)};f.prototype.removeLight=function(a){this._engine.removeLight(a)};f.prototype.updateLight=function(a,d){this._engine.updateLight(a,d)};f.prototype.setBloomEnabled=function(a){void 0===a&&(a=!0);this._engine.setBloomEnabled(a);this._bloomEnabled=a};f.prototype.getBloomEnabled=function(){return this._bloomEnabled};
+f.prototype.setBloomThreshold=function(a){this._engine.setBloomThreshold(a);this._bloomThreshold=a};f.prototype.getBloomThreshold=function(){return this._bloomThreshold};f.prototype.setBloomThresholdRampWidth=function(a){this._engine.setBloomThresholdRampWidth(a);this._bloomThresholdRampWidth=a};f.prototype.getBloomThresholdRampWidth=function(){return this._bloomThresholdRampWidth};f.prototype.setBloomIntensityScale=function(a){this._engine.setBloomIntensityScale(a);this._bloomIntensityScale=a};f.prototype.getBloomIntensityScale=
+function(){return this._bloomIntensityScale};f.prototype.setBloomLayers=function(a){a=d.Internal.deepClone(a);for(var e=0;e<a.length;e++){var c=a[e];void 0===c.intensity&&(c.intensity=1);void 0===c.blurSamples&&(c.blurSamples=9);void 0===c.blurInterval&&(c.blurInterval=[1,d.BlurIntervalUnit.Pixels])}this._engine.setBloomLayers(a);this._bloomLayers=a};f.prototype.getBloomLayers=function(){return d.Internal.deepClone(this._bloomLayers)};f.prototype.startComparison=function(a,e,c){var b=this._model._getModelStructure();
+a=b.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);e=b.gatherInstanceIncsFromNodeIds(e,7,d.Internal.Tree.WalkRestriction.None);this._engine.startComparison(a,e,c)};f.prototype.endComparison=function(){this._engine.endComparison()};f.prototype.setSimpleShadowEnabled=function(a){void 0===a&&(a=!0);this._simpleShadowEnabled=a;this._engine.setSimpleShadowEnabled(a)};f.prototype.getSimpleShadowEnabled=function(){return this._simpleShadowEnabled};f.prototype.setSimpleShadowColor=
+function(a){this._simpleShadowColor=a.copy();this._engine.setSimpleShadowColor(a)};f.prototype.getSimpleShadowColor=function(){return this._simpleShadowColor.copy()};f.prototype.setSimpleShadowOpacity=function(a){this._simpleShadowOpacity=a;this._engine.setSimpleShadowOpacity(a)};f.prototype.getSimpleShadowOpacity=function(){return this._simpleShadowOpacity};f.prototype.setGroundPlane=function(a){this._groundPlane=__assign({},a);this._updateGroundPlane()};f.prototype._updateGroundPlane=function(a,
+e){if(this._groundPlane.followViewAxes&&(void 0!==a&&void 0!==e||this._model.viewAxesHaveBeenSet())){if(void 0===a||void 0===e)e=this._model.getViewAxes(),a=e.frontVector,e=e.upVector;a=a.copy().negate();var c=d.Point3.cross(e,a);a=d.Matrix.createFromBasis(a,c,e);e=new d.Point3(0,0,0);a.transform(this._groundPlane.normal,e);this._engine.setGroundPlane(e,this._groundPlane.position)}else this._engine.setGroundPlane(this._groundPlane.normal,this._groundPlane.position)};f.prototype.getGroundPlane=function(){return __assign({},
+this._groundPlane)};f.prototype.setSimpleShadowResolution=function(a){this._simpleShadowResolution=a;this._engine.setSimpleShadowResolution(a)};f.prototype.getSimpleShadowResolution=function(){return this._simpleShadowResolution};f.prototype.setSimpleShadowBlurSamples=function(a){this._simpleShadowBlurSamples=a;this._engine.setSimpleShadowBlurSamples(a)};f.prototype.getSimpleShadowBlurSamples=function(){return this._simpleShadowBlurSamples};f.prototype.setSimpleShadowBlurInterval=function(a){this._simpleShadowBlurInterval=
+a;this._engine.setSimpleShadowBlurInterval(a)};f.prototype.getSimpleShadowBlurInterval=function(){return this._simpleShadowBlurInterval};f.prototype.setSimpleShadowInteractiveUpdateEnabled=function(a){void 0===a&&(a=!0);this._simpleShadowInteractiveUpdateEnabled=a;this._engine.setSimpleShadowInteractiveUpdateEnabled(a)};f.prototype.getSimpleShadowInteractiveUpdateEnabled=function(){return this._simpleShadowInteractiveUpdateEnabled};f.prototype.setSilhouetteEnabled=function(a){void 0===a&&(a=!0);this._silhouetteEnabled=
+a;this._engine.setSilhouetteEnabled(a)};f.prototype.getSilhouetteEnabled=function(){return this._silhouetteEnabled};f.prototype.setSilhouetteColor=function(a){this._silhouetteColor=a.copy();this._engine.setSilhouetteColor(a)};f.prototype.getSilhouetteColor=function(){return this._silhouetteColor.copy()};f.prototype.setSilhouetteOpacity=function(a){this._silhouetteOpacity=a;this._engine.setSilhouetteOpacity(a)};f.prototype.getSilhouetteOpacity=function(){return this._silhouetteOpacity};f.prototype.setSilhouetteThreshold=
+function(a){this._silhouetteThreshold=a;this._engine.setSilhouetteThreshold(a)};f.prototype.getSilhouetteThreshold=function(){return this._silhouetteThreshold};f.prototype.setSilhouetteThresholdRampWidth=function(a){this._silhouetteThresholdRampWidth=a;this._engine.setSilhouetteThresholdRampWidth(a)};f.prototype.getSilhouetteThresholdRampWidth=function(){return this._silhouetteThresholdRampWidth};f.prototype.setHardEdgesEnabled=function(a){void 0===a&&(a=!0);this._hardEdgesEnabled=a;this._engine.setHardEdgesEnabled(a)};
+f.prototype.getHardEdgesEnabled=function(){return this._hardEdgesEnabled};f.prototype.setHardEdgeColor=function(a){this._hardEdgeColor=a.copy();this._engine.setHardEdgeColor(a)};f.prototype.getHardEdgeColor=function(){return this._hardEdgeColor.copy()};f.prototype.setHardEdgeOpacity=function(a){this._hardEdgeOpacity=a;this._engine.setHardEdgeOpacity(a)};f.prototype.getHardEdgeOpacity=function(){return this._hardEdgeOpacity};f.prototype.setHardEdgeThreshold=function(a){this._hardEdgeThreshold=a;this._engine.setHardEdgeThreshold(a)};
+f.prototype.getHardEdgeThreshold=function(){return this._hardEdgeThreshold};f.prototype.setHardEdgeThresholdRampWidth=function(a){this._hardEdgeThresholdRampWidth=a;this._engine.setHardEdgeThresholdRampWidth(a)};f.prototype.getHardEdgeThresholdRampWidth=function(){return this._hardEdgeThresholdRampWidth};f.prototype.setSimpleReflectionEnabled=function(a){void 0===a&&(a=!0);this._simpleReflectionEnabled=a;this._engine.setSimpleReflectionEnabled(a)};f.prototype.getSimpleReflectionEnabled=function(){return this._simpleReflectionEnabled};
+f.prototype.setSimpleReflectionBlurInterval=function(a,e){void 0===e&&(e=d.BlurIntervalUnit.Pixels);this._simpleReflectionBlurInterval=[a,e];this._engine.setSimpleReflectionBlurInterval(a,e)};f.prototype.getSimpleReflectionBlurInterval=function(){return[this._simpleReflectionBlurInterval[0],this._simpleReflectionBlurInterval[1]]};f.prototype.setSimpleReflectionBlurSamples=function(a){this._simpleReflectionBlurSamples=a;this._engine.setSimpleReflectionBlurSamples(a)};f.prototype.getSimpleReflectionBlurSamples=
+function(){return this._simpleReflectionBlurSamples};f.prototype.setSimpleReflectionFadeAngle=function(a){this._simpleReflectionFadeAngle=a;this._engine.setSimpleReflectionFadeAngle(a)};f.prototype.getSimpleReflectionFadeAngle=function(){return this._simpleReflectionFadeAngle};f.prototype.setSimpleReflectionOpacity=function(a){this._simpleReflectionOpacity=a;this._engine.setSimpleReflectionOpacity(a)};f.prototype.getSimpleReflectionOpacity=function(){return this._simpleReflectionOpacity};f.prototype.setSimpleReflectionAttenuation=
+function(a,e,c){void 0===c&&(c=d.SimpleReflectionAttenuationUnit.World);this._simpleReflectionAttenuation={nearDistance:a,farDistance:e,unit:c};this._engine.setSimpleReflectionAttenuation(a,e,c)};f.prototype.getSimpleReflectionAttenuation=function(){return __assign({},this._simpleReflectionAttenuation)};f.prototype.testPointVisibility=function(a){return this._engine.testPointVisibility(a)};f.prototype.setPointVisibilityTest=function(a){this._engine.setPointVisibilityTest(a)};__decorate([f.deprecated],
+f.prototype,"endVolumeSelection",null);__decorate([f.deprecated],f.prototype,"advanceVolumeSelection",null);return f}();d.View=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._callbackManager=new d.Internal.CallbackManager;this._interpolationManager=new d.Internal.InterpolationManager;this._streamingMode=d.StreamingMode.Interactive;this._rendererType=d.RendererType.Client;this._alreadyShutDown=!1;this._sceneReadyPromise=d.Util.OpenPromise.create();this._seenPriorityMetaDataSent=!1;this._params=__assign({},a);this._contextMenuActiveFlag=!1;if(void 0!==this._params.containerId){a=d.Internal.DomElements.createFromId(this._params.containerId);
+if(null===a)throw new d.ParseError("'containerId' is invalid");this._domElements=a}else if(void 0!==this._params.container)this._domElements=d.Internal.DomElements.createFromElement(this._params.container);else throw new d.ParseError("must supply 'container' or 'containerId'");this.operatorManager=new d.OperatorManager(this);this._eventDispatcher=new d.Internal.EventDispatcher(this._callbackManager,this.operatorManager);this._timeoutMonitor=new d.Internal.TimeoutMonitor(this._callbackManager);this._inputMonitor=
+new d.Internal.InputMonitor(this._eventDispatcher,this._timeoutMonitor);this._setInitialOptions(this._params);this._engine=new d.Internal.ScEngine(this._callbackManager,this._params);this._statistics=new d.Internal.Statistics(this._callbackManager,this);a=new d.NavCube(this);var c=new d.AxisTriad(this);this.model=new d.Model(this._engine,this._callbackManager);this.view=new d.View(this,this._engine,this._callbackManager,this._eventDispatcher,this._interpolationManager,this._statistics,a,c);this.cuttingManager=
+new d.CuttingManager(this,this.model,this._callbackManager,this._engine);a={disableAutomaticFitWorld:d.Internal.getWithDefault(this._params.disableAutomaticFitWorld,!1),markImplicitNodesOutOfHierarchy:d.Internal.getWithDefault(this._params._markImplicitNodesOutOfHierarchy,!0),streamingMode:d.Internal.getWithDefault(this._params.streamingMode,d.StreamingMode.Default)};this._modelStructure=d.Internal.Tree.ModelStructure.unsafeCreate(a,this._engine,this._callbackManager,this.cuttingManager,this.view,
+this.model,this._params._maxConcurrentAttachments||null);this.model._setModelStructure(this._modelStructure);this.measureManager=new d.MeasureManager(this,this._callbackManager);this.lineManager=new d.LineManager(this,this._callbackManager);this.explodeManager=new d.ExplodeManager(this.model,this._engine,this._callbackManager);this.overlayManager=new d.OverlayManager(this,this._engine);this.BCFManager=new d.BCFManager(this);this.selectionManager=new d.SelectionManager(this._callbackManager,this._engine,
+this.view,this.model,this._modelStructure);a=d.Internal.getWithDefault(this._params.disableAutomaticBackgroundSheets,!1);this.sheetManager=new d.SheetManager(this,this._engine,this._callbackManager,a);this.noteTextManager=new d.Markup.Note.NoteTextManager(this);this.markupManager=new d.MarkupManager(this._domElements,this.measureManager,this.lineManager,this._callbackManager,this.sheetManager,this.noteTextManager,this);this.view._setMarkupManager(this.markupManager);this._initEventDispatcher();var b=
+function(b){if(!e.sheetManager.isDrawingSheetActive()){e.model._setInstanceModifier(d.InstanceModifier.OverrideSceneVisibility,b,!0,6);for(var c=0;c<b.length;c++)e.model.setPmiColorOverride(!0,b[c])}},g=function(b){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return b?[4,Promise.all([this.view.setPointSize(.003,d.PointSizeUnit.ProportionOfBoundingDiagonal),this.view.setEyeDomeLightingEnabled(!0),this.view.setPointShape(d.PointShape.Disk)])]:
+[3,2];case 1:return c.sent(),[3,4];case 2:return[4,Promise.all([this.view.setPointSize(1,d.PointSizeUnit.ScreenPixels),this.view.setEyeDomeLightingEnabled(!1),this.view.setPointShape(d.PointShape.Square)])];case 3:c.sent(),c.label=4;case 4:return[2]}})})},k=function(b){return __awaiter(e,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return c=this.model.getModelFileTypeFromNode(b[0]),null===c||c===d.FileType.Unknown?[3,2]:[4,g(!1)];case 1:a.sent(),a.label=
+2;case 2:return[2]}})})},l=function(b){return __awaiter(e,void 0,void 0,function(){var c,a,g,e,k;return __generator(this,function(l){switch(l.label){case 0:c=[];if(this.model.getModelFileTypeFromNode(b[0])===d.FileType.Ifc)for(a=0,g=b;a<g.length;a++)e=g[a],k=this.model.registerIfcNodes(e),c.push(k);return[4,Promise.all(c)];case 1:return l.sent(),[2]}})})},f=function(b){var c=e.selectionManager.getSelectionFilter();b=e.model.getModelFileTypeFromNode(b[0])===d.FileType.Ifc;!c&&b?e.selectionManager.setSelectionFilter(d.SelectionManager.ifcSelectionFilter):
+c!==d.SelectionManager.ifcSelectionFilter||b||e.selectionManager.setSelectionFilter(null)};this.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){e.model.setPmiColor(d.Color.black());return[2]})})},_sessionStarted:function(){return g(!0)},_firstModelLoaded:function(c){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return e.model.setPmiColor(d.Color.black()),f(c),b([this.model.getAbsoluteRootNode()]),
+[4,Promise.all([l(c),k(c)])];case 1:return a.sent(),[2]}})})},_modelSwitched:function(c,a){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return f(a),b(a),[4,Promise.all([l(a),k(a)])];case 1:return c.sent(),[2]}})})},_subtreeLoaded:function(c){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return b(c),[4,l(c)];case 1:return a.sent(),[2]}})})},subtreeLoaded:function(b,c){e._callbackManager.trigger("modelLoaded",
+b,c)}})}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","WebViewer",d);return b.apply(this,c)};return c};f.prototype.setContextMenuStatus=function(a){this._contextMenuActiveFlag=a};f.prototype.getContextMenuStatus=function(){return this._contextMenuActiveFlag};f.prototype.deactivateSheets=function(){return this.sheetManager.deactivateSheets()};f.prototype.setActiveSheetId=function(a){return this.sheetManager.setActiveSheetId(a,
+!0,!0)};f.prototype.getActiveSheetId=function(){return this.sheetManager.getActiveSheetId()};f.prototype.getSheetIds=function(){return this.sheetManager.getSheetIds()};f.prototype.isDrawingSheetActive=function(){return this.sheetManager.isDrawingSheetActive()};f.prototype.setBackgroundSheetEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this.sheetManager.setBackgroundSheetEnabled(a)]})})};f.prototype.getBackgroundSheetEnabled=function(){return this.sheetManager.getBackgroundSheetEnabled()};
+f.prototype.setBackgroundSelectionEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this.sheetManager.setBackgroundSelectionEnabled(a)]})})};f.prototype.getBackgroundSelectionEnabled=function(){return this.sheetManager.getBackgroundSelectionEnabled()};f.prototype.setSheetColors=function(a,d,c){return this.sheetManager.setSheetColors(a,d,c)};f.prototype.getSheetBackgroundColor=function(){return this.sheetManager.getSheetBackgroundColor()};
+f.prototype.getSheetColor=function(){return this.sheetManager.getSheetColor()};f.prototype.getSheetShadowColor=function(){return this.sheetManager.getSheetShadowColor()};f.prototype.getCreationParameters=function(){return __assign({},this._params)};f.prototype._setInitialOptions=function(a){this._inputMonitor.setOptions(a);void 0!==a.streamingMode?this._streamingMode=a.streamingMode:a.streamingMode=this._streamingMode;void 0!==a.rendererType?this._rendererType=a.rendererType:a.rendererType=this._rendererType};
+f.prototype._initEventDispatcher=function(){var a=new d.Operator.CameraOrbitOperator(this),e=new d.Operator.CameraPanOperator(this),c=new d.Operator.CameraZoomOperator(this),b=new d.Operator.CameraNavigationOperator(this,a,e,c),g=new d.Operator.CameraWalkOperator(this),k=new d.Operator.CameraKeyboardWalkOperator(this),l=new d.Operator.CameraWalkModeOperator(this,g,k),f=new d.Operator.CameraTurntableOperator(this),m=new d.Operator.SelectionOperator(this,this.noteTextManager),p=new d.Operator.AreaSelectionOperator(this),
+h=new d.Operator.RayDrillSelectionOperator(this),r=new d.Operator.RedlineCircleOperator(this),u=new d.Operator.RedlineTextOperator(this),t=new d.Operator.RedlineRectangleOperator(this),v=new d.Operator.RedlinePolylineOperator(this),w=new d.Operator.MeasureEdgeLengthOperator(this,this.measureManager),z=new d.Operator.MeasureFaceFaceDistanceOperator(this,this.measureManager),x=new d.Operator.MeasurePointPointDistanceOperator(this,this.measureManager),y=new d.Operator.MeasureFaceFaceAngleOperator(this,
+this.measureManager),A=new d.Operator.NoteOperator(this,this.noteTextManager),B=new d.Operator.CuttingPlaneOperator(this,this.cuttingManager),D=new d.Operator.HandleOperator(this),C=new d.Operator.NavCubeOperator(this),E=new d.Operator.AxisTriadOperator(this);this.operatorManager._registerOperator(d.OperatorId.Navigate,b);this.operatorManager._registerOperator(d.OperatorId.Orbit,a);this.operatorManager._registerOperator(d.OperatorId.Pan,e);this.operatorManager._registerOperator(d.OperatorId.Zoom,
+c);this.operatorManager._registerOperator(d.OperatorId.Walk,g);this.operatorManager._registerOperator(d.OperatorId.KeyboardWalk,k);this.operatorManager._registerOperator(d.OperatorId.WalkMode,l);this.operatorManager._registerOperator(d.OperatorId.Turntable,f);this.operatorManager._registerOperator(d.OperatorId.Select,m);this.operatorManager._registerOperator(d.OperatorId.AreaSelect,p);this.operatorManager._registerOperator(d.OperatorId.RayDrillSelect,h);this.operatorManager._registerOperator(d.OperatorId.RedlineCircle,
+r);this.operatorManager._registerOperator(d.OperatorId.RedlineText,u);this.operatorManager._registerOperator(d.OperatorId.RedlineRectangle,t);this.operatorManager._registerOperator(d.OperatorId.RedlinePolyline,v);this.operatorManager._registerOperator(d.OperatorId.MeasureEdgeLength,w);this.operatorManager._registerOperator(d.OperatorId.MeasureFaceFaceDistance,z);this.operatorManager._registerOperator(d.OperatorId.MeasurePointPointDistance,x);this.operatorManager._registerOperator(d.OperatorId.MeasureFaceFaceAngle,
+y);this.operatorManager._registerOperator(d.OperatorId.Note,A);this.operatorManager._registerOperator(d.OperatorId.Cutting,B);this.operatorManager._registerOperator(d.OperatorId.Handle,D);this.operatorManager._registerOperator(d.OperatorId.NavCube,C);this.operatorManager._registerOperator(d.OperatorId.AxisTriad,E);b.setBimNavigationEnabled(!1);w.addMapping(d.Button.Left);z.addMapping(d.Button.Left);x.addMapping(d.Button.Left);x.addMapping(d.Button.Left,d.KeyModifiers.Alt);y.addMapping(d.Button.Left);
+B.addMapping(d.Button.Left);p.addMapping(d.Button.Left);p.addMapping(d.Button.Left,d.KeyModifiers.Control);this.operatorManager.set(d.OperatorId.Navigate,0);this.operatorManager.set(d.OperatorId.Select,1);this.operatorManager.push(d.OperatorId.Cutting);this.operatorManager.push(d.OperatorId.Handle);this.operatorManager.push(d.OperatorId.NavCube);this.operatorManager.push(d.OperatorId.AxisTriad)};f.prototype.getViewerVersionString=function(){return f.VIEWER_VERSION_STRING};f.prototype.getFormatVersionString=
+function(){return this._engine.getVersionString()};f.prototype.getView=function(){return this.view};f.prototype.getModel=function(){return this.model};f.prototype.getOverlayManager=function(){return this.overlayManager};f.prototype.getMeasureManager=function(){return this.measureManager};f.prototype.getLineManager=function(){return this.lineManager};f.prototype.getCuttingManager=function(){return this.cuttingManager};f.prototype.getMarkupManager=function(){return this.markupManager};f.prototype.getSelectionManager=
+function(){return this.selectionManager};f.prototype.getExplodeManager=function(){return this.explodeManager};f.prototype.getOperatorManager=function(){return this.operatorManager};f.prototype._getNoteTextManager=function(){return this.noteTextManager};f.prototype.start=function(){var a=this,d=this._domElements.getCanvasContainerElement();return this._engine.start(d,{enginePath:this._params.enginePath,engineReady:function(c){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+c];case 1:return b.sent(),[4,this._modelStructure.waitForReady()];case 2:return b.sent(),[4,this._scEngineReady()];case 3:return b.sent(),[2]}})})},sceneReady:function(){a._sceneReady()},renderComplete:function(){a._renderComplete()},streamingActivated:function(){a._streamingActivated()},streamingDeactivated:function(){a._streamingDeactivated()},priorityMetaDataSent:function(c,b){a._priorityMetaDataSent(c,b)}})};f.prototype.registerCustomOperator=function(a){return this.operatorManager.registerCustomOperator(a)};
+f.prototype.unregisterCustomOperator=function(a){this.operatorManager.unregisterCustomOperator(a)};f.prototype.focusInput=function(a){this._inputMonitor.focusInput(a)};f.prototype.setCallbacks=function(a){this._callbackManager.bind(a)};f.prototype.unsetCallbacks=function(a){this._callbackManager.unbind(a)};f.prototype.resizeCanvas=function(){this._alreadyShutDown||(this._engine.resize(),this._inputMonitor.elementResize())};f.prototype.moveToWindow=function(a){this._inputMonitor.setDocument(a.document)};
+f.prototype.redraw=function(a){var d=this;if(a){var c=function(){d._callbackManager.unbind({_drawComplete:c});a()};this._callbackManager.bind({_drawComplete:c})}this._engine.redraw()};f.prototype.selectPart=function(a,e){void 0===e&&(e=d.SelectionMode.Set);return this.selectionManager.selectNode(a,e)};f.prototype.trigger=function(a){for(var d=[],c=1;c<arguments.length;c++)d[c-1]=arguments[c];this._callbackManager.unsafeTrigger(a,d)};f.prototype.triggerEvent=function(a,d){this._callbackManager.unsafeTrigger(a,
+d)};f.prototype._getCallbackManager=function(){return this._callbackManager};f.prototype._setStreamIdleMarker=function(){return this._engine.setStreamIdleMarker()};f.prototype.getStatistics=function(a){void 0===a&&(a=!1);return this._engine.getStatistics(a)};f.prototype.setMinimumFramerate=function(a){this._setMinimumFramerate(a);return Promise.resolve()};f.prototype._setMinimumFramerate=function(a){this._engine.setMinimumFramerate(a)};f.prototype.getMinimumFramerate=function(){return this._engine.getMinimumFramerate()};
+f.prototype.setServerRenderQuality=function(a,d,c,b){return this._engine.setServerRenderQuality(a,d,c,b)};f.prototype.getStreamingMode=function(){return this._streamingMode};f.prototype.getRendererType=function(){return this._engine.getRendererType()};f.prototype.getViewElement=function(){return this._domElements.getCanvasContainerElement()};f.prototype.shutdown=function(){this._alreadyShutDown||(console.assert(this._modelStructure.isReady()),this._callbackManager.trigger("_shutdownBegin"),this.operatorManager._shutdown(),
+this._inputMonitor.shutdown(),this.markupManager._shutdown(),this._timeoutMonitor.shutdown(),this._modelStructure.shutdown(),this._domElements.shutdown(),this._engine.shutdown(),this._alreadyShutDown=!0)};f.prototype.setClientTimeout=function(a,d){return this._timeoutMonitor.setTimeoutDurations(a,d)};f.prototype.resetClientTimeout=function(){this._timeoutMonitor.resetTimeout()};f.prototype.pauseRendering=function(a){this._pauseRendering(a);return Promise.resolve()};f.prototype._pauseRendering=function(a){this._engine.pauseRendering(a)};
+f.prototype.resumeRendering=function(){this._resumeRendering();return Promise.resolve()};f.prototype._resumeRendering=function(){this._engine.resumeRendering()};f.prototype.delayCapping=function(){this.cuttingManager.delayCapping()};f.prototype.reset=function(a){void 0===a&&(a=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return(d=null!==this.model.getDefaultCadConfiguration())?[4,this._modelStructure.cadConfigurationsEnabled()]:
+[3,2];case 1:d=c.sent(),c.label=2;case 2:return d?[4,this.model.activateDefaultCadConfiguration()]:[3,4];case 3:return c.sent(),[3,7];case 4:return[4,this.model.reset()];case 5:return c.sent(),this.sheetManager.isDrawingSheetActive()?[3,7]:[4,this.view.resetCamera(a)];case 6:c.sent(),c.label=7;case 7:return[2]}})})};f.prototype.closeConnection=function(){this.view.setCamera(this.view.getCamera());this._engine.disconnectNetwork();this._timeoutMonitor.shutdown()};f.prototype.setAllowHighDpi=function(a){this._engine.setAllowHighDpi(a)};
+f.prototype.setAllowHighDPI=function(a){this.setAllowHighDpi(a)};f.prototype.getAllowHighDpi=function(){return this._engine.getAllowHighDpi()};f.prototype.getAllowHighDPI=function(){return this.getAllowHighDpi()};f.prototype.takeSnapshot=function(a){var e=this;void 0===a&&(a=new d.SnapshotConfig);var c=d.Util.OpenPromise.create(),b=new d.Internal.Snapshot(this._domElements,a),g=this._domElements.getCanvasContainerElement(),k=this._domElements.getRedlineElement(),l=0<a.width&&0<a.height;if(l){var f=
+a.width/g.clientWidth*100+"%";a=a.height/g.clientHeight*100+"%";g.style.width=f;g.style.height=a;k.style.width=f;k.style.height=a}var m=this.getAllowHighDpi();this._engine.setAllowHighDpi(!1);this._engine.resize();this.redraw(function(){return __awaiter(e,void 0,void 0,function(){var a;return __generator(this,function(d){switch(d.label){case 0:return[4,b.capture(g)];case 1:return a=d.sent(),l&&(g.style.width="100%",g.style.height="100%",k.style.width="100%",k.style.height="100%"),this._engine.setAllowHighDpi(m),
+this._engine.resize(),c.resolve(a),[2]}})})});return c};f.prototype.fitWorld=function(a){void 0===a&&(a=d.DefaultTransitionDuration);return this.view.fitWorld(a)};f.prototype.setViewOrientation=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this.view.setViewOrientation(a,e)];case 1:return c.sent(),this._eventDispatcher.injectViewOrientationChangeEvent(),[2]}})})};f.prototype._scEngineReady=
+function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b,g,k;return __generator(this,function(l){switch(l.label){case 0:console.assert(this._modelStructure.isReady()),a=this.model.getAbsoluteRootNode(),e=this._engine.getSessionType(),l.label=1;case 1:return l.trys.push([1,,17,18]),this.cuttingManager._init(),[4,this._sceneReadyPromise];case 2:return l.sent(),[4,this._callbackManager.promiseTrigger("_assemblyTreeReady","assemblyTreeReady")];case 3:l.sent(),c="",l.label=4;case 4:l.trys.push([4,
+15,,16]);b=new d.LoadSubtreeConfig;b._allowSubtreeLoadedCallback=!1;if(1!==e)return[3,8];c=this._engine.getNetworkModelName();return c!==d.EmptyModelName?[3,5]:[3,7];case 5:return[4,this.model.loadSubtreeFromModel(a,c,b)];case 6:l.sent(),l.label=7;case 7:return[3,14];case 8:if(2!==e)return[3,13];this._timeoutMonitor.shutdown();g=this._engine.getScsInfo();return"string"!==typeof g?[3,10]:[4,this.model.loadSubtreeFromScsFile(a,g,b)];case 9:return l.sent(),[3,12];case 10:return null===g?[3,12]:[4,this.model.loadSubtreeFromScsBuffer(a,
+g,b)];case 11:return l.sent(),[3,12];case 12:return[3,14];case 13:throw new d.InternalLogicError;case 14:return[3,16];case 15:throw k=l.sent(),this._callbackManager.trigger("modelLoadFailure",c,""+k,k),k;case 16:return[3,18];case 17:return console.assert(this._modelStructure.isReady()),[2,this._callbackManager.promiseTrigger("_modelStructureReady","modelStructureReady")];case 18:return[2]}})})};f.prototype._sceneReady=function(){var a=this;this._inputMonitor.bindEvents(this._domElements.getCanvasContainerElement());
+this.selectionManager._init();this._callbackManager.bind({_timeout:function(){a.shutdown()}});this._callbackManager.trigger("sceneReady");this._sceneReadyPromise&&this._sceneReadyPromise.resolve()};f.prototype._priorityMetaDataSent=function(a,e){this._callbackManager.trigger("_priorityMetaDataSent",a,e);if(!this._seenPriorityMetaDataSent){if(0!==a||0!==e)throw new d.InternalLogicError;this._seenPriorityMetaDataSent=!0;this._callbackManager.trigger("_attached",0)}};f.prototype._renderComplete=function(){this.markupManager._update()};
+f.prototype._streamingActivated=function(){this._callbackManager.trigger("streamingActivated")};f.prototype._streamingDeactivated=function(){this._callbackManager.trigger("streamingDeactivated")};f.prototype.setStreamCutoffScale=function(a){this._setStreamCutoffScale(a);return Promise.resolve()};f.prototype._setStreamCutoffScale=function(a){this._engine.setStreamCutoffScale(a)};f.prototype.getStreamCutoffScale=function(){return this._engine.getStreamCutoffScale()};f.prototype._loseWebGlContext=function(){return this._engine.loseWebGlContext()};
+f.prototype._getScEngine=function(){return this._engine};f.prototype._debug_log=function(a){return this._engine.debug_log(a)};f.prototype._debug_stateFailure=function(a){return this._engine.debug_stateFailure(a)};f.prototype._debug_sync=function(){return this._engine.debug_sync()};f.prototype.exportToSvg=function(a){void 0===a&&(a=new d.SvgConfig);return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return[4,this.cuttingManager._setStandinGeometryVisible(!1)];
+case 1:c.sent(),c.label=2;case 2:return c.trys.push([2,,5,7]),[4,this.waitForIdle({redraw:!1})];case 3:return c.sent(),[4,this._engine.exportToSvg(a)];case 4:return d=c.sent(),[3,7];case 5:return[4,this.cuttingManager._setStandinGeometryVisible(!0)];case 6:return c.sent(),[7];case 7:return[2,d]}})})};f.prototype.waitForIdle=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:return this._alreadyShutDown?[2]:[4,this._setStreamIdleMarker()];
+case 1:return g.sent(),e=[],this.cuttingManager.hasActiveCuttingSection()?[4,this.cuttingManager.enableCappingIdleCallback(!0)]:[3,3];case 2:(c=g.sent())||e.push(this.cuttingManager.waitForCappingIdle()),g.label=3;case 3:return e.push(this._engine.waitForImageDecoding()),[4,Promise.all(e)];case 4:g.sent();if(!a||!1===a.redraw)return[3,6];b=d.Util.OpenPromise.create();this.redraw(function(){b.resolve()});return[4,b];case 5:g.sent(),g.label=6;case 6:return[2]}})})};f.prototype.startSheetComparison=
+function(a,d,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.sheetManager.startComparison(a,d,c)];case 1:return b.sent(),[2]}})})};f.prototype.endSheetComparison=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.sheetManager.endComparison()];case 1:return a.sent(),[2]}})})};f.BUILD_ID="b9b36e1";f.VIEWER_VERSION_STRING="8.3 Build "+f.BUILD_ID;__decorate([f.deprecated],
+f.prototype,"deactivateSheets",null);__decorate([f.deprecated],f.prototype,"setActiveSheetId",null);__decorate([f.deprecated],f.prototype,"getActiveSheetId",null);__decorate([f.deprecated],f.prototype,"getSheetIds",null);__decorate([f.deprecated],f.prototype,"isDrawingSheetActive",null);__decorate([f.deprecated],f.prototype,"setBackgroundSheetEnabled",null);__decorate([f.deprecated],f.prototype,"getBackgroundSheetEnabled",null);__decorate([f.deprecated],f.prototype,"setBackgroundSelectionEnabled",
+null);__decorate([f.deprecated],f.prototype,"getBackgroundSelectionEnabled",null);__decorate([f.deprecated],f.prototype,"setSheetColors",null);__decorate([f.deprecated],f.prototype,"getSheetBackgroundColor",null);__decorate([f.deprecated],f.prototype,"getSheetColor",null);__decorate([f.deprecated],f.prototype,"getSheetShadowColor",null);__decorate([f.deprecated],f.prototype,"getView",null);__decorate([f.deprecated],f.prototype,"getModel",null);__decorate([f.deprecated],f.prototype,"getOverlayManager",
+null);__decorate([f.deprecated],f.prototype,"getMeasureManager",null);__decorate([f.deprecated],f.prototype,"getLineManager",null);__decorate([f.deprecated],f.prototype,"getCuttingManager",null);__decorate([f.deprecated],f.prototype,"getMarkupManager",null);__decorate([f.deprecated],f.prototype,"getSelectionManager",null);__decorate([f.deprecated],f.prototype,"getExplodeManager",null);__decorate([f.deprecated],f.prototype,"getOperatorManager",null);__decorate([f.deprecated],f.prototype,"setAllowHighDPI",
+null);__decorate([f.deprecated],f.prototype,"getAllowHighDPI",null);__decorate([f.deprecated],f.prototype,"startSheetComparison",null);__decorate([f.deprecated],f.prototype,"endSheetComparison",null);return f}();d.WebViewer=h})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(c){for(var b=2*Math.PI/c,a=[],d=0;d<c;d++){var e=d*b,f=Math.sin(e);a.push(Math.cos(e));a.push(f)}return a}function a(c,b,a,e){void 0===e&&(e=1);var g=d.Point3.cross(a,new d.Point3(0,1,0));.001>g.length()&&(g=d.Point3.cross(a,new d.Point3(0,0,1)));a=d.Point3.cross(g,a);for(var k=2*Math.PI/c,f=[],p=0;p<c;p++){var h=p*k,r=Math.sin(h);h=Math.cos(h);r=g.copy().scale(r).add(a.copy().scale(h)).scale(e).add(b);f.push(r)}return f}function e(c,b,a,e,l){for(var g=[],k=[],
+f=0;f<a.length;f++){var h=(f+1)%a.length;g.push(a[f]);g.push(a[h]);g.push(e[f]);g.push(a[h]);g.push(e[h]);g.push(e[f]);k.push(d.Point3.subtract(a[f],c));k.push(d.Point3.subtract(a[h],c));k.push(d.Point3.subtract(e[f],b));k.push(d.Point3.subtract(a[h],c));k.push(d.Point3.subtract(e[h],b));k.push(d.Point3.subtract(e[f],b))}if(l)for(c=d.Point3.subtract(c,b),b=0;b<k.length;b++)k[b].add(c).normalize();return[g,k]}h.generateSphereMeshData=function(){var c=(1+Math.sqrt(5))/2,b=Math.sqrt(10+2*Math.sqrt(5))/
+(4*c),a=b/2;c=b/(2*c);var e=[];e[0]=new d.Point3(-c,a,0);e[1]=new d.Point3(c,a,0);e[2]=new d.Point3(-c,-a,0);e[3]=new d.Point3(c,-a,0);e[4]=new d.Point3(0,-c,a);e[5]=new d.Point3(0,c,a);e[6]=new d.Point3(0,-c,-a);e[7]=new d.Point3(0,c,-a);e[8]=new d.Point3(a,0,-c);e[9]=new d.Point3(a,0,c);e[10]=new d.Point3(-a,0,-c);e[11]=new d.Point3(-a,0,c);for(a=0;a<e.length;a++)e[a].normalize();var l=[[0,11,5],[0,5,1],[0,1,7],[0,7,10],[0,10,11],[1,5,9],[5,11,4],[11,10,2],[10,7,6],[7,1,8],[3,9,4],[3,4,2],[3,2,
+6],[3,6,8],[3,8,9],[4,9,5],[2,4,11],[6,2,10],[8,6,7],[9,8,1]],f=12;a=function(b){var c=[];l.map(function(b){var a=e[b[0]],g=e[b[1]],k=e[b[2]];e[f++]=(new d.Point3(a.x+g.x,a.y+g.y,a.z+g.z)).scale(.5).normalize();e[f++]=(new d.Point3(g.x+k.x,g.y+k.y,g.z+k.z)).scale(.5).normalize();e[f++]=(new d.Point3(k.x+a.x,k.y+a.y,k.z+a.z)).scale(.5).normalize();c.push([b[0],f-3,f-1]);c.push([f-3,f-2,f-1]);c.push([f-3,b[1],f-2]);c.push([f-2,b[2],f-1])});l=c};for(c=0;2>c;c++)a(c);a=[];c=[];b=0;for(var m=l;b<m.length;b++)for(var h=
+m[b],q=0;3>q;q++){var r=h[q];a.push(e[r].x);a.push(e[r].y);a.push(e[r].z);r=e[r].normalize();c.push(r.x);c.push(r.y);c.push(r.z)}b=new d.MeshData;b.addFaces(a,c);b.setFaceWinding(d.FaceWinding.CounterClockwise);return b};h.generateConeCylinderMeshData=function(c,b,g,k,l,n){var m=new d.Matrix,h,q=g+n,r=f(b);for(h=0;h<r.length;h++)r[h]*=k;l=new d.Point3(0,q+l,0);h=new d.Point3(0,q,0);var u=m.transform(l),t=m.transform(h);l=[];var v=[];for(h=0;h<r.length;h+=2){var w=r[h],z=r[h+1],x=(h+2)%r.length,y=
+r[x],A=r[x+1],B=r[h],D=r[h+1],C=r[x];x=r[x+1];var E=new d.Point3(w,q,z),F=new d.Point3(y,q,A);E=m.transform(E);F=m.transform(F);l.push(u);l.push(E);l.push(F);F=new d.Point3(0,1,0);B=new d.Point3(B,0,D);C=new d.Point3(C,0,x);D=m.transform(F);B=m.transform(B);C=m.transform(C);v.push(D);v.push(B);v.push(C);w=new d.Point3(w,q,z);y=new d.Point3(y,q,A);A=m.transform(w);y=m.transform(y);l.push(t);l.push(y);l.push(A);y=new d.Point3(0,-1,0);y=m.transform(y);v.push(y);v.push(y);v.push(y)}q=[];r=[];for(h=0;h<
+l.length;h++)u=l[h],q.push(u.x),q.push(u.y),q.push(u.z),u=v[h],r.push(u.x),r.push(u.y),r.push(u.z);h=[q,r];l=[];v=[];r=f(b);for(q=0;q<r.length;q++)r[q]*=c;u=[];t=[];for(q=0;q<r.length;q+=2){y=r[q];A=r[q+1];x=(q+2)%r.length;w=r[x];z=r[x+1];C=r[q];B=r[q+1];D=r[x];x=r[x+1];u[0]=new d.Point3(y,g,A);u[1]=new d.Point3(y,0,A);u[2]=new d.Point3(w,0,z);u[3]=new d.Point3(w,0,z);u[4]=new d.Point3(w,g,z);u[5]=new d.Point3(y,g,A);t[0]=new d.Point3(C,0,B);t[1]=new d.Point3(C,0,B);t[2]=new d.Point3(D,0,x);t[3]=
+new d.Point3(D,0,x);t[4]=new d.Point3(D,0,x);t[5]=new d.Point3(C,0,B);for(C=0;C<u.length;C++)B=m.transform(u[C]),l.push(B),B=m.transform(t[C]),v.push(B);u[0]=new d.Point3(w,0,z);u[1]=new d.Point3(y,0,A);u[2]=d.Point3.zero();t[0]=new d.Point3(0,-1,0);t[1]=new d.Point3(0,-1,0);t[2]=new d.Point3(0,-1,0);for(C=0;3>C;C++)B=m.transform(u[C]),l.push(B),B=m.transform(t[C]),v.push(B)}m=[];r=[];for(q=0;q<l.length;q++)u=l[q],m.push(u.x),m.push(u.y),m.push(u.z),u=v[q],r.push(u.x),r.push(u.y),r.push(u.z);m=[m,
+r];l=new d.Point3(0,0,g);g=new d.Point3(0,0,g+n);n=new d.Point3(0,0,1);c=a(b,l,n,c);b=a(b,g,n,k);b=e(l,g,c,b,!0);k=[];c=[];for(g=0;g<b[0].length;g++)k.push(b[0][g].x),k.push(b[0][g].z),k.push(b[0][g].y),c.push(b[1][g].x),c.push(b[1][g].z),c.push(b[1][g].y);k=[k,c];b=h[0].concat(m[0]).concat(k[0]);k=h[1].concat(m[1]).concat(k[1]);c=new d.MeshData;c.setFaceWinding(d.FaceWinding.Clockwise);c.addFaces(b,k);return c};h.createCylinderMeshDataFromArc=function(c,b,g,k){for(var f=[],n=[],m,h=0;h<c.length-
+3;h+=3){var q=new d.Point3(c[h],c[h+1],c[h+2]),r=new d.Point3(c[h+3],c[h+4],c[h+5]),u=a(g,q,b,k),t=a(g,r,b,k);m=e(q,r,u,t,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1])}q=c.length;h=new d.Point3(c[q-3],c[q-2],c[q-1]);t=h.copy().subtract(new d.Point3(c[q-6],c[q-5],c[q-4])).normalize();q=a(2*g,h,b,k);r=h.copy().add(t.copy().scale(2/3));u=a(2*g,r,b,2*k);t=r.copy().add(t.copy().scale(2));m=e(h,r,q,u,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1]);for(h=
+0;h<q.length;h++)m=(h+1)%q.length,f.push(t),f.push(u[h]),f.push(u[m]),m=u[h].copy().subtract(r).normalize().add(t.copy().normalize()).normalize(),n.push(m),n.push(m),n.push(m);h=new d.Point3(c[0],c[1],c[2]);t=h.copy().subtract(new d.Point3(c[3],c[4],c[5])).normalize();q=a(2*g,h,b,k);r=h.copy().add(t.copy().scale(2/3));u=a(2*g,r,b,2*k);t=r.copy().add(t.copy().scale(2));m=e(r,h,u,q,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1]);for(h=0;h<q.length;h++)m=(h+1)%q.length,f.push(t),
+f.push(u[m]),f.push(u[h]),m=u[h].copy().subtract(r).normalize().add(t.copy().normalize()).normalize(),n.push(m),n.push(m),n.push(m);c=[];b=[];for(h=0;h<f.length;h++)g=f[h],c.push(g.x),c.push(g.y),c.push(g.z),m=n[h],b.push(m.x),b.push(m.y),b.push(m.z);f=new d.MeshData;f.setFaceWinding(d.FaceWinding.CounterClockwise);f.addFaces(c,b);return f}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c){this._mode=a;this._impl=new d.Internal.IncrementalSelectionImpl(c)}a.create=function(d,c){return new a(d,c)};a.prototype.performSelection=function(a,c,b){var d=this._impl.viewer;"View"===this._mode?(d=d.view,void 0===b&&(b=[])):(h.TypeAssert(this._mode),d=d.selectionManager);void 0===c&&(c=null);return this._impl.performSelection(d,a,c,b)};a.prototype.isIdle=function(){return this._impl.isIdle()};a.prototype.waitForIdle=function(){return this._impl.waitForIdle()};
+a.prototype.stopSelection=function(){return this._impl.stopSelection()};a.prototype.clearSelection=function(){return this._impl.clearSelection()};return a}();h.IncrementalSelection=f;(function(a){a.isScreenByAreaConfig=function(a){return"areaCssMin"in a};a.isRayDrillConfig=function(a){return"rayCssBoxRadius"in a};a.isConvexPolyhedronConfig=function(a){return"volumePlanes"in a};a.isSphereConfig=function(a){return"sphereRadius"in a}})(f=h.IncrementalSelection||(h.IncrementalSelection={}))})(d.Util||
+(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._killHandles=[];this._activeSelectionCount=0;this._inactivityPromise=null;this.viewer=a}a.prototype.isIdle=function(){return 0===this._activeSelectionCount};a.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){if(0===this._activeSelectionCount)return console.assert(null===this._inactivityPromise),[2,Promise.resolve()];null===this._inactivityPromise&&(this._inactivityPromise=
+h.OpenPromise.create());return[2,this._inactivityPromise]})})};a.prototype.stopSelection=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b,g;return __generator(this,function(e){console.assert(this._killHandles.length===this._activeSelectionCount);a=[];c=0;for(b=this._killHandles;c<b.length;c++)g=b[c],a.push(g());return[2,d.Util.waitForAll(a)]})})};a.prototype.clearSelection=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return a=
+this.viewer.selectionManager,a.clear(),[4,this.stopSelection()];case 1:return c.sent(),a.clear(),[2]}})})};a.prototype._advanceBySelectionManager=function(a,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(d){b=this.viewer.selectionManager;return[2,b.advanceIncrementalSelection(a,c)]})})};a.prototype._advanceByView=function(a,c,b){return __awaiter(this,void 0,void 0,function(){var d,e,f,n,m,h;return __generator(this,function(g){switch(g.label){case 0:return d=
+this.viewer.view,[4,d.advanceIncrementalSelection(a)];case 1:return e=g.sent(),null===e?[2,!1]:c?[4,Promise.all(e.map(c))]:[3,3];case 2:f=g.sent(),e=e.filter(function(b,c){return f[c]}),g.label=3;case 3:n=0;for(m=e;n<m.length;n++)h=m[n],b.push(h);return[2,!0]}})})};a.prototype._wrapBeginSelection=function(a,c){return d.Util.IncrementalSelection.isScreenByAreaConfig(c)?a.beginScreenSelectByArea(c.areaCssMin,c.areaCssMax,c.pickConfig):d.Util.IncrementalSelection.isRayDrillConfig(c)?a.beginRayDrillSelection(c.rayCssOrigin,
+c.rayCssBoxRadius,c.pickConfig):d.Util.IncrementalSelection.isConvexPolyhedronConfig(c)?a.beginConvexPolyhedronSelection(c.volumePlanes,c.heuristicOrigin,c.pickConfig):d.Util.IncrementalSelection.isSphereConfig(c)?a.beginSphereSelection(c.sphereCenter,c.sphereRadius,c.pickConfig):d.Util.TypeAssertNever(c)};a.prototype.performSelection=function(a,c,b,d){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return void 0!==d?[3,1]:[2,this._performSelection(a,
+c,b,null)];case 1:return[4,this._performSelection(a,c,b,d)];case 2:return g.sent(),[2,d]}})})};a.prototype._performSelection=function(a,c,b,g){return __awaiter(this,void 0,void 0,function(){var e,f,n,m,p,q,r,u,t=this;return __generator(this,function(k){switch(k.label){case 0:e=this._wrapBeginSelection(a,c);if(null===e)return[2];++this._activeSelectionCount;f=this.viewer.selectionManager;n=null===g;m=!1;p=h.Lazy.create(function(){return __awaiter(t,void 0,void 0,function(){var b,c;return __generator(this,
+function(a){switch(a.label){case 0:m=!0,a.label=1;case 1:return a.trys.push([1,,7,8]),[4,e];case 2:return b=a.sent(),n?[4,f.endIncrementalSelection(b)]:[3,4];case 3:return a.sent(),[3,6];case 4:return[4,this.viewer.view.endIncrementalSelection(b)];case 5:a.sent(),a.label=6;case 6:return[3,8];case 7:return c=this._killHandles.indexOf(q),console.assert(0<=c),this._killHandles.splice(c,1),--this._activeSelectionCount,0===this._activeSelectionCount&&null!==this._inactivityPromise&&(this._inactivityPromise.resolve(),
+this._inactivityPromise=null),[7];case 8:return[2]}})})});q=function(){return p.get()};this._killHandles.push(q);k.label=1;case 1:return k.trys.push([1,,11,13]),[4,e];case 2:r=k.sent(),u=!0,k.label=3;case 3:return!u||m?[3,10]:n?[4,this._advanceBySelectionManager(r,b)]:[3,5];case 4:return u=k.sent(),[3,7];case 5:return[4,this._advanceByView(r,b,g)];case 6:u=k.sent(),k.label=7;case 7:return!u||m?[3,9]:[4,d.Util.sleep(1)];case 8:k.sent(),k.label=9;case 9:return[3,3];case 10:return[3,13];case 11:return[4,
+q()];case 12:return k.sent(),[7];case 13:return[2]}})})};return a}();h.IncrementalSelectionImpl=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this.diffuseColor=[1,1,1,1]}a.prototype.setDiffuseTransparency=function(a){this.diffuseColor[3]=a};a.prototype.setDiffuseColor=function(a){a.toFloatArray(this.diffuseColor)};a.prototype.setDiffuseColorFromArray=function(a){this.diffuseColor[0]=a[0];this.diffuseColor[1]=a[1];this.diffuseColor[2]=a[2]};a.prototype.hash=function(){return this.diffuseColor.join(",")};return a}();d.MaterialInfo=f;f=function(){function a(a){this._materials=new Map;
+this._engine=a}a.prototype.getOrCreateMaterial=function(a){var c=this,b=a.hash(),d=this._materials.get(b);if(void 0!==d)return d;d=this._engine.createMaterial().then(function(b){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this._engine.setDiffuseColor(b,a.diffuseColor)];case 1:return c.sent(),[2,b]}})})});this._materials.set(b,d);return d};return a}();d.ScMaterialCache=f;f=function(){function a(a){this._engine=a}a.prototype.getIdentityInc=
+function(){return this._identityInc};a.prototype.init=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return[4,this._engine.createIdentityMatrix()];case 1:return this._identityInc=a=c.sent(),[2]}})})};return a}();d.ScMatrixCache=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(b,c,a){if(b.selectionMask===d.SelectionMask.None)throw new d.CommunicatorError("selectionMask is None");return __assign({},b,{cullSuboptimalEntities:c,enableOcclusionChecks:c,restrictLinesAndPointsToSelectedFaceInstances:a?!1:b.restrictLinesAndPointsToSelectedFaceInstances})}function a(b,c){var a=d.Point3.createFromArray(b.rayPoint),g=d.Point3.createFromArray(b.normal),e=new d.Point3(b.bounding.min[0],b.bounding.min[1],b.bounding.min[2]),k=new d.Point3(b.bounding.max[0],
+b.bounding.max[1],b.bounding.max[2]);e=new d.Box(e,k);c=new d.Selection.FaceEntity(a,g,b.elementIndex,b.overlayIndex,b.elementBits,e,c);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],c,null,null)}function e(b){var c=new d.Point3(b.bounding.min[0],b.bounding.min[1],b.bounding.min[2]),a=new d.Point3(b.bounding.max[0],b.bounding.max[1],b.bounding.max[2]);c=new d.Box(c,a);c=new d.Selection.LineEntity(b.elementIndex,d.Point3.createFromArray(b.point),b.lineSegmentVertices,b.bestLineSegmentVertexIndex,
+c,b.overlayIndex,b.elementBits);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],null,c,null)}function c(b){var c=new d.Selection.PointEntity(d.Point3.createFromArray(b.point),b.elementIndex,b.overlayIndex,b.elementBits);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],null,null,c)}function b(b){return null!==b.point?(b=b.point.entities[0],c(b)):null!==b.line?(b=b.line.entities[0],e(b)):null!==b.face?(b=b.face.entities[0],a(b,!1)):null!==b.proximityFace?(b=b.proximityFace.entities[0],
+a(b,!0)):null}function g(b){var g=null;if(null!==b.face){var k=b.face.entities[0];g=a(k,!1)}else null!==b.proximityFace&&(k=b.proximityFace.entities[0],g=a(k,!0));var f=null;null!==b.line&&(k=b.line.entities[0],f=e(k));k=null;null!==b.point&&(k=b.point.entities[0],k=c(k));return new d.Selection.CompositeSelectionItem(g,f,k)}function k(b){var d=[];if(null!==b.face)for(var g=0,k=b.face.entities;g<k.length;g++){var f=a(k[g],!1);d.push(f)}a:for(f=b.line,g=b.point,k=b.proximityFace,b=null!==f?f.entities:
+[],g=null!==g?g.entities:[],k=null!==k?k.entities:[],f=[b,g,k];;){for(var l,n=l=Number.POSITIVE_INFINITY,m=null,h=0;h<f.length;h++){var x=f[h];if(0<x.length){var y=x[0];y.radialMetric<l?(l=y.radialMetric,n=y.zMetric,m=x):y.radialMetric===l&&y.zMetric<n&&(n=y.zMetric,m=x)}}l=m;if(null===l){console.assert(0===b.length);console.assert(0===g.length);console.assert(0===k.length);break a}console.assert(0<l.length);l===b?(l=b.pop(),l=e(l)):l===g?(l=g.pop(),l=c(l)):(console.assert(l===k),l=k.pop(),l=a(l,
+!0));d.push(l)}return d}var l;(function(b){b[b.Batch=1E3]="Batch";b[b.Chunk=100]="Chunk"})(l=h.AdvanceSelectionCapacity||(h.AdvanceSelectionCapacity={}));var n=function(){function c(b){this._pickTolerance=20;this._incrementalChunkedItems=new Map;this._sc=b}c.prototype.setPickTolerance=function(b){this._pickTolerance=b};c.prototype.getPickTolerance=function(){return this._pickTolerance};c.prototype.beginScreenAreaSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k;return __generator(this,
+function(f){switch(f.label){case 0:g=a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginScreenAreaSelection(b.x,b.y,c.x,c.y,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginScreenAreaSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.beginRayDrillSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k;return __generator(this,function(f){switch(f.label){case 0:g=
+a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginRayDrillSelection(b.x,b.y,c,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginRayDrillSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.beginConvexPolyhedronSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k,f,l,n,m,h;return __generator(this,function(p){switch(p.label){case 0:g=
+a;e=[];k=0;for(f=b;k<f.length;k++)l=f[k],e.push(l.getCoefficients());n=[c.x,c.y,c.z];p.label=1;case 1:return p.trys.push([1,3,,4]),[4,this._sc.beginConvexPolyhedronSelection(e,n,g)];case 2:return m=p.sent(),[3,4];case 3:h=p.sent();if(SC.isError(h)&&"beginConvexPolyhedronSelection"===h.scFunction)throw new d.SelectionInvalidatedError;throw h;case 4:return[2,new d.Selection.IncrementalSelectionId(m)]}})})};c.prototype.beginSphereSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,
+e,k;return __generator(this,function(f){switch(f.label){case 0:g=a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginSphereSelection(b,c,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginSphereSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.endIncrementalSelection=function(b){this._incrementalChunkedItems.delete(b._handle);this._sc.endVolumeSelection(b._handle)};
+c.prototype.advanceIncrementalSelection=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,e,k,f,n,m,p;return __generator(this,function(q){switch(q.label){case 0:if((a=this._incrementalChunkedItems.get(b._handle))&&a.length)return[2,a.pop()];q.label=1;case 1:return q.trys.push([1,3,,4]),[4,this._sc.advanceVolumeSelection(b._handle,l.Batch)];case 2:return g=q.sent(),[3,4];case 3:e=q.sent();if(SC.isError(e)&&"advanceVolumeSelection"===e.scFunction)throw new d.SelectionInvalidatedError;
+throw e;case 4:return 2!==g.length||4294967295!==g[1]?[3,7]:c?[4,this._sc.setStreamIdleMarker()]:[3,6];case 5:return q.sent(),[2,this.advanceIncrementalSelection(b,!1)];case 6:return[2,null];case 7:k=[];for(f=0;f<g.length;f+=2)n=g[f],m=g[f+1],k.push(d.Selection.SelectionItem.create(m,n));if(k.length<=l.Chunk)return[2,k];p=h.chunkify(k,l.Chunk).reverse();this._incrementalChunkedItems.set(b._handle,p);return[2,p.pop()]}})})};c.prototype._screenSelectByRay=function(b,c,a,g){return __awaiter(this,void 0,
+void 0,function(){var e,k,l,n;return __generator(this,function(m){e=f(c,a,g);k=c.selectionMask;n=(l=c.selectionMask!==d.SelectionMask.Face||c.enableProximityFaces)?this._pickTolerance:-1;return[2,this._sc.screenSelectByRay(k,b.x,b.y,n,e)]})})};c.prototype._worldSelectByRay=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){d=f(c,a,!1);g=h.toScRay(b);return[2,this._sc.worldSelectByRay(g,d)]})})};c.prototype.pickFromScreen=function(c,a,d){return __awaiter(this,
+void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._screenSelectByRay(c,a,!0,d)];case 1:return g=e.sent(),[2,b(g)]}})})};c.prototype.pickAllFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._screenSelectByRay(b,c,!1,a)];case 1:return d=g.sent(),[2,k(d)]}})})};c.prototype.compositePickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,
+function(){var d;return __generator(this,function(e){switch(e.label){case 0:return[4,this._screenSelectByRay(b,c,!0,a)];case 1:return d=e.sent(),[2,g(d)]}})})};c.prototype.pickFromRay=function(c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._worldSelectByRay(c,a,!0)];case 1:return d=g.sent(),[2,b(d)]}})})};c.prototype.pickAllFromRay=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._worldSelectByRay(b,c,!1)];case 1:return a=d.sent(),[2,k(a)]}})})};c.prototype.pickCompositeFromRay=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d,e;return __generator(this,function(k){switch(k.label){case 0:return a=f(c,!0,!1),d=h.toScRay(b),[4,this._sc.worldSelectByRay(d,a)];case 1:return e=k.sent(),[2,g(e)]}})})};return c}();h.ScSelectionManager=n})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){d=d.Internal||(d.Internal={});(d.Test||(d.Test={})).AdvanceSelectionCapacity=d.AdvanceSelectionCapacity})(Communicator||(Communicator={}));
+(function(d){(function(h){h.toScRay=function(d){var a={origin:[],direction:[]};d.origin.toArray(a.origin);d.direction.toArray(a.direction);return a};h.makeFaceFaceDistanceItem=function(f){var a=new d.FaceFaceDistanceItem;a.pos1.fromArray(f.point1);a.pos2.fromArray(f.point2);a.distance=f.distance;return a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a){this.attributes=a}d.prototype.copy=function(){return new d(this.attributes.map(function(a){return a.copy()}))};return d}();d.SubentityAttributes=h})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){a.isFace=function(a){return a instanceof d.SubentityProperties.CylinderElement||a instanceof d.SubentityProperties.PlaneElement||a instanceof d.SubentityProperties.ConeElement||a instanceof d.SubentityProperties.SphereElement||a instanceof d.SubentityProperties.TorusElement||a instanceof d.SubentityProperties.Blend01Element||a instanceof d.SubentityProperties.Blend02Element||a instanceof d.SubentityProperties.Blend03Element||a instanceof d.SubentityProperties.NurbsElement||
+a instanceof d.SubentityProperties.CylindricalElement||a instanceof d.SubentityProperties.OffsetElement||a instanceof d.SubentityProperties.PipeElement||a instanceof d.SubentityProperties.RuledElement||a instanceof d.SubentityProperties.RevolutionElement||a instanceof d.SubentityProperties.ExtrusionElement||a instanceof d.SubentityProperties.FromCurvesElement||a instanceof d.SubentityProperties.TransformElement||a instanceof d.SubentityProperties.OtherFaceElement};a.isEdge=function(a){return a instanceof
+d.SubentityProperties.LineElement||a instanceof d.SubentityProperties.CircleElement||a instanceof d.SubentityProperties.OtherEdgeElement}})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){(function(a){a.parseBinary=function(a){var k=d.SubentityProperties.FaceType,l=a.parseFaceType();switch(l){case k.Cylinder:return c.parseBinary(a);case k.Plane:return b.parseBinary(a);case k.Cone:return g.parseBinary(a);case k.Other:return n.parseBinary(a);case k.Sphere:return e.parseBinary(a);case k.Torus:return f.parseBinary(a);case k.Blend01:return m.parseBinary(a);case k.Blend02:return h.parseBinary(a);case k.Blend03:return q.parseBinary(a);case k.Nurbs:return r.parseBinary(a);
+case k.Cylindrical:return u.parseBinary(a);case k.Offset:return t.parseBinary(a);case k.Pipe:return v.parseBinary(a);case k.Ruled:return w.parseBinary(a);case k.Revolution:return z.parseBinary(a);case k.Extrusion:return x.parseBinary(a);case k.FromCurves:return y.parseBinary(a);case k.Transform:return A.parseBinary(a);default:throw d.Util.TypeAssert(l),new d.AssemblyDataParseError("Unexpected measurement face type.");}};var c=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),
+a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.CylinderElement(c,a,b)};return b}();a.Cylinder=c;var b=function(){function b(){}b.parseBinary=function(b){var c=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.PlaneElement(c,b)};return b}();a.Plane=b;var g=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32(),g=b.parsePoint3_32();b=b.parseFloat_32();return new d.SubentityProperties.ConeElement(c,a,g,b)};return b}();
+a.Cone=g;var e=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.SphereElement(c,a,b)};return b}();a.Sphere=e;var f=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parseFloat_32(),g=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.TorusElement(c,a,g,b)};return b}();a.Torus=f;var n=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.OtherFaceElement};
+return b}();a.Other=n;var m=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend01Element};return b}();a.Blend01=m;var h=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend02Element};return b}();a.Blend02=h;var q=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend03Element};return b}();a.Blend03=q;var r=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.NurbsElement};
+return b}();a.Nurbs=r;var u=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.CylindricalElement};return b}();a.Cylindrical=u;var t=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.OffsetElement};return b}();a.Offset=t;var v=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.PipeElement};return b}();a.Pipe=v;var w=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.RuledElement};
+return b}();a.Ruled=w;var z=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.RevolutionElement};return b}();a.Revolution=z;var x=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.ExtrusionElement};return b}();a.Extrusion=x;var y=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.FromCurvesElement};return b}();a.FromCurves=y;var A=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.TransformElement};
+return b}();a.Transform=A})(a.Face||(a.Face={}))})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){(function(a){a.parseBinary=function(a){var e=d.SubentityProperties.EdgeType,k=a.parseEdgeType();switch(k){case e.Line:return c.parseBinary(a);case e.Circle:return b.parseBinary(a);case e.Other:return g.parseBinary(a);default:throw d.Util.TypeAssert(k),new d.AssemblyDataParseError("Unexpected measurement edge type.");}};var c=function(){function b(){}b.parseBinary=function(b){b=b.parseFloat_32();return new d.SubentityProperties.LineElement(b)};return b}();
+a.Line=c;var b=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.CircleElement(c,a,b)};return b}();a.Circle=b;var g=function(){function b(){}b.parseBinary=function(b){b=b.parseFloat_32();return new d.SubentityProperties.OtherEdgeElement(b)};return b}();a.Other=g})(a.Edge||(a.Edge={}))})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(d){var f;(function(c){c[c.Undefined=0]="Undefined";c[c.Line=1]="Line";c[c.Circle=2]="Circle";c[c.Other=6]="Other"})(f=d.EdgeType||(d.EdgeType={}));var a;(function(c){c[c.Undefined=0]="Undefined";c[c.Cylinder=3]="Cylinder";c[c.Plane=4]="Plane";c[c.Cone=5]="Cone";c[c.Other=6]="Other";c[c.Sphere=7]="Sphere";c[c.Torus=8]="Torus";c[c.Blend01=9]="Blend01";c[c.Blend02=10]="Blend02";c[c.Blend03=11]="Blend03";c[c.Nurbs=12]="Nurbs";c[c.Cylindrical=13]="Cylindrical";c[c.Offset=14]="Offset";
+c[c.Pipe=15]="Pipe";c[c.Ruled=16]="Ruled";c[c.Revolution=17]="Revolution";c[c.Extrusion=18]="Extrusion";c[c.FromCurves=19]="FromCurves";c[c.Transform=20]="Transform"})(a=d.FaceType||(d.FaceType={}));var e=function(){function c(b){this.length=b}c.prototype.copy=function(){return new c(this.length)};c.prototype.type=function(){return f.Line};return c}();d.LineElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}c.prototype.copy=function(){return new c(this.radius,
+this.origin,this.normal)};c.prototype.type=function(){return f.Circle};return c}();d.CircleElement=e;e=function(){function c(b){this.length=b}c.prototype.copy=function(){return new c(this.length)};c.prototype.type=function(){return f.Other};return c}();d.OtherEdgeElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Other};return c}();d.OtherFaceElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}
+c.prototype.copy=function(){return new c(this.radius,this.origin,this.normal)};c.prototype.type=function(){return a.Cylinder};return c}();d.CylinderElement=e;e=function(){function c(b,c){this.origin=b.copy();this.normal=c.copy()}c.prototype.copy=function(){return new c(this.origin,this.normal)};c.prototype.type=function(){return a.Plane};return c}();d.PlaneElement=e;e=function(){function c(b,c,a,d){this.radius=b;this.origin=c.copy();this.normal=a.copy();this.halfAngle=d}c.prototype.copy=function(){return new c(this.radius,
+this.origin,this.normal,this.halfAngle)};c.prototype.type=function(){return a.Cone};return c}();d.ConeElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}c.prototype.copy=function(){return new c(this.radius,this.origin,this.normal)};c.prototype.type=function(){return a.Sphere};return c}();d.SphereElement=e;e=function(){function c(b,c,a,d){this.majorRadius=b;this.minorRadius=c;this.origin=a.copy();this.normal=d.copy()}c.prototype.copy=function(){return new c(this.majorRadius,
+this.minorRadius,this.origin,this.normal)};c.prototype.type=function(){return a.Torus};return c}();d.TorusElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend01};return c}();d.Blend01Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend02};return c}();d.Blend02Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend03};
+return c}();d.Blend03Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Nurbs};return c}();d.NurbsElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Cylindrical};return c}();d.CylindricalElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Offset};return c}();d.OffsetElement=e;e=function(){function c(){}c.prototype.copy=
+function(){return new c};c.prototype.type=function(){return a.Pipe};return c}();d.PipeElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Ruled};return c}();d.RuledElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Revolution};return c}();d.RevolutionElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Extrusion};
+return c}();d.ExtrusionElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.FromCurves};return c}();d.FromCurvesElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Transform};return c}();d.TransformElement=e})(d.SubentityProperties||(d.SubentityProperties={}))})(Communicator||(Communicator={}));
+(function(d){d=d.StaticGenericType||(d.StaticGenericType={});d.IfcColumn="IFCCOLUMN";d.IfcCovering="IFCCOVERING";d.IfcCurtainWall="IFCCURTAINWALL";d.IfcDoor="IFCDOOR";d.IfcRamp="IFCRAMP";d.IfcRoof="IFCROOF";d.IfcSlab="IFCSLAB";d.IfcSpace="IFCSPACE";d.IfcStair="IFCSTAIR";d.IfcStairFlight="IFCSTAIRFLIGHT";d.IfcTransportElement="IFCTRANSPORTELEMENT";d.IfcWall="IFCWALL";d.IfcWallStandardCase="IFCWALLSTANDARDCASE";d.IfcWindow="IFCWINDOW"})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,m,h,w,z;return __generator(this,function(p){switch(p.label){case 0:return[4,c.getNodeOrRepItem(a)];case 1:e=p.sent();if(null===e||e instanceof f.RepresentationItem||e instanceof f.PartDefinition)return[2,d.BimMask.None];k=f.getNodeGenericType(e);return null!==k?[3,3]:null===g?[2,d.BimMask.None]:[4,e.getAttributes()];case 2:l=p.sent();n=0;for(m=l;n<m.length;n++)if(h=m[n],w=h.getTitle(),
+w===g){k=h.getValue();break}if(null===k)return[2,d.BimMask.None];p.label=3;case 3:return z=b(k),z!==d.BimMask.None?[2,z]:[2,d.BimMask.None]}})})}function e(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){switch(d.label){case 0:return c=[],a={enterAnyBody:function(b){b instanceof f.BodyInstance&&c.push(b)}},[4,f.WalkerAsync.walk(a,b,f.WalkRestriction.None)];case 1:return d.sent(),[2,c]}})})}function c(b){return __awaiter(this,void 0,void 0,function(){var c,
+a,g,k,f,h;return __generator(this,function(l){switch(l.label){case 0:return[4,e(b)];case 1:c=l.sent();a=new Set;g=0;for(k=c;g<k.length;g++)f=k[g],h=f.getParent(),a.add(h);return[2,d.Util.setToArray(a)]}})})}function b(b,c,g,e){return __awaiter(this,void 0,void 0,function(){var k,f,l,n,m,h,w,z,x,y,A;return __generator(this,function(p){switch(p.label){case 0:k=[];f=0;for(l=g;f<l.length;f++)n=l[f],m=a(b,c,n,e),k.push(m);return[4,Promise.all(k)];case 1:h=p.sent();w=[];z=[];x=[];for(y=0;y<g.length;++y)n=
+g[y],A=h[y],A!==d.BimMask.None&&(0!==(A&d.BimMask.Floor)&&w.push(n),0!==(A&d.BimMask.Wall)&&z.push(n),0!==(A&d.BimMask.Door)&&x.push(n));return[2,{floors:w,walls:z,doors:x}]}})})}function g(b){for(var c=[],a=0;a<b.length;a++)for(var d=0,g=b[a].getBodyInstances();d<g.length;d++){var e=g[d].getInstanceInc();c.push(e[0],e[1])}return c}f.hasEffectiveGenericType=function(b,c){for(;null!==b;){if(b.getName()===c||f.getNodeGenericType(b)===c)return!0;b=f.towardProductOccurrence(b.getParent())}return!1};f.ifcAttributeToBimMask=
+function(b){switch(b){case d.StaticGenericType.IfcColumn:case d.StaticGenericType.IfcCurtainWall:case d.StaticGenericType.IfcStair:case d.StaticGenericType.IfcStairFlight:case d.StaticGenericType.IfcWall:case d.StaticGenericType.IfcWallStandardCase:case d.StaticGenericType.IfcWindow:return d.BimMask.Wall|d.BimMask.Floor;case d.StaticGenericType.IfcCovering:case d.StaticGenericType.IfcRamp:case d.StaticGenericType.IfcRoof:case d.StaticGenericType.IfcSlab:return d.BimMask.Floor;case d.StaticGenericType.IfcDoor:case d.StaticGenericType.IfcTransportElement:return d.BimMask.Door|
+d.BimMask.Floor}return d.BimMask.None};f.registerBimNodes=function(a,d,e,f,h){return __awaiter(this,void 0,void 0,function(){var k,l,n,m,p;return __generator(this,function(q){switch(q.label){case 0:return[4,c(f)];case 1:return k=q.sent(),[4,b(a,e,k,h)];case 2:return l=q.sent(),n=g(l.floors),d.registerBimInstances(n,0),m=g(l.walls),d.registerBimInstances(m,1),p=g(l.doors),d.registerBimInstances(p,2),[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function c(b,c,a,d,e,f){this.headerVersion=b;this._rootAssemblyDataKey=c;this.isDrawing=a;this.isMeasurable=d;this.originalFileName=e;this.originalFileType=f}c.prototype.rootAssemblyDataKey=function(){console.assert(4294967295!==this._rootAssemblyDataKey);return this._rootAssemblyDataKey};c.parseBinary=function(b){if(0===b.length)return null;b=new f.AssemblyDataParser(new e(null,b));var a=new f.NodeParseBits;a.parseBits1(b);if(!a.hasBits1(8388608))return null;
+var k=b.parseAssemblyDataHeaderVersion();if(k>c._maxHeaderVersion)throw new d.AssemblyDataParseError("Unknown header version: "+k);a.parseBits2(b);var l=b.parseDataKey(),n=b.parseBoolean(),m="",h=d.FileType.Unknown;var q=1<=k?b.parseBoolean():!0;3<=k&&(a.hasBits2(4)&&(m=b.parseCString()),h=b.parseIndex_32());return new c(k,l,n,q,m,h)};c._maxHeaderVersion=3;c.dynamic=new c(c._maxHeaderVersion,4294967295,!1,!1,"",d.FileType.Unknown);return c}();f.AssemblyDataHeader=a;var e=function(){return function(c,
+b){this.header=c;this.bytes=b}}();f.AssemblyData=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){return function(){this.prototypes=new Map;this.partDefinitions=new Map}}(),e=function(){return function(){this.bodies=new Map;this.contexts=[]}}(),c=function(){function b(b,c,a,e,m,p){this._centralQueueClock=new h.Clock;this._productOccurrences=new Map;this._pmis=new Map;this._cadViews=new Map;this._bodyInstances=new Map;this._pmiBodies=new Map;this._viewFrames=new Map;this._partDefinitions=new Map;this._representationItems=new Map;this._partToInstance=
+new Map;this._filters=[];this._layers=new Map;this._layersIds=new Map;this._nextLayerId=0;this._genericTypeToNodes=new Map;this._genericIdToNode=new Map;this._cadConfigurations=new Set;this._modelContents=new Map;this._inclusionContents=new Map;this._nodeDeletionBlackList=new Set;this._meshDeletionBlackList=new Set;this._dynamicNodeIdSeed=f.invalidNodeId;this._currentNodeIdOffset=0;this._initialEmptyNodeIdOffsetObtained=!1;this._firstProductOccurrenceWithView=this._defaultCadConfiguration=this._activeCadConfiguration=
+this._activeCadView=null;this._isMeasurable=this._containsDrawings=!1;this._initiallyHiddenStayHidden=this._automaticMeasurementUnitScaling=!0;this._completedLoadTimestamp=this._activeLoadTimestamp=0;this._requestedNodes=new Map;this._unnamedDrawingViewCount=this._unnamedDrawingSheetCount=this._unnamedGroupCount=this._unnamedProductCount=0;this._seenExternalModel=this._isInitialized=!1;this._config=__assign({},b);this._engine=c;this._callbackManager=a;this._cuttingManager=e;this._view=m;this._model=
+p;this._isScs=2===this._engine.getSessionType();console.assert(!this._isScs||this._engine.getRendererType()===d.RendererType.Client)}b.prototype.initialize=function(b){var c=this;console.assert(void 0===this._rootLoadContext);console.assert(void 0===this._rootNode);console.assert(!this._isInitialized);this._isInitialized=!0;console.assert(void 0===this._centralQueue);this._centralQueue=new h.PromiseQueue(b.maxConcurrentAttachments(),!1);this._callbackManager.bind({_inputInteraction:function(b,a){c._onUserInteraction(b,
+a)}});this._rootLoadContext=new f.LoadContext(null,d.EmptyModelName,null);b=new f.AttachContext(new f.ScKeyRemapper,0,!1,0,this._rootLoadContext);this._rootLoadContext.addAttachContext(b);var a=new f.InclusionContext(this,b,0,0);b.addInclusionContext(a);this._rootNode=f.ProductOccurrence.createDynamic(this,a,"Models",null,null,!0);a.addProductOccurrence(this._rootNode);console.assert(this._rootNode.isAbsoluteRoot());this.preventNodeDeletion(this._rootLoadContext);this.preventNodeDeletion(b);this.preventNodeDeletion(a);
+this.preventNodeDeletion(this._rootNode);this._rootNode.markLoaded()};b.prototype.isInitialized=function(){return this._isInitialized};b.prototype.getRootNode=function(){return this._rootNode};b.prototype.getAbstractScEngine=function(){return this._engine};b.prototype.generateDynamicNodeId=function(){return--this._dynamicNodeIdSeed};b.prototype.newNodeIdOffset=function(){if(!this._initialEmptyNodeIdOffsetObtained)return this._initialEmptyNodeIdOffsetObtained=!0,console.assert(0===this._currentNodeIdOffset),
+0;var b=this._currentNodeIdOffset;this._currentNodeIdOffset+=4294967296;return b};b.prototype.getLowestAvailableNodeId=function(){return this._currentNodeIdOffset};b.prototype.tryParseHeader=function(b){var c=this,a=f.AssemblyDataHeader.parseBinary(b);if(null===a)return null;this._containsDrawings=this._containsDrawings||a.isDrawing;this._isMeasurable=this._isMeasurable||a.isMeasurable;return this._callbackManager.promiseTrigger("_modelStructureHeaderParsed",null,a).then(function(){c._callbackManager.trigger("modelStructureHeaderParsed",
+a.originalFileName,a.originalFileType);return a})};b.prototype._isRegistered=function(b){return this._productOccurrences.has(b)||this._pmis.has(b)||this._cadViews.has(b)||this._bodyInstances.has(b)||this._pmiBodies.has(b)||this._viewFrames.has(b)||this._partDefinitions.has(b)||this._representationItems.has(b)};b.prototype.registerProductOccurrence=function(b){if(!b.isMissing()){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._productOccurrences.set(c,b);c=f.getNodeGenericType(b);
+null!==c&&this.registerGenericType(b,c);c=b.getGenericId();null!==c&&this.registerGenericGlobalId(b,c);b.isAConfigurationNode()&&this._registerCadConfiguration(b);if(b.isADrawingSheetNode()||b.isADrawingViewNode())this._containsDrawings=!0}};b.prototype.lookupProductOccurrence=function(b){b=this._productOccurrences.get(b);return void 0!==b?b:null};b.prototype.registerPmi=function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._pmis.set(c,b)};b.prototype.lookupPmi=function(b){b=
+this._pmis.get(b);return void 0!==b?b:null};b.prototype.registerCadView=function(b){null===this._firstProductOccurrenceWithView&&(this._firstProductOccurrenceWithView=b.getParent());var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._cadViews.set(c,b)};b.prototype.getFirstProductOccurrenceWithView=function(){return this._firstProductOccurrenceWithView};b.prototype.lookupCadView=function(b){b=this._cadViews.get(b);return void 0!==b?b:null};b.prototype.registerBodyInstance=function(b){var c=
+b.getRuntimeId();console.assert(!this._isRegistered(c));this._bodyInstances.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupBodyInstance=function(b){b=this._bodyInstances.get(b);return void 0!==b?b:null};b.prototype.registerPmiBody=function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._pmiBodies.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupPmiBody=function(b){b=this._pmiBodies.get(b);return void 0!==b?b:null};b.prototype.registerViewFrame=
+function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._viewFrames.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupViewFrame=function(b){b=this._viewFrames.get(b);return void 0!==b?b:null};b.prototype.registerPartDefinition=function(b){if(!b.isMissing()){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._partDefinitions.set(c,b)}};b.prototype.lookupPartDefinition=function(b){b=this._partDefinitions.get(b);return void 0!==b?b:null};b.prototype.registerRepresentationItem=
+function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._representationItems.set(c,b)};b.prototype.lookupRepresentationItem=function(b){b=this._representationItems.get(b);return void 0!==b?b:null};b.prototype.lookupAnyBody=function(b){return this.lookupBodyInstance(b)||this.lookupPmiBody(b)||this.lookupViewFrame(b)};b.prototype.lookupAnyTreeNode=function(b){return this.lookupProductOccurrence(b)||this.lookupPmi(b)||this.lookupCadView(b)||this.lookupAnyBody(b)};b.prototype.lookupAnyNonTreeNode=
+function(b){return this.lookupRepresentationItem(b)||this.lookupPartDefinition(b)};b.prototype.lookupAnyNode=function(b){return this.lookupAnyTreeNode(b)||this.lookupAnyNonTreeNode(b)};b.prototype._registerCadConfiguration=function(b){console.assert(b.isAConfigurationNode());console.assert(!this._cadConfigurations.has(b));this._cadConfigurations.add(b);b.isADefaultNode()&&null===this._defaultCadConfiguration&&(this._defaultCadConfiguration=b)};b.prototype.getInstanceCountByInclusion=function(b){return this._getInclusionContent(b).bodies.size};
+b.prototype.lookupAnyBodyByInstanceInc=function(b,c){b=this._getInclusionContent(b).bodies.get(c);return void 0!==b?b:null};b.prototype._registerAnyBodyByInstanceInc=function(b){var c=b.getInstanceInc(),a=this._getInclusionContent(c[0]),g=a.bodies.get(c[1]);if(void 0!==g){console.assert(b.hasAuthoredId());if(g.hasAuthoredId()){console.assert(g.constructor===b.constructor);h.CompileTime.disable&&console.assert(!1);return}console.assert(g.constructor===f.BodyInstance);g=g.getRuntimeId();b instanceof
+f.BodyInstance?this._bodyInstances.set(g,b):b instanceof f.PmiBody?this._pmiBodies.set(g,b):(d.Util.TypeAssert(b),this._viewFrames.set(g,b))}a.bodies.set(c[1],b)};b.prototype._getInclusionContent=function(b){console.assert(4294967295!==b);var c=this._inclusionContents.get(b);void 0===c&&(c=new e,this._inclusionContents.set(b,c));return c};b.prototype._getModelContent=function(b,c){console.assert(4294967295!==c);var d=this._modelContents.get(b);void 0===d&&(d=new Map,this._modelContents.set(b,d));
+b=d.get(c);void 0===b&&(b=new a,d.set(c,b));return b};b.prototype.registerPrototypeByDataId=function(b,c,a,d){b=this._getModelContent(b,c);console.assert(!b.prototypes.has(a));b.prototypes.set(a,d)};b.prototype.registerPartDefinitionByDataId=function(b,c,a,d){b=this._getModelContent(b,c);console.assert(!b.partDefinitions.has(a));b.partDefinitions.set(a,d)};b.prototype.lookupPrototypeByDataId=function(b,c,a){b=this._getModelContent(b,c).prototypes.get(a);return void 0!==b?b:null};b.prototype.lookupPartDefinitionByDataId=
+function(b,c,a){b=this._getModelContent(b,c).partDefinitions.get(a);return void 0!==b?b:null};b.prototype.registerInclusionContext=function(b){var c=b.getInclusionKey();this._getInclusionContent(c).contexts.push(b)};b.prototype.getInclusionContexts=function(b){return this._getInclusionContent(b).contexts};b.prototype._createLayer=function(b,c,a,d){a=new f.Layer(b,c,a,d);console.assert(!this._layers.has(b));this._layers.set(b,a);null!==c&&this._updateNameToLayersMap(c,b);return a};b.prototype._updateNameToLayersMap=
+function(b,c){var a=this._layersIds.get(b);void 0!==a?a.push(c):this._layersIds.set(b,[c])};b.prototype.createLayer=function(b,c,a){var d=this._nextLayerId++;c=this._createLayer(d,c,[],[]);a.addLayerIdToMap(d,b);return c};b.prototype.updateLayerName=function(b,c){var a=this._layers.get(b);void 0!==a&&(a.name=c,this._updateNameToLayersMap(c,b))};b.prototype._registerNodeInLayer=function(b,c,a){var d=f.towardLoadContext(b),g=d.getRuntimeLayerId(c);null===g&&(g=this._nextLayerId++,this._createLayer(g,
+null,[b],[]),d.addLayerIdToMap(g,c));var e=this._layers.get(g);void 0!==e?a(e).push(b):(console.assert(!1,"Layer has mapping in LoadContext but not represented in AssemblyTree"),this._createLayer(g,null,[b],[]),d.addLayerIdToMap(g,c))};b.prototype.registerNodeInLayer=function(b,c){return this._registerNodeInLayer(b,c,function(b){return b.nodes})};b.prototype.registerTreeNodeInLayer=function(b,c){return this._registerNodeInLayer(b,c,function(b){return b.treeNodes})};b.prototype.addFilter=function(b,
+c){this._filters.push({filter:b,loadContext:c})};b.prototype.getFilters=function(){for(var b=new Map,c=0;c<this._filters.length;c++){var a=this.getFilterName(c)||"";b.set(c,a)}return b};b.prototype.getFilterName=function(b){return b<this._filters.length?this._filters[b].filter.name||"":null};b.prototype.getFiltersWithNode=function(b){for(var c=b.getAuthoredId(),a=this._filters,d=[],g=0;g<a.length;g++){var e=a[g],f=e.filter;e=e.loadContext;if(null!==f.layers)for(var h=0,u=f.layers.authoredIds;h<u.length;h++){var t=
+e.getRuntimeLayerId(u[h]);if(null!==t){var v=this.getNodesFromLayer(t);if(null!==v)for(t=0;t<v.length;t++)b===v[t]&&d.push(g)}}if(null!==f.entities)for(e=0,f=f.entities.ids;e<f.length;e++)c===f[e]&&d.push(g)}return d};b.prototype.getNodesFromFilterIds=function(b){for(var c=new Set,a=new Set,g=null,e=0;e<b.length;e++){var f=this._filters[b[e]],h=f.filter,r=f.loadContext,u=h.layers;if(null!==u){f=u.isInclusive;null===g&&(g=f);var t=0;for(u=u.authoredIds;t<u.length;t++){var v=r.getRuntimeLayerId(u[t]);
+if(null!==v&&(v=this._layers.get(v))&&null!==v.nodes)for(var w=0,z=v.nodes;w<z.length;w++)v=z[w].getRuntimeId(),f?(c.add(v),a.delete(v)):(c.delete(v),a.add(v))}}r=h.entities;if(null!==r)for(f=r.isInclusive,null===g&&(g=f),h=0,r=r.ids;h<r.length;h++)v=r[h],f?(c.add(v),a.delete(v)):(c.delete(v),a.add(v))}return null===g?null:g?new d.FilteredNodes(!0,c):new d.FilteredNodes(!1,a)};b.prototype.getLayers=function(){var b=new Map;this._layers.forEach(function(c,a){b.set(a,c.name||"")});return b};b.prototype.getUniqueLayerNames=
+function(){var b=new Set,c=[];this._layers.forEach(function(a){a=a.name;null===a||b.has(a)||(b.add(a),c.push(a))});return c};b.prototype.getLayerName=function(b){b=this._layers.get(b);return void 0!==b?b.name||"":null};b.prototype.getLayersIdFromName=function(b){b=this._layersIds.get(b);return void 0!==b?b:null};b.prototype.getNodesFromLayer=function(b,c){b=this._layers.get(b);return void 0!==b?c?b.treeNodes:b.nodes:null};b.prototype.getNodesFromLayers=function(b,c){for(var a=[],d=0;d<b.length;d++){var g=
+this.getNodesFromLayer(b[d],c);if(null!==g)for(var e=0;e<g.length;e++)a.push(g[e])}return a};b.prototype.getNodesFromLayerName=function(b,c){b=this._layersIds.get(b);return void 0!==b?this.getNodesFromLayers(b,c):null};b.prototype.generateProductName=function(){return"Product "+this._unnamedProductCount++};b.prototype.generateGroupName=function(){return"Product "+this._unnamedGroupCount++};b.prototype.generateDrawingSheetName=function(){return"Product "+this._unnamedDrawingSheetCount++};b.prototype.generateDrawingViewName=
+function(){return"Product "+this._unnamedDrawingViewCount++};b.prototype.forEachCadView=function(b){this._cadViews.forEach(b)};b.prototype.forEachPmi=function(b){this._pmis.forEach(b)};b.prototype.forEachCadConfiguration=function(b){this._cadConfigurations.forEach(b)};b.prototype.hasActiveCadView=function(){return null!==this._activeCadView};b.prototype.activateCadView=function(b,c){console.assert(null===this._activeCadView);this._activeCadView=b;return b.activate(this,this._engine,this._callbackManager,
+this._cuttingManager,this._view,c,this._activeCadConfiguration)};b.prototype.deactivateActiveCadView=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return null===this._activeCadView?[2]:[4,this._activeCadView.deactivate(this._cuttingManager)];case 1:return b.sent(),console.assert(null!==this._activeCadView),this._activeCadView=null,[2]}})})};b.prototype.getCadViewPmis=function(b){var c=[];this._pmis.forEach(function(a){b.hasPmi(a)&&
+c.push(a)});return c};b.prototype.isMeasureable=function(){return this._isMeasurable};b.prototype.containsDrawings=function(){return this._containsDrawings};b.prototype.getDefaultCadConfiguration=function(){return this._defaultCadConfiguration};b.prototype.getActiveCadConfiguration=function(){return this._activeCadConfiguration};b.prototype.activateCadConfiguration=function(b){console.assert(b.isAConfigurationNode());this._activeCadConfiguration=b;b=b.getRuntimeId();return this._view.isolateNodes([b],
+d.DefaultTransitionDuration,!0)};b.prototype.massageAuthoredUserId=function(b,c){if(null===c)return this.generateDynamicNodeId();b=b.toRuntimeId(c);return null!==this.lookupAnyNode(b)?this.generateDynamicNodeId():c};b.prototype.createNode=function(b,c,a,d,e,h){void 0===h&&(h=null);c=f.ProductOccurrence.createDynamic(this,b,c,a,d,e,!1,h);b.addProductOccurrence(c);c.markLoaded();return c};b.prototype.createPart=function(b){b=f.PartDefinition.createDynamic(this,b,null);b.markLoaded();return b};b.prototype.setPart=
+function(b,c){c.addReferrer(b);var a=this._partToInstance.get(c);if(void 0===a){a=f.towardInclusionContext(this._rootNode);var d=h.LazyObject.create(function(){console.assert(void 0!==g);return new f.SharedPrototypeContext(h.LazyPromise.create(g))});a=new f.PrototypeContext(d,a);var g=f.ProductOccurrence.createDynamic(this,a,null,null,null,!0);g.setPartDefinition(c);g.markLoaded()}b.setPrototype(a)};b.prototype._createCadView=function(b,c,a,d,e,h,q,r){c=f.CadView.createDynamic(this,b,c,a,d,e,h,q,
+r);b.addCadView(c);c.markLoaded();return c};b.prototype._createCadViewInstance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,h,t,v,w;return __generator(this,function(n){switch(n.label){case 0:return null===a?[3,2]:[4,b.createMeshInstance(a)];case 1:d=n.sent(),g=d[0],e=d[1],k=this.generateDynamicNodeId(),l={nodeId:k,bits:786432,name:null,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},h={nodeInfo:l,inclusionKey:g,instanceKey:e,bits:0},t=f.towardAttachContext(c),v=t.getMasterModelKey(),console.assert(c.isLoaded()),w=f.ViewFrame.reify(this,v,c,h),c.setViewFrame(w),w.markLoaded(),n.label=2;case 2:return[2]}})})};b.prototype.createCadView=function(b,c,a,d,e,f,h,r,u,t){c=this._createCadView(c,a,d,e,f,h,r,u);null!==t&&(b=this._createCadViewInstance(b,c,t),b);return c};b.prototype.createMeshInstance=function(b,c,a,d,e,h,q,r){var g=0;q&&(g|=16384);r&&(g|=268435456);c=f.BodyInstance.createDynamic(this,
+c,a,d,e,h,g);h.addBodyInstance(c);b&&c.markLoaded();return c};b.prototype.createPmiInstance=function(b,c,a,d,e,h,q,r){var g=f.towardInclusionContext(e);b={nodeInfo:{nodeId:this.massageAuthoredUserId(g,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},inclusionKey:b,instanceKey:c,bits:0};d=f.Pmi.createDynamic(this,g,e,d,h,q,[b],r);e.addPmi(d);d.markLoaded();return d};b.prototype.getAutomaticMeasurementUnitScaling=
+function(){return this._automaticMeasurementUnitScaling};b.prototype.setAutomaticMeasurementUnitScaling=function(b){this._automaticMeasurementUnitScaling=b};b.prototype.getInitiallyHiddenStayHidden=function(){return this._initiallyHiddenStayHidden};b.prototype.setInitiallyHiddenStayHidden=function(b){this._initiallyHiddenStayHidden=b};b.prototype._removeIdMappingsRecursive=function(b){var c=this;return f.WalkerAsync.walk({enterProductOccurrence:function(b){c._productOccurrences.delete(b.getRuntimeId())},
+enterAnyBody:function(b){var a=b.getRuntimeId();b instanceof f.BodyInstance?c._bodyInstances.delete(a):b instanceof f.PmiBody?c._pmiBodies.delete(a):(d.Util.TypeAssert(b),c._viewFrames.delete(a))},enterCadView:function(b){c._cadViews.delete(b.getRuntimeId())},enterPmi:function(b){c._pmis.delete(b.getRuntimeId())}},b,f.WalkRestriction.None)};b.prototype.deleteNode=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,h,q,r;return __generator(this,function(k){switch(k.label){case 0:if(!this._canDeleteNode(b))throw c=
+b.getRuntimeId(),new d.CommunicatorError("Cannot delete node ("+c+")");a=f.gatherInstanceIncsSync(b,7,!0,new Set,f.WalkRestriction.None);this._engine.setPartVisibility(a,!1,!1);this._engine.setInstanceModifier(d.InstanceModifier.DoNotSelect,a,!0);if(!(b instanceof f.ProductOccurrence))return[3,2];this._cadConfigurations.delete(b)&&(b===this._activeCadConfiguration&&(this._activeCadConfiguration=null),b===this._defaultCadConfiguration&&(this._defaultCadConfiguration=null));g=b.getParent();console.assert(null!==
+g);null!==g&&(e=void 0,e=g instanceof f.PrototypeContext?g.removeReferrer(b):g.removeProductOccurrence(b),console.assert(e));this._productOccurrences.delete(b.getRuntimeId());return[4,this._removeIdMappingsRecursive(b)];case 1:return k.sent(),[2,b.purgeContents()];case 2:d.Util.TypeAssert(b),h=b.getParent(),h.removeBodyInstance(b),q=b.getInstanceInc(),r=this._getInclusionContent(q[0]),r.bodies.delete(q[1]),this._bodyInstances.delete(b.getRuntimeId()),k.label=3;case 3:return[2]}})})};b.prototype._canDeleteNode=
+function(b){return!this._nodeDeletionBlackList.has(b)};b.prototype.preventNodeDeletion=function(b){var c=b.getParent();if(c instanceof f.PrototypeContext)throw new d.InternalLogicError;null!==c&&(console.assert(null===c||this._nodeDeletionBlackList.has(c)),b instanceof f.ProductOccurrence?(console.assert(!b.hasAuthoredId()),console.assert(!b.isOutOfHierarchy())):b instanceof f.BodyInstance&&(c=b.getInstanceInc(),console.assert(!b.hasAuthoredId()),console.assert(0===c[0]),console.assert(b.isOutOfHierarchy())));
+this._nodeDeletionBlackList.add(b)};b.prototype.preventMeshDeletion=function(b){this._meshDeletionBlackList.add(b)};b.prototype._resetContents=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(c){switch(c.label){case 0:return this.hasActiveCadView()?[4,this.deactivateActiveCadView()]:[3,2];case 1:return c.sent(),[2,this._resetContents()];case 2:return[4,this._rootLoadContext.purgeContents()];case 3:return c.sent(),this._productOccurrences.clear(),
+this._pmis.clear(),this._cadViews.clear(),this._bodyInstances.clear(),this._pmiBodies.clear(),this._viewFrames.clear(),this._partDefinitions.clear(),this._representationItems.clear(),this._partToInstance.clear(),this._filters.length=0,this._layers.clear(),this._layersIds.clear(),this._genericTypeToNodes.clear(),this._genericIdToNode.clear(),this._cadConfigurations.clear(),this._modelContents.clear(),this._inclusionContents.clear(),this._currentNodeIdOffset=0,this._firstProductOccurrenceWithView=this._defaultCadConfiguration=
+this._activeCadConfiguration=this._activeCadView=null,this._isMeasurable=this._containsDrawings=!1,this._completedLoadTimestamp=this._activeLoadTimestamp=0,this._requestedNodes.clear(),this._unnamedDrawingViewCount=this._unnamedDrawingSheetCount=this._unnamedGroupCount=this._unnamedProductCount=0,this._seenExternalModel=!1,this._rootNode.unsetMeasurementUnit(),this._nodeDeletionBlackList.forEach(function(c){if(c instanceof f.ProductOccurrence){var a=c.getRuntimeId();b._productOccurrences.set(a,c);
+a=c.getParent();a instanceof f.PrototypeContext?console.assert(!1):a.addProductOccurrence(c);c.setVisibility(!0);c.unsetMeasurementUnit();c.hasLocalTransformOverride()&&c.removeLocalTransformOverride()}else if(c instanceof f.BodyInstance){a=c.getRuntimeId();b._bodyInstances.set(a,c);a=c.getInstanceInc();var g=a[0];console.assert(0===g);g=b._getInclusionContent(g);g.bodies.set(a[1],c);c.getParent().addBodyInstance(c)}else c instanceof f.LoadContext?(a=c.getParent(),null!==a&&a.addLoadContext(c)):c instanceof
+f.AttachContext?c.getParent().addAttachContext(c):(d.Util.TypeAssert(c),g=c.getInclusionKey(),console.assert(0===g),g=b._getInclusionContent(g),g.contexts.push(c),c.getParent().addInclusionContext(c))}),[2]}})})};b.prototype.reset=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._callbackManager.promiseTrigger("_resetAssemblyTreeBegin",null)];case 1:return a.sent(),[4,this._resetContents()];case 2:return a.sent(),
+b=[],this._nodeDeletionBlackList.forEach(function(c){c instanceof f.BodyInstance&&(c=c.getInstanceInc(),console.assert(0===c[0]),b.push(c[1]))}),c=[],this._meshDeletionBlackList.forEach(function(b){c.push(b)}),[4,this._engine.resetToEmpty(b,c)];case 3:return a.sent(),[4,this._resetContents()];case 4:return a.sent(),[2]}})})};b.prototype.setViewAxes=function(b,c){this._model.setViewAxes(b,c)};b.prototype._requestIncsOfNodes=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,h,q,
+r,u,t;return __generator(this,function(k){switch(k.label){case 0:if(this._config.streamingMode!==d.StreamingMode.OnDemand)return[2];c=new Set;a=[];g=[];e=0;for(h=b;e<h.length;e++)q=h[e],r=f.gatherInstanceIncs(q,7,!1,c).then(function(b){for(var c=0;c<b.length;c++)a.push(b[c])}),g.push(r);return[4,d.Util.waitForAll(g)];case 1:return k.sent(),u=[],t=[],c.forEach(function(b){if(!b.isRequested()){b.setRequested();var c=b.isInitiallyShown();c!==b.isVisible()&&(c?(b.setVisibility(!0),u.push(b.getRuntimeId())):
+(b.setVisibility(!1),t.push(b.getRuntimeId())))}}),0<u.length+t.length&&this._callbackManager.trigger("visibilityChanged",u,t),this._engine.requestMeshInstances(a),[2]}})})};b.prototype._requestExternalModelsLocal=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,c.loadPendingExternalModels(b)];case 1:return d=g.sent(),0===d.length?[3,4]:[4,f.markContextsLoaded(d)];case 2:return g.sent(),[4,this._requestNodes(b,
+[c],a)];case 3:g.sent(),g.label=4;case 4:return[2,d]}})})};b.prototype._requestExternalModelsNonLocal=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,u,t,v;return __generator(this,function(n){switch(n.label){case 0:return[4,f.gatherParentsOfPendingExternalModels(c)];case 1:d=n.sent();if(0===d.length)return[2,[]];g=[];e=0;for(k=d;e<k.length;e++)l=k[e],u=this._requestExternalModelsLocal(b,l,a),g.push(u);v=h.concatAll;return[4,Promise.all(g)];case 2:return t=v.apply(void 0,
+[n.sent()]),[2,t]}})})};b.prototype._requestExternalModelsOfNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,f,l,t;return __generator(this,function(n){switch(n.label){case 0:d=[];g=0;for(e=c;g<e.length;g++)k=e[g],f=this._requestExternalModelsNonLocal(b,k,a),d.push(f);t=h.concatAll;return[4,Promise.all(d)];case 1:return l=t.apply(void 0,[n.sent()]),[2,l]}})})};b.prototype._requestNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,h,t;
+return __generator(this,function(n){switch(n.label){case 0:if(!a)for(d=0,g=c;d<g.length;d++)e=g[d],this._activeLoadTimestamp!==this._completedLoadTimestamp&&this._requestedNodes.set(e,this._activeLoadTimestamp),e instanceof f.ProductOccurrence&&b.notifyDirectRequest(e);k=this._requestIncsOfNodes(c);l=this._requestExternalModelsOfNodes(b,c,a);h=[k,l];return[4,Promise.all(h)];case 1:return t=n.sent()[1],[2,t]}})})};b.prototype.requestNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,
+e,k,f,l,u,t;return __generator(this,function(n){switch(n.label){case 0:return[4,this._requestNodes(b,c,a)];case 1:g=n.sent();e=[];k=0;for(f=g;k<f.length;k++)l=f[k],u=l.getChildren(),h.concatInPlace(e,u);if(!(0<e.length))return[3,3];t=e.map(function(b){return b.getRuntimeId()});return[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",t,d.NodeSource.LoadModel)];case 2:n.sent(),n.label=3;case 3:return[2]}})})};b.prototype.isBeingRequested=function(b){for(;;)if(b instanceof f.NodeMixin){if(this._requestedNodes.has(b))return!0;
+b=b.getParent()}else if(b instanceof f.AttachContext)b=b.getParent();else if(b instanceof f.InclusionContext)b=b.getParent();else if(b instanceof f.LoadContext){if(b=b.getParent(),null===b)return!1}else return d.Util.TypeAssert(b),console.assert(!1),!1};b.prototype.onDemandRequestsActive=function(){return 0!==this._requestedNodes.size};b.prototype.onLoadBegin=function(){++this._activeLoadTimestamp};b.prototype.onLoadEnd=function(){var b=this;console.assert(this._completedLoadTimestamp<this._activeLoadTimestamp);
+++this._completedLoadTimestamp;console.assert(this._completedLoadTimestamp===this._activeLoadTimestamp);var c=[];this._requestedNodes.forEach(function(a,d){a<=b._completedLoadTimestamp&&(console.assert(a===b._completedLoadTimestamp),c.push(d))});for(var a=0;a<c.length;a++)this._requestedNodes.delete(c[a])};b.prototype.markSeenExternalModel=function(){this._seenExternalModel=!0};b.prototype.seenExternalModel=function(){return this._seenExternalModel};b.prototype.getNodeByGenericId=function(b){return this._genericIdToNode.get(b)||
+null};b.prototype.getNodesByGenericType=function(b){return this._genericTypeToNodes.get(b)||null};b.prototype.genericTypeToNodes=function(){return this._genericTypeToNodes};b.prototype.registerGenericGlobalId=function(b,c){this._genericIdToNode.set(c,b)};b.prototype.registerGenericType=function(b,c){var a=this._genericTypeToNodes.get(c);void 0===a&&(a=new Set);a.add(b);this._genericTypeToNodes.set(c,a)};b.prototype.disableAutomaticFitWorld=function(){return this._config.disableAutomaticFitWorld};
+b.prototype.markImplicitNodesOutOfHierarchy=function(){return this._config.markImplicitNodesOutOfHierarchy};b.prototype._throttleLoad=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._engine.throttleLoad(200,200),[4,this._engine.sleep(20)];case 1:return b.sent(),[2]}})})};b.prototype.enqueue=function(b){var c=this,a="function"===typeof b?h.Lazy.create(b):b;return this._centralQueue.push(function(){return __awaiter(c,void 0,
+void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:return(b=this._isScs&&this._centralQueueClock.isTicking())?[4,this._throttleLoad()]:[3,2];case 1:d.sent(),d.label=2;case 2:return[4,a.get()];case 3:return c=d.sent(),b?[4,this._throttleLoad()]:[3,5];case 4:d.sent(),d.label=5;case 5:return[2,c]}})})})};b.prototype._onUserInteraction=function(b,c){if(this._isScs){var a=!1;switch(c){case d.EventType.MouseDown:case d.EventType.MouseUp:case d.EventType.Mousewheel:case d.EventType.TouchStart:case d.EventType.TouchMove:case d.EventType.TouchEnd:case d.EventType.KeyDown:case d.EventType.KeyUp:case d.EventType.ViewOrientationChange:a=
+!0;break;case d.EventType.MouseMove:a=b.getButtons()!==d.Buttons.None;break;default:d.Util.TypeAssertNever(c)}a&&this._centralQueueClock.tickFor(1E3)}};return b}();f.AssemblyTree=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(c){var b=this;return function(a,d){return __awaiter(b,void 0,void 0,function(){var b,g;return __generator(this,function(e){switch(e.label){case 0:return b=h.versionAtLeast(d,[7,3])?a+".scs":a,[4,c(b)];case 1:return g=e.sent(),"string"===typeof g?h.FetchApi.isSupported()?[2,h.FetchApi.request(g)]:[2,h.httpRequestBuffer(g)]:[2,g]}})})}}var e=function(){function c(b,c,a,d,e,m){this._clearQueue=new h.PromiseQueue(1,!1);this._clearInProgress=!1;this._cadConfigurationsEnabled=
+!0;this._engine=c;this._callbackManager=a;this._cuttingManager=d;this._view=e;this._model=m;this._assemblyTree=new f.AssemblyTree(b,this._engine,this._callbackManager,this._cuttingManager,this._view,this._model);this._readyPromise=h.TrackedOpenPromise.create()}c.unsafeCreate=function(b,c,a,d,e,f,h){return this._create(b,c,a,d,e,f,h).unsafeValue};c.create=function(b,c,a,d,e,f,h){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._create(b,c,a,d,e,f,h)]})})};
+c._create=function(b,a,d,e,f,m,p){b=new c(b,a,d,e,f,m);p=b._init(p);return h.UnsafePromise.create(b,p)};c.prototype._init=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){switch(d.label){case 0:return[4,f.ScAttacher.createWithEmptyModel(this._engine,this._view,this._callbackManager,b)];case 1:return c=d.sent(),this._assemblyTree.initialize(c),a=new f.TreeLoader(this._assemblyTree,c,this._engine,this._view,this._callbackManager),this._callbackManager.trigger("modelStructureLoadBegin"),
+this._callbackManager.trigger("modelStructureLoadEnd"),this._callbackManager.trigger("modelStructureParseBegin"),console.assert(void 0===this._treeLoader),this._treeLoader=a,this._readyPromise.resolve(),[2]}})})};c.prototype._loadSubtreePrologue=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:if(this._engine.getSessionType()!==b)throw new d.LoadError("Incompatible load types.");return a?[4,this._clearQueue.waitOnLatest()]:
+[3,2];case 1:e.sent(),e.label=2;case 2:if(this._clearInProgress)throw new d.LoadCancelledError;g=this._assemblyTree.lookupProductOccurrence(c);if(null===g)throw new d.InvalidNodeTypeError(c,0);return[2,g]}})})};c.prototype._loadSubtreeEpilogue=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g;return __generator(this,function(e){switch(e.label){case 0:return b.isFirstLoad()&&2===this._engine.getSessionType()?[4,this._callbackManager.promiseTrigger("_firstBoundingReady",null)]:[3,
+2];case 1:e.sent(),e.label=2;case 2:return a=b.getChildren(),g=a.map(function(b){return b.getRuntimeId()}),c?[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",g,d.NodeSource.LoadModel)]:[3,4];case 3:e.sent(),e.label=4;case 4:return[2,g]}})})};c.prototype.loadSubtreeFromXmlFile=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._disableCadConfigurations()];case 1:return k.sent(),[4,
+this._loadSubtreePrologue(1,b,!0)];case 2:return g=k.sent(),[4,this._treeLoader.loadByXmlFile(d,g,c,a)];case 3:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,!1)]}})})};c.prototype.loadSubtreeFromXmlDoc=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._disableCadConfigurations()];case 1:return k.sent(),[4,this._loadSubtreePrologue(1,b,!0)];case 2:return g=k.sent(),[4,this._treeLoader.loadByXmlDoc(d,
+g,c,a)];case 3:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,!1)]}})})};c.prototype.loadSubtreeFromScsXmlFile=function(b,c,d,e){return __awaiter(this,void 0,void 0,function(){var g,k,f;return __generator(this,function(l){switch(l.label){case 0:return[4,this._disableCadConfigurations()];case 1:return l.sent(),[4,this._loadSubtreePrologue(2,b,!0)];case 2:return g=l.sent(),k=a(d),[4,this._treeLoader.loadByXmlFile(e,g,c,k)];case 3:return f=l.sent(),[2,this._loadSubtreeEpilogue(f,!1)]}})})};c.prototype.loadSubtreeFromScsXmlDoc=
+function(b,c,d,e){return __awaiter(this,void 0,void 0,function(){var g,k,f;return __generator(this,function(l){switch(l.label){case 0:return[4,this._disableCadConfigurations()];case 1:return l.sent(),[4,this._loadSubtreePrologue(2,b,!0)];case 2:return g=l.sent(),k=a(d),[4,this._treeLoader.loadByXmlDoc(e,g,c,k)];case 3:return f=l.sent(),[2,this._loadSubtreeEpilogue(f,!1)]}})})};c.prototype._loadSubtreeFromStream=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,
+function(k){switch(k.label){case 0:return[4,this._loadSubtreePrologue(1,b,a)];case 1:return g=k.sent(),[4,this._treeLoader.loadByStream(d,g,c)];case 2:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,d._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromStream=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this._loadSubtreeFromStream(b,c,!0,a)]})})};c.prototype.loadSubtreeFromScsFile=function(b,c,a){return __awaiter(this,void 0,
+void 0,function(){var d,g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._loadSubtreePrologue(2,b,!0)];case 1:return d=e.sent(),[4,this._treeLoader.loadByScsFile(a,d,c)];case 2:return g=e.sent(),[2,this._loadSubtreeEpilogue(g,a._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromScsBuffer=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._loadSubtreePrologue(2,b,!0)];
+case 1:return d=e.sent(),[4,this._treeLoader.loadByScsBuffer(a,d,c)];case 2:return g=e.sent(),[2,this._loadSubtreeEpilogue(g,a._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromAssemblyData=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._loadSubtreePrologue(1,b,!0)];case 1:return g=k.sent(),[4,this._treeLoader.loadByAssemblyData(d,g,c,a)];case 2:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,
+d._allowSubtreeLoadedCallback)]}})})};c.prototype._clearImpl=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:console.assert(!this._clearInProgress),this._clearInProgress=!0,c.label=1;case 1:return c.trys.push([1,5,,6]),[4,this._treeLoader.cancelPendingLoads()];case 2:return c.sent(),console.assert(this._treeLoader.isIdle()),console.assert(this._clearInProgress),[4,this._treeLoader.reset()];case 3:return c.sent(),console.assert(this._treeLoader.isIdle()),
+console.assert(this._clearInProgress),[4,this._assemblyTree.reset()];case 4:return c.sent(),console.assert(this._treeLoader.isIdle()),console.assert(this._clearInProgress),this._clearInProgress=!1,[3,6];case 5:throw b=c.sent(),console.assert(this._clearInProgress),this._clearInProgress=!1,b;case 6:return[2]}})})};c.prototype.clear=function(){var b=this;return this._clearQueue.push(function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._callbackManager.trigger("modelSwitchStart",
+!0),[4,this._clearImpl()];case 1:return b.sent(),[2,this._callbackManager.promiseTrigger("_modelSwitched","modelSwitched",!0,[],h.AttachType.Direct)]}})})})};c.prototype.switchToModel=function(b){var c=this,a=b===d.EmptyModelName;return this._clearQueue.push(function(){return __awaiter(c,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return this._callbackManager.trigger("modelSwitchStart",!1),[4,this._clearImpl()];case 1:g.sent();if(!a)return[3,2];c=[];return[3,
+4];case 2:return[4,this._loadSubtreeFromStream(this.getAbsoluteRootNodeId(),b,!1,new d.LoadSubtreeConfig)];case 3:c=g.sent(),g.label=4;case 4:return[4,this._callbackManager.promiseTrigger("_modelSwitched","modelSwitched",a,c,h.AttachType.Direct)];case 5:return g.sent(),[2,c]}})})})};c.prototype.getAbsoluteRootNodeId=function(){return this._assemblyTree.getRootNode().getRuntimeId()};c.prototype.isIdValid=function(b){return null!==this._assemblyTree.lookupAnyNode(b)};c.prototype._getNodeChildren=function(b,
+c){var a=b.getChildrenSync();c||(a=a.filter(function(b){return!b.isOutOfHierarchy()}));for(var d=0,g=b.getBodyInstances();d<g.length;d++){var e=g[d];e.isOutOfHierarchy()&&!c||a.push(e)}c=0;for(b=b.getPmis();c<b.length;c++)a.push(b[c]);return a};c.prototype.getChildIds=function(b,c){var a=this._assemblyTree.lookupProductOccurrence(b);if(null===a)return[];b=[];var d=0;for(c=this._getNodeChildren(a,c);d<c.length;d++)b.push(c[d].getRuntimeId());return b};c.prototype.isOutOfHierarchy=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+return null!==b&&f.isOutOfHierarchy(b)};c.prototype.getParentId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);if(null===b)return null;b=f.towardContainerNode(b.getParent());return null===b?null:b.getRuntimeId()};c.prototype.getPartReferrers=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,m,h,q,r,u,t,v,w,z;return __generator(this,function(g){switch(g.label){case 0:c=this._assemblyTree.lookupProductOccurrence(b);if(null===c)return[2,null];a=this._assemblyTree.getRootNode();
+return[4,f.forcePrototypes(a)];case 1:return g.sent(),[4,f.forcePartDefinitions(a)];case 2:g.sent();d=c.getPartDefinitionSync();if(null===d)return[2,null];e=d.getReferrers();m=new Set;h=0;for(q=e;h<q.length;h++)for(r=q[h],u=r.getParent(),t=u.getReferrers(),v=0,w=t;v<w.length;v++)z=w[v],m.add(z.getRuntimeId());return[2,Array.from(m)]}})})};c.prototype.getAttributes=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];
+case 1:return c=a.sent(),null===c?[2,[]]:[2,c.getAttributes()]}})})};c.prototype.getProperties=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,e,n,m,p,q=this;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:c=g.sent();if(null===c)return[2,null];a=null;e=[];n=c.getAttributes().then(function(b){null===a&&(a={});for(var c=0;c<b.length;c++){var d=b[c],g=d.getTitle();d=d.getValue();a[g]=d}});e.push(n);m=function(c){null===a&&
+(a={});var g=q.getNetMatrix(b),e=new d.Point3(g.m[0],g.m[1],g.m[2]),k=q.getUnit(b),f=e.length()/k;e=c.volume*f*f*f;f=d.Util.formatWithUnit(c.surfaceArea*f*f,k);a["Surface Area"]=""+f+h.Unicode.Subscript2;e=d.Util.formatWithUnit(e,k);a.Volume=""+e+h.Unicode.Subscript3;c=g.transform(c.centerOfGravity);g=d.Point3.scale(c,1/k);k=g.x.toLocaleString();c=g.y.toLocaleString();g=g.z.toLocaleString();a.COG="x:"+k+" y:"+c+" z:"+g};c instanceof f.RepresentationItem?(p=c.getPhysicalProperties(),null!==p&&m(p)):
+c instanceof f.ProductOccurrence&&(n=Promise.resolve(f.forcePartDefinition(c)).then(function(){return __awaiter(q,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,c.getPhysicalProperties()];case 1:return b=a.sent(),null!==b&&m(b),[2]}})})}),e.push(n));return[4,d.Util.waitForAll(e)];case 2:return g.sent(),[2,a]}})})};c.prototype.addProperty=function(b,c,a){b=this._assemblyTree.lookupAnyNode(b);if(null===b)return!1;c=new f.Attribute(d.AttributeType.String,
+c,a);b.addAttribute(c);return!0};c.prototype.setPhysicalProperties=function(b,c,a,d){b=this._assemblyTree.lookupRepresentationItem(b);if(null===b)return!1;c=new f.PhysicalProperties(a,d,c);b.setPhysicalProperties(c);return!0};c.prototype.getUserDataIndices=function(b){var c=this._assemblyTree.lookupAnyTreeNode(b);if(null===c)throw new d.InvalidNodeIdError(b);return c.getUserDataIndices()};c.prototype.getUserData=function(b,c){var a=this._assemblyTree.lookupAnyTreeNode(b);if(null===a)throw new d.InvalidNodeIdError(b);
+return a.getUserData(c)};c.prototype.getInstanceIncs=function(b,c){b=this._assemblyTree.lookupAnyTreeNode(b);if(null===b)return console.assert(!1),[];var a=f.isOutOfHierarchy(b),d=new Set;return f.gatherInstanceIncsSync(b,c,a,d,f.WalkRestriction.None)};c.prototype.getNodeFromInstanceInc=function(b,c,a,d){var g=this._assemblyTree.lookupAnyBodyByInstanceInc(c,a);null===g?(g=b?this._rectifyParent(c,null):this._assemblyTree.getRootNode(),g=this._assemblyTree.createMeshInstance(b,c,a,null,null,g,!1,d)):
+g instanceof f.PmiBody?g=g.getParent():g instanceof f.ViewFrame&&(b=g.getParent(),b);return g.getRuntimeId()};c.prototype._getAssociatedModelKey=function(b){if(b instanceof f.PartDefinition)return b.getModelKey();d.Util.TypeAssert(b);return this._getAssociatedModelKey(b.getParent())};c.prototype.getAssociatedModelKey=function(b){var c=this._assemblyTree.lookupAnyTreeNode(b);return null===c?(c=this._assemblyTree.lookupAnyNonTreeNode(b),null===c?null:this._getAssociatedModelKey(c)):f.towardAttachContext(c).getMasterModelKey()};
+c.prototype.getMatrix=function(b){b=this._assemblyTree.lookupAnyNode(b);if(null===b)return new d.Matrix;b=b.getLocalTransform();return null===b?new d.Matrix:b.copy()};c.prototype.setMatrix=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){d=this._assemblyTree.lookupAnyTreeNode(b);if(null===d)return[2];a?d.setLocalTransformAsInitial(c):d.overrideLocalTransform(c);g=f.isOutOfHierarchy(d);return[2,f.updateScMatrices(this._engine,this._callbackManager,
+[d],g)]})})};c.prototype.resetToInitialMatrix=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){c=this._assemblyTree.lookupAnyTreeNode(b);return null===c?[2]:c.hasLocalTransformOverride()?(c.removeLocalTransformOverride(),a=f.isOutOfHierarchy(c),[2,f.updateScMatrices(this._engine,this._callbackManager,[c],a)]):[2]})})};c.prototype.getNetMatrix=function(b){b=this._assemblyTree.lookupAnyNode(b);return null===b?new d.Matrix:f.getNetMatrix(b)};c.prototype._getBodyInstanceIndexFrom=
+function(b,c,a){void 0===a&&(a={});for(var d=0,g=b.getBodyInstances();d<g.length;d++){var e=g[d];void 0!==a.value?a.value++:a.value=0;if(e===c)return a.value}d=0;for(g=b.getChildrenSync();d<g.length;d++)if(b=this._getBodyInstanceIndexFrom(g[d],c,a),void 0!==b)return b};c.prototype.getNodeOrRepItem=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,m,h;return __generator(this,function(g){switch(g.label){case 0:if(!(b instanceof f.BodyInstance))return[3,8];c=void 0;a=b.getParent();
+d=void 0;e=a;g.label=1;case 1:return e instanceof f.ProductOccurrence?[4,f.forcePartDefinition(e)]:[2,null];case 2:return g.sent(),[4,e.getPartDefinition()];case 3:return m=g.sent(),null===m?[3,5]:[4,m.value];case 4:return d=g.sent(),[3,7];case 5:e=e.getParent(),g.label=6;case 6:return[3,1];case 7:return c=this._getBodyInstanceIndexFrom(e,b),h=d.getRepresentationItems(),void 0!==c&&c<h.length?[2,h[c]]:[2,null];case 8:if(b instanceof f.ProductOccurrence||b instanceof f.Pmi||b instanceof f.CadView||
+b instanceof f.PartDefinition||b instanceof f.RepresentationItem)return[2,b];g.label=9;case 9:return[2,null]}})})};c.prototype._getNodeOrRepItemFromId=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupAnyNode(b);return null===c?[2,null]:[2,this.getNodeOrRepItem(c)]})})};c.prototype.getEdgeCount=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,
+this._getNodeOrRepItemFromId(b)];case 1:return c=a.sent(),c instanceof f.RepresentationItem?[2,c.getEdgeCount()]:[2,0]}})})};c.prototype.getEdgeAttributes=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getEdgeAttributes(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.getEdgeProperty=function(b,c){return __awaiter(this,
+void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getEdgeMeasurementProperty(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.getFaceCount=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return c=a.sent(),c instanceof f.RepresentationItem?
+[2,c.getFaceCount()]:[2,0]}})})};c.prototype.getFaceAttributes=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getFaceAttributes(c),null!=d)?[2,d.copy()]:[2,null]}})})};c.prototype.getFaceProperty=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,
+this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getFaceMeasurementProperty(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.setEdgeProperty=function(b,c,a){b=this._assemblyTree.lookupRepresentationItem(b);null!==b&&f.MeasurementProperty.isEdge(a)&&b.setEdgeMeasurementProperty(c,a)};c.prototype.setFaceProperty=function(b,c,a){b=this._assemblyTree.lookupRepresentationItem(b);null!==b&&f.MeasurementProperty.isFace(a)&&b.setFaceMeasurementProperty(c,
+a)};c.prototype.getName=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.getName():null};c.prototype.getNodeExchangeId=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.getExchangeId():null};c.prototype.getFilters=function(){return this._assemblyTree.getFilters()};c.prototype.getFilterName=function(b){return this._assemblyTree.getFilterName(b)};c.prototype.getFiltersWithNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null===b?[]:this._assemblyTree.getFiltersWithNode(b)};
+c.prototype.getNodesFromFilterIds=function(b){return this._assemblyTree.getNodesFromFilterIds(b)};c.prototype.getLayers=function(){return this._assemblyTree.getLayers()};c.prototype.getUniqueLayerNames=function(){return this._assemblyTree.getUniqueLayerNames()};c.prototype.getLayerName=function(b){return this._assemblyTree.getLayerName(b)};c.prototype.getLayerIdsFromName=function(b){return this._assemblyTree.getLayersIdFromName(b)};c.prototype.getNodeLayerId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+if(null===b)return null;var c=b.getAuthoredLayerId();return null===c?null:f.towardLoadContext(b).getRuntimeLayerId(c)};c.prototype.getAuthoredNodesFromLayer=function(b,c){b=this._assemblyTree.getNodesFromLayer(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.getAuthoredNodesFromLayers=function(b,c){b=this._assemblyTree.getNodesFromLayers(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.getRuntimeNodesFromLayer=function(b,c){b=this._assemblyTree.getNodesFromLayer(b,
+c);return null===b?null:b.map(function(b){return b.getRuntimeId()})};c.prototype.getRuntimeNodesFromLayers=function(b,c){b=this._assemblyTree.getNodesFromLayers(b,c);return null===b?null:b.map(function(b){return b.getRuntimeId()})};c.prototype.getNodesFromLayerName=function(b,c){b=this._assemblyTree.getNodesFromLayerName(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.createCadView=function(b,c,a,d,e,f,h,q,r){if(null===this._assemblyTree.lookupProductOccurrence(b))return null;
+b=this._assemblyTree.lookupProductOccurrence(b);if(null===b)return null;for(var g=[],k=0;k<d.length;k++){var l=this._assemblyTree.lookupPmi(d[k]);null!==l&&g.push(l)}d=new Map;for(k=0;k<h.length;k++)l=h[k],d.set(l[0],l[1]);return this._assemblyTree.createCadView(this._engine,b,c,a,g,e,f,d,q,r).getRuntimeId()};c.prototype.getCadViewMap=function(){var b=this._assemblyTree.getFirstProductOccurrenceWithView(),c=new Map;this._assemblyTree.forEachCadView(function(a){var d=a.getRuntimeId(),g=a.getParent();
+a=g===b?a.getName()||"(null)":g.getName()+" - "+a.getName();c.set(d,a)});return c};c.prototype.activateCadView=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(d){switch(d.label){case 0:return this._assemblyTree.hasActiveCadView()?[4,this._assemblyTree.deactivateActiveCadView()]:[3,2];case 1:return d.sent(),[2,this.activateCadView(b,c)];case 2:return a=this._assemblyTree.lookupCadView(b),null===a?[2]:[2,this._assemblyTree.activateCadView(a,c)]}})})};
+c.prototype.getCadViewPmis=function(b){var c=this._assemblyTree.lookupCadView(b);if(null===c)return[];b=[];var a=0;for(c=this._assemblyTree.getCadViewPmis(c);a<c.length;a++)b.push(c[a].getRuntimeId());return b};c.prototype._disableCadConfigurations=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._cadConfigurationsEnabled=!1,[4,this._assemblyTree.deactivateActiveCadView()];case 1:return b.sent(),[2]}})})};c.prototype.cadConfigurationsEnabled=
+function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._cadConfigurationsEnabled&&this._assemblyTree.seenExternalModel()?[4,this._disableCadConfigurations()]:[3,2];case 1:b.sent(),b.label=2;case 2:return[2,this._cadConfigurationsEnabled]}})})};c.prototype.getCadConfigurations=function(){var b={};this._assemblyTree.forEachCadConfiguration(function(c){var a=c.getRuntimeId();c=c.getName()||"(null)";b[a]=c});return b};c.prototype.getDefaultCadConfiguration=
+function(){var b=this._assemblyTree.getDefaultCadConfiguration();return null!==b?b.getRuntimeId():null};c.prototype.getActiveCadConfiguration=function(){var b=this._assemblyTree.getActiveCadConfiguration();return null!==b?b.getRuntimeId():null};c.prototype._activateCadConfiguration=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._assemblyTree.activateCadConfiguration(b)];case 1:return a.sent(),c=b.getRuntimeId(),
+this._callbackManager.trigger("configurationActivated",c),[2]}})})};c.prototype.activateCadConfiguration=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupProductOccurrence(b);return null===c?[2]:[2,this._activateCadConfiguration(c)]})})};c.prototype.activateDefaultCadConfiguration=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._assemblyTree.getDefaultCadConfiguration(),
+null===b?[3,2]:[4,this._activateCadConfiguration(b)];case 1:c.sent(),c.label=2;case 2:return[2]}})})};c.prototype.getPmis=function(){var b={};this._assemblyTree.forEachPmi(function(c){var a=c.getRuntimeId();c=c.getName()||"(null)";b[a]=c});return b};c.prototype.getPmiType=function(b){b=this._assemblyTree.lookupPmi(b);return null===b?f.PmiType.Unknown:b.getPmiType()};c.prototype.getPmiSubType=function(b){b=this._assemblyTree.lookupPmi(b);return null===b?d.PmiSubType.Unknown:b.getPmiSubType()};c.prototype.getUnit=
+function(b){b=this._assemblyTree.lookupAnyNode(b);return b instanceof f.ProductOccurrence?b.getMeasurementUnit():b instanceof f.BodyInstance?b.getParent().getMeasurementUnit():1};c.prototype._rectifyParent=function(b,c){if(null!==c){c=this._assemblyTree.lookupProductOccurrence(c);if(null!==c)return c;console.assert(!1)}b=this._assemblyTree.getInclusionContexts(b);return 0<b.length?(b=b[0].getChildren(),console.assert(0<b.length),b[0]):this._assemblyTree.getRootNode()};c.prototype.createMeshInstance=
+function(b,c,a,d,e,f){d=this._rectifyParent(b,d);return this._assemblyTree.createMeshInstance(!0,b,c,null,a,d,e,f).getRuntimeId()};c.prototype.createPmiInstance=function(b,c,a,d,e,f,h){h=this._rectifyParent(b,h);return this._assemblyTree.createPmiInstance(b,c,null,f,h,a,d,e).getRuntimeId()};c.prototype.setVisibilitiesByMap=function(b,c){var a=this,d=new Map;b.forEach(function(b,c){c=a._assemblyTree.lookupAnyTreeNode(c);null!==c&&d.set(c,b)});b=this._assemblyTree.getRootNode();return f.updateVisibilities(this._assemblyTree,
+this._engine,this._callbackManager,b,d,!1,c,null)};c.prototype.setVisibilitiesByValue=function(b,c,a){for(var d=new Map,g=0;g<b.length;g++){var e=this._assemblyTree.lookupAnyTreeNode(b[g]);null!==e&&d.set(e,c)}c=this._assemblyTree.getRootNode();1===b.length&&(b=this._assemblyTree.lookupAnyTreeNode(b[0]),b instanceof f.ProductOccurrence&&(c=b));return f.updateVisibilities(this._assemblyTree,this._engine,this._callbackManager,c,d,!1,a,null)};c.prototype.resetAllVisibilities=function(){var b=new Map,
+c=this._assemblyTree.getRootNode(),a=this._assemblyTree.getActiveCadConfiguration();return f.updateVisibilities(this._assemblyTree,this._engine,this._callbackManager,c,b,!0,null,a)};c.prototype.resetAllTransforms=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return b=this._assemblyTree.getRootNode(),[4,f.resetTransforms(b)];case 1:return(c=a.sent())?[2,f.updateScMatrices(this._engine,this._callbackManager,[b],!1)]:[2]}})})};
+c.prototype.reset=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return this._cadConfigurationsEnabled=!0,this.isACadDrawing()?[2,this._callbackManager.promiseTrigger("_resetDrawing",null)]:this._assemblyTree.hasActiveCadView()?[4,this._assemblyTree.deactivateActiveCadView()]:[3,2];case 1:c.sent(),c.label=2;case 2:return b=[this.resetAllVisibilities(),this.resetAllTransforms()],[4,d.Util.waitForAll(b)];case 3:return c.sent(),
+[2]}})})};c.prototype.setPmiColor=function(b,c){void 0===c&&(c=this.getAbsoluteRootNodeId());c=this.getInstanceIncs(c,6);0<c.length&&(this._engine.setPartColor(c,d.ElementType.Faces,b),this._engine.setPartColor(c,d.ElementType.Lines,b))};c.prototype.resetPmiColor=function(b){void 0===b&&(b=this.getAbsoluteRootNodeId());b=this.getInstanceIncs(b,6);0<b.length&&(this._engine.unsetPartColor(b,d.ElementType.Faces),this._engine.unsetPartColor(b,d.ElementType.Lines))};c.prototype.getPmiTopologyReferences=
+function(b){b=this._assemblyTree.lookupPmi(b);return null===b?null:b.getPmiTopologyReferences(this._assemblyTree)};c.prototype.createNode=function(b,c,a,e,n,m){void 0===e&&(e=null);void 0===n&&(n=!0);void 0===m&&(m=null);var g=null;null!==b&&(g=this._assemblyTree.lookupProductOccurrence(b));null===g&&(g=this._assemblyTree.getRootNode());null===a||f.isAuthoredId(a)||(a=null);m&&(b=m/g.getMeasurementUnit(),b=(new d.Matrix).setScaleComponent(b,b,b),e=e?d.Matrix.multiply(e,b):b);return this._assemblyTree.createNode(g,
+c,a,e,n,m).getRuntimeId()};c.prototype.deleteNode=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupAnyTreeNode(b);if(null!==c){if(c instanceof f.ProductOccurrence||c instanceof f.BodyInstance)return[2,this._assemblyTree.deleteNode(c)];throw new d.InvalidNodeTypeError(b,0,2);}return[2]})})};c.prototype.createPart=function(b){return this._assemblyTree.createPart(b).getRuntimeId()};c.prototype.setPart=function(b,c){b=this._assemblyTree.lookupProductOccurrence(b);
+if(null===b)return!1;c=this._assemblyTree.lookupPartDefinition(c);if(null===c)return!1;this._assemblyTree.setPart(b,c);return!0};c.prototype.createAndAddRepItem=function(b,c){b=this._assemblyTree.lookupPartDefinition(b);return null===b?null:b.createRepItem(this._assemblyTree,c).getRuntimeId()};c.prototype.getLowestAvailableNodeId=function(){return this._assemblyTree.getLowestAvailableNodeId()};c.prototype.getType=function(b){b=this._assemblyTree.lookupAnyNode(b);return null===b?d.NodeType.Unknown:
+f.getNodeType(b)};c.prototype.isVisible=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.isVisible():!1};c.prototype.getBranchVisibility=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.getBranchVisibility(b):1};c.prototype.setMeshLevel=function(b,c){for(var a=[],d=0;d<b.length;d++){var g=this._assemblyTree.lookupAnyTreeNode(b[d]);null!==g&&a.push(g)}return f.setMeshLevels(this._engine,a,c)};c.prototype.setEnableAutomaticUnitScaling=function(b){this._assemblyTree.setAutomaticMeasurementUnitScaling(b)};
+c.prototype.setBehaviorInitiallyHidden=function(b){this._assemblyTree.setInitiallyHiddenStayHidden(b)};c.prototype.isACadDrawing=function(){return this._assemblyTree.containsDrawings()};c.prototype.isMeasurable=function(){return this._assemblyTree.isMeasureable()};c.prototype.getModelFileNameFromNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.towardAttachContext(b).getOriginalFileName():null};c.prototype.getModelFileTypeFromNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+return null!==b?f.towardAttachContext(b).getOriginalFileType():null};c.prototype.isAnnotationView=function(b){var c=this._assemblyTree.lookupCadView(b);if(null!==c)return c.isAnnotationView();throw new d.InvalidNodeTypeError(b,3);};c.prototype.preventNodeDeletion=function(b){b=this._assemblyTree.lookupBodyInstance(b);if(null===b)throw new d.InternalLogicError;this._assemblyTree.preventNodeDeletion(b)};c.prototype.preventMeshDeletion=function(b){this._assemblyTree.preventMeshDeletion(b)};c.prototype.getBounding=
+function(b,c,a,d){return f.getBoundingByNodeId(this._assemblyTree,this._engine,b,c,a,d)};c.prototype.getIdOffset=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?(b instanceof f.PartDefinition?b.getInclusionContextForNodeId():b instanceof f.RepresentationItem?b.getParent().getInclusionContextForNodeId():f.towardInclusionContext(b)).getIdOffset():0};c.prototype.isNodeLoaded=function(b){var c=this._assemblyTree.lookupAnyNode(b);if(null===c)throw new d.InvalidNodeIdError(b);return c.isLoaded()};
+c.prototype.shutdown=function(){var b=this._treeLoader.cancelPendingLoads();b};c.prototype.isReady=function(){console.assert(2!==this._readyPromise.state);return 0!==this._readyPromise.state};c.prototype.waitForReady=function(){return this._readyPromise};c.prototype.lookupAnyTreeNode=function(b){return this._assemblyTree.lookupAnyTreeNode(b)};c.prototype.lookupAnyBody=function(b){return this._assemblyTree.lookupAnyBody(b)};c.prototype.lookupBodyInstance=function(b){return this._assemblyTree.lookupBodyInstance(b)};
+c.prototype.gatherInstanceIncsFromNodeIds=function(b,c,a){return f.gatherInstanceIncsByNodeIdsSync(this._assemblyTree,b,c,a)};c.prototype.requestNodes=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,f;return __generator(this,function(g){c=[];a=0;for(d=b;a<d.length;a++)e=d[a],f=this._assemblyTree.lookupAnyTreeNode(e),null!==f&&c.push(f);return[2,this._assemblyTree.requestNodes(this._treeLoader,c,!1)]})})};c.prototype.isWithinExternalModel=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+if(null===b)return!1;for(b=f.towardProductOccurrence(b);null!==b;){if(b.isExternalModelRoot())return!0;b=f.towardProductOccurrence(b.getParent())}return!1};c.prototype.getNodeGenericType=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.getNodeGenericType(b):null};c.prototype.getNodeGenericId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?b.getGenericId():null};c.prototype.getNodeByGenericId=function(b){b=this._assemblyTree.getNodeByGenericId(b);return null!==
+b?b.getRuntimeId():null};c.prototype.getNodesByGenericType=function(b){b=this._assemblyTree.getNodesByGenericType(b);if(null!==b){var c=new Set;b.forEach(function(b){c.add(b.getRuntimeId())});return c}return null};c.prototype.getGenericTypes=function(){var b=[];this._assemblyTree.genericTypeToNodes().forEach(function(c,a){b.push(a)});return b};c.prototype.getGenericTypeIdMap=function(){var b=new Map;this._assemblyTree.genericTypeToNodes().forEach(function(c,a){var d=new Set;c.forEach(function(b){d.add(b.getRuntimeId())});
+b.set(a,d)});return b};c.prototype.hasEffectiveGenericType=function(b,c){var a=this.lookupAnyTreeNode(b);if(null===a)throw new d.InvalidNodeIdError(b);return f.hasEffectiveGenericType(a,c)};c.prototype.registerGenericId=function(b,c){return this._assemblyTree.registerGenericGlobalId(b,c)};c.prototype.registerGenericType=function(b,c){return this._assemblyTree.registerGenericType(b,c)};c.prototype.firstAssemblyDataHeader=function(){return this._treeLoader.firstAssemblyDataHeader()};return c}();f.ModelStructure=
+e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(a){for(;;)if(a instanceof f.InclusionContext)a=a.getParent();else{if(a instanceof f.AttachContext)return a;if(a instanceof f.NodeMixin)a=a.getParent();else if(a instanceof f.LoadContext){if(a=a.getParent(),null===a)throw new d.InternalLogicError;}else d.Util.TypeAssert(a),a=a.getInclusionContext()}}f.getNetMatrix=function(a){for(var c=new d.Matrix;null!==a;)if(a instanceof f.NodeMixin){var b=a.getLocalTransform();b&&(c=d.Matrix.multiply(c,b));a=a instanceof
+f.PartDefinition?null:a.getParent()}else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.AttachContext)a=a.getParent();else if(a instanceof f.LoadContext)a=a.getParent();else{d.Util.TypeAssert(a);break}return c};f.towardContainerNode=function(a){for(;;)if(a instanceof f.NodeMixin)if(a instanceof f.BodyMixin)a=a.getParent();else return a;else if(a instanceof f.LoadContext)a=a.getParent();else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.AttachContext)a=
+a.getParent();else{if(null===a)return null;d.Util.TypeAssert(a);console.assert(!1);a=a.getInclusionContext()}};f.isOutOfHierarchy=function(a){return a instanceof f.BodyMixin||a instanceof f.ProductOccurrence?a.isOutOfHierarchy():!1};f.getBranchVisibility=function(a){return a instanceof f.ProductOccurrence||a instanceof f.Pmi||a instanceof f.CadView?a.getBranchVisibility():a.isVisible()?2:1};f.getNodeType=function(a){if(a instanceof f.ProductOccurrence)return a.hasBodyInstances()?a.isADrawingSheetNode()?
+d.NodeType.DrawingSheet:d.NodeType.PartInstance:d.NodeType.AssemblyNode;if(a instanceof f.PartDefinition)return d.NodeType.Part;if(a instanceof f.PmiBody)return d.NodeType.PmiBody;if(a instanceof f.ViewFrame)return d.NodeType.ViewFrame;if(a instanceof f.BodyInstance)return d.NodeType.BodyInstance;if(a instanceof f.RepresentationItem)switch(a.getBodyType()){case f.BodyType.BRep:return d.NodeType.BrepBody;case f.BodyType.Tessellation:return d.NodeType.TessBody;case f.BodyType.Wireframe:return d.NodeType.WireBody;
+case f.BodyType.PointCloud:return d.NodeType.PointsBody;default:return d.NodeType.Body}else{if(a instanceof f.Pmi)return d.NodeType.Pmi;d.Util.TypeAssert(a);return d.NodeType.CadView}};f.getNodeGenericType=function(d){var c=d.getGenericTypeId();return null!==c&&(d=a(d).getGenericTypeMaps(),null!==d)?d.getRight(c)||null:null};f.towardInclusionContext=function(a){for(;;)if(a instanceof f.NodeMixin)a=a.getParent();else{if(a instanceof f.InclusionContext)return a;if(a instanceof f.PmiBody)a=a.getParent();
+else if(a instanceof f.ViewFrame)a=a.getParent();else return d.Util.TypeAssert(a),a.getInclusionContext()}};f.towardLoadContext=function(a){for(;;)if(a instanceof f.AttachContext)a=a.getParent();else{if(a instanceof f.LoadContext)return a;a instanceof f.NodeMixin?a=a.getParent():a instanceof f.InclusionContext?a=a.getParent():(d.Util.TypeAssert(a),a=a.getInclusionContext())}};f.towardAttachContext=a;f.towardAttachRoot=function(a){for(var c=null;;)if(a instanceof f.ProductOccurrence)c=a,a=a.getParent();
+else if(a instanceof f.NodeMixin)a=a.getParent();else{if(a instanceof f.InclusionContext){if(null===c)throw new d.InternalLogicError;return c}d.Util.TypeAssert(a);a=a.getInclusionContext()}};f.towardProductOccurrence=function(a){for(;;){if(a instanceof f.ProductOccurrence)return a;if(a instanceof f.AttachContext)a=a.getParent();else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.LoadContext){if(a=a.getParent(),null===a)return null}else if(a instanceof f.BodyMixin)a=a.getParent();
+else if(a instanceof f.Pmi)a=a.getParent();else if(a instanceof f.CadView)a=a.getParent();else return d.Util.TypeAssert(a),console.assert(!1),null}}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){})(f.GenericTypeId||(f.GenericTypeId={}));var a=function(){function a(c,b,a,e,f){this._inclusionContexts=this._reservedNodeIdOffset=null;this._originalFileName="";this._originalFileType=d.FileType.Unknown;this._genericTypeMaps=null;console.assert(4294967295!==e);this._remapper=c;this._attachScope=b;this._attachedInvisibly=a;this._masterModelKey=e;this._parent=f}a.prototype.getRootNodeMetaData=function(c){return __awaiter(this,void 0,void 0,function(){var b,
+a,d,e,n,m;return __generator(this,function(g){switch(g.label){case 0:if(4294967295===this._masterModelKey)return[2,null];b=c.getAbstractScEngine();a=this._masterModelKey;return[4,b.safeGetMetaData(a,1)];case 1:d=g.sent();if(null===d)return[3,4];e=c.tryParseHeader(d);return null===e?[2,new f.AssemblyData(null,d)]:[4,e];case 2:return n=g.sent(),this._originalFileName=n.originalFileName,this._originalFileType=n.originalFileType,[4,b.safeGetMetaData(a,n.rootAssemblyDataKey())];case 3:return m=g.sent(),
+null!==m?[2,new f.AssemblyData(n,m)]:[2,null];case 4:return[2,null]}})})};a.prototype.getAttachScope=function(){return this._attachScope};a.prototype.attachedInvisibly=function(){return this._attachedInvisibly};a.prototype.getMasterModelKey=function(){return this._masterModelKey};a.prototype.addInclusionContext=function(c){console.assert(c.getParent()===this);this._inclusionContexts=h.TerseArray.push(this._inclusionContexts,c)};a.prototype.getRemapper=function(){return this._remapper};a.prototype.getParent=
+function(){return this._parent};a.prototype.getChildren=function(){var c=this._inclusionContexts;if(null===c)return[];if(Array.isArray(c)){console.assert(0<c.length);for(var b=c[0].getChildren(),a=1;a<c.length;++a)h.append(b,c[a].getChildren());return b}return c.getChildren()};a.prototype.split=function(c,b,d){return new a(this._remapper,c,b,this._masterModelKey,d)};a.prototype.hasChildren=function(){return null!==this._inclusionContexts};a.prototype.removeProductOccurrence=function(c){for(var b=
+null,a=h.TerseArray.toArray(this._inclusionContexts),d=0,e=a;d<e.length;d++){var f=e[d];if(f.removeProductOccurrence(c)){b=f;break}}if(null===b)return!1;a=a.filter(function(b){return b.hasChildren()});this._inclusionContexts=0===a.length?null:h.TerseArray.fromArray(a);return!0};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._inclusionContexts);b<a.length;b++){var e=a[b].purgeContents();c.push(e)}this._inclusionContexts=null;return d.Util.waitForAll(c)};a.prototype.isLoaded=
+function(){if(this._inclusionContexts instanceof f.InclusionContext)return this._inclusionContexts.isLoaded();if(null!==this._inclusionContexts)for(var c=0,b=this._inclusionContexts;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};a.prototype.setReservedNodeIdOffset=function(c){console.assert(null===this._reservedNodeIdOffset);this._reservedNodeIdOffset=c};a.prototype.getReservedNodeIdOffset=function(){return this._reservedNodeIdOffset};a.prototype.forgetReservedNodeIdOffset=function(){console.assert(null!==
+this._reservedNodeIdOffset);this._reservedNodeIdOffset=null};a.prototype.getOriginalFileName=function(){return this._originalFileName};a.prototype.getOriginalFileType=function(){return this._originalFileType};a.prototype.setGenericTypeMaps=function(c){this._genericTypeMaps=c};a.prototype.getGenericTypeMaps=function(){return this._genericTypeMaps};return a}();f.AttachContext=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a,d){this._productOccurrences=null;console.assert(void 0!==a);console.assert(0===a===(0===d));this._attachContext=b;this._inclusionKey=a;this._modelKey=d;a=b.getReservedNodeIdOffset();null!==a?b.forgetReservedNodeIdOffset():a=c.newNodeIdOffset();this._nodeIdOffset=a;c.registerInclusionContext(this)}a.prototype.split=function(c,b){return new a(c,b,this._inclusionKey,this._modelKey)};a.prototype.getIdOffset=function(){return this._nodeIdOffset};
+a.prototype.toRuntimeId=function(c){console.assert(f.isAuthoredId(c));return c+this._nodeIdOffset};a.prototype.getInclusionKey=function(){return this._inclusionKey};a.prototype.getModelKey=function(){return this._modelKey};a.prototype.getParent=function(){return this._attachContext};a.prototype.getAttachContext=function(){return this._attachContext};a.prototype.addProductOccurrence=function(c){console.assert(c.getParent()===this);this._productOccurrences=h.TerseArray.push(this._productOccurrences,
+c)};a.prototype.getChildren=function(){console.assert(null!==this._productOccurrences);return h.TerseArray.toArray(this._productOccurrences)};a.prototype.removeProductOccurrence=function(c){var b=h.TerseArray.toArray(this._productOccurrences),a=b.length;b=b.filter(function(b){return b!==c});0===b.length?delete this._productOccurrences:this._productOccurrences=h.TerseArray.fromArray(b);return b.length<a};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._productOccurrences);b<
+a.length;b++){var e=a[b].purgeContents();c.push(e)}this._productOccurrences=null;return d.Util.waitForAll(c)};a.prototype.hasChildren=function(){return null!==this._productOccurrences};a.prototype.isLoaded=function(){if(this._productOccurrences instanceof f.ProductOccurrence)return this._productOccurrences.isLoaded();if(null!==this._productOccurrences)for(var c=0,b=this._productOccurrences;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};return a}();f.InclusionContext=a})(h.Tree||(h.Tree={}))})(d.Internal||
+(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a){this._attachContexts=this._handledExternalModels=null;this._registeredScsModelKeys=new Map;this._layerIdMap=new h.Bimap;this._parent=c;this._debugLoadString=b;this._debugLoadString;this._scsBufferCache=a}a.prototype.handleExternalModel=function(c,b,a){b=b.getInclusionKey();c=h.compressUint(a)+" "+h.compressUint(b)+" "+h.compressUint(c);null===this._handledExternalModels&&(this._handledExternalModels=new Set);if(this._handledExternalModels.has(c))return!1;
+this._handledExternalModels.add(c);return!0};a.prototype.getParent=function(){return this._parent};a.prototype.addAttachContext=function(c){this._attachContexts=h.TerseArray.push(this._attachContexts,c)};a.prototype.getChildren=function(){var c=this._attachContexts;if(null===c)return[];if(Array.isArray(c)){console.assert(0<c.length);for(var b=c[0].getChildren(),a=1;a<c.length;++a)h.append(b,c[a].getChildren());return b}return c.getChildren()};a.prototype.hasChildren=function(){return null!==this._attachContexts};
+a.prototype.removeProductOccurrence=function(c){for(var b=null,a=h.TerseArray.toArray(this._attachContexts),d=0,e=a;d<e.length;d++){var f=e[d];if(f.removeProductOccurrence(c)){b=f;break}}if(null===b)return!1;a=a.filter(function(b){return b.hasChildren()});this._attachContexts=0===a.length?null:h.TerseArray.fromArray(a);return!0};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._attachContexts);b<a.length;b++){var e=a[b].purgeContents();c.push(e)}this._attachContexts=
+null;return d.Util.waitForAll(c)};a.prototype.isLoaded=function(){if(this._attachContexts instanceof f.AttachContext)return this._attachContexts.isLoaded();if(null!==this._attachContexts)for(var c=0,b=this._attachContexts;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};a.prototype.initializeScsModelKeysOf=function(c){console.assert(void 0===this._registeredScsModelKeys.get(c));this._registeredScsModelKeys.set(c,h.TrackedOpenPromise.create())};a.prototype.getScsModelKeysOf=function(c){c=this._registeredScsModelKeys.get(c);
+return void 0===c?null:c};a.prototype.markAsFirstLoad=function(){console.assert(void 0===this._isFirstLoad);this._isFirstLoad=!0};a.prototype.isFirstLoad=function(){return!0===this._isFirstLoad};a.prototype.toScsBuffer=function(c,b){return __awaiter(this,void 0,void 0,function(){var a,e=this;return __generator(this,function(g){a=h.LazyPromise.create(function(){return __awaiter(e,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return[4,b(c)];case 1:g=a=g.sent();
+if("string"===typeof g)throw new d.InternalLogicError;return[2,g]}})})});return null===this._scsBufferCache?[2,a]:[2,this._scsBufferCache.load(c,a)]})})};a.prototype.onLoadComplete=function(){this._scsBufferCache=null};a.prototype.addLayerIdToMap=function(c,b){this._layerIdMap.set(c,b)};a.prototype.getAuthoredLayerId=function(c){c=this._layerIdMap.getRight(c);return void 0!==c?c:null};a.prototype.getRuntimeLayerId=function(c){c=this._layerIdMap.getLeft(c);return void 0!==c?c:null};return a}();f.LoadContext=
+a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(){function c(b){this._referrers=null;this._prototype=b}c.prototype._addReferrer=function(b){this._referrers=d.TerseArray.push(this._referrers,b)};c.prototype._getReferrers=function(){return d.TerseArray.toArray(this._referrers)};c.prototype._getPrototype=function(){return this._prototype};c.prototype._removeReferrer=function(b){var c=!1,a=d.TerseArray.toArray(this._referrers);a=a.filter(function(a){return a===b?(c=!0,!1):!0});if(!c)return!1;0===
+a.length?delete this._referrers:this._referrers=d.TerseArray.fromArray(a);return!0};c.prototype._purgeContents=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return this._prototype.isUnforced()?[3,3]:[4,this._prototype];case 1:return b=c.sent(),[4,b.purgeContents()];case 2:c.sent(),c.label=3;case 3:return[2]}})})};c.prototype._isLoaded=function(){return this._prototype.isResolved()&&this._prototype.getResolved().isLoaded()};
+return c}();f.SharedPrototypeContext=a;var e=function(){function c(b,c){b instanceof a&&(b=d.LazyObject.create(b));this._shared=b;this._inclusionContext=c}c.prototype.getInclusionContext=function(){return this._inclusionContext};c.prototype.addReferrer=function(b){this._shared.get()._addReferrer(b)};c.prototype.getReferrers=function(){return this._shared.get()._getReferrers()};c.prototype.getProductOccurrence=function(){return this._shared.get()._getPrototype()};c.prototype.removeReferrer=function(b){return this._shared.get()._removeReferrer(b)?
+(b=b.removePrototype(),console.assert(this===b),!0):!1};c.prototype.removeAllReferrers=function(){for(var b=0,c=this.getReferrers();b<c.length;b++)this.removeReferrer(c[b])||console.assert(!1)};c.prototype.purgeContents=function(){return this._shared.get()._purgeContents()};c.prototype.isLoaded=function(){return this._shared.get()._isLoaded()};return c}();f.PrototypeContext=e})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function b(){this._bits2=this._bits1=0}b.prototype.hasBits1=function(b){return h.hasBits(this._bits1,b)};b.prototype.hasBits2=function(b){return h.hasBits(this._bits2,b)};b.prototype.parseBits1=function(b){this._bits1=b.parseIndex_32()};b.prototype.parseBits2=function(b){this.hasBits1(1073741824)&&(this._bits2=b.parseIndex_32())};return b}();f.NodeParseBits=a;var e=function(){return function(b,c){this.shown=b;this.removed=c}}();f.AssemblyVisibility=
+e;var c=function(){function b(b){this._bytes=b.bytes;this._header=b.header;this._dataView=new DataView(this._bytes.buffer,this._bytes.byteOffset,this._bytes.byteLength);this._currentPos=0}b.prototype.hasNext=function(){return this._currentPos<this._bytes.length};b.prototype.parseCount_32=function(){return this._parseUint_32()};b.prototype.parseIndex_32=function(){return this._parseUint_32()};b.prototype.parseAssemblyDataVersion=function(){return{major:this._parseUint_32(),minor:this._parseUint_32()}};
+b.prototype.parseAssemblyDataHeaderVersion=function(){return this._parseUint_32()};b.prototype.parseVisibility=function(){var b=this._parseInt_8(),c=h.hasBits(b,2);b=h.hasBits(b,1);return new e(c,b)};b.prototype.parseProductBits=function(){var b=this._parseUint_8();return null!==this._header&&2<=this._header.headerVersion||!h.hasBits(b,6)?b:b&-7|32};b.prototype.parseCString=function(){for(var b=this._currentPos,c=this._bytes[this._currentPos++];0!==c;)c=this._bytes[this._currentPos++];return h.utf8ArrayToStr(this._bytes.subarray(b,
+this._currentPos-1))};b.prototype.parseBytes=function(b){var c=this._currentPos;this._currentPos+=b;b=this._bytes.subarray(c,this._currentPos);return new Uint8Array(b)};b.prototype.parseNodeId=function(){var b=this._parseUint_32();console.assert(b!==f.invalidNodeId);return b};b.prototype.parseLayerId=function(){var b=this._parseUint_32();console.assert(b!==f.invalidNodeId);return b};b.prototype.parseGenericTypes=function(){for(var b=this._parseUint_32(),c=new h.Bimap,a=0;a<b;a++){var d=this.parseCString(),
+e=this._parseUint_32();c.set(e,d)}return c};b.prototype.parseGenericTypeId=function(){return this._parseUint_32()};b.prototype.parseGenericId=function(){return this.parseCString()};b.prototype._parseScKey=function(){var b=this._parseUint_32();console.assert(4294967295!==b);return b};b.prototype.parseDataKey=function(){return this._parseScKey()};b.prototype.parseInstanceKey=function(){return this._parseScKey()};b.prototype.parseMeshKey=function(){return this._parseScKey()};b.prototype.parseModelKey=
+function(b){var c=this._parseScKey();return null!==b?b.getEffectiveModelKey(c):c};b.prototype.parseInclusionKey=function(b,c){var a=this._parseScKey();return null!==b?b.getEffectiveInclusionKey(a,c):a};b.prototype._parseInt_8=function(){return this._dataView.getInt8(this._currentPos++)};b.prototype._parseUint_8=function(){return this._dataView.getUint8(this._currentPos++)};b.prototype._parseUint_32=function(){var b=this._dataView.getUint32(this._currentPos,!0);this._currentPos+=4;return b};b.prototype._parseFloat_32=
+function(){var b=this._dataView.getFloat32(this._currentPos,!0);this._currentPos+=4;return b};b.prototype._parseFloat_64=function(){var b=this._dataView.getFloat64(this._currentPos,!0);this._currentPos+=8;return b};b.prototype.parseFloat_32=function(){return this._parseFloat_32()};b.prototype.parseFloat_64=function(){return this._parseFloat_64()};b.prototype.parseAttributeType=function(){return this._parseInt_8()};b.prototype.parseNodeParseBits=function(){var b=new a;b.parseBits1(this);b.parseBits2(this);
+return b};b.prototype.parseViewParseBits=function(){return this._parseUint_32()};b.prototype.parsePmiParseBits=function(){return this._parseUint_32()};b.prototype.parseLayerParseBits=function(){return this._parseUint_32()};b.prototype.parseBoolean=function(){return 0!==this._parseUint_8()};b.prototype.parsePoint3_32=function(){return new d.Point3(this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32())};b.prototype.parsePoint3_64=function(){return new d.Point3(this._parseFloat_64(),this._parseFloat_64(),
+this._parseFloat_64())};b.prototype.parsePlane3_32=function(){return d.Plane.createFromCoefficients(this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32())};b.prototype.parsePmiType=function(){return this._parseUint_32()};b.prototype.parsePmiSubType=function(){return this._parseUint_32()};b.prototype.parsePmiTopoRef=function(){return this._parseInt_8()};b.prototype.parseBodyType=function(){return this._parseUint_8()};b.prototype.parseFaceType=function(){return this._parseInt_8()};
+b.prototype.parseEdgeType=function(){return this._parseInt_8()};b.prototype.parseUserDataIndex=function(){var b=this._parseUint_32(),c=this._parseUint_32();return 2097151>=c?4294967296*c+b:(""+c.toString(16)+h.zeroPadHex32(b)).toUpperCase()};b.prototype.getHeader=function(){return this._header};return b}();f.AssemblyDataParser=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(c,b){this._inclusionsOf=new Map;this._masterModelKey=4294967295;this._prototypeInstanceCount=-1;this._attachScope=c;this._attachedInvisibly=b}a.prototype.getAttachScope=function(){return this._attachScope};a.prototype.getMasterModelKey=function(){console.assert(4294967295!==this._masterModelKey);return this._masterModelKey};a.prototype.getModelKeys=function(){var c=[];this._inclusionsOf.forEach(function(b,a){c.push(a)});return c};
+a.prototype.hasInclusions=function(){return 0<this._inclusionsOf.size};a.prototype.getAllInclusions=function(){var c=[];this._inclusionsOf.forEach(function(b,a){for(var d=0;d<b.length;d++)c.push(b[d],a)});return c};a.prototype.getInclusionsOf=function(c){var b=this._inclusionsOf.get(c);if(void 0===b)return[];for(var a=[],d=0;d<b.length;d++)a.push(b[d],c);return a};a.prototype.hasModelIncluded=function(c){return this._inclusionsOf.has(c)};a.prototype.attachedInvisibly=function(){return this._attachedInvisibly};
+a.prototype.prototypeInstanceCount=function(){console.assert(0<=this._prototypeInstanceCount);return this._prototypeInstanceCount};a.prototype.registerInclusion=function(c,b){var a=this._inclusionsOf.get(b);void 0===a?this._inclusionsOf.set(b,[c]):a.push(c)};a.prototype.registerMasterModelKey=function(c){console.assert(4294967295===this._masterModelKey);this._masterModelKey=c};a.prototype.registerPrototypeInstanceCount=function(c){console.assert(-1===this._prototypeInstanceCount);this._prototypeInstanceCount=
+c};return a}();d.AttachInfoBuilder=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(){function a(){this._prevPriorityValue=1;this._priorityProxies=new Map}a.prototype._getPriorityCompareValue=function(c){if("number"===typeof c)return c;c=this._priorityProxies.get(c);null!==c.worldBounding&&console.assert(1>=c.priorityHeuristic);return c.priorityHeuristic};a.prototype.comparePriority=function(c,b){c=this._getPriorityCompareValue(c);b=this._getPriorityCompareValue(b);return c<b};a.prototype._updateHeuristicInfo=function(c,b){if(null!==
+b.worldBounding){var a=d.toVec3(b.worldBounding.center()),e=d.toVec3(b.worldBounding.extents());c=c.calculateAttachHeuristic(e,a);b.priorityHeuristic=c}null!==b.xmlAttachInfo&&b.xmlAttachInfo.directlyRequested&&(null===b.worldBounding&&(b.priorityHeuristic=0),b.priorityHeuristic+=-1E6)};a.prototype.createPriority=function(c,b,a){if(null===a)return++this._prevPriorityValue;var d=Object.create(null);if(null!==a.bounding){b=b.transformBox(a.bounding);var g=0}else b=null,g=++this._prevPriorityValue;a=
+{xmlAttachInfo:a,worldBounding:b,priorityHeuristic:g};this._updateHeuristicInfo(c,a);this._priorityProxies.set(d,a);return d};a.prototype.destroyPriority=function(c){"object"===typeof c&&this._priorityProxies.delete(c)};a.prototype.onViewChange=function(c){var b=this;this._priorityProxies.forEach(function(a){b._updateHeuristicInfo(c,a)})};a.prototype.reset=function(){this._priorityProxies.clear()};return a}();f.AttachPriorityManager=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){(function(d){(function(a){function d(c){return"modelName"in c}a.isNameInfo=d;a.isIncInfo=function(c){return!d(c)};a.canImplicitlyLoad=function(c){return c.config.implicitlyLoadXmlExternalModels||!d(c)}})(d.ExternalModel||(d.ExternalModel={}))})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return b instanceof e?b.referencedInfo:b}var e=function(){return function(b){this.referencedInfo=b}}();f.ReferencedNodeInfo=e;f.modelFileNodeInfoAsProdOccInfo=a;var c=function(){function b(){}b.parseXml=function(b,c,a,n,m){console.assert("ModelFile"===n.localName);var g=new Map,k=new Map,l=new Map;for(n=n.firstElementChild;null!==n;){if("ProductOccurence"!==n.localName)throw new d.XmlParseError('Unexpected element "'+n.localName+'".');if(null===
+f.XmlParser.parseNodeId(n,"Id"))throw new d.XmlParseError('Expected "Id" attribute.');var h=n,t=f.ProductOccurrence.parseXml(b,c,a,h,m),v=t.nodeInfo.nodeId;if(l.has(t.nodeInfo.nodeId)){var w=new e(t);g.set(v,w)}else{if(!k.has(t.nodeInfo.nodeId)&&(k.set(t.nodeInfo.nodeId,null),null!==b.additionalMatrix)){w=b.additionalMatrix;var z=t.nodeInfo.localTransform;z=null===z?w:d.Matrix.multiply(z,w);t=__assign({},t,{nodeInfo:__assign({},t.nodeInfo,{localTransform:z})})}g.set(v,t)}v=0;for(w=f.XmlParser.parseNodeIds(h,
+"Children")||[];v<w.length;v++)k.set(w[v],t);h=f.XmlParser.parseNodeId(h,"InstanceRef");null!==h&&(v=l.get(h),void 0===v?l.set(h,[t]):v.push(t));n=n.nextElementSibling}b=this._parentMapToChildMap(g,k,l);return{treeInfos:this._childMapRoseTrees(b)}};b._parentMapToChildMap=function(b,c,a){var g=new Map,k=function(b,c){var a=g.get(b);void 0===a?g.set(b,[c]):a.push(c)};c.forEach(function(c,a){a=b.get(a);if(a instanceof e)throw new d.XmlParseError('Expected a referenced node for "InstanceRef".');k(c,a)});
+a.forEach(function(c,a){console.assert(0<c.length);a=b.get(a);if(!(a instanceof e))throw new d.XmlParseError('Node is both an "InstanceRef" and contained in another node\'s "Children" list.');for(var g=0;g<c.length;g++)k(c[g],a)});return g};b._childMapRoseTrees=function(b){var c=function(d){var g=[],e=a(d);e=b.get(e);if(void 0!==e){console.assert(0<e.length);for(var k=0;k<e.length;k++){var f=c(e[k]);g.push(f)}}return new h.RoseTree(d,g)},d=b.get(null);if(void 0===d)return console.assert(0===b.size),
+[];for(var g=[],f=0;f<d.length;f++){var p=d[f];p instanceof e?console.assert(!1):(p=c(p),g.push(p))}return g};b.reify=function(b,c,a,f,m,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,p,w,z,x;return __generator(this,function(q){switch(q.label){case 0:g=[];k=[];l=[];n=0;for(p=h.treeInfos;n<p.length;n++)w=p[n],w.value instanceof e?console.assert(!1):(z=this._reifyProductOccurrence(b,c,a,f,m,m,w,g),k.push(z),l.push(z.getRuntimeId()));x=c.promiseTrigger("_subtreeLoaded","subtreeLoaded",
+l,d.NodeSource.LoadModel).then(function(){for(var b=0,a=l;b<a.length;b++)c.trigger("shatteredXmlStructureReady",a[b])});g.push(x);return[4,d.Util.waitForAll(g)];case 1:return q.sent(),[2,k]}})})};b._rectifyExternalModelInfo=function(b,c){c=c.referencedInfo.externalModelInfo;if(null===c)throw new d.XmlParseError('"InstanceRef" node does not contain "ExternalModel".');if(!f.ExternalModel.isNameInfo(c))throw new d.InternalLogicError;console.assert(0===c.reservedNodeIdOffset);b=b.newNodeIdOffset();return c=
+__assign({},c,{reservedNodeIdOffset:b})};b._reifyProductOccurrence=function(b,c,l,n,m,h,q,r){var g=this,k=a(q.value);if(0!==k.childDataKeys.length)throw new d.InternalLogicError;if(null!==k.externalModelInfo)throw new d.LoadError('Unexpected "ExternalModel". Should be a child of an "InstanceRef".');var p=f.ProductOccurrence.reifySync(b,l,n,m,k,h);h.addProductOccurrence(p);p.markLoaded();h=0;for(q=q.kids;h<q.length;h++)k=q[h],k.value instanceof e?(console.assert(0===k.kids.length),k=this._rectifyExternalModelInfo(n,
+k.value),f.ExternalModel.canImplicitlyLoad(k)?(k=l.attachByExternalModelInfo(k,p,m).then(function(b){return __awaiter(g,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return null===b?[2]:[4,f.markContextsLoaded([b])];case 1:return g.sent(),p.addAttachContext(b),a=b.getChildren().map(function(b){return b.getRuntimeId()}),[4,c.promiseTrigger("_subtreeLoaded","subtreeLoaded",a,d.NodeSource.LoadModel)];case 2:return g.sent(),[2]}})})}),r.push(k)):p.addPendingExternalModel(k)):
+(console.assert(null===k.value.externalModelInfo),this._reifyProductOccurrence(b,c,l,n,m,p,k,r));return p};b._parseBounding=function(b,c){var g=a(b.value),e=SC.UnspecifiedMeasurementUnit;null!==g.measurementUnit&&(e=g.measurementUnit);var k=1;e===SC.UnspecifiedMeasurementUnit?e=c:c!==SC.UnspecifiedMeasurementUnit&&(k=e/c);k=(new d.Matrix).setScaleComponent(k,k,k);var h=g.nodeInfo.localTransform;null!==h&&(k=d.Matrix.multiply(h,k));h=d.Box.invalid();var q=0;for(b=b.kids;q<b.length;q++){var r=this._parseBounding(b[q],
+e);r=k.transformBox(r);h.addBox(r)}b=g.externalModelInfo;if(null!==b){if(!f.ExternalModel.isNameInfo(b))throw new d.InternalLogicError;g=b.bounding;null===g||g.isDegenerate()||(b=b.measurementUnit||SC.UnspecifiedMeasurementUnit,c!==SC.UnspecifiedMeasurementUnit&&b!==SC.UnspecifiedMeasurementUnit&&(c=b/e,c=(new d.Matrix).setScaleComponent(c,c,c),k=d.Matrix.multiply(c,k)),g=k.transformBox(g),h.addBox(g))}return h};b.parseBounding=function(b,c){var a=d.Box.invalid(),g=0;for(b=b.treeInfos;g<b.length;g++)for(var e=
+0,k=b[g].kids;e<k.length;e++){var f=this._parseBounding(k[e],c);a.addBox(f)}return a};return b}();f.ModelFile=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a,d){var g=this;this._cameraTimeoutId=null;this._isFirstAttachment=!0;this._attachScope=0;null===d&&(d=13);console.assert(0<d);this._engine=c;this._view=b;this._callbackManager=a;this._parentToXmlAttachInfos=new Map;this._viewInfo=new f.ViewInfo(this._view);this._attachPriorityManager=new f.AttachPriorityManager;this._comparePriority=function(b,c){return g._attachPriorityManager.comparePriority(b,c)};this._attachQueue=this._createAttachQueue(d);
+this._prefetchScsQueue=this._createPrefetchScsQueue(d);this._registerCameraListener()}a.createWithEmptyModel=function(c,b,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,c.loadEmpty()];case 1:return g.sent(),[2,new a(c,b,d,e)]}})})};a.prototype._createAttachQueue=function(c){return new h.PriorityPromiseQueue(c,this._comparePriority,!1)};a.prototype._createPrefetchScsQueue=function(c){return new h.PriorityPromiseQueue(c+15,this._comparePriority,
+!1)};a.prototype._reprioritizeAttachments=function(){this._viewInfo=new f.ViewInfo(this._view);this._attachQueue.markDirty();this._prefetchScsQueue.markDirty();this._attachPriorityManager.onViewChange(this._viewInfo)};a.prototype._registerCameraListener=function(){var c=this,b=function(){c._onCameraChange()};this._callbackManager.bind({camera:b,_shutdownBegin:function(){null!==c._cameraTimeoutId&&(clearTimeout(c._cameraTimeoutId),c._cameraTimeoutId=null);c._callbackManager.unbind({camera:b})}})};
+a.prototype._onCameraChange=function(){var c=this;null!==this._cameraTimeoutId&&clearTimeout(this._cameraTimeoutId);this._cameraTimeoutId=this._engine.setTimeout(function(){c._cameraTimeoutId=null;c._reprioritizeAttachments()},500)};a.prototype._awaitAttachInfo=function(c,b,a,e,l){var g=this,k=null===e,p=new f.AttachInfoBuilder(b,a),q=!1,r=[],u=h.OpenPromise.create(),t=h.OpenPromise.create(),v=!1,w=function(){console.assert(!v);v=!0;g._cleanupAttachLowLevel();g._callbackManager.unbind(x)},z=null,
+x={_priorityMetaDataSent:function(c,a){c===b&&(p.registerPrototypeInstanceCount(a),u.resolve())},_announceModel:function(c,a){c===b&&(q=!0,p.registerMasterModelKey(a))},_inclusion:function(c,a,d){c===b&&(p.registerInclusion(a,d),r.push(d))},_remapModel:function(a,d,g){a===b&&c.remapModel(d,g)},_remapInclusion:function(a,d,g,e){a===b&&c.remapInclusion(d,g,e)},_missingModel:function(c,a){c===b&&(z=a)},_attached:function(c){if(c===b){if(!q){if(null!==z&&(k||l)){console.assert(0===r.length);t.reject(new d.MissingModelError(z));
+return}if(1!==r.length){t.reject(new d.LoadError("Bad model: Could not find master model key."));return}p.registerMasterModelKey(r[0])}c=[u];var a=g._isFirstAttachment;if(a){g._isFirstAttachment=!1;var e=g._callbackManager.promiseTrigger("_firstAttachment",null,k?h.AttachType.Direct:h.AttachType.Indirect);c.push(e)}return d.Util.waitForAll(c).catch(function(b){console.assert(!1);throw b;}).then(function(){return __awaiter(g,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return a&&
+1===this._engine.getSessionType()?[4,this._callbackManager.promiseTrigger("_firstBoundingReady",null)]:[3,2];case 1:b.sent(),b.label=2;case 2:return w(),t.resolve(p),[2]}})})})}}};this._callbackManager.bind(x);return t.catch(function(b){w();throw b;})};a.prototype._createPriority=function(c,b){return this._attachPriorityManager.createPriority(this._viewInfo,c,b)};a.prototype._cleanupAttachLowLevel=function(){};a.prototype._cleanupAttachHighLevel=function(c,b,a){return __awaiter(this,void 0,void 0,
+function(){return __generator(this,function(d){switch(d.label){case 0:return d.trys.push([0,,2,3]),[4,c];case 1:return[2,d.sent()];case 2:return null!==a&&this._forgetXmlAttachment(a),this._attachPriorityManager.destroyPriority(b),[7];case 3:return[2]}})})};a.prototype.newAttachScope=function(){return++this._attachScope};a.prototype._attachByStream=function(c,b,a,e,f,n,h,p){var g=this,k=d.Matrix.toMatrix12(e.m);e=this._createPriority(e,h);var l=this._attachQueue.push(function(){return __awaiter(g,
+void 0,void 0,function(){var d,g,e,l=this;return __generator(this,function(m){switch(m.label){case 0:d=this.newAttachScope(),g=this._awaitAttachInfo(b,d,n.get(),h,p),m.label=1;case 1:return m.trys.push([1,4,,5]),[4,c.enqueue(function(){return l._engine.attachModel(d,a,k,f,n.get())})];case 2:return m.sent(),[4,g];case 3:return[2,m.sent()];case 4:throw e=m.sent(),this._cleanupAttachLowLevel(),e;case 5:return[2]}})})},e);return this._cleanupAttachHighLevel(l,e,h)};a._getAllModelKeys=function(c){var b=
+c.getMasterModelKey();c=c.getAllInclusions();if(c[1]!==b)for(var a=2;a<c.length;a+=2)if(c[a+1]===b){var d=c[a];c[a]=c[0];c[a+1]=c[1];c[0]=d;c[1]=b;break}b=[];a=0;for(d=1;d<c.length;++a,d+=2)b[a]=c[d];return b};a.prototype.attachByNamedScsBuffer=function(c,b,g,e,l,n,m,p){return __awaiter(this,void 0,void 0,function(){var k,r,u,t,v,w=this;return __generator(this,function(q){c.getAutomaticMeasurementUnitScaling()||(n=SC.UnspecifiedMeasurementUnit);k=f.towardLoadContext(p.parent);r=d.Matrix.toMatrix12(l.m);
+u=this._createPriority(l,p);t=function(e){return __awaiter(w,void 0,void 0,function(){var l,q,u,t,v,w,x,z,G,J,K,I,L=this;return __generator(this,function(y){switch(y.label){case 0:return[4,function(){return __awaiter(L,void 0,void 0,function(){var a;return __generator(this,function(c){a=k.getScsModelKeysOf(b);return null===a?(k.initializeScsModelKeysOf(b),[2,e]):[2,a]})})}()];case 1:l=y.sent();q=k.getScsModelKeysOf(b);if(null===q)throw new d.InternalLogicError;u=this.newAttachScope();if(!(l instanceof
+Uint8Array||h.FetchApi.isSupported()&&l instanceof Response))return[3,7];v=!0;w=this._awaitAttachInfo(g,u,m.get(),p,!1);y.label=2;case 2:return y.trys.push([2,5,,6]),[4,c.enqueue(function(){var b=L._engine.attachScsBuffer(u,l instanceof Uint8Array?l:null,r,n,m.get(),v);l instanceof Uint8Array||L.streamScsData(u,l);return b})];case 3:return y.sent(),[4,w];case 4:return t=y.sent(),[3,6];case 5:throw x=y.sent(),this._cleanupAttachLowLevel(),x;case 6:return 0===q.state&&(z=a._getAllModelKeys(t),q.resolve(z)),
+[3,8];case 7:if(null===l)t=null,0===q.state&&q.resolve(null);else if(l instanceof Array){console.assert(0!==q.state);G=new f.AttachInfoBuilder(u,m.get());G.registerPrototypeInstanceCount(0);for(J=0;J<l.length;++J)K=l[J],I=this._engine.attachScsModelByKey(u,K,r,n,m.get()),G.registerInclusion(I,K),0===J&&G.registerMasterModelKey(K);t=G}else throw new d.InternalLogicError;y.label=8;case 8:return[2,t]}})})};v=function(){return __awaiter(w,void 0,void 0,function(){var a,c=this;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._prefetchScsQueue.push(function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(a){return[2,k.toScsBuffer(b,e)]})})},u)];case 1:return a=d.sent(),p.directlyRequested=!0,[2,this._attachQueue.push(function(){return t(a)},u)]}})})}();return[2,this._cleanupAttachHighLevel(v,u,p)]})})};a.prototype.streamScsData=function(a,b){var c=this;this._callbackManager.trigger("_fetchBegin",b.url,a);var d=b.body.getReader();this._engine.setTimeout(function(){return __awaiter(c,
+void 0,void 0,function(){var c,g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,d.read()];case 1:c=k.sent();g=c.done;e=c.value;if(g)return this._engine.feedScsBuffer(a,null),this._callbackManager.trigger("_fetchEnd",b.url,a),[2];this._engine.feedScsBuffer(a,e);return[3,0];case 2:return[2]}})})},0)};a.prototype._attachByScsBuffer=function(a,b,g,e,f,n){var c=this,k=d.Matrix.toMatrix12(e.m);e=this._createPriority(e,null);var l=this._attachQueue.push(function(){return __awaiter(c,
+void 0,void 0,function(){var c,d,e,l=this;return __generator(this,function(h){switch(h.label){case 0:c=this.newAttachScope(),d=this._awaitAttachInfo(b,c,n.get(),null,!1),h.label=1;case 1:return h.trys.push([1,4,,5]),[4,a.enqueue(function(){var b=l._engine.attachScsBuffer(c,g instanceof Uint8Array?g:null,k,f,n.get(),!1);g instanceof Uint8Array||l.streamScsData(c,g);return b})];case 2:return h.sent(),[4,d];case 3:return[2,h.sent()];case 4:throw e=h.sent(),this._cleanupAttachLowLevel(),e;case 5:return[2]}})})},
+e);return this._cleanupAttachHighLevel(l,e,null)};a.prototype.simpleAttach=function(a,b,g,e,f,n,h,p){a.getAutomaticMeasurementUnitScaling()||(f=SC.UnspecifiedMeasurementUnit);if("string"===typeof g)return this._attachByStream(a,b,g,e,f,n,h,p);if(null===h)return this._attachByScsBuffer(a,b,g,e,f,n);d.Util.TypeAssert(g);d.Util.TypeAssert(h);throw new d.InternalLogicError;};a.prototype.reset=function(){this._isFirstAttachment=!0;this._attachScope=0;this._parentToXmlAttachInfos.clear();this._attachPriorityManager.reset();
+this._attachQueue.killDeferred();return this._attachQueue.waitForIdle()};a.prototype.isIdle=function(){return this._attachQueue.isIdle()};a.prototype.notifyDirectRequest=function(a){a=this._parentToXmlAttachInfos.get(a);if(void 0!==a){for(var b=!1,c=0;c<a.length;c++){var d=a[c];d.directlyRequested||(b=d.directlyRequested=!0)}b&&this._reprioritizeAttachments()}};a.prototype.registerXmlAttachInfo=function(a){var b=a.parent,c=this._parentToXmlAttachInfos.get(b);void 0===c&&(c=[],this._parentToXmlAttachInfos.set(b,
+c));c.push(a)};a.prototype._forgetXmlAttachment=function(a){var b=a.parent,c=this._parentToXmlAttachInfos.get(b);1===c.length?(console.assert(c[0]===a),this._parentToXmlAttachInfos.delete(b)):(console.assert(1<c.length),a=c.indexOf(a),console.assert(0<=a),c.splice(a,1))};a.prototype.maxConcurrentAttachments=function(){return this._attachQueue.maxActivePromises()};return a}();f.ScAttacher=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(){this._remappedModelKeys=new Map;this._remappedInclusionKeys=new Map}a.prototype.remapModel=function(a,b){this._remappedModelKeys.set(b,a);this._remappedInclusionKeys.has(a)||this._remappedInclusionKeys.set(a,new Map)};a.prototype.remapInclusion=function(a,b,d){a=this._remappedInclusionKeys.get(a);console.assert(void 0!==a);a.set(d,b)};a.prototype.getEffectiveModelKey=function(a){var b=this._remappedModelKeys.get(a);return void 0!==
+b?b:a};a.prototype.getEffectiveInclusionKey=function(a,b){b=this._remappedInclusionKeys.get(b);return void 0!==b&&(b=b.get(a),void 0!==b)?b:a};return a}();d.ScKeyRemapper=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return(new DOMParser).parseFromString(b,"application/xml")}function e(b){return __awaiter(this,void 0,void 0,function(){var c,d;return __generator(this,function(g){switch(g.label){case 0:return[4,h.httpRequest(b)];case 1:return c=g.sent(),d=c.responseXML,null===d&&(d=a(c.responseText)),[2,d]}})})}function c(b){if(!b.hasChildNodes)return null;b=b.firstChild;if(!(b instanceof Comment))return null;b=b.data.split(" ");if(2!==b.length||"HC"!==b[0])return null;
+b=b[1].split(".");if(2!==b.length)return null;for(var a=0;a<b.length;a++)if(!h.isBase10Number(b[a]))return null;return[parseInt(b[0],10),parseInt(b[1],10)]}function b(b){b=b.getElementsByTagName("parsererror");if(0<b.length)throw new d.XmlParseError(b[0].textContent||"unknown error");}function g(b,a,c,d){return{getAttachScope:function(){return b},getMasterModelKey:function(){return d},getModelKeys:function(){return[d]},hasInclusions:function(){return!0},getAllInclusions:function(){return[c,d]},getInclusionsOf:function(b){return b===
+d?[c,d]:[]},hasModelIncluded:function(b){return b===d},attachedInvisibly:function(){return a},prototypeInstanceCount:function(){return 0}}}var k=function(){function k(b,a,c,d,g){this._loadQueue=new h.PromiseQueue(1,!1);this._activeLoadGeneration=this._activeLoadCount=0;this._isFirstLoad=!0;this._firstAssemblyDataHeader=null;console.assert(b.isInitialized());this._assemblyTree=b;this._scAttacher=a;this._engine=c;this._view=d;this._callbackManager=g;this._isScsSession=2===this._engine.getSessionType();
+this._nodesUntilNextSleep=2E3}k.prototype._resolveMeasurementUnits=function(b){if(this._assemblyTree.getAutomaticMeasurementUnitScaling()){var a=f.towardProductOccurrence(b.getParent());if(null===a)throw new d.InternalLogicError;var c=a.getMeasurementUnit(),g=b.getMeasurementUnit();c!==g&&(a=b.getLocalTransform(),null===a&&(a=new d.Matrix),c=g/c,a.m[0]*=c,a.m[5]*=c,a.m[10]*=c,b.setLocalTransformAsInitial(a))}};k.prototype._patchImplicitNodesByModelInc=function(b,a,c,d,g){var e=this,k=0;if(0!==d.length)for(var l,
+n=h.Lazy.create(function(){var d=b.get(),k=f.towardAttachContext(d),n=k.getAttachScope();l=k.attachedInvisibly();k=k.split(n,l,d);d.addAttachContext(k);d=new f.InclusionContext(e._assemblyTree,k,a,c);k.addInclusionContext(d);k=f.ProductOccurrence.createDynamic(e._assemblyTree,d,"Of Inclusion ("+a+")",null,null,!l,g);d.addProductOccurrence(k);return k}),m=0;m<d.length;m++){var p=d[m],q=this._assemblyTree.lookupAnyBodyByInstanceInc(a,p);if(null===q){q=n.get();var r="Implicit Body "+ ++k;q=this._assemblyTree.createMeshInstance(!0,
+a,p,null,r,q,!1,!1);l&&q.setVisibility(!1)}}};k.prototype._getPrototypeInstanceCountByAttachment=function(b){var a=new Set,c=0;b=b.getAllInclusions();for(var d=0;d<b.length;d+=2){var g=b[d],e=b[d+1];a.has(e)||(a.add(e),c+=this._assemblyTree.getInstanceCountByInclusion(g))}return c};k.prototype._patchImplicitNodesByAttachment=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,m,p,x,y,A,B=this;return __generator(this,function(q){switch(q.label){case 0:return console.assert(b.isLoaded()),
+g=null,e=h.Lazy.create(function(){var d=new f.ScKeyRemapper,e=a.getMasterModelKey();g=new f.AttachContext(d,a.getAttachScope(),a.attachedInvisibly(),e,b);d=new f.InclusionContext(B._assemblyTree,g,0,0);g.addInclusionContext(d);e=f.ProductOccurrence.createDynamic(B._assemblyTree,d,"Implicit Bodies",null,null,!a.attachedInvisibly(),c);d.addProductOccurrence(e);return e}),k=a.prototypeInstanceCount(),0!==k?[3,2]:[4,this._engine.instanceKeyInfo(a.getAttachScope(),0,1)];case 1:k=q.sent()[0],q.label=2;
+case 2:return l=this._getPrototypeInstanceCountByAttachment(a),l===k?[2]:[4,this._engine.instanceKeyInfo(a.getAttachScope(),0,0)];case 3:n=q.sent();m=a.getAllInclusions();for(p=0;p<m.length;p+=2)x=m[p],y=m[p+1],A=n.get(y),void 0!==A&&this._patchImplicitNodesByModelInc(e,x,y,A,c);l=this._getPrototypeInstanceCountByAttachment(a);if(l<k)throw new d.InternalLogicError;return null===g?[2]:[4,f.markContextsLoaded([g])];case 4:return q.sent(),b.addAttachContext(g),[2]}})})};k.prototype._updateOnDemandRequests=
+function(b){return __awaiter(this,void 0,void 0,function(){var a,c,d,g,e;return __generator(this,function(k){if(!this._assemblyTree.onDemandRequestsActive())return[2];a=b.getChildren();c=[];d=0;for(g=a;d<g.length;d++)e=g[d],this._assemblyTree.isBeingRequested(e)&&c.push(e);return[2,this._assemblyTree.requestNodes(this,c,!0)]})})};k.prototype._populateAttachment=function(b,a,c,d,g,e){return __awaiter(this,void 0,void 0,function(){var k;return __generator(this,function(f){switch(f.label){case 0:return console.assert(g===
+h.AttachType.Indirect===(null!==e)),[4,this._parseRootNodes(b,a,c,d,e)];case 1:return k=f.sent(),[4,this._postProcessAttachContext(a,d,g,k)];case 2:return f.sent(),[2,k]}})})};k.prototype._postProcessAttachContext=function(b,a,c,d){return __awaiter(this,void 0,void 0,function(){var g,e,k,l=this;return __generator(this,function(n){switch(n.label){case 0:return[4,f.WalkerAsync.forceLazyPromises(d)];case 1:return n.sent(),[4,this._assemblyTree.enqueue(function(){return f.synchronizePmiVisibilities(l._engine,
+d)})];case 2:return n.sent(),(g=this._assemblyTree.markImplicitNodesOutOfHierarchy())&&(g=0<d.getChildren().length||c===h.AttachType.Indirect),[4,this._patchImplicitNodesByAttachment(b,a,g)];case 3:return n.sent(),[4,this._updateOnDemandRequests(d)];case 4:return n.sent(),e=d.getChildren(),k=e.map(function(b){return b.getRuntimeId()}),this._callbackManager.trigger("_attachmentPopulated",k),[2]}})})};k.prototype._parseRootNodes=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,
+k,l,n,m,p,q,r=this;return __generator(this,function(u){switch(u.label){case 0:return e=d.getMasterModelKey(),k=d.getInclusionsOf(e),4294967295===e&&(console.assert(0===k.length),k.push(4294967295,4294967295)),l=new f.AttachContext(c,d.getAttachScope(),d.attachedInvisibly(),e,a),null!==g&&l.setReservedNodeIdOffset(g),n=new h.PromiseQueue(1,!0),[4,this._assemblyTree.enqueue(function(){return l.getRootNodeMetaData(r._assemblyTree)})];case 1:m=u.sent();p=function(a){n.push(function(){return r._parseRootNode(b,
+l,m,k[a],k[a+1])})};for(q=0;q<k.length;q+=2)p(q);return[4,n.waitForIdle()];case 2:return u.sent(),[2,l]}})})};k.prototype._parseRootNode=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,k;return __generator(this,function(l){switch(l.label){case 0:return console.assert(0!==d),[4,this._populateInclusion(b,a,c,d,g)];case 1:return e=l.sent(),e.hasAuthoredId()?(console.assert(!e.isLoaded()),k=f.towardInclusionContext(e),l=k.getParent(),l=l instanceof f.AttachContext&&l.getParent()instanceof
+f.LoadContext?!0:!1,l&&this._setupRootNode(e,!1)):null===e.getName()&&(a.removeProductOccurrence(e)||console.assert(!1)),[2]}})})};k.prototype._setupRootNode=function(b,a){console.assert(!b.isAbsoluteRoot());a&&b.markIsExternalModelRoot(this._assemblyTree);this._resolveMeasurementUnits(b)};k.prototype._populateInclusion=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,k,l=this;return __generator(this,function(n){switch(n.label){case 0:return console.assert(0!==d),e=new f.InclusionContext(this._assemblyTree,
+a,d,g),a.addInclusionContext(e),[4,function(){return __awaiter(l,void 0,void 0,function(){var d,g,k;return __generator(this,function(l){if(null===c||0===c.bytes.length)return d=null,null===c&&(d="Missing"),[2,f.ProductOccurrence.createDynamic(this._assemblyTree,e,d,null,null,!a.attachedInvisibly())];g=new f.AssemblyDataParser(c);k=f.ProductOccurrence.parseBinary(b,this._assemblyTree,e,g);return[2,f.ProductOccurrence.reify(b,this,this._assemblyTree,e,k,e)]})})}()];case 1:return k=n.sent(),e.addProductOccurrence(k),
+[2,k]}})})};k.prototype._rectifyLateVisibilityChange=function(b,a){return __awaiter(this,void 0,void 0,function(){var c,d,g,e;return __generator(this,function(k){c=f.towardAttachContext(a.getParent());d=f.towardProductOccurrence(a.getParent());console.assert(d===f.towardProductOccurrence(c));if(b.attachInvisibly||null===d||!d.isLoaded())return[2];g=d.isVisible();if(c.attachedInvisibly()===!g)return[2];e=g?2:0;return[2,f.updateVisibilitiesByAttachment(this._assemblyTree,this._engine,c,e)]})})};k.prototype._loadCleanup=
+function(b,a){console.assert(0<this._activeLoadCount);b.onLoadComplete();null!==a&&this._callbackManager.unbind(a);--this._activeLoadCount;this._assemblyTree.onLoadEnd();this._callbackManager.trigger("visibilityChanged",[],[])};k.prototype._wrap=function(b,a,c,g){var e=this,k=this._activeLoadGeneration;return this._loadQueue.push(function(){return __awaiter(e,void 0,void 0,function(){var e,f,l,n,m,p,q,r,u,C,E,F,H,G=this;return __generator(this,function(t){switch(t.label){case 0:this._assemblyTree.onLoadBegin();
+e=null;if(k!==this._activeLoadGeneration)throw this._loadCleanup(a,e),new d.LoadCancelledError;null===this._firstAssemblyDataHeader&&(e={_modelStructureHeaderParsed:function(b){return __awaiter(G,void 0,void 0,function(){return __generator(this,function(a){null!==e&&(null===this._firstAssemblyDataHeader&&(this._firstAssemblyDataHeader=b),this._callbackManager.unbind(e),e=null);return[2]})})}},this._callbackManager.bind(e,!0));t.label=1;case 1:return t.trys.push([1,3,,5]),[4,c];case 2:return t.sent(),
+[3,5];case 3:return f=t.sent(),[4,a.purgeContents()];case 4:throw t.sent(),this._loadCleanup(a,e),f;case 5:l=a.getParent();if(null===l)throw this._loadCleanup(a,e),new d.InternalLogicError;n=g===h.AttachType.Direct;if(!n)return[3,8];if(!a.hasChildren())return[3,6];l.addLoadContext(a);return[3,8];case 6:return[4,a.purgeContents()];case 7:t.sent(),t.label=8;case 8:this._loadCleanup(a,e);m=a.getChildren();p=[];q=0;for(r=m;q<r.length;q++)u=r[q],C=this._rectifyLateVisibilityChange(b,u),p.push(C);return[4,
+d.Util.waitForAll(p)];case 9:t.sent();if(!this._isFirstLoad)return[3,13];this._isFirstLoad=!1;a.markAsFirstLoad();E=m.map(function(b){return b.getRuntimeId()});F=!1;t.label=10;case 10:return t.trys.push([10,12,,13]),[4,this._callbackManager.promiseTrigger("_firstModelLoaded","firstModelLoaded",E,F,g)];case 11:return t.sent(),[3,13];case 12:throw H=t.sent(),console.assert(!1),H;case 13:return[2,a]}})})})};k.prototype._initLoad=function(b,a,c){++this._activeLoadCount;c=this._isScsSession&&c?new h.PromiseCache:
+null;return new f.LoadContext(b,a,c)};k._getNetMatrix=function(b,a){b=f.getNetMatrix(b);null!==a&&(b=d.Matrix.multiply(a,b));return b};k.prototype._lazyAttachInvisibly=function(b,a){return h.Lazy.create(function(){return a.attachInvisibly||!b.isVisible()})};k.prototype._loadBySingleAttach=function(b,a,c,d){var g=this,e=this._initLoad(a,d,!1);d=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var d,g,l,n,m,p,q;return __generator(this,function(r){switch(r.label){case 0:return[4,
+c];case 1:return d=r.sent(),g=new f.ScKeyRemapper,l=k._getNetMatrix(a,b.additionalMatrix),n=a.getMeasurementUnit(),m=this._lazyAttachInvisibly(a,b),[4,this._scAttacher.simpleAttach(this._assemblyTree,g,d,l,n,m,null,!1)];case 2:return p=r.sent(),[4,this._populateAttachment(b,e,g,p,h.AttachType.Direct,null)];case 3:return q=r.sent(),[4,f.markContextsLoaded([e,q])];case 4:return r.sent(),q.hasChildren()&&e.addAttachContext(q),[2,{}]}})})});return this._wrap(b,e,d,h.AttachType.Direct)};k.prototype._populateFromXml=
+function(b,a,c,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,h,m,p,q,A,B,D;return __generator(this,function(r){switch(r.label){case 0:e=c.documentElement;k=e.firstElementChild;for(l=null;null!==k;)"ModelFile"===k.localName&&(console.assert(null===l),l=f.ModelFile.parseXml(b,this._assemblyTree,a,k,g)),k=k.nextElementSibling;if(null===l)throw new d.XmlParseError('Expected "ModelFile" element.');n=!1;if(!this._isFirstLoad)return[3,2];h=SC.UnspecifiedMeasurementUnit;this._assemblyTree.getAutomaticMeasurementUnitScaling()&&
+(m=f.towardProductOccurrence(a),h=m.getMeasurementUnit());p=f.ModelFile.parseBounding(l,h);if(p.isDegenerate())return[3,2];n=!0;return[4,this._view.setViewOrientation(d.ViewOrientation.Iso,0,p)];case 1:r.sent(),r.label=2;case 2:return[4,f.ModelFile.reify(b,this._callbackManager,this,this._assemblyTree,a,l)];case 3:q=r.sent();A=0;for(B=q;A<B.length;A++)D=B[A],this._setupRootNode(D,!1);return!this._isFirstLoad||n?[3,5]:[4,this._view.setViewOrientation(d.ViewOrientation.Iso,0)];case 4:r.sent(),r.label=
+5;case 5:return[2]}})})};k.prototype._loadByXml=function(a,g,e,k,l){var n=this,m=this._initLoad(g,l,!0);l=h.LazyPromise.create(function(){return __awaiter(n,void 0,void 0,function(){var l,n,p,q,r,u,t,D,C;return __generator(this,function(v){switch(v.label){case 0:return[4,e];case 1:l=v.sent();b(l);n=c(l);if(null===n||!h.versionAtLeast([8,3],n))throw new d.XmlParseError("Bad version.");p=function(b){return k(b,n)};g.addLoadContext(m);q=f.towardInclusionContext(g);r=f.towardAttachContext(q);u=this._scAttacher.newAttachScope();
+t=this._lazyAttachInvisibly(g,a);D=r.split(u,t.get(),m);m.addAttachContext(D);C=q.split(this._assemblyTree,D);D.addInclusionContext(C);return[4,this._populateFromXml(a,C,l,p)];case 2:return v.sent(),[4,f.markContextsLoaded([m,D])];case 3:return v.sent(),[2,{}]}})})});return this._wrap(a,m,l,h.AttachType.Indirect)};k.prototype._attachExternalModelByInc=function(b,a){return __awaiter(this,void 0,void 0,function(){var c,d,g,e,k,l;return __generator(this,function(n){switch(n.label){case 0:return console.assert(0!==
+b.inclusionKey),c=f.towardAttachContext(a).getAttachScope(),d=b.modelKey,g=this._lazyAttachInvisibly(a,b.config),e=new f.ScKeyRemapper,k=new f.AttachContext(e,c,g.get(),d,a),[4,k.getRootNodeMetaData(this._assemblyTree)];case 1:return l=n.sent(),[4,this._populateInclusion(b.config,k,l,b.inclusionKey,b.modelKey)];case 2:return n.sent(),[2,k]}})})};k.prototype._attachExternalModelInfoByName=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,m,p,x,y,A,B=this;return __generator(this,
+function(q){switch(q.label){case 0:g=new f.ScKeyRemapper;e=this._lazyAttachInvisibly(a,b.config);k=a.getMeasurementUnit();q=f.getNetMatrix(a);if(0>=k||!B._assemblyTree.getAutomaticMeasurementUnitScaling())l=q;else{var r=c.getAttachContext().getParent();null===r?r=SC.UnspecifiedMeasurementUnit:(r=r.getParent(),r=null===r?SC.UnspecifiedMeasurementUnit:r.getMeasurementUnit());r=r===SC.UnspecifiedMeasurementUnit?1:k/r;l=1===r?q:d.Matrix.multiply(q,(new d.Matrix).setScaleComponent(r,r,r))}n={bounding:b.bounding,
+parent:a,directlyRequested:!1};if(!this._isScsSession)return[3,2];this._scAttacher.registerXmlAttachInfo(n);return[4,this._scAttacher.attachByNamedScsBuffer(this._assemblyTree,b.modelName,g,b.toAttachData,l,k,e,n)];case 1:return m=q.sent()||0,[3,8];case 2:return q.trys.push([2,7,,8]),[4,b.toAttachData(b.modelName)];case 3:p=q.sent();if(null!==p&&p!==d.EmptyModelName)return[3,4];m=0;return[3,6];case 4:if("string"!==typeof p)throw d.Util.TypeAssert(p),new d.InternalLogicError;d.Util.TypeAssert(p);this._scAttacher.registerXmlAttachInfo(n);
+return[4,this._scAttacher.simpleAttach(this._assemblyTree,g,p,l,k,e,n,b.config.allowMissingExternalModels)];case 5:m=q.sent(),q.label=6;case 6:return[3,8];case 7:x=q.sent();if(b.config.allowMissingExternalModels&&x instanceof d.MissingModelError)m=1;else throw x;return[3,8];case 8:if("number"===typeof m){d.Util.TypeAssert(m);y=this._scAttacher.newAttachScope();A=!e.get();a:{r=this._assemblyTree;var u=m,t=A;q=new f.AttachContext(g,y,t,0,a);switch(u){case 0:break a;case 1:u=new f.InclusionContext(r,
+q,0,0);q.addInclusionContext(u);r=f.ProductOccurrence.createDynamic(r,u,"Missing",null,null,!t);u.addProductOccurrence(r);break a;default:q=d.Util.TypeAssertNever(u)}}return[2,q]}return[2,this._populateAttachment(b.config,a,g,m,h.AttachType.Indirect,b.reservedNodeIdOffset)]}})})};k.prototype.isIdle=function(){return 0===this._activeLoadCount?(console.assert(this._scAttacher.isIdle()),!0):!1};k.prototype.waitOnCurrentLoads=function(){return this._loadQueue.waitOnLatest()};k.prototype.cancelPendingLoads=
+function(){++this._activeLoadGeneration;return this.waitOnCurrentLoads()};k.prototype.loadByStream=function(b,a,c){return c===d.EmptyModelName?(b=new f.LoadContext(a,d.EmptyModelName,null),Promise.resolve(b)):this._loadBySingleAttach(b,a,Promise.resolve(c),c)};k.prototype.loadByScsBuffer=function(b,a,c){return this._loadBySingleAttach(b,a,Promise.resolve(c),"*SCS Buffer*")};k.prototype.loadByScsFile=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){if(h.FetchApi.isSupported())return[2,
+this._loadBySingleAttach(b,a,h.FetchApi.request(c),c)];d=h.httpRequestBuffer(c);return[2,this._loadBySingleAttach(b,a,d,c)]})})};k.prototype.loadByXmlDoc=function(b,c,d,g){d="string"===typeof d?a(d):d;return this._loadByXml(b,c,Promise.resolve(d),g,"*XML Document*")};k.prototype.loadByXmlFile=function(b,a,c,d){var g=e(c);return this._loadByXml(b,a,g,d,c)};k.prototype.attachByExternalModelInfo=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,h,m;return __generator(this,
+function(p){switch(p.label){case 0:return f.ExternalModel.isNameInfo(b)?[4,this._attachExternalModelInfoByName(b,a,c)]:[3,2];case 1:return g=p.sent(),[3,4];case 2:return[4,this._attachExternalModelByInc(b,a)];case 3:g=p.sent(),p.label=4;case 4:e=[];k=g.getChildren();l=0;for(n=k;l<n.length;l++)h=n[l],this._setupRootNode(h,!0),m=this._rectifyLateVisibilityChange(b.config,h),e.push(m);return[4,d.Util.waitForAll(e)];case 5:return p.sent(),[2,g]}})})};k.prototype.loadByAssemblyData=function(b,a,c,d){return __awaiter(this,
+void 0,void 0,function(){var e,k,l,n,m,p,q,y,A=this;return __generator(this,function(r){e=h.AttachType.Direct;k=c[0];l=c[1];n=this._scAttacher.newAttachScope();m=!a.isVisible();p=g(n,m,k,l);q=this._initLoad(a,"*Assembly Data*",!1);y=h.LazyPromise.create(function(){return __awaiter(A,void 0,void 0,function(){var a,c,g;return __generator(this,function(h){switch(h.label){case 0:return a=new f.ScKeyRemapper,c=p.getMasterModelKey(),g=new f.AttachContext(a,n,p.attachedInvisibly(),c,q),[4,this._parseRootNode(b,
+g,d,k,l)];case 1:return h.sent(),[4,this._postProcessAttachContext(q,p,e,g)];case 2:return h.sent(),[4,f.markContextsLoaded([q,g])];case 3:return h.sent(),g.hasChildren()&&q.addAttachContext(g),[2,{}]}})})});return[2,this._wrap(b,q,y,e)]})})};k.prototype.reset=function(){this._isFirstLoad=!0;this._firstAssemblyDataHeader=null;return this._scAttacher.reset()};k.prototype.notifyDirectRequest=function(b){this._scAttacher.notifyDirectRequest(b)};k.prototype.onLoadChildProductOccurrence=function(){if(0===
+this._nodesUntilNextSleep)return this._nodesUntilNextSleep=2E3,this._engine.sleep(10);--this._nodesUntilNextSleep};k.prototype.firstAssemblyDataHeader=function(){return this._firstAssemblyDataHeader};return k}();f.TreeLoader=k})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a){var b=a.getCamera(),c=b.getPosition(),e=b.getTarget();e=d.Point3.subtract(e,c);var f=e.length();1E-7>f&&(f=1E-7);this._eyeDistanceInverse=1/f;e.scale(this._eyeDistanceInverse);a=a.getFullCameraMatrix();this._frustum=h.ConvexVolume.createFrustumFromMatrix(a);this._viewProjectionW=h.col4(a,3);this._cameraIsOrtho=b.getProjection()===d.Projection.Orthographic;this._position=h.toVec3(c);this._eye=h.toVec3(e)}a.prototype.calculateAttachHeuristic=
+function(a,b){var c=0;if(this._frustum.axisAlignedBoxNotOutside(b,a))return a=h.squaredNorm3(a),a=h.projectSquaredSize(b,a,this._viewProjectionW),0<a&&(c=h.sub3(b,this._position),b=1/(h.dot3(this._eye,c)*this._eyeDistanceInverse+1E-5),c=h.scale3(1/h.norm3(c),c),c=h.dot3(this._eye,c),b=Math.pow(b,6),this._cameraIsOrtho||(b*=5*Math.pow(c,10)),1E-5>b&&(b=1E-5),c=a*b),console.assert(0<=c),-c-1;c=1/(1+Math.exp(h.norm3(a)));console.assert(0<=c&&1>c);return c};return a}();f.ViewInfo=a})(h.Tree||(h.Tree=
+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){}a._parseUint_32=function(a){if(!h.isBase10Number(a))return null;a=parseInt(a,10);return 4294967295>=a?a:null};a._parseFloat=function(a){a=parseFloat(a);return isNaN(a)?null:a};a.parseFloat=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseFloat(a)};a._parseScKey=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseDataKey=function(a,b){return this._parseScKey(a,b)};a.parseMeshKey=
+function(a,b){return this._parseScKey(a,b)};a.parseInstanceKeyFromInc=function(a,b){a=a.getAttribute(b);if(null===a)return null;a=a.split(" ");return 2!==a.length||null===this._parseUint_32(a[0])?null:this._parseUint_32(a[1])};a.parseNodeId=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseLayerId=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseUint=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};
+a.parseUints=function(a,b){var c=a.getAttribute(b);if(null===c)return null;a=[];b=0;for(c=c.match(/[0-9]+/g)||[];b<c.length;b++){var d=this._parseUint_32(c[b]);if(null===d)return null;a.push(d)}return a};a.parseFloats=function(a,b){var c=a.getAttribute(b);if(null===c)return null;a=[];b=0;for(c=c.match(/\S+/g)||[];b<c.length;b++){var d=this._parseFloat(c[b]);if(null===d)return null;a.push(d)}return a};a.parseNodeIds=function(a,b){return this.parseUints(a,b)};a._parsePoint3=function(a,b){a=a.getAttribute(b);
+if(null===a)return null;a=a.split(" ");if(3!==a.length)return null;b=[];for(var c=0;c<a.length;c++){var e=Number(a[c]);if(isNaN(e))return null;b.push(e)}return new d.Point3(b[0],b[1],b[2])};a.parseBounding=function(a,b){a=a.getElementsByTagName(b);if(1!==a.length)return null;b=a[0];a=this._parsePoint3(b,"Min");if(null===a)return null;b=this._parsePoint3(b,"Max");return null===b?null:new d.Box(a,b)};return a}();f.XmlParser=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){(function(f){function a(a,b){var c="number"===typeof a;return c===("number"===typeof b)?a<b?-1:a>b?1:0:c?-1:1}var e=function(){function a(){console.assert(!1)}a.parseXml=function(b,a){var c=f.XmlParser.parseNodeId(a,"Id");null===c&&(console.assert(!1),c=b.generateDynamicNodeId());b=a.getAttribute("Name");for(var d=null,g=[],e=a.firstElementChild;null!==e;){if("Transformation"===e.localName)console.assert(null===d),d=f.Transform.parseXml(e),d.isIdentity()&&(d=null);else if("Attributes"===e.localName)for(var h=
+e.firstElementChild;null!==h;){console.assert("Attr"===h.localName);var q=f.Attribute.parseXml(h);g.push(q);h=h.nextElementSibling}e=e.nextElementSibling}e=a.getAttribute("ExchangeId");a=f.XmlParser.parseLayerId(a,"LayerId");return{nodeId:c,bits:1073741824,name:b,localTransform:d,attributes:g,header:f.AssemblyDataHeader.dynamic,exchangeId:e,layerId:a,genericTypeId:null,genericId:null,userDatas:null}};a.parseBinary=function(b,a,c){c.hasBits1(1)?b=a.parseNodeId():(console.assert(!1),b=b.generateDynamicNodeId());
+var d=c.hasBits1(2)?a.parseCString():null,g=1073741824;if(c.hasBits1(4)){var e=a.parseVisibility();e.shown||(g&=-1073741825);e.removed&&(g|=536870912)}e=null;c.hasBits1(8)&&(e=f.Transform.parseBinary(a),e.isIdentity()&&(e=null));var k=null;c.hasBits1(256)&&(k=a.parseDataKey());var h=c.hasBits1(33554432)?a.parseCString():null,r=c.hasBits1(67108864)?a.parseLayerId():null,u=null;c.hasBits2(16)&&(u=a.parseGenericTypeId());var t=null;c.hasBits2(32)&&(t=a.parseGenericId());var v=null;if(c.hasBits1(536870912)){v=
+new Map;c=a.parseCount_32();for(var w=0;w<c;++w){var z=a.parseUserDataIndex(),x=a.parseCount_32();x=a.parseBytes(x);v.set(z,x)}}return{nodeId:b,bits:g,name:d,localTransform:e,attributes:null!==k?k:[],header:a.getHeader(),exchangeId:h,layerId:r,genericTypeId:u,genericId:t,userDatas:v}};return a}();f.Node=e;e=function(){function c(b,a,e){this._bits=0;this._nodeId=e.nodeId;this._bits=e.bits;null!==e.name&&(this._name=e.name);null!==e.localTransform&&(this._localTransform=e.localTransform.copy());"number"===
+typeof e.attributes?this._lazyAttributes=c._lazyLoadAttributes(b,a,e.attributes,e.header):0<e.attributes.length&&(this._lazyAttributes=h.LazyPromise.create(e.attributes));null!==e.exchangeId&&(this._exchangeId=e.exchangeId);null!==e.layerId&&(this._layerId=e.layerId);null!==e.genericTypeId&&(this._genericTypeId=e.genericTypeId);null!==e.genericId&&(this._genericId=e.genericId);null!==e.userDatas&&(this._userDatas=d.Util.copyMap(e.userDatas))}c._lazyLoadAttributes=function(b,a,c,d){var g=this;return h.LazyPromise.create(function(){return __awaiter(g,
+void 0,void 0,function(){var g,e,k,l,n,h;return __generator(this,function(m){switch(m.label){case 0:return g=b.getAbstractScEngine(),[4,b.enqueue(function(){return g.safeGetMetaData(a,c)})];case 1:e=m.sent();k=[];if(null!==e)for(l=new f.AssemblyData(d,e),n=new f.AssemblyDataParser(l);n.hasNext();)h=f.Attribute.parseBinary(n),k.push(h);return[2,k]}})})})};c.prototype.hasAuthoredId=function(){return f.isAuthoredId(this._nodeId)};c.prototype.getAuthoredId=function(){return f.getAuthoredId(this._nodeId)};
+c.prototype.getName=function(){return void 0!==this._name?this._name:null};c.prototype.getExchangeId=function(){return void 0!==this._exchangeId?this._exchangeId:null};c.prototype.getAuthoredLayerId=function(){return void 0!==this._layerId?this._layerId:null};c.prototype.getGenericTypeId=function(){return void 0!==this._genericTypeId?this._genericTypeId:null};c.prototype.getGenericId=function(){return void 0!==this._genericId?this._genericId:null};c.prototype._hasBits=function(b){return h.hasBits(this._bits,
+b)};c.prototype.isLoaded=function(){return this._hasBits(-2147483648)};c.prototype.markLoaded=function(){this._bits|=-2147483648};c.prototype._setVisibility=function(b){this._bits|=524288;this._bits=b?this._bits|262144:this._bits&-262145};c.prototype.isVisible=function(){return this._hasBits(524288)?this._hasBits(262144):this.isInitiallyShown()};c.prototype.isInitiallyShown=function(){return this._hasBits(536870912)?!1:this._hasBits(1073741824)};c.prototype.setLocalTransformAsInitial=function(b){this._localTransform=
+b.copy()};c.prototype.overrideLocalTransform=function(b){this._localTransformOverride=b.copy()};c.prototype.hasLocalTransformOverride=function(){return void 0!==this._localTransformOverride};c.prototype.removeLocalTransformOverride=function(){console.assert(void 0!==this._localTransformOverride);delete this._localTransformOverride};c.prototype.getLocalTransform=function(){return void 0!==this._localTransformOverride?this._localTransformOverride:void 0!==this._localTransform?this._localTransform:null};
+c.prototype.getAttributes=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(a){return void 0!==this._lazyAttributes?[2,this._lazyAttributes.then(function(a){if(void 0!==b._lazyAttributes){for(var c=0;c<a.length;c++)b.addAttribute(a[c]);delete b._lazyAttributes}return b.getAttributes()})]:[2,h.TerseArray.toArray(this._attributes)]})})};c.prototype.addAttribute=function(b){this._attributes=h.TerseArray.push(this._attributes,b)};c.prototype.getUserDataIndices=
+function(){var b=[];void 0!==this._userDatas&&this._userDatas.forEach(function(a,c){b.push(c)});return b.sort(a)};c.prototype.getUserData=function(b){if(void 0!==this._userDatas){var a=this._userDatas.get(b);if(void 0!==a)return a}throw new d.InvalidIndexError(b);};return c}();f.NodeMixin=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function a(a,c,d,g){c=b.call(this,a,c,g.nodeInfo)||this;c._bits|=g.bits;c._parent=d;c._instanceInc=[g.inclusionKey,g.instanceKey];d=c.getAuthoredLayerId();null!==d&&a.registerNodeInLayer(c,d);null===d||c.isOutOfHierarchy()||a.registerTreeNodeInLayer(c,d);return c}__extends(a,b);a.prototype.setRequested=function(){this._bits|=1024};a.prototype.isRequested=function(){return this._hasBits(1024)};a.prototype.isOutOfHierarchy=function(){return this._hasBits(268435456)};
+a.prototype.preventFromResetting=function(){return this._hasBits(16384)};a.prototype.getInstanceInc=function(){return this._instanceInc};a.prototype.getParent=function(){return this._parent};return a}(f.NodeMixin);f.BodyMixin=a;var e=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;a.registerBodyInstance(c);return c}__extends(a,b);a.parseXml=function(b,a,c){b=f.Node.parseXml(b,a);a=f.XmlParser.parseInstanceKeyFromInc(a,"MeshInstanceKey");if(null===a)throw new d.XmlParseError('Expected "MeshInstanceKey" attribute.');
+return{nodeInfo:b,inclusionKey:c,instanceKey:a,bits:0}};a.parseBinary=function(b,a,c){var g=f.towardAttachContext(a),e=g.getRemapper(),k=g.getMasterModelKey();g=c.parseNodeParseBits();b=f.Node.parseBinary(b,c,g);a=g.hasBits1(131072)?c.parseInclusionKey(e,k):a.getInclusionKey();if(!g.hasBits1(262144))throw new d.AssemblyDataParseError('Expected "ScInstanceKey" in binary data.');c=c.parseInstanceKey();return{nodeInfo:b,inclusionKey:a,instanceKey:c,bits:0}};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);
+b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.createDynamic=function(b,c,d,g,e,h,r){var k=f.towardInclusionContext(h),l=f.towardAttachContext(k).getMasterModelKey();c={nodeInfo:{nodeId:b.massageAuthoredUserId(k,g),bits:1073741824,name:e,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},inclusionKey:c,instanceKey:d,bits:r};return new a(b,l,h,c)};a.prototype.getName=function(){var a=
+b.prototype.getName.call(this);if(null!==a)return a;a=this.getParent().getBodyInstances();if(1<a.length){for(var c=0;c<a.length;++c)if(this===a[c])return"body "+(c+1);console.assert(!1)}return"body"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().markBranchVisibilityDirty();this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.BodyInstance=e;var c=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;
+a.registerPmiBody(c);return c}__extends(a,b);a.parseBinary=function(b,a,c,d){b=e.parseBinary(b,a,c);d&&(d=b.nodeInfo,d=__assign({},d,{bits:d.bits&-1073741825}),b=__assign({},b,{nodeInfo:d}));return b};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.prototype.getName=function(){var b=this.getName();return null!==b?b:"PMI body"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().getParent().markBranchVisibilityDirty();
+this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.PmiBody=c;a=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;c._bits&=-1073741825;a.registerViewFrame(c);return c}__extends(a,b);a.parseXml=function(b,a,c){return e.parseXml(b,a,c)};a.parseBinary=function(b,a,c){return e.parseBinary(b,a,c)};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.prototype.getName=
+function(){var b=this.getName();return null!==b?b:"CAD View frame"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().getParent().markBranchVisibilityDirty();this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.ViewFrame=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b,a){var c=new h.PromiseQueue(1,!0);c.push(function(){return b.clear()});for(var d=function(a){c.push(function(){return b.addPlane(a,null)})},g=0;g<a.length;g++)d(a[g]);return c.waitForIdle()}function e(b,a){a.hasLocalTransformOverride()&&(a.removeLocalTransformOverride(),b.push(a))}var c=function(b){function c(a,g,e,m,p){var k=this,l=f.towardAttachContext(g).getMasterModelKey();k=b.call(this,a,l,{nodeId:e.nodeId,bits:0,name:e.name,localTransform:null,
+attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null})||this;k._parent=p;k._bits|=e.bits;k._activatedCuttingSectionIndex=null;null!==e.camera&&(k._camera={initial:e.camera.copy(),derived:e.camera.copy()});k._instanceMarkupKeysToShow=d.Util.toSet(e.instanceMarkupKeysToShow);c.isAuthoredViewInfo(e,m)?(k._nodesToShow=c._toRuntimeIds(g,e.nodesToShow),k._nodesToHide=c._toRuntimeIds(g,e.nodesToHide),0<e.transformMap.size&&(k._transformMap=
+new Map,e.transformMap.forEach(function(b,a){a=g.toRuntimeId(a);k._transformMap.set(a,b.copy())}))):(k._nodesToShow=d.Util.toSet(e.nodesToShow),k._nodesToHide=d.Util.toSet(e.nodesToHide),0<e.transformMap.size&&(k._transformMap=d.Util.copyMap(e.transformMap)));null!==e.viewFrameInfo&&(k._viewFrame=k._loadViewFrame(a,l,e.viewFrameInfo));0<e.cuttingPlanes.length&&(k._cuttingPlanes=h.TerseArray.fromArray(e.cuttingPlanes));a.registerCadView(k);return k}__extends(c,b);c.parseXml=function(b,a,c){var g=0,
+e=f.XmlParser.parseNodeId(a,"Id");if(null===e)throw new d.XmlParseError('Expected "Id" attribute.');var k=a.getAttribute("Name");if(null===k)throw new d.XmlParseError('Expected "Name" attribute');var l=function(b,a,c,g){b=b.getAttribute("Enabled");if(null===b)throw new d.XmlParseError("Expected "+c+" attribute");return a=h.setBit(a,g,"1"===b)},n=a.getAttribute("isAnnotationView");g=null===n?h.setBit(g,134217728,!1):h.setBit(g,134217728,"true"===n);var t=n=null,v=[],w=[],z=[],x=new Map,y=[],A=function(b){var a=
+f.XmlParser.parseUint(b,"Projection");if(null===a)throw new d.XmlParseError('Expected "Projection" attribute');var c=b.getAttribute("field");if(null===c)throw new d.XmlParseError('Expected "field" attribute');var g=c.split(" ");if(2!==g.length)throw new d.XmlParseError("Expected 2 field values");c=parseFloat(g[0]);g=parseFloat(g[1]);b=b.getAttribute("definition");if(null===b)throw new d.XmlParseError('Expected "definition" attribute');var e=b.split(" ");if(9!==e.length)throw new d.XmlParseError("Expected 9 definition values");
+var k=function(b,a){return new d.Point3(parseFloat(b[a]),parseFloat(b[a+1]),parseFloat(b[a+2]))};b=k(e,0);var l=k(e,3);e=k(e,6);return d.Camera.create(b,l,e,a,c,g)},B=function(b){var a=[];if(null===f.XmlParser.parseUint(b,"Count"))throw new d.XmlParseError('Expected "PMIToShow Count" attribute');b=f.XmlParser.parseNodeIds(b,"IDs");if(null===b)throw new d.XmlParseError('Expected "PMIToShow Ids" attribute');for(var c=0;c<b.length;c+=2)a.push(b[c+1]);return a},D=function(b){var a=[],c=f.XmlParser.parseUint(b,
+"Count");if(null===c)throw new d.XmlParseError('Expected "ClipPlanes Count" attribute');b=f.XmlParser.parseFloats(b,"Plane");if(null===b)throw new d.XmlParseError('Expected "Plane" attribute');if(b.length/4!==c)throw new d.XmlParseError("Expected "+c+" Planes");for(c=0;c<b.length;c+=4)a.push(d.Plane.createFromCoefficients(b[c],b[c+1],b[c+2],b[c+3]));return a},C=function(b){var a=new Map,c=f.XmlParser.parseUint(b,"Count");if(null===c)throw new d.XmlParseError('Expected "IDLocalTransform Count" attribute');
+b=f.XmlParser.parseFloats(b,"IDTransform");if(null===b)throw new d.XmlParseError('Expected "IDTransform" attribute');if(b.length/13!==c)throw new d.XmlParseError("Expected "+c+" IDTransform values");for(c=0;c<b.length;c+=13){var g=b[c],e=b,k=c,l=new d.Matrix;l.m[1]=e[k+1];l.m[2]=e[k+2];l.m[3]=e[k+3];l.m[4]=e[k+4];l.m[6]=e[k+5];l.m[7]=e[k+6];l.m[8]=e[k+7];l.m[9]=e[k+8];l.m[11]=e[k+9];l.m[12]=e[k+10];l.m[13]=e[k+11];l.m[14]=e[k+12];a.set(g,l)}return a};for(a=a.firstElementChild;null!==a;)"Camera"===
+a.localName?(console.assert(null===n),n=A(a)):"Frame"===a.localName?t=f.ViewFrame.parseXml(b,a,c.getInclusionKey()):"PMIToShow"===a.localName?v=B(a):"InstanceToShow"===a.localName?w=f.XmlParser.parseNodeIds(a,"IDs"):"InstanceToHide"===a.localName?z=f.XmlParser.parseNodeIds(a,"IDs"):"ClipPlanes"===a.localName?y=D(a):"IDLocalTransform"===a.localName?x=C(a):"IsCameraSet"===a.localName?g=l(a,g,"IsCameraSet",67108864):"IsPMIFilteringSet"===a.localName?g=l(a,g,"IsPMIFilteringSet",33554432):"IsGeomFilteringSet"===
+a.localName?g=l(a,g,"IsGeomFilteringSet",16777216):"IsCrosssectionSet"===a.localName?g=l(a,g,"IsCrosssectionSet",8388608):"IsExplosionSet"===a.localName?g=l(a,g,"IsExplosionSet",4194304):"IsCombineState"===a.localName&&(g=l(a,g,"IsCombineState",2097152)),a=a.nextElementSibling;return{nodeId:e,name:k,camera:n,instanceMarkupKeysToShow:v,viewFrameInfo:t,nodesToShow:null===w?[]:w,nodesToHide:null===z?[]:z,transformMap:x,cuttingPlanes:y,bits:g}};c.parseBinary=function(b,a,c){var g=c.parseViewParseBits(),
+e=c.parseNodeId(),k=null;h.hasBits(g,1)&&(k=c.parseCString());var l=0,n=!1;h.hasBits(g,256)?(n=!0,k+=" # Annotation View"):null!==k&&0<=k.indexOf("# Annotation View")&&(n=!0);n&&(l|=134217728);h.hasBits(g,1024)||(l|=33554432);h.hasBits(g,2048)||(l|=16777216);h.hasBits(g,4096)||(l|=8388608);h.hasBits(g,8192)||(l|=4194304);h.hasBits(g,16384)&&(l|=2097152);var t=h.hasBits(g,32768);t&&(l|=1048576);n=null;if(h.hasBits(g,2)){t=t?d.Projection.Perspective:d.Projection.Orthographic;var v=c.parsePoint3_32(),
+w=c.parsePoint3_32(),z=c.parsePoint3_32(),x=c.parseFloat_32(),y=c.parseFloat_32();!h.hasBits(g,512)&&(l|=67108864,n=d.Camera.create(v,w,z,t,x,y),0>x||0>y)&&(l|=8192)}t=[];if(h.hasBits(g,4))for(w=c.parseCount_32(),v=0;v<w;++v)z=c.parseInstanceKey(),t.push(z);w=null;h.hasBits(g,8)&&(w=f.ViewFrame.parseBinary(b,a,c));b=[];if(h.hasBits(g,16))for(a=c.parseCount_32(),v=0;v<a;++v)z=c.parseNodeId(),b.push(z);a=[];if(h.hasBits(g,32))for(z=c.parseCount_32(),v=0;v<z;++v)x=c.parseNodeId(),a.push(x);z=new Map;
+if(h.hasBits(g,64))for(x=c.parseCount_32(),v=0;v<x;++v){y=c.parseNodeId();var A=f.Transform.parseBinary(c);z.set(y,A)}x=[];if(h.hasBits(g,128))for(g=c.parseCount_32(),v=0;v<g;++v)y=c.parsePlane3_32(),x.push(y);return{nodeId:e,name:k,camera:n,instanceMarkupKeysToShow:t,viewFrameInfo:w,nodesToShow:b,nodesToHide:a,transformMap:z,cuttingPlanes:x,bits:l}};c.reify=function(b,a,d,g){var e=f.towardAttachContext(a);b=new c(b,a,d,0,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};c.createDynamic=function(b,
+a,d,g,e,h,r,u,t){for(var k=f.towardInclusionContext(a),l=b.generateDynamicNodeId(),n=[],m=0;m<e.length;m++)for(var p=0,q=e[m].getPmiBodies();p<q.length;p++){var B=q[p],D=f.towardInclusionContext(B);console.assert(k===D);B=B.getInstanceInc()[1];n.push(B)}return new c(b,k,{nodeId:l,name:d,camera:g,instanceMarkupKeysToShow:n,viewFrameInfo:null,nodesToShow:h,nodesToHide:r,transformMap:u,cuttingPlanes:null!==t?[t]:[],bits:67108864},1,a)};c.isAuthoredViewInfo=function(b,a){return 0===a};c._toRuntimeIds=
+function(b,a){for(var c=new Set,d=0;d<a.length;d++){var g=b.toRuntimeId(a[d]);c.add(g)}return c};c.prototype._loadViewFrame=function(b,a,c){return f.ViewFrame.reify(b,a,this,c)};c.prototype.getViewFrame=function(){return void 0!==this._viewFrame?this._viewFrame:null};c.prototype.getParent=function(){return this._parent};c.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};c.prototype.getBranchVisibility=function(){var b=this.isVisible()?2:1;void 0===this._viewFrame||this._viewFrame.isOutOfHierarchy()||
+(b|=this._viewFrame.isVisible()?2:1);return b};c.prototype.setVisibility=function(b){this._setVisibility(b)};c.prototype.isPmiFilteringSet=function(){return this._hasBits(33554432)};c.prototype.deactivate=function(b){var a=Promise.resolve();null!==this._activatedCuttingSectionIndex&&(b=b.getCuttingSection(this._activatedCuttingSectionIndex),null!==b&&(a=b.clear()),this._activatedCuttingSectionIndex=null);return a};c.prototype.activate=function(b,a,c,d,g,e,f){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(k){switch(k.label){case 0:return console.assert(null===this._activatedCuttingSectionIndex),[4,this._activateView(b,a,c,d,f)];case 1:return k.sent(),[2,this._activateCamera(b,a,g,e)]}})})};c.prototype._activateView=function(b,c,g,m,p){return __awaiter(this,void 0,void 0,function(){var k,l,n,t,v,w,z,x,y,A,B,D=this;return __generator(this,function(q){switch(q.label){case 0:return k=b.getRootNode(),null!==p&&console.assert(p.isAConfigurationNode()),l=0,n=new Map,t=[],v=[],w=e,void 0!==this._transformMap&&
+(w=function(b,a){var c=D._transformMap,d=a.getRuntimeId();c=c.get(d);void 0!==c?(a.overrideLocalTransform(c),b.push(a)):a.hasLocalTransformOverride()&&(a.removeLocalTransformOverride(),b.push(a))}),z={enterProductOccurrence:function(b){(p===b||0<l)&&++l;var a=b.forEachPmi(function(b){var a=b.getPmiBodies();if(0!==a.length){var c=!0;if(D.isPmiFilteringSet()){c=!1;for(var d=0;d<a.length;d++){var g=a[d];g=g.getInstanceInc()[1];if(D._instanceMarkupKeysToShow.has(g)){c=!0;break}}}null!==p&&(c=c&&0<l);
+n.set(b,c);for(b=0;b<a.length;b++)g=a[b],n.set(g,c)}}).then(function(){var a=b.getRuntimeId();D._nodesToHide.has(a)||b.isADrawingSheetNode()?n.set(b,!1):D._nodesToShow.has(a)&&(null!==p?n.set(b,0<l):n.set(b,!0));w(t,b);return b.forEachCadView(function(b){if(void 0!==b._viewFrame){var a=b===D;null!==p&&(a=a&&0<l);n.set(b,a);n.set(b._viewFrame,a)}})});v.push(a)},leaveProductOccurrence:function(){0<l&&--l},enterAnyBody:function(b){w(t,b);for(var a=null,c=b.getParent();null!==c&&null===a&&!(c instanceof
+f.Pmi);){var d=c.getRuntimeId();D._nodesToHide.has(d)?(a=!1,n.set(c,!1)):D._nodesToShow.has(d)&&(a=!0,n.set(c,!0));c=f.towardContainerNode(c.getParent())}null===a&&(d=b.getRuntimeId(),D._nodesToShow.has(d)?n.set(b,!0):D._nodesToHide.has(d)&&n.set(b,!1));null!==p&&0===l&&n.set(b,!1)}},[4,f.WalkerAsync.walk(z,k,f.WalkRestriction.None)];case 1:return q.sent(),[4,Promise.all(v)];case 2:return q.sent(),x=[],y=f.updateVisibilities(b,c,g,k,n,!0,!1,null),x.push(y),y=f.updateScMatrices(c,g,t,!1),x.push(y),
+[4,d.Util.waitForAll(x)];case 3:q.sent();A=h.TerseArray.toArray(this._cuttingPlanes);if(!(0<A.length))return[3,5];B=m.getCuttingSection(4);if(null===B)return[3,5];this._activatedCuttingSectionIndex=4;return[4,a(B,A)];case 4:return q.sent(),[2,B.activate()];case 5:return[2]}})})};c.prototype._activateCamera=function(b,a,c,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,h,m,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I,L,M,N,R,O,P,S,Q,T,U,V,W,X;return __generator(this,function(p){switch(p.label){case 0:return e=
+this._camera,void 0!==e?[3,3]:b.disableAutomaticFitWorld()?[3,2]:[4,c.fitWorld(g)];case 1:p.sent(),p.label=2;case 2:return[2];case 3:k=f.towardAttachRoot(this);l=f.towardAttachContext(k);n=f.towardProductOccurrence(l);h=f.getNetMatrix(l);null!==n&&(m=k.getMeasurementUnit(),w=n.getMeasurementUnit(),m!==w&&(z=m/w,x=new d.Matrix,x.setScaleComponent(z,z,z),h=d.Matrix.multiply(x,h)));e.derived=e.initial.transform(h);if(!this._hasBits(8192))return[3,8];y=!1;return void 0===this._viewFrame?[3,5]:[4,f.getBoundingByNodeId(b,
+a,[this._viewFrame.getRuntimeId()],7,!1,y)];case 4:return B=p.sent(),[3,7];case 5:return[4,a.getModelBounding(!0,!1,y)];case 6:B=p.sent(),p.label=7;case 7:return A=B,D=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition()),C=A.extents().length(),E=D.copy().normalize().scale(C),F=A.center(),H=d.Point3.subtract(F,E),e.derived.setPosition(H),e.derived.setTarget(F),e.derived.setWidth(C),e.derived.setHeight(C),[2,c._setCameraPromise(e.derived,g)];case 8:if(e.derived.getProjection()!==d.Projection.Orthographic)return[3,
+10];G=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition());return[4,a.getModelBounding(!0,!1,!1)];case 9:return A=p.sent(),J=d.Point3.subtract(A.center(),e.derived.getPosition()),K=1/G.length(),I=K*d.Point3.dot(G,J),0<I&&(G.scale(K),L=Math.max(e.derived.getWidth(),e.derived.getHeight()),M=d.Point3.add(e.derived.getPosition(),d.Point3.scale(G,I)),N=d.Point3.subtract(M,d.Point3.scale(G,2.5*L)),e.derived.setPosition(N),e.derived.setTarget(M)),[2,c._setCameraPromise(e.derived,g)];case 10:if(e.derived.getProjection()!==
+d.Projection.Perspective)return[3,12];R=.01;return[4,a.getModelBounding(!0,!1,!1)];case 11:A=p.sent();O=d.Point3.subtract(A.max,A.min).length();G=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition());P=G.length();S=P/O;if(0===O||S>R)return[2,c._setCameraPromise(e.derived,g)];Q=O*R*1.001;T=e.derived.getWidth()/P;U=e.derived.getHeight()/P;V=T*Q;W=U*Q;X=G.copy().normalize().scale(Q);F=d.Point3.add(e.derived.getPosition(),X);e.derived.setTarget(F);e.derived.setWidth(V);e.derived.setHeight(W);
+return[2,c._setCameraPromise(e.derived,g)];case 12:return[2,c._setCameraPromise(e.derived,g)]}})})};c.prototype.hasPmi=function(b){var a=f.towardInclusionContext(this).getInclusionKey(),c=f.towardInclusionContext(b).getInclusionKey();if(a!==c)return!1;a=0;for(b=b.getPmiBodies();a<b.length;a++)if(c=b[a].getInstanceInc()[1],this._instanceMarkupKeysToShow.has(c))return!0;return!1};c.prototype.isAnnotationView=function(){return this._hasBits(134217728)};c.prototype.setViewFrame=function(b){console.assert(void 0===
+this._viewFrame);this._viewFrame=b};return c}(f.NodeMixin);f.CadView=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b,c,e,f){var g=a.call(this,b,e,f.nodeInfo)||this;g._inclusionContextForNodeId=c;g._modelKey=e;0<f.repItemInfos.length&&(c=g._loadRepresentationItems(b,e,f.repItemInfos),g._repItems=d.TerseArray.fromArray(c));b.registerPartDefinition(g);return g}__extends(c,a);c.parseXml=function(b,a){var c=f.Node.parseXml(b,a);if(null===c.name){var d=a.getAttribute("FilePath");null!==d&&(c=__assign({},c,{name:d}))}d=[];for(a=a.firstElementChild;null!==
+a;){if("Body"===a.localName){var g=f.RepresentationItem.parseXml(b,a);d.push(g)}a=a.nextElementSibling}return{nodeInfo:c,repItemInfos:d}};c.parseBinary=function(b,a){var c=a.parseNodeParseBits(),d=f.Node.parseBinary(b,a,c),g=[];if(c.hasBits1(1024)){c=a.parseCount_32();for(var e=0;e<c;++e){var h=f.RepresentationItem.parseBinary(b,a);g.push(h)}}return{nodeInfo:d,repItemInfos:g}};c.reify=function(b,a,d,e){return new c(b,a,d,e)};c.createDynamic=function(b,a,d){var g=b.getRootNode();g=f.towardInclusionContext(g);
+a={nodeInfo:{nodeId:b.massageAuthoredUserId(g,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},repItemInfos:[]};return new c(b,g,0,a)};c.createMissing=function(b){b=this.createDynamic(b,null,null);b._bits|=4096;return b};c.prototype.isMissing=function(){return this._hasBits(4096)};c.prototype._loadRepresentationItems=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.RepresentationItem.reify(b,
+a,c[g],this);this._addRepresentationItem(e);d.push(e)}return d};c.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this._inclusionContextForNodeId)};c.prototype.getInclusionContextForNodeId=function(){return this._inclusionContextForNodeId};c.prototype.addReferrer=function(b){var a=f.towardLoadContext(b),c=f.towardLoadContext(this._inclusionContextForNodeId);console.assert(a===c);this._referrers=d.TerseArray.push(this._referrers,b)};c.prototype.createRepItem=function(b,a){b=f.RepresentationItem.createDynamic(b,
+a,null,this._modelKey,this);this._addRepresentationItem(b);return b};c.prototype._addRepresentationItem=function(b){this._repItems=d.TerseArray.push(this._repItems,b)};c.prototype.getRepresentationItems=function(){return d.TerseArray.toArray(this._repItems)};c.prototype.getReferrers=function(){return d.TerseArray.toArray(this._referrers)};c.prototype.removeAllReferrers=function(){for(var b=0,a=this.getReferrers();b<a.length;b++){var c=a[b].removePartDefinition();console.assert(this===c)}delete this._referrers};
+c.prototype.getModelKey=function(){return this._modelKey};return c}(f.NodeMixin);f.PartDefinition=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){a[a.Unknown=0]="Unknown";a[a.Text=1]="Text";a[a.Dimension=2]="Dimension";a[a.Arrow=3]="Arrow";a[a.Balloon=4]="Balloon";a[a.CircleCenter=5]="CircleCenter";a[a.Coordinate=6]="Coordinate";a[a.Datum=7]="Datum";a[a.Fastener=8]="Fastener";a[a.Gdt=9]="Gdt";a[a.Locator=10]="Locator";a[a.MeasurementPoint=11]="MeasurementPoint";a[a.Roughness=12]="Roughness";a[a.Welding=13]="Welding";a[a.Table=14]="Table";a[a.Other=15]="Other";a[a.GeometricalTolerance=16]=
+"GeometricalTolerance"})(f.PmiType||(f.PmiType={}));(function(a){a[a.Ident=1]="Ident";a[a.Target=2]="Target"})(f.PmiSubTypeDatum||(f.PmiSubTypeDatum={}));(function(a){a[a.Distance=1]="Distance";a[a.DistanceOffset=2]="DistanceOffset";a[a.DistanceCumulate=3]="DistanceCumulate";a[a.Chamfer=4]="Chamfer";a[a.Slope=5]="Slope";a[a.Ordinate=6]="Ordinate";a[a.Radius=7]="Radius";a[a.RadiusTangent=8]="RadiusTangent";a[a.RadiusCylinder=9]="RadiusCylinder";a[a.RadiusEdge=10]="RadiusEdge";a[a.Diameter=11]="Diameter";
+a[a.DiameterTangent=12]="DiameterTangent";a[a.DiameterCylinder=13]="DiameterCylinder";a[a.DiameterEdge=14]="DiameterEdge";a[a.DiameterCone=15]="DiameterCone";a[a.Length=16]="Length";a[a.LengthCurvilinear=17]="LengthCurvilinear";a[a.LengthCircular=18]="LengthCircular";a[a.Angle=19]="Angle"})(f.PmiSubTypeDimension||(f.PmiSubTypeDimension={}));(function(a){a[a.Fcf=1]="Fcf"})(f.PmiSubTypeGdt||(f.PmiSubTypeGdt={}));(function(a){a[a.Line=1]="Line";a[a.Spot=2]="Spot"})(f.PmiSubTypeWelding||(f.PmiSubTypeWelding=
+{}));(function(a){a[a.SymbolUser=1]="SymbolUser";a[a.SymbolUtility=2]="SymbolUtility";a[a.SymbolCustom=3]="SymbolCustom";a[a.GeometricReference=4]="GeometricReference";a[a.Region=5]="Region"})(f.PmiSubTypeOther||(f.PmiSubTypeOther={}));var a=function(){return function(a){this.faceIds=[];this.edgeIds=[];this.body=a}}();f.PmiTopologyReference=a;var e=function(c){function b(a,d,e,n){var g=f.towardAttachContext(d).getMasterModelKey();var k=0;e.initiallyShown&&(k|=1073741824);k=c.call(this,a,g,{nodeId:e.nodeId,
+bits:k,name:e.name,localTransform:null,attributes:e.attributesDataKey?e.attributesDataKey:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null})||this;k._bits|=16384;k._parent=n;k._packed=b._pack(e.pmiType,e.pmiSubType);n=0;for(var l=e.pmiBodyInfos;n<l.length;n++)k._pmiBodies=h.TerseArray.push(k._pmiBodies,k._loadPmiBody(a,g,l[n]));0<e.topoRefInfos.length&&(k._topoRefs=b._loadTopoRefs(d,e.topoRefInfos));if(0<e.topoRefs.length)if(void 0===
+k._topoRefs)k._topoRefs=e.topoRefs.slice();else for(d=0,e=e.topoRefs;d<e.length;d++)k._topoRefs.push(e[d]);a.registerPmi(k);return k}__extends(b,c);b.parseBinary=function(b,a,c){var d=c.parsePmiParseBits(),g=c.parseNodeId(),e=null;h.hasBits(d,1)&&(e=c.parseCString());var k=null;h.hasBits(d,4)&&(k=c.parseDataKey());var l=1;h.hasBits(d,16)&&(l=c.parseCount_32());for(var u=[],t=h.hasBits(d,8),v=0;v<l;++v){var w=f.PmiBody.parseBinary(b,a,c,t);u.push(w)}b=0<u.length?h.hasBits(u[0].nodeInfo.bits,1073741824):
+!1;a=c.parsePmiType();l=c.parsePmiSubType();t=[];if(h.hasBits(d,2))for(d=c.parseCount_32(),v=0;v<d;++v)w=f.ReferenceOnTopology.parseBinary(c),t.push(w);return{nodeId:g,name:e,attributesDataKey:k,pmiBodyInfos:u,initiallyShown:b,pmiType:a,pmiSubType:l,topoRefInfos:t,topoRefs:[]}};b.reify=function(a,c,d,e){var g=f.towardAttachContext(c);a=new b(a,c,d,e);g.attachedInvisibly()&&a.setVisibility(!1);return a};b.createDynamic=function(a,c,d,e,f,h,q,r){e={nodeId:a.generateDynamicNodeId(),name:e,attributesDataKey:null,
+pmiBodyInfos:q,initiallyShown:!0,pmiType:f,pmiSubType:h,topoRefInfos:[],topoRefs:r};return new b(a,c,e,d)};b._loadTopoRefs=function(b,a){for(var c=[],d=0;d<a.length;d++){var g=f.ReferenceOnTopology.reify(b,a[d]);c.push(g)}return c};b.prototype._loadPmiBody=function(b,a,c){return f.PmiBody.reify(b,a,this,c)};b.prototype.getPmiBodies=function(){return h.TerseArray.toArray(this._pmiBodies)};b._pack=function(b,a){return b+100*a};b.prototype.getPmiType=function(){return this._packed%100};b.prototype.getPmiSubType=
+function(){return Math.floor(this._packed/100)%100};b.prototype.getParent=function(){return this._parent};b.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};b.prototype.getBranchVisibility=function(){for(var b=this.isVisible()?2:1,a=0,c=h.TerseArray.toArray(this._pmiBodies);a<c.length;a++){var d=c[a];d.isOutOfHierarchy()||(b|=d.isVisible()?2:1)}return b};b.prototype.setVisibility=function(b){this._setVisibility(b)};b.prototype.getPmiTopologyReferences=function(b){if(void 0===
+this._topoRefs)return[];for(var c=new Map,g=0,e=this._topoRefs;g<e.length;g++){var f=e[g],h=f.getBodyInstanceInc();h=b.lookupAnyBodyByInstanceInc(h[0],h[1]);if(null!==h){var q=c.get(h);void 0===q&&(q=new a(h),c.set(h,q));switch(f.getTopoItemType()){case d.PmiTopoRef.Face:q.faceIds.push(f.getItemIndex());break;case d.PmiTopoRef.Edge:q.edgeIds.push(f.getItemIndex())}}}var r=[];c.forEach(function(b){r.push(b)});return r};return b}(f.NodeMixin);f.Pmi=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal=
+{}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(a,b){for(var c=[],e=0;e<a.length;e++){var f=b(a[e]);f&&c.push(f)}return d.Util.waitForAll(c)}var e=function(c){function b(a,e,l,n,m,p,q){var g=this;q=b._amendInfo(n,q);var k=f.towardAttachContext(m),t=k.getMasterModelKey();k=f.towardLoadContext(k);g=c.call(this,n,t,q.nodeInfo)||this;g._parent=p;g._bits=g._bits|q.productBits|32768;var v=q.nodeInfo.header;p=[];null!==q.prototypeDataKey&&(console.assert(null!==l),g._prototypeContext=g._loadPrototypeContext(e,
+l,n,m,q.prototypeDataKey,v));console.assert(null===q.quickAccessPartDefinitionDataId||null===q.partDefinition);null!==q.partDefinition?Array.isArray(q.partDefinition)?g._partDefinition=g._lazyLoadPartDefinitionById(n,m,q.partDefinition,v):g._partDefinition=g._lazyLoadPartDefinitionByInfo(n,m,q.partDefinition,t):null!==q.quickAccessPartDefinitionDataId&&(g._partDefinition=g._lazyLoadPartDefinitionById(n,m,q.quickAccessPartDefinitionDataId,v));if(0<q.childDataKeys.length){console.assert(null!==l);var w=
+function(){return __awaiter(g,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,this._loadProductOccurrences(e,l,n,m,q.childDataKeys,v)];case 1:return b=a.sent(),this._children=h.TerseArray.fromArray(b),[2]}})})}();p.push(w)}0<q.bodyInstanceInfos.length&&(t=g._loadBodyInstances(n,t,q.bodyInstanceInfos),g._bodyInstances=h.TerseArray.fromArray(t));0<q.cadViewInfos.length&&(t=g._loadCadViews(n,m,q.cadViewInfos),g._cadViews=h.TerseArray.fromArray(t));0<
+q.pmiInfos.length&&(t=g._loadPmis(n,m,q.pmiInfos),g._pmis=h.TerseArray.fromArray(t));null!==q.measurementUnit&&(g._measurementUnit=q.measurementUnit);null!==q.externalModelInfo&&(console.assert(null!==a),console.assert(null!==l),f.ExternalModel.canImplicitlyLoad(q.externalModelInfo)?(w=g._loadAndAttachExternalModel(l,m,q.externalModelInfo),p.push(w)):g._pendingExternalModels=h.TerseArray.push(g._pendingExternalModels,q.externalModelInfo));t=0;for(w=q.layerInfos;t<w.length;t++){var z=w[t],x=k.getRuntimeLayerId(z.id);
+null===x?n.createLayer(z.id,z.name,k):null!==z.name&&n.updateLayerName(x,z.name)}t=0;for(w=q.filters;t<w.length;t++)n.addFilter(w[t],k);k=g.getAuthoredLayerId();null!==k&&(n.registerNodeInLayer(g,k),g.isOutOfHierarchy()||n.registerTreeNodeInLayer(g,k));n.registerProductOccurrence(g);if(null===a){if(0<p.length)throw new d.InternalLogicError;}else a.resolve(d.Util.waitForAll(p));return g}__extends(b,c);b.parseXml=function(b,a,c,d,e){var g=c.getInclusionKey(),k=f.Node.parseXml(a,d),l=f.XmlParser.parseFloat(d,
+"Unit"),h=[],n=[],m=[],w=[],z=null,x=null,y=null;for(d=d.firstElementChild;null!==d;){if("PartDefinition"===d.localName){z=f.PartDefinition.parseXml(a,d);break}else if("BodyInstance"===d.localName){var A=f.BodyInstance.parseXml(a,d,g);h.push(A)}else if("Material"===d.localName)console.assert(null===x),x=f.SimpleMaterial.parseXml(d);else if("ExternalModel"===d.localName){if(console.assert(null===y),A=d.getAttribute("Name"),null!==A){y=f.XmlParser.parseFloat(d,"Unit");var B=f.XmlParser.parseBounding(d,
+"BoundingBox");y={config:b,modelName:A,bounding:B,measurementUnit:y,toAttachData:e,reservedNodeIdOffset:0}}}else"CADView"===d.localName?(A=f.CadView.parseXml(a,d,c),w.push(A)):"Filter"===d.localName?n.push(f.Filter.parseXml(d)):"Layer"===d.localName&&(A=f.Layer.parseXml(d),null!==A&&m.push(A));d=d.nextElementSibling}return{nodeInfo:k,productBits:0,childDataKeys:[],prototypeDataKey:null,partDefinition:z,quickAccessPartDefinitionDataId:null,externalModelInfo:y,bodyInstanceInfos:h,cadViewInfos:w,pmiInfos:[],
+measurementUnit:l,simpleMaterial:x,layerInfos:m,filters:n}};b.parseBinary=function(b,a,c,d){var g=f.towardAttachContext(c),e=g.getRemapper(),k=d.parseNodeParseBits();if(k.hasBits1(2097152)){var l=d.parseAssemblyDataVersion();l}k.hasBits2(8)&&g.setGenericTypeMaps(d.parseGenericTypes());l=f.Node.parseBinary(a,d,k);var h=0;k.hasBits1(4194304)&&(h=d.parseProductBits());var n=[];if(k.hasBits1(16))for(var v=d.parseCount_32(),w=0;w<v;++w){var z=d.parseDataKey();n.push(z)}z=v=null;if(k.hasBits1(32)&&(v=d.parseDataKey(),
+k.hasBits1(64))){z=d.parseModelKey(e);console.assert(0!==z);var x=d.parseDataKey();z=[z,x]}x=[];if(k.hasBits1(128)){var y=d.parseCount_32();for(w=0;w<y;++w){var A=f.BodyInstance.parseBinary(a,c,d);x.push(A)}}y=null;k.hasBits1(524288)&&(w=d.parseModelKey(e),console.assert(0!==w),y=d.parseInclusionKey(e,w),y={config:b,inclusionKey:y,modelKey:w});b=null;k.hasBits1(512)&&(w=d.parseModelKey(e),0===w&&(w=g.getMasterModelKey()),b=d.parseDataKey(),b=[w,b]);g=[];if(k.hasBits1(32768))for(e=d.parseCount_32(),
+w=0;w<e;++w)A=f.CadView.parseBinary(a,c,d),g.push(A);e=[];if(k.hasBits1(65536))for(A=d.parseCount_32(),w=0;w<A;++w){var B=f.Pmi.parseBinary(a,c,d);e.push(B)}c=null;k.hasBits1(16384)&&(c=d.parseFloat_64());k.hasBits1(16777216)&&(w=d.parsePoint3_64(),A=d.parsePoint3_64(),a.setViewAxes(w,A));a=[];if(k.hasBits1(134217728))for(A=d.parseCount_32(),w=0;w<A;++w)B=f.Layer.parseBinary(d),a.push(B);A=[];if(k.hasBits1(268435456))for(k=d.parseCount_32(),w=0;w<k;++w)B=f.Filter.parseBinary(d),A.push(B);return{nodeInfo:l,
+productBits:h,childDataKeys:n,prototypeDataKey:v,partDefinition:b,quickAccessPartDefinitionDataId:z,externalModelInfo:y,bodyInstanceInfos:x,cadViewInfos:g,pmiInfos:e,measurementUnit:c,simpleMaterial:null,layerInfos:a,filters:A}};b.reifySync=function(a,c,d,e,h,p){console.assert(0===h.childDataKeys.length);console.assert(null===h.externalModelInfo);var g=f.towardAttachContext(e);a=new b(null,a,c,d,e,p,h);g.attachedInvisibly()&&a.setVisibility(!1);return a};b.reify=function(a,c,d,e,f,p){return __awaiter(this,
+void 0,void 0,function(){var g,k;return __generator(this,function(l){switch(l.label){case 0:return g=h.OpenPromise.create(),k=new b(g,a,c,d,e,p,f),[4,g];case 1:return l.sent(),[2,k]}})})};b.createDynamic=function(a,c,e,h,m,p,q,r){void 0===q&&(q=!1);void 0===r&&(r=null);var g=f.towardInclusionContext(c);e={nodeInfo:{nodeId:a.massageAuthoredUserId(g,h),bits:p?1073741824:0,name:e,localTransform:m,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},productBits:q?268435456:0,childDataKeys:[],prototypeDataKey:null,partDefinition:null,quickAccessPartDefinitionDataId:null,bodyInstanceInfos:[],externalModelInfo:null,cadViewInfos:[],pmiInfos:[],measurementUnit:r,simpleMaterial:null,layerInfos:[],filters:[]};h=new d.LoadSubtreeConfig;h.attachInvisibly=!p;return new b(null,h,null,a,g,c,e)};b.createMissing=function(b,a){b=this.createDynamic(b,a,"Missing",null,null,!1);b._bits|=4096;return b};b.prototype.isMissing=function(){return this._hasBits(4096)};
+b._amendInfo=function(b,a){if(null!==a.nodeInfo.name)return a;var c=null;h.hasBits(a.productBits,2)?c=b.generateProductName():h.hasBits(a.productBits,4)?c=b.generateGroupName():h.hasBits(a.productBits,32)?c=b.generateDrawingSheetName():h.hasBits(a.productBits,8)&&(c=b.generateDrawingViewName());if(null===c)return a;b=__assign({},a.nodeInfo,{name:c});return __assign({},a,{nodeInfo:b})};b.prototype._loadExternalModel=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,
+function(e){if(f.ExternalModel.isNameInfo(c))return[2,b.attachByExternalModelInfo(c,this,a)];d=this.getAuthoredId();g=f.towardLoadContext(a);return g.handleExternalModel(d,a,c.inclusionKey)?[2,b.attachByExternalModelInfo(c,this,a)]:[2,null]})})};b.prototype._loadAndAttachExternalModel=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._loadExternalModel(b,a,c)];case 1:return d=g.sent(),null!==d&&this.addAttachContext(d),
+[2,d]}})})};b.prototype.loadPendingExternalModels=function(b){return __awaiter(this,void 0,void 0,function(){var a,c,d,g,e,q,r,u,t,v;return __generator(this,function(k){switch(k.label){case 0:if(!this.hasPendingExternalModels())return[2,[]];a=f.towardInclusionContext(this);c=[];d=0;for(g=h.TerseArray.toArray(this._pendingExternalModels);d<g.length;d++)e=g[d],q=this._loadAndAttachExternalModel(b,a,e),c.push(q);delete this._pendingExternalModels;r=[];u=0;return[4,Promise.all(c)];case 1:t=k.sent(),k.label=
+2;case 2:if(!(u<t.length))return[3,4];v=t[u];null!==v&&r.push(v);k.label=3;case 3:return u++,[3,2];case 4:return[2,r]}})})};b.prototype._lazyLoadPartDefinitionByInfo=function(b,a,c,d){b=f.PartDefinition.reify(b,a,d,c);return h.LazyPromise.create(b)};b.prototype._lazyLoadPartDefinitionById=function(b,a,c,d){var g=this,e=b.getAbstractScEngine(),k=f.towardLoadContext(a),l=b.lookupPartDefinitionByDataId(k,c[0],c[1]);if(null!==l)return h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var b;
+return __generator(this,function(a){switch(a.label){case 0:return[4,l];case 1:return b=a.sent(),b.addReferrer(this),[2,b]}})})});l=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var g,k,l,h,n,m,p;return __generator(this,function(q){switch(q.label){case 0:return g=c[0],k=c[1],[4,b.enqueue(function(){return e.safeGetMetaData(g,k)})];case 1:return l=q.sent(),null!==l?(h=new f.AssemblyData(d,l),n=new f.AssemblyDataParser(h),m=f.PartDefinition.parseBinary(b,n),p=f.PartDefinition.reify(b,
+a,g,m),p.addReferrer(this),[2,p]):[2,f.PartDefinition.createMissing(b)]}})})});b.registerPartDefinitionByDataId(k,c[0],c[1],l);return l};b._loadProductOccurrence=function(a,c,d,e,h,p){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(l){g=new f.AssemblyDataParser(h);k=b.parseBinary(a,d,e,g);return[2,b.reify(a,c,d,e,k,p)]})})};b.prototype._loadPrototypeContext=function(a,c,d,e,m,p){var g=this,k=f.towardAttachContext(e),l=f.towardLoadContext(k),n=k.getMasterModelKey();
+k=d.lookupPrototypeByDataId(l,n,m);null===k&&(k=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=d.getAbstractScEngine(),[4,d.enqueue(function(){return g.safeGetMetaData(n,m)})];case 1:return k=h.sent(),null!==k?(l=new f.AssemblyData(p,k),[2,b._loadProductOccurrence(a,c,d,e,l,v)]):[2,b.createMissing(d,v)]}})})}),k=new f.SharedPrototypeContext(k),d.registerPrototypeByDataId(l,n,m,k));var v=new f.PrototypeContext(k,
+e);v.addReferrer(this);return v};b.prototype._loadProductOccurrences=function(a,c,d,e,m,p){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,v,w,z,x,y,A,B;return __generator(this,function(q){switch(q.label){case 0:return g=f.towardAttachContext(e),l=k=g.getMasterModelKey(),n=d.getAbstractScEngine(),[4,d.enqueue(function(){return n.safeGetMetaDatas(l,m)})];case 1:v=q.sent(),w=[],z=0,q.label=2;case 2:if(!(z<m.length))return[3,9];x=void 0;if(null===v)return[3,6];y=v[z];v[z]=h.emptyBytes;A=new f.AssemblyData(p,
+y);return[4,b._loadProductOccurrence(a,c,d,e,A,this)];case 3:return x=q.sent(),(B=c.onLoadChildProductOccurrence())?[4,B]:[3,5];case 4:q.sent(),q.label=5;case 5:return[3,7];case 6:x=b.createMissing(d,this),q.label=7;case 7:w.push(x),q.label=8;case 8:return++z,[3,2];case 9:return[2,w]}})})};b.prototype._loadBodyInstances=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.BodyInstance.reify(b,a,this,c[g]);d.push(e)}return d};b.prototype._loadCadViews=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=
+f.CadView.reify(b,a,c[g],this);d.push(e);e.markLoaded()}return d};b.prototype._loadPmis=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.Pmi.reify(b,a,c[g],this);d.push(e)}return d};b.prototype.getParent=function(){return this._parent};b.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};b.prototype.isAbsoluteRoot=function(){return-2===this._nodeId};b.prototype.getPrototype=function(){return void 0!==this._prototypeContext?this._prototypeContext:null};b.prototype.isAConfigurationNode=
+function(){return this._hasBits(1)};b.prototype.isADefaultNode=function(){return this._hasBits(16)};b.prototype.isAProductNode=function(){return h.hasBits(this._bits,2)};b.prototype.isAGroupNode=function(){return h.hasBits(this._bits,4)};b.prototype.isADrawingSheetNode=function(){return h.hasBits(this._bits,32)};b.prototype.isADrawingViewNode=function(){return h.hasBits(this._bits,8)};b.prototype.addProductOccurrence=function(b){console.assert(b.getParent()===this);this._children=h.TerseArray.push(this._children,
+b);this._itemWasAdded()};b.prototype.addBodyInstance=function(b){console.assert(b.getParent()===this);this._bodyInstances=h.TerseArray.push(this._bodyInstances,b);this._itemWasAdded()};b.prototype.addCadView=function(b){console.assert(b.getParent()===this);this._cadViews=h.TerseArray.push(this._cadViews,b);this._itemWasAdded()};b.prototype.addPmi=function(b){console.assert(b.getParent()===this);this._pmis=h.TerseArray.push(this._pmis,b);this._itemWasAdded()};b.prototype.addLoadContext=function(b){console.assert(b.getParent()===
+this);this._childContexts=h.TerseArray.push(this._childContexts,b);this._itemWasAdded()};b.prototype.addAttachContext=function(b){console.assert(b.getParent()===this);this._childContexts=h.TerseArray.push(this._childContexts,b);this._itemWasAdded()};b.prototype._followPrototypesWhileEmpty=function(){if(void 0===this._prototypeContext||void 0!==this._children||void 0!==this._childContexts)return this;var b=this._prototypeContext.getProductOccurrence();return b.isResolved()?b.getResolved()._followPrototypesWhileEmpty():
+this};b.prototype.getRawPartDefinition=function(){if(void 0!==this._partDefinition)return this._partDefinition;if(void 0!==this._prototypeContext){var b=this._prototypeContext.getProductOccurrence();if(b.isResolved())return b.getResolved().getRawPartDefinition()}return null};b.prototype.getPartDefinition=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){b=this.getRawPartDefinition();if(b instanceof h.LazyPromise)return[2,h.Boxed.create(b)];if(b instanceof
+Promise)return[2,b];d.Util.TypeAssert(b);return[2,null]})})};b.prototype.getPartDefinitionSync=function(){console.assert(this.isLoaded());if(void 0!==this._partDefinition&&this._partDefinition.isResolved())return this._partDefinition.getResolved();if(void 0!==this._prototypeContext){var b=this._prototypeContext.getProductOccurrence();if(b.isResolved())return b.getResolved().getPartDefinitionSync()}return null};b.prototype._getChildren=function(){for(var b=h.TerseArray.toArray(this._children),a=0,
+c=h.TerseArray.toArray(this._childContexts);a<c.length;a++){var d=c[a].getChildren();h.append(b,d)}return b};b.prototype.getChildren=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,this._followPrototypesWhileEmpty()];case 1:return b=a.sent(),[2,b._getChildren()]}})})};b.prototype.getChildrenSync=function(){console.assert(this.isLoaded());var b=this.tryGetChildrenSync();if(null===b)throw new d.InternalLogicError;return b};
+b.prototype.tryGetChildrenSync=function(){var b=this._followPrototypesWhileEmpty();return b instanceof Promise?null:b._getChildren()};b.prototype.forEachChild=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return[4,this.getChildren()];case 1:return c=d.sent(),[2,a(c,b)]}})})};b.prototype.forEachBodyInstance=function(b){var c=this.getBodyInstances();return a(c,b)};b.prototype.forEachPmi=function(b){var c=this.getPmis();return a(c,
+b)};b.prototype.forEachCadView=function(b){var c=this.getCadViews();return a(c,b)};b.prototype.hasBodyInstances=function(){return void 0!==this._bodyInstances};b.prototype.getBodyInstances=function(){return h.TerseArray.toArray(this._bodyInstances)};b.prototype.getCadViews=function(){return h.TerseArray.toArray(this._cadViews)};b.prototype.getPmis=function(){return h.TerseArray.toArray(this._pmis)};b.prototype.setMeasurementUnit=function(b){this._measurementUnit=b};b.prototype.unsetMeasurementUnit=
+function(){this._measurementUnit=void 0};b.prototype.hasMeasurementUnit=function(){return void 0!==this._measurementUnit};b.prototype.getMeasurementUnit=function(){for(var b=this;null!==b;){if(void 0!==b._measurementUnit)return b._measurementUnit;b=f.towardProductOccurrence(b._parent)}return 1};b.prototype.getPhysicalProperties=function(){return __awaiter(this,void 0,void 0,function(){var b,a,c,d,e;return __generator(this,function(g){switch(g.label){case 0:return[4,this.getPartDefinition()];case 1:return b=
+g.sent(),null===b?[2,null]:[4,b.value];case 2:a=g.sent();c=a.getRepresentationItems();if(1!==c.length)return[2,null];d=c[0];e=d.getPhysicalProperties();return[2,e]}})})};b.prototype.setPartDefinition=function(b){console.assert(void 0===this._partDefinition);this._partDefinition=h.LazyPromise.create(b)};b.prototype.setPrototype=function(b){console.assert(void 0===this._prototypeContext);this._prototypeContext=b;this._markBranchVisibilityDirty(!1)};b.prototype.removePrototype=function(){if(void 0===
+this._prototypeContext)throw new d.InternalLogicError;var b=this._prototypeContext;delete this._prototypeContext;this._markBranchVisibilityDirty(!1);return b};b.prototype.getBranchVisibility=function(){this._updateBranchVisibility();return this._getBranchVisibility()};b.prototype._getBranchVisibility=function(){var b=this.isVisible()?2:1;this._hasBits(65536)&&(b|=2);this._hasBits(131072)&&(b|=1);return b};b.prototype._setBranchVisibility=function(b){this.isVisible()?console.assert(h.hasBits(b,2)):
+console.assert(h.hasBits(b,1));this._bits&=-196609;h.hasBits(b,1)&&(this._bits|=131072);h.hasBits(b,2)&&(this._bits|=65536)};b.prototype._updateBranchVisibility=function(){if(this._hasBits(32768)){var b=this.isVisible()?2:1,a=this._getSubBranchVisibilities();null!==a&&(b|=a);this._setBranchVisibility(b);this._bits&=-32769}};b.prototype._getSubBranchVisibilities=function(){for(var b=0,a=0,c=this.getChildrenSync();a<c.length;a++){var d=c[a].getBranchVisibility();b|=d;if(3===b)return 3}d=0;for(a=this.getBodyInstances();d<
+a.length;d++)if(c=a[d],!c.isOutOfHierarchy()&&(b|=c.isVisible()?2:1,3===b))return 3;a=0;for(c=this.getPmis();a<c.length;a++)if(d=c[a].getBranchVisibility(),b|=d,3===b)return 3;a=0;for(c=this.getCadViews();a<c.length;a++)if(d=c[a].getBranchVisibility(),b|=d,3===b)return 3;return 0===b?null:b};b.prototype._itemWasAdded=function(){3!==this._getBranchVisibility()&&this._markBranchVisibilityDirty(!0)};b.prototype._onItemRemoved=function(){1!==this._getBranchVisibility()&&this._markBranchVisibilityDirty(!1)};
+b.prototype.markBranchVisibilityDirty=function(){this._markBranchVisibilityDirty(!1)};b.prototype._markBranchVisibilityDirty=function(b){if(!(this._hasBits(32768)||b&&3===this._getBranchVisibility()))if(this._bits|=32768,this._parent instanceof f.PrototypeContext)for(var a=0,c=this._parent.getReferrers();a<c.length;a++)c[a]._markBranchVisibilityDirty(b);else if(a=f.towardProductOccurrence(this._parent),null!==a)return a._markBranchVisibilityDirty(b)};b.prototype.setVisibility=function(b){this.isVisible()!==
+b&&(this._setVisibility(b),this._markBranchVisibilityDirty(!1))};b.prototype._removeDirectChild=function(b){var a=h.TerseArray.toArray(this._children),c=a.length;a=a.filter(function(a){return a!==b});if(a.length===c)return!1;0===a.length?delete this._children:this._children=h.TerseArray.fromArray(a);this._onItemRemoved();return!0};b.prototype._removeIndirectChild=function(b){for(var a=!1,c=h.TerseArray.toArray(this._childContexts),d=0,g=c;d<g.length;d++)if(g[d].removeProductOccurrence(b)){a=!0;break}if(!a)return!1;
+c=c.filter(function(b){return b.hasChildren()});0===c.length?delete this._childContexts:this._childContexts=h.TerseArray.fromArray(c);this._onItemRemoved();return!0};b.prototype.removeProductOccurrence=function(b){return this._removeDirectChild(b)?!0:this._removeIndirectChild(b)};b.prototype.removeBodyInstance=function(b){var a=h.TerseArray.toArray(this._bodyInstances),c=a.length;a=a.filter(function(a){return a!==b});if(a.length===c)return!1;0===a.length?delete this._bodyInstances:this._bodyInstances=
+h.TerseArray.fromArray(a);this._onItemRemoved();return!0};b.prototype.purgeContents=function(){var b=this;this._markBranchVisibilityDirty(!1);var c=[];if(void 0!==this._partDefinition&&!this._partDefinition.isUnforced()){var e=this._partDefinition.then(function(a){a.removeAllReferrers();delete b._partDefinition});c.push(e)}void 0!==this._prototypeContext&&(e=this._prototypeContext.purgeContents(),c.push(e),delete this._prototypeContext);e=h.TerseArray.toArray(this._children);e=a(e,function(b){return b.purgeContents()});
+c.push(e);delete this._children;e=h.TerseArray.toArray(this._childContexts);e=a(e,function(b){return b.purgeContents()});c.push(e);delete this._childContexts;delete this._bodyInstances;delete this._cadViews;delete this._pmis;delete this._measurementUnit;return d.Util.waitForAll(c)};b.prototype.removePartDefinition=function(){if(void 0===this._partDefinition||!this._partDefinition.isResolved())throw new d.InternalLogicError;var b=this._partDefinition;delete this._partDefinition;return b.getResolved()};
+b.prototype.isOutOfHierarchy=function(){return this._hasBits(268435456)};b.prototype.markIsExternalModelRoot=function(b){console.assert(!this._hasBits(2048));this._bits|=2048;b.markSeenExternalModel()};b.prototype.isExternalModelRoot=function(){return this._hasBits(2048)};b.prototype.addPendingExternalModel=function(b){this._pendingExternalModels=h.TerseArray.push(this._pendingExternalModels,b)};b.prototype.hasPendingExternalModels=function(){return!h.TerseArray.isEmpty(this._pendingExternalModels)};
+return b}(f.NodeMixin);f.ProductOccurrence=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(c._faceMeasurementProps=d.faceMeasurementProps.slice());0<d.edgeMeasurementProps.length&&(c._edgeMeasurementProps=d.edgeMeasurementProps.slice());null!==d.physicalProps&&(c._physicalProps=d.physicalProps);if(0<d.faceAttributes.length){c._faceAttributes=[];for(var e=0,f=d.faceAttributes;e<f.length;e++)g=f[e],c._faceAttributes.push(g.copy())}if(0<d.edgeAttributes.length)for(c._edgeAttributes=[],e=0,d=d.edgeAttributes;e<d.length;e++)g=d[e],c._edgeAttributes.push(g.copy());a.registerRepresentationItem(c);
+return c}__extends(g,b);g.parseXml=function(b,a){b=f.Node.parseXml(b,a);a=f.XmlParser.parseMeshKey(a,"TCKey_Mesh");return{nodeInfo:b,meshKey:a,bodyType:c.Unknown,faceMeasurementProps:[],edgeMeasurementProps:[],physicalProps:null,faceAttributes:[],edgeAttributes:[]}};g.parseBinary=function(b,a){var c=a.parseNodeParseBits();b=f.Node.parseBinary(b,a,c);var g=a.parseBodyType(),e=null;c.hasBits1(8192)&&(e=a.parseMeshKey());var k=[];if(c.hasBits1(2048))for(var l=a.parseCount_32(),h=0;h<l;++h){var n=f.MeasurementProperty.Face.parseBinary(a);
+k.push(n)}n=[];if(c.hasBits1(4096))for(l=a.parseCount_32(),h=0;h<l;++h){var w=f.MeasurementProperty.Edge.parseBinary(a);n.push(w)}l=null;c.hasBits1(1048576)&&(l=f.PhysicalProperties.parseBinary(a));w=[];if(c.hasBits2(1)){var z=a.parseCount_32();for(h=0;h<z;h++){for(var x=[],y=a.parseCount_32(),A=0;A<y;A++){var B=f.Attribute.parseBinary(a);x.push(B)}w.push(new d.SubentityAttributes(x))}}z=[];if(c.hasBits2(2))for(c=a.parseCount_32(),h=0;h<c;h++){x=[];y=a.parseCount_32();for(A=0;A<y;A++)B=f.Attribute.parseBinary(a),
+x.push(B);z.push(new d.SubentityAttributes(x))}return{nodeInfo:b,meshKey:e,bodyType:g,faceMeasurementProps:k,edgeMeasurementProps:n,physicalProps:l,faceAttributes:w,edgeAttributes:z}};g.reify=function(b,a,c,d){return new g(b,a,c,d)};g.createDynamic=function(b,a,d,e,k){var l=k.getInclusionContextForNodeId();a={nodeInfo:{nodeId:b.massageAuthoredUserId(l,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},meshKey:null,bodyType:c.Unknown,faceMeasurementProps:[],edgeMeasurementProps:[],physicalProps:null,faceAttributes:[],edgeAttributes:[]};return new g(b,e,a,k)};g.prototype.setPhysicalProperties=function(b){this._physicalProps=b};g.prototype.getPhysicalProperties=function(){return void 0!==this._physicalProps?this._physicalProps:null};g.prototype.getParent=function(){return this._parent};g.prototype.getFaceCount=function(){return void 0!==this._faceMeasurementProps?this._faceMeasurementProps.length:
+0};g.prototype.getEdgeCount=function(){return void 0!==this._edgeMeasurementProps?this._edgeMeasurementProps.length:0};g.prototype.getFaceAttributes=function(b){return a(this._faceAttributes,b)};g.prototype.getEdgeAttributes=function(b){return a(this._edgeAttributes,b)};g.prototype.getFaceMeasurementProperty=function(b){return a(this._faceMeasurementProps,b)};g.prototype.getEdgeMeasurementProperty=function(b){return a(this._edgeMeasurementProps,b)};g.prototype.setFaceMeasurementProperty=function(b,
+a){this._faceMeasurementProps=e(this._faceMeasurementProps,b,a.copy())};g.prototype.setEdgeMeasurementProperty=function(b,a){this._edgeMeasurementProps=e(this._edgeMeasurementProps,b,a.copy())};g.prototype.getBodyType=function(){return this._bodyType};g.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this._parent.getInclusionContextForNodeId())};return g}(f.NodeMixin);f.RepresentationItem=b})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+d.AttributeType.Int;break;case "f":b=d.AttributeType.Float;break;case "t":b=d.AttributeType.Time;break;case "s":b=d.AttributeType.String}c=c.getAttribute("Value");null!==c&&(e=c);return new a(b,g,e)};a.prototype.getType=function(){return this._type};a.prototype.getTitle=function(){return this._title};a.prototype.getValue=function(){return this._value};a.prototype.copy=function(){return new a(this._type,this._title.slice(),this._value.slice())};return a}();f.Attribute=a})(h.Tree||(h.Tree={}))})(d.Internal||
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+console.assert(!1);return null};return a}();f.ColorTable=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+return c};return b}();f.FilterEntities=a;var e=function(){function b(){this.isInclusive=!1;this.authoredIds=[]}b.parseBinary=function(a){var c=new b;c.isInclusive=a.parseBoolean();for(var d=a.parseCount_32(),g=0;g<d;g++)c.authoredIds.push(a.parseLayerId());return c};b.parseXml=function(a){var c=new b;c.isInclusive="1"===a.getAttribute("Inclusive");var d=f.XmlParser.parseUints(a,"Ids");null!==d?(c.authoredIds=d,a=a.getAttribute("Count"),null!==a&&(a=parseInt(a,10),console.assert(a===c.authoredIds.length))):
+console.error("'Layers' tag has missing or malformed 'Ids' attribute");return c};return b}();f.FilterLayers=e;var c=function(){function b(){this.isDisplayfilter=!1;this.name=null;this.isActive=!1;this.entities=this.layers=null}b.parseBinary=function(c){var g=new b,f=null,h=null,m=c.parseLayerParseBits();g.isDisplayfilter=c.parseBoolean();d.hasBits(m,1)&&(g.name=c.parseCString());g.isActive=c.parseBoolean();d.hasBits(m,2)&&(f=e.parseBinary(c));d.hasBits(m,4)&&(h=a.parseBinary(c));g.layers=f;g.entities=
+h;return g};b.parseXml=function(c){var d=new b,g=c.getAttribute("Name");null!==g&&(d.name=g);d.isDisplayfilter="1"===c.getAttribute("Display");d.isActive="1"===c.getAttribute("Active");for(g=c.firstElementChild;null!==g;g=g.nextElementSibling)"Layers"===g.localName?(console.assert(null===d.layers),d.layers=e.parseXml(g)):"Entities"===g.localName?(console.assert(null===d.entities),d.entities=a.parseXml(g)):console.error("Unknown tag: "+c.localName);return d};return b}();f.Filter=c})(d.Tree||(d.Tree=
+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+"EmissiveAlpha")||0,l=f.XmlParser.parseFloat(c,"SpecularAlpha")||0,h=f.XmlParser.parseFloat(c,"Shininess")||0,m=f.XmlParser.parseUint(c,"AmbientIndice"),p=f.XmlParser.parseUint(c,"DiffuseIndice"),q=f.XmlParser.parseUint(c,"EmissiveIndice");c=f.XmlParser.parseUint(c,"SpecularIndice");return new a(b,d,e,l,h,m,p,q,c)};a.prototype.getAmbientColorIndex=function(){return void 0!==this._ambientIndex?this._ambientIndex:null};a.prototype.getDiffuseColorIndex=function(){return void 0!==this._diffuseIndex?this._diffuseIndex:
+null};a.prototype.getEmissiveColorIndex=function(){return void 0!==this._emissiveIndex?this._emissiveIndex:null};a.prototype.getSpecularColorIndex=function(){return void 0!==this._specularIndex?this._specularIndex:null};a.prototype.getAmbientAlpha=function(){return this._ambientAlpha};a.prototype.getDiffuseAlpha=function(){return this._diffuseAlpha};a.prototype.getEmissiveAlpha=function(){return this._emissiveAlpha};a.prototype.getSpecularAlpha=function(){return this._specularAlpha};a.prototype.getShininess=
+function(){return this._shininess};return a}();f.Material=a;a=function(){function a(a,b){null!==a&&(this._color=a);null!==b&&(this._alpha=b)}a.parseXml=function(c){console.assert("Material"===c.localName);var b=null,g=null;c=c.getAttribute("Color");if(null!==c){var e=c.split(" ");if(4!==e.length)throw new d.XmlParseError('Expected "Color" attribute to have four channel components.');b=parseFloat(e[0]);g=parseFloat(e[1]);c=parseFloat(e[2]);e=parseFloat(e[3]);b=new d.Color(b,g,c);g=e}return new a(b,
+g)};a.prototype.getColor=function(){return void 0!==this._color?this._color:null};a.prototype.getAlpha=function(){return void 0!==this._alpha?this._alpha:null};return a}();f.SimpleMaterial=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+function(){return[this._inclusionKey,this._bodyInstanceKey]};a.prototype.getTopoItemType=function(){return this._topoItemType};a.prototype.getItemIndex=function(){return this._itemIndex};return a}();d.ReferenceOnTopology=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){b.markLoaded();var a=0;for(b=b.getRepresentationItems();a<b.length;a++)b[a].markLoaded()}function e(b){b=b.getRawPartDefinition();if(null!==b){if(b instanceof h.LazyPromise)return b.isResolved()?void 0:b.then(a);d.Util.TypeAssert(b);return b.then(function(b){if(null!==b&&(b=b.value,!b.isResolved()))return b.then(a)})}}function c(b){var a=f.forcePrototype(b);return void 0!==a?a.then(function(){return e(b)}):e(b)}f.forcePartDefinition=c;f.forcePartDefinitions=
+function(b){return __awaiter(this,void 0,void 0,function(){var a,e;return __generator(this,function(g){switch(g.label){case 0:return a=[],e={enterProductOccurrence:function(b){b=c(b);void 0!==b&&a.push(b)}},[4,f.WalkerAsync.walk(e,b,f.WalkRestriction.None)];case 1:return g.sent(),[2,d.Util.waitForAll(a)]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+case 1:return e.sent(),[2,d.Util.waitForAll(b)]}})})}f.forcePrototype=a;f.forcePrototypes=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+e){return a(f.WalkerAsync,c,b,d,e,f.WalkRestriction.None)};f.gatherInstanceIncsSync=e;f.gatherInstanceIncsByNodeIdsSync=function(a,b,g,k){for(var c=null,h=new Set,m=0;m<b.length;m++){var p=b[m],q=a.lookupAnyTreeNode(p);if(null===q)throw new d.InvalidNodeIdError(p);p=f.isOutOfHierarchy(q);p=e(q,g,p,h,k);if(null===c)c=p;else for(q=0;q<p.length;q++)c.push(p[q])}return null!==c?c:[]}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+0;p<m;++p)q=h[p],null!==q&&(r=b[p],u=r.getParent().getRuntimeId(),l.set(u,q));return[2,l]}})})}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+case 1:k.sent();m=0;for(p=b;m<p.length;m++)q=p[m],q.markLoaded();return[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.setMeshLevels=function(a,e,c){var b=[],g=new Set,f=function(b){if(g.has(b))return!1;g.add(b);return!0};f={followProductOccurrence:f,followPmi:f,followCadView:f,followAnyBody:f,enterAnyBody:function(a){a.isOutOfHierarchy()||(a=a.getInstanceInc(),b.push(a[0],a[1]))}};for(var l=0;l<e.length;l++)d.WalkerSync.walk(f,e[l],d.WalkRestriction.None);a.setMeshLevel(b,c)}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){f.updateScMatrices=function(a,e,c,b){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,m,p,q,r,u,t,v,w,z=this;return __generator(this,function(x){switch(x.label){case 0:g=[];k=[];l=[];n=new Set;m=function(b){if(n.has(b))return!1;n.add(b);b=b.getLocalTransform();if(null!==b){var a=h.last(g);a=d.Matrix.multiply(b,a);g.push(a)}return!0};p=function(b){null!==b.getLocalTransform()&&(console.assert(1<g.length),g.pop())};q={followProductOccurrence:m,leaveProductOccurrence:p,
+followPmi:m,leavePmi:p,followCadView:m,leaveCadView:p,followAnyBody:m,enterAnyBody:function(a){if(!a.isOutOfHierarchy()||b)a=a.getInstanceInc(),l.push(a[0],a[1]),k.push(h.last(g))},leaveAnyBody:p};r=new h.PromiseQueue(1,!0);u=function(b){var a=h.Lazy.create(function(){return __awaiter(z,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return console.assert(0===g.length),a=f.getNetMatrix(b.getParent()),g.push(a),[4,f.WalkerAsync.walk(q,b,f.WalkRestriction.None)];
+case 1:return c.sent(),console.assert(1===g.length),g.pop(),[2]}})})});r.push(a)};t=0;for(v=c;t<v.length;t++)w=v[t],u(w);return[4,r.waitForIdle()];case 1:return x.sent(),console.assert(2*k.length===l.length),[4,a.setMatrices(l,k)];case 2:return x.sent(),e.trigger("_updateTransform",b),[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){function a(b){for(var a=[],c=0;c<b.length;c++){var d=b[c].getInstanceInc();a.push(d[0],d[1])}return a}function e(b){for(var a=[],c=0;c<b.length;c++){var d=b[c].getRuntimeId();a.push(d)}return a}function c(b,c,k,l,h,m,p,q,r){return __awaiter(this,void 0,void 0,function(){var g,n,v,w,z,x,y,A,B,D,C,E,F,H;return __generator(this,function(u){switch(u.label){case 0:if(l instanceof f.AttachContext)switch(console.assert(0===h.size),console.assert(null===k),console.assert(null===
+r),console.assert(null!==m),g=function(b){l.getChildren().forEach(function(a){h.set(a,b)})},m){case 0:console.assert(!0===q);g(!1);break;case 1:g(!0);break;case 2:console.assert(p),console.assert(!0===q)}else console.assert(null===m);null!==r&&console.assert(r.isAConfigurationNode());n=0;null===q&&(q=b.getInitiallyHiddenStayHidden());v=[];w=[];z=[];x=function(b){var a=y(b,!1);null!==a&&b.setVisibility(a)};y=function(b,a){var c=h.get(b);void 0!==c?z.push(c):0<z.length&&z.push(d.last(z));if(f.isOutOfHierarchy(b))return null;
+if(null!==r&&0===n)return!1;if(void 0!==c)return c;c=b.isVisible();var g=b.isInitiallyShown();if(0<z.length){if(a=d.last(z),a!==c)return a&&!g&&q?b instanceof f.PmiBody&&(b=b.getParent(),!0===h.get(b))?!0:null:a}else if(p&&c!==g&&!a)return g;return null};A=function(b){0<z.length&&z.pop()};B={enterProductOccurrence:function(b){(r===b||0<n)&&++n;x(b)},leaveProductOccurrence:function(b){A(b);0<n&&--n},enterPmi:x,leavePmi:A,enterCadView:x,leaveCadView:A,enterAnyBody:function(b){var a=b.preventFromResetting();
+a=y(b,a);null!==a&&(b.setVisibility(a),a?v.push(b):w.push(b))},leaveAnyBody:A};return[4,f.WalkerAsync.walk(B,l,f.WalkRestriction.None)];case 1:return u.sent(),console.assert(0===z.length),null===m?(D=a(v),C=a(w),c.pauseRendering(),c.setPartVisibility(D,!0,!0),c.setPartVisibility(C,!1,!0),c.resumeRendering(),null!==k&&(E=e(v),F=e(w),k.trigger("visibilityChanged",E,F))):(H=l.getAttachScope(),console.assert(0!==H),c.setVisibilityByAttachment(H,m)),[2]}})})}f.updateVisibilitiesByAttachment=function(b,
+a,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,c(b,a,null,d,new Map,e,2===e,1!==e,null)]})})};f.updateVisibilities=function(b,a,d,e,f,h,p,q){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,c(b,a,d,e,f,null,h,p,q)]})})};f.synchronizePmiVisibilities=function(b,c){return __awaiter(this,void 0,void 0,function(){var d,g,e,h,p;return __generator(this,function(k){switch(k.label){case 0:return d=[],g=[],e={enterAnyBody:function(b){if(b instanceof
+f.PmiBody||b instanceof f.ViewFrame){var a=b.isVisible();b.setVisibility(a);a?d.push(b):g.push(b)}}},[4,f.WalkerAsync.walk(e,c,f.WalkRestriction.None)];case 1:return k.sent(),h=a(d),p=a(g),b.pauseRendering(),b.synchronizeVisibilities(h,!0),b.synchronizeVisibilities(p,!1),b.resumeRendering(),[2]}})})}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a,b){this._visitor=new f.TotalVisitor(a,b)}a.walk=function(c,b,g){if(g===f.WalkRestriction.LoadedNodesOnly&&!b.isLoaded())return Promise.resolve();var e=new a(c,g);if(b instanceof f.NodeMixin)return e._walkAnyTreeNode(b);var l=new d.Util.ActionQueue(1,!1);c=function(b){l.push(function(){return e._walkAnyTreeNode(b)})};g=0;for(b=b.getChildren();g<b.length;g++)c(b[g]);return l.waitForIdle()};a.forceLazyPromises=function(a){return this.walk({},
+a,f.WalkRestriction.None)};a.prototype._walkAnyTreeNode=function(a){a instanceof f.ProductOccurrence?a=this._walkProductOccurrence(a):a instanceof f.Pmi?a=this._walkPmi(a):a instanceof f.CadView?a=this._walkCadView(a):(d.Util.TypeAssert(a),a=this._walkAnyBody(a));return void 0===a?Promise.resolve():a};a.prototype._walkRepresentationItem=function(a){this._visitor.followRepresentationItem(a)&&(this._visitor.enterRepresentationItem(a),this._visitor.leaveRepresentationItem(a))};a.prototype._walkPartDefinition=
+function(a){if(this._visitor.followPartDefinition(a)){this._visitor.enterPartDefinition(a);for(var b=0,c=a.getRepresentationItems();b<c.length;b++)this._walkRepresentationItem(c[b]);this._visitor.leavePartDefinition(a)}};a.prototype._walkAnyBody=function(a){this._visitor.followAnyBody(a)&&(this._visitor.enterAnyBody(a),this._visitor.leaveAnyBody(a))};a.prototype._walkPmi=function(a){if(this._visitor.followPmi(a)){this._visitor.enterPmi(a);for(var b=0,c=a.getPmiBodies();b<c.length;b++)this._walkAnyBody(c[b]);
+this._visitor.leavePmi(a)}};a.prototype._walkCadView=function(a){if(this._visitor.followCadView(a)){this._visitor.enterCadView(a);var b=a.getViewFrame();null!==b&&this._walkAnyBody(b);this._visitor.leaveCadView(a)}};a.prototype._walkProductOccurrence=function(a){var b=this,c=new d.Util.ActionQueue(1,!1);if(this._visitor.followProductOccurrence(a)){this._visitor.enterProductOccurrence(a);var e=a.getRawPartDefinition();null!==e&&(e instanceof h.LazyPromise?c.push(function(){if(e.isResolved())return b._walkPartDefinition(e.getResolved())}):
+(d.Util.TypeAssert(e),c.push(function(){return e.then(function(a){return null!==a&&(a=a.value,a.isResolved())?b._walkPartDefinition(a.getResolved()):Promise.resolve()})})));var f=a.tryGetChildrenSync();if(null!==f)for(var n=function(a){c.push(function(){return b._walkProductOccurrence(a)})},m=0;m<f.length;m++)n(f[m]);else c.push(function(){return a.getChildren().then(function(a){if(0!==a.length){for(var c=new d.Util.ActionQueue(1,!1),g=function(a){c.push(function(){return b._walkProductOccurrence(a)})},
+e=0;e<a.length;e++)g(a[e]);if(!c.isIdle())return c.waitForIdle()}})});f=function(a){c.push(function(){return b._walkAnyBody(a)})};n=0;for(m=a.getBodyInstances();n<m.length;n++)f(m[n]);f=function(a){c.push(function(){return b._walkPmi(a)})};n=0;for(m=a.getPmis();n<m.length;n++)f(m[n]);f=function(a){c.push(function(){return b._walkCadView(a)})};n=0;for(m=a.getCadViews();n<m.length;n++)f(m[n]);c.push(function(){return b._visitor.leaveProductOccurrence(a)})}if(!c.isIdle())return c.waitForIdle()};return a}();
+f.WalkerAsync=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return b.isLoaded()}function e(){return!0}var c;(function(b){b[b.None=0]="None";b[b.LoadedNodesOnly=1]="LoadedNodesOnly"})(c=f.WalkRestriction||(f.WalkRestriction={}));var b=function(){return function(b,f){this.followProductOccurrence=e;this.leaveProductOccurrence=this.enterProductOccurrence=h.nop;this.followPartDefinition=e;this.leavePartDefinition=this.enterPartDefinition=h.nop;this.followRepresentationItem=e;this.leaveRepresentationItem=this.enterRepresentationItem=
+h.nop;this.followAnyBody=e;this.leaveAnyBody=this.enterAnyBody=h.nop;this.followCadView=e;this.leaveCadView=this.enterCadView=h.nop;this.followPmi=e;this.leavePmi=this.enterPmi=h.nop;f===c.LoadedNodesOnly?(console.assert(void 0===b.followProductOccurrence),console.assert(void 0===b.followAnyBody),console.assert(void 0===b.followCadView),console.assert(void 0===b.followPmi),this.followPmi=this.followCadView=this.followAnyBody=this.followProductOccurrence=a):d.Util.TypeAssert(f);void 0!==b.followProductOccurrence&&
+(this.followProductOccurrence=b.followProductOccurrence);void 0!==b.enterProductOccurrence&&(this.enterProductOccurrence=b.enterProductOccurrence);void 0!==b.leaveProductOccurrence&&(this.leaveProductOccurrence=b.leaveProductOccurrence);void 0!==b.followPartDefinition&&(this.followPartDefinition=b.followPartDefinition);void 0!==b.enterPartDefinition&&(this.enterPartDefinition=b.enterPartDefinition);void 0!==b.leavePartDefinition&&(this.leavePartDefinition=b.leavePartDefinition);void 0!==b.followRepresentationItem&&
+(this.followRepresentationItem=b.followRepresentationItem);void 0!==b.enterRepresentationItem&&(this.enterRepresentationItem=b.enterRepresentationItem);void 0!==b.leaveRepresentationItem&&(this.leaveRepresentationItem=b.leaveRepresentationItem);void 0!==b.followAnyBody&&(this.followAnyBody=b.followAnyBody);void 0!==b.enterAnyBody&&(this.enterAnyBody=b.enterAnyBody);void 0!==b.leaveAnyBody&&(this.leaveAnyBody=b.leaveAnyBody);void 0!==b.followCadView&&(this.followCadView=b.followCadView);void 0!==b.enterCadView&&
+(this.enterCadView=b.enterCadView);void 0!==b.leaveCadView&&(this.leaveCadView=b.leaveCadView);void 0!==b.followPmi&&(this.followPmi=b.followPmi);void 0!==b.enterPmi&&(this.enterPmi=b.enterPmi);void 0!==b.leavePmi&&(this.leavePmi=b.leavePmi)}}();f.TotalVisitor=b})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(a,b){this._visitor=new d.TotalVisitor(a,b)}a.walk=function(c,b,g){if(g!==d.WalkRestriction.LoadedNodesOnly||b.isLoaded())return c=new a(c,g),b instanceof d.ProductOccurrence?c._walkProductOccurrence(b):b instanceof d.Pmi?c._walkPmi(b):b instanceof d.CadView?c._walkCadView(b):c._walkAnyBody(b)};a.prototype._walkRepresentationItem=function(a){console.assert(a.isLoaded());this._visitor.followRepresentationItem(a)&&(this._visitor.enterRepresentationItem(a),
+this._visitor.leaveRepresentationItem(a))};a.prototype._walkPartDefinition=function(a){console.assert(a.isLoaded());if(this._visitor.followPartDefinition(a)){this._visitor.enterPartDefinition(a);for(var b=0,c=a.getRepresentationItems();b<c.length;b++)this._walkRepresentationItem(c[b]);this._visitor.leavePartDefinition(a)}};a.prototype._walkAnyBody=function(a){console.assert(a.isLoaded());this._visitor.followAnyBody(a)&&(this._visitor.enterAnyBody(a),this._visitor.leaveAnyBody(a))};a.prototype._walkPmi=
+function(a){console.assert(a.isLoaded());if(this._visitor.followPmi(a)){this._visitor.enterPmi(a);for(var b=0,c=a.getPmiBodies();b<c.length;b++)this._walkAnyBody(c[b]);this._visitor.leavePmi(a)}};a.prototype._walkCadView=function(a){console.assert(a.isLoaded());if(this._visitor.followCadView(a)){this._visitor.enterCadView(a);var b=a.getViewFrame();null!==b&&this._walkAnyBody(b);this._visitor.leaveCadView(a)}};a.prototype._walkProductOccurrence=function(a){console.assert(a.isLoaded());if(this._visitor.followProductOccurrence(a)){this._visitor.enterProductOccurrence(a);
+var b=a.getPartDefinitionSync();null!==b&&this._walkPartDefinition(b);b=0;for(var c=a.getChildrenSync();b<c.length;b++)this._walkProductOccurrence(c[b]);b=0;for(c=a.getBodyInstances();b<c.length;b++)this._walkAnyBody(c[b]);b=0;for(c=a.getPmis();b<c.length;b++)this._walkPmi(c[b]);b=0;for(c=a.getCadViews();b<c.length;b++)this._walkCadView(c[b]);this._visitor.leaveProductOccurrence(a)}};return a}();d.WalkerSync=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this.plane=new d.Plane;this.instanceNodeId=this.meshId=this.referenceGeometry=null;this.color=d.Color.createFromFloat(.65,.65,.65);this.lineColor=d.Color.black();this.opacity=.35;this.matrix=new d.Matrix}a.prototype.toJson=function(){return this._toJson()};a.prototype._toJson=function(){return{plane:{normal:this.plane.normal,d:this.plane.d},referenceGeometry:this.referenceGeometry}};a.prototype.forJson=function(){return this.toJson()};a.prototype.fromJson=
+function(a){a=h.deepClone(a);var c=a.plane;this.plane=new d.Plane;var b=c.normal;this.plane.normal=new d.Point3(b.x,b.y,b.z);this.plane.d=c.d;a=a.referenceGeometry;if(Array.isArray(a))for(c=0;c<a.length;++c)a[c]=d.Point3.fromJson(a[c]);this.referenceGeometry=a};a.prototype.getMatrix=function(){return this.matrix.copy()};a.prototype.setMatrix=function(a){this.matrix=a.copy()};a.prototype.setReferenceGeometry=function(a){if(a){this.referenceGeometry=[];for(var c=0;c<a.length;c++)this.referenceGeometry.push(a[c].copy())}else this.referenceGeometry=
+null};a.prototype.getReferenceGeometry=function(){if(this.referenceGeometry){for(var a=[],c=0,b=this.referenceGeometry;c<b.length;c++)a.push(b[c].copy());return a}return null};a.prototype.createMeshData=function(){var a=this.referenceGeometry;if(null===a)return null;var c=new d.MeshData,b=[],g=[];b.push(a[0].x,a[0].y,a[0].z);b.push(a[1].x,a[1].y,a[1].z);b.push(a[3].x,a[3].y,a[3].z);b.push(a[1].x,a[1].y,a[1].z);b.push(a[2].x,a[2].y,a[2].z);b.push(a[3].x,a[3].y,a[3].z);for(var f=d.Plane.createFromPoints(a[0],
+a[1],a[2]).normal,l=0;6>l;l++)g.push(f.x,f.y,f.z);c.addFaces(b,g);c.addPolyline([a[0].x,a[0].y,a[0].z,a[1].x,a[1].y,a[1].z]);c.addPolyline([a[1].x,a[1].y,a[1].z,a[2].x,a[2].y,a[2].z]);c.addPolyline([a[2].x,a[2].y,a[2].z,a[3].x,a[3].y,a[3].z]);c.addPolyline([a[3].x,a[3].y,a[3].z,a[0].x,a[0].y,a[0].z]);return c};return a}();h.CuttingPlane=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,d,c,b,g){this._cuttingPlanes=[];this._isActive=!1;this._viewer=a;this._model=d;this._callbackManager=c;this._cuttingManager=b;this._engine=g}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var a=[],c=0;c<arguments.length;c++)a[c]=arguments[c];this._callbackManager.trigger("deprecated","CuttingSection",d);return b.apply(this,a)};return c};f.prototype.addPlane=function(a,e){void 0===e&&(e=null);return __awaiter(this,void 0,void 0,function(){var c,
+b;return __generator(this,function(g){switch(g.label){case 0:c=this._engine.getCuttingSectionLimits();if(this._cuttingPlanes.length>=c.maxCuttingPlanesPerSection)return[2,!1];b=new d.Internal.CuttingPlane;b.plane=a.copy();b.setReferenceGeometry(e);this._cuttingPlanes.push(b);return this._isActive?[4,this._resetCuttingPlane(b)]:[2,!0];case 1:return g.sent(),[4,this._engine.updateCuttingSection(this)];case 2:return g.sent(),[2,!0]}})})};f.prototype.setPlane=function(a,d,c){void 0===c&&(c=null);return __awaiter(this,
+void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:b=this._cuttingPlanes[a];if(void 0===b)return[3,2];b.plane=d.copy();b.setReferenceGeometry(c);return this._isActive?[4,this._resetCuttingPlane(b)]:[3,2];case 1:return g.sent(),[2,this._engine.updateCuttingSection(this)];case 2:return[2]}})})};f.prototype.updatePlane=function(a,e,c,b,g){void 0===c&&(c=new d.Matrix);void 0===b&&(b=!1);void 0===g&&(g=!1);return __awaiter(this,void 0,void 0,function(){var f,l,h;
+return __generator(this,function(k){switch(k.label){case 0:f=this._cuttingPlanes[a];if(void 0===f)return[3,3];f.plane=e.copy();if(!this._isActive)return[3,3];if(null===f.instanceNodeId)return[3,2];this._engine.pauseRendering();l=f.getMatrix();g&&(l=new d.Matrix);h=d.Matrix.multiply(l,c);b&&f.setMatrix(h);return[4,Promise.all([this._model.setNodeMatrix(f.instanceNodeId,h),this._engine.updateCuttingSection(this)])];case 1:return k.sent(),this._engine.resumeRendering(),[3,3];case 2:return[2,this._engine.updateCuttingSection(this)];
+case 3:return[2]}})})};f.prototype.removePlane=function(a){var e=[],c=this._cuttingPlanes[a];void 0!==c&&(null!==c.meshId&&null!==c.instanceNodeId&&e.push(this._destroyMeshes([c.meshId],[c.instanceNodeId])),this._cuttingPlanes.splice(a,1));this._isActive&&e.push(this._engine.updateCuttingSection(this));return d.Util.waitForAll(e)};f.prototype.getPlane=function(a){a=this._cuttingPlanes[a];return void 0!==a?a.plane.copy():null};f.prototype.getNodeId=function(a){a=this._cuttingPlanes[a];return void 0!==
+a?a.instanceNodeId:null};f.prototype.getReferenceGeometry=function(a){a=this._cuttingPlanes[a];return void 0!==a?a.getReferenceGeometry():null};f.prototype.getPlaneIndexByNodeId=function(a){for(var d=0;d<this._cuttingPlanes.length;d++)if(this._cuttingPlanes[d].instanceNodeId===a)return d;return null};f.prototype.setPlaneOpacity=function(a,d){a=this._cuttingPlanes[a];void 0!==a&&(a.opacity=d,null!==a.instanceNodeId&&this._model.setNodesOpacity([a.instanceNodeId],d))};f.prototype.setPlaneTransparency=
+function(a,d){this.setPlaneOpacity(a,d);return Promise.resolve()};f.prototype.setItemTransparency=function(a,d){this.setPlaneOpacity(a,d);return Promise.resolve()};f.prototype.setColor=function(a){for(var d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];g.color.assign(a);null!==g.instanceNodeId&&d.push(g.instanceNodeId)}this._model.setNodesFaceColor(d,a);return Promise.resolve()};f.prototype.setOpacity=function(a){for(var d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];g.opacity=
+a;null!==g.instanceNodeId&&d.push(g.instanceNodeId)}this._model.setNodesOpacity(d,a)};f.prototype.setTransparency=function(a){this.setOpacity(a);return Promise.resolve()};f.prototype.getCount=function(){return this._cuttingPlanes.length};f.prototype.clear=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.deactivate()];case 1:return a.sent(),this._cuttingPlanes.length=0,[2]}})})};f.prototype.activate=function(){return __awaiter(this,
+void 0,void 0,function(){var a,e,c,b,g;return __generator(this,function(f){switch(f.label){case 0:if(this._isActive)return[2];this._isActive=!0;if(!(0<this._cuttingPlanes.length))return[3,2];this._cuttingManager.hasActiveCuttingSection()||this._engine.setDefaultDepthRange(0,.9999995231628418);a=[];e=[];c=0;for(b=this._cuttingPlanes;c<b.length;c++)g=b[c],a.push(this._createCuttingPlaneGeometry(g).then(function(b){null!==b&&e.push(b)}));return[4,d.Util.waitForAll(a)];case 1:f.sent(),this._initCuttingPlanesByNodeId(e),
+f.label=2;case 2:return[2,this._engine.addCuttingSection(this)]}})})};f.prototype.deactivate=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(e){return this._isActive?(this._isActive=!1,a=[],a.push(this._destroyGeometry()),a.push(this._engine.removeCuttingSection(this)),this._cuttingManager.hasActiveCuttingSection()||this._engine.setDefaultDepthRange(0,1),[2,d.Util.waitForAll(a)]):[2]})})};f.prototype.isActive=function(){return this._isActive};f.prototype.toJson=
+function(){return this._toJson()};f.prototype._toJson=function(){for(var a=[],d=0;d<this._cuttingPlanes.length;d++)a[d]=this._cuttingPlanes[d].toJson();return{planes:a}};f.prototype.forJson=function(){return this.toJson()};f.prototype.fromJson=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,f,l;return __generator(this,function(k){switch(k.label){case 0:return[4,this.clear()];case 1:k.sent();e=d.Internal.deepClone(a);c=e.planes;b=0;for(g=c;b<g.length;b++)f=g[b],l=new d.Internal.CuttingPlane,
+l.fromJson(f),this._cuttingPlanes.push(l);return[2,this.activate()]}})})};f.prototype._initCuttingPlanesByNodeId=function(a){this._model.setInstanceModifier(d.InstanceModifier.DoNotCut,a,!0);this._model.setInstanceModifier(d.InstanceModifier.DoNotExplode,a,!0);this._cuttingManager.getStandinGeometryPickable()||this._model.setInstanceModifier(d.InstanceModifier.DoNotSelect,a,!0)};f.prototype._destroyGeometry=function(){for(var a=[],d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];null!==g.meshId&&
+a.push(g.meshId);null!==g.instanceNodeId&&d.push(g.instanceNodeId);g.meshId=null;g.instanceNodeId=null}return this._destroyMeshes(a,d)};f.prototype._getInstanceNodeIds=function(){for(var a=[],d=0,c=this._cuttingPlanes;d<c.length;d++){var b=c[d].instanceNodeId;null!==b&&a.push(b)}return a};f.prototype._resetCuttingPlane=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:if(null===a.meshId||null===a.instanceNodeId)return[3,2];
+d=this._destroyMeshes([a.meshId],[a.instanceNodeId]);a.meshId=null;a.instanceNodeId=null;return[4,d];case 1:return c.sent(),[2,this._createInstanceGeometry(a)];case 2:if(null!==a.referenceGeometry)return[2,this._createInstanceGeometry(a)];c.label=3;case 3:return[2]}})})};f.prototype._createInstanceGeometry=function(a){return __awaiter(this,void 0,void 0,function(){var d,c;return __generator(this,function(b){switch(b.label){case 0:return d=[],[4,this._createCuttingPlaneGeometry(a)];case 1:return c=
+b.sent(),null!==c&&d.push(c),this._initCuttingPlanesByNodeId(d),[2]}})})};f.prototype._destroyMeshes=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,f;return __generator(this,function(k){switch(k.label){case 0:return c=[],c.push(this._model.deleteMeshInstances(e)),c.push(this._model.deleteMeshes(a)),[4,d.Util.waitForAll(c)];case 1:k.sent();b=0;for(g=e;b<g.length;b++)f=g[b],this._viewer.selectionManager._incrementalBlacklistedInstanceNodes.delete(f);return[2]}})})};f.prototype._createCuttingPlaneGeometry=
+function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,f,l,h,m;return __generator(this,function(k){switch(k.label){case 0:e=a.createMeshData();if(null===e)return[2,null];e.setBackfacesEnabled(!0);return[4,this._model.createMesh(e)];case 1:return c=k.sent(),a.meshId=c,b=d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotXRay,g=a.plane.copy(),f=g.normal.copy().scale(-g.d),l=(new d.Matrix).setTranslationComponent(f.x,
+f.y,f.z),a.setMatrix(l.copy()),h=new d.MeshInstanceData(c,l,null,a.color,null,null,b),h.setOpacity(a.opacity),h.setLineColor(a.lineColor),this._engine.pauseRendering(),[4,this._model.createMeshInstance(h,void 0,!0,!0)];case 2:return m=k.sent(),a.instanceNodeId=m,this._viewer.selectionManager._incrementalBlacklistedInstanceNodes.add(m),this._model.setDepthRange([m],4.76837158203125E-7,1),this._engine.resumeRendering(),[2,m]}})})};__decorate([f.deprecated],f.prototype,"setPlaneTransparency",null);__decorate([f.deprecated],
+f.prototype,"setItemTransparency",null);__decorate([f.deprecated],f.prototype,"setTransparency",null);__decorate([f.deprecated],f.prototype,"forJson",null);return f}();d.CuttingSection=h})(Communicator||(Communicator={}));
+(function(d){(function(d){function f(a,d){for(var c=0;c<d.length;c++)a.push(d[c])}d.emptyBytes=new Uint8Array(0);d.copyArray=function(a){return a.slice()};d.append=function(a,d){for(var c=0;c<d.length;c++)a.push(d[c])};d.last=function(a){console.assert(0<a.length);return a[a.length-1]};d.all=function(a){for(var d=0;d<a.length;d++)if(!a[d])return!1;return!0};d.chunkify=function(a,d){for(var c=[],b=0;b<a.length;b+=d)c.push(a.slice(b,b+d));return c};d.mapInPlace=function(a,d){for(var c=0;c<a.length;++c)a[c]=
+d(a[c]);return a};d.concatInPlace=f;d.concatAll=function(a){for(var d=[],c=0;c<a.length;c++)f(d,a[c]);return d}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.filterInPlace=function(d,a){for(var e=0,c=0;c<d.length;++c){var b=d[c];a(b)&&(d[e++]=b)}d.length=e}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._leftToRight=new Map;this._rightToLeft=new Map}a.prototype.set=function(a,c){this._leftToRight.set(a,c);this._rightToLeft.set(c,a)};a.prototype.getLeft=function(a){return this._rightToLeft.get(a)};a.prototype.getRight=function(a){return this._leftToRight.get(a)};return a}();d.Bimap=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this.value=a}a.create=function(d){return new a(d)};return a}();d.Boxed=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._stopTime=this._currentTime=0}a.prototype.stop=function(){this._stopTime=this._currentTime};a.prototype.isTicking=function(){this._refreshCurrentTime();return 0<this._remainingDuration()};a.prototype.tickFor=function(a){this._refreshCurrentTime();this._remainingDuration()>=a||(this._stopTime=this._currentTime+a)};a.prototype._remainingDuration=function(){return this._stopTime-this._currentTime};a.prototype._refreshCurrentTime=function(){this._currentTime=
+Date.now()};return a}();d.Clock=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._planes=[];this._absPlanes=[];this._signs=[];this._distanceScale=[];for(var c=a.length,b=0;b<a.length;b++)this._planes.push(a[b].slice());for(a=0;a<c;++a)for(this._planes[a][3]=-this._planes[a][3],this._absPlanes[a]=d.cwiseAbs3(this._planes[a]),this._signs[a]=[0,0,0],b=0;3>b;++b)this._signs[a][b]=0<=this._planes[a][b]?1:-1;for(a=0;a<c;++a)b=d.squaredNorm3(this._planes[a]),this._distanceScale[a]=0===b?0:1/b}a.fromPlaneCoefficients=function(d){for(var c=
+[],b=0;b<d.length;b++){var g=d[b];c.push([g.x,g.y,g.z,g.w])}return new a(c)};a.createFrustumFromMatrix=function(e){for(var c=[],b=0;3>b;++b)c[b]=d.sub4(d.col4(e,3),d.col4(e,b));for(b=0;3>b;++b)c[b+3]=d.add4(d.col4(e,3),d.col4(e,b));return new a(c)};a.prototype.testAxisAlignedBox=function(a,c){for(var b=this._planes.length,g=2,e=0;e<b;++e){var f=d.dot3(this._planes[e],a),h=d.dot3(this._absPlanes[e],c);if(f+h<=this._planes[e][3])return 0;f-h<this._planes[e][3]&&(g=1)}return g};a.prototype.axisAlignedBoxNotOutside=
+function(a,c){for(var b=this._planes.length,g=0;g<b;++g)if(d.dot3(this._planes[g],d.add3(a,d.cwiseProduct3(c,this._signs[g])))<=this._planes[g][3])return!1;return!0};a.prototype.sphereNotOutside=function(a,c){for(var b=this._planes.length,g=0;g<b;++g){var e=d.dot3(this._planes[g],a)-this._planes[g][3];if(0>e&&e*e*this._distanceScale[g]>=c)return!1}return!0};a.prototype.sphereFullyInside=function(a,c){for(var b=this._planes.length,g=0;g<b;++g){var e=d.dot3(this._planes[g],a)-this._planes[g][3];if(0>
+e||e*e*this._distanceScale[g]<c)return!1}return!0};a.prototype.pointInside=function(a){for(var c=this._planes.length,b=0;b<c;++b)if(0>d.dot3(this._planes[b],a)-this._planes[b][3])return!1;return!0};return a}();d.ConvexVolume=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){}a.isSupported=function(){return a._enabled&&"function"===typeof fetch&&"function"===typeof ReadableStream};a.request=function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,fetch(a)];case 1:c=b.sent();if(200===c.status)return[2,c];throw new d.LoadError('Failed to fetch "'+a+'" with status '+c.status+".");}})})};a._enabled=!0;return a}();h.FetchApi=f})(d.Internal||(d.Internal=
+{}))})(Communicator||(Communicator={}));(function(d){(function(d){d.nop=function(){};d.identity=function(d){return d}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,e){return new Promise(function(c,b){var g=new XMLHttpRequest;g.open("GET",a,!0);e&&(g.responseType=e);g.onload=function(e){4===g.readyState&&(200===g.status?c(g):(e=new d.LoadError('XMLHttpRequest failed to GET "'+a+'" with status '+g.status+"."),b(e)))};g.onerror=function(a){b(a)};g.send()})}h.httpRequest=f;h.httpRequestBuffer=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return[4,
+f(a,"arraybuffer")];case 1:return d=c.sent(),[2,new Uint8Array(d.response)]}})})}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.copyMap=function(d){var a=new Map;d.forEach(function(d,c){a.set(c,d)});return a};d.copySet=function(d){var a=new Set;d.forEach(function(d){a.add(d)});return a};d.toSet=function(d){for(var a=new Set,e=0;e<d.length;e++)a.add(d[e]);return a}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._deferredValue=a}a.create=function(d){return new a(d)};a.prototype.get=function(){null!==this._deferredValue&&(this._resolvedValue=this._deferredValue(),this._deferredValue=null);return this._resolvedValue};return a}();d.Lazy=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.Lazy=d.Util.Lazy;var f=function(){function a(a){this._value=a}a.create=function(c){return new a(c)};a.prototype.get=function(){"function"===typeof this._value&&(this._value=this._value());return this._value};return a}();h.LazyObject=f;var a=function(){function a(a){"function"===typeof a&&(a=f.create(a));a instanceof Promise&&(a=this._rectifyResult(a));this._value=a}a.create=function(c){return new a(c)};a.prototype.isUnforced=function(){return this._value instanceof f};
+a.prototype.isResolved=function(){return!(this._value instanceof f)&&!(this._value instanceof Promise)};a.prototype.getResolved=function(){console.assert(this.isResolved());return this._value};a.prototype.then=function(a,b){this._value instanceof f&&(this._value=this._rectifyResult(this._value.get()));if(this._value instanceof Promise)return this._value.then(a,b);d.Util.TypeAssert(this._value);return Promise.resolve(this._value).then(a,b)};a.prototype._rectifyResult=function(a){var b=this;return a instanceof
+Promise?a.then(function(a){return b._value=a}):a};return a}();h.LazyPromise=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){d.fromIntegerMap=function(d){if(d instanceof Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e],g=d[b];a.set(parseInt(b,10),g)}return a};d.toIntegerMap=function(d){if(!(d instanceof Map))return d;var a={};d.forEach(function(d,c){a[c]=d});return a};d.fromRealNumberMap=function(d){if(d instanceof Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e];a.set(Number(b),d[b])}return a};d.fromStringMap=function(d){if(d instanceof
+Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e];a.set(b,d[b])}return a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(h){h.Todo=function(){for(var f=0;f<arguments.length;f++);throw new d.InternalLogicError;}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.TypeAssert=function(d){};h.TypeAssertNever=function(f){throw new d.InternalLogicError;}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){d=d.Internal||(d.Internal={});d=d.CompileTime||(d.CompileTime={});d.enable=!0;d.disable=!1})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._heap=[];this._comparator=a}a.prototype.clear=function(){this._heap.length=0};Object.defineProperty(a.prototype,"length",{get:function(){return this._heap.length},enumerable:!0,configurable:!0});a.prototype.peek=function(){return this._heap[0]};a.prototype.push=function(a){this._heap.push(a);this._siftUp()};a.prototype.pop=function(){var a=this.peek(),c=this.length-1;0<c&&this._swap(0,c);this._heap.pop();this._siftDown();return a};a.prototype.replace=
+function(a){var c=this.peek();this._heap[0]=a;this._siftDown();return c};a.prototype._greater=function(a,c){return this._comparator(this._heap[a],this._heap[c])};a.prototype._swap=function(a,c){var b=[this._heap[c],this._heap[a]];this._heap[a]=b[0];this._heap[c]=b[1]};a.prototype._siftUp=function(){for(var a=this.length-1;0<a&&this._greater(a,(a+1>>>1)-1);)this._swap(a,(a+1>>>1)-1),a=(a+1>>>1)-1};a.prototype._siftDown=function(){for(var a=0;(a<<1)+1<this.length&&this._greater((a<<1)+1,a)||a+1<<1<
+this.length&&this._greater(a+1<<1,a);){var c=a+1<<1<this.length&&this._greater(a+1<<1,(a<<1)+1)?a+1<<1:(a<<1)+1;this._swap(a,c);a=c}};return a}();d.PriorityQueue=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.waitForAll=function(d){return Promise.all(d)}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){return function(){this.items=[];this.next=null}}(),a=function(){function a(){this.clear()}a.prototype.clear=function(){this._tail=this._head=new f;this._size=0};Object.defineProperty(a.prototype,"length",{get:function(){return this._size},enumerable:!0,configurable:!0});a.prototype.push=function(a){++this._size;if(1024===this._tail.items.length){var b=new f;this._tail=this._tail.next=b}this._tail.items.push(a)};a.prototype.pop=function(){console.assert(0<
+this._size);console.assert(0<this._head.items.length);--this._size;var a=this._head.items.shift();if(0===this._head.items.length){var b=this._head.next;null===b?console.assert(this._head===this._tail):this._head=b}return a};return a}();d.Queue=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){var f=function(){return function(a,d){this.value=a;this.kids=d.slice()}}();d.RoseTree=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(function(d){(function(d){d.utf8ArrayToStr=function(a){if("undefined"!==typeof window&&8192>a.length&&"escape"in window){var b=void 0;try{var c=String.fromCharCode.apply(null,a),d=window.escape(c);b=decodeURIComponent(d)}catch(p){b=""}return b}b="";d=a.length;for(c=0;c<d;){var e=a[c++];switch(e>>4){case 0:case 1:case 2:case 3:case 4:case 5:case 6:case 7:b+=String.fromCharCode(e);break;case 12:case 13:var f=a[c++];b+=String.fromCharCode((e&31)<<6|f&63);break;case 14:f=a[c++];var h=a[c++];b+=String.fromCharCode((e&
+15)<<12|(f&63)<<6|(h&63)<<0)}}return b};var f=/^\d+$/;d.isBase10Number=function(a){return f.test(a)};var a="0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz`~!@#$%^&*()_+-=[]{};:'\",.<>\\|/?".split("");d.compressUint=function(c){console.assert(0<=c);if(0===c)return a[0];for(var b=[];0!==c;){var d=Math.floor(c/a.length);b.push(a[c%a.length]);c=d}return b.join("")};var e="0000000 000000 00000 0000 000 00 0 ".split(" ");d.zeroPadHex32=function(a){a=a.toString(16);return e[a.length-1]+a}})(d.Internal||
+(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){(function(d){d.isEmpty=function(a){return null===a||void 0===a};d.toArray=function(a){return Array.isArray(a)?a.slice():null===a||void 0===a?[]:[a]};d.fromArray=function(a){return 0===a.length?null:1===a.length?a[0]:a};d.push=function(a,d){return a?Array.isArray(a)?(a.push(d),a):[a,d]:d}})(d.TerseArray||(d.TerseArray={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this._afterActionIdlePromise=this._beforeActionIdlePromise=this._action=this._timerId=null}a.prototype.isIdle=function(a){if(0===a)return null===this._timerId;h.TypeAssert(a);return null===this._action};a.prototype.waitForIdle=function(a){if(0===a){if(null===this._timerId)return Promise.resolve();null===this._beforeActionIdlePromise&&(this._beforeActionIdlePromise=d.Internal.OpenPromise.create());return this._beforeActionIdlePromise}h.TypeAssert(a);
+if(null===this._action)return Promise.resolve();null===this._afterActionIdlePromise&&(this._afterActionIdlePromise=d.Internal.OpenPromise.create());return this._afterActionIdlePromise};a.prototype._triggerIdlePromise=function(a){0===a?null!==this._beforeActionIdlePromise&&(this._beforeActionIdlePromise.resolve(),this._beforeActionIdlePromise=null):(h.TypeAssert(a),null!==this._afterActionIdlePromise&&(this._afterActionIdlePromise.resolve(),this._afterActionIdlePromise=null))};a.prototype._clearTimeout=
+function(){null!==this._timerId&&(clearTimeout(this._timerId),this._timerId=null)};a.prototype.clear=function(){this._clearTimeout();this._triggerIdlePromise(0);this._action=null;this._triggerIdlePromise(1)};a.prototype.set=function(a,c){var b=this;this._clearTimeout();this._action=c;this._timerId=setTimeout(function(){b._timerId=null;b._triggerIdlePromise(0);var a=b._afterActionIdlePromise;b._afterActionIdlePromise=null;b._action();null===b._timerId&&(b._action=null);null!==a&&a.resolve()},a)};return a}();
+h.Timer=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){d=d.Internal||(d.Internal={});d=d.Unicode||(d.Unicode={});d.Subscript2="\u00b2";d.Subscript3="\u00b3"})(Communicator||(Communicator={}));
+(function(d){(function(d){function f(a,c){return a[0]*c[0]+a[1]*c[1]+a[2]*c[2]}function a(a){var c=a[0],b=a[1];a=a[2];return c*c+b*b+a*a}d.toVec3=function(a){return[a.x,a.y,a.z]};d.cwiseAbs3=function(a){return[Math.abs(a[0]),Math.abs(a[1]),Math.abs(a[2])]};d.cwiseProduct3=function(a,c){return[a[0]*c[0],a[1]*c[1],a[2]*c[2]]};d.add3=function(a,c){return[a[0]+c[0],a[1]+c[1],a[2]+c[2]]};d.sub3=function(a,c){return[a[0]-c[0],a[1]-c[1],a[2]-c[2]]};d.add4=function(a,c){return[a[0]+c[0],a[1]+c[1],a[2]+c[2],
+a[3]+c[3]]};d.sub4=function(a,c){return[a[0]-c[0],a[1]-c[1],a[2]-c[2],a[3]-c[3]]};d.dot3=f;d.squaredNorm3=a;d.norm3=function(d){return Math.sqrt(a(d))};d.scale3=function(a,c){return[a*c[0],a*c[1],a*c[2]]};d.row4=function(a,c){a=a.m;c*=4;return[a[c],a[c+1],a[c+2],a[c+3]]};d.col4=function(a,c){a=a.m;return[a[c],a[c+4],a[c+8],a[c+12]]};d.projectSquaredSize=function(a,c,b){a=f(a,b)+b[3];a*=a;1E-5>a&&(a=1E-5);return c/a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+return[2]}null===this._idlePromise&&(this._idlePromise=h.OpenPromise.create());return[2,this._idlePromise]})})};a.prototype.push=function(a){"function"===typeof a&&(a=h.Lazy.create(a));this._activePromiseCount<this._maxActivePromises?(console.assert(0===this._deferredActions.length),this._immediateAction(a)):this._deferredActions.push(a)};a.prototype._immediateAction=function(a){var c=this;if(this._failed)return console.assert(0===this._deferredActions.length),!0;try{var b=a.get()}catch(g){this._suppressFailures||
+(this._failed=!0,this._failureError=g,this._deferredActions.clear())}if(void 0===b)return!0;++this._activePromiseCount;b.then(function(b){c._finalizePromise();return b}).catch(function(b){c._finalizePromise();throw b;});return!1};a.prototype._finalizePromise=function(){--this._activePromiseCount;this._failed&&console.assert(0===this._deferredActions.length);if(0<this._deferredActions.length){do{var a=this._deferredActions.pop();if(!this._immediateAction(a))break}while(0<this._deferredActions.length)
+}this._tryActivateIdlePromise()};a.prototype._tryActivateIdlePromise=function(){0===this._activePromiseCount&&(console.assert(0===this._deferredActions.length),null!==this._idlePromise&&(this._failed?this._idlePromise.reject(this._failureError):this._idlePromise.resolve(),this._idlePromise=null))};return a}();h.ActionQueue=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._idlePromise=this._pending=this._active=null;this._suppressFailures=a}a.prototype.isIdle=function(){return null===this._active};a.prototype.waitForIdle=function(){if(this.isIdle())return Promise.resolve();null===this._idlePromise&&(this._idlePromise=d.OpenPromise.create());return this._idlePromise};a.prototype.set=function(a){var c=this;"function"===typeof a&&(a=d.Lazy.create(a));if(null===this._active){var b=void 0;try{b=a.get()}catch(g){return this._advance(!this._suppressFailures,
+g)}if(void 0===b)return this._advance(!1,null);this._active=b.then(function(){c._advance(!1,null)}).catch(function(b){c._advance(!c._suppressFailures,b)})}else this._pending=a};a.prototype._advance=function(a,c){this._active=null;a&&(this._pending=null);null===this._pending?null!==this._idlePromise&&(a?this._idlePromise.reject(c):this._idlePromise.resolve(),this._idlePromise=null):(a=this._pending,this._pending=null,this.set(a))};a.prototype.clear=function(){this._pending=null};return a}();d.CurrentAction=
+f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._action=new d.CurrentAction(!0);this._latestPromise=null;this._timestamp=0}a.prototype.isIdle=function(){return null===this._latestPromise&&this._action.isIdle()};a.prototype.set=function(a){var c=this,b=++this._timestamp;null!==this._latestPromise&&this._latestPromise.reject(void 0);var g=d.OpenPromise.create();this._latestPromise=g;this._action.clear();this._action.waitForIdle().then(function(){b===c._timestamp&&c._action.set(function(){if(b===
+c._timestamp){g===c._latestPromise&&(c._latestPromise=null);"function"===typeof a&&(a=d.Lazy.create(a));try{var e=a.get()}catch(l){return c._advance(g,!0,l)}return void 0===e?c._advance(g,!1,null):e.then(function(){return c._advance(g,!1,null)},function(b){return c._advance(g,!0,b)})}})});return g};a.prototype._advance=function(a,c,b){a===this._latestPromise&&(this._latestPromise=null);c?a.reject(b):a.resolve()};return a}();d.CurrentActionSync=f})(d.Util||(d.Util={}))})(Communicator||(Communicator=
+{}));(function(d){(function(d){(function(d){d.create=function(){var a,d,c=new Promise(function(b,c){a=b;d=c});c.resolve=a;c.reject=d;return c}})(d.OpenPromise||(d.OpenPromise={}))})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){(d.Internal||(d.Internal={})).OpenPromise=d.Util.OpenPromise})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._cache=new Map}a.prototype.clear=function(){this._cache.clear()};a.prototype.load=function(a,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(d){b=this._cache.get(a);if(void 0!==b)return[2,b];this._cache.set(a,c);return[2,c]})})};return a}();d.PromiseCache=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(b,a,c){this._lazyPromise=b;this._wrapperPromise=a;null!==c&&(this.compareValue=c)}a.prototype.kill=function(){this._lazyPromise=null};a.prototype.fetch=function(b,a){var c=this;null===this._lazyPromise?(this._wrapperPromise.reject(null),setTimeout(a,0)):b(this._lazyPromise).then(function(b){c._wrapperPromise.resolve(b)}).catch(function(b){c._wrapperPromise.reject(b)})};return a}();d._DeferredPromise=f;var a=function(){function a(b,a,c){this._failed=
+!1;this._failureError=null;this._activePromiseCount=0;this._idlePromise=null;this._latestPromise=Promise.resolve();this._needsResorting=!1;console.assert(0<b,"Don't create a non-progressible queue.");this._maxActivePromises=b;this._deferredPromises=a;this._failureFailsAll=c}a.prototype.maxActivePromises=function(){return this._maxActivePromises};a.prototype.isIdle=function(){return 0===this._activePromiseCount};a.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(b){if(this.isIdle()){if(this._failureFailsAll&&this._failed)throw this._failureError;return[2]}null===this._idlePromise&&(this._idlePromise=d.OpenPromise.create());return[2,this._idlePromise]})})};a.prototype.killDeferred=function(){for(var b=[];0<this._deferredPromises.length;){var a=this._dequeue();a.kill();b.push(a)}for(var c=0;c<b.length;c++)a=b[c],this._queue(a)};a.prototype._push=function(b,a){"function"===typeof b&&(b=d.Lazy.create(b));return this._latestPromise=b=this._activePromiseCount<
+this._maxActivePromises?this._immediatePromise(b):this._deferPromise(b,a)};a.prototype._resort=function(){console.assert(this._needsResorting);this._needsResorting=!1;for(var b=[];0<this._deferredPromises.length;){var a=this._dequeue();b.push(a)}for(var c=0;c<b.length;c++)a=b[c],this._queue(a)};a.prototype._deferPromise=function(b,a){var c=d.OpenPromise.create();b=new f(b,c,a);this._queue(b);return c};a.prototype._immediatePromise=function(b){return __awaiter(this,void 0,void 0,function(){var a,c;
+return __generator(this,function(d){switch(d.label){case 0:if(this._failureFailsAll&&this._failed)throw this._failureError;++this._activePromiseCount;d.label=1;case 1:return d.trys.push([1,3,,4]),[4,b.get()];case 2:return a=d.sent(),this._finalizePromise(),[2,a];case 3:throw c=d.sent(),this._failureFailsAll&&!this._failed&&(this._failed=!0,this._failureError=c,null!==this._idlePromise&&this._idlePromise.reject(c)),this._finalizePromise(),c;case 4:return[2]}})})};a.prototype._finalizePromise=function(){var b=
+this;--this._activePromiseCount;0<this._deferredPromises.length?(this._needsResorting&&this._resort(),this._dequeue().fetch(function(a){return b._immediatePromise(a)},function(){b._finalizePromise()})):0===this._activePromiseCount&&(null!==this._idlePromise&&(this._failureFailsAll&&this._failed?this._idlePromise.reject(this._failureError):this._idlePromise.resolve(),this._idlePromise=null),this._latestPromise=Promise.resolve())};return a}();d.PromiseQueueImpl=a;var e=function(a){function b(b,c){return a.call(this,
+b,new d.Queue,c)||this}__extends(b,a);b.prototype._queue=function(b){this._deferredPromises.push(b)};b.prototype._dequeue=function(){return this._deferredPromises.pop()};b.prototype.push=function(b){return this._push(b,null)};b.prototype.waitOnLatest=function(){return this._latestPromise.then(d.nop,d.nop)};return b}(a);d.PromiseQueue=e;a=function(a){function b(b,c,e){var g=this;g=new d.PriorityQueue(function(b,a){return c(b.compareValue,a.compareValue)});return g=a.call(this,b,g,e)||this}__extends(b,
+a);b.prototype._queue=function(b){this._deferredPromises.push(b)};b.prototype._dequeue=function(){return this._deferredPromises.pop()};b.prototype.push=function(b,a){return this._push(b,a)};b.prototype.markDirty=function(){this._needsResorting=!0};return b}(a);d.PriorityPromiseQueue=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.create=function(){var a,d,c=new Promise(function(b,g){a=function(a){c.state=1;b(a)};d=function(b){c.state=2;g(b)}});c.state=0;c.resolve=a;c.reject=d;return c}})(d.TrackedOpenPromise||(d.TrackedOpenPromise={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.create=function(a,d){var c=new Promise(function(b,g){d.then(function(){c.isReady=!0;b(a)},g)});c.unsafeValue=a;c.readyPromise=d;c.isReady=!1;return c}})(d.UnsafePromise||(d.UnsafePromise={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b,c,e,f){var g=a.call(this)||this;g._position=new d.Point2(b,c);g._modifiers=e;g._inputType=f;return g}__extends(c,a);c.prototype.getPosition=function(){return this._position.copy()};c.prototype.shiftDown=function(){return(this._modifiers&d.KeyModifiers.Shift)===d.KeyModifiers.Shift};c.prototype.altDown=function(){return(this._modifiers&d.KeyModifiers.Alt)===d.KeyModifiers.Alt};c.prototype.controlDown=function(){return(this._modifiers&d.KeyModifiers.Control)===
+d.KeyModifiers.Control};c.prototype.commandDown=function(){return(this._modifiers&d.KeyModifiers.Command)===d.KeyModifiers.Command};c.prototype.getEventType=function(){return this._inputType};c.prototype.getModifiers=function(){return this._modifiers};return c}(h.InputEvent);h.MouseInputEventBase=f;var a=function(a){function c(b,c,d,e,f,h){b=a.call(this,b,c,f,h)||this;b._button=d;b._buttons=e;return b}__extends(c,a);c.prototype.getButton=function(){return this._button};c.prototype.getButtons=function(){return this._buttons};
+return c}(f);h.MouseInputEvent=a;f=function(a){function c(b,c,d,e,f,h){b=a.call(this,b,c,f,h)||this;b._wheelDelta=d;b._buttons=e;return b}__extends(c,a);c.prototype.getWheelDelta=function(){return this._wheelDelta};c.prototype.getButtons=function(){return this._buttons};return c}(f);h.MouseWheelInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._selection=a}a.prototype.getType=function(){return this._selection?this._selection.getSelectionType():d.SelectionType.None};a.prototype.getSelection=function(){return this._selection};a._createNull=function(){return new a(d.Selection.SelectionItem.create())};return a}();h.NodeSelectionEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,g,e,f){var k=a.call(this)||this;k._id=c;k._position=new d.Point2(b,g);k._buttons=e;k._inputType=f;return k}__extends(e,a);e.prototype.getId=function(){return this._id};e.prototype.getPosition=function(){return this._position};e.prototype.getEventType=function(){return this._inputType};e.prototype.getButtons=function(){return this._buttons};return e}(h.InputEvent);h.TouchInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){}a.calculate=function(a,c,b,d){var g=2/(c+2*b+d);a=a<=c?this._PA(a,g,c):a>=c&&a<=c+b?this._PA(a,g,c):this._PC(a,g,c,b,d);return a=Math.min(a,1)};a._PA=function(a,c,b){return a*a*.5*c/b};a._PB=function(a,c,b){return this._PA(b,c,b)+(a-b)*c};a._PC=function(a,c,b,d,f){return this._PB(b+d,c,b)+(a-(b+d))*c*(1-.5*(a-(b+d))/f)};return a}();d.EaseInEaseOut=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b,g,f){this._startTime=this._completeCallback=null;this._progress=0;this._targetMoveDelta=this._positionMoveDelta=null;this._interpolationUsesRotation=!1;this._endQuaternion=this._beginQuaternion=null;this._fieldHeightDelta=this._fieldWidthDelta=this._viewVectorLengthDelta=this._viewVectorLength=0;this._beginCam=a.copy();this._endCam=c.copy();a=d.Point3.subtract(this._endCam.getTarget(),this._endCam.getPosition()).normalize();c=this._endCam.getUp().normalize();
+c=d.Point3.cross(c,a);a=d.Point3.cross(a,c);this._endCam.setUp(a.normalize());this._completeCallback=g;this._duration=b;this._view=f}a.prototype.isComplete=function(){return 1<=this._progress};a.prototype.getCallback=function(){return this._completeCallback};a.prototype.stop=function(){};a.prototype.start=function(){this._startTime=Date.now();this._progress=0;this._init();this._view.getProjectionMode()!==this._endCam.getProjection()&&this._view.setProjectionMode(this._endCam.getProjection())};a.prototype.update=
+function(){if(null!==this._startTime){var a=(Date.now()-this._startTime)/this._duration;a=Math.min(a,1);a=Math.max(a,0);a=h.EaseInEaseOut.calculate(a,.49,.02,.49);a=Math.min(a,1);a=Math.max(a,0);var c=d.Point3.scale(this._positionMoveDelta,a),b=d.Point3.scale(this._targetMoveDelta,a),g=this._beginCam.getUp(),f=d.Point3.add(this._beginCam.getPosition(),c);b=d.Point3.add(this._beginCam.getTarget(),b);c=this._beginCam.getWidth()+a*this._fieldWidthDelta;var l=this._beginCam.getHeight()+a*this._fieldHeightDelta;
+if(this._interpolationUsesRotation){f=this._viewVectorLength+this._viewVectorLengthDelta*a;var n=d.Quaternion.interpolate(this._beginQuaternion,this._endQuaternion,a);n=d.Quaternion.toMatrix(n);f=new d.Point3(b.x-n.m[8]*f,b.y-n.m[9]*f,b.z-n.m[10]*f);g.set(n.m[4],n.m[5],n.m[6])}g=d.Camera.create(f,b,g,this._endCam.getProjection(),c,l,this._endCam.getNearLimit());this._view.setCamera(g);this._progress=a;1<=this._progress&&this._view.setCamera(this._endCam)}};a.prototype.getMatrixFromCamera=function(a){var c=
+d.Point3.subtract(a.getTarget(),a.getPosition()).normalize();a=a.getUp().normalize();a=d.Point3.cross(a,c);var b=d.Point3.cross(c,a);return d.Matrix.createFromBasis(a,b,c)};a.prototype._init=function(){var a=d.Point3.subtract(this._beginCam.getTarget(),this._beginCam.getPosition()),c=d.Point3.subtract(this._endCam.getTarget(),this._endCam.getPosition()),b=a.length(),g=c.length()-b;a.normalize();c.normalize();c=d.Point3.subtract(a,c);var f=d.Point3.subtract(this._endCam.getUp(),this._beginCam.getUp());
+a=!0;1E-4>c.length()&&1E-4>f.length()&&(a=!1);f=c=null;if(a){c=this.getMatrixFromCamera(this._beginCam);f=this.getMatrixFromCamera(this._endCam);c=d.Quaternion.createFromMatrix(c);f=d.Quaternion.createFromMatrix(f);var l=d.Quaternion.subtract(c,f).magnitudeSquared();d.Quaternion.add(c,f).magnitudeSquared()<l&&f.negate()}this._interpolationUsesRotation=a;this._beginQuaternion=c;this._endQuaternion=f;this._viewVectorLength=b;this._viewVectorLengthDelta=g;this._positionMoveDelta=d.Point3.subtract(this._endCam.getPosition(),
+this._beginCam.getPosition());this._targetMoveDelta=d.Point3.subtract(this._endCam.getTarget(),this._beginCam.getTarget());this._fieldWidthDelta=this._endCam.getWidth()-this._beginCam.getWidth();this._fieldHeightDelta=this._endCam.getHeight()-this._beginCam.getHeight()};return a}();h.CameraInterpolation=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this._activeInterpolation=null;this._updateTimer=new d.Util.Timer;this._updateInterval=16}a.prototype.stop=function(){this._activeInterpolation&&this._activeInterpolation.stop();this._activeInterpolation=null;this._updateTimer.clear()};a.prototype.start=function(a,c){void 0===c&&(c=!0);if(this._activeInterpolation&&!c)return!1;this.stop();this._activeInterpolation=a;this._activeInterpolation.start();this.update();return!0};a.prototype.update=
+function(){var a=this;if(this._activeInterpolation)if(this._activeInterpolation.update(),this._activeInterpolation.isComplete()){var c=this._activeInterpolation.getCallback();null!==c&&c()}else this._updateTimer.isIdle(0)&&this._updateTimer.set(this._updateInterval,function(){a.update()})};return a}();h.InterpolationManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b){this._markupItems=new Map;this._selectedMarkup=this._activeView=null;this._pendingUpdateHandleTimer=new d.Util.Timer;this._pickTolerance=0;this._callbackManager=a;this._domElements=c;this._markupRenderer=b}a.prototype.shutdown=function(){this.setActiveView(null);this._markupItems.forEach(function(a){a.remove()});this._markupItems.clear()};a.prototype._updateLater=function(a){var c=this;this._pendingUpdateHandleTimer.isIdle(0)&&this._pendingUpdateHandleTimer.set(0,
+function(){c.update()});null!==a&&this._pendingUpdateHandleTimer.waitForIdle(1).then(function(){a.resolve()})};a.prototype.updateLater=function(){this._updateLater(null)};a.prototype.update=function(){this._pendingUpdateHandleTimer.clear();this.renderMarkup();this.renderActiveViewMarkup()};a.prototype.registerMarkupItem=function(a){var c=d.UUID.create();this._markupItems.set(c,a);return c};a.prototype.unregisterMarkupItem=function(a){var c=this._markupItems.get(a);c&&(c.remove&&c.remove(),this._markupItems.delete(a))};
+a.prototype.getActiveView=function(){return this._activeView};a.prototype.setActiveView=function(a){return __awaiter(this,void 0,void 0,function(){var c,b,d,e,f,n;return __generator(this,function(g){switch(g.label){case 0:this._selectedMarkup&&(this._selectedMarkup.onDeselect(),this._selectedMarkup=null);c=this._activeView;this._activeView=a;if(null===c||c===a)return[3,2];b=c.getMarkup();d=0;for(e=b;d<e.length;d++)f=e[d],f.remove();n=h.OpenPromise.create();this._updateLater(n);return[4,n];case 1:return g.sent(),
+this._callbackManager.trigger("viewDeactivated",c),[3,4];case 2:return[4,this._pendingUpdateHandleTimer.waitForIdle(1)];case 3:g.sent(),g.label=4;case 4:return[2]}})})};a.prototype.renderMarkup=function(){this._markupRenderer._setCanvas(this._domElements.getMarkupSvgElement());this._markupRenderer._clear();this._markupItems.forEach(function(a){a.draw()});this._markupRenderer._finalize()};a.prototype.renderActiveViewMarkup=function(){this._markupRenderer._setCanvas(this._domElements.getRedlineSvgElement());
+this._markupRenderer._clear();if(this._activeView){for(var a=0,c=this._activeView.getMarkup();a<c.length;a++)c[a].draw();this._markupRenderer._finalize()}};a.prototype.getPickTolerance=function(){return this._pickTolerance};a.prototype.setPickTolerance=function(a){this._pickTolerance=a};a.prototype.pick=function(a){var c=this;if(this._activeView)for(var b=0,d=this._activeView.getMarkup();b<d.length;b++){var e=d[b];if(e.hitWithTolerance(a,this._pickTolerance)||e.hit(a))return e}var f=null;this._markupItems.forEach(function(b){null===
+f&&(b.hitWithTolerance(a,c._pickTolerance)||b.hit(a))&&(f=b)});return f};a.prototype.select=function(a){if(this._selectedMarkup&&a!==this._selectedMarkup)this._selectedMarkup.onDeselect();if(this._selectedMarkup=a)this._selectedMarkup.onSelect();this.update()};a.prototype.getSelected=function(){return this._selectedMarkup};return a}();h.MarkupItemManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._center=d.Point2.zero();b._radius=1;return b}__extends(b,a);b.prototype.set=function(b,a){this._center.assign(b);this.setRadius(a)};b.prototype.getCenter=function(){return this._center.copy()};b.prototype.setCenter=function(b){this._center.assign(b)};b.prototype.getRadius=function(){return this._radius};b.prototype.setRadius=function(b){this._radius=b};return b}(f.FilledShape);f.Circle=
+a;var e=function(){return function(a,b){this.center=a.copy();this.radius=b}}();f._MarkupCircleData=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._circles=[];return b}__extends(b,a);b.prototype.clear=function(){this._circles=[]};b.prototype.addCircle=function(b,a){this._circles.push(new e(b,a))};b.prototype.getCircles=function(){return this._circles};return b}(f.FilledShape);f.CircleCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){(function(f){var a=function(a){function b(b,c){var g=a.call(this)||this;g._p1=b?b.copy():d.Point2.zero();g._p2=c?c.copy():d.Point2.zero();return g}__extends(b,a);b.prototype.set=function(b,a){this._p1.assign(b);this._p2.assign(a)};b.prototype.getP1=function(){return this._p1.copy()};b.prototype.setP1=function(b){this._p1.assign(b)};b.prototype.getP2=function(){return this._p2};b.prototype.setP2=function(b){this._p2.assign(b)};return b}(f.EndcapShape);f.Line=a;var e=function(){return function(a,
+b){this.p1=a.copy();this.p2=b.copy()}}();f._MarkupLineData=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._lines=[];return b}__extends(b,a);b.prototype.addLine=function(b,a){this._lines.push(new e(b,a))};b.prototype.getLines=function(){return this._lines};b.prototype.clear=function(){this._lines=[]};return b}(f.EndcapShape);f.LineCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._padding=5;this._text=new f.TextMarkupBase;this._box=new f.RectangleBase;this._box.setFillOpacity(0);this._box.setFillColor(d.Color.white())}a.prototype._assign=function(b){this._text._assign(b._text);this._box._assign(b._box);this._padding=b._padding};a.prototype.getTextPortion=function(){return this._text};a.prototype.getBoxPortion=function(){return this._box};a.prototype.getPadding=function(){return this._padding};a.prototype.setPadding=
+function(b){this._padding=b};return a}();f.TextBoxBase=a;var e=function(a){function b(b,c){var g=a.call(this)||this;g._position=d.Point2.zero();g._textStr="";b&&g._position.assign(b);c&&(g._textStr=c);return g}__extends(b,a);b.prototype._assign=function(b){a.prototype._assign.call(this,b);this._position.assign(b._position)};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.setPosition=function(b){this._position.assign(b)};b.prototype.getTextString=function(){return this._textStr};
+b.prototype.setTextString=function(b){this._textStr=b};return b}(a);f.TextBox=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._textStrings=[];return b}__extends(b,a);b.prototype.clear=function(){this._textStrings=[]};b.prototype.addString=function(b,a){this._textStrings.push(new f._MarkupTextData(b,a))};b.prototype.getStrings=function(){return this._textStrings};return b}(a);f.TextBoxCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){var f=function(){return function(a,c){this.markupView=a;this.itemResults=c}}();h._MarkupViewConstruction=f;var a=function(){function a(a,b,d,e,f,h){void 0===h&&(h=null);this._faceVisibility=this._lineVisibility=!0;this._markupItems=new Set;this._sheetId=null;this._colorMap=new Map;this._snapshotImage=null;this._defaultVisibility=!0;this._visibilityExceptions=new Set;this._uniqueId=a;this._camera=d;this._name=b;this._explodeMagnitude=e;this._cuttingPlaneData=f;this._sheetId=h}
+a.prototype.getCamera=function(){return this._camera};a.prototype.getSheetId=function(){return this._sheetId};a.prototype.getUniqueId=function(){return this._uniqueId};a.prototype.getName=function(){return this._name};a.prototype.setName=function(a){this._name=a};a.prototype.getLineVisibility=function(){return this._lineVisibility};a.prototype.setLineVisibility=function(a){this._lineVisibility=a};a.prototype.getFaceVisibility=function(){return this._faceVisibility};a.prototype.setFaceVisibility=function(a){this._faceVisibility=
+a};a.prototype.addMarkupItem=function(a){this._markupItems.add(a)};a.prototype.getMarkup=function(){return d.Util.setToArray(this._markupItems)};a.prototype.removeMarkup=function(a){a.remove();return this._markupItems.delete(a)};a.prototype.getCuttingPlaneData=function(){return this._cuttingPlaneData};a.prototype.setCuttingPlaneData=function(a){this._cuttingPlaneData=a};a.prototype.getExplodeMagnitude=function(){return this._explodeMagnitude};a.prototype.setExplodeMagnitude=function(a){this._explodeMagnitude=
+a};a.prototype.getColorMap=function(){return this._colorMap};a.prototype.setColorMap=function(a){this._colorMap=a};a.prototype.getDefaultVisibility=function(){return this._defaultVisibility};a.prototype.setDefaultVisibility=function(a){this._defaultVisibility=a};a.prototype.getVisibilityExceptions=function(){return this._visibilityExceptions};a.prototype.setVisibilityExceptions=function(a){this._visibilityExceptions=a};a.prototype.getSnapshotImage=function(){return this._snapshotImage};a.prototype.setSnapshotImage=
+function(a){this._snapshotImage=a};a.prototype._handleLoadMarkupItem=function(a){return a instanceof h.MarkupItem?(this.addMarkupItem(a),!0):!1};a._fromJson=function(c,b){return __awaiter(this,void 0,void 0,function(){var g,e,l,h,m,p,q,r,u,t,v,w,z,x,y,A,B,D,C,E,F,H;return __generator(this,function(k){switch(k.label){case 0:g=c;e=d.Camera.fromJson(g.camera);g.hasOwnProperty("sheetId")&&g.sheetId&&(h=parseInt(c.sheetId,10),isNaN(h)||(l=h));m=new a(g.uniqueId,g.name,e,g.explodeMagnitude,g.cuttingData,
+l);m.setLineVisibility(g.lineVisibility);m.setFaceVisibility(g.faceVisibility);void 0!==g.defaultVisibility&&void 0!==g.visibilityExceptions&&(m.setDefaultVisibility(g.defaultVisibility),p=new Set,g.visibilityExceptions.forEach(function(b){p.add(b)}),m.setVisibilityExceptions(p));q=new Map;r=g.colors;if(Array.isArray(r))for(u=0,t=r;u<t.length;u++)v=t[u],w=v[0],z=d.Color.fromJson(v[1]),q.set(w,z);m.setColorMap(q);x=[];console.assert(Array.isArray(g.markup));y=0;for(A=g.markup;y<A.length;y++)if(B=A[y],
+D=d.Internal.classFromString(B.className))C=D.fromJson(B,b),C instanceof Promise?x.push(C.then(function(b){return m._handleLoadMarkupItem(b)})):x.push(Promise.resolve(m._handleLoadMarkupItem(C)));E=g.imageSrc;void 0!==E&&0<E.length&&(F=new Image,F.src=E,m.setSnapshotImage(F));return[4,Promise.all(x)];case 1:return H=k.sent(),[2,new f(m,H)]}})})};a.prototype.toJson=function(){return this._toJson()};a.prototype._toJson=function(){var a={uniqueId:this._uniqueId,name:this._name,camera:this._camera.toJson(),
+cuttingData:this._cuttingPlaneData,explodeMagnitude:this._explodeMagnitude,lineVisibility:this._lineVisibility,faceVisibility:this._faceVisibility,markup:[],sheetId:this._sheetId,defaultVisibility:this._defaultVisibility,visibilityExceptions:[],colors:[],imageSrc:""};this._markupItems.forEach(function(b){var c=b.toJson();c.className=b.getClassName();a.markup.push(c)});this._visibilityExceptions.forEach(function(b){a.visibilityExceptions.push(b)});this._colorMap.forEach(function(b,c){a.colors.push([c,
+b.toJson()])});null!==this._snapshotImage&&(a.imageSrc=this._snapshotImage.src);return a};a.prototype.forJson=function(){return this.toJson()};return a}();h.MarkupView=a})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,d,e,f,h){var g=a.call(this)||this;g._markupViews=new Map;g._defaultViewCounter=1;g._markupItemManager=b;g._callbackManager=d;g._explodeManager=e;g._cuttingManager=f;g._viewer=c;g._sheetManager=h;g._initEvents();return g}__extends(e,a);e.prototype._initEvents=function(){var a=this;this._callbackManager.bind({modelSwitchStart:function(){a._markupItemManager.shutdown()}})};e.prototype.getView=function(a){a=this._markupViews.get(a);return void 0!==
+a?a:null};e.prototype.getViewKeys=function(){var a=[];this._markupViews.forEach(function(b,c){a.push(c)});return a};e.prototype.loadData=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,n,m=this;return __generator(this,function(g){b=[];c=0;for(e=a;c<e.length;c++)f=e[c],n=d.Markup.MarkupView._fromJson(f,this._viewer).then(function(b){if(!h.all(b.itemResults))return!1;b=b.markupView;var a=b.getUniqueId();return m._markupViews.has(a)?!1:(m._markupViews.set(a,b),m._callbackManager.trigger("viewLoaded",
+b),!0)}),b.push(n);return[2,Promise.all(b)]})})};e.prototype.exportMarkup=function(){var a=[];this._markupViews.forEach(function(b){a.push(b.toJson())});return a};e.prototype.createView=function(a,b,g,e,f,h){void 0===a&&(a=this._createDefaultViewName());void 0===b&&(b=!0);void 0===g&&(g=null);void 0===e&&(e=null);void 0===f&&(f=null);void 0===h&&(h=null);var c=this._viewer.view,k=d.UUID.create();a=new d.Markup.MarkupView(k,a,c.getCamera(),this._explodeManager.getMagnitude(),this._cuttingManager.toJson(),
+g);this._markupViews.set(k,a);a.setLineVisibility(c.getLineVisibility());a.setFaceVisibility(c.getFaceVisibility());null!==e&&(a.setDefaultVisibility(e.defaultVisibility),a.setVisibilityExceptions(e.visibilityExceptions));null!==f&&a.setColorMap(f);null!==h&&a.setSnapshotImage(h);this._markupItemManager.setActiveView(a);b&&this._callbackManager.trigger("viewCreated",a);return a};e.prototype._activateSheet=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){return null!==
+a?[2,this._sheetManager.setActiveSheetId(a,!0,!1)]:[2]})})};e.prototype._activateViewImpl=function(a,b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return[4,this._activateSheet(a.getSheetId())];case 1:return d.sent(),c=this._viewer.view,c.setFaceVisibility(a.getFaceVisibility()),c.setLineVisibility(a.getLineVisibility()),0<b?[4,this._markupItemManager.setActiveView(null)]:[3,4];case 2:return d.sent(),[4,c._setCameraPromise(a.getCamera(),
+b)];case 3:return d.sent(),[3,5];case 4:c.setCamera(a.getCamera()),d.label=5;case 5:return[4,this._setActiveView(a)];case 6:return d.sent(),[2]}})})};e.prototype._activateView=function(a,b){a=this._markupViews.get(a);return void 0!==a?(b=this._activateViewImpl(a,b),h.UnsafePromise.create(!0,b)):h.UnsafePromise.create(!1,Promise.resolve())};e.prototype.activateView=function(a,b){void 0===b&&(b=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,
+this._activateView(a,b)]})})};e.prototype.deprecatedActivateView=function(a,b){void 0===b&&(b=d.DefaultTransitionDuration);return this._activateView(a,b).unsafeValue};e.prototype._setActiveView=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d,e;return __generator(this,function(g){switch(g.label){case 0:return this._viewer.model.isDrawing()?null!==a.getSheetId()?[3,2]:[4,this._viewer.sheetManager.deactivateSheets()]:[3,5];case 1:return g.sent(),[3,4];case 2:b=a.getVisibilityExceptions();
+c=a.getDefaultVisibility();if(!(0<b.size&&c))return[3,4];d=[];b.forEach(function(b){d.push(b)});return[4,this._viewer.model.setNodesVisibility(d,!1)];case 3:g.sent(),g.label=4;case 4:return[3,8];case 5:return c=a.getDefaultVisibility(),[4,this._viewer.model.setNodesVisibility([this._viewer.model.getAbsoluteRootNode()],c)];case 6:g.sent();b=a.getVisibilityExceptions();if(!(0<b.size))return[3,8];e=[];b.forEach(function(b){e.push(b)});return[4,this._viewer.model.setNodesVisibility(e,!c)];case 7:g.sent(),
+g.label=8;case 8:return[4,this._markupItemManager.setActiveView(a)];case 9:return g.sent(),[4,this._cuttingManager.fromJson(a.getCuttingPlaneData())];case 10:return g.sent(),[4,this._viewer.model.setNodesColors(a.getColorMap())];case 11:return g.sent(),[4,this._explodeManager.setMagnitude(a.getExplodeMagnitude())];case 12:return g.sent(),[2]}})})};e.prototype.deleteView=function(a){var b=this._markupViews.get(a);return void 0!==b?(this._callbackManager.trigger("viewDeleted",b),b===this._markupItemManager.getActiveView()&&
+this._markupItemManager.setActiveView(null),this._markupViews.delete(a),!0):!1};e.prototype._createDefaultViewName=function(){return"View "+this._defaultViewCounter++};e.prototype.toJson=function(){return this.exportMarkup()};e.prototype.forJson=function(){return this.toJson()};return e}(d.MarkupTypeManager);h.MarkupViewManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f,h){void 0===c&&(c=null);void 0===e&&(e=null);void 0===f&&(f=null);void 0===h&&(h=null);var g=a.call(this)||this;g._uniqueId=d.UUID.create();g._lineMeshId=null;g._lineMeshInstanceId=null;g._lineColor=d.Color.red();g._lineOpacity=1;g._linePattern=null;g._linePatternLength=null;g._linePatternLengthUnit=null;g._viewer=b;g._firstPoint=c;g._secondPoint=e;g._firstNodeId=f;g._secondNodeId=h;return g}__extends(c,a);c.prototype.setLineColor=
+function(b){this._lineColor=b};c.prototype.getLineColor=function(){return this._lineColor};c.prototype.setLineOpacity=function(b){this._lineOpacity=b};c.prototype.getLineOpacity=function(){return this._lineOpacity};c.prototype.setLinePattern=function(b,a,c){this._linePattern=b;this._linePatternLength=a;this._linePatternLengthUnit=c};c.prototype.getLinePattern=function(){return void 0!==this._linePattern?this._linePattern:null};c.prototype.getLinePatternLength=function(){return void 0!==this._linePatternLength?
+this._linePatternLength:null};c.prototype.getLinePatternLengthUnit=function(){return void 0!==this._linePatternLengthUnit?this._linePatternLengthUnit:null};c.prototype.setFirstPoint=function(b){this._firstPoint=b};c.prototype.getFirstPoint=function(){return this._firstPoint};c.prototype.setSecondPoint=function(b){this._secondPoint=b};c.prototype.getSecondPoint=function(){return this._secondPoint};c.prototype.setFirstNodeId=function(b){this._firstNodeId=b};c.prototype.getFirstNodeId=function(){return this._firstNodeId};
+c.prototype.setSecondNodeId=function(b){this._secondNodeId=b};c.prototype.getSecondNodeId=function(){return this._secondNodeId};c.prototype.getNodeId=function(){return this._lineMeshInstanceId};c.prototype.removeLine=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return b=this._viewer.model,null===this._lineMeshInstanceId?[3,3]:[4,b.deleteMeshInstances([this._lineMeshInstanceId])];case 1:return a.sent(),this._lineMeshInstanceId=
+null,null===this._lineMeshId?[3,3]:[4,b.deleteMeshes([this._lineMeshId])];case 2:a.sent(),this._lineMeshId=null,a.label=3;case 3:return[2]}})})};c.prototype.updateLine=function(){return __awaiter(this,void 0,void 0,function(){var b,a,c,e,f;return __generator(this,function(g){switch(g.label){case 0:return[4,this.removeLine()];case 1:g.sent();if(null===this._firstPoint||null===this._secondPoint)return[3,4];b=new d.MeshData;b.addPolyline([this._firstPoint.x,this._firstPoint.y,this._firstPoint.z,this._secondPoint.x,
+this._secondPoint.y,this._secondPoint.z]);a=this._viewer.model;return[4,a.createMesh(b)];case 2:return this._lineMeshId=c=g.sent(),e=new d.MeshInstanceData(c),e.setLineColor(this._lineColor),e.setLineOpacity(this._lineOpacity),e.setCreationFlags(d.MeshInstanceCreationFlags.ExcludeBounding),[4,a.createMeshInstance(e)];case 3:f=g.sent(),null!==this._linePattern&&a.setNodesLinePattern([f],this._linePattern,this._linePatternLength,this._linePatternLengthUnit),this._lineMeshInstanceId=f,g.label=4;case 4:return[2]}})})};
+c.prototype.getId=function(){return this._uniqueId};c.prototype.setId=function(b){this._uniqueId=b};c.prototype.getClassName=function(){return c.className};c.prototype._toJson=function(){return{className:this.getClassName(),uniqueId:this._uniqueId,firstPoint:this.getFirstPoint(),secondPoint:this.getSecondPoint(),firstNodeId:this.getFirstNodeId(),secondNodeId:this.getSecondNodeId(),lineColor:this.getLineColor(),lineOpacity:this.getLineOpacity(),linePattern:this.getLinePattern(),linePatternLength:this.getLinePatternLength(),
+linePatternLengthUnit:this.getLinePatternLengthUnit()}};c.prototype.toJson=function(){return this._toJson()};c.fromJson=function(b,a){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(f){g=b;e=new c(a,d.Point3.fromJson(g.firstPoint),d.Point3.fromJson(g.secondPoint),g.firstNodeId,g.secondNodeId);e.setId(g.uniqueId);e.setLineColor(d.Color.fromJson(g.lineColor));e.setLineOpacity(g.lineOpacity);null!=g.linePattern&&null!=g.linePatternLength&&null!=g.linePatternLengthUnit&&
+e.setLinePattern(g.linePattern,g.linePatternLength,g.linePatternLengthUnit);return[2,e]})})};c.className="Communicator.Markup.Line.LineMarkup";return c}(h.MarkupItem);f.LineMarkup=a})(h.Line||(h.Line={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._viewer=b;return c}__extends(c,a);c.prototype.onDragStart=function(b){b;return!1};c.prototype.onDragMove=function(b){b;return!1};c.prototype.onDragEnd=function(b){b;return!1};c.prototype.remove=function(){this._viewer.trigger("redlineDeleted",this);this._viewer.markupManager.refreshMarkup()};return c}(d.MarkupItem);f.RedlineItem=a})(d.Redline||(d.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._svgDefsElement=this._svgCanvas=null;this._svgElements=[];this._svgTextElements=[]}a.prototype._setCanvas=function(a){this._svgCanvas=a;this._svgDefsElement=document.createElementNS(f.Util.svgNamespace,"defs");this._svgCanvas.appendChild(this._svgDefsElement)};a.prototype._clear=function(){if(null===this._svgCanvas||null===this._svgDefsElement)throw new d.CommunicatorError("canvas not set");for(;this._svgCanvas.firstChild;)this._svgCanvas.removeChild(this._svgCanvas.firstChild);this._svgElements=
+[];for(this._svgTextElements=[];this._svgDefsElement.firstChild;)this._svgDefsElement.removeChild(this._svgDefsElement.firstChild);this._svgCanvas.appendChild(this._svgDefsElement)};a.prototype._finalize=function(){if(null===this._svgCanvas)throw new d.CommunicatorError("canvas not set");for(var a=0,b=this._svgElements;a<b.length;a++){var g=b[a];this._svgCanvas.appendChild(g)}a=0;for(b=this._svgTextElements;a<b.length;a++)g=b[a],this._svgCanvas.appendChild(g)};a.prototype.drawCircle=function(a){return this._addCircleNode(a.getCenter(),
+a.getRadius(),a)};a.prototype.drawCircles=function(a){for(var b=[],c=0,d=a.getCircles();c<d.length;c++){var e=d[c];e=this._addCircleNode(e.center,e.radius,a);b.push(e)}return b};a.prototype.drawLine=function(a){return this._addLineElement(a.getP1(),a.getP2(),a)};a.prototype.drawLines=function(a){for(var b=[],c=0,d=a.getLines();c<d.length;c++){var e=d[c];e=this._addLineElement(e.p1,e.p2,a);b.push(e)}return b};a.prototype.drawText=function(a){return this._addTextElement(a.getText(),a.getPosition(),
+a)};a.prototype.drawTexts=function(a){for(var b=[],c=0,d=a.getStrings();c<d.length;c++){var e=d[c];e=this._addTextElement(e.text,e.position,a);b.push(e)}return b};a.prototype.measureText=function(a,b){if(null===this._svgCanvas)throw new d.CommunicatorError("canvas not set");a=this._createTextElement(a,d.Point2.zero(),b);this._svgCanvas.appendChild(a);b=a.getBoundingClientRect();b=new d.Point2(b.width,b.height);this._svgCanvas.removeChild(a);return b};a.prototype.measureTextBox=function(a){var b=this.measureText(a.getTextString(),
+a.getTextPortion());b.x+=2*a.getBoxPortion().getStrokeWidth();b.y+=2*a.getBoxPortion().getStrokeWidth();b.x+=2*a.getPadding();b.y+=2*a.getPadding();return b};a.prototype.drawPolyline=function(a){return this._addPolylineElement(a.getPoints(),a)};a.prototype.drawPolylines=function(a){for(var b=[],c=0,d=a.getPolylines();c<d.length;c++){var e=this._addPolylineElement(d[c],a);b.push(e)}return b};a.prototype.drawPolygon=function(a){return this._addPolygonElement(a.getPoints(),a)};a.prototype.drawPolygons=
+function(a){for(var b=[],c=0,d=a.getPolygons();c<d.length;c++){var e=this._addPolygonElement(d[c],a);b.push(e)}return b};a.prototype.drawRectangle=function(a){return this._addRectangleElement(a.getPosition(),a.getSize(),a)};a.prototype.drawRectangles=function(a){for(var b=[],c=0,d=a.getRectangles();c<d.length;c++){var e=d[c];e=this._addRectangleElement(e.position,e.size,a);b.push(e)}return b};a.prototype.drawTextBox=function(a){return this._addTextBoxElement(a.getTextString(),a.getPosition(),a)};
+a.prototype.drawTextBoxes=function(a){for(var b=[],c=0,d=a.getStrings();c<d.length;c++){var e=d[c];e=this._addTextBoxElement(e.text,e.position,a);b.push(e)}return b};a.prototype._addTextBoxElement=function(a,b,d){var c=this.measureText(a,d.getTextPortion());c.x+=2*d.getPadding();c.y+=2*d.getPadding();var g=[];c=this._addRectangleElement(b,c,d.getBoxPortion(),!0);g.push(c);b=b.copy();b.x+=d.getPadding();b.y+=d.getPadding()/2+d.getBoxPortion().getStrokeWidth();a=this._addTextElement(a,b,d.getTextPortion());
+g.push(a);return g};a.prototype._renderEndcaps=function(a,b,g,e){if(null===this._svgDefsElement)throw new d.CommunicatorError("canvas not set");g.getStartEndcapType()===d.Markup.Shape.EndcapType.Arrowhead?(g.getEndcapsInverted()?(a=f.Util.createEndArrowMarker(g.getStartEndcapSize(),g.getStartEndcapColor()),a.refX.baseVal.value=g.getStartEndcapSize()):a=f.Util.createStartArrowMarker(g.getStartEndcapSize(),g.getStartEndcapColor()),e.style.markerStart="url(#"+a.id+")",this._svgDefsElement.appendChild(a)):
+g.getStartEndcapType()===d.Markup.Shape.EndcapType.Circle&&(a=f.Util.createCircleMarker(a,g.getStrokeWidth(),g.getStartEndcapSize(),g.getStartEndcapColor()),this._addSVGElement(a));g.getEndEndcapType()===d.Markup.Shape.EndcapType.Arrowhead?(a=g.getEndcapsInverted()?f.Util.createStartArrowMarker(g.getEndEndcapSize(),g.getEndEndcapColor()):f.Util.createEndArrowMarker(g.getEndEndcapSize(),g.getEndEndcapColor()),e.style.markerEnd="url(#"+a.id+")",this._svgDefsElement.appendChild(a)):g.getEndEndcapType()===
+d.Markup.Shape.EndcapType.Circle&&(a=f.Util.createCircleMarker(b,g.getStrokeWidth(),g.getEndEndcapSize(),g.getEndEndcapColor()),this._addSVGElement(a))};a.prototype._createTextElement=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"text"),g=0;for(a=a.split("\n");g<a.length;g++){var e=a[g],h=document.createElementNS(f.Util.svgNamespace,"tspan");h.textContent=e;h.setAttributeNS(null,"x",""+b.x);h.setAttributeNS(null,"dy","1.2em");c.appendChild(h)}(g=d.getFontFamily())&&c.setAttributeNS(null,
+"font-family",g);c.setAttributeNS(null,"font-size",d.getFontSize().toString());c.setAttributeNS(null,"x",""+b.x);c.setAttributeNS(null,"y",""+b.y);this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);return c};a.prototype._addTextElement=function(a,b,d){a=this._createTextElement(a,b,d);this._addSVGTextItemElement(a);return a};a.prototype._addRectangleElement=function(a,b,d,e){void 0===e&&(e=!1);var c=document.createElementNS(f.Util.svgNamespace,"rect");c.setAttributeNS(null,"x",
+a.x.toString());c.setAttributeNS(null,"y",a.y.toString());c.setAttributeNS(null,"width",b.x.toString());c.setAttributeNS(null,"height",b.y.toString());a=d.getBorderRadius();0<a&&(c.setAttributeNS(null,"rx",a.toString()),c.setAttributeNS(null,"ry",a.toString()));this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);e?this._addSVGTextItemElement(c):this._addSVGElement(c);return c};a.prototype._addLineElement=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"line");
+c.setAttributeNS(null,"x1",a.x.toString());c.setAttributeNS(null,"y1",a.y.toString());c.setAttributeNS(null,"x2",b.x.toString());c.setAttributeNS(null,"y2",b.y.toString());this._setGenericStrokeAttributes(c,d);this._addSVGElement(c);this._renderEndcaps(a,b,d,c);return c};a.prototype._addPolygonElement=function(a,b){a=f.Util.svgPointString(a);var c=document.createElementNS(f.Util.svgNamespace,"polygon");c.setAttributeNS(null,"points",a);this._setGenericStrokeAttributes(c,b);this._setGenericFillAttributes(c,
+b);this._addSVGElement(c);return c};a.prototype._addPolylineElement=function(a,b){var c=f.Util.svgPointString(a),d=document.createElementNS(f.Util.svgNamespace,"polyline");d.setAttributeNS(null,"points",c);d.setAttributeNS(null,"fill","none");this._renderEndcaps(a[0],a[a.length-1],b,d);this._setGenericStrokeAttributes(d,b);this._addSVGElement(d);return d};a.prototype._addCircleNode=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"circle");c.setAttributeNS(null,"cx",a.x.toString());
+c.setAttributeNS(null,"cy",a.y.toString());c.setAttributeNS(null,"r",b.toString());this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);this._addSVGElement(c);return c};a.prototype._setGenericFillAttributes=function(a,b){a.setAttributeNS(null,"fill",f.Util.svgColorRgbString(b.getFillColor()));a.setAttributeNS(null,"fill-opacity",b.getFillOpacity().toString())};a.prototype._setGenericStrokeAttributes=function(a,b){a.setAttributeNS(null,"stroke",f.Util.svgColorRgbString(b.getStrokeColor()));
+a.setAttributeNS(null,"stroke-width",b.getStrokeWidth().toString())};a.prototype._addSVGTextItemElement=function(a){this._svgTextElements.push(a)};a.prototype._addSVGElement=function(a){this._svgElements.push(a)};return a}();f.SVGMarkupRenderer=a})(h.SVG||(h.SVG={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){function e(a){return"rgb("+a.r+", "+a.g+", "+a.b+")"}a.svgNamespace="http://www.w3.org/2000/svg";a.svgColorRgbString=e;a.svgPointString=function(a){for(var b="",c=0;c<a.length;c++)c&&(b+=" "),b+=a[c].x+","+a[c].y;return b};a.createStartArrowMarker=function(c,b){var g=1.1*c,f=new d.Point2(g,0),l=new d.Point2(g,c),h=new d.Point2(0,c/2),m=document.createElementNS(a.svgNamespace,"marker");m.id=d.UUID.create();m.markerWidth.baseVal.value=g;m.markerHeight.baseVal.value=
+c;m.setOrientToAuto();m.refY.baseVal.value=c/2;c="M"+f.x+","+f.y+" L"+l.x+","+l.y+" L"+h.x+","+h.y+" Z";g=document.createElementNS(a.svgNamespace,"path");g.setAttribute("d",c);g.setAttributeNS(null,"fill",e(b));m.appendChild(g);return m};a.createEndArrowMarker=function(c,b){var g=1.1*c,f=d.Point2.zero(),l=new d.Point2(0,c),h=new d.Point2(g,c/2),m=document.createElementNS(a.svgNamespace,"marker");m.id=d.UUID.create();m.markerWidth.baseVal.value=g;m.markerHeight.baseVal.value=c;m.setOrientToAuto();
+m.refY.baseVal.value=c/2;m.refX.baseVal.value=c;c="M"+f.x+","+f.y+" L"+l.x+","+l.y+" L"+h.x+","+h.y+" Z";g=document.createElementNS(a.svgNamespace,"path");g.setAttribute("d",c);g.setAttributeNS(null,"fill",e(b));m.appendChild(g);return m};a.createCircleMarker=function(c,b,d,f){d/=2;f=e(f);var g=document.createElementNS(a.svgNamespace,"circle");g.setAttributeNS(null,"cx",c.x.toString());g.setAttributeNS(null,"cy",c.y.toString());g.setAttributeNS(null,"r",d.toString());g.setAttributeNS(null,"fill",
+f);0<b&&(g.setAttributeNS(null,"stroke-width",b.toString()),g.setAttributeNS(null,"stroke",f));return g}})(f.Util||(f.Util={}))})(h.SVG||(h.SVG={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._points=[];return b}__extends(c,a);c.prototype.clearPoints=function(){this._points=[]};c.prototype.getPoints=function(){return this._points};c.prototype.pushPoint=function(a){this._points.push(a.copy())};return c}(d.FilledShape);d.Polygon=a;a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._polygons=[];return b}__extends(c,a);c.prototype.clear=function(){this._polygons=
+[]};c.prototype.createPolygon=function(){var a=[];this._polygons.push(a);return a};c.prototype.getPolygons=function(){return this._polygons};return c}(d.FilledShape);d.PolygonCollection=a})(d.Shape||(d.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._points=[];return b}__extends(c,a);c.prototype.clearPoints=function(){this._points=[]};c.prototype.getPoints=function(){return this._points};c.prototype.pushPoint=function(a){this._points.push(a.copy())};return c}(d.EndcapShape);d.Polyline=a;a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._polylines=[];return b}__extends(c,a);c.prototype.clear=function(){this._polylines=
+[]};c.prototype.createPolyline=function(){var a=[];this._polylines.push(a);return a};c.prototype.getPolylines=function(){return this._polylines};return c}(d.EndcapShape);d.PolylineCollection=a})(d.Shape||(d.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,b){var c=Math.abs(a.x);var g=Math.abs(a.y),e=Math.abs(a.z);c=c<=g&&c<=e?new d.Point3(1,0,0):g<=c&&g<=e?new d.Point3(0,1,0):new d.Point3(0,0,1);a=d.Point3.cross(c,a);return b?(b.assign(a),b):a}function a(a,b,c,d){var g=c.normal.x*(b.x-a.x)+c.normal.y*(b.y-a.y)+c.normal.z*(b.z-a.z);if(1E-5>Math.abs(g))return!1;c=-(c.d+c.normal.x*a.x+c.normal.y*a.y+c.normal.z*a.z)/g;d.x=a.x+c*(b.x-a.x);d.y=a.y+c*(b.y-a.y);d.z=a.z+c*(b.z-a.z);return 0>c||1<c?!1:!0}function e(a){if(.01>
+Math.abs(a-25.4/72))return"points";if(.01>Math.abs(a-25.4))return"inch";if(.01>Math.abs(a-1))return"mm";if(.01>Math.abs(a-10))return"cm";if(.01>Math.abs(a-25.4/6))return"picas";if(.01>Math.abs(a-12*25.4))return"ft";if(.01>Math.abs(a-914.4))return"yd";if(.01>Math.abs(a-1E3))return"m";if(.01>Math.abs(a-1E6))return"km";if(.01>Math.abs(a-1609344))return"mi";console.log("warning: unit multiplier doesn't map to known type: unit="+a);return""}function c(a){return Math.PI/180*a}function b(a){return 180/Math.PI*
+a}function g(a,b,g){a=a.copy().normalize();var e=c(b);b=Math.cos(e);e=Math.sin(e);var f=1-b,k=f*a.x*a.y,l=f*a.x*a.z,h=f*a.y*a.z;void 0===g&&(g=new d.Matrix);g.m[0]=f*a.x*a.x+b;g.m[1]=e*a.z+k;g.m[2]=l-e*a.y;g.m[3]=0;g.m[4]=k-e*a.z;g.m[5]=f*a.y*a.y+b;g.m[6]=e*a.x+h;g.m[7]=0;g.m[8]=e*a.y+l;g.m[9]=h-e*a.x;g.m[10]=f*a.z*a.z+b;g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g}function k(a,b,c){b=d.Point3.subtract(b,a);a=d.Point3.subtract(c,a);a=d.Point3.dot(a,b)/b.squaredLength();return Math.max(0,
+Math.min(1,a))}h.oneVectorCross=f;h.intersectionPlaneLine2=a;h.computePointToLineDistance=function(a,b,c,g){var e=d.Point3.subtract(c,b),f=e.squaredLength(),k=0;0<f&&(k=((a.x-b.x)*(c.x-b.x)+(a.y-b.y)*(c.y-b.y)+(a.z-b.z)*(c.z-b.z))/f);e.set(e.x*k,e.y*k,e.z*k);g.set(b.x+e.x,b.y+e.y,b.z+e.z);new d.Point3(0,0,0);return d.Point3.subtract(a,g).length()};h.formatWithUnit=function(a,b){b=e(b);for(var c,d=2;9>d&&(c=a.toFixed(d),0===parseFloat(c));d++);0===parseFloat(c)&&(c="0");return c+b};h.degreesToRadians=
+c;h.radiansToDegrees=b;h.computeOffaxisRotation=g;h.intersect3d2Planes=function(a,b,c,g,e,f){var k=d.Point3.cross(a.normal,c.normal),l=Math.abs(k.x),h=Math.abs(k.y),n=Math.abs(k.z);if(1E-7>l+h+n)return c=d.Point3.subtract(g,b),0===d.Point3.dot(a.normal,c)?1:0;l=l>h?l>n?1:3:h>n?2:3;h=d.Point3.zero();b=-d.Point3.dot(a.normal,b);g=-d.Point3.dot(c.normal,g);switch(l){case 1:h.x=0;h.y=(g*a.normal.z-b*c.normal.z)/k.x;h.z=(b*c.normal.y-g*a.normal.y)/k.x;break;case 2:h.x=(b*c.normal.z-g*a.normal.z)/k.y;h.y=
+0;h.z=(g*a.normal.x-b*c.normal.x)/k.y;break;case 3:h.x=(g*a.normal.y-b*c.normal.y)/k.z,h.y=(b*c.normal.x-g*a.normal.x)/k.z,h.z=0}e.assign(h);f.set(h.x+k.x,h.y+k.y,h.z+k.z);return 2};h.intersectionPlaneLine=function(b,c,g,e,f,k){var l=new d.Plane;l.normal.x=(e.y-g.y)*(f.z-g.z)-(e.z-g.z)*(f.y-g.y);l.normal.y=(e.z-g.z)*(f.x-g.x)-(e.x-g.x)*(f.z-g.z);l.normal.z=(e.x-g.x)*(f.y-g.y)-(e.y-g.y)*(f.x-g.x);l.normal.normalize();l.d=-l.normal.x*g.x-l.normal.y*g.y-l.normal.z*g.z;return a(b,c,l,k)};h.computeAngleBetweenVector=
+function(a,c){a=a.copy().normalize();var g=c.copy().normalize();c=d.Point3.cross(a,g).length();a=d.Point3.dot(a,g);return b(Math.atan2(c,a))};h.generatePointsOnCircle=function(a,b,c,g,e){for(var k=2*Math.PI/g,l=0;l<g;l++)a[l]=new d.Point3(0,c*Math.cos(k*l),c*Math.sin(k*l));a[g]=a[0].copy();c=f(e);c.normalize();k=d.Point3.cross(c,e);k.normalize();l=new d.Matrix;var h=l.m;h[0]=e.x;h[1]=e.y;h[2]=e.z;h[3]=0;h[4]=c.x;h[5]=c.y;h[6]=c.z;h[7]=0;h[8]=k.x;h[9]=k.y;h[10]=k.z;h[11]=0;h[12]=0;h[13]=0;h[14]=0;
+h[15]=1;l.transformArray(a,a);for(l=0;l<=g;l++)a[l].set(a[l].x+b.x,a[l].y+b.y,a[l].z+b.z)};h.distanceLineLine=function(a,b,c,g,e,f){var k=0,l=0,h=d.Point3.subtract(b,a),n=d.Point3.subtract(g,c),m=d.Point3.dot(h,a),p=d.Point3.dot(h,n),q=d.Point3.dot(h,h),r=d.Point3.dot(h,c),B=d.Point3.dot(n,n),D=d.Point3.dot(n,c),C=d.Point3.dot(n,a);g=d.Point3.dot(h,g);var E=d.Point3.dot(n,b),F=q*B-p*p;0===F?(0!==q?(r=(r-m)/q,0>r?r=0:1<r&&(r=1),m=(g-m)/q,0>m?m=0:1<m&&(m=1)):m=r=0,0!==B?(C=(C-D)/B,0>C?C=0:1<C&&(C=1),
+B=(E-D)/B,0>B?B=0:1<B&&(B=1)):B=C=0,k=(r+m)/2,l=(C+B)/2):(b=(p*C-p*D-B*m+B*r)/F,p=(q*C-q*D+p*r-p*m)/F,r=(r-m)/q,C=(C-D)/B,m=(g-m)/q,B=(E-D)/B,0<=b&&1>=b&&0<=p&&1>=p?(k=b,l=p):0>b&&0<=p&&1>=p?(k=b,l=C):1<b&&0<=p&&1>=p?(k=b,l=B):0<=b&&1>=b&&0>p?(k=r,l=p):0<=b&&1>=b&&1<p?(k=m,l=p):0>b&&0>p?(k=r,l=C):0>b&&1<p?(k=m,l=C):1<b&&0>p?(k=r,l=B):1<b&&1<p&&(k=m,l=B),0>k?k=0:1<k&&(k=1),0>l?l=0:1<l&&(l=1));e.x=k*h.x+a.x;e.y=k*h.y+a.y;e.z=k*h.z+a.z;f.x=l*n.x+c.x;f.y=l*n.y+c.y;f.z=l*n.z+c.z;return d.Point3.subtract(f,
+e).length()};h.lineLineIntersect=function(a,b,c,g){var e=d.Point3.zero(),f=d.Point3.zero(),k=d.Point3.zero(),l=d.Point3.zero(),h=d.Point3.zero();k.x=a.x-c.x;k.y=a.y-c.y;k.z=a.z-c.z;l.x=g.x-c.x;l.y=g.y-c.y;l.z=g.z-c.z;if(1E-12>Math.abs(l.x)&&1E-12>Math.abs(l.y)&&1E-12>Math.abs(l.z))return null;h.x=b.x-a.x;h.y=b.y-a.y;h.z=b.z-a.z;if(1E-12>Math.abs(h.x)&&1E-12>Math.abs(h.y)&&1E-12>Math.abs(h.z))return null;b=k.x*l.x+k.y*l.y+k.z*l.z;g=l.x*h.x+l.y*h.y+l.z*h.z;var n=k.x*h.x+k.y*h.y+k.z*h.z;k=l.x*l.x+l.y*
+l.y+l.z*l.z;var m=(h.x*h.x+h.y*h.y+h.z*h.z)*k-g*g;if(1E-12>Math.abs(m))return null;n=(b*g-n*k)/m;b=(b+g*n)/k;e.x=a.x+n*h.x;e.y=a.y+n*h.y;e.z=a.z+n*h.z;f.x=c.x+b*l.x;f.y=c.y+b*l.y;f.z=c.z+b*l.z;return e};h.closestPointScalarFromPointToSegment=k;h.closestPointFromPointToSegment=function(a,b,c){c=k(a,b,c);b=d.Point3.subtract(b,a).scale(c);return d.Point3.add(a,b)};h.isPointOnLineSegment=function(a,b,c,g){var e=k(a,b,c);if(0>e||1<e)return!1;b=d.Point3.subtract(b,a).scale(e);a=d.Point3.add(a,b);return d.Point3.subtract(a,
+c).squaredLength()<=g*g};h.isPointOnLineSegment2d=function(a,b,c,g){var e=d.Point2.subtract(c,b);var f=e.length();e.scale(((a.x-b.x)*(c.x-b.x)+(a.y-b.y)*(c.y-b.y))/(f*f));e=d.Point2.add(b,e);return d.Point2.distance(a,e)<=g?e.x<Math.min(b.x,c.x)||e.x>Math.max(b.x,c.x)||e.y<Math.min(b.y,c.y)||e.y>Math.max(b.y,c.y)?!1:!0:!1};h.isPointInRect2d=function(a,b,c,d){void 0===d&&(d=0);return a.x+d<b.x||a.x>b.x+c.x+d||a.y+d<b.y||a.y>b.y+c.y+d?!1:!0};h.generateArcPoints=function(a,b,c,e,f){var k=[],l=d.Point3.zero(),
+h=new d.Matrix;b/=f;for(var n=0,m=0;n<=f;++n,m+=b)g(a,m,h),h.transform(e,l),k.push(d.Point3.add(c,l));return k}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e){this.origin=d.Point3.zero();this.direction=new d.Point3(0,0,1);a&&this.origin.assign(a);e&&this.direction.assign(e)}f.prototype.copy=function(){return new f(this.origin,this.direction)};f.prototype.assign=function(a){this.origin.assign(a.origin);this.direction.assign(a.direction);return this};f.prototype.negate=function(){this.direction.negate();return this};return f}();d.Ray=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this.normal=d.Point3.zero();this.d=0}f.prototype.setFromPointAndNormal=function(a,e){this.normal.assign(e);this.d=-d.Point3.dot(e,a);return this};f.prototype.setFromPoints=function(a,e,c){this.normal=d.Point3.cross(d.Point3.subtract(e,a),d.Point3.subtract(c,a)).normalize();this.d=-d.Point3.dot(a,this.normal)};f.prototype.setFromCoefficients=function(a,d,c,b){this.normal.set(a,d,c);this.d=b};f.prototype.getCoefficients=function(){var a=this.normal;return[a.x,
+a.y,a.z,this.d]};f.prototype.distanceToPoint=function(a){return d.Point3.dot(this.normal,a)+this.d};f.prototype.rayIntersection=function(a){var e=d.Point3.zero();return this.intersectsRay(a,e)?e:null};f.prototype.intersectsRay=function(a,e){var c=d.Point3.dot(this.normal,a.direction),b=this.distanceToPoint(a.origin),g=-b/c;return 0<=g&&0<Math.abs(c)?(e&&(c=a.direction.copy().scale(g),e.set(a.origin.x+c.x,a.origin.y+c.y,a.origin.z+c.z)),!0):0<=g&&0>=Math.abs(b)?(e&&e.assign(a.origin),!0):!1};f.prototype.determineSide=
+function(a){return 0<this.normal.x*a.x+this.normal.y*a.y+this.normal.z*a.z+this.d?!0:!1};f.prototype.copy=function(){var a=new f;a.normal.assign(this.normal);a.d=this.d;return a};f.prototype.assign=function(a){this.normal.assign(a.normal);this.d=a.d};f.prototype.equals=function(a){return this.normal.equals(a.normal)&&this.d===a.d};f.createFromPointAndNormal=function(a,d){return(new f).setFromPointAndNormal(a,d)};f.createFromPoints=function(a,d,c){var b=new f;b.setFromPoints(a,d,c);return b};f.createFromCoefficients=
+function(a,d,c,b){var g=new f;g.setFromCoefficients(a,d,c,b);return g};return f}();d.Plane=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b}d.prototype.scale=function(a){this.x*=a;this.y*=a;this.z*=a;this.w*=a;return this};d.prototype.set=function(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b};d.prototype.assign=function(a){this.x=a.x;this.y=a.y;this.z=a.z;this.w=a.w};d.zero=function(){return new d(0,0,0,0)};return d}();d.Point4=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b}f.prototype.set=function(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b};f.prototype.copy=function(){return new f(this.x,this.y,this.z,this.w)};f.prototype.equals=function(a){return this.x===a.x&&this.y===a.y&&this.z===a.z&&this.w===a.w};f.prototype.fromArray=function(a){this.x=a[0];this.y=a[1];this.z=a[2];this.w=a[3];return this};f.prototype.toArray=function(a){a[0]=this.x;a[1]=this.y;a[2]=this.z;a[3]=this.w;return this};
+f.prototype.negate=function(){this.x=-this.x;this.y=-this.y;this.z=-this.z;this.w=-this.w;return this};f.prototype.magnitudeSquared=function(){return this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w};f.prototype.magnitude=function(){return Math.sqrt(this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w)};f.add=function(a,d){return new f(a.x+d.x,a.y+d.y,a.z+d.z,a.w+d.w)};f.subtract=function(a,d){return new f(a.x-d.x,a.y-d.y,a.z-d.z,a.w-d.w)};f.Identity=function(){return new f(0,0,0,1)};f.toMatrix=
+function(a){var e=a.x*a.x+a.y*a.y+a.z*a.z+a.w*a.w;e=2/e;var c=a.x*e,b=a.y*e,g=a.z*e;e=a.w*c;var f=a.w*b,l=a.w*g;c*=a.x;var h=a.x*b,m=a.x*g;b*=a.y;var p=a.y*g;a=a.z*g;g=new d.Matrix;g.m[0]=1-(b+a);g.m[1]=h+l;g.m[2]=m-f;g.m[3]=0;g.m[4]=h-l;g.m[5]=1-(c+a);g.m[6]=p+e;g.m[7]=0;g.m[8]=m+f;g.m[9]=p-e;g.m[10]=1-(c+b);g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g};f.createFromMatrix=function(a){var d=[],c=a.m[0]+a.m[5]+a.m[10];if(0<c){var b=Math.sqrt(c+1);d[3]=.5*b;b=.5/b;d[0]=b*(a.m[6]-a.m[9]);
+d[1]=b*(a.m[8]-a.m[2]);d[2]=b*(a.m[1]-a.m[4])}else{c=0;a.m[5]>a.m[0]&&(c=1);a.m[10]>a.m[4*c+c]&&(c=2);b=[1,2,0];var g=b[c],k=b[g];b=Math.sqrt(a.m[4*c+c]-(a.m[4*g+g]+a.m[4*k+k])+1);d[c]=.5*b;b=.5/b;d[3]=b*(a.m[4*g+k]-a.m[4*k+g]);d[g]=b*(a.m[4*c+g]+a.m[4*g+c]);d[k]=b*(a.m[4*c+k]+a.m[4*k+c])}return f.Identity().fromArray(d)};f.interpolate=function(a,d,c){var b=[],g=[],e=[];a.toArray(b);d.toArray(g);a=b[0]*g[0]+b[1]*g[1]+b[2]*g[2]+b[3]*g[3];if(1+a>f._epsilon){if(1-a>f._epsilon){d=f._arccos(a);var l=1/
+Math.sin(d);a=l*Math.sin((1-c)*d);c=l*Math.sin(c*d)}else a=1-c;for(d=0;4>d;++d)e[d]=a*b[d]+c*g[d]}else for(e[0]=-b[1],e[1]=b[0],e[2]=-b[3],e[3]=b[2],a=Math.sin(.5*Math.PI*(1-c)),c=Math.sin(.5*Math.PI*c),d=0;3>d;++d)e[d]=a*b[d]+c*e[d];return f.Identity().fromArray(e)};f._arccos=function(a){return-1>a?Math.PI:1<a?0:Math.acos(a)};f._epsilon=1E-5;return f}();d.Quaternion=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,b){this._button=a;this._modifier=b}a.prototype.getButton=function(){return this._button};a.prototype.getModifier=function(){return this._modifier};return a}();h.ButtonModifier=f;var a=function(){function a(a){this._ptFirst=d.Point2.zero();this._ptPrevious=d.Point2.zero();this._ptCurrent=d.Point2.zero();this._dragging=!1;this._dragCount=0;this._primaryTouchId=null;this._mapping=[];this._buttonModifierActive=!1;this._doubleClickInterval=200;this._firstMouseDownTime=
+null;this._isDoubleClick=!1;this._viewer=a}a.prototype.onDoubleClick=function(a){};a.prototype.onMouseDown=function(a){this._firstMouseDownTime?Date.now()-this._firstMouseDownTime<this._doubleClickInterval?(this._isDoubleClick=!0,this._firstMouseDownTime=null):this._firstMouseDownTime=Date.now():(this._firstMouseDownTime=Date.now(),this._isDoubleClick=!1);if(this._isDoubleClick)this.onDoubleClick(a);else{if(this._buttonModifierActive=this.checkMapping(a))a=a.getPosition(),this._ptFirst.assign(a),
+this._ptPrevious.assign(a),this._ptCurrent.assign(a);this._dragging=!0}};a.prototype.onMouseMove=function(a){this.isActive()&&(this._ptPrevious.assign(this._ptCurrent),this._ptCurrent.assign(a.getPosition()),this._dragging&&!this._ptCurrent.equals(this._ptPrevious)&&(++this._dragCount,1===this._dragCount&&this._viewer.trigger("beginInteraction")))};a.prototype.onMouseUp=function(a){this._buttonModifierActive&&this.stopInteraction();this._dragging=!1};a.prototype.stopInteraction=function(){this._viewer.trigger("endInteraction");
+this._dragging=!1;this._dragCount=0;this._buttonModifierActive=!1};a.prototype.isDragging=function(){return this._dragging};a.prototype.isActive=function(){return(this._buttonModifierActive||null!==this._primaryTouchId)&&!this._isDoubleClick&&!this._viewer.getContextMenuStatus()};a.prototype.onTouchStart=function(a){if(null===this._primaryTouchId){this._primaryTouchId=a.getId();var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Down);
+this.onMouseDown(b)}a.setHandled(this.setHandled())};a.prototype.onTouchMove=function(a){if(this._primaryTouchId===a.getId()){var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Move);this.onMouseMove(b)}a.setHandled(this.setHandled())};a.prototype.onTouchEnd=function(a){if(this._primaryTouchId===a.getId()){var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Up);
+this.onMouseUp(b);this._primaryTouchId=null}a.setHandled(this.setHandled())};a.prototype.addMapping=function(a,b){void 0===b&&(b=d.KeyModifiers.None);this._mapping.push(new f(a,b))};a.prototype.clearMapping=function(){this._mapping=[]};a.prototype.setMapping=function(a,b){void 0===b&&(b=d.KeyModifiers.None);this._mapping=[];this._mapping.push(new f(a,b))};a.prototype.checkMapping=function(a){if(0===this._mapping.length)return!0;for(var b=0,c=this._mapping;b<c.length;b++){var d=c[b];if(d.getButton()===
+a.getButton()&&d.getModifier()===a.getModifiers())return!0}return!1};a.prototype.setHandled=function(){return!1};a.prototype.onDeactivate=function(){var a=this.stopInteraction();this._primaryTouchId=null;return a};return a}();h.OperatorBase=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._stage=0;c._finalized=!1;c._uniqueId="";c._positions=[];c._name="";c._measurementValue=0;c._unitMultiplier=1;c._textShape=new h.Shape.TextBox;c._visibility=!0;c._positions=[];c._lineShapes=[];c._viewer=b;return c}__extends(c,a);c.prototype.getName=function(){return this._name};c.prototype.setName=function(a){this._name=a};c.prototype._getStage=function(){return this._stage};c.prototype._nextStage=function(){this._stage++};
+c.prototype._setId=function(a){this._uniqueId=a};c.prototype._getId=function(){return this._uniqueId};c.prototype.adjust=function(a){a};c.prototype._isFinalized=function(){return this._finalized};c.prototype.update=function(){};c.prototype.draw=function(){this.update()};c.prototype.setVisibility=function(a){this._visibility=a;this.draw();a?this._viewer.trigger("measurementShown",this):this._viewer.trigger("measurementHidden",this)};c.prototype.getVisibility=function(){return this._visibility};c.prototype.toJson=
+function(){return{}};c.prototype.forJson=function(){return this.toJson()};c.prototype.getMeasurementValue=function(){return this._measurementValue};c.prototype.getUnitMultiplier=function(){return this._unitMultiplier};c.prototype.setMeasurementText=function(a){this._textShape.setTextString(a)};c.prototype.getMeasurementText=function(){return this._textShape.getTextString()};c.prototype._setMeasurementValue=function(a){this._measurementValue=a/this._unitMultiplier;this.setMeasurementText(d.Util.formatWithUnit(this._measurementValue,
+this._unitMultiplier));this._viewer.trigger("measurementValueSet",this)};c._serializePointArray=function(a){for(var b=[],c=0;c<a.length;c++)b.push(a[c].toJson());return b};c._constructPointArray=function(a){for(var b=[],c=0;c<a.length;c++){var e=d.Point3.fromJson(a[c]);b.push(e)}return b};return c}(h.MarkupItem);f.MeasureMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b){b=a.call(this,b)||this;b._rectangle=new d.Markup.Shape.Rectangle;b._markupHandle=null;b._dim=new d.Point2(0,0);b.initialPosition=new d.Point2(0,0);b.currentPosition=new d.Point2(0,0);b.min=new d.Point2(0,0);b.max=new d.Point2(0,0);b._name="_RectangleMarkup";b._rectangle.setFillOpacity(0);return b}__extends(c,a);c.prototype.draw=function(){this._viewer.markupManager.getRenderer().drawRectangle(this._rectangle)};c.prototype.updateCurrentPosition=
+function(a){this.currentPosition.assign(a);this._rectangle.setStrokeColor(this.initialPosition.x<this.currentPosition.x?d.Color.red():d.Color.blue());this.min.assign(this.initialPosition);this.max.assign(this.currentPosition);this.max.x<this.min.x&&(a=this.max.x,this.max.x=this.min.x,this.min.x=a);this.max.y<this.min.y&&(a=this.max.y,this.max.y=this.min.y,this.min.y=a);this._dim.assign(this.max);this._dim.subtract(this.min);this._updateRectangleVertices()};c.prototype._updateRectangleVertices=function(){this._rectangle.setPosition(this.min);
+this._rectangle.setSize(this._dim)};c.prototype.activate=function(a){this.initialPosition.assign(a);this.currentPosition.assign(a);this.min.assign(a);this.max.assign(a);this._dim.set(0,0);this._rectangle.setStrokeWidth(1);this._updateRectangleVertices();this._markupHandle=this._viewer.markupManager.registerMarkup(this)};c.prototype.deactivate=function(){this.initialPosition.set(0,0);this.currentPosition.set(0,0);this.min.set(0,0);this.max.set(0,0);this._dim.set(0,0);this._rectangle.setStrokeWidth(0);
+this._updateRectangleVertices();var a=this._viewer.markupManager;null!==this._markupHandle&&(a.unregisterMarkup(this._markupHandle),this._markupHandle=null);a.refreshMarkup()};c.prototype.isActive=function(){return null!==this._markupHandle};return c}(d.Markup.Measure.MeasureMarkup),a=function(a){function c(b){var c=a.call(this,b)||this;c._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;c._rectangleMarkup=new f(b);c._incrementalSelection=d.Util.IncrementalSelection.create("SelectionManager",
+b);b.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.clearSelection()];case 1:return a.sent(),[2,this.waitForIdle()]}})})},selectionArray:function(a){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return 0!==a.length?[3,2]:[4,this._incrementalSelection.stopSelection()];case 1:b.sent(),b.label=2;case 2:return[2]}})})}});return c}
+__extends(c,a);c.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};c.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};c.prototype.hasActiveSelection=function(){return!this._incrementalSelection.isIdle()};c.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.waitForIdle()]})})};c.prototype.clearSelection=
+function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.clearSelection()]})})};c.prototype._allowSelection=function(a,c){return a.x===c.x||a.y===c.y?!1:!0};c.prototype._createBeginConfig=function(a,c,e){var b=new d.IncrementalPickConfig;b.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;b.ignoreCuttingSections=!1;b.ignoreUnrequestedInstances=!0;e&&(b.mustBeFullyContained=!0);return{pickConfig:b,areaCssMin:a,
+areaCssMax:c}};c.prototype._performSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h;return __generator(this,function(g){switch(g.label){case 0:return b=this._rectangleMarkup.min.copy(),c=this._rectangleMarkup.max.copy(),e=this._rectangleMarkup.initialPosition.x<this._rectangleMarkup.currentPosition.x,a?[4,this.clearSelection()]:[3,2];case 1:g.sent(),g.label=2;case 2:if(!this._allowSelection(b,c))return[2];f=this._createBeginConfig(b,c,e);g.label=3;case 3:return g.trys.push([3,
+5,,6]),[4,this._incrementalSelection.performSelection(f)];case 4:return[2,g.sent()];case 5:h=g.sent();if(!(h instanceof d.SelectionInvalidatedError))throw h;return[3,6];case 6:return[2]}})})};c.prototype.setHandled=function(){return!0};c.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&this.clearSelection()};c.prototype.onMouseDown=function(b){a.prototype.onMouseDown.call(this,b);this.isActive()&&(b.setHandled(!0),this._rectangleMarkup.isActive()&&this._rectangleMarkup.deactivate(),
+this._rectangleMarkup.activate(b.getPosition()))};c.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);this.isActive()&&this._rectangleMarkup.isActive()&&(b.setHandled(!0),this._rectangleMarkup.updateCurrentPosition(b.getPosition()),this._viewer.markupManager.refreshMarkup())};c.prototype.onMouseUp=function(b){if(this.isActive()&&this._rectangleMarkup.isActive()){b.setHandled(!0);this._rectangleMarkup.updateCurrentPosition(b.getPosition());var c=!b.controlDown();this._performSelection(c)}this._rectangleMarkup.isActive()&&
+this._rectangleMarkup.deactivate();a.prototype.onMouseUp.call(this,b)};return c}(h.OperatorBase);h.AreaSelectionOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._axisTriad=c.view.getAxisTriad();b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;return b}__extends(e,a);e.prototype.onMouseUp=function(c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:if(!(this._axisTriad.getEnabled()&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()&&this._axisTriad.insideOverlay(c.getPosition())))return[3,
+3];c.setHandled(!0);return[4,this._viewer.view.pickFromPoint(this._ptFirst,this._pickConfig)];case 1:return b=g.sent(),[4,this._axisTriad.onClickSelection(b)];case 2:g.sent(),g.label=3;case 3:return a.prototype.onMouseUp.call(this,c),[2]}})})};return e}(h.OperatorBase);h.AxisTriadOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(a,c,b,d,f){this.section=a;this.node=c;this.planeIndex=b;this.plane=d;this.selectionPosition=f;this.origPlaneD=d.d}}(),a=function(a){function c(b,c){b=a.call(this,b)||this;b._context=null;b._cuttingManager=c;return b}__extends(c,a);c.prototype.onMouseDown=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return a.prototype.onMouseDown.call(this,b),this.isActive()&&this._cuttingManager.hasActiveCuttingSection()?
+[4,this._startSelection(b)]:[3,2];case 1:c.sent(),b.setHandled(null!==this._context),c.label=2;case 2:return[2]}})})};c.prototype.onMouseMove=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:a.prototype.onMouseMove.call(this,b);c=this._context;if(!this.isActive()||null===c)return[3,2];b.setHandled(!0);return[4,this._updatePlane(b.getPosition(),c,!1)];case 1:d.sent(),this._viewer.trigger("cuttingPlaneDrag",c.section,c.planeIndex),
+d.label=2;case 2:return[2]}})})};c.prototype._updatePlane=function(a,c,e){return __awaiter(this,void 0,void 0,function(){var b,g,f,k,h,r,u,t,v;return __generator(this,function(l){switch(l.label){case 0:b=c.selectionPosition;g=c.plane.normal.copy().add(c.selectionPosition);f=this._viewer.view.unprojectPoint(a,0);k=this._viewer.view.unprojectPoint(a,.5);if(null===f||null===k)return[3,3];h=d.Util.lineLineIntersect(b,g,f,k);if(null===h)return[3,2];r=d.Point3.subtract(h,c.selectionPosition);u=0>d.Point3.dot(r,
+c.plane.normal)?r.length():-r.length();c.plane.d=c.origPlaneD+u;t=c.plane.normal.copy().scale(-u);v=(new d.Matrix).setTranslationComponent(t.x,t.y,t.z);return[4,c.section.updatePlane(c.planeIndex,c.plane,v,e,!1)];case 1:l.sent(),l.label=2;case 2:this._cuttingManager.delayCapping(),l.label=3;case 3:return[2]}})})};c.prototype.onMouseUp=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:c=this._context;if(!this.isActive()||null===
+c)return[3,2];b.setHandled(!0);return[4,this._updatePlane(b.getPosition(),c,!0)];case 1:d.sent(),this._viewer.trigger("cuttingPlaneDragEnd",c.section,c.planeIndex),d.label=2;case 2:return this._context=null,a.prototype.onMouseUp.call(this,b),[2]}})})};c.prototype.setHandled=function(){return this.isActive()&&null!==this._context};c.prototype._startSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return this._context=
+null,b=a.getPosition(),c=d.SelectionMask.Face|d.SelectionMask.Line,e=new d.PickConfig(c),e.ignoreCappingGeometry=!0,e.forceEffectiveSceneVisibilityMask=d.SelectionMask.Face,[4,this._viewer.view.compositePickFromPoint(b,e)];case 1:h=g.sent();m=h.fetchMostRelevant(c);if(null===m)return[2];p=m.getNodeId();q=this._cuttingManager.getCuttingSectionFromNodeId(p);null!==q&&(r=q.getPlaneIndexByNodeId(p),this._context=new f(q,p,r,q.getPlane(r),m.getPosition()),this._cuttingManager.delayCapping(),this._viewer.trigger("cuttingPlaneDragStart",
+q,r));return[2]}})})};return c}(h.OperatorBase);h.CuttingPlaneOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._draggingHandle=!1;b._newRotationMatrix=new d.Matrix;b._translation=d.Point3.zero();b._newTranslation=d.Point3.zero();b._nodeIdGroupMap=new Map;b._groupIdCount=0;b._activeChildrenGroupIds=new Map;b._initialLocalNodeMatrices=[];b._newLocalNodeMatrices=[];b._trackedPoints=[];b._trackedPointsPositions=[];b._trackedPointCount=0;b._previousContextClick=!1;b._overlayIndex=null;b._activeHandleNodeId=null;b._handleEventType=
+d.HandleEventType.Translate;b._highlightedHandleId=null;b._handleSize=1;b._explodeActive=!1;b._measureActive=!1;b._settingMatrixInProgress=!1;b._handleMarkup=new d.Markup.HandleMarkup(c);b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;c.setCallbacks({explode:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return(this._explodeActive=0<a)?[4,this.removeHandles()]:[3,2];case 1:b.sent(),b.label=
+2;case 2:return[2]}})})},measurementBegin:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return this._measureActive=!0,[4,this.removeHandles()];case 1:return a.sent(),[2]}})})},measurementCreated:function(){b._measureActive=!1}});return b}__extends(e,a);e.prototype.setAxisMeshData=function(a){return this._handleMarkup.setAxisMeshData(a)};e.prototype.setPlaneMeshData=function(a){return this._handleMarkup.setPlaneMeshData(a)};e.prototype.setViewPlaneMeshData=
+function(a){return this._handleMarkup.setViewPlaneMeshData(a)};e.prototype.setRotateMeshData=function(a){return this._handleMarkup.setRotateMeshData(a)};e.prototype.addTrackedPoint=function(a){var b=this._trackedPointCount;this._trackedPoints[b]=a.copy();this._trackedPointsPositions[b]=a.copy();++this._trackedPointCount;return b};e.prototype.getTrackedPoints=function(){return this._trackedPointsPositions};e.prototype.clearTrackedPoints=function(){this._trackedPoints.length=0;this._trackedPointCount=
+this._trackedPointsPositions.length=0};e.prototype.isEnabled=function(){return!this._explodeActive&&!this._measureActive&&!this._viewer.sheetManager.isDrawingSheetActive()};e.prototype._guardEnabled=function(){if(!this.isEnabled()){var a=this._explodeActive?"Handles are not enabled when the model is exploded":this._measureActive?"Handles are not enabled while a measurement is in progress.":this._viewer.sheetManager.isDrawingSheetActive()?"Handles are not enabled for 2d drawings.":"Handles are not enabled.";
+throw new d.CommunicatorError(a);}};e.prototype.setHandleSize=function(a){this._handleSize=a};e.prototype.addHandles=function(a,b,d){void 0===b&&(b=null);void 0===d&&(d=null);return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return this._previousContextClick=!1,this._guardEnabled(),b?[3,2]:[4,this._viewer.model.getNodesBounding(a)];case 1:return c=g.sent(),[2,this.addHandles(a,c.center())];case 2:return null===d&&(d=this.generateGroupId()),
+this._nodeIdGroupMap.set(d,a),[2,this._handleMarkup.addHandles(b,this._handleSize,d)]}})})};e.prototype.generateGroupId=function(){return this._groupIdCount++};e.prototype._massageGroupId=function(a){return null===a?d.Markup.HandleMarkup.defaultGroupId:a};e.prototype.addAxisTranslationHandle=function(a,b,d,e,f){void 0===e&&(e=null);void 0===f&&(f=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addAxisTranslationHandle(a,
+b,d,e,this._massageGroupId(f))]})})};e.prototype.addAxisRotationHandle=function(a,b,d,e,f){void 0===e&&(e=null);void 0===f&&(f=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addRotateHandle(a,b,d,e,this._massageGroupId(f))]})})};e.prototype.addPlaneTranslationHandle=function(a,b,d,e,f,h){void 0===f&&(f=null);void 0===h&&(h=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addPlaneTranslationHandle(a,b,d,e,f,this._massageGroupId(h))]})})};e.prototype.addViewPlaneTranslationHandle=function(a,b,d){void 0===d&&(d=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addViewPlaneHandle(a,b,this._massageGroupId(d))]})})};e.prototype.setNodeIds=function(a,b){void 0===b&&
+(b=null);this._nodeIdGroupMap.set(this._massageGroupId(b),a)};e.prototype.getNodeIds=function(a){void 0===a&&(a=null);a=this._nodeIdGroupMap.get(this._massageGroupId(a));return void 0===a?[]:a.slice()};e.prototype.showHandles=function(){this._handleMarkup.showOverlay()};e.prototype.updatePosition=function(a,b,d,e){void 0===e&&(e=null);return this._handleMarkup.updatePosition(a,b,d,this._massageGroupId(e),this._activeChildrenGroupIds)};e.prototype.getPosition=function(){var a=this._handleMarkup.getHandleNodeIds();
+return 0<a.length&&(a=this._handleMarkup.getPosition(a[0]),null!==a)?a.copy():null};e.prototype.removeHandles=function(){this._newRotationMatrix=new d.Matrix;this._translation=d.Point3.zero();this._highlightedHandleId=null;this._nodeIdGroupMap.clear();this._groupIdCount=0;return this._handleMarkup.removeHandles()};e.prototype.getTranslation=function(){return this._translation};e.prototype._initLocalNodeMatrices=function(a){var b=this._viewer.model;this._initialLocalNodeMatrices=[];for(var c=0;c<a.length;c++)this._initialLocalNodeMatrices.push(b.getNodeMatrix(a[c]))};
+e.prototype._getHandleEventType=function(a){return this._handleMarkup.getHandleType(a)===d.HandleType.Rotate?d.HandleEventType.Rotate:d.HandleEventType.Translate};e.prototype._rotate=function(a,b,g,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(f){switch(f.label){case 0:if(!this._draggingHandle||this._settingMatrixInProgress)return[2];c=this.getNodeIds(e);return[4,this._genericTransform(a,b,d.Point3.zero(),g,c,e)];case 1:return f.sent(),this._viewer.trigger("handleEvent",
+d.HandleEventType.Rotate,c,this._initialLocalNodeMatrices,this._newLocalNodeMatrices),[2]}})})};e.prototype._translate=function(a,b,g){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(e){switch(e.label){case 0:if(!this._draggingHandle||this._settingMatrixInProgress)return[2];c=this.getNodeIds(g);return[4,this._genericTransform(d.Point3.zero(),0,a,b,c,g)];case 1:return e.sent(),this._viewer.trigger("handleEvent",d.HandleEventType.Translate,c,this._initialLocalNodeMatrices,
+this._newLocalNodeMatrices),[2]}})})};e.prototype._genericTransform=function(a,b,g,e,f,h){return __awaiter(this,void 0,void 0,function(){var c,k,l,n,u,t,v,w,z,x,y,A,B,D,C,E;return __generator(this,function(m){switch(m.label){case 0:this._settingMatrixInProgress=!0;c=this._viewer.model;k=new d.Matrix;this._newTranslation=g;0<a.squaredLength()&&(k=this._getRotationMatrix(a,d.Point3.zero(),b),this._newRotationMatrix=k.copy());l=[];l.push(this.updatePosition(this._newTranslation,this._newRotationMatrix,
+!1,h));this._newLocalNodeMatrices=[];for(n=0;n<f.length;n++)u=this._newTranslation.copy(),t=f[n],v=this._initialLocalNodeMatrices[n].copy(),w=a.copy(),z=e.copy(),x=void 0,y=c.getNodeParent(t),null!==y?(x=c.getNodeNetMatrix(y),A=d.Matrix.inverse(x),null!==A&&(A.transform(z,z),A.setTranslationComponent(0,0,0),A.transform(w,w),A.transform(u,u))):x=null,0<a.squaredLength()&&(k=this._getRotationMatrix(w,z,x&&0>x.upperLeft3x3Determinant()?-b:b),v=d.Matrix.multiply(v,k)),v.setTranslationComponent(v.m[12]+
+u.x,v.m[13]+u.y,v.m[14]+u.z),l.push(c.setNodeMatrix(t,v)),this._newLocalNodeMatrices.push(v);B=this._newRotationMatrix.copy();B.setTranslationComponent(g.x,g.y,g.z);for(n=0;n<this._trackedPoints.length;++n)D=this._trackedPoints[n].copy(),C=d.Point3.subtract(D,e),B.transform(C,C),E=d.Point3.add(C,e),this._trackedPointsPositions[n]=E;return[4,d.Util.waitForAll(l)];case 1:return m.sent(),this._settingMatrixInProgress=!1,[2]}})})};e.prototype._testRotate=function(a,b,g){void 0===g&&(g=null);return __awaiter(this,
+void 0,void 0,function(){var c,e;return __generator(this,function(f){switch(f.label){case 0:g=this._massageGroupId(g);c=this._getActiveNodeIdByGroupId(g);if(null===c)return[3,3];e=this._handleMarkup.getPosition(c);if(null===e)return[2];this._startDragging(c,d.HandleEventType.Rotate);return[4,this._rotate(a,b,e,g)];case 1:return f.sent(),[4,this._stopDragging()];case 2:f.sent(),f.label=3;case 3:return[2]}})})};e.prototype._testTranslate=function(a,b){void 0===b&&(b=null);return __awaiter(this,void 0,
+void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:b=this._massageGroupId(b);c=this._getActiveNodeIdByGroupId(b);if(null===c)return[3,3];this._startDragging(c,d.HandleEventType.Translate);return[4,this._translate(a,d.Point3.zero(),b)];case 1:return g.sent(),[4,this._stopDragging()];case 2:g.sent(),g.label=3;case 3:return[2]}})})};e.prototype._getActiveNodeIdByGroupId=function(a){for(var b=this._handleMarkup.getHandleNodeIds(),c=0;c<b.length;++c){var d=b[c];if(this._handleMarkup.getHandleGroupId(d)===
+a)return d}return null};e.prototype._startDragging=function(a,b){var c=this;this._activeHandleNodeId=a;this._handleEventType=b;var d=this._handleMarkup.getHandleGroupId(a),e=this.getNodeIds(d),f=new Map;this._nodeIdGroupMap.forEach(function(a,b){b!==d&&a.forEach(function(a){for(var d=c._viewer.model.getNodeParent(a);null!==d;){if(-1!==e.indexOf(d)){f.set(b,a);break}d=c._viewer.model.getNodeParent(d)}})});this._activeChildrenGroupIds=f;0<e.length&&(this._initLocalNodeMatrices(e),this._viewer.trigger("handleEventStart",
+this._handleEventType,e,this._initialLocalNodeMatrices),this._draggingHandle=!0)};e.prototype._stopDragging=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,function(c){switch(c.label){case 0:this._draggingHandle=!1;if(null===this._activeHandleNodeId)return[3,2];a=this._handleMarkup.getHandleGroupId(this._activeHandleNodeId);return[4,this.updatePosition(this._newTranslation,this._newRotationMatrix,!0,a)];case 1:c.sent(),b=this.getNodeIds(a),this._activeHandleNodeId=
+null,this._activeChildrenGroupIds.clear(),this._viewer.trigger("handleEventEnd",this._handleEventType,b,this._initialLocalNodeMatrices,this._newLocalNodeMatrices),this._newRotationMatrix=new d.Matrix,this._handleMarkup.resetTranslation(),this._translation.add(this._newTranslation),this._newTranslation=d.Point3.zero(),this._trackedPoints=this._trackedPointsPositions.slice(),c.label=2;case 2:return[2]}})})};e.prototype.onMouseDown=function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e,
+f;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseDown.call(this,c),this._overlayIndex=null,[4,this._viewer.view.pickFromPoint(c.getPosition(),this._pickConfig)];case 1:return b=g.sent(),b.isNodeEntitySelection()&&(d=b.getNodeId(),e=this._viewer.model.getNodeName(d),null!==e&&"handle-"===e.slice(0,7)&&(c.setHandled(!0),f=this._getHandleEventType(d),this._startDragging(d,f))),[2]}})})};e.prototype._onHandleDrag=function(){if(null!==this._activeHandleNodeId){var a=
+this._viewer.view.getCamera();d.Point3.zero();d.Point3.zero();var b=this._handleMarkup.getHandleType(this._activeHandleNodeId),g=this._handleMarkup.getVector(this._activeHandleNodeId),e=this._handleMarkup.getPosition(this._activeHandleNodeId);if(null!==b&&null!==e){var f=this._handleMarkup.getHandleGroupId(this._activeHandleNodeId);switch(b){case d.HandleType.Axis:null!==g&&(a=this._getTranslationComponent(e,g,0,f),this._translate(a,e,f));break;case d.HandleType.Plane:null!==g&&(a=this._getTranslationComponent(e,
+g,1,f),this._translate(a,e,f));break;case d.HandleType.ViewPlane:g=a.getTarget();a=a.getPosition();a=d.Point3.subtract(a,g).normalize();a=this._getTranslationComponent(e,a,2,f);this._translate(a,e,f);break;case d.HandleType.Rotate:null!==g&&(this._handleMarkup.getGroupIdRotationMatrix(f).copy().setTranslationComponent(0,0,0).transform(g,g),a=this._getRotationAngle(e,g),this._rotate(g,a,e,f));break;default:d.Util.TypeAssertNever(b)}}}};e.prototype.onMouseMove=function(c){return __awaiter(this,void 0,
+void 0,function(){var b;return __generator(this,function(d){switch(d.label){case 0:a.prototype.onMouseMove.call(this,c);if(!this._draggingHandle||null===this._activeHandleNodeId)return[3,1];this._onHandleDrag();return[3,4];case 1:return[4,this._viewer.view.pickFromPoint(c.getPosition(),this._pickConfig)];case 2:return b=d.sent(),[4,this._highlightHandle(b)];case 3:d.sent(),d.label=4;case 4:return[2]}})})};e.prototype.onMouseUp=function(c){this._draggingHandle||!(3>this._dragCount)||c.getButton()===
+d.Button.Right||this._previousContextClick||this._viewer.getContextMenuStatus()||0!==this._overlayIndex&&null!==this._overlayIndex||this.removeHandles();this._previousContextClick=c.getButton()===d.Button.Right||this._viewer.getContextMenuStatus();this._draggingHandle&&this._stopDragging();a.prototype.onMouseUp.call(this,c)};e.prototype.setHandled=function(){return this._draggingHandle};e.prototype._getClosestPoint=function(a,b,g){var c=a.copy();a=a.copy().add(b);b=this._viewer.view.unprojectPoint(g,
+0);g=this._viewer.view.unprojectPoint(g,.5);return null!==b&&null!==g?d.Util.lineLineIntersect(c,a,b,g):null};e.prototype._getTranslationComponent=function(a,b,g,e){2!==g&&this._handleMarkup.getGroupIdRotationMatrix(e).copy().setTranslationComponent(0,0,0).transform(b,b);var c=e=null;1===g||2===g?(e=this._getPlaneIntersectionPoint(a,b,this._ptFirst),null!==e&&(c=this._getPlaneIntersectionPoint(e,b,this._ptCurrent))):0===g&&(e=this._getClosestPoint(a,b,this._ptFirst),null!==e&&(c=this._getClosestPoint(e,
+b,this._ptCurrent)));return null!==c&&null!==e?d.Point3.subtract(c,e):d.Point3.zero()};e.prototype._clearHighlightedHandle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._highlightedHandleId?[3,2]:[4,this._viewer.model.unsetNodesFaceColor([this._highlightedHandleId])];case 1:a.sent(),this._highlightedHandleId=null,a.label=2;case 2:return[2]}})})};e.prototype._highlightHandle=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e;return __generator(this,function(g){switch(g.label){case 0:if(!a.isNodeEntitySelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.Handles)return[3,2];b=this._viewer.model;c=b.getNodeName(a.getNodeId());if(null===c||"handle-"!==c.slice(0,7))return[3,2];e=a.getNodeId();return this._highlightedHandleId===e?[2]:[4,this._clearHighlightedHandle()];case 1:return g.sent(),this._highlightedHandleId=e,b.setNodesFaceColor([this._highlightedHandleId],d.Color.green()),[2];case 2:return[2,
+this._clearHighlightedHandle()]}})})};e.prototype._getPlaneIntersectionPoint=function(a,b,g){var c=this._viewer.view.unprojectPoint(g,0);g=this._viewer.view.unprojectPoint(g,.5);if(null===c||null===g)return null;c=new d.Ray(c,g.copy().subtract(c));a=d.Plane.createFromPointAndNormal(a,b);b=d.Point3.zero();return a.intersectsRay(c,b)?b:null};e.prototype._getRotationAngle=function(a,b){console.assert(null!==a);var c=this._getPlaneIntersectionPoint(a,b,this._ptFirst),e=this._getPlaneIntersectionPoint(a,
+b,this._ptCurrent);if(null===c||null===e)return 0;c=d.Point3.subtract(c,a).normalize();a=d.Point3.subtract(e,a).normalize();e=d.Point3.dot(c,a);e=180*Math.acos(e)/Math.PI;0>d.Point3.dot(d.Point3.cross(c,a),b)&&(e=-e);return e};e.prototype._getRotationMatrix=function(a,b,g){var c=(new d.Matrix).setTranslationComponent(-b.x,-b.y,-b.z);a=d.Matrix.createFromOffAxisRotation(a,g);b=(new d.Matrix).setTranslationComponent(b.x,b.y,b.z);return d.Matrix.multiply(d.Matrix.multiply(c,a),b)};return e}(h.OperatorBase);
+h.HandleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._navCube=c.view.getNavCube();b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;return b}__extends(e,a);e.prototype.onMouseMove=function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseMove.call(this,c),b=c.getPosition(),d=this._dragging&&1<this._dragCount,this._navCube.getEnabled()&&
+!d&&this._navCube.insideOverlay(b)?[4,this._viewer.view.pickFromPoint(b,this._pickConfig)]:[3,2];case 1:e=g.sent(),this._navCube.onMoveSelection(e),g.label=2;case 2:return[2]}})})};e.prototype.onMouseUp=function(c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:return this._navCube.getEnabled()&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()?[4,this._viewer.view.pickFromPoint(this._ptFirst,this._pickConfig)]:[3,
+3];case 1:return b=g.sent(),[4,this._navCube.onClickSelection(b)];case 2:g.sent(),g.label=3;case 3:return a.prototype.onMouseUp.call(this,c),[2]}})})};return e}(h.OperatorBase);h.NavCubeOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._insertNoteButton=d.Button.Left;c._callbackFlag=!1;c._noteTextManager=b;return c}__extends(e,a);e.prototype.onMouseDown=function(c){var b=this;a.prototype.onMouseDown.call(this,c);this.isActive()&&(this._callbackFlag||(this._viewer.setCallbacks({explode:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this._noteTextManager.explode(a)];case 1:return b.sent(),
+[2]}})})}}),this._callbackFlag=!0),this._dragging=!1)};e.prototype.onMouseUp=function(c){var b=this;if(this.isActive()){var g=new d.PickConfig(d.SelectionMask.Face);if(this._ptFirst.equals(this._ptCurrent)&&c.getButton()===this._insertNoteButton||null!==this._primaryTouchId)g=this._viewer.view.pickFromPoint(c.getPosition(),g).then(function(a){b._noteTextManager.selectPin(a)||b._noteTextManager.getExplodeActive()||b._noteTextManager.getIsolateActive()||0!==a.overlayIndex()||(a.isFaceSelection()&&new d.Markup.Note.NoteText(b._viewer,
+b._noteTextManager,a.getPosition(),a.getFaceEntity().getNormal(),a.getNodeId()),c.setHandled(!0))}),g}a.prototype.onMouseUp.call(this,c)};e.prototype.getNoteTextElement=function(){return this._noteTextManager.getNoteTextElement()};e.prototype.setNoteTextElement=function(a){this._noteTextManager.setNoteTextElement(a)};e.prototype.checkPinInstance=function(a){return null!==this._noteTextManager.checkPinInstance(a)};return e}(h.OperatorBase);h.NoteOperator=f})(d.Operator||(d.Operator={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._selectionButton=d.Button.Left;b._ignoreTransparency=!1;b._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;b._incrementalSelection=d.Util.IncrementalSelection.create("SelectionManager",c);c.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.clearSelection()];case 1:return a.sent(),[2,this.waitForIdle()]}})})},
+selectionArray:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return 0!==a.length?[3,2]:[4,this._incrementalSelection.stopSelection()];case 1:b.sent(),b.label=2;case 2:return[2]}})})}});return b}__extends(e,a);e.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};e.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};e.prototype.setIgnoreTransparency=
+function(a){this._ignoreTransparency=a};e.prototype.getIgnoreTransparency=function(){return this._ignoreTransparency};e.prototype.hasActiveSelection=function(){return!this._incrementalSelection.isIdle()};e.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.waitForIdle()]})})};e.prototype.clearSelection=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,
+this._incrementalSelection.clearSelection()]})})};e.prototype._createBeginConfig=function(a){var b=new d.IncrementalPickConfig;b.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;b.ignoreUnrequestedInstances=!0;return{pickConfig:b,rayCssOrigin:a,rayCssBoxRadius:10}};e.prototype._selectionPredicate=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.model,c=a.getNodeId(),null===
+c?[2,!1]:[4,b.getNodesHaveTransparency([c])];case 1:return d=g.sent()[0],[2,!d]}})})};e.prototype._performSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d=this;return __generator(this,function(g){b=this._createBeginConfig(a);c=this._ignoreTransparency?function(a){return d._selectionPredicate(a)}:null;return[2,this._incrementalSelection.performSelection(b,c)]})})};e.prototype.setHandled=function(){return!0};e.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&
+this.clearSelection()};e.prototype.onMouseUp=function(c){var b=this;this.isActive()&&function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return(c.getButton()===this._selectionButton||null!==this._primaryTouchId)&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()?c.controlDown()?[3,2]:[4,this.clearSelection()]:[3,4];case 1:a.sent(),a.label=2;case 2:return[4,this._performSelection(c.getPosition())];case 3:a.sent(),a.label=
+4;case 4:return[2]}})})}();a.prototype.onMouseUp.call(this,c)};return e}(h.OperatorBase);h.RayDrillSelectionOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._selectionButton=d.Button.Left;c._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;c._doubleClickFitWorld=!0;c._noteTextManager=b;return c}__extends(e,a);e.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};e.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};e.prototype.getSelectionButton=function(){return this._selectionButton};
+e.prototype.setSelectionButton=function(a){this._selectionButton=a};e.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&this._viewer.selectionManager.clear()};e.prototype.onMouseUp=function(c){var b=this;if(this.isActive()&&5>d.Point2.subtract(this._ptFirst,this._ptCurrent).length()&&(c.getButton()===this._selectionButton||null!==this._primaryTouchId)){var g=this._viewer.view,e=new d.PickConfig(d.SelectionMask.Face|d.SelectionMask.Line);e.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;
+g=g.pickFromPoint(this._ptCurrent,e).then(function(a){var g=null!==b._viewer.cuttingManager.getCuttingSectionFromNodeId(a.getNodeId()),e=b._noteTextManager.selectPin(a),f=b._viewer.markupManager.pickMarkupItem(b._ptCurrent);if(f instanceof d.Markup.Redline.RedlineText)f.onSelect();e||g||null!==f||(a.isNodeSelection()?b._processSelectionClick(c,a):b._isDoubleClick||b._viewer.selectionManager.clear())});g}a.prototype.onMouseUp.call(this,c)};e.prototype.onDoubleClick=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(a){return this._doubleClickFitWorld?[2,this._viewer.view.fitWorld()]:[2]})})};e.prototype.setDoubleClickFitWorldEnabled=function(a){this._doubleClickFitWorld=a};e.prototype._getSelectionOrParentIfSelected=function(a){var b=this._viewer.model,c=a.getNodeId();if(!b.isNodeLoaded(c)||b.getNodeType(c)===d.NodeType.PmiBody)return a;var e=this._viewer.selectionManager,f=null;e.getSelectParentIfSelected()&&(f=e.containsParent(a));return null!==f?(b=
+d.Selection.SelectionItem.create(b.getNodeParent(f.getNodeId())),b.isNodeSelection()?b:a):e.contains(a)?(b=d.Selection.SelectionItem.create(b.getNodeParent(c)),b.isNodeSelection()?b:a):a};e.prototype._processSelectionClick=function(a,b){var c=b.overlayIndex();if(0===c||null===c)c=this._viewer.selectionManager,a.controlDown()||a.commandDown()?c.toggle(b):(a=this._getSelectionOrParentIfSelected(b),c.set(a))};return e}(h.OperatorBase);h.SelectionOperator=f})(d.Operator||(d.Operator={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){function f(a,b){var c=new d.PickConfig(d.SelectionMask.Face);c.bimMask=a;c.ignoreOverlays=!0;null!==b&&(c.maxWorldDistance=b);return c}function a(a,b,c,e){return __awaiter(this,void 0,void 0,function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=new d.Ray(b,c),k=f(d.BimMask.Floor,e),[4,a.pickFromRay(g,k)];case 1:return l=h.sent(),l.isFaceSelection()?[2,l.getPosition()]:[2,null]}})})}function e(a,b,c,e){return __awaiter(this,void 0,void 0,
+function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=new d.Ray(b,c),k=f(d.BimMask.Wall,e),[4,a.pickFromRay(g,k)];case 1:return l=h.sent(),l.isFaceSelection()?[2,l]:[2,null]}})})}var c=function(){function a(a){this._nearbyDoors=new Set;this._viewer=a}a.prototype._performSphereSelection=function(a,b,c){var g=d.Util.IncrementalSelection.create("View",this._viewer),e=new d.IncrementalPickConfig(d.SelectionMask.Face);e.bimMask=c;e.onlyStreamedInstances=!0;e.ignoreUnrequestedInstances=
+!0;return g.performSelection({pickConfig:e,sphereCenter:a,sphereRadius:b})};a.prototype.updateNearbyDoors=function(a,b,c){return __awaiter(this,void 0,void 0,function(){var g,e,f,k,l,h,n,w,z,x,y;return __generator(this,function(m){switch(m.label){case 0:return[4,this._performSphereSelection(a,b,d.BimMask.Door)];case 1:g=m.sent();e=new Set;f=0;for(k=g;f<k.length;f++)l=k[f],h=l.getNodeId(),e.add(h);n=d.Util.setSubtraction(e,this._nearbyDoors);w=d.Util.setSubtraction(this._nearbyDoors,e);z=d.Util.setToArray(n);
+x=d.Util.setToArray(w);y=this._viewer.model;y.setNodesOpacity(z,c);y.resetNodesOpacity(x);this._nearbyDoors=e;return[2]}})})};a.prototype.forgetNearbyDoors=function(){var a=d.Util.setToArray(this._nearbyDoors);this._nearbyDoors.clear();this._viewer.model.resetNodesOpacity(a)};return a}(),b=function(b){function g(a){var g=b.call(this,a)||this;g._elevationSpeed=0;g._rotationSpeed=0;g._viewAngle=90;g._zoomDistance=0;g._walkDistance=0;g._tilt=0;g._majorAxis=d.Axis.X;g._maxExtents=0;g._walkActive=!1;g._activeWalk=
+new d.Util.CurrentAction(!0);g._bimModeEnabled=!1;g._synchronizedToggleBimMode=new d.Util.CurrentActionSync;g._initialInteractiveDrawLimitIncreaseStatus=!0;g._logical={floor:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.FloorConfig),wall:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.WallConfig),door:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.DoorConfig)};g._effective={floor:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.FloorConfig),wall:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.WallConfig),
+door:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.DoorConfig)};g._doorCache=new c(a);g._downAxis=new d.Point3(0,-1,0);a.setCallbacks({subtreeLoaded:function(a,b){b===d.NodeSource.LoadModel&&g._updateSceneFloor()}});return g}__extends(g,b);g.prototype._updateSceneFloor=function(){var a=this._viewer.model.getViewAxes().upVector;console.assert(a.isAxis());this._downAxis=d.Point3.scale(a,-1)};g.prototype.isBimModeEnabled=function(){return this._bimModeEnabled};g.prototype._enableBimMode=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return this._bimModeEnabled=!0,this._effective.floor=this._scaleAgainstModelUnit(this._logical.floor),this._effective.wall=this._scaleAgainstModelUnit(this._logical.wall),this._effective.door=this._scaleAgainstModelUnit(this._logical.door),this._updateSceneFloor(),[4,this._applyGravity()];case 1:return a.sent(),[4,this._updateNearbyDoors()];case 2:return a.sent(),[2]}})})};g.prototype._disableBimMode=function(){this._bimModeEnabled=
+!1;this._doorCache.forgetNearbyDoors()};g.prototype.enableBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._enableBimMode()];case 1:return a.sent(),[2]}})})})};g.prototype.disableBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){a._disableBimMode()})};g.prototype.toggleBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){return a._bimModeEnabled?
+a._disableBimMode():a._enableBimMode()})};g.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,function(c){switch(c.label){case 0:return this._viewer.view.setProjectionMode(d.Projection.Perspective),a=this._viewer.view,b=this,[4,a.getInteractiveDrawLimitIncreaseEnabled()];case 1:return b._initialInteractiveDrawLimitIncreaseStatus=c.sent(),a.setInteractiveDrawLimitIncreaseEnabled(!1),this._calculateInitialPosition(),0!==this._maxExtents?[3,
+3]:[4,this.resetDefaultWalkSpeeds()];case 2:c.sent(),c.label=3;case 3:return this._bimModeEnabled?[4,this._updateNearbyDoors()]:[3,5];case 4:c.sent(),c.label=5;case 5:return[2]}})})};g.prototype.onDeactivate=function(){this._viewer.view.setInteractiveDrawLimitIncreaseEnabled(this._initialInteractiveDrawLimitIncreaseStatus);this._doorCache.forgetNearbyDoors();b.prototype.onDeactivate.call(this)};g.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,
+function(c){switch(c.label){case 0:return this._rotationSpeed=40,this._viewAngle=90,[4,this._viewer.model.getModelBounding(!0,!1)];case 1:return a=c.sent(),b=a.extents(),this._maxExtents=Math.max(b.x,b.y,b.z),this._walkDistance=this._maxExtents/15,this._elevationSpeed=this._maxExtents/10,this._zoomDistance=this._maxExtents/30,[2]}})})};g.prototype.getBimFloorConfig=function(){return __assign({},this._logical.floor)};g.prototype.setBimFloorConfig=function(a){this._logical.floor=__assign({},a);this._effective.floor=
+this._scaleAgainstModelUnit(this._logical.floor)};g.prototype.getBimWallConfig=function(){return __assign({},this._logical.wall)};g.prototype.setBimWallConfig=function(a){this._logical.wall=__assign({},a);this._effective.wall=this._scaleAgainstModelUnit(this._logical.wall)};g.prototype.getBimDoorConfig=function(){return __assign({},this._logical.door)};g.prototype.setBimDoorConfig=function(a){this._logical.door=__assign({},a);this._effective.door=this._scaleAgainstModelUnit(this._logical.door)};g.prototype._scaleAgainstModelUnit=
+function(a){var b=this._viewer.model;b=1/b.getNodeUnitMultiplier(b.getAbsoluteRootNode());a=__assign({},a);for(var c=0,d=Object.keys(a);c<d.length;c++){var g=d[c];"number"===typeof a[g]&&(a[g]*=b)}return a};g.prototype.onMouseDown=function(a){b.prototype.onMouseDown.call(this,a)};g.prototype.onMouseMove=function(a){b.prototype.onMouseMove.call(this,a)};g.prototype.onMouseUp=function(a){b.prototype.onMouseUp.call(this,a)};g.prototype._applyGravity=function(){return __awaiter(this,void 0,void 0,function(){var b,
+c,g,e,f,k,h,t,v,w;return __generator(this,function(l){switch(l.label){case 0:return b=this._viewer.view,c=b.getCamera(),g=c.getPosition(),[4,a(b,g,this._downAxis,this._effective.floor.maxFallDistance)];case 1:e=l.sent();if(null!==e)return[3,3];g=d.Point3.subtract(g,d.Point3.scale(this._downAxis,this._effective.floor.avatarOffset));return[4,a(b,g,this._downAxis,this._effective.floor.maxFallDistance)];case 2:e=l.sent();if(null===e)return[2];l.label=3;case 3:f=new d.Point3(0,0,this._effective.floor.avatarOffset);
+k=d.Point3.add(e,f);h=d.Point3.subtract(k,g);t=h.length();if(t>this._effective.floor.negligibleClimbHeight&&(v=d.Util.computeAngleBetweenVector(h,this._downAxis),(w=90<v)&&t>this._effective.floor.maxClimbHeight))return[2];this._applyWalkDelta(c,h);return[2]}})})};g.prototype._updateNearbyDoors=function(){var a=this._viewer.view.getCamera().getPosition();return this._doorCache.updateNearbyDoors(a,this._effective.door.transparencyRange,.5)};g.prototype._updateCamera=function(a){this._resetPosition(a);
+this._updateCameraTilt(a);this._updateCameraViewAngle(a);this._viewer.view.setCamera(a)};g.prototype._applyWalkDelta=function(a,b){a.dolly(d.Point3.scale(b,-1));this._updateCamera(a)};g.prototype._applyWalkDeltaWithCollisionCheck=function(a,b,c){return __awaiter(this,void 0,void 0,function(){var g,e,f,k,h,l,n,m,x,y,A,B,D,C,E,F,H,G;return __generator(this,function(p){switch(p.label){case 0:return g=a.getPosition(),e=d.Matrix.createFromOffAxisRotation(c,90),f=e.transform(b),k=d.Matrix.createFromOffAxisRotation(c,
+-90),h=k.transform(b),l=this._testWallCollision(g,f,this._effective.wall.avatarOffset),n=this._testWallCollision(g,h,this._effective.wall.avatarOffset),m=this._testWallCollision(g,b,b.length()+this._effective.wall.avatarOffset),[4,Promise.all([l,n])];case 1:x=p.sent();y=x[0];A=x[1];if(null!==y||null!==A)if(B=function(a){return null!==a?(a=a.getFaceEntity().getNormal(),90<d.Util.computeAngleBetweenVector(a,b)):!1},B(y)||B(A))return[2];return[4,m];case 2:return D=p.sent(),null!==D&&(C=b.length(),E=
+d.Point3.scale(b,1/C),F=d.Point3.subtract(D.getPosition(),g).length(),H=F-this._effective.wall.avatarOffset,G=Math.min(C,H),b=d.Point3.scale(E,G)),this._applyWalkDelta(a,b),[2]}})})};g.prototype._testWallCollision=function(a,b,c){return e(this._viewer.view,a,b,c)};g.prototype._walkBackward=function(a,b){var c=this._viewer.view.getCamera();this._resetPosition(c);var g=c.getTarget(),e=c.getPosition(),f=c.getUp();a=d.Point3.subtract(e,g).normalize().copy().scale(a);return b?this._applyWalkDeltaWithCollisionCheck(c,
+a,f):this._applyWalkDelta(c,a)};g.prototype._walkForward=function(a,b){return this._walkBackward(-a,b)};g.prototype._walkLeft=function(a,b){var c=this._viewer.view.getCamera();this._resetPosition(c);var g=c.getTarget(),e=c.getPosition(),f=c.getUp();g=d.Point3.subtract(g,e).normalize();a=d.Point3.cross(f,g).normalize().copy().scale(a);return b?this._applyWalkDeltaWithCollisionCheck(c,a,f):this._applyWalkDelta(c,a)};g.prototype._walkRight=function(a,b){return this._walkLeft(-a,b)};g.prototype.walkBackward=
+function(a){return this._walkBackward(a,!1)};g.prototype.walkForward=function(a){return this._walkForward(a,!1)};g.prototype.walkLeft=function(a){return this._walkLeft(a,!1)};g.prototype.walkRight=function(a){return this._walkRight(a,!1)};g.prototype.walkBackwardWithCollision=function(a){return this._walkBackward(a,!0)};g.prototype.walkForwardWithCollision=function(a){return this._walkForward(a,!0)};g.prototype.walkLeftWithCollision=function(a){return this._walkLeft(a,!0)};g.prototype.walkRightWithCollision=
+function(a){return this._walkRight(a,!0)};g.prototype.walkDown=function(a){var b=this._viewer.view.getCamera();this._resetPosition(b);a=b.getUp().normalize().scale(a);this._applyWalkDelta(b,a)};g.prototype.walkUp=function(a){this.walkDown(-a)};g.prototype.rotateRight=function(a){var b=this._viewer.view.getCamera();this._resetPosition(b);var c=b.getTarget(),g=b.getPosition(),e=d.Point3.subtract(g,c).length(),f=d.Point3.subtract(c,g).normalize();a=d.Util.degreesToRadians(a);a=Math.tan(a);a*=d.Point3.subtract(b.getTarget(),
+b.getPosition()).length();f=d.Point3.cross(f,b.getUp()).scale(a);c=c.copy().add(f);e=d.Point3.subtract(c,g).normalize().scale(e);c=d.Point3.add(g,e);b.setTarget(c);this._updateCamera(b)};g.prototype.rotateLeft=function(a){this.rotateRight(-a)};g.prototype.tiltDown=function(a){this.setTilt(this._tilt+a);a=this._viewer.view.getCamera();this._resetPosition(a);this._updateCamera(a)};g.prototype.tiltUp=function(a){this.tiltDown(-a)};g.prototype._calculateInitialPosition=function(){var a=this._viewer.view.getCamera();
+this._calculateMajorAxis(a);this.setTilt(this._calculateInitialTilt(a));this._resetPosition(a);this._updateCamera(a)};g.prototype._updateCameraViewAngle=function(a){var b=d.Util.degreesToRadians(this._viewAngle);b=Math.tan(b/2);b*=d.Point3.subtract(a.getTarget(),a.getPosition()).length();a.setWidth(b);a.setHeight(b)};g.prototype._updateCameraTilt=function(a){var b=a.getPosition(),c=a.getTarget(),g=a.getUp().normalize(),e=d.Point3.subtract(c,b).normalize();g=d.Point3.cross(g,e).normalize();c=d.Point3.distance(c,
+b);d.Matrix.createFromOffAxisRotation(g,this._tilt).transform(e,e);a.setTarget(d.Point3.add(b,e.scale(c)))};g.prototype._calculateInitialTilt=function(a){var b=a.getTarget();a=a.getPosition();a=d.Point3.subtract(b,a);b=a.length();this._majorAxis===d.Axis.X?a.x=0:this._majorAxis===d.Axis.Y?a.y=0:this._majorAxis===d.Axis.Z&&(a.z=0);a=a.length();return 180/Math.PI*Math.acos(a/b)};g.prototype._resetPosition=function(a){this._calculateMajorAxis(a);var b=a.getPosition(),c=a.getTarget();c=d.Point3.subtract(c,
+b);var g=c.length();0<this.getWalkSpeed()&&(g=this.getWalkSpeed());switch(this._majorAxis){case d.Axis.X:c.set(0,c.y,c.z);a.setUp(new d.Point3(1,0,0));break;case d.Axis.Y:c.set(c.x,0,c.z);a.setUp(new d.Point3(0,1,0));break;case d.Axis.Z:c.set(c.x,c.y,0),a.setUp(new d.Point3(0,0,1))}c.normalize().scale(g);a.setTarget(d.Point3.add(b,c))};g.prototype._calculateMajorAxis=function(a){var b=a.getUp();a=Math.abs(b.x);var c=Math.abs(b.y);b=Math.abs(b.z);this._majorAxis=b>=a&&b>=c?d.Axis.Z:c>=a&&c>=b?d.Axis.Y:
+d.Axis.X};g.prototype.setZoomSpeed=function(a){this._zoomDistance=a};g.prototype.getZoomSpeed=function(){return this._zoomDistance};g.prototype.setTilt=function(a){this._tilt=Math.max(Math.min(a,45),-45);a=this._viewer.view.getCamera();this._updateCamera(a)};g.prototype.getTilt=function(){return this._tilt};g.prototype.setViewAngle=function(a){a=Math.max(Math.min(a,150),30);this._viewAngle!==a&&(this._viewAngle=a,this._updateCamera(this._viewer.view.getCamera()))};g.prototype.getViewAngle=function(){return this._viewAngle};
+g.prototype.setWalkSpeed=function(a){this._walkDistance=a};g.prototype.getWalkSpeed=function(){return this._walkDistance};g.prototype.setElevationSpeed=function(a){this._elevationSpeed=a};g.prototype.getElevationSpeed=function(){return this._elevationSpeed};g.prototype.setRotationSpeed=function(a){this._rotationSpeed=a};g.prototype.getRotationSpeed=function(){return this._rotationSpeed};g.prototype.setWalkActive=function(a){this._walkActive=a};g.prototype.getWalkActive=function(){return this._walkActive};
+g.prototype.getBimModeEnabled=function(){return this._bimModeEnabled};g.prototype.getMajorAxis=function(){return this._majorAxis};g.prototype.getActiveWalk=function(){return this._activeWalk};return g}(h.OperatorBase);h.CameraWalkBaseOperator=b;(function(a){(function(a){(function(a){(function(a){a[a.avatarOffset=1500]="avatarOffset";a[a.maxClimbHeight=600]="maxClimbHeight";a[a.negligibleClimbHeight=20]="negligibleClimbHeight";a[a.maxFallDistance=5E3]="maxFallDistance"})(a.FloorConfig||(a.FloorConfig=
+{}));(function(a){a[a.avatarOffset=150]="avatarOffset"})(a.WallConfig||(a.WallConfig={}));(function(a){a[a.transparencyRange=4E3]="transparencyRange"})(a.DoorConfig||(a.DoorConfig={}))})(a.Default||(a.Default={}))})(a.Bim||(a.Bim={}))})(b=h.CameraWalkBaseOperator||(h.CameraWalkBaseOperator={}))})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(c){a(c,d.WalkDirection.Forward,d.WalkDirection.Backward);a(c,d.WalkDirection.Left,d.WalkDirection.Right);a(c,d.WalkDirection.Up,d.WalkDirection.Down);a(c,d.WalkDirection.RotateLeft,d.WalkDirection.RotateRight);a(c,d.WalkDirection.TiltUp,d.WalkDirection.TiltDown)}function a(a,b,d){a.has(b)&&a.has(d)&&(a.delete(b),a.delete(d))}var e=function(a){function b(b){var c=a.call(this,b)||this;c._keyWalkMapping=new Map;c._keyUpMap=new Map;c._keyDownMap=new Map;c._mouseLookSpeed=
+0;c._mouseLookEnabled=!0;c._previousWalkTime=0;c._tickTimerId=null;b.setCallbacks({camera:function(a){a.getProjection()!==d.Projection.Perspective&&c._keyDownMap.clear()}});c.addKeyMapping(d.KeyCode.a,d.WalkDirection.Left);c.addKeyMapping(d.KeyCode.d,d.WalkDirection.Right);c.addKeyMapping(d.KeyCode.w,d.WalkDirection.Forward);c.addKeyMapping(d.KeyCode.s,d.WalkDirection.Backward);c.addKeyMapping(d.KeyCode.q,d.WalkDirection.RotateLeft);c.addKeyMapping(d.KeyCode.e,d.WalkDirection.RotateRight);c.addKeyMapping(d.KeyCode.r,
+d.WalkDirection.TiltUp);c.addKeyMapping(d.KeyCode.f,d.WalkDirection.TiltDown);c.addKeyMapping(d.KeyCode.x,d.WalkDirection.Up);c.addKeyMapping(d.KeyCode.c,d.WalkDirection.Down);c.addKeyMapping(d.KeyCode.LeftArrow,d.WalkDirection.Left);c.addKeyMapping(d.KeyCode.RightArrow,d.WalkDirection.Right);c.addKeyMapping(d.KeyCode.UpArrow,d.WalkDirection.Forward);c.addKeyMapping(d.KeyCode.DownArrow,d.WalkDirection.Backward);return c}__extends(b,a);b.prototype.addKeyMapping=function(a,b){this._keyWalkMapping.set(a,
+b)};b.prototype.getKeyMapping=function(){return d.Util.copyMap(this._keyWalkMapping)};b.prototype.clearKeyMappings=function(){this._keyWalkMapping.clear()};b.prototype.onMouseDown=function(b){a.prototype.onMouseDown.call(this,b);this._viewer.focusInput(!0)};b.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);if(this._dragging&&this._mouseLookEnabled){this._viewer.view.setProjectionMode(d.Projection.Perspective);var c=window.screen.width,g=window.screen.height;b.setHandled(!0);
+b=d.Point2.subtract(this._ptPrevious,this._ptCurrent);this.rotateLeft(b.x/c*this._mouseLookSpeed);this.tiltUp(b.y/g*this._mouseLookSpeed)}};b.prototype.onMouseUp=function(b){5<this._dragCount&&b.setHandled(!0);a.prototype.onMouseUp.call(this,b)};b.prototype.onMousewheel=function(a){var b=this;this._viewer.view.setProjectionMode(d.Projection.Perspective);var c=this._viewer.view,g=c.getCamera(),e=a.getPosition(),f=a.getWheelDelta();a=c.pickFromPoint(e,new d.PickConfig(d.SelectionMask.Face)).then(function(a){var c=
+a.getPosition();null!==a&&null!==c?(a=d.Point3.subtract(g.getPosition(),c).normalize().scale(b.getZoomSpeed()*f),b._applyWalkDelta(g,a)):b.walkBackward(f*b.getWalkSpeed())});a};b.prototype.onKeyDown=function(a){this._viewer.view.setProjectionMode(d.Projection.Perspective);var b=a.getKeyCode();b===d.KeyCode.v&&this.toggleBimMode();this._keyCodeActive(b)||(this._keyDownMap.set(b,a.getDate().getTime()),this._onKeyChange(b))};b.prototype.onKeyUp=function(a){var b=a.getKeyCode();this._keyUpMap.set(b,a.getDate().getTime());
+this._onKeyChange(b)};b.prototype._keyCodeActive=function(a){var b=this._keyDownMap.get(a);return void 0!==b&&(a=this._keyUpMap.get(a),void 0===a||b>a)?!0:!1};b.prototype._onKeyChange=function(a){this._keyCodeActive(a)&&this._keyWalkMapping.has(a)&&(this.getWalkActive()||(this._previousWalkTime=Date.now()),this._onTick())};b.prototype.setMouseLookSpeed=function(a){this._mouseLookSpeed=a};b.prototype.getMouseLookSpeed=function(){return this._mouseLookSpeed};b.prototype.setMouseLookEnabled=function(a){this._mouseLookEnabled=
+a};b.prototype.getMouseLookEnabled=function(){return this._mouseLookEnabled};b.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(c){return[2,a.prototype.resetDefaultWalkSpeeds.call(this).then(function(){b._mouseLookSpeed=300})]})})};b.prototype._execWalkDirection=function(a,b,c){var g=this.getWalkSpeed()*b;switch(a){case d.WalkDirection.Forward:return c?this.walkForwardWithCollision(g):this.walkForward(g);case d.WalkDirection.Backward:return c?
+this.walkBackwardWithCollision(g):this.walkBackward(g);case d.WalkDirection.Left:return c?this.walkLeftWithCollision(g):this.walkLeft(g);case d.WalkDirection.Right:return c?this.walkRightWithCollision(g):this.walkRight(g);case d.WalkDirection.Up:return this.walkUp(this.getElevationSpeed()*b);case d.WalkDirection.Down:return this.walkDown(this.getElevationSpeed()*b);case d.WalkDirection.RotateLeft:return this.rotateLeft(this.getRotationSpeed()*b);case d.WalkDirection.RotateRight:return this.rotateRight(this.getRotationSpeed()*
+b);case d.WalkDirection.TiltUp:return this.tiltUp(this.getRotationSpeed()*b);case d.WalkDirection.TiltDown:return this.tiltDown(this.getRotationSpeed()*b);default:d.Util.TypeAssertNever(a)}};b.prototype._queueWalkDirections=function(a){var b=this,c=new Set;this._keyWalkMapping.forEach(function(a,d){b._keyCodeActive(d)&&c.add(a)});f(c);var g=d.Util.setToArray(c);g.sort();if(0<g.length){this.setWalkActive(!0);var e=this.getBimModeEnabled();this.getActiveWalk().set(function(){return __awaiter(b,void 0,
+void 0,function(){var b,f,k,h,l,n=this;return __generator(this,function(m){b=new d.Util.ActionQueue(1,!0);if(0<a)for(f=function(c){b.push(function(){return n._execWalkDirection(c,a,e)})},k=0,h=g;k<h.length;k++)l=h[k],f(l);e&&(c.has(d.WalkDirection.Up)||c.has(d.WalkDirection.Down)||b.push(function(){return __awaiter(n,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._applyGravity()];case 1:return a.sent(),[2]}})})}),b.push(function(){return __awaiter(n,
+void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._updateNearbyDoors()];case 1:return a.sent(),[2]}})})}));return b.isIdle()?[2]:[2,b.waitForIdle()]})})})}};b.prototype._onTick=function(){var a=this,b=Date.now(),c=(b-this._previousWalkTime)/1E3;this._previousWalkTime=b;b=!this.getActiveWalk().isIdle();this.setWalkActive(b);this._queueWalkDirections(c);null!==this._tickTimerId&&(cancelAnimationFrame(this._tickTimerId),this._tickTimerId=null);this.getWalkActive()&&
+(this._tickTimerId=requestAnimationFrame(function(){a._onTick()}))};return b}(h.CameraWalkBaseOperator);h.CameraKeyboardWalkOperator=e})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(e){function c(b,c){b=e.call(this,b)||this;b._cameraRotationMomentumEnabled=!1;b._isDown=!1;b._mouseDragged=!1;b._averagedMousePoints=new a;b._averageTimeIntervalMilliseconds=150;b._previousMouseMovePoint=d.Point2.zero();b._mouseMovePoint=d.Point2.zero();b._mouseMoveOffset=d.Point2.zero();b._previousMouseMoveTime=null;b._mouseMoveTime=null;b._mouseMoveElapsedTimeSeconds=0;b._rotationDegreesPerSecond=[0,0];b._animationLastTickTime=0;b._animationElapsedTimeSeconds=
+0;b._animationIntervalResult=null;b._preferredAnimationIntervalMilliseconds=16;b._momentum=0;b._momentumLossPerSecond=0;b._degreesPerPixel=.5;b._maxRotationMagnitudeScale=8;b._initialSelectionPosition=null;b._cameraRotateFunction=c;return b}__extends(c,e);c.prototype.getCameraRotationMomentumEnabled=function(){return this._cameraRotationMomentumEnabled};c.prototype.setCameraRotationMomentumEnabled=function(a){a!==this._cameraRotationMomentumEnabled&&((this._cameraRotationMomentumEnabled=a)||this.stopAnimation())};
+c.prototype.isCurrentlyAnimating=function(){return this._cameraRotationMomentumEnabled&&0<this.getMomentum()};c.prototype.onDeactivate=function(){return e.prototype.onDeactivate.call(this)};c.prototype.onViewOrientationChange=function(){this.stopAnimation()};c.prototype.supportsAnimation=function(){return!0};c.prototype.onMouseDown=function(a){e.prototype.onMouseDown.call(this,a);this.isActive()&&(this._initialSelectionPosition=a.getPosition(),this._isDown=!0,this.stopAnimation(),this._mouseDragged=
+!1,this._mouseMoveTime=this._previousMouseMoveTime=Date.now(),this._mouseMovePoint.assign(this._initialSelectionPosition),this._previousMouseMovePoint.assign(this._mouseMovePoint),this._averagedMousePoints.clear(),this._averagedMousePoints.add(this._mouseMovePoint,this._mouseMoveTime))};c.prototype.onMouseMove=function(a){e.prototype.onMouseMove.call(this,a);this.isActive()&&this._isDown&&(this._mouseDragged=!0,this._previousMouseMovePoint.assign(this._mouseMovePoint),this._mouseMovePoint.assign(a.getPosition()),
+this._mouseMoveOffset=d.Point2.subtract(this._mouseMovePoint,this._previousMouseMovePoint),this._previousMouseMoveTime=this._mouseMoveTime,this._mouseMoveTime=Date.now(),this._mouseMoveElapsedTimeSeconds=null===this._previousMouseMoveTime?0:(this._mouseMoveTime-this._previousMouseMoveTime)/1E3,this._averagedMousePoints.add(this._mouseMovePoint,this._mouseMoveTime),a=this._getMouseMoveOffsetForRotation(),this._rotateCamera(a))};c.prototype.onMouseUp=function(a){if(this.isActive()&&(this._isDown=!1,
+this._mouseDragged&&this.getCameraRotationMomentumEnabled())){this._mouseMoveOffset=this._averagedMousePoints.getAverageOffsetWithinMilliseconds(this._averageTimeIntervalMilliseconds);var b=this._getMouseMoveOffsetForRotation();if(0!==b[0]||0!==b[1]){for(var c=0;2>c;c++){var d=Math.abs(b[c])*this._maxRotationMagnitudeScale;this._rotationDegreesPerSecond[c]=b[c]/this._mouseMoveElapsedTimeSeconds;this._rotationDegreesPerSecond[c]<-d?this._rotationDegreesPerSecond[c]=-d:this._rotationDegreesPerSecond[c]>
+d&&(this._rotationDegreesPerSecond[c]=d)}this._momentum=1;this._startAnimation()}else this._momentum=0}e.prototype.onMouseUp.call(this,a)};c.prototype._rotateCamera=function(a){this._cameraRotateFunction(a)};c.prototype.stopAnimation=function(){null!==this._animationIntervalResult&&(clearInterval(this._animationIntervalResult),this._animationIntervalResult=null)};c.prototype.getMomentum=function(){return this._momentum};c.prototype.setMomentumLossPerSecond=function(a){0<=a&&(this._momentumLossPerSecond=
+a)};c.prototype.getMomentumLossPerSecond=function(){return this._momentumLossPerSecond};c.prototype.isAnimating=function(){return null!==this._animationIntervalResult};c.prototype._startAnimation=function(){var a=this;null===this._animationIntervalResult&&(this._animationLastTickTime=Date.now(),this._animationIntervalResult=window.setInterval(function(){a._onTick()},this._preferredAnimationIntervalMilliseconds))};c.prototype._getMouseMoveOffsetForRotation=function(){return[-this._mouseMoveOffset.x*
+this._degreesPerPixel,this._mouseMoveOffset.y*this._degreesPerPixel]};c.prototype._onTick=function(){var a=Date.now();this._animationElapsedTimeSeconds=(a-this._animationLastTickTime)/1E3;this._animationLastTickTime=a;this._rotateCamera([this._animationElapsedTimeSeconds*this._rotationDegreesPerSecond[0],this._animationElapsedTimeSeconds*this._rotationDegreesPerSecond[1]]);if(0<this._momentumLossPerSecond)if(this._momentum=Math.max(0,this._momentum-this._animationElapsedTimeSeconds*this._momentumLossPerSecond),
+0<this._momentum)for(a=0;a<this._rotationDegreesPerSecond.length;a++)this._rotationDegreesPerSecond[a]*=this._momentum;else{for(a=0;a<this._rotationDegreesPerSecond.length;a++)this._rotationDegreesPerSecond[a]=0;this._rotateCamera(this._rotationDegreesPerSecond);this.stopAnimation()}};return c}(h.OperatorBase);h.CameraOrbitBaseOperator=f;var a=function(){function a(a){void 0===a&&(a=10);this._count=0;this._points=Array(a);this._times=Array(a)}a.prototype.clear=function(){this._count=0};a.prototype.add=
+function(a,b){void 0===b&&(b=Date.now());var c=this._count%this._points.length;void 0===this._points[c]?this._points[c]=a.copy():this._points[c].assign(a);this._times[c]=b;this._count++};a.prototype.getAverageOffsetWithinMilliseconds=function(a,b){void 0===b&&(b=Date.now());var c=-1,e=d.Point2.zero(),f=Math.min(this._points.length,this._count);if(0<f){for(var h=0,m=0;m<f;m++){var p=(this._count-1-m)%this._points.length;if(b-this._times[p]>a)break;c=p;e.add(this._points[p]);h++}1<h?(e.subtract(this._points[c]),
+h--,e.scale(1/h)):(c=-1,e.set(0,0))}return 0<=c?d.Point2.subtract(e,this._points[c]):e};return a}()})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b,c,e){var g=a.call(this)||this;g._circle=new d.Markup.Shape.Circle;g._viewer=b;g._position=c;g._circle.setRadius(e);return g}__extends(c,a);c.prototype.draw=function(){if(this._circle){var a=this._viewer.view.projectPoint(this._position);this._circle.setCenter(d.Point2.fromPoint3(a));this._viewer.markupManager.getRenderer().drawCircle(this._circle)}};return c}(d.Markup.MarkupItem);h.OrbitMarkup=f;var a=function(a){function c(b){var c=a.call(this,
+b,function(a){if(!c._viewer.sheetManager.isDrawingSheetActive())if(null!==c._pickPosition){if(null===c._circleMarkupHandler){var b=new f(c._viewer,c._pickPosition,c._circleRadius);c._circleMarkupHandler=c._viewer.markupManager.registerMarkup(b)}c._orbitByTurnTiltWithTarget(a,c._pickPosition)}else switch(b=c._viewer.view.getCamera(),c._orbitFallbackMode){default:case d.OrbitFallbackMode.CameraTarget:c._orbitByTurnTiltWithTarget(a,b.getTarget());break;case d.OrbitFallbackMode.ModelCenter:c._modelCenter&&
+c._orbitByTurnTiltWithTarget(a,c._modelCenter);break;case d.OrbitFallbackMode.OrbitTarget:c._orbitByTurnTiltWithTarget(a,c._orbitTarget)}})||this;c._orbitTarget=d.Point3.zero();c._orbitFallbackMode=d.OrbitFallbackMode.ModelCenter;c._modelCenter=null;c._circleMarkupHandler=null;c._circleRadius=3;c._updateCameraCenterAction=new d.Util.CurrentAction(!1);c._updateCameraCenterTimer=new d.Util.Timer;c._primaryButton=d.Button.Middle;c._pickPosition=null;c._bimOrbitEnabled=!1;c._viewer.setCallbacks({sceneReady:function(){c._updateModelCenter()},
+modelSwitched:function(){c._updateModelCenter()},visibilityChanged:function(){c._updateModelCenter()},_updateTransform:function(a){a||c._updateModelCenter()},_geometryCreated:function(){c._updateModelCenter()},hwfParseComplete:function(){c._updateModelCenter()}});return c}__extends(c,a);c.prototype._updateModelCenter=function(a){var b=this;void 0===a&&(a=50);this._updateCameraCenterTimer.clear();this._updateCameraCenterAction.set(function(){return __awaiter(b,void 0,void 0,function(){var b,c=this;
+return __generator(this,function(d){switch(d.label){case 0:return[4,this._viewer.model.getModelBounding(!0,!1)];case 1:b=d.sent();if(b.isDegenerate()&&0<a)return this._updateCameraCenterTimer.set(500,function(){c._updateModelCenter(a-1)}),[2];this._modelCenter=b.center();return[2]}})})})};c.prototype.onMouseDown=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseDown.call(this,b),this.isActive()&&b.getButton()===
+this._primaryButton?[4,this._viewer.view.pickFromPoint(b.getPosition(),new d.PickConfig(d.SelectionMask.Face))]:[3,2];case 1:c=g.sent(),null!==c&&0===c.overlayIndex()?(this._pickPosition=c.getPosition(),b.setHandled(!0)):this._pickPosition=null,g.label=2;case 2:return[2]}})})};c.prototype.onMouseUp=function(b){a.prototype.onMouseUp.call(this,b);b.getButton()===this._primaryButton&&(this._pickPosition=null);this._removeMarkup()};c.prototype.setBimOrbitEnabled=function(a){this._bimOrbitEnabled=a};c.prototype.getBimOrbitEnabled=
+function(){return this._bimOrbitEnabled};c.prototype._removeMarkup=function(){null!==this._circleMarkupHandler&&(this._viewer.markupManager.unregisterMarkup(this._circleMarkupHandler),this._circleMarkupHandler=null)};c.prototype._getClampedRotationMatrix=function(a,c,e,f){a=d.Matrix.createFromOffAxisRotation(a,c);c=d.Point3.zero();a.transform(e,c);return 0>=d.Util.radiansToDegrees(Math.asin(d.Point3.dot(f,c)))?new d.Matrix:a};c.prototype._orbitByTurnTiltWithTarget=function(a,c){var b=this._viewer.view,
+g=b.getCamera(),e=g.getPosition().subtract(c),f=g.getTarget().subtract(c),h=g.getUp().normalize(),q=d.Point3.subtract(f,e).normalize(),r=d.Point3.cross(h,q).normalize();q=a[0];var u=a[1];new d.Matrix;new d.Matrix;this._bimOrbitEnabled?(a=this._viewer.model.getViewAxes().upVector.copy(),r=this._getClampedRotationMatrix(r,u,h,a),a=d.Matrix.createFromOffAxisRotation(a,q/4),q=a.transform(r.transform(e)),f=a.transform(r.transform(f)),h=a.transform(r.transform(d.Point3.add(e,h)))):(r=d.Matrix.createFromOffAxisRotation(r,
+u),a=d.Matrix.createFromOffAxisRotation(h,q),r=d.Matrix.multiply(a,r),q=r.transform(e),f=r.transform(f),h=r.transform(d.Point3.add(e,h)));h.subtract(q);e=q;e.add(c);f.add(c);g.setPosition(e);g.setTarget(f);g.setUp(h);b.setCamera(g)};c.prototype.setOrbitFallbackMode=function(a){this._orbitFallbackMode=a};c.prototype.getOrbitFallbackMode=function(){return this._orbitFallbackMode};c.prototype.setOrbitTarget=function(a){this._orbitTarget=a};c.prototype.getOrbitTarget=function(){return this._orbitTarget};
+c.prototype.setPrimaryButton=function(a){this._primaryButton=a};c.prototype.getPrimaryButton=function(){return this._primaryButton};return c}(h.CameraOrbitBaseOperator);h.CameraOrbitOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._cameraPtPrevious=d.Point3.zero();return c}__extends(e,a);e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);if(this.isActive()||this._viewer.sheetManager.isDrawingSheetActive()){var b=this._viewer.view;(c=b.getCamera().getCameraPlaneIntersectionPoint(c.getPosition(),b))&&this._cameraPtPrevious.assign(c)}};e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);if(this.isActive()||
+this._viewer.sheetManager.isDrawingSheetActive()){var b=this._viewer.view,g=b.getCamera();if(c=g.getCameraPlaneIntersectionPoint(c.getPosition(),b))c=d.Point3.subtract(c,this._cameraPtPrevious),g.dolly(c),b.setCamera(g)}};return e}(h.OperatorBase);h.CameraPanOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._mouseMoveZoomDelta=3;c._mouseWheelZoomDelta=.25;c._pinchZoomModifier=2.5;c._zoomToMousePosition=!0;c._dollyZoomEnabled=!1;c._mouseMoveZoomFactor=1;c._mouseWheelZoomFactor=-1;c._mouseWheelAdjustCameraTarget=!1;c._secondaryTouchId=null;c._lastTouch1=d.Point2.zero();c._lastTouch2=d.Point2.zero();c._prevLen=0;return c}__extends(e,a);e.prototype.setMouseWheelZoomInverted=function(a){this._mouseWheelZoomFactor=a?-1:1};e.prototype.getMouseWheelZoomInverted=
+function(){return-1===this._mouseWheelZoomFactor};e.prototype.setMouseMoveZoomInverted=function(a){this._mouseMoveZoomFactor=a?-1:1};e.prototype.getMouseMoveZoomInverted=function(){return-1===this._mouseMoveZoomFactor};e.prototype.setMouseMoveZoomDelta=function(a){this._mouseMoveZoomDelta=a};e.prototype.getMouseMoveZoomDelta=function(){return this._mouseMoveZoomDelta};e.prototype.setMouseWheelZoomDelta=function(a){this._mouseWheelZoomDelta=a};e.prototype.getMouseWheelZoomDelta=function(){return this._mouseWheelZoomDelta};
+e.prototype.setZoomToMousePosition=function(a){this._zoomToMousePosition=a};e.prototype.getZoomToMousePosition=function(){return this._zoomToMousePosition};e.prototype.setDollyZoomEnabled=function(a){this._dollyZoomEnabled=a};e.prototype.getDollyZoomEnabled=function(){return this._dollyZoomEnabled};e.prototype.setMouseWheelAdjustCameraTarget=function(a){this._mouseWheelAdjustCameraTarget=a};e.prototype.getMouseWheelAdjustCameraTarget=function(){return this._mouseWheelAdjustCameraTarget};e.prototype.onMouseMove=
+function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e,f,h,m;return __generator(this,function(g){switch(g.label){case 0:a.prototype.onMouseMove.call(this,c);if(!this.isDragging()||!this.isActive())return[3,4];b=this._viewer.view;d=b.pointToWindowPosition(this._ptCurrent);e=b.pointToWindowPosition(this._ptPrevious);f=d.y-e.y;h=d.x-e.x;m=this._mouseMoveZoomDelta*this._mouseMoveZoomFactor*(f-h);return this._dollyZoomEnabled?[4,this._dollyZoom(m,void 0,void 0,!0)]:[3,2];case 1:return g.sent(),
+[3,4];case 2:return[4,this._doZoom(m)];case 3:g.sent(),g.label=4;case 4:return[2]}})})};e.prototype.onMousewheel=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._mouseWheelZoomDelta*this._mouseWheelZoomFactor*a.getWheelDelta(),this._dollyZoomEnabled?[4,this._dollyZoom(-b,void 0,a.getPosition())]:[3,2];case 1:return c.sent(),[3,4];case 2:return[4,this._doZoom(b,void 0,a.getPosition())];case 3:c.sent(),c.label=
+4;case 4:return[2]}})})};e.prototype.onTouchStart=function(a){var b=this._viewer.view;null===this._primaryTouchId?(this._primaryTouchId=a.getId(),this._lastTouch1.assign(b.pointToWindowPosition(a.getPosition()))):null===this._secondaryTouchId&&(this._secondaryTouchId=a.getId(),this._lastTouch2.assign(b.pointToWindowPosition(a.getPosition())));null!==this._primaryTouchId&&null!==this._secondaryTouchId&&(this._prevLen=d.Point2.subtract(this._lastTouch2,this._lastTouch1).length(),this._dragging=!0)};
+e.prototype.onTouchMove=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h;return __generator(this,function(g){switch(g.label){case 0:b=this._viewer.view;c=a.getId();e=a.getPosition();c===this._primaryTouchId?this._lastTouch1.assign(b.pointToWindowPosition(e)):c===this._secondaryTouchId&&this._lastTouch2.assign(b.pointToWindowPosition(e));if(!this._dragging||c!==this._secondaryTouchId)return[3,2];f=d.Point2.subtract(this._lastTouch2,this._lastTouch1).length();h=(this._prevLen-
+f)*this._pinchZoomModifier;return[4,this._doZoom(h)];case 1:g.sent(),this._prevLen=f,g.label=2;case 2:return[2]}})})};e.prototype.onTouchEnd=function(a){a=a.getId();this._primaryTouchId===a?this._primaryTouchId=null:this._secondaryTouchId===a&&(this._secondaryTouchId=null);this._dragging=!1};e.prototype.onDeactivate=function(){this._secondaryTouchId=this._primaryTouchId=null};e.prototype._updateCameraViewAngle=function(a){var b=d.Util.degreesToRadians(90);b=Math.tan(b/2);b*=d.Point3.subtract(a.getTarget(),
+a.getPosition()).length();a.setWidth(b);a.setHeight(b);return a};e.prototype._dollyZoom=function(a,b,g,e){void 0===b&&(b=this._viewer.view.getCamera());void 0===e&&(e=!1);return __awaiter(this,void 0,void 0,function(){var c,f,k,h,q,r,u,t,v,w,z,x,y=this;return __generator(this,function(l){switch(l.label){case 0:return c=this._viewer.view,b.setProjection(d.Projection.Perspective),f=b.getPosition(),k=b.getTarget(),g?[4,this._viewer.model.getModelBounding(!1,!1,!1)]:[3,3];case 1:return h=l.sent(),q=h.extents().length(),
+r=q/100,[4,this._viewer.view.pickFromPoint(g,new d.PickConfig)];case 2:return u=l.sent(),t=u.getPosition(),null!==t&&(v=d.Point3.subtract(k,f),w=d.Point3.subtract(t,f),z=d.Point3.add(f,v.scale(d.Point3.dot(v,w)/d.Point3.dot(v,v))),b.setTarget(z)),x=d.Point3.subtract(b.getTarget(),f),0<a&&x.length()<r&&b.setTarget(d.Point3.add(k,x.copy().normalize().scale(2*r))),x=d.Point3.subtract(b.getTarget(),f),b.setPosition(d.Point3.add(f,x.copy().scale(.05*(0<a?1:-1)))),[3,4];case 3:x=d.Point3.subtract(k,f).scale(a/
+10),b.setPosition(d.Point3.add(f,x)),e&&b.setTarget(d.Point3.add(k,x)),l.label=4;case 4:return b=this._updateCameraViewAngle(b),this._viewer.pauseRendering(function(){if(g){var a=b.getCameraPlaneIntersectionPoint(g,y._viewer.view);c.setCamera(b);var e=b.getCameraPlaneIntersectionPoint(g,y._viewer.view);null!==a&&null!==e&&b.dolly(d.Point3.subtract(e,a))}c.setCamera(b)}),[2]}})})};e.prototype._doZoom=function(a,b,g){void 0===b&&(b=this._viewer.view.getCamera());return __awaiter(this,void 0,void 0,
+function(){var c,e,f,h,p,q,r,u=this;return __generator(this,function(k){switch(k.label){case 0:return c=this._viewer.view,e=1/(1-a),g&&this._zoomToMousePosition?this._mouseWheelAdjustCameraTarget?[4,this._viewer.view.pickFromPoint(g,new d.PickConfig)]:[3,2]:[3,3];case 1:f=k.sent(),void 0!==f&&f.isEntitySelection()&&(h=b.getPosition().subtract(b.getTarget()),p=d.Point3.subtract(b.getTarget(),b.getPosition()),q=d.Point3.subtract(f.getPosition(),b.getPosition()),r=b.getPosition().add(p.scale(d.Point3.dot(p,
+q)/d.Point3.dot(p,p))),b.setTarget(r),b.setPosition(d.Point3.add(r,h))),k.label=2;case 2:return this._viewer.pauseRendering(function(){var a=b.getCameraPlaneIntersectionPoint(g,u._viewer.view);u._zoomHelper(e,b);var f=b.getCameraPlaneIntersectionPoint(g,u._viewer.view);null!==a&&null!==f&&b.dolly(d.Point3.subtract(f,a));c.setCamera(b)}),[3,4];case 3:this._zoomHelper(e,b),k.label=4;case 4:return[2]}})})};e.prototype._zoomHelper=function(a,b){var c=this._viewer.view;b.setWidth(b.getWidth()*a);b.setHeight(b.getHeight()*
+a);var e=b.getPosition(),f=b.getTarget();a=d.Point3.subtract(f,e).scale(a);b.setPosition(d.Point3.subtract(f,a));c.setCamera(b)};return e}(h.OperatorBase);h.CameraZoomOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,d,e){c=a.call(this,c)||this;c._activeOperator=null;c._activeTouchCount=0;c._touchMoveCount=0;c._returnToOrbit=!1;c._bimNavigationEnabled=!1;c._orbitOperator=b;c._panOperator=d;c._zoomOperator=e;return c}__extends(e,a);e.prototype.setBimNavigationEnabled=function(a){this._bimNavigationEnabled=a;var b=this._orbitOperator,c=this._zoomOperator,e=this._panOperator;b.clearMapping();c.clearMapping();e.clearMapping();b.setMapping(d.Button.Left);b.setBimOrbitEnabled(a);
+c.setDollyZoomEnabled(a);a?(b.setPrimaryButton(d.Button.Left),c.setMapping(d.Button.Right),e.setMapping(d.Button.Middle),this._setBimCamera()):(b.addMapping(d.Button.Middle),b.setPrimaryButton(d.Button.Middle),c.addMapping(d.Button.Left,d.KeyModifiers.Shift),e.addMapping(d.Button.Right),e.addMapping(d.Button.Left,d.KeyModifiers.Control))};e.prototype._setBimCamera=function(){var a=this._viewer.view.getCamera(),b=d.Point3.subtract(a.getPosition(),a.getTarget()).normalize(),g=this._viewer.model.getViewAxes().upVector.copy();
+g=d.Point3.cross(b,g);b=d.Point3.cross(g,b);a.setUp(b);a.setProjection(d.Projection.Perspective);this._viewer.view.setCamera(a)};e.prototype.getBimNavigationEnabled=function(){return this._bimNavigationEnabled};e.prototype.onViewOrientationChange=function(){this._activeTouchCount=0;this._returnToOrbit=!1};e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);this._setActiveOperatorForMouseInput(c);this._activeOperator&&(this._bimNavigationEnabled&&this._setBimCamera(),this._activeOperator.onMouseDown(c))};
+e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);if(this._activeOperator&&this._dragging&&3<this._dragCount)this._activeOperator.onMouseMove(c)};e.prototype.onMouseUp=function(c){if(this._activeOperator)this._activeOperator.onMouseUp(c);this._activeOperator instanceof h.CameraOrbitOperator||this._orbitOperator._removeMarkup();a.prototype.onMouseUp.call(this,c)};e.prototype.onMousewheel=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+this._zoomOperator.onMousewheel(a)];case 1:return b.sent(),[2]}})})};e.prototype.onTouchStart=function(a){++this._activeTouchCount;this._orbitOperator.onTouchStart(a);this._zoomOperator.onTouchStart(a);this._viewer.sheetManager.isDrawingSheetActive()&&(this._panOperator.onTouchStart(a),this._orbitOperator.onDeactivate());1===this._activeTouchCount&&(this._primaryTouchId=a.getId());2===this._activeTouchCount&&(this._orbitOperator.onDeactivate(),this._panOperator.onTouchStart(a),this._zoomOperator.onTouchStart(a))};
+e.prototype.onTouchMove=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:++this._touchMoveCount;if(!(5<this._touchMoveCount))return[3,5];if(!this._returnToOrbit)return[3,1];this._orbitOperator.onTouchStart(a);this._returnToOrbit=!1;return[3,5];case 1:if(1!==this._activeTouchCount)return[3,3];this._orbitOperator.onTouchMove(a);return[4,this._zoomOperator.onTouchMove(a)];case 2:return b.sent(),this._panOperator.onTouchMove(a),[3,5];
+case 3:return 2!==this._activeTouchCount?[3,5]:[4,this._zoomOperator.onTouchMove(a)];case 4:b.sent(),this._panOperator.onTouchMove(a),b.label=5;case 5:return[2]}})})};e.prototype.onTouchEnd=function(a){2===this._activeTouchCount&&(this._returnToOrbit=!0);this._zoomOperator.onTouchEnd(a);this._panOperator.onTouchEnd(a);this._orbitOperator.onTouchEnd(a);0<this._activeTouchCount&&--this._activeTouchCount;0===this._activeTouchCount&&(this._touchMoveCount=0)};e.prototype.stopInteraction=function(){var c=
+[];var b=a.prototype.stopInteraction.call(this);void 0!==b&&c.push(b);this._touchMoveCount=this._activeTouchCount=0;b=this._zoomOperator.onDeactivate();void 0!==b&&c.push(b);b=this._panOperator.onDeactivate();void 0!==b&&c.push(b);b=this._orbitOperator.onDeactivate();void 0!==b&&c.push(b);return d.Util.waitForAll(c)};e.prototype._setActiveOperatorForMouseInput=function(a){var b=this._orbitOperator,c=this._panOperator,d=this._zoomOperator;this._activeOperator=null;this._viewer.sheetManager.isDrawingSheetActive()?
+this._activeOperator=c:b.checkMapping(a)?this._activeOperator=b:d.checkMapping(a)?this._activeOperator=d:c.checkMapping(a)&&(this._activeOperator=c)};e.prototype.onDeactivate=function(){a.prototype.onDeactivate.call(this);this._orbitOperator.onDeactivate();this._panOperator.onDeactivate();this._zoomOperator.onDeactivate()};return e}(h.OperatorBase);h.CameraNavigationOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c,function(a){b._rotateAroundAxis(b._rotationAxis,a[0])})||this;b._rotationAxis=new d.Point3(0,0,1);b._tiltAmount=12;return b}__extends(e,a);e.prototype._rotateAroundAxis=function(a,b){var c=this._viewer.view,e=c.getCamera(),f=e.getPosition(),h=e.getUp().normalize(),m=e.getTarget();a=d.Matrix.createFromOffAxisRotation(a,b);b=(new d.Matrix).setTranslationComponent(-m.x,-m.y,-m.z);b=d.Matrix.multiply(b,a);m=(new d.Matrix).setTranslationComponent(m.x,
+m.y,m.z);d.Matrix.multiply(b,m).transform(f,f);a.transform(h,h);h.normalize();e.setPosition(f);e.setUp(h);c.setCamera(e)};e.prototype.onMousewheel=function(a){a=a.getWheelDelta();var b=this._viewer.view.getCamera(),c=b.getUp().normalize();b=d.Point3.subtract(b.getTarget(),b.getPosition()).normalize();c=d.Point3.cross(c,b).normalize();0<a?this._rotateAroundAxis(c,this._tiltAmount):this._rotateAroundAxis(c,-this._tiltAmount)};e.prototype.setRotationAxis=function(a){var b=!0;switch(a){case d.Axis.X:this._rotationAxis.set(1,
+0,0);break;case d.Axis.Y:this._rotationAxis.set(0,1,0);break;case d.Axis.Z:this._rotationAxis.set(0,0,1);break;default:b=!1}return b};return e}(h.CameraOrbitBaseOperator);h.CameraTurntableOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b){this._keyboardWalkOperator=b;this._activeOperator=this._walkOperator=c;this._walkMode=d.WalkMode.Mouse;this._active=!1}a.prototype.setWalkMode=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:if(this._walkMode===a)return[3,7];this._walkMode=a;if(a!==d.WalkMode.Keyboard)return[3,4];this._activeOperator=this._keyboardWalkOperator;return this._active?[4,this._walkOperator.onDeactivate()]:
+[3,3];case 1:return c.sent(),[4,this._keyboardWalkOperator.onActivate()];case 2:c.sent(),c.label=3;case 3:return[3,7];case 4:return this._activeOperator=this._walkOperator,this._active?[4,this._keyboardWalkOperator.onDeactivate()]:[3,7];case 5:return c.sent(),[4,this._walkOperator.onActivate()];case 6:c.sent(),c.label=7;case 7:return[2]}})})};a.prototype.getWalkMode=function(){return this._activeOperator instanceof h.CameraKeyboardWalkOperator?d.WalkMode.Keyboard:d.WalkMode.Mouse};a.prototype.onMouseDown=
+function(a){this._activeOperator.onMouseDown(a)};a.prototype.onMouseMove=function(a){this._activeOperator.onMouseMove(a)};a.prototype.onMouseUp=function(a){this._activeOperator.onMouseUp(a)};a.prototype.onMousewheel=function(a){this._activeOperator.onMousewheel(a)};a.prototype.onTouchStart=function(a){this._activeOperator.onTouchStart(a)};a.prototype.onTouchMove=function(a){this._activeOperator.onTouchMove(a)};a.prototype.onTouchEnd=function(a){this._activeOperator.onTouchEnd(a)};a.prototype.onKeyDown=
+function(a){this._activeOperator.onKeyDown(a)};a.prototype.onKeyUp=function(a){if(this._activeOperator instanceof h.CameraKeyboardWalkOperator)this._activeOperator.onKeyUp(a)};a.prototype.onDeactivate=function(){return this._activeOperator.onDeactivate()};a.prototype.onActivate=function(){this._active=!0;return this._activeOperator.onActivate()};a.prototype.onViewOrientationChange=function(){this._active=!1};a.prototype.stopInteraction=function(){return this._activeOperator.stopInteraction()};a.prototype.setBimModeEnabled=
+function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){c=[];a?(c.push(this._keyboardWalkOperator.enableBimMode()),c.push(this._walkOperator.enableBimMode())):(c.push(this._keyboardWalkOperator.disableBimMode()),c.push(this._walkOperator.disableBimMode()));return[2,Promise.all(c).then(function(){})]})})};a.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,Promise.all([this._walkOperator.resetDefaultWalkSpeeds(),
+this._keyboardWalkOperator.resetDefaultWalkSpeeds()]).then(function(){})]})})};a.prototype.setBimFloorConfig=function(a){this._walkOperator.setBimFloorConfig(a);this._keyboardWalkOperator.setBimFloorConfig(a)};a.prototype.setBimWallConfig=function(a){this._walkOperator.setBimWallConfig(a);this._keyboardWalkOperator.setBimWallConfig(a)};a.prototype.setBimDoorConfig=function(a){this._walkOperator.setBimDoorConfig(a);this._keyboardWalkOperator.setBimDoorConfig(a)};a.prototype.setZoomSpeed=function(a){this._walkOperator.setZoomSpeed(a);
+this._keyboardWalkOperator.setZoomSpeed(a)};a.prototype.setWalkSpeed=function(a){this._walkOperator.setWalkSpeed(a);this._keyboardWalkOperator.setWalkSpeed(a)};a.prototype.setElevationSpeed=function(a){this._walkOperator.setElevationSpeed(a);this._keyboardWalkOperator.setElevationSpeed(a)};a.prototype.setRotationSpeed=function(a){this._walkOperator.setRotationSpeed(a);this._keyboardWalkOperator.setRotationSpeed(a)};a.prototype.setViewAngle=function(a){this._walkOperator.setViewAngle(a);this._keyboardWalkOperator.setViewAngle(a)};
+return a}();h.CameraWalkModeOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._timerId=null;c._walkButton=d.Button.None;c._previousTimestamp=0;c._activeTouchCount=0;c._maxDistance=200;return c}__extends(e,a);e.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,a.prototype.onActivate.call(this)];case 1:return c.sent(),this._viewer.trigger("walkOperatorActivated"),[2]}})})};e.prototype.onKeyDown=function(a){a=
+a.getKeyCode();var b=this.getWalkSpeed();a===d.KeyCode.PgUp&&this.setWalkSpeed(1.2*b);a===d.KeyCode.PgDown&&this.setWalkSpeed(.8*b);a===d.KeyCode.v&&this.toggleBimMode()};e.prototype.onDeactivate=function(){var c=this._resetCameraTarget();this.stopWalking();a.prototype.onDeactivate.call(this);this._viewer.trigger("walkOperatorDeactivated");return c};e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);var b=this._viewer.view;b.getProjectionMode()!==d.Projection.Perspective&&(b.setProjectionMode(d.Projection.Perspective),
+this._calculateInitialPosition());this.isActive()&&(this.stopWalking(),this.setWalkActive(!0),this._walkButton=c.getButton())};e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);this.getWalkActive()&&null===this._timerId&&this.isActive()&&(this._previousTimestamp=Date.now(),this._onTick())};e.prototype.onMouseUp=function(c){this.isActive()&&this.stopWalking();a.prototype.onMouseUp.call(this,c)};e.prototype.onTouchStart=function(c){a.prototype.onTouchStart.call(this,c);++this._activeTouchCount;
+1===this._activeTouchCount?this._walkButton=d.Button.Left:2===this._activeTouchCount?this._walkButton=d.Button.Right:3===this._activeTouchCount&&(this._walkButton=d.Button.None)};e.prototype.onTouchMove=function(c){3===this._activeTouchCount&&this._primaryTouchId===c.getId()?(this._ptCurrent.assign(c.getPosition()),c=d.Point2.subtract(this._ptCurrent,this._ptPrevious),this._adjustTilt(c.y/100*1.5)):3>this._activeTouchCount&&a.prototype.onTouchMove.call(this,c)};e.prototype.onTouchEnd=function(c){a.prototype.onTouchEnd.call(this,
+c);0<this._activeTouchCount&&--this._activeTouchCount};e.prototype.onMousewheel=function(a){0<a.getWheelDelta()?this._adjustTilt(3):this._adjustTilt(-3)};e.prototype.stopWalking=function(){null!==this._timerId&&(cancelAnimationFrame(this._timerId),this._timerId=null);this.setWalkActive(!1)};e.prototype._testWalk=function(a,b,g){return __awaiter(this,void 0,void 0,function(){var c,e,f;return __generator(this,function(k){switch(k.label){case 0:return c=new d.Event.MouseInputEvent(0,0,g,d.Buttons.None,
+d.KeyModifiers.None,d.MouseInputType.Down),e=new d.Event.MouseInputEvent(0,a,g,d.Buttons.None,d.KeyModifiers.None,d.MouseInputType.Move),f=new d.Event.MouseInputEvent(0,a,g,d.Buttons.None,d.KeyModifiers.None,d.MouseInputType.Up),this.onMouseDown(c),this.onMouseMove(e),[4,d.Util.sleep(b)];case 1:return k.sent(),this.onMouseUp(f),[2]}})})};e.prototype._onTick=function(){var a=this,b=Date.now(),g=(b-this._previousTimestamp)/1E3;this._previousTimestamp=b;var e=this._viewer.view;b=d.Point2.subtract(this._ptCurrent,
+this._ptFirst);var f=new d.Point2(Math.abs(b.x)/this._maxDistance,Math.abs(b.y)/this._maxDistance),h=this.getRotationSpeed()*g*f.x,m=this.getWalkSpeed()*g*f.y,p=this.getElevationSpeed()*g*f.x;g=this.getElevationSpeed()*g*f.y;if(this._walkButton===d.Button.Left){if(0!==b.x&&(0<b.x?this.rotateRight(h):0>b.x&&this.rotateLeft(h)),0!==b.y){var q=e.getCamera();this._resetPosition(q);g=q.getTarget();e=q.getPosition();g=d.Point3.subtract(g,e).normalize();var r=q.getUp(),u=d.Point3.scale(g,m);0<b.y&&(u=u.negate());
+this.setWalkActive(!0);var t=this.getBimModeEnabled();this.getActiveWalk().set(function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return t?[4,this._applyWalkDeltaWithCollisionCheck(q,u,r)]:[3,4];case 1:return a.sent(),[4,this._applyGravity()];case 2:return a.sent(),[4,this._updateNearbyDoors()];case 3:return a.sent(),[3,5];case 4:return[2,this._applyWalkDelta(q,u)];case 5:return[2]}})})})}}else if(this._walkButton===d.Button.Right||this._walkButton===
+d.Button.Middle)0<Math.abs(b.y)&&(0<b.y?this.walkUp(g):this.walkDown(g)),0<Math.abs(b.x)&&(0<b.x?this.walkRight(p):this.walkLeft(p));this._timerId=requestAnimationFrame(function(){a._onTick()})};e.prototype._adjustTilt=function(a){var b=this._viewer.view;this.setTilt(this.getTilt()+a);a=b.getCamera();this._resetPosition(a);var c=a.getTarget(),e=a.getPosition(),f=d.Point3.distance(c,e),h=a.getUp().normalize();c=d.Point3.subtract(c,e).normalize();h=d.Point3.cross(h,c).normalize();d.Matrix.createFromOffAxisRotation(h,
+this.getTilt()).transform(c,c);c.normalize().scale(f);a.setTarget(d.Point3.add(e,c));b.setCamera(a)};e.prototype._resetCameraTarget=function(){return __awaiter(this,void 0,void 0,function(){var a,b,g,e,f,h;return __generator(this,function(c){switch(c.label){case 0:return a=this._viewer.view,b=a.getCanvasSize(),g=new d.Point2(Math.round(b.x/2),Math.round(b.y/2)),e=new d.PickConfig,[4,a.pickFromPoint(g,e)];case 1:return f=c.sent(),f.isEntitySelection()&&(h=a.getCamera(),h.setTarget(f.getPosition()),
+a.updateCamera(h)),[2]}})})};return e}(h.CameraWalkBaseOperator);h.CameraWalkOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._positionOffset=d.Point2.zero();this._position=d.Point2.zero();this._activeNoteText=null;this._createTextBox()}a.prototype._createTextBox=function(){var a=this;this._container=document.createElement("div");this._container.className="noteTextElement";this._textArea=document.createElement("textarea");this._textArea.oninput=function(){null!==a._activeNoteText&&a._activeNoteText.saveTextValue()};this._container.appendChild(this._textArea);
+var b=7;["blue","red","green","white","black"].forEach(function(c){var g=document.createElement("button");g.className="noteButton color "+c;g.style.top=b+"px";b+=25;g.id=c+"_button";switch(c){case "blue":var e=d.Color.blue();break;case "red":e=d.Color.red();break;case "green":e=d.Color.green();break;case "white":e=d.Color.white();break;case "black":e=d.Color.black();break;default:e=d.Color.white()}g.onmousedown=function(){null!==a._activeNoteText&&a._activeNoteText.setColor(e)};a._container.appendChild(g)});
+var g=document.createElement("button");g.className="noteButton trash";g.style.top=b+"px";g.onmousedown=function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._activeNoteText?[3,2]:[4,this._activeNoteText.remove()];case 1:a.sent(),a.label=2;case 2:return[2]}})})};this._container.appendChild(g)};a.prototype.setPositionOffset=function(a){this._positionOffset=a};a.prototype.getPositionOffset=function(){return this._positionOffset.copy()};
+a.prototype.setPosition=function(a){this._position=d.Point2.add(a,this._positionOffset);this._container.style.left=this._position.x+"px";this._container.style.top=this._position.y+"px"};a.prototype.getPosition=function(){return this._position.copy()};a.prototype.setText=function(a){var b=this._container.querySelector("textarea");null!==b&&(b.value=a)};a.prototype.getText=function(){var a=this._container.querySelector("textarea");return null!==a?a.value:""};a.prototype.setSize=function(a){this._container.style.width=
+a.x+"px";this._container.style.height=a.y+"px"};a.prototype.getSize=function(){var a=this._container.getBoundingClientRect();return new d.Point2(a.width,a.height)};a.prototype.focus=function(){this._textArea.focus();this._textArea.style.pointerEvents="auto"};a.prototype.blur=function(){this._container.blur()};a.prototype.hide=function(){this._container.style.visibility="hidden";this._activeNoteText=null};a.prototype.show=function(a){this._container.style.visibility="visible";this._activeNoteText=
+a};a.prototype.getHtmlContainer=function(){return this._container};a.prototype.setHtmlContainer=function(a){this._container=a};return a}();f.NoteTextElement=a})(h.Note||(h.Note={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(){this.rotate=this.viewPlane=this.plane=this.axis=null}}(),a=function(){return function(a,b,g,e,f,h){this.vector=b;this.matrix=g;this.nodeId=e;this.position=a;this.handleType=f;this.translation=d.Point3.zero();this.groupId=h}}(),e=function(c){function b(a){var b=c.call(this)||this;b._meshIds=new f;b._scaleModifier=1;b._id=0;b._handleData=new Map;b._translationFromInitialHandlePosition=d.Point3.zero();b._groupIdRotationMatrix=new Map;b._viewer=
+a;b._callbacks={camera:function(){b._updateCamera()},_assemblyTreeReady:function(){return __awaiter(b,void 0,void 0,function(){var a,b,c,d,g=this;return __generator(this,function(e){this._updateViewport();this._hideOverlay();a=this._createMeshId(this._getAxisMeshData()).then(function(a){g._meshIds.axis=a});b=this._createMeshId(this._getPlaneMeshData()).then(function(a){g._meshIds.plane=a});c=this._createMeshId(this._getViewPlaneMeshData()).then(function(a){g._meshIds.viewPlane=a});d=this._createMeshId(this._getRotateMeshData()).then(function(a){g._meshIds.rotate=
+a});a;b;c;d;return[2]})})},modelSwitchStart:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.removeHandles()];case 1:return a.sent(),[2]}})})}};b._viewer.setCallbacks(b._callbacks);return b}__extends(b,c);b.prototype.remove=function(){null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),this._callbacks=null);c.prototype.remove.call(this)};b.prototype._getAxisMeshData=function(){return d.Util.generateConeCylinderMeshData(b._cylinderRadius,
+b._segmentCount,b._cylinderHeight,b._coneBaseRadius,b._capHeight,b._taperHeight)};b.prototype._getPlaneMeshData=function(){var a=new d.Point3(b._planeOffset,0,b._planeOffset),c=new d.Point3(b._planeOffset+b._planeLength,0,b._planeOffset),e=new d.Point3(b._planeOffset+b._planeLength,0,b._planeOffset+b._planeLength),f=new d.Point3(b._planeOffset,0,b._planeOffset+b._planeLength),h=[a.x,a.y,a.z,c.x,c.y,c.z,e.x,e.y,e.z,a.x,a.y,a.z,e.x,e.y,e.z,f.x,f.y,f.z],p=new d.Point3(0,-1,0);p=[p.x,p.y,p.z,p.x,p.y,
+p.z,p.x,p.y,p.z,p.x,p.y,p.z,p.x,p.y,p.z,p.x,p.y,p.z];var q=new d.MeshData;q.addFaces(h,p);q.setBackfacesEnabled(!0);q.addPolyline([a.x,a.y,a.z,c.x,c.y,c.z]);q.addPolyline([c.x,c.y,c.z,e.x,e.y,e.z]);q.addPolyline([e.x,e.y,e.z,f.x,f.y,f.z]);q.addPolyline([f.x,f.y,f.z,a.x,a.y,a.z]);return q};b.prototype._getViewPlaneMeshData=function(){return d.Util.generateSphereMeshData()};b.prototype._getRotateMeshData=function(a,b,c){void 0===a&&(a=35);void 0===b&&(b=12);void 0===c&&(c=.5);var g=a*Math.PI/180*.5;
+a=[];for(var e=-g;e<=g;e+=.1){var f=Math.sin(e)*b;a.push(Math.cos(e)*b);a.push(0);a.push(f)}b=new d.Point3(0,0,1);c=d.Util.createCylinderMeshDataFromArc(a,b,10,c);c.setBackfacesEnabled(!0);return c};b.prototype.setAxisMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.axis?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.axis=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.axis,
+a)];case 3:return[2]}})})};b.prototype.setPlaneMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.plane?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.plane=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.plane,a)];case 3:return[2]}})})};b.prototype.setViewPlaneMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,
+function(c){switch(c.label){case 0:return null!==this._meshIds.viewPlane?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.viewPlane=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.viewPlane,a)];case 3:return[2]}})})};b.prototype.setRotateMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.rotate?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),
+this._meshIds.rotate=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.rotate,a)];case 3:return[2]}})})};b.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.Handles};b.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.Handles,!1)};b.prototype.hideOverlay=function(){this._hideOverlay();return Promise.resolve()};b.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.Handles,!0);
+this._updateCamera()};b.prototype.showOverlay=function(){this._showOverlay();return Promise.resolve()};b.prototype._updateViewport=function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.Handles,d.OverlayAnchor.UpperLeftCorner,0,d.OverlayUnit.ProportionOfCanvas,0,d.OverlayUnit.ProportionOfCanvas,1,d.OverlayUnit.ProportionOfCanvas,1,d.OverlayUnit.ProportionOfCanvas)};b.prototype.updateViewport=function(){this._updateViewport();return Promise.resolve()};b.prototype.addHandles=function(a,
+b,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return this._scaleModifier=b,this._translationFromInitialHandlePosition.assign(d.Point3.zero()),[4,this.createDefaultHandles(a,c)];case 1:return g.sent(),this._showOverlay(),[2]}})})};b.prototype._updateCamera=function(){this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.Handles,this._viewer.view.getCamera())};b.prototype.getVector=function(a){a=this._handleData.get(a);return void 0!==
+a&&(a=a.vector,null!==a)?a.copy():null};b.prototype.getHandleType=function(a){a=this._handleData.get(a);return void 0===a?null:a.handleType};b.prototype.getHandleGroupId=function(a){a=this._handleData.get(a);return void 0===a?b.defaultGroupId:a.groupId};b.prototype.getPosition=function(a){if(a=this._handleData.get(a)){var b=a.translation.copy();return a.position.copy().add(this._translationFromInitialHandlePosition).add(b)}return null};b.prototype.getHandleNodeIds=function(){var a=[];this._handleData.forEach(function(b,
+c){a.push(c)});return a};b.prototype.removeHandles=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(b){switch(b.label){case 0:return a=this.getHandleNodeIds(),this._handleData.clear(),this._groupIdRotationMatrix.clear(),this._id=0,this._hideOverlay(),[4,this._viewer.model.deleteMeshInstances(a)];case 1:return b.sent(),[2]}})})};b.prototype.isEmpty=function(){return 0===this._handleData.size};b.prototype.createDefaultHandles=function(a,c){return __awaiter(this,
+void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:return g=[],g.push(this.addViewPlaneHandle(a,b._viewPlaneColor,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(1,0,0),b._xColor,null,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(0,1,0),b._yColor,null,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(0,0,1),b._zColor,null,c)),g.push(this.addPlaneTranslationHandle(a,new d.Point3(1,0,0),b._zColor,d.Color.black(),new d.Point3(0,-1,0),c)),
+g.push(this.addPlaneTranslationHandle(a,new d.Point3(0,1,0),b._xColor,d.Color.black(),new d.Point3(0,0,-1),c)),g.push(this.addPlaneTranslationHandle(a,new d.Point3(0,0,1),b._yColor,d.Color.black(),new d.Point3(-1,0,0),c)),g.push(this.addRotateHandle(a,new d.Point3(1,0,0),b._zColor,new d.Point3(0,-1,0),c)),g.push(this.addRotateHandle(a,new d.Point3(0,1,0),b._xColor,new d.Point3(0,0,-1),c)),g.push(this.addRotateHandle(a,new d.Point3(0,0,1),b._yColor,new d.Point3(-1,0,0),c)),[4,Promise.all(g)];case 1:return e.sent(),
+[2]}})})};b.prototype._createMeshId=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:return b=this._viewer.model,[4,b.createMesh(a,{doNotDelete:!0})];case 1:return c=d.sent(),[2,c]}})})};b.prototype.addAxisTranslationHandle=function(b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.axis)return[3,2];g=this._meshIds;return[4,
+this._createMeshId(this._getAxisMeshData())];case 1:g.axis=m.sent(),m.label=2;case 2:return k="handle-axis-translation-"+this._id++,l=this._getRotationMatrixFromVector(c,f),[4,this._createMeshInstance(this._meshIds.axis,k,e,null,b.copy(),l.copy())];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),l.copy(),n,d.HandleType.Axis,h)),[2,n]}})})};b.prototype.addViewPlaneHandle=function(b,c,e){return __awaiter(this,void 0,void 0,function(){var g,f;return __generator(this,function(k){switch(k.label){case 0:if(null!==
+this._meshIds.viewPlane)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getViewPlaneMeshData())];case 1:g.viewPlane=k.sent(),k.label=2;case 2:return[4,this._createMeshInstance(this._meshIds.viewPlane,"handle-sphere-instance",c,null,b,new d.Matrix)];case 3:return f=k.sent(),this._handleData.set(f,new a(b.copy(),null,new d.Matrix,f,d.HandleType.ViewPlane,e)),[2,f]}})})};b.prototype.addPlaneTranslationHandle=function(b,c,e,f,h,p){return __awaiter(this,void 0,void 0,function(){var g,k,l,
+n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.plane)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getPlaneMeshData())];case 1:g.plane=m.sent(),m.label=2;case 2:return k="handle-plane-translation-"+this._id++,l=this._getRotationMatrixFromVector(c,h),[4,this._createMeshInstance(this._meshIds.plane,k,e,f,b,l)];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),l.copy(),n,d.HandleType.Plane,p)),[2,n]}})})};b.prototype.addRotateHandle=
+function(b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.rotate)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getRotateMeshData())];case 1:g.rotate=m.sent(),m.label=2;case 2:return k="handle-rotate-"+this._id++,l=this._getRotationMatrixFromVector(c,f),[4,this._createMeshInstance(this._meshIds.rotate,k,e,null,b,l)];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),
+l.copy(),n,d.HandleType.Rotate,h)),[2,n]}})})};b.prototype._getRotationMatrixFromVector=function(a,b){b||(b=new d.Point3(1,0,0),.001>d.Point3.cross(b,a).squaredLength()&&(b=new d.Point3(0,1,0)));b=d.Point3.cross(b,a).normalize();var c=d.Point3.cross(b,a).normalize();a.normalize();var g=new d.Matrix;g.m[0]=b.x;g.m[1]=b.y;g.m[2]=b.z;g.m[3]=0;g.m[4]=a.x;g.m[5]=a.y;g.m[6]=a.z;g.m[7]=0;g.m[8]=c.x;g.m[9]=c.y;g.m[10]=c.z;g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g};b.prototype._createMeshInstance=
+function(a,b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l;return __generator(this,function(m){g=this._createTransformationMatrix(f,new d.Matrix);g=d.Matrix.multiply(h,g);k=new d.MeshInstanceData(a,g,b,c||void 0,e||void 0);k.setOpacity(1);k.setCreationFlags(d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.OverrideSceneVisibility|
+d.MeshInstanceCreationFlags.AlwaysDraw);k.setOverlayIndex(d.BuiltinOverlayIndex.Handles);l=this._viewer.model;return[2,l.createMeshInstance(k,void 0,!0,!0)]})})};b.prototype._createTransformationMatrix=function(a,c){var g=b._defaultScale*this._scaleModifier;g=(new d.Matrix).setScaleComponent(g,g,g);g=d.Matrix.multiply(g,c);g.setTranslationComponent(a.x,a.y,a.z);return g};b.prototype._getHandlePosition=function(a){var b=null;this._handleData.forEach(function(c){c.groupId===a&&(b=c.position.copy())});
+return b};b.prototype.getGroupIdRotationMatrix=function(a){a=this._groupIdRotationMatrix.get(a);return void 0===a?new d.Matrix:a.copy()};b.prototype.updatePosition=function(a,b,c,e,f){return __awaiter(this,void 0,void 0,function(){var g,k,h,l,m=this;return __generator(this,function(n){switch(n.label){case 0:g=this._viewer.model;k=[];h=new Map;l=this._getHandlePosition(e);if(null===l)return[2];this._handleData.forEach(function(n,p){var q=n.groupId,r=void 0!==f.get(q);if(q===e||r){var t=n.position.copy();
+t.add(a.copy());var u=n.translation.copy();t.add(u);u=d.Matrix.multiply(m.getGroupIdRotationMatrix(q),b);u=d.Matrix.multiply(n.matrix,u);r&&(r=d.Point3.subtract(t,l),b.transform(r,t),t.add(l));r=m._createTransformationMatrix(t,u);c&&(n.position.assign(t),h.set(q,d.Matrix.multiply(m.getGroupIdRotationMatrix(q),b)));k.push(g.setNodeMatrix(p,r))}});h.forEach(function(a,b){m._groupIdRotationMatrix.set(b,a.copy())});return[4,Promise.all(k)];case 1:return n.sent(),[2]}})})};b.prototype.resetTranslation=
+function(){var a=this;this._translationFromInitialHandlePosition&&(this._handleData.forEach(function(b){b.translation.add(a._translationFromInitialHandlePosition)}),this._translationFromInitialHandlePosition.assign(d.Point3.zero()))};b.prototype.getTranslation=function(){return this._translationFromInitialHandlePosition};b.className="Communicator.Markup.HandleMarkup";b.defaultGroupId=-1;b._defaultScale=.02;b._cylinderRadius=.5;b._coneBaseRadius=.9;b._cylinderHeight=7;b._capHeight=1.2;b._taperHeight=
+.2;b._segmentCount=20;b._planeOffset=1;b._planeLength=2.5;b._xColor=new d.Color(168,56,59);b._yColor=new d.Color(96,166,50);b._zColor=new d.Color(41,81,185);b._viewPlaneColor=d.Color.white();return b}(h.MarkupItem);h.HandleMarkup=e})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b){var c=a.call(this,b)||this;c._lineEdgeShape=new d.Shape.Polyline;c._linePositions=[];c._name="MeasureLength";c._positions=[];c._lineShapes=[];c._lineEdgeShape.setStrokeWidth(4);c._lineEdgeShape.setStrokeColor(b.measureManager.getMeasurementEdgeColor());return c}__extends(c,a);c.prototype.setLineGeometry=function(a){this._lineEdgeShape.setStrokeColor(this._viewer.measureManager.getMeasurementEdgeColor());this._linePositions=a;this._stage=
+1};c.prototype.reset=function(){this._stage=0};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b)};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.measureManager,c=b.getMeasurementColor();b=b.getMeasurementEdgeColor();this._lineShapes.forEach(function(a){a.setStrokeColor(c)});this._lineEdgeShape.setStrokeColor(b)};c.prototype.draw=function(){};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureLengthMarkup"};return c}(f.MeasureMarkup);
+f.MeasureLengthMarkup=a})(d.Measure||(d.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f){var g=a.call(this,b)||this;g._circlePoints=[];g._radius=0;g._surfaceCenter=d.Point3.zero();g._circlePlane=new d.Plane;g._arrowsInvert=!1;g._name="MeasureCircleEdgeLength";g._lineProperties=c;g._matrix=e.copy();g._unitMultiplier=f;g._textShape.getBoxPortion().setFillOpacity(1);g._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(c=0;5>c;c++)g._lineShapes.push(new h.Shape.Line),g._lineShapes[c].setStrokeColor(b.measureManager.getMeasurementColor());
+return g}__extends(c,a);c.prototype.createCircleData=function(){d.Util.generatePointsOnCircle(this._circlePoints,this._lineProperties.origin,this._lineProperties.radius,32,this._lineProperties.normal);this._matrix.transformArray(this._circlePoints,this._circlePoints);this._positions[0]=this._circlePoints[0].copy();this._positions[1]=this._circlePoints[16].copy();var a=new d.Point3(this._lineProperties.radius,0,0),c=new d.Point3(0,0,0);this._matrix.transform(a,a);this._matrix.transform(c,c);this._radius=
+d.Point3.subtract(c,a).length();d.Point3.subtract(this._positions[1],this._positions[0]);this._positions[4]=this._positions[1].copy();this._surfaceCenter=this._matrix.transform(this._lineProperties.origin);a=new d.Point3(this._circlePoints[0].x,this._circlePoints[0].y,this._circlePoints[0].z);c=new d.Point3(this._circlePoints[1].x,this._circlePoints[1].y,this._circlePoints[1].z);this._circlePlane=d.Plane.createFromPoints(a,c,this._surfaceCenter)};c.prototype.setLineGeometry=function(b){a.prototype.setLineGeometry.call(this,
+b);this._positions[0]=this._linePositions[0];this._positions[0].equals(this._positions[this._positions.length-1])?this._positions[1]=this._positions[Math.floor(this._positions.length/2)]:this._positions[1]=this._linePositions[this._linePositions.length-1];this._positions[1]=this._linePositions[this._linePositions.length-1];this._positions[2]=this._linePositions[1].copy();this.createCircleData();this._setMeasurementValue(this._radius)};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);
+var c=this._viewer.view.raycastFromPoint(b);if(null!==c){b=this._surfaceCenter;var e=this._circlePlane,f=e.rayIntersection(c);null===f&&(f=d.Point3.add(b,c.direction.copy().scale(-2*this._radius)),f=d.Plane.createFromPointAndNormal(f,c.direction).rayIntersection(c),console.assert(null!==f),c=new d.Ray(f,e.normal),f=e.rayIntersection(c),null===f&&(f=e.rayIntersection(c.negate())));null===f&&(console.assert(!1),f=b.copy());c=d.Point3.subtract(f,b).normalize().scale(this._radius);e=d.Point3.add(b,c);
+b=d.Point3.subtract(b,c);this._positions[0]=e;this._positions[1]=b;this._positions[2]=e.copy();this._positions[3]=b.copy();this._positions[4]=f.copy();this._positions[5]=this._surfaceCenter.copy();this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._positions[4].x+this._positions[5].x)/2,(this._positions[4].y+this._positions[5].y)/2,(this._positions[4].z+this._positions[5].z)/2),c=d.Point3.subtract(this._positions[5],
+this._positions[4]);this._arrowsInvert=2*d.Point3.subtract(this._positions[2],a).length()>c.length()};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;if(0<this._stage){this._lineEdgeShape.clearPoints();for(var c=0,e=this._linePositions;c<e.length;c++){var f=d.Point2.fromPoint3(b.projectPoint(e[c]));this._lineEdgeShape.pushPoint(f)}}if(1<this._stage){c=Array(6);for(e=0;e<this._positions.length;e++)c[e]=d.Point2.fromPoint3(b.projectPoint(this._positions[e]));this._textShape&&
+this._textShape.setPosition(c[4]);this._lineShapes[0].set(c[5],c[2]);this._lineShapes[1].set(c[5],c[4]);b=this._viewer.measureManager.getMeasurementColor();this._lineShapes[0].setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[0].setStartEndcapType(h.Shape.EndcapType.None);this._lineShapes[0].setEndcapsInverted(this._arrowsInvert);this._lineShapes[0].setEndEndcapColor(b);this._lineShapes[0].setStartEndcapColor(b)}};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()){this.update();
+var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawPolyline(this._lineEdgeShape);break;case 2:case 3:for(var c=0;2>c;c++)a.drawLine(this._lineShapes[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineEdgeShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){var a=f.MeasureMarkup._serializePointArray(this._linePositions),c=f.MeasureMarkup._serializePointArray(this._positions);return{matrix:this._matrix.toJson(),lineOrigin:this._lineProperties.origin,
+lineRadius:this._lineProperties.radius,lineNormal:this._lineProperties.normal,linePositions:a,positions:c,text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,g){var b=d.Matrix.fromJson(a.matrix),e=a.lineRadius,h=d.Point3.fromJson(a.lineOrigin),m=d.Point3.fromJson(a.lineNormal);e=new d.SubentityProperties.CircleElement(e,h,m);g=new c(g,
+e,b,a.unitMultiplier||1);b=f.MeasureMarkup._constructPointArray(a.linePositions);e=f.MeasureMarkup._constructPointArray(a.positions);g.setLineGeometry(b);g._positions=e;g._textShape.setTextString(a.text);g._stage=3;g._measurementValue=a.measurementValue;return g};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureCircleEdgeLengthMarkup"};return c}(f.MeasureLengthMarkup);f.MeasureCircleEdgeLengthMarkup=a})(h.Measure||(h.Measure=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._faceSelection=[];b._arcArray=[];b._lineGeometryShape=new h.Shape.Polyline;b.planeIntersectionLine=[];b._pointOnLine=d.Point3.zero();b._clickpointOriginal2=d.Point3.zero();b._clickpointOriginal1=d.Point3.zero();b._plane1=new d.Plane;b._plane2=new d.Plane;b._secondPoint=d.Point3.zero();b._firstPoint=d.Point3.zero();b._textPos=d.Point3.zero();b._intermediatePoint=d.Point3.zero();b._textAnchorPoint=d.Point3.zero();
+b._angle=0;b._useAuthoredNormals=!0;b._name="MeasureFaceFaceAngle";b._lineGeometryShape.setStrokeWidth(2);b._lineGeometryShape.setStrokeColor(b._viewer.measureManager.getMeasurementColor());b._textShape=new h.Shape.TextBox;b._textShape.getBoxPortion().setFillOpacity(1);b._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(var c=0;5>c;c++)b._lineShapes.push(new h.Shape.Line),b._lineShapes[c].setStrokeColor(b._viewer.measureManager.getMeasurementColor());return b}__extends(c,a);c.prototype._getNormalAndPositionFromSelection=
+function(a,c,e){return __awaiter(this,void 0,void 0,function(){var b,g,f,k,h;return __generator(this,function(l){switch(l.label){case 0:return b=a.getNodeId(),g=a.getFaceEntity().getCadFaceIndex(),e.assign(a.getPosition().copy()),c.assign(a.getFaceEntity().getNormal()),[4,this._viewer.model.getFaceProperty(b,g)];case 1:return f=l.sent(),this._useAuthoredNormals&&null!==f&&f instanceof d.SubentityProperties.PlaneElement&&(k=this._viewer.model.getNodeNetMatrix(b),h=k.normalMatrix(),null!==h&&h.transform(f.normal,
+c)),[2]}})})};c.prototype.getFirstSelection=function(){return this._faceSelection[0]};c.prototype.setFirstFace=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){switch(g.label){case 0:return b=a.getNodeId(),c=a.getFaceEntity().getCadFaceIndex(),this._viewer.model.setNodeFaceColor(b,c,new d.Color(255,0,0)),this._faceSelection.push(a),e=d.Point3.zero(),f=d.Point3.zero(),[4,this._getNormalAndPositionFromSelection(a,e,f)];case 1:return g.sent(),
+this._firstPoint=f.copy(),this._plane1.setFromPointAndNormal(this._firstPoint,e),this._clickpointOriginal1=a.getPosition().copy(),this._stage++,[2]}})})};c.prototype.setSecondFace=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h,p,q,r,u,t,v,w,z,x,y,A,B;return __generator(this,function(g){switch(g.label){case 0:return b=a.getNodeId(),c=a.getFaceEntity().getCadFaceIndex(),this._faceSelection[1]=a,this._viewer.model.setNodeFaceColor(b,c,new d.Color(255,0,0)),e=d.Point3.zero(),
+f=d.Point3.zero(),[4,this._getNormalAndPositionFromSelection(a,f,e)];case 1:g.sent();this._secondPoint=e.copy();this._plane2.setFromPointAndNormal(this._secondPoint,f);this.planeIntersectionLine[0]=new d.Point3(0,0,0);this.planeIntersectionLine[1]=new d.Point3(0,0,0);h=d.Util.intersect3d2Planes(this._plane1,this._firstPoint,this._plane2,this._secondPoint,this.planeIntersectionLine[0],this.planeIntersectionLine[1]);if(2!==h)return[2,!1];p=d.Point3.subtract(this.planeIntersectionLine[1],this.planeIntersectionLine[0]);
+p.normalize();this.planeIntersectionLine[0].set(this.planeIntersectionLine[0].x-100*p.x,this.planeIntersectionLine[0].y-100*p.y,this.planeIntersectionLine[0].z-100*p.z);this.planeIntersectionLine[1].set(this.planeIntersectionLine[1].x+100*p.x,this.planeIntersectionLine[1].y+100*p.y,this.planeIntersectionLine[1].z+100*p.z);d.Util.computePointToLineDistance(this._secondPoint,this.planeIntersectionLine[0],this.planeIntersectionLine[1],this._pointOnLine);q=new d.Point3(0,0,0);r=new d.Point3(0,0,0);q.set(this._firstPoint.x+
+p.x,this._firstPoint.y+p.y,this._firstPoint.z+p.z);d.Util.computePointToLineDistance(this._pointOnLine,this._firstPoint,q,r);this._firstPoint=r.copy();this._clickpointOriginal2=a.getPosition().copy();u=new d.Matrix;t=d.Point3.subtract(this._secondPoint,this._pointOnLine);v=t.length();w=d.Point3.subtract(this._firstPoint,this._pointOnLine);w.normalize();this._intermediatePoint.set(this._pointOnLine.x+w.x*v,this._pointOnLine.y+w.y*v,this._pointOnLine.z+w.z*v);this._angle=d.Util.computeAngleBetweenVector(t,
+w);if(0===this._angle)return[2,!1];this._measurementValue=this._angle;this._textShape.setTextString(this._measurementValue.toFixed(2)+"\u00b0");this._viewer.trigger("measurementValueSet",this);this._textPos=this._pointOnLine.copy();z=!1;x=new d.Point3(0,0,0);y=new d.Point3(0,0,0);d.Util.computeOffaxisRotation(p,1,u);u.transform(t,y);x.set(y.x+this._pointOnLine.x,y.y+this._pointOnLine.y,y.z+this._pointOnLine.z);x=d.Point3.subtract(x,this._firstPoint);A=x.length();d.Util.computeOffaxisRotation(p,-1,
+u);u.transform(t,y);x.set(y.x+this._pointOnLine.x,y.y+this._pointOnLine.y,y.z+this._pointOnLine.z);d.Point3.subtract(x,this._firstPoint);B=x.length();B<A&&(z=!0);this._arcArray=d.Util.generateArcPoints(p,z?-this._angle:this._angle,this._pointOnLine,t,30);this._stage++;return[2,!0]}})})};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);if(!(1>=this._stage)&&(b=this._viewer.view.raycastFromPoint(b),null!==b)){var c=new d.Point3(b.origin.x+1E6*b.direction.x,b.origin.y+1E6*b.direction.y,
+b.origin.z+1E6*b.direction.z),e=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(b.origin,c,this._pointOnLine,this._firstPoint,this._secondPoint,e);this._textPos=e.copy();new d.Point3(0,0,0);b=d.Point3.subtract(e,this._pointOnLine);c=b.length();b=d.Point3.subtract(this._secondPoint,this._pointOnLine);b.normalize();this._secondPoint.set(this._pointOnLine.x+b.x*c,this._pointOnLine.y+b.y*c,this._pointOnLine.z+b.z*c);b=d.Point3.subtract(this.planeIntersectionLine[1],this.planeIntersectionLine[0]);b.normalize();
+c=new d.Matrix;e=d.Point3.subtract(this._secondPoint,this._pointOnLine);var f=e.length(),h=d.Point3.subtract(this._firstPoint,this._pointOnLine);h.normalize();this._intermediatePoint.set(this._pointOnLine.x+h.x*f,this._pointOnLine.y+h.y*f,this._pointOnLine.z+h.z*f);f=!1;h=new d.Point3(0,0,0);var m=new d.Point3(0,0,0);d.Util.computeOffaxisRotation(b,1,c);c.transform(e,m);h.set(m.x+this._pointOnLine.x,m.y+this._pointOnLine.y,m.z+this._pointOnLine.z);h=d.Point3.subtract(h,this._firstPoint);var p=h.length();
+d.Util.computeOffaxisRotation(b,-1,c);c.transform(e,m);h.set(m.x+this._pointOnLine.x,m.y+this._pointOnLine.y,m.z+this._pointOnLine.z);h=d.Point3.subtract(h,this._firstPoint);h.length()<p&&(f=!0);this._arcArray=d.Util.generateArcPoints(b,f?-this._angle:this._angle,this._pointOnLine,e,30);b=this._viewer.view.projectPoint(this._textPos);c=0;for(e=this._arcArray;c<e.length;c++)if(f=this._viewer.view.projectPoint(e[c]),f=(new d.Point3(b.x-f.x,b.y-f.y,b.z-f.z)).length(),void 0===q||q>f)var q=f;void 0===
+q||20>=q?this._textAnchorPoint=this._textPos:(c=this._viewer.view.projectPoint(this._intermediatePoint),q=this._viewer.view.projectPoint(this._secondPoint),c=new d.Point3(c.x-b.x,c.y-b.y,c.z-b.z),q=new d.Point3(q.x-b.x,q.y-b.y,q.z-b.z),b=c.length(),q=q.length(),this._textAnchorPoint=b<q?this._intermediatePoint:this._secondPoint)}};c.prototype._nextStage=function(){this._stage++;2<this._stage&&(this._finalized=!0,this.cleanup())};c.prototype.cleanup=function(){var a=this,c=function(b){b=a._faceSelection[b];
+a._viewer.model.unsetNodeFaceColor(b.getNodeId(),b.getFaceEntity().getCadFaceIndex())};2<=this._stage&&c(1);1<=this._stage&&c(0)};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;if(1<this._stage){this._lineGeometryShape.clearPoints();for(var c=0,e=this._arcArray;c<e.length;c++)this._lineGeometryShape.pushPoint(d.Point2.fromPoint3(b.projectPoint(e[c])));this._lineGeometryShape.setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineGeometryShape.setStartEndcapType(h.Shape.EndcapType.Arrowhead);
+this._lineGeometryShape.setEndEndcapSize(5);this._lineGeometryShape.setStartEndcapSize(5);this._lineGeometryShape.setEndEndcapColor(this._viewer.measureManager.getMeasurementColor());this._lineGeometryShape.setStartEndcapColor(this._viewer.measureManager.getMeasurementColor());c=Array(10);c[0]=b.projectPoint(this._textPos);c[1]=b.projectPoint(this._firstPoint);c[2]=b.projectPoint(this._clickpointOriginal1);c[3]=b.projectPoint(this._secondPoint);c[4]=b.projectPoint(this._clickpointOriginal2);c[5]=
+b.projectPoint(this._intermediatePoint);c[6]=b.projectPoint(this._textAnchorPoint);this._behindView=!1;b=Array(10);for(e=0;6>=e;e++)0>=c[e].z&&(this._behindView=!0),b[e]=d.Point2.fromPoint3(c[e]);this._textShape&&this._textShape.setPosition(b[0]);this._lineShapes[0].set(b[1],b[2]);this._lineShapes[1].set(b[1],b[5]);this._lineShapes[2].set(b[3],b[4]);this._lineShapes[3].set(b[6],b[0])}};c.prototype.draw=function(){var a=0!==this._viewer.explodeManager.getMagnitude();if(this._visibility&&!a&&(this.update(),
+!this._behindView&&2<=this._stage&&4>=this._stage)){a=this._viewer.markupManager.getRenderer();for(var c=0;4>c;c++)a.drawLine(this._lineShapes[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineGeometryShape)}};c.prototype.setUseAuthoredNormals=function(a){this._useAuthoredNormals=a};c.prototype.getUseAuthoredNormals=function(){return this._useAuthoredNormals};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],c=0,d=this._arcArray;c<d.length;c++){var e=
+d[c].toJson();a.push(e)}return{text:this._textShape.getTextString(),textPos:this._textPos.toJson(),arcArray:a,firstPoint:this._firstPoint.toJson(),clickpointOriginal1:this._clickpointOriginal1.toJson(),secondPoint:this._secondPoint.toJson(),clickpointOriginal2:this._clickpointOriginal2.toJson(),intermediatePoint:this._intermediatePoint.toJson(),textAnchorPoint:this._textAnchorPoint.toJson(),measurementValue:this._measurementValue,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};
+c.fromJson=function(a,g){g=new c(g);for(var b=0,e=a.arcArray;b<e.length;b++){var f=d.Point3.fromJson(e[b]);g._arcArray.push(f)}g._textShape.setTextString(a.text);g._textPos.assign(d.Point3.fromJson(a.textPos));g._firstPoint.assign(d.Point3.fromJson(a.firstPoint));g._clickpointOriginal1=d.Point3.fromJson(a.clickpointOriginal1);g._secondPoint.assign(d.Point3.fromJson(a.secondPoint));g._clickpointOriginal2=d.Point3.fromJson(a.clickpointOriginal2);g._intermediatePoint.assign(d.Point3.fromJson(a.intermediatePoint));
+g._textAnchorPoint.assign(d.Point3.fromJson(a.textAnchorPoint));g._measurementValue=a.measurementValue;g._stage=3;return g};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureFaceFaceAngleMarkup"};return c}(f.MeasureMarkup);f.MeasureFaceFaceAngleMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._faceSelection=[];b._line1PreviewShape1=new h.Shape.Line;b._line1PreviewShape2=new h.Shape.Line;b._line2PreviewShape1=new h.Shape.Line;b._line2PreviewShape2=new h.Shape.Line;b._matrix1=new d.Matrix;b._matrix2=new d.Matrix;b._lineGeometryShape=new h.Shape.Polyline;b._parallelFaces=!1;b._triangulatedDistance=!0;b._pointsOnSameRay=!1;b._arrowsInvert=!1;b._faceData=[];b._distance=0;b._surfaceCenter=[d.Point3.zero(),
+d.Point3.zero()];b._surfaceAxis1=[d.Point3.zero(),d.Point3.zero()];b._surfaceAxis2=[d.Point3.zero(),d.Point3.zero()];b._cylinderAxisInfinite1=[d.Point3.zero(),d.Point3.zero()];b._cylinderAxisInfinite2=[d.Point3.zero(),d.Point3.zero()];b._firstPointHelper=d.Point3.zero();b._secondPointHelper=d.Point3.zero();b._secondPoint=d.Point3.zero();b._firstPoint=d.Point3.zero();b._textPos=d.Point3.zero();b._name="MeasureFaceFaceDistance";b._lineGeometryShape.setStrokeWidth(2);b._lineGeometryShape.setStrokeColor(b._viewer.measureManager.getMeasurementColor());
+b._textShape=new h.Shape.TextBox;b._textShape.getBoxPortion().setFillOpacity(1);b._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(var c=0;5>c;c++)b._lineShapes.push(new h.Shape.Line),b._lineShapes[c].setStrokeColor(b._viewer.measureManager.getMeasurementColor());return b}__extends(c,a);c.prototype.setUnitMultiplier=function(a){this._unitMultiplier=a};c.prototype.setFirstFace=function(a,c,e,f){var b=a.getNodeId(),g=a.getFaceEntity(),k=a.getPosition();this._matrix1=e.copy();this._viewer.model.setNodeFaceColor(b,
+g.getCadFaceIndex(),new d.Color(255,0,0));this._faceSelection[0]=a;this._firstPoint=k.copy();this._faceData[0]=c;this._faceData[0]instanceof d.SubentityProperties.PlaneElement?(a=this._faceData[0],c=new d.Point3(a.origin.x+a.normal.x,a.origin.y+a.normal.y,a.origin.z+a.normal.z),this._matrix1.transform(c,this._surfaceAxis1[0]),this._matrix1.transform(a.origin,this._surfaceCenter[0])):this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&this.createCylinderData(this._faceData[0],e,f);this._stage++};
+c.prototype.getFirstSelection=function(){return this._faceSelection[0]||null};c.prototype.getFirstFaceData=function(){return this._faceData[0]||null};c.prototype.cleanup=function(){var a=this._viewer.model;2<=this._stage&&a.unsetNodeFaceColor(this._faceSelection[1].getNodeId(),this._faceSelection[1].getFaceEntity().getCadFaceIndex());1<=this._stage&&a.unsetNodeFaceColor(this._faceSelection[0].getNodeId(),this._faceSelection[0].getFaceEntity().getCadFaceIndex())};c.prototype.createCylinderData=function(a,
+c,e){e=d.Point3.subtract(e.max,e.min).length()/4;var b=new d.Point3(a.origin.x+1E4*a.normal.x,a.origin.y+1E4*a.normal.y,a.origin.z+1E4*a.normal.z),g=new d.Point3(a.origin.x-1E4*a.normal.x,a.origin.y-1E4*a.normal.y,a.origin.z-1E4*a.normal.z),f=new d.Point3(0,0,0);d.Util.computePointToLineDistance(a.origin,b,g,f);this._surfaceCenter[this._stage]=new d.Point3(0,0,0);c.transform(f,this._surfaceCenter[this._stage]);b=new d.Point3(f.x+a.normal.x,f.y+a.normal.y,f.z+a.normal.z);this._surfaceAxis1[this._stage]=
+new d.Point3(0,0,0);c.transform(b,this._surfaceAxis1[this._stage]);b.set(f.x-a.normal.x,f.y-a.normal.y,f.z-a.normal.z);this._surfaceAxis2[this._stage]=new d.Point3(0,0,0);c.transform(b,this._surfaceAxis2[this._stage]);new d.Point3(0,0,0);a=this._surfaceAxis1[this._stage].copy();a=d.Point3.subtract(a,this._surfaceCenter[this._stage]);a.normalize();this._surfaceAxis1[this._stage].set(this._surfaceCenter[this._stage].x+a.x*e,this._surfaceCenter[this._stage].y+a.y*e,this._surfaceCenter[this._stage].z+
+a.z*e);this._surfaceAxis2[this._stage].set(this._surfaceCenter[this._stage].x-a.x*e,this._surfaceCenter[this._stage].y-a.y*e,this._surfaceCenter[this._stage].z-a.z*e);this._cylinderAxisInfinite1[this._stage]=new d.Point3(this._surfaceCenter[this._stage].x+a.x*e*1E3,this._surfaceCenter[this._stage].y+a.y*e*1E3,this._surfaceCenter[this._stage].z+a.z*e*1E3);this._cylinderAxisInfinite2[this._stage]=new d.Point3(this._surfaceCenter[this._stage].x-a.x*e*1E3,this._surfaceCenter[this._stage].y-a.y*e*1E3,
+this._surfaceCenter[this._stage].z-a.z*e*1E3)};c.prototype.setSecondFace=function(a,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var b,g,k,l,n,t,v,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I;return __generator(this,function(m){switch(m.label){case 0:b=this._faceSelection[0];g=this._faceData[0];if(void 0===b||void 0===g)throw new d.CommunicatorError("setSecondFace() called before setFirstFace()");if(e instanceof d.SubentityProperties.PlaneElement)k=g,l=new d.Point3(k.origin.x+k.normal.x,k.origin.y+k.normal.y,
+k.origin.z+k.normal.z),this._matrix1.transform(l,this._surfaceAxis1[0]),this._matrix1.transform(k.origin,this._surfaceCenter[0]);else if(e instanceof d.SubentityProperties.CylinderElement)this.createCylinderData(e,f,h);else return[2];return[4,this._viewer.model.computeMinimumFaceFaceDistance(b.getNodeId(),b.getFaceEntity().getCadFaceIndex(),c.getNodeId(),c.getFaceEntity().getCadFaceIndex())];case 1:n=m.sent();if(0===n.distance)return[2];this._matrix2=f.copy();this._secondPoint=c.getPosition().copy();
+if(!(g instanceof d.SubentityProperties.PlaneElement&&e instanceof d.SubentityProperties.PlaneElement))return[3,2];t=e;l=new d.Point3(t.origin.x+t.normal.x,t.origin.y+t.normal.y,t.origin.z+t.normal.z);this._matrix2.transform(l,this._surfaceAxis1[1]);this._matrix2.transform(t.origin,this._surfaceCenter[1]);v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);w=new d.Point3(this._surfaceAxis1[1].x-
+this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,this._surfaceAxis1[1].z-this._surfaceCenter[1].z);v.normalize();w.normalize();z=new d.Point3(-v.x,-v.y,-v.z);v.equalsWithTolerance(w,1E-5)||z.equalsWithTolerance(w,1E-5)?(this._secondPointHelper=new d.Point3(this._secondPoint.x,this._secondPoint.y,this._secondPoint.z),this._firstPointHelper=new d.Point3(this._firstPoint.x,this._firstPoint.y,this._firstPoint.z),x=new d.Plane,x.setFromPointAndNormal(this._surfaceCenter[0],v),
+y=new d.Plane,y.setFromPointAndNormal(this._surfaceCenter[1],w),A=new d.Point3(this._firstPoint.x+v.x,this._firstPoint.y+v.y,this._firstPoint.z+v.z),d.Util.intersectionPlaneLine2(b.getPosition(),A,y,this._secondPoint),z.equalsWithTolerance(w,1E-5)&&(B=new d.Point3(-v.x,-v.y,-v.z),x.setFromPointAndNormal(this._surfaceCenter[0],B)),this._distance=D=Math.abs(y.d-x.d)/x.normal.length(),this._setMeasurementValue(this._distance),this._parallelFaces=!0,this._triangulatedDistance=!1,C=new d.Point3(0,1,0),
+E=d.Point3.subtract(this._secondPoint,this._firstPoint),F=new d.Point3(0,0,0),F=d.Point3.subtract(this._secondPointHelper,this._firstPoint),H=d.Util.computeAngleBetweenVector(C,E),G=d.Util.computeAngleBetweenVector(C,F),this._textPos.assign(this._secondPoint),.1>H-G&&-.1<H-G&&(this._pointsOnSameRay=!0)):(this._firstPoint.assign(n.pos1),this._secondPoint.assign(n.pos2),this._textPos.assign(n.pos2),this._distance=n.distance,this._setMeasurementValue(this._distance));return[3,8];case 2:if(!(g instanceof
+d.SubentityProperties.CylinderElement&&e instanceof d.SubentityProperties.CylinderElement))return[3,3];v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);w=new d.Point3(this._surfaceAxis1[1].x-this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,this._surfaceAxis1[1].z-this._surfaceCenter[1].z);v.normalize();w.normalize();z=new d.Point3(-v.x,-v.y,-v.z);if(v.equalsWithTolerance(w,
+1E-5)||z.equalsWithTolerance(w,1E-5)){J=new d.Point3(0,0,0);d.Util.computePointToLineDistance(this._firstPoint,this._cylinderAxisInfinite1[0],this._cylinderAxisInfinite2[0],J);this._firstPoint=J.copy();K=new d.Point3(this._firstPoint.x,this._firstPoint.y,this._firstPoint.z);K=d.Point3.subtract(K,this._surfaceCenter[0]);K.set(0,0,0);d.Util.computePointToLineDistance(this._firstPoint,this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],J);this._secondPoint=J.copy();D=d.Point3.subtract(this._secondPoint,
+this._firstPoint).length();if(1E-7>D)return[2];this._triangulatedDistance=!1;this._textPos.assign(this._secondPoint);this._setMeasurementValue(D)}else{this._distance=d.Util.distanceLineLine(this._cylinderAxisInfinite1[0],this._cylinderAxisInfinite2[0],this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],this._firstPoint,this._secondPoint);if(1E-7>this._distance)return[2];this._textPos.assign(this._firstPoint);this._setMeasurementValue(this._distance)}return[3,8];case 3:if(!(g instanceof d.SubentityProperties.CylinderElement&&
+e instanceof d.SubentityProperties.PlaneElement))return[3,5];v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);return[4,this._viewer.model.computeMinimumFaceLineDistance(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Ray(this._surfaceCenter[0],v))];case 4:I=m.sent();this._distance=I.distance;if(1E-7>this._distance)return[2];this._firstPoint.assign(I.pos1);this._secondPoint.assign(I.pos2);
+this._textPos.assign(I.pos2);this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0));this._faceData[1]=e;this._faceSelection[1]=c;this._stage++;this.adjust(a);this._setMeasurementValue(this._distance);return[3,8];case 5:if(!(g instanceof d.SubentityProperties.PlaneElement&&e instanceof d.SubentityProperties.CylinderElement))return[3,7];v=new d.Point3(this._surfaceAxis1[1].x-this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,
+this._surfaceAxis1[1].z-this._surfaceCenter[1].z);return[4,this._viewer.model.computeMinimumFaceLineDistance(b.getNodeId(),b.getFaceEntity().getCadFaceIndex(),new d.Ray(this._surfaceCenter[1],v))];case 6:I=m.sent();this._distance=I.distance;if(1E-7>this._distance)return[2];this._firstPoint.assign(I.pos1);this._secondPoint.assign(I.pos2);this._textPos.assign(I.pos2);this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0));this._faceData[1]=e;this._faceSelection[1]=
+c;this._stage++;this.adjust(a);this._setMeasurementValue(this._distance);return[3,8];case 7:this._firstPoint.assign(n.pos1);this._secondPoint.assign(n.pos2);this._textPos.assign(n.pos2);this._distance=n.distance;if(1E-7>this._distance)return[2];this._setMeasurementValue(this._distance);m.label=8;case 8:return this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0)),this._faceData[1]=e,this._faceSelection[1]=c,this._stage++,this.adjust(a),[2]}})})};
+c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);if(!(1>=this._stage)){var c=this._viewer.view.raycastFromPoint(b);if(null!==c){var e=new d.Point3(c.origin.x+1E6*c.direction.x,c.origin.y+1E6*c.direction.y,c.origin.z+1E6*c.direction.z),f=d.Util.oneVectorCross(c.direction);new d.Point3(0,0,0);var h=d.Point3.cross(c.direction,f);h.normalize();new d.Point3((this._firstPoint.x+this._secondPoint.x)/2,(this._firstPoint.y+this._secondPoint.y)/2,(this._firstPoint.z+this._secondPoint.z)/2);var m=
+this._textPos.copy();f.set(m.x+f.x,m.y+f.y,m.z+f.z);h.set(m.x+h.x,m.y+h.y,m.z+h.z);b=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(c.origin,e,m,f,h,b);2===this._stage?d.Util.computePointToLineDistance(b,this._firstPoint,this._secondPoint,this._textPos):this._parallelFaces||this._triangulatedDistance?(c=new d.Point3(0,0,0),this._pointsOnSameRay||(d.Util.computePointToLineDistance(b,this._secondPoint,this._secondPointHelper,c),new d.Point3(0,0,0),b=d.Point3.subtract(c,this._secondPoint),this._secondPoint=
+c.copy(),this._firstPoint.set(this._firstPoint.x+b.x,this._firstPoint.y+b.y,this._firstPoint.z+b.z),this._textPos.set(this._textPos.x+b.x,this._textPos.y+b.y,this._textPos.z+b.z))):(c=new d.Point3(0,0,0),d.Util.computePointToLineDistance(b,this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],c),b=d.Point3.subtract(c,this._secondPoint),this._secondPoint=c.copy(),this._firstPoint.set(this._firstPoint.x+b.x,this._firstPoint.y+b.y,this._firstPoint.z+b.z),this._textPos.set(this._textPos.x+b.x,
+this._textPos.y+b.y,this._textPos.z+b.z));this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._firstPoint.x+this._secondPoint.x)/2,(this._firstPoint.y+this._secondPoint.y)/2,(this._firstPoint.z+this._secondPoint.z)/2),c=d.Point3.subtract(this._secondPoint,this._firstPoint);2*d.Point3.subtract(this._textPos,a).length()>c.length()?this._arrowsInvert=!0:this._arrowsInvert=!1};c.prototype._nextStage=function(){this._stage++;
+if(3<this._stage||2<this._stage&&this._triangulatedDistance)this._finalized=!0,this.cleanup()};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;this._behindView=!1;if(0!==this._stage){for(var c=Array(10),e=[],f=0;10>f;f++)e.push(new d.Point3(0,0,0));this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&(e[0]=b.projectPoint(this._surfaceCenter[0]),e[1]=b.projectPoint(this._surfaceAxis1[0]),e[2]=b.projectPoint(this._surfaceAxis2[0]),c[0]=d.Point2.fromPoint3(e[0]),
+c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._line1PreviewShape1.set(c[0],c[1]),this._line1PreviewShape2.set(c[0],c[2]));1<this._stage&&this._faceData[1]instanceof d.SubentityProperties.CylinderElement&&(e[0]=b.projectPoint(this._surfaceCenter[1]),e[1]=b.projectPoint(this._surfaceAxis1[1]),e[2]=b.projectPoint(this._surfaceAxis2[1]),c[0]=d.Point2.fromPoint3(e[0]),c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._line2PreviewShape1.set(c[0],c[1]),this._line2PreviewShape2.set(c[0],
+c[2]));1<this._stage&&(e[0]=b.projectPoint(this._textPos),e[1]=b.projectPoint(this._firstPoint),e[2]=b.projectPoint(this._secondPoint),c[0]=d.Point2.fromPoint3(e[0]),c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._textShape&&this._textShape.setPosition(c[0]),this._lineShapes[0].setEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[0].setStartEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[0].setEndcapsInverted(this._arrowsInvert),this._lineShapes[0].setEndEndcapColor(this._viewer.measureManager.getMeasurementColor()),
+this._lineShapes[0].setStartEndcapColor(this._viewer.measureManager.getMeasurementColor()),this._lineShapes[0].set(c[1],c[2]),this._faceData[1]instanceof d.SubentityProperties.CylinderElement&&this._faceData[0]instanceof d.SubentityProperties.CylinderElement?(e[3]=b.projectPoint(this._surfaceCenter[0]),e[4]=b.projectPoint(this._surfaceCenter[1]),c[3]=d.Point2.fromPoint3(e[3]),c[4]=d.Point2.fromPoint3(e[4]),this._lineShapes[1].set(c[1],c[3]),this._lineShapes[2].set(c[2],c[4]),this._lineShapes[3].set(c[0],
+c[1])):(e[3]=b.projectPoint(this._firstPointHelper),e[4]=b.projectPoint(this._secondPointHelper),c[3]=d.Point2.fromPoint3(e[3]),c[4]=d.Point2.fromPoint3(e[4]),this._lineShapes[1].set(c[2],c[4]),this._lineShapes[2].set(c[1],c[3]),this._lineShapes[3].set(c[1],c[0])));for(f=0;6>f;f++)0>e[f].z&&(this._behindView=!0)}};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:this._faceData[0]instanceof
+d.SubentityProperties.CylinderElement&&(a.drawLine(this._line1PreviewShape1),a.drawLine(this._line1PreviewShape2));break;case 2:case 3:case 4:this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&this._faceData[1]instanceof d.SubentityProperties.CylinderElement?(3>this._stage&&(a.drawLine(this._line1PreviewShape1),a.drawLine(this._line1PreviewShape2),a.drawLine(this._line2PreviewShape1),a.drawLine(this._line2PreviewShape2)),a.drawLine(this._lineShapes[0]),a.drawLine(this._lineShapes[1]),
+a.drawLine(this._lineShapes[2])):(this._viewer.markupManager.getRenderer().drawLine(this._lineShapes[0]),this._parallelFaces&&(a.drawLine(this._lineShapes[1]),a.drawLine(this._lineShapes[2]))),a.drawLine(this._lineShapes[3]),a.drawTextBox(this._textShape)}}};c._serializeFaceProp=function(a){return a instanceof d.SubentityProperties.CylinderElement?{type:"CylinderElement",origin:a.origin.toJson(),normal:a.normal.toJson(),radius:a.radius}:a instanceof d.SubentityProperties.PlaneElement?{type:"PlaneElement",
+origin:a.origin.toJson(),normal:a.normal.toJson()}:null};c._constructFaceProp=function(a){if("CylinderElement"===a.type){var b=d.Point3.fromJson(a.origin),c=d.Point3.fromJson(a.normal);return new d.SubentityProperties.CylinderElement(a.radius,b,c)}return"PlaneElement"===a.type?(b=d.Point3.fromJson(a.origin),c=d.Point3.fromJson(a.normal),new d.SubentityProperties.PlaneElement(b,c)):null};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],d=0,e=this._faceData;d<
+e.length;d++)a.push(c._serializeFaceProp(e[d]));d=[];e=0;for(var f=this._surfaceCenter;e<f.length;e++)d.push(f[e].toJson());e=[];for(var h=0,m=this._surfaceAxis1;h<m.length;h++)f=m[h],e.push(f.toJson());h=[];m=0;for(var p=this._surfaceAxis2;m<p.length;m++)f=p[m],h.push(f.toJson());return{text:this._textShape.getTextString(),textPos:this._textPos.toJson(),firstPoint:this._firstPoint.toJson(),secondPoint:this._secondPoint.toJson(),firstPointHelper:this._firstPointHelper.toJson(),secondPointHelper:this._secondPointHelper.toJson(),
+measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,parallelFaces:this._parallelFaces,faceData:a,surfaceCenter:d,surfaceAxis1:e,surfaceAxis2:h,name:this.getName(),className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e.setName(a.name);e._textShape.setTextString(a.text);e._textPos.assign(d.Point3.fromJson(a.textPos));e._firstPoint.assign(d.Point3.fromJson(a.firstPoint));e._firstPointHelper.assign(d.Point3.fromJson(a.firstPointHelper));
+e._secondPoint.assign(d.Point3.fromJson(a.secondPoint));e._secondPointHelper.assign(d.Point3.fromJson(a.secondPointHelper));console.assert(Array.isArray(a.faceData));for(var b=0,g=a.faceData;b<g.length;b++){var f=c._constructFaceProp(g[b]);console.assert(null!==f);e._faceData.push(f)}e._surfaceCenter[0].assign(a.surfaceCenter[0]);e._surfaceCenter[1].assign(a.surfaceCenter[1]);e._surfaceAxis1[0].assign(a.surfaceAxis1[0]);e._surfaceAxis1[1].assign(a.surfaceAxis1[1]);e._surfaceAxis2[0].assign(a.surfaceAxis2[0]);
+e._surfaceAxis2[1].assign(a.surfaceAxis2[1]);e._stage=4;e._parallelFaces=a.parallelFaces;e._measurementValue=a.measurementValue;e._unitMultiplier=a.unitMultiplier||1;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureFaceFaceDistanceMarkup"};return c}(f.MeasureMarkup);f.MeasureFaceFaceDistanceMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this,b)||this;c._firstPointShape=new h.Shape.Circle;c._secondPointShape=new h.Shape.Circle;c._arrowsInvert=!1;c._name="MeasurePointPointDistance";c._lineShapes=[];for(var e=0;6>e;e++)c._lineShapes.push(new h.Shape.Line),c._lineShapes[e].setStrokeColor(c._viewer.measureManager.getMeasurementColor()),c._lineShapes[e].setEndEndcapColor(c._viewer.measureManager.getMeasurementColor()),c._lineShapes[e].setStartEndcapColor(c._viewer.measureManager.getMeasurementColor());
+c._viewer=b;c.initCircle(c._firstPointShape);c.initCircle(c._secondPointShape);c._textShape=new h.Shape.TextBox;c._textShape.getBoxPortion().setFillOpacity(1);c._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));return c}__extends(c,a);c.prototype.initCircle=function(a){a.setRadius(2.5);a.setFillColor(this._viewer.measureManager.getMeasurementColor())};c.prototype.setUnitMultiplier=function(a){this._unitMultiplier=a};c.prototype.setFirstPointPosition=function(a){this._stage=1;this._positions[0]=
+a.copy()};c.prototype.setSecondPointPosition=function(a){this._stage=2;this._positions[1]=a.copy();this._positions[2]=a.copy();this._setMeasurementValue(d.Point3.subtract(this._positions[1],this._positions[0]).length())};c.prototype._getStage=function(){return this._stage};c.prototype.finalize=function(){this._stage++};c.prototype.getFirstPointPosition=function(){return this._positions[0]};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);var c=this._viewer.view.raycastFromPoint(b);if(null!==
+c){b=this._positions[0];var e=this._positions[1],f=new d.Point3(1,0,0);e.equals(b)||(f=d.Point3.subtract(e,b));var h=this._viewer.view.getCamera().getUp(),m=d.Point3.cross(c.direction,h).normalize(),p=new d.Point3((b.x+e.x)/2,(b.y+e.y)/2,(b.z+e.z)/2);h=new d.Point3(p.x+h.x,p.y+h.y,p.z+h.z);var q=new d.Point3(p.x+m.x,p.y+m.y,p.z+m.z),r=new d.Point3(c.origin.x+1E6*c.direction.x,c.origin.y+1E6*c.direction.y,c.origin.z+1E6*c.direction.z);m=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(c.origin,r,p,
+h,q,m);this._positions[2].assign(m);new d.Point3(0,0,0);c=Math.abs(f.x)<=Math.abs(f.y)&&Math.abs(f.x)<=Math.abs(f.z)?new d.Point3(1,0,0):Math.abs(f.y)<=Math.abs(f.x)&&Math.abs(f.y)<=Math.abs(f.z)?new d.Point3(0,1,0):new d.Point3(0,0,1);c=d.Point3.cross(c,f);p=d.Point3.cross(c,f);c.set(b.x+c.x,b.y+c.y,b.z+c.z);p.set(b.x+p.x,b.y+p.y,b.z+p.z);h=new d.Point3(m.x+1E4*f.x,m.y+1E4*f.y,m.z+1E4*f.z);f=new d.Point3(m.x-1E4*f.x,m.y-1E4*f.y,m.z-1E4*f.z);f=d.Util.intersectionPlaneLine(h,f,b,c,p,m);c=!isNaN(m.x)&&
+!isNaN(m.y)&&!isNaN(m.z);f&&c||(m=e.copy());m=d.Point3.subtract(m,b);this._positions[3]=new d.Point3(b.x+m.x,b.y+m.y,b.z+m.z);this._positions[4]=new d.Point3(e.x+m.x,e.y+m.y,e.z+m.z);this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._positions[3].x+this._positions[4].x)/2,(this._positions[3].y+this._positions[4].y)/2,(this._positions[3].z+this._positions[4].z)/2),c=d.Point3.subtract(this._positions[4],this._positions[3]);
+2*d.Point3.subtract(this._positions[2],a).length()>c.length()?this._arrowsInvert=!0:this._arrowsInvert=!1};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view,c=Array(6);if(0<this._stage){this._behindView=!1;for(var e=0;e<this._positions.length;e++)0>=b.projectPoint(this._positions[e]).z&&(this._behindView=!0),c[e]=d.Point2.fromPoint3(b.projectPoint(this._positions[e]));this._firstPointShape.setCenter(c[0])}1<this._stage&&(this._textShape&&this._textShape.setPosition(c[2]),
+this._secondPointShape.setCenter(c[1]),this._lineShapes[0].set(c[0],c[1]),this._lineShapes[1].set(c[3],c[4]),this._lineShapes[2].set(c[0],c[3]),this._lineShapes[3].set(c[1],c[4]),this._lineShapes[4].set(c[3],c[2]),this._lineShapes[5].set(c[3],c[4]),this._lineShapes[5].setEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[5].setStartEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[5].setEndcapsInverted(this._arrowsInvert))};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&
+(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawCircle(this._firstPointShape);break;case 2:case 3:a.drawCircle(this._firstPointShape);a.drawCircle(this._secondPointShape);for(var c=0,d=this._lineShapes;c<d.length;c++)a.drawLine(d[c]);a.drawTextBox(this._textShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{name:this._name,measurePoint1:this._positions[0].copy(),measurePoint2:this._positions[1].copy(),
+leaderPoint1:this._positions[3].copy(),leaderPoint2:this._positions[4].copy(),textPoint:this._positions[2].copy(),text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._name=a.name;e._positions[0]=d.Point3.fromJson(a.measurePoint1);e._positions[1]=d.Point3.fromJson(a.measurePoint2);e._positions[2]=d.Point3.fromJson(a.textPoint);
+e._textShape.setTextString(a.text);e._positions[3]=d.Point3.fromJson(a.leaderPoint1);e._positions[4]=d.Point3.fromJson(a.leaderPoint2);e._measurementValue=a.measurementValue;e._unitMultiplier=a.unitMultiplier||1;e._updateArrowsInverted();e._stage=2;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasurePointPointDistanceMarkup"};return c}(f.MeasureMarkup);f.MeasurePointPointDistanceMarkup=a})(h.Measure||(h.Measure=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f){b=a.call(this,b)||this;b._lineProperties=null;b._worldSpaceLength=0;b._arrowsInvert=!1;b._name="MeasureStraightEdgeLength";b._lineProperties=c;b._matrix=e.copy();b._matrix.setTranslationComponent(0,0,0);b._unitMultiplier=f;c=b._viewer.measureManager.getMeasurementColor();for(e=0;5>e;e++)f=new h.Shape.Line,f.setStrokeColor(c),f.setEndEndcapColor(c),f.setStartEndcapColor(c),b._lineShapes.push(f);c=b._textShape.getBoxPortion();
+c.setFillOpacity(1);c.setFillColor(new d.Color(255,255,255));return b}__extends(c,a);c.prototype.setLineGeometry=function(b){a.prototype.setLineGeometry.call(this,b);this._positions[0]=this._linePositions[0];this._positions[2]=this._linePositions[0].copy();this._positions[1]=this._linePositions[this._linePositions.length-1];null!==this._lineProperties&&-1!==this._lineProperties.length?(b=new d.Point3(this._lineProperties.length,0,0),this._matrix.transform(b,b),b=this._worldSpaceLength=b.length()):
+b=d.Point3.subtract(this._positions[1],this._positions[0]).length();this._setMeasurementValue(b)};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);var c=this._viewer.view,e=c.raycastFromPoint(b);if(null!==e){b=this._positions[0];var f=this._positions[1],h=new d.Point3(1,0,0);f.equals(b)||(h=d.Point3.subtract(f,b));var m=c.getCamera().getUp();c=d.Point3.cross(e.direction,m).normalize();var p=d.Point3.add(b,f).scale(.5);m=d.Point3.add(p,m);var q=d.Point3.add(p,c),r=d.Point3.add(d.Point3.scale(e.direction,
+1E6),e.origin);c=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(e.origin,r,p,m,q,c);this._positions[2].assign(c);new d.Point3(0,0,0);e=Math.abs(h.x)<=Math.abs(h.y)&&Math.abs(h.x)<=Math.abs(h.z)?new d.Point3(1,0,0):Math.abs(h.y)<=Math.abs(h.x)&&Math.abs(h.y)<=Math.abs(h.z)?new d.Point3(0,1,0):new d.Point3(0,0,1);e=d.Point3.cross(e,h);p=d.Point3.cross(e,h);e.add(b);p.add(b);m=d.Point3.add(d.Point3.scale(h,1E4),c);h=d.Point3.add(d.Point3.scale(h,-1E4),c);d.Util.intersectionPlaneLine(m,h,b,e,p,c);h=
+d.Point3.subtract(c,b);this._positions[3]=d.Point3.add(b,h);this._positions[4]=d.Point3.add(f,h);this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=d.Point3.add(this._positions[3],this._positions[4]).scale(.5),c=d.Point3.subtract(this._positions[4],this._positions[3]);this._arrowsInvert=2*d.Point3.subtract(this._positions[2],a).squaredLength()>c.squaredLength()};c.prototype.update=function(){a.prototype.update.call(this);var b=
+this._viewer.view;this._behindView=!1;if(0<this._stage){this._lineEdgeShape.clearPoints();for(var c=Array(this._linePositions.length),e=0;e<this._linePositions.length;e++)c[e]=b.projectPoint(this._linePositions[e]),0>=c[e].z&&(this._behindView=!0),this._lineEdgeShape.pushPoint(d.Point2.fromPoint3(c[e]))}if(1<this._stage){var f=Array(6);c=Array(6);for(e=0;e<this._positions.length;e++)c[e]=b.projectPoint(this._positions[e]),0>=c[e].z&&(this._behindView=!0),f[e]=d.Point2.fromPoint3(c[e]);this._textShape&&
+this._textShape.setPosition(f[2]);b=this._viewer.measureManager.getMeasurementColor();this._lineShapes[0].set(f[3],f[4]);this._lineShapes[1].set(f[0],f[3]);this._lineShapes[2].set(f[1],f[4]);this._lineShapes[3].set(f[3],f[2]);this._lineShapes[4].set(f[3],f[4]);this._lineShapes[4].setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[4].setStartEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[4].setEndcapsInverted(this._arrowsInvert);this._lineShapes[4].setEndEndcapColor(b);this._lineShapes[4].setStartEndcapColor(b)}};
+c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawPolyline(this._lineEdgeShape);break;case 2:case 3:for(var c=0,d=this._lineShapes;c<d.length;c++)a.drawLine(d[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineEdgeShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{name:this._name,
+measurePoint1:this._positions[0].copy(),measurePoint2:this._positions[1].copy(),leaderPoint1:this._positions[3].copy(),leaderPoint2:this._positions[4].copy(),textPoint:this._positions[2].copy(),text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName(),matrix:this._matrix.toJson()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){var b=d.Matrix.fromJson(a.matrix);e=new c(e,null,b,a.unitMultiplier||
+1);e._name=a.name;e._positions[0]=d.Point3.fromJson(a.measurePoint1);e._positions[1]=d.Point3.fromJson(a.measurePoint2);e._positions[2]=d.Point3.fromJson(a.textPoint);e._textShape.setTextString(a.text);e._positions[3]=d.Point3.fromJson(a.leaderPoint1);e._positions[4]=d.Point3.fromJson(a.leaderPoint2);e._measurementValue=a.measurementValue;e._updateArrowsInverted();e._stage=2;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureStraightEdgeLengthMarkup"};
+return c}(f.MeasureLengthMarkup);f.MeasureStraightEdgeLengthMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f,h){var g=a.call(this)||this;g._uniqueId=d.UUID.create();g._noteElementId=null;g._position=d.Point3.zero();g._text="";g._color=d.Color.white();g._sphereRadius=.03;g._deleted=!1;g._active=!1;g._callbacks=null;g._viewer=b;g._noteTextManager=c;g._selectionPosition=e;g._selectionNormal=f;g._partId=h;g._noteTextManager.addNote(g);g._init();return g}__extends(c,a);c.prototype._init=function(){return __awaiter(this,void 0,void 0,
+function(){var a,c,d,e,f=this;return __generator(this,function(b){switch(b.label){case 0:return a=this._createPinTransformationMatrix(this._selectionPosition,this._selectionNormal),[4,Promise.all([this._createPinStemInstance(a),this._createPinSphereInstance(a)])];case 1:return c=b.sent(),d=c[0],e=c[1],this._stemInstanceId=d,this._sphereInstanceId=e,[4,this._restore(!1)];case 2:return b.sent(),this._callbacks={visibilityChanged:function(){f._matchPartVisibility()}},this._viewer.setCallbacks(this._callbacks),
+this._viewer.trigger("noteTextCreated",this),[2]}})})};c.prototype._matchPartVisibility=function(){if(void 0!==this._sphereInstanceId&&void 0!==this._stemInstanceId){var a=this._viewer.model,c=a.getNodeVisibility(this._partId),d=a.getNodeVisibility(this._sphereInstanceId);c===d||this._noteTextManager.getExplodeActive()||a.setNodesVisibility([this._stemInstanceId,this._sphereInstanceId],c);a=this._noteTextManager.getActiveItem();null===a||a.getStemInstanceId()!==this._stemInstanceId||c||this.hide()}};
+c.prototype.updatePosition=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(b){switch(b.label){case 0:return void 0===this._sphereInstanceId?[2]:[4,this._viewer.model.getNodeRealBounding(this._sphereInstanceId)];case 1:return this._pinBoundingBox=a=b.sent(),this._position=this._pinBoundingBox.center(),this.setText(this._text),[2]}})})};c.prototype._restore=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._noteTextManager.setActiveItemHandle(this._viewer.markupManager.registerMarkup(this)),
+this._noteTextManager.setActiveItem(this),this._show(a),this._updateColor(),[4,this.draw()];case 1:return b.sent(),[2]}})})};c.prototype.restore=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._restore(!0)]})})};c.prototype.setText=function(a){this._text=a;this._noteTextManager.getNoteTextElement().setText(a)};c.prototype.saveTextValue=function(){this._text=this._noteTextManager.getNoteTextElement().getText()};c.prototype.draw=function(){return __awaiter(this,
+void 0,void 0,function(){var a,c,e;return __generator(this,function(b){switch(b.label){case 0:if(this._deleted||!this._active)return[2];this._behindView=!1;return[4,this.updatePosition()];case 1:return b.sent(),a=this._viewer.view.projectPoint(this._position),0>=a.z&&(this._behindView=!0),this._behindView?null!==this._noteElementId&&null!==document.getElementById(this._noteElementId)&&(this._viewer.markupManager.removeMarkupElement(this._noteElementId),this._noteElementId=null):(c=new d.Point2(a.x,
+a.y),e=this._noteTextManager.getNoteTextElement(),e.setPosition(c),null===this._noteElementId&&(this._noteElementId=this._viewer.markupManager.addMarkupElement(e.getHtmlContainer()))),[2]}})})};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){var b=this._noteTextManager.getNoteTextElement(),e=b.getPosition();b=b.getSize();return d.Util.isPointInRect2d(a,e,b,c)};c.prototype.getClassName=function(){return c.className};c.prototype.getUniqueId=
+function(){return this._uniqueId};c.prototype.getSphereInstanceId=function(){return this._sphereInstanceId};c.prototype.getStemInstanceId=function(){return this._stemInstanceId};c.prototype.onSelect=function(){this._noteTextManager.getNoteTextElement().focus()};c.prototype.onDeselect=function(){this._noteTextManager.getNoteTextElement().blur()};c.prototype.hide=function(){var a=this._noteTextManager.getNoteTextElement();a.hide();this.setText(a.getText());this._noteTextManager.setActiveItem(null);
+this._active=!1;this._viewer.trigger("noteTextHidden",this)};c.prototype._show=function(a){this._noteTextManager.getNoteTextElement().show(this);this._active=!0;a&&this._viewer.trigger("noteTextShown",this)};c.prototype.show=function(){this._show(!0)};c.prototype.remove=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(e){switch(e.label){case 0:return null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),this._callbacks=null),b=this._viewer.model,
+c=[],void 0!==this._stemInstanceId&&c.push(b.deleteMeshInstances([this._stemInstanceId])),void 0!==this._sphereInstanceId&&c.push(b.deleteMeshInstances([this._sphereInstanceId])),this.hide(),this._noteTextManager.removeNote(this),this._deleted=!0,[4,d.Util.waitForAll(c)];case 1:return e.sent(),a.prototype.remove.call(this),[2]}})})};c.prototype.getRemoved=function(){return this._deleted};c.prototype.setColor=function(a){this._color=a;this._updateColor();return Promise.resolve()};c.prototype.getColor=
+function(){return this._color};c.prototype.getPartId=function(){return this._partId};c.prototype._updateColor=function(){void 0!==this._sphereInstanceId&&this._viewer.model.setNodesFaceColor([this._sphereInstanceId],this._color)};c.prototype._createPinTransformationMatrix=function(a,c){var b=0,e=c.x;Math.abs(c.y)<Math.abs(e)&&(e=c.y,b=1);Math.abs(c.z)<Math.abs(e)&&(b=2);e=[0,0,0];e[b]=1;b=d.Point3.createFromArray(e);b=d.Point3.cross(c,b).normalize();e=d.Point3.cross(c,b);var g=new d.Matrix;g.m=[c.x,
+c.y,c.z,0,b.x,b.y,b.z,0,e.x,e.y,e.z,0,0,0,0,1];g=d.Matrix.multiply(g,(new d.Matrix).setScaleComponent(this._sphereRadius,this._sphereRadius,this._sphereRadius));g.setTranslationComponent(a.x,a.y,a.z);return g};c.prototype._createPinStemInstance=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){b=this._noteTextManager.getPinStemMeshId();if(null===b)throw new d.CommunicatorError("stem mesh hasn't been created yet");c=new d.MeshInstanceData(b,
+a,"pin-stem-instance",void 0,d.Color.black());c.setOpacity(1);e=d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.AlwaysDraw;c.setCreationFlags(e);f=this._viewer.model;return[2,f.createMeshInstance(c,void 0,!0)]})})};c.prototype._createPinSphereInstance=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){b=this._noteTextManager.getPinSphereMeshId();if(null===b)throw new d.CommunicatorError("sphere mesh hasn't been created yet");c=new d.MeshInstanceData(b,a,"pin-sphere-instance",d.Color.white(),void 0);c.setOpacity(1);e=d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.OverrideSceneVisibility|
+d.MeshInstanceCreationFlags.AlwaysDraw;c.setCreationFlags(e);f=this._viewer.model;return[2,f.createMeshInstance(c,void 0,!0)]})})};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),selectionPosition:this._selectionPosition.toJson(),selectionNormal:this._selectionNormal.toJson(),text:this._text,color:this._color,partId:this._partId}};c.prototype.forJson=function(){return this.toJson()};c._fromJson=function(a,
+e,f){if(!f.findById(a.uniqueId)){var b=d.Point3.fromJson(a.selectionPosition),g=d.Point3.fromJson(a.selectionNormal);e=new c(e,f,b,g,a.partId);e._uniqueId=a.uniqueId;e.setText(a.text);e.setColor(d.Color.fromJson(a.color));return e}return null};c.fromJson=function(a,d,e){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=c._fromJson(a,d,e);return[2,b]})})};c.className="Communicator.Markup.Note.NoteText";return c}(h.MarkupItem);f.NoteText=a})(h.Note||(h.Note=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._pinSphereMeshId=null;c._pinStemMeshId=null;c._noteTextList=[];c._activeItemHandle=null;c._activeItem=null;c._explodeActive=!1;c._isolateActive=!1;c._stemLength=2;c._sphereIterations=2;c._viewer=b;c._noteTextElement=new f.NoteTextElement;c._noteTextElement.setPositionOffset(new d.Point2(12,-24));c._viewer.setCallbacks({sceneReady:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,
+function(a){switch(a.label){case 0:return[4,this._init()];case 1:return a.sent(),[2]}})})}});return c}__extends(c,a);c.prototype._init=function(){return __awaiter(this,void 0,void 0,function(){var a,d,e,f;return __generator(this,function(b){switch(b.label){case 0:return null===c._globalPinSphereMeshData&&(c._globalPinSphereMeshData=this._createPinSphereMeshData()),null===c._globalPinStemMeshData&&(c._globalPinStemMeshData=this._createPinStemMeshData()),a=this._viewer.model,d=a.createMesh(c._globalPinSphereMeshData),
+e=a.createMesh(c._globalPinStemMeshData),[4,Promise.all([d,e])];case 1:return f=b.sent(),this._pinSphereMeshId=f[0],this._pinStemMeshId=f[1],[2]}})})};c.prototype._createPinStemMeshData=function(){var a=new d.MeshData;a.addPolyline([0,0,0,this._stemLength,0,0]);return a};c.prototype._createPinSphereMeshData=function(){var a=(1+Math.sqrt(5))/2,c=Math.sqrt(10+2*Math.sqrt(5))/(4*a),e=c/2;a=c/(2*a);var f=[];f[0]=new d.Point3(-a,e,0);f[1]=new d.Point3(a,e,0);f[2]=new d.Point3(-a,-e,0);f[3]=new d.Point3(a,
+-e,0);f[4]=new d.Point3(0,-a,e);f[5]=new d.Point3(0,a,e);f[6]=new d.Point3(0,-a,-e);f[7]=new d.Point3(0,a,-e);f[8]=new d.Point3(e,0,-a);f[9]=new d.Point3(e,0,a);f[10]=new d.Point3(-e,0,-a);f[11]=new d.Point3(-e,0,a);for(e=0;e<f.length;e++){var h=f[e];h.normalize()}var m=[[0,11,5],[0,5,1],[0,1,7],[0,7,10],[0,10,11],[1,5,9],[5,11,4],[11,10,2],[10,7,6],[7,1,8],[3,9,4],[3,4,2],[3,2,6],[3,6,8],[3,8,9],[4,9,5],[2,4,11],[6,2,10],[8,6,7],[9,8,1]],p=12;a=function(a){var b=[];m.map(function(a){var c=f[a[0]],
+e=f[a[1]],g=f[a[2]];f[p++]=(new d.Point3(c.x+e.x,c.y+e.y,c.z+e.z)).scale(.5).normalize();f[p++]=(new d.Point3(e.x+g.x,e.y+g.y,e.z+g.z)).scale(.5).normalize();f[p++]=(new d.Point3(g.x+c.x,g.y+c.y,g.z+c.z)).scale(.5).normalize();b.push([a[0],p-3,p-1]);b.push([p-3,p-2,p-1]);b.push([p-3,a[1],p-2]);b.push([p-2,a[2],p-1])});m=b};for(e=0;e<this._sphereIterations;e++)a(e);a=[];c=[];for(var q=0,r=m;q<r.length;q++){var u=r[q];for(e=0;3>e;e++)h=f[u[e]],a.push(h.x+this._stemLength+1),a.push(h.y),a.push(h.z),
+h=h.normalize(),c.push(h.x),c.push(h.y),c.push(h.z)}e=new d.MeshData;e.addFaces(a,c);e.setFaceWinding(d.FaceWinding.CounterClockwise);return e};c.prototype.getPinStemMeshId=function(){return this._pinStemMeshId};c.prototype.getPinSphereMeshId=function(){return this._pinSphereMeshId};c.prototype.getNoteTextElement=function(){return this._noteTextElement};c.prototype.setNoteTextElement=function(a){this._noteTextElement.hide();this._noteTextElement=a};c.prototype.getNoteTextList=function(){return this._noteTextList};
+c.prototype.addNote=function(a){this._noteTextList.push(a);this._activeItem=a};c.prototype.removeNote=function(a){a=this._noteTextList.indexOf(a);this._noteTextList.splice(a,1)};c.prototype.updatePinVisibility=function(){return __awaiter(this,void 0,void 0,function(){var a,c,d,e,f,h,p;return __generator(this,function(b){if(0<this._noteTextList.length){a=[];c=0;for(d=this._noteTextList;c<d.length;c++)e=d[c],f=e.getSphereInstanceId(),h=e.getStemInstanceId(),void 0!==f&&a.push(f),void 0!==h&&a.push(h);
+p=this._viewer.model.setNodesVisibility(a,!this._explodeActive);this._explodeActive&&this._noteTextElement.hide();return[2,p]}return[2]})})};c.prototype.explode=function(a){this._explodeActive=0<a;return this.updatePinVisibility()};c.prototype.getExplodeActive=function(){return this._explodeActive};c.prototype.setIsolateActive=function(a){this._isolateActive=a};c.prototype.getIsolateActive=function(){return this._isolateActive};c.prototype.getActiveItem=function(){return this._activeItem};c.prototype.setActiveItem=
+function(a){this._activeItem=a};c.prototype.getActiveItemHandle=function(){return this._activeItemHandle};c.prototype.setActiveItemHandle=function(a){this._activeItemHandle=a};c.prototype.selectPin=function(a){this._activeItem&&this._activeItem.hide();a=a.getNodeId();return null!==a&&(a=this._getNoteTextFromNodeId(a),null!==a)?(a.restore(),!0):!1};c.prototype.checkPinInstance=function(a){return null!==this._getNoteTextFromNodeId(a)};c.prototype._getNoteTextFromNodeId=function(a){for(var b=0,c=this._noteTextList;b<
+c.length;b++){var d=c[b];if(d.getSphereInstanceId()===a||d.getStemInstanceId()===a)return d}return null};c.prototype.findById=function(a){for(var b=0,c=this._noteTextList;b<c.length;b++)if(a===c[b].getUniqueId())return!0;return!1};c.prototype.loadData=function(a){for(var b=[],c=0;c<a.length;c++){var d=f.NoteText.fromJson(a[c],this._viewer,this).then(function(a){return null!==a});b.push(d)}return Promise.all(b)};c.prototype.exportMarkup=function(){for(var a=[],c=0,d=this._noteTextList;c<d.length;c++)a.push(d[c].toJson());
+return a};c._globalPinSphereMeshData=null;c._globalPinStemMeshData=null;return c}(d.MarkupTypeManager);f.NoteTextManager=a})(h.Note||(h.Note={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._centerPt=d.Point3.zero();b._radiusPt=d.Point3.zero();b._circleShape=new h.Shape.Circle;b._previousDragPlanePosition=d.Point3.zero();b._circleShape.setFillOpacity(0);b._circleShape.setStrokeColor(d.Color.red());b._circleShape.setStrokeWidth(2);return b}__extends(c,a);c.prototype.setCenter=function(a){this._centerPt.assign(a)};c.prototype.getCenter=function(){return this._centerPt.copy()};
+c.prototype.setRadiusPoint=function(a){this._radiusPt.assign(a)};c.prototype.getRadiusPoint=function(){return this._radiusPt.copy()};c.prototype.getUniqueId=function(){return this._uniqueId};c.prototype._update=function(){var a=this._viewer.view,c=d.Point2.fromPoint3(a.projectPoint(this._centerPt));a=d.Point2.fromPoint3(a.projectPoint(this._radiusPt));a=d.Point2.distance(c,a);this._circleShape.set(c,a)};c.prototype.draw=function(){this._update();this._viewer.markupManager.getRenderer().drawCircle(this._circleShape)};
+c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._circleShape.getStrokeWidth()+c;a=d.Point2.distance(this._circleShape.getCenter(),a)-this._circleShape.getRadius();return Math.abs(a)<=c};c.prototype.onSelect=function(){this._circleShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._circleShape.setStrokeWidth(2)};c.prototype.isValid=function(){return this._circleShape.getRadius()>c._validRadiusTolerance};c.prototype.onDragStart=
+function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(b=d.Point3.subtract(a,this._previousDragPlanePosition),this._centerPt.add(b),this._radiusPt.add(b),this._previousDragPlanePosition.assign(a));return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,
+centerPoint:this._centerPt.toJson(),radiusPoint:this._radiusPt.toJson(),className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;e.setCenter(d.Point3.fromJson(a.centerPoint));e.setRadiusPoint(d.Point3.fromJson(a.radiusPoint));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlineCircle"};c._validRadiusTolerance=1;return c}(f.RedlineItem);
+f.RedlineCircle=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._points=[];b._polylineShape=new h.Shape.Polyline;b._previousDragPlanePosition=d.Point3.zero();b._polylineShape.setStrokeWidth(2);b._polylineShape.setStrokeColor(d.Color.red());return b}__extends(c,a);c.prototype.addPoint=function(a){this._points.push(a.copy())};c.prototype.getPoints=function(){var a=[];this._points.forEach(function(b){a.push(b.copy())});return a};c.prototype._update=
+function(){var a=this._viewer.view;this._polylineShape.clearPoints();for(var c=0,e=this._points;c<e.length;c++){var f=d.Point2.fromPoint3(a.projectPoint(e[c]));this._polylineShape.pushPoint(f)}};c.prototype.draw=function(){this._update();this.isValid()&&this._viewer.markupManager.getRenderer().drawPolyline(this._polylineShape)};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._polylineShape.getStrokeWidth()+c;var b=this._polylineShape.getPoints();
+if(1<b.length)for(var e=1;e<b.length;e++)if(d.Util.isPointOnLineSegment2d(a,b[e-1],b[e],c))return!0;return!1};c.prototype.onSelect=function(){this._polylineShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._polylineShape.setStrokeWidth(2)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlinePolyline"};c.prototype.isValid=function(){return 1<this._points.length};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,
+b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);if(null!==a){b=d.Point3.subtract(a,this._previousDragPlanePosition);for(var c=0,e=this._points;c<e.length;c++)e[c].add(b);this._polylineShape.clearPoints();this._previousDragPlanePosition.assign(a)}return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],c=0,d=this._points;c<
+d.length;c++)a.push(d[c].toJson());return{uniqueId:this._uniqueId,points:a}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;var b=0;for(a=a.points;b<a.length;b++)e.addPoint(d.Point3.fromJson(a[b]));return e};c.construct=function(a,d){return c.fromJson(a,d)};return c}(f.RedlineItem);f.RedlinePolyline=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._point1=d.Point3.zero();b._point2=d.Point3.zero();b._rectangleShape=new h.Shape.Rectangle;b._previousDragPlanePosition=d.Point3.zero();b._rectangleShape.setFillOpacity(0);b._rectangleShape.setStrokeColor(d.Color.red());b._rectangleShape.setStrokeWidth(2);return b}__extends(c,a);c.prototype.setPoint1=function(a){this._point1.assign(a)};c.prototype.getPoint1=function(){return this._point1.copy()};
+c.prototype.setPoint2=function(a){this._point2.assign(a)};c.prototype.getPoint2=function(){return this._point2.copy()};c.prototype.getUniqueId=function(){return this._uniqueId};c.prototype._update=function(){var a=this._viewer.view,c=a.projectPoint(this._point1),e=a.projectPoint(this._point2);a=new d.Point2(Math.min(c.x,e.x),Math.min(c.y,e.y));c=new d.Point2(Math.max(c.x,e.x),Math.max(c.y,e.y));c=d.Point2.subtract(c,a);this._rectangleShape.setPosition(a);this._rectangleShape.setSize(c)};c.prototype.draw=
+function(){this._update();this._viewer.markupManager.getRenderer().drawRectangle(this._rectangleShape)};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._rectangleShape.getStrokeWidth()+c;var b=this._rectangleShape.getPosition(),e=this._rectangleShape.getSize(),g=new d.Point2(b.x+e.x,b.y),f=new d.Point2(b.x,b.y+e.y);e=new d.Point2(b.x+e.x,b.y+e.y);return d.Util.isPointOnLineSegment2d(a,b,g,c)||d.Util.isPointOnLineSegment2d(a,
+g,e,c)||d.Util.isPointOnLineSegment2d(a,e,f,c)||d.Util.isPointOnLineSegment2d(a,f,b,c)?!0:!1};c.prototype.onSelect=function(){this._rectangleShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._rectangleShape.setStrokeWidth(2)};c.prototype.isValid=function(){var a=this._rectangleShape.getSize();return a.x>c._validSizeTolerance.x&&a.y>c._validSizeTolerance.y};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);
+return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(b=d.Point3.subtract(a,this._previousDragPlanePosition),this._point1.add(b),this._point2.add(b),this._previousDragPlanePosition.assign(a));return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),point1:this._point1.toJson(),point2:this._point2.toJson()}};c.prototype.forJson=
+function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;e.setPoint1(d.Point3.fromJson(a.point1));e.setPoint2(d.Point3.fromJson(a.point2));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlineRectangle"};c._validSizeTolerance=new d.Point2(5,5);return c}(f.RedlineItem);f.RedlineRectangle=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a,b){this._sizeChanged=!1;this._sizeUpdateCallback=a;this._textUpdateCallback=b;this._createTextBox()}a.prototype._createTextBox=function(){var c=this;this._currentSize=a._defaultSize.copy();this._textArea=document.createElement("textarea");this._textArea.style.position="absolute";this._textArea.style.width=a._defaultSize.x+"px";this._textArea.style.height=a._defaultSize.y+"px";this._textArea.style.zIndex="1";this._textArea.style.pointerEvents=
+"none";this._textArea.style.resize="none";this.setBorderWidth(2);this._textArea.onmousemove=function(a){a.stopPropagation();a=new d.Point2(parseInt(c._textArea.style.width,10),parseInt(c._textArea.style.height,10));c.setSize(a)};this._textArea.onmouseup=function(a){a.stopPropagation();c._sizeChanged&&(c._sizeChanged=!1,c._sizeUpdateCallback(c._currentSize))};this._textArea.oninput=function(){c._textUpdateCallback(c._textArea.value)}};a.prototype.setPosition=function(a){this._textArea.style.left=a.x+
+"px";this._textArea.style.top=a.y+"px"};a.prototype.setBorderWidth=function(a){this._textArea.style.outline=a+"px solid red"};a.prototype.setText=function(a){this._textArea.textContent=a};a.prototype.setSize=function(a){this._currentSize.equals(a)||(this._sizeChanged=!0,this._currentSize.assign(a),this._textArea.style.width=a.x+"px",this._textArea.style.height=a.y+"px")};a.prototype.focus=function(){this._textArea.focus();this._textArea.style.pointerEvents="auto";this._textArea.style.resize="both"};
+a.prototype.blur=function(){this._textArea.blur();this._textArea.style.pointerEvents="none";this._textArea.style.resize="none"};a.prototype.getTextArea=function(){return this._textArea};a._defaultSize=new d.Point2(100,100);return a}();f.RedlineTextElement=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,e){void 0===e&&(e=c.defaultText);var g=a.call(this,b)||this;g._uniqueId=d.UUID.create();g._position=d.Point3.zero();g._size=new d.Point2(100,100);g._redlineElementId=null;g._previousDragPlanePosition=d.Point3.zero();g._text=e;g._redlineTextElement=new f.RedlineTextElement(function(a){g.setSize(a)},function(a){g.setText(a)});g._redlineTextElement.setText(g._text);g._callbacks={selectionArray:function(){g.onDeselect()}};g._viewer.setCallbacks(g._callbacks);
+return g}__extends(c,a);c.prototype.setPosition=function(a){this._position.assign(a)};c.prototype.getPosition=function(){return this._position.copy()};c.prototype.setSize=function(a){this._viewer.trigger("redlineUpdated",this);this._size.assign(a)};c.prototype.setText=function(a){this._viewer.trigger("redlineUpdated",this);this._text=a};c.prototype.draw=function(){var a=d.Point2.fromPoint3(this._viewer.view.projectPoint(this._position));this._redlineTextElement.setPosition(a);null===this._redlineElementId&&
+(this._redlineElementId=this._viewer.markupManager.addMarkupElement(this._redlineTextElement.getTextArea()))};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){var b=this._redlineTextElement.getTextArea(),e=new d.Point2(parseFloat(b.style.left||"0"),parseFloat(b.style.top||"0"));b=new d.Point2(parseFloat(b.style.width||"0"),parseFloat(b.style.height||"0"));return d.Util.isPointInRect2d(a,e,b,c)};c.prototype.getClassName=function(){return c.className};
+c.prototype.onSelect=function(){this._redlineTextElement.setBorderWidth(4);this._redlineTextElement.focus()};c.prototype.onDeselect=function(){this._redlineTextElement.setBorderWidth(2);this._redlineTextElement.blur()};c.prototype.isValid=function(){return 0<this._text.length};c.prototype.remove=function(){this._redlineElementId&&(this._viewer.markupManager.removeMarkupElement(this._redlineElementId),this._redlineElementId=null);null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),
+this._callbacks=null);a.prototype.remove.call(this)};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);if(null!==a){b=d.Point3.subtract(a,this._previousDragPlanePosition);var c=this.getPosition();c.add(b);this.setPosition(c);this._previousDragPlanePosition.assign(a)}return!0};
+c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),position:this._position.toJson(),size:this._size.toJson(),text:this._text}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e,a.text);e._uniqueId=a.uniqueId;e.setPosition(d.Point3.fromJson(a.position));e.setSize(d.Point2.fromJson(a.size));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.className="Communicator.Markup.Redline.RedlineText";
+c.defaultText="Type Here...";return c}(f.RedlineItem);f.RedlineText=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._pickConfig=new d.PickConfig(d.SelectionMask.Line);c._moveSelectionAction=new d.Util.CurrentAction(!0);c._lengthMarkup=null;c._edgeMarkup=null;c._measureManager=b;c._pickConfig.restrictLinesAndPointsToSelectedFaceInstances=!1;return c}__extends(e,a);e.prototype.onActivate=function(){null===this._edgeMarkup&&(this._edgeMarkup=new d.Markup.Measure.MeasureStraightEdgeLengthMarkup(this._viewer,null,new d.Matrix,1))};
+e.prototype._unregisterEdgeMarkup=function(){if(null!==this._edgeMarkup){var a=this._edgeMarkup._getId();""!==a&&(this._viewer.markupManager.unregisterMarkup(a),this._edgeMarkup._setId(""))}};e.prototype._registerEdgeMarkup=function(){null!==this._edgeMarkup&&(this._unregisterEdgeMarkup(),this._edgeMarkup._setId(this._viewer.markupManager.registerMarkup(this._edgeMarkup)))};e.prototype._resetEdgeMarkup=function(){null!==this._edgeMarkup&&(this._unregisterEdgeMarkup(),this._edgeMarkup.reset())};e.prototype._performMoveSelection=
+function(a,b){return __awaiter(this,void 0,void 0,function(){var c,d,e;return __generator(this,function(g){switch(g.label){case 0:return c=this._viewer.view,[4,c.pickFromPoint(a,this._pickConfig)];case 1:return d=g.sent(),(e=d.getLineEntity())&&0===d.overlayIndex()&&0!==(e.getLineBits()&4)?(b.setLineGeometry(e.getPoints()),this._registerEdgeMarkup()):this._resetEdgeMarkup(),[2]}})})};e.prototype._performUpSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h,m,p,q;return __generator(this,
+function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,this._pickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._lengthMarkup&&2===this._lengthMarkup._getStage())return this._lengthMarkup._nextStage(),this._measureManager.finalizeMeasurement(this._lengthMarkup),this._lengthMarkup=null,[2];if(this._lengthMarkup||!e.isLineSelection())return[2];f=e.getLineEntity();if(0===(f.getLineBits()&4))return[2];h=e.getNodeId();m=c.getNodeUnitMultiplier(h);
+return[4,c.getEdgeProperty(h,f.getLineId())];case 2:p=g.sent();this._viewer.trigger("measurementBegin");if(!p)return[2];p instanceof d.SubentityProperties.LineElement||p instanceof d.SubentityProperties.OtherEdgeElement?(q=c.getNodeNetMatrix(h),this._lengthMarkup=new d.Markup.Measure.MeasureStraightEdgeLengthMarkup(this._viewer,p,q,m),this._measureManager.addMeasurement(this._lengthMarkup),this._lengthMarkup.setLineGeometry(f.getPoints()),this._lengthMarkup._nextStage(),this._lengthMarkup.adjust(a)):
+p instanceof d.SubentityProperties.CircleElement&&(q=c.getNodeNetMatrix(h),this._lengthMarkup=new d.Markup.Measure.MeasureCircleEdgeLengthMarkup(this._viewer,p,q,m),this._measureManager.addMeasurement(this._lengthMarkup),this._lengthMarkup.setLineGeometry(f.getPoints()),this._lengthMarkup._nextStage(),this._lengthMarkup.adjust(a));2===this._lengthMarkup._getStage()&&this._viewer.trigger("measurementValueSet",this._lengthMarkup);return[2]}})})};e.prototype.onMouseMove=function(c){var b=this;a.prototype.onMouseMove.call(this,
+c);var d=this._edgeMarkup;if(null!==d){var e=c.getPosition();this.isDragging()&&null===this._primaryTouchId?this._resetEdgeMarkup():(null===this._lengthMarkup&&this._moveSelectionAction.set(function(){return b._performMoveSelection(e,d)}),this._viewer.markupManager.refreshMarkup(),null!==this._lengthMarkup&&0<this._lengthMarkup._getStage()&&this._lengthMarkup.adjust(e))}};e.prototype._onMouseUpImpl=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:if(!this.isActive())return[2];
+b=null!==this._primaryTouchId&&null!==this._lengthMarkup;if(!(3>this._dragCount||b))return[2];c=a.getPosition();return[4,this._performUpSelection(c)];case 1:return d.sent(),[2]}})})};e.prototype.onMouseUp=function(c){this._onMouseUpImpl(c);a.prototype.onMouseUp.call(this,c)};e.prototype.setDraggingEnabled=function(a){this._dragging=a};e.prototype.onKeyUp=function(a){};e.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&(null!==this._lengthMarkup?(this._measureManager.removeMeasurement(this._lengthMarkup),
+this._lengthMarkup=null):this._measureManager.removeLastMeasurement(),null!==this._edgeMarkup&&this._resetEdgeMarkup())};e.prototype.setHandled=function(){return null!==this._lengthMarkup};e.prototype.onDeactivate=function(){null!==this._lengthMarkup&&(this._measureManager.removeMeasurement(this._lengthMarkup),this._lengthMarkup=null);null!==this._edgeMarkup&&this._resetEdgeMarkup()};return e}(h.OperatorBase);h.MeasureEdgeLengthOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){function f(a){return a.getSelectionType()!==d.SelectionType.None?(a=a.getFaceEntity().getCadFaceBits(),0!==(a&2)&&0!==(a&1)):!1}var a=function(a){function c(b,c){b=a.call(this,b)||this;b._moveSelectionAction=new d.Util.CurrentAction(!0);b._currentHighlight=null;b._markup=null;b._useAuthoredNormals=!0;b._measureManager=c;return b}__extends(c,a);c.prototype._unsetCurrentHighlight=function(){null!==this._currentHighlight&&(this._viewer.model.unsetNodeFaceColor(this._currentHighlight.getNodeId(),this._currentHighlight.getFaceEntity().getCadFaceIndex()),
+this._currentHighlight=null)};c.prototype._performMoveSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(0!==e.overlayIndex()||!e.isFaceSelection())return[2];h=e.getNodeId();m=e.getFaceEntity();if(c.getNodeType(e.getNodeId())!==d.NodeType.BodyInstance||this._markup&&(p=this._markup.getFirstSelection(),
+h===p.getNodeId()&&(q=p.getFaceEntity().getCadFaceIndex(),r=m.getCadFaceIndex(),q===r)))return[2];null!==this._currentHighlight?e.equals(this._currentHighlight)?e.getSelectionType()===d.SelectionType.None&&this._unsetCurrentHighlight():(this._unsetCurrentHighlight(),f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()))):null===this._currentHighlight&&f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()));return[2]}})})};c.prototype._performUpSelection=
+function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._markup&&1<this._markup._getStage())return this._viewer.trigger("measurementBegin"),this._markup._nextStage(),this._markup._isFinalized()&&(this._measureManager.finalizeMeasurement(this._markup),this._markup=null),[2];if(!e.isFaceSelection()||
+c.getNodeType(e.getNodeId())!==d.NodeType.BodyInstance||this._markup&&!(1>=this._markup._getStage())||!f(e))return[2];h=e.getFaceEntity();return[4,c.getFaceProperty(e.getNodeId(),h.getCadFaceIndex())];case 2:m=g.sent();if(!(m instanceof d.SubentityProperties.PlaneElement))return[2];this._unsetCurrentHighlight();if(null!==this._markup)return[3,4];this._markup=new d.Markup.Measure.MeasureFaceFaceAngleMarkup(this._viewer);this._markup.setUseAuthoredNormals(this._useAuthoredNormals);return[4,this._markup.setFirstFace(e)];
+case 3:return g.sent(),this._measureManager.addMeasurement(this._markup),[3,6];case 4:return[4,this._markup.setSecondFace(e)];case 5:(p=g.sent())&&this._markup.adjust(a),g.label=6;case 6:return[2]}})})};c.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);b=b.getPosition();(!this._markup||1>=this._markup._getStage())&&this._performMoveSelection(b);this._viewer.markupManager.refreshMarkup();null!==this._markup&&0<this._markup._getStage()&&this._markup.adjust(b)};c.prototype._onMouseUpImpl=
+function(a){var b=this;if(this.isActive()){var c=null!==this._primaryTouchId&&null!==this._markup&&1<this._markup._getStage();if(3>this._dragCount||c){var d=a.getPosition();this._moveSelectionAction.set(function(){return b._performUpSelection(d)})}}};c.prototype.onMouseUp=function(b){this._onMouseUpImpl(b);a.prototype.onMouseUp.call(this,b)};c.prototype.setDraggingEnabled=function(a){this._dragging=a};c.prototype.onKeyUp=function(a){};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&
+(null!==this._markup?(this._markup.cleanup(),this._measureManager.removeMeasurement(this._markup),this._markup=null):this._measureManager.removeLastMeasurement())};c.prototype.setHandled=function(){return null!==this._markup&&1<this._markup._getStage()};c.prototype.onDeactivate=function(){this._unsetCurrentHighlight();null!==this._markup&&(this._measureManager.removeMeasurement(this._markup),this._markup.cleanup(),this._markup=null)};c.prototype.setUseAuthoredNormals=function(a){this._useAuthoredNormals=
+a};c.prototype.getUseAuthoredNormals=function(){return this._useAuthoredNormals};return c}(h.OperatorBase);h.MeasureFaceFaceAngleOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a){return a.getSelectionType()!==d.SelectionType.None?0!==(a.getFaceEntity().getCadFaceBits()&1):!1}var a=function(a){function c(b,c){b=a.call(this,b)||this;b._moveSelectionAction=new d.Util.CurrentAction(!0);b._currentHighlight=null;b._markup=null;b._measureManager=c;return b}__extends(c,a);c.prototype._unsetCurrentHighlight=function(){null!==this._currentHighlight&&(this._viewer.model.unsetNodeFaceColor(this._currentHighlight.getNodeId(),this._currentHighlight.getFaceEntity().getCadFaceIndex()),
+this._currentHighlight=null)};c.prototype._performMoveSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(0!==e.overlayIndex()||!e.isFaceSelection())return[2];h=e.getNodeId();m=e.getFaceEntity();if(c.getNodeType(h)!==d.NodeType.BodyInstance||this._markup&&(p=this._markup.getFirstSelection(),null!==p&&
+h===p.getNodeId()&&m.getCadFaceIndex()===p.getFaceEntity().getCadFaceIndex()))return[2];null!==this._currentHighlight?e.equals(this._currentHighlight)?e.getSelectionType()===d.SelectionType.None&&this._unsetCurrentHighlight():(this._unsetCurrentHighlight(),f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()))):f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()));return[2]}})})};c.prototype._performUpSelection=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._markup&&1<this._markup._getStage())return this._viewer.trigger("measurementBegin"),this._markup._nextStage(),this._markup._isFinalized()&&(this._measureManager.finalizeMeasurement(this._markup),this._markup=null),[2];if(!e.isFaceSelection())return[2];h=
+e.getNodeId();m=e.getFaceEntity();return f(e)&&c.getNodeType(h)===d.NodeType.BodyInstance&&(!this._markup||1>=this._markup._getStage())?[4,c.getFaceProperty(h,m.getCadFaceIndex())]:[2];case 2:p=g.sent();if(!p)return[2];q=c.getNodeNetMatrix(h);this._unsetCurrentHighlight();return p instanceof d.SubentityProperties.PlaneElement||p instanceof d.SubentityProperties.CylinderElement?[4,c.getNodesBounding([h])]:[3,6];case 3:r=g.sent();if(this._markup)return[3,4];this._markup=new d.Markup.Measure.MeasureFaceFaceDistanceMarkup(this._viewer);
+this._markup.setUnitMultiplier(c.getNodeUnitMultiplier(h));this._markup.setFirstFace(e,p,q,r);this._measureManager.addMeasurement(this._markup);return[3,6];case 4:return[4,this._markup.setSecondFace(a,e,p,q,r)];case 5:g.sent(),g.label=6;case 6:return[2]}})})};c.prototype.onMouseMove=function(b){var c=this;a.prototype.onMouseMove.call(this,b);var d=b.getPosition();(!this._markup||1>=this._markup._getStage())&&this._moveSelectionAction.set(function(){return c._performMoveSelection(d)});this._viewer.markupManager.refreshMarkup();
+null!==this._markup&&0<this._markup._getStage()&&this._markup.adjust(d)};c.prototype._onMouseUpImpl=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:if(!this.isActive())return[2];b=null!==this._primaryTouchId&&null!==this._markup&&1<this._markup._getStage();if(!(3>this._dragCount||b))return[2];c=a.getPosition();return[4,this._performUpSelection(c)];case 1:return d.sent(),[2]}})})};c.prototype.onMouseUp=function(b){this._onMouseUpImpl(b);
+a.prototype.onMouseUp.call(this,b)};c.prototype.setDraggingEnabled=function(a){this._dragging=a};c.prototype.onKeyUp=function(a){};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&(null!==this._markup?(this._markup.cleanup(),this._measureManager.removeMeasurement(this._markup),this._markup=null):this._measureManager.removeLastMeasurement())};c.prototype.setHandled=function(){return null!==this._markup&&1<this._markup._getStage()};c.prototype.onDeactivate=function(){a.prototype.onDeactivate.call(this);
+this._unsetCurrentHighlight();null!==this._markup&&(this._measureManager.removeMeasurement(this._markup),this._markup.cleanup(),this._markup=null)};return c}(h.OperatorBase);h.MeasureFaceFaceDistanceOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,c){var b=new d.Point4(c.x,c.y,c.z,1);c=new d.Point4(0,0,0,0);a.view.getFullCameraMatrix().transform4(b,c);b=1/c.w;c=new d.Point2(c.x*b,c.y*b);b=a.model.getClientDimensions();a=b[0];b=b[1];c.x=.5*a*(c.x+1);c.y=.5*b*(c.y+1);c.x=Math.max(0,Math.min(c.x,a));c.y=b-Math.max(0,Math.min(c.y,b));return c}var a=function(){return function(a,c,d){this.worldPosition=a;this.screenPosition=c;this.selectionItem=d}}(),e=function(a){function b(b){var c=a.call(this,b)||this;c._cursorSprite=
+new d.Markup.Shape.Circle;c._name="CursorMarkup";c._cursorSprite.setFillColor(b.measureManager.getMeasurementColor());c._markupId=b.markupManager.registerMarkup(c);return c}__extends(b,a);b.prototype.draw=function(){this._viewer.markupManager.getRenderer().drawCircle(this._cursorSprite)};b.prototype.enable=function(a){this._cursorSprite.setRadius(a?2.5:0)};b.prototype.isEnabled=function(){return 0<this._cursorSprite.getRadius()};b.prototype.setPosition=function(a){this._cursorSprite.setCenter(a)};
+b.prototype.destroy=function(){this._viewer.markupManager.unregisterMarkup(this._markupId)};return b}(d.Markup.Measure.MeasureMarkup),c=function(b){function c(a,c){var e=b.call(this,a)||this;e._updateCursorSpriteAction=new d.Util.CurrentAction(!0);e._measureMarkup=null;e._cursorMarkup=null;e._cameraInteractionActive=!1;e._viewer=a;e._measureManager=c;e._snappingConfig={enabled:!0,preferVertices:!0};e._viewer.setCallbacks({beginInteraction:function(){e._onBeginInteraction()},endInteraction:function(){e._onEndInteraction()}});
+return e}__extends(c,b);c.prototype._onBeginInteraction=function(){this._cameraInteractionActive=!0;this._activateCursorSprite(!1)};c.prototype._onEndInteraction=function(){this._cameraInteractionActive=!1};c.prototype._getStage=function(){return null===this._measureMarkup?0:this._measureMarkup._getStage()};c.prototype._draw=function(){var a=!1;2>this._getStage()&&null!==this._cursorMarkup&&(this._cursorMarkup.draw(),a=!0);null!==this._measureMarkup&&(this._measureMarkup.draw(),a=!0);a&&this._viewer.markupManager.refreshMarkup()};
+c.prototype._activateCursorSprite=function(a){null!==this._cursorMarkup&&this._cursorMarkup.enable(a)};c.prototype._createConfig=function(a){return new d.PickConfig(a?d.SelectionMask.All:d.SelectionMask.Face)};c.prototype._finalizeMeasurement=function(a,b){return __awaiter(this,void 0,void 0,function(){var c,d,e;return __generator(this,function(f){switch(f.label){case 0:c=this._measureMarkup;if(null===c)return console.assert(!1),[2];d=this._createConfig(b);return[4,this._viewer.view.pickFromPoint(a,
+d)];case 1:e=f.sent();if(e.overlayIndex())return[2];this._measureMarkup.finalize();this._measureManager.finalizeMeasurement(this._measureMarkup);this._measureMarkup=null;return[2]}})})};c.prototype._getLineSnapPoint=function(a,b){console.assert(2!==this._getStage());var c=this._snappingConfig.preferVertices?a.getBestVertex():null;if(null!==c)return c;c=a.getPosition();if(!b||0===this._getStage())return c;console.assert(null!==this._measureMarkup);b=a.getPoints();a:{for(a=0;a<b.length-1;a++)if(d.Util.isPointOnLineSegment(b[a],
+b[a+1],c,1E-10)){var e=a;break a}e=0}a=b[e];b=b[e+1];e=this._measureMarkup.getFirstPointPosition();a=d.Util.closestPointFromPointToSegment(a,b,e);b=f(this._viewer,a);e=f(this._viewer,c);b=d.Point2.subtract(b,e).squaredLength();e=this._viewer.selectionManager.getPickTolerance();return b<=e*e?a:c};c.prototype._getSelectionCursorPoints=function(b,c){return __awaiter(this,void 0,void 0,function(){var d,e,g,h,k,l,t,v;return __generator(this,function(m){switch(m.label){case 0:d=this._getStage();if(2<=d)return[2,
+null];e=this._createConfig(c);return[4,this._viewer.view.pickFromPoint(b,e)];case 1:g=m.sent();if(0!==g.overlayIndex())return[2,null];h=g.getPosition();k=b;this._snappingConfig.enabled&&(l=g.getLineEntity(),t=g.getPointEntity(),l||t)&&(v=null,null!==l?v=this._getLineSnapPoint(l,c):null!==t&&(v=t.getPosition()),null!==v&&(h=v,k=f(this._viewer,h)));return[2,new a(h,k,g)]}})})};c.prototype._updateMeasurementPoints=function(a,b){return __awaiter(this,void 0,void 0,function(){var c,e,f;return __generator(this,
+function(g){switch(g.label){case 0:return c=this._getStage(),console.assert(2>c),this._viewer.trigger("measurementBegin"),[4,this._getSelectionCursorPoints(a,b)];case 1:e=g.sent();if(null===e||null===e.worldPosition)return this._activateCursorSprite(!1),[2];this._activateCursorSprite(!0);null===this._measureMarkup&&(this._measureMarkup=new d.Markup.Measure.MeasurePointPointDistanceMarkup(this._viewer),this._measureManager.addMeasurement(this._measureMarkup));0===c?(this._measureMarkup.setFirstPointPosition(e.worldPosition),
+this._measureMarkup.setUnitMultiplier(e.selectionItem.isNodeSelection()?this._viewer.model.getNodeUnitMultiplier(e.selectionItem.getNodeId()):1)):1===c&&(f=this._measureMarkup.getFirstPointPosition(),e.worldPosition.equalsWithTolerance(f,1E-7)||(this._measureMarkup.setSecondPointPosition(e.worldPosition),this._measureMarkup.adjust(e.screenPosition)));return[2]}})})};c.prototype._updateCursorSpriteImpl=function(a,b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return null===
+this._cursorMarkup?[3,3]:b?[4,this._getSelectionCursorPoints(a,b)]:[3,2];case 1:return c=d.sent(),null!==c?(this._cursorMarkup.setPosition(c.screenPosition),this._activateCursorSprite(!0)):this._activateCursorSprite(!1),[3,3];case 2:this._cursorMarkup.setPosition(a),d.label=3;case 3:return this._draw(),[2]}})})};c.prototype._updateCursorSprite=function(a,b){var c=this;this._updateCursorSpriteAction.set(function(){return c._updateCursorSpriteImpl(a,b)})};c.prototype._useSnapping=function(a){return this._snappingConfig.enabled&&
+!a.altDown()};c.prototype.onMouseMove=function(a){b.prototype.onMouseMove.call(this,a);var c=this._getStage();2>c?this._cameraInteractionActive||(c=a.getPosition(),this._updateCursorSprite(c,this._useSnapping(a))):2===c&&(this._measureMarkup.adjust(a.getPosition()),a.setHandled(!0));this._draw()};c.prototype.onMouseUp=function(a){if(this.isActive()){var c=this._getStage(),d=null!==this._primaryTouchId&&null!==this._measureMarkup&&1<c;if(3>this._dragCount||d){d=this._useSnapping(a);var e=a.getPosition();
+1>=c?this._updateMeasurementPoints(e,d):this._finalizeMeasurement(e,d)}}b.prototype.onMouseUp.call(this,a)};c.prototype.onKeyUp=function(a){};c.prototype._clearMeasurement=function(){null!==this._measureMarkup?(this._measureManager.removeMeasurement(this._measureMarkup),this._measureMarkup=null):this._measureManager.removeLastMeasurement()};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&this._clearMeasurement()};c.prototype.setHandled=function(){return 1<this._getStage()};c.prototype.onActivate=
+function(){this._cursorMarkup=new e(this._viewer);this._viewer.sheetManager.isDrawingSheetActive()&&this._viewer.sheetManager.setBackgroundSelectionEnabled(!0)};c.prototype.onDeactivate=function(){null!==this._cursorMarkup&&(this._cursorMarkup.destroy(),this._cursorMarkup=null);null!==this._measureMarkup&&(this._measureManager.removeMeasurement(this._measureMarkup),this._measureMarkup=null);this._viewer.sheetManager.isDrawingSheetActive()&&this._viewer.sheetManager.setBackgroundSelectionEnabled(!1)};
+return c}(h.OperatorBase);h.MeasurePointPointDistanceOperator=c})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a){var c=f.call(this,a)||this;c._activeRedlineItem=null;c._newRedlineItem=null;c._viewer=a;return c}__extends(a,f);a.prototype.createRedlineItem=function(a){a;return null};a.prototype.updateRedlineItem=function(a){a};a.prototype.finalizeRedlineItem=function(a){a;return null};a.prototype.onMouseDown=function(a){f.prototype.onMouseDown.call(this,a);this.isActive()&&(a.getButton()!==d.Button.Left&&null===this._primaryTouchId||this._redlineOperatorStart(),a.setHandled(!0))};
+a.prototype.onMouseMove=function(a){f.prototype.onMouseMove.call(this,a);this.isActive()&&(this._redlineOperatorMove(),a.setHandled(!0))};a.prototype.onMouseUp=function(a){this.isActive()&&(a.getButton()!==d.Button.Left&&null===this._primaryTouchId||this._redlineOperatorEnd(),a.setHandled(!0));f.prototype.onMouseUp.call(this,a)};a.prototype.onMousewheel=function(a){a.setHandled(!0)};a.prototype.setDraggingEnabled=function(a){this._dragging=a};a.prototype.setHandled=function(){return!0};a.prototype._isRedlineItem=
+function(a){return Object.getPrototypeOf(a)instanceof d.Markup.Redline.RedlineItem};a.prototype.onKeyUp=function(a){a=a.getKeyCode();if(a===d.KeyCode.Backspace||a===d.KeyCode.Delete){a=this._viewer.markupManager;var c=a.getSelectedMarkup(),b=a.getActiveMarkupView();null!==c&&this._isRedlineItem(c)&&null!==b&&(b.removeMarkup(c),a.selectMarkup(null))}};a.prototype._removeRedlineTextIfInvalid=function(a){if(!a.isValid()){var c=this._viewer.markupManager.getActiveMarkupView();null!==c&&(c.removeMarkup(a),
+this._viewer.trigger("redlineDeleted",a));a.remove()}};a.prototype._redlineOperatorStart=function(){var a=this._viewer.markupManager,c=a.pickMarkupItem(this._ptFirst),b=a.getSelectedMarkup();c?(this._activeRedlineItem=c,this._dragging&&this._activeRedlineItem.onDragStart(this._ptFirst)&&a.refreshMarkup()):(a.selectMarkup(null),this._markupIsTextArea(b)?this._removeRedlineTextIfInvalid(b):this._newRedlineItem=this.createRedlineItem(this._ptFirst))};a.prototype._redlineOperatorMove=function(){this._activeRedlineItem?
+this._dragging&&this._activeRedlineItem.onDragMove(this._ptCurrent)&&this._viewer.markupManager.refreshMarkup():this.updateRedlineItem(this._ptCurrent)};a.prototype._redlineOperatorEnd=function(){var a=this._viewer.markupManager;this._activeRedlineItem?this._ptFirst.equals(this._ptCurrent)?a.selectMarkup(this._activeRedlineItem):(this._viewer.trigger("redlineUpdated",this._activeRedlineItem),this._dragging&&this._activeRedlineItem.onDragEnd(this._ptCurrent)&&a.refreshMarkup()):this._newRedlineItem&&
+(a=this.finalizeRedlineItem(this._ptCurrent))&&this._attachNewMarkupToView(a);this._newRedlineItem=this._activeRedlineItem=null};a.prototype._attachNewMarkupToView=function(a){return __awaiter(this,void 0,void 0,function(){var c,b,e,f,h,n,m,p,q;return __generator(this,function(g){switch(g.label){case 0:c=this._viewer;b=c.model;e=c.markupManager;f=e.getActiveMarkupView();h=!1;if(null!==f)return[3,3];n=b.getAbsoluteRootNode();return[4,b.getVisibilityState(n)];case 1:return m=g.sent(),[4,b.getNodeColorMap(b.getAbsoluteRootNode(),
+d.ElementType.Faces)];case 2:p=g.sent(),q=e.createMarkupView(void 0,!1,m,p,null),f=e.getMarkupView(q),h=!0,g.label=3;case 3:return null!==f&&(f.addMarkupItem(a),e.selectMarkup(a)),h&&null!==f&&this._viewer.trigger("viewCreated",f),this._viewer.trigger("redlineCreated",a),[2]}})})};a.prototype._markupIsTextArea=function(a){return a?a.getClassName()===d.Markup.Redline.RedlineText.className:!1};return a}(d.Operator.OperatorBase);d.RedlineOperator=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineCircle=null;c._previewHandle=null;c._centerSet=!1;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;this._redlineCircle=new d.Markup.Redline.RedlineCircle(this._viewer);this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlineCircle);a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(this._centerSet=!0,this._redlineCircle.setCenter(a),this._redlineCircle.setRadiusPoint(a));
+return this._redlineCircle};e.prototype.updateRedlineItem=function(a){var b=this._viewer.view;this._redlineCircle&&(a=b.getCamera().getCameraPlaneIntersectionPoint(a,b),null!==a&&(this._centerSet||(this._centerSet=!0,this._redlineCircle.setCenter(a)),this._redlineCircle.setRadiusPoint(a),this._viewer.markupManager.refreshMarkup()))};e.prototype.finalizeRedlineItem=function(a){a=this._viewer.markupManager;var b=null;this._redlineCircle&&(this._redlineCircle.isValid()&&(b=this._redlineCircle),this._redlineCircle=
+null,null!==this._previewHandle&&(a.unregisterMarkup(this._previewHandle),this._previewHandle=null),a.refreshMarkup());return b};return e}(d.RedlineOperator);h.RedlineCircleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlinePolyline=null;c._previewHandle=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;this._redlinePolyline=new d.Markup.Redline.RedlinePolyline(this._viewer);this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlinePolyline);a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._redlinePolyline.addPoint(a);return this._redlinePolyline};
+e.prototype.updateRedlineItem=function(a){if(this._redlinePolyline){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(this._redlinePolyline.addPoint(a),this._viewer.markupManager.refreshMarkup())}};e.prototype.finalizeRedlineItem=function(a){a=this._viewer.markupManager;var b=null;this._redlinePolyline&&(this._redlinePolyline.isValid()&&(b=this._redlinePolyline),this._redlinePolyline=null,null!==this._previewHandle&&(a.unregisterMarkup(this._previewHandle),this._previewHandle=
+null),a.refreshMarkup());return b};return e}(d.RedlineOperator);h.RedlinePolylineOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineRectangle=null;c._previewHandle=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);this._redlineRectangle=new d.Markup.Redline.RedlineRectangle(this._viewer);null!==a&&(this._redlineRectangle.setPoint1(a),this._redlineRectangle.setPoint2(a));this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlineRectangle);
+return this._redlineRectangle};e.prototype.updateRedlineItem=function(a){if(this._redlineRectangle){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._redlineRectangle.setPoint2(a);this._viewer.markupManager.refreshMarkup()}};e.prototype.finalizeRedlineItem=function(a){a=null;if(this._redlineRectangle&&this._previewHandle){var b=this._viewer.markupManager;this._redlineRectangle.isValid()&&(a=this._redlineRectangle);b.unregisterMarkup(this._previewHandle);
+this._redlineRectangle=this._previewHandle=null;b.refreshMarkup()}return a};return e}(d.RedlineOperator);h.RedlineRectangleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineText=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){return this._redlineText=new d.Markup.Redline.RedlineText(this._viewer)};e.prototype.finalizeRedlineItem=function(a){if(null===this._redlineText)return null;var b=this._viewer.view,c=this._redlineText;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&c.setPosition(a);this._redlineText=null;return c};return e}(d.RedlineOperator);
+h.RedlineTextOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+
+/*! promise-polyfill 2.1.0 */
+!function(a){function b(a,b){return function(){a.apply(b,arguments)}}function c(a){if("object"!=typeof this)throw new TypeError("Promises must be constructed via new");if("function"!=typeof a)throw new TypeError("not a function");this._state=null,this._value=null,this._deferreds=[],i(a,b(e,this),b(f,this))}function d(a){var b=this;return null===this._state?void this._deferreds.push(a):void j(function(){var c=b._state?a.onFulfilled:a.onRejected;if(null===c)return void(b._state?a.resolve:a.reject)(b._value);var d;try{d=c(b._value)}catch(e){return void a.reject(e)}a.resolve(d)})}function e(a){try{if(a===this)throw new TypeError("A promise cannot be resolved with itself.");if(a&&("object"==typeof a||"function"==typeof a)){var c=a.then;if("function"==typeof c)return void i(b(c,a),b(e,this),b(f,this))}this._state=!0,this._value=a,g.call(this)}catch(d){f.call(this,d)}}function f(a){this._state=!1,this._value=a,g.call(this)}function g(){for(var a=0,b=this._deferreds.length;b>a;a++)d.call(this,this._deferreds[a]);this._deferreds=null}function h(a,b,c,d){this.onFulfilled="function"==typeof a?a:null,this.onRejected="function"==typeof b?b:null,this.resolve=c,this.reject=d}function i(a,b,c){var d=!1;try{a(function(a){d||(d=!0,b(a))},function(a){d||(d=!0,c(a))})}catch(e){if(d)return;d=!0,c(e)}}var j="function"==typeof setImmediate&&setImmediate||function(a){setTimeout(a,1)},k=Array.isArray||function(a){return"[object Array]"===Object.prototype.toString.call(a)};c.prototype["catch"]=function(a){return this.then(null,a)},c.prototype.then=function(a,b){var e=this;return new c(function(c,f){d.call(e,new h(a,b,c,f))})},c.all=function(){var a=Array.prototype.slice.call(1===arguments.length&&k(arguments[0])?arguments[0]:arguments);return new c(function(b,c){function d(f,g){try{if(g&&("object"==typeof g||"function"==typeof g)){var h=g.then;if("function"==typeof h)return void h.call(g,function(a){d(f,a)},c)}a[f]=g,0===--e&&b(a)}catch(i){c(i)}}if(0===a.length)return b([]);for(var e=a.length,f=0;f<a.length;f++)d(f,a[f])})},c.resolve=function(a){return a&&"object"==typeof a&&a.constructor===c?a:new c(function(b){b(a)})},c.reject=function(a){return new c(function(b,c){c(a)})},c.race=function(a){return new c(function(b,c){for(var d=0,e=a.length;e>d;d++)a[d].then(b,c)})},c._setImmediateFn=function(a){j=a},"undefined"!=typeof module&&module.exports?module.exports=c:a.Promise||(a.Promise=c)}(this);
+
+/*!
+ * Bowser - a browser detector
+ * https://github.com/ded/bowser
+ * MIT License | (c) Dustin Diaz 2015
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+"longjmp"!==y)throw y;e.setThrew(1,0)}},invoke_viiiidi:function(a,b,c,d,f,g,h){try{e.dynCall_viiiidi(a,b,c,d,f,g,h)}catch(l){if("number"!==typeof l&&"longjmp"!==l)throw l;e.setThrew(1,0)}},invoke_viiiidii:function(a,b,c,d,f,g,h,l){try{e.dynCall_viiiidii(a,b,c,d,f,g,h,l)}catch(m){if("number"!==typeof m&&"longjmp"!==m)throw m;e.setThrew(1,0)}},invoke_viiiidiiii:function(a,b,c,d,f,g,h,l,m,n){try{e.dynCall_viiiidiiii(a,b,c,d,f,g,h,l,m,n)}catch(p){if("number"!==typeof p&&"longjmp"!==p)throw p;e.setThrew(1,
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+typeof n&&"longjmp"!==n)throw n;e.setThrew(1,0)}},invoke_viiiiiiddd:function(a,b,c,d,f,g,h,l,m,n){try{e.dynCall_viiiiiiddd(a,b,c,d,f,g,h,l,m,n)}catch(p){if("number"!==typeof p&&"longjmp"!==p)throw p;e.setThrew(1,0)}},invoke_viiiiiidiii:function(a,b,c,d,f,g,h,l,m,n,p){try{e.dynCall_viiiiiidiii(a,b,c,d,f,g,h,l,m,n,p)}catch(t){if("number"!==typeof t&&"longjmp"!==t)throw t;e.setThrew(1,0)}},invoke_viiiiiii:function(a,b,c,d,f,g,h,l){try{e.dynCall_viiiiiii(a,b,c,d,f,g,h,l)}catch(m){if("number"!==typeof m&&
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+_glGetActiveAttrib:function(a,b,c,d,f,g,h){a=mg[a];if(a=GLctx.getActiveAttrib(a,b))0<c&&h?(c=Oa(a.name,u,h,c),d&&(v[d>>2]=c)):d&&(v[d>>2]=0),f&&(v[f>>2]=a.size),g&&(v[g>>2]=a.type)},_glGetActiveUniform:function(a,b,c,d,f,g,h){a=mg[a];if(a=GLctx.getActiveUniform(a,b))0<c&&h?(c=Oa(a.name,u,h,c),d&&(v[d>>2]=c)):d&&(v[d>>2]=0),f&&(v[f>>2]=a.size),g&&(v[g>>2]=a.type)},_glGetAttribLocation:function(a,b){a=mg[a];b=G(b);return GLctx.getAttribLocation(a,b)},_glGetBooleanv:function(a,b){Lg(a,b,"Boolean")},
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+GLctx.ACTIVE_UNIFORMS),f=0;f<d;++f){var g=GLctx.getActiveUniform(b,f),h=g.name;a.$a=Math.max(a.$a,h.length+1);-1!==h.indexOf("]",h.length-1)&&(h=h.slice(0,h.lastIndexOf("[")));var l=GLctx.getUniformLocation(b,h);if(null!=l){var m=xg(W);c[h]=[g.size,m];W[m]=l;for(var n=1;n<g.size;++n)l=GLctx.getUniformLocation(b,h+"["+n+"]"),m=xg(W),W[m]=l}}},_glPixelStorei:function(a,b){3333==a||3317==a&&(wg=b);GLctx.pixelStorei(a,b)},_glPolygonOffset:function(a,b){GLctx.polygonOffset(a,b)},_glReadPixels:function(a,
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+count_emval_handles:We,craftEmvalAllocator:lf,craftInvokerFunction:Re,createNamedFunction:Hd,downcastPointer:xe,embind__requireFunction:Ke,embind_init_charCodes:Pd,emscriptenWebGLComputeImageSize:Mg,emscriptenWebGLGet:Lg,emscriptenWebGLGetHeapForType:Og,emscriptenWebGLGetShiftForType:Pg,emscriptenWebGLGetTexPixelData:Ng,emval_get_global:jf,ensureOverloadTable:le,enumReadValueFromPointer:Ze,exposePublicSymbol:me,extendError:Id,floatReadValueFromPointer:af,flushPendingDeletes:he,genericPointerToWireType:re,
+getBasestPointer:De,getInheritedInstance:Ee,getInheritedInstanceCount:ye,getLiveInheritedInstances:Ae,getShiftFromSize:Od,getStringOrSymbol:gf,getTypeName:Me,get_first_emval:Xe,heap32VectorToArray:Se,init_ClassHandle:je,init_RegisteredPointer:He,init_embind:Ce,init_emval:Ye,integerReadValueFromPointer:bf,makeClassHandle:Fe,makeLegalFunctionName:Gd,new_:Qe,nonConstNoSmartPtrRawPointerToWireType:te,readLatin1String:U,registerType:Md,replacePublicSymbol:Je,requireHandle:cf,requireRegisteredType:$e,runDestructor:ce,
+runDestructors:Bd,setDelayFunction:Be,shallowCopyInternalPointer:$d,simpleReadValueFromPointer:Cd,throwBindingError:V,throwInstanceAlreadyDeleted:ae,throwInternalError:Kd,throwUnboundTypeError:Pe,upcastPointer:oe,whenDependentTypesAreResolved:Ld,DYNAMICTOP_PTR:za,tempDoublePtr:$b,ABORT:Ha,STACKTOP:bb,STACK_MAX:cb,cttz_i8:dc};// EMSCRIPTEN_START_ASM
+
+var Y=(/** @suppress {uselessCode} */ function(global,env,buffer) {
+"almost asm";var a=global.Int8Array;var b=new a(buffer);var c=global.Int16Array;var d=new c(buffer);var e=global.Int32Array;var f=new e(buffer);var g=global.Uint8Array;var h=new g(buffer);var i=global.Uint16Array;var j=new i(buffer);var k=global.Uint32Array;var l=new k(buffer);var m=global.Float32Array;var n=new m(buffer);var o=global.Float64Array;var p=new o(buffer);var q=global.byteLength;var r=env.DYNAMICTOP_PTR|0;var s=env.tempDoublePtr|0;var t=env.ABORT|0;var u=env.STACKTOP|0;var v=env.STACK_MAX|0;var w=env.cttz_i8|0;var x=0;var y=0;var z=0;var A=0;var B=global.NaN,C=global.Infinity;var D=0,E=0,F=0,G=0,H=0.0;var I=0;var J=global.Math.floor;var K=global.Math.abs;var L=global.Math.sqrt;var M=global.Math.pow;var N=global.Math.cos;var O=global.Math.sin;var P=global.Math.tan;var Q=global.Math.acos;var R=global.Math.asin;var S=global.Math.atan;var T=global.Math.atan2;var U=global.Math.exp;var V=global.Math.log;var W=global.Math.ceil;var X=global.Math.imul;var Y=global.Math.min;var Z=global.Math.max;var _=global.Math.clz32;var $=env.abort;var aa=env.assert;var ba=env.enlargeMemory;var ca=env.getTotalMemory;var da=env.abortOnCannotGrowMemory;var ea=env.invoke_di;var fa=env.invoke_dii;var ga=env.invoke_i;var ha=env.invoke_ii;var ia=env.invoke_iid;var ja=env.invoke_iii;var ka=env.invoke_iiii;var la=env.invoke_iiiii;var ma=env.invoke_iiiiid;var na=env.invoke_iiiiii;var oa=env.invoke_iiiiiid;var pa=env.invoke_iiiiiidi;var qa=env.invoke_iiiiiii;var ra=env.invoke_iiiiiiii;var sa=env.invoke_iiiiiiiii;var ta=env.invoke_iiiiiiiiiiiiiiid;var ua=env.invoke_iiiiiiiiiiiiiiiid;var va=env.invoke_v;var wa=env.invoke_vd;var xa=env.invoke_vdd;var ya=env.invoke_vddi;var za=env.invoke_vdi;var Aa=env.invoke_vi;var Ba=env.invoke_vid;var Ca=env.invoke_vidd;var Da=env.invoke_viddd;var Ea=env.invoke_vidddiii;var Fa=env.invoke_viddi;var Ga=env.invoke_vidi;var Ha=env.invoke_vidiii;var Ia=env.invoke_vii;var Ja=env.invoke_viid;var Ka=env.invoke_viidd;var La=env.invoke_viiddd;var Ma=env.invoke_viiddi;var Na=env.invoke_viidi;var Oa=env.invoke_viididididi;var Pa=env.invoke_viidii;var Qa=env.invoke_viidiii;var Ra=env.invoke_viii;var Sa=env.invoke_viiid;var Ta=env.invoke_viiidd;var Ua=env.invoke_viiiddddi;var Va=env.invoke_viiiddi;var Wa=env.invoke_viiidi;var Xa=env.invoke_viiididididi;var Ya=env.invoke_viiidii;var Za=env.invoke_viiii;var _a=env.invoke_viiiid;var $a=env.invoke_viiiidddiiii;var ab=env.invoke_viiiidi;var bb=env.invoke_viiiidii;var cb=env.invoke_viiiidiiii;var db=env.invoke_viiiii;var eb=env.invoke_viiiiidd;var fb=env.invoke_viiiiiddd;var gb=env.invoke_viiiiiddi;var hb=env.invoke_viiiiidi;var ib=env.invoke_viiiiidii;var jb=env.invoke_viiiiidiii;var kb=env.invoke_viiiiidiiii;var lb=env.invoke_viiiiii;var mb=env.invoke_viiiiiidd;var nb=env.invoke_viiiiiiddd;var ob=env.invoke_viiiiiidiii;var pb=env.invoke_viiiiiii;var qb=env.invoke_viiiiiiii;var rb=env.invoke_viiiiiiiii;var sb=env.invoke_viiiiiiiiii;var tb=env.invoke_viiiiiiiiiii;var ub=env.invoke_viiiiiiiiiiii;var vb=env.invoke_viiiiiiiiiiiii;var wb=env.invoke_viiiiiiiiiiiiidddddi;var xb=env.invoke_viiiiiiiiiiiiii;var yb=env.invoke_viiiiiiiiiiiiiii;var zb=env.invoke_viiiiiiiiiiiiiiii;var Ab=env.invoke_viiiiiiiiiiiiiiiii;var Bb=env.ClassHandle;var Cb=env.ClassHandle_clone;var Db=env.ClassHandle_delete;var Eb=env.ClassHandle_deleteLater;var Fb=env.ClassHandle_isAliasOf;var Gb=env.ClassHandle_isDeleted;var Hb=env.RegisteredClass;var Ib=env.RegisteredPointer;var Jb=env.RegisteredPointer_deleteObject;var Kb=env.RegisteredPointer_destructor;var Lb=env.RegisteredPointer_fromWireType;var Mb=env.RegisteredPointer_getPointee;var Nb=env._TC_MeshBuffer_allocate;var Ob=env._TC_MeshBuffer_allocateAndFill;var Pb=env._TC_MeshBuffer_clear;var Qb=env._TC_MeshBuffer_create;var Rb=env._TC_MeshBuffer_delete;var Sb=env._TC_MeshBuffer_getIndexData;var Tb=env._TC_MeshBuffer_getVertexData;var Ub=env._TC_MeshBuffer_indexSize;var Vb=env._TC_MeshBuffer_setGlIndexData;var Wb=env._TC_MeshBuffer_setGlIndexSubData;var Xb=env._TC_MeshBuffer_setGlVertexData;var Yb=env._TC_MeshBuffer_setGlVertexSubData;var Zb=env._TC_MeshBuffer_setVertexSubData;var _b=env._TC_MeshBuffer_vertexSize;var $b=env._TC_announceModelHook;var ac=env._TC_callAfter;var bc=env._TC_callAfterCleanup;var cc=env._TC_cappingIdleHook;var dc=env._TC_dataAccessAttachedHook;var ec=env._TC_firstInstanceHook;var fc=env._TC_genericHook;var gc=env._TC_genericJsonHook;var hc=env._TC_inclusionHook;var ic=env._TC_metaDataHook;var jc=env._TC_missingModelHook;var kc=env._TC_networkReceiveHook;var lc=env._TC_postDrawHook;var mc=env._TC_priorityMetaDataHook;var nc=env._TC_remapInclusionHook;var oc=env._TC_remapModelHook;var pc=env._TC_sendRpc;var qc=env._TC_sessionStartedHook;var rc=env._TC_setReady;var sc=env.__ZSt18uncaught_exceptionv;var tc=env.___assert_fail;var uc=env.___buildEnvironment;var vc=env.___cxa_pure_virtual;var wc=env.___lock;var xc=env.___map_file;var yc=env.___setErrNo;var zc=env.___syscall140;var Ac=env.___syscall145;var Bc=env.___syscall146;var Cc=env.___syscall221;var Dc=env.___syscall5;var Ec=env.___syscall54;var Fc=env.___syscall6;var Gc=env.___syscall91;var Hc=env.___unlock;var Ic=env.__addDays;var Jc=env.__arraySum;var Kc=env.__embind_finalize_value_array;var Lc=env.__embind_finalize_value_object;var Mc=env.__embind_register_bool;var Nc=env.__embind_register_class;var Oc=env.__embind_register_class_class_function;var Pc=env.__embind_register_emval;var Qc=env.__embind_register_enum;var Rc=env.__embind_register_enum_value;var Sc=env.__embind_register_float;var Tc=env.__embind_register_integer;var Uc=env.__embind_register_memory_view;var Vc=env.__embind_register_std_string;var Wc=env.__embind_register_std_wstring;var Xc=env.__embind_register_value_array;var Yc=env.__embind_register_value_array_element;var Zc=env.__embind_register_value_object;var _c=env.__embind_register_value_object_field;var $c=env.__embind_register_void;var ad=env.__emval_addMethodCaller;var bd=env.__emval_allocateDestructors;var cd=env.__emval_as;var dd=env.__emval_call;var ed=env.__emval_call_method;var fd=env.__emval_decref;var gd=env.__emval_get_global;var hd=env.__emval_get_method_caller;var id=env.__emval_get_module_property;var jd=env.__emval_get_property;var kd=env.__emval_incref;var ld=env.__emval_lookupTypes;var md=env.__emval_new;var nd=env.__emval_new_array;var od=env.__emval_new_cstring;var pd=env.__emval_new_object;var qd=env.__emval_register;var rd=env.__emval_run_destructors;var sd=env.__emval_set_property;var td=env.__emval_take_value;var ud=env.__isLeapYear;var vd=env._abort;var wd=env._clock_gettime;var xd=env._embind_repr;var yd=env._emscripten_asm_const_i;var zd=env._emscripten_asm_const_iii;var Ad=env._emscripten_get_canvas_size;var Bd=env._emscripten_get_now;var Cd=env._emscripten_get_now_is_monotonic;var Dd=env._emscripten_memcpy_big;var Ed=env._emscripten_set_main_loop;var Fd=env._emscripten_set_main_loop_timing;var Gd=env._emscripten_webgl_create_context;var Hd=env._emscripten_webgl_destroy_context;var Id=env._emscripten_webgl_init_context_attributes;var Jd=env._emscripten_webgl_make_context_current;var Kd=env._getenv;var Ld=env._glActiveTexture;var Md=env._glAttachShader;var Nd=env._glBindBuffer;var Od=env._glBindFramebuffer;var Pd=env._glBindRenderbuffer;var Qd=env._glBindTexture;var Rd=env._glBlendFunc;var Sd=env._glBlendFuncSeparate;var Td=env._glBufferData;var Ud=env._glBufferSubData;var Vd=env._glClear;var Wd=env._glClearColor;var Xd=env._glClearStencil;var Yd=env._glColorMask;var Zd=env._glCompileShader;var _d=env._glCreateProgram;var $d=env._glCreateShader;var ae=env._glDeleteBuffers;var be=env._glDeleteFramebuffers;var ce=env._glDeleteProgram;var de=env._glDeleteRenderbuffers;var ee=env._glDeleteShader;var fe=env._glDeleteTextures;var ge=env._glDepthFunc;var he=env._glDepthMask;var ie=env._glDepthRangef;var je=env._glDisable;var ke=env._glDisableVertexAttribArray;var le=env._glDrawArrays;var me=env._glDrawArraysInstanced;var ne=env._glDrawBuffers;var oe=env._glDrawElements;var pe=env._glDrawElementsInstanced;var qe=env._glEnable;var re=env._glEnableVertexAttribArray;var se=env._glFinish;var te=env._glFramebufferRenderbuffer;var ue=env._glFramebufferTexture2D;var ve=env._glFrontFace;var we=env._glGenBuffers;var xe=env._glGenFramebuffers;var ye=env._glGenRenderbuffers;var ze=env._glGenTextures;var Ae=env._glGenerateMipmap;var Be=env._glGetActiveAttrib;var Ce=env._glGetActiveUniform;var De=env._glGetAttribLocation;var Ee=env._glGetBooleanv;var Fe=env._glGetError;var Ge=env._glGetFloatv;var He=env._glGetIntegerv;var Ie=env._glGetProgramiv;var Je=env._glGetShaderPrecisionFormat;var Ke=env._glGetString;var Le=env._glGetUniformLocation;var Me=env._glIsEnabled;var Ne=env._glLinkProgram;var Oe=env._glPixelStorei;var Pe=env._glPolygonOffset;var Qe=env._glReadPixels;var Re=env._glRenderbufferStorage;var Se=env._glScissor;var Te=env._glShaderSource;var Ue=env._glStencilFunc;var Ve=env._glStencilFuncSeparate;var We=env._glStencilMask;var Xe=env._glStencilMaskSeparate;var Ye=env._glStencilOp;var Ze=env._glStencilOpSeparate;var _e=env._glTexImage2D;var $e=env._glTexParameterf;var af=env._glTexParameteri;var bf=env._glUniform1f;var cf=env._glUniform1fv;var df=env._glUniform1i;var ef=env._glUniform2f;var ff=env._glUniform2fv;var gf=env._glUniform2i;var hf=env._glUniform3f;var jf=env._glUniform3fv;var kf=env._glUniform4f;var lf=env._glUniform4fv;var mf=env._glUniformMatrix3fv;var nf=env._glUniformMatrix4fv;var of=env._glUseProgram;var pf=env._glVertexAttrib1f;var qf=env._glVertexAttrib4f;var rf=env._glVertexAttribDivisor;var sf=env._glVertexAttribPointer;var tf=env._glViewport;var uf=env._glppAsyncUploadImage;var vf=env._llvm_ceil_f64;var wf=env._llvm_fabs_f32;var xf=env._llvm_fabs_f64;var yf=env._llvm_trap;var zf=env._nanosleep;var Af=env._networkClose;var Bf=env._networkCloseBeforeUnload;var Cf=env._networkConnect;var Df=env._networkSendData;var Ef=env._pthread_cond_wait;var Ff=env._pthread_mutex_destroy;var Gf=env._strftime;var Hf=env._strftime_l;var If=env._usleep;var Jf=env.constNoSmartPtrRawPointerToWireType;var Kf=env.count_emval_handles;var Lf=env.craftEmvalAllocator;var Mf=env.craftInvokerFunction;var Nf=env.createNamedFunction;var Of=env.downcastPointer;var Pf=env.embind__requireFunction;var Qf=env.embind_init_charCodes;var Rf=env.emscriptenWebGLComputeImageSize;var Sf=env.emscriptenWebGLGet;var Tf=env.emscriptenWebGLGetHeapForType;var Uf=env.emscriptenWebGLGetShiftForType;var Vf=env.emscriptenWebGLGetTexPixelData;var Wf=env.emval_get_global;var Xf=env.ensureOverloadTable;var Yf=env.enumReadValueFromPointer;var Zf=env.exposePublicSymbol;var _f=env.extendError;var $f=env.floatReadValueFromPointer;var ag=env.flushPendingDeletes;var bg=env.genericPointerToWireType;var cg=env.getBasestPointer;var dg=env.getInheritedInstance;var eg=env.getInheritedInstanceCount;var fg=env.getLiveInheritedInstances;var gg=env.getShiftFromSize;var hg=env.getStringOrSymbol;var ig=env.getTypeName;var jg=env.get_first_emval;var kg=env.heap32VectorToArray;var lg=env.init_ClassHandle;var mg=env.init_RegisteredPointer;var ng=env.init_embind;var og=env.init_emval;var pg=env.integerReadValueFromPointer;var qg=env.makeClassHandle;var rg=env.makeLegalFunctionName;var sg=env.new_;var tg=env.nonConstNoSmartPtrRawPointerToWireType;var ug=env.readLatin1String;var vg=env.registerType;var wg=env.replacePublicSymbol;var xg=env.requireHandle;var yg=env.requireRegisteredType;var zg=env.runDestructor;var Ag=env.runDestructors;var Bg=env.setDelayFunction;var Cg=env.shallowCopyInternalPointer;var Dg=env.simpleReadValueFromPointer;var Eg=env.throwBindingError;var Fg=env.throwInstanceAlreadyDeleted;var Gg=env.throwInternalError;var Hg=env.throwUnboundTypeError;var Ig=env.upcastPointer;var Jg=env.whenDependentTypesAreResolved;var Kg=0.0;function Lg(newBuffer){if(q(newBuffer)&16777215||q(newBuffer)<=16777215||q(newBuffer)>2147483648)return false;b=new a(newBuffer);d=new c(newBuffer);f=new e(newBuffer);h=new g(newBuffer);j=new i(newBuffer);l=new k(newBuffer);n=new m(newBuffer);p=new o(newBuffer);buffer=newBuffer;return true}
+// EMSCRIPTEN_START_FUNCS
+function uN(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function vN(a){a=a|0;return a+4|0}function wN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21768;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function xN(a){a=a|0;yf()}function yN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zN(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function zN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;IG(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);IG(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);IG(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function AN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262859;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262859)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262859)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BN(a){a=a|0;sOb(a);return}function CN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21792;f[b+4>>2]=f[a+4>>2];return b|0}function DN(a,b){a=a|0;b=b|0;f[b>>2]=21792;f[b+4>>2]=f[a+4>>2];return}function EN(a){a=a|0;return}function FN(a){a=a|0;sOb(a);return}function GN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==87392?a+4|0:0)|0}function IN(a){a=a|0;return 4088}function JN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KN(a){a=a|0;sOb(a);return}function LN(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function MN(a){a=a|0;return a+4|0}function NN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function ON(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262860;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262860)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262860)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;d=i;e=a+4|0;b=f[e>>2]|0;g=f[a>>2]|0;h=g+4|0;if((b|0)!=((f[h>>2]|0)-(f[g>>2]|0)>>2|0)){h=b;g=f[g>>2]|0;h=g+(h<<2)|0;h=f[h>>2]|0;u=i;return h|0}b=pOb(288)|0;dQb(b|0,0,288)|0;n[b+64>>2]=1.0;c=b+68|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+84>>2]=1.0;c=b+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+104>>2]=1.0;c=b+108|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+124>>2]=1.0;c=b+128|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[b>>2]=21904;f[b+148>>2]=0;f[b+152>>2]=0;f[b+156>>2]=0;f[b+144>>2]=18364;f[b+160>>2]=18020;f[b+172>>2]=0;f[b+176>>2]=0;f[b+180>>2]=0;f[b+168>>2]=21952;f[b+184>>2]=22e3;f[b+196>>2]=0;f[b+200>>2]=0;f[b+204>>2]=0;f[b+192>>2]=22024;f[b+208>>2]=22072;f[b+228>>2]=0;f[b+232>>2]=0;f[b+236>>2]=0;f[b+224>>2]=22024;f[b+240>>2]=22072;f[b+260>>2]=0;f[b+264>>2]=0;f[b+268>>2]=0;f[b+256>>2]=22024;f[b+272>>2]=22072;f[d>>2]=b;c=f[h>>2]|0;if(c>>>0<(f[g+8>>2]|0)>>>0){f[c>>2]=b;f[h>>2]=c+4}else YN(g,d);g=f[a>>2]|0;h=f[e>>2]|0;g=f[g>>2]|0;h=g+(h<<2)|0;h=f[h>>2]|0;u=i;return h|0}function QN(a){a=a|0;sOb(a);return}function RN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21860;f[b+4>>2]=f[a+4>>2];return b|0}function SN(a,b){a=a|0;b=b|0;f[b>>2]=21860;f[b+4>>2]=f[a+4>>2];return}function TN(a){a=a|0;return}function UN(a){a=a|0;sOb(a);return}function VN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==87835?a+4|0:0)|0}function XN(a){a=a|0;return 4160}function YN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21904;f[a+256>>2]=22048;b=f[a+260>>2]|0;if(b|0){c=a+264|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+224>>2]=22048;b=f[a+228>>2]|0;if(b|0){c=a+232|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+192>>2]=22048;b=f[a+196>>2]|0;if(b|0){c=a+200|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+168>>2]=21976;d=f[a+172>>2]|0;if(d|0){b=a+176|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-2-d|0)>>>1)<<1);sOb(d)}f[a+144>>2]=18388;b=f[a+148>>2]|0;if(!b){f[a>>2]=21928;a=a+4|0;dO(a);return}c=a+152|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);f[a>>2]=21928;a=a+4|0;dO(a);return}function _N(a){a=a|0;ZN(a);sOb(a);return}function $N(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0;y=a+144|0;d=a+168|0;e=a+192|0;g=a+224|0;i=a+256|0;b=Sg[f[(f[y>>2]|0)+8>>2]&255](y,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){a=0;return a|0}y=Sg[f[(f[i>>2]|0)+8>>2]&255](i,b,c)|0;if(!y){a=0;return a|0}if((c-y|0)<64){a=0;return a|0}s=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;t=y+4|0;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;u=y+8|0;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;v=y+12|0;v=h[v>>0]|h[v+1>>0]<<8|h[v+2>>0]<<16|h[v+3>>0]<<24;w=y+16|0;w=h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24;x=y+20|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;i=y+24|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=y+28|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=y+32|0;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=y+36|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;m=y+40|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;n=y+44|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=y+48|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;p=y+52|0;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;q=y+56|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;r=y+60|0;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;b=y+64|0;if((c-b|0)<4){a=0;return a|0}g=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=y+68|0;if((c-b|0)<4){a=0;return a|0}b=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;d=y+72|0;if((c-d|0)<4){a=0;return a|0}e=y+76|0;if((c-e|0)<4){a=0;return a|0}d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=a+4|0;z=a+148|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+8|0;A=a+152|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+12|0;e=a+156|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+16|0;z=a+172|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+20|0;A=a+176|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+24|0;e=a+180|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+28|0;z=a+196|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+32|0;A=a+200|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+36|0;e=a+204|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+40|0;z=a+228|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+44|0;A=a+232|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+48|0;e=a+236|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+52|0;z=a+260|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+56|0;A=a+264|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+60|0;e=a+268|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;f[a+64>>2]=s;f[a+68>>2]=t;f[a+72>>2]=u;f[a+76>>2]=v;f[a+80>>2]=w;f[a+84>>2]=x;f[a+88>>2]=i;f[a+92>>2]=j;f[a+96>>2]=k;f[a+100>>2]=l;f[a+104>>2]=m;f[a+108>>2]=n;f[a+112>>2]=o;f[a+116>>2]=p;f[a+120>>2]=q;f[a+124>>2]=r;f[a+128>>2]=g;f[a+132>>2]=b;f[a+136>>2]=d;f[a+140>>2]=c;a=y+80|0;return a|0}function aO(a){a=a|0;return a+4|0}function bO(a){a=a|0;f[a>>2]=21928;dO(a+4|0);return}function cO(a){a=a|0;yf()}function dO(a){a=a|0;var b=0,c=0,d=0;b=f[a+48>>2]|0;if(b|0){c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}d=f[a+12>>2]|0;if(d|0){b=a+16|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-2-d|0)>>>1)<<1);sOb(d)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function eO(a){a=a|0;var b=0,c=0;f[a>>2]=21976;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-2-c|0)>>>1)<<1);sOb(c);return}function fO(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21976;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-2-b|0)>>>1)<<1);sOb(b);sOb(a);return}function gO(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=e;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=c+4|0;l=a+4|0;i=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;g=i;if((c|0)!=(i|0)){c=c+(~((c+-2-g|0)>>>1)<<1)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-g>>1>>>0<n>>>0){if((n|0)<0)vd();c=c-g|0;g=pOb(n<<1)|0;if((c|0)>0)bQb(g|0,i|0,c|0)|0;f[l>>2]=g;f[k>>2]=g+(c>>1<<1);f[j>>2]=g+(n<<1);if(i|0)sOb(i)}else if(!n){n=e;return n|0}a=a+20|0;g=0;while(1){if((m-e|0)<2){e=0;c=18;break}i=h[e>>0]|h[e+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;e=e+2|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){d[c>>1]=i;f[k>>2]=c+2}else nO(l,a);g=g+1|0;if(g>>>0>=n>>>0){c=18;break}}if((c|0)==18)return e|0;return 0}function hO(a){a=a|0;return a+4|0}function iO(a){a=a|0;var b=0,c=0;f[a>>2]=21976;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-2-c|0)>>>1)<<1);sOb(c);return}function jO(a){a=a|0;yf()}function kO(a){a=a|0;sOb(a);return}function lO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<2){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8;b[d>>0]=a;b[d+1>>0]=a>>8;d=c+2|0;return d|0}function mO(a){a=a|0;return a+4|0}function nO(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=a+4|0;k=f[a>>2]|0;l=(f[h>>2]|0)-k|0;g=l>>1;c=g+1|0;if((l|0)<-2)AMb(a);m=a+8|0;e=(f[m>>2]|0)-k|0;e=e>>1>>>0<1073741823?(e>>>0<c>>>0?c:e):2147483647;do if(!e){i=0;j=0}else if((e|0)<0)vd();else{j=pOb(e<<1)|0;i=j;break}while(0);c=i+(g<<1)|0;d[c>>1]=d[b>>1]|0;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=i;f[h>>2]=c+2;f[m>>2]=i+(e<<1);if(!k)return;sOb(k);return}function oO(a){a=a|0;var b=0,c=0;f[a>>2]=22048;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function pO(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22048;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function qO(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=d;if((n-c|0)<4){o=0;return o|0}o=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;m=a+4|0;j=f[m>>2]|0;l=a+8|0;c=f[l>>2]|0;e=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-e|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}k=a+12|0;if((((f[k>>2]|0)-e|0)/12|0)>>>0<o>>>0){if(o>>>0>357913941)vd();c=c-e|0;e=pOb(o*12|0)|0;g=e+(((c|0)/12|0)*12|0)|0;i=g+(((c|0)/-12|0)*12|0)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[m>>2]=i;f[l>>2]=g;f[k>>2]=e+(o*12|0);if(j|0)sOb(j)}else if(!o){o=d;return o|0}j=a+20|0;i=0;while(1){if((n-d|0)<12){d=0;c=18;break}c=j;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[l>>2]|0;if(c>>>0<(f[k>>2]|0)>>>0){f[c>>2]=f[j>>2];f[c+4>>2]=f[j+4>>2];f[c+8>>2]=f[j+8>>2];f[l>>2]=(f[l>>2]|0)+12}else xO(m,j);i=i+1|0;if(i>>>0>=o>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function rO(a){a=a|0;return a+4|0}function sO(a){a=a|0;var b=0,c=0;f[a>>2]=22048;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function tO(a){a=a|0;yf()}function uO(a){a=a|0;sOb(a);return}function vO(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function wO(a){a=a|0;return a+4|0}function xO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function yO(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zO(c,a);fd(f[64564]|0);f[64564]=f[c>>2];f[c>>2]=0;fd(0);u=b;return}function zO(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+32|0;m=t;k=t+16|0;o=pd()|0;f[a>>2]=o;o=gd(88647)|0;p=gd(88660)|0;q=gd(88672)|0;r=id(88684)|0;s=id(88692)|0;l=id(88700)|0;e=f[c>>2]|0;d=e>>>2;e=((f[c+4>>2]|0)-e>>2)+d|0;if(!(b[255592]|0))if(MPb(255592)|0){i=hd(3,22092)|0;f[64588]=i}i=f[64588]|0;f[m>>2]=d;f[m+8>>2]=e;v=+ed(i|0,r|0,88717,k|0,m|0);d=~~v>>>0;i=d;rd(f[k>>2]|0);kd(i|0);f[m>>2]=d;d=md(o|0,1,22088,m|0)|0;h=f[a>>2]|0;e=od(88708)|0;sd(h|0,e|0,d|0);fd(e|0);fd(d|0);fd(i|0);i=f[c+12>>2]|0;d=f[c+16>>2]|0;e=i;if((i|0)!=(d|0)){g=e>>>1;d=(d-e>>1)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){i=hd(3,22092)|0;f[64588]=i}h=f[64588]|0;f[m>>2]=g;f[m+8>>2]=d;v=+ed(h|0,s|0,88717,k|0,m|0);h=~~v>>>0;i=h;rd(f[k>>2]|0);kd(i|0);f[m>>2]=h;h=md(p|0,1,22088,m|0)|0;e=f[a>>2]|0;g=od(88726)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);fd(i|0)}h=nd()|0;i=m+8|0;g=f[c+24>>2]|0;d=f[c+28>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=0;g=td(17744,m|0)|0;sd(h|0,g|0,2);fd(g|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);e=~~v>>>0;g=e;rd(f[k>>2]|0);kd(g|0);f[m>>2]=e;e=md(q|0,1,22088,m|0)|0;f[m>>2]=0;d=td(17744,m|0)|0;sd(h|0,d|0,e|0);fd(d|0);fd(e|0);fd(g|0)}g=f[c+36>>2]|0;d=f[c+40>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=1;g=td(17744,m|0)|0;sd(h|0,g|0,2);fd(g|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);e=~~v>>>0;g=e;rd(f[k>>2]|0);kd(g|0);f[m>>2]=e;e=md(q|0,1,22088,m|0)|0;f[m>>2]=1;d=td(17744,m|0)|0;sd(h|0,d|0,e|0);fd(d|0);fd(e|0);fd(g|0)}g=f[c+48>>2]|0;d=f[c+52>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=2;i=td(17744,m|0)|0;sd(h|0,i|0,2);fd(i|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);g=~~v>>>0;i=g;rd(f[k>>2]|0);kd(i|0);f[m>>2]=g;g=md(q|0,1,22088,m|0)|0;f[m>>2]=2;e=td(17744,m|0)|0;sd(h|0,e|0,g|0);fd(e|0);fd(g|0);fd(i|0)}i=f[a>>2]|0;d=od(88734)|0;sd(i|0,d|0,h|0);fd(d|0);fd(h|0);d=c+60|0;do if(+n[d>>2]!=1.0)j=31;else if(+n[c+64>>2]!=0.0)j=31;else if(+n[c+68>>2]!=0.0)j=31;else if(+n[c+72>>2]!=0.0)j=31;else if(+n[c+76>>2]!=0.0)j=31;else if(+n[c+80>>2]!=1.0)j=31;else if(+n[c+84>>2]!=0.0)j=31;else if(+n[c+88>>2]!=0.0)j=31;else if(+n[c+92>>2]!=0.0)j=31;else if(+n[c+96>>2]!=0.0)j=31;else if(+n[c+100>>2]!=1.0)j=31;else if(+n[c+104>>2]!=0.0)j=31;else if(+n[c+108>>2]!=0.0)j=31;else if(+n[c+112>>2]!=0.0)j=31;else{if(+n[c+116>>2]!=0.0){j=31;break}if(+n[c+120>>2]!=1.0)j=31}while(0);if((j|0)==31){d=d>>>2;e=d+16|0;if(!(b[255592]|0))if(MPb(255592)|0){j=hd(3,22092)|0;f[64588]=j}h=f[64588]|0;f[m>>2]=d;f[m+8>>2]=e;v=+ed(h|0,r|0,88717,k|0,m|0);h=~~v>>>0;j=h;rd(f[k>>2]|0);kd(j|0);f[m>>2]=h;k=md(o|0,1,22088,m|0)|0;h=f[a>>2]|0;i=od(88743)|0;sd(h|0,i|0,k|0);fd(i|0);fd(k|0);fd(j|0)}d=pd()|0;g=c+136|0;e=f[g>>2]|0;if(!(e&2)){if(e&1|0){k=od(88759)|0;j=od(88784)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0)}}else{k=od(88759)|0;j=od(88767)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0)}j=(f[g>>2]|0)>>>2&1;k=od(88794)|0;f[m>>2]=j;j=td(17688,m|0)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0);k=(f[g>>2]|0)>>>16&1;j=od(88805)|0;f[m>>2]=k;k=td(17688,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88816)|0;sd(j|0,k|0,d|0);fd(k|0);fd(d|0);k=lMa(g)|0;d=f[a>>2]|0;j=od(88824)|0;f[m>>2]=k;k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88831)|0;f[m>>2]=3;d=td(17744,m|0)|0;sd(j|0,k|0,d|0);fd(d|0);fd(k|0);k=f[g>>2]&4096|0?6:3;d=f[a>>2]|0;j=od(88844)|0;f[m>>2]=k;k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[g>>2]|0;k=f[a>>2]|0;d=od(88853)|0;f[m>>2]=(j&4096|0?6:3)+(j>>>12&2);j=td(17744,m|0)|0;sd(k|0,d|0,j|0);fd(j|0);fd(d|0);d=f[a>>2]|0;j=od(88866)|0;f[m>>2]=f[c+124>>2];k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88882)|0;f[m>>2]=f[c+128>>2];d=td(17744,m|0)|0;sd(j|0,k|0,d|0);fd(d|0);fd(k|0);k=f[a>>2]|0;d=od(88898)|0;f[m>>2]=f[c+132>>2];c=td(17744,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0;if(d&8){k=f[a>>2]|0;d=od(88915)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&16){k=f[a>>2]|0;d=od(88927)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&32){k=f[a>>2]|0;d=od(88935)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&64){k=f[a>>2]|0;d=od(88947)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&128){k=f[a>>2]|0;d=od(88959)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&256){k=f[a>>2]|0;d=od(88967)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&512){k=f[a>>2]|0;d=od(88979)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&1024){k=f[a>>2]|0;d=od(88992)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(!(d&2048)){fd(l|0);fd(s|0);fd(r|0);fd(q|0);fd(p|0);fd(o|0);u=t;return}c=f[a>>2]|0;a=od(89001)|0;f[m>>2]=1;m=td(17688,m|0)|0;sd(c|0,a|0,m|0);fd(m|0);fd(a|0);fd(l|0);fd(s|0);fd(r|0);fd(q|0);fd(p|0);fd(o|0);u=t;return}function AO(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262861;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262861)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262861)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BO(a){a=a|0;sOb(a);return}function CO(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22112;f[b+4>>2]=f[a+4>>2];return b|0}function DO(a,b){a=a|0;b=b|0;f[b>>2]=22112;f[b+4>>2]=f[a+4>>2];return}function EO(a){a=a|0;return}function FO(a){a=a|0;sOb(a);return}function GO(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HO(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==89204?a+4|0:0)|0}function IO(a){a=a|0;return 4384}function JO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KO(a){a=a|0;sOb(a);return}function LO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function MO(a){a=a|0;return a+4|0}function NO(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function OO(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262862;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262862)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262862)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PO(a){a=a|0;sOb(a);return}function QO(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22180;f[b+4>>2]=f[a+4>>2];return b|0}function RO(a,b){a=a|0;b=b|0;f[b>>2]=22180;f[b+4>>2]=f[a+4>>2];return}function SO(a){a=a|0;return}function TO(a){a=a|0;sOb(a);return}function UO(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function VO(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==89695?a+4|0:0)|0}function WO(a){a=a|0;return 4456}function XO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function YO(a){a=a|0;sOb(a);return}function ZO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function _O(a){a=a|0;return a+4|0}function $O(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function aP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262863;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262863)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262863)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function bP(a){a=a|0;sOb(a);return}function cP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22248;f[b+4>>2]=f[a+4>>2];return b|0}function dP(a,b){a=a|0;b=b|0;f[b>>2]=22248;f[b+4>>2]=f[a+4>>2];return}function eP(a){a=a|0;return}function fP(a){a=a|0;sOb(a);return}function gP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function hP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==90168?a+4|0:0)|0}function iP(a){a=a|0;return 4528}function jP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function kP(a){a=a|0;sOb(a);return}function lP(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<48){c=0;return c|0}a=a+8|0;d=c;e=a+48|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+48|0;return c|0}function mP(a){a=a|0;return a+8|0}function nP(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(48)|0;p[d>>3]=+p[a>>3];p[d+8>>3]=+p[a+8>>3];p[d+16>>3]=+p[a+16>>3];p[d+24>>3]=+p[a+24>>3];p[d+32>>3]=+p[a+32>>3];p[d+40>>3]=+p[a+40>>3];f[c>>2]=d;a=td(4584,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function oP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262864;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262864)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262864)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function pP(a){a=a|0;sOb(a);return}function qP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22316;f[b+4>>2]=f[a+4>>2];return b|0}function rP(a,b){a=a|0;b=b|0;f[b>>2]=22316;f[b+4>>2]=f[a+4>>2];return}function sP(a){a=a|0;return}function tP(a){a=a|0;sOb(a);return}function uP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==90609?a+4|0:0)|0}function wP(a){a=a|0;return 4608}function xP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yP(a){a=a|0;sOb(a);return}function zP(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function AP(a){a=a|0;return a+4|0}function BP(a){a=a|0;var b=0,c=0;a=u;u=u+16|0;b=a;c=pOb(1)|0;f[b>>2]=c;b=td(4664,b|0)|0;fd(f[64564]|0);f[64564]=b;fd(0);u=a;return}function CP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262865;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262865)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262865)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function DP(a){a=a|0;sOb(a);return}function EP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22384;f[b+4>>2]=f[a+4>>2];return b|0}function FP(a,b){a=a|0;b=b|0;f[b>>2]=22384;f[b+4>>2]=f[a+4>>2];return}function GP(a){a=a|0;return}function HP(a){a=a|0;sOb(a);return}function IP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function JP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91105?a+4|0:0)|0}function KP(a){a=a|0;return 4688}function LP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function MP(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22428;f[a+28>>2]=19804;b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=22452;d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function NP(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22428;f[a+28>>2]=19804;b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=22452;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function OP(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0;e=a+28|0;g=d;if((g-c|0)<1){i=0;return i|0}i=b[c>>0]|0;c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c+1|0,d)|0;if(!c){i=0;return i|0}if((g-c|0)<8){i=0;return i|0}g=c;e=g;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=g+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[a+4>>0]=i;i=a+8|0;d=a+32|0;j=f[i>>2]|0;f[i>>2]=f[d>>2];f[d>>2]=j;d=a+12|0;j=a+36|0;i=f[d>>2]|0;f[d>>2]=f[j>>2];f[j>>2]=i;j=a+16|0;i=a+40|0;d=f[j>>2]|0;f[j>>2]=f[i>>2];f[i>>2]=d;i=a+20|0;f[i>>2]=e;f[i+4>>2]=g;i=c+8|0;return i|0}function PP(a){a=a|0;return a+4|0}function QP(a){a=a|0;var b=0,c=0;f[a>>2]=22452;c=f[a+8>>2]|0;if(!c)return;a=a+12|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function RP(a){a=a|0;yf()}function SP(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;TP(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function TP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;g=od(83077)|0;f[e>>2]=h[b>>0];a=td(4728,e|0)|0;sd(d|0,g|0,a|0);fd(a|0);fd(g|0);IG(e,b+4|0);g=od(91327)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);cL(e,b+16|0);a=od(83105)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function UP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262866;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262866)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262866)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VP(a){a=a|0;sOb(a);return}function WP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22476;f[b+4>>2]=f[a+4>>2];return b|0}function XP(a,b){a=a|0;b=b|0;f[b>>2]=22476;f[b+4>>2]=f[a+4>>2];return}function YP(a){a=a|0;return}function ZP(a){a=a|0;sOb(a);return}function _P(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $P(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91551?a+4|0:0)|0}function aQ(a){a=a|0;return 4752}function bQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cQ(a){a=a|0;sOb(a);return}function dQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<1){c=0;return c|0}e=c+1|0;if((d-e|0)<8){c=0;return c|0}d=e;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;b[a+4>>0]=b[c>>0]|0;a=a+8|0;f[a>>2]=d;f[a+4>>2]=e;c=c+9|0;return c|0}function eQ(a){a=a|0;return a+4|0}function fQ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;gQ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function gQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;a=od(83077)|0;f[e>>2]=h[b>>0];g=td(4792,e|0)|0;sd(d|0,a|0,g|0);fd(g|0);fd(a|0);hQ(e,b+4|0);a=od(91776)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function hQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function iQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262867;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262867)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262867)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jQ(a){a=a|0;sOb(a);return}function kQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22544;f[b+4>>2]=f[a+4>>2];return b|0}function lQ(a,b){a=a|0;b=b|0;f[b>>2]=22544;f[b+4>>2]=f[a+4>>2];return}function mQ(a){a=a|0;return}function nQ(a){a=a|0;sOb(a);return}function oQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91985?a+4|0:0)|0}function qQ(a){a=a|0;return 4816}function rQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sQ(a){a=a|0;sOb(a);return}function tQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+8|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function uQ(a){a=a|0;return a+8|0}function vQ(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(4872,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function wQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262868;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262868)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262868)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function xQ(a){a=a|0;sOb(a);return}function yQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22612;f[b+4>>2]=f[a+4>>2];return b|0}function zQ(a,b){a=a|0;b=b|0;f[b>>2]=22612;f[b+4>>2]=f[a+4>>2];return}function AQ(a){a=a|0;return}function BQ(a){a=a|0;sOb(a);return}function CQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function DQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==92445?a+4|0:0)|0}function EQ(a){a=a|0;return 4896}function FQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function GQ(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(24)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[d+16>>2]=f[a+16>>2];f[d+20>>2]=f[a+20>>2];f[c>>2]=d;a=td(1112,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function HQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262869;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262869)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262869)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function IQ(a){a=a|0;sOb(a);return}function JQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22656;f[b+4>>2]=f[a+4>>2];return b|0}function KQ(a,b){a=a|0;b=b|0;f[b>>2]=22656;f[b+4>>2]=f[a+4>>2];return}function LQ(a){a=a|0;return}function MQ(a){a=a|0;sOb(a);return}function NQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function OQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==92687?a+4|0:0)|0}function PQ(a){a=a|0;return 4920}function QQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function RQ(a){a=a|0;sOb(a);return}function SQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0.0,m=0,n=0,o=0,q=0,r=0,t=0,v=0;v=u;u=u+992|0;e=v+952|0;h=v+920|0;k=v+888|0;r=v+752|0;t=v;f[e>>2]=22748;f[h>>2]=22748;f[k>>2]=22748;f[r>>2]=22772;if((d-c|0)<1){t=0;u=v;return t|0}q=b[c>>0]|0;g=c+1|0;if((d-g|0)<24){t=0;u=v;return t|0}o=e+8|0;m=o;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));g=c+25|0;if((d-g|0)<24){t=0;u=v;return t|0}n=h+8|0;m=n;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));g=c+49|0;if((d-g|0)<24){t=0;u=v;return t|0}h=k+8|0;m=h;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));e=c+73|0;if((d-e|0)<8){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];l=+p[s>>3];e=c+81|0;if((d-e|0)<8){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+89|0;if((d-e|0)<8){t=0;u=v;return t|0}g=c+97|0;if((d-g|0)<128){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];d=r+8|0;m=d;e=m+128|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));aAa(t,q,o,n,h,l,j,i);a=a+8|0;VQ(a,t)|0;UAa(a,d);t=c+225|0;u=v;return t|0}function TQ(a){a=a|0;return a+8|0}function UQ(a){a=a|0;yf()}function VQ(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0;e=u;u=u+912|0;b[a>>0]=b[c>>0]|0;i=+p[(c+8|0)>>3];p[(c+8|0)>>3]=+p[(a+8|0)>>3];p[(a+8|0)>>3]=i;i=+p[(c+16|0)>>3];p[(c+16|0)>>3]=+p[(a+16|0)>>3];p[(a+16|0)>>3]=i;i=+p[(c+24|0)>>3];p[(c+24|0)>>3]=+p[(a+24|0)>>3];p[(a+24|0)>>3]=i;i=+p[(c+32|0)>>3];p[(c+32|0)>>3]=+p[(a+32|0)>>3];p[(a+32|0)>>3]=i;i=+p[(c+40|0)>>3];p[(c+40|0)>>3]=+p[(a+40|0)>>3];p[(a+40|0)>>3]=i;i=+p[(c+48|0)>>3];p[(c+48|0)>>3]=+p[(a+48|0)>>3];p[(a+48|0)>>3]=i;i=+p[(c+56|0)>>3];p[(c+56|0)>>3]=+p[(a+56|0)>>3];p[(a+56|0)>>3]=i;i=+p[(c+64|0)>>3];p[(c+64|0)>>3]=+p[(a+64|0)>>3];p[(a+64|0)>>3]=i;i=+p[(c+72|0)>>3];p[(c+72|0)>>3]=+p[(a+72|0)>>3];p[(a+72|0)>>3]=i;i=+p[(c+80|0)>>3];p[(c+80|0)>>3]=+p[(a+80|0)>>3];p[(a+80|0)>>3]=i;i=+p[(c+88|0)>>3];p[(c+88|0)>>3]=+p[(a+88|0)>>3];p[(a+88|0)>>3]=i;i=+p[(c+96|0)>>3];p[(c+96|0)>>3]=+p[(a+96|0)>>3];p[(a+96|0)>>3]=i;i=+p[(c+104|0)>>3];p[(c+104|0)>>3]=+p[(a+104|0)>>3];p[(a+104|0)>>3]=i;i=+p[(c+112|0)>>3];p[(c+112|0)>>3]=+p[(a+112|0)>>3];p[(a+112|0)>>3]=i;i=+p[(c+120|0)>>3];p[(c+120|0)>>3]=+p[(a+120|0)>>3];p[(a+120|0)>>3]=i;i=+p[(c+128|0)>>3];p[(c+128|0)>>3]=+p[(a+128|0)>>3];p[(a+128|0)>>3]=i;i=+p[(c+136|0)>>3];p[(c+136|0)>>3]=+p[(a+136|0)>>3];p[(a+136|0)>>3]=i;i=+p[(c+144|0)>>3];p[(c+144|0)>>3]=+p[(a+144|0)>>3];p[(a+144|0)>>3]=i;i=+p[(c+152|0)>>3];p[(c+152|0)>>3]=+p[(a+152|0)>>3];p[(a+152|0)>>3]=i;i=+p[(c+160|0)>>3];p[(c+160|0)>>3]=+p[(a+160|0)>>3];p[(a+160|0)>>3]=i;i=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(a+168|0)>>3];p[(a+168|0)>>3]=i;i=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(a+176|0)>>3];p[(a+176|0)>>3]=i;i=+p[(c+184|0)>>3];p[(c+184|0)>>3]=+p[(a+184|0)>>3];p[(a+184|0)>>3]=i;i=+p[(c+192|0)>>3];p[(c+192|0)>>3]=+p[(a+192|0)>>3];p[(a+192|0)>>3]=i;i=+p[(c+200|0)>>3];p[(c+200|0)>>3]=+p[(a+200|0)>>3];p[(a+200|0)>>3]=i;d=a+208|0;g=c+208|0;h=d+40|0;do{f[d>>2]=f[g>>2];d=d+4|0;g=g+4|0}while((d|0)<(h|0));i=+p[(c+248|0)>>3];p[(c+248|0)>>3]=+p[(a+248|0)>>3];p[(a+248|0)>>3]=i;i=+p[(c+256|0)>>3];p[(c+256|0)>>3]=+p[(a+256|0)>>3];p[(a+256|0)>>3]=i;i=+p[(c+264|0)>>3];p[(c+264|0)>>3]=+p[(a+264|0)>>3];p[(a+264|0)>>3]=i;i=+p[(c+272|0)>>3];p[(c+272|0)>>3]=+p[(a+272|0)>>3];p[(a+272|0)>>3]=i;i=+p[(c+280|0)>>3];p[(c+280|0)>>3]=+p[(a+280|0)>>3];p[(a+280|0)>>3]=i;i=+p[(c+288|0)>>3];p[(c+288|0)>>3]=+p[(a+288|0)>>3];p[(a+288|0)>>3]=i;i=+p[(c+296|0)>>3];p[(c+296|0)>>3]=+p[(a+296|0)>>3];p[(a+296|0)>>3]=i;i=+p[(c+304|0)>>3];p[(c+304|0)>>3]=+p[(a+304|0)>>3];p[(a+304|0)>>3]=i;i=+p[(c+312|0)>>3];p[(c+312|0)>>3]=+p[(a+312|0)>>3];p[(a+312|0)>>3]=i;i=+p[(c+320|0)>>3];p[(c+320|0)>>3]=+p[(a+320|0)>>3];p[(a+320|0)>>3]=i;i=+p[(c+328|0)>>3];p[(c+328|0)>>3]=+p[(a+328|0)>>3];p[(a+328|0)>>3]=i;i=+p[(c+336|0)>>3];p[(c+336|0)>>3]=+p[(a+336|0)>>3];p[(a+336|0)>>3]=i;i=+p[(c+344|0)>>3];p[(c+344|0)>>3]=+p[(a+344|0)>>3];p[(a+344|0)>>3]=i;i=+p[(c+352|0)>>3];p[(c+352|0)>>3]=+p[(a+352|0)>>3];p[(a+352|0)>>3]=i;i=+p[(c+360|0)>>3];p[(c+360|0)>>3]=+p[(a+360|0)>>3];p[(a+360|0)>>3]=i;i=+p[(c+368|0)>>3];p[(c+368|0)>>3]=+p[(a+368|0)>>3];p[(a+368|0)>>3]=i;h=f[(c+376|0)>>2]|0;f[(c+376|0)>>2]=f[(a+376|0)>>2];f[(a+376|0)>>2]=h;h=f[(c+380|0)>>2]|0;f[(c+380|0)>>2]=f[(a+380|0)>>2];f[(a+380|0)>>2]=h;h=f[(c+384|0)>>2]|0;f[(c+384|0)>>2]=f[(a+384|0)>>2];f[(a+384|0)>>2]=h;h=f[(c+388|0)>>2]|0;f[(c+388|0)>>2]=f[(a+388|0)>>2];f[(a+388|0)>>2]=h;h=f[(c+392|0)>>2]|0;f[(c+392|0)>>2]=f[(a+392|0)>>2];f[e+16>>2]=a;f[e+24>>2]=c;f[e+216>>2]=h;f[e+840>>2]=0;f[e+844>>2]=0;A$(e);G=f[e+840>>2]|0;D=f[e+844>>2]|0;H=+n[e+844>>2];f[e+840>>2]=0;f[e+844>>2]=0;if((G|0)==6){u=e;return D|0}u=e;return 0|0;return 0}function WQ(a){a=a|0;sOb(a);return}function XQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<24){c=0;return c|0}a=a+8|0;d=c;e=a+24|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+24|0;return c|0}function YQ(a){a=a|0;return a+8|0}function ZQ(a){a=a|0;sOb(a);return}function _Q(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<128){c=0;return c|0}a=a+8|0;d=c;e=a+128|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+128|0;return c|0}function $Q(a){a=a|0;return a+8|0}function aR(a){a=a|0;var c=0,d=0;d=u;u=u+16|0;c=d;if(!(b[256352]|0))if(MPb(256352)|0)eAa(255600);bR(255600,a)|0;f[c>>2]=255600;c=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=c;fd(0);u=d;return}function bR(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;b[a>>0]=b[c>>0]|0;p[a+8>>3]=+p[c+8>>3];p[a+16>>3]=+p[c+16>>3];p[a+24>>3]=+p[c+24>>3];p[a+32>>3]=+p[c+32>>3];p[a+40>>3]=+p[c+40>>3];p[a+48>>3]=+p[c+48>>3];p[a+56>>3]=+p[c+56>>3];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];p[a+88>>3]=+p[c+88>>3];p[a+96>>3]=+p[c+96>>3];p[a+104>>3]=+p[c+104>>3];p[a+112>>3]=+p[c+112>>3];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];p[a+184>>3]=+p[c+184>>3];p[a+192>>3]=+p[c+192>>3];p[a+200>>3]=+p[c+200>>3];d=a+208|0;e=c+208|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+248>>3]=+p[c+248>>3];p[a+256>>3]=+p[c+256>>3];p[a+264>>3]=+p[c+264>>3];p[a+272>>3]=+p[c+272>>3];p[a+280>>3]=+p[c+280>>3];p[a+288>>3]=+p[c+288>>3];p[a+296>>3]=+p[c+296>>3];p[a+304>>3]=+p[c+304>>3];p[a+312>>3]=+p[c+312>>3];p[a+320>>3]=+p[c+320>>3];p[a+328>>3]=+p[c+328>>3];p[a+336>>3]=+p[c+336>>3];p[a+344>>3]=+p[c+344>>3];p[a+352>>3]=+p[c+352>>3];p[a+360>>3]=+p[c+360>>3];p[a+368>>3]=+p[c+368>>3];f[a+376>>2]=f[c+376>>2];f[a+380>>2]=f[c+380>>2];f[a+384>>2]=f[c+384>>2];f[a+388>>2]=f[c+388>>2];f[a+392>>2]=f[c+392>>2];f[a+396>>2]=f[c+396>>2];f[a+400>>2]=f[c+400>>2];f[a+404>>2]=f[c+404>>2];f[a+408>>2]=f[c+408>>2];f[a+412>>2]=f[c+412>>2];f[a+416>>2]=f[c+416>>2];f[a+420>>2]=f[c+420>>2];f[a+424>>2]=f[c+424>>2];f[a+428>>2]=f[c+428>>2];f[a+432>>2]=f[c+432>>2];f[a+436>>2]=f[c+436>>2];p[a+440>>3]=+p[c+440>>3];p[a+448>>3]=+p[c+448>>3];p[a+456>>3]=+p[c+456>>3];p[a+464>>3]=+p[c+464>>3];p[a+472>>3]=+p[c+472>>3];p[a+480>>3]=+p[c+480>>3];p[a+488>>3]=+p[c+488>>3];p[a+496>>3]=+p[c+496>>3];p[a+504>>3]=+p[c+504>>3];p[a+512>>3]=+p[c+512>>3];p[a+520>>3]=+p[c+520>>3];p[a+528>>3]=+p[c+528>>3];p[a+536>>3]=+p[c+536>>3];p[a+544>>3]=+p[c+544>>3];p[a+552>>3]=+p[c+552>>3];p[a+560>>3]=+p[c+560>>3];p[a+568>>3]=+p[c+568>>3];p[a+576>>3]=+p[c+576>>3];p[a+584>>3]=+p[c+584>>3];p[a+592>>3]=+p[c+592>>3];p[a+600>>3]=+p[c+600>>3];p[a+608>>3]=+p[c+608>>3];p[a+616>>3]=+p[c+616>>3];p[a+624>>3]=+p[c+624>>3];p[a+632>>3]=+p[c+632>>3];p[a+640>>3]=+p[c+640>>3];p[a+648>>3]=+p[c+648>>3];p[a+656>>3]=+p[c+656>>3];p[a+664>>3]=+p[c+664>>3];p[a+672>>3]=+p[c+672>>3];p[a+680>>3]=+p[c+680>>3];p[a+688>>3]=+p[c+688>>3];f[a+696>>2]=f[c+696>>2];f[a+700>>2]=f[c+700>>2];f[a+704>>2]=f[c+704>>2];f[a+708>>2]=f[c+708>>2];f[a+712>>2]=f[c+712>>2];f[a+716>>2]=f[c+716>>2];f[a+720>>2]=f[c+720>>2];f[a+724>>2]=f[c+724>>2];f[a+728>>2]=f[c+728>>2];g=a+732|0;e=c+732|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];b[g+12>>0]=b[e+12>>0]|0;return a|0}function cR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262870;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262870)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262870)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dR(a){a=a|0;sOb(a);return}function eR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22796;f[b+4>>2]=f[a+4>>2];return b|0}function fR(a,b){a=a|0;b=b|0;f[b>>2]=22796;f[b+4>>2]=f[a+4>>2];return}function gR(a){a=a|0;return}function hR(a){a=a|0;sOb(a);return}function iR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==93430?a+4|0:0)|0}function kR(a){a=a|0;return 5072}function lR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mR(a){a=a|0;sOb(a);return}function nR(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function oR(a){a=a|0;return a+4|0}function pR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function qR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262871;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262871)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262871)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function rR(a){a=a|0;sOb(a);return}function sR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22864;f[b+4>>2]=f[a+4>>2];return b|0}function tR(a,b){a=a|0;b=b|0;f[b>>2]=22864;f[b+4>>2]=f[a+4>>2];return}function uR(a){a=a|0;return}function vR(a){a=a|0;sOb(a);return}function wR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function xR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==93902?a+4|0:0)|0}function yR(a){a=a|0;return 5144}function zR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function AR(a){a=a|0;sOb(a);return}function BR(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function CR(a){a=a|0;return a+4|0}function DR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function ER(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262872;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262872)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262872)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FR(a){a=a|0;sOb(a);return}function GR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22932;f[b+4>>2]=f[a+4>>2];return b|0}function HR(a,b){a=a|0;b=b|0;f[b>>2]=22932;f[b+4>>2]=f[a+4>>2];return}function IR(a){a=a|0;return}function JR(a){a=a|0;sOb(a);return}function KR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==94378?a+4|0:0)|0}function MR(a){a=a|0;return 5216}function NR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OR(a){a=a|0;sOb(a);return}function PR(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function QR(a){a=a|0;return a+4|0}function RR(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function SR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262873;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262873)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262873)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TR(a){a=a|0;sOb(a);return}function UR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23e3;f[b+4>>2]=f[a+4>>2];return b|0}function VR(a,b){a=a|0;b=b|0;f[b>>2]=23e3;f[b+4>>2]=f[a+4>>2];return}function WR(a){a=a|0;return}function XR(a){a=a|0;sOb(a);return}function YR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==94896?a+4|0:0)|0}function _R(a){a=a|0;return 5288}function $R(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=23044;f[a+16>>2]=23116;b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[e>>2]=d;a=f[d>>2]|0;if(!a)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~((d+-32-a|0)>>>5)<<5);sOb(a);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);return}function bS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;f[a>>2]=23044;f[a+16>>2]=23116;b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b){sOb(a);return}h=a+8|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);sOb(a);return}function cS(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;if((c-b|0)<4){o=0;return o|0}o=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=b+4|0;n=a+4|0;i=f[n>>2]|0;m=a+8|0;d=f[m>>2]|0;if((d|0)!=(i|0))do{e=d+-12|0;f[m>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[m>>2]|0}}while((d|0)!=(i|0));rS(n,o);i=a+16|0;if(!o){o=b;return o|0}j=a+20|0;k=a+12|0;l=a+24|0;g=a+28|0;e=0;while(1){b=iS(i,b,c)|0;if(!b){b=0;d=15;break}d=f[m>>2]|0;if(d>>>0<(f[k>>2]|0)>>>0){f[d>>2]=0;a=d+4|0;f[a>>2]=0;f[d+8>>2]=0;f[d>>2]=f[j>>2];f[a>>2]=f[l>>2];f[d+8>>2]=f[g>>2];f[g>>2]=0;f[l>>2]=0;f[j>>2]=0;f[m>>2]=(f[m>>2]|0)+12}else sS(n,j);e=e+1|0;if(e>>>0>=o>>>0){d=15;break}}if((d|0)==15)return b|0;return 0}function dS(a){a=a|0;return a+4|0}function eS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;a=f[e>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-12|0;f[e>>2]=a;d=f[a>>2]|0;if(d){a=c+-8|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[g>>2]|0}sOb(b);return}function fS(a){a=a|0;yf()}function gS(a){a=a|0;var b=0,c=0;f[a>>2]=23116;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function hS(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=23116;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);sOb(a);return}function iS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;r=d;if((r-c|0)<4){s=0;return s|0}s=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;q=a+4|0;m=f[q>>2]|0;o=a+8|0;c=f[o>>2]|0;l=m;if((c|0)!=(m|0)){c=c+(~((c+-32-l|0)>>>5)<<5)|0;f[o>>2]=c}e=c;n=a+12|0;if((f[n>>2]|0)-l>>5>>>0<s>>>0){if(s>>>0>134217727)vd();k=pOb(s<<5)|0;g=k+(e-l>>5<<5)|0;j=g;k=k+(s<<5)|0;if((c|0)==(m|0))c=j;else{i=c+-32|0;e=g;while(1){t=c;c=c+-32|0;p[e+-32>>3]=+p[c>>3];p[e+-24>>3]=+p[t+-24>>3];p[e+-16>>3]=+p[t+-16>>3];p[e+-8>>3]=+p[t+-8>>3];if((c|0)==(m|0))break;else e=e+-32|0}c=g+(~((i-l|0)>>>5)<<5)|0}f[q>>2]=c;f[o>>2]=j;f[n>>2]=k;if(m|0)sOb(m)}if(!s){t=d;return t|0}k=a+24|0;l=a+32|0;m=a+40|0;j=a+48|0;i=0;while(1){if((r-d|0)<32){d=0;c=20;break}c=k;e=d;g=c+32|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+32|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];f[c+16>>2]=f[k+16>>2];f[c+20>>2]=f[k+20>>2];f[c+24>>2]=f[k+24>>2];f[c+28>>2]=f[k+28>>2];p[c>>3]=+p[k>>3];p[c+8>>3]=+p[l>>3];p[c+16>>3]=+p[m>>3];p[c+24>>3]=+p[j>>3];f[o>>2]=(f[o>>2]|0)+32}else qS(q,k);i=i+1|0;if(i>>>0>=s>>>0){c=20;break}}if((c|0)==20)return d|0;return 0}function jS(a){a=a|0;return a+4|0}function kS(a){a=a|0;var b=0,c=0;f[a>>2]=23116;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function lS(a){a=a|0;yf()}function mS(a){a=a|0;return}function nS(a){a=a|0;sOb(a);return}function oS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<32){c=0;return c|0}a=a+8|0;d=c;e=a+32|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+32|0;return c|0}function pS(a){a=a|0;return a+8|0}function qS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>5;c=h+1|0;j=m;if(c>>>0>134217727)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>4;e=i>>5>>>0<67108863?(e>>>0<c>>>0?c:e):134217727;do if(!e)g=0;else if(e>>>0>134217727)vd();else{g=pOb(e<<5)|0;break}while(0);c=g+(h<<5)|0;i=g+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];p[c>>3]=+p[b>>3];p[g+(h<<5)+8>>3]=+p[b+8>>3];p[g+(h<<5)+16>>3]=+p[b+16>>3];p[g+(h<<5)+24>>3]=+p[b+24>>3];g=c+32|0;if((d|0)!=(j|0)){b=d+-32-m|0;e=c;while(1){h=d;d=d+-32|0;p[e+-32>>3]=+p[d>>3];p[e+-24>>3]=+p[h+-24>>3];p[e+-16>>3]=+p[h+-16>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-32|0}c=c+(~(b>>>5)<<5)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function rS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function sS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function tS(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;uS(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function uS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;h=k;g=(f[b+4>>2]|0)-(f[b>>2]|0)|0;i=(g|0)/12|0;j=nd()|0;f[a>>2]=j;if(!g){u=k;return}e=0;do{c=f[b>>2]|0;a=c+(e*12|0)|0;c=(f[c+(e*12|0)+4>>2]|0)-(f[a>>2]|0)>>5;d=nd()|0;if(c|0){g=0;do{m=f[a>>2]|0;l=pOb(32)|0;p[l>>3]=+p[m+(g<<5)>>3];p[l+8>>3]=+p[m+(g<<5)+8>>3];p[l+16>>3]=+p[m+(g<<5)+16>>3];p[l+24>>3]=+p[m+(g<<5)+24>>3];f[h>>2]=l;l=td(5528,h|0)|0;f[h>>2]=g;m=td(17744,h|0)|0;sd(d|0,m|0,l|0);fd(m|0);fd(l|0);g=g+1|0}while((g|0)!=(c|0))}f[h>>2]=e;m=td(17744,h|0)|0;sd(j|0,m|0,d|0);fd(m|0);fd(d|0);e=e+1|0}while(e>>>0<i>>>0);u=k;return}function vS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262874;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262874)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262874)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function wS(a){a=a|0;sOb(a);return}function xS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23164;f[b+4>>2]=f[a+4>>2];return b|0}function yS(a,b){a=a|0;b=b|0;f[b>>2]=23164;f[b+4>>2]=f[a+4>>2];return}function zS(a){a=a|0;return}function AS(a){a=a|0;sOb(a);return}function BS(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function CS(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==96441?a+4|0:0)|0}function DS(a){a=a|0;return 5560}function ES(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function FS(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function GS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262875;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262875)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262875)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function HS(a){a=a|0;sOb(a);return}function IS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23208;f[b+4>>2]=f[a+4>>2];return b|0}function JS(a,b){a=a|0;b=b|0;f[b>>2]=23208;f[b+4>>2]=f[a+4>>2];return}function KS(a){a=a|0;return}function LS(a){a=a|0;sOb(a);return}function MS(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function NS(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==96709?a+4|0:0)|0}function OS(a){a=a|0;return 5584}function PS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function QS(a){a=a|0;sOb(a);return}function RS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<56){c=0;return c|0}a=a+8|0;d=c;e=a+56|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+56|0;return c|0}function SS(a){a=a|0;return a+8|0}function TS(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(56)|0;p[d>>3]=+p[a>>3];p[d+8>>3]=+p[a+8>>3];p[d+16>>3]=+p[a+16>>3];p[d+24>>3]=+p[a+24>>3];p[d+32>>3]=+p[a+32>>3];p[d+40>>3]=+p[a+40>>3];p[d+48>>3]=+p[a+48>>3];f[c>>2]=d;a=td(5640,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function US(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262876;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262876)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262876)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VS(a){a=a|0;sOb(a);return}function WS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23276;f[b+4>>2]=f[a+4>>2];return b|0}function XS(a,b){a=a|0;b=b|0;f[b>>2]=23276;f[b+4>>2]=f[a+4>>2];return}function YS(a){a=a|0;return}function ZS(a){a=a|0;sOb(a);return}function _S(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $S(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97136?a+4|0:0)|0}function aT(a){a=a|0;return 5664}function bT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cT(a){a=a|0;sOb(a);return}function dT(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function eT(a){a=a|0;return a+4|0}function fT(a){a=a|0;var b=0,c=0;a=u;u=u+16|0;b=a;c=pOb(1)|0;f[b>>2]=c;b=td(4664,b|0)|0;fd(f[64564]|0);f[64564]=b;fd(0);u=a;return}function gT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262877;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262877)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262877)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function hT(a){a=a|0;sOb(a);return}function iT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23344;f[b+4>>2]=f[a+4>>2];return b|0}function jT(a,b){a=a|0;b=b|0;f[b>>2]=23344;f[b+4>>2]=f[a+4>>2];return}function kT(a){a=a|0;return}function lT(a){a=a|0;sOb(a);return}function mT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function nT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97523?a+4|0:0)|0}function oT(a){a=a|0;return 5736}function pT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function qT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function rT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262878;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262878)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262878)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sT(a){a=a|0;sOb(a);return}function tT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23388;f[b+4>>2]=f[a+4>>2];return b|0}function uT(a,b){a=a|0;b=b|0;f[b>>2]=23388;f[b+4>>2]=f[a+4>>2];return}function vT(a){a=a|0;return}function wT(a){a=a|0;sOb(a);return}function xT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97803?a+4|0:0)|0}function zT(a){a=a|0;return 5760}function AT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BT(a){a=a|0;sOb(a);return}function CT(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function DT(a){a=a|0;return a+4|0}function ET(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function FT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262879;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262879)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262879)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function GT(a){a=a|0;sOb(a);return}function HT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23456;f[b+4>>2]=f[a+4>>2];return b|0}function IT(a,b){a=a|0;b=b|0;f[b>>2]=23456;f[b+4>>2]=f[a+4>>2];return}function JT(a){a=a|0;return}function KT(a){a=a|0;sOb(a);return}function LT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function MT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==98279?a+4|0:0)|0}function NT(a){a=a|0;return 5832}function OT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function PT(a){a=a|0;sOb(a);return}function QT(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function RT(a){a=a|0;return a+4|0}function ST(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function TT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262880;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262880)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262880)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function UT(a){a=a|0;sOb(a);return}function VT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23524;f[b+4>>2]=f[a+4>>2];return b|0}function WT(a,b){a=a|0;b=b|0;f[b>>2]=23524;f[b+4>>2]=f[a+4>>2];return}function XT(a){a=a|0;return}function YT(a){a=a|0;sOb(a);return}function ZT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function _T(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==98754?a+4|0:0)|0}function $T(a){a=a|0;return 5904}function aU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function bU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;hQ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function cU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262881;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262881)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262881)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dU(a){a=a|0;sOb(a);return}function eU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23568;f[b+4>>2]=f[a+4>>2];return b|0}function fU(a,b){a=a|0;b=b|0;f[b>>2]=23568;f[b+4>>2]=f[a+4>>2];return}function gU(a){a=a|0;return}function hU(a){a=a|0;sOb(a);return}function iU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99034?a+4|0:0)|0}function kU(a){a=a|0;return 5928}function lU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mU(a){a=a|0;sOb(a);return}function nU(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function oU(a){a=a|0;return a+4|0}function pU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function qU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262882;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262882)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262882)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function rU(a){a=a|0;sOb(a);return}function sU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23636;f[b+4>>2]=f[a+4>>2];return b|0}function tU(a,b){a=a|0;b=b|0;f[b>>2]=23636;f[b+4>>2]=f[a+4>>2];return}function uU(a){a=a|0;return}function vU(a){a=a|0;sOb(a);return}function wU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function xU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99510?a+4|0:0)|0}function yU(a){a=a|0;return 6e3}function zU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function AU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function BU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262883;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262883)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262883)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function CU(a){a=a|0;sOb(a);return}function DU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23680;f[b+4>>2]=f[a+4>>2];return b|0}function EU(a,b){a=a|0;b=b|0;f[b>>2]=23680;f[b+4>>2]=f[a+4>>2];return}function FU(a){a=a|0;return}function GU(a){a=a|0;sOb(a);return}function HU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function IU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99791?a+4|0:0)|0}function JU(a){a=a|0;return 6024}function KU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function LU(a){a=a|0;sOb(a);return}function MU(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NU(a){a=a|0;return a+4|0}function OU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function PU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262884;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262884)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262884)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QU(a){a=a|0;sOb(a);return}function RU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23748;f[b+4>>2]=f[a+4>>2];return b|0}function SU(a,b){a=a|0;b=b|0;f[b>>2]=23748;f[b+4>>2]=f[a+4>>2];return}function TU(a){a=a|0;return}function UU(a){a=a|0;sOb(a);return}function VU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==100266?a+4|0:0)|0}function XU(a){a=a|0;return 6096}function YU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;_U(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function _U(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function $U(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262885;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262885)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262885)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function aV(a){a=a|0;sOb(a);return}function bV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23792;f[b+4>>2]=f[a+4>>2];return b|0}function cV(a,b){a=a|0;b=b|0;f[b>>2]=23792;f[b+4>>2]=f[a+4>>2];return}function dV(a){a=a|0;return}function eV(a){a=a|0;sOb(a);return}function fV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function gV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==100546?a+4|0:0)|0}function hV(a){a=a|0;return 6120}function iV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function jV(a){a=a|0;sOb(a);return}function kV(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function lV(a){a=a|0;return a+4|0}function mV(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function nV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262886;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262886)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262886)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function oV(a){a=a|0;sOb(a);return}function pV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23860;f[b+4>>2]=f[a+4>>2];return b|0}function qV(a,b){a=a|0;b=b|0;f[b>>2]=23860;f[b+4>>2]=f[a+4>>2];return}function rV(a){a=a|0;return}function sV(a){a=a|0;sOb(a);return}function tV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function uV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101021?a+4|0:0)|0}function vV(a){a=a|0;return 6192}function wV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function xV(a){a=a|0;sOb(a);return}function yV(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function zV(a){a=a|0;return a+4|0}function AV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function BV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262887;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262887)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262887)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function CV(a){a=a|0;sOb(a);return}function DV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23928;f[b+4>>2]=f[a+4>>2];return b|0}function EV(a,b){a=a|0;b=b|0;f[b>>2]=23928;f[b+4>>2]=f[a+4>>2];return}function FV(a){a=a|0;return}function GV(a){a=a|0;sOb(a);return}function HV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function IV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101493?a+4|0:0)|0}function JV(a){a=a|0;return 6264}function KV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function LV(a){a=a|0;sOb(a);return}function MV(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NV(a){a=a|0;return a+4|0}function OV(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function PV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262888;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262888)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262888)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QV(a){a=a|0;sOb(a);return}function RV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23996;f[b+4>>2]=f[a+4>>2];return b|0}function SV(a,b){a=a|0;b=b|0;f[b>>2]=23996;f[b+4>>2]=f[a+4>>2];return}function TV(a){a=a|0;return}function UV(a){a=a|0;sOb(a);return}function VV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101968?a+4|0:0)|0}function XV(a){a=a|0;return 6336}function YV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function _V(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262889;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262889)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262889)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $V(a){a=a|0;sOb(a);return}function aW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24040;f[b+4>>2]=f[a+4>>2];return b|0}function bW(a,b){a=a|0;b=b|0;f[b>>2]=24040;f[b+4>>2]=f[a+4>>2];return}function cW(a){a=a|0;return}function dW(a){a=a|0;sOb(a);return}function eW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==102248?a+4|0:0)|0}function gW(a){a=a|0;return 6360}function hW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;cL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function jW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262890;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262890)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262890)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function kW(a){a=a|0;sOb(a);return}function lW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24084;f[b+4>>2]=f[a+4>>2];return b|0}function mW(a,b){a=a|0;b=b|0;f[b>>2]=24084;f[b+4>>2]=f[a+4>>2];return}function nW(a){a=a|0;return}function oW(a){a=a|0;sOb(a);return}function pW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function qW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==102529?a+4|0:0)|0}function rW(a){a=a|0;return 6384}function sW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function tW(a){a=a|0;sOb(a);return}function uW(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function vW(a){a=a|0;return a+4|0}function wW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function xW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262891;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262891)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262891)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yW(a){a=a|0;sOb(a);return}function zW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24152;f[b+4>>2]=f[a+4>>2];return b|0}function AW(a,b){a=a|0;b=b|0;f[b>>2]=24152;f[b+4>>2]=f[a+4>>2];return}function BW(a){a=a|0;return}function CW(a){a=a|0;sOb(a);return}function DW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103005?a+4|0:0)|0}function FW(a){a=a|0;return 6456}function GW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function IW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262892;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262892)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262892)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function JW(a){a=a|0;sOb(a);return}function KW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24196;f[b+4>>2]=f[a+4>>2];return b|0}function LW(a,b){a=a|0;b=b|0;f[b>>2]=24196;f[b+4>>2]=f[a+4>>2];return}function MW(a){a=a|0;return}function NW(a){a=a|0;sOb(a);return}function OW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function PW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103287?a+4|0:0)|0}function QW(a){a=a|0;return 6480}function RW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function SW(a){a=a|0;sOb(a);return}function TW(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function UW(a){a=a|0;return a+4|0}function VW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function WW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262893;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262893)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262893)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function XW(a){a=a|0;sOb(a);return}function YW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24264;f[b+4>>2]=f[a+4>>2];return b|0}function ZW(a,b){a=a|0;b=b|0;f[b>>2]=24264;f[b+4>>2]=f[a+4>>2];return}function _W(a){a=a|0;return}function $W(a){a=a|0;sOb(a);return}function aX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function bX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103766?a+4|0:0)|0}function cX(a){a=a|0;return 6552}function dX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function eX(a){a=a|0;sOb(a);return}function fX(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function gX(a){a=a|0;return a+4|0}function hX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function iX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262894;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262894)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262894)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jX(a){a=a|0;sOb(a);return}function kX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24332;f[b+4>>2]=f[a+4>>2];return b|0}function lX(a,b){a=a|0;b=b|0;f[b>>2]=24332;f[b+4>>2]=f[a+4>>2];return}function mX(a){a=a|0;return}function nX(a){a=a|0;sOb(a);return}function oX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104238?a+4|0:0)|0}function qX(a){a=a|0;return 6624}function rX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function tX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262895;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262895)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262895)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function uX(a){a=a|0;sOb(a);return}function vX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24376;f[b+4>>2]=f[a+4>>2];return b|0}function wX(a,b){a=a|0;b=b|0;f[b>>2]=24376;f[b+4>>2]=f[a+4>>2];return}function xX(a){a=a|0;return}function yX(a){a=a|0;sOb(a);return}function zX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function AX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104519?a+4|0:0)|0}function BX(a){a=a|0;return 6648}function CX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function DX(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function EX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262896;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262896)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262896)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FX(a){a=a|0;sOb(a);return}function GX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24420;f[b+4>>2]=f[a+4>>2];return b|0}function HX(a,b){a=a|0;b=b|0;f[b>>2]=24420;f[b+4>>2]=f[a+4>>2];return}function IX(a){a=a|0;return}function JX(a){a=a|0;sOb(a);return}function KX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104800?a+4|0:0)|0}function MX(a){a=a|0;return 6672}function NX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function PX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262897;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262897)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262897)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QX(a){a=a|0;sOb(a);return}function RX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24464;f[b+4>>2]=f[a+4>>2];return b|0}function SX(a,b){a=a|0;b=b|0;f[b>>2]=24464;f[b+4>>2]=f[a+4>>2];return}function TX(a){a=a|0;return}function UX(a){a=a|0;sOb(a);return}function VX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105082?a+4|0:0)|0}function XX(a){a=a|0;return 6696}function YX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZX(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function _X(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262898;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262898)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262898)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $X(a){a=a|0;sOb(a);return}function aY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24508;f[b+4>>2]=f[a+4>>2];return b|0}function bY(a,b){a=a|0;b=b|0;f[b>>2]=24508;f[b+4>>2]=f[a+4>>2];return}function cY(a){a=a|0;return}function dY(a){a=a|0;sOb(a);return}function eY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105365?a+4|0:0)|0}function gY(a){a=a|0;return 6720}function hY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iY(a){a=a|0;sOb(a);return}function jY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function kY(a){a=a|0;return a+4|0}function lY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function mY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262899;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262899)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262899)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function nY(a){a=a|0;sOb(a);return}function oY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24576;f[b+4>>2]=f[a+4>>2];return b|0}function pY(a,b){a=a|0;b=b|0;f[b>>2]=24576;f[b+4>>2]=f[a+4>>2];return}function qY(a){a=a|0;return}function rY(a){a=a|0;sOb(a);return}function sY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function tY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105846?a+4|0:0)|0}function uY(a){a=a|0;return 6792}function vY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function wY(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function xY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262900;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262900)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262900)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yY(a){a=a|0;sOb(a);return}function zY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24620;f[b+4>>2]=f[a+4>>2];return b|0}function AY(a,b){a=a|0;b=b|0;f[b>>2]=24620;f[b+4>>2]=f[a+4>>2];return}function BY(a){a=a|0;return}function CY(a){a=a|0;sOb(a);return}function DY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==106128?a+4|0:0)|0}function FY(a){a=a|0;return 6816}function GY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HY(a){a=a|0;sOb(a);return}function IY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function JY(a){a=a|0;return a+4|0}function KY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function LY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262901;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262901)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262901)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function MY(a){a=a|0;sOb(a);return}function NY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24688;f[b+4>>2]=f[a+4>>2];return b|0}function OY(a,b){a=a|0;b=b|0;f[b>>2]=24688;f[b+4>>2]=f[a+4>>2];return}function PY(a){a=a|0;return}function QY(a){a=a|0;sOb(a);return}function RY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function SY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==106605?a+4|0:0)|0}function TY(a){a=a|0;return 6888}function UY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VY(a){a=a|0;sOb(a);return}function WY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function XY(a){a=a|0;return a+4|0}function YY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function ZY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262902;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262902)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262902)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function _Y(a){a=a|0;sOb(a);return}function $Y(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24756;f[b+4>>2]=f[a+4>>2];return b|0}function aZ(a,b){a=a|0;b=b|0;f[b>>2]=24756;f[b+4>>2]=f[a+4>>2];return}function bZ(a){a=a|0;return}function cZ(a){a=a|0;sOb(a);return}function dZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function eZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107086?a+4|0:0)|0}function fZ(a){a=a|0;return 6960}function gZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function hZ(a){a=a|0;sOb(a);return}function iZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function jZ(a){a=a|0;return a+4|0}function kZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function lZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262903;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262903)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262903)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function mZ(a){a=a|0;sOb(a);return}function nZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24824;f[b+4>>2]=f[a+4>>2];return b|0}function oZ(a,b){a=a|0;b=b|0;f[b>>2]=24824;f[b+4>>2]=f[a+4>>2];return}function pZ(a){a=a|0;return}function qZ(a){a=a|0;sOb(a);return}function rZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function sZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107551?a+4|0:0)|0}function tZ(a){a=a|0;return 7032}function uZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function vZ(a){a=a|0;sOb(a);return}function wZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function xZ(a){a=a|0;return a+4|0}function yZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function zZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262904;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262904)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262904)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function AZ(a){a=a|0;sOb(a);return}function BZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24892;f[b+4>>2]=f[a+4>>2];return b|0}function CZ(a,b){a=a|0;b=b|0;f[b>>2]=24892;f[b+4>>2]=f[a+4>>2];return}function DZ(a){a=a|0;return}function EZ(a){a=a|0;sOb(a);return}function FZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function GZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107955?a+4|0:0)|0}function HZ(a){a=a|0;return 7104}function IZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function JZ(a){a=a|0;sOb(a);return}function KZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function LZ(a){a=a|0;return a+4|0}function MZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function NZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262905;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262905)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262905)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function OZ(a){a=a|0;sOb(a);return}function PZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24960;f[b+4>>2]=f[a+4>>2];return b|0}function QZ(a,b){a=a|0;b=b|0;f[b>>2]=24960;f[b+4>>2]=f[a+4>>2];return}function RZ(a){a=a|0;return}function SZ(a){a=a|0;sOb(a);return}function TZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function UZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==108383?a+4|0:0)|0}function VZ(a){a=a|0;return 7176}function WZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function XZ(a){a=a|0;sOb(a);return}function YZ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function ZZ(a){a=a|0;return a+4|0}function _Z(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function $Z(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262906;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262906)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262906)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function a_(a){a=a|0;sOb(a);return}function b_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25028;f[b+4>>2]=f[a+4>>2];return b|0}function c_(a,b){a=a|0;b=b|0;f[b>>2]=25028;f[b+4>>2]=f[a+4>>2];return}function d_(a){a=a|0;return}function e_(a){a=a|0;sOb(a);return}function f_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function g_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==108860?a+4|0:0)|0}function h_(a){a=a|0;return 7248}function i_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function j_(a){a=a|0;sOb(a);return}function k_(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function l_(a){a=a|0;return a+4|0}function m_(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function n_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262907;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262907)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262907)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function o_(a){a=a|0;sOb(a);return}function p_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25096;f[b+4>>2]=f[a+4>>2];return b|0}function q_(a,b){a=a|0;b=b|0;f[b>>2]=25096;f[b+4>>2]=f[a+4>>2];return}function r_(a){a=a|0;return}function s_(a){a=a|0;sOb(a);return}function t_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function u_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==109322?a+4|0:0)|0}function v_(a){a=a|0;return 7320}function w_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function x_(a){a=a|0;sOb(a);return}function y_(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+8|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function z_(a){a=a|0;return a+8|0}function A_(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(7376,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function B_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262908;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262908)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262908)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function C_(a){a=a|0;sOb(a);return}function D_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25164;f[b+4>>2]=f[a+4>>2];return b|0}function E_(a,b){a=a|0;b=b|0;f[b>>2]=25164;f[b+4>>2]=f[a+4>>2];return}function F_(a){a=a|0;return}function G_(a){a=a|0;sOb(a);return}function H_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function I_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==109728?a+4|0:0)|0}function J_(a){a=a|0;return 7400}function K_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function L_(a){a=a|0;sOb(a);return}function M_(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function N_(a){a=a|0;return a+4|0}function O_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;c=b;d=pOb(8)|0;g=a;e=f[g+4>>2]|0;a=d;f[a>>2]=f[g>>2];f[a+4>>2]=e;f[c>>2]=d;a=td(7456,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function P_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262909;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262909)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262909)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Q_(a){a=a|0;sOb(a);return}function R_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25232;f[b+4>>2]=f[a+4>>2];return b|0}function S_(a,b){a=a|0;b=b|0;f[b>>2]=25232;f[b+4>>2]=f[a+4>>2];return}function T_(a){a=a|0;return}function U_(a){a=a|0;sOb(a);return}function V_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function W_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110134?a+4|0:0)|0}function X_(a){a=a|0;return 7480}function Y_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Z_(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(400,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function __(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262910;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262910)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262910)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $_(a){a=a|0;sOb(a);return}function a$(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25276;f[b+4>>2]=f[a+4>>2];return b|0}function b$(a,b){a=a|0;b=b|0;f[b>>2]=25276;f[b+4>>2]=f[a+4>>2];return}function c$(a){a=a|0;return}function d$(a){a=a|0;sOb(a);return}function e$(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function f$(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110380?a+4|0:0)|0}function g$(a){a=a|0;return 7504}function h$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function i$(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(12)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[c>>2]=d;a=td(2968,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function j$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262911;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262911)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262911)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function k$(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j;g=a+4|0;c=f[g>>2]|0;h=f[a>>2]|0;i=h+4|0;if((c|0)!=((f[i>>2]|0)-(f[h>>2]|0)>>2|0)){i=c;h=f[h>>2]|0;i=h+(i<<2)|0;i=f[i>>2]|0;u=j;return i|0}c=pOb(944)|0;dQb(c|0,0,944)|0;f[c>>2]=25364;f[c+60>>2]=0;f[c+64>>2]=0;f[c+68>>2]=0;f[c+56>>2]=25412;f[c+72>>2]=25460;f[c+276>>2]=0;f[c+280>>2]=0;f[c+284>>2]=0;f[c+272>>2]=25532;f[c+384>>2]=0;f[c+388>>2]=0;f[c+392>>2]=0;f[c+396>>2]=-1;b[c+496>>0]=0;f[c+288>>2]=25580;f[c+508>>2]=0;f[c+512>>2]=0;f[c+516>>2]=0;f[c+504>>2]=20568;f[c+520>>2]=18528;f[c+540>>2]=0;f[c+544>>2]=0;f[c+548>>2]=0;f[c+536>>2]=25628;b[c+672>>0]=0;f[c+552>>2]=25676;f[c+684>>2]=0;f[c+688>>2]=0;f[c+692>>2]=0;f[c+680>>2]=25700;b[c+936>>0]=0;f[c+696>>2]=25748;f[e>>2]=c;d=f[i>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=c;f[i>>2]=d+4}else t$(h,e);h=f[a>>2]|0;i=f[g>>2]|0;h=f[h>>2]|0;i=h+(i<<2)|0;i=f[i>>2]|0;u=j;return i|0}function l$(a){a=a|0;sOb(a);return}function m$(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25320;f[b+4>>2]=f[a+4>>2];return b|0}function n$(a,b){a=a|0;b=b|0;f[b>>2]=25320;f[b+4>>2]=f[a+4>>2];return}function o$(a){a=a|0;return}function p$(a){a=a|0;sOb(a);return}function q$(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function r$(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110646?a+4|0:0)|0}function s$(a){a=a|0;return 7528}function t$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function u$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25364;f[a+680>>2]=25724;b=f[a+684>>2]|0;if(b|0){c=a+688|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b)}f[a+536>>2]=25652;b=f[a+540>>2]|0;if(b|0){c=a+544|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b)}U$(a+272|0);f[a+56>>2]=25436;b=f[a+60>>2]|0;if(!b){f[a>>2]=25388;a=a+4|0;B$(a);return}c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-192-b|0)>>>0)/192|0)*192|0);sOb(b);f[a>>2]=25388;a=a+4|0;B$(a);return}function v$(a){a=a|0;u$(a);sOb(a);return}function w$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=a+56|0;d=a+272|0;e=a+536|0;g=a+680|0;b=Sg[f[(f[h>>2]|0)+8>>2]&255](h,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){h=0;return h|0}h=a+4|0;c=a+60|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+8|0;g=a+64|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+12|0;h=a+68|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+16|0;c=a+276|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+20|0;g=a+280|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+24|0;h=a+284|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+28|0;c=a+540|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+32|0;g=a+544|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+36|0;h=a+548|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+40|0;c=a+684|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+44|0;g=a+688|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+48|0;h=a+692|0;a=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=a;h=b;return h|0}function x$(a){a=a|0;return a+4|0}function y$(a){a=a|0;f[a>>2]=25388;B$(a+4|0);return}function z$(a){a=a|0;yf()}function A$(a){a=a|0;var c=0,d=0,e=0,g=0.0;c=f[a+16>>2]|0;d=f[a+24>>2]|0;e=f[a+216>>2]|0;a:{f[(c+392|0)>>2]=e;e=f[(d+396|0)>>2]|0;f[(d+396|0)>>2]=f[(c+396|0)>>2];f[(c+396|0)>>2]=e;e=f[(d+400|0)>>2]|0;f[(d+400|0)>>2]=f[(c+400|0)>>2];f[(c+400|0)>>2]=e;e=f[(d+404|0)>>2]|0;f[(d+404|0)>>2]=f[(c+404|0)>>2];f[(c+404|0)>>2]=e;e=f[(d+408|0)>>2]|0;f[(d+408|0)>>2]=f[(c+408|0)>>2];f[(c+408|0)>>2]=e;e=f[(d+412|0)>>2]|0;f[(d+412|0)>>2]=f[(c+412|0)>>2];f[(c+412|0)>>2]=e;e=f[(d+416|0)>>2]|0;f[(d+416|0)>>2]=f[(c+416|0)>>2];f[(c+416|0)>>2]=e;e=f[(d+420|0)>>2]|0;f[(d+420|0)>>2]=f[(c+420|0)>>2];f[(c+420|0)>>2]=e;e=f[(d+424|0)>>2]|0;f[(d+424|0)>>2]=f[(c+424|0)>>2];f[(c+424|0)>>2]=e;e=f[(d+428|0)>>2]|0;f[(d+428|0)>>2]=f[(c+428|0)>>2];f[(c+428|0)>>2]=e;e=f[(d+432|0)>>2]|0;f[(d+432|0)>>2]=f[(c+432|0)>>2];f[(c+432|0)>>2]=e;e=f[(d+436|0)>>2]|0;f[(d+436|0)>>2]=f[(c+436|0)>>2];f[(c+436|0)>>2]=e;g=+p[(d+440|0)>>3];p[(d+440|0)>>3]=+p[(c+440|0)>>3];p[(c+440|0)>>3]=g;g=+p[(d+448|0)>>3];p[(d+448|0)>>3]=+p[(c+448|0)>>3];p[(c+448|0)>>3]=g;g=+p[(d+456|0)>>3];p[(d+456|0)>>3]=+p[(c+456|0)>>3];p[(c+456|0)>>3]=g;g=+p[(d+464|0)>>3];p[(d+464|0)>>3]=+p[(c+464|0)>>3];p[(c+464|0)>>3]=g;g=+p[(d+472|0)>>3];p[(d+472|0)>>3]=+p[(c+472|0)>>3];p[(c+472|0)>>3]=g;g=+p[(d+480|0)>>3];p[(d+480|0)>>3]=+p[(c+480|0)>>3];p[(c+480|0)>>3]=g;g=+p[(d+488|0)>>3];p[(d+488|0)>>3]=+p[(c+488|0)>>3];p[(c+488|0)>>3]=g;g=+p[(d+496|0)>>3];p[(d+496|0)>>3]=+p[(c+496|0)>>3];p[(c+496|0)>>3]=g;g=+p[(d+504|0)>>3];p[(d+504|0)>>3]=+p[(c+504|0)>>3];p[(c+504|0)>>3]=g;g=+p[(d+512|0)>>3];p[(d+512|0)>>3]=+p[(c+512|0)>>3];p[(c+512|0)>>3]=g;g=+p[(d+520|0)>>3];p[(d+520|0)>>3]=+p[(c+520|0)>>3];p[(c+520|0)>>3]=g;g=+p[(d+528|0)>>3];p[(d+528|0)>>3]=+p[(c+528|0)>>3];p[(c+528|0)>>3]=g;g=+p[(d+536|0)>>3];p[(d+536|0)>>3]=+p[(c+536|0)>>3];p[(c+536|0)>>3]=g;g=+p[(d+544|0)>>3];p[(d+544|0)>>3]=+p[(c+544|0)>>3];p[(c+544|0)>>3]=g;g=+p[(d+552|0)>>3];p[(d+552|0)>>3]=+p[(c+552|0)>>3];p[(c+552|0)>>3]=g;g=+p[(d+560|0)>>3];p[(d+560|0)>>3]=+p[(c+560|0)>>3];p[(c+560|0)>>3]=g;g=+p[(d+568|0)>>3];p[(d+568|0)>>3]=+p[(c+568|0)>>3];p[(c+568|0)>>3]=g;g=+p[(d+576|0)>>3];p[(d+576|0)>>3]=+p[(c+576|0)>>3];p[(c+576|0)>>3]=g;g=+p[(d+584|0)>>3];p[(d+584|0)>>3]=+p[(c+584|0)>>3];p[(c+584|0)>>3]=g;g=+p[(d+592|0)>>3];p[(d+592|0)>>3]=+p[(c+592|0)>>3];p[(c+592|0)>>3]=g;g=+p[(d+600|0)>>3];p[(d+600|0)>>3]=+p[(c+600|0)>>3];p[(c+600|0)>>3]=g;g=+p[(d+608|0)>>3];p[(d+608|0)>>3]=+p[(c+608|0)>>3];p[(c+608|0)>>3]=g;g=+p[(d+616|0)>>3];p[(d+616|0)>>3]=+p[(c+616|0)>>3];p[(c+616|0)>>3]=g;g=+p[(d+624|0)>>3];p[(d+624|0)>>3]=+p[(c+624|0)>>3];p[(c+624|0)>>3]=g;g=+p[(d+632|0)>>3];p[(d+632|0)>>3]=+p[(c+632|0)>>3];p[(c+632|0)>>3]=g;g=+p[(d+640|0)>>3];p[(d+640|0)>>3]=+p[(c+640|0)>>3];p[(c+640|0)>>3]=g;g=+p[(d+648|0)>>3];p[(d+648|0)>>3]=+p[(c+648|0)>>3];p[(c+648|0)>>3]=g;g=+p[(d+656|0)>>3];p[(d+656|0)>>3]=+p[(c+656|0)>>3];p[(c+656|0)>>3]=g;g=+p[(d+664|0)>>3];p[(d+664|0)>>3]=+p[(c+664|0)>>3];p[(c+664|0)>>3]=g;g=+p[(d+672|0)>>3];p[(d+672|0)>>3]=+p[(c+672|0)>>3];p[(c+672|0)>>3]=g;g=+p[(d+680|0)>>3];p[(d+680|0)>>3]=+p[(c+680|0)>>3];p[(c+680|0)>>3]=g;g=+p[(d+688|0)>>3];p[(d+688|0)>>3]=+p[(c+688|0)>>3];p[(c+688|0)>>3]=g;e=f[(d+696|0)>>2]|0;f[(d+696|0)>>2]=f[(c+696|0)>>2];f[(c+696|0)>>2]=e;e=f[(d+700|0)>>2]|0;f[(d+700|0)>>2]=f[(c+700|0)>>2];f[(c+700|0)>>2]=e;e=f[(d+704|0)>>2]|0;f[(d+704|0)>>2]=f[(c+704|0)>>2];f[(c+704|0)>>2]=e;e=f[(d+708|0)>>2]|0;f[(d+708|0)>>2]=f[(c+708|0)>>2];f[(c+708|0)>>2]=e;e=f[(d+712|0)>>2]|0;f[(d+712|0)>>2]=f[(c+712|0)>>2];f[(c+712|0)>>2]=e;e=f[(d+716|0)>>2]|0;f[(d+716|0)>>2]=f[(c+716|0)>>2];f[(c+716|0)>>2]=e;e=f[(d+720|0)>>2]|0;f[(d+720|0)>>2]=f[(c+720|0)>>2];f[(c+720|0)>>2]=e;e=f[(d+724|0)>>2]|0;f[(d+724|0)>>2]=f[(c+724|0)>>2];f[(c+724|0)>>2]=e;e=f[(d+728|0)>>2]|0;f[(d+728|0)>>2]=f[(c+728|0)>>2];f[(c+728|0)>>2]=e;f[(c+732|0)>>2]=f[(d+732|0)>>2];f[(c+732|0)+4>>2]=f[(d+732|0)+4>>2];f[(c+732|0)+8>>2]=f[(d+732|0)+8>>2];b[(c+732|0)+12>>0]=b[(d+732|0)+12>>0]|0;f[a+840>>2]=6;f[a+844>>2]=c|0;break a}}
+function msb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function nsb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0;i=f[a>>2]|0;d=f[b>>2]|0;i=i+(((d-i|0)/192|0)*192|0)|0;b=f[c>>2]|0;if((b|0)==(d|0))return i|0;b=i+(((b-d|0)/192|0)*192|0)|0;h=a+4|0;g=f[h>>2]|0;if((b|0)==(g|0))c=i;else{c=i;do{d=c;a=b;e=d+36|0;do{f[d>>2]=f[a>>2];d=d+4|0;a=a+4|0}while((d|0)<(e|0));a=b+40|0;j=+p[a>>3];d=c+40|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+48|0;j=+p[d>>3];a=c+48|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+56|0;j=+p[a>>3];d=c+56|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+64|0;j=+p[d>>3];a=c+64|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+72|0;j=+p[a>>3];d=c+72|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+80|0;j=+p[d>>3];a=c+80|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=c+88|0;d=b+88|0;e=f[d>>2]|0;f[d>>2]=f[a>>2];f[a>>2]=e;a=b+92|0;e=f[a>>2]|0;d=c+92|0;f[a>>2]=f[d>>2];f[d>>2]=e;d=b+96|0;e=f[d>>2]|0;a=c+96|0;f[d>>2]=f[a>>2];f[a>>2]=e;a=c+100|0;e=b+100|0;d=f[e>>2]|0;f[e>>2]=f[a>>2];f[a>>2]=d;a=b+104|0;d=f[a>>2]|0;e=c+104|0;f[a>>2]=f[e>>2];f[e>>2]=d;e=b+108|0;d=f[e>>2]|0;a=c+108|0;f[e>>2]=f[a>>2];f[a>>2]=d;a=b+112|0;j=+p[a>>3];d=c+112|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+120|0;j=+p[d>>3];a=c+120|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+128|0;j=+p[a>>3];d=c+128|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+136|0;j=+p[d>>3];a=c+136|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+144|0;j=+p[a>>3];d=c+144|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+152|0;j=+p[d>>3];a=c+152|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+160|0;j=+p[a>>3];d=c+160|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+168|0;j=+p[d>>3];a=c+168|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+176|0;j=+p[a>>3];d=c+176|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+184|0;a=f[d+4>>2]|0;e=c+184|0;f[e>>2]=f[d>>2];f[e+4>>2]=a;b=b+192|0;c=c+192|0}while((b|0)!=(g|0));b=f[h>>2]|0}if((b|0)==(c|0))return i|0;f[h>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);return i|0}function osb(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0;N=0;na=u;u=u+3632|0;a:while(1){l=c;Y=c+-208|0;B=c+-416|0;C=c+-24|0;M=c+-16|0;Z=c+-172|0;_=c+-168|0;$=c+-164|0;S=c+-160|0;T=c+-156|0;U=c+-152|0;V=c+-144|0;W=c+-136|0;X=c+-128|0;ea=c+-120|0;aa=c+-116|0;ba=c+-112|0;ca=c+-108|0;fa=c+-88|0;ga=c+-80|0;ha=c+-72|0;ia=c+-64|0;ja=c+-56|0;ka=c+-48|0;la=c+-40|0;ma=c+-32|0;da=c+-24|0;i=a;while(1){R=i;b:while(1){m=R;switch((l-m|0|0)/208|0|0){case 2:{N=5;break a}case 3:{N=15;break a}case 4:{N=16;break a}case 5:{N=17;break a}case 1:case 0:{N=144;break a}default:{}}if((l-m|0|0)<1456){N=19;break a}o=R+((((l-m|0)>>>0)/416|0)*208|0)|0;if((l-m|0|0)>207792)j=Dsb(R,R+((((l-m|0)>>>0)/832|0)*208|0)|0,o,o+((((l-m|0)>>>0)/832|0)*208|0)|0,Y)|0;else j=Bsb(R,o,Y)|0;z=R+184|0;g=~~+p[z>>3]>>>0;A=R+((((l-m|0)>>>0)/416|0)*208|0)+184|0;h=~~+p[A>>3]>>>0;if(g>>>0<h>>>0){F=Y;I=j;break}if(g>>>0<=h>>>0){d=+p[R+192>>3];e=+p[R+((((l-m|0)>>>0)/416|0)*208|0)+192>>3];if(d<e){F=Y;I=j;break}if(!(d>e))if(gub(R,o)|0){F=Y;I=j;break}}f[na+312>>2]=E;f[na+392>>2]=R;f[na+600>>2]=aa;f[na+648>>2]=ba;f[na+688>>2]=ca;f[na+824>>2]=da;f[na+832>>2]=S;f[na+864>>2]=T;f[na+888>>2]=U;f[na+920>>2]=V;f[na+944>>2]=W;f[na+968>>2]=X;f[na+1016>>2]=ea;f[na+1032>>2]=fa;f[na+1064>>2]=ga;f[na+1096>>2]=ha;f[na+1152>>2]=l;f[na+1160>>2]=ia;f[na+1216>>2]=ja;f[na+1280>>2]=ka;f[na+1312>>2]=la;f[na+1360>>2]=ma;f[na+1424>>2]=m;f[na+1488>>2]=o;f[na+1496>>2]=z;f[na+1512>>2]=A;f[na+1600>>2]=Y;f[na+2024>>2]=B;f[na+2280>>2]=K;f[na+2496>>2]=C;f[na+2936>>2]=M;f[na+3288>>2]=Z;f[na+3352>>2]=_;f[na+3376>>2]=$;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3504>>2]=0;f[na+3508>>2]=0;utb(na);E=f[na+312>>2]|0;R=f[na+392>>2]|0;K=f[na+2280>>2]|0;O=f[na+3408>>2]|0;P=f[na+3424>>2]|0;Q=f[na+3432>>2]|0;N=f[na+3448>>2]|0;G=f[na+3504>>2]|0;D=f[na+3508>>2]|0;H=+n[na+3508>>2];f[na+3504>>2]=0;f[na+3508>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 7:break a}if((G|0)==3)continue;if((G|0)==4)switch(D|0){case 8:continue b}}f[na+288>>2]=i;f[na+312>>2]=E;f[na+336>>2]=j;f[na+352>>2]=c;f[na+392>>2]=R;f[na+440>>2]=F;f[na+464>>2]=I;f[na+536>>2]=J;f[na+1152>>2]=l;f[na+1424>>2]=m;f[na+1488>>2]=o;f[na+2280>>2]=K;f[na+3304>>2]=L;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3496>>2]=0;f[na+3500>>2]=0;ttb(na);i=f[na+288>>2]|0;F=f[na+440>>2]|0;I=f[na+464>>2]|0;J=f[na+536>>2]|0;L=f[na+3304>>2]|0;O=f[na+3408>>2]|0;P=f[na+3424>>2]|0;Q=f[na+3432>>2]|0;N=f[na+3448>>2]|0;G=f[na+3496>>2]|0;D=f[na+3500>>2]|0;H=+n[na+3500>>2];f[na+3496>>2]=0;f[na+3500>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if((N|0)==142){N=0;osb(J+208|0,c);a=R;c=J;continue}else if((N|0)==143){N=0;if(L){N=144;break}else{a=R;c=J;continue}}}a=1;if(a)if((N|0)==5){a=~~+p[C>>3]>>>0;c=~~+p[R+184>>3]>>>0;if(a>>>0>=c>>>0){if(a>>>0>c>>>0){u=na;return}d=+p[M>>3];e=+p[R+192>>3];if(!(d<e)){if(d>e){u=na;return}if(!(gub(Y,R)|0)){u=na;return}}}O=na+24|0;P=R;Q=O+36|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));a=f[R+36>>2]|0;c=f[R+40>>2]|0;g=f[R+44>>2]|0;h=f[R+48>>2]|0;i=f[R+52>>2]|0;j=f[R+56>>2]|0;d=+p[R+64>>3];e=+p[R+72>>3];k=+p[R+80>>3];O=R+88|0;l=f[O>>2]|0;P=R+92|0;m=f[P>>2]|0;Q=R+96|0;o=f[Q>>2]|0;f[Q>>2]=0;f[P>>2]=0;f[O>>2]=0;O=R+100|0;f[(na+232|0)>>2]=f[O>>2];f[(na+232|0)+4>>2]=f[O+4>>2];f[(na+232|0)+8>>2]=f[O+8>>2];f[(na+232|0)+12>>2]=f[O+12>>2];f[(na+232|0)+16>>2]=f[O+16>>2];q=+p[R+120>>3];r=+p[R+128>>3];s=+p[R+136>>3];t=+p[R+144>>3];v=+p[R+152>>3];w=+p[R+160>>3];x=+p[R+168>>3];y=+p[R+176>>3];O=R+184|0;f[na>>2]=f[O>>2];f[na+4>>2]=f[O+4>>2];f[na+8>>2]=f[O+8>>2];f[na+12>>2]=f[O+12>>2];b[na+16>>0]=b[O+16>>0]|0;psb(R,Y)|0;O=Y;P=na+24|0;Q=O+36|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));f[Z>>2]=a;f[_>>2]=c;f[$>>2]=g;f[S>>2]=h;f[T>>2]=i;f[U>>2]=j;p[V>>3]=d;p[W>>3]=e;p[X>>3]=k;a=f[ea>>2]|0;if(a|0){c=f[aa>>2]|0;if((c|0)!=(a|0))f[aa>>2]=c+(~(((c+-12-a|0)>>>0)/12|0)*12|0);sOb(a);f[ba>>2]=0;f[aa>>2]=0;f[ea>>2]=0}f[ea>>2]=l;f[aa>>2]=m;f[ba>>2]=o;f[ca>>2]=f[(na+232|0)>>2];f[ca+4>>2]=f[(na+232|0)+4>>2];f[ca+8>>2]=f[(na+232|0)+8>>2];f[ca+12>>2]=f[(na+232|0)+12>>2];f[ca+16>>2]=f[(na+232|0)+16>>2];p[fa>>3]=q;p[ga>>3]=r;p[ha>>3]=s;p[ia>>3]=t;p[ja>>3]=v;p[ka>>3]=w;p[la>>3]=x;p[ma>>3]=y;f[da>>2]=f[na>>2];f[da+4>>2]=f[na+4>>2];f[da+8>>2]=f[na+8>>2];f[da+12>>2]=f[na+12>>2];b[da+16>>0]=b[na+16>>0]|0;u=na;return}else a=1;f[na+352>>2]=c;f[na+392>>2]=R;f[na+1600>>2]=Y;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3456>>2]=a;f[na+3488>>2]=0;f[na+3492>>2]=0;stb(na);G=f[na+3488>>2]|0;D=f[na+3492>>2]|0;H=+n[na+3492>>2];f[na+3488>>2]=0;f[na+3492>>2]=0;if((G|0)==5)return}function psb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0;d=a;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));i=a+36|0;h=c+36|0;d=f[h>>2]|0;f[h>>2]=f[i>>2];f[i>>2]=d;i=c+40|0;d=f[i>>2]|0;h=a+40|0;f[i>>2]=f[h>>2];f[h>>2]=d;h=c+44|0;d=f[h>>2]|0;i=a+44|0;f[h>>2]=f[i>>2];f[i>>2]=d;i=a+48|0;d=c+48|0;h=f[d>>2]|0;f[d>>2]=f[i>>2];f[i>>2]=h;i=c+52|0;h=f[i>>2]|0;d=a+52|0;f[i>>2]=f[d>>2];f[d>>2]=h;d=c+56|0;h=f[d>>2]|0;i=a+56|0;f[d>>2]=f[i>>2];f[i>>2]=h;i=c+64|0;j=+p[i>>3];h=a+64|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+72|0;j=+p[h>>3];i=a+72|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+80|0;j=+p[i>>3];h=a+80|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=a+88|0;i=c+88|0;d=f[h>>2]|0;g=a+92|0;if(!d)d=a+96|0;else{e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d);d=a+96|0;f[d>>2]=0;f[g>>2]=0;f[h>>2]=0}f[h>>2]=f[i>>2];h=c+92|0;f[g>>2]=f[h>>2];g=c+96|0;f[d>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;i=a+100|0;h=c+100|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];i=c+120|0;j=+p[i>>3];h=a+120|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+128|0;j=+p[h>>3];i=a+128|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+136|0;j=+p[i>>3];h=a+136|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+144|0;j=+p[h>>3];i=a+144|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+152|0;j=+p[i>>3];h=a+152|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+160|0;j=+p[h>>3];i=a+160|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+168|0;j=+p[i>>3];h=a+168|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+176|0;j=+p[h>>3];i=a+176|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=a+184|0;c=c+184|0;f[i>>2]=f[c>>2];f[i+4>>2]=f[c+4>>2];f[i+8>>2]=f[c+8>>2];f[i+12>>2]=f[c+12>>2];b[i+16>>0]=b[c+16>>0]|0;return a|0}function qsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+8|0;h=f[l>>2]|0;m=a+4|0;d=f[m>>2]|0;if(((h-d|0)/208|0)>>>0>=c>>>0){do{dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;d=(f[m>>2]|0)+208|0;f[m>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/208|0;d=g+c|0;if(d>>>0>20648881)AMb(a);j=(h-e|0)/208|0;k=j<<1;d=j>>>0<10324440?(k>>>0<d>>>0?d:k):20648881;do if(!d)i=0;else if(d>>>0>20648881)vd();else{i=pOb(d*208|0)|0;break}while(0);j=i+(g*208|0)|0;e=j;g=i+(d*208|0)|0;k=e;d=j;do{dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;d=k+208|0;k=d;c=c+-1|0}while((c|0)!=0);h=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(h|0)){c=e;i=h;d=h}else{c=j;do{d=d+-208|0;f0(c+-208|0,d);c=e+-208|0;e=c}while((d|0)!=(h|0));c=e;i=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=c;f[m>>2]=k;f[l>>2]=g;h=i;if((d|0)!=(h|0))do{c=f[d+-120>>2]|0;if(c|0){e=d+-116|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~(((g+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}d=d+-208|0}while((d|0)!=(h|0));if(!i)return;sOb(i);return}function rsb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function ssb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0.0;F=0;J=u;u=u+2704|0;a:while(1){z=c;v=c+-120|0;A=c+-240|0;d=c+-24|0;h=c+-16|0;w=c+-80|0;x=c+-72|0;y=c+-64|0;q=c+-56|0;r=c+-40|0;s=c+-32|0;t=c+-24|0;k=a;f[J+224>>2]=k;f[J+240>>2]=a;f[J+288>>2]=c;f[J+320>>2]=I;f[J+840>>2]=q;f[J+912>>2]=r;f[J+976>>2]=s;f[J+1008>>2]=t;f[J+1256>>2]=z;f[J+1712>>2]=v;f[J+2200>>2]=A;f[J+2304>>2]=d;f[J+2352>>2]=h;f[J+2376>>2]=w;f[J+2408>>2]=x;f[J+2440>>2]=y;f[J+2504>>2]=B;f[J+2520>>2]=C;f[J+2528>>2]=E;f[J+2536>>2]=F;f[J+2584>>2]=0;f[J+2588>>2]=0;wtb(J);a=f[J+240>>2]|0;c=f[J+288>>2]|0;I=f[J+320>>2]|0;B=f[J+2504>>2]|0;C=f[J+2520>>2]|0;E=f[J+2528>>2]|0;F=f[J+2536>>2]|0;G=f[J+2584>>2]|0;D=f[J+2588>>2]|0;H=+n[J+2588>>2];f[J+2584>>2]=0;f[J+2588>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}a=1;if(a)if((F|0)==5){a=~~+p[d>>3]>>>0;c=~~+p[I+96>>3]>>>0;if(a>>>0>=c>>>0){if(a>>>0>c>>>0){u=J;return}e=+p[h>>3];g=+p[I+104>>3];if(!(e<g)){if(e>g){u=J;return}if(!(hub(v,I)|0)){u=J;return}}}B=J+24|0;C=I;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));j=I+40|0;k=I+48|0;a=I+56|0;e=+p[j>>3];g=+p[k>>3];l=+p[a>>3];c=I+64|0;f[(J+64|0)>>2]=f[c>>2];f[(J+64|0)+4>>2]=f[c+4>>2];f[(J+64|0)+8>>2]=f[c+8>>2];f[(J+64|0)+12>>2]=f[c+12>>2];d=I+80|0;h=I+88|0;m=+p[d>>3];o=+p[h>>3];i=I+96|0;f[J>>2]=f[i>>2];f[J+4>>2]=f[i+4>>2];f[J+8>>2]=f[i+8>>2];f[J+12>>2]=f[i+12>>2];b[J+16>>0]=b[i+16>>0]|0;B=I;C=v;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));K=+p[w>>3];p[w>>3]=e;p[j>>3]=K;K=+p[x>>3];p[x>>3]=+p[k>>3];p[k>>3]=K;K=+p[y>>3];p[y>>3]=+p[a>>3];p[a>>3]=K;f[c>>2]=f[q>>2];f[c+4>>2]=f[q+4>>2];f[c+8>>2]=f[q+8>>2];f[c+12>>2]=f[q+12>>2];K=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=K;p[h>>3]=+p[s>>3];f[i>>2]=f[t>>2];f[i+4>>2]=f[t+4>>2];f[i+8>>2]=f[t+8>>2];f[i+12>>2]=f[t+12>>2];b[i+16>>0]=b[t+16>>0]|0;B=v;C=J+24|0;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));p[w>>3]=e;p[x>>3]=g;p[y>>3]=l;f[q>>2]=f[(J+64|0)>>2];f[q+4>>2]=f[(J+64|0)+4>>2];f[q+8>>2]=f[(J+64|0)+8>>2];f[q+12>>2]=f[(J+64|0)+12>>2];p[r>>3]=m;p[s>>3]=o;f[t>>2]=f[J>>2];f[t+4>>2]=f[J+4>>2];f[t+8>>2]=f[J+8>>2];f[t+12>>2]=f[J+12>>2];b[t+16>>0]=b[J+16>>0]|0;u=J;return}else a=1;if(a)if((F|0)==11){xsb(I,I+120|0,v)|0;u=J;return}else if((F|0)==12){ysb(I,I+120|0,I+240|0,v)|0;u=J;return}else if((F|0)==13){zsb(I,I+120|0,I+240|0,I+360|0,v)|0;u=J;return}else a=1;if(a)if((F|0)==15){d=I+240|0;xsb(I,I+120|0,d)|0;a=I+360|0;if((a|0)==(c|0)){u=J;return}x=(J+64|0)+40|0;y=(J+64|0)+64|0;z=(J+64|0)+80|0;A=(J+64|0)+96|0;w=a;while(1){a=~~+p[w+96>>3]>>>0;h=~~+p[d+96>>3]>>>0;if(a>>>0<h>>>0)F=22;else if(a>>>0<=h>>>0){e=+p[w+104>>3];g=+p[d+104>>3];if(e<g)F=22;else if(!(e>g))if(hub(w,d)|0)F=22}if((F|0)==22){F=0;B=J+64|0;C=w;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));a=w+40|0;f[x>>2]=f[a>>2];f[x+4>>2]=f[a+4>>2];f[x+8>>2]=f[a+8>>2];f[x+12>>2]=f[a+12>>2];f[x+16>>2]=f[a+16>>2];f[x+20>>2]=f[a+20>>2];p[x>>3]=+p[a>>3];p[((J+64|0)+48|0)>>3]=+p[w+48>>3];p[((J+64|0)+56|0)>>3]=+p[w+56>>3];a=w+64|0;f[y>>2]=f[a>>2];f[y+4>>2]=f[a+4>>2];f[y+8>>2]=f[a+8>>2];f[y+12>>2]=f[a+12>>2];a=w+80|0;f[z>>2]=f[a>>2];f[z+4>>2]=f[a+4>>2];f[z+8>>2]=f[a+8>>2];f[z+12>>2]=f[a+12>>2];p[z>>3]=+p[a>>3];p[((J+64|0)+88|0)>>3]=+p[w+88>>3];a=w+96|0;f[A>>2]=f[a>>2];f[A+4>>2]=f[a+4>>2];f[A+8>>2]=f[a+8>>2];f[A+12>>2]=f[a+12>>2];b[A+16>>0]=b[a+16>>0]|0;a=w;while(1){B=a;C=d;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));t=d+40|0;K=+p[t>>3];v=a+40|0;p[t>>3]=+p[v>>3];p[v>>3]=K;v=d+48|0;K=+p[v>>3];k=a+48|0;p[v>>3]=+p[k>>3];p[k>>3]=K;k=d+56|0;K=+p[k>>3];r=a+56|0;p[k>>3]=+p[r>>3];p[r>>3]=K;r=a+64|0;q=d+64|0;f[r>>2]=f[q>>2];f[r+4>>2]=f[q+4>>2];f[r+8>>2]=f[q+8>>2];f[r+12>>2]=f[q+12>>2];r=d+80|0;K=+p[r>>3];s=a+80|0;p[r>>3]=+p[s>>3];p[s>>3]=K;s=d+88|0;K=+p[s>>3];E=a+88|0;p[s>>3]=+p[E>>3];p[E>>3]=K;E=a+96|0;j=d+96|0;f[E>>2]=f[j>>2];f[E+4>>2]=f[j+4>>2];f[E+8>>2]=f[j+8>>2];f[E+12>>2]=f[j+12>>2];b[E+16>>0]=b[j+16>>0]|0;if((d|0)==(I|0))break;i=d+-120|0;a=~~+p[((J+64|0)+96|0)>>3]>>>0;h=~~+p[d+-24>>3]>>>0;if(a>>>0<h>>>0){a=d;d=i;continue}if(a>>>0>h>>>0)break;e=+p[((J+64|0)+104|0)>>3];g=+p[d+-16>>3];if(e<g){a=d;d=i;continue}if(e>g)break;if(hub(J+64|0,i)|0){a=d;d=i}else break}B=d;C=J+64|0;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));K=+p[((J+64|0)+40|0)>>3];p[((J+64|0)+40|0)>>3]=+p[t>>3];p[t>>3]=K;K=+p[((J+64|0)+48|0)>>3];p[((J+64|0)+48|0)>>3]=+p[v>>3];p[v>>3]=K;K=+p[((J+64|0)+56|0)>>3];p[((J+64|0)+56|0)>>3]=+p[k>>3];p[k>>3]=K;f[q>>2]=f[y>>2];f[q+4>>2]=f[y+4>>2];f[q+8>>2]=f[y+8>>2];f[q+12>>2]=f[y+12>>2];K=+p[((J+64|0)+80|0)>>3];p[((J+64|0)+80|0)>>3]=+p[r>>3];p[r>>3]=K;K=+p[((J+64|0)+88|0)>>3];p[((J+64|0)+88|0)>>3]=+p[s>>3];p[s>>3]=K;f[j>>2]=f[A>>2];f[j+4>>2]=f[A+4>>2];f[j+8>>2]=f[A+8>>2];f[j+12>>2]=f[A+12>>2];b[j+16>>0]=b[A+16>>0]|0}a=w+120|0;if((a|0)==(c|0))break;else{d=w;w=a}}u=J;return}else a=1;if(a)if((F|0)==111)if(1){u=J;return}}function tsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+8|0;h=f[n>>2]|0;o=a+4|0;d=f[o>>2]|0;if(((h-d|0)/120|0)>>>0>=c>>>0){do{l=d+120|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));d=(f[o>>2]|0)+120|0;f[o>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/120|0;d=g+c|0;if(d>>>0>35791394)AMb(a);l=(h-e|0)/120|0;m=l<<1;d=l>>>0<17895697?(m>>>0<d>>>0?d:m):35791394;do if(!d)i=0;else if(d>>>0>35791394)vd();else{i=pOb(d*120|0)|0;break}while(0);h=i+(g*120|0)|0;g=h;e=i+(d*120|0)|0;d=h;m=g;do{l=d+120|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));d=m+120|0;m=d;c=c+-1|0}while((c|0)!=0);k=f[a>>2]|0;d=f[o>>2]|0;if((d|0)==(k|0)){c=g;d=k}else{j=d;c=g;do{g=j;j=j+-120|0;d=h+-120|0;i=j;l=d+36|0;do{f[d>>2]=f[i>>2];d=d+4|0;i=i+4|0}while((d|0)<(l|0));p[h+-80>>3]=+p[g+-80>>3];p[h+-72>>3]=+p[g+-72>>3];p[h+-64>>3]=+p[g+-64>>3];l=h+-56|0;i=g+-56|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[l+12>>2]=f[i+12>>2];p[h+-40>>3]=+p[g+-40>>3];p[h+-32>>3]=+p[g+-32>>3];l=h+-24|0;i=g+-24|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[l+12>>2]=f[i+12>>2];b[l+16>>0]=b[i+16>>0]|0;h=c+-120|0;c=h}while((j|0)!=(k|0));d=f[a>>2]|0}f[a>>2]=c;f[o>>2]=m;f[n>>2]=e;if(!d)return;sOb(d);return}function usb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function vsb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wsb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wsb(a,b);return}function wsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+720|0;j=+p[(c+96|0)>>3];e=~~+p[(a+96|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){m=1;h=j}else if(~~j>>>0>>>0>e>>>0){m=0;h=j}else{h=+p[c+104>>3];i=+p[a+104>>3];if(h<i){m=1;h=j}else if(h>i){m=0;h=j}else{m=hub(c,a)|0;h=+p[(c+96|0)>>3]}}g=~~+p[(d+96|0)>>3]>>>0;e=~~h>>>0;if(g>>>0<e>>>0)e=1;else if(g>>>0>e>>>0)e=0;else{h=+p[d+104>>3];i=+p[c+104>>3];if(h<i)e=1;else if(h>i)e=0;else e=hub(d,c)|0}if(!m){if(!e){c=0;u=t;return c|0}q=t+24|0;r=c;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));h=+p[(c+40|0)>>3];i=+p[(c+48|0)>>3];j=+p[(c+56|0)>>3];f[(t+64|0)>>2]=f[(c+64|0)>>2];f[(t+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(c+64|0)+12>>2];k=+p[(c+80|0)>>3];l=+p[(c+88|0)>>3];f[t>>2]=f[(c+96|0)>>2];f[t+4>>2]=f[(c+96|0)+4>>2];f[t+8>>2]=f[(c+96|0)+8>>2];f[t+12>>2]=f[(c+96|0)+12>>2];b[t+16>>0]=b[(c+96|0)+16>>0]|0;q=c;r=d;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));v=+p[(d+40|0)>>3];p[(d+40|0)>>3]=h;p[(c+40|0)>>3]=v;v=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=v;v=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=v;f[(c+64|0)>>2]=f[(d+64|0)>>2];f[(c+64|0)+4>>2]=f[(d+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(d+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(d+64|0)+12>>2];p[(c+80|0)>>3]=+p[(d+80|0)>>3];p[(c+88|0)>>3]=+p[(d+88|0)>>3];f[(c+96|0)>>2]=f[(d+96|0)>>2];f[(c+96|0)+4>>2]=f[(d+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(d+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(d+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(d+96|0)+16>>0]|0;q=d;r=t+24|0;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));p[(d+40|0)>>3]=h;p[(d+48|0)>>3]=i;p[(d+56|0)>>3]=j;f[(d+64|0)>>2]=f[(t+64|0)>>2];f[(d+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(d+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(d+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(d+80|0)>>3]=k;p[(d+88|0)>>3]=l;f[(d+96|0)>>2]=f[t>>2];f[(d+96|0)+4>>2]=f[t+4>>2];f[(d+96|0)+8>>2]=f[t+8>>2];f[(d+96|0)+12>>2]=f[t+12>>2];b[(d+96|0)+16>>0]=b[t+16>>0]|0;e=~~+p[(c+96|0)>>3]>>>0;g=~~+p[(a+96|0)>>3]>>>0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){c=1;u=t;return c|0}h=+p[c+104>>3];i=+p[a+104>>3];if(!(h<i)){if(h>i){c=1;u=t;return c|0}if(!(hub(c,a)|0)){c=1;u=t;return c|0}}}q=t+24|0;r=a;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));h=+p[(a+40|0)>>3];i=+p[(a+48|0)>>3];j=+p[(a+56|0)>>3];f[(t+64|0)>>2]=f[(a+64|0)>>2];f[(t+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(a+64|0)+12>>2];k=+p[(a+80|0)>>3];l=+p[(a+88|0)>>3];f[t>>2]=f[(a+96|0)>>2];f[t+4>>2]=f[(a+96|0)+4>>2];f[t+8>>2]=f[(a+96|0)+8>>2];f[t+12>>2]=f[(a+96|0)+12>>2];b[t+16>>0]=b[(a+96|0)+16>>0]|0;q=a;r=c;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));v=+p[(c+40|0)>>3];p[(c+40|0)>>3]=h;p[(a+40|0)>>3]=v;v=+p[(c+48|0)>>3];p[(c+48|0)>>3]=+p[(a+48|0)>>3];p[(a+48|0)>>3]=v;v=+p[(c+56|0)>>3];p[(c+56|0)>>3]=+p[(a+56|0)>>3];p[(a+56|0)>>3]=v;f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];p[(a+80|0)>>3]=+p[(c+80|0)>>3];p[(a+88|0)>>3]=+p[(c+88|0)>>3];f[(a+96|0)>>2]=f[(c+96|0)>>2];f[(a+96|0)+4>>2]=f[(c+96|0)+4>>2];f[(a+96|0)+8>>2]=f[(c+96|0)+8>>2];f[(a+96|0)+12>>2]=f[(c+96|0)+12>>2];b[(a+96|0)+16>>0]=b[(c+96|0)+16>>0]|0;q=c;r=t+24|0;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));p[(c+40|0)>>3]=h;p[(c+48|0)>>3]=i;p[(c+56|0)>>3]=j;f[(c+64|0)>>2]=f[(t+64|0)>>2];f[(c+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(c+80|0)>>3]=k;p[(c+88|0)>>3]=l;f[(c+96|0)>>2]=f[t>>2];f[(c+96|0)+4>>2]=f[t+4>>2];f[(c+96|0)+8>>2]=f[t+8>>2];f[(c+96|0)+12>>2]=f[t+12>>2];b[(c+96|0)+16>>0]=b[t+16>>0]|0;c=2;u=t;return c|0}f[t+96>>2]=a;f[t+104>>2]=c;f[t+112>>2]=d;f[t+120>>2]=o;f[t+136>>2]=e;f[t+608>>2]=q;f[t+624>>2]=r;f[t+632>>2]=s;f[t+640>>2]=0;f[t+644>>2]=0;xtb(t);G=f[t+640>>2]|0;D=f[t+644>>2]|0;H=+n[t+644>>2];f[t+640>>2]=0;f[t+644>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function ysb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;O=u;u=u+80|0;L=O+64|0;K=O+24|0;M=O;N=xsb(a,c,d)|0;j=~~+p[e+96>>3]>>>0;t=d+96|0;g=~~+p[t>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=O;return N|0}h=+p[e+104>>3];i=+p[d+104>>3];if(!(h<i)){if(h>i){u=O;return N|0}if(!(hub(e,d)|0)){u=O;return N|0}}}H=K;I=d;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));F=d+40|0;G=d+48|0;A=d+56|0;h=+p[F>>3];i=+p[G>>3];q=+p[A>>3];B=d+64|0;f[L>>2]=f[B>>2];f[L+4>>2]=f[B+4>>2];f[L+8>>2]=f[B+8>>2];f[L+12>>2]=f[B+12>>2];C=d+80|0;D=d+88|0;r=+p[C>>3];s=+p[D>>3];E=d+96|0;f[M>>2]=f[E>>2];f[M+4>>2]=f[E+4>>2];f[M+8>>2]=f[E+8>>2];f[M+12>>2]=f[E+12>>2];b[M+16>>0]=b[E+16>>0]|0;H=d;I=e;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));g=e+40|0;P=+p[g>>3];p[g>>3]=h;p[F>>3]=P;j=e+48|0;P=+p[j>>3];p[j>>3]=+p[G>>3];p[G>>3]=P;k=e+56|0;P=+p[k>>3];p[k>>3]=+p[A>>3];p[A>>3]=P;l=e+64|0;f[B>>2]=f[l>>2];f[B+4>>2]=f[l+4>>2];f[B+8>>2]=f[l+8>>2];f[B+12>>2]=f[l+12>>2];m=e+80|0;p[C>>3]=+p[m>>3];n=e+88|0;p[D>>3]=+p[n>>3];o=e+96|0;f[E>>2]=f[o>>2];f[E+4>>2]=f[o+4>>2];f[E+8>>2]=f[o+8>>2];f[E+12>>2]=f[o+12>>2];b[E+16>>0]=b[o+16>>0]|0;H=e;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[g>>3]=h;p[j>>3]=i;p[k>>3]=q;f[l>>2]=f[L>>2];f[l+4>>2]=f[L+4>>2];f[l+8>>2]=f[L+8>>2];f[l+12>>2]=f[L+12>>2];p[m>>3]=r;p[n>>3]=s;f[o>>2]=f[M>>2];f[o+4>>2]=f[M+4>>2];f[o+8>>2]=f[M+8>>2];f[o+12>>2]=f[M+12>>2];b[o+16>>0]=b[M+16>>0]|0;k=N+1|0;g=~~+p[t>>3]>>>0;l=c+96|0;j=~~+p[l>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){N=k;u=O;return N|0}h=+p[d+104>>3];i=+p[c+104>>3];if(!(h<i)){if(h>i){N=k;u=O;return N|0}if(!(hub(d,c)|0)){N=k;u=O;return N|0}}}H=K;I=c;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));y=c+40|0;z=c+48|0;e=c+56|0;h=+p[y>>3];i=+p[z>>3];q=+p[e>>3];t=c+64|0;f[L>>2]=f[t>>2];f[L+4>>2]=f[t+4>>2];f[L+8>>2]=f[t+8>>2];f[L+12>>2]=f[t+12>>2];v=c+80|0;w=c+88|0;r=+p[v>>3];s=+p[w>>3];x=c+96|0;f[M>>2]=f[x>>2];f[M+4>>2]=f[x+4>>2];f[M+8>>2]=f[x+8>>2];f[M+12>>2]=f[x+12>>2];b[M+16>>0]=b[x+16>>0]|0;H=c;I=d;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));P=+p[F>>3];p[F>>3]=h;p[y>>3]=P;P=+p[G>>3];p[G>>3]=+p[z>>3];p[z>>3]=P;P=+p[A>>3];p[A>>3]=+p[e>>3];p[e>>3]=P;f[t>>2]=f[B>>2];f[t+4>>2]=f[B+4>>2];f[t+8>>2]=f[B+8>>2];f[t+12>>2]=f[B+12>>2];p[v>>3]=+p[C>>3];p[w>>3]=+p[D>>3];f[x>>2]=f[E>>2];f[x+4>>2]=f[E+4>>2];f[x+8>>2]=f[E+8>>2];f[x+12>>2]=f[E+12>>2];b[x+16>>0]=b[E+16>>0]|0;H=d;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[F>>3]=h;p[G>>3]=i;p[A>>3]=q;f[B>>2]=f[L>>2];f[B+4>>2]=f[L+4>>2];f[B+8>>2]=f[L+8>>2];f[B+12>>2]=f[L+12>>2];p[C>>3]=r;p[D>>3]=s;f[E>>2]=f[M>>2];f[E+4>>2]=f[M+4>>2];f[E+8>>2]=f[M+8>>2];f[E+12>>2]=f[M+12>>2];b[E+16>>0]=b[M+16>>0]|0;k=N+2|0;g=~~+p[l>>3]>>>0;j=~~+p[a+96>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){N=k;u=O;return N|0}h=+p[c+104>>3];i=+p[a+104>>3];if(!(h<i)){if(h>i){N=k;u=O;return N|0}if(!(hub(c,a)|0)){N=k;u=O;return N|0}}}H=K;I=a;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));n=a+40|0;o=a+48|0;g=a+56|0;h=+p[n>>3];i=+p[o>>3];q=+p[g>>3];j=a+64|0;f[L>>2]=f[j>>2];f[L+4>>2]=f[j+4>>2];f[L+8>>2]=f[j+8>>2];f[L+12>>2]=f[j+12>>2];k=a+80|0;l=a+88|0;r=+p[k>>3];s=+p[l>>3];m=a+96|0;f[M>>2]=f[m>>2];f[M+4>>2]=f[m+4>>2];f[M+8>>2]=f[m+8>>2];f[M+12>>2]=f[m+12>>2];b[M+16>>0]=b[m+16>>0]|0;H=a;I=c;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));P=+p[y>>3];p[y>>3]=h;p[n>>3]=P;P=+p[z>>3];p[z>>3]=+p[o>>3];p[o>>3]=P;P=+p[e>>3];p[e>>3]=+p[g>>3];p[g>>3]=P;f[j>>2]=f[t>>2];f[j+4>>2]=f[t+4>>2];f[j+8>>2]=f[t+8>>2];f[j+12>>2]=f[t+12>>2];p[k>>3]=+p[v>>3];p[l>>3]=+p[w>>3];f[m>>2]=f[x>>2];f[m+4>>2]=f[x+4>>2];f[m+8>>2]=f[x+8>>2];f[m+12>>2]=f[x+12>>2];b[m+16>>0]=b[x+16>>0]|0;H=c;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[y>>3]=h;p[z>>3]=i;p[e>>3]=q;f[t>>2]=f[L>>2];f[t+4>>2]=f[L+4>>2];f[t+8>>2]=f[L+8>>2];f[t+12>>2]=f[L+12>>2];p[v>>3]=r;p[w>>3]=s;f[x>>2]=f[M>>2];f[x+4>>2]=f[M+4>>2];f[x+8>>2]=f[M+8>>2];f[x+12>>2]=f[M+12>>2];b[x+16>>0]=b[M+16>>0]|0;N=N+3|0;u=O;return N|0}function zsb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+640|0;s=ysb(a,c,d,e)|0;i=~~+p[g+96>>3]>>>0;h=~~+p[(e+96|0)>>3]>>>0;if(i>>>0>=h>>>0){if(i>>>0>h>>>0){u=t;return s|0}j=+p[g+104>>3];k=+p[e+104>>3];if(!(j<k)){if(j>k){u=t;return s|0}if(!(hub(g,e)|0)){u=t;return s|0}}}h=t+24|0;i=e;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));j=+p[(e+40|0)>>3];k=+p[(e+48|0)>>3];l=+p[(e+56|0)>>3];f[(t+64|0)>>2]=f[(e+64|0)>>2];f[(t+64|0)+4>>2]=f[(e+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(e+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(e+64|0)+12>>2];m=+p[(e+80|0)>>3];o=+p[(e+88|0)>>3];f[t>>2]=f[(e+96|0)>>2];f[t+4>>2]=f[(e+96|0)+4>>2];f[t+8>>2]=f[(e+96|0)+8>>2];f[t+12>>2]=f[(e+96|0)+12>>2];b[t+16>>0]=b[(e+96|0)+16>>0]|0;h=e;i=g;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));v=+p[(g+40|0)>>3];p[(g+40|0)>>3]=j;p[(e+40|0)>>3]=v;v=+p[(g+48|0)>>3];p[(g+48|0)>>3]=+p[(e+48|0)>>3];p[(e+48|0)>>3]=v;v=+p[(g+56|0)>>3];p[(g+56|0)>>3]=+p[(e+56|0)>>3];p[(e+56|0)>>3]=v;f[(e+64|0)>>2]=f[(g+64|0)>>2];f[(e+64|0)+4>>2]=f[(g+64|0)+4>>2];f[(e+64|0)+8>>2]=f[(g+64|0)+8>>2];f[(e+64|0)+12>>2]=f[(g+64|0)+12>>2];p[(e+80|0)>>3]=+p[(g+80|0)>>3];p[(e+88|0)>>3]=+p[(g+88|0)>>3];f[(e+96|0)>>2]=f[(g+96|0)>>2];f[(e+96|0)+4>>2]=f[(g+96|0)+4>>2];f[(e+96|0)+8>>2]=f[(g+96|0)+8>>2];f[(e+96|0)+12>>2]=f[(g+96|0)+12>>2];b[(e+96|0)+16>>0]=b[(g+96|0)+16>>0]|0;h=g;i=t+24|0;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));p[(g+40|0)>>3]=j;p[(g+48|0)>>3]=k;p[(g+56|0)>>3]=l;f[(g+64|0)>>2]=f[(t+64|0)>>2];f[(g+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(g+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(g+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(g+80|0)>>3]=m;p[(g+88|0)>>3]=o;f[(g+96|0)>>2]=f[t>>2];f[(g+96|0)+4>>2]=f[t+4>>2];f[(g+96|0)+8>>2]=f[t+8>>2];f[(g+96|0)+12>>2]=f[t+12>>2];b[(g+96|0)+16>>0]=b[t+16>>0]|0;h=~~+p[(e+96|0)>>3]>>>0;i=~~+p[(d+96|0)>>3]>>>0;if(h>>>0>=i>>>0){if(h>>>0>i>>>0){s=s+1|0;u=t;return s|0}j=+p[e+104>>3];k=+p[d+104>>3];if(!(j<k)){if(j>k){s=s+1|0;u=t;return s|0}if(!(hub(e,d)|0)){s=s+1|0;u=t;return s|0}}}h=t+24|0;i=d;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));j=+p[(d+40|0)>>3];k=+p[(d+48|0)>>3];l=+p[(d+56|0)>>3];f[(t+64|0)>>2]=f[(d+64|0)>>2];f[(t+64|0)+4>>2]=f[(d+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(d+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(d+64|0)+12>>2];m=+p[(d+80|0)>>3];o=+p[(d+88|0)>>3];f[t>>2]=f[(d+96|0)>>2];f[t+4>>2]=f[(d+96|0)+4>>2];f[t+8>>2]=f[(d+96|0)+8>>2];f[t+12>>2]=f[(d+96|0)+12>>2];b[t+16>>0]=b[(d+96|0)+16>>0]|0;h=d;i=e;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));v=+p[(e+40|0)>>3];p[(e+40|0)>>3]=j;p[(d+40|0)>>3]=v;v=+p[(e+48|0)>>3];p[(e+48|0)>>3]=+p[(d+48|0)>>3];p[(d+48|0)>>3]=v;v=+p[(e+56|0)>>3];p[(e+56|0)>>3]=+p[(d+56|0)>>3];p[(d+56|0)>>3]=v;f[(d+64|0)>>2]=f[(e+64|0)>>2];f[(d+64|0)+4>>2]=f[(e+64|0)+4>>2];f[(d+64|0)+8>>2]=f[(e+64|0)+8>>2];f[(d+64|0)+12>>2]=f[(e+64|0)+12>>2];p[(d+80|0)>>3]=+p[(e+80|0)>>3];p[(d+88|0)>>3]=+p[(e+88|0)>>3];f[(d+96|0)>>2]=f[(e+96|0)>>2];f[(d+96|0)+4>>2]=f[(e+96|0)+4>>2];f[(d+96|0)+8>>2]=f[(e+96|0)+8>>2];f[(d+96|0)+12>>2]=f[(e+96|0)+12>>2];b[(d+96|0)+16>>0]=b[(e+96|0)+16>>0]|0;h=e;i=t+24|0;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));p[(e+40|0)>>3]=j;p[(e+48|0)>>3]=k;p[(e+56|0)>>3]=l;f[(e+64|0)>>2]=f[(t+64|0)>>2];f[(e+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(e+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(e+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(e+80|0)>>3]=m;p[(e+88|0)>>3]=o;f[(e+96|0)>>2]=f[t>>2];f[(e+96|0)+4>>2]=f[t+4>>2];f[t+96>>2]=a;f[t+104>>2]=c;f[t+112>>2]=d;f[t+120>>2]=e;f[t+136>>2]=r;f[t+336>>2]=s;f[t+536>>2]=h;f[t+552>>2]=i;f[t+560>>2]=q;f[t+568>>2]=0;f[t+572>>2]=0;ytb(t);G=f[t+568>>2]|0;D=f[t+572>>2]|0;H=+n[t+572>>2];f[t+568>>2]=0;f[t+572>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Asb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;O=u;u=u+160|0;N=O+40|0;x=O+24|0;y=O;switch((c-a|0)/120|0|0){case 2:{w=c+-120|0;e=~~+p[c+-24>>3]>>>0;d=~~+p[a+96>>3]>>>0;if(e>>>0>=d>>>0){if(e>>>0>d>>>0){c=1;u=O;return c|0}g=+p[c+-16>>3];h=+p[a+104>>3];if(!(g<h)){if(g>h){c=1;u=O;return c|0}if(!(hub(w,a)|0)){c=1;u=O;return c|0}}}K=N;L=a;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));d=a+40|0;e=a+48|0;i=a+56|0;g=+p[d>>3];h=+p[e>>3];s=+p[i>>3];k=a+64|0;f[x>>2]=f[k>>2];f[x+4>>2]=f[k+4>>2];f[x+8>>2]=f[k+8>>2];f[x+12>>2]=f[k+12>>2];m=a+80|0;o=a+88|0;t=+p[m>>3];v=+p[o>>3];r=a+96|0;f[y>>2]=f[r>>2];f[y+4>>2]=f[r+4>>2];f[y+8>>2]=f[r+8>>2];f[y+12>>2]=f[r+12>>2];b[y+16>>0]=b[r+16>>0]|0;K=a;L=w;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));q=c+-80|0;P=+p[q>>3];p[q>>3]=g;p[d>>3]=P;n=c+-72|0;P=+p[n>>3];p[n>>3]=+p[e>>3];p[e>>3]=P;l=c+-64|0;P=+p[l>>3];p[l>>3]=+p[i>>3];p[i>>3]=P;j=c+-56|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];i=c+-40|0;p[m>>3]=+p[i>>3];e=c+-32|0;p[o>>3]=+p[e>>3];d=c+-24|0;f[r>>2]=f[d>>2];f[r+4>>2]=f[d+4>>2];f[r+8>>2]=f[d+8>>2];f[r+12>>2]=f[d+12>>2];b[r+16>>0]=b[d+16>>0]|0;K=w;L=N;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));p[q>>3]=g;p[n>>3]=h;p[l>>3]=s;f[j>>2]=f[x>>2];f[j+4>>2]=f[x+4>>2];f[j+8>>2]=f[x+8>>2];f[j+12>>2]=f[x+12>>2];p[i>>3]=t;p[e>>3]=v;f[d>>2]=f[y>>2];f[d+4>>2]=f[y+4>>2];f[d+8>>2]=f[y+8>>2];f[d+12>>2]=f[y+12>>2];b[d+16>>0]=b[y+16>>0]|0;c=1;u=O;return c|0}case 3:{xsb(a,a+120|0,c+-120|0)|0;c=1;u=O;return c|0}case 4:{ysb(a,a+120|0,a+240|0,c+-120|0)|0;c=1;u=O;return c|0}case 5:{zsb(a,a+120|0,a+240|0,a+360|0,c+-120|0)|0;c=1;u=O;return c|0}case 1:case 0:{c=1;u=O;return c|0}default:{e=a+240|0;xsb(a,a+120|0,e)|0;d=a+360|0;a:do if((d|0)==(c|0)){e=1;d=0}else{y=N+40|0;z=N+48|0;A=N+56|0;B=N+64|0;C=N+80|0;D=N+88|0;E=N+96|0;F=N+96|0;G=N+104|0;H=N+40|0;I=N+80|0;x=d;d=0;while(1){i=~~+p[x+96>>3]>>>0;j=~~+p[e+96>>3]>>>0;if(i>>>0<j>>>0)J=18;else if(i>>>0<=j>>>0){g=+p[x+104>>3];h=+p[e+104>>3];if(g<h)J=18;else if(!(g>h))if(hub(x,e)|0)J=18}if((J|0)==18){J=0;K=N;L=x;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));i=x+40|0;f[y>>2]=f[i>>2];f[y+4>>2]=f[i+4>>2];f[y+8>>2]=f[i+8>>2];f[y+12>>2]=f[i+12>>2];f[y+16>>2]=f[i+16>>2];f[y+20>>2]=f[i+20>>2];p[y>>3]=+p[i>>3];p[z>>3]=+p[x+48>>3];p[A>>3]=+p[x+56>>3];i=x+64|0;f[B>>2]=f[i>>2];f[B+4>>2]=f[i+4>>2];f[B+8>>2]=f[i+8>>2];f[B+12>>2]=f[i+12>>2];i=x+80|0;f[C>>2]=f[i>>2];f[C+4>>2]=f[i+4>>2];f[C+8>>2]=f[i+8>>2];f[C+12>>2]=f[i+12>>2];p[C>>3]=+p[i>>3];p[D>>3]=+p[x+88>>3];i=x+96|0;f[E>>2]=f[i>>2];f[E+4>>2]=f[i+4>>2];f[E+8>>2]=f[i+8>>2];f[E+12>>2]=f[i+12>>2];b[E+16>>0]=b[i+16>>0]|0;i=x;while(1){K=i;L=e;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));r=e+40|0;P=+p[r>>3];w=i+40|0;p[r>>3]=+p[w>>3];p[w>>3]=P;w=e+48|0;P=+p[w>>3];m=i+48|0;p[w>>3]=+p[m>>3];p[m>>3]=P;m=e+56|0;P=+p[m>>3];o=i+56|0;p[m>>3]=+p[o>>3];p[o>>3]=P;o=i+64|0;n=e+64|0;f[o>>2]=f[n>>2];f[o+4>>2]=f[n+4>>2];f[o+8>>2]=f[n+8>>2];f[o+12>>2]=f[n+12>>2];o=e+80|0;P=+p[o>>3];q=i+80|0;p[o>>3]=+p[q>>3];p[q>>3]=P;q=e+88|0;P=+p[q>>3];M=i+88|0;p[q>>3]=+p[M>>3];p[M>>3]=P;M=i+96|0;l=e+96|0;f[M>>2]=f[l>>2];f[M+4>>2]=f[l+4>>2];f[M+8>>2]=f[l+8>>2];f[M+12>>2]=f[l+12>>2];b[M+16>>0]=b[l+16>>0]|0;if((e|0)==(a|0))break;k=e+-120|0;i=~~+p[F>>3]>>>0;j=~~+p[e+-24>>3]>>>0;if(i>>>0<j>>>0){i=e;e=k;continue}if(i>>>0>j>>>0)break;g=+p[G>>3];h=+p[e+-16>>3];if(g<h){i=e;e=k;continue}if(g>h)break;if(hub(N,k)|0){i=e;e=k}else break}K=e;L=N;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));P=+p[H>>3];p[H>>3]=+p[r>>3];p[r>>3]=P;P=+p[z>>3];p[z>>3]=+p[w>>3];p[w>>3]=P;P=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=P;f[n>>2]=f[B>>2];f[n+4>>2]=f[B+4>>2];f[n+8>>2]=f[B+8>>2];f[n+12>>2]=f[B+12>>2];P=+p[I>>3];p[I>>3]=+p[o>>3];p[o>>3]=P;P=+p[D>>3];p[D>>3]=+p[q>>3];p[q>>3]=P;f[l>>2]=f[E>>2];f[l+4>>2]=f[E+4>>2];f[l+8>>2]=f[E+8>>2];f[l+12>>2]=f[E+12>>2];b[l+16>>0]=b[E+16>>0]|0;d=d+1|0;if((d|0)==8){e=0;d=(x+120|0)==(c|0);break a}}e=x+120|0;if((e|0)==(c|0)){e=1;d=0;break}else{M=x;x=e;e=M}}}while(0);c=d|e;u=O;return c|0}}return 0}function Bsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,E=0,F=0,I=0;I=u;u=u+1312|0;j=+p[(c+184|0)>>3];e=~~+p[(a+184|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){k=1;h=j}else if(~~j>>>0>>>0>e>>>0){k=0;h=j}else{h=+p[c+192>>3];i=+p[a+192>>3];if(h<i){k=1;h=j}else if(h>i){k=0;h=j}else{k=gub(c,a)|0;h=+p[(c+184|0)>>3]}}g=~~+p[(d+184|0)>>3]>>>0;e=~~h>>>0;if(g>>>0<e>>>0)e=1;else if(g>>>0>e>>>0)e=0;else{h=+p[d+192>>3];i=+p[c+192>>3];if(h<i)e=1;else if(h>i)e=0;else e=gub(d,c)|0}if(!k){if(!e){c=0;u=I;return c|0}C=I+24|0;E=c;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));e=f[(c+36|0)>>2]|0;g=f[(c+40|0)>>2]|0;k=f[(c+44|0)>>2]|0;l=f[(c+48|0)>>2]|0;m=f[(c+52|0)>>2]|0;o=f[(c+56|0)>>2]|0;h=+p[(c+64|0)>>3];i=+p[(c+72|0)>>3];j=+p[(c+80|0)>>3];q=f[(c+88|0)>>2]|0;r=f[(c+92|0)>>2]|0;s=f[(c+96|0)>>2]|0;f[(c+96|0)>>2]=0;f[(c+92|0)>>2]=0;f[(c+88|0)>>2]=0;f[(I+60|0)>>2]=f[(c+100|0)>>2];f[(I+60|0)+4>>2]=f[(c+100|0)+4>>2];f[(I+60|0)+8>>2]=f[(c+100|0)+8>>2];f[(I+60|0)+12>>2]=f[(c+100|0)+12>>2];f[(I+60|0)+16>>2]=f[(c+100|0)+16>>2];t=+p[(c+120|0)>>3];v=+p[(c+128|0)>>3];w=+p[(c+136|0)>>3];x=+p[(c+144|0)>>3];y=+p[(c+152|0)>>3];z=+p[(c+160|0)>>3];A=+p[(c+168|0)>>3];B=+p[(c+176|0)>>3];f[I>>2]=f[(c+184|0)>>2];f[I+4>>2]=f[(c+184|0)+4>>2];f[I+8>>2]=f[(c+184|0)+8>>2];f[I+12>>2]=f[(c+184|0)+12>>2];b[I+16>>0]=b[(c+184|0)+16>>0]|0;psb(c,d)|0;C=d;E=I+24|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[d+36>>2]=e;f[d+40>>2]=g;f[d+44>>2]=k;f[d+48>>2]=l;f[d+52>>2]=m;f[d+56>>2]=o;p[d+64>>3]=h;p[d+72>>3]=i;p[d+80>>3]=j;e=f[(d+88|0)>>2]|0;if(!e)e=d+96|0;else{g=f[(d+92|0)>>2]|0;if((g|0)!=(e|0))f[(d+92|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e);f[(d+96|0)>>2]=0;f[(d+92|0)>>2]=0;f[(d+88|0)>>2]=0;e=d+96|0}f[(d+88|0)>>2]=q;f[(d+92|0)>>2]=r;f[e>>2]=s;f[(d+100|0)>>2]=f[(I+60|0)>>2];f[(d+100|0)+4>>2]=f[(I+60|0)+4>>2];f[(d+100|0)+8>>2]=f[(I+60|0)+8>>2];f[(d+100|0)+12>>2]=f[(I+60|0)+12>>2];f[(d+100|0)+16>>2]=f[(I+60|0)+16>>2];p[d+120>>3]=t;p[d+128>>3]=v;p[d+136>>3]=w;p[d+144>>3]=x;p[d+152>>3]=y;p[d+160>>3]=z;p[d+168>>3]=A;p[d+176>>3]=B;f[(d+184|0)>>2]=f[I>>2];f[(d+184|0)+4>>2]=f[I+4>>2];f[(d+184|0)+8>>2]=f[I+8>>2];f[(d+184|0)+12>>2]=f[I+12>>2];b[(d+184|0)+16>>0]=b[I+16>>0]|0;e=~~+p[(c+184|0)>>3]>>>0;g=~~+p[(a+184|0)>>3]>>>0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){c=1;u=I;return c|0}h=+p[c+192>>3];i=+p[a+192>>3];if(!(h<i)){if(h>i){c=1;u=I;return c|0}if(!(gub(c,a)|0)){c=1;u=I;return c|0}}}C=I+24|0;E=a;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));e=f[a+36>>2]|0;g=f[a+40>>2]|0;k=f[a+44>>2]|0;l=f[a+48>>2]|0;m=f[a+52>>2]|0;o=f[a+56>>2]|0;h=+p[a+64>>3];i=+p[a+72>>3];j=+p[a+80>>3];q=f[(a+88|0)>>2]|0;r=f[(a+92|0)>>2]|0;s=f[(a+96|0)>>2]|0;f[(a+96|0)>>2]=0;f[(a+92|0)>>2]=0;f[(a+88|0)>>2]=0;f[(I+60|0)>>2]=f[(a+100|0)>>2];f[(I+60|0)+4>>2]=f[(a+100|0)+4>>2];f[(I+60|0)+8>>2]=f[(a+100|0)+8>>2];f[(I+60|0)+12>>2]=f[(a+100|0)+12>>2];f[(I+60|0)+16>>2]=f[(a+100|0)+16>>2];t=+p[a+120>>3];v=+p[a+128>>3];w=+p[a+136>>3];x=+p[a+144>>3];y=+p[a+152>>3];z=+p[a+160>>3];A=+p[a+168>>3];B=+p[a+176>>3];f[I>>2]=f[(a+184|0)>>2];f[I+4>>2]=f[(a+184|0)+4>>2];f[I+8>>2]=f[(a+184|0)+8>>2];f[I+12>>2]=f[(a+184|0)+12>>2];b[I+16>>0]=b[(a+184|0)+16>>0]|0;psb(a,c)|0;C=c;E=I+24|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[(c+36|0)>>2]=e;f[(c+40|0)>>2]=g;f[(c+44|0)>>2]=k;f[(c+48|0)>>2]=l;f[(c+52|0)>>2]=m;f[(c+56|0)>>2]=o;p[(c+64|0)>>3]=h;p[(c+72|0)>>3]=i;p[(c+80|0)>>3]=j;e=f[(c+88|0)>>2]|0;if(e|0){g=f[(c+92|0)>>2]|0;if((g|0)!=(e|0))f[(c+92|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e);f[(c+96|0)>>2]=0;f[(c+92|0)>>2]=0;f[(c+88|0)>>2]=0}f[(c+88|0)>>2]=q;f[(c+92|0)>>2]=r;f[(c+96|0)>>2]=s;f[(c+100|0)>>2]=f[(I+60|0)>>2];f[(c+100|0)+4>>2]=f[(I+60|0)+4>>2];f[(c+100|0)+8>>2]=f[(I+60|0)+8>>2];f[(c+100|0)+12>>2]=f[(I+60|0)+12>>2];f[(c+100|0)+16>>2]=f[(I+60|0)+16>>2];p[(c+120|0)>>3]=t;p[(c+128|0)>>3]=v;p[(c+136|0)>>3]=w;p[(c+144|0)>>3]=x;p[(c+152|0)>>3]=y;p[(c+160|0)>>3]=z;p[(c+168|0)>>3]=A;p[(c+176|0)>>3]=B;f[(c+184|0)>>2]=f[I>>2];f[(c+184|0)+4>>2]=f[I+4>>2];f[(c+184|0)+8>>2]=f[I+8>>2];f[(c+184|0)+12>>2]=f[I+12>>2];b[(c+184|0)+16>>0]=b[I+16>>0]|0;c=2;u=I;return c|0}f[I+96>>2]=a;f[I+104>>2]=c;f[I+112>>2]=d;f[I+120>>2]=l;f[I+136>>2]=e;f[I+1200>>2]=C;f[I+1216>>2]=E;f[I+1224>>2]=F;f[I+1232>>2]=0;f[I+1236>>2]=0;ztb(I);G=f[I+1232>>2]|0;D=f[I+1236>>2]|0;H=+n[I+1236>>2];f[I+1232>>2]=0;f[I+1236>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Csb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0;za=u;u=u+80|0;va=za+24|0;wa=za+60|0;xa=za;ya=Bsb(a,c,d)|0;j=~~+p[e+184>>3]>>>0;C=d+184|0;g=~~+p[C>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=za;return ya|0}h=+p[e+192>>3];i=+p[d+192>>3];if(!(h<i)){if(h>i){u=za;return ya|0}if(!(gub(e,d)|0)){u=za;return ya|0}}}sa=va;ta=d;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));ca=d+36|0;ba=d+40|0;Y=d+44|0;g=f[ca>>2]|0;j=f[ba>>2]|0;k=f[Y>>2]|0;da=d+48|0;Z=d+52|0;_=d+56|0;l=f[da>>2]|0;m=f[Z>>2]|0;n=f[_>>2]|0;$=d+72|0;aa=d+80|0;ea=d+64|0;h=+p[ea>>3];i=+p[$>>3];o=+p[aa>>3];ma=d+88|0;q=f[ma>>2]|0;na=d+92|0;r=f[na>>2]|0;oa=d+96|0;s=f[oa>>2]|0;f[oa>>2]=0;f[na>>2]=0;f[ma>>2]=0;fa=d+100|0;f[wa>>2]=f[fa>>2];f[wa+4>>2]=f[fa+4>>2];f[wa+8>>2]=f[fa+8>>2];f[wa+12>>2]=f[fa+12>>2];f[wa+16>>2]=f[fa+16>>2];ga=d+128|0;ha=d+136|0;pa=d+120|0;t=+p[pa>>3];v=+p[ga>>3];w=+p[ha>>3];ia=d+152|0;ja=d+160|0;qa=d+144|0;x=+p[qa>>3];y=+p[ia>>3];z=+p[ja>>3];ka=d+176|0;ra=d+168|0;A=+p[ra>>3];B=+p[ka>>3];la=d+184|0;f[xa>>2]=f[la>>2];f[xa+4>>2]=f[la+4>>2];f[xa+8>>2]=f[la+8>>2];f[xa+12>>2]=f[la+12>>2];b[xa+16>>0]=b[la+16>>0]|0;psb(d,e)|0;sa=e;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[e+36>>2]=g;f[e+40>>2]=j;f[e+44>>2]=k;f[e+48>>2]=l;f[e+52>>2]=m;f[e+56>>2]=n;p[e+64>>3]=h;p[e+72>>3]=i;p[e+80>>3]=o;l=e+88|0;g=f[l>>2]|0;k=e+92|0;if(!g)g=e+96|0;else{j=f[k>>2]|0;if((j|0)!=(g|0))f[k>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);g=e+96|0;f[g>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=q;f[k>>2]=r;f[g>>2]=s;k=e+100|0;f[k>>2]=f[wa>>2];f[k+4>>2]=f[wa+4>>2];f[k+8>>2]=f[wa+8>>2];f[k+12>>2]=f[wa+12>>2];f[k+16>>2]=f[wa+16>>2];p[e+120>>3]=t;p[e+128>>3]=v;p[e+136>>3]=w;p[e+144>>3]=x;p[e+152>>3]=y;p[e+160>>3]=z;p[e+168>>3]=A;p[e+176>>3]=B;k=e+184|0;f[k>>2]=f[xa>>2];f[k+4>>2]=f[xa+4>>2];f[k+8>>2]=f[xa+8>>2];f[k+12>>2]=f[xa+12>>2];b[k+16>>0]=b[xa+16>>0]|0;k=ya+1|0;g=~~+p[C>>3]>>>0;e=c+184|0;j=~~+p[e>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){ya=k;u=za;return ya|0}h=+p[d+192>>3];i=+p[c+192>>3];if(!(h<i)){if(h>i){ya=k;u=za;return ya|0}if(!(gub(d,c)|0)){ya=k;u=za;return ya|0}}}sa=va;ta=c;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));J=c+36|0;H=c+40|0;C=c+44|0;g=f[J>>2]|0;j=f[H>>2]|0;k=f[C>>2]|0;K=c+48|0;D=c+52|0;E=c+56|0;l=f[K>>2]|0;m=f[D>>2]|0;n=f[E>>2]|0;F=c+72|0;G=c+80|0;I=c+64|0;h=+p[I>>3];i=+p[F>>3];o=+p[G>>3];S=c+88|0;q=f[S>>2]|0;T=c+92|0;r=f[T>>2]|0;U=c+96|0;s=f[U>>2]|0;f[U>>2]=0;f[T>>2]=0;f[S>>2]=0;L=c+100|0;f[wa>>2]=f[L>>2];f[wa+4>>2]=f[L+4>>2];f[wa+8>>2]=f[L+8>>2];f[wa+12>>2]=f[L+12>>2];f[wa+16>>2]=f[L+16>>2];M=c+128|0;N=c+136|0;V=c+120|0;t=+p[V>>3];v=+p[M>>3];w=+p[N>>3];O=c+152|0;P=c+160|0;W=c+144|0;x=+p[W>>3];y=+p[O>>3];z=+p[P>>3];Q=c+176|0;X=c+168|0;A=+p[X>>3];B=+p[Q>>3];R=c+184|0;f[xa>>2]=f[R>>2];f[xa+4>>2]=f[R+4>>2];f[xa+8>>2]=f[R+8>>2];f[xa+12>>2]=f[R+12>>2];b[xa+16>>0]=b[R+16>>0]|0;psb(c,d)|0;sa=d;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[ca>>2]=g;f[ba>>2]=j;f[Y>>2]=k;f[da>>2]=l;f[Z>>2]=m;f[_>>2]=n;p[ea>>3]=h;p[$>>3]=i;p[aa>>3]=o;g=f[ma>>2]|0;if(g|0){j=f[na>>2]|0;if((j|0)!=(g|0))f[na>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[oa>>2]=0;f[na>>2]=0;f[ma>>2]=0}f[ma>>2]=q;f[na>>2]=r;f[oa>>2]=s;f[fa>>2]=f[wa>>2];f[fa+4>>2]=f[wa+4>>2];f[fa+8>>2]=f[wa+8>>2];f[fa+12>>2]=f[wa+12>>2];f[fa+16>>2]=f[wa+16>>2];p[pa>>3]=t;p[ga>>3]=v;p[ha>>3]=w;p[qa>>3]=x;p[ia>>3]=y;p[ja>>3]=z;p[ra>>3]=A;p[ka>>3]=B;f[la>>2]=f[xa>>2];f[la+4>>2]=f[xa+4>>2];f[la+8>>2]=f[xa+8>>2];f[la+12>>2]=f[xa+12>>2];b[la+16>>0]=b[xa+16>>0]|0;k=ya+2|0;g=~~+p[e>>3]>>>0;j=~~+p[a+184>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){ya=k;u=za;return ya|0}h=+p[c+192>>3];i=+p[a+192>>3];if(!(h<i)){if(h>i){ya=k;u=za;return ya|0}if(!(gub(c,a)|0)){ya=k;u=za;return ya|0}}}sa=va;ta=a;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));g=f[a+36>>2]|0;j=f[a+40>>2]|0;k=f[a+44>>2]|0;l=f[a+48>>2]|0;m=f[a+52>>2]|0;n=f[a+56>>2]|0;h=+p[a+64>>3];i=+p[a+72>>3];o=+p[a+80>>3];sa=a+88|0;q=f[sa>>2]|0;ta=a+92|0;r=f[ta>>2]|0;ua=a+96|0;s=f[ua>>2]|0;f[ua>>2]=0;f[ta>>2]=0;f[sa>>2]=0;sa=a+100|0;f[wa>>2]=f[sa>>2];f[wa+4>>2]=f[sa+4>>2];f[wa+8>>2]=f[sa+8>>2];f[wa+12>>2]=f[sa+12>>2];f[wa+16>>2]=f[sa+16>>2];t=+p[a+120>>3];v=+p[a+128>>3];w=+p[a+136>>3];x=+p[a+144>>3];y=+p[a+152>>3];z=+p[a+160>>3];A=+p[a+168>>3];B=+p[a+176>>3];sa=a+184|0;f[xa>>2]=f[sa>>2];f[xa+4>>2]=f[sa+4>>2];f[xa+8>>2]=f[sa+8>>2];f[xa+12>>2]=f[sa+12>>2];b[xa+16>>0]=b[sa+16>>0]|0;psb(a,c)|0;sa=c;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[J>>2]=g;f[H>>2]=j;f[C>>2]=k;f[K>>2]=l;f[D>>2]=m;f[E>>2]=n;p[I>>3]=h;p[F>>3]=i;p[G>>3]=o;g=f[S>>2]|0;if(g|0){j=f[T>>2]|0;if((j|0)!=(g|0))f[T>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[U>>2]=0;f[T>>2]=0;f[S>>2]=0}f[S>>2]=q;f[T>>2]=r;f[U>>2]=s;f[L>>2]=f[wa>>2];f[L+4>>2]=f[wa+4>>2];f[L+8>>2]=f[wa+8>>2];f[L+12>>2]=f[wa+12>>2];f[L+16>>2]=f[wa+16>>2];p[V>>3]=t;p[M>>3]=v;p[N>>3]=w;p[W>>3]=x;p[O>>3]=y;p[P>>3]=z;p[X>>3]=A;p[Q>>3]=B;f[R>>2]=f[xa>>2];f[R+4>>2]=f[xa+4>>2];f[R+8>>2]=f[xa+8>>2];f[R+12>>2]=f[xa+12>>2];b[R+16>>0]=b[xa+16>>0]|0;ya=ya+3|0;u=za;return ya|0}function Dsb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0,I=0,J=0,K=0,L=0,M=0;M=u;u=u+1088|0;L=Csb(a,c,d,e)|0;i=~~+p[g+184>>3]>>>0;h=~~+p[(e+184|0)>>3]>>>0;if(i>>>0>=h>>>0){if(i>>>0>h>>>0){u=M;return L|0}j=+p[g+192>>3];k=+p[e+192>>3];if(!(j<k)){if(j>k){u=M;return L|0}if(!(gub(g,e)|0)){u=M;return L|0}}}F=M+24|0;I=e;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));h=f[(e+36|0)>>2]|0;i=f[(e+40|0)>>2]|0;m=f[(e+44|0)>>2]|0;o=f[(e+48|0)>>2]|0;q=f[(e+52|0)>>2]|0;r=f[(e+56|0)>>2]|0;j=+p[(e+64|0)>>3];k=+p[(e+72|0)>>3];l=+p[(e+80|0)>>3];s=f[(e+88|0)>>2]|0;t=f[(e+92|0)>>2]|0;v=f[(e+96|0)>>2]|0;f[(e+96|0)>>2]=0;f[(e+92|0)>>2]=0;f[(e+88|0)>>2]=0;f[(M+60|0)>>2]=f[(e+100|0)>>2];f[(M+60|0)+4>>2]=f[(e+100|0)+4>>2];f[(M+60|0)+8>>2]=f[(e+100|0)+8>>2];f[(M+60|0)+12>>2]=f[(e+100|0)+12>>2];f[(M+60|0)+16>>2]=f[(e+100|0)+16>>2];w=+p[(e+120|0)>>3];x=+p[(e+128|0)>>3];y=+p[(e+136|0)>>3];z=+p[(e+144|0)>>3];A=+p[(e+152|0)>>3];B=+p[(e+160|0)>>3];C=+p[(e+168|0)>>3];E=+p[(e+176|0)>>3];f[M>>2]=f[(e+184|0)>>2];f[M+4>>2]=f[(e+184|0)+4>>2];f[M+8>>2]=f[(e+184|0)+8>>2];f[M+12>>2]=f[(e+184|0)+12>>2];b[M+16>>0]=b[(e+184|0)+16>>0]|0;psb(e,g)|0;F=g;I=M+24|0;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));f[g+36>>2]=h;f[g+40>>2]=i;f[g+44>>2]=m;f[g+48>>2]=o;f[g+52>>2]=q;f[g+56>>2]=r;p[g+64>>3]=j;p[g+72>>3]=k;p[g+80>>3]=l;h=f[(g+88|0)>>2]|0;if(!h)h=g+96|0;else{i=f[(g+92|0)>>2]|0;if((i|0)!=(h|0))f[(g+92|0)>>2]=i+(~(((i+-12-h|0)>>>0)/12|0)*12|0);sOb(h);f[(g+96|0)>>2]=0;f[(g+92|0)>>2]=0;f[(g+88|0)>>2]=0;h=g+96|0}f[(g+88|0)>>2]=s;f[(g+92|0)>>2]=t;f[h>>2]=v;f[(g+100|0)>>2]=f[(M+60|0)>>2];f[(g+100|0)+4>>2]=f[(M+60|0)+4>>2];f[(g+100|0)+8>>2]=f[(M+60|0)+8>>2];f[(g+100|0)+12>>2]=f[(M+60|0)+12>>2];f[(g+100|0)+16>>2]=f[(M+60|0)+16>>2];p[g+120>>3]=w;p[g+128>>3]=x;p[g+136>>3]=y;p[g+144>>3]=z;p[g+152>>3]=A;p[g+160>>3]=B;p[g+168>>3]=C;p[g+176>>3]=E;f[(g+184|0)>>2]=f[M>>2];f[(g+184|0)+4>>2]=f[M+4>>2];f[(g+184|0)+8>>2]=f[M+8>>2];f[(g+184|0)+12>>2]=f[M+12>>2];b[(g+184|0)+16>>0]=b[M+16>>0]|0;h=~~+p[(e+184|0)>>3]>>>0;i=~~+p[(d+184|0)>>3]>>>0;if(h>>>0>=i>>>0){if(h>>>0>i>>>0){L=L+1|0;u=M;return L|0}j=+p[e+192>>3];k=+p[d+192>>3];if(!(j<k)){if(j>k){L=L+1|0;u=M;return L|0}if(!(gub(e,d)|0)){L=L+1|0;u=M;return L|0}}}F=M+24|0;I=d;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));i=f[(d+36|0)>>2]|0;m=f[(d+40|0)>>2]|0;o=f[(d+44|0)>>2]|0;q=f[(d+48|0)>>2]|0;r=f[(d+52|0)>>2]|0;h=f[(d+56|0)>>2]|0;j=+p[(d+64|0)>>3];k=+p[(d+72|0)>>3];l=+p[(d+80|0)>>3];s=f[(d+88|0)>>2]|0;t=f[(d+92|0)>>2]|0;v=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=0;f[(d+92|0)>>2]=0;f[(d+88|0)>>2]=0;f[(M+60|0)>>2]=f[(d+100|0)>>2];f[(M+60|0)+4>>2]=f[(d+100|0)+4>>2];f[(M+60|0)+8>>2]=f[(d+100|0)+8>>2];f[(M+60|0)+12>>2]=f[(d+100|0)+12>>2];f[(M+60|0)+16>>2]=f[(d+100|0)+16>>2];w=+p[(d+120|0)>>3];x=+p[(d+128|0)>>3];y=+p[(d+136|0)>>3];z=+p[(d+144|0)>>3];A=+p[(d+152|0)>>3];B=+p[(d+160|0)>>3];C=+p[(d+168|0)>>3];E=+p[(d+176|0)>>3];f[M>>2]=f[(d+184|0)>>2];f[M+4>>2]=f[(d+184|0)+4>>2];f[M+8>>2]=f[(d+184|0)+8>>2];f[M+12>>2]=f[(d+184|0)+12>>2];b[M+16>>0]=b[(d+184|0)+16>>0]|0;psb(d,e)|0;F=e;I=M+24|0;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));f[(e+36|0)>>2]=i;f[(e+40|0)>>2]=m;f[(e+44|0)>>2]=o;f[(e+48|0)>>2]=q;f[(e+52|0)>>2]=r;f[(e+56|0)>>2]=h;p[(e+64|0)>>3]=j;p[(e+72|0)>>3]=k;p[(e+80|0)>>3]=l;h=f[(e+88|0)>>2]|0;if(h|0){i=f[(e+92|0)>>2]|0;if((i|0)!=(h|0))f[(e+92|0)>>2]=i+(~(((i+-12-h|0)>>>0)/12|0)*12|0);sOb(h);f[(e+96|0)>>2]=0;f[(e+92|0)>>2]=0;f[(e+88|0)>>2]=0}f[(e+88|0)>>2]=s;f[(e+92|0)>>2]=t;f[(e+96|0)>>2]=v;f[(e+100|0)>>2]=f[(M+60|0)>>2];f[(e+100|0)+4>>2]=f[(M+60|0)+4>>2];f[(e+100|0)+8>>2]=f[(M+60|0)+8>>2];f[(e+100|0)+12>>2]=f[(M+60|0)+12>>2];f[(e+100|0)+16>>2]=f[(M+60|0)+16>>2];p[(e+120|0)>>3]=w;p[(e+128|0)>>3]=x;p[(e+136|0)>>3]=y;p[(e+144|0)>>3]=z;p[(e+152|0)>>3]=A;p[(e+160|0)>>3]=B;p[(e+168|0)>>3]=C;f[M+96>>2]=a;f[M+104>>2]=c;f[M+112>>2]=d;f[M+120>>2]=e;f[M+136>>2]=K;n[M+272>>2]=E;f[M+888>>2]=L;f[M+992>>2]=F;f[M+1008>>2]=I;f[M+1016>>2]=J;f[M+1024>>2]=0;f[M+1028>>2]=0;Atb(M);G=f[M+1024>>2]|0;D=f[M+1028>>2]|0;H=+n[M+1028>>2];f[M+1024>>2]=0;f[M+1028>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Esb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0;L=0;P=u;u=u+1296|0;d=1;h=(c-a|0)/208|0|0;if(d)switch(h|0){case 2:{h=~~+p[c+-24>>3]>>>0;d=~~+p[a+184>>3]>>>0;if(h>>>0>=d>>>0){if(h>>>0>d>>>0){c=1;u=P;return c|0}e=+p[c+-16>>3];g=+p[a+192>>3];if(!(e<g)){if(e>g){c=1;u=P;return c|0}if(!(gub(c+-208|0,a)|0)){c=1;u=P;return c|0}}}M=P+24|0;N=a;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));d=f[a+36>>2]|0;h=f[a+40>>2]|0;i=f[a+44>>2]|0;j=f[a+48>>2]|0;k=f[a+52>>2]|0;l=f[a+56>>2]|0;e=+p[a+64>>3];g=+p[a+72>>3];s=+p[a+80>>3];m=f[(a+88|0)>>2]|0;o=f[(a+92|0)>>2]|0;q=f[(a+96|0)>>2]|0;f[(a+96|0)>>2]=0;f[(a+92|0)>>2]=0;f[(a+88|0)>>2]=0;f[(P+232|0)>>2]=f[(a+100|0)>>2];f[(P+232|0)+4>>2]=f[(a+100|0)+4>>2];f[(P+232|0)+8>>2]=f[(a+100|0)+8>>2];f[(P+232|0)+12>>2]=f[(a+100|0)+12>>2];f[(P+232|0)+16>>2]=f[(a+100|0)+16>>2];A=+p[a+120>>3];B=+p[a+128>>3];C=+p[a+136>>3];E=+p[a+144>>3];F=+p[a+152>>3];I=+p[a+160>>3];J=+p[a+168>>3];K=+p[a+176>>3];f[P>>2]=f[(a+184|0)>>2];f[P+4>>2]=f[(a+184|0)+4>>2];f[P+8>>2]=f[(a+184|0)+8>>2];f[P+12>>2]=f[(a+184|0)+12>>2];b[P+16>>0]=b[(a+184|0)+16>>0]|0;psb(a,c+-208|0)|0;M=c+-208|0;N=P+24|0;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));f[c+-172>>2]=d;f[c+-168>>2]=h;f[c+-164>>2]=i;f[c+-160>>2]=j;f[c+-156>>2]=k;f[c+-152>>2]=l;p[c+-144>>3]=e;p[c+-136>>3]=g;p[c+-128>>3]=s;d=f[(c+-120|0)>>2]|0;if(!d)d=c+-112|0;else{h=f[(c+-116|0)>>2]|0;if((h|0)!=(d|0))f[(c+-116|0)>>2]=h+(~(((h+-12-d|0)>>>0)/12|0)*12|0);sOb(d);f[(c+-112|0)>>2]=0;f[(c+-116|0)>>2]=0;f[(c+-120|0)>>2]=0;d=c+-112|0}f[(c+-120|0)>>2]=m;f[(c+-116|0)>>2]=o;f[d>>2]=q;f[(c+-108|0)>>2]=f[(P+232|0)>>2];f[(c+-108|0)+4>>2]=f[(P+232|0)+4>>2];f[(c+-108|0)+8>>2]=f[(P+232|0)+8>>2];f[(c+-108|0)+12>>2]=f[(P+232|0)+12>>2];f[(c+-108|0)+16>>2]=f[(P+232|0)+16>>2];p[c+-88>>3]=A;p[c+-80>>3]=B;p[c+-72>>3]=C;p[c+-64>>3]=E;p[c+-56>>3]=F;p[c+-48>>3]=I;p[c+-40>>3]=J;p[c+-32>>3]=K;f[(c+-24|0)>>2]=f[P>>2];f[(c+-24|0)+4>>2]=f[P+4>>2];f[(c+-24|0)+8>>2]=f[P+8>>2];f[(c+-24|0)+12>>2]=f[P+12>>2];b[(c+-24|0)+16>>0]=b[P+16>>0]|0;c=1;u=P;return c|0}default:d=1}if(d)switch(h|0){case 3:{Bsb(a,a+208|0,c+-208|0)|0;c=1;u=P;return c|0}case 4:{Csb(a,a+208|0,a+416|0,c+-208|0)|0;c=1;u=P;return c|0}case 5:{Dsb(a,a+208|0,a+416|0,a+624|0,c+-208|0)|0;c=1;u=P;return c|0}case 1:case 0:{c=1;u=P;return c|0}default:d=1}if(d)switch(h|0){default:{Bsb(a,a+208|0,a+416|0)|0;a:{d=1;if(d){d=0;if((a+624|0|0)==(c|0)){x=1;z=0}else d=1}if(d)if(1){t=(P+24|0)+36|0;v=(P+24|0)+48|0;w=(P+24|0)+64|0;l=(P+24|0)+100|0;m=(P+24|0)+120|0;o=(P+24|0)+144|0;q=(P+24|0)+168|0;r=(P+24|0)+184|0;k=a+624|0;i=0;j=a+416|0;while(1){d=~~+p[k+184>>3]>>>0;h=~~+p[j+184>>3]>>>0;if(d>>>0<h>>>0)L=23;else if(d>>>0>h>>>0)y=i;else{e=+p[k+192>>3];g=+p[j+192>>3];if(e<g)L=23;else if(e>g)y=i;else if(gub(k,j)|0)L=23;else y=i}if((L|0)==23){L=0;M=P+24|0;N=k;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));h=k+36|0;f[t>>2]=f[h>>2];f[t+4>>2]=f[h+4>>2];f[t+8>>2]=f[h+8>>2];f[t>>2]=f[h>>2];f[((P+24|0)+40|0)>>2]=f[k+40>>2];f[((P+24|0)+44|0)>>2]=f[k+44>>2];h=k+48|0;f[v>>2]=f[h>>2];f[v+4>>2]=f[h+4>>2];f[v+8>>2]=f[h+8>>2];f[v>>2]=f[h>>2];f[((P+24|0)+52|0)>>2]=f[k+52>>2];f[((P+24|0)+56|0)>>2]=f[k+56>>2];h=k+64|0;f[w>>2]=f[h>>2];f[w+4>>2]=f[h+4>>2];f[P+272>>2]=a;f[P+280>>2]=c;f[P+304>>2]=k;f[P+312>>2]=i;f[P+320>>2]=j;f[P+336>>2]=x;f[P+344>>2]=y;f[P+352>>2]=z;f[P+392>>2]=l;f[P+400>>2]=m;f[P+408>>2]=o;f[P+416>>2]=q;f[P+424>>2]=r;f[P+488>>2]=h;f[P+1128>>2]=t;f[P+1136>>2]=v;f[P+1144>>2]=w;f[P+1152>>2]=M;f[P+1168>>2]=N;f[P+1176>>2]=O;f[P+1224>>2]=0;f[P+1228>>2]=0;Btb(P);x=f[P+336>>2]|0;y=f[P+344>>2]|0;z=f[P+352>>2]|0;G=f[P+1224>>2]|0;D=f[P+1228>>2]|0;H=+n[P+1228>>2];f[P+1224>>2]=0;f[P+1228>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 2:break a}}d=k+208|0;if((d|0)==(c|0)){x=1;z=0;break}else{j=k;k=d;i=y}}}}c=z|x;u=P;return c|0}}return 0}function Fsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0,j=0.0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0,J=0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0,ga=0,ha=0,ia=0,ja=0.0,ka=0;ga=u;u=u+2144|0;j=+p[(c+216|0)>>3];e=~~+p[(a+216|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){k=1;g=j}else if(~~j>>>0>>>0>e>>>0){k=0;g=j}else{g=+p[c+224>>3];h=+p[a+224>>3];if(g<h){k=1;g=j}else if(g>h){k=0;g=j}else{k=fub(c,a)|0;g=+p[(c+216|0)>>3]}}i=~~+p[(d+216|0)>>3]>>>0;e=~~g>>>0;if(i>>>0<e>>>0)I=1;else if(i>>>0>e>>>0)I=0;else{g=+p[d+224>>3];h=+p[c+224>>3];if(g<h)I=1;else if(g>h)I=0;else I=fub(d,c)|0}if(!k){if(!I){ia=0;u=ga;return ia|0}fa=ga+24|0;ha=c;ia=fa+36|0;do{f[fa>>2]=f[ha>>2];fa=fa+4|0;ha=ha+4|0}while((fa|0)<(ia|0));g=+p[(c+40|0)>>3];h=+p[(c+48|0)>>3];j=+p[(c+56|0)>>3];l=+p[(c+64|0)>>3];m=+p[(c+72|0)>>3];o=+p[(c+80|0)>>3];e=f[(c+88|0)>>2]|0;i=f[(c+92|0)>>2]|0;k=f[(c+96|0)>>2]|0;q=f[(c+100|0)>>2]|0;r=f[(c+104|0)>>2]|0;s=f[(c+108|0)>>2]|0;t=+p[(c+112|0)>>3];v=+p[(c+120|0)>>3];w=+p[(c+128|0)>>3];x=+p[(c+136|0)>>3];y=+p[(c+144|0)>>3];z=+p[(c+152|0)>>3];A=+p[(c+160|0)>>3];B=+p[(c+168|0)>>3];C=+p[(c+176|0)>>3];f[(ga+64|0)>>2]=f[(c+184|0)>>2];f[(ga+64|0)+4>>2]=f[(c+184|0)+4>>2];f[(ga+64|0)+8>>2]=f[(c+184|0)+8>>2];f[(ga+64|0)+12>>2]=f[(c+184|0)+12>>2];E=+p[(c+200|0)>>3];F=+p[(c+208|0)>>3];f[ga>>2]=f[(c+216|0)>>2];f[ga+4>>2]=f[(c+216|0)+4>>2];f[ga+8>>2]=f[(c+216|0)+8>>2];f[ga+12>>2]=f[(c+216|0)+12>>2];b[ga+16>>0]=b[(c+216|0)+16>>0]|0;fa=c;ha=d;ia=fa+36|0;do{f[fa>>2]=f[ha>>2];fa=fa+4|0;ha=ha+4|0}while((fa|0)<(ia|0));ja=+p[(d+40|0)>>3];p[(d+40|0)>>3]=g;p[(c+40|0)>>3]=ja;ja=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=ja;ja=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=ja;ja=+p[(d+64|0)>>3];p[(d+64|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=ja;ja=+p[(d+72|0)>>3];p[(d+72|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=ja;ja=+p[(d+80|0)>>3];p[(d+80|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=ja;ka=f[(d+88|0)>>2]|0;f[(d+88|0)>>2]=e;f[(c+88|0)>>2]=ka;ka=f[(d+92|0)>>2]|0;f[(d+92|0)>>2]=f[(c+92|0)>>2];f[(c+92|0)>>2]=ka;ka=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=f[(c+96|0)>>2];f[(c+96|0)>>2]=ka;ka=f[(d+100|0)>>2]|0;f[(d+100|0)>>2]=f[(c+100|0)>>2];f[(c+100|0)>>2]=ka;f[(c+104|0)>>2]=f[(d+104|0)>>2];f[(c+108|0)>>2]=f[(d+108|0)>>2];ja=+p[(d+112|0)>>3];p[(d+112|0)>>3]=+p[(c+112|0)>>3];p[(c+112|0)>>3]=ja;ja=+p[(d+120|0)>>3];p[(d+120|0)>>3]=+p[(c+120|0)>>3];p[(c+120|0)>>3]=ja;ja=+p[(d+128|0)>>3];p[(d+128|0)>>3]=+p[(c+128|0)>>3];p[(c+128|0)>>3]=ja;ja=+p[(d+136|0)>>3];p[(d+136|0)>>3]=+p[(c+136|0)>>3];p[(c+136|0)>>3]=ja;ja=+p[(d+144|0)>>3];p[(d+144|0)>>3]=+p[(c+144|0)>>3];p[(c+144|0)>>3]=ja;ja=+p[(d+152|0)>>3];p[(d+152|0)>>3]=+p[(c+152|0)>>3];p[(c+152|0)>>3]=ja;ja=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(c+160|0)>>3];f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;n[ga+160>>2]=ja;n[ga+1152>>2]=g;n[ga+1184>>2]=h;n[ga+1224>>2]=j;n[ga+1248>>2]=l;n[ga+1280>>2]=m;n[ga+1320>>2]=o;f[ga+1368>>2]=e;f[ga+1408>>2]=i;f[ga+1448>>2]=k;f[ga+1504>>2]=q;f[ga+1536>>2]=r;f[ga+1576>>2]=s;n[ga+1592>>2]=t;n[ga+1680>>2]=v;n[ga+1768>>2]=w;n[ga+1784>>2]=x;n[ga+1792>>2]=y;n[ga+1800>>2]=z;n[ga+1808>>2]=A;n[ga+1816>>2]=B;n[ga+1824>>2]=C;n[ga+1832>>2]=E;n[ga+1840>>2]=F;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2016>>2]=0;f[ga+2020>>2]=0;Etb(ga);J=f[ga+120>>2]|0;fa=f[ga+1968>>2]|0;ha=f[ga+1984>>2]|0;ia=f[ga+1992>>2]|0;G=f[ga+2016>>2]|0;D=f[ga+2020>>2]|0;H=+n[ga+2020>>2];f[ga+2016>>2]=0;f[ga+2020>>2]=0;if((G|0)==6)return D|0}f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;f[ga+136>>2]=I;n[ga+952>>2]=K;n[ga+960>>2]=L;n[ga+968>>2]=M;n[ga+976>>2]=N;n[ga+984>>2]=O;n[ga+992>>2]=P;f[ga+1e3>>2]=Q;f[ga+1008>>2]=R;f[ga+1016>>2]=S;f[ga+1024>>2]=T;f[ga+1032>>2]=U;f[ga+1040>>2]=V;n[ga+1048>>2]=W;n[ga+1056>>2]=X;n[ga+1064>>2]=Y;n[ga+1072>>2]=Z;n[ga+1080>>2]=_;n[ga+1088>>2]=$;n[ga+1096>>2]=aa;n[ga+1104>>2]=ba;n[ga+1112>>2]=ca;n[ga+1120>>2]=da;n[ga+1128>>2]=ea;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2008>>2]=0;f[ga+2012>>2]=0;Dtb(ga);J=f[ga+120>>2]|0;K=+n[ga+952>>2];L=+n[ga+960>>2];M=+n[ga+968>>2];N=+n[ga+976>>2];O=+n[ga+984>>2];P=+n[ga+992>>2];Q=f[ga+1e3>>2]|0;R=f[ga+1008>>2]|0;S=f[ga+1016>>2]|0;T=f[ga+1024>>2]|0;U=f[ga+1032>>2]|0;V=f[ga+1040>>2]|0;W=+n[ga+1048>>2];X=+n[ga+1056>>2];Y=+n[ga+1064>>2];Z=+n[ga+1072>>2];_=+n[ga+1080>>2];$=+n[ga+1088>>2];aa=+n[ga+1096>>2];ba=+n[ga+1104>>2];ca=+n[ga+1112>>2];da=+n[ga+1120>>2];ea=+n[ga+1128>>2];fa=f[ga+1968>>2]|0;ha=f[ga+1984>>2]|0;ia=f[ga+1992>>2]|0;G=f[ga+2008>>2]|0;D=f[ga+2012>>2]|0;H=+n[ga+2012>>2];f[ga+2008>>2]=0;f[ga+2012>>2]=0;if((G|0)==6)return D|0;f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;n[ga+952>>2]=K;n[ga+960>>2]=L;n[ga+968>>2]=M;n[ga+976>>2]=N;n[ga+984>>2]=O;n[ga+992>>2]=P;f[ga+1e3>>2]=Q;f[ga+1008>>2]=R;f[ga+1016>>2]=S;f[ga+1024>>2]=T;f[ga+1032>>2]=U;f[ga+1040>>2]=V;n[ga+1048>>2]=W;n[ga+1056>>2]=X;n[ga+1064>>2]=Y;n[ga+1072>>2]=Z;n[ga+1080>>2]=_;n[ga+1088>>2]=$;n[ga+1096>>2]=aa;n[ga+1104>>2]=ba;n[ga+1112>>2]=ca;n[ga+1120>>2]=da;n[ga+1128>>2]=ea;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2e3>>2]=0;f[ga+2004>>2]=0;Ctb(ga);G=f[ga+2e3>>2]|0;D=f[ga+2004>>2]|0;H=+n[ga+2004>>2];f[ga+2e3>>2]=0;f[ga+2004>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Gsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0,ja=0,ka=0,la=0.0,ma=0;ka=u;u=u+1376|0;ja=Fsb(a,c,d)|0;j=~~+p[e+216>>3]>>>0;g=~~+p[(d+216|0)>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=ka;return ja|0}h=+p[e+224>>3];i=+p[d+224>>3];if(!(h<i)){if(h>i){u=ka;return ja|0}if(!(fub(e,d)|0)){u=ka;return ja|0}}}J=ka+24|0;K=d;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));h=+p[(d+40|0)>>3];i=+p[(d+48|0)>>3];k=+p[(d+56|0)>>3];l=+p[(d+64|0)>>3];m=+p[(d+72|0)>>3];o=+p[(d+80|0)>>3];g=f[(d+88|0)>>2]|0;j=f[(d+92|0)>>2]|0;q=f[(d+96|0)>>2]|0;r=f[(d+100|0)>>2]|0;s=f[(d+104|0)>>2]|0;t=f[(d+108|0)>>2]|0;v=+p[(d+112|0)>>3];w=+p[(d+120|0)>>3];x=+p[(d+128|0)>>3];y=+p[(d+136|0)>>3];z=+p[(d+144|0)>>3];A=+p[(d+152|0)>>3];B=+p[(d+160|0)>>3];C=+p[(d+168|0)>>3];E=+p[(d+176|0)>>3];f[(ka+64|0)>>2]=f[(d+184|0)>>2];f[(ka+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(ka+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(ka+64|0)+12>>2]=f[(d+184|0)+12>>2];F=+p[(d+200|0)>>3];I=+p[(d+208|0)>>3];f[ka>>2]=f[(d+216|0)>>2];f[ka+4>>2]=f[(d+216|0)+4>>2];f[ka+8>>2]=f[(d+216|0)+8>>2];f[ka+12>>2]=f[(d+216|0)+12>>2];b[ka+16>>0]=b[(d+216|0)+16>>0]|0;J=d;K=e;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));la=+p[(e+40|0)>>3];p[(e+40|0)>>3]=h;p[(d+40|0)>>3]=la;la=+p[(e+48|0)>>3];p[(e+48|0)>>3]=+p[(d+48|0)>>3];p[(d+48|0)>>3]=la;la=+p[(e+56|0)>>3];p[(e+56|0)>>3]=+p[(d+56|0)>>3];p[(d+56|0)>>3]=la;la=+p[(e+64|0)>>3];p[(e+64|0)>>3]=+p[(d+64|0)>>3];p[(d+64|0)>>3]=la;la=+p[(e+72|0)>>3];p[(e+72|0)>>3]=+p[(d+72|0)>>3];p[(d+72|0)>>3]=la;la=+p[(e+80|0)>>3];p[(e+80|0)>>3]=+p[(d+80|0)>>3];p[(d+80|0)>>3]=la;ma=f[(e+88|0)>>2]|0;f[(e+88|0)>>2]=g;f[(d+88|0)>>2]=ma;ma=f[(e+92|0)>>2]|0;f[(e+92|0)>>2]=f[(d+92|0)>>2];f[(d+92|0)>>2]=ma;ma=f[(e+96|0)>>2]|0;f[(e+96|0)>>2]=f[(d+96|0)>>2];f[(d+96|0)>>2]=ma;ma=f[(e+100|0)>>2]|0;f[(e+100|0)>>2]=f[(d+100|0)>>2];f[(d+100|0)>>2]=ma;f[(d+104|0)>>2]=f[(e+104|0)>>2];f[(d+108|0)>>2]=f[(e+108|0)>>2];la=+p[(e+112|0)>>3];p[(e+112|0)>>3]=+p[(d+112|0)>>3];p[(d+112|0)>>3]=la;la=+p[(e+120|0)>>3];p[(e+120|0)>>3]=+p[(d+120|0)>>3];p[(d+120|0)>>3]=la;la=+p[(e+128|0)>>3];p[(e+128|0)>>3]=+p[(d+128|0)>>3];p[(d+128|0)>>3]=la;f[ka+104>>2]=c;f[ka+112>>2]=d;f[ka+120>>2]=e;f[ka+128>>2]=M;n[ka+184>>2]=N;n[ka+192>>2]=O;n[ka+200>>2]=P;n[ka+208>>2]=Q;n[ka+216>>2]=R;n[ka+224>>2]=S;f[ka+232>>2]=T;f[ka+240>>2]=U;f[ka+248>>2]=V;f[ka+256>>2]=W;f[ka+264>>2]=X;f[ka+272>>2]=Y;n[ka+280>>2]=Z;n[ka+296>>2]=_;n[ka+304>>2]=$;n[ka+312>>2]=aa;n[ka+320>>2]=ba;n[ka+328>>2]=ca;n[ka+336>>2]=da;n[ka+344>>2]=ea;n[ka+352>>2]=fa;n[ka+360>>2]=ga;n[ka+368>>2]=ha;f[ka+440>>2]=ia;n[ka+560>>2]=h;n[ka+616>>2]=i;n[ka+688>>2]=k;n[ka+776>>2]=l;n[ka+832>>2]=m;n[ka+872>>2]=o;f[ka+952>>2]=g;f[ka+960>>2]=j;f[ka+968>>2]=q;f[ka+976>>2]=r;f[ka+984>>2]=s;f[ka+992>>2]=t;n[ka+1e3>>2]=v;n[ka+1008>>2]=w;n[ka+1016>>2]=x;n[ka+1024>>2]=y;n[ka+1032>>2]=z;n[ka+1040>>2]=A;f[ka+1048>>2]=ja;n[ka+1056>>2]=B;n[ka+1064>>2]=C;n[ka+1072>>2]=E;n[ka+1080>>2]=F;n[ka+1088>>2]=I;f[ka+1248>>2]=J;f[ka+1264>>2]=K;f[ka+1272>>2]=L;f[ka+1288>>2]=0;f[ka+1292>>2]=0;Gtb(ka);M=f[ka+128>>2]|0;N=+n[ka+184>>2];O=+n[ka+192>>2];P=+n[ka+200>>2];Q=+n[ka+208>>2];R=+n[ka+216>>2];S=+n[ka+224>>2];T=f[ka+232>>2]|0;U=f[ka+240>>2]|0;V=f[ka+248>>2]|0;W=f[ka+256>>2]|0;X=f[ka+264>>2]|0;Y=f[ka+272>>2]|0;Z=+n[ka+280>>2];_=+n[ka+296>>2];$=+n[ka+304>>2];aa=+n[ka+312>>2];ba=+n[ka+320>>2];ca=+n[ka+328>>2];da=+n[ka+336>>2];ea=+n[ka+344>>2];fa=+n[ka+352>>2];ga=+n[ka+360>>2];ha=+n[ka+368>>2];ia=f[ka+440>>2]|0;J=f[ka+1248>>2]|0;K=f[ka+1264>>2]|0;L=f[ka+1272>>2]|0;G=f[ka+1288>>2]|0;D=f[ka+1292>>2]|0;H=+n[ka+1292>>2];f[ka+1288>>2]=0;f[ka+1292>>2]=0;if((G|0)==6)return D|0;f[ka+96>>2]=a;f[ka+104>>2]=c;f[ka+112>>2]=d;f[ka+128>>2]=M;n[ka+184>>2]=N;n[ka+192>>2]=O;n[ka+200>>2]=P;n[ka+208>>2]=Q;n[ka+216>>2]=R;n[ka+224>>2]=S;f[ka+232>>2]=T;f[ka+240>>2]=U;f[ka+248>>2]=V;f[ka+256>>2]=W;f[ka+264>>2]=X;f[ka+272>>2]=Y;n[ka+280>>2]=Z;n[ka+296>>2]=_;n[ka+304>>2]=$;n[ka+312>>2]=aa;n[ka+320>>2]=ba;n[ka+328>>2]=ca;n[ka+336>>2]=da;n[ka+344>>2]=ea;n[ka+352>>2]=fa;n[ka+360>>2]=ga;n[ka+368>>2]=ha;f[ka+440>>2]=ia;f[ka+1048>>2]=ja;f[ka+1248>>2]=J;f[ka+1264>>2]=K;f[ka+1272>>2]=L;f[ka+1280>>2]=0;f[ka+1284>>2]=0;Ftb(ka);G=f[ka+1280>>2]|0;D=f[ka+1284>>2]|0;H=+n[ka+1284>>2];f[ka+1280>>2]=0;f[ka+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Hsb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0,$=0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0.0,oa=0.0,pa=0.0,qa=0.0,ra=0.0,sa=0.0;$=u;u=u+1792|0;_=Gsb(a,b,c,d)|0;j=~~+p[e+216>>3]>>>0;g=~~+p[(d+216|0)>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=$;return _|0}h=+p[e+224>>3];i=+p[d+224>>3];if(!(h<i)){if(h>i){u=$;return _|0}if(!(fub(e,d)|0)){u=$;return _|0}}}g=$+24|0;j=d;k=g+36|0;do{f[g>>2]=f[j>>2];g=g+4|0;j=j+4|0}while((g|0)<(k|0));sa=+p[(d+40|0)>>3];ra=+p[(d+48|0)>>3];qa=+p[(d+56|0)>>3];pa=+p[(d+64|0)>>3];oa=+p[(d+72|0)>>3];na=+p[(d+80|0)>>3];ma=f[(d+88|0)>>2]|0;la=f[(d+92|0)>>2]|0;ka=f[(d+96|0)>>2]|0;ja=f[(d+100|0)>>2]|0;ia=f[(d+104|0)>>2]|0;ha=f[(d+108|0)>>2]|0;ga=+p[(d+112|0)>>3];fa=+p[(d+120|0)>>3];ea=+p[(d+128|0)>>3];da=+p[(d+136|0)>>3];ca=+p[(d+144|0)>>3];ba=+p[(d+152|0)>>3];aa=+p[(d+160|0)>>3];h=+p[(d+168|0)>>3];i=+p[(d+176|0)>>3];f[($+64|0)>>2]=f[(d+184|0)>>2];f[($+64|0)+4>>2]=f[(d+184|0)+4>>2];f[($+64|0)+8>>2]=f[(d+184|0)+8>>2];f[($+64|0)+12>>2]=f[(d+184|0)+12>>2];f[$+112>>2]=c;f[$+120>>2]=d;f[$+128>>2]=e;f[$+136>>2]=l;n[$+200>>2]=m;n[$+208>>2]=o;n[$+216>>2]=q;n[$+224>>2]=r;n[$+232>>2]=s;n[$+240>>2]=t;f[$+248>>2]=v;f[$+256>>2]=w;f[$+264>>2]=x;f[$+272>>2]=y;f[$+280>>2]=z;n[$+616>>2]=sa;n[$+688>>2]=ra;n[$+776>>2]=qa;n[$+832>>2]=pa;n[$+880>>2]=oa;n[$+928>>2]=na;f[$+984>>2]=ma;f[$+1040>>2]=la;f[$+1112>>2]=ka;f[$+1248>>2]=ja;f[$+1296>>2]=ia;f[$+1344>>2]=ha;n[$+1384>>2]=ga;n[$+1392>>2]=fa;n[$+1400>>2]=ea;n[$+1408>>2]=da;n[$+1416>>2]=ca;n[$+1424>>2]=ba;n[$+1432>>2]=aa;n[$+1440>>2]=h;n[$+1448>>2]=i;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1672>>2]=0;f[$+1676>>2]=0;Jtb($);l=f[$+136>>2]|0;m=+n[$+200>>2];o=+n[$+208>>2];q=+n[$+216>>2];r=+n[$+224>>2];s=+n[$+232>>2];t=+n[$+240>>2];v=f[$+248>>2]|0;w=f[$+256>>2]|0;x=f[$+264>>2]|0;y=f[$+272>>2]|0;z=f[$+280>>2]|0;g=f[$+1624>>2]|0;j=f[$+1640>>2]|0;k=f[$+1648>>2]|0;G=f[$+1672>>2]|0;D=f[$+1676>>2]|0;H=+n[$+1676>>2];f[$+1672>>2]=0;f[$+1676>>2]=0;if((G|0)==6)return D|0;f[$+104>>2]=b;f[$+112>>2]=c;f[$+120>>2]=d;f[$+136>>2]=l;n[$+200>>2]=m;n[$+208>>2]=o;n[$+216>>2]=q;n[$+224>>2]=r;n[$+232>>2]=s;n[$+240>>2]=t;f[$+248>>2]=v;f[$+256>>2]=w;f[$+264>>2]=x;f[$+272>>2]=y;f[$+280>>2]=z;n[$+584>>2]=A;n[$+592>>2]=B;n[$+600>>2]=C;n[$+608>>2]=E;n[$+624>>2]=F;n[$+632>>2]=I;f[$+640>>2]=J;f[$+648>>2]=K;f[$+656>>2]=L;f[$+664>>2]=M;f[$+672>>2]=N;f[$+680>>2]=O;n[$+696>>2]=P;n[$+704>>2]=Q;n[$+712>>2]=R;n[$+720>>2]=S;n[$+728>>2]=T;n[$+736>>2]=U;n[$+744>>2]=V;n[$+752>>2]=W;n[$+760>>2]=X;n[$+768>>2]=Y;n[$+784>>2]=Z;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1664>>2]=0;f[$+1668>>2]=0;Itb($);l=f[$+136>>2]|0;A=+n[$+584>>2];B=+n[$+592>>2];C=+n[$+600>>2];E=+n[$+608>>2];F=+n[$+624>>2];I=+n[$+632>>2];J=f[$+640>>2]|0;K=f[$+648>>2]|0;L=f[$+656>>2]|0;M=f[$+664>>2]|0;N=f[$+672>>2]|0;O=f[$+680>>2]|0;P=+n[$+696>>2];Q=+n[$+704>>2];R=+n[$+712>>2];S=+n[$+720>>2];T=+n[$+728>>2];U=+n[$+736>>2];V=+n[$+744>>2];W=+n[$+752>>2];X=+n[$+760>>2];Y=+n[$+768>>2];Z=+n[$+784>>2];g=f[$+1624>>2]|0;j=f[$+1640>>2]|0;k=f[$+1648>>2]|0;G=f[$+1664>>2]|0;D=f[$+1668>>2]|0;H=+n[$+1668>>2];f[$+1664>>2]=0;f[$+1668>>2]=0;if((G|0)==6)return D|0;f[$+96>>2]=a;f[$+104>>2]=b;f[$+112>>2]=c;f[$+136>>2]=l;n[$+584>>2]=A;n[$+592>>2]=B;n[$+600>>2]=C;n[$+608>>2]=E;n[$+624>>2]=F;n[$+632>>2]=I;f[$+640>>2]=J;f[$+648>>2]=K;f[$+656>>2]=L;f[$+664>>2]=M;f[$+672>>2]=N;f[$+680>>2]=O;n[$+696>>2]=P;n[$+704>>2]=Q;n[$+712>>2]=R;n[$+720>>2]=S;n[$+728>>2]=T;n[$+736>>2]=U;n[$+744>>2]=V;n[$+752>>2]=W;n[$+760>>2]=X;n[$+768>>2]=Y;n[$+784>>2]=Z;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1656>>2]=0;f[$+1660>>2]=0;Htb($);G=f[$+1656>>2]|0;D=f[$+1660>>2]|0;H=+n[$+1660>>2];f[$+1656>>2]=0;f[$+1660>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Isb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0;B=0;C=u;u=u+1952|0;c=1;g=(b-a|0)/240|0|0;if(c)switch(g|0){case 2:{g=~~+p[b+-24>>3]>>>0;c=~~+p[a+216>>3]>>>0;if(g>>>0>=c>>>0){if(g>>>0>c>>>0){b=1;u=C;return b|0}d=+p[b+-16>>3];e=+p[a+224>>3];if(!(d<e)){if(d>e){b=1;u=C;return b|0}if(!(fub(b+-240|0,a)|0)){b=1;u=C;return b|0}}}c=C+40|0;g=a;i=c+36|0;do{f[c>>2]=f[g>>2];c=c+4|0;g=g+4|0}while((c|0)<(i|0));R=+p[(a+40|0)>>3];Q=+p[(a+48|0)>>3];P=+p[(a+56|0)>>3];O=+p[(a+64|0)>>3];N=+p[(a+72|0)>>3];M=+p[(a+80|0)>>3];w=f[(a+88|0)>>2]|0;x=f[(a+92|0)>>2]|0;y=f[(a+96|0)>>2]|0;z=f[(a+100|0)>>2]|0;A=f[(a+104|0)>>2]|0;B=f[(a+108|0)>>2]|0;L=+p[(a+112|0)>>3];K=+p[(a+120|0)>>3];J=+p[(a+128|0)>>3];I=+p[(a+136|0)>>3];F=+p[(a+144|0)>>3];E=+p[(a+152|0)>>3];d=+p[(a+160|0)>>3];e=+p[(a+168|0)>>3];f[C+304>>2]=a;f[C+312>>2]=b;f[C+400>>2]=h;n[C+632>>2]=R;n[C+704>>2]=Q;n[C+776>>2]=P;n[C+840>>2]=O;n[C+912>>2]=N;n[C+976>>2]=M;f[C+1104>>2]=w;f[C+1176>>2]=x;f[C+1248>>2]=y;f[C+1336>>2]=z;f[C+1376>>2]=A;f[C+1424>>2]=B;n[C+1472>>2]=L;n[C+1520>>2]=K;n[C+1568>>2]=J;n[C+1584>>2]=I;n[C+1592>>2]=F;n[C+1600>>2]=E;n[C+1608>>2]=d;n[C+1616>>2]=e;f[C+1792>>2]=c;f[C+1808>>2]=g;f[C+1816>>2]=i;f[C+1864>>2]=0;f[C+1868>>2]=0;Ltb(C);G=f[C+1864>>2]|0;D=f[C+1868>>2]|0;H=+n[C+1868>>2];f[C+1864>>2]=0;f[C+1868>>2]=0;if((G|0)==6)return D|0}default:c=1}if(c)switch(g|0){case 3:{Fsb(a,a+240|0,b+-240|0)|0;b=1;u=C;return b|0}case 4:{Gsb(a,a+240|0,a+480|0,b+-240|0)|0;b=1;u=C;return b|0}case 5:{Hsb(a,a+240|0,a+480|0,a+720|0,b+-240|0)|0;b=1;u=C;return b|0}case 1:case 0:{b=1;u=C;return b|0}default:c=1}if(c)switch(g|0){default:{Fsb(a,a+240|0,a+480|0)|0;a:{c=1;if(c){c=0;if((a+720|0|0)==(b|0)){y=1;A=0}else c=1}if(c)if(1){l=(C+40|0)+40|0;m=(C+40|0)+64|0;o=(C+40|0)+88|0;q=(C+40|0)+100|0;r=(C+40|0)+112|0;s=(C+40|0)+136|0;t=(C+40|0)+160|0;v=(C+40|0)+184|0;w=(C+40|0)+200|0;x=(C+40|0)+216|0;k=a+720|0;h=0;j=a+480|0;while(1){c=~~+p[k+216>>3]>>>0;g=~~+p[j+216>>3]>>>0;if(c>>>0<g>>>0)B=18;else if(c>>>0>g>>>0)z=h;else{d=+p[k+224>>3];e=+p[j+224>>3];if(d<e)B=18;else if(d>e)z=h;else if(fub(k,j)|0)B=18;else z=h}if((B|0)==18){B=0;c=C+40|0;g=k;i=c+36|0;do{f[c>>2]=f[g>>2];c=c+4|0;g=g+4|0}while((c|0)<(i|0));S=k+40|0;f[l>>2]=f[S>>2];f[l+4>>2]=f[S+4>>2];f[l+8>>2]=f[S+8>>2];f[l+12>>2]=f[S+12>>2];f[l+16>>2]=f[S+16>>2];f[l+20>>2]=f[S+20>>2];p[l>>3]=+p[S>>3];p[((C+40|0)+48|0)>>3]=+p[k+48>>3];p[((C+40|0)+56|0)>>3]=+p[k+56>>3];S=k+64|0;f[m>>2]=f[S>>2];f[m+4>>2]=f[S+4>>2];f[m+8>>2]=f[S+8>>2];f[m+12>>2]=f[S+12>>2];f[m+16>>2]=f[S+16>>2];f[m+20>>2]=f[S+20>>2];f[C+304>>2]=a;f[C+312>>2]=b;f[C+328>>2]=k;f[C+336>>2]=h;f[C+344>>2]=j;f[C+360>>2]=y;f[C+368>>2]=z;f[C+392>>2]=A;f[C+440>>2]=m;f[C+448>>2]=o;f[C+456>>2]=q;f[C+464>>2]=r;f[C+472>>2]=s;f[C+480>>2]=t;f[C+488>>2]=v;f[C+496>>2]=w;f[C+504>>2]=x;f[C+560>>2]=S;f[C+1792>>2]=c;f[C+1808>>2]=g;f[C+1816>>2]=i;f[C+1856>>2]=0;f[C+1860>>2]=0;Ktb(C);y=f[C+360>>2]|0;z=f[C+368>>2]|0;A=f[C+392>>2]|0;G=f[C+1856>>2]|0;D=f[C+1860>>2]|0;H=+n[C+1860>>2];f[C+1856>>2]=0;f[C+1860>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break a}}c=k+240|0;if((c|0)==(b|0)){y=1;A=0;break}else{j=k;k=c;h=z}}}}S=A|y;u=C;return S|0}}return 0}function Jsb(){if(!(b[257144]|0))MPb(257144)|0;f[64728]=262921;return}function Ksb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[b+56>>2]|0;if(!e)e=0;else e=f[f[e>>2]>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];QDa(f[b+48>>2]|0,e,d,a);return}function Lsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;F=u;u=u+1104|0;C=F+1040|0;E=F+520|0;D=F;if(b[a+55>>0]|0)if(!(f[d+196>>2]&16777216)){u=F;return}g=a+56|0;do if(b[a+23>>0]|0){if(f[g>>2]|0)if(b[a+8>>0]|0)break;if(!(FSa(f[a+48>>2]|0,d+116|0,b[a+32>>0]|0)|0)){u=F;return}}while(0);h=f[d+4>>2]|0;B=f[d+96>>2]|0;g=f[g>>2]|0;if(!g)g=0;else g=f[f[g>>2]>>2]|0;f[C>>2]=f[B>>2];j=C+4|0;f[j>>2]=f[B+4>>2];k=C+8|0;f[k>>2]=f[B+8>>2];l=C+12|0;f[l>>2]=f[B+12>>2];m=C+16|0;f[m>>2]=f[B+16>>2];o=C+20|0;f[o>>2]=f[B+20>>2];q=C+24|0;f[q>>2]=f[B+24>>2];r=C+28|0;f[r>>2]=f[B+28>>2];s=C+32|0;f[s>>2]=f[B+32>>2];t=C+36|0;f[t>>2]=f[B+36>>2];v=C+40|0;f[v>>2]=f[B+40>>2];w=C+44|0;f[w>>2]=f[B+44>>2];x=C+48|0;f[x>>2]=f[B+48>>2];y=C+52|0;f[y>>2]=f[B+52>>2];z=C+56|0;f[z>>2]=f[B+56>>2];A=C+60|0;f[A>>2]=f[B+60>>2];QDa(f[a+48>>2]|0,g,d,C);f[E>>2]=a;i=a+120|0;f[E+4>>2]=i;G=E+8|0;f[G>>2]=d;g=E+12|0;f[g>>2]=h;jEa(E+16|0,f[h+44>>2]|0);f[E+100>>2]=B;p[E+104>>3]=+n[C>>2];p[E+112>>3]=+n[j>>2];p[E+120>>3]=+n[k>>2];p[E+128>>3]=+n[l>>2];p[E+136>>3]=+n[m>>2];p[E+144>>3]=+n[o>>2];p[E+152>>3]=+n[q>>2];p[E+160>>3]=+n[r>>2];p[E+168>>3]=+n[s>>2];p[E+176>>3]=+n[t>>2];p[E+184>>3]=+n[v>>2];p[E+192>>3]=+n[w>>2];p[E+200>>3]=+n[x>>2];p[E+208>>3]=+n[y>>2];p[E+216>>3]=+n[z>>2];p[E+224>>3]=+n[A>>2];h=(f[(f[G>>2]|0)+4>>2]|0)!=(f[g>>2]|0);b[E+361>>0]=h&1;g=d+196|0;if(h)h=1;else h=(f[g>>2]|0)>>>1&1;b[E+362>>0]=h;p[E+368>>3]=+p[(f[E>>2]|0)+112>>3];f[E+504>>2]=0;p[E+512>>3]=0.0;Msb(E,c,e)|0;if(f[g>>2]&1048576|0)if(!(b[a+21>>0]|0)){h=lJa(d)|0;h=f[h>>2]|0;f[D>>2]=a;f[D+4>>2]=i;a=D+8|0;f[a>>2]=d;G=D+12|0;f[G>>2]=h;jEa(D+16|0,f[h+44>>2]|0);f[D+100>>2]=B;p[D+104>>3]=+n[C>>2];p[D+112>>3]=+n[j>>2];p[D+120>>3]=+n[k>>2];p[D+128>>3]=+n[l>>2];p[D+136>>3]=+n[m>>2];p[D+144>>3]=+n[o>>2];p[D+152>>3]=+n[q>>2];p[D+160>>3]=+n[r>>2];p[D+168>>3]=+n[s>>2];p[D+176>>3]=+n[t>>2];p[D+184>>3]=+n[v>>2];p[D+192>>3]=+n[w>>2];p[D+200>>3]=+n[x>>2];p[D+208>>3]=+n[y>>2];p[D+216>>3]=+n[z>>2];p[D+224>>3]=+n[A>>2];G=(f[(f[a>>2]|0)+4>>2]|0)!=(f[G>>2]|0);b[D+361>>0]=G&1;if(G)g=1;else g=(f[g>>2]|0)>>>1&1;b[D+362>>0]=g;p[D+368>>3]=+p[(f[D>>2]|0)+112>>3];f[D+504>>2]=0;p[D+512>>3]=0.0;Msb(D,c,e)|0;g=D+64|0;h=f[D+76>>2]|0;if(h|0)RBa(h,g);g=f[g>>2]|0;if(g|0){h=D+68|0;i=f[h>>2]|0;if((i|0)!=(g|0))f[h>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}g=D+48|0;h=f[D+60>>2]|0;if(h|0)SBa(h,g);i=f[g>>2]|0;if(i|0){g=D+52|0;h=f[g>>2]|0;if((h|0)!=(i|0))f[g>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i)}}g=E+64|0;h=f[E+76>>2]|0;if(h|0)RBa(h,g);g=f[g>>2]|0;if(g|0){h=E+68|0;i=f[h>>2]|0;if((i|0)!=(g|0))f[h>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}g=E+48|0;h=f[E+60>>2]|0;if(h|0)SBa(h,g);i=f[g>>2]|0;if(i|0){g=E+52|0;h=f[g>>2]|0;if((h|0)!=(i|0))f[g>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i)}u=F;return}function Msb(a,c,d){a=a|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=0;o=u;u=u+4208|0;i=f[a>>2]|0;h=(b[i+24>>0]|0)!=0;e=(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+24>>2]|0)!=0;if(!(f[i+56>>2]|0))l=0;else if((b[i+12>>0]|0)==0|e^1)l=1;else l=(c|0)==2?1:(f[(f[a+8>>2]|0)+196>>2]&24576|0)==24576;do if(!(c&1))j=0;else if(!(b[i+109>>0]|0))j=0;else{if(!(b[i+20>>0]|0)){if(!e){j=0;break}}else if(!(+p[i+112>>3]>=d)|e^1){j=0;break}if(h)e=(b[i+26>>0]|0)==0;else e=0;j=cjb(i+52|0,e,f[i+104>>2]|0,f[a+8>>2]|0)|0}while(0);if((c&2|0)!=0|l){c=f[a>>2]|0;if(!(b[c+110>>0]|0))g=0;else if(!(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+28>>2]|0))g=0;else{if(h)e=(b[c+27>>0]|0)==0;else e=0;g=djb(i+52|0,e,f[c+104>>2]|0,f[a+8>>2]|0)|0;c=f[a>>2]|0}if(!(b[c+111>>0]|0))c=0;else if(!(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+32>>2]|0))c=0;else{if(h)e=(b[c+28>>0]|0)==0;else e=0;c=ejb(i+52|0,e,f[c+104>>2]|0,f[a+8>>2]|0)|0}}else{g=0;c=0}if(!(c|(j|g))){m=0;u=o;return m|0}e=f[(f[(a+8|0)>>2]|0)+108>>2]|0;if(e|0)if(!(Xtb(f[a>>2]|0,e)|0)){m=0;u=o;return m|0}i=1;f[o+656>>2]=a;n[o+672>>2]=d;f[o+920>>2]=k;f[o+3192>>2]=l;f[o+3744>>2]=g;f[o+3760>>2]=j;f[o+3776>>2]=c;f[o+3848>>2]=m;f[o+3856>>2]=i;f[o+4e3>>2]=0;f[o+4004>>2]=0;Ptb(o);G=f[o+4e3>>2]|0;D=f[o+4004>>2]|0;H=+n[o+4004>>2];f[o+4e3>>2]=0;f[o+4004>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Nsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;k=f[m>>2]|0;d=f[a>>2]|0;j=(k-d|0)/208|0;e=j+1|0;c=d;g=k;if(e>>>0>20648881)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/208|0;h=l<<1;h=l>>>0<10324440?(h>>>0<e>>>0?e:h):20648881;do if(!h)i=0;else if(h>>>0>20648881)vd();else{i=pOb(h*208|0)|0;break}while(0);d=i+(j*208|0)|0;e=d;l=i+(h*208|0)|0;dQb(d|0,0,208)|0;f[i+(j*208|0)+100>>2]=-1;b[i+(j*208|0)+200>>0]=0;h=d+208|0;if((g|0)==(c|0))i=k;else{do{g=g+-208|0;f0(d+-208|0,g);d=e+-208|0;e=d}while((g|0)!=(c|0));i=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=h;f[n>>2]=l;h=i;if((c|0)!=(h|0))do{d=f[c+-120>>2]|0;if(d|0){e=c+-116|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}c=c+-208|0}while((c|0)!=(h|0));if(!i)return;sOb(i);return}function Osb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=a+4|0;c=f[o>>2]|0;d=f[a>>2]|0;g=(c-d|0)/120|0;e=g+1|0;n=d;i=c;if(e>>>0>35791394)AMb(a);q=a+8|0;l=((f[q>>2]|0)-d|0)/120|0;m=l<<1;e=l>>>0<17895697?(m>>>0<e>>>0?e:m):35791394;do if(!e)h=0;else if(e>>>0>35791394)vd();else{h=pOb(e*120|0)|0;break}while(0);g=h+(g*120|0)|0;d=g;l=h+(e*120|0)|0;j=g;k=j+120|0;do{f[j>>2]=0;j=j+4|0}while((j|0)<(k|0));m=g+120|0;if((i|0)!=(n|0)){h=i;e=g;do{c=h;h=h+-120|0;j=e+-120|0;g=h;k=j+36|0;do{f[j>>2]=f[g>>2];j=j+4|0;g=g+4|0}while((j|0)<(k|0));p[e+-80>>3]=+p[c+-80>>3];p[e+-72>>3]=+p[c+-72>>3];p[e+-64>>3]=+p[c+-64>>3];k=e+-56|0;j=c+-56|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];p[e+-40>>3]=+p[c+-40>>3];p[e+-32>>3]=+p[c+-32>>3];k=e+-24|0;j=c+-24|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];b[k+16>>0]=b[j+16>>0]|0;e=d+-120|0;d=e}while((h|0)!=(n|0));c=f[a>>2]|0}f[a>>2]=d;f[o>>2]=m;f[q>>2]=l;if(!c)return;sOb(c);return}function Psb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+168|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+184>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+192>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+176>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+192>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+64>>3]+y/z*.0001;A=+p[c+72>>3]+x/z*.0001;z=w/z*.0001+ +p[c+80>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+192>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Qsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=(k<<6)+-1640531527+(k>>>2)+i^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Rsb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0;j=f[b>>2]|0;i=f[b+4>>2]|0;q=(j<<6)+-1640531527+(j>>>2)+i^j;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)h=q&g;else if(q>>>0<l>>>0)h=q;else h=(q>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{b=f[b>>2]|0;if(!b)b=h;else{if(c){while(1){o=f[b+4>>2]|0;if(!((o|0)==(q|0)|(o&g|0)==(h|0))){b=h;break a}if((f[b+8>>2]|0)==(j|0))if((f[b+12>>2]|0)==(i|0))break;b=f[b>>2]|0;if(!b){b=h;break a}}a=b+16|0;return a|0}while(1){c=f[b+4>>2]|0;if((c|0)!=(q|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}if((f[b+8>>2]|0)==(j|0))if((f[b+12>>2]|0)==(i|0))break;b=f[b>>2]|0;if(!b){b=h;break a}}a=b+16|0;return a|0}}}while(0);o=pOb(24)|0;f[o+8>>2]=j;f[o+12>>2]=i;p[o+16>>3]=0.0;f[o+4>>2]=q;f[o>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Ssb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&q;break}if(q>>>0<b>>>0){g=b;b=q}else{g=b;b=(q>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[o>>2]=f[b>>2];f[b>>2]=o;f[c>>2]=b;b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;r=33}}else{f[o>>2]=f[b>>2];r=33}if((r|0)==33)f[b>>2]=o;f[h>>2]=(f[h>>2]|0)+1;a=o;a=a+16|0;return a|0}function Ssb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Tsb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Tsb(a,b);return}function Tsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Usb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+80|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+96>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+104>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+88>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+104>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+40>>3]+y/z*.0001;A=+p[c+48>>3]+x/z*.0001;z=w/z*.0001+ +p[c+56>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+104>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Vsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+200|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+216>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+224>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+208>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+224>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+40>>3]+y/z*.0001;A=+p[c+48>>3]+x/z*.0001;z=w/z*.0001+ +p[c+56>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+224>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Wsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+64|0;c=j+48|0;h=j;i=a+109|0;b[c>>0]=b[i>>0]|0;b[c+1>>0]=b[i+1>>0]|0;b[c+2>>0]=b[i+2>>0]|0;ujb(i,b[a+108>>0]|0);i=AQa(f[a+48>>2]|0)|0;d=f[a+56>>2]|0;e=a+104|0;g=f[e>>2]|0;if(!g){if(_9a(i)|0){f[h>>2]=a;f[h+4>>2]=d;$9a(i,106,h);f[e>>2]=0;if(b[a+96>>0]|0)if((f[a+120>>2]|0)!=(f[a+124>>2]|0))p[a+112>>3]=0.0}}else{Xsb(h,a,W9a(i,g,0)|0,d+24|0);Ujb(a+120|0,h);B$(h)}i=a+109|0;b[i>>0]=b[c>>0]|0;b[i+1>>0]=b[c+1>>0]|0;b[i+2>>0]=b[c+2>>0]|0;u=j;return}function Xsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0;g=u;u=u+1408|0;i=g+1360|0;k=g+1344|0;j=g+976|0;m=g+776|0;h=g;l=g+1392|0;o=f[c+56>>2]|0;qeb(i,d);n=+(~~(+p[i+24>>3]*+p[o+16>>3])|0);p[k>>3]=+(~~(+p[i+16>>3]*+p[o+8>>3])|0);p[k+8>>3]=n;ojb(j,d+16|0,k,f[c+16>>2]|0);qjb(m,j,e,k);k=b[c+108>>0]|0;j=f[c+48>>2]|0;f[l>>2]=m;b[l+4>>0]=0;e=f[c+104>>2]|0;b[i>>0]=b[l>>0]|0;b[i+1>>0]=b[l+1>>0]|0;b[i+2>>0]=b[l+2>>0]|0;b[i+3>>0]=b[l+3>>0]|0;b[i+4>>0]=b[l+4>>0]|0;b[i+5>>0]=b[l+5>>0]|0;b[i+6>>0]=b[l+6>>0]|0;b[i+7>>0]=b[l+7>>0]|0;Sjb(h,c,k,j,c+52|0,i,e);Xjb(h,d);Vrb(h);Tjb(a,h+120|0);Jjb(h);u=g;return}function Ysb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0.0;o=u;u=u+64|0;i=o+16|0;n=o;if(!(b[c+812>>0]|0)){u=o;return}if(!(Vjb((f[d>>2]|0)+120|0)|0)){u=o;return}q=f[d+4>>2]|0;qeb(i,c);e=+p[q+8>>3];g=+p[q+16>>3];h=~~(+p[i+24>>3]*g);j=+(~~(e*+p[i>>3])|0);k=+p[q+24>>3]-j;l=+(~~g-h-~~(g*+p[i+8>>3])|0);m=+p[q+32>>3]-l;if(!(k<0.0|m<0.0)){r=+(~~(+p[i+16>>3]*e)|0);e=e-j;j=+(h|0);l=g-l;if(k>=(e<r?e:r)?0:!(m>=(l<j?l:j))){p[n>>3]=k;p[n+8>>3]=m;f[(f[d>>2]|0)+104>>2]=a;Xsb(i,f[d>>2]|0,c,n);Ujb((f[d>>2]|0)+120|0,i);B$(i)}}u=o;return}function Zsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0.0,s=0.0;q=u;u=u+32|0;o=q;j=f[a+56>>2]|0;h=+p[d>>3];if(h<0.0){o=0;u=q;return o|0}n=d+8|0;g=+p[n>>3];if(g<0.0){o=0;u=q;return o|0}if(h>+p[j+8>>3]){o=0;u=q;return o|0}if(g>+p[j+16>>3]){o=0;u=q;return o|0}if(!e){o=1;u=q;return o|0}a=W9a(AQa(f[a+48>>2]|0)|0,e,0)|0;if(!(b[a+812>>0]|0)){o=0;u=q;return o|0}qeb(o,a);m=+p[c+8>>3];k=+p[c+16>>3];a=~~(+p[o+24>>3]*k);l=+(~~(m*+p[o>>3])|0);h=+p[d>>3]-l;i=+(~~k-a-~~(k*+p[o+8>>3])|0);g=+p[n>>3]-i;if(h<0.0|g<0.0){o=0;u=q;return o|0}else{r=+(~~(+p[o+16>>3]*m)|0);s=m-l;m=+(a|0);l=k-i;u=q;return (h>=(s<r?s:r)?0:!(g>=(l<m?l:m)))|0}return 0}function _sb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;t=a+d|0;u=c+e|0;v=u+-12|0;if(!e){if((d|0)!=1){w=-1;return w|0}w=((b[a>>0]|0)!=0)<<31>>31;return w|0}n=t+-15|0;o=t+-8|0;p=t+-5|0;q=u+-5|0;r=u+-8|0;s=r;e=a;g=c;a:while(1){d=e+1|0;l=h[e>>0]|0;e=l>>>4;if((e|0)==15){e=15;do{m=d;d=d+1|0;m=b[m>>0]|0;e=e+(m&255)|0}while(m<<24>>24==-1&d>>>0<n>>>0);if((e|0)<0)break}m=g+e|0;i=d+e|0;if(m>>>0>v>>>0|i>>>0>o>>>0){w=9;break}else e=g;while(1){j=d;x=j;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=e;g=k;b[g>>0]=x;b[g+1>>0]=x>>8;b[g+2>>0]=x>>16;b[g+3>>0]=x>>24;k=k+4|0;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;e=e+8|0;if(e>>>0>=m>>>0)break;else d=d+8|0}g=h[i+1>>0]<<8|h[i>>0];j=g&65535;k=m+(0-g)|0;d=i+2|0;if(k>>>0<c>>>0)break;e=l&15;if((e|0)==15){e=15;do{if(d>>>0>p>>>0)break a;x=d;d=d+1|0;x=b[x>>0]|0;e=e+(x&255)|0}while(x<<24>>24==-1);if((e|0)<0)break}l=m+(e+4)|0;if((j&65535)<8){x=f[42168+(g<<2)>>2]|0;b[m>>0]=b[k>>0]|0;b[m+1>>0]=b[k+1>>0]|0;b[m+2>>0]=b[k+2>>0]|0;b[m+3>>0]=b[k+3>>0]|0;g=k+(f[42200+(g<<2)>>2]|0)|0;k=m+4|0;j=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;g=g+(0-x)|0}else{x=k;i=x;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;x=x+4|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;g=m;j=g;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;g=g+4|0;b[g>>0]=x;b[g+1>>0]=x>>8;b[g+2>>0]=x>>16;b[g+3>>0]=x>>24;g=k+8|0}e=m+8|0;if(l>>>0<=v>>>0)while(1){m=g;j=m;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;x=e;k=x;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;x=x+4|0;b[x>>0]=m;b[x+1>>0]=m>>8;b[x+2>>0]=m>>16;b[x+3>>0]=m>>24;e=e+8|0;if(e>>>0<l>>>0)g=g+8|0;else{e=d;g=l;continue a}}if(l>>>0>q>>>0)break;if(e>>>0<r>>>0){i=e;j=g;while(1){m=j;y=m;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;x=i;k=x;b[k>>0]=y;b[k+1>>0]=y>>8;b[k+2>>0]=y>>16;b[k+3>>0]=y>>24;x=x+4|0;b[x>>0]=m;b[x+1>>0]=m>>8;b[x+2>>0]=m>>16;b[x+3>>0]=m>>24;i=i+8|0;if(i>>>0>=r>>>0)break;else j=j+8|0}g=g+(s-e)|0;e=r}if(e>>>0>=l>>>0){e=d;g=l;continue}while(1){i=e+1|0;b[e>>0]=b[g>>0]|0;if(i>>>0<l>>>0){g=g+1|0;e=i}else{e=d;g=l;continue a}}}if((w|0)==9)if(!(m>>>0>u>>>0|(i|0)!=(t|0))){bQb(g|0,d|0,e|0)|0;y=m-c|0;return y|0}y=a+-1-d|0;return y|0}function $sb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=a+8|0;f[d>>2]=b;f[d+4>>2]=c;d=QPb(b|0,c|0,-1379879466,1625958382)|0;e=a+16|0;f[e>>2]=d;f[e+4>>2]=I;e=QPb(b|0,c|0,668265295,-1028477379)|0;d=a+24|0;f[d>>2]=e;f[d+4>>2]=I;d=a+32|0;f[d>>2]=b;f[d+4>>2]=c;b=QPb(b|0,c|0,2048144761,1640531534)|0;c=a+40|0;f[c>>2]=b;f[c+4>>2]=I;c=a;f[c>>2]=0;f[c+4>>2]=0;f[a+80>>2]=0;return 0}function atb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;r=b+c|0;d=a;d=QPb(f[d>>2]|0,f[d+4>>2]|0,c|0,0)|0;s=a;f[s>>2]=d;f[s+4>>2]=I;s=a+80|0;d=f[s>>2]|0;do if((d+c|0)>>>0<32){bQb(a+48+d|0,b|0,c|0)|0;b=(f[s>>2]|0)+c|0}else{if(d){m=a+48|0;bQb(m+d|0,b|0,32-d|0)|0;q=m;m=m+4|0;m=WPb(h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,668265295,-1028477379)|0;q=a+16|0;o=q;m=QPb(f[o>>2]|0,f[o+4>>2]|0,m|0,I|0)|0;o=I;n=_Pb(m|0,o|0,31)|0;p=I;o=ZPb(m|0,o|0,33)|0;p=WPb(n|o|0,p|I|0,-2048144761,-1640531535)|0;f[q>>2]=p;f[q+4>>2]=I;q=a+56|0;p=q;q=q+4|0;q=WPb(h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24|0,h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,668265295,-1028477379)|0;p=a+24|0;o=p;q=QPb(f[o>>2]|0,f[o+4>>2]|0,q|0,I|0)|0;o=I;n=_Pb(q|0,o|0,31)|0;m=I;o=ZPb(q|0,o|0,33)|0;m=WPb(n|o|0,m|I|0,-2048144761,-1640531535)|0;f[p>>2]=m;f[p+4>>2]=I;p=a+64|0;m=p;p=p+4|0;p=WPb(h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24|0,668265295,-1028477379)|0;m=a+32|0;o=m;p=QPb(f[o>>2]|0,f[o+4>>2]|0,p|0,I|0)|0;o=I;n=_Pb(p|0,o|0,31)|0;q=I;o=ZPb(p|0,o|0,33)|0;q=WPb(n|o|0,q|I|0,-2048144761,-1640531535)|0;f[m>>2]=q;f[m+4>>2]=I;m=a+72|0;q=m;m=m+4|0;m=WPb(h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,668265295,-1028477379)|0;q=a+40|0;o=q;m=QPb(f[o>>2]|0,f[o+4>>2]|0,m|0,I|0)|0;o=I;n=_Pb(m|0,o|0,31)|0;p=I;o=ZPb(m|0,o|0,33)|0;p=WPb(n|o|0,p|I|0,-2048144761,-1640531535)|0;f[q>>2]=p;f[q+4>>2]=I;b=b+(32-(f[s>>2]|0))|0;f[s>>2]=0}if((b+32|0)>>>0<=r>>>0){m=r+-32|0;n=a+16|0;c=n;o=a+24|0;g=o;p=a+32|0;j=p;q=a+40|0;l=q;d=f[c>>2]|0;c=f[c+4>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;i=f[j>>2]|0;j=f[j+4>>2]|0;k=f[l>>2]|0;l=f[l+4>>2]|0;do{t=b;u=t;t=t+4|0;t=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24|0,668265295,-1028477379)|0;t=QPb(t|0,I|0,d|0,c|0)|0;u=I;v=_Pb(t|0,u|0,31)|0;w=I;u=ZPb(t|0,u|0,33)|0;d=WPb(v|u|0,w|I|0,-2048144761,-1640531535)|0;c=I;w=b+8|0;u=w;w=w+4|0;w=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24|0,668265295,-1028477379)|0;w=QPb(w|0,I|0,e|0,g|0)|0;u=I;v=_Pb(w|0,u|0,31)|0;t=I;u=ZPb(w|0,u|0,33)|0;e=WPb(v|u|0,t|I|0,-2048144761,-1640531535)|0;g=I;t=b+16|0;u=t;t=t+4|0;t=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24|0,668265295,-1028477379)|0;t=QPb(t|0,I|0,i|0,j|0)|0;u=I;v=_Pb(t|0,u|0,31)|0;w=I;u=ZPb(t|0,u|0,33)|0;i=WPb(v|u|0,w|I|0,-2048144761,-1640531535)|0;j=I;w=b+24|0;u=w;w=w+4|0;w=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24|0,668265295,-1028477379)|0;w=QPb(w|0,I|0,k|0,l|0)|0;u=I;v=_Pb(w|0,u|0,31)|0;t=I;u=ZPb(w|0,u|0,33)|0;k=WPb(v|u|0,t|I|0,-2048144761,-1640531535)|0;l=I;b=b+32|0}while(b>>>0<=m>>>0);w=n;f[w>>2]=d;f[w+4>>2]=c;w=o;f[w>>2]=e;f[w+4>>2]=g;w=p;f[w>>2]=i;f[w+4>>2]=j;w=q;f[w>>2]=k;f[w+4>>2]=l}if(b>>>0<r>>>0){w=r-b|0;bQb(a+48|0,b|0,w|0)|0;b=w;break}else return 0}while(0);f[s>>2]=b;return 0}function btb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;g=a+48|0;i=g+(f[a+80>>2]|0)|0;b=a;e=f[b>>2]|0;b=f[b+4>>2]|0;if(b>>>0>0|(b|0)==0&e>>>0>31){p=a+16|0;m=f[p>>2]|0;p=f[p+4>>2]|0;n=a+24|0;j=f[n>>2]|0;n=f[n+4>>2]|0;l=a+32|0;c=f[l>>2]|0;l=f[l+4>>2]|0;k=a+40|0;d=f[k>>2]|0;k=f[k+4>>2]|0;s=_Pb(m|0,p|0,1)|0;o=I;q=ZPb(m|0,p|0,63)|0;o=o|I;u=_Pb(j|0,n|0,7)|0;t=I;r=ZPb(j|0,n|0,57)|0;o=QPb(u|r|0,t|I|0,s|q|0,o|0)|0;q=I;s=_Pb(c|0,l|0,12)|0;t=I;r=ZPb(c|0,l|0,52)|0;t=QPb(o|0,q|0,s|r|0,t|I|0)|0;r=I;s=_Pb(d|0,k|0,18)|0;q=I;o=ZPb(d|0,k|0,46)|0;q=QPb(t|0,r|0,s|o|0,q|I|0)|0;o=I;s=WPb(m|0,p|0,668265295,-1028477379)|0;r=I;p=WPb(m|0,p|0,-2147483648,-1813351001)|0;m=I;r=ZPb(s|0,r|0,33)|0;m=WPb(r|p|0,I|m|0,-2048144761,-1640531535)|0;o=WPb(q^m|0,o^I|0,-2048144761,-1640531535)|0;o=QPb(o|0,I|0,-1028477341,-2048144777)|0;m=I;q=WPb(j|0,n|0,668265295,-1028477379)|0;p=I;n=WPb(j|0,n|0,-2147483648,-1813351001)|0;j=I;p=ZPb(q|0,p|0,33)|0;j=WPb(p|n|0,I|j|0,-2048144761,-1640531535)|0;m=WPb(o^j|0,m^I|0,-2048144761,-1640531535)|0;m=QPb(m|0,I|0,-1028477341,-2048144777)|0;j=I;o=WPb(c|0,l|0,668265295,-1028477379)|0;n=I;l=WPb(c|0,l|0,-2147483648,-1813351001)|0;c=I;n=ZPb(o|0,n|0,33)|0;c=WPb(n|l|0,I|c|0,-2048144761,-1640531535)|0;j=WPb(m^c|0,j^I|0,-2048144761,-1640531535)|0;j=QPb(j|0,I|0,-1028477341,-2048144777)|0;c=I;m=WPb(d|0,k|0,668265295,-1028477379)|0;l=I;k=WPb(d|0,k|0,-2147483648,-1813351001)|0;d=I;l=ZPb(m|0,l|0,33)|0;d=WPb(l|k|0,I|d|0,-2048144761,-1640531535)|0;c=WPb(j^d|0,c^I|0,-2048144761,-1640531535)|0;c=QPb(c|0,I|0,-1028477341,-2048144777)|0;d=I}else{c=a+8|0;c=QPb(f[c>>2]|0,f[c+4>>2]|0,374761413,668265263)|0;d=I}c=QPb(c|0,d|0,e|0,b|0)|0;b=I;e=a+56|0;if(i>>>0<e>>>0)e=g;else{d=g;while(1){u=d;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;s=WPb(u|0,d|0,668265295,-1028477379)|0;t=I;d=WPb(u|0,d|0,-2147483648,-1813351001)|0;u=I;t=ZPb(s|0,t|0,33)|0;u=WPb(t|d|0,I|u|0,-2048144761,-1640531535)|0;u=u^c;b=I^b;d=_Pb(u|0,b|0,27)|0;c=I;b=ZPb(u|0,b|0,37)|0;c=WPb(d|b|0,c|I|0,-2048144761,-1640531535)|0;c=QPb(c|0,I|0,-1028477341,-2048144777)|0;b=I;d=e+8|0;if(d>>>0>i>>>0)break;else{u=e;e=d;d=u}}}d=e+4|0;if(d>>>0>i>>>0)d=e;else{t=WPb(h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24|0,0,-2048144761,-1640531535)|0;t=t^c;b=I^b;u=_Pb(t|0,b|0,23)|0;c=I;b=ZPb(t|0,b|0,41)|0;c=WPb(u|b|0,c|I|0,668265295,-1028477379)|0;c=QPb(c|0,I|0,-1640531463,374761393)|0;b=I}if(d>>>0>=i>>>0){u=c;t=b;s=ZPb(u|0,t|0,33)|0;r=I;u=s^u;t=r^t;t=WPb(u|0,t|0,668265295,-1028477379)|0;u=I;r=ZPb(t|0,u|0,29)|0;s=I;t=r^t;u=s^u;u=WPb(t|0,u|0,-1640531463,374761393)|0;t=I;u=t^u;I=t;return u|0}do{t=WPb(h[d>>0]|0|0,0,374761413,668265263)|0;t=t^c;b=I^b;u=_Pb(t|0,b|0,11)|0;c=I;b=ZPb(t|0,b|0,53)|0;c=WPb(u|b|0,c|I|0,-2048144761,-1640531535)|0;b=I;d=d+1|0}while((d|0)!=(i|0));u=ZPb(c|0,b|0,33)|0;t=I;u=u^c;t=t^b;t=WPb(u|0,t|0,668265295,-1028477379)|0;u=I;r=ZPb(t|0,u|0,29)|0;s=I;t=r^t;u=s^u;u=WPb(t|0,u|0,-1640531463,374761393)|0;t=I;u=t^u;I=t;return u|0}function ctb(a){a=a|0;return a>>>0>4294967278|0}function dtb(a,b,c,e,g){a=a|0;b=b|0;c=c|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;i=e+g|0;if(g>>>0<4){e=-10;return e|0}j=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;k=j&15;g=k+5|0;if(g>>>0>15){e=-13;return e|0}f[c>>2]=g;g=32<<k;c=g|1;a:do if(g>>>0>1){t=i+-7|0;u=i+-4|0;v=u;s=i+-5|0;n=0;r=0;l=4;o=j>>>4;i=g;q=k+6|0;g=e;b:while(1){do if(!n){j=r;p=g;n=l;g=o}else{c:do if((o&65535|0)==65535){k=r;j=o;while(1){k=k+24|0;if(g>>>0>=s>>>0)break;g=g+2|0;j=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>l;if((j&65535|0)!=65535)break c}j=j>>>16;l=l+16|0;p=(j|0)==65535;k=p?k+24|0:k;l=p?l+16|0:l;j=p?0:j}else{k=r;j=o}while(0);m=j&3;if((m|0)==3){do{k=k+3|0;j=j>>>2;l=l+2|0;m=j&3}while((m|0)==3);o=j;j=m}else{o=j;j=m}j=k+j|0;l=l+2|0;if(j>>>0>(f[b>>2]|0)>>>0){g=-15;break b}if(j>>>0>r>>>0)dQb(a+(r<<1)|0,0,j-r<<1|0)|0;else j=r;k=g+(l>>3)|0;if(g>>>0>t>>>0&k>>>0>u>>>0){p=g;n=l;g=o>>>2;break}else{g=l&7;p=k;n=g;g=(h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24)>>>g;break}}while(0);l=(i<<1)+-1|0;k=g&i+-1;m=l-c<<16>>16;if(k>>>0<m>>>0)g=q+-1|0;else{g=g&l;k=g<<16>>16;k=(k|0)<(i|0)?g:k-m|0;g=q}l=g+n|0;n=(k&65535)+-1<<16>>16;r=n<<16>>16;c=c-((n<<16>>16<0?0-r|0:r)<<16>>16)|0;r=j+1|0;d[a+(j<<1)>>1]=n;n=n<<16>>16==0&1;if((c|0)<(i|0)){g=q;do{g=g+-1|0;i=i>>1}while((c|0)<(i|0));k=i;m=g}else{k=i;m=q}g=p+(l>>3)|0;if(p>>>0>t>>>0&g>>>0>u>>>0){g=u;i=l-(v-p<<3)|0}else i=l&7;if(!((c|0)>1?r>>>0<=(f[b>>2]|0)>>>0:0))break a;else{l=i;o=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>(i&31);i=k;q=m}}return g|0}else{j=-1;i=4;g=e}while(0);if((c|0)!=1|(i|0)>32){e=-11;return e|0}f[b>>2]=j;e=g+(i+7>>3)-e|0;return e|0}function etb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0;m=b[i>>0]|0;l=m&255;do if(m<<24>>24<0){k=l+-127|0;l=(l+-126|0)>>>1;if(l>>>0>=j>>>0){e=-10;return e|0}if(k>>>0>=c>>>0){e=-11;return e|0}i=i+1|0;if(!k){c=d;i=c+68|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(i|0));c=0;i=0;break}else{c=0;do{n=i+(c>>>1)|0;b[a+c>>0]=(h[n>>0]|0)>>>4;b[a+(c|1)>>0]=b[n>>0]&15;c=c+2|0}while(c>>>0<k>>>0);m=l;n=9}}else{if(l>>>0>=j>>>0){e=-10;return e|0}k=itb(a,c+-1|0,i+1|0,l)|0;if(k>>>0<4294967279){m=l;n=9}else{e=k;return e|0}}while(0);a:do if((n|0)==9){c=d;i=c+68|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(i|0));if(!k){c=0;l=m;i=0}else{c=0;j=0;while(1){i=a+j|0;l=b[i>>0]|0;if((l&255)>15){k=-11;break}n=d+((l&255)<<2)|0;f[n>>2]=(f[n>>2]|0)+1;c=(1<<(h[i>>0]|0)>>1)+c|0;j=j+1|0;if(j>>>0>=k>>>0){l=m;i=k;break a}}return k|0}}while(0);k=31-(_(c|0)|0)+1|0;if(k>>>0>16){e=-11;return e|0}f[g>>2]=k;g=(1<<k)-c|0;n=31-(_(g|0)|0)|0;k=n+1|0;if((1<<n|0)!=(g|0)){e=-11;return e|0}b[a+i>>0]=k;a=d+(k<<2)|0;f[a>>2]=(f[a>>2]|0)+1;d=f[d+4>>2]|0;if(!(d>>>0>1&(d&1|0)==0)){e=-11;return e|0}f[e>>2]=i+1;e=l+1|0;return e|0}function ftb(a,c,e,f){a=a|0;c=c|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+512|0;q=t;r=a+4|0;o=e+1|0;s=1<<f;p=s+-1|0;if(e>>>0>255){s=-14;u=t;return s|0}if(f>>>0>12){s=-13;u=t;return s|0}k=f&65535;l=(o|0)==0;if(l){d[a>>1]=k;d[a+2>>1]=1}else{m=65536<<f+-1>>16;j=0;e=p;g=1;while(1){i=d[c+(j<<1)>>1]|0;if(i<<16>>16==-1){b[r+(e<<2)+2>>0]=j;n=e+-1|0;e=1}else{n=e;e=i;g=(m|0)>(i<<16>>16|0)?g:0}d[q+(j<<1)>>1]=e;j=j+1|0;if((j|0)==(o|0))break;else e=n}d[a>>1]=k;d[a+2>>1]=g;if(!l){l=(s>>>3)+3+(s>>>1)|0;k=0;e=0;do{g=d[c+(k<<1)>>1]|0;if(g<<16>>16>0){j=k&255;i=g<<16>>16;g=0;do{b[r+(e<<2)+2>>0]=j;do e=l+e&p;while(e>>>0>n>>>0);g=g+1|0}while((g|0)<(i|0))}k=k+1|0}while((k|0)!=(o|0));if(e|0){s=-1;u=t;return s|0}}}g=f+-31|0;e=0;do{p=r+(e<<2)|0;o=q+((h[p+2>>0]|0)<<1)|0;f=d[o>>1]|0;d[o>>1]=f+1<<16>>16;f=f&65535;o=g+(_(f|0)|0)|0;b[p+3>>0]=o;d[p>>1]=(f<<(o&255))-s;e=e+1|0}while(e>>>0<s>>>0);e=0;u=t;return e|0}function gtb(a,c){a=a|0;c=c|0;var e=0;e=a+4|0;d[a>>1]=0;d[a+2>>1]=0;d[e>>1]=0;b[e+2>>0]=c;b[e+3>>0]=0;return 0}function htb(a,c,e,f,g){a=a|0;c=c|0;e=e|0;f=f|0;g=g|0;var i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;t=(d[g+2>>1]|0)!=0;s=a+c|0;r=s+-3|0;if(!f){v=-10;return v|0}do if(f>>>0>3){l=f+-4|0;c=b[e+(f+-1)>>0]|0;if(!(c<<24>>24)){v=-1;return v|0}i=e+l|0;k=(_(c&255|0)|0)+-23|0;if(f>>>0<4294967279)c=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;else{v=f;return v|0}}else{c=h[e>>0]|0;switch(f|0){case 2:{v=6;break}case 3:{c=h[e+2>>0]<<16|c;v=6;break}default:{}}if((v|0)==6)c=(h[e+1>>0]<<8)+c|0;i=b[e+(f+-1)>>0]|0;if(!(i<<24>>24)){v=-1;return v|0}else{k=(4-f<<3)+-23+(_(i&255|0)|0)|0;l=0;break}}while(0);i=e+l|0;n=d[g>>1]|0;o=n&65535;n=31-n&31;p=c<<(k&31)>>>1>>>n;m=k+o|0;do if(m>>>0>32)f=c;else{if((l|0)>=4){l=l-(m>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;m=m&7;break}k=m>>>3;i=(i+(0-k)|0)>>>0<e>>>0?l:k;k=l-i|0;if(!l){f=c;l=0}else{f=e+k|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;m=m-(i<<3)|0;l=k}}while(0);i=e+l|0;u=g+4|0;c=f<<(m&31)>>>1>>>n;k=m+o|0;a:do if(k>>>0>32){i=a;m=p}else{if((l|0)<4)if(!l)l=0;else{q=k>>>3;q=(i+(0-q)|0)>>>0<e>>>0?l:q;l=l-q|0;f=e+l|0;k=k-(q<<3)|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;if(k>>>0>32){i=a;m=p;break}}else{l=l-(k>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;k=k&7}i=a;o=p;n=f;while(1){f=e+l|0;if((l|0)<4){if(!l){m=o;f=n;l=0;break a}q=k>>>3;m=(f+(0-q)|0)>>>0<e>>>0;q=m?l:q;m=m&1;f=q;k=k-(q<<3)|0}else{m=0;f=k>>>3;k=k&7}l=l-f|0;q=e+l|0;f=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;if(!(i>>>0<r>>>0&(m|0)==0)){m=o;break a}p=d[u+(o<<2)>>1]|0;n=b[u+(o<<2)+2>>0]|0;o=b[u+(o<<2)+3>>0]|0;m=o&255;g=f<<(k&31);if(t){w=k+m|0;b[i>>0]=n;k=b[u+(c<<2)+3>>0]|0;m=f<<(w&31)>>>(0-k&31);n=(g>>>(0-o&31))+(p&65535)|0;k=w+(k&255)|0}else{w=k+m|0;b[i>>0]=n;k=b[u+(c<<2)+3>>0]|0;m=f<<(w&31)>>>1>>>(31-k&31);n=(g>>>1>>>(31-o&31))+(p&65535)|0;k=w+(k&255)|0}p=m+(j[u+(c<<2)>>1]|0)|0;b[i+1>>0]=b[u+(c<<2)+2>>0]|0;if(k>>>0>32)break;if((l|0)<4){if(!l){l=0;break}c=k>>>3;w=(q+(0-c)|0)>>>0<e>>>0;q=w?l:c;l=l-q|0;c=e+l|0;k=k-(q<<3)|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;if(w){f=c;break}else f=c}else{l=l-(k>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;k=k&7}g=d[u+(n<<2)>>1]|0;m=b[u+(n<<2)+2>>0]|0;n=b[u+(n<<2)+3>>0]|0;c=n&255;o=f<<(k&31);if(t){w=k+c|0;b[i+2>>0]=m;k=b[u+(p<<2)+3>>0]|0;c=f<<(w&31)>>>(0-k&31);m=(o>>>(0-n&31))+(g&65535)|0;k=w+(k&255)|0}else{w=k+c|0;b[i+2>>0]=m;k=b[u+(p<<2)+3>>0]|0;c=f<<(w&31)>>>1>>>(31-k&31);m=(o>>>1>>>(31-n&31))+(g&65535)|0;k=w+(k&255)|0}c=c+(j[u+(p<<2)>>1]|0)|0;b[i+3>>0]=b[u+(p<<2)+2>>0]|0;i=i+4|0;if(k>>>0>32)break a;else{o=m;n=f}}i=i+2|0;c=p;m=n}while(0);r=s+-2|0;if(i>>>0>r>>>0){w=-9;return w|0}q=t?0:31;p=(t^1)&1;g=i;o=m;while(1){n=e+l|0;i=b[u+(o<<2)+3>>0]|0;m=k+(i&255)|0;w=o;o=(f<<(k&31)>>>p>>>(q-i&31))+(j[u+(o<<2)>>1]|0)|0;i=g+1|0;b[g>>0]=b[u+(w<<2)+2>>0]|0;if(m>>>0>32){k=2;v=55;break}if((l|0)<4)if(!l)n=0;else{v=m>>>3;v=(n+(0-v)|0)>>>0<e>>>0?l:v;k=v;m=m-(v<<3)|0;v=46}else{k=m>>>3;m=m&7;v=46}if((v|0)==46){v=0;n=l-k|0;f=e+n|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24}l=e+n|0;if(i>>>0>r>>>0){c=-9;v=56;break}t=b[u+(c<<2)+3>>0]|0;k=m+(t&255)|0;w=c;c=(f<<(m&31)>>>p>>>(q-t&31))+(j[u+(c<<2)>>1]|0)|0;m=g+2|0;b[i>>0]=b[u+(w<<2)+2>>0]|0;if(k>>>0>32){i=m;k=3;c=o;v=55;break}if((n|0)<4)if(!n)l=0;else{v=k>>>3;v=(l+(0-v)|0)>>>0<e>>>0?n:v;i=v;k=k-(v<<3)|0;v=51}else{i=k>>>3;k=k&7;v=51}if((v|0)==51){v=0;l=n-i|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24}if(m>>>0>r>>>0){c=-9;v=56;break}else g=m}if((v|0)==55){b[i>>0]=b[u+(c<<2)+2>>0]|0;w=g+k-a|0;return w|0}else if((v|0)==56)return c|0;return 0}function itb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16912|0;h=l+16400|0;k=l+8|0;i=l+4|0;j=l;f[j>>2]=255;if(d>>>0<2)e=-10;else{e=dtb(h,j,i,c,d)|0;if(e>>>0<4294967279){c=c+e|0;g=d-e|0;if(e>>>0<d>>>0){e=ftb(k,h,f[j>>2]|0,f[i>>2]|0)|0;if(e>>>0<4294967279)e=htb(a,b,c,g,k)|0}else e=-10}}u=l;return e|0}function jtb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+336|0;m=p+80|0;n=p+8|0;g=p+4|0;i=p;f[g>>2]=0;f[i>>2]=0;o=a+4|0;c=etb(m,256,n,i,g,c,d)|0;if(ctb(c)|0){o=c;u=p;return o|0}e=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;d=f[g>>2]|0;if(d>>>0>((e&255)+1|0)>>>0){o=-13;u=p;return o|0}l=e&-16776961|d<<16&16711680;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;l=d+1|0;if(l>>>0>1){d=1;e=0;do{k=n+(d<<2)|0;j=e;e=(f[k>>2]<<d+-1)+e|0;f[k>>2]=j;d=d+1|0}while(d>>>0<l>>>0)}g=f[i>>2]|0;if(!g){o=c;u=p;return o|0}else e=0;do{k=h[m+e>>0]|0;a=e&255;i=l-k&255;j=n+(k<<2)|0;d=f[j>>2]|0;k=d+(1<<k>>1)|0;if(d>>>0<k>>>0)do{b[o+(d<<1)>>0]=a;b[o+(d<<1)+1>>0]=i;d=d+1|0}while(d>>>0<k>>>0);f[j>>2]=k;e=e+1|0}while(e>>>0<g>>>0);u=p;return c|0}function ktb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=c+4|0;i=f[p>>2]|0;a:do if(i>>>0<=32){n=c+8|0;o=c+12|0;l=d+-4|0;m=0-g&31;while(1){j=f[n>>2]|0;k=f[o>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0))break a;q=i>>>3;r=(j+(0-q)|0)>>>0<k>>>0;q=r?j-k|0:q;j=j+(0-q)|0;f[n>>2]=j;k=r&1;i=i-(q<<3)|0}else{j=j+(0-(i>>>3))|0;f[n>>2]=j;k=0;i=i&7}f[p>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(a>>>0>l>>>0|(k|0)!=0)break a;j=j<<(i&31)>>>m;r=b[e+(j<<1)>>0]|0;f[p>>2]=i+(h[e+(j<<1)+1>>0]|0);b[a>>0]=r;r=f[p>>2]|0;j=f[c>>2]<<(r&31)>>>m;i=b[e+(j<<1)>>0]|0;f[p>>2]=r+(h[e+(j<<1)+1>>0]|0);j=a+2|0;b[a+1>>0]=i;i=f[p>>2]|0;if(i>>>0>32){a=j;break}else a=j}}while(0);l=c+8|0;m=c+12|0;n=0-g&31;b:do if(i>>>0>32)j=a;else while(1){j=f[l>>2]|0;k=f[m>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0)){j=a;break b}r=i>>>3;q=(j+(0-r)|0)>>>0<k>>>0;r=q?j-k|0:r;j=j+(0-r)|0;f[l>>2]=j;k=q&1;i=i-(r<<3)|0}else{j=j+(0-(i>>>3))|0;f[l>>2]=j;k=0;i=i&7}f[p>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(!(a>>>0<d>>>0&(k|0)==0)){j=a;break b}j=j<<(i&31)>>>n;r=b[e+(j<<1)>>0]|0;f[p>>2]=i+(h[e+(j<<1)+1>>0]|0);j=a+1|0;b[a>>0]=r;i=f[p>>2]|0;if(i>>>0>32)break;else a=j}while(0);if(j>>>0>=d>>>0)return;a=0-g&31;q=f[c>>2]<<(i&31)>>>a;r=b[e+(q<<1)>>0]|0;f[p>>2]=i+(h[e+(q<<1)+1>>0]|0);i=j+1|0;b[j>>0]=r;if((i|0)==(d|0))return;do{g=f[p>>2]|0;q=f[c>>2]<<(g&31)>>>a;r=b[e+(q<<1)>>0]|0;f[p>>2]=g+(h[e+(q<<1)+1>>0]|0);b[i>>0]=r;i=i+1|0}while((i|0)!=(d|0));return}function ltb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;i=jtb(a,e,g)|0;if(ctb(i)|0){m=i;u=n;return m|0}if(i>>>0>=g>>>0){m=-10;u=n;return m|0}j=e+i|0;i=g-i|0;l=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;do if(!i){f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;i=-10}else{f[m+12>>2]=j;if(i>>>0>3){e=e+g+-4|0;f[m+8>>2]=e;f[m>>2]=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=b[j+(i+-1)>>0]|0;g=m+4|0;if(!(e<<24>>24)){f[g>>2]=0;i=-1;break}else{k=(_(e&255|0)|0)+-23|0;f[g>>2]=k;break}}f[m+8>>2]=j;e=h[j>>0]|0;f[m>>2]=e;switch(i|0){case 2:{k=11;break}case 3:{e=(h[j+2>>0]|0)<<16|e;f[m>>2]=e;k=11;break}default:{}}if((k|0)==11)f[m>>2]=((h[j+1>>0]|0)<<8)+e;e=b[j+(i+-1)>>0]|0;g=m+4|0;if(!(e<<24>>24)){f[g>>2]=0;i=-1;break}else{k=(4-i<<3)+-23+(_(e&255|0)|0)|0;f[g>>2]=k;break}}while(0);if(!(ctb(i)|0)){ktb(c,m,c+d|0,a+4|0,l>>>16&255);i=((f[m+4>>2]|0)!=32?1:(f[m+8>>2]|0)!=(f[m+12>>2]|0))?-11:d}m=i;u=n;return m|0}function mtb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;y=0;D=u;u=u+1056|0;if(e>>>0<10){g=-11;u=D;return g|0}l=h[d>>0]|h[d+1>>0]<<8;o=h[(d+2|0)>>0]|h[(d+2|0)+1>>0]<<8;v=h[(d+4|0)>>0]|h[(d+4|0)+1>>0]<<8;i=e+-6-(l&65535)-(o&65535)-(v&65535)|0;m=(d+6|0)+(l&65535)|0;q=m+(o&65535)|0;x=q+(v&65535)|0;B=a+((c+3|0)>>>2)|0;C=B+((c+3|0)>>>2)|0;A=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16;j=1;if(j){j=0;if(i>>>0>e>>>0)z=-11;else j=1}if(j)if(1){do if(!(l<<16>>16)){f[(D+48|0)>>2]=0;f[(D+48|0)+4>>2]=0;f[(D+48|0)+8>>2]=0;f[(D+48|0)+12>>2]=0;r=-10;s=0}else{f[(D+48|0)+12>>2]=d+6|0;if((l&65535)>3){f[(D+48|0)+8>>2]=m+-4|0;f[(D+48|0)>>2]=h[(m+-4|0)>>0]|h[(m+-4|0)+1>>0]<<8|h[(m+-4|0)+2>>0]<<16|h[(m+-4|0)+3>>0]<<24;e=b[(d+6|0)+((l&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(_(e&255|0)|0)+-23|0;f[((D+48|0)+4|0)>>2]=s;r=l&65535;break}}f[(D+48|0)+8>>2]=d+6|0;e=h[(d+6|0)>>0]|0;f[(D+48|0)>>2]=e;switch(l<<16>>16){case 2:{k=e;y=11;break}case 3:{k=(h[d+8>>0]|0)<<16|e;f[(D+48|0)>>2]=k;y=11;break}default:{}}if((y|0)==11)f[(D+48|0)>>2]=((h[d+7>>0]|0)<<8)+k;e=b[(d+6|0)+((l&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(4-(l&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+48|0)+4|0)>>2]=s;r=l&65535;break}}while(0);t=1;if(t){t=0;if(!(ctb(r)|0)){do if(!(o<<16>>16)){f[(D+32|0)>>2]=0;f[(D+32|0)+4>>2]=0;f[(D+32|0)+8>>2]=0;f[(D+32|0)+12>>2]=0;k=-10}else{f[(D+32|0)+12>>2]=m;if((o&65535)>3){f[(D+32|0)+8>>2]=q+-4|0;f[(D+32|0)>>2]=h[(q+-4|0)>>0]|h[(q+-4|0)+1>>0]<<8|h[(q+-4|0)+2>>0]<<16|h[(q+-4|0)+3>>0]<<24;e=b[m+((o&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;k=-1;break}else{k=(_(e&255|0)|0)+-23|0;f[((D+32|0)+4|0)>>2]=k;k=o&65535;break}}f[(D+32|0)+8>>2]=m;e=h[m>>0]|0;f[(D+32|0)>>2]=e;switch(o<<16>>16){case 2:{n=e;y=24;break}case 3:{n=(h[m+2>>0]|0)<<16|e;f[(D+32|0)>>2]=n;y=24;break}default:{}}if((y|0)==24)f[(D+32|0)>>2]=((h[m+1>>0]|0)<<8)+n;e=b[m+((o&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;k=-1;break}else{k=(4-(o&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+32|0)+4|0)>>2]=k;k=o&65535;break}}while(0);l=1;if(l){l=0;if(!(ctb(k)|0)){do if(!(v<<16>>16)){f[(D+16|0)>>2]=0;f[(D+16|0)+4>>2]=0;f[(D+16|0)+8>>2]=0;f[(D+16|0)+12>>2]=0;j=-10}else{f[(D+16|0)+12>>2]=q;if((v&65535)>3){f[(D+16|0)+8>>2]=x+-4|0;f[(D+16|0)>>2]=h[(x+-4|0)>>0]|h[(x+-4|0)+1>>0]<<8|h[(x+-4|0)+2>>0]<<16|h[(x+-4|0)+3>>0]<<24;e=b[q+((v&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(_(e&255|0)|0)+-23|0;f[((D+16|0)+4|0)>>2]=j;j=v&65535;break}}f[(D+16|0)+8>>2]=q;e=h[q>>0]|0;f[(D+16|0)>>2]=e;switch(v<<16>>16){case 2:{p=e;y=37;break}case 3:{p=(h[q+2>>0]|0)<<16|e;f[(D+16|0)>>2]=p;y=37;break}default:{}}if((y|0)==37)f[(D+16|0)>>2]=((h[q+1>>0]|0)<<8)+p;e=b[q+((v&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(4-(v&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+16|0)+4|0)>>2]=j;j=v&65535;break}}while(0);d=1;if(d){d=0;if(!(ctb(j)|0)){do if(!i){f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;f[D+12>>2]=0;i=-10}else{f[D+12>>2]=x;if(i>>>0>3){f[D+8>>2]=x+i+-4|0;f[D>>2]=h[(x+i+-4|0)>>0]|h[(x+i+-4|0)+1>>0]<<8|h[(x+i+-4|0)+2>>0]<<16|h[(x+i+-4|0)+3>>0]<<24;e=b[x+(i+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;i=-1;break}else{y=(_(e&255|0)|0)+-23|0;f[(D+4|0)>>2]=y;break}}f[D+8>>2]=x;e=h[x>>0]|0;f[D>>2]=e;switch(i|0){case 2:{w=e;y=50;break}case 3:{w=(h[x+2>>0]|0)<<16|e;f[D>>2]=w;y=50;break}default:{}}if((y|0)==50)f[D>>2]=((h[x+1>>0]|0)<<8)+w;e=b[x+(i+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;i=-1;break}else{y=(4-i<<3)+-23+(_(e&255|0)|0)|0;f[(D+4|0)>>2]=y;break}}while(0);e=1;if(e){e=0;if(!(ctb(i)|0)){f[D+80>>2]=a;f[D+88>>2]=c;f[D+112>>2]=g;f[D+272>>2]=z;f[D+352>>2]=A;f[D+616>>2]=B;f[D+624>>2]=C;f[D+832>>2]=s;f[D+992>>2]=0;f[D+996>>2]=0;Qtb(D);z=f[D+272>>2]|0}else e=1}if(e)if(1)z=i}else d=1}if(d)if(1)z=j}else l=1}if(l)if(1)z=k}else t=1}if(t)if(1)z=r}g=z;u=D;return g|0}function ntb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;J=u;u=u+2144|0;E=J+1304|0;F=J+1236|0;l=J+1888|0;G=J+1376|0;o=J+1168|0;H=J+1096|0;I=J+8|0;g=J+4|0;i=J;k=o;m=k+68|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(m|0));k=H;m=k+72|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(m|0));j=H+4|0;B=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;C=B&255;D=a+4|0;if((B&255)>16){I=-13;u=J;return I|0}A=etb(l,256,o,i,g,c,e)|0;if(ctb(A)|0){I=A;u=J;return I|0}m=f[g>>2]|0;if(m>>>0>C>>>0){I=-13;u=J;return I|0}else p=m;while(1)if(!(f[o+(p<<2)>>2]|0))p=p+-1|0;else break;n=p+1|0;k=n>>>0>1;if(k){c=1;e=0;while(1){g=(f[o+(c<<2)>>2]|0)+e|0;f[j+(c<<2)>>2]=e;c=c+1|0;if((c|0)==(n|0)){z=g;break}else e=g}}else z=0;f[j>>2]=z;e=f[i>>2]|0;if(e|0){c=0;do{x=b[l+c>>0]|0;w=j+((x&255)<<2)|0;y=f[w>>2]|0;f[w>>2]=y+1;b[G+(y<<1)>>0]=c;b[G+(y<<1)+1>>0]=x;c=c+1|0}while(c>>>0<e>>>0)}f[j>>2]=0;if(k){g=C+-1-m|0;c=1;e=0;do{y=e;e=(f[o+(c<<2)>>2]<<g+c)+e|0;f[I+(c<<2)>>2]=y;c=c+1|0}while((c|0)!=(n|0))}c=1-p+m|0;g=C+1-c|0;if(!(c>>>0>=g>>>0|k^1))do{e=1;do{f[I+(c*68|0)+(e<<2)>>2]=(f[I+(e<<2)>>2]|0)>>>c;e=e+1|0}while((e|0)!=(n|0));c=c+1|0}while((c|0)!=(g|0));x=m+1|0;y=x-C|0;v=x-p|0;k=F;i=I;m=k+68|0;do{f[k>>2]=f[i>>2];k=k+4|0;i=i+4|0}while((k|0)<(m|0));if(z|0){t=0;do{j=b[G+(t<<1)>>0]|0;w=h[G+(t<<1)+1>>0]|0;s=x-w|0;w=F+(w<<2)|0;e=f[w>>2]|0;n=C-s|0;o=1<<n;if(n>>>0<v>>>0){c=o+e|0;if(e>>>0<c>>>0){g=s<<16&16711680|j&255|16777216;do{s=D+(e<<2)|0;d[s>>1]=g;d[s+2>>1]=g>>>16;e=e+1|0}while((e|0)!=(c|0))}}else{c=s+y|0;g=(c|0)>1;c=g?c:1;r=f[H+(c<<2)>>2]|0;p=D+(e<<2)|0;q=G+(r<<1)|0;r=z-r|0;k=E;i=I+(s*68|0)|0;m=k+68|0;do{f[k>>2]=f[i>>2];k=k+4|0;i=i+4|0}while((k|0)<(m|0));if(g){i=f[E+(c<<2)>>2]|0;if(i|0){g=s<<16&16711680|j&255|16777216;c=0;do{m=p+(c<<2)|0;d[m>>1]=g;d[m+2>>1]=g>>>16;c=c+1|0}while((c|0)!=(i|0))}}if(r|0){l=j&255;g=0;do{j=h[q+(g<<1)+1>>0]|0;i=x-j|0;j=E+(j<<2)|0;c=f[j>>2]|0;k=(1<<n-i)+c|0;i=(h[q+(g<<1)>>0]|0)<<8|l|i+s<<16&16711680|33554432;do{m=p+(c<<2)|0;c=c+1|0;d[m>>1]=i;d[m+2>>1]=i>>>16}while(c>>>0<k>>>0);f[j>>2]=k;g=g+1|0}while((g|0)!=(r|0))}c=o+e|0}f[w>>2]=c;t=t+1|0}while((t|0)!=(z|0))}I=B&-16776961|C<<16|256;b[a>>0]=I;b[a+1>>0]=I>>8;b[a+2>>0]=I>>16;b[a+3>>0]=I>>24;I=A;u=J;return I|0}function otb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=c+4|0;i=f[q>>2]|0;a:do if(i>>>0>32)p=10;else{n=c+8|0;o=c+12|0;l=d+-7|0;m=0-g&31;while(1){j=f[n>>2]|0;k=f[o>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0))break;r=i>>>3;s=(j+(0-r)|0)>>>0<k>>>0;r=s?j-k|0:r;j=j+(0-r)|0;f[n>>2]=j;k=s&1;i=i-(r<<3)|0}else{j=j+(0-(i>>>3))|0;f[n>>2]=j;k=0;i=i&7}f[q>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(!(a>>>0<l>>>0&(k|0)==0)){p=9;break}s=j<<(i&31)>>>m;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;s=a+(h[e+(s<<2)+3>>0]|0)|0;a=f[c>>2]<<(i&31)>>>m;i=e+(a<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[s>>0]=i;b[s+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(a<<2)+2>>0]|0)|0;f[q>>2]=i;a=s+(h[e+(a<<2)+3>>0]|0)|0;if(i>>>0>32){p=10;break a}}if((p|0)==9)if(i>>>0>32){p=10;break}m=c+8|0;n=c+12|0;k=d+-2|0;o=0-g&31;do{j=f[m>>2]|0;l=f[n>>2]|0;if(j>>>0<(l+4|0)>>>0){if((j|0)==(l|0))break a;s=i>>>3;r=(j+(0-s)|0)>>>0<l>>>0;s=r?j-l|0:s;j=j+(0-s)|0;f[m>>2]=j;l=r&1;i=i-(s<<3)|0}else{j=j+(0-(i>>>3))|0;f[m>>2]=j;l=0;i=i&7}f[q>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(a>>>0>k>>>0|(l|0)!=0)break a;s=j<<(i&31)>>>o;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;a=a+(h[e+(s<<2)+3>>0]|0)|0}while(i>>>0<=32)}while(0);if((p|0)==10)k=d+-2|0;if(a>>>0>k>>>0)j=a;else{j=0-g&31;do{s=f[c>>2]<<(i&31)>>>j;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;a=a+(h[e+(s<<2)+3>>0]|0)|0}while(a>>>0<=k>>>0);j=a}if(j>>>0>=d>>>0)return;a=f[c>>2]<<(i&31)>>>(0-g&31);b[j>>0]=b[e+(a<<2)>>0]|0;if((b[e+(a<<2)+3>>0]|0)==1){f[q>>2]=(f[q>>2]|0)+(h[e+(a<<2)+2>>0]|0);return}i=f[q>>2]|0;if(i>>>0>=32)return;s=i+(h[e+(a<<2)+2>>0]|0)|0;f[q>>2]=s>>>0<32?s:32;return}function ptb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;x=0;D=u;u=u+1088|0;if(e>>>0<10){g=-11;u=D;return g|0}k=h[d>>0]|h[d+1>>0]<<8;n=h[(d+2|0)>>0]|h[(d+2|0)+1>>0]<<8;q=h[(d+4|0)>>0]|h[(d+4|0)+1>>0]<<8;y=e+-6-(k&65535)-(n&65535)-(q&65535)|0;l=(d+6|0)+(k&65535)|0;p=l+(n&65535)|0;w=p+(q&65535)|0;B=a+((c+3|0)>>>2)|0;C=B+((c+3|0)>>>2)|0;A=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16;i=1;if(i){i=0;if(y>>>0>e>>>0)z=-11;else i=1}if(i)if(1){do if(!(k<<16>>16)){f[(D+48|0)>>2]=0;f[(D+48|0)+4>>2]=0;f[(D+48|0)+8>>2]=0;f[(D+48|0)+12>>2]=0;r=-10;s=0}else{f[(D+48|0)+12>>2]=d+6|0;if((k&65535)>3){f[(D+48|0)+8>>2]=l+-4|0;f[(D+48|0)>>2]=h[(l+-4|0)>>0]|h[(l+-4|0)+1>>0]<<8|h[(l+-4|0)+2>>0]<<16|h[(l+-4|0)+3>>0]<<24;e=b[(d+6|0)+((k&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(_(e&255|0)|0)+-23|0;f[((D+48|0)+4|0)>>2]=s;r=k&65535;break}}f[(D+48|0)+8>>2]=d+6|0;e=h[(d+6|0)>>0]|0;f[(D+48|0)>>2]=e;switch(k<<16>>16){case 2:{j=e;x=11;break}case 3:{j=(h[d+8>>0]|0)<<16|e;f[(D+48|0)>>2]=j;x=11;break}default:{}}if((x|0)==11)f[(D+48|0)>>2]=((h[d+7>>0]|0)<<8)+j;e=b[(d+6|0)+((k&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(4-(k&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+48|0)+4|0)>>2]=s;r=k&65535;break}}while(0);t=1;if(t){t=0;if(!(ctb(r)|0)){do if(!(n<<16>>16)){f[(D+32|0)>>2]=0;f[(D+32|0)+4>>2]=0;f[(D+32|0)+8>>2]=0;f[(D+32|0)+12>>2]=0;l=-10}else{f[(D+32|0)+12>>2]=l;if((n&65535)>3){f[(D+32|0)+8>>2]=p+-4|0;f[(D+32|0)>>2]=h[(p+-4|0)>>0]|h[(p+-4|0)+1>>0]<<8|h[(p+-4|0)+2>>0]<<16|h[(p+-4|0)+3>>0]<<24;e=b[l+((n&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;l=-1;break}else{l=(_(e&255|0)|0)+-23|0;f[((D+32|0)+4|0)>>2]=l;l=n&65535;break}}f[(D+32|0)+8>>2]=l;e=h[l>>0]|0;f[(D+32|0)>>2]=e;switch(n<<16>>16){case 2:{m=e;x=24;break}case 3:{m=(h[l+2>>0]|0)<<16|e;f[(D+32|0)>>2]=m;x=24;break}default:{}}if((x|0)==24)f[(D+32|0)>>2]=((h[l+1>>0]|0)<<8)+m;e=b[l+((n&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;l=-1;break}else{l=(4-(n&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+32|0)+4|0)>>2]=l;l=n&65535;break}}while(0);m=1;if(m){m=0;if(!(ctb(l)|0)){do if(!(q<<16>>16)){f[(D+16|0)>>2]=0;f[(D+16|0)+4>>2]=0;f[(D+16|0)+8>>2]=0;f[(D+16|0)+12>>2]=0;j=-10}else{f[(D+16|0)+12>>2]=p;if((q&65535)>3){f[(D+16|0)+8>>2]=w+-4|0;f[(D+16|0)>>2]=h[(w+-4|0)>>0]|h[(w+-4|0)+1>>0]<<8|h[(w+-4|0)+2>>0]<<16|h[(w+-4|0)+3>>0]<<24;e=b[p+((q&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(_(e&255|0)|0)+-23|0;f[((D+16|0)+4|0)>>2]=j;j=q&65535;break}}f[(D+16|0)+8>>2]=p;e=h[p>>0]|0;f[(D+16|0)>>2]=e;switch(q<<16>>16){case 2:{o=e;x=37;break}case 3:{o=(h[p+2>>0]|0)<<16|e;f[(D+16|0)>>2]=o;x=37;break}default:{}}if((x|0)==37)f[(D+16|0)>>2]=((h[p+1>>0]|0)<<8)+o;e=b[p+((q&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(4-(q&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+16|0)+4|0)>>2]=j;j=q&65535;break}}while(0);k=1;if(k){k=0;if(!(ctb(j)|0)){do if(!y){f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;f[D+12>>2]=0;e=-10;i=0}else{f[D+12>>2]=w;if(y>>>0>3){f[D+8>>2]=w+y+-4|0;f[D>>2]=h[(w+y+-4|0)>>0]|h[(w+y+-4|0)+1>>0]<<8|h[(w+y+-4|0)+2>>0]<<16|h[(w+y+-4|0)+3>>0]<<24;e=b[w+(y+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;e=-1;i=0;break}else{i=(_(e&255|0)|0)+-23|0;f[(D+4|0)>>2]=i;e=y;break}}f[D+8>>2]=w;e=h[w>>0]|0;f[D>>2]=e;switch(y|0){case 2:{v=e;x=50;break}case 3:{v=(h[w+2>>0]|0)<<16|e;f[D>>2]=v;x=50;break}default:{}}if((x|0)==50)f[D>>2]=((h[w+1>>0]|0)<<8)+v;e=b[w+(y+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;e=-1;i=0;break}else{i=(4-y<<3)+-23+(_(e&255|0)|0)|0;f[(D+4|0)>>2]=i;e=y;break}}while(0);d=1;if(d){d=0;if(!(ctb(e)|0)){q=(D+48|0)+4|0;v=(D+32|0)+4|0;w=(D+16|0)+4|0;E=a;n=B;o=C;p=C+((c+3|0)>>>2)|0;x=s;y=i;f[D+80>>2]=a;f[D+88>>2]=c;f[D+112>>2]=g;f[D+144>>2]=E;f[D+152>>2]=n;f[D+160>>2]=o;f[D+168>>2]=p;f[D+272>>2]=z;f[D+296>>2]=A;f[D+440>>2]=q;f[D+448>>2]=v;f[D+456>>2]=w;f[D+472>>2]=x;f[D+560>>2]=B;f[D+568>>2]=C;f[D+616>>2]=y;f[D+1024>>2]=0;f[D+1028>>2]=0;Rtb(D);z=f[D+272>>2]|0}else d=1}if(d)if(1)z=e}else k=1}if(k)if(1)z=j}else m=1}if(m)if(1)z=l}else t=1}if(t)if(1)z=r}E=z;u=D;return E|0}function qtb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;k=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if(!(k&65280)){do if(!e){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;e=-10}else{f[l+12>>2]=d;if(e>>>0>3){i=d+e+-4|0;f[l+8>>2]=i;f[l>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{j=(_(i&255|0)|0)+-23|0;f[d>>2]=j;break}}f[l+8>>2]=d;i=h[d>>0]|0;f[l>>2]=i;switch(e|0){case 2:{j=25;break}case 3:{i=(h[d+2>>0]|0)<<16|i;f[l>>2]=i;j=25;break}default:{}}if((j|0)==25)f[l>>2]=((h[d+1>>0]|0)<<8)+i;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{j=(4-e<<3)+-23+(_(i&255|0)|0)|0;f[d>>2]=j;break}}while(0);if(!(ctb(e)|0)){ktb(a,l,a+c|0,g+4|0,k>>>16&255);e=((f[l+4>>2]|0)!=32?1:(f[l+8>>2]|0)!=(f[l+12>>2]|0))?-11:c}l=e;u=m;return l|0}else{do if(!e){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;e=-10}else{f[l+12>>2]=d;if(e>>>0>3){i=d+e+-4|0;f[l+8>>2]=i;f[l>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{k=(_(i&255|0)|0)+-23|0;f[d>>2]=k;break}}f[l+8>>2]=d;i=h[d>>0]|0;f[l>>2]=i;switch(e|0){case 2:{j=10;break}case 3:{i=(h[d+2>>0]|0)<<16|i;f[l>>2]=i;j=10;break}default:{}}if((j|0)==10)f[l>>2]=((h[d+1>>0]|0)<<8)+i;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{k=(4-e<<3)+-23+(_(i&255|0)|0)|0;f[d>>2]=k;break}}while(0);if(!(ctb(e)|0)){otb(a,l,a+c|0,g+4|0,(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16&255);e=((f[l+4>>2]|0)!=32?1:(f[l+8>>2]|0)!=(f[l+12>>2]|0))?-11:c}l=e;u=m;return l|0}return 0}function rtb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;if(!(((h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24)>>>8&255)<<24>>24)){e=mtb(a,b,c,d,e)|0;return e|0}else{e=ptb(a,b,c,d,e)|0;return e|0}return 0}function stb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=f[a+352>>2]|0;z=f[a+392>>2]|0;c=f[a+1600>>2]|0;k=f[a+3408>>2]|0;l=f[a+3424>>2]|0;m=f[a+3432>>2]|0;A=f[a+3448>>2]|0;B=f[a+3456>>2]|0;a:{if(B){B=0;if((A|0)==15){Bsb(z,z+208|0,c)|0;u=a;f[a+3488>>2]=5;break a}else if((A|0)==16){Csb(z,z+208|0,z+416|0,c)|0;u=a;f[a+3488>>2]=5;break a}else if((A|0)==17){Dsb(z,z+208|0,z+416|0,z+624|0,c)|0;u=a;f[a+3488>>2]=5;break a}else B=1}if(B){B=0;if((A|0)==19){d=z+416|0;Bsb(z,z+208|0,d)|0;c=z+624|0;if((c|0)==(y|0)){u=a;f[a+3488>>2]=5;break a}v=(a+24|0)+36|0;w=(a+24|0)+48|0;x=(a+24|0)+64|0;o=(a+24|0)+100|0;q=(a+24|0)+120|0;r=(a+24|0)+144|0;s=(a+24|0)+168|0;t=(a+24|0)+184|0;n=c;while(1){c=~~+p[n+184>>3]>>>0;h=~~+p[d+184>>3]>>>0;if(c>>>0<h>>>0)A=26;else if(c>>>0<=h>>>0){e=+p[n+192>>3];g=+p[d+192>>3];if(e<g)A=26;else if(!(e>g))if(gub(n,d)|0)A=26}if((A|0)==26){A=0;k=a+24|0;l=n;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));m=n+36|0;f[v>>2]=f[m>>2];f[v+4>>2]=f[m+4>>2];f[v+8>>2]=f[m+8>>2];f[v>>2]=f[m>>2];f[((a+24|0)+40|0)>>2]=f[n+40>>2];f[((a+24|0)+44|0)>>2]=f[n+44>>2];m=n+48|0;f[w>>2]=f[m>>2];f[w+4>>2]=f[m+4>>2];f[w+8>>2]=f[m+8>>2];f[w>>2]=f[m>>2];f[((a+24|0)+52|0)>>2]=f[n+52>>2];f[((a+24|0)+56|0)>>2]=f[n+56>>2];m=n+64|0;f[x>>2]=f[m>>2];f[x+4>>2]=f[m+4>>2];f[x+8>>2]=f[m+8>>2];f[x+12>>2]=f[m+12>>2];f[x+16>>2]=f[m+16>>2];f[x+20>>2]=f[m+20>>2];p[x>>3]=+p[m>>3];p[((a+24|0)+72|0)>>3]=+p[n+72>>3];p[((a+24|0)+80|0)>>3]=+p[n+80>>3];m=n+88|0;f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+88|0)>>2]=f[m>>2];l=n+92|0;f[((a+24|0)+92|0)>>2]=f[l>>2];k=n+96|0;f[((a+24|0)+96|0)>>2]=f[k>>2];f[k>>2]=0;f[l>>2]=0;f[m>>2]=0;m=n+100|0;f[o>>2]=f[m>>2];f[o+4>>2]=f[m+4>>2];f[o+8>>2]=f[m+8>>2];f[o+12>>2]=f[m+12>>2];f[o+16>>2]=f[m+16>>2];m=n+120|0;f[q>>2]=f[m>>2];f[q+4>>2]=f[m+4>>2];f[q+8>>2]=f[m+8>>2];f[q+12>>2]=f[m+12>>2];f[q+16>>2]=f[m+16>>2];f[q+20>>2]=f[m+20>>2];p[q>>3]=+p[m>>3];p[((a+24|0)+128|0)>>3]=+p[n+128>>3];p[((a+24|0)+136|0)>>3]=+p[n+136>>3];m=n+144|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];f[r+12>>2]=f[m+12>>2];f[r+16>>2]=f[m+16>>2];f[r+20>>2]=f[m+20>>2];p[r>>3]=+p[m>>3];p[((a+24|0)+152|0)>>3]=+p[n+152>>3];p[((a+24|0)+160|0)>>3]=+p[n+160>>3];m=n+168|0;f[s>>2]=f[m>>2];f[s+4>>2]=f[m+4>>2];f[s+8>>2]=f[m+8>>2];f[s+12>>2]=f[m+12>>2];p[s>>3]=+p[m>>3];p[((a+24|0)+176|0)>>3]=+p[n+176>>3];m=n+184|0;f[t>>2]=f[m>>2];f[t+4>>2]=f[m+4>>2];f[t+8>>2]=f[m+8>>2];f[t+12>>2]=f[m+12>>2];b[t+16>>0]=b[m+16>>0]|0;psb(n,d)|0;b:do if((d|0)==(z|0))i=z;else{h=d;while(1){i=h;h=h+-208|0;c=~~+p[((a+24|0)+184|0)>>3]>>>0;d=~~+p[i+-24>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0)break b;e=+p[((a+24|0)+192|0)>>3];g=+p[i+-16>>3];if(!(e<g)){if(e>g)break b;if(!(gub(a+24|0,h)|0))break b}}psb(i,h)|0;if((h|0)==(z|0)){i=z;break}}}while(0);k=i;l=a+24|0;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));j=i+36|0;c=f[v>>2]|0;f[v>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+40|0)>>2]|0;c=i+40|0;f[((a+24|0)+40|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+44|0)>>2]|0;j=i+44|0;f[((a+24|0)+44|0)>>2]=f[j>>2];f[j>>2]=c;j=i+48|0;c=f[w>>2]|0;f[w>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+52|0)>>2]|0;c=i+52|0;f[((a+24|0)+52|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+56|0)>>2]|0;j=i+56|0;f[((a+24|0)+56|0)>>2]=f[j>>2];f[j>>2]=c;g=+p[((a+24|0)+64|0)>>3];j=i+64|0;p[((a+24|0)+64|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+72|0)>>3];j=i+72|0;p[((a+24|0)+72|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+80|0)>>3];j=i+80|0;p[((a+24|0)+80|0)>>3]=+p[j>>3];p[j>>3]=g;j=i+88|0;c=f[j>>2]|0;h=i+92|0;if(!c)c=i+96|0;else{d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=i+96|0;f[c>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[((a+24|0)+88|0)>>2];f[h>>2]=f[((a+24|0)+92|0)>>2];f[c>>2]=f[((a+24|0)+96|0)>>2];f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+92|0)>>2]=0;f[((a+24|0)+88|0)>>2]=0;j=i+100|0;f[j>>2]=f[o>>2];f[j+4>>2]=f[o+4>>2];f[j+8>>2]=f[o+8>>2];f[j+12>>2]=f[o+12>>2];f[j+16>>2]=f[o+16>>2];g=+p[((a+24|0)+120|0)>>3];j=i+120|0;p[((a+24|0)+120|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+128|0)>>3];j=i+128|0;p[((a+24|0)+128|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+136|0)>>3];j=i+136|0;p[((a+24|0)+136|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+144|0)>>3];j=i+144|0;p[((a+24|0)+144|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+152|0)>>3];j=i+152|0;p[((a+24|0)+152|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+160|0)>>3];j=i+160|0;p[((a+24|0)+160|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+168|0)>>3];j=i+168|0;p[((a+24|0)+168|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+176|0)>>3];j=i+176|0;p[((a+24|0)+176|0)>>3]=+p[j>>3];p[j>>3]=g;j=i+184|0;f[j>>2]=f[t>>2];f[j+4>>2]=f[t+4>>2];f[j+8>>2]=f[t+8>>2];f[j+12>>2]=f[t+12>>2];b[j+16>>0]=b[t+16>>0]|0}c=n+208|0;if((c|0)==(y|0))break;else{d=n;n=c}}u=a;f[a+3488>>2]=5;break a}else B=1}if(B){B=0;if((A|0)==144)if(1){u=a;f[a+3488>>2]=5;break a}else B=1}}f[a+3408>>2]=k;f[a+3424>>2]=l;f[a+3432>>2]=m;f[a+3448>>2]=A;f[a+3456>>2]=B}function ttb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0;J=f[a+288>>2]|0;y=f[a+312>>2]|0;z=f[a+336>>2]|0;K=f[a+352>>2]|0;L=f[a+392>>2]|0;H=f[a+440>>2]|0;I=f[a+464>>2]|0;D=f[a+536>>2]|0;M=f[a+1152>>2]|0;N=f[a+1424>>2]|0;B=f[a+1488>>2]|0;A=f[a+2280>>2]|0;O=f[a+3304>>2]|0;P=f[a+3408>>2]|0;R=f[a+3424>>2]|0;S=f[a+3432>>2]|0;Q=f[a+3448>>2]|0;a:{if((Q|0)==96){Q=0;P=a+24|0;R=L;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));c=f[L+36>>2]|0;d=f[L+40>>2]|0;i=f[L+44>>2]|0;j=f[L+48>>2]|0;k=f[L+52>>2]|0;l=f[L+56>>2]|0;e=+p[L+64>>3];g=+p[L+72>>3];h=+p[L+80>>3];P=L+88|0;m=f[P>>2]|0;R=L+92|0;n=f[R>>2]|0;S=L+96|0;o=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=L+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[L+120>>3];r=+p[L+128>>3];s=+p[L+136>>3];t=+p[L+144>>3];u=+p[L+152>>3];v=+p[L+160>>3];w=+p[L+168>>3];x=+p[L+176>>3];P=L+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(L,A)|0;P=A;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[y+-172>>2]=c;f[y+-168>>2]=d;f[y+-164>>2]=i;f[y+-160>>2]=j;f[y+-156>>2]=k;f[y+-152>>2]=l;p[y+-144>>3]=e;p[y+-136>>3]=g;p[y+-128>>3]=h;j=y+-120|0;c=f[j>>2]|0;i=y+-116|0;if(!c)c=y+-112|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=y+-112|0;f[c>>2]=0;f[i>>2]=0;f[j>>2]=0}f[j>>2]=m;f[i>>2]=n;f[c>>2]=o;H=y+-108|0;f[H>>2]=f[(a+232|0)>>2];f[H+4>>2]=f[(a+232|0)+4>>2];f[H+8>>2]=f[(a+232|0)+8>>2];f[H+12>>2]=f[(a+232|0)+12>>2];f[H+16>>2]=f[(a+232|0)+16>>2];p[y+-88>>3]=q;p[y+-80>>3]=r;p[y+-72>>3]=s;p[y+-64>>3]=t;p[y+-56>>3]=u;p[y+-48>>3]=v;p[y+-40>>3]=w;p[y+-32>>3]=x;H=y+-24|0;f[H>>2]=f[a>>2];f[H+4>>2]=f[a+4>>2];f[H+8>>2]=f[a+8>>2];f[H+12>>2]=f[a+12>>2];b[H+16>>0]=b[a+16>>0]|0;H=A;I=z+1|0}c=L+208|0;b:{d=1;if(d)if(c>>>0<H>>>0){j=H;C=I;while(1){l=B+184|0;m=B+192|0;while(1){d=~~+p[c+184>>3]>>>0;h=+p[l>>3];if(d>>>0>=~~h>>>0>>>0){if(d>>>0>~~h>>>0>>>0){F=h;break}e=+p[c+192>>3];g=+p[m>>3];if(!(e<g)){if(e>g){F=h;break}if(!(gub(c,B)|0)){Q=110;break}}}c=c+208|0}if((Q|0)==110){Q=0;F=+p[l>>3]}k=j+-208|0;d=~~+p[j+-24>>3]>>>0;i=~~F>>>0;c:do if(d>>>0<i>>>0){A=j;j=k}else{h=F;while(1){if(d>>>0>i>>>0)e=h;else{e=+p[j+-16>>3];g=+p[m>>3];if(e<g){A=j;j=k;break c}if(e>g)e=h;else{if(gub(k,B)|0){A=j;j=k;break c}e=+p[l>>3]}}j=k+-208|0;d=~~+p[k+-24>>3]>>>0;i=~~e>>>0;if(d>>>0<i>>>0){A=k;break}else{E=k;k=j;h=e;j=E}}}while(0);if(c>>>0>j>>>0){E=B;D=c;break b}P=a+24|0;R=c;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));d=f[c+36>>2]|0;i=f[c+40>>2]|0;k=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;e=+p[c+64>>3];g=+p[c+72>>3];h=+p[c+80>>3];P=c+88|0;o=f[P>>2]|0;R=c+92|0;y=f[R>>2]|0;S=c+96|0;z=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=c+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[c+120>>3];r=+p[c+128>>3];s=+p[c+136>>3];t=+p[c+144>>3];u=+p[c+152>>3];v=+p[c+160>>3];w=+p[c+168>>3];x=+p[c+176>>3];P=c+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(c,j)|0;P=j;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[A+-172>>2]=d;f[A+-168>>2]=i;f[A+-164>>2]=k;f[A+-160>>2]=l;f[A+-156>>2]=m;f[A+-152>>2]=n;p[A+-144>>3]=e;p[A+-136>>3]=g;p[A+-128>>3]=h;l=A+-120|0;d=f[l>>2]|0;k=A+-116|0;if(!d)d=A+-112|0;else{i=f[k>>2]|0;if((i|0)!=(d|0))f[k>>2]=i+(~(((i+-12-d|0)>>>0)/12|0)*12|0);sOb(d);d=A+-112|0;f[d>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=o;f[k>>2]=y;f[d>>2]=z;E=A+-108|0;f[E>>2]=f[(a+232|0)>>2];f[E+4>>2]=f[(a+232|0)+4>>2];f[E+8>>2]=f[(a+232|0)+8>>2];f[E+12>>2]=f[(a+232|0)+12>>2];f[E+16>>2]=f[(a+232|0)+16>>2];p[A+-88>>3]=q;p[A+-80>>3]=r;p[A+-72>>3]=s;p[A+-64>>3]=t;p[A+-56>>3]=u;p[A+-48>>3]=v;p[A+-40>>3]=w;p[A+-32>>3]=x;E=A+-24|0;f[E>>2]=f[a>>2];f[E+4>>2]=f[a+4>>2];f[E+8>>2]=f[a+8>>2];f[E+12>>2]=f[a+12>>2];b[E+16>>0]=b[a+16>>0]|0;B=(B|0)==(c|0)?j:B;c=c+208|0;C=C+1|0}}else d=1;if(d)if(1){E=B;C=I;D=c}}do{c=1;if(c){c=0;if((D|0)==(E|0))G=C;else c=1}if(c)if(1){c=~~+p[E+184>>3]>>>0;d=~~+p[D+184>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){G=C;break}e=+p[E+192>>3];g=+p[D+192>>3];if(!(e<g)){if(e>g){G=C;break}if(!(gub(E,D)|0)){G=C;break}}}P=a+24|0;R=D;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));c=f[D+36>>2]|0;d=f[D+40>>2]|0;i=f[D+44>>2]|0;j=f[D+48>>2]|0;k=f[D+52>>2]|0;l=f[D+56>>2]|0;e=+p[D+64>>3];g=+p[D+72>>3];h=+p[D+80>>3];P=D+88|0;m=f[P>>2]|0;R=D+92|0;n=f[R>>2]|0;S=D+96|0;o=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=D+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[D+120>>3];r=+p[D+128>>3];s=+p[D+136>>3];t=+p[D+144>>3];u=+p[D+152>>3];v=+p[D+160>>3];w=+p[D+168>>3];x=+p[D+176>>3];P=D+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(D,E)|0;P=E;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[E+36>>2]=c;f[E+40>>2]=d;f[E+44>>2]=i;f[E+48>>2]=j;f[E+52>>2]=k;f[E+56>>2]=l;p[E+64>>3]=e;p[E+72>>3]=g;p[E+80>>3]=h;j=E+88|0;c=f[j>>2]|0;i=E+92|0;if(!c)c=E+96|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=E+96|0;f[c>>2]=0;f[i>>2]=0;f[j>>2]=0}f[j>>2]=m;f[i>>2]=n;f[c>>2]=o;G=E+100|0;f[G>>2]=f[(a+232|0)>>2];f[G+4>>2]=f[(a+232|0)+4>>2];f[G+8>>2]=f[(a+232|0)+8>>2];f[G+12>>2]=f[(a+232|0)+12>>2];f[G+16>>2]=f[(a+232|0)+16>>2];p[E+120>>3]=q;p[E+128>>3]=r;p[E+136>>3]=s;p[E+144>>3]=t;p[E+152>>3]=u;p[E+160>>3]=v;p[E+168>>3]=w;p[E+176>>3]=x;G=E+184|0;f[G>>2]=f[a>>2];f[G+4>>2]=f[a+4>>2];f[G+8>>2]=f[a+8>>2];f[G+12>>2]=f[a+12>>2];b[G+16>>0]=b[a+16>>0]|0;G=C+1|0}}while(0);if(!G){O=Esb(L,D)|0;c=D+208|0;if(Esb(c,K)|0){Q=143;f[a+3496>>2]=1;break a}if(O){J=c;f[a+3496>>2]=3;break a}}K=D;if(((K-N|0)/208|0|0)>=((M-K|0)/208|0|0)){Q=142;f[a+3496>>2]=1;break a}osb(L,D);J=D+208|0}f[a+288>>2]=J;f[a+440>>2]=H;f[a+464>>2]=I;f[a+536>>2]=D;f[a+3304>>2]=O;f[a+3408>>2]=P;f[a+3424>>2]=R;f[a+3432>>2]=S;f[a+3448>>2]=Q}function utb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0;W=f[a+312>>2]|0;X=f[a+392>>2]|0;J=f[a+600>>2]|0;K=f[a+648>>2]|0;L=f[a+688>>2]|0;M=f[a+824>>2]|0;A=f[a+832>>2]|0;B=f[a+864>>2]|0;C=f[a+888>>2]|0;D=f[a+920>>2]|0;E=f[a+944>>2]|0;F=f[a+968>>2]|0;N=f[a+1016>>2]|0;O=f[a+1032>>2]|0;P=f[a+1064>>2]|0;Q=f[a+1096>>2]|0;g=f[a+1152>>2]|0;R=f[a+1160>>2]|0;S=f[a+1216>>2]|0;T=f[a+1280>>2]|0;U=f[a+1312>>2]|0;V=f[a+1360>>2]|0;h=f[a+1424>>2]|0;m=f[a+1488>>2]|0;Y=f[a+1496>>2]|0;n=f[a+1512>>2]|0;k=f[a+1600>>2]|0;j=f[a+2024>>2]|0;Z=f[a+2280>>2]|0;o=f[a+2496>>2]|0;q=f[a+2936>>2]|0;G=f[a+3288>>2]|0;H=f[a+3352>>2]|0;I=f[a+3376>>2]|0;_=f[a+3408>>2]|0;aa=f[a+3424>>2]|0;ba=f[a+3432>>2]|0;$=f[a+3448>>2]|0;a:{if((X|0)!=(j|0)){l=X+((((g-h|0)>>>0)/416|0)*208|0)+192|0;W=k;Z=j;while(1){g=~~+p[W+-24>>3]>>>0;h=~~+p[n>>3]>>>0;if(g>>>0<h>>>0){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}if(g>>>0<=h>>>0){d=+p[W+-16>>3];e=+p[l>>3];if(d<e){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}if(!(d>e))if(gub(Z,m)|0){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}}g=Z+-208|0;if((X|0)==(g|0))break;else{W=Z;Z=g}}}l=X+208|0;j=~~+p[Y>>3]>>>0;g=~~+p[o>>3]>>>0;do{h=1;if(h){h=0;if(j>>>0<g>>>0)c=l;else h=1}if(h)if(1){if(j>>>0<=g>>>0){e=+p[X+192>>3];d=+p[q>>3];if(e<d){c=l;break}if(!(e>d))if(gub(X,k)|0){c=l;break}}if((l|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}j=X+192|0;c=l;while(1){g=~~+p[Y>>3]>>>0;h=~~+p[c+184>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[j>>3];e=+p[c+192>>3];if(d<e)break;if(!(d>e))if(gub(X,c)|0)break}c=c+208|0;if((c|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=f[c+36>>2]|0;h=f[c+40>>2]|0;j=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;d=+p[c+64>>3];e=+p[c+72>>3];i=+p[c+80>>3];_=c+88|0;o=f[_>>2]|0;aa=c+92|0;q=f[aa>>2]|0;ba=c+96|0;r=f[ba>>2]|0;f[ba>>2]=0;f[aa>>2]=0;f[_>>2]=0;_=c+100|0;f[(a+232|0)>>2]=f[_>>2];f[(a+232|0)+4>>2]=f[_+4>>2];f[(a+232|0)+8>>2]=f[_+8>>2];f[(a+232|0)+12>>2]=f[_+12>>2];f[(a+232|0)+16>>2]=f[_+16>>2];s=+p[c+120>>3];t=+p[c+128>>3];u=+p[c+136>>3];v=+p[c+144>>3];w=+p[c+152>>3];x=+p[c+160>>3];y=+p[c+168>>3];z=+p[c+176>>3];_=c+184|0;f[a>>2]=f[_>>2];f[a+4>>2]=f[_+4>>2];f[a+8>>2]=f[_+8>>2];f[a+12>>2]=f[_+12>>2];b[a+16>>0]=b[_+16>>0]|0;psb(c,k)|0;_=k;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));f[G>>2]=g;f[H>>2]=h;f[I>>2]=j;f[A>>2]=l;f[B>>2]=m;f[C>>2]=n;p[D>>3]=d;p[E>>3]=e;p[F>>3]=i;g=f[N>>2]|0;if(g|0){h=f[J>>2]|0;if((h|0)!=(g|0))f[J>>2]=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[K>>2]=0;f[J>>2]=0;f[N>>2]=0}f[N>>2]=o;f[J>>2]=q;f[K>>2]=r;f[L>>2]=f[(a+232|0)>>2];f[L+4>>2]=f[(a+232|0)+4>>2];f[L+8>>2]=f[(a+232|0)+8>>2];f[L+12>>2]=f[(a+232|0)+12>>2];f[L+16>>2]=f[(a+232|0)+16>>2];p[O>>3]=s;p[P>>3]=t;p[Q>>3]=u;p[R>>3]=v;p[S>>3]=w;p[T>>3]=x;p[U>>3]=y;p[V>>3]=z;f[M>>2]=f[a>>2];f[M+4>>2]=f[a+4>>2];f[M+8>>2]=f[a+8>>2];f[M+12>>2]=f[a+12>>2];b[M+16>>0]=b[a+16>>0]|0;c=c+208|0}}while(0);if((c|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}B=X+192|0;while(1){d=+p[Y>>3];g=~~+p[c+184>>3]>>>0;b:do if(~~d>>>0>>>0>=g>>>0){j=~~d>>>0;i=d;while(1){if(j>>>0>g>>>0)d=i;else{d=+p[B>>3];e=+p[c+192>>3];if(d<e)break b;if(d>e)d=i;else{if(gub(X,c)|0)break b;d=+p[Y>>3]}}h=c+208|0;j=~~d>>>0;g=~~+p[c+392>>3]>>>0;if(j>>>0<g>>>0){c=h;break}else{c=h;i=d}}}while(0);while(1){A=k+-208|0;g=~~+p[Y>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=A;continue}if(g>>>0>h>>>0)break;d=+p[B>>3];e=+p[k+-16>>3];if(d<e){k=A;continue}if(d>e)break;if(gub(X,A)|0)k=A;else break}if(c>>>0>=A>>>0){X=c;f[a+3504>>2]=4;f[a+3508>>2]=8;break a}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=f[c+36>>2]|0;h=f[c+40>>2]|0;j=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;d=+p[c+64>>3];e=+p[c+72>>3];i=+p[c+80>>3];_=c+88|0;o=f[_>>2]|0;aa=c+92|0;q=f[aa>>2]|0;ba=c+96|0;r=f[ba>>2]|0;f[ba>>2]=0;f[aa>>2]=0;f[_>>2]=0;_=c+100|0;f[(a+232|0)>>2]=f[_>>2];f[(a+232|0)+4>>2]=f[_+4>>2];f[(a+232|0)+8>>2]=f[_+8>>2];f[(a+232|0)+12>>2]=f[_+12>>2];f[(a+232|0)+16>>2]=f[_+16>>2];s=+p[c+120>>3];t=+p[c+128>>3];u=+p[c+136>>3];v=+p[c+144>>3];w=+p[c+152>>3];x=+p[c+160>>3];y=+p[c+168>>3];z=+p[c+176>>3];_=c+184|0;f[a>>2]=f[_>>2];f[a+4>>2]=f[_+4>>2];f[a+8>>2]=f[_+8>>2];f[a+12>>2]=f[_+12>>2];b[a+16>>0]=b[_+16>>0]|0;psb(c,A)|0;_=A;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));f[k+-172>>2]=g;f[k+-168>>2]=h;f[k+-164>>2]=j;f[k+-160>>2]=l;f[k+-156>>2]=m;f[k+-152>>2]=n;p[k+-144>>3]=d;p[k+-136>>3]=e;p[k+-128>>3]=i;l=k+-120|0;g=f[l>>2]|0;j=k+-116|0;if(!g)g=k+-112|0;else{h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0);sOb(g);g=k+-112|0;f[g>>2]=0;f[j>>2]=0;f[l>>2]=0}f[l>>2]=o;f[j>>2]=q;f[g>>2]=r;V=k+-108|0;f[V>>2]=f[(a+232|0)>>2];f[V+4>>2]=f[(a+232|0)+4>>2];f[V+8>>2]=f[(a+232|0)+8>>2];f[V+12>>2]=f[(a+232|0)+12>>2];f[V+16>>2]=f[(a+232|0)+16>>2];p[k+-88>>3]=s;p[k+-80>>3]=t;p[k+-72>>3]=u;p[k+-64>>3]=v;p[k+-56>>3]=w;p[k+-48>>3]=x;p[k+-40>>3]=y;p[k+-32>>3]=z;k=k+-24|0;f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];b[k+16>>0]=b[a+16>>0]|0;k=A;c=c+208|0}}f[a+312>>2]=W;f[a+392>>2]=X;f[a+2280>>2]=Z;f[a+3408>>2]=_;f[a+3424>>2]=aa;f[a+3432>>2]=ba;f[a+3448>>2]=$}function vtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;F=f[a+224>>2]|0;u=f[a+248>>2]|0;v=f[a+272>>2]|0;G=f[a+288>>2]|0;H=f[a+320>>2]|0;D=f[a+384>>2]|0;E=f[a+408>>2]|0;z=f[a+480>>2]|0;I=f[a+1056>>2]|0;x=f[a+1072>>2]|0;J=f[a+1256>>2]|0;w=f[a+1608>>2]|0;K=f[a+2264>>2]|0;L=f[a+2504>>2]|0;N=f[a+2520>>2]|0;O=f[a+2528>>2]|0;M=f[a+2536>>2]|0;a:{if((M|0)==78){M=0;L=a+24|0;N=H;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));c=H+40|0;d=H+48|0;i=H+56|0;e=+p[c>>3];g=+p[d>>3];h=+p[i>>3];j=H+64|0;f[(a+64|0)>>2]=f[j>>2];f[(a+64|0)+4>>2]=f[j+4>>2];f[(a+64|0)+8>>2]=f[j+8>>2];f[(a+64|0)+12>>2]=f[j+12>>2];l=H+80|0;n=H+88|0;r=+p[l>>3];s=+p[n>>3];q=H+96|0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];b[a+16>>0]=b[q+16>>0]|0;L=H;N=w;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));t=u+-80|0;P=+p[t>>3];p[t>>3]=e;p[c>>3]=P;o=u+-72|0;P=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=P;m=u+-64|0;P=+p[m>>3];p[m>>3]=+p[i>>3];p[i>>3]=P;k=u+-56|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];i=u+-40|0;P=+p[i>>3];p[i>>3]=+p[l>>3];p[l>>3]=P;d=u+-32|0;p[n>>3]=+p[d>>3];c=u+-24|0;f[q>>2]=f[c>>2];f[q+4>>2]=f[c+4>>2];f[q+8>>2]=f[c+8>>2];f[q+12>>2]=f[c+12>>2];b[q+16>>0]=b[c+16>>0]|0;L=w;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[t>>3]=e;p[o>>3]=g;p[m>>3]=h;f[k>>2]=f[(a+64|0)>>2];f[k+4>>2]=f[(a+64|0)+4>>2];f[k+8>>2]=f[(a+64|0)+8>>2];f[k+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=r;p[d>>3]=s;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;D=w;E=v+1|0}c=H+120|0;b:{d=1;if(d)if(c>>>0<D>>>0){j=D;y=E;while(1){l=x+96|0;m=x+104|0;while(1){d=~~+p[c+96>>3]>>>0;h=+p[l>>3];if(d>>>0>=~~h>>>0>>>0){if(d>>>0>~~h>>>0>>>0){B=h;break}e=+p[c+104>>3];g=+p[m>>3];if(!(e<g)){if(e>g){B=h;break}if(!(hub(c,x)|0)){M=87;break}}}c=c+120|0}if((M|0)==87){M=0;B=+p[l>>3]}k=j+-120|0;d=~~+p[j+-24>>3]>>>0;i=~~B>>>0;c:do if(d>>>0<i>>>0){w=j;j=k}else{h=B;while(1){if(d>>>0>i>>>0)e=h;else{e=+p[j+-16>>3];g=+p[m>>3];if(e<g){w=j;j=k;break c}if(e>g)e=h;else{if(hub(k,x)|0){w=j;j=k;break c}e=+p[l>>3]}}j=k+-120|0;d=~~+p[k+-24>>3]>>>0;i=~~e>>>0;if(d>>>0<i>>>0){w=k;break}else{A=k;k=j;h=e;j=A}}}while(0);if(c>>>0>j>>>0){A=x;z=c;break b}L=a+24|0;N=c;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));d=c+40|0;i=c+48|0;k=c+56|0;e=+p[d>>3];g=+p[i>>3];h=+p[k>>3];l=c+64|0;f[(a+64|0)>>2]=f[l>>2];f[(a+64|0)+4>>2]=f[l+4>>2];f[(a+64|0)+8>>2]=f[l+8>>2];f[(a+64|0)+12>>2]=f[l+12>>2];n=c+80|0;q=c+88|0;r=+p[n>>3];s=+p[q>>3];u=c+96|0;f[a>>2]=f[u>>2];f[a+4>>2]=f[u+4>>2];f[a+8>>2]=f[u+8>>2];f[a+12>>2]=f[u+12>>2];b[a+16>>0]=b[u+16>>0]|0;L=c;N=j;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));v=w+-80|0;P=+p[v>>3];p[v>>3]=e;p[d>>3]=P;t=w+-72|0;P=+p[t>>3];p[t>>3]=+p[i>>3];p[i>>3]=P;o=w+-64|0;P=+p[o>>3];p[o>>3]=+p[k>>3];p[k>>3]=P;m=w+-56|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[l+12>>2]=f[m+12>>2];k=w+-40|0;P=+p[k>>3];p[k>>3]=+p[n>>3];p[n>>3]=P;i=w+-32|0;p[q>>3]=+p[i>>3];d=w+-24|0;f[u>>2]=f[d>>2];f[u+4>>2]=f[d+4>>2];f[u+8>>2]=f[d+8>>2];f[u+12>>2]=f[d+12>>2];b[u+16>>0]=b[d+16>>0]|0;L=j;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[v>>3]=e;p[t>>3]=g;p[o>>3]=h;f[m>>2]=f[(a+64|0)>>2];f[m+4>>2]=f[(a+64|0)+4>>2];f[m+8>>2]=f[(a+64|0)+8>>2];f[m+12>>2]=f[(a+64|0)+12>>2];p[k>>3]=r;p[i>>3]=s;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];b[d+16>>0]=b[a+16>>0]|0;x=(x|0)==(c|0)?j:x;c=c+120|0;y=y+1|0}}else d=1;if(d)if(1){A=x;y=E;z=c}}do{c=1;if(c){c=0;if((z|0)==(A|0))C=y;else c=1}if(c)if(1){c=~~+p[A+96>>3]>>>0;d=~~+p[z+96>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){C=y;break}e=+p[A+104>>3];g=+p[z+104>>3];if(!(e<g)){if(e>g){C=y;break}if(!(hub(A,z)|0)){C=y;break}}}L=a+24|0;N=z;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));c=z+40|0;d=z+48|0;i=z+56|0;e=+p[c>>3];g=+p[d>>3];h=+p[i>>3];j=z+64|0;f[(a+64|0)>>2]=f[j>>2];f[(a+64|0)+4>>2]=f[j+4>>2];f[(a+64|0)+8>>2]=f[j+8>>2];f[(a+64|0)+12>>2]=f[j+12>>2];l=z+80|0;n=z+88|0;r=+p[l>>3];s=+p[n>>3];q=z+96|0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];b[a+16>>0]=b[q+16>>0]|0;L=z;N=A;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));t=A+40|0;P=+p[t>>3];p[t>>3]=e;p[c>>3]=P;o=A+48|0;P=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=P;m=A+56|0;P=+p[m>>3];p[m>>3]=+p[i>>3];p[i>>3]=P;k=A+64|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];i=A+80|0;p[l>>3]=+p[i>>3];d=A+88|0;p[n>>3]=+p[d>>3];c=A+96|0;f[q>>2]=f[c>>2];f[q+4>>2]=f[c+4>>2];f[q+8>>2]=f[c+8>>2];f[q+12>>2]=f[c+12>>2];b[q+16>>0]=b[c+16>>0]|0;L=A;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[t>>3]=e;p[o>>3]=g;p[m>>3]=h;f[k>>2]=f[(a+64|0)>>2];f[k+4>>2]=f[(a+64|0)+4>>2];f[k+8>>2]=f[(a+64|0)+8>>2];f[k+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=r;p[d>>3]=s;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;C=y+1|0}}while(0);if(!C){K=Asb(H,z)|0;c=z+120|0;if(Asb(c,G)|0){M=110;f[a+2576>>2]=1;break a}if(K){F=c;f[a+2576>>2]=3;break a}}G=z;if(((G-I|0)/120|0|0)>=((J-G|0)/120|0|0)){M=109;f[a+2576>>2]=1;break a}ssb(H,z);F=z+120|0}f[a+224>>2]=F;f[a+384>>2]=D;f[a+408>>2]=E;f[a+480>>2]=z;f[a+2264>>2]=K;f[a+2504>>2]=L;f[a+2520>>2]=N;f[a+2528>>2]=O;f[a+2536>>2]=M}function wtb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0.0;A=f[a+224>>2]|0;B=f[a+240>>2]|0;E=f[a+288>>2]|0;L=f[a+840>>2]|0;M=f[a+912>>2]|0;N=f[a+976>>2]|0;O=f[a+1008>>2]|0;Q=f[a+1256>>2]|0;S=f[a+1712>>2]|0;T=f[a+2200>>2]|0;V=f[a+2304>>2]|0;W=f[a+2352>>2]|0;X=f[a+2376>>2]|0;Y=f[a+2408>>2]|0;Z=f[a+2440>>2]|0;_=f[a+2504>>2]|0;aa=f[a+2520>>2]|0;ba=f[a+2528>>2]|0;$=f[a+2536>>2]|0;a:{while(1){F=A;b:while(1){k=F;switch((Q-k|0|0)/120|0|0){case 2:{$=5;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 3:{$=11;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 4:{$=12;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 5:{$=13;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 1:case 0:{$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}default:{}}if((Q-k|0|0)<840){$=15;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}l=F+((((Q-k|0)>>>0)/240|0)*120|0)|0;if((Q-k|0|0)>119880)i=zsb(F,F+((((Q-k|0)>>>0)/480|0)*120|0)|0,l,l+((((Q-k|0)>>>0)/480|0)*120|0)|0,S)|0;else i=xsb(F,l,S)|0;P=F+96|0;c=~~+p[P>>3]>>>0;m=F+((((Q-k|0)>>>0)/240|0)*120|0)+96|0;g=~~+p[m>>3]>>>0;if(c>>>0<g>>>0){I=S;J=i;break}if(c>>>0<=g>>>0){d=+p[F+104>>3];e=+p[F+((((Q-k|0)>>>0)/240|0)*120|0)+104>>3];if(d<e){I=S;J=i;break}if(!(d>e))if(hub(F,l)|0){I=S;J=i;break}}if((F|0)!=(T|0)){h=F+((((Q-k|0)>>>0)/240|0)*120|0)+104|0;C=S;R=T;while(1){c=~~+p[C+-24>>3]>>>0;g=~~+p[m>>3]>>>0;if(c>>>0<g>>>0){$=78;break b}if(c>>>0<=g>>>0){d=+p[C+-16>>3];e=+p[h>>3];if(d<e){$=78;break b}if(!(d>e))if(hub(R,l)|0){$=78;break b}}c=R+-120|0;if((F|0)==(c|0))break;else{C=R;R=c}}}c=F+120|0;g=~~+p[P>>3]>>>0;h=~~+p[V>>3]>>>0;do{i=1;if(i){i=0;if(g>>>0<h>>>0)z=c;else i=1}if(i)if(1){if(g>>>0<=h>>>0){d=+p[F+104>>3];e=+p[W>>3];if(d<e){z=c;break}if(!(d>e))if(hub(F,S)|0){z=c;break}}if((c|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}i=F+104|0;while(1){g=~~+p[P>>3]>>>0;h=~~+p[c+96>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[i>>3];e=+p[c+104>>3];if(d<e)break;if(!(d>e))if(hub(F,c)|0)break}c=c+120|0;if((c|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));m=c+40|0;o=c+48|0;g=c+56|0;d=+p[m>>3];e=+p[o>>3];j=+p[g>>3];h=c+64|0;f[(a+64|0)>>2]=f[h>>2];f[(a+64|0)+4>>2]=f[h+4>>2];f[(a+64|0)+8>>2]=f[h+8>>2];f[(a+64|0)+12>>2]=f[h+12>>2];i=c+80|0;k=c+88|0;q=+p[i>>3];r=+p[k>>3];l=c+96|0;f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];f[a+12>>2]=f[l+12>>2];b[a+16>>0]=b[l+16>>0]|0;_=c;aa=S;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));ca=+p[X>>3];p[X>>3]=d;p[m>>3]=ca;ca=+p[Y>>3];p[Y>>3]=+p[o>>3];p[o>>3]=ca;ca=+p[Z>>3];p[Z>>3]=+p[g>>3];p[g>>3]=ca;f[h>>2]=f[L>>2];f[h+4>>2]=f[L+4>>2];f[h+8>>2]=f[L+8>>2];f[h+12>>2]=f[L+12>>2];ca=+p[M>>3];p[M>>3]=+p[i>>3];p[i>>3]=ca;p[k>>3]=+p[N>>3];f[l>>2]=f[O>>2];f[l+4>>2]=f[O+4>>2];f[l+8>>2]=f[O+8>>2];f[l+12>>2]=f[O+12>>2];b[l+16>>0]=b[O+16>>0]|0;_=S;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));p[X>>3]=d;p[Y>>3]=e;p[Z>>3]=j;f[L>>2]=f[(a+64|0)>>2];f[L+4>>2]=f[(a+64|0)+4>>2];f[L+8>>2]=f[(a+64|0)+8>>2];f[L+12>>2]=f[(a+64|0)+12>>2];p[M>>3]=q;p[N>>3]=r;f[O>>2]=f[a>>2];f[O+4>>2]=f[a+4>>2];f[O+8>>2]=f[a+8>>2];f[O+12>>2]=f[a+12>>2];b[O+16>>0]=b[a+16>>0]|0;z=c+120|0}}while(0);if((z|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}y=F+104|0;k=S;c=z;while(1){d=+p[P>>3];g=~~+p[c+96>>3]>>>0;c:do if(~~d>>>0>>>0>=g>>>0){i=~~d>>>0;j=d;while(1){if(i>>>0>g>>>0)d=j;else{d=+p[y>>3];e=+p[c+104>>3];if(d<e)break c;if(d>e)d=j;else{if(hub(F,c)|0)break c;d=+p[P>>3]}}h=c+120|0;i=~~d>>>0;g=~~+p[c+216>>3]>>>0;if(i>>>0<g>>>0){c=h;break}else{c=h;j=d}}}while(0);while(1){x=k+-120|0;g=~~+p[P>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=x;continue}if(g>>>0>h>>>0)break;d=+p[y>>3];e=+p[k+-16>>3];if(d<e){k=x;continue}if(d>e)break;if(hub(F,x)|0)k=x;else break}if(c>>>0>=x>>>0){F=c;continue b}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=c+40|0;h=c+48|0;i=c+56|0;d=+p[g>>3];e=+p[h>>3];j=+p[i>>3];l=c+64|0;f[(a+64|0)>>2]=f[l>>2];f[(a+64|0)+4>>2]=f[l+4>>2];f[(a+64|0)+8>>2]=f[l+8>>2];f[(a+64|0)+12>>2]=f[l+12>>2];o=c+80|0;t=c+88|0;q=+p[o>>3];r=+p[t>>3];v=c+96|0;f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];b[a+16>>0]=b[v+16>>0]|0;_=c;aa=x;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));w=k+-80|0;ca=+p[w>>3];p[w>>3]=d;p[g>>3]=ca;u=k+-72|0;ca=+p[u>>3];p[u>>3]=+p[h>>3];p[h>>3]=ca;s=k+-64|0;ca=+p[s>>3];p[s>>3]=+p[i>>3];p[i>>3]=ca;m=k+-56|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[l+12>>2]=f[m+12>>2];i=k+-40|0;ca=+p[i>>3];p[i>>3]=+p[o>>3];p[o>>3]=ca;h=k+-32|0;p[t>>3]=+p[h>>3];g=k+-24|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];b[v+16>>0]=b[g+16>>0]|0;_=x;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));p[w>>3]=d;p[u>>3]=e;p[s>>3]=j;f[m>>2]=f[(a+64|0)>>2];f[m+4>>2]=f[(a+64|0)+4>>2];f[m+8>>2]=f[(a+64|0)+8>>2];f[m+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=q;p[h>>3]=r;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;k=x;c=c+120|0}}f[a+224>>2]=A;f[a+248>>2]=C;f[a+272>>2]=i;f[a+288>>2]=E;f[a+320>>2]=F;f[a+384>>2]=I;f[a+408>>2]=J;f[a+480>>2]=K;f[a+1056>>2]=k;f[a+1072>>2]=l;f[a+1256>>2]=Q;f[a+1608>>2]=R;f[a+2264>>2]=U;f[a+2504>>2]=_;f[a+2520>>2]=aa;f[a+2528>>2]=ba;f[a+2536>>2]=$;f[a+2576>>2]=0;f[a+2580>>2]=0;vtb(a);A=f[a+224>>2]|0;I=f[a+384>>2]|0;J=f[a+408>>2]|0;K=f[a+480>>2]|0;U=f[a+2264>>2]|0;_=f[a+2504>>2]|0;aa=f[a+2520>>2]|0;ba=f[a+2528>>2]|0;$=f[a+2536>>2]|0;G=f[a+2576>>2]|0;D=f[a+2580>>2]|0;H=+n[a+2580>>2];f[a+2576>>2]=0;f[a+2580>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if(($|0)==109){$=0;ssb(K+120|0,E);B=F;E=K;f[a+2584>>2]=3;break a}else if(($|0)==110){$=0;if(U){$=111;f[a+2584>>2]=1;break a}else{B=F;E=K;f[a+2584>>2]=3;break a}}}f[a+224>>2]=A;f[a+240>>2]=B;f[a+288>>2]=E;f[a+320>>2]=F;f[a+2504>>2]=_;f[a+2520>>2]=aa;f[a+2528>>2]=ba;f[a+2536>>2]=$}function xtb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0;c=f[a+96>>2]|0;m=f[a+104>>2]|0;n=f[a+112>>2]|0;r=f[a+136>>2]|0;a:{if(r){o=a+24|0;q=c;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(c+40|0)>>3];e=+p[(c+48|0)>>3];g=+p[(c+56|0)>>3];f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];h=+p[(c+80|0)>>3];i=+p[(c+88|0)>>3];f[a>>2]=f[(c+96|0)>>2];f[a+4>>2]=f[(c+96|0)+4>>2];f[a+8>>2]=f[(c+96|0)+8>>2];f[a+12>>2]=f[(c+96|0)+12>>2];b[a+16>>0]=b[(c+96|0)+16>>0]|0;o=c;q=n;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));l=+p[(n+40|0)>>3];p[(n+40|0)>>3]=d;p[(c+40|0)>>3]=l;l=+p[(n+48|0)>>3];p[(n+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=l;l=+p[(n+56|0)>>3];p[(n+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=l;f[(c+64|0)>>2]=f[(n+64|0)>>2];f[(c+64|0)+4>>2]=f[(n+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(n+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(n+64|0)+12>>2];p[(c+80|0)>>3]=+p[(n+80|0)>>3];p[(c+88|0)>>3]=+p[(n+88|0)>>3];f[(c+96|0)>>2]=f[(n+96|0)>>2];f[(c+96|0)+4>>2]=f[(n+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(n+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(n+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(n+96|0)+16>>0]|0;o=n;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(n+40|0)>>3]=d;p[(n+48|0)>>3]=e;p[(n+56|0)>>3]=g;f[(n+64|0)>>2]=f[(a+64|0)>>2];f[(n+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(n+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(n+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(n+80|0)>>3]=h;p[(n+88|0)>>3]=i;f[(n+96|0)>>2]=f[a>>2];f[(n+96|0)+4>>2]=f[a+4>>2];f[(n+96|0)+8>>2]=f[a+8>>2];f[(n+96|0)+12>>2]=f[a+12>>2];b[(n+96|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}o=a+24|0;q=c;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));i=+p[(c+40|0)>>3];k=+p[(c+48|0)>>3];l=+p[(c+56|0)>>3];f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];e=+p[(c+80|0)>>3];d=+p[(c+88|0)>>3];f[a>>2]=f[(c+96|0)>>2];f[a+4>>2]=f[(c+96|0)+4>>2];f[a+8>>2]=f[(c+96|0)+8>>2];f[a+12>>2]=f[(c+96|0)+12>>2];b[a+16>>0]=b[(c+96|0)+16>>0]|0;o=c;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));h=+p[(m+40|0)>>3];p[(m+40|0)>>3]=i;p[(c+40|0)>>3]=h;h=+p[(m+48|0)>>3];p[(m+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=h;h=+p[(m+56|0)>>3];p[(m+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=h;f[(c+64|0)>>2]=f[(m+64|0)>>2];f[(c+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(m+64|0)+12>>2];p[(c+80|0)>>3]=+p[(m+80|0)>>3];p[(c+88|0)>>3]=+p[(m+88|0)>>3];f[(c+96|0)>>2]=f[(m+96|0)>>2];f[(c+96|0)+4>>2]=f[(m+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(m+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(m+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(m+40|0)>>3]=i;p[(m+48|0)>>3]=k;p[(m+56|0)>>3]=l;f[(m+64|0)>>2]=f[(a+64|0)>>2];f[(m+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+80|0)>>3]=e;p[(m+88|0)>>3]=d;f[(m+96|0)>>2]=f[a>>2];f[(m+96|0)+4>>2]=f[a+4>>2];f[(m+96|0)+8>>2]=f[a+8>>2];f[(m+96|0)+12>>2]=f[a+12>>2];b[(m+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(n+96|0)>>3]>>>0;j=~~+p[(m+96|0)>>3]>>>0;do if(c>>>0<j>>>0){h=k;g=l}else{if(c>>>0>j>>>0){c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}g=+p[n+104>>3];h=+p[m+104>>3];if(g<h){h=k;g=l}else{if(g>h){c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}if(hub(n,m)|0){i=+p[(m+40|0)>>3];h=+p[(m+48|0)>>3];g=+p[(m+56|0)>>3];e=+p[(m+80|0)>>3];d=+p[(m+88|0)>>3];break}else{c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}}}while(0);o=a+24|0;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));f[(a+64|0)>>2]=f[(m+64|0)>>2];f[(a+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(m+64|0)+12>>2];f[a>>2]=f[(m+96|0)>>2];f[a+4>>2]=f[(m+96|0)+4>>2];f[a+8>>2]=f[(m+96|0)+8>>2];f[a+12>>2]=f[(m+96|0)+12>>2];b[a+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=n;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));l=+p[(n+40|0)>>3];p[(n+40|0)>>3]=i;p[(m+40|0)>>3]=l;l=+p[(n+48|0)>>3];p[(n+48|0)>>3]=+p[(m+48|0)>>3];p[(m+48|0)>>3]=l;l=+p[(n+56|0)>>3];p[(n+56|0)>>3]=+p[(m+56|0)>>3];p[(m+56|0)>>3]=l;f[(m+64|0)>>2]=f[(n+64|0)>>2];f[(m+64|0)+4>>2]=f[(n+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(n+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(n+64|0)+12>>2];p[(m+80|0)>>3]=+p[(n+80|0)>>3];p[(m+88|0)>>3]=+p[(n+88|0)>>3];f[(m+96|0)>>2]=f[(n+96|0)>>2];f[(m+96|0)+4>>2]=f[(n+96|0)+4>>2];f[(m+96|0)+8>>2]=f[(n+96|0)+8>>2];f[(m+96|0)+12>>2]=f[(n+96|0)+12>>2];b[(m+96|0)+16>>0]=b[(n+96|0)+16>>0]|0;o=n;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(n+40|0)>>3]=i;p[(n+48|0)>>3]=h;p[(n+56|0)>>3]=g;f[(n+64|0)>>2]=f[(a+64|0)>>2];f[(n+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(n+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(n+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(n+80|0)>>3]=e;p[(n+88|0)>>3]=d;f[(n+96|0)>>2]=f[a>>2];f[(n+96|0)+4>>2]=f[a+4>>2];f[(n+96|0)+8>>2]=f[a+8>>2];f[(n+96|0)+12>>2]=f[a+12>>2];b[(n+96|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}f[a+120>>2]=c;f[a+608>>2]=o;f[a+624>>2]=q;f[a+632>>2]=r}function ytb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0;l=f[a+96>>2]|0;m=f[a+104>>2]|0;k=f[a+112>>2]|0;c=f[a+120>>2]|0;n=f[a+336>>2]|0;o=f[a+536>>2]|0;q=f[a+552>>2]|0;r=f[a+560>>2]|0;a:{f[(c+96|0)+8>>2]=f[a+8>>2];f[(c+96|0)+12>>2]=f[a+12>>2];b[(c+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(k+96|0)>>3]>>>0;g=~~+p[(m+96|0)>>3]>>>0;if(c>>>0>=g>>>0){if(c>>>0>g>>>0){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}d=+p[k+104>>3];e=+p[m+104>>3];if(!(d<e)){if(d>e){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}if(!(hub(k,m)|0)){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}}}o=a+24|0;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(m+40|0)>>3];e=+p[(m+48|0)>>3];h=+p[(m+56|0)>>3];f[(a+64|0)>>2]=f[(m+64|0)>>2];f[(a+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(m+64|0)+12>>2];i=+p[(m+80|0)>>3];j=+p[(m+88|0)>>3];f[a>>2]=f[(m+96|0)>>2];f[a+4>>2]=f[(m+96|0)+4>>2];f[a+8>>2]=f[(m+96|0)+8>>2];f[a+12>>2]=f[(m+96|0)+12>>2];b[a+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=k;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));s=+p[(k+40|0)>>3];p[(k+40|0)>>3]=d;p[(m+40|0)>>3]=s;s=+p[(k+48|0)>>3];p[(k+48|0)>>3]=+p[(m+48|0)>>3];p[(m+48|0)>>3]=s;s=+p[(k+56|0)>>3];p[(k+56|0)>>3]=+p[(m+56|0)>>3];p[(m+56|0)>>3]=s;f[(m+64|0)>>2]=f[(k+64|0)>>2];f[(m+64|0)+4>>2]=f[(k+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(k+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(k+64|0)+12>>2];p[(m+80|0)>>3]=+p[(k+80|0)>>3];p[(m+88|0)>>3]=+p[(k+88|0)>>3];f[(m+96|0)>>2]=f[(k+96|0)>>2];f[(m+96|0)+4>>2]=f[(k+96|0)+4>>2];f[(m+96|0)+8>>2]=f[(k+96|0)+8>>2];f[(m+96|0)+12>>2]=f[(k+96|0)+12>>2];b[(m+96|0)+16>>0]=b[(k+96|0)+16>>0]|0;o=k;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(k+40|0)>>3]=d;p[(k+48|0)>>3]=e;p[(k+56|0)>>3]=h;f[(k+64|0)>>2]=f[(a+64|0)>>2];f[(k+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(k+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(k+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(k+80|0)>>3]=i;p[(k+88|0)>>3]=j;f[(k+96|0)>>2]=f[a>>2];f[(k+96|0)+4>>2]=f[a+4>>2];f[(k+96|0)+8>>2]=f[a+8>>2];f[(k+96|0)+12>>2]=f[a+12>>2];b[(k+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(m+96|0)>>3]>>>0;g=~~+p[l+96>>3]>>>0;if(c>>>0>=g>>>0){if(c>>>0>g>>>0){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}d=+p[m+104>>3];e=+p[l+104>>3];if(!(d<e)){if(d>e){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}if(!(hub(m,l)|0)){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}}}o=a+24|0;q=l;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(l+40|0)>>3];e=+p[(l+48|0)>>3];h=+p[(l+56|0)>>3];f[(a+64|0)>>2]=f[(l+64|0)>>2];f[(a+64|0)+4>>2]=f[(l+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(l+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(l+64|0)+12>>2];i=+p[(l+80|0)>>3];j=+p[(l+88|0)>>3];f[a>>2]=f[(l+96|0)>>2];f[a+4>>2]=f[(l+96|0)+4>>2];f[a+8>>2]=f[(l+96|0)+8>>2];f[a+12>>2]=f[(l+96|0)+12>>2];b[a+16>>0]=b[(l+96|0)+16>>0]|0;o=l;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));s=+p[(m+40|0)>>3];p[(m+40|0)>>3]=d;p[(l+40|0)>>3]=s;s=+p[(m+48|0)>>3];p[(m+48|0)>>3]=+p[(l+48|0)>>3];p[(l+48|0)>>3]=s;s=+p[(m+56|0)>>3];p[(m+56|0)>>3]=+p[(l+56|0)>>3];p[(l+56|0)>>3]=s;f[(l+64|0)>>2]=f[(m+64|0)>>2];f[(l+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(l+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(l+64|0)+12>>2]=f[(m+64|0)+12>>2];p[(l+80|0)>>3]=+p[(m+80|0)>>3];p[(l+88|0)>>3]=+p[(m+88|0)>>3];f[(l+96|0)>>2]=f[(m+96|0)>>2];f[(l+96|0)+4>>2]=f[(m+96|0)+4>>2];f[(l+96|0)+8>>2]=f[(m+96|0)+8>>2];f[(l+96|0)+12>>2]=f[(m+96|0)+12>>2];b[(l+96|0)+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(m+40|0)>>3]=d;p[(m+48|0)>>3]=e;p[(m+56|0)>>3]=h;f[(m+64|0)>>2]=f[(a+64|0)>>2];f[(m+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+80|0)>>3]=i;p[(m+88|0)>>3]=j;f[(m+96|0)>>2]=f[a>>2];f[(m+96|0)+4>>2]=f[a+4>>2];f[(m+96|0)+8>>2]=f[a+8>>2];f[(m+96|0)+12>>2]=f[a+12>>2];b[(m+96|0)+16>>0]=b[a+16>>0]|0;c=n+4|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}f[a+136>>2]=c;f[a+536>>2]=o;f[a+552>>2]=q;f[a+560>>2]=r}function ztb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0,D=0,E=0;z=f[a+96>>2]|0;A=f[a+104>>2]|0;B=f[a+112>>2]|0;E=f[a+136>>2]|0;a:{if(E){C=a+24|0;D=z;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[z+36>>2]|0;d=f[z+40>>2]|0;h=f[z+44>>2]|0;i=f[z+48>>2]|0;j=f[z+52>>2]|0;k=f[z+56>>2]|0;e=+p[z+64>>3];g=+p[z+72>>3];l=+p[z+80>>3];m=f[(z+88|0)>>2]|0;n=f[(z+92|0)>>2]|0;o=f[(z+96|0)>>2]|0;f[(z+96|0)>>2]=0;f[(z+92|0)>>2]=0;f[(z+88|0)>>2]=0;f[(a+60|0)>>2]=f[(z+100|0)>>2];f[(a+60|0)+4>>2]=f[(z+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(z+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(z+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(z+100|0)+16>>2];q=+p[z+120>>3];r=+p[z+128>>3];s=+p[z+136>>3];t=+p[z+144>>3];v=+p[z+152>>3];w=+p[z+160>>3];x=+p[z+168>>3];y=+p[z+176>>3];f[a>>2]=f[(z+184|0)>>2];f[a+4>>2]=f[(z+184|0)+4>>2];f[a+8>>2]=f[(z+184|0)+8>>2];f[a+12>>2]=f[(z+184|0)+12>>2];b[a+16>>0]=b[(z+184|0)+16>>0]|0;psb(z,B)|0;C=B;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[B+36>>2]=c;f[B+40>>2]=d;f[B+44>>2]=h;f[B+48>>2]=i;f[B+52>>2]=j;f[B+56>>2]=k;p[B+64>>3]=e;p[B+72>>3]=g;p[B+80>>3]=l;c=f[(B+88|0)>>2]|0;if(!c)c=B+96|0;else{d=f[(B+92|0)>>2]|0;if((d|0)!=(c|0))f[(B+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;c=B+96|0}f[(B+88|0)>>2]=m;f[(B+92|0)>>2]=n;f[c>>2]=o;f[(B+100|0)>>2]=f[(a+60|0)>>2];f[(B+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(B+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(B+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(B+100|0)+16>>2]=f[(a+60|0)+16>>2];p[B+120>>3]=q;p[B+128>>3]=r;p[B+136>>3]=s;p[B+144>>3]=t;p[B+152>>3]=v;p[B+160>>3]=w;p[B+168>>3]=x;p[B+176>>3]=y;f[(B+184|0)>>2]=f[a>>2];f[(B+184|0)+4>>2]=f[a+4>>2];f[(B+184|0)+8>>2]=f[a+8>>2];f[(B+184|0)+12>>2]=f[a+12>>2];b[(B+184|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}C=a+24|0;D=z;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[z+36>>2]|0;d=f[z+40>>2]|0;h=f[z+44>>2]|0;i=f[z+48>>2]|0;j=f[z+52>>2]|0;k=f[z+56>>2]|0;e=+p[z+64>>3];g=+p[z+72>>3];l=+p[z+80>>3];m=f[(z+88|0)>>2]|0;n=f[(z+92|0)>>2]|0;o=f[(z+96|0)>>2]|0;f[(z+96|0)>>2]=0;f[(z+92|0)>>2]=0;f[(z+88|0)>>2]=0;f[(a+60|0)>>2]=f[(z+100|0)>>2];f[(a+60|0)+4>>2]=f[(z+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(z+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(z+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(z+100|0)+16>>2];y=+p[z+120>>3];x=+p[z+128>>3];w=+p[z+136>>3];v=+p[z+144>>3];t=+p[z+152>>3];s=+p[z+160>>3];r=+p[z+168>>3];q=+p[z+176>>3];f[a>>2]=f[(z+184|0)>>2];f[a+4>>2]=f[(z+184|0)+4>>2];f[a+8>>2]=f[(z+184|0)+8>>2];f[a+12>>2]=f[(z+184|0)+12>>2];b[a+16>>0]=b[(z+184|0)+16>>0]|0;psb(z,A)|0;C=A;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[(A+36|0)>>2]=c;f[(A+40|0)>>2]=d;f[(A+44|0)>>2]=h;f[(A+48|0)>>2]=i;f[(A+52|0)>>2]=j;f[(A+56|0)>>2]=k;p[(A+64|0)>>3]=e;p[(A+72|0)>>3]=g;p[(A+80|0)>>3]=l;c=f[(A+88|0)>>2]|0;if(!c)c=A+96|0;else{d=f[(A+92|0)>>2]|0;if((d|0)!=(c|0))f[(A+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(A+96|0)>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0;c=A+96|0}f[(A+88|0)>>2]=m;f[(A+92|0)>>2]=n;f[c>>2]=o;f[(A+100|0)>>2]=f[(a+60|0)>>2];f[(A+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(A+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(A+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(A+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(A+120|0)>>3]=y;p[(A+128|0)>>3]=x;p[(A+136|0)>>3]=w;p[(A+144|0)>>3]=v;p[(A+152|0)>>3]=t;p[(A+160|0)>>3]=s;p[(A+168|0)>>3]=r;p[(A+176|0)>>3]=q;f[(A+184|0)>>2]=f[a>>2];f[(A+184|0)+4>>2]=f[a+4>>2];f[(A+184|0)+8>>2]=f[a+8>>2];f[(A+184|0)+12>>2]=f[a+12>>2];b[(A+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(B+184|0)>>3]>>>0;d=~~+p[(A+184|0)>>3]>>>0;do if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}e=+p[B+192>>3];g=+p[A+192>>3];if(!(e<g)){if(e>g){c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}if(gub(B,A)|0){m=f[(A+88|0)>>2]|0;n=f[(A+92|0)>>2]|0;o=f[A+96>>2]|0;y=+p[(A+120|0)>>3];x=+p[(A+128|0)>>3];w=+p[(A+136|0)>>3];v=+p[(A+144|0)>>3];t=+p[(A+152|0)>>3];s=+p[(A+160|0)>>3];r=+p[(A+168|0)>>3];q=+p[(A+176|0)>>3];break}else{c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}}}while(0);C=a+24|0;D=A;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[(A+36|0)>>2]|0;d=f[(A+40|0)>>2]|0;h=f[(A+44|0)>>2]|0;i=f[(A+48|0)>>2]|0;j=f[(A+52|0)>>2]|0;k=f[(A+56|0)>>2]|0;e=+p[(A+64|0)>>3];g=+p[(A+72|0)>>3];l=+p[(A+80|0)>>3];f[A+96>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0;f[(a+60|0)>>2]=f[(A+100|0)>>2];f[(a+60|0)+4>>2]=f[(A+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(A+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(A+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(A+100|0)+16>>2];f[a>>2]=f[(A+184|0)>>2];f[a+4>>2]=f[(A+184|0)+4>>2];f[a+8>>2]=f[(A+184|0)+8>>2];f[a+12>>2]=f[(A+184|0)+12>>2];b[a+16>>0]=b[(A+184|0)+16>>0]|0;psb(A,B)|0;C=B;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[B+36>>2]=c;f[B+40>>2]=d;f[B+44>>2]=h;f[B+48>>2]=i;f[B+52>>2]=j;f[B+56>>2]=k;p[B+64>>3]=e;p[B+72>>3]=g;p[B+80>>3]=l;c=f[(B+88|0)>>2]|0;if(!c)c=B+96|0;else{d=f[(B+92|0)>>2]|0;if((d|0)!=(c|0))f[(B+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;c=B+96|0}f[(B+88|0)>>2]=m;f[(B+92|0)>>2]=n;f[c>>2]=o;f[(B+100|0)>>2]=f[(a+60|0)>>2];f[(B+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(B+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(B+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(B+100|0)+16>>2]=f[(a+60|0)+16>>2];p[B+120>>3]=y;p[B+128>>3]=x;p[B+136>>3]=w;p[B+144>>3]=v;p[B+152>>3]=t;p[B+160>>3]=s;p[B+168>>3]=r;p[B+176>>3]=q;f[(B+184|0)>>2]=f[a>>2];f[(B+184|0)+4>>2]=f[a+4>>2];f[(B+184|0)+8>>2]=f[a+8>>2];f[(B+184|0)+12>>2]=f[a+12>>2];b[(B+184|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}f[a+120>>2]=c;f[a+1200>>2]=C;f[a+1216>>2]=D;f[a+1224>>2]=E}function Atb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;B=f[a+96>>2]|0;C=f[a+104>>2]|0;A=f[a+112>>2]|0;c=f[a+120>>2]|0;z=+n[a+272>>2];D=f[a+888>>2]|0;E=f[a+992>>2]|0;F=f[a+1008>>2]|0;G=f[a+1016>>2]|0;a:{p[(c+176|0)>>3]=z;f[(c+184|0)>>2]=f[a>>2];f[(c+184|0)+4>>2]=f[a+4>>2];f[(c+184|0)+8>>2]=f[a+8>>2];f[(c+184|0)+12>>2]=f[a+12>>2];b[(c+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(A+184|0)>>3]>>>0;d=~~+p[(C+184|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}e=+p[A+192>>3];g=+p[C+192>>3];if(!(e<g)){if(e>g){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}if(!(gub(A,C)|0)){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}}}E=a+24|0;F=C;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));c=f[(C+36|0)>>2]|0;d=f[(C+40|0)>>2]|0;h=f[(C+44|0)>>2]|0;i=f[(C+48|0)>>2]|0;j=f[(C+52|0)>>2]|0;k=f[(C+56|0)>>2]|0;e=+p[(C+64|0)>>3];g=+p[(C+72|0)>>3];l=+p[(C+80|0)>>3];m=f[(C+88|0)>>2]|0;o=f[(C+92|0)>>2]|0;q=f[(C+96|0)>>2]|0;f[(C+96|0)>>2]=0;f[(C+92|0)>>2]=0;f[(C+88|0)>>2]=0;f[(a+60|0)>>2]=f[(C+100|0)>>2];f[(a+60|0)+4>>2]=f[(C+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(C+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(C+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(C+100|0)+16>>2];r=+p[(C+120|0)>>3];s=+p[(C+128|0)>>3];t=+p[(C+136|0)>>3];v=+p[(C+144|0)>>3];w=+p[(C+152|0)>>3];x=+p[(C+160|0)>>3];y=+p[(C+168|0)>>3];z=+p[(C+176|0)>>3];f[a>>2]=f[(C+184|0)>>2];f[a+4>>2]=f[(C+184|0)+4>>2];f[a+8>>2]=f[(C+184|0)+8>>2];f[a+12>>2]=f[(C+184|0)+12>>2];b[a+16>>0]=b[(C+184|0)+16>>0]|0;psb(C,A)|0;E=A;F=a+24|0;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));f[(A+36|0)>>2]=c;f[(A+40|0)>>2]=d;f[(A+44|0)>>2]=h;f[(A+48|0)>>2]=i;f[(A+52|0)>>2]=j;f[(A+56|0)>>2]=k;p[(A+64|0)>>3]=e;p[(A+72|0)>>3]=g;p[(A+80|0)>>3]=l;c=f[(A+88|0)>>2]|0;if(c|0){d=f[(A+92|0)>>2]|0;if((d|0)!=(c|0))f[(A+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(A+96|0)>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0}f[(A+88|0)>>2]=m;f[(A+92|0)>>2]=o;f[(A+96|0)>>2]=q;f[(A+100|0)>>2]=f[(a+60|0)>>2];f[(A+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(A+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(A+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(A+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(A+120|0)>>3]=r;p[(A+128|0)>>3]=s;p[(A+136|0)>>3]=t;p[(A+144|0)>>3]=v;p[(A+152|0)>>3]=w;p[(A+160|0)>>3]=x;p[(A+168|0)>>3]=y;p[(A+176|0)>>3]=z;f[(A+184|0)>>2]=f[a>>2];f[(A+184|0)+4>>2]=f[a+4>>2];f[(A+184|0)+8>>2]=f[a+8>>2];f[(A+184|0)+12>>2]=f[a+12>>2];b[(A+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(C+184|0)>>3]>>>0;d=~~+p[B+184>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}e=+p[C+192>>3];g=+p[B+192>>3];if(!(e<g)){if(e>g){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}if(!(gub(C,B)|0)){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}}}E=a+24|0;F=B;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));c=f[B+36>>2]|0;d=f[B+40>>2]|0;h=f[B+44>>2]|0;i=f[B+48>>2]|0;j=f[B+52>>2]|0;k=f[B+56>>2]|0;e=+p[B+64>>3];g=+p[B+72>>3];l=+p[B+80>>3];m=f[(B+88|0)>>2]|0;o=f[(B+92|0)>>2]|0;q=f[(B+96|0)>>2]|0;f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;f[(a+60|0)>>2]=f[(B+100|0)>>2];f[(a+60|0)+4>>2]=f[(B+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(B+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(B+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(B+100|0)+16>>2];r=+p[B+120>>3];s=+p[B+128>>3];t=+p[B+136>>3];v=+p[B+144>>3];w=+p[B+152>>3];x=+p[B+160>>3];y=+p[B+168>>3];z=+p[B+176>>3];f[a>>2]=f[(B+184|0)>>2];f[a+4>>2]=f[(B+184|0)+4>>2];f[a+8>>2]=f[(B+184|0)+8>>2];f[a+12>>2]=f[(B+184|0)+12>>2];b[a+16>>0]=b[(B+184|0)+16>>0]|0;psb(B,C)|0;E=C;F=a+24|0;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));f[(C+36|0)>>2]=c;f[(C+40|0)>>2]=d;f[(C+44|0)>>2]=h;f[(C+48|0)>>2]=i;f[(C+52|0)>>2]=j;f[(C+56|0)>>2]=k;p[(C+64|0)>>3]=e;p[(C+72|0)>>3]=g;p[(C+80|0)>>3]=l;c=f[(C+88|0)>>2]|0;if(c|0){d=f[(C+92|0)>>2]|0;if((d|0)!=(c|0))f[(C+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(C+96|0)>>2]=0;f[(C+92|0)>>2]=0;f[(C+88|0)>>2]=0}f[(C+88|0)>>2]=m;f[(C+92|0)>>2]=o;f[(C+96|0)>>2]=q;f[(C+100|0)>>2]=f[(a+60|0)>>2];f[(C+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(C+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(C+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(C+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(C+120|0)>>3]=r;p[(C+128|0)>>3]=s;p[(C+136|0)>>3]=t;p[(C+144|0)>>3]=v;p[(C+152|0)>>3]=w;p[(C+160|0)>>3]=x;p[(C+168|0)>>3]=y;p[(C+176|0)>>3]=z;f[(C+184|0)>>2]=f[a>>2];f[(C+184|0)+4>>2]=f[a+4>>2];f[(C+184|0)+8>>2]=f[a+8>>2];f[(C+184|0)+12>>2]=f[a+12>>2];b[(C+184|0)+16>>0]=b[a+16>>0]|0;c=D+4|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}f[a+136>>2]=c;f[a+992>>2]=E;f[a+1008>>2]=F;f[a+1016>>2]=G}function Btb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;j=f[a+272>>2]|0;x=f[a+280>>2]|0;t=f[a+304>>2]|0;q=f[a+312>>2]|0;c=f[a+320>>2]|0;u=f[a+336>>2]|0;v=f[a+344>>2]|0;w=f[a+352>>2]|0;r=f[a+392>>2]|0;k=f[a+400>>2]|0;l=f[a+408>>2]|0;m=f[a+416>>2]|0;s=f[a+424>>2]|0;e=f[a+488>>2]|0;n=f[a+1128>>2]|0;o=f[a+1136>>2]|0;i=f[a+1144>>2]|0;a:{f[i+8>>2]=f[e+8>>2];f[i+12>>2]=f[e+12>>2];f[i+16>>2]=f[e+16>>2];f[i+20>>2]=f[e+20>>2];p[i>>3]=+p[e>>3];p[((a+24|0)+72|0)>>3]=+p[t+72>>3];p[((a+24|0)+80|0)>>3]=+p[t+80>>3];i=t+88|0;f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+88|0)>>2]=f[i>>2];e=t+92|0;f[((a+24|0)+92|0)>>2]=f[e>>2];d=t+96|0;f[((a+24|0)+96|0)>>2]=f[d>>2];f[d>>2]=0;f[e>>2]=0;f[i>>2]=0;i=t+100|0;f[r>>2]=f[i>>2];f[r+4>>2]=f[i+4>>2];f[r+8>>2]=f[i+8>>2];f[r+12>>2]=f[i+12>>2];f[r+16>>2]=f[i+16>>2];i=t+120|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[k+12>>2]=f[i+12>>2];f[k+16>>2]=f[i+16>>2];f[k+20>>2]=f[i+20>>2];p[k>>3]=+p[i>>3];p[((a+24|0)+128|0)>>3]=+p[t+128>>3];p[((a+24|0)+136|0)>>3]=+p[t+136>>3];k=t+144|0;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[l+12>>2]=f[k+12>>2];f[l+16>>2]=f[k+16>>2];f[l+20>>2]=f[k+20>>2];p[l>>3]=+p[k>>3];p[((a+24|0)+152|0)>>3]=+p[t+152>>3];p[((a+24|0)+160|0)>>3]=+p[t+160>>3];l=t+168|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];p[m>>3]=+p[l>>3];p[((a+24|0)+176|0)>>3]=+p[t+176>>3];m=t+184|0;f[s>>2]=f[m>>2];f[s+4>>2]=f[m+4>>2];f[s+8>>2]=f[m+8>>2];f[s+12>>2]=f[m+12>>2];b[s+16>>0]=b[m+16>>0]|0;psb(t,c)|0;b:do if((c|0)==(j|0))i=j;else while(1){i=c;c=c+-208|0;d=~~+p[((a+24|0)+184|0)>>3]>>>0;e=~~+p[i+-24>>3]>>>0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0)break b;g=+p[((a+24|0)+192|0)>>3];h=+p[i+-16>>3];if(!(g<h)){if(g>h)break b;if(!(gub(a+24|0,c)|0))break b}}psb(i,c)|0;if((c|0)==(j|0)){i=j;break}}while(0);k=i;l=a+24|0;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));j=i+36|0;c=f[n>>2]|0;f[n>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+40|0)>>2]|0;c=i+40|0;f[((a+24|0)+40|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+44|0)>>2]|0;j=i+44|0;f[((a+24|0)+44|0)>>2]=f[j>>2];f[j>>2]=c;j=i+48|0;c=f[o>>2]|0;f[o>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+52|0)>>2]|0;c=i+52|0;f[((a+24|0)+52|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+56|0)>>2]|0;j=i+56|0;f[((a+24|0)+56|0)>>2]=f[j>>2];f[j>>2]=c;h=+p[((a+24|0)+64|0)>>3];j=i+64|0;p[((a+24|0)+64|0)>>3]=+p[j>>3];p[j>>3]=h;h=+p[((a+24|0)+72|0)>>3];j=i+72|0;p[((a+24|0)+72|0)>>3]=+p[j>>3];p[j>>3]=h;h=+p[((a+24|0)+80|0)>>3];j=i+80|0;p[((a+24|0)+80|0)>>3]=+p[j>>3];p[j>>3]=h;j=i+88|0;c=f[j>>2]|0;e=i+92|0;if(!c)c=i+96|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=i+96|0;f[c>>2]=0;f[e>>2]=0;f[j>>2]=0}f[j>>2]=f[((a+24|0)+88|0)>>2];f[e>>2]=f[((a+24|0)+92|0)>>2];f[c>>2]=f[((a+24|0)+96|0)>>2];f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+92|0)>>2]=0;f[((a+24|0)+88|0)>>2]=0;c=i+100|0;f[c>>2]=f[r>>2];f[c+4>>2]=f[r+4>>2];f[c+8>>2]=f[r+8>>2];f[c+12>>2]=f[r+12>>2];f[c+16>>2]=f[r+16>>2];h=+p[((a+24|0)+120|0)>>3];c=i+120|0;p[((a+24|0)+120|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+128|0)>>3];c=i+128|0;p[((a+24|0)+128|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+136|0)>>3];c=i+136|0;p[((a+24|0)+136|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+144|0)>>3];c=i+144|0;p[((a+24|0)+144|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+152|0)>>3];c=i+152|0;p[((a+24|0)+152|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+160|0)>>3];c=i+160|0;p[((a+24|0)+160|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+168|0)>>3];c=i+168|0;p[((a+24|0)+168|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+176|0)>>3];c=i+176|0;p[((a+24|0)+176|0)>>3]=+p[c>>3];p[c>>3]=h;c=i+184|0;f[c>>2]=f[s>>2];f[c+4>>2]=f[s+4>>2];f[c+8>>2]=f[s+8>>2];f[c+12>>2]=f[s+12>>2];b[c+16>>0]=b[s+16>>0]|0;c=q+1|0;if((c|0)==8){u=0;w=(t+208|0)==(x|0);f[a+1224>>2]=2;f[a+1228>>2]=2;break a}else v=c}f[a+336>>2]=u;f[a+344>>2]=v;f[a+352>>2]=w;f[a+1152>>2]=k;f[a+1168>>2]=l;f[a+1176>>2]=m}function Ctb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0;J=f[a+96>>2]|0;H=f[a+104>>2]|0;I=f[a+112>>2]|0;j=+n[a+952>>2];o=+n[a+960>>2];r=+n[a+968>>2];t=+n[a+976>>2];w=+n[a+984>>2];y=+n[a+992>>2];l=f[a+1e3>>2]|0;A=f[a+1008>>2]|0;B=f[a+1016>>2]|0;C=f[a+1024>>2]|0;D=f[a+1032>>2]|0;E=f[a+1040>>2]|0;z=+n[a+1048>>2];x=+n[a+1056>>2];v=+n[a+1064>>2];s=+n[a+1072>>2];q=+n[a+1080>>2];m=+n[a+1088>>2];k=+n[a+1096>>2];F=+n[a+1104>>2];G=+n[a+1112>>2];e=+n[a+1120>>2];d=+n[a+1128>>2];a:{b[(J+216|0)+16>>0]=b[(H+216|0)+16>>0]|0;J=H;K=a+24|0;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));p[(H+40|0)>>3]=j;p[(H+48|0)>>3]=o;p[(H+56|0)>>3]=r;p[(H+64|0)>>3]=t;p[(H+72|0)>>3]=w;p[(H+80|0)>>3]=y;f[(H+88|0)>>2]=l;f[(H+92|0)>>2]=A;f[(H+96|0)>>2]=B;f[(H+100|0)>>2]=C;f[(H+104|0)>>2]=D;f[(H+108|0)>>2]=E;p[(H+112|0)>>3]=z;p[(H+120|0)>>3]=x;p[(H+128|0)>>3]=v;p[(H+136|0)>>3]=s;p[(H+144|0)>>3]=q;p[(H+152|0)>>3]=m;p[(H+160|0)>>3]=k;p[(H+168|0)>>3]=F;p[(H+176|0)>>3]=G;f[(H+184|0)>>2]=f[(a+64|0)>>2];f[(H+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(H+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(H+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(H+200|0)>>3]=e;p[(H+208|0)>>3]=d;f[(H+216|0)>>2]=f[a>>2];f[(H+216|0)+4>>2]=f[a+4>>2];f[(H+216|0)+8>>2]=f[a+8>>2];f[(H+216|0)+12>>2]=f[a+12>>2];b[(H+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(I+216|0)>>3]>>>0;g=~~+p[(H+216|0)>>3]>>>0;do if(c>>>0<g>>>0){g=D;c=E;i=F;h=G}else{if(c>>>0>g>>>0){c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}h=+p[I+224>>3];i=+p[H+224>>3];if(h<i){g=D;c=E;i=F;h=G}else{if(h>i){c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}if(fub(I,H)|0){j=+p[(H+40|0)>>3];l=f[(H+88|0)>>2]|0;o=+p[(H+48|0)>>3];r=+p[(H+56|0)>>3];t=+p[(H+64|0)>>3];w=+p[(H+72|0)>>3];y=+p[(H+80|0)>>3];A=f[(H+92|0)>>2]|0;B=f[(H+96|0)>>2]|0;C=f[(H+100|0)>>2]|0;g=f[(H+104|0)>>2]|0;c=f[(H+108|0)>>2]|0;z=+p[(H+112|0)>>3];x=+p[(H+120|0)>>3];v=+p[(H+128|0)>>3];s=+p[(H+136|0)>>3];q=+p[(H+144|0)>>3];m=+p[(H+152|0)>>3];k=+p[(H+160|0)>>3];i=+p[(H+168|0)>>3];h=+p[(H+176|0)>>3];e=+p[(H+200|0)>>3];d=+p[(H+208|0)>>3];break}else{c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}}}while(0);J=a+24|0;K=H;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));f[(a+64|0)>>2]=f[(H+184|0)>>2];f[(a+64|0)+4>>2]=f[(H+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(H+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(H+184|0)+12>>2];f[a>>2]=f[(H+216|0)>>2];f[a+4>>2]=f[(H+216|0)+4>>2];f[a+8>>2]=f[(H+216|0)+8>>2];f[a+12>>2]=f[(H+216|0)+12>>2];b[a+16>>0]=b[(H+216|0)+16>>0]|0;J=H;K=I;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));G=+p[(I+40|0)>>3];p[(I+40|0)>>3]=j;p[(H+40|0)>>3]=G;G=+p[(I+48|0)>>3];p[(I+48|0)>>3]=+p[(H+48|0)>>3];p[(H+48|0)>>3]=G;G=+p[(I+56|0)>>3];p[(I+56|0)>>3]=+p[(H+56|0)>>3];p[(H+56|0)>>3]=G;G=+p[(I+64|0)>>3];p[(I+64|0)>>3]=+p[(H+64|0)>>3];p[(H+64|0)>>3]=G;G=+p[(I+72|0)>>3];p[(I+72|0)>>3]=+p[(H+72|0)>>3];p[(H+72|0)>>3]=G;G=+p[(I+80|0)>>3];p[(I+80|0)>>3]=+p[(H+80|0)>>3];p[(H+80|0)>>3]=G;J=f[(I+88|0)>>2]|0;f[(I+88|0)>>2]=l;f[(H+88|0)>>2]=J;J=f[(I+92|0)>>2]|0;f[(I+92|0)>>2]=f[(H+92|0)>>2];f[(H+92|0)>>2]=J;J=f[(I+96|0)>>2]|0;f[(I+96|0)>>2]=f[(H+96|0)>>2];f[(H+96|0)>>2]=J;J=f[(I+100|0)>>2]|0;f[(I+100|0)>>2]=f[(H+100|0)>>2];f[(H+100|0)>>2]=J;f[(H+104|0)>>2]=f[(I+104|0)>>2];f[(H+108|0)>>2]=f[(I+108|0)>>2];G=+p[(I+112|0)>>3];p[(I+112|0)>>3]=+p[(H+112|0)>>3];p[(H+112|0)>>3]=G;G=+p[(I+120|0)>>3];p[(I+120|0)>>3]=+p[(H+120|0)>>3];p[(H+120|0)>>3]=G;G=+p[(I+128|0)>>3];p[(I+128|0)>>3]=+p[(H+128|0)>>3];p[(H+128|0)>>3]=G;G=+p[(I+136|0)>>3];p[(I+136|0)>>3]=+p[(H+136|0)>>3];p[(H+136|0)>>3]=G;G=+p[(I+144|0)>>3];p[(I+144|0)>>3]=+p[(H+144|0)>>3];p[(H+144|0)>>3]=G;G=+p[(I+152|0)>>3];p[(I+152|0)>>3]=+p[(H+152|0)>>3];p[(H+152|0)>>3]=G;G=+p[(I+160|0)>>3];p[(I+160|0)>>3]=+p[(H+160|0)>>3];p[(H+160|0)>>3]=G;G=+p[(I+168|0)>>3];p[(I+168|0)>>3]=+p[(H+168|0)>>3];p[(H+168|0)>>3]=G;G=+p[(I+176|0)>>3];p[(I+176|0)>>3]=+p[(H+176|0)>>3];p[(H+176|0)>>3]=G;f[(H+184|0)>>2]=f[(I+184|0)>>2];f[(H+184|0)+4>>2]=f[(I+184|0)+4>>2];f[(H+184|0)+8>>2]=f[(I+184|0)+8>>2];f[(H+184|0)+12>>2]=f[(I+184|0)+12>>2];p[(H+200|0)>>3]=+p[(I+200|0)>>3];p[(H+208|0)>>3]=+p[(I+208|0)>>3];f[(H+216|0)>>2]=f[(I+216|0)>>2];f[(H+216|0)+4>>2]=f[(I+216|0)+4>>2];f[(H+216|0)+8>>2]=f[(I+216|0)+8>>2];f[(H+216|0)+12>>2]=f[(I+216|0)+12>>2];b[(H+216|0)+16>>0]=b[(I+216|0)+16>>0]|0;J=I;K=a+24|0;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));p[(I+40|0)>>3]=j;p[(I+48|0)>>3]=o;p[(I+56|0)>>3]=r;p[(I+64|0)>>3]=t;p[(I+72|0)>>3]=w;p[(I+80|0)>>3]=y;f[(I+88|0)>>2]=l;f[(I+92|0)>>2]=A;f[(I+96|0)>>2]=B;f[(I+100|0)>>2]=C;f[(I+104|0)>>2]=g;f[(I+108|0)>>2]=c;p[(I+112|0)>>3]=z;p[(I+120|0)>>3]=x;p[(I+128|0)>>3]=v;p[(I+136|0)>>3]=s;p[(I+144|0)>>3]=q;p[(I+152|0)>>3]=m;p[(I+160|0)>>3]=k;p[(I+168|0)>>3]=i;p[(I+176|0)>>3]=h;f[(I+184|0)>>2]=f[(a+64|0)>>2];f[(I+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(I+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(I+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(I+200|0)>>3]=e;p[(I+208|0)>>3]=d;f[(I+216|0)>>2]=f[a>>2];f[(I+216|0)+4>>2]=f[a+4>>2];f[(I+216|0)+8>>2]=f[a+8>>2];f[(I+216|0)+12>>2]=f[a+12>>2];b[(I+216|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}f[a+120>>2]=c;f[a+1968>>2]=J;f[a+1984>>2]=K;f[a+1992>>2]=L}function Dtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0,ba=0,ca=0,da=0.0;D=f[a+96>>2]|0;d=f[a+104>>2]|0;E=f[a+112>>2]|0;c=f[a+120>>2]|0;ca=f[a+136>>2]|0;F=+n[a+952>>2];G=+n[a+960>>2];H=+n[a+968>>2];I=+n[a+976>>2];J=+n[a+984>>2];K=+n[a+992>>2];L=f[a+1e3>>2]|0;M=f[a+1008>>2]|0;N=f[a+1016>>2]|0;O=f[a+1024>>2]|0;P=f[a+1032>>2]|0;Q=f[a+1040>>2]|0;R=+n[a+1048>>2];S=+n[a+1056>>2];T=+n[a+1064>>2];U=+n[a+1072>>2];V=+n[a+1080>>2];W=+n[a+1088>>2];X=+n[a+1096>>2];Y=+n[a+1104>>2];Z=+n[a+1112>>2];_=+n[a+1120>>2];$=+n[a+1128>>2];a:{if(ca){aa=a+24|0;ba=D;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));e=+p[(D+40|0)>>3];g=+p[(D+48|0)>>3];h=+p[(D+56|0)>>3];i=+p[(D+64|0)>>3];j=+p[(D+72|0)>>3];k=+p[(D+80|0)>>3];c=f[(D+88|0)>>2]|0;d=f[(D+92|0)>>2]|0;l=f[(D+96|0)>>2]|0;m=f[(D+100|0)>>2]|0;o=f[(D+104|0)>>2]|0;q=f[(D+108|0)>>2]|0;r=+p[(D+112|0)>>3];s=+p[(D+120|0)>>3];t=+p[(D+128|0)>>3];v=+p[(D+136|0)>>3];w=+p[(D+144|0)>>3];x=+p[(D+152|0)>>3];y=+p[(D+160|0)>>3];z=+p[(D+168|0)>>3];A=+p[(D+176|0)>>3];f[(a+64|0)>>2]=f[(D+184|0)>>2];f[(a+64|0)+4>>2]=f[(D+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(D+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(D+184|0)+12>>2];B=+p[(D+200|0)>>3];C=+p[(D+208|0)>>3];f[a>>2]=f[(D+216|0)>>2];f[a+4>>2]=f[(D+216|0)+4>>2];f[a+8>>2]=f[(D+216|0)+8>>2];f[a+12>>2]=f[(D+216|0)+12>>2];b[a+16>>0]=b[(D+216|0)+16>>0]|0;aa=D;ba=E;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));da=+p[(E+40|0)>>3];p[(E+40|0)>>3]=e;p[(D+40|0)>>3]=da;da=+p[(E+48|0)>>3];p[(E+48|0)>>3]=+p[(D+48|0)>>3];p[(D+48|0)>>3]=da;da=+p[(E+56|0)>>3];p[(E+56|0)>>3]=+p[(D+56|0)>>3];p[(D+56|0)>>3]=da;da=+p[(E+64|0)>>3];p[(E+64|0)>>3]=+p[(D+64|0)>>3];p[(D+64|0)>>3]=da;da=+p[(E+72|0)>>3];p[(E+72|0)>>3]=+p[(D+72|0)>>3];p[(D+72|0)>>3]=da;da=+p[(E+80|0)>>3];p[(E+80|0)>>3]=+p[(D+80|0)>>3];p[(D+80|0)>>3]=da;aa=f[(E+88|0)>>2]|0;f[(E+88|0)>>2]=c;f[(D+88|0)>>2]=aa;aa=f[(E+92|0)>>2]|0;f[(E+92|0)>>2]=f[(D+92|0)>>2];f[(D+92|0)>>2]=aa;aa=f[(E+96|0)>>2]|0;f[(E+96|0)>>2]=f[(D+96|0)>>2];f[(D+96|0)>>2]=aa;aa=f[(E+100|0)>>2]|0;f[(E+100|0)>>2]=f[(D+100|0)>>2];f[(D+100|0)>>2]=aa;f[(D+104|0)>>2]=f[(E+104|0)>>2];f[(D+108|0)>>2]=f[(E+108|0)>>2];da=+p[(E+112|0)>>3];p[(E+112|0)>>3]=+p[(D+112|0)>>3];p[(D+112|0)>>3]=da;da=+p[(E+120|0)>>3];p[(E+120|0)>>3]=+p[(D+120|0)>>3];p[(D+120|0)>>3]=da;da=+p[(E+128|0)>>3];p[(E+128|0)>>3]=+p[(D+128|0)>>3];p[(D+128|0)>>3]=da;da=+p[(E+136|0)>>3];p[(E+136|0)>>3]=+p[(D+136|0)>>3];p[(D+136|0)>>3]=da;da=+p[(E+144|0)>>3];p[(E+144|0)>>3]=+p[(D+144|0)>>3];p[(D+144|0)>>3]=da;da=+p[(E+152|0)>>3];p[(E+152|0)>>3]=+p[(D+152|0)>>3];p[(D+152|0)>>3]=da;da=+p[(E+160|0)>>3];p[(E+160|0)>>3]=+p[(D+160|0)>>3];p[(D+160|0)>>3]=da;da=+p[(E+168|0)>>3];p[(E+168|0)>>3]=+p[(D+168|0)>>3];p[(D+168|0)>>3]=da;da=+p[(E+176|0)>>3];p[(E+176|0)>>3]=+p[(D+176|0)>>3];p[(D+176|0)>>3]=da;f[(D+184|0)>>2]=f[(E+184|0)>>2];f[(D+184|0)+4>>2]=f[(E+184|0)+4>>2];f[(D+184|0)+8>>2]=f[(E+184|0)+8>>2];f[(D+184|0)+12>>2]=f[(E+184|0)+12>>2];p[(D+200|0)>>3]=+p[(E+200|0)>>3];p[(D+208|0)>>3]=+p[(E+208|0)>>3];f[(D+216|0)>>2]=f[(E+216|0)>>2];f[(D+216|0)+4>>2]=f[(E+216|0)+4>>2];f[(D+216|0)+8>>2]=f[(E+216|0)+8>>2];f[(D+216|0)+12>>2]=f[(E+216|0)+12>>2];b[(D+216|0)+16>>0]=b[(E+216|0)+16>>0]|0;aa=E;ba=a+24|0;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));p[(E+40|0)>>3]=e;p[(E+48|0)>>3]=g;p[(E+56|0)>>3]=h;p[(E+64|0)>>3]=i;p[(E+72|0)>>3]=j;p[(E+80|0)>>3]=k;f[(E+88|0)>>2]=c;f[(E+92|0)>>2]=d;f[(E+96|0)>>2]=l;f[(E+100|0)>>2]=m;f[(E+104|0)>>2]=o;f[(E+108|0)>>2]=q;p[(E+112|0)>>3]=r;p[(E+120|0)>>3]=s;p[(E+128|0)>>3]=t;p[(E+136|0)>>3]=v;p[(E+144|0)>>3]=w;p[(E+152|0)>>3]=x;p[(E+160|0)>>3]=y;p[(E+168|0)>>3]=z;p[(E+176|0)>>3]=A;f[(E+184|0)>>2]=f[(a+64|0)>>2];f[(E+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(E+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(E+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(E+200|0)>>3]=B;p[(E+208|0)>>3]=C;f[(E+216|0)>>2]=f[a>>2];f[(E+216|0)+4>>2]=f[a+4>>2];f[(E+216|0)+8>>2]=f[a+8>>2];f[(E+216|0)+12>>2]=f[a+12>>2];b[(E+216|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+2008>>2]=6;f[a+2012>>2]=c|0;break a}aa=a+24|0;ba=D;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));F=+p[(D+40|0)>>3];G=+p[(D+48|0)>>3];H=+p[(D+56|0)>>3];I=+p[(D+64|0)>>3];J=+p[(D+72|0)>>3];K=+p[(D+80|0)>>3];L=f[(D+88|0)>>2]|0;M=f[(D+92|0)>>2]|0;N=f[(D+96|0)>>2]|0;O=f[(D+100|0)>>2]|0;P=f[(D+104|0)>>2]|0;Q=f[(D+108|0)>>2]|0;R=+p[(D+112|0)>>3];S=+p[(D+120|0)>>3];T=+p[(D+128|0)>>3];U=+p[(D+136|0)>>3];V=+p[(D+144|0)>>3];W=+p[(D+152|0)>>3];X=+p[(D+160|0)>>3];Y=+p[(D+168|0)>>3];Z=+p[(D+176|0)>>3];f[(a+64|0)>>2]=f[(D+184|0)>>2];f[(a+64|0)+4>>2]=f[(D+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(D+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(D+184|0)+12>>2];_=+p[(D+200|0)>>3];$=+p[(D+208|0)>>3];f[a>>2]=f[(D+216|0)>>2];f[a+4>>2]=f[(D+216|0)+4>>2];f[a+8>>2]=f[(D+216|0)+8>>2];f[a+12>>2]=f[(D+216|0)+12>>2];b[a+16>>0]=b[(D+216|0)+16>>0]|0;aa=D;ba=d;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));da=+p[(d+40|0)>>3];p[(d+40|0)>>3]=F;p[(D+40|0)>>3]=da;da=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(D+48|0)>>3];p[(D+48|0)>>3]=da;da=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(D+56|0)>>3];p[(D+56|0)>>3]=da;da=+p[(d+64|0)>>3];p[(d+64|0)>>3]=+p[(D+64|0)>>3];p[(D+64|0)>>3]=da;da=+p[(d+72|0)>>3];p[(d+72|0)>>3]=+p[(D+72|0)>>3];p[(D+72|0)>>3]=da;da=+p[(d+80|0)>>3];p[(d+80|0)>>3]=+p[(D+80|0)>>3];p[(D+80|0)>>3]=da;E=f[(d+88|0)>>2]|0;f[(d+88|0)>>2]=L;f[(D+88|0)>>2]=E;E=f[(d+92|0)>>2]|0;f[(d+92|0)>>2]=f[(D+92|0)>>2];f[(D+92|0)>>2]=E;E=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=f[(D+96|0)>>2];f[(D+96|0)>>2]=E;E=f[(d+100|0)>>2]|0;f[(d+100|0)>>2]=f[(D+100|0)>>2];f[(D+100|0)>>2]=E;f[(D+104|0)>>2]=f[(d+104|0)>>2];f[(D+108|0)>>2]=f[(d+108|0)>>2];da=+p[(d+112|0)>>3];p[(d+112|0)>>3]=+p[(D+112|0)>>3];p[(D+112|0)>>3]=da;da=+p[(d+120|0)>>3];p[(d+120|0)>>3]=+p[(D+120|0)>>3];p[(D+120|0)>>3]=da;da=+p[(d+128|0)>>3];p[(d+128|0)>>3]=+p[(D+128|0)>>3];p[(D+128|0)>>3]=da;da=+p[(d+136|0)>>3];p[(d+136|0)>>3]=+p[(D+136|0)>>3];p[(D+136|0)>>3]=da;da=+p[(d+144|0)>>3];p[(d+144|0)>>3]=+p[(D+144|0)>>3];p[(D+144|0)>>3]=da;da=+p[(d+152|0)>>3];p[(d+152|0)>>3]=+p[(D+152|0)>>3];p[(D+152|0)>>3]=da;da=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(D+160|0)>>3];p[(D+160|0)>>3]=da;da=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(D+168|0)>>3];p[(D+168|0)>>3]=da;da=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(D+176|0)>>3];p[(D+176|0)>>3]=da;f[(D+184|0)>>2]=f[(d+184|0)>>2];f[(D+184|0)+4>>2]=f[(d+184|0)+4>>2];f[(D+184|0)+8>>2]=f[(d+184|0)+8>>2];f[(D+184|0)+12>>2]=f[(d+184|0)+12>>2];p[(D+200|0)>>3]=+p[(d+200|0)>>3];p[(D+208|0)>>3]=+p[(d+208|0)>>3];f[(D+216|0)>>2]=f[(d+216|0)>>2];f[(D+216|0)+4>>2]=f[(d+216|0)+4>>2];f[(D+216|0)+8>>2]=f[(d+216|0)+8>>2];f[(D+216|0)+12>>2]=f[(d+216|0)+12>>2]}f[a+120>>2]=c;n[a+952>>2]=F;n[a+960>>2]=G;n[a+968>>2]=H;n[a+976>>2]=I;n[a+984>>2]=J;n[a+992>>2]=K;f[a+1e3>>2]=L;f[a+1008>>2]=M;f[a+1016>>2]=N;f[a+1024>>2]=O;f[a+1032>>2]=P;f[a+1040>>2]=Q;n[a+1048>>2]=R;n[a+1056>>2]=S;n[a+1064>>2]=T;n[a+1072>>2]=U;n[a+1080>>2]=V;n[a+1088>>2]=W;n[a+1096>>2]=X;n[a+1104>>2]=Y;n[a+1112>>2]=Z;n[a+1120>>2]=_;n[a+1128>>2]=$;f[a+1968>>2]=aa;f[a+1984>>2]=ba;f[a+1992>>2]=ca}function Etb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;c=f[a+112>>2]|0;J=+n[a+160>>2];e=+n[a+1152>>2];g=+n[a+1184>>2];h=+n[a+1224>>2];i=+n[a+1248>>2];j=+n[a+1280>>2];k=+n[a+1320>>2];d=f[a+1368>>2]|0;l=f[a+1408>>2]|0;m=f[a+1448>>2]|0;o=f[a+1504>>2]|0;q=f[a+1536>>2]|0;D=f[a+1576>>2]|0;r=+n[a+1592>>2];s=+n[a+1680>>2];t=+n[a+1768>>2];v=+n[a+1784>>2];w=+n[a+1792>>2];x=+n[a+1800>>2];y=+n[a+1808>>2];z=+n[a+1816>>2];A=+n[a+1824>>2];B=+n[a+1832>>2];C=+n[a+1840>>2];a:{p[(F+160|0)>>3]=J;J=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=J;J=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=J;f[(F+184|0)>>2]=f[(c+184|0)>>2];f[(F+184|0)+4>>2]=f[(c+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(c+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(c+184|0)+12>>2];p[(F+200|0)>>3]=+p[(c+200|0)>>3];p[(F+208|0)>>3]=+p[(c+208|0)>>3];f[(F+216|0)>>2]=f[(c+216|0)>>2];f[(F+216|0)+4>>2]=f[(c+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(c+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(c+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(c+216|0)+16>>0]|0;G=c;H=a+24|0;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));p[(c+40|0)>>3]=e;p[(c+48|0)>>3]=g;p[(c+56|0)>>3]=h;p[(c+64|0)>>3]=i;p[(c+72|0)>>3]=j;p[(c+80|0)>>3]=k;f[(c+88|0)>>2]=d;f[(c+92|0)>>2]=l;f[(c+96|0)>>2]=m;f[(c+100|0)>>2]=o;f[(c+104|0)>>2]=q;f[(c+108|0)>>2]=D;p[(c+112|0)>>3]=r;p[(c+120|0)>>3]=s;p[(c+128|0)>>3]=t;p[(c+136|0)>>3]=v;p[(c+144|0)>>3]=w;p[(c+152|0)>>3]=x;p[(c+160|0)>>3]=y;p[(c+168|0)>>3]=z;p[(c+176|0)>>3]=A;f[(c+184|0)>>2]=f[(a+64|0)>>2];f[(c+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(c+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(c+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(c+200|0)>>3]=B;p[(c+208|0)>>3]=C;f[(c+216|0)>>2]=f[a>>2];f[(c+216|0)+4>>2]=f[a+4>>2];f[(c+216|0)+8>>2]=f[a+8>>2];f[(c+216|0)+12>>2]=f[a+12>>2];b[(c+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[(E+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}if(!(fub(F,E)|0)){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}}}G=a+24|0;H=E;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;G=E;H=F;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));J=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=J;J=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=J;J=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=J;J=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=J;J=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=J;J=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=J;G=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=G;G=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=G;G=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=G;G=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=G;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];J=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=J;J=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=J;J=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=J;J=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=J;J=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=J;J=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=J;J=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=J;J=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=J;J=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=J;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;G=F;H=a+24|0;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}f[a+120>>2]=c;f[a+1968>>2]=G;f[a+1984>>2]=H;f[a+1992>>2]=I}function Ftb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;D=f[a+112>>2]|0;e=+n[a+184>>2];g=+n[a+192>>2];h=+n[a+200>>2];i=+n[a+208>>2];j=+n[a+216>>2];k=+n[a+224>>2];c=f[a+232>>2]|0;d=f[a+240>>2]|0;l=f[a+248>>2]|0;m=f[a+256>>2]|0;o=f[a+264>>2]|0;q=f[a+272>>2]|0;r=+n[a+280>>2];s=+n[a+296>>2];t=+n[a+304>>2];v=+n[a+312>>2];w=+n[a+320>>2];x=+n[a+328>>2];y=+n[a+336>>2];z=+n[a+344>>2];A=+n[a+352>>2];B=+n[a+360>>2];C=+n[a+368>>2];H=f[a+440>>2]|0;G=f[a+1048>>2]|0;a:{f[(D+92|0)>>2]=f[(F+92|0)>>2];f[(F+92|0)>>2]=H;H=f[(D+96|0)>>2]|0;f[(D+96|0)>>2]=f[(F+96|0)>>2];f[(F+96|0)>>2]=H;H=f[(D+100|0)>>2]|0;f[(D+100|0)>>2]=f[(F+100|0)>>2];f[(F+100|0)>>2]=H;f[(F+104|0)>>2]=f[(D+104|0)>>2];f[(F+108|0)>>2]=f[(D+108|0)>>2];K=+p[(D+112|0)>>3];p[(D+112|0)>>3]=+p[(F+112|0)>>3];p[(F+112|0)>>3]=K;K=+p[(D+120|0)>>3];p[(D+120|0)>>3]=+p[(F+120|0)>>3];p[(F+120|0)>>3]=K;K=+p[(D+128|0)>>3];p[(D+128|0)>>3]=+p[(F+128|0)>>3];p[(F+128|0)>>3]=K;K=+p[(D+136|0)>>3];p[(D+136|0)>>3]=+p[(F+136|0)>>3];p[(F+136|0)>>3]=K;K=+p[(D+144|0)>>3];p[(D+144|0)>>3]=+p[(F+144|0)>>3];p[(F+144|0)>>3]=K;K=+p[(D+152|0)>>3];p[(D+152|0)>>3]=+p[(F+152|0)>>3];p[(F+152|0)>>3]=K;K=+p[(D+160|0)>>3];p[(D+160|0)>>3]=+p[(F+160|0)>>3];p[(F+160|0)>>3]=K;K=+p[(D+168|0)>>3];p[(D+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=K;K=+p[(D+176|0)>>3];p[(D+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=K;f[(F+184|0)>>2]=f[(D+184|0)>>2];f[(F+184|0)+4>>2]=f[(D+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(D+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(D+184|0)+12>>2];p[(F+200|0)>>3]=+p[(D+200|0)>>3];p[(F+208|0)>>3]=+p[(D+208|0)>>3];f[(F+216|0)>>2]=f[(D+216|0)>>2];f[(F+216|0)+4>>2]=f[(D+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(D+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(D+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(D+216|0)+16>>0]|0;H=D;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(D+40|0)>>3]=e;p[(D+48|0)>>3]=g;p[(D+56|0)>>3]=h;p[(D+64|0)>>3]=i;p[(D+72|0)>>3]=j;p[(D+80|0)>>3]=k;f[(D+88|0)>>2]=c;f[(D+92|0)>>2]=d;f[(D+96|0)>>2]=l;f[(D+100|0)>>2]=m;f[(D+104|0)>>2]=o;f[(D+108|0)>>2]=q;p[(D+112|0)>>3]=r;p[(D+120|0)>>3]=s;p[(D+128|0)>>3]=t;p[(D+136|0)>>3]=v;p[(D+144|0)>>3]=w;p[(D+152|0)>>3]=x;p[(D+160|0)>>3]=y;p[(D+168|0)>>3]=z;p[(D+176|0)>>3]=A;f[(D+184|0)>>2]=f[(a+64|0)>>2];f[(D+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(D+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(D+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(D+200|0)>>3]=B;p[(D+208|0)>>3]=C;f[(D+216|0)>>2]=f[a>>2];f[(D+216|0)+4>>2]=f[a+4>>2];f[(D+216|0)+8>>2]=f[a+8>>2];f[(D+216|0)+12>>2]=f[a+12>>2];b[(D+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[E+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}if(!(fub(F,E)|0)){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}}}H=a+24|0;I=E;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;H=E;I=F;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));K=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=K;K=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=K;K=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=K;K=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=K;K=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=K;K=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=K;H=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=H;H=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=H;H=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=H;H=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=H;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];K=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=K;K=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=K;K=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=K;K=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=K;K=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=K;K=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=K;K=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=K;K=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=K;K=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=K;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;H=F;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=G+3|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[a+128>>2]=c;f[a+1248>>2]=H;f[a+1264>>2]=I;f[a+1272>>2]=J}function Gtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0.0;F=f[a+104>>2]|0;ca=f[a+112>>2]|0;m=f[a+120>>2]|0;E=f[a+128>>2]|0;G=+n[a+184>>2];H=+n[a+192>>2];I=+n[a+200>>2];J=+n[a+208>>2];K=+n[a+216>>2];L=+n[a+224>>2];M=f[a+232>>2]|0;N=f[a+240>>2]|0;O=f[a+248>>2]|0;P=f[a+256>>2]|0;Q=f[a+264>>2]|0;R=f[a+272>>2]|0;S=+n[a+280>>2];T=+n[a+296>>2];U=+n[a+304>>2];V=+n[a+312>>2];W=+n[a+320>>2];X=+n[a+328>>2];Y=+n[a+336>>2];Z=+n[a+344>>2];_=+n[a+352>>2];$=+n[a+360>>2];aa=+n[a+368>>2];ba=f[a+440>>2]|0;e=+n[a+560>>2];g=+n[a+616>>2];h=+n[a+688>>2];i=+n[a+776>>2];j=+n[a+832>>2];k=+n[a+872>>2];c=f[a+952>>2]|0;d=f[a+960>>2]|0;l=f[a+968>>2]|0;o=f[a+976>>2]|0;q=f[a+984>>2]|0;r=f[a+992>>2]|0;s=+n[a+1e3>>2];t=+n[a+1008>>2];v=+n[a+1016>>2];w=+n[a+1024>>2];x=+n[a+1032>>2];y=+n[a+1040>>2];da=f[a+1048>>2]|0;z=+n[a+1056>>2];A=+n[a+1064>>2];B=+n[a+1072>>2];C=+n[a+1080>>2];D=+n[a+1088>>2];a:{ha=+p[(m+136|0)>>3];p[(m+136|0)>>3]=+p[(ca+136|0)>>3];p[(ca+136|0)>>3]=ha;ha=+p[(m+144|0)>>3];p[(m+144|0)>>3]=+p[(ca+144|0)>>3];p[(ca+144|0)>>3]=ha;ha=+p[(m+152|0)>>3];p[(m+152|0)>>3]=+p[(ca+152|0)>>3];p[(ca+152|0)>>3]=ha;ha=+p[(m+160|0)>>3];p[(m+160|0)>>3]=+p[(ca+160|0)>>3];p[(ca+160|0)>>3]=ha;ha=+p[(m+168|0)>>3];p[(m+168|0)>>3]=+p[(ca+168|0)>>3];p[(ca+168|0)>>3]=ha;ha=+p[(m+176|0)>>3];p[(m+176|0)>>3]=+p[(ca+176|0)>>3];p[(ca+176|0)>>3]=ha;f[(ca+184|0)>>2]=f[(m+184|0)>>2];f[(ca+184|0)+4>>2]=f[(m+184|0)+4>>2];f[(ca+184|0)+8>>2]=f[(m+184|0)+8>>2];f[(ca+184|0)+12>>2]=f[(m+184|0)+12>>2];p[(ca+200|0)>>3]=+p[(m+200|0)>>3];p[(ca+208|0)>>3]=+p[(m+208|0)>>3];f[(ca+216|0)>>2]=f[(m+216|0)>>2];f[(ca+216|0)+4>>2]=f[(m+216|0)+4>>2];f[(ca+216|0)+8>>2]=f[(m+216|0)+8>>2];f[(ca+216|0)+12>>2]=f[(m+216|0)+12>>2];b[(ca+216|0)+16>>0]=b[(m+216|0)+16>>0]|0;ea=m;fa=a+24|0;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));p[(m+40|0)>>3]=e;p[(m+48|0)>>3]=g;p[(m+56|0)>>3]=h;p[(m+64|0)>>3]=i;p[(m+72|0)>>3]=j;p[(m+80|0)>>3]=k;f[(m+88|0)>>2]=c;f[(m+92|0)>>2]=d;f[(m+96|0)>>2]=l;f[(m+100|0)>>2]=o;f[(m+104|0)>>2]=q;f[(m+108|0)>>2]=r;p[(m+112|0)>>3]=s;p[(m+120|0)>>3]=t;p[(m+128|0)>>3]=v;p[(m+136|0)>>3]=w;p[(m+144|0)>>3]=x;p[(m+152|0)>>3]=y;p[(m+160|0)>>3]=z;p[(m+168|0)>>3]=A;p[(m+176|0)>>3]=B;f[(m+184|0)>>2]=f[(a+64|0)>>2];f[(m+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+200|0)>>3]=C;p[(m+208|0)>>3]=D;f[(m+216|0)>>2]=f[a>>2];f[(m+216|0)+4>>2]=f[a+4>>2];f[(m+216|0)+8>>2]=f[a+8>>2];f[(m+216|0)+12>>2]=f[a+12>>2];b[(m+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(ca+216|0)>>3]>>>0;d=~~+p[(F+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}e=+p[ca+224>>3];g=+p[F+224>>3];if(!(e<g)){if(e>g){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}if(!(fub(ca,F)|0)){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}}}ea=a+24|0;fa=F;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));G=+p[(F+40|0)>>3];H=+p[(F+48|0)>>3];I=+p[(F+56|0)>>3];J=+p[(F+64|0)>>3];K=+p[(F+72|0)>>3];L=+p[(F+80|0)>>3];M=f[(F+88|0)>>2]|0;N=f[(F+92|0)>>2]|0;O=f[(F+96|0)>>2]|0;P=f[(F+100|0)>>2]|0;Q=f[(F+104|0)>>2]|0;R=f[(F+108|0)>>2]|0;S=+p[(F+112|0)>>3];T=+p[(F+120|0)>>3];U=+p[(F+128|0)>>3];V=+p[(F+136|0)>>3];W=+p[(F+144|0)>>3];X=+p[(F+152|0)>>3];Y=+p[(F+160|0)>>3];Z=+p[(F+168|0)>>3];_=+p[(F+176|0)>>3];f[(a+64|0)>>2]=f[(F+184|0)>>2];f[(a+64|0)+4>>2]=f[(F+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(F+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(F+184|0)+12>>2];$=+p[(F+200|0)>>3];aa=+p[(F+208|0)>>3];f[a>>2]=f[(F+216|0)>>2];f[a+4>>2]=f[(F+216|0)+4>>2];f[a+8>>2]=f[(F+216|0)+8>>2];f[a+12>>2]=f[(F+216|0)+12>>2];b[a+16>>0]=b[(F+216|0)+16>>0]|0;ea=F;fa=ca;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));ha=+p[(ca+40|0)>>3];p[(ca+40|0)>>3]=G;p[(F+40|0)>>3]=ha;ha=+p[(ca+48|0)>>3];p[(ca+48|0)>>3]=+p[(F+48|0)>>3];p[(F+48|0)>>3]=ha;ha=+p[(ca+56|0)>>3];p[(ca+56|0)>>3]=+p[(F+56|0)>>3];p[(F+56|0)>>3]=ha;ha=+p[(ca+64|0)>>3];p[(ca+64|0)>>3]=+p[(F+64|0)>>3];p[(F+64|0)>>3]=ha;ha=+p[(ca+72|0)>>3];p[(ca+72|0)>>3]=+p[(F+72|0)>>3];p[(F+72|0)>>3]=ha;ha=+p[(ca+80|0)>>3];p[(ca+80|0)>>3]=+p[(F+80|0)>>3];p[(F+80|0)>>3]=ha;ba=f[(ca+88|0)>>2]|0;f[(ca+88|0)>>2]=M;f[(F+88|0)>>2]=ba;ba=f[(ca+92|0)>>2]|0}f[a+128>>2]=E;n[a+184>>2]=G;n[a+192>>2]=H;n[a+200>>2]=I;n[a+208>>2]=J;n[a+216>>2]=K;n[a+224>>2]=L;f[a+232>>2]=M;f[a+240>>2]=N;f[a+248>>2]=O;f[a+256>>2]=P;f[a+264>>2]=Q;f[a+272>>2]=R;n[a+280>>2]=S;n[a+296>>2]=T;n[a+304>>2]=U;n[a+312>>2]=V;n[a+320>>2]=W;n[a+328>>2]=X;n[a+336>>2]=Y;n[a+344>>2]=Z;n[a+352>>2]=_;n[a+360>>2]=$;n[a+368>>2]=aa;f[a+440>>2]=ba;f[a+1248>>2]=ea;f[a+1264>>2]=fa;f[a+1272>>2]=ga}function Htb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;c=f[a+112>>2]|0;e=+n[a+584>>2];g=+n[a+592>>2];h=+n[a+600>>2];i=+n[a+608>>2];j=+n[a+624>>2];k=+n[a+632>>2];d=f[a+640>>2]|0;l=f[a+648>>2]|0;m=f[a+656>>2]|0;o=f[a+664>>2]|0;q=f[a+672>>2]|0;D=f[a+680>>2]|0;r=+n[a+696>>2];s=+n[a+704>>2];t=+n[a+712>>2];v=+n[a+720>>2];w=+n[a+728>>2];x=+n[a+736>>2];y=+n[a+744>>2];z=+n[a+752>>2];A=+n[a+760>>2];B=+n[a+768>>2];C=+n[a+784>>2];G=f[a+1488>>2]|0;a:{K=+p[(c+160|0)>>3];p[(c+160|0)>>3]=+p[(F+160|0)>>3];p[(F+160|0)>>3]=K;K=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=K;K=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=K;f[(F+184|0)>>2]=f[(c+184|0)>>2];f[(F+184|0)+4>>2]=f[(c+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(c+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(c+184|0)+12>>2];p[(F+200|0)>>3]=+p[(c+200|0)>>3];p[(F+208|0)>>3]=+p[(c+208|0)>>3];f[(F+216|0)>>2]=f[(c+216|0)>>2];f[(F+216|0)+4>>2]=f[(c+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(c+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(c+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(c+216|0)+16>>0]|0;H=c;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(c+40|0)>>3]=e;p[(c+48|0)>>3]=g;p[(c+56|0)>>3]=h;p[(c+64|0)>>3]=i;p[(c+72|0)>>3]=j;p[(c+80|0)>>3]=k;f[(c+88|0)>>2]=d;f[(c+92|0)>>2]=l;f[(c+96|0)>>2]=m;f[(c+100|0)>>2]=o;f[(c+104|0)>>2]=q;f[(c+108|0)>>2]=D;p[(c+112|0)>>3]=r;p[(c+120|0)>>3]=s;p[(c+128|0)>>3]=t;p[(c+136|0)>>3]=v;p[(c+144|0)>>3]=w;p[(c+152|0)>>3]=x;p[(c+160|0)>>3]=y;p[(c+168|0)>>3]=z;p[(c+176|0)>>3]=A;f[(c+184|0)>>2]=f[(a+64|0)>>2];f[(c+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(c+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(c+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(c+200|0)>>3]=B;p[(c+208|0)>>3]=C;f[(c+216|0)>>2]=f[a>>2];f[(c+216|0)+4>>2]=f[a+4>>2];f[(c+216|0)+8>>2]=f[a+8>>2];f[(c+216|0)+12>>2]=f[a+12>>2];b[(c+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[E+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}if(!(fub(F,E)|0)){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}}}H=a+24|0;I=E;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;H=E;I=F;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));K=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=K;K=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=K;K=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=K;K=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=K;K=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=K;K=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=K;H=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=H;H=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=H;H=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=H;H=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=H;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];K=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=K;K=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=K;K=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=K;K=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=K;K=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=K;K=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=K;K=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=K;K=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=K;K=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=K;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;H=F;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=G+4|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}f[a+136>>2]=c;f[a+1624>>2]=H;f[a+1640>>2]=I;f[a+1648>>2]=J}function Itb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0,da=0,ea=0,fa=0,ga=0.0;F=f[a+104>>2]|0;G=f[a+112>>2]|0;D=f[a+120>>2]|0;E=f[a+136>>2]|0;e=+n[a+200>>2];g=+n[a+208>>2];h=+n[a+216>>2];i=+n[a+224>>2];j=+n[a+232>>2];k=+n[a+240>>2];c=f[a+248>>2]|0;d=f[a+256>>2]|0;l=f[a+264>>2]|0;m=f[a+272>>2]|0;o=f[a+280>>2]|0;H=+n[a+584>>2];I=+n[a+592>>2];J=+n[a+600>>2];K=+n[a+608>>2];L=+n[a+624>>2];M=+n[a+632>>2];N=f[a+640>>2]|0;O=f[a+648>>2]|0;P=f[a+656>>2]|0;Q=f[a+664>>2]|0;R=f[a+672>>2]|0;S=f[a+680>>2]|0;T=+n[a+696>>2];U=+n[a+704>>2];V=+n[a+712>>2];W=+n[a+720>>2];X=+n[a+728>>2];Y=+n[a+736>>2];Z=+n[a+744>>2];_=+n[a+752>>2];$=+n[a+760>>2];aa=+n[a+768>>2];ba=+n[a+784>>2];ca=f[a+1488>>2]|0;a:{q=f[(G+108|0)>>2]|0;r=+p[(G+112|0)>>3];s=+p[(G+120|0)>>3];t=+p[(G+128|0)>>3];v=+p[(G+136|0)>>3];w=+p[(G+144|0)>>3];x=+p[(G+152|0)>>3];y=+p[(G+160|0)>>3];z=+p[(G+168|0)>>3];A=+p[(G+176|0)>>3];f[(a+64|0)>>2]=f[(G+184|0)>>2];f[(a+64|0)+4>>2]=f[(G+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(G+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(G+184|0)+12>>2];B=+p[(G+200|0)>>3];C=+p[(G+208|0)>>3];f[a>>2]=f[(G+216|0)>>2];f[a+4>>2]=f[(G+216|0)+4>>2];f[a+8>>2]=f[(G+216|0)+8>>2];f[a+12>>2]=f[(G+216|0)+12>>2];b[a+16>>0]=b[(G+216|0)+16>>0]|0;da=G;ea=D;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));ga=+p[(D+40|0)>>3];p[(D+40|0)>>3]=e;p[(G+40|0)>>3]=ga;ga=+p[(D+48|0)>>3];p[(D+48|0)>>3]=+p[(G+48|0)>>3];p[(G+48|0)>>3]=ga;ga=+p[(D+56|0)>>3];p[(D+56|0)>>3]=+p[(G+56|0)>>3];p[(G+56|0)>>3]=ga;ga=+p[(D+64|0)>>3];p[(D+64|0)>>3]=+p[(G+64|0)>>3];p[(G+64|0)>>3]=ga;ga=+p[(D+72|0)>>3];p[(D+72|0)>>3]=+p[(G+72|0)>>3];p[(G+72|0)>>3]=ga;ga=+p[(D+80|0)>>3];p[(D+80|0)>>3]=+p[(G+80|0)>>3];p[(G+80|0)>>3]=ga;da=f[(D+88|0)>>2]|0;f[(D+88|0)>>2]=c;f[(G+88|0)>>2]=da;da=f[(D+92|0)>>2]|0;f[(D+92|0)>>2]=f[(G+92|0)>>2];f[(G+92|0)>>2]=da;da=f[(D+96|0)>>2]|0;f[(D+96|0)>>2]=f[(G+96|0)>>2];f[(G+96|0)>>2]=da;da=f[(D+100|0)>>2]|0;f[(D+100|0)>>2]=f[(G+100|0)>>2];f[(G+100|0)>>2]=da;f[(G+104|0)>>2]=f[(D+104|0)>>2];f[(G+108|0)>>2]=f[(D+108|0)>>2];ga=+p[(D+112|0)>>3];p[(D+112|0)>>3]=+p[(G+112|0)>>3];p[(G+112|0)>>3]=ga;ga=+p[(D+120|0)>>3];p[(D+120|0)>>3]=+p[(G+120|0)>>3];p[(G+120|0)>>3]=ga;ga=+p[(D+128|0)>>3];p[(D+128|0)>>3]=+p[(G+128|0)>>3];p[(G+128|0)>>3]=ga;ga=+p[(D+136|0)>>3];p[(D+136|0)>>3]=+p[(G+136|0)>>3];p[(G+136|0)>>3]=ga;ga=+p[(D+144|0)>>3];p[(D+144|0)>>3]=+p[(G+144|0)>>3];p[(G+144|0)>>3]=ga;ga=+p[(D+152|0)>>3];p[(D+152|0)>>3]=+p[(G+152|0)>>3];p[(G+152|0)>>3]=ga;ga=+p[(D+160|0)>>3];p[(D+160|0)>>3]=+p[(G+160|0)>>3];p[(G+160|0)>>3]=ga;ga=+p[(D+168|0)>>3];p[(D+168|0)>>3]=+p[(G+168|0)>>3];p[(G+168|0)>>3]=ga;ga=+p[(D+176|0)>>3];p[(D+176|0)>>3]=+p[(G+176|0)>>3];p[(G+176|0)>>3]=ga;f[(G+184|0)>>2]=f[(D+184|0)>>2];f[(G+184|0)+4>>2]=f[(D+184|0)+4>>2];f[(G+184|0)+8>>2]=f[(D+184|0)+8>>2];f[(G+184|0)+12>>2]=f[(D+184|0)+12>>2];p[(G+200|0)>>3]=+p[(D+200|0)>>3];p[(G+208|0)>>3]=+p[(D+208|0)>>3];f[(G+216|0)>>2]=f[(D+216|0)>>2];f[(G+216|0)+4>>2]=f[(D+216|0)+4>>2];f[(G+216|0)+8>>2]=f[(D+216|0)+8>>2];f[(G+216|0)+12>>2]=f[(D+216|0)+12>>2];b[(G+216|0)+16>>0]=b[(D+216|0)+16>>0]|0;da=D;ea=a+24|0;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));p[(D+40|0)>>3]=e;p[(D+48|0)>>3]=g;p[(D+56|0)>>3]=h;p[(D+64|0)>>3]=i;p[(D+72|0)>>3]=j;p[(D+80|0)>>3]=k;f[(D+88|0)>>2]=c;f[(D+92|0)>>2]=d;f[(D+96|0)>>2]=l;f[(D+100|0)>>2]=m;f[(D+104|0)>>2]=o;f[(D+108|0)>>2]=q;p[(D+112|0)>>3]=r;p[(D+120|0)>>3]=s;p[(D+128|0)>>3]=t;p[(D+136|0)>>3]=v;p[(D+144|0)>>3]=w;p[(D+152|0)>>3]=x;p[(D+160|0)>>3]=y;p[(D+168|0)>>3]=z;p[(D+176|0)>>3]=A;f[(D+184|0)>>2]=f[(a+64|0)>>2];f[(D+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(D+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(D+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(D+200|0)>>3]=B;p[(D+208|0)>>3]=C;f[(D+216|0)>>2]=f[a>>2];f[(D+216|0)+4>>2]=f[a+4>>2];f[(D+216|0)+8>>2]=f[a+8>>2];f[(D+216|0)+12>>2]=f[a+12>>2];b[(D+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(G+216|0)>>3]>>>0;d=~~+p[(F+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}e=+p[G+224>>3];g=+p[F+224>>3];if(!(e<g)){if(e>g){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}if(!(fub(G,F)|0)){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}}}da=a+24|0;ea=F;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));H=+p[(F+40|0)>>3];I=+p[(F+48|0)>>3];J=+p[(F+56|0)>>3];K=+p[(F+64|0)>>3];L=+p[(F+72|0)>>3];M=+p[(F+80|0)>>3];N=f[(F+88|0)>>2]|0;O=f[(F+92|0)>>2]|0;P=f[(F+96|0)>>2]|0;Q=f[(F+100|0)>>2]|0;R=f[(F+104|0)>>2]|0;S=f[(F+108|0)>>2]|0;T=+p[(F+112|0)>>3];U=+p[(F+120|0)>>3];V=+p[(F+128|0)>>3];W=+p[(F+136|0)>>3];X=+p[(F+144|0)>>3];Y=+p[(F+152|0)>>3];Z=+p[(F+160|0)>>3];_=+p[(F+168|0)>>3];$=+p[(F+176|0)>>3];f[(a+64|0)>>2]=f[(F+184|0)>>2];f[(a+64|0)+4>>2]=f[(F+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(F+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(F+184|0)+12>>2];aa=+p[(F+200|0)>>3];ba=+p[(F+208|0)>>3];f[a>>2]=f[(F+216|0)>>2];f[a+4>>2]=f[(F+216|0)+4>>2];f[a+8>>2]=f[(F+216|0)+8>>2];f[a+12>>2]=f[(F+216|0)+12>>2];b[a+16>>0]=b[(F+216|0)+16>>0]|0;da=F;ea=G;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));ga=+p[(G+40|0)>>3];p[(G+40|0)>>3]=H;p[(F+40|0)>>3]=ga;ga=+p[(G+48|0)>>3];p[(G+48|0)>>3]=+p[(F+48|0)>>3];p[(F+48|0)>>3]=ga;ga=+p[(G+56|0)>>3];p[(G+56|0)>>3]=+p[(F+56|0)>>3];p[(F+56|0)>>3]=ga;ga=+p[(G+64|0)>>3];p[(G+64|0)>>3]=+p[(F+64|0)>>3];p[(F+64|0)>>3]=ga;ga=+p[(G+72|0)>>3];p[(G+72|0)>>3]=+p[(F+72|0)>>3];p[(F+72|0)>>3]=ga;ga=+p[(G+80|0)>>3];p[(G+80|0)>>3]=+p[(F+80|0)>>3];p[(F+80|0)>>3]=ga;ca=f[(G+88|0)>>2]|0;f[(G+88|0)>>2]=N;f[(F+88|0)>>2]=ca;ca=f[(G+92|0)>>2]|0;f[(G+92|0)>>2]=f[(F+92|0)>>2];f[(F+92|0)>>2]=ca;ca=f[(G+96|0)>>2]|0;f[(G+96|0)>>2]=f[(F+96|0)>>2];f[(F+96|0)>>2]=ca;ca=f[(G+100|0)>>2]|0;f[(G+100|0)>>2]=f[(F+100|0)>>2];f[(F+100|0)>>2]=ca;f[(F+104|0)>>2]=f[(G+104|0)>>2];f[(F+108|0)>>2]=f[(G+108|0)>>2];ga=+p[(G+112|0)>>3];p[(G+112|0)>>3]=+p[(F+112|0)>>3];p[(F+112|0)>>3]=ga;ga=+p[(G+120|0)>>3];p[(G+120|0)>>3]=+p[(F+120|0)>>3];p[(F+120|0)>>3]=ga;ga=+p[(G+128|0)>>3];p[(G+128|0)>>3]=+p[(F+128|0)>>3];p[(F+128|0)>>3]=ga;ga=+p[(G+136|0)>>3];p[(G+136|0)>>3]=+p[(F+136|0)>>3];p[(F+136|0)>>3]=ga;ga=+p[(G+144|0)>>3];p[(G+144|0)>>3]=+p[(F+144|0)>>3];p[(F+144|0)>>3]=ga;ga=+p[(G+152|0)>>3];p[(G+152|0)>>3]=+p[(F+152|0)>>3];p[(F+152|0)>>3]=ga}f[a+136>>2]=E;n[a+584>>2]=H;n[a+592>>2]=I;n[a+600>>2]=J;n[a+608>>2]=K;n[a+624>>2]=L;n[a+632>>2]=M;f[a+640>>2]=N;f[a+648>>2]=O;f[a+656>>2]=P;f[a+664>>2]=Q;f[a+672>>2]=R;f[a+680>>2]=S;n[a+696>>2]=T;n[a+704>>2]=U;n[a+712>>2]=V;n[a+720>>2]=W;n[a+728>>2]=X;n[a+736>>2]=Y;n[a+744>>2]=Z;n[a+752>>2]=_;n[a+760>>2]=$;n[a+768>>2]=aa;n[a+784>>2]=ba;f[a+1624>>2]=da;f[a+1640>>2]=ea;f[a+1648>>2]=fa}function Jtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0;Q=f[a+112>>2]|0;R=f[a+120>>2]|0;x=f[a+128>>2]|0;E=f[a+136>>2]|0;F=+n[a+200>>2];G=+n[a+208>>2];H=+n[a+216>>2];I=+n[a+224>>2];J=+n[a+232>>2];K=+n[a+240>>2];L=f[a+248>>2]|0;M=f[a+256>>2]|0;N=f[a+264>>2]|0;O=f[a+272>>2]|0;P=f[a+280>>2]|0;e=+n[a+616>>2];g=+n[a+688>>2];h=+n[a+776>>2];i=+n[a+832>>2];j=+n[a+880>>2];k=+n[a+928>>2];c=f[a+984>>2]|0;d=f[a+1040>>2]|0;l=f[a+1112>>2]|0;m=f[a+1248>>2]|0;o=f[a+1296>>2]|0;q=f[a+1344>>2]|0;r=+n[a+1384>>2];s=+n[a+1392>>2];t=+n[a+1400>>2];v=+n[a+1408>>2];w=+n[a+1416>>2];y=+n[a+1424>>2];z=+n[a+1432>>2];A=+n[a+1440>>2];B=+n[a+1448>>2];S=f[a+1488>>2]|0;a:{C=+p[(R+200|0)>>3];D=+p[(R+208|0)>>3];f[a>>2]=f[(R+216|0)>>2];f[a+4>>2]=f[(R+216|0)+4>>2];f[a+8>>2]=f[(R+216|0)+8>>2];f[a+12>>2]=f[(R+216|0)+12>>2];b[a+16>>0]=b[(R+216|0)+16>>0]|0;T=R;U=x;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));W=+p[(x+40|0)>>3];p[(x+40|0)>>3]=e;p[(R+40|0)>>3]=W;W=+p[(x+48|0)>>3];p[(x+48|0)>>3]=+p[(R+48|0)>>3];p[(R+48|0)>>3]=W;W=+p[(x+56|0)>>3];p[(x+56|0)>>3]=+p[(R+56|0)>>3];p[(R+56|0)>>3]=W;W=+p[(x+64|0)>>3];p[(x+64|0)>>3]=+p[(R+64|0)>>3];p[(R+64|0)>>3]=W;W=+p[(x+72|0)>>3];p[(x+72|0)>>3]=+p[(R+72|0)>>3];p[(R+72|0)>>3]=W;W=+p[(x+80|0)>>3];p[(x+80|0)>>3]=+p[(R+80|0)>>3];p[(R+80|0)>>3]=W;T=f[(x+88|0)>>2]|0;f[(x+88|0)>>2]=c;f[(R+88|0)>>2]=T;T=f[(x+92|0)>>2]|0;f[(x+92|0)>>2]=f[(R+92|0)>>2];f[(R+92|0)>>2]=T;T=f[(x+96|0)>>2]|0;f[(x+96|0)>>2]=f[(R+96|0)>>2];f[(R+96|0)>>2]=T;T=f[(x+100|0)>>2]|0;f[(x+100|0)>>2]=f[(R+100|0)>>2];f[(R+100|0)>>2]=T;f[(R+104|0)>>2]=f[(x+104|0)>>2];f[(R+108|0)>>2]=f[(x+108|0)>>2];W=+p[(x+112|0)>>3];p[(x+112|0)>>3]=+p[(R+112|0)>>3];p[(R+112|0)>>3]=W;W=+p[(x+120|0)>>3];p[(x+120|0)>>3]=+p[(R+120|0)>>3];p[(R+120|0)>>3]=W;W=+p[(x+128|0)>>3];p[(x+128|0)>>3]=+p[(R+128|0)>>3];p[(R+128|0)>>3]=W;W=+p[(x+136|0)>>3];p[(x+136|0)>>3]=+p[(R+136|0)>>3];p[(R+136|0)>>3]=W;W=+p[(x+144|0)>>3];p[(x+144|0)>>3]=+p[(R+144|0)>>3];p[(R+144|0)>>3]=W;W=+p[(x+152|0)>>3];p[(x+152|0)>>3]=+p[(R+152|0)>>3];p[(R+152|0)>>3]=W;W=+p[(x+160|0)>>3];p[(x+160|0)>>3]=+p[(R+160|0)>>3];p[(R+160|0)>>3]=W;W=+p[(x+168|0)>>3];p[(x+168|0)>>3]=+p[(R+168|0)>>3];p[(R+168|0)>>3]=W;W=+p[(x+176|0)>>3];p[(x+176|0)>>3]=+p[(R+176|0)>>3];p[(R+176|0)>>3]=W;f[(R+184|0)>>2]=f[(x+184|0)>>2];f[(R+184|0)+4>>2]=f[(x+184|0)+4>>2];f[(R+184|0)+8>>2]=f[(x+184|0)+8>>2];f[(R+184|0)+12>>2]=f[(x+184|0)+12>>2];p[(R+200|0)>>3]=+p[(x+200|0)>>3];p[(R+208|0)>>3]=+p[(x+208|0)>>3];f[(R+216|0)>>2]=f[(x+216|0)>>2];f[(R+216|0)+4>>2]=f[(x+216|0)+4>>2];f[(R+216|0)+8>>2]=f[(x+216|0)+8>>2];f[(R+216|0)+12>>2]=f[(x+216|0)+12>>2];b[(R+216|0)+16>>0]=b[(x+216|0)+16>>0]|0;T=x;U=a+24|0;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));p[(x+40|0)>>3]=e;p[(x+48|0)>>3]=g;p[(x+56|0)>>3]=h;p[(x+64|0)>>3]=i;p[(x+72|0)>>3]=j;p[(x+80|0)>>3]=k;f[(x+88|0)>>2]=c;f[(x+92|0)>>2]=d;f[(x+96|0)>>2]=l;f[(x+100|0)>>2]=m;f[(x+104|0)>>2]=o;f[(x+108|0)>>2]=q;p[(x+112|0)>>3]=r;p[(x+120|0)>>3]=s;p[(x+128|0)>>3]=t;p[(x+136|0)>>3]=v;p[(x+144|0)>>3]=w;p[(x+152|0)>>3]=y;p[(x+160|0)>>3]=z;p[(x+168|0)>>3]=A;p[(x+176|0)>>3]=B;f[(x+184|0)>>2]=f[(a+64|0)>>2];f[(x+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(x+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(x+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(x+200|0)>>3]=C;p[(x+208|0)>>3]=D;f[(x+216|0)>>2]=f[a>>2];f[(x+216|0)+4>>2]=f[a+4>>2];f[(x+216|0)+8>>2]=f[a+8>>2];f[(x+216|0)+12>>2]=f[a+12>>2];b[(x+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(R+216|0)>>3]>>>0;d=~~+p[(Q+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}e=+p[R+224>>3];g=+p[Q+224>>3];if(!(e<g)){if(e>g){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}if(!(fub(R,Q)|0)){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}}}T=a+24|0;U=Q;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));F=+p[(Q+40|0)>>3];G=+p[(Q+48|0)>>3];H=+p[(Q+56|0)>>3];I=+p[(Q+64|0)>>3];J=+p[(Q+72|0)>>3];K=+p[(Q+80|0)>>3];L=f[(Q+88|0)>>2]|0;M=f[(Q+92|0)>>2]|0;N=f[(Q+96|0)>>2]|0;O=f[(Q+100|0)>>2]|0;P=f[(Q+104|0)>>2]|0}f[a+136>>2]=E;n[a+200>>2]=F;n[a+208>>2]=G;n[a+216>>2]=H;n[a+224>>2]=I;n[a+232>>2]=J;n[a+240>>2]=K;f[a+248>>2]=L;f[a+256>>2]=M;f[a+264>>2]=N;f[a+272>>2]=O;f[a+280>>2]=P;f[a+1624>>2]=T;f[a+1640>>2]=U;f[a+1648>>2]=V}function Ktb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;m=f[a+304>>2]|0;U=f[a+312>>2]|0;Q=f[a+328>>2]|0;l=f[a+336>>2]|0;k=f[a+344>>2]|0;R=f[a+360>>2]|0;S=f[a+368>>2]|0;T=f[a+392>>2]|0;M=f[a+440>>2]|0;n=f[a+448>>2]|0;o=f[a+456>>2]|0;N=f[a+464>>2]|0;O=f[a+472>>2]|0;P=f[a+480>>2]|0;q=f[a+488>>2]|0;c=f[a+496>>2]|0;r=f[a+504>>2]|0;L=f[a+560>>2]|0;a:{p[M>>3]=+p[L>>3];p[((a+40|0)+72|0)>>3]=+p[Q+72>>3];p[((a+40|0)+80|0)>>3]=+p[Q+80>>3];M=Q+88|0;f[n>>2]=f[M>>2];f[n+4>>2]=f[M+4>>2];f[n+8>>2]=f[M+8>>2];f[n>>2]=f[M>>2];f[((a+40|0)+92|0)>>2]=f[Q+92>>2];f[((a+40|0)+96|0)>>2]=f[Q+96>>2];M=Q+100|0;f[o>>2]=f[M>>2];f[o+4>>2]=f[M+4>>2];f[o+8>>2]=f[M+8>>2];f[o>>2]=f[M>>2];f[((a+40|0)+104|0)>>2]=f[Q+104>>2];f[((a+40|0)+108|0)>>2]=f[Q+108>>2];M=Q+112|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];f[N+16>>2]=f[M+16>>2];f[N+20>>2]=f[M+20>>2];p[N>>3]=+p[M>>3];p[((a+40|0)+120|0)>>3]=+p[Q+120>>3];p[((a+40|0)+128|0)>>3]=+p[Q+128>>3];N=Q+136|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];f[O+16>>2]=f[N+16>>2];f[O+20>>2]=f[N+20>>2];p[O>>3]=+p[N>>3];p[((a+40|0)+144|0)>>3]=+p[Q+144>>3];p[((a+40|0)+152|0)>>3]=+p[Q+152>>3];O=Q+160|0;f[P>>2]=f[O>>2];f[P+4>>2]=f[O+4>>2];f[P+8>>2]=f[O+8>>2];f[P+12>>2]=f[O+12>>2];f[P+16>>2]=f[O+16>>2];f[P+20>>2]=f[O+20>>2];p[P>>3]=+p[O>>3];p[((a+40|0)+168|0)>>3]=+p[Q+168>>3];p[((a+40|0)+176|0)>>3]=+p[Q+176>>3];P=Q+184|0;f[q>>2]=f[P>>2];f[q+4>>2]=f[P+4>>2];f[q+8>>2]=f[P+8>>2];f[q+12>>2]=f[P+12>>2];P=Q+200|0;f[c>>2]=f[P>>2];f[c+4>>2]=f[P+4>>2];f[c+8>>2]=f[P+8>>2];f[c+12>>2]=f[P+12>>2];p[c>>3]=+p[P>>3];p[((a+40|0)+208|0)>>3]=+p[Q+208>>3];c=Q+216|0;f[r>>2]=f[c>>2];f[r+4>>2]=f[c+4>>2];f[r+8>>2]=f[c+8>>2];f[r+12>>2]=f[c+12>>2];b[r+16>>0]=b[c+16>>0]|0;c=Q;while(1){d=c;h=k;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));s=k+40|0;g=+p[s>>3];t=c+40|0;p[s>>3]=+p[t>>3];p[t>>3]=g;t=k+48|0;g=+p[t>>3];u=c+48|0;p[t>>3]=+p[u>>3];p[u>>3]=g;u=k+56|0;g=+p[u>>3];v=c+56|0;p[u>>3]=+p[v>>3];p[v>>3]=g;v=k+64|0;g=+p[v>>3];w=c+64|0;p[v>>3]=+p[w>>3];p[w>>3]=g;w=k+72|0;g=+p[w>>3];x=c+72|0;p[w>>3]=+p[x>>3];p[x>>3]=g;x=k+80|0;g=+p[x>>3];z=c+80|0;p[x>>3]=+p[z>>3];p[z>>3]=g;z=c+88|0;y=k+88|0;B=f[y>>2]|0;f[y>>2]=f[z>>2];f[z>>2]=B;z=k+92|0;B=f[z>>2]|0;A=c+92|0;f[z>>2]=f[A>>2];f[A>>2]=B;A=k+96|0;B=f[A>>2]|0;C=c+96|0;f[A>>2]=f[C>>2];f[C>>2]=B;C=c+100|0;B=k+100|0;F=f[B>>2]|0;f[B>>2]=f[C>>2];f[C>>2]=F;C=k+104|0;F=f[C>>2]|0;D=c+104|0;f[C>>2]=f[D>>2];f[D>>2]=F;D=k+108|0;F=f[D>>2]|0;E=c+108|0;f[D>>2]=f[E>>2];f[E>>2]=F;E=k+112|0;g=+p[E>>3];F=c+112|0;p[E>>3]=+p[F>>3];p[F>>3]=g;F=k+120|0;g=+p[F>>3];G=c+120|0;p[F>>3]=+p[G>>3];p[G>>3]=g;G=k+128|0;g=+p[G>>3];H=c+128|0;p[G>>3]=+p[H>>3];p[H>>3]=g;H=k+136|0;g=+p[H>>3];I=c+136|0;p[H>>3]=+p[I>>3];p[I>>3]=g;I=k+144|0;g=+p[I>>3];J=c+144|0;p[I>>3]=+p[J>>3];p[J>>3]=g;J=k+152|0;g=+p[J>>3];K=c+152|0;p[J>>3]=+p[K>>3];p[K>>3]=g;K=k+160|0;g=+p[K>>3];L=c+160|0;p[K>>3]=+p[L>>3];p[L>>3]=g;L=k+168|0;g=+p[L>>3];M=c+168|0;p[L>>3]=+p[M>>3];p[M>>3]=g;M=k+176|0;g=+p[M>>3];O=c+176|0;p[M>>3]=+p[O>>3];p[O>>3]=g;O=c+184|0;N=k+184|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];O=k+200|0;g=+p[O>>3];P=c+200|0;p[O>>3]=+p[P>>3];p[P>>3]=g;P=k+208|0;g=+p[P>>3];i=c+208|0;p[P>>3]=+p[i>>3];p[i>>3]=g;i=c+216|0;j=k+216|0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];b[i+16>>0]=b[j+16>>0]|0;if((k|0)==(m|0))break;h=k+-240|0;c=~~+p[((a+40|0)+216|0)>>3]>>>0;d=~~+p[k+-24>>3]>>>0;if(c>>>0<d>>>0){c=k;k=h;continue}if(c>>>0>d>>>0)break;e=+p[((a+40|0)+224|0)>>3];g=+p[k+-16>>3];if(e<g){c=k;k=h;continue}if(e>g)break;if(fub(a+40|0,h)|0){c=k;k=h}else break}d=k;h=a+40|0;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));g=+p[((a+40|0)+40|0)>>3];p[((a+40|0)+40|0)>>3]=+p[s>>3];p[s>>3]=g;g=+p[((a+40|0)+48|0)>>3];p[((a+40|0)+48|0)>>3]=+p[t>>3];p[t>>3]=g;g=+p[((a+40|0)+56|0)>>3];p[((a+40|0)+56|0)>>3]=+p[u>>3];p[u>>3]=g;g=+p[((a+40|0)+64|0)>>3];p[((a+40|0)+64|0)>>3]=+p[v>>3];p[v>>3]=g;g=+p[((a+40|0)+72|0)>>3];p[((a+40|0)+72|0)>>3]=+p[w>>3];p[w>>3]=g;g=+p[((a+40|0)+80|0)>>3];p[((a+40|0)+80|0)>>3]=+p[x>>3];p[x>>3]=g;c=f[n>>2]|0;f[n>>2]=f[y>>2];f[y>>2]=c;c=f[((a+40|0)+92|0)>>2]|0;f[((a+40|0)+92|0)>>2]=f[z>>2];f[z>>2]=c;c=f[((a+40|0)+96|0)>>2]|0;f[((a+40|0)+96|0)>>2]=f[A>>2];f[A>>2]=c;c=f[o>>2]|0;f[o>>2]=f[B>>2];f[B>>2]=c;c=f[((a+40|0)+104|0)>>2]|0;f[((a+40|0)+104|0)>>2]=f[C>>2];f[C>>2]=c;c=f[((a+40|0)+108|0)>>2]|0;f[((a+40|0)+108|0)>>2]=f[D>>2];f[D>>2]=c;g=+p[((a+40|0)+112|0)>>3];p[((a+40|0)+112|0)>>3]=+p[E>>3];p[E>>3]=g;g=+p[((a+40|0)+120|0)>>3];p[((a+40|0)+120|0)>>3]=+p[F>>3];p[F>>3]=g;g=+p[((a+40|0)+128|0)>>3];p[((a+40|0)+128|0)>>3]=+p[G>>3];p[G>>3]=g;g=+p[((a+40|0)+136|0)>>3];p[((a+40|0)+136|0)>>3]=+p[H>>3];p[H>>3]=g;g=+p[((a+40|0)+144|0)>>3];p[((a+40|0)+144|0)>>3]=+p[I>>3];p[I>>3]=g;g=+p[((a+40|0)+152|0)>>3];p[((a+40|0)+152|0)>>3]=+p[J>>3];p[J>>3]=g;g=+p[((a+40|0)+160|0)>>3];p[((a+40|0)+160|0)>>3]=+p[K>>3];p[K>>3]=g;g=+p[((a+40|0)+168|0)>>3];p[((a+40|0)+168|0)>>3]=+p[L>>3];p[L>>3]=g;g=+p[((a+40|0)+176|0)>>3];p[((a+40|0)+176|0)>>3]=+p[M>>3];p[M>>3]=g;f[N>>2]=f[q>>2];f[N+4>>2]=f[q+4>>2];f[N+8>>2]=f[q+8>>2];f[N+12>>2]=f[q+12>>2];g=+p[((a+40|0)+200|0)>>3];p[((a+40|0)+200|0)>>3]=+p[O>>3];p[O>>3]=g;g=+p[((a+40|0)+208|0)>>3];p[((a+40|0)+208|0)>>3]=+p[P>>3];p[P>>3]=g;f[j>>2]=f[r>>2];f[j+4>>2]=f[r+4>>2];f[j+8>>2]=f[r+8>>2];f[j+12>>2]=f[r+12>>2];b[j+16>>0]=b[r+16>>0]|0;c=l+1|0;if((c|0)==8){R=0;T=(Q+240|0)==(U|0);f[a+1856>>2]=2;f[a+1860>>2]=1;break a}else S=c}f[a+360>>2]=R;f[a+368>>2]=S;f[a+392>>2]=T;f[a+1792>>2]=d;f[a+1808>>2]=h;f[a+1816>>2]=i}function Ltb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0.0;c=f[a+304>>2]|0;d=f[a+312>>2]|0;e=+n[a+632>>2];g=+n[a+704>>2];h=+n[a+776>>2];i=+n[a+840>>2];j=+n[a+912>>2];k=+n[a+976>>2];l=f[a+1104>>2]|0;m=f[a+1176>>2]|0;o=f[a+1248>>2]|0;q=f[a+1336>>2]|0;r=f[a+1376>>2]|0;s=f[a+1424>>2]|0;t=+n[a+1472>>2];v=+n[a+1520>>2];w=+n[a+1568>>2];x=+n[a+1584>>2];y=+n[a+1592>>2];z=+n[a+1600>>2];A=+n[a+1608>>2];B=+n[a+1616>>2];a:{C=+p[(c+176|0)>>3];f[(a+24|0)>>2]=f[(c+184|0)>>2];f[(a+24|0)+4>>2]=f[(c+184|0)+4>>2];f[(a+24|0)+8>>2]=f[(c+184|0)+8>>2];f[(a+24|0)+12>>2]=f[(c+184|0)+12>>2];D=+p[(c+200|0)>>3];E=+p[(c+208|0)>>3];f[a>>2]=f[(c+216|0)>>2];f[a+4>>2]=f[(c+216|0)+4>>2];f[a+8>>2]=f[(c+216|0)+8>>2];f[a+12>>2]=f[(c+216|0)+12>>2];b[a+16>>0]=b[(c+216|0)+16>>0]|0;F=c;G=d+-240|0;H=F+36|0;do{f[F>>2]=f[G>>2];F=F+4|0;G=G+4|0}while((F|0)<(H|0));I=+p[(d+-200|0)>>3];p[(d+-200|0)>>3]=e;p[(c+40|0)>>3]=I;I=+p[(d+-192|0)>>3];p[(d+-192|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=I;I=+p[(d+-184|0)>>3];p[(d+-184|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=I;I=+p[(d+-176|0)>>3];p[(d+-176|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=I;I=+p[(d+-168|0)>>3];p[(d+-168|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=I;I=+p[(d+-160|0)>>3];p[(d+-160|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=I;F=f[(d+-152|0)>>2]|0;f[(d+-152|0)>>2]=l;f[(c+88|0)>>2]=F;F=f[(d+-148|0)>>2]|0;f[(d+-148|0)>>2]=f[(c+92|0)>>2];f[(c+92|0)>>2]=F;F=f[(d+-144|0)>>2]|0;f[(d+-144|0)>>2]=f[(c+96|0)>>2];f[(c+96|0)>>2]=F;F=f[(d+-140|0)>>2]|0;f[(d+-140|0)>>2]=f[(c+100|0)>>2];f[(c+100|0)>>2]=F;f[(c+104|0)>>2]=f[(d+-136|0)>>2];f[(c+108|0)>>2]=f[(d+-132|0)>>2];I=+p[(d+-128|0)>>3];p[(d+-128|0)>>3]=+p[(c+112|0)>>3];p[(c+112|0)>>3]=I;I=+p[(d+-120|0)>>3];p[(d+-120|0)>>3]=+p[(c+120|0)>>3];p[(c+120|0)>>3]=I;I=+p[(d+-112|0)>>3];p[(d+-112|0)>>3]=+p[(c+128|0)>>3];p[(c+128|0)>>3]=I;I=+p[(d+-104|0)>>3];p[(d+-104|0)>>3]=+p[(c+136|0)>>3];p[(c+136|0)>>3]=I;I=+p[(d+-96|0)>>3];p[(d+-96|0)>>3]=+p[(c+144|0)>>3];p[(c+144|0)>>3]=I;I=+p[(d+-88|0)>>3];p[(d+-88|0)>>3]=+p[(c+152|0)>>3];p[(c+152|0)>>3]=I;I=+p[(d+-80|0)>>3];p[(d+-80|0)>>3]=+p[(c+160|0)>>3];p[(c+160|0)>>3]=I;I=+p[(d+-72|0)>>3];p[(d+-72|0)>>3]=+p[(c+168|0)>>3];p[(c+168|0)>>3]=I;I=+p[(d+-64|0)>>3];p[(d+-64|0)>>3]=+p[(c+176|0)>>3];p[(c+176|0)>>3]=I;f[(c+184|0)>>2]=f[(d+-56|0)>>2];f[(c+184|0)+4>>2]=f[(d+-56|0)+4>>2];f[(c+184|0)+8>>2]=f[(d+-56|0)+8>>2];f[(c+184|0)+12>>2]=f[(d+-56|0)+12>>2];p[(c+200|0)>>3]=+p[(d+-40|0)>>3];p[(c+208|0)>>3]=+p[(d+-32|0)>>3];f[(c+216|0)>>2]=f[(d+-24|0)>>2];f[(c+216|0)+4>>2]=f[(d+-24|0)+4>>2];f[(c+216|0)+8>>2]=f[(d+-24|0)+8>>2];f[(c+216|0)+12>>2]=f[(d+-24|0)+12>>2];b[(c+216|0)+16>>0]=b[(d+-24|0)+16>>0]|0;F=d+-240|0;G=a+40|0;H=F+36|0;do{f[F>>2]=f[G>>2];F=F+4|0;G=G+4|0}while((F|0)<(H|0));p[(d+-200|0)>>3]=e;p[(d+-192|0)>>3]=g;p[(d+-184|0)>>3]=h;p[(d+-176|0)>>3]=i;p[(d+-168|0)>>3]=j;p[(d+-160|0)>>3]=k;f[(d+-152|0)>>2]=l;f[(d+-148|0)>>2]=m;f[(d+-144|0)>>2]=o;f[(d+-140|0)>>2]=q;f[(d+-136|0)>>2]=r;f[(d+-132|0)>>2]=s;p[(d+-128|0)>>3]=t;p[(d+-120|0)>>3]=v;p[(d+-112|0)>>3]=w;p[(d+-104|0)>>3]=x;p[(d+-96|0)>>3]=y;p[(d+-88|0)>>3]=z;p[(d+-80|0)>>3]=A;p[(d+-72|0)>>3]=B;p[(d+-64|0)>>3]=C;f[(d+-56|0)>>2]=f[(a+24|0)>>2];f[(d+-56|0)+4>>2]=f[(a+24|0)+4>>2];f[(d+-56|0)+8>>2]=f[(a+24|0)+8>>2];f[(d+-56|0)+12>>2]=f[(a+24|0)+12>>2];p[(d+-40|0)>>3]=D;p[(d+-32|0)>>3]=E;f[(d+-24|0)>>2]=f[a>>2];f[(d+-24|0)+4>>2]=f[a+4>>2];f[(d+-24|0)+8>>2]=f[a+8>>2];f[(d+-24|0)+12>>2]=f[a+12>>2];b[(d+-24|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+1864>>2]=6;f[a+1868>>2]=c|0;break a}f[a+400>>2]=c;f[a+1792>>2]=F;f[a+1808>>2]=G;f[a+1816>>2]=H}function Mtb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0;n=f[a+656>>2]|0;r=f[a+696>>2]|0;s=f[a+808>>2]|0;t=f[a+832>>2]|0;i=f[a+936>>2]|0;u=f[a+2152>>2]|0;v=f[a+2160>>2]|0;w=f[a+2168>>2]|0;x=f[a+2176>>2]|0;y=f[a+2184>>2]|0;z=f[a+2192>>2]|0;A=f[a+2208>>2]|0;B=f[a+2336>>2]|0;j=f[a+2464>>2]|0;o=f[a+2472>>2]|0;C=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;D=f[a+3848>>2]|0;a:{b:do if(i>>>0<2){p[(a+496|0)>>3]=+p[t>>3];p[((a+496|0)+8|0)>>3]=+p[t+8>>3];p[((a+496|0)+16|0)>>3]=+p[t+16>>3];p[((a+496|0)+24|0)>>3]=+p[t+24>>3];p[((a+496|0)+32|0)>>3]=+p[t+32>>3];p[((a+496|0)+40|0)>>3]=+p[t+40>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=211;else if((b[e+4>>0]&g)<<24>>24)D=211;do if((D|0)==211){if(h&4){D=b[e+3>>0]|0;if((D&g)<<24>>24!=D<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break b}D=b[e+1>>0]|0;if((D&g)<<24>>24!=D<<24>>24){l=c;m=d;q=e;D=217;break b}}while(0)}while(0);D=222}else D=222;while(0);c:do if((D|0)==222){D=0;if(j|(i|0)==1){p[(a+496|0)>>3]=+p[t+24>>3];p[((a+496|0)+8|0)>>3]=+p[t+32>>3];p[((a+496|0)+16|0)>>3]=+p[t+40>>3];p[((a+496|0)+24|0)>>3]=+p[t+48>>3];p[((a+496|0)+32|0)>>3]=+p[t+56>>3];p[((a+496|0)+40|0)>>3]=+p[t+64>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=230;else if((b[e+4>>0]&g)<<24>>24)D=230;do if((D|0)==230){D=0;if(h&4){G=b[e+3>>0]|0;if((G&g)<<24>>24!=G<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break c}G=b[e+1>>0]|0;if((G&g)<<24>>24!=G<<24>>24){l=c;m=d;q=e;D=217;break c}}while(0)}while(0)}if(!(j|(i|0)==0)){k=s;break}p[(a+496|0)>>3]=+p[t+48>>3];p[((a+496|0)+8|0)>>3]=+p[t+56>>3];p[((a+496|0)+16|0)>>3]=+p[t+64>>3];p[((a+496|0)+24|0)>>3]=+p[t>>3];p[((a+496|0)+32|0)>>3]=+p[t+8>>3];p[((a+496|0)+40|0)>>3]=+p[t+16>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=244;else if((b[e+4>>0]&g)<<24>>24)D=244;do if((D|0)==244){D=0;if(h&4){G=b[e+3>>0]|0;if((G&g)<<24>>24!=G<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break c}G=b[e+1>>0]|0;if((G&g)<<24>>24!=G<<24>>24){l=c;m=d;q=e;D=217;break c}}while(0)}while(0);k=s}while(0);if((D|0)==217){D=0;d=(f[(n+8|0)>>2]|0)+116|0;c=f[d+4>>2]|0;f[(a+64|0)>>2]=f[d>>2];f[(a+64|0)+4>>2]=c;f[((a+64|0)+28|0)>>2]=f[l>>2];p[((a+64|0)+112|0)>>3]=+p[t>>3];p[((a+64|0)+120|0)>>3]=+p[t+8>>3];p[((a+64|0)+128|0)>>3]=+p[t+16>>3];p[((a+64|0)+136|0)>>3]=+p[t+24>>3];p[((a+64|0)+144|0)>>3]=+p[t+32>>3];p[((a+64|0)+152|0)>>3]=+p[t+40>>3];p[((a+64|0)+160|0)>>3]=+p[t+48>>3];p[((a+64|0)+168|0)>>3]=+p[t+56>>3];p[((a+64|0)+176|0)>>3]=+p[t+64>>3];c=(b[(n+361|0)>>0]|0)==0;f[((a+64|0)+20|0)>>2]=c?o:-1;f[((a+64|0)+24|0)>>2]=c?m:-1;p[u>>3]=+p[((a+304|0)+16|0)>>3];p[((a+64|0)+48|0)>>3]=+p[((a+304|0)+24|0)>>3];p[((a+64|0)+56|0)>>3]=+p[((a+304|0)+32|0)>>3];sjb(a+48|0,f[q+56>>2]|0,u);I=+p[(a+48|0)>>3];p[(a+48|0)>>3]=+p[((a+64|0)+200|0)>>3];p[((a+64|0)+200|0)>>3]=I;H=+p[((a+48|0)+8|0)>>3];p[((a+64|0)+208|0)>>3]=H;c=f[(f[n>>2]|0)+56>>2]|0;I=I-+p[c+24>>3];H=H-+p[c+32>>3];p[((a+64|0)+216|0)>>3]=I*I+H*H;p[((a+64|0)+224|0)>>3]=+p[((a+304|0)+8|0)>>3];c=f[(n+4|0)>>2]|0;d=f[(c+40|0)>>2]|0;e=1;if(e){e=0;if(d>>>0<(f[c+44>>2]|0)>>>0){C=d;E=a+64|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[(d+40|0)>>2]=f[u>>2];f[(d+40|0)+4>>2]=f[u+4>>2];f[(d+40|0)+8>>2]=f[u+8>>2];f[(d+40|0)+12>>2]=f[u+12>>2];f[(d+40|0)+16>>2]=f[u+16>>2];f[(d+40|0)+20>>2]=f[u+20>>2];p[(d+40|0)>>3]=+p[u>>3];p[d+48>>3]=+p[((a+64|0)+48|0)>>3];p[d+56>>3]=+p[((a+64|0)+56|0)>>3];f[(d+64|0)>>2]=f[v>>2];f[(d+64|0)+4>>2]=f[v+4>>2];f[(d+64|0)+8>>2]=f[v+8>>2];f[(d+64|0)+12>>2]=f[v+12>>2];f[(d+64|0)+16>>2]=f[v+16>>2];f[(d+64|0)+20>>2]=f[v+20>>2];p[(d+64|0)>>3]=+p[v>>3];p[d+72>>3]=+p[((a+64|0)+72|0)>>3];p[d+80>>3]=+p[((a+64|0)+80|0)>>3];f[(d+88|0)>>2]=f[((a+64|0)+88|0)>>2];f[(d+88|0)+4>>2]=f[((a+64|0)+88|0)+4>>2];f[(d+88|0)+8>>2]=f[((a+64|0)+88|0)+8>>2];f[(d+88|0)>>2]=f[((a+64|0)+88|0)>>2];f[d+92>>2]=f[((a+64|0)+92|0)>>2];f[d+96>>2]=f[((a+64|0)+96|0)>>2];f[(d+100|0)>>2]=f[((a+64|0)+100|0)>>2];f[(d+100|0)+4>>2]=f[((a+64|0)+100|0)+4>>2];f[(d+100|0)+8>>2]=f[((a+64|0)+100|0)+8>>2];f[(d+100|0)>>2]=f[((a+64|0)+100|0)>>2];f[d+104>>2]=f[((a+64|0)+104|0)>>2];f[d+108>>2]=f[((a+64|0)+108|0)>>2];f[(d+112|0)>>2]=f[w>>2];f[(d+112|0)+4>>2]=f[w+4>>2];f[(d+112|0)+8>>2]=f[w+8>>2];f[(d+112|0)+12>>2]=f[w+12>>2];f[(d+112|0)+16>>2]=f[w+16>>2];f[(d+112|0)+20>>2]=f[w+20>>2];p[(d+112|0)>>3]=+p[w>>3];p[d+120>>3]=+p[((a+64|0)+120|0)>>3];p[d+128>>3]=+p[((a+64|0)+128|0)>>3];f[(d+136|0)>>2]=f[x>>2];f[(d+136|0)+4>>2]=f[x+4>>2];f[(d+136|0)+8>>2]=f[x+8>>2];f[(d+136|0)+12>>2]=f[x+12>>2];f[(d+136|0)+16>>2]=f[x+16>>2];f[(d+136|0)+20>>2]=f[x+20>>2];p[(d+136|0)>>3]=+p[x>>3];p[d+144>>3]=+p[((a+64|0)+144|0)>>3];p[d+152>>3]=+p[((a+64|0)+152|0)>>3];f[(d+160|0)>>2]=f[y>>2];f[(d+160|0)+4>>2]=f[y+4>>2];f[(d+160|0)+8>>2]=f[y+8>>2];f[(d+160|0)+12>>2]=f[y+12>>2];f[(d+160|0)+16>>2]=f[y+16>>2];f[(d+160|0)+20>>2]=f[y+20>>2];p[(d+160|0)>>3]=+p[y>>3];p[d+168>>3]=+p[((a+64|0)+168|0)>>3];p[d+176>>3]=+p[((a+64|0)+176|0)>>3];f[(d+184|0)>>2]=f[((a+64|0)+184|0)>>2];f[(d+184|0)+4>>2]=f[((a+64|0)+184|0)+4>>2];f[(d+184|0)+8>>2]=f[((a+64|0)+184|0)+8>>2];f[(d+184|0)+12>>2]=f[((a+64|0)+184|0)+12>>2];f[(d+200|0)>>2]=f[z>>2];f[(d+200|0)+4>>2]=f[z+4>>2];f[(d+200|0)+8>>2]=f[z+8>>2];f[(d+200|0)+12>>2]=f[z+12>>2];p[(d+200|0)>>3]=+p[z>>3];p[d+208>>3]=+p[((a+64|0)+208|0)>>3];f[(d+216|0)>>2]=f[A>>2];f[(d+216|0)+4>>2]=f[A+4>>2];f[(d+216|0)+8>>2]=f[A+8>>2];f[(d+216|0)+12>>2]=f[A+12>>2];b[(d+216|0)+16>>0]=b[A+16>>0]|0;f[(c+40|0)>>2]=(f[(c+40|0)>>2]|0)+240}else e=1}if(e)if(1)C0(c+36|0,a+64|0);k=1}t=t+72|0;if((t|0)==(B|0)){r=k;f[a+3976>>2]=1;break a}else s=k}f[a+696>>2]=r;f[a+808>>2]=s;f[a+832>>2]=t;f[a+3816>>2]=C;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=D}function Ntb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0;z=f[a+656>>2]|0;s=f[a+704>>2]|0;u=f[a+944>>2]|0;c=f[a+3744>>2]|0;v=f[a+3776>>2]|0;A=f[a+3816>>2]|0;D=f[a+3840>>2]|0;B=f[a+3848>>2]|0;C=f[a+3896>>2]|0;if(C){C=0;if(c){sEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);q=0;r=0;while(1){c=wEa(a+64|0)|0;G=+n[c+4>>2];E=+n[c+8>>2];H=+n[c+12>>2];F=+n[c+16>>2];I=+n[c+20>>2];p[a>>3]=+n[c>>2];p[(a+8|0)>>3]=G;p[(a+16|0)>>3]=E;p[(a+24|0)>>3]=H;p[(a+32|0)>>3]=F;p[(a+40|0)>>3]=I;UBa(a+304|0,a,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;I=+p[(a+304|0)>>3];F=(+p[((a+304|0)+24|0)>>3]-I)*.5;H=+p[((a+304|0)+8|0)>>3];E=(+p[((a+304|0)+32|0)>>3]-H)*.5;G=+p[((a+304|0)+16|0)>>3];i=(+p[((a+304|0)+40|0)>>3]-G)*.5;p[(a+496|0)>>3]=I+F;p[((a+496|0)+8|0)>>3]=H+E;p[((a+496|0)+16|0)>>3]=G+i;p[((a+496|0)+24|0)>>3]=F*F+(E*E+i*i);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))e=r;else c=1}if(c)if(1){nEa(a+64|0,a+48|0);m=f[(a+48|0)>>2]|0;o=f[((a+48|0)+4|0)>>2]|0;c=1;if(c){c=0;if((m|0)==(o|0))d=0;else c=1}if(c)if(1){c=m;do{E=+p[c>>3];l=c+8|0;F=+p[l>>3];t=c+16|0;G=+p[t>>3];H=E*+p[(z+112|0)>>3]+F*+p[(z+144|0)>>3]+G*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];I=E*+p[(z+120|0)>>3]+F*+p[(z+152|0)>>3]+G*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*E+ +p[(z+136|0)>>3]*F+ +p[(z+168|0)>>3]*G+ +p[(z+200|0)>>3];p[l>>3]=H;p[t>>3]=I;c=c+24|0}while((c|0)!=(o|0));c=0;l=m;do{cub(a+496|0,f[z>>2]|0,l,(b[(z+362|0)>>0]|0)!=0);do if(b[(a+496|0)>>0]|0){d=f[(f[(z+8|0)>>2]|0)+108>>2]|0;if(d|0)if(!(Wtb(f[z>>2]|0,d,(a+496|0)+16|0)|0))break;j=(((l-m|0)/24|0)>>>1)+q|0;k=IEa(f[(z+12|0)>>2]|0,j)|0;d=f[z>>2]|0;h=(f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+84>>2]|0)+(k*12|0)+8|0;e=f[h>>2]&255;g=b[d>>0]|0;if(g&8)if(!((b[d+4>>0]&e)<<24>>24))break;if(g&4){t=b[d+3>>0]|0;if((t&e)<<24>>24!=t<<24>>24)break}if(g&2)if((b[d+2>>0]&e)<<24>>24)break;if(g&1){t=b[d+1>>0]|0;if((t&e)<<24>>24==t<<24>>24)break}c=f[(z+4|0)>>2]|0;d=f[(c+16|0)>>2]|0;if(d>>>0<(f[c+20>>2]|0)>>>0){dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;f[(c+16|0)>>2]=(f[(c+16|0)>>2]|0)+208}else Nsb(c+12|0);c=f[(f[(z+4|0)>>2]|0)+16>>2]|0;g=(f[(z+8|0)>>2]|0)+116|0;t=f[g+4>>2]|0;f[(c+-208|0)>>2]=f[g>>2];f[(c+-208|0)+4>>2]=t;p[(c+-144|0)>>3]=+p[((a+496|0)+16|0)>>3];p[c+-136>>3]=+p[((a+496|0)+24|0)>>3];p[c+-128>>3]=+p[((a+496|0)+32|0)>>3];f[(c+-188|0)>>2]=j;f[(c+-184|0)>>2]=k;f[c+-180>>2]=f[h>>2];p[c+-88>>3]=+p[l>>3];p[c+-80>>3]=+p[l+8>>3];p[c+-72>>3]=+p[l+16>>3];p[c+-64>>3]=+p[l+24>>3];p[c+-56>>3]=+p[l+32>>3];p[c+-48>>3]=+p[l+40>>3];sjb(a+304|0,f[(f[z>>2]|0)+56>>2]|0,c+-144|0);H=+p[(a+304|0)>>3];p[(a+304|0)>>3]=+p[(c+-40|0)>>3];p[(c+-40|0)>>3]=H;p[(c+-32|0)>>3]=+p[((a+304|0)+8|0)>>3];t=f[(f[z>>2]|0)+56>>2]|0;H=+p[(c+-40|0)>>3]-+p[t+24>>3];I=+p[(c+-32|0)>>3]-+p[t+32>>3];p[c+-24>>3]=H*H+I*I;p[c+-16>>3]=+p[((a+496|0)+8|0)>>3];t=(b[(z+361|0)>>0]|0)==0;f[(c+-188|0)>>2]=t?j:-1;f[(c+-184|0)>>2]=t?k:-1;c=1}while(0);l=l+48|0}while((l|0)!=(o|0));d=c}e=r|d}if(!(uEa(a+64|0)|0))break;vEa(a+64|0);q=q+512|0;r=e}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}t=s|e}else C=1}if(C){C=0;if(1)t=s;else C=1}s=1;if(s){s=0;if(v){tEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);q=0;r=0;while(1){c=wEa(a+64|0)|0;F=+n[c+4>>2];H=+n[c+8>>2];E=+n[c+12>>2];G=+n[c+16>>2];i=+n[c+20>>2];p[a>>3]=+n[c>>2];p[(a+8|0)>>3]=F;p[(a+16|0)>>3]=H;p[(a+24|0)>>3]=E;p[(a+32|0)>>3]=G;p[(a+40|0)>>3]=i;UBa(a+304|0,a,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;i=+p[(a+304|0)>>3];G=(+p[((a+304|0)+24|0)>>3]-i)*.5;E=+p[((a+304|0)+8|0)>>3];H=(+p[((a+304|0)+32|0)>>3]-E)*.5;F=+p[((a+304|0)+16|0)>>3];I=(+p[((a+304|0)+40|0)>>3]-F)*.5;p[(a+496|0)>>3]=i+G;p[((a+496|0)+8|0)>>3]=E+H;p[((a+496|0)+16|0)>>3]=F+I;p[((a+496|0)+24|0)>>3]=G*G+(H*H+I*I);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))x=r;else c=1}if(c)if(1){nEa(a+64|0,a+48|0);m=f[(a+48|0)>>2]|0;o=f[((a+48|0)+4|0)>>2]|0;c=1;if(c){c=0;if((m|0)==(o|0))w=0;else c=1}if(c)if(1){c=m;do{E=+p[c>>3];w=c+8|0;F=+p[w>>3];x=c+16|0;G=+p[x>>3];H=E*+p[(z+112|0)>>3]+F*+p[(z+144|0)>>3]+G*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];I=E*+p[(z+120|0)>>3]+F*+p[(z+152|0)>>3]+G*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*E+ +p[(z+136|0)>>3]*F+ +p[(z+168|0)>>3]*G+ +p[(z+200|0)>>3];p[w>>3]=H;p[x>>3]=I;c=c+24|0}while((c|0)!=(o|0));g=0;l=m;while(1){c=f[(f[(z+8|0)>>2]|0)+108>>2]|0;if(!c)B=160;else if(Wtb(f[z>>2]|0,c,l)|0)B=160;else y=g;do if((B|0)==160){B=0;eub(a+496|0,f[z>>2]|0,l,(b[(z+362|0)>>0]|0)!=0);i=+p[((a+496|0)+8|0)>>3];if(!(b[(a+496|0)>>0]|0))y=g;else{j=((l-m|0)/24|0)+q|0;k=JEa(f[(z+12|0)>>2]|0,j)|0;c=f[z>>2]|0;h=(f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+96>>2]|0)+(k*12|0)+8|0;d=f[h>>2]&255;e=b[c>>0]|0;if(e&8)if(!((b[c+4>>0]&d)<<24>>24)){y=g;break}if(e&4){y=b[c+3>>0]|0;if((y&d)<<24>>24!=y<<24>>24){y=g;break}}if(e&2)if((b[c+2>>0]&d)<<24>>24){y=g;break}if(e&1){y=b[c+1>>0]|0;if((y&d)<<24>>24==y<<24>>24){y=g;break}}c=f[(z+4|0)>>2]|0;d=f[(c+28|0)>>2]|0;if(d>>>0<(f[c+32>>2]|0)>>>0){A=d;D=A+120|0;do{f[A>>2]=0;A=A+4|0}while((A|0)<(D|0));f[(c+28|0)>>2]=(f[(c+28|0)>>2]|0)+120}else Osb(c+24|0);y=f[(f[(z+4|0)>>2]|0)+28>>2]|0;w=(f[(z+8|0)>>2]|0)+116|0;x=f[w+4>>2]|0;f[(y+-120|0)>>2]=f[w>>2];f[(y+-120|0)+4>>2]=x;p[(y+-80|0)>>3]=+p[l>>3];p[y+-72>>3]=+p[l+8>>3];p[y+-64>>3]=+p[l+16>>3];f[(y+-100|0)>>2]=j;f[(y+-96|0)>>2]=k;f[y+-92>>2]=f[h>>2];sjb(a+496|0,f[(f[z>>2]|0)+56>>2]|0,y+-80|0);H=+p[(a+496|0)>>3];p[(a+496|0)>>3]=+p[(y+-40|0)>>3];p[(y+-40|0)>>3]=H;p[(y+-32|0)>>3]=+p[((a+496|0)+8|0)>>3];x=f[(f[z>>2]|0)+56>>2]|0;H=+p[(y+-40|0)>>3]-+p[x+24>>3];I=+p[(y+-32|0)>>3]-+p[x+32>>3];p[y+-24>>3]=H*H+I*I;p[y+-16>>3]=i;x=(b[(z+361|0)>>0]|0)==0;f[(y+-100|0)>>2]=x?j:-1;f[(y+-96|0)>>2]=x?k:-1;y=1}}while(0);l=l+24|0;if((l|0)==(o|0)){w=y;break}else g=y}}x=r|w}if(!(uEa(a+64|0)|0))break;vEa(a+64|0);q=q+512|0;r=x}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}u=t|x}else s=1}if(s)if(1)u=t;f[a+944>>2]=u;f[a+3816>>2]=A;f[a+3840>>2]=D;f[a+3848>>2]=B;f[a+3896>>2]=C}function Otb(a){a=a|0;var c=0,d=0,e=0.0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;I=f[a+656>>2]|0;K=f[a+776>>2]|0;L=f[a+792>>2]|0;y=f[a+912>>2]|0;z=f[a+3256>>2]|0;A=f[a+3264>>2]|0;B=f[a+3272>>2]|0;D=f[a+3280>>2]|0;E=f[a+3288>>2]|0;F=f[a+3296>>2]|0;G=f[a+3304>>2]|0;N=f[a+3816>>2]|0;O=f[a+3832>>2]|0;P=f[a+3840>>2]|0;J=f[a+3848>>2]|0;while(1){w=wEa(a+64|0)|0;e=+n[w>>2];j=+n[w+4>>2];k=+n[w+8>>2];l=+n[w+12>>2];m=+n[w+16>>2];o=+n[w+20>>2];p[a>>3]=e;p[(a+8|0)>>3]=j;p[(a+16|0)>>3]=k;p[(a+24|0)>>3]=l;p[(a+32|0)>>3]=m;p[(a+40|0)>>3]=o;do if(z){p[((a+496|0)+32|0)>>3]=-1.0;p[(a+496|0)>>3]=(l-e)*.5+e;p[((a+496|0)+8|0)>>3]=(m-j)*.5+j;p[((a+496|0)+16|0)>>3]=(o-k)*.5+k;p[((a+496|0)+24|0)>>3]=(l-e)*.5*((l-e)*.5)+((m-j)*.5*((m-j)*.5)+(o-k)*.5*((o-k)*.5));e=+Fib(f[(f[I>>2]|0)+60>>2]|0,a+496|0);if(!(e>=0.0)){h=K;break}if(!(e<+p[(I+368|0)>>3]))if(b[(f[I>>2]|0)+20>>0]|0){h=K;break}nEa(a+64|0,a+48|0);d=f[(a+48|0)>>2]|0;g=f[((a+48|0)+4|0)>>2]|0;J=73}else{UBa(a+304|0,a,I+104|0);p[((a+496|0)+32|0)>>3]=-1.0;e=+p[(a+304|0)>>3];l=(+p[((a+304|0)+24|0)>>3]-e)*.5;j=+p[((a+304|0)+8|0)>>3];m=(+p[((a+304|0)+32|0)>>3]-j)*.5;k=+p[((a+304|0)+16|0)>>3];o=(+p[((a+304|0)+40|0)>>3]-k)*.5;p[(a+496|0)>>3]=e+l;p[((a+496|0)+8|0)>>3]=j+m;p[((a+496|0)+16|0)>>3]=k+o;p[((a+496|0)+24|0)>>3]=l*l+(m*m+o*o);if(!(+Trb(f[I>>2]|0,a+496|0)>=0.0))h=K;else{nEa(a+64|0,a+48|0);d=f[(a+48|0)>>2]|0;g=f[((a+48|0)+4|0)>>2]|0;if((d|0)==(g|0))J=73;else{c=d;do{j=+p[c>>3];w=c+8|0;k=+p[w>>3];J=c+16|0;l=+p[J>>3];m=j*+p[(I+112|0)>>3]+k*+p[(I+144|0)>>3]+l*+p[(I+176|0)>>3]+ +p[(I+208|0)>>3];o=j*+p[(I+120|0)>>3]+k*+p[(I+152|0)>>3]+l*+p[(I+184|0)>>3]+ +p[(I+216|0)>>3];p[c>>3]=+p[(I+104|0)>>3]*j+ +p[(I+136|0)>>3]*k+ +p[(I+168|0)>>3]*l+ +p[(I+200|0)>>3];p[w>>3]=m;p[J>>3]=o;c=c+24|0}while((c|0)!=(g|0));J=73}}}while(0);if((J|0)==73){J=0;v=d;c=g-v|0;w=d+(((c|0)/24|0)*24|0)|0;h=1;if(h){h=0;if(!c)i=0;else h=1}if(h)if(1){q=0;u=d;while(1){c=f[I>>2]|0;if(!(b[c+20>>0]|0))e=C;else e=+p[(I+368|0)>>3];aub(a+496|0,c,u,f[(I+504|0)>>2]|0,y,e,(b[(I+360|0)>>0]|0)!=0,(b[(I+362|0)>>0]|0)!=0);c=1;if(c){c=0;if(!(b[(a+496|0)>>0]|0))r=q;else c=1}if(c)if(1){e=+p[((a+496|0)+8|0)>>3];s=((((u-v|0)/24|0)>>>0)/3|0)+L|0;t=HEa(f[(I+12|0)>>2]|0,s)|0;c=f[I>>2]|0;r=(f[(f[(f[(I+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(t*12|0)+8|0;h=f[r>>2]&255;i=b[c>>0]|0;if(!(i&8))J=79;else if(!((b[c+4>>0]&h)<<24>>24))x=q;else J=79;do if((J|0)==79){J=0;if(i&4){Q=b[c+3>>0]|0;if((Q&h)<<24>>24!=Q<<24>>24){x=q;break}}if(i&2)if((b[c+2>>0]&h)<<24>>24){x=q;break}if(i&1){Q=b[c+1>>0]|0;if((Q&h)<<24>>24==Q<<24>>24){x=q;break}}do if(b[(c+9|0)>>0]|0){if(!(b[c+20>>0]|0))break;b[(c+9|0)>>0]=0;c=f[(I+4|0)>>2]|0;h=f[c+36>>2]|0;i=f[(c+40|0)>>2]|0;if((i|0)==(h|0))break;f[(c+40|0)>>2]=i+(~(((i+-240-h|0)>>>0)/240|0)*240|0)}while(0);if(+p[(I+368|0)>>3]>e){do if(b[(f[I>>2]|0)+20>>0]|0){c=f[(I+4|0)>>2]|0;h=f[c>>2]|0;i=f[(c+4|0)>>2]|0;if((i|0)==(h|0))break;f[(c+4|0)>>2]=i+(~(((i+-192-h|0)>>>0)/192|0)*192|0)}while(0);p[(I+368|0)>>3]=e}h=(f[(I+8|0)>>2]|0)+116|0;c=f[h+4>>2]|0;f[(a+304|0)>>2]=f[h>>2];f[(a+304|0)+4>>2]=c;f[((a+304|0)+28|0)>>2]=f[r>>2];p[((a+304|0)+112|0)>>3]=+p[u>>3];p[((a+304|0)+120|0)>>3]=+p[u+8>>3];p[((a+304|0)+128|0)>>3]=+p[u+16>>3];p[((a+304|0)+136|0)>>3]=+p[u+24>>3];p[((a+304|0)+144|0)>>3]=+p[u+32>>3];p[((a+304|0)+152|0)>>3]=+p[u+40>>3];p[((a+304|0)+160|0)>>3]=+p[u+48>>3];p[((a+304|0)+168|0)>>3]=+p[u+56>>3];p[((a+304|0)+176|0)>>3]=+p[u+64>>3];c=(b[(I+361|0)>>0]|0)==0;f[((a+304|0)+20|0)>>2]=c?s:-1;f[((a+304|0)+24|0)>>2]=c?t:-1;f[((a+304|0)+184|0)>>2]=y;b[((a+304|0)+188|0)>>0]=b[(I+360|0)>>0]|0;b[((a+304|0)+189|0)>>0]=b[(I+362|0)>>0]|0;b[((a+304|0)+190|0)>>0]=A;c=f[(I+4|0)>>2]|0;h=f[(c+4|0)>>2]|0;i=1;if(i)if(h>>>0<(f[c+8>>2]|0)>>>0){N=h;O=a+304|0;P=N+36|0;do{f[N>>2]=f[O>>2];N=N+4|0;O=O+4|0}while((N|0)<(P|0));f[(h+40|0)>>2]=f[B>>2];f[(h+40|0)+4>>2]=f[B+4>>2];f[(h+40|0)+8>>2]=f[B+8>>2];f[(h+40|0)+12>>2]=f[B+12>>2];f[(h+40|0)+16>>2]=f[B+16>>2];f[(h+40|0)+20>>2]=f[B+20>>2];p[(h+40|0)>>3]=+p[B>>3];p[h+48>>3]=+p[((a+304|0)+48|0)>>3];p[h+56>>3]=+p[((a+304|0)+56|0)>>3];f[(h+64|0)>>2]=f[D>>2];f[(h+64|0)+4>>2]=f[D+4>>2];f[(h+64|0)+8>>2]=f[D+8>>2];f[(h+64|0)+12>>2]=f[D+12>>2];f[(h+64|0)+16>>2]=f[D+16>>2];f[(h+64|0)+20>>2]=f[D+20>>2];p[(h+64|0)>>3]=+p[D>>3];p[h+72>>3]=+p[((a+304|0)+72|0)>>3];p[h+80>>3]=+p[((a+304|0)+80|0)>>3];f[(h+88|0)>>2]=f[((a+304|0)+88|0)>>2];f[(h+88|0)+4>>2]=f[((a+304|0)+88|0)+4>>2];f[(h+88|0)+8>>2]=f[((a+304|0)+88|0)+8>>2];f[(h+88|0)>>2]=f[((a+304|0)+88|0)>>2];f[h+92>>2]=f[((a+304|0)+92|0)>>2];f[h+96>>2]=f[((a+304|0)+96|0)>>2];f[(h+100|0)>>2]=f[((a+304|0)+100|0)>>2];f[(h+100|0)+4>>2]=f[((a+304|0)+100|0)+4>>2];f[(h+100|0)+8>>2]=f[((a+304|0)+100|0)+8>>2];f[(h+100|0)>>2]=f[((a+304|0)+100|0)>>2];f[h+104>>2]=f[((a+304|0)+104|0)>>2];f[h+108>>2]=f[((a+304|0)+108|0)>>2];f[(h+112|0)>>2]=f[E>>2];f[(h+112|0)+4>>2]=f[E+4>>2];f[(h+112|0)+8>>2]=f[E+8>>2];f[(h+112|0)+12>>2]=f[E+12>>2];f[(h+112|0)+16>>2]=f[E+16>>2];f[(h+112|0)+20>>2]=f[E+20>>2];p[(h+112|0)>>3]=+p[E>>3];p[h+120>>3]=+p[((a+304|0)+120|0)>>3];p[h+128>>3]=+p[((a+304|0)+128|0)>>3];f[(h+136|0)>>2]=f[F>>2];f[(h+136|0)+4>>2]=f[F+4>>2];f[(h+136|0)+8>>2]=f[F+8>>2];f[(h+136|0)+12>>2]=f[F+12>>2];f[(h+136|0)+16>>2]=f[F+16>>2];f[(h+136|0)+20>>2]=f[F+20>>2];p[(h+136|0)>>3]=+p[F>>3];p[h+144>>3]=+p[((a+304|0)+144|0)>>3];p[h+152>>3]=+p[((a+304|0)+152|0)>>3];f[(h+160|0)>>2]=f[G>>2];f[(h+160|0)+4>>2]=f[G+4>>2];f[(h+160|0)+8>>2]=f[G+8>>2];f[(h+160|0)+12>>2]=f[G+12>>2];f[(h+160|0)+16>>2]=f[G+16>>2];f[(h+160|0)+20>>2]=f[G+20>>2];p[(h+160|0)>>3]=+p[G>>3];p[h+168>>3]=+p[((a+304|0)+168|0)>>3];p[h+176>>3]=+p[((a+304|0)+176|0)>>3];x=f[((a+304|0)+184|0)+4>>2]|0;f[(h+184|0)>>2]=f[((a+304|0)+184|0)>>2];f[(h+184|0)+4>>2]=x;f[(c+4|0)>>2]=(f[(c+4|0)>>2]|0)+192;x=1;break}else i=1;if(i)if(1){T$(c,a+304|0);x=1;break}}while(0);r=x}u=u+72|0;if((u|0)==(w|0)){i=r;break}else q=r}}if(K|i){H=f[I>>2]|0;if(!(b[H+96>>0]|0))h=1;else if(+p[(I+368|0)>>3]<+p[H+88>>3]){J=102;break}else h=1}else h=0}if(!(uEa(a+64|0)|0)){M=h;break}vEa(a+64|0);K=h;L=L+512|0}if((J|0)==102){Zqb(H+168|0);M=1}if(z){c=f[I>>2]|0;if(M){m=+p[c+112>>3];o=+p[(I+368|0)>>3]*(1.0/+p[I+512>>3]);p[(I+368|0)>>3]=m<o?m:o}c=f[c+60>>2]|0;p[c>>3]=+p[c+72>>3];p[c+8>>3]=+p[c+80>>3];p[c+16>>3]=+p[c+88>>3];p[c+24>>3]=+p[c+96>>3];p[c+32>>3]=+p[c+104>>3];p[c+40>>3]=+p[c+112>>3];f[c+48>>2]=f[c+120>>2];f[c+52>>2]=f[c+124>>2];f[c+56>>2]=f[c+128>>2];f[c+60>>2]=f[c+132>>2];f[c+64>>2]=f[c+136>>2];f[c+68>>2]=f[c+140>>2];c=f[I>>2]|0;xjb(c+744|0,f[c+760>>2]|0,f[c+764>>2]|0);c=f[(f[I>>2]|0)+56>>2]|0;if(c|0){Q=f[c>>2]|0;p[Q+8>>3]=+p[Q+40>>3];p[Q+16>>3]=+p[Q+48>>3];p[Q+24>>3]=+p[Q+56>>3];p[Q+32>>3]=+p[Q+64>>3]}}if(M){Q=(f[I>>2]|0)+112|0;m=+p[Q>>3];o=+p[(I+368|0)>>3];o=m<o?m:o;p[(I+368|0)>>3]=o;p[Q>>3]=o}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}Q=M;f[a+704>>2]=Q;f[a+776>>2]=K;f[a+792>>2]=L;f[a+3816>>2]=N;f[a+3832>>2]=O;f[a+3840>>2]=P;f[a+3848>>2]=J}function Ptb(a){a=a|0;var c=0,d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,E=0,F=0,I=0,J=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0,aa=0,ba=0;z=f[a+656>>2]|0;v=+n[a+672>>2];m=f[a+3192>>2]|0;o=f[a+3744>>2]|0;q=f[a+3760>>2]|0;r=f[a+3776>>2]|0;J=f[a+3848>>2]|0;L=f[a+3856>>2]|0;a:{if(L){L=0;if(q){b[(z+360|0)>>0]=0;g=f[z>>2]|0;d=f[(g+56|0)>>2]|0;do if(!d){g=f[g+48>>2]|0;h=0}else{if(v==0.0){Vib(a+496|0,f[g+48>>2]|0,f[f[d>>2]>>2]|0,f[(z+8|0)>>2]|0,0);g=f[f[(g+56|0)>>2]>>2]|0;e=+p[g+32>>3]+(+p[g+8>>3]*+p[(a+496|0)>>3]+(+p[g+16>>3]*+p[(a+496|0)+8>>3]+ +p[g+24>>3]*+p[(a+496|0)+16>>3]));b[(z+360|0)>>0]=(e<0.0?1:e*e<+p[(a+496|0)+24>>3])&1;g=f[z>>2]|0;d=f[g+56>>2]|0;g=f[g+48>>2]|0;if(!d){h=0;break}}else{b[(z+360|0)>>0]=0;g=f[g+48>>2]|0}h=f[f[d>>2]>>2]|0}while(0);d=f[(z+8|0)>>2]|0;t=tSa(g)|0;d=f[d+196>>2]|0;b:do if((d&32|0)!=0|(d&2048|0)==0&(t^1))if((h|0)==0|(d&33554456|0)==0){g=f[z+100>>2]|0;d=f[z>>2]|0;do if((g|0)!=(f[(d+608|0)>>2]|0)){f[(d+608|0)>>2]=g;Y=+p[(z+104|0)>>3];Q=+p[z+144>>3];S=+p[z+112>>3];X=+p[z+136>>3];M=+p[z+184>>3];U=+p[z+224>>3];T=+p[z+192>>3];O=+p[z+216>>3];W=+p[z+152>>3];V=+p[z+120>>3];_=+p[z+176>>3];Z=+p[z+208>>3];R=+p[z+160>>3];P=+p[z+128>>3];N=+p[z+168>>3];e=+p[z+200>>3];t=+K(+((V*R-W*P)*(Z*N-_*e)+((Y*Q-S*X)*(M*U-T*O)-(Y*W-X*V)*(U*_-T*Z)+(O*_-M*Z)*(Y*R-X*P)+(S*W-Q*V)*(U*N-T*e)-(S*R-Q*P)*(O*N-M*e))))>1.0e-12;d=f[z>>2]|0;if(t){LAa(z+104|0,d+616|0);d=f[z>>2]|0;break}else{f[d+608>>2]=0;k=0;break b}}while(0);j=d+616|0;i=d;J=42}else J=35;else J=35;while(0);if((J|0)==35){N=+p[(z+104|0)>>3];V=+p[z+144>>3];T=+p[z+112>>3];O=+p[z+136>>3];Z=+p[z+184>>3];R=+p[z+224>>3];S=+p[z+192>>3];X=+p[z+216>>3];P=+p[z+152>>3];Q=+p[z+120>>3];e=+p[z+176>>3];M=+p[z+208>>3];U=+p[z+160>>3];W=+p[z+128>>3];Y=+p[z+168>>3];_=+p[z+200>>3];if(+K(+((Q*U-P*W)*(M*Y-e*_)+((N*V-T*O)*(Z*R-S*X)-(N*P-O*Q)*(R*e-S*M)+(X*e-Z*M)*(N*U-O*W)+(T*P-V*Q)*(R*Y-S*_)-(T*U-V*W)*(X*Y-Z*_))))>1.0e-12){LAa(z+104|0,z+232|0);j=z+232|0;i=f[z>>2]|0;J=42}else k=0}if((J|0)==42){d=f[i+60>>2]|0;p[d+72>>3]=+p[d>>3];p[d+80>>3]=+p[d+8>>3];p[d+88>>3]=+p[d+16>>3];p[d+96>>3]=+p[d+24>>3];p[d+104>>3]=+p[d+32>>3];p[d+112>>3]=+p[d+40>>3];f[d+120>>2]=f[d+48>>2];f[d+124>>2]=f[d+52>>2];f[d+128>>2]=f[d+56>>2];f[d+132>>2]=f[d+60>>2];f[d+136>>2]=f[d+64>>2];f[d+140>>2]=f[d+68>>2];Yib(a+496|0,f[(f[z>>2]|0)+60>>2]|0,j,z+512|0);V=+p[(a+496|0)>>3];W=+p[(a+496|0)+8>>3];X=+p[(a+496|0)+16>>3];Y=+p[(a+496|0)+24>>3];Z=+p[(a+496|0)+32>>3];_=+p[(a+496|0)+40>>3];d=f[(f[z>>2]|0)+60>>2]|0;p[d>>3]=V;p[d+8>>3]=W;p[d+16>>3]=X;p[d+24>>3]=Y;p[d+32>>3]=Z;p[d+40>>3]=_;n[d+48>>2]=V;n[d+52>>2]=W;n[d+56>>2]=X;n[d+60>>2]=Y;n[d+64>>2]=Z;n[d+68>>2]=_;p[(z+368|0)>>3]=+p[(z+512|0)>>3]*+p[(z+368|0)>>3];d=f[(f[z>>2]|0)+56>>2]|0;if(d|0){d=f[d>>2]|0;p[d+40>>3]=+p[(d+8|0)>>3];p[d+48>>3]=+p[(d+16|0)>>3];p[d+56>>3]=+p[(d+24|0)>>3];p[d+64>>3]=+p[(d+32|0)>>3];if(b[(z+360|0)>>0]|0){_ib(a+496|0,d+8|0,j,z+104|0);p[(d+8|0)>>3]=+p[(a+496|0)>>3];p[(d+16|0)>>3]=+p[(a+496|0)+8>>3];p[(d+24|0)>>3]=+p[(a+496|0)+16>>3];p[(d+32|0)>>3]=+p[(a+496|0)+24>>3]}}i=f[z>>2]|0;d=f[i+744>>2]|0;i=f[i+748>>2]|0;if((d|0)==(i|0))k=1;else{do{g=f[d>>2]|0;h=f[d+4>>2]|0;if((g|0)!=(h|0))do{_ib(a+496|0,g,j,z+104|0);p[g>>3]=+p[(a+496|0)>>3];p[g+8>>3]=+p[((a+496|0)+8|0)>>3];p[g+16>>3]=+p[((a+496|0)+16|0)>>3];p[g+24>>3]=+p[((a+496|0)+24|0)>>3];g=g+32|0}while((g|0)!=(h|0));d=d+12|0}while((d|0)!=(i|0));k=1}}d=f[z>>2]|0;g=f[d+56>>2]|0;if(g){if(k){f[(a+304|0)>>2]=(f[g>>2]|0)+72;f[(a+304|0)+4>>2]=z+104;yAa(a+496|0,a+304|0)|0;p[z+376>>3]=+p[(a+496|0)>>3];p[z+384>>3]=+p[(a+496|0)+8>>3];p[z+392>>3]=+p[(a+496|0)+16>>3];p[z+400>>3]=+p[(a+496|0)+24>>3];p[z+408>>3]=+p[(a+496|0)+32>>3];p[z+416>>3]=+p[(a+496|0)+40>>3];p[z+424>>3]=+p[(a+496|0)+48>>3];p[z+432>>3]=+p[(a+496|0)+56>>3];p[z+440>>3]=+p[(a+496|0)+64>>3];p[z+448>>3]=+p[(a+496|0)+72>>3];p[z+456>>3]=+p[(a+496|0)+80>>3];p[z+464>>3]=+p[(a+496|0)+88>>3];p[z+472>>3]=+p[(a+496|0)+96>>3];p[z+480>>3]=+p[(a+496|0)+104>>3];p[z+488>>3]=+p[(a+496|0)+112>>3];d=f[z>>2]|0;e=+p[(a+496|0)+120>>3]}else{t=f[g>>2]|0;p[z+376>>3]=+p[t+72>>3];p[z+384>>3]=+p[t+80>>3];p[z+392>>3]=+p[t+88>>3];p[z+400>>3]=+p[t+96>>3];p[z+408>>3]=+p[t+104>>3];p[z+416>>3]=+p[t+112>>3];p[z+424>>3]=+p[t+120>>3];p[z+432>>3]=+p[t+128>>3];p[z+440>>3]=+p[t+136>>3];p[z+448>>3]=+p[t+144>>3];p[z+456>>3]=+p[t+152>>3];p[z+464>>3]=+p[t+160>>3];p[z+472>>3]=+p[t+168>>3];p[z+480>>3]=+p[t+176>>3];p[z+488>>3]=+p[t+184>>3];e=+p[t+192>>3]}p[z+496>>3]=e;f[z+504>>2]=z+376}d=f[d+576>>2]|0;g=f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+52>>2]|0;if(!(g&4)){if(g&1)d=ijb(d)|0;h=f[z+100>>2]|0;g=b[(h+120|0)>>0]|0;if(g&8){BIa(h);g=b[(h+120|0)>>0]|0}if(g&1)d=ijb(d)|0}else d=0;rEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);$=(k^1)&1;g=(a+304|0)+40|0;h=(a+304|0)+64|0;i=(a+304|0)+112|0;j=(a+304|0)+136|0;t=(a+304|0)+160|0;ba=0;aa=0;f[a+656>>2]=z;f[a+704>>2]=l;f[a+776>>2]=ba;f[a+792>>2]=aa;f[a+912>>2]=d;f[a+3256>>2]=k;f[a+3264>>2]=$;f[a+3272>>2]=g;f[a+3280>>2]=h;f[a+3288>>2]=i;f[a+3296>>2]=j;f[a+3304>>2]=t;f[a+3816>>2]=B;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3992>>2]=0;f[a+3996>>2]=0;Otb(a);l=f[a+704>>2]|0;B=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0}else L=1}if(L){L=0;if(1)l=0;else L=1}d=1;if(d){d=0;if(m){ba=1;f[a+656>>2]=z;f[a+704>>2]=l;f[a+944>>2]=c;f[a+3744>>2]=o;f[a+3776>>2]=r;f[a+3816>>2]=B;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3896>>2]=ba;f[a+3984>>2]=0;f[a+3988>>2]=0;Ntb(a);c=f[a+944>>2]|0;B=f[a+3816>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0}else d=1}if(d)if(1)c=l;if(c|q^1){u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}c=f[z>>2]|0;d=f[(c+56|0)>>2]|0;if(!d){c=0;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}if(!(b[c+9>>0]|0)){c=0;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}b[(z+360|0)>>0]=0;if(v==0.0){Vib(a+496|0,f[c+48>>2]|0,f[f[d>>2]>>2]|0,f[(z+8|0)>>2]|0,0);c=f[f[(c+56|0)>>2]>>2]|0;_=+p[c+32>>3]+(+p[c+8>>3]*+p[(a+496|0)>>3]+(+p[c+16>>3]*+p[(a+496|0)+8>>3]+ +p[c+24>>3]*+p[(a+496|0)+16>>3]));b[(z+360|0)>>0]=(_<0.0?1:_*_<+p[(a+496|0)+24>>3])&1;c=f[(f[z>>2]|0)+56>>2]|0;if(c|0){s=c;J=190}}else{b[(z+360|0)>>0]=0;s=d;J=190}if((J|0)==190){ba=f[s>>2]|0;p[(z+376|0)>>3]=+p[ba+72>>3];p[z+384>>3]=+p[ba+80>>3];p[z+392>>3]=+p[ba+88>>3];p[z+400>>3]=+p[ba+96>>3];p[z+408>>3]=+p[ba+104>>3];p[z+416>>3]=+p[ba+112>>3];p[z+424>>3]=+p[ba+120>>3];p[z+432>>3]=+p[ba+128>>3];p[z+440>>3]=+p[ba+136>>3];p[z+448>>3]=+p[ba+144>>3];p[z+456>>3]=+p[ba+152>>3];p[z+464>>3]=+p[ba+160>>3];p[z+472>>3]=+p[ba+168>>3];p[z+480>>3]=+p[ba+176>>3];p[z+488>>3]=+p[ba+184>>3];p[z+496>>3]=+p[ba+192>>3];f[z+504>>2]=z+376|0}ba=f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+52>>2]|0;if(!(ba&4)){c=f[z+100>>2]|0;ba=b[(c+120|0)>>0]|0;if(ba&8)BIa(c)}rEa(a,z+16|0);cBa(a+624|0,f[64728]|0);l=(a+64|0)+40|0;m=(a+64|0)+64|0;o=(a+64|0)+112|0;q=(a+64|0)+136|0;r=(a+64|0)+160|0;s=(a+64|0)+200|0;t=(a+64|0)+216|0;j=0;k=0;while(1){c=wEa(a)|0;X=+n[c+4>>2];Z=+n[c+8>>2];W=+n[c+12>>2];Y=+n[c+16>>2];V=+n[c+20>>2];p[(a+64|0)>>3]=+n[c>>2];p[((a+64|0)+8|0)>>3]=X;p[((a+64|0)+16|0)>>3]=Z;p[((a+64|0)+24|0)>>3]=W;p[((a+64|0)+32|0)>>3]=Y;p[((a+64|0)+40|0)>>3]=V;UBa(a+304|0,a+64|0,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;V=+p[(a+304|0)>>3];Y=(+p[((a+304|0)+24|0)>>3]-V)*.5;W=+p[((a+304|0)+8|0)>>3];Z=(+p[((a+304|0)+32|0)>>3]-W)*.5;X=+p[((a+304|0)+16|0)>>3];_=(+p[((a+304|0)+40|0)>>3]-X)*.5;p[(a+496|0)>>3]=V+Y;p[((a+496|0)+8|0)>>3]=W+Z;p[((a+496|0)+16|0)>>3]=X+_;p[((a+496|0)+24|0)>>3]=Y*Y+(Z*Z+_*_);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))y=j;else c=1}if(c)if(1){nEa(a,a+624|0);h=f[(a+624|0)>>2]|0;i=f[((a+624|0)+4|0)>>2]|0;if((h|0)!=(i|0)){c=h;do{W=+p[c>>3];aa=c+8|0;X=+p[aa>>3];ba=c+16|0;Y=+p[ba>>3];Z=W*+p[(z+112|0)>>3]+X*+p[(z+144|0)>>3]+Y*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];_=W*+p[(z+120|0)>>3]+X*+p[(z+152|0)>>3]+Y*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*W+ +p[(z+136|0)>>3]*X+ +p[(z+168|0)>>3]*Y+ +p[(z+200|0)>>3];p[aa>>3]=Z;p[ba>>3]=_;c=c+24|0}while((c|0)!=(i|0))}c=f[(z+4|0)>>2]|0;g=1;if(g){g=0;if((f[c>>2]|0)==(f[c+4>>2]|0)){c=1;if(c){c=0;if((h|0)==(i|0))x=0;else c=1}if(c)if(1){c=0;d=h;while(1){aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d,f[aa+60>>2]|0);_=+p[(a+496|0)>>3];_=_<C?_:C;aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d+24|0,f[aa+60>>2]|0);Z=+p[(a+496|0)>>3];aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d+48|0,f[aa+60>>2]|0);aa=+p[(a+496|0)>>3]<(Z<_?Z:_);$=aa?2:Z<_&1;ba=((((d-h|0)/24|0)>>>0)/3|0)+k|0;f[a+656>>2]=z;f[a+696>>2]=x;f[a+808>>2]=c;f[a+832>>2]=d;f[a+936>>2]=$;f[a+2152>>2]=l;f[a+2160>>2]=m;f[a+2168>>2]=o;f[a+2176>>2]=q;f[a+2184>>2]=r;f[a+2192>>2]=s;f[a+2208>>2]=t;f[a+2336>>2]=i;f[a+2464>>2]=aa;f[a+2472>>2]=ba;f[a+3816>>2]=B;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3976>>2]=0;f[a+3980>>2]=0;Mtb(a);x=f[a+696>>2]|0;c=f[a+808>>2]|0;d=f[a+832>>2]|0;B=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0;G=f[a+3976>>2]|0;D=f[a+3980>>2]|0;H=+n[a+3980>>2];f[a+3976>>2]=0;f[a+3980>>2]=0;if((G|0)==1)break}}w=(x&1)!=0}else g=1}if(g)if(1)w=0;if(j|w){A=f[z>>2]|0;if(!(b[A+96>>0]|0))y=1;else if(+p[(z+368|0)>>3]<+p[A+88>>3]){J=255;break}else y=1}else y=0}if(!(uEa(a)|0)){J=258;break}vEa(a);j=y;k=k+512|0}if((J|0)==255){Zqb(A+168|0);J=259}else if((J|0)==258)if(y)J=259;else I=0;if((J|0)==259){I=(f[z>>2]|0)+112|0;Z=+p[I>>3];_=+p[(z+368|0)>>3];_=Z<_?Z:_;p[(z+368|0)>>3]=_;p[I>>3]=_;I=1}c=f[(a+624|0)+12>>2]|0;if(c|0)xCa(c,a+624|0);c=f[(a+624|0)>>2]|0;if(c|0){d=f[((a+624|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+624|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=I;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}f[a+920>>2]=c;f[a+3848>>2]=J;f[a+3856>>2]=L}function Qtb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;o=f[a+80>>2]|0;p=f[a+88>>2]|0;v=f[a+112>>2]|0;n=f[a+352>>2]|0;t=f[a+616>>2]|0;u=f[a+624>>2]|0;e=f[a+832>>2]|0;q=(a+48|0)+4|0;r=(a+32|0)+4|0;s=(a+16|0)+4|0;j=o;k=t;l=u;m=u+((p+3|0)>>>2)|0;while(1){do if(e>>>0>32)i=3;else{c=f[((a+48|0)+8|0)>>2]|0;d=f[((a+48|0)+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){i=c+(0-(e>>>3))|0;f[((a+48|0)+8|0)>>2]=i;e=e&7;f[q>>2]=e;f[(a+48|0)>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=0;break}if((c|0)==(d|0)){i=e>>>0<32?1:2;break}else{i=e>>>3;g=(c+(0-i)|0)>>>0<d>>>0?c-d|0:i;f[((a+48|0)+8|0)>>2]=c+(0-g)|0;e=e-(g<<3)|0;f[q>>2]=e;f[(a+48|0)>>2]=h[(c+(0-g)|0)>>0]|h[(c+(0-g)|0)+1>>0]<<8|h[(c+(0-g)|0)+2>>0]<<16|h[(c+(0-g)|0)+3>>0]<<24;i=(c+(0-i)|0)>>>0<d>>>0&1;break}}while(0);c=f[r>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+32|0)+8|0)>>2]|0;g=f[((a+32|0)+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[((a+32|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[r>>2]=c&7;f[(a+32|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[((a+32|0)+8|0)>>2]=d+(0-w)|0;f[r>>2]=c-(w<<3);f[(a+32|0)>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);i=c|i;c=f[s>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+16|0)+8|0)>>2]|0;g=f[((a+16|0)+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[((a+16|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[s>>2]=c&7;f[(a+16|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[((a+16|0)+8|0)>>2]=d+(0-w)|0;f[s>>2]=c-(w<<3);f[(a+16|0)>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);i=i|c;c=f[(a+4|0)>>2]|0;do if(c>>>0>32)c=3;else{d=f[(a+8|0)>>2]|0;g=f[(a+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[(a+8|0)>>2]=d+(0-(c>>>3))|0;f[(a+4|0)>>2]=c&7;f[a>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[(a+8|0)>>2]=d+(0-w)|0;f[(a+4|0)>>2]=c-(w<<3);f[a>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);if(!(m>>>0<((o+p|0)+-7|0)>>>0&(i|c|0)==0))break;w=f[(a+48|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[q>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[j>>0]=i;i=f[r>>2]|0;w=f[(a+32|0)>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[r>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[k>>0]=e;e=f[s>>2]|0;w=f[(a+16|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[s>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[l>>0]=i;i=f[(a+4|0)>>2]|0;w=f[a>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[(a+4|0)>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[m>>0]=e;e=f[q>>2]|0;w=f[(a+48|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[q>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[j+1>>0]=i;i=f[r>>2]|0;w=f[(a+32|0)>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[r>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[k+1>>0]=e;e=f[s>>2]|0;w=f[(a+16|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[s>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[l+1>>0]=i;i=f[(a+4|0)>>2]|0;w=f[a>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[(a+4|0)>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[m+1>>0]=e;j=j+2|0;k=k+2|0;l=l+2|0;m=m+2|0;e=f[q>>2]|0}if(l>>>0>(u+((p+3|0)>>>2)|0)>>>0|(k>>>0>u>>>0|j>>>0>t>>>0))c=-11;else{ktb(j,a+48|0,t,v+4|0,n&255);ktb(k,a+32|0,u,v+4|0,n&255);ktb(l,a+16|0,u+((p+3|0)>>>2)|0,v+4|0,n&255);ktb(m,a,o+p|0,v+4|0,n&255);c=((f[q>>2]|0)==32?(f[((a+48|0)+8|0)>>2]|0)==(f[((a+48|0)+12|0)>>2]|0):0)&((f[r>>2]|0)==32?(f[((a+32|0)+8|0)>>2]|0)==(f[((a+32|0)+12|0)>>2]|0):0)&((f[s>>2]|0)==32?(f[((a+16|0)+8|0)>>2]|0)==(f[((a+16|0)+12|0)>>2]|0):0)&((f[(a+4|0)>>2]|0)==32?(f[(a+8|0)>>2]|0)==(f[(a+12|0)>>2]|0):0)?p:-11}f[a+272>>2]=c}function Rtb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;k=f[a+80>>2]|0;l=f[a+88>>2]|0;r=f[a+112>>2]|0;s=f[a+144>>2]|0;t=f[a+152>>2]|0;u=f[a+160>>2]|0;v=f[a+168>>2]|0;j=f[a+296>>2]|0;m=f[a+440>>2]|0;n=f[a+448>>2]|0;o=f[a+456>>2]|0;w=f[a+472>>2]|0;p=f[a+560>>2]|0;q=f[a+568>>2]|0;x=f[a+616>>2]|0;while(1){do if(w>>>0>32){g=3;i=w}else{c=f[((a+48|0)+8|0)>>2]|0;d=f[((a+48|0)+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){g=c+(0-(w>>>3))|0;f[((a+48|0)+8|0)>>2]=g;i=w&7;f[m>>2]=i;f[(a+48|0)>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;g=0;break}if((c|0)==(d|0)){g=w>>>0<32?1:2;i=w;break}else{g=w>>>3;e=(c+(0-g)|0)>>>0<d>>>0?c-d|0:g;f[((a+48|0)+8|0)>>2]=c+(0-e)|0;i=w-(e<<3)|0;f[m>>2]=i;f[(a+48|0)>>2]=h[(c+(0-e)|0)>>0]|h[(c+(0-e)|0)+1>>0]<<8|h[(c+(0-e)|0)+2>>0]<<16|h[(c+(0-e)|0)+3>>0]<<24;g=(c+(0-g)|0)>>>0<d>>>0&1;break}}while(0);c=f[n>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+32|0)+8|0)>>2]|0;e=f[((a+32|0)+12|0)>>2]|0;if(d>>>0>=(e+4|0)>>>0){f[((a+32|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[n>>2]=c&7;f[(a+32|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(e|0)){c=c>>>0<32?1:2;break}else{y=(d+(0-(c>>>3))|0)>>>0<e>>>0?d-e|0:c>>>3;f[((a+32|0)+8|0)>>2]=d+(0-y)|0;f[n>>2]=c-(y<<3);f[(a+32|0)>>2]=h[(d+(0-y)|0)>>0]|h[(d+(0-y)|0)+1>>0]<<8|h[(d+(0-y)|0)+2>>0]<<16|h[(d+(0-y)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<e>>>0&1;break}}while(0);g=c|g;c=f[o>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+16|0)+8|0)>>2]|0;e=f[((a+16|0)+12|0)>>2]|0;if(d>>>0>=(e+4|0)>>>0){f[((a+16|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[o>>2]=c&7;f[(a+16|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(e|0)){c=c>>>0<32?1:2;break}else{y=(d+(0-(c>>>3))|0)>>>0<e>>>0?d-e|0:c>>>3;f[((a+16|0)+8|0)>>2]=d+(0-y)|0;f[o>>2]=c-(y<<3);f[(a+16|0)>>2]=h[(d+(0-y)|0)>>0]|h[(d+(0-y)|0)+1>>0]<<8|h[(d+(0-y)|0)+2>>0]<<16|h[(d+(0-y)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<e>>>0&1;break}}while(0);e=g|c;do if(x>>>0>32)c=3;else{c=f[(a+8|0)>>2]|0;d=f[(a+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){c=c+(0-(x>>>3))|0;f[(a+8|0)>>2]=c;f[(a+4|0)>>2]=x&7;f[a>>2]=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=0;break}if((c|0)==(d|0)){c=x>>>0<32?1:2;break}else{y=x>>>3;g=(c+(0-y)|0)>>>0<d>>>0?c-d|0:y;f[(a+8|0)>>2]=c+(0-g)|0;f[(a+4|0)>>2]=x-(g<<3);f[a>>2]=h[(c+(0-g)|0)>>0]|h[(c+(0-g)|0)+1>>0]<<8|h[(c+(0-g)|0)+2>>0]<<16|h[(c+(0-g)|0)+3>>0]<<24;c=(c+(0-y)|0)>>>0<d>>>0&1;break}}while(0);if(!(v>>>0<((k+l|0)+-7|0)>>>0&(e|c|0)==0))break;g=f[(a+48|0)>>2]<<(i&31)>>>(0-j&31);i=h[((r+4|0)+(g<<2)|0)>>0]|h[((r+4|0)+(g<<2)|0)+1>>0]<<8;b[s>>0]=i;b[s+1>>0]=i>>8;f[m>>2]=(f[m>>2]|0)+(h[(r+4|0)+(g<<2)+2>>0]|0);g=s+(h[(r+4|0)+(g<<2)+3>>0]|0)|0;i=f[(a+32|0)>>2]<<(f[n>>2]&31)>>>(0-j&31);w=h[((r+4|0)+(i<<2)|0)>>0]|h[((r+4|0)+(i<<2)|0)+1>>0]<<8;b[t>>0]=w;b[t+1>>0]=w>>8;f[n>>2]=(f[n>>2]|0)+(h[(r+4|0)+(i<<2)+2>>0]|0);i=t+(h[(r+4|0)+(i<<2)+3>>0]|0)|0;w=f[(a+16|0)>>2]<<(f[o>>2]&31)>>>(0-j&31);y=h[((r+4|0)+(w<<2)|0)>>0]|h[((r+4|0)+(w<<2)|0)+1>>0]<<8;b[u>>0]=y;b[u+1>>0]=y>>8;f[o>>2]=(f[o>>2]|0)+(h[(r+4|0)+(w<<2)+2>>0]|0);w=u+(h[(r+4|0)+(w<<2)+3>>0]|0)|0;y=f[a>>2]<<(f[(a+4|0)>>2]&31)>>>(0-j&31);e=h[((r+4|0)+(y<<2)|0)>>0]|h[((r+4|0)+(y<<2)|0)+1>>0]<<8;b[v>>0]=e;b[v+1>>0]=e>>8;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+(h[(r+4|0)+(y<<2)+2>>0]|0);y=v+(h[(r+4|0)+(y<<2)+3>>0]|0)|0;e=f[(a+48|0)>>2]<<(f[m>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(e<<2)|0)>>0]|h[((r+4|0)+(e<<2)|0)+1>>0]<<8;b[g>>0]=x;b[g+1>>0]=x>>8;f[m>>2]=(f[m>>2]|0)+(h[(r+4|0)+(e<<2)+2>>0]|0);e=g+(h[(r+4|0)+(e<<2)+3>>0]|0)|0;g=f[(a+32|0)>>2]<<(f[n>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(g<<2)|0)>>0]|h[((r+4|0)+(g<<2)|0)+1>>0]<<8;b[i>>0]=x;b[i+1>>0]=x>>8;f[n>>2]=(f[n>>2]|0)+(h[(r+4|0)+(g<<2)+2>>0]|0);g=i+(h[(r+4|0)+(g<<2)+3>>0]|0)|0;i=f[(a+16|0)>>2]<<(f[o>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(i<<2)|0)>>0]|h[((r+4|0)+(i<<2)|0)+1>>0]<<8;b[w>>0]=x;b[w+1>>0]=x>>8;f[o>>2]=(f[o>>2]|0)+(h[(r+4|0)+(i<<2)+2>>0]|0);i=w+(h[(r+4|0)+(i<<2)+3>>0]|0)|0;w=f[a>>2]<<(f[(a+4|0)>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(w<<2)|0)>>0]|h[((r+4|0)+(w<<2)|0)+1>>0]<<8;b[y>>0]=x;b[y+1>>0]=x>>8;x=(f[(a+4|0)>>2]|0)+(h[(r+4|0)+(w<<2)+2>>0]|0)|0;f[(a+4|0)>>2]=x;s=e;t=g;u=i;v=y+(h[(r+4|0)+(w<<2)+3>>0]|0)|0;w=f[m>>2]|0}if(u>>>0>(q+((l+3|0)>>>2)|0)>>>0|(t>>>0>q>>>0|s>>>0>p>>>0))c=-11;else{otb(s,a+48|0,p,r+4|0,j&255);otb(t,a+32|0,q,r+4|0,j&255);otb(u,a+16|0,q+((l+3|0)>>>2)|0,r+4|0,j&255);otb(v,a,k+l|0,r+4|0,j&255);c=((f[m>>2]|0)==32?(f[((a+48|0)+8|0)>>2]|0)==(f[((a+48|0)+12|0)>>2]|0):0)&((f[n>>2]|0)==32?(f[((a+32|0)+8|0)>>2]|0)==(f[((a+32|0)+12|0)>>2]|0):0)&((f[o>>2]|0)==32?(f[((a+16|0)+8|0)>>2]|0)==(f[((a+16|0)+12|0)>>2]|0):0)&((f[(a+4|0)>>2]|0)==32?(f[(a+8|0)>>2]|0)==(f[(a+12|0)>>2]|0):0)?l:-11}f[a+144>>2]=s;f[a+152>>2]=t;f[a+160>>2]=u;f[a+168>>2]=v;f[a+272>>2]=c;f[a+472>>2]=w;f[a+616>>2]=x}
+function xz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=P1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18296;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Y1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=26064;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function yz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20916;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else h2(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=26108;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function zz(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262821;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262821)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262821)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Az(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=j;f[i+12>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Bz(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function Bz(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Cz(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Cz(a,b);return}function Cz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Dz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;i=f[a>>2]|0;d=e-i>>2;c=d+1|0;j=i;if(c>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-i|0;g=m>>1;g=m>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);c=h+(d<<2)|0;d=c;h=h+(g<<2)|0;f[c>>2]=f[b>>2];g=c+4|0;if((e|0)==(j|0))c=j;else{do{e=e+-4|0;m=f[e>>2]|0;f[e>>2]=0;f[c+-4>>2]=m;c=d+-4|0;d=c}while((e|0)!=(j|0));i=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=d;f[l>>2]=g;f[k>>2]=h;b=i;if((c|0)!=(b|0)){g=c;do{g=g+-4|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){c=f[h>>2]|0;if(c|0){e=h+4|0;d=f[e>>2]|0;if((d|0)!=(c|0)){do{m=d+-4|0;f[e>>2]=m;d=f[m>>2]|0;f[m>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[e>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}sOb(h)}}while((g|0)!=(b|0))}if(!i)return;sOb(i);return}function Ez(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;i=f[o>>2]|0;c=f[a>>2]|0;l=i-c>>5;d=l+1|0;j=c;if(d>>>0>134217727)AMb(a);n=a+8|0;h=(f[n>>2]|0)-c|0;m=h>>4;d=h>>5>>>0<67108863?(m>>>0<d>>>0?d:m):134217727;do if(!d)k=0;else if(d>>>0>134217727)vd();else{k=pOb(d<<5)|0;break}while(0);g=k+(l<<5)|0;c=g;m=k+(d<<5)|0;f[g>>2]=f[b>>2];d=k+(l<<5)+8|0;e=b+24|0;h=f[e>>2]|0;do if(!h){f[k+(l<<5)+24>>2]=0;d=i}else if((b+8|0)==(h|0)){f[k+(l<<5)+24>>2]=d;oh[f[(f[h>>2]|0)+12>>2]&1023](h,d);d=f[o>>2]|0;j=f[a>>2]|0;break}else{f[k+(l<<5)+24>>2]=h;f[e>>2]=0;d=i;break}while(0);k=g+32|0;if((d|0)==(j|0))g=d;else{do{e=d;d=d+-32|0;f[g+-32>>2]=f[d>>2];h=g+-24|0;b=e+-8|0;i=f[b>>2]|0;do if(!i)f[g+-8>>2]=0;else if((e+-24|0)==(i|0)){f[g+-8>>2]=h;l=f[b>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,h);break}else{f[g+-8>>2]=i;f[b>>2]=0;break}while(0);g=c+-32|0;c=g}while((d|0)!=(j|0));g=f[a>>2]|0}f[a>>2]=c;c=f[o>>2]|0;f[o>>2]=k;f[n>>2]=m;e=g;if((c|0)!=(e|0))do{d=f[c+-8>>2]|0;if((c+-24|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);c=c+-32|0}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Fz(a){a=a|0;sOb(a);return}function Gz(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17840;f[b+4>>2]=f[a+4>>2];return b|0}function Hz(a,b){a=a|0;b=b|0;f[b>>2]=17840;f[b+4>>2]=f[a+4>>2];return}function Iz(a){a=a|0;return}function Jz(a){a=a|0;sOb(a);return}function Kz(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function Lz(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62012?a+4|0:0)|0}function Mz(a){a=a|0;return 32}function Nz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Oz(a){a=a|0;sOb(a);return}function Pz(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=(b[c>>0]|0)!=0&1;d=c+1|0;return d|0}function Qz(a){a=a|0;return a+4|0}function Rz(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17688,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function Sz(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262822;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262822)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262822)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Tz(a){a=a|0;sOb(a);return}function Uz(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17908;f[b+4>>2]=f[a+4>>2];return b|0}function Vz(a,b){a=a|0;b=b|0;f[b>>2]=17908;f[b+4>>2]=f[a+4>>2];return}function Wz(a){a=a|0;return}function Xz(a){a=a|0;sOb(a);return}function Yz(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function Zz(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62294?a+4|0:0)|0}function _z(a){a=a|0;return 96}function $z(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aA(a){a=a|0;sOb(a);return}function bA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+8|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function cA(a){a=a|0;return a+8|0}function dA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;p[c>>3]=+p[a>>3];a=td(17776,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function eA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262823;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262823)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262823)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function fA(a){a=a|0;sOb(a);return}function gA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17976;f[b+4>>2]=f[a+4>>2];return b|0}function hA(a,b){a=a|0;b=b|0;f[b>>2]=17976;f[b+4>>2]=f[a+4>>2];return}function iA(a){a=a|0;return}function jA(a){a=a|0;sOb(a);return}function kA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function lA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62595?a+4|0:0)|0}function mA(a){a=a|0;return 168}function nA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function oA(a){a=a|0;sOb(a);return}function pA(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function qA(a){a=a|0;return a+4|0}function rA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17768,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function sA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262824;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262824)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262824)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function tA(a){a=a|0;sOb(a);return}function uA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18044;f[b+4>>2]=f[a+4>>2];return b|0}function vA(a,b){a=a|0;b=b|0;f[b>>2]=18044;f[b+4>>2]=f[a+4>>2];return}function wA(a){a=a|0;return}function xA(a){a=a|0;sOb(a);return}function yA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function zA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62896?a+4|0:0)|0}function AA(a){a=a|0;return 240}function BA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function CA(a){a=a|0;sOb(a);return}function DA(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function EA(a){a=a|0;return a+4|0}function FA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17736,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function GA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262825;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262825)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262825)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function HA(a){a=a|0;sOb(a);return}function IA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18112;f[b+4>>2]=f[a+4>>2];return b|0}function JA(a,b){a=a|0;b=b|0;f[b>>2]=18112;f[b+4>>2]=f[a+4>>2];return}function KA(a){a=a|0;return}function LA(a){a=a|0;sOb(a);return}function MA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function NA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==63229?a+4|0:0)|0}function OA(a){a=a|0;return 312}function PA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function QA(a){a=a|0;return}function RA(a){a=a|0;sOb(a);return}function SA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;if((d-c|0)<16){c=0;u=k;return c|0}h=a+40|0;i=h;e=c;g=i+16|0;do{b[i>>0]=b[e>>0]|0;i=i+1|0;e=e+1|0}while((i|0)<(g|0));e=c+16|0;if((d-e|0)<16){c=0;u=k;return c|0}d=a+60|0;i=d;g=i+16|0;do{b[i>>0]=b[e>>0]|0;i=i+1|0;e=e+1|0}while((i|0)<(g|0));i=a+4|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[h>>2]=f[j>>2];f[h+4>>2]=f[j+4>>2];f[h+8>>2]=f[j+8>>2];f[h+12>>2]=f[j+12>>2];a=a+20|0;f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];f[j+12>>2]=f[a+12>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[j>>2];f[d+4>>2]=f[j+4>>2];f[d+8>>2]=f[j+8>>2];f[d+12>>2]=f[j+12>>2];c=c+32|0;u=k;return c|0}function TA(a){a=a|0;return a+4|0}function UA(a){a=a|0;sOb(a);return}function VA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+4|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function WA(a){a=a|0;return a+4|0}function XA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;YA(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function YA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;a=pOb(16)|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[e>>2]=a;a=td(400,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);a=b+16|0;b=pOb(16)|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];f[b+12>>2]=f[a+12>>2];f[e>>2]=b;b=td(400,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function ZA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262826;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262826)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262826)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function _A(a){a=a|0;sOb(a);return}function $A(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18204;f[b+4>>2]=f[a+4>>2];return b|0}function aB(a,b){a=a|0;b=b|0;f[b>>2]=18204;f[b+4>>2]=f[a+4>>2];return}function bB(a){a=a|0;return}function cB(a){a=a|0;sOb(a);return}function dB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function eB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==63782?a+4|0:0)|0}function fB(a){a=a|0;return 424}function gB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function hB(a){a=a|0;f[a>>2]=18272;a=f[a+4>>2]|0;if(!a)return;sOb(a);return}function iB(a){a=a|0;var b=0;f[a>>2]=18272;b=f[a+4>>2]|0;if(!b){sOb(a);return}sOb(b);sOb(a);return}function jB(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;l=d;if((l-c|0)<4){n=0;return n|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;j=a+8|0;f[j>>2]=0;oB(n,m);if(!m){n=d;return n|0}k=a+20|0;i=a+12|0;g=0;while(1){if((l-d|0)<1){d=0;c=13;break}e=(b[d>>0]|0)!=0&1;b[k>>0]=e;d=d+1|0;c=f[j>>2]|0;a=f[i>>2]|0;if((c|0)==(a<<5|0)){if((c+1|0)<0){c=7;break}a=a<<6;e=c+32&-32;oB(n,c>>>0<1073741823?(a>>>0<e>>>0?e:a):2147483647);c=f[j>>2]|0;a=b[k>>0]|0}else a=e;f[j>>2]=c+1;e=(f[n>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(!(a<<24>>24))c=f[e>>2]&~c;else c=f[e>>2]|c;f[e>>2]=c;g=g+1|0;if(g>>>0>=m>>>0){c=13;break}}if((c|0)==7)AMb(n);else if((c|0)==13)return d|0;return 0}function kB(a){a=a|0;return a+4|0}function lB(a){a=a|0;f[a>>2]=18272;a=f[a+4>>2]|0;if(!a)return;sOb(a);return}function mB(a){a=a|0;yf()}function nB(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function oB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+16|0;c=j+8|0;d=j;h=a+8|0;if(f[h>>2]<<5>>>0>=b>>>0){u=j;return}f[g>>2]=0;i=g+4|0;f[i>>2]=0;e=g+8|0;f[e>>2]=0;if((b|0)<0)AMb(g);l=((b+-1|0)>>>5)+1|0;k=pOb(l<<2)|0;f[g>>2]=k;f[i>>2]=0;f[e>>2]=l;l=f[a>>2]|0;f[c>>2]=l;f[c+4>>2]=0;k=a+4|0;b=f[k>>2]|0;f[d>>2]=l+(b>>>5<<2);f[d+4>>2]=b&31;rB(g,c,d);b=f[a>>2]|0;f[a>>2]=f[g>>2];f[g>>2]=b;g=f[k>>2]|0;f[k>>2]=f[i>>2];f[i>>2]=g;i=f[h>>2]|0;f[h>>2]=f[e>>2];f[e>>2]=i;if(b|0)sOb(b);u=j;return}function pB(a){a=a|0;sOb(a);return}function qB(a){a=a|0;return a+4|0}function rB(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+24|0;k=o+16|0;l=o+8|0;n=o;e=a+4|0;p=f[e>>2]|0;m=f[b>>2]|0;d=f[b+4>>2]|0;i=f[c>>2]|0;g=f[c+4>>2]|0;h=i-m<<3;f[e>>2]=p-d+g+h;e=(f[a>>2]|0)+(p>>>5<<2)|0;c=p&31;b=e;if((d|0)!=(c|0)){f[j>>2]=m;f[j+4>>2]=d;f[k>>2]=i;f[k+4>>2]=g;f[l>>2]=b;f[l+4>>2]=c;sB(n,j,k,l);u=o;return}c=g-d+h|0;h=m;if((c|0)>0){if(!d){d=0;b=m}else{p=32-d|0;b=(c|0)<(p|0)?c:p;p=-1>>>(p-b|0)&-1<<d;f[e>>2]=f[e>>2]&~p|f[h>>2]&p;d=b+d|0;h=h+4|0;c=c-b|0;e=e+(d>>>5<<2)|0;d=d&31;b=h}g=(c|0)/32|0;cQb(e|0,b|0,g<<2|0)|0;a=c-(g<<5)|0;c=e+(g<<2)|0;b=c;if((a|0)>0){d=-1>>>(32-a|0);f[c>>2]=f[c>>2]&~d|f[h+(g<<2)>>2]&d;d=a}}f[n>>2]=b;f[n+4>>2]=d;u=o;return}function sB(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=f[b>>2]|0;m=b+4|0;e=f[m>>2]|0;i=((f[c>>2]|0)-l<<3)+(f[c+4>>2]|0)-e|0;c=l;if((i|0)<=0){b=d+4|0;d=f[d>>2]|0;f[a>>2]=d;d=a+4|0;a=f[b>>2]|0;f[d>>2]=a;return}if(!e){e=d+4|0;k=e;e=f[e>>2]|0}else{g=32-e|0;l=(i|0)<(g|0)?i:g;g=-1>>>(g-l|0)&-1<<e&f[c>>2];k=d+4|0;e=f[k>>2]|0;j=32-e|0;c=j>>>0<l>>>0?j:l;h=f[d>>2]|0;e=f[h>>2]&~(-1>>>(j-c|0)&-1<<e);f[h>>2]=e;j=f[k>>2]|0;n=f[m>>2]|0;f[h>>2]=(j>>>0>n>>>0?g<<j-n:g>>>(n-j|0))|e;e=(f[k>>2]|0)+c|0;h=h+(e>>>5<<2)|0;f[d>>2]=h;e=e&31;f[k>>2]=e;j=l-c|0;if((j|0)>0){e=f[h>>2]&~(-1>>>(32-j|0));f[h>>2]=e;f[h>>2]=e|g>>>((f[m>>2]|0)+c|0);f[k>>2]=j;e=j}c=(f[b>>2]|0)+4|0;f[b>>2]=c;i=i-l|0}l=32-e|0;g=-1<<e;if((i|0)>31){h=~g;j=~i;j=i+((j|0)>-64?j:-64)+32&-32;e=i;while(1){m=f[c>>2]|0;n=f[d>>2]|0;o=f[n>>2]&h;f[n>>2]=o;f[n>>2]=o|m<<f[k>>2];n=n+4|0;f[d>>2]=n;f[n>>2]=f[n>>2]&g|m>>>l;c=(f[b>>2]|0)+4|0;f[b>>2]=c;if((e|0)<=63)break;else e=e+-32|0}i=i+-32-j|0}if((i|0)<=0){n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}h=f[c>>2]&-1>>>(32-i|0);g=(l|0)<(i|0)?l:i;e=f[d>>2]|0;c=f[e>>2]&~(-1<<f[k>>2]&-1>>>(l-g|0));f[e>>2]=c;f[e>>2]=c|h<<f[k>>2];c=(f[k>>2]|0)+g|0;e=e+(c>>>5<<2)|0;f[d>>2]=e;f[k>>2]=c&31;c=i-g|0;if((c|0)<=0){n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}f[e>>2]=f[e>>2]&~(-1>>>(32-c|0))|h>>>g;f[k>>2]=c;n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}function tB(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;uB(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function uB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;d=g;e=nd()|0;f[a>>2]=e;a=f[b+4>>2]|0;if(!a){u=g;return}c=0;do{i=(f[(f[b>>2]|0)+(c>>>5<<2)>>2]&1<<(c&31)|0)!=0;f[d>>2]=c;h=td(17744,d|0)|0;f[d>>2]=i&1;i=td(17688,d|0)|0;sd(e|0,h|0,i|0);fd(i|0);fd(h|0);c=c+1|0}while((c|0)!=(a|0));u=g;return}function vB(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262827;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262827)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262827)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function wB(a){a=a|0;sOb(a);return}function xB(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18320;f[b+4>>2]=f[a+4>>2];return b|0}function yB(a,b){a=a|0;b=b|0;f[b>>2]=18320;f[b+4>>2]=f[a+4>>2];return}function zB(a){a=a|0;return}function AB(a){a=a|0;sOb(a);return}function BB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function CB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==64257?a+4|0:0)|0}function DB(a){a=a|0;return 528}function EB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function FB(a){a=a|0;var b=0,c=0;f[a>>2]=18388;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function GB(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18388;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function HB(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=d;if((l-c|0)<4){m=0;return m|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;k=a+4|0;g=f[k>>2]|0;j=a+8|0;c=f[j>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[j>>2]=c}i=a+12|0;if((f[i>>2]|0)-e>>2>>>0<m>>>0){if(m>>>0>1073741823)vd();c=c-e|0;e=pOb(m<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[k>>2]=e;f[j>>2]=e+(c>>2<<2);f[i>>2]=e+(m<<2);if(g|0)sOb(g)}else if(!m){m=d;return m|0}a=a+20|0;e=0;while(1){if((l-d|0)<4){d=0;c=18;break}g=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;d=d+4|0;c=f[j>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=g;f[j>>2]=c+4}else LB(k,a);e=e+1|0;if(e>>>0>=m>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function IB(a){a=a|0;return a+4|0}function JB(a){a=a|0;var b=0,c=0;f[a>>2]=18388;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function KB(a){a=a|0;yf()}function LB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function MB(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;NB(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function NB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17768,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function OB(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262828;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262828)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262828)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PB(a){a=a|0;sOb(a);return}function QB(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18412;f[b+4>>2]=f[a+4>>2];return b|0}function RB(a,b){a=a|0;b=b|0;f[b>>2]=18412;f[b+4>>2]=f[a+4>>2];return}function SB(a){a=a|0;return}function TB(a){a=a|0;sOb(a);return}function UB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function VB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==64675?a+4|0:0)|0}function WB(a){a=a|0;return 584}function XB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function YB(a){a=a|0;var b=0,c=0;f[a>>2]=18480;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-20-c|0)>>>0)/20|0)*20|0);sOb(c);return}function ZB(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18480;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b);sOb(a);return}function _B(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;if((d-c|0)<4){A=0;return A|0}A=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;z=a+4|0;k=f[z>>2]|0;y=a+8|0;e=f[y>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-20-g|0)>>>0)/20|0)*20|0)|0;f[y>>2]=e}j=e;x=a+12|0;if((((f[x>>2]|0)-g|0)/20|0)>>>0<A>>>0){if(A>>>0>214748364)vd();m=pOb(A*20|0)|0;i=m+(((j-g|0)/20|0)*20|0)|0;l=i;m=m+(A*20|0)|0;if((e|0)==(k|0)){g=l;e=j}else{g=l;do{v=e;e=e+-20|0;f[i+-20>>2]=f[e>>2];f[i+-16>>2]=f[v+-16>>2];f[i+-12>>2]=f[v+-12>>2];w=i+-8|0;v=v+-8|0;f[w>>2]=f[v>>2];b[w+4>>0]=b[v+4>>0]|0;i=g+-20|0;g=i}while((e|0)!=(k|0));e=f[z>>2]|0}f[z>>2]=g;f[y>>2]=l;f[x>>2]=m;if(e|0)sOb(e)}m=a+40|0;n=a+56|0;o=a+64|0;if(!A){A=c;return A|0}p=a+20|0;q=a+44|0;k=a+24|0;l=a+28|0;r=a+48|0;s=a+52|0;t=a+32|0;u=a+60|0;v=a+36|0;w=a+68|0;j=a+20|0;i=0;while(1){c=Sg[f[(f[m>>2]|0)+8>>2]&255](m,c,d)|0;if(!c){c=0;e=21;break}c=Sg[f[(f[n>>2]|0)+8>>2]&255](n,c,d)|0;if(!c){c=0;e=21;break}c=Sg[f[(f[o>>2]|0)+8>>2]&255](o,c,d)|0;if(!c){c=0;e=21;break}B=f[p>>2]|0;a=f[k>>2]|0;g=f[l>>2]|0;e=f[q>>2]|0;f[p>>2]=e;f[k>>2]=f[r>>2];f[l>>2]=f[s>>2];f[q>>2]=B;f[r>>2]=a;f[s>>2]=g;g=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=g;g=b[v>>0]|0;b[v>>0]=b[w>>0]|0;b[w>>0]=g;g=f[y>>2]|0;if(g>>>0<(f[x>>2]|0)>>>0){f[g>>2]=f[j>>2];f[g+4>>2]=f[j+4>>2];f[g+8>>2]=f[j+8>>2];f[g>>2]=e;f[g+4>>2]=f[k>>2];f[g+8>>2]=f[l>>2];B=g+12|0;f[B>>2]=f[t>>2];b[B+4>>0]=b[t+4>>0]|0;f[y>>2]=(f[y>>2]|0)+20}else mC(z,j);i=i+1|0;if(i>>>0>=A>>>0){e=21;break}}if((e|0)==21)return c|0;return 0}function $B(a){a=a|0;return a+4|0}function aC(a){a=a|0;var b=0,c=0;f[a>>2]=18480;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-20-c|0)>>>0)/20|0)*20|0);sOb(c);return}function bC(a){a=a|0;yf()}function cC(a){a=a|0;return}function dC(a){a=a|0;sOb(a);return}function eC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=a+24|0;e=a+40|0;g=a+48|0;c=Sg[f[(f[h>>2]|0)+8>>2]&255](h,c,d)|0;if(!c){h=0;return h|0}c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c,d)|0;if(!c){h=0;return h|0}c=Sg[f[(f[g>>2]|0)+8>>2]&255](g,c,d)|0;if(!c){h=0;return h|0}h=a+4|0;i=a+28|0;d=a+8|0;k=a+12|0;j=f[h>>2]|0;e=f[d>>2]|0;g=f[k>>2]|0;f[h>>2]=f[i>>2];h=a+32|0;f[d>>2]=f[h>>2];d=a+36|0;f[k>>2]=f[d>>2];f[i>>2]=j;f[h>>2]=e;f[d>>2]=g;d=a+16|0;g=a+44|0;h=f[d>>2]|0;f[d>>2]=f[g>>2];f[g>>2]=h;g=a+20|0;h=a+52|0;a=b[g>>0]|0;b[g>>0]=b[h>>0]|0;b[h>>0]=a;h=c;return h|0}function fC(a){a=a|0;return a+4|0}function gC(a){a=a|0;sOb(a);return}function hC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function iC(a){a=a|0;return a+4|0}function jC(a){a=a|0;sOb(a);return}function kC(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function lC(a){a=a|0;return a+4|0}function mC(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;d=f[o>>2]|0;e=f[a>>2]|0;j=(d-e|0)/20|0;h=j+1|0;m=e;g=d;if(h>>>0>214748364)AMb(a);n=a+8|0;k=((f[n>>2]|0)-e|0)/20|0;l=k<<1;h=k>>>0<107374182?(l>>>0<h>>>0?h:l):214748364;do if(!h)i=0;else if(h>>>0>214748364)vd();else{i=pOb(h*20|0)|0;break}while(0);k=i+(j*20|0)|0;e=k;l=i+(h*20|0)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k>>2]=f[c>>2];f[i+(j*20|0)+4>>2]=f[c+4>>2];f[i+(j*20|0)+8>>2]=f[c+8>>2];h=i+(j*20|0)+12|0;j=c+12|0;f[h>>2]=f[j>>2];b[h+4>>0]=b[j+4>>0]|0;h=k+20|0;if((g|0)!=(m|0)){d=k;do{j=g;g=g+-20|0;f[d+-20>>2]=f[g>>2];f[d+-16>>2]=f[j+-16>>2];f[d+-12>>2]=f[j+-12>>2];k=d+-8|0;j=j+-8|0;f[k>>2]=f[j>>2];b[k+4>>0]=b[j+4>>0]|0;d=e+-20|0;e=d}while((g|0)!=(m|0));d=f[a>>2]|0}f[a>>2]=e;f[o>>2]=h;f[n>>2]=l;if(!d)return;sOb(d);return}function nC(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;oC(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function oC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;c=g;i=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(i|0)/20|0;e=nd()|0;f[a>>2]=e;if(!i){u=g;return}a=0;do{k=f[b>>2]|0;i=pd()|0;f[c>>2]=h[k+(a*20|0)+16>>0];j=td(17704,c|0)|0;l=od(65491)|0;sd(i|0,l|0,j|0);fd(l|0);fd(j|0);j=od(65497)|0;l=pOb(12)|0;f[l>>2]=f[k+(a*20|0)>>2];f[l+4>>2]=f[k+(a*20|0)+4>>2];f[l+8>>2]=f[k+(a*20|0)+8>>2];f[c>>2]=l;l=td(872,c|0)|0;sd(i|0,j|0,l|0);fd(l|0);fd(j|0);j=od(65504)|0;f[c>>2]=f[k+(a*20|0)+12>>2];k=td(17768,c|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);f[c>>2]=a;j=td(17744,c|0)|0;sd(e|0,j|0,i|0);fd(j|0);fd(i|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function pC(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262829;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262829)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262829)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function qC(a){a=a|0;sOb(a);return}function rC(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18576;f[b+4>>2]=f[a+4>>2];return b|0}function sC(a,b){a=a|0;b=b|0;f[b>>2]=18576;f[b+4>>2]=f[a+4>>2];return}function tC(a){a=a|0;return}function uC(a){a=a|0;sOb(a);return}function vC(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function wC(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==66288?a+4|0:0)|0}function xC(a){a=a|0;return 904}function yC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function zC(a){a=a|0;var b=0,c=0;f[a>>2]=18644;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function AC(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18644;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);sOb(a);return}function BC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=d;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;l=a+4|0;g=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-32-e|0)>>>5)<<5)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-e>>5>>>0<n>>>0){if(n>>>0>134217727)vd();c=c-e|0;e=pOb(n<<5)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[l>>2]=e;f[k>>2]=e+(c>>5<<5);f[j>>2]=e+(n<<5);if(g|0)sOb(g)}else if(!n){n=d;return n|0}i=a+20|0;a=0;while(1){if((m-d|0)<32){d=0;c=18;break}c=i;e=d;g=c+32|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+32|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c+12>>2]=f[i+12>>2];f[c+16>>2]=f[i+16>>2];f[c+20>>2]=f[i+20>>2];f[c+24>>2]=f[i+24>>2];f[c+28>>2]=f[i+28>>2];f[k>>2]=(f[k>>2]|0)+32}else IC(l,i);a=a+1|0;if(a>>>0>=n>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function CC(a){a=a|0;return a+4|0}function DC(a){a=a|0;var b=0,c=0;f[a>>2]=18644;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function EC(a){a=a|0;yf()}function FC(a){a=a|0;sOb(a);return}function GC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<32){c=0;return c|0}a=a+4|0;d=c;e=a+32|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+32|0;return c|0}function HC(a){a=a|0;return a+4|0}function IC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>5;c=e+1|0;if(c>>>0>134217727)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>4;d=m>>5>>>0<67108863?(d>>>0<c>>>0?c:d):134217727;do if(!d){h=0;i=0}else if(d>>>0>134217727)vd();else{i=pOb(d<<5)|0;h=i;break}while(0);c=h+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+32;f[l>>2]=h+(d<<5);if(!j)return;sOb(j);return}function JC(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;KC(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function KC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>5;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{i=(f[b>>2]|0)+(a<<5)|0;h=pOb(32)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[h+12>>2]=f[i+12>>2];f[h+16>>2]=f[i+16>>2];f[h+20>>2]=f[i+20>>2];f[h+24>>2]=f[i+24>>2];f[h+28>>2]=f[i+28>>2];f[c>>2]=h;h=td(992,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function LC(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262830;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262830)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262830)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function MC(a){a=a|0;sOb(a);return}function NC(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18692;f[b+4>>2]=f[a+4>>2];return b|0}function OC(a,b){a=a|0;b=b|0;f[b>>2]=18692;f[b+4>>2]=f[a+4>>2];return}function PC(a){a=a|0;return}function QC(a){a=a|0;sOb(a);return}function RC(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function SC(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==67007?a+4|0:0)|0}function TC(a){a=a|0;return 1016}function UC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VC(a){a=a|0;var b=0,c=0;f[a>>2]=18760;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);return}function WC(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18760;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b);sOb(a);return}function XC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=d;if((s-c|0)<4){t=0;return t|0}t=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;r=a+4|0;j=f[r>>2]|0;q=a+8|0;c=f[q>>2]|0;g=j;if((c|0)!=(j|0)){c=c+(~(((c+-24-g|0)>>>0)/24|0)*24|0)|0;f[q>>2]=c}e=c;p=a+12|0;if((((f[p>>2]|0)-g|0)/24|0)>>>0<t>>>0){if(t>>>0>178956970)vd();i=pOb(t*24|0)|0;e=i+(((e-g|0)/24|0)*24|0)|0;g=e;i=i+(t*24|0)|0;if((c|0)==(j|0))c=g;else{do{o=e;e=e+-24|0;n=c;c=c+-24|0;f[e>>2]=f[c>>2];f[o+-20>>2]=f[n+-20>>2];f[o+-16>>2]=f[n+-16>>2];f[o+-12>>2]=f[n+-12>>2];f[o+-8>>2]=f[n+-8>>2];f[o+-4>>2]=f[n+-4>>2]}while((c|0)!=(j|0));c=e}f[r>>2]=c;f[q>>2]=g;f[p>>2]=i;if(j|0)sOb(j)}if(!t){t=d;return t|0}k=a+20|0;l=a+24|0;m=a+28|0;n=a+32|0;o=a+36|0;j=a+40|0;i=0;while(1){if((s-d|0)<24){d=0;c=19;break}c=k;e=d;g=c+24|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+24|0;c=f[q>>2]|0;if(c>>>0<(f[p>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];a=c+12|0;f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];f[a>>2]=f[n>>2];f[c+16>>2]=f[o>>2];f[c+20>>2]=f[j>>2];f[q>>2]=(f[q>>2]|0)+24}else cD(r,k);i=i+1|0;if(i>>>0>=t>>>0){c=19;break}}if((c|0)==19)return d|0;return 0}function YC(a){a=a|0;return a+4|0}function ZC(a){a=a|0;var b=0,c=0;f[a>>2]=18760;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);return}function _C(a){a=a|0;yf()}function $C(a){a=a|0;sOb(a);return}function aD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<24){c=0;return c|0}a=a+4|0;d=c;e=a+24|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+24|0;return c|0}function bD(a){a=a|0;return a+4|0}function cD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;d=i<<1;d=i>>>0<89478485?(d>>>0<c>>>0?c:d):178956970;do if(!d)g=0;else if(d>>>0>178956970)vd();else{g=pOb(d*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(d*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*24|0)+4>>2]=f[b+4>>2];f[g+(h*24|0)+8>>2]=f[b+8>>2];d=g+(h*24|0)+12|0;n=b+12|0;f[d>>2]=f[n>>2];f[d+4>>2]=f[n+4>>2];f[d+8>>2]=f[n+8>>2];f[d>>2]=f[n>>2];f[g+(h*24|0)+16>>2]=f[b+16>>2];f[g+(h*24|0)+20>>2]=f[b+20>>2];b=c+24|0;if((e|0)!=(j|0))while(1){d=c+-24|0;n=e;e=e+-24|0;f[d>>2]=f[e>>2];f[c+-20>>2]=f[n+-20>>2];f[c+-16>>2]=f[n+-16>>2];f[c+-12>>2]=f[n+-12>>2];f[c+-8>>2]=f[n+-8>>2];f[c+-4>>2]=f[n+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function dD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;eD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function eD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/24|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=f[b>>2]|0;h=pOb(24)|0;f[h>>2]=f[i+(a*24|0)>>2];f[h+4>>2]=f[i+(a*24|0)+4>>2];f[h+8>>2]=f[i+(a*24|0)+8>>2];f[h+12>>2]=f[i+(a*24|0)+12>>2];f[h+16>>2]=f[i+(a*24|0)+16>>2];f[h+20>>2]=f[i+(a*24|0)+20>>2];f[c>>2]=h;h=td(1112,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function fD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262831;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262831)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262831)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function gD(a){a=a|0;sOb(a);return}function hD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18808;f[b+4>>2]=f[a+4>>2];return b|0}function iD(a,b){a=a|0;b=b|0;f[b>>2]=18808;f[b+4>>2]=f[a+4>>2];return}function jD(a){a=a|0;return}function kD(a){a=a|0;sOb(a);return}function lD(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function mD(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==67696?a+4|0:0)|0}function nD(a){a=a|0;return 1144}function oD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function pD(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18876;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function qD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=18900;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))xD(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))xD(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function rD(a){a=a|0;return a+4|0}function sD(a){a=a|0;var b=0,c=0;f[a>>2]=18876;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function tD(a){a=a|0;yf()}function uD(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function vD(a){a=a|0;sOb(a);return}function wD(a){a=a|0;return a+4|0}function xD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function yD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function zD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function AD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262832;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262832)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262832)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BD(a){a=a|0;sOb(a);return}function CD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18924;f[b+4>>2]=f[a+4>>2];return b|0}function DD(a,b){a=a|0;b=b|0;f[b>>2]=18924;f[b+4>>2]=f[a+4>>2];return}function ED(a){a=a|0;return}function FD(a){a=a|0;sOb(a);return}function GD(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HD(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==68491?a+4|0:0)|0}function ID(a){a=a|0;return 1264}function JD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KD(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18992;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function LD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19016;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))SD(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))SD(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function MD(a){a=a|0;return a+4|0}function ND(a){a=a|0;var b=0,c=0;f[a>>2]=18992;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function OD(a){a=a|0;yf()}function PD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function QD(a){a=a|0;sOb(a);return}function RD(a){a=a|0;return a+4|0}function SD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function TD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;UD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function UD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function VD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262833;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262833)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262833)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function WD(a){a=a|0;sOb(a);return}function XD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19040;f[b+4>>2]=f[a+4>>2];return b|0}function YD(a,b){a=a|0;b=b|0;f[b>>2]=19040;f[b+4>>2]=f[a+4>>2];return}function ZD(a){a=a|0;return}function _D(a){a=a|0;sOb(a);return}function $D(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function aE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==69279?a+4|0:0)|0}function bE(a){a=a|0;return 1384}function cE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function dE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19108;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function eE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19132;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))lE(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))lE(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function fE(a){a=a|0;return a+4|0}function gE(a){a=a|0;var b=0,c=0;f[a>>2]=19108;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function hE(a){a=a|0;yf()}function iE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function jE(a){a=a|0;sOb(a);return}function kE(a){a=a|0;return a+4|0}function lE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function mE(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;nE(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function nE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function oE(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262834;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262834)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262834)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function pE(a){a=a|0;sOb(a);return}function qE(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19156;f[b+4>>2]=f[a+4>>2];return b|0}function rE(a,b){a=a|0;b=b|0;f[b>>2]=19156;f[b+4>>2]=f[a+4>>2];return}function sE(a){a=a|0;return}function tE(a){a=a|0;sOb(a);return}function uE(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==70068?a+4|0:0)|0}function wE(a){a=a|0;return 1504}function xE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yE(a){a=a|0;var b=0,c=0;f[a>>2]=19224;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function zE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19224;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function AE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=19248;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))GE(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))GE(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function BE(a){a=a|0;return a+4|0}function CE(a){a=a|0;yf()}function DE(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function EE(a){a=a|0;sOb(a);return}function FE(a){a=a|0;return a+4|0}function GE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function HE(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IE(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function JE(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262835;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262835)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262835)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KE(a){a=a|0;sOb(a);return}function LE(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19272;f[b+4>>2]=f[a+4>>2];return b|0}function ME(a,b){a=a|0;b=b|0;f[b>>2]=19272;f[b+4>>2]=f[a+4>>2];return}function NE(a){a=a|0;return}function OE(a){a=a|0;sOb(a);return}function PE(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==70863?a+4|0:0)|0}function RE(a){a=a|0;return 1624}function SE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TE(a){a=a|0;var b=0,c=0;f[a>>2]=19340;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function UE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19340;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function VE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19364;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))$E(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))$E(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function WE(a){a=a|0;return a+4|0}function XE(a){a=a|0;yf()}function YE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function ZE(a){a=a|0;sOb(a);return}function _E(a){a=a|0;return a+4|0}function $E(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function aF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function cF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262836;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262836)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262836)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dF(a){a=a|0;sOb(a);return}function eF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19388;f[b+4>>2]=f[a+4>>2];return b|0}function fF(a,b){a=a|0;b=b|0;f[b>>2]=19388;f[b+4>>2]=f[a+4>>2];return}function gF(a){a=a|0;return}function hF(a){a=a|0;sOb(a);return}function iF(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jF(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==71654?a+4|0:0)|0}function kF(a){a=a|0;return 1744}function lF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mF(a){a=a|0;var b=0,c=0;f[a>>2]=19456;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-64-c|0)>>>6)<<6);sOb(c);return}function nF(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19456;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-64-b|0)>>>6)<<6);sOb(b);sOb(a);return}function oF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;C=d;if((C-c|0)<4){D=0;return D|0}D=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;B=a+4|0;c=f[B>>2]|0;A=a+8|0;e=f[A>>2]|0;if((e|0)!=(c|0))f[A>>2]=e+(~((e+-64-c|0)>>>6)<<6);vF(B,D);if(!D){D=d;return D|0}k=a+20|0;l=a+12|0;m=a+24|0;n=a+28|0;o=a+32|0;p=a+36|0;q=a+40|0;r=a+44|0;s=a+48|0;t=a+52|0;u=a+56|0;v=a+60|0;w=a+64|0;x=a+68|0;y=a+72|0;z=a+76|0;j=a+80|0;e=0;while(1){if((C-d|0)<64){d=0;c=11;break}a=k;g=d;i=a+64|0;do{b[a>>0]=b[g>>0]|0;a=a+1|0;g=g+1|0}while((a|0)<(i|0));d=d+64|0;c=f[A>>2]|0;if(c>>>0<(f[l>>2]|0)>>>0){a=c;g=k;i=a+64|0;do{f[a>>2]=f[g>>2];a=a+4|0;g=g+4|0}while((a|0)<(i|0));f[c>>2]=f[k>>2];f[c+4>>2]=f[m>>2];f[c+8>>2]=f[n>>2];f[c+12>>2]=f[o>>2];f[c+16>>2]=f[p>>2];f[c+20>>2]=f[q>>2];f[c+24>>2]=f[r>>2];f[c+28>>2]=f[s>>2];f[c+32>>2]=f[t>>2];f[c+36>>2]=f[u>>2];f[c+40>>2]=f[v>>2];f[c+44>>2]=f[w>>2];f[c+48>>2]=f[x>>2];f[c+52>>2]=f[y>>2];f[c+56>>2]=f[z>>2];f[c+60>>2]=f[j>>2];f[A>>2]=(f[A>>2]|0)+64}else wF(B,k);e=e+1|0;if(e>>>0>=D>>>0){c=11;break}}if((c|0)==11)return d|0;return 0}function pF(a){a=a|0;return a+4|0}function qF(a){a=a|0;var b=0,c=0;f[a>>2]=19456;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-64-c|0)>>>6)<<6);sOb(c);return}function rF(a){a=a|0;yf()}function sF(a){a=a|0;sOb(a);return}function tF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<64){c=0;return c|0}a=a+4|0;d=c;e=a+64|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+64|0;return c|0}function uF(a){a=a|0;return a+4|0}function vF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+8|0;c=f[a>>2]|0;g=c;if((f[j>>2]|0)-c>>6>>>0>=b>>>0)return;k=a+4|0;if(b>>>0>67108863)vd();d=f[k>>2]|0;h=pOb(b<<6)|0;e=h+(d-c>>6<<6)|0;i=e;h=h+(b<<6)|0;b=d;if((b|0)==(g|0))b=i;else{d=b+-64-c|0;c=b;b=e;do{l=b;b=b+-64|0;m=c;c=c+-64|0;f[b>>2]=f[c>>2];f[l+-60>>2]=f[m+-60>>2];f[l+-56>>2]=f[m+-56>>2];f[l+-52>>2]=f[m+-52>>2];f[l+-48>>2]=f[m+-48>>2];f[l+-44>>2]=f[m+-44>>2];f[l+-40>>2]=f[m+-40>>2];f[l+-36>>2]=f[m+-36>>2];f[l+-32>>2]=f[m+-32>>2];f[l+-28>>2]=f[m+-28>>2];f[l+-24>>2]=f[m+-24>>2];f[l+-20>>2]=f[m+-20>>2];f[l+-16>>2]=f[m+-16>>2];f[l+-12>>2]=f[m+-12>>2];f[l+-8>>2]=f[m+-8>>2];f[l+-4>>2]=f[m+-4>>2]}while((c|0)!=(g|0));b=e+(~(d>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=i;f[j>>2]=h;if(!c)return;sOb(c);return}function wF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;c=f[a>>2]|0;i=(f[k>>2]|0)-c>>6;d=i+1|0;if(d>>>0>67108863)AMb(a);l=a+8|0;j=(f[l>>2]|0)-c|0;c=j>>5;c=j>>6>>>0<33554431?(c>>>0<d>>>0?d:c):67108863;do if(!c)h=0;else if(c>>>0>67108863)vd();else{h=pOb(c<<6)|0;break}while(0);d=h+(i<<6)|0;j=h+(c<<6)|0;c=d;e=b;g=c+64|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));f[d>>2]=f[b>>2];f[h+(i<<6)+4>>2]=f[b+4>>2];f[h+(i<<6)+8>>2]=f[b+8>>2];f[h+(i<<6)+12>>2]=f[b+12>>2];f[h+(i<<6)+16>>2]=f[b+16>>2];f[h+(i<<6)+20>>2]=f[b+20>>2];f[h+(i<<6)+24>>2]=f[b+24>>2];f[h+(i<<6)+28>>2]=f[b+28>>2];f[h+(i<<6)+32>>2]=f[b+32>>2];f[h+(i<<6)+36>>2]=f[b+36>>2];f[h+(i<<6)+40>>2]=f[b+40>>2];f[h+(i<<6)+44>>2]=f[b+44>>2];f[h+(i<<6)+48>>2]=f[b+48>>2];f[h+(i<<6)+52>>2]=f[b+52>>2];f[h+(i<<6)+56>>2]=f[b+56>>2];f[h+(i<<6)+60>>2]=f[b+60>>2];h=d+64|0;b=f[a>>2]|0;e=f[k>>2]|0;c=b;if((e|0)!=(b|0)){g=e+-64-c|0;c=e;e=d;do{i=e;e=e+-64|0;m=c;c=c+-64|0;f[e>>2]=f[c>>2];f[i+-60>>2]=f[m+-60>>2];f[i+-56>>2]=f[m+-56>>2];f[i+-52>>2]=f[m+-52>>2];f[i+-48>>2]=f[m+-48>>2];f[i+-44>>2]=f[m+-44>>2];f[i+-40>>2]=f[m+-40>>2];f[i+-36>>2]=f[m+-36>>2];f[i+-32>>2]=f[m+-32>>2];f[i+-28>>2]=f[m+-28>>2];f[i+-24>>2]=f[m+-24>>2];f[i+-20>>2]=f[m+-20>>2];f[i+-16>>2]=f[m+-16>>2];f[i+-12>>2]=f[m+-12>>2];f[i+-8>>2]=f[m+-8>>2];f[i+-4>>2]=f[m+-4>>2]}while((c|0)!=(b|0));d=d+(~(g>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=d;f[k>>2]=h;f[l>>2]=j;if(!c)return;sOb(c);return}function xF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;yF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function yF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>6;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}e=0;do{j=f[b>>2]|0;h=pOb(64)|0;f[h>>2]=f[j+(e<<6)>>2];f[h+4>>2]=f[j+(e<<6)+4>>2];f[h+8>>2]=f[j+(e<<6)+8>>2];f[h+12>>2]=f[j+(e<<6)+12>>2];f[h+16>>2]=f[j+(e<<6)+16>>2];f[h+20>>2]=f[j+(e<<6)+20>>2];f[h+24>>2]=f[j+(e<<6)+24>>2];f[h+28>>2]=f[j+(e<<6)+28>>2];f[h+32>>2]=f[j+(e<<6)+32>>2];f[h+36>>2]=f[j+(e<<6)+36>>2];f[h+40>>2]=f[j+(e<<6)+40>>2];f[h+44>>2]=f[j+(e<<6)+44>>2];f[h+48>>2]=f[j+(e<<6)+48>>2];f[h+52>>2]=f[j+(e<<6)+52>>2];f[h+56>>2]=f[j+(e<<6)+56>>2];f[h+60>>2]=f[j+(e<<6)+60>>2];f[c>>2]=h;h=td(1952,c|0)|0;j=f[a>>2]|0;f[c>>2]=e;i=td(17744,c|0)|0;sd(j|0,i|0,h|0);fd(i|0);fd(h|0);e=e+1|0}while((e|0)!=(d|0));u=g;return}function zF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262837;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262837)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262837)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function AF(a){a=a|0;sOb(a);return}function BF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19504;f[b+4>>2]=f[a+4>>2];return b|0}function CF(a,b){a=a|0;b=b|0;f[b>>2]=19504;f[b+4>>2]=f[a+4>>2];return}function DF(a){a=a|0;return}function EF(a){a=a|0;sOb(a);return}function FF(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function GF(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==72975?a+4|0:0)|0}function HF(a){a=a|0;return 1984}function IF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function JF(a){a=a|0;var b=0,c=0;f[a>>2]=19572;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function KF(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19572;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function LF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19596;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))RF(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))RF(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function MF(a){a=a|0;return a+4|0}function NF(a){a=a|0;yf()}function OF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function PF(a){a=a|0;sOb(a);return}function QF(a){a=a|0;return a+4|0}function RF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function SF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;TF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function TF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function UF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262838;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262838)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262838)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VF(a){a=a|0;sOb(a);return}function WF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19620;f[b+4>>2]=f[a+4>>2];return b|0}function XF(a,b){a=a|0;b=b|0;f[b>>2]=19620;f[b+4>>2]=f[a+4>>2];return}function YF(a){a=a|0;return}function ZF(a){a=a|0;sOb(a);return}function _F(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $F(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==73771?a+4|0:0)|0}function aG(a){a=a|0;return 2104}function bG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cG(a){a=a|0;var b=0,c=0;f[a>>2]=19688;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function dG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19688;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function eG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19712;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))kG(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))kG(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function fG(a){a=a|0;return a+4|0}function gG(a){a=a|0;yf()}function hG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function iG(a){a=a|0;sOb(a);return}function jG(a){a=a|0;return a+4|0}function kG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function lG(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;mG(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function mG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function nG(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262839;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262839)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262839)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function oG(a){a=a|0;return}function pG(a){a=a|0;sOb(a);return}function qG(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19736;f[b+4>>2]=f[a+4>>2];return b|0}function rG(a,b){a=a|0;b=b|0;f[b>>2]=19736;f[b+4>>2]=f[a+4>>2];return}function sG(a){a=a|0;return}function tG(a){a=a|0;sOb(a);return}function uG(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vG(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==74567?a+4|0:0)|0}function wG(a){a=a|0;return 2224}function xG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19804;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function zG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19828;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))GG(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))GG(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function AG(a){a=a|0;return a+4|0}function BG(a){a=a|0;var b=0,c=0;f[a>>2]=19804;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function CG(a){a=a|0;yf()}function DG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function EG(a){a=a|0;sOb(a);return}function FG(a){a=a|0;return a+4|0}function GG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function HG(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IG(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function JG(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262840;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262840)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262840)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KG(a){a=a|0;sOb(a);return}function LG(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19852;f[b+4>>2]=f[a+4>>2];return b|0}function MG(a,b){a=a|0;b=b|0;f[b>>2]=19852;f[b+4>>2]=f[a+4>>2];return}function NG(a){a=a|0;return}function OG(a){a=a|0;sOb(a);return}function PG(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QG(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==75363?a+4|0:0)|0}function RG(a){a=a|0;return 2344}function SG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TG(a){a=a|0;var b=0,c=0;f[a>>2]=19920;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function UG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19920;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function VG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=19944;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))$G(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))$G(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function WG(a){a=a|0;return a+4|0}function XG(a){a=a|0;yf()}function YG(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function ZG(a){a=a|0;sOb(a);return}function _G(a){a=a|0;return a+4|0}function $G(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function aH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function cH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262841;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262841)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262841)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dH(a){a=a|0;sOb(a);return}function eH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19968;f[b+4>>2]=f[a+4>>2];return b|0}function fH(a,b){a=a|0;b=b|0;f[b>>2]=19968;f[b+4>>2]=f[a+4>>2];return}function gH(a){a=a|0;return}function hH(a){a=a|0;sOb(a);return}function iH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==76159?a+4|0:0)|0}function kH(a){a=a|0;return 2464}function lH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mH(a){a=a|0;var b=0,c=0;f[a>>2]=20036;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function nH(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20036;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function oH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=20060;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))uH(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))uH(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function pH(a){a=a|0;return a+4|0}function qH(a){a=a|0;yf()}function rH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function sH(a){a=a|0;sOb(a);return}function tH(a){a=a|0;return a+4|0}function uH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function vH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;wH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function wH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function xH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262842;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262842)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262842)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yH(a){a=a|0;sOb(a);return}function zH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20084;f[b+4>>2]=f[a+4>>2];return b|0}function AH(a,b){a=a|0;b=b|0;f[b>>2]=20084;f[b+4>>2]=f[a+4>>2];return}function BH(a){a=a|0;return}function CH(a){a=a|0;sOb(a);return}function DH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==76956?a+4|0:0)|0}function FH(a){a=a|0;return 2584}function GH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HH(a){a=a|0;var b=0,c=0;f[a>>2]=20152;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function IH(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20152;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function JH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=20176;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))PH(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))PH(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function KH(a){a=a|0;return a+4|0}function LH(a){a=a|0;yf()}function MH(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NH(a){a=a|0;sOb(a);return}function OH(a){a=a|0;return a+4|0}function PH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function QH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;RH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function RH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function SH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262843;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262843)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262843)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TH(a){a=a|0;sOb(a);return}function UH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20200;f[b+4>>2]=f[a+4>>2];return b|0}function VH(a,b){a=a|0;b=b|0;f[b>>2]=20200;f[b+4>>2]=f[a+4>>2];return}function WH(a){a=a|0;return}function XH(a){a=a|0;sOb(a);return}function YH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==77760?a+4|0:0)|0}function _H(a){a=a|0;return 2704}function $H(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20268;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function bI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=20292;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))iI(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))iI(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function cI(a){a=a|0;return a+4|0}function dI(a){a=a|0;var b=0,c=0;f[a>>2]=20268;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function eI(a){a=a|0;yf()}function fI(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function gI(a){a=a|0;sOb(a);return}function hI(a){a=a|0;return a+4|0}function iI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function jI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;kI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function kI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function lI(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262844;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262844)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262844)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function mI(a){a=a|0;sOb(a);return}function nI(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20316;f[b+4>>2]=f[a+4>>2];return b|0}function oI(a,b){a=a|0;b=b|0;f[b>>2]=20316;f[b+4>>2]=f[a+4>>2];return}function pI(a){a=a|0;return}function qI(a){a=a|0;sOb(a);return}function rI(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function sI(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==78546?a+4|0:0)|0}function tI(a){a=a|0;return 2824}function uI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function vI(a){a=a|0;var b=0,c=0;f[a>>2]=20384;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function wI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20384;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);sOb(a);return}function xI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=d;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;l=a+4|0;g=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-16-e|0)>>>4)<<4)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-e>>4>>>0<n>>>0){if(n>>>0>268435455)vd();c=c-e|0;e=pOb(n<<4)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[l>>2]=e;f[k>>2]=e+(c>>4<<4);f[j>>2]=e+(n<<4);if(g|0)sOb(g)}else if(!n){n=d;return n|0}i=a+20|0;a=0;while(1){if((m-d|0)<16){d=0;c=18;break}c=i;e=d;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+16|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c+12>>2]=f[i+12>>2];f[k>>2]=(f[k>>2]|0)+16}else BI(l,i);a=a+1|0;if(a>>>0>=n>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function yI(a){a=a|0;return a+4|0}function zI(a){a=a|0;var b=0,c=0;f[a>>2]=20384;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function AI(a){a=a|0;yf()}function BI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function CI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;DI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function DI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>4;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{i=(f[b>>2]|0)+(a<<4)|0;h=pOb(16)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[h+12>>2]=f[i+12>>2];f[c>>2]=h;h=td(400,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function EI(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262845;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262845)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262845)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FI(a){a=a|0;sOb(a);return}function GI(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20408;f[b+4>>2]=f[a+4>>2];return b|0}function HI(a,b){a=a|0;b=b|0;f[b>>2]=20408;f[b+4>>2]=f[a+4>>2];return}function II(a){a=a|0;return}function JI(a){a=a|0;sOb(a);return}function KI(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LI(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==79010?a+4|0:0)|0}function MI(a){a=a|0;return 2880}function NI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OI(a){a=a|0;var b=0,c=0;f[a>>2]=20476;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function PI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20476;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function QI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=d;if((n-c|0)<4){o=0;return o|0}o=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;m=a+4|0;j=f[m>>2]|0;l=a+8|0;c=f[l>>2]|0;e=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-e|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}k=a+12|0;if((((f[k>>2]|0)-e|0)/12|0)>>>0<o>>>0){if(o>>>0>357913941)vd();c=c-e|0;e=pOb(o*12|0)|0;g=e+(((c|0)/12|0)*12|0)|0;i=g+(((c|0)/-12|0)*12|0)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[m>>2]=i;f[l>>2]=g;f[k>>2]=e+(o*12|0);if(j|0)sOb(j)}else if(!o){o=d;return o|0}j=a+20|0;i=0;while(1){if((n-d|0)<12){d=0;c=18;break}c=j;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[l>>2]|0;if(c>>>0<(f[k>>2]|0)>>>0){f[c>>2]=f[j>>2];f[c+4>>2]=f[j+4>>2];f[c+8>>2]=f[j+8>>2];f[l>>2]=(f[l>>2]|0)+12}else XI(m,j);i=i+1|0;if(i>>>0>=o>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function RI(a){a=a|0;return a+4|0}function SI(a){a=a|0;var b=0,c=0;f[a>>2]=20476;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function TI(a){a=a|0;yf()}function UI(a){a=a|0;sOb(a);return}function VI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function WI(a){a=a|0;return a+4|0}function XI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function YI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;ZI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function ZI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/12|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=(f[b>>2]|0)+(a*12|0)|0;h=pOb(12)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[c>>2]=h;h=td(2968,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function _I(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262846;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262846)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262846)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $I(a){a=a|0;sOb(a);return}function aJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20524;f[b+4>>2]=f[a+4>>2];return b|0}function bJ(a,b){a=a|0;b=b|0;f[b>>2]=20524;f[b+4>>2]=f[a+4>>2];return}function cJ(a){a=a|0;return}function dJ(a){a=a|0;sOb(a);return}function eJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==79652?a+4|0:0)|0}function gJ(a){a=a|0;return 2992}function hJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iJ(a){a=a|0;var b=0,c=0;f[a>>2]=20592;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function jJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20592;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function kJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d;if((p-c|0)<4){q=0;return q|0}q=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;o=a+4|0;j=f[o>>2]|0;n=a+8|0;c=f[n>>2]|0;g=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-g|0)>>>0)/12|0)*12|0)|0;f[n>>2]=c}e=c;m=a+12|0;if((((f[m>>2]|0)-g|0)/12|0)>>>0<q>>>0){if(q>>>0>357913941)vd();i=pOb(q*12|0)|0;e=i+(((e-g|0)/12|0)*12|0)|0;g=e;i=i+(q*12|0)|0;if((c|0)==(j|0))c=g;else{do{l=e;e=e+-12|0;k=c;c=c+-12|0;f[e>>2]=f[c>>2];f[l+-8>>2]=f[k+-8>>2];f[l+-4>>2]=f[k+-4>>2]}while((c|0)!=(j|0));c=e}f[o>>2]=c;f[n>>2]=g;f[m>>2]=i;if(j|0)sOb(j)}if(!q){q=d;return q|0}k=a+20|0;l=a+24|0;j=a+28|0;i=0;while(1){if((p-d|0)<12){d=0;c=19;break}c=k;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[n>>2]|0;if(c>>>0<(f[m>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[j>>2];f[n>>2]=(f[n>>2]|0)+12}else oJ(o,k);i=i+1|0;if(i>>>0>=q>>>0){c=19;break}}if((c|0)==19)return d|0;return 0}function lJ(a){a=a|0;return a+4|0}function mJ(a){a=a|0;var b=0,c=0;f[a>>2]=20592;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function nJ(a){a=a|0;yf()}function oJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function pJ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;qJ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function qJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/12|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=f[b>>2]|0;h=pOb(12)|0;f[h>>2]=f[i+(a*12|0)>>2];f[h+4>>2]=f[i+(a*12|0)+4>>2];f[h+8>>2]=f[i+(a*12|0)+8>>2];f[c>>2]=h;h=td(872,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function rJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262847;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262847)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262847)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sJ(a){a=a|0;sOb(a);return}function tJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20616;f[b+4>>2]=f[a+4>>2];return b|0}function uJ(a,b){a=a|0;b=b|0;f[b>>2]=20616;f[b+4>>2]=f[a+4>>2];return}function vJ(a){a=a|0;return}function wJ(a){a=a|0;sOb(a);return}function xJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==80193?a+4|0:0)|0}function zJ(a){a=a|0;return 3048}function AJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BJ(a){a=a|0;var b=0,c=0;f[a>>2]=20684;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function CJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20684;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);sOb(a);return}function DJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;q=d;if((q-c|0)<4){r=0;return r|0}r=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;p=a+4|0;m=f[p>>2]|0;o=a+8|0;c=f[o>>2]|0;l=m;if((c|0)!=(m|0)){c=c+(~((c+-16-l|0)>>>4)<<4)|0;f[o>>2]=c}e=c;n=a+12|0;if((f[n>>2]|0)-l>>4>>>0<r>>>0){if(r>>>0>268435455)vd();k=pOb(r<<4)|0;g=k+(e-l>>4<<4)|0;j=g;k=k+(r<<4)|0;if((c|0)==(m|0))c=j;else{i=c+-16|0;e=g;do{s=e;e=e+-16|0;t=c;c=c+-16|0;f[e>>2]=f[c>>2];f[s+-12>>2]=f[t+-12>>2];f[s+-8>>2]=f[t+-8>>2];f[s+-4>>2]=f[t+-4>>2]}while((c|0)!=(m|0));c=g+(~((i-l|0)>>>4)<<4)|0}f[p>>2]=c;f[o>>2]=j;f[n>>2]=k;if(m|0)sOb(m)}if(!r){t=d;return t|0}k=a+20|0;l=a+24|0;m=a+28|0;j=a+32|0;i=0;while(1){if((q-d|0)<16){d=0;c=20;break}c=k;e=d;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+16|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];f[c+12>>2]=f[j>>2];f[o>>2]=(f[o>>2]|0)+16}else KJ(p,k);i=i+1|0;if(i>>>0>=r>>>0){c=20;break}}if((c|0)==20)return d|0;return 0}function EJ(a){a=a|0;return a+4|0}function FJ(a){a=a|0;var b=0,c=0;f[a>>2]=20684;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function GJ(a){a=a|0;yf()}function HJ(a){a=a|0;sOb(a);return}function IJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+4|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function JJ(a){a=a|0;return a+4|0}function KJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c>>2]=f[b>>2];f[g+(h<<4)+4>>2]=f[b+4>>2];f[g+(h<<4)+8>>2]=f[b+8>>2];f[g+(h<<4)+12>>2]=f[b+12>>2];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;n=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[n+-12>>2];f[h+-8>>2]=f[n+-8>>2];f[h+-4>>2]=f[n+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function LJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;b=h;c=(f[a+4>>2]|0)-(f[a>>2]|0)>>4;d=nd()|0;e=d;if(!c){g=f[64564]|0;fd(g|0);f[64564]=e;fd(0);u=h;return}g=0;do{j=f[a>>2]|0;i=pOb(16)|0;f[i>>2]=f[j+(g<<4)>>2];f[i+4>>2]=f[j+(g<<4)+4>>2];f[i+8>>2]=f[j+(g<<4)+8>>2];f[i+12>>2]=f[j+(g<<4)+12>>2];f[b>>2]=i;i=td(3256,b|0)|0;f[b>>2]=g;j=td(17744,b|0)|0;sd(d|0,j|0,i|0);fd(j|0);fd(i|0);g=g+1|0}while((g|0)!=(c|0));j=f[64564]|0;fd(j|0);f[64564]=e;fd(0);u=h;return}function MJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262848;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262848)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262848)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function NJ(a){a=a|0;sOb(a);return}function OJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20732;f[b+4>>2]=f[a+4>>2];return b|0}function PJ(a,b){a=a|0;b=b|0;f[b>>2]=20732;f[b+4>>2]=f[a+4>>2];return}function QJ(a){a=a|0;return}function RJ(a){a=a|0;sOb(a);return}function SJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function TJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==81477?a+4|0:0)|0}function UJ(a){a=a|0;return 3288}function VJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function WJ(a){a=a|0;var b=0,c=0;f[a>>2]=20800;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function XJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20800;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function YJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=d;if((l-c|0)<4){m=0;return m|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;k=a+4|0;g=f[k>>2]|0;j=a+8|0;c=f[j>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[j>>2]=c}i=a+12|0;if((f[i>>2]|0)-e>>2>>>0<m>>>0){if(m>>>0>1073741823)vd();c=c-e|0;e=pOb(m<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[k>>2]=e;f[j>>2]=e+(c>>2<<2);f[i>>2]=e+(m<<2);if(g|0)sOb(g)}else if(!m){m=d;return m|0}a=a+20|0;e=0;while(1){if((l-d|0)<4){d=0;c=18;break}g=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;d=d+4|0;c=f[j>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=g;f[j>>2]=c+4}else aK(k,a);e=e+1|0;if(e>>>0>=m>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function ZJ(a){a=a|0;return a+4|0}function _J(a){a=a|0;var b=0,c=0;f[a>>2]=20800;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function $J(a){a=a|0;yf()}function aK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function bK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;cK(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function cK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function dK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262849;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262849)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262849)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function eK(a){a=a|0;sOb(a);return}function fK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20824;f[b+4>>2]=f[a+4>>2];return b|0}function gK(a,b){a=a|0;b=b|0;f[b>>2]=20824;f[b+4>>2]=f[a+4>>2];return}function hK(a){a=a|0;return}function iK(a){a=a|0;sOb(a);return}function jK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function kK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==81862?a+4|0:0)|0}function lK(a){a=a|0;return 3344}function mK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function nK(a){a=a|0;var b=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b)return;a=a+8|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function oK(a){a=a|0;var b=0,c=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function pK(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=d;if((p-c|0)<4){r=0;return r|0}q=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;r=a+4|0;g=f[r>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){f[o>>2]=g;c=e}n=a+12|0;if(((f[n>>2]|0)-e|0)>>>0<q>>>0){c=c-e|0;e=pOb(q)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[r>>2]=e;f[o>>2]=e+c;f[n>>2]=e+q;if(g|0)sOb(g)}else if(!q){r=d;return r|0}m=a+20|0;k=0;while(1){if((p-d|0)<1){d=0;c=23;break}l=b[d>>0]|0;b[m>>0]=l;d=d+1|0;c=f[o>>2]|0;j=f[n>>2]|0;e=j;if(c>>>0<j>>>0){b[c>>0]=l;f[o>>2]=(f[o>>2]|0)+1}else{j=f[r>>2]|0;a=c-j|0;c=a+1|0;i=j;if((c|0)<0){c=15;break}e=e-j|0;g=e<<1;c=e>>>0<1073741823?(g>>>0<c>>>0?c:g):2147483647;if(!c)g=0;else g=pOb(c)|0;e=g+a|0;b[e>>0]=l;if((a|0)>0)bQb(g|0,i|0,a|0)|0;f[r>>2]=g;f[o>>2]=e+1;f[n>>2]=g+c;if(j|0)sOb(i)}k=k+1|0;if(k>>>0>=q>>>0){c=23;break}}if((c|0)==15)AMb(r);else if((c|0)==23)return d|0;return 0}function qK(a){a=a|0;return a+4|0}function rK(a){a=a|0;var b=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b)return;a=a+8|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function sK(a){a=a|0;yf()}function tK(a){a=a|0;sOb(a);return}function uK(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function vK(a){a=a|0;return a+4|0}function wK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;xK(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function xK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)|0;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=h[(f[b>>2]|0)+a>>0];i=td(17704,c|0)|0;f[c>>2]=a;j=td(17744,c|0)|0;sd(e|0,j|0,i|0);fd(j|0);fd(i|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function yK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262850;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262850)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262850)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function zK(a){a=a|0;sOb(a);return}function AK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20940;f[b+4>>2]=f[a+4>>2];return b|0}function BK(a,b){a=a|0;b=b|0;f[b>>2]=20940;f[b+4>>2]=f[a+4>>2];return}function CK(a){a=a|0;return}function DK(a){a=a|0;sOb(a);return}function EK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function FK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==82350?a+4|0:0)|0}function GK(a){a=a|0;return 3448}function HK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function IK(a){a=a|0;sOb(a);return}function JK(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function KK(a){a=a|0;return a+4|0}function LK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function MK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262851;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262851)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262851)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function NK(a){a=a|0;sOb(a);return}function OK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21008;f[b+4>>2]=f[a+4>>2];return b|0}function PK(a,b){a=a|0;b=b|0;f[b>>2]=21008;f[b+4>>2]=f[a+4>>2];return}function QK(a){a=a|0;return}function RK(a){a=a|0;sOb(a);return}function SK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function TK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==82828?a+4|0:0)|0}function UK(a){a=a|0;return 3520}function VK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function WK(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21052;f[a+36>>2]=19340;b=f[a+40>>2]|0;if(b|0){c=a+44|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21076;d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function XK(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21052;f[a+36>>2]=19340;b=f[a+40>>2]|0;if(b|0){c=a+44|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21076;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function YK(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;e=a+36|0;g=d;if((g-c|0)<1){i=0;return i|0}i=b[c>>0]|0;c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c+1|0,d)|0;if(!c){i=0;return i|0}if((g-c|0)<8){i=0;return i|0}d=c+8|0;if((g-d|0)<8){i=0;return i|0}j=c;k=j;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;g=d;e=g;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=g+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[a+4>>0]=i;i=a+8|0;d=a+40|0;l=f[i>>2]|0;f[i>>2]=f[d>>2];f[d>>2]=l;d=a+12|0;l=a+44|0;i=f[d>>2]|0;f[d>>2]=f[l>>2];f[l>>2]=i;l=a+16|0;i=a+48|0;d=f[l>>2]|0;f[l>>2]=f[i>>2];f[i>>2]=d;i=a+20|0;f[i>>2]=k;f[i+4>>2]=j;i=a+28|0;f[i>>2]=e;f[i+4>>2]=g;i=c+16|0;return i|0}function ZK(a){a=a|0;return a+4|0}function _K(a){a=a|0;var b=0,c=0;f[a>>2]=21076;c=f[a+8>>2]|0;if(!c)return;a=a+12|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function $K(a){a=a|0;yf()}function aL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;g=od(83077)|0;f[e>>2]=h[b>>0];a=td(3560,e|0)|0;sd(d|0,g|0,a|0);fd(a|0);fd(g|0);bF(e,b+4|0);g=od(83082)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);a=nd()|0;f[e>>2]=f[b+16>>2];g=td(17744,e|0)|0;f[e>>2]=0;i=td(17736,e|0)|0;sd(a|0,i|0,g|0);fd(i|0);fd(g|0);f[e>>2]=f[b+20>>2];g=td(17744,e|0)|0;f[e>>2]=1;i=td(17736,e|0)|0;sd(a|0,i|0,g|0);fd(i|0);fd(g|0);g=od(83094)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);cL(e,b+24|0);a=od(83105)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function cL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function dL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262852;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262852)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262852)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function eL(a){a=a|0;sOb(a);return}function fL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21100;f[b+4>>2]=f[a+4>>2];return b|0}function gL(a,b){a=a|0;b=b|0;f[b>>2]=21100;f[b+4>>2]=f[a+4>>2];return}function hL(a){a=a|0;return}function iL(a){a=a|0;sOb(a);return}function jL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function kL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==83333?a+4|0:0)|0}function lL(a){a=a|0;return 3584}function mL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function nL(a){a=a|0;sOb(a);return}function oL(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function pL(a){a=a|0;return a+4|0}function qL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function rL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262853;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262853)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262853)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sL(a){a=a|0;sOb(a);return}function tL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21168;f[b+4>>2]=f[a+4>>2];return b|0}function uL(a,b){a=a|0;b=b|0;f[b>>2]=21168;f[b+4>>2]=f[a+4>>2];return}function vL(a){a=a|0;return}function wL(a){a=a|0;sOb(a);return}function xL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==83845?a+4|0:0)|0}function zL(a){a=a|0;return 3656}function AL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21212;f[a+72>>2]=19108;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19108;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19108;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21236;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function CL(a){a=a|0;BL(a);sOb(a);return}function DL(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function EL(a){a=a|0;return a+4|0}function FL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21236;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function GL(a){a=a|0;yf()}function HL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;nE(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);nE(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);nE(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function JL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262854;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262854)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262854)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KL(a){a=a|0;sOb(a);return}function LL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21260;f[b+4>>2]=f[a+4>>2];return b|0}function ML(a,b){a=a|0;b=b|0;f[b>>2]=21260;f[b+4>>2]=f[a+4>>2];return}function NL(a){a=a|0;return}function OL(a){a=a|0;sOb(a);return}function PL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==84411?a+4|0:0)|0}function RL(a){a=a|0;return 3712}function SL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21304;f[a+72>>2]=19340;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19340;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19340;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21328;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function UL(a){a=a|0;TL(a);sOb(a);return}function VL(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function WL(a){a=a|0;return a+4|0}function XL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21328;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function YL(a){a=a|0;yf()}function ZL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;_L(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function _L(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;bF(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);bF(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);bF(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function $L(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262855;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262855)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262855)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function aM(a){a=a|0;sOb(a);return}function bM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21352;f[b+4>>2]=f[a+4>>2];return b|0}function cM(a,b){a=a|0;b=b|0;f[b>>2]=21352;f[b+4>>2]=f[a+4>>2];return}function dM(a){a=a|0;return}function eM(a){a=a|0;sOb(a);return}function fM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function gM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==84922?a+4|0:0)|0}function hM(a){a=a|0;return 3768}function iM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function jM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21396;f[a+72>>2]=21468;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=21468;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=21468;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21420;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function kM(a){a=a|0;jM(a);sOb(a);return}function lM(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function mM(a){a=a|0;return a+4|0}function nM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21420;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function oM(a){a=a|0;yf()}function pM(a){a=a|0;var b=0,c=0;f[a>>2]=21468;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function qM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21468;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function rM(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=21492;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))xM(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))xM(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function sM(a){a=a|0;return a+4|0}function tM(a){a=a|0;yf()}function uM(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function vM(a){a=a|0;sOb(a);return}function wM(a){a=a|0;return a+4|0}function xM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function yM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;e=b;c=pd()|0;zM(e,a);d=od(84160)|0;g=f[e>>2]|0;sd(c|0,d|0,g|0);fd(d|0);fd(g|0);zM(e,a+12|0);g=od(84179)|0;d=f[e>>2]|0;sd(c|0,g|0,d|0);fd(g|0);fd(d|0);zM(e,a+24|0);d=od(84192)|0;a=f[e>>2]|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function zM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function AM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262856;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262856)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262856)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BM(a){a=a|0;sOb(a);return}function CM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21516;f[b+4>>2]=f[a+4>>2];return b|0}function DM(a,b){a=a|0;b=b|0;f[b>>2]=21516;f[b+4>>2]=f[a+4>>2];return}function EM(a){a=a|0;return}function FM(a){a=a|0;sOb(a);return}function GM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==85883?a+4|0:0)|0}function IM(a){a=a|0;return 3920}function JM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21560;f[a+72>>2]=19572;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19572;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19572;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21584;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function LM(a){a=a|0;KM(a);sOb(a);return}function MM(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function NM(a){a=a|0;return a+4|0}function OM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21584;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function PM(a){a=a|0;yf()}function QM(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;RM(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function RM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;TF(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);TF(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);TF(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function SM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262857;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262857)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262857)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TM(a){a=a|0;sOb(a);return}function UM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21608;f[b+4>>2]=f[a+4>>2];return b|0}function VM(a,b){a=a|0;b=b|0;f[b>>2]=21608;f[b+4>>2]=f[a+4>>2];return}function WM(a){a=a|0;return}function XM(a){a=a|0;sOb(a);return}function YM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==86398?a+4|0:0)|0}function _M(a){a=a|0;return 3976}function $M(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21652;f[a+72>>2]=19688;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19688;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19688;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21676;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function bN(a){a=a|0;aN(a);sOb(a);return}function cN(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function dN(a){a=a|0;return a+4|0}function eN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21676;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function fN(a){a=a|0;yf()}function gN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;hN(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function hN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;mG(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);mG(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);mG(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function iN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262858;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262858)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262858)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jN(a){a=a|0;sOb(a);return}function kN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21700;f[b+4>>2]=f[a+4>>2];return b|0}function lN(a,b){a=a|0;b=b|0;f[b>>2]=21700;f[b+4>>2]=f[a+4>>2];return}function mN(a){a=a|0;return}function nN(a){a=a|0;sOb(a);return}function oN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==86913?a+4|0:0)|0}function qN(a){a=a|0;return 4032}function rN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21744;f[a+72>>2]=19804;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19804;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19804;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21768;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function tN(a){a=a|0;sN(a);sOb(a);return}
+function Du(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=125;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Eu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=124;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Fu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=126;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Gu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=127;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Hu(a,c,d){a=+a;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;k=(f[64571]|0)+k|0;b[k>>0]=162;b[k+1>>0]=0;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;n[s>>2]=a;b[g>>0]=b[s>>0];b[g+1>>0]=b[s+1>>0];b[g+2>>0]=b[s+2>>0];b[g+3>>0]=b[s+3>>0];g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;k=(f[64571]|0)+k|0;n[s>>2]=c;b[k>>0]=b[s>>0];b[k+1>>0]=b[s+1>>0];b[k+2>>0]=b[s+2>>0];b[k+3>>0]=b[s+3>>0];k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+g>>0]=d;d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Iu(a,c){a=+a;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=163;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;n[s>>2]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=c;c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ju(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=164;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ku(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=165;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Lu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=166;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Mu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=167;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Nu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=168;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ou(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=169;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Pu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=170;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Qu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=171;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ru(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=172;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Su(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=173;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Tu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=174;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Uu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=175;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Vu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=176;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Wu(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=177;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,55,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Xu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=178;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Yu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=179;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Zu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=180;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function _u(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=181;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function $u(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=182;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=a;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;c=d;l=f[c>>2]|0;c=f[c+4>>2]|0;a=(f[64571]|0)+a|0;d=a;b[d>>0]=l;b[d+1>>0]=l>>8;b[d+2>>0]=l>>16;b[d+3>>0]=l>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,55,e,63,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function av(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=183;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;n[s>>2]=c;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function bv(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=184;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function cv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+64|0;m=k+44|0;n=k+40|0;l=k+48|0;i=k+20|0;g=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;f[g>>2]=d;f[g+4>>2]=e;d=g+8|0;f[d>>2]=0;e=g+12|0;f[e>>2]=0;f[g+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;a=(f[64571]|0)+a|0;b[a>>0]=185;b[a+1>>0]=0;bha(258284,i);bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function dv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=186;b[a+1>>0]=0;bha(258284,h);a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,12,k)|0;e=(f[64571]|0)+e|0;a=d;c=e+12|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ev(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=187;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function fv(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;k=m+8|0;j=m+4|0;h=m;f[k>>2]=a;f[k+4>>2]=c;i=k+8|0;f[i>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=188;b[r>>0]=82;mha(258284,r,q,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,27,j,0,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~(((c+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=m;return}function gv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=192;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function hv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=193;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function iv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=194;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function jv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=195;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function kv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=196;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=197;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function mv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=198;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function nv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;h=k+4|0;i=k;j=k+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[i>>2]=m;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[i>>2]=l;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;m=(f[64571]|0)+m|0;b[m>>0]=199;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[i>>2]=m;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[i>>2]=l;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+a>>0]=c;c=f[64572]|0;a=c-(f[64571]|0)|0;f[i>>2]=c;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;c=a-(f[64571]|0)|0;f[i>>2]=a;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,12,j)|0;c=(f[64571]|0)+c|0;a=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(a|0));e=f[64572]|0;c=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,12,j)|0;c=(f[64571]|0)+c|0;e=g;a=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(a|0));e=f[64571]|0;pc(e|0,e+((f[64572]|0)-e)|0);e=f[64571]|0;if((f[64572]|0)==(e|0)){u=k;return}f[64572]=e;u=k;return}function ov(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=200;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,55,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function pv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;i=n+60|0;j=n+48|0;k=n+64|0;g=n;l=n+56|0;m=n+52|0;E8(g,c);c=f[d>>2]|0;f[l>>2]=c;kd(c|0);c=f[e>>2]|0;f[m>>2]=c;kd(c|0);c=f[64572]|0;e=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;c=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=201;b[c+1>>0]=0;c=f[64572]|0;e=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,48,k)|0;c=f[64571]|0;e=c+e|0;h=e+48|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));e=f[64572]|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,48,k)|0;d=f[64571]|0;e=d+(e-c)|0;g=a;h=e+48|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));c=(f[64570]|0)+1|0;f[64570]=c;a=f[64572]|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(a-d)|0;b[k>>0]=c;b[k+1>>0]=c>>8;b[k+2>>0]=c>>16;b[k+3>>0]=c>>24;Xga(c,90,l,0,m);c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=n;return}f[64572]=c;m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=n;return}function qv(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;l=m+8|0;j=m+4|0;h=m;f[l>>2]=a;f[l+4>>2]=c;i=l+8|0;f[i>>2]=0;k=l+12|0;f[k>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=0;b[r>>0]=82;nha(258284,r,q,l);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,j,0,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}if((f[k>>2]|0)!=(a|0))f[k>>2]=a;sOb(a);u=m;return}function rv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=2;b[g+1>>0]=0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=a;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,c,55,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function sv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=3;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function tv(a,c,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;w=u;u=u+96|0;y=w+76|0;z=w+72|0;x=w+82|0;G=w+80|0;E=w+68|0;D=w+64|0;B=w+60|0;A=w+56|0;F=w+52|0;C=w+44|0;t=w+20|0;r=w;p=w+48|0;q=w+40|0;f[t>>2]=a;f[t+4>>2]=c;s=t+8|0;f[s>>2]=0;v=t+12|0;f[v>>2]=0;f[t+16>>2]=0;f[r>>2]=e;f[r+4>>2]=g;e=r+8|0;f[e>>2]=0;g=r+12|0;f[g>>2]=0;f[r+16>>2]=0;a=f[n>>2]|0;f[p>>2]=a;kd(a|0);a=f[o>>2]|0;f[q>>2]=a;kd(a|0);f[E>>2]=i;f[D>>2]=j;f[B>>2]=l;f[A>>2]=m;f[F>>2]=h;f[C>>2]=k;d[G>>1]=202;l=f[64572]|0;a=l-(f[64571]|0)|0;f[z>>2]=l;b[x>>0]=0;f[y>>2]=f[z>>2];Zga(258284,y,1,x)|0;b[(f[64571]|0)+a>>0]=82;oha(258284,G,t,r,F,E,D,C,B,A);a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;m=l-(f[64571]|0)|0;f[z>>2]=l;b[x>>0]=0;f[y>>2]=f[z>>2];Zga(258284,y,4,x)|0;m=(f[64571]|0)+m|0;b[m>>0]=a;b[m+1>>0]=a>>8;b[m+2>>0]=a>>16;b[m+3>>0]=a>>24;Xga(a,59,p,29,q);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[q>>2]|0);fd(f[p>>2]|0);a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){c=f[r>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(a|0){if((f[g>>2]|0)!=(a|0))f[g>>2]=a;sOb(a)}a=f[s>>2]|0;if((a|0)==(f[v>>2]|0)){c=f[t>>2]|0;if(c){tOb(c);a=f[s>>2]|0}}if(!a){u=w;return}if((f[v>>2]|0)!=(a|0))f[v>>2]=a;sOb(a);u=w;return}function uv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=203;b[a+1>>0]=0;hha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,32,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function vv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=204;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,63,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function wv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=205;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,33,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function xv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=206;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,8,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function yv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=207;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,23,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function zv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=208;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,23,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Av(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=209;b[e+1>>0]=0;iha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,16,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+16|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,14,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Bv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=210;b[e+1>>0]=0;iha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,16,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+16|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,14,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Cv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;h=f[64572]|0;k=h-(f[64571]|0)|0;f[i>>2]=h;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,1,j)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;h=k-(f[64571]|0)|0;f[i>>2]=k;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,2,j)|0;h=(f[64571]|0)+h|0;b[h>>0]=211;b[h+1>>0]=0;h=f[64572]|0;k=h-(f[64571]|0)|0;f[i>>2]=h;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,64,j)|0;h=f[64571]|0;k=h+k|0;e=k+64|0;do{b[k>>0]=b[a>>0]|0;k=k+1|0;a=a+1|0}while((k|0)<(e|0));a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;f[i>>2]=k;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,4,j)|0;k=(f[64571]|0)+(k-h)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,68,c,0,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Dv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=212;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,68,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ev(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=213;b[a+1>>0]=0;pha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,35,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Fv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=214;b[a+1>>0]=0;pha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,15,h,16,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Gv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=215;b[e+1>>0]=0;pha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,64,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,16,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Hv(a,c,d,e,g,h,i,j,k,l,m,n,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;var q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;B=u;u=u+112|0;D=B+92|0;E=B+84|0;C=B+96|0;z=B+60|0;x=B+40|0;t=B+20|0;s=B;q=B+88|0;r=B+80|0;f[z>>2]=g;f[z+4>>2]=h;y=z+8|0;f[y>>2]=0;A=z+12|0;f[A>>2]=0;f[z+16>>2]=0;f[x>>2]=i;f[x+4>>2]=j;v=x+8|0;f[v>>2]=0;w=x+12|0;f[w>>2]=0;f[x+16>>2]=0;f[t>>2]=k;f[t+4>>2]=l;k=t+8|0;f[k>>2]=0;l=t+12|0;f[l>>2]=0;f[t+16>>2]=0;f[s>>2]=m;f[s+4>>2]=n;i=s+8|0;f[i>>2]=0;j=s+12|0;f[j>>2]=0;f[s+16>>2]=0;g=f[o>>2]|0;f[q>>2]=g;kd(g|0);p=f[p>>2]|0;f[r>>2]=p;kd(p|0);p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,1,C)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;p=g-(f[64571]|0)|0;f[E>>2]=g;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,2,C)|0;p=(f[64571]|0)+p|0;b[p>>0]=216;b[p+1>>0]=0;p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;p=g-(f[64571]|0)|0;f[E>>2]=g;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;p=(f[64571]|0)+p|0;b[p>>0]=c;b[p+1>>0]=c>>8;b[p+2>>0]=c>>16;b[p+3>>0]=c>>24;p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[E>>2]=d;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;qha(258284,z,x,t,s);g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[E>>2]=d;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;e=(f[64571]|0)+e|0;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;Xga(g,70,q,0,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)!=(g|0))f[64572]=g;fd(f[r>>2]|0);fd(f[q>>2]|0);g=f[i>>2]|0;if((g|0)==(f[j>>2]|0)){h=f[s>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(g|0){h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[k>>2]|0;if((g|0)==(f[l>>2]|0)){h=f[t>>2]|0;if(h){tOb(h);g=f[k>>2]|0}}if(g|0){h=f[l>>2]|0;if((h|0)!=(g|0))f[l>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[v>>2]|0;if((g|0)==(f[w>>2]|0)){h=f[x>>2]|0;if(h){tOb(h);g=f[v>>2]|0}}if(g|0){h=f[w>>2]|0;if((h|0)!=(g|0))f[w>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[y>>2]|0;if((g|0)==(f[A>>2]|0)){h=f[z>>2]|0;if(h){tOb(h);g=f[y>>2]|0}}if(!g){u=B;return}h=f[A>>2]|0;if((h|0)!=(g|0))f[A>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g);u=B;return}function Iv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=217;b[a+1>>0]=0;sha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,36,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Jv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;e=u;u=u+16|0;j=e+4|0;k=e;i=e+8|0;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;l=g-(f[64571]|0)|0;f[k>>2]=g;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=218;b[l+1>>0]=0;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;l=a;m=l;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;a=(f[64571]|0)+g|0;g=a;b[g>>0]=m;b[g+1>>0]=m>>8;b[g+2>>0]=m>>16;b[g+3>>0]=m>>24;a=a+4|0;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,39,c,40,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Kv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;g=u;u=u+16|0;j=g+4|0;k=g;i=g+8|0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;n=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;n=(f[64571]|0)+n|0;b[n>>0]=219;b[n+1>>0]=0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;l=(f[64571]|0)+l|0;m=l;b[m>>0]=n;b[m+1>>0]=n>>8;b[m+2>>0]=n>>16;b[m+3>>0]=n>>24;l=l+4|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;c=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,25,d,70,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Lv(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=220;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;tha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,27,k,70,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Mv(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;D=u;u=u+112|0;F=D+92|0;G=D+80|0;E=D+96|0;B=D+60|0;z=D+40|0;w=D+20|0;v=D;s=D+88|0;t=D+84|0;f[B>>2]=i;f[B+4>>2]=j;A=B+8|0;f[A>>2]=0;C=B+12|0;f[C>>2]=0;f[B+16>>2]=0;f[z>>2]=k;f[z+4>>2]=l;x=z+8|0;f[x>>2]=0;y=z+12|0;f[y>>2]=0;f[z+16>>2]=0;f[w>>2]=m;f[w+4>>2]=n;m=w+8|0;f[m>>2]=0;n=w+12|0;f[n>>2]=0;f[w+16>>2]=0;f[v>>2]=o;f[v+4>>2]=p;k=v+8|0;f[k>>2]=0;l=v+12|0;f[l>>2]=0;f[v+16>>2]=0;i=f[q>>2]|0;f[s>>2]=i;kd(i|0);i=f[r>>2]|0;f[t>>2]=i;kd(i|0);i=f[64572]|0;r=i-(f[64571]|0)|0;f[G>>2]=i;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,1,E)|0;b[(f[64571]|0)+r>>0]=82;r=f[64572]|0;i=r-(f[64571]|0)|0;f[G>>2]=r;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,2,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=221;b[i+1>>0]=0;i=f[64572]|0;r=i-(f[64571]|0)|0;f[G>>2]=i;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,8,E)|0;r=(f[64571]|0)+r|0;i=r;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;r=r+4|0;b[r>>0]=c;b[r+1>>0]=c>>8;b[r+2>>0]=c>>16;b[r+3>>0]=c>>24;r=f[64572]|0;i=r-(f[64571]|0)|0;f[G>>2]=r;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=d;b[i+1>>0]=d>>8;b[i+2>>0]=d>>16;b[i+3>>0]=d>>24;d=f[64572]|0;i=d-(f[64571]|0)|0;f[G>>2]=d;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=e;b[i+1>>0]=e>>8;b[i+2>>0]=e>>16;b[i+3>>0]=e>>24;e=f[64572]|0;i=e-(f[64571]|0)|0;f[G>>2]=e;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;g=f[64572]|0;i=g-(f[64571]|0)|0;f[G>>2]=g;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=h;b[i+1>>0]=h>>8;b[i+2>>0]=h>>16;b[i+3>>0]=h>>24;qha(258284,B,z,w,v);i=(f[64570]|0)+1|0;f[64570]=i;g=f[64572]|0;h=g-(f[64571]|0)|0;f[G>>2]=g;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;h=(f[64571]|0)+h|0;b[h>>0]=i;b[h+1>>0]=i>>8;b[h+2>>0]=i>>16;b[h+3>>0]=i>>24;Xga(i,55,s,41,t);i=f[64571]|0;pc(i|0,i+((f[64572]|0)-i)|0);i=f[64571]|0;if((f[64572]|0)!=(i|0))f[64572]=i;fd(f[t>>2]|0);fd(f[s>>2]|0);i=f[k>>2]|0;if((i|0)==(f[l>>2]|0)){j=f[v>>2]|0;if(j){tOb(j);i=f[k>>2]|0}}if(i|0){j=f[l>>2]|0;if((j|0)!=(i|0))f[l>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[m>>2]|0;if((i|0)==(f[n>>2]|0)){j=f[w>>2]|0;if(j){tOb(j);i=f[m>>2]|0}}if(i|0){j=f[n>>2]|0;if((j|0)!=(i|0))f[n>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[x>>2]|0;if((i|0)==(f[y>>2]|0)){j=f[z>>2]|0;if(j){tOb(j);i=f[x>>2]|0}}if(i|0){j=f[y>>2]|0;if((j|0)!=(i|0))f[y>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[A>>2]|0;if((i|0)==(f[C>>2]|0)){j=f[B>>2]|0;if(j){tOb(j);i=f[A>>2]|0}}if(!i){u=D;return}j=f[C>>2]|0;if((j|0)!=(i|0))f[C>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i);u=D;return}function Nv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=222;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ov(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=223;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Pv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=224;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Qv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=225;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Rv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=226;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;g=u;u=u+16|0;j=g+4|0;k=g;i=g+8|0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;n=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;n=(f[64571]|0)+n|0;b[n>>0]=227;b[n+1>>0]=0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;l=(f[64571]|0)+l|0;m=l;b[m>>0]=n;b[m+1>>0]=n>>8;b[m+2>>0]=n>>16;b[m+3>>0]=n>>24;l=l+4|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;l=c;m=l;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;a=(f[64571]|0)+a|0;c=a;b[c>>0]=m;b[c+1>>0]=m>>8;b[c+2>>0]=m>>16;b[c+3>>0]=m>>24;a=a+4|0;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;c=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,54,d,18,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Tv(a,c,d,e,g,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;j=u;u=u+16|0;l=j+4|0;m=j;k=j+8|0;p=f[64572]|0;n=p-(f[64571]|0)|0;f[m>>2]=p;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+n>>0]=82;n=f[64572]|0;p=n-(f[64571]|0)|0;f[m>>2]=n;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;p=(f[64571]|0)+p|0;b[p>>0]=228;b[p+1>>0]=0;p=f[64572]|0;n=p-(f[64571]|0)|0;f[m>>2]=p;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,8,k)|0;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;n=(f[64571]|0)+n|0;o=n;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;n=n+4|0;b[n>>0]=a;b[n+1>>0]=a>>8;b[n+2>>0]=a>>16;b[n+3>>0]=a>>24;n=f[64572]|0;a=n-(f[64571]|0)|0;f[m>>2]=n;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,8,k)|0;a=d;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;d=(f[64571]|0)+c|0;c=d;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;d=d+4|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=f[64572]|0;a=d-(f[64571]|0)|0;f[m>>2]=d;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[m>>2]=d;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,54,g,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=j;return}f[64572]=a;u=j;return}function Uv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;m=n+8|0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,m)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=229;b[i+1>>0]=0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,m)|0;i=a;o=i;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=(f[64571]|0)+j|0;a=j;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;j=j+4|0;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=c;b[i+1>>0]=c>>8;b[i+2>>0]=c>>16;b[i+3>>0]=c>>24;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,48,m)|0;i=f[64571]|0;j=i+j|0;a=d;c=j+48|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;o=f[64572]|0;f[l>>2]=o;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;o=(f[64571]|0)+(o-i)|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;Xga(a,54,e,73,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=n;return}f[64572]=a;u=n;return}function Vv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;m=n+8|0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,m)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=230;b[i+1>>0]=0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,m)|0;i=a;o=i;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=(f[64571]|0)+j|0;a=j;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;j=j+4|0;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=c;b[i+1>>0]=c>>8;b[i+2>>0]=c>>16;b[i+3>>0]=c>>24;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,48,m)|0;i=f[64571]|0;j=i+j|0;a=d;c=j+48|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;o=f[64572]|0;f[l>>2]=o;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;o=(f[64571]|0)+(o-i)|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;Xga(a,54,e,73,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=n;return}f[64572]=a;u=n;return}function Wv(a,c,d,e,g,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0,q=0,r=0,s=0;m=u;u=u+16|0;o=m+4|0;p=m;n=m+8|0;s=f[64572]|0;r=s-(f[64571]|0)|0;f[p>>2]=s;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+r>>0]=82;r=f[64572]|0;s=r-(f[64571]|0)|0;f[p>>2]=r;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;s=(f[64571]|0)+s|0;b[s>>0]=231;b[s+1>>0]=0;s=f[64572]|0;r=s-(f[64571]|0)|0;f[p>>2]=s;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;s=a;s=h[s>>0]|h[s+1>>0]<<8|h[s+2>>0]<<16|h[s+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;r=(f[64571]|0)+r|0;q=r;b[q>>0]=s;b[q+1>>0]=s>>8;b[q+2>>0]=s>>16;b[q+3>>0]=s>>24;r=r+4|0;b[r>>0]=a;b[r+1>>0]=a>>8;b[r+2>>0]=a>>16;b[r+3>>0]=a>>24;r=f[64572]|0;a=r-(f[64571]|0)|0;f[p>>2]=r;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;r=c;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;c=c+4|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=(f[64571]|0)+a|0;q=a;b[q>>0]=r;b[q+1>>0]=r>>8;b[q+2>>0]=r>>16;b[q+3>>0]=r>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;a=d;q=a;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;c=(f[64571]|0)+c|0;d=c;b[d>>0]=q;b[d+1>>0]=q>>8;b[d+2>>0]=q>>16;b[d+3>>0]=q>>24;c=c+4|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;c=e;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;d=a;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;a=g;d=a;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;g=(f[64571]|0)+e|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;a=g-(f[64571]|0)|0;f[p>>2]=g;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=i;b[a+1>>0]=i>>8;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=j;b[a+1>>0]=j>>8;b[a+2>>0]=j>>16;b[a+3>>0]=j>>24;a=(f[64570]|0)+1|0;f[64570]=a;i=f[64572]|0;j=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,73,k,30,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Xv(a,c,d,e,g,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0;l=u;u=u+16|0;n=l+4|0;o=l;m=l+8|0;r=f[64572]|0;q=r-(f[64571]|0)|0;f[o>>2]=r;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+q>>0]=82;q=f[64572]|0;r=q-(f[64571]|0)|0;f[o>>2]=q;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;r=(f[64571]|0)+r|0;b[r>>0]=232;b[r+1>>0]=0;r=f[64572]|0;q=r-(f[64571]|0)|0;f[o>>2]=r;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;r=a;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;q=(f[64571]|0)+q|0;p=q;b[p>>0]=r;b[p+1>>0]=r>>8;b[p+2>>0]=r>>16;b[p+3>>0]=r>>24;q=q+4|0;b[q>>0]=a;b[q+1>>0]=a>>8;b[q+2>>0]=a>>16;b[q+3>>0]=a>>24;q=f[64572]|0;a=q-(f[64571]|0)|0;f[o>>2]=q;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;q=c;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;c=c+4|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=(f[64571]|0)+a|0;p=a;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;a=d;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;c=(f[64571]|0)+c|0;d=c;b[d>>0]=p;b[d+1>>0]=p>>8;b[d+2>>0]=p>>16;b[d+3>>0]=p>>24;c=c+4|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;c=e;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;d=a;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;a=g;d=a;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;g=(f[64571]|0)+e|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=i;b[a+1>>0]=i>>8;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;i=g-(f[64571]|0)|0;f[o>>2]=g;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,73,j,30,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Yv(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0;k=u;u=u+16|0;m=k+4|0;n=k;l=k+8|0;o=f[64572]|0;p=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+p>>0]=82;p=f[64572]|0;o=p-(f[64571]|0)|0;f[n>>2]=p;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;o=(f[64571]|0)+o|0;b[o>>0]=233;b[o+1>>0]=0;o=f[64572]|0;p=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;o=a;q=o;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;a=(f[64571]|0)+p|0;p=a;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;a=a+4|0;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;a=f[64572]|0;o=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;a=c;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;o=(f[64571]|0)+o|0;c=o;b[c>>0]=p;b[c+1>>0]=p>>8;b[c+2>>0]=p>>16;b[c+3>>0]=p>>24;o=o+4|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;o=f[64572]|0;a=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;o=d;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=(f[64571]|0)+a|0;c=a;b[c>>0]=o;b[c+1>>0]=o>>8;b[c+2>>0]=o>>16;b[c+3>>0]=o>>24;a=a+4|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64572]|0;d=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;a=e;c=a;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;e=(f[64571]|0)+d|0;d=e;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;e=e+4|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;e=f[64572]|0;a=e-(f[64571]|0)|0;f[n>>2]=e;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;e=g;d=e;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;g=a;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[n>>2]=e;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,l)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,73,i,30,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=k;return}f[64572]=a;u=k;return}function Zv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=234;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,37,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function _v(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=235;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function $v(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=236;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function aw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=237;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,24,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function bw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=238;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,7,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function cw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=239;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function dw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=240;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function ew(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=241;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function fw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=242;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function gw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=243;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function hw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=244;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function iw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=245;b[a+1>>0]=0;bha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,47,h,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function jw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=246;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,24,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function kw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=247;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,24,j,18,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function lw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=248;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,6,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function mw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=249;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,24,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function nw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=250;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,5,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function ow(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=251;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,5,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function pw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=252;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function qw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=253;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function rw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=254;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function sw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=255;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function tw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=256;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function uw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=1;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function vw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=2;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,16,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function ww(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=3;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,17,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function xw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=4;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,9,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function yw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=5;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,6,k,0,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function zw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=6;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Aw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=263;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Bw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=8;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Cw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=9;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Dw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=10;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Ew(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=11;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Fw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=12;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Gw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;h=f[h>>2]|0;f[j>>2]=h;kd(h|0);h=f[i>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=13;b[h+1>>0]=1;bha(258284,m);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=e&1;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=g&1;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,47,j,18,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function Hw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=14;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Iw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=15;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,5,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Jw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=272;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,27,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Kw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;i=q+32|0;j=q+20|0;k=q+36|0;o=q;n=q+28|0;l=q+24|0;f[o>>2]=a;f[o+4>>2]=c;m=o+8|0;f[m>>2]=0;p=o+12|0;f[p>>2]=0;f[o+16>>2]=0;e=f[e>>2]|0;f[n>>2]=e;kd(e|0);g=f[g>>2]|0;f[l>>2]=g;kd(g|0);g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;g=(f[64571]|0)+g|0;b[g>>0]=17;b[g+1>>0]=1;g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=h;bha(258284,o);e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,64,k)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(d-e)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,55,n,18,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[n>>2]|0);a=f[m>>2]|0;if((a|0)==(f[p>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=q;return}c=f[p>>2]|0;if((c|0)!=(a|0))f[p>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=q;return}function Lw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=18;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,16,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Mw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=19;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Nw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;i=q+32|0;j=q+20|0;k=q+36|0;o=q;n=q+28|0;l=q+24|0;f[o>>2]=a;f[o+4>>2]=c;m=o+8|0;f[m>>2]=0;p=o+12|0;f[p>>2]=0;f[o+16>>2]=0;e=f[e>>2]|0;f[n>>2]=e;kd(e|0);g=f[g>>2]|0;f[l>>2]=g;kd(g|0);g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;g=(f[64571]|0)+g|0;b[g>>0]=20;b[g+1>>0]=1;g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=h;bha(258284,o);e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,64,k)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(d-e)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,55,n,18,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[n>>2]|0);a=f[m>>2]|0;if((a|0)==(f[p>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=q;return}c=f[p>>2]|0;if((c|0)!=(a|0))f[p>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=q;return}function Ow(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+32|0;m=k+24|0;n=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;a=(f[64571]|0)+a|0;b[a>>0]=21;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=g;bha(258284,i);c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;d=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,12,l)|0;d=(f[64571]|0)+d|0;a=e;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Pw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0;p=u;u=u+32|0;i=p+24|0;j=p+20|0;k=p+28|0;m=p;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;o=m+12|0;f[o>>2]=0;f[m+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=22;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+c>>0]=h;bha(258284,m);c=f[64572]|0;a=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;d=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,12,k)|0;d=(f[64571]|0)+d|0;a=e;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));e=f[64572]|0;a=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;a=(f[64571]|0)+a|0;n[s>>2]=g;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[l>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Qw(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;k=u;u=u+32|0;m=k+24|0;o=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=23;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;g=(f[64571]|0)+g|0;n[s>>2]=d;b[g>>0]=b[s>>0];b[g+1>>0]=b[s+1>>0];b[g+2>>0]=b[s+2>>0];b[g+3>>0]=b[s+3>>0];g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;a=(f[64571]|0)+a|0;n[s>>2]=e;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Rw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=24;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=25;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Tw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=26;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Uw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=27;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Vw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=28;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ww(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=29;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Xw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=30;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Yw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=31;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+c>>0]=i;bha(258284,k);c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=e;b[c+1>>0]=e>>8;b[c+2>>0]=e>>16;b[c+3>>0]=e>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,12,n)|0;c=(f[64571]|0)+c|0;a=c+12|0;do{b[c>>0]=b[h>>0]|0;c=c+1|0;h=h+1|0}while((c|0)<(a|0));h=f[64571]|0;pc(h|0,h+((f[64572]|0)-h)|0);h=f[64571]|0;if((f[64572]|0)!=(h|0))f[64572]=h;h=f[j>>2]|0;if((h|0)==(f[l>>2]|0)){a=f[k>>2]|0;if(a){tOb(a);h=f[j>>2]|0}}if(!h){u=m;return}a=f[l>>2]|0;if((a|0)!=(h|0))f[l>>2]=a+(~((a+-8-h|0)>>>3)<<3);sOb(h);u=m;return}function Zw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=32;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,k);a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+i>>0]=d;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=h&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function _w(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=33;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,k);a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+i>>0]=d;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=h&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function $w(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=34;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ax(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=35;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function bx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=36;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function cx(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;o=u;u=u+64|0;s=o+48|0;t=o+44|0;r=o+53|0;q=o+40|0;p=o+52|0;l=o+20|0;j=o;f[l>>2]=a;f[l+4>>2]=c;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;f[j>>2]=d;f[j+4>>2]=e;d=j+8|0;f[d>>2]=0;e=j+12|0;f[e>>2]=0;f[j+16>>2]=0;n[q>>2]=g;b[p>>0]=h;h=f[64572]|0;a=h-(f[64571]|0)|0;f[t>>2]=h;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,1,r)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[t>>2]=a;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,2,r)|0;h=(f[64571]|0)+h|0;b[h>>0]=37;b[h+1>>0]=1;h=f[64572]|0;a=h-(f[64571]|0)|0;f[t>>2]=h;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,1,r)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,l);vha(258284,j,q,p);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){if((f[e>>2]|0)!=(a|0))f[e>>2]=a;sOb(a)}a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=o;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function dx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=38;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ex(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;p=u;u=u+48|0;r=p+32|0;s=p+20|0;q=p+36|0;n=p;k=p+28|0;l=p+24|0;f[n>>2]=a;f[n+4>>2]=c;m=n+8|0;f[m>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);i=f[i>>2]|0;f[l>>2]=i;kd(i|0);i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,1,q)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;i=a-(f[64571]|0)|0;f[s>>2]=a;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,2,q)|0;i=(f[64571]|0)+i|0;b[i>>0]=39;b[i+1>>0]=1;i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,1,q)|0;b[(f[64571]|0)+a>>0]=j;bha(258284,n);a=f[64572]|0;i=a-(f[64571]|0)|0;f[s>>2]=a;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,4,q)|0;i=(f[64571]|0)+i|0;b[i>>0]=d;b[i+1>>0]=d>>8;b[i+2>>0]=d>>16;b[i+3>>0]=d>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,8,q)|0;i=e;g=i;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;a=(f[64571]|0)+a|0;j=a;b[j>>0]=g;b[j+1>>0]=g>>8;b[j+2>>0]=g>>16;b[j+3>>0]=g>>24;a=a+4|0;b[a>>0]=i;b[a+1>>0]=i>>8;b[a+2>>0]=i>>16;b[a+3>>0]=i>>24;a=(f[64570]|0)+1|0;f[64570]=a;i=f[64572]|0;j=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,4,q)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,k,44,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[k>>2]|0);a=f[m>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function fx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=40;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function gx(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;k=u;u=u+32|0;m=k+24|0;o=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=41;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+g>>0]=d;g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;a=(f[64571]|0)+a|0;n[s>>2]=e;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function hx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=42;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ix(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=43;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function jx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=44;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=45;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function lx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=46;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function mx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=47;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function nx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=48;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ox(a,c,d,e,g,i,j,k,l,m,n,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;var q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;q=z+32|0;r=z+20|0;s=z+36|0;x=z;t=z+28|0;v=z+24|0;f[x>>2]=a;f[x+4>>2]=c;w=x+8|0;f[w>>2]=0;y=x+12|0;f[y>>2]=0;f[x+16>>2]=0;n=f[n>>2]|0;f[t>>2]=n;kd(n|0);n=f[o>>2]|0;f[v>>2]=n;kd(n|0);n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,s)|0;n=(f[64571]|0)+n|0;b[n>>0]=49;b[n+1>>0]=1;n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+c>>0]=p;bha(258284,x);c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+n>>0]=d;n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,8,s)|0;n=e;e=n;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;c=(f[64571]|0)+c|0;a=c;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;c=c+4|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,64,s)|0;c=f[64571]|0;n=c+n|0;a=n+64|0;do{b[n>>0]=b[g>>0]|0;n=n+1|0;g=g+1|0}while((n|0)<(a|0));g=f[64572]|0;f[r>>2]=g;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+(g-c)|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;i=f[64572]|0;g=i-(f[64571]|0)|0;f[r>>2]=i;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=j;b[g+1>>0]=j>>8;b[g+2>>0]=j>>16;b[g+3>>0]=j>>24;j=f[64572]|0;g=j-(f[64571]|0)|0;f[r>>2]=j;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=k;b[g+1>>0]=k>>8;b[g+2>>0]=k>>16;b[g+3>>0]=k>>24;k=f[64572]|0;g=k-(f[64571]|0)|0;f[r>>2]=k;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=l;b[g+1>>0]=l>>8;b[g+2>>0]=l>>16;b[g+3>>0]=l>>24;l=f[64572]|0;g=l-(f[64571]|0)|0;f[r>>2]=l;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=m;b[g+1>>0]=m>>8;b[g+2>>0]=m>>16;b[g+3>>0]=m>>24;g=(f[64570]|0)+1|0;f[64570]=g;l=f[64572]|0;m=l-(f[64571]|0)|0;f[r>>2]=l;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;m=(f[64571]|0)+m|0;b[m>>0]=g;b[m+1>>0]=g>>8;b[m+2>>0]=g>>16;b[m+3>>0]=g>>24;Xga(g,55,t,45,v);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)!=(g|0))f[64572]=g;fd(f[v>>2]|0);fd(f[t>>2]|0);g=f[w>>2]|0;if((g|0)==(f[y>>2]|0)){a=f[x>>2]|0;if(a){tOb(a);g=f[w>>2]|0}}if(!g){u=z;return}a=f[y>>2]|0;if((a|0)!=(g|0))f[y>>2]=a+(~((a+-8-g|0)>>>3)<<3);sOb(g);u=z;return}function px(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+32|0;m=k+24|0;n=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=50;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[n>>2]=g;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=e&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function qx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=51;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function rx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=52;b[c+1>>0]=1;bha(258284,g);c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function sx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=53;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=54;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function ux(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=55;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function vx(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+32|0;n=l+24|0;o=l+20|0;m=l+28|0;j=l;f[j>>2]=a;f[j+4>>2]=c;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;c=(f[64571]|0)+c|0;b[c>>0]=56;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=h;bha(258284,j);h=f[64572]|0;a=h-(f[64571]|0)|0;f[o>>2]=h;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;h=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;h=(f[64571]|0)+h|0;b[h>>0]=e;b[h+1>>0]=e>>8;b[h+2>>0]=e>>16;b[h+3>>0]=e>>24;h=f[64572]|0;a=h-(f[64571]|0)|0;f[o>>2]=h;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function wx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=57;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function xx(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=58;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function yx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=59;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function zx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=60;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ax(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=61;b[i+1>>0]=1;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Bx(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=62;b[j+1>>0]=1;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;yha(258284,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Cx(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=+d;e=e|0;g=+g;h=h|0;i=+i;j=j|0;k=+k;l=l|0;var m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;m=u;u=u+64|0;A=m+40|0;B=m+36|0;z=m+49|0;y=m+32|0;w=m+24|0;t=m+16|0;r=m+8|0;o=m;x=m+48|0;v=m+47|0;s=m+46|0;q=m+45|0;n=m+44|0;f[y>>2]=a;p[w>>3]=d;p[t>>3]=g;p[r>>3]=i;p[o>>3]=k;b[x>>0]=c;b[v>>0]=e;b[s>>0]=h;b[q>>0]=j;b[n>>0]=l;a=f[64572]|0;l=a-(f[64571]|0)|0;f[B>>2]=a;b[z>>0]=0;f[A>>2]=f[B>>2];Zga(258284,A,1,z)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;a=l-(f[64571]|0)|0;f[B>>2]=l;b[z>>0]=0;f[A>>2]=f[B>>2];Zga(258284,A,2,z)|0;a=(f[64571]|0)+a|0;b[a>>0]=63;b[a+1>>0]=1;zha(258284,y,x,w,v,t,s,r,q,o,n);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Dx(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=64;b[j+1>>0]=1;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ex(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=98;b[d+1>>0]=0;yha(258284,a);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Fx(a,c){a=+a;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;d=(f[64571]|0)+d|0;b[d>>0]=189;b[d+1>>0]=0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;d=(f[64571]|0)+d|0;p[s>>3]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];b[d+4>>0]=b[s+4>>0];b[d+5>>0]=b[s+5>>0];b[d+6>>0]=b[s+6>>0];b[d+7>>0]=b[s+7>>0];d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Gx(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;return}function Hx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=67;b[a+1>>0]=0;Aha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,43,h,20,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Ix(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=1;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Jx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zz(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=17884;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Nz(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17840;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Kx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=Sz(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=17952;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else $z(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17908;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Lx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=eA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18020;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else nA(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17976;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Mx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=sA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18088;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else BA(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18044;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Nx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=GA(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(76)|0;b=e;d=b+76|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18156;f[e+36>>2]=18180;f[e+56>>2]=18180;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else PA(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18112;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ox(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ZA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=18248;f[b+16>>2]=17884;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else gB(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18204;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Px(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=vB(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=18364;f[b+16>>2]=18020;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else EB(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18320;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Qx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=OB(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(72)|0;b=e;d=b+72|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18456;f[e+16>>2]=18504;f[e+40>>2]=18528;f[e+56>>2]=18020;f[e+64>>2]=18552;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else XB(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18412;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Rx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=pC(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(52)|0;b=e;d=b+52|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18620;f[e+16>>2]=18668;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else yC(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18576;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Sx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=LC(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(44)|0;b=e;d=b+44|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18736;f[e+16>>2]=18784;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else UC(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18692;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Tx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=fD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18852;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else oD(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18808;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ux(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18968;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JD(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18924;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Vx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=VD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19084;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else cE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19040;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Wx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=oE(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19200;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19156;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Xx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=JE(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19316;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else SE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19272;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Yx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=cF(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(84)|0;b=e;d=b+84|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=19432;f[e+16>>2]=19480;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else lF(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=19388;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Zx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zF(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19548;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else IF(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19504;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function _x(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=UF(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19664;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19620;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function $x(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=nG(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19780;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19736;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ay(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=JG(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19896;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else SG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19852;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function by(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20012;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lH(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19968;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function cy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20128;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GH(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20084;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function dy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=SH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20244;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else $H(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20200;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ey(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=lI(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(36)|0;b=e;d=b+36|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=20360;f[e+16>>2]=18180;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else uI(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=20316;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function fy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=EI(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(32)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;f[b>>2]=20452;f[b+16>>2]=20500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NI(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20408;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function gy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_I(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(32)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;f[b>>2]=20568;f[b+16>>2]=18528;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hJ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20524;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function hy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=rJ(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(36)|0;b=e;d=b+36|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=20660;f[e+16>>2]=20708;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else AJ(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=20616;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function iy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=MJ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=20776;f[b+16>>2]=18296;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else VJ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20732;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function jy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=dK(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=20868;f[b+16>>2]=20916;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else mK(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20824;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ky(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=yK(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20984;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else HK(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20940;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ly(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=MK(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(52)|0;b=e;d=b+52|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21052;f[e+40>>2]=0;f[e+44>>2]=0;f[e+48>>2]=0;f[e+36>>2]=19316;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else VK(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21008;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function my(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=dL(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=21144;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else mL(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=21100;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ny(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=rL(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21212;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19084;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19084;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19084;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else AL(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21168;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function oy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=JL(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21304;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19316;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19316;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19316;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else SL(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21260;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function py(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=$L(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21396;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=21444;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=21444;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=21444;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else iM(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21352;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function qy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=AM(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21560;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19548;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19548;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19548;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else JM(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21516;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function ry(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=SM(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21652;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19664;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19664;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19664;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else $M(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21608;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function sy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=iN(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21744;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19780;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19780;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19780;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else rN(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21700;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function ty(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AN(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=21836;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JN(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=21792;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function uy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;g=i+32|0;h=i;d=ON(a)|0;f[g>>2]=d;d=d+12|0;b=f[d>>2]|0;f[g+4>>2]=b;f[d>>2]=b+1;d=PN(g)|0;f[h>>2]=d;b=h+8|0;e=h+24|0;f[e>>2]=b;f[b>>2]=21860;f[h+12>>2]=c;b=a+16|0;c=f[b>>2]|0;if(c>>>0<(f[a+20>>2]|0)>>>0){f[c>>2]=d;a=c+8|0;f[c+24>>2]=a;d=f[e>>2]|0;oh[f[(f[d>>2]|0)+12>>2]&1023](d,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(a+12|0,h);b=f[e>>2]|0;if((h+8|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[g>>2]|0;if(!b){u=i;return}h=b+12|0;f[h>>2]=(f[h>>2]|0)+-1;u=i;return}function vy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AO(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22156;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JO(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22112;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function wy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=OO(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22224;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else XO(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22180;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function xy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=aP(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(56)|0;b=e;d=b+56|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=22292;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else jP(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=22248;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function yy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=oP(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22360;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xP(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22316;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function zy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=CP(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(44)|0;b=e;d=b+44|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=22428;f[e+32>>2]=0;f[e+36>>2]=0;f[e+40>>2]=0;f[e+28>>2]=19780;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else LP(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=22384;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ay(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=UP(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=22520;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22476;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function By(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=iQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=22588;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else rQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22544;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Cy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=wQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(28)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b>>2]=18784;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else FQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22612;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Dy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=HQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(760)|0;dQb(b|0,0,760)|0;f[b>>2]=22724;eAa(b+8|0);f[b>>2]=22700;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else QQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22656;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ey(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cR(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=22840;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22796;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Fy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=qR(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=22908;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else zR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22864;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Gy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ER(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22976;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22932;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Hy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=SR(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(72)|0;b=e;d=b+72|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=23044;f[e+20>>2]=0;f[e+24>>2]=0;f[e+28>>2]=0;f[e+16>>2]=23092;f[e+32>>2]=23140;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else $R(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=23e3;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Iy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=vS(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18900;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else ES(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23164;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Jy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=GS(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(64)|0;b=e;d=b+64|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=23252;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else PS(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=23208;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ky(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=US(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23320;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23276;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ly(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=gT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19016;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else pT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23344;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function My(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=rT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=23432;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else AT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23388;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ny(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=FT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else OT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23456;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Oy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=TT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19132;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else aU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23524;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Py(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23612;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23568;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Qy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=qU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=19248;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else zU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23636;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ry(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=BU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23724;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else KU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23680;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Sy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19364;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23748;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ty(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=$U(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23836;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else iV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23792;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Uy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=nV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=23904;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else wV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23860;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Vy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=BV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23972;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else KV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23928;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Wy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=21492;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23996;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Xy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_V(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19596;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24040;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Yy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=jW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24128;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else sW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24084;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Zy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19712;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24152;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function _y(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=IW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24240;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else RW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24196;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function $y(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=WW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24308;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else dX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24264;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function az(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=iX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19828;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else rX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24332;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function bz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=tX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=19944;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else CX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24376;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function cz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=EX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=20060;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24420;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function dz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20176;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24464;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ez(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_X(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24552;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24508;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function fz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=mY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20292;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else vY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24576;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function gz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24664;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24620;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function hz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=LY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24732;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else UY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24688;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function iz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ZY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24800;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else gZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24756;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function jz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=lZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24868;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else uZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24824;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function kz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24936;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else IZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24892;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function lz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=NZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25004;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else WZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24960;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function mz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=$Z(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=25072;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else i_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25028;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function nz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=n_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=25140;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else w_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25096;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function oz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=B_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25208;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else K_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25164;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function pz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=P_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(20)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b>>2]=18180;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Y_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25232;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function qz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=__(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else h$(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25276;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function rz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;g=i+32|0;h=i;d=j$(a)|0;f[g>>2]=d;d=d+12|0;b=f[d>>2]|0;f[g+4>>2]=b;f[d>>2]=b+1;d=k$(g)|0;f[h>>2]=d;b=h+8|0;e=h+24|0;f[e>>2]=b;f[b>>2]=25320;f[h+12>>2]=c;b=a+16|0;c=f[b>>2]|0;if(c>>>0<(f[a+20>>2]|0)>>>0){f[c>>2]=d;a=c+8|0;f[c+24>>2]=a;d=f[e>>2]|0;oh[f[(f[d>>2]|0)+12>>2]&1023](d,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(a+12|0,h);b=f[e>>2]|0;if((h+8|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[g>>2]|0;if(!b){u=i;return}h=b+12|0;f[h>>2]=(f[h>>2]|0)+-1;u=i;return}function sz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=F0(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=25816;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else O0(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25772;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function tz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=T0(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18528;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else a1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25840;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function uz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=c1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(20)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b>>2]=20708;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else l1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25884;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function vz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=n1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25972;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else w1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25928;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function wz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=B1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=26040;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else K1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25996;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}
+function hi(a){a=a|0;var b=0;b=u;u=u+a|0;u=u+15&-16;return b|0}function ii(){return u|0}function ji(a){a=a|0;u=a}function ki(a,b){a=a|0;b=b|0;u=a;v=b}function li(a,b){a=a|0;b=b|0;if(!x){x=a;y=b}}function mi(a){a=a|0;I=a}function ni(){return I|0}function oi(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;m=s;r=e;l=r+g|0;j=f[64566]|0;a:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&a;else if(j>>>0>a>>>0)k=a;else k=(a>>>0)%(j>>>0)|0;g=f[(f[64565]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(h)while(1){p=f[g+4>>2]|0;h=(p|0)==(a|0);if(!(h|(p&i|0)==(k|0)))break a;if(h)if((f[g+8>>2]|0)==(a|0)){o=g;break b}g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(a|0)){if((f[g+8>>2]|0)==(a|0)){o=g;break b}}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);p=o+12|0;if(!(b[255576]|0))if(MPb(255576)|0){if(!(b[255584]|0))if(MPb(255584)|0){g=258296;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[64587]=1.0}if(!(b[262820]|0)){b[262820]=1;Jx(258296,0,1365);Kx(258296,1,1366);Lx(258296,2,1367);Mx(258296,3,1368);Nx(258296,4,1369);Ox(258296,5,1370);Px(258296,6,1371);Qx(258296,7,1372);Rx(258296,8,1373);Sx(258296,9,1374);Tx(258296,10,1375);Ux(258296,11,1376);Vx(258296,12,1377);Wx(258296,13,1378);Xx(258296,14,1379);Yx(258296,15,1380);Zx(258296,16,1381);_x(258296,17,1382);$x(258296,18,1383);ay(258296,19,1384);by(258296,20,1385);cy(258296,21,1386);dy(258296,22,1387);ey(258296,23,1388);fy(258296,24,1389);gy(258296,25,1390);hy(258296,26,1391);iy(258296,27,1392);jy(258296,28,1393);ky(258296,29,1394);ly(258296,30,1395);my(258296,31,1396);ny(258296,32,1397);oy(258296,33,1398);py(258296,34,1399);qy(258296,35,1400);ry(258296,36,1401);sy(258296,37,1402);ty(258296,38,1403);uy(258296,39,1404);vy(258296,40,1405);wy(258296,41,1406);xy(258296,42,1407);yy(258296,43,1408);zy(258296,44,1409);Ay(258296,45,1410);By(258296,46,1411);Cy(258296,47,1412);Dy(258296,48,1413);Ey(258296,49,1414);Fy(258296,50,1415);Gy(258296,51,1416);Hy(258296,52,1417);Iy(258296,53,1418);Jy(258296,54,1419);Ky(258296,55,1420);Ly(258296,56,1421);My(258296,57,1422);Ny(258296,58,1423);Oy(258296,59,1424);Py(258296,60,1425);Qy(258296,61,1426);Ry(258296,62,1427);Sy(258296,63,1428);Ty(258296,64,1429);Uy(258296,65,1430);Vy(258296,66,1431);Wy(258296,67,1432);Xy(258296,68,1433);Yy(258296,69,1434);Zy(258296,70,1435);_y(258296,71,1436);$y(258296,72,1437);az(258296,73,1438);bz(258296,74,1439);cz(258296,75,1440);dz(258296,76,1441);ez(258296,77,1442);fz(258296,78,1443);gz(258296,79,1444);hz(258296,80,1445);iz(258296,81,1446);jz(258296,82,1447);kz(258296,83,1448);lz(258296,84,1449);mz(258296,85,1450);nz(258296,86,1451);oz(258296,87,1452);pz(258296,88,1453);qz(258296,89,1454);rz(258296,90,1455);sz(258296,91,1456);tz(258296,92,1457);uz(258296,93,1458);vz(258296,94,1459);wz(258296,95,1460);xz(258296,96,1461);yz(258296,97,1462)}}j=c<<24>>24==0;if(j)g=d[o+20>>1]|0;else if(c<<24>>24==1)g=d[p+10>>1]|0;else g=91;g=g&65535;a=f[64577]|0;h=a;do if((f[64578]|0)-a>>5>>>0>g>>>0){i=h+(g<<5)|0;a=f[i>>2]|0;if((Sg[f[(f[a>>2]|0)+8>>2]&255](a,r,l)|0)==(l|0)){l=f[i>>2]|0;l=Pg[f[(f[l>>2]|0)+12>>2]&1023](l)|0;f[m>>2]=l;g=f[h+(g<<5)+24>>2]|0;if(!g)vd();oh[f[(f[g>>2]|0)+24>>2]&1023](g,m);if(j){kd(f[64564]|0);f[m>>2]=f[64564];fd(dd(f[p>>2]|0,1,22088,m|0)|0);break}g=o+16|0;if(c<<24>>24==1){kd(f[64564]|0);f[m>>2]=f[64564];fd(dd(f[g>>2]|0,1,22088,m|0)|0);break}else{l=f[64564]|0;f[64564]=0;c=l;kd(c|0);f[m>>2]=l;fd(dd(f[g>>2]|0,1,22088,m|0)|0);fd(c|0);break}}else q=35}else q=35;while(0);if((q|0)==35)yd(0)|0;g=f[o>>2]|0;c=f[64566]|0;h=f[o+4>>2]|0;k=c+-1|0;a=(k&c|0)==0;if(a)l=k&h;else if(h>>>0<c>>>0)l=h;else l=(h>>>0)%(c>>>0)|0;j=(f[64565]|0)+(l<<2)|0;m=f[j>>2]|0;while(1){h=f[m>>2]|0;if((h|0)==(o|0))break;else m=h}if((m|0)==258268)q=53;else{h=f[m+4>>2]|0;if(a)h=h&k;else if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)==(l|0)){h=g;q=61}else q=53}do if((q|0)==53){if(g|0){h=f[g+4>>2]|0;if(a)i=h&k;else if(h>>>0<c>>>0)i=h;else i=(h>>>0)%(c>>>0)|0;if((i|0)==(l|0)){q=63;break}}f[j>>2]=0;h=f[o>>2]|0;q=61}while(0);if((q|0)==61){g=h;if(h){h=f[h+4>>2]|0;q=63}}if((q|0)==63){if(a)h=h&k;else if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(l|0)){f[(f[64565]|0)+(h<<2)>>2]=m;g=f[o>>2]|0}}f[m>>2]=g;f[o>>2]=0;f[64568]=(f[64568]|0)+-1;fd(f[o+16>>2]|0);fd(f[p>>2]|0);sOb(o)}}}while(0);if(!e){u=s;return}tOb(r);u=s;return}function pi(a){a=a|0;var b=0,c=0;a=u;u=u+1696|0;Xc(872,52204,115813,1,115815,1463);Yc(872,17768,115818,10,0,17768,115822,1,0);Yc(872,17768,115818,10,1,17768,115822,1,1);Yc(872,17768,115818,10,2,17768,115822,1,2);Kc(872);Xc(8008,52213,115813,2,115815,1464);Yc(8008,17776,115827,11,0,17776,115831,2,0);Yc(8008,17776,115827,11,1,17776,115831,2,1);Yc(8008,17776,115827,11,2,17776,115831,2,2);Kc(8008);Xc(3256,52222,115813,3,115815,1465);Yc(3256,17768,115818,12,0,17768,115822,3,0);Yc(3256,17768,115818,12,1,17768,115822,3,1);Yc(3256,17768,115818,12,2,17768,115822,3,2);Yc(3256,17768,115818,12,3,17768,115822,3,3);Kc(3256);Xc(8392,52231,115813,4,115815,1466);c=pOb(4)|0;f[c>>2]=6;b=pOb(4)|0;f[b>>2]=12;Yc(8392,17768,115818,13,c|0,17768,115822,4,b|0);b=pOb(4)|0;f[b>>2]=7;c=pOb(4)|0;f[c>>2]=13;Yc(8392,17768,115818,13,b|0,17768,115822,4,c|0);c=pOb(4)|0;f[c>>2]=8;b=pOb(4)|0;f[b>>2]=14;Yc(8392,17768,115818,13,c|0,17768,115822,4,b|0);b=pOb(4)|0;f[b>>2]=9;c=pOb(4)|0;f[c>>2]=15;Yc(8392,17768,115818,13,b|0,17768,115822,4,c|0);Kc(8392);Xc(1952,52239,115813,5,115815,1467);c=pOb(4)|0;f[c>>2]=10;b=pOb(4)|0;f[b>>2]=16;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=11;c=pOb(4)|0;f[c>>2]=17;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=12;b=pOb(4)|0;f[b>>2]=18;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=13;c=pOb(4)|0;f[c>>2]=19;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=14;b=pOb(4)|0;f[b>>2]=20;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=15;c=pOb(4)|0;f[c>>2]=21;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=16;b=pOb(4)|0;f[b>>2]=22;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=17;c=pOb(4)|0;f[c>>2]=23;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=18;b=pOb(4)|0;f[b>>2]=24;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=19;c=pOb(4)|0;f[c>>2]=25;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=20;b=pOb(4)|0;f[b>>2]=26;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=21;c=pOb(4)|0;f[c>>2]=27;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=22;b=pOb(4)|0;f[b>>2]=28;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=23;c=pOb(4)|0;f[c>>2]=29;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=24;b=pOb(4)|0;f[b>>2]=30;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=25;c=pOb(4)|0;f[c>>2]=31;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);Kc(1952);Xc(8520,52248,115813,6,115815,1468);c=pOb(4)|0;f[c>>2]=26;b=pOb(4)|0;f[b>>2]=32;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=27;c=pOb(4)|0;f[c>>2]=33;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=28;b=pOb(4)|0;f[b>>2]=34;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=29;c=pOb(4)|0;f[c>>2]=35;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=30;b=pOb(4)|0;f[b>>2]=36;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=31;c=pOb(4)|0;f[c>>2]=37;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=32;b=pOb(4)|0;f[b>>2]=38;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=33;c=pOb(4)|0;f[c>>2]=39;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=34;b=pOb(4)|0;f[b>>2]=40;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=35;c=pOb(4)|0;f[c>>2]=41;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=36;b=pOb(4)|0;f[b>>2]=42;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=37;c=pOb(4)|0;f[c>>2]=43;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=38;b=pOb(4)|0;f[b>>2]=44;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=39;c=pOb(4)|0;f[c>>2]=45;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=40;b=pOb(4)|0;f[b>>2]=46;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=41;c=pOb(4)|0;f[c>>2]=47;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);Kc(8520);Xc(2968,52257,115813,7,115815,1469);Yc(2968,17768,115818,16,0,17768,115822,7,0);Yc(2968,17768,115818,16,1,17768,115822,7,1);Yc(2968,17768,115818,16,2,17768,115822,7,2);Kc(2968);Xc(400,52266,115813,8,115815,1470);Yc(400,17768,115818,17,0,17768,115822,8,0);Yc(400,17768,115818,17,1,17768,115822,8,1);Yc(400,17768,115818,17,2,17768,115822,8,2);Yc(400,17768,115818,17,3,17768,115822,8,3);Kc(400);Xc(8536,52276,115813,9,115815,1471);c=pOb(4)|0;f[c>>2]=609;b=pOb(4)|0;f[b>>2]=806;Yc(8536,17744,116484,191,c|0,17744,116488,40,b|0);b=pOb(4)|0;f[b>>2]=610;c=pOb(4)|0;f[c>>2]=807;Yc(8536,17744,116484,191,b|0,17744,116488,40,c|0);Kc(8536);Xc(8544,52289,115813,10,115815,1472);c=pOb(4)|0;f[c>>2]=611;b=pOb(4)|0;f[b>>2]=808;Yc(8544,17744,116484,192,c|0,17744,116488,41,b|0);b=pOb(4)|0;f[b>>2]=612;c=pOb(4)|0;f[c>>2]=809;Yc(8544,17744,116484,192,b|0,17744,116488,41,c|0);Kc(8544);Xc(8552,52297,115813,11,115815,1473);c=pOb(4)|0;f[c>>2]=613;b=pOb(4)|0;f[b>>2]=810;Yc(8552,17744,116484,193,c|0,17744,116488,42,b|0);b=pOb(4)|0;f[b>>2]=614;c=pOb(4)|0;f[c>>2]=811;Yc(8552,17744,116484,193,b|0,17744,116488,42,c|0);Kc(8552);Xc(8560,52305,115813,12,115815,1474);c=pOb(4)|0;f[c>>2]=615;b=pOb(4)|0;f[b>>2]=812;Yc(8560,17744,116484,194,c|0,17744,116488,43,b|0);b=pOb(4)|0;f[b>>2]=616;c=pOb(4)|0;f[c>>2]=813;Yc(8560,17744,116484,194,b|0,17744,116488,43,c|0);Kc(8560);Xc(8568,52316,115813,13,115815,1475);c=pOb(4)|0;f[c>>2]=617;b=pOb(4)|0;f[b>>2]=814;Yc(8568,17744,116484,195,c|0,17744,116488,44,b|0);b=pOb(4)|0;f[b>>2]=618;c=pOb(4)|0;f[c>>2]=815;Yc(8568,17744,116484,195,b|0,17744,116488,44,c|0);Kc(8568);Xc(8576,52330,115813,14,115815,1476);c=pOb(4)|0;f[c>>2]=619;b=pOb(4)|0;f[b>>2]=816;Yc(8576,17744,116484,196,c|0,17744,116488,45,b|0);b=pOb(4)|0;f[b>>2]=620;c=pOb(4)|0;f[c>>2]=817;Yc(8576,17744,116484,196,b|0,17744,116488,45,c|0);Kc(8576);Xc(8584,52339,115813,15,115815,1477);c=pOb(4)|0;f[c>>2]=621;b=pOb(4)|0;f[b>>2]=818;Yc(8584,17744,116484,197,c|0,17744,116488,46,b|0);b=pOb(4)|0;f[b>>2]=622;c=pOb(4)|0;f[c>>2]=819;Yc(8584,17744,116484,197,b|0,17744,116488,46,c|0);Kc(8584);Xc(8592,52350,115813,16,115815,1478);c=pOb(4)|0;f[c>>2]=623;b=pOb(4)|0;f[b>>2]=820;Yc(8592,17744,116484,198,c|0,17744,116488,47,b|0);b=pOb(4)|0;f[b>>2]=624;f[a+64>>2]=b;f[a+1560>>2]=0;f[a+1564>>2]=0;Cu(a);f[a+1552>>2]=0;f[a+1556>>2]=0;Bu(a);f[a+1544>>2]=0;f[a+1548>>2]=0;Au(a);G=f[a+1544>>2]|0;D=f[a+1548>>2]|0;H=+n[a+1548>>2];f[a+1544>>2]=0;f[a+1548>>2]=0;if((G|0)==5){u=a;return}u=a}function qi(a){a=a|0;return +(+n[a>>2])}function ri(a,b){a=a|0;b=+b;n[a>>2]=b;return}function si(a){a=a|0;return +(+n[a+4>>2])}function ti(a,b){a=a|0;b=+b;n[a+4>>2]=b;return}function ui(a){a=a|0;return +(+n[a+8>>2])}function vi(a,b){a=a|0;b=+b;n[a+8>>2]=b;return}function wi(a){a=a|0;return +(+n[a+12>>2])}function xi(a,b){a=a|0;b=+b;n[a+12>>2]=b;return}function yi(a){a=a|0;return +(+n[a>>2])}function zi(a,b){a=a|0;b=+b;n[a>>2]=b;return}function Ai(a){a=a|0;return +(+n[a+4>>2])}function Bi(a,b){a=a|0;b=+b;n[a+4>>2]=b;return}function Ci(a){a=a|0;return +(+n[a+8>>2])}function Di(a,b){a=a|0;b=+b;n[a+8>>2]=b;return}function Ei(a){a=a|0;return +(+n[a+12>>2])}function Fi(a,b){a=a|0;b=+b;n[a+12>>2]=b;return}function Gi(a){a=a|0;return +(+n[a+16>>2])}function Hi(a,b){a=a|0;b=+b;n[a+16>>2]=b;return}function Ii(a){a=a|0;return +(+n[a+20>>2])}function Ji(a,b){a=a|0;b=+b;n[a+20>>2]=b;return}function Ki(a){a=a|0;return +(+n[a+24>>2])}function Li(a,b){a=a|0;b=+b;n[a+24>>2]=b;return}function Mi(a){a=a|0;return +(+n[a+28>>2])}function Ni(a,b){a=a|0;b=+b;n[a+28>>2]=b;return}function Oi(a){a=a|0;return +(+n[a+32>>2])}function Pi(a,b){a=a|0;b=+b;n[a+32>>2]=b;return}function Qi(a){a=a|0;return +(+n[a+36>>2])}function Ri(a,b){a=a|0;b=+b;n[a+36>>2]=b;return}function Si(a){a=a|0;return +(+n[a+40>>2])}function Ti(a,b){a=a|0;b=+b;n[a+40>>2]=b;return}function Ui(a){a=a|0;return +(+n[a+44>>2])}function Vi(a,b){a=a|0;b=+b;n[a+44>>2]=b;return}function Wi(a){a=a|0;return +(+n[a+48>>2])}function Xi(a,b){a=a|0;b=+b;n[a+48>>2]=b;return}function Yi(a){a=a|0;return +(+n[a+52>>2])}function Zi(a,b){a=a|0;b=+b;n[a+52>>2]=b;return}function _i(a){a=a|0;return +(+n[a+56>>2])}function $i(a,b){a=a|0;b=+b;n[a+56>>2]=b;return}function aj(a){a=a|0;return +(+n[a+60>>2])}function bj(a,b){a=a|0;b=+b;n[a+60>>2]=b;return}function cj(a){a=a|0;return +(+p[a>>3])}function dj(a,b){a=a|0;b=+b;p[a>>3]=b;return}function ej(a){a=a|0;return +(+p[a+8>>3])}function fj(a,b){a=a|0;b=+b;p[a+8>>3]=b;return}function gj(a){a=a|0;return 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e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=26812;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;Pna(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ul(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+48|0;p=o+40|0;m=o+20|0;k=o;f[m>>2]=a;f[m+4>>2]=b;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;f[k>>2]=c;f[k+4>>2]=d;c=k+8|0;f[c>>2]=0;d=k+12|0;f[d>>2]=0;f[k+16>>2]=0;i=f[i>>2]|0;kd(i|0);j=f[j>>2]|0;kd(j|0);a=pOb(12)|0;f[a>>2]=26844;f[a+4>>2]=i;f[a+8>>2]=j;f[p>>2]=a;dma(p,m,k,e,g,h);a=f[p>>2]|0;f[p>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){b=f[d>>2]|0;if((b|0)!=(a|0))f[d>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){b=f[m>>2]|0;if(b){tOb(b);a=f[l>>2]|0}}if(!a){u=o;return}if((f[n>>2]|0)!=(a|0))f[n>>2]=a;sOb(a);u=o;return}function Vl(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+48|0;l=k+20|0;m=k+24|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);l6(m,d);kd(e|0);kd(b|0);a=pOb(12)|0;f[a>>2]=26928;f[a+4>>2]=e;f[a+8>>2]=b;f[l>>2]=a;Kna(l,m,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);fd(b|0);fd(e|0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-32-a|0)>>>5)<<5);sOb(a);u=k;return}function Wl(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+48|0;i=h+24|0;l=h;k=h+32|0;Kha(l);l6(k,d);j=~~+p[l+8>>3]>>>0;d=~~+p[l+16>>3]>>>0;l=f[e>>2]|0;kd(l|0);e=f[g>>2]|0;kd(e|0);g=pOb(12)|0;f[g>>2]=26988;f[g+4>>2]=l;f[g+8>>2]=e;f[i>>2]=g;Mna(i,k,a,b,c,j,d);a=f[i>>2]|0;f[i>>2]=0;if(!a){fd(0);fd(0);u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=h;return}function Xl(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;i=u;u=u+48|0;j=i+24|0;m=i;l=i+32|0;Kha(m);l6(l,e);k=~~+p[m+8>>3]>>>0;e=~~+p[m+16>>3]>>>0;m=f[g>>2]|0;kd(m|0);g=f[h>>2]|0;kd(g|0);h=pOb(12)|0;f[h>>2]=27048;f[h+4>>2]=m;f[h+8>>2]=g;f[j>>2]=h;Lna(j,l,a,b,c,d,k,e);a=f[j>>2]|0;f[j>>2]=0;if(!a){fd(0);fd(0);u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=i;return}function Yl(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+32|0;h=g;i=g+8|0;l6(i,c);c=f[d>>2]|0;kd(c|0);d=f[e>>2]|0;kd(d|0);e=pOb(12)|0;f[e>>2]=27112;f[e+4>>2]=c;f[e+8>>2]=d;f[h>>2]=e;Nna(h,i,a,b);a=f[h>>2]|0;f[h>>2]=0;if(!a){fd(0);fd(0);u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=g;return}function Zl(){hza();return}function _l(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;zoa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function $l(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27168;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;jma(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function am(){woa();return}function bm(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27200;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;soa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function cm(){xza();return}function dm(a){a=a|0;Ona(a);return}function em(a){a=+a;_pa(a);return}function fm(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=u;u=u+128|0;h=g+120|0;e=g;_6(e,a);c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27264;f[a+4>>2]=c;f[a+8>>2]=d;f[h>>2]=a;_oa(h,e);a=f[h>>2]|0;f[h>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=e+92|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+80|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+32|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+4|0;if((b[a+11>>0]|0)>=0){u=g;return}sOb(f[a>>2]|0);u=g;return}function gm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Apa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function hm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Bpa();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function im(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Moa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function jm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+48|0;d=b;c=b+40|0;e=b+8|0;Ppa(e);YA(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function km(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+768|0;h=j+752|0;i=j;g=f[a>>2]|0;kd(g|0);a=f[c>>2]|0;kd(a|0);xna(i);if(!(b[256352]|0))if(MPb(256352)|0)eAa(255600);b[255600]=b[i>>0]|0;p[31951]=+p[i+8>>3];p[31952]=+p[i+16>>3];p[31953]=+p[i+24>>3];p[31954]=+p[i+32>>3];p[31955]=+p[i+40>>3];p[31956]=+p[i+48>>3];p[31957]=+p[i+56>>3];p[31958]=+p[i+64>>3];p[31959]=+p[i+72>>3];p[31960]=+p[i+80>>3];p[31961]=+p[i+88>>3];p[31962]=+p[i+96>>3];p[31963]=+p[i+104>>3];p[31964]=+p[i+112>>3];p[31965]=+p[i+120>>3];p[31966]=+p[i+128>>3];p[31967]=+p[i+136>>3];p[31968]=+p[i+144>>3];p[31969]=+p[i+152>>3];p[31970]=+p[i+160>>3];p[31971]=+p[i+168>>3];p[31972]=+p[i+176>>3];p[31973]=+p[i+184>>3];p[31974]=+p[i+192>>3];p[31975]=+p[i+200>>3];c=255808;d=i+208|0;e=c+40|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));p[31981]=+p[i+248>>3];p[31982]=+p[i+256>>3];p[31983]=+p[i+264>>3];p[31984]=+p[i+272>>3];p[31985]=+p[i+280>>3];p[31986]=+p[i+288>>3];p[31987]=+p[i+296>>3];p[31988]=+p[i+304>>3];p[31989]=+p[i+312>>3];p[31990]=+p[i+320>>3];p[31991]=+p[i+328>>3];p[31992]=+p[i+336>>3];p[31993]=+p[i+344>>3];p[31994]=+p[i+352>>3];p[31995]=+p[i+360>>3];p[31996]=+p[i+368>>3];f[63994]=f[i+376>>2];f[63995]=f[i+380>>2];f[63996]=f[i+384>>2];f[63997]=f[i+388>>2];f[63998]=f[i+392>>2];f[63999]=f[i+396>>2];f[64e3]=f[i+400>>2];f[64001]=f[i+404>>2];f[64002]=f[i+408>>2];f[64003]=f[i+412>>2];f[64004]=f[i+416>>2];f[64005]=f[i+420>>2];f[64006]=f[i+424>>2];f[64007]=f[i+428>>2];f[64008]=f[i+432>>2];f[64009]=f[i+436>>2];p[32005]=+p[i+440>>3];p[32006]=+p[i+448>>3];p[32007]=+p[i+456>>3];p[32008]=+p[i+464>>3];p[32009]=+p[i+472>>3];p[32010]=+p[i+480>>3];p[32011]=+p[i+488>>3];p[32012]=+p[i+496>>3];p[32013]=+p[i+504>>3];p[32014]=+p[i+512>>3];p[32015]=+p[i+520>>3];p[32016]=+p[i+528>>3];p[32017]=+p[i+536>>3];p[32018]=+p[i+544>>3];p[32019]=+p[i+552>>3];p[32020]=+p[i+560>>3];p[32021]=+p[i+568>>3];p[32022]=+p[i+576>>3];p[32023]=+p[i+584>>3];p[32024]=+p[i+592>>3];p[32025]=+p[i+600>>3];p[32026]=+p[i+608>>3];p[32027]=+p[i+616>>3];p[32028]=+p[i+624>>3];p[32029]=+p[i+632>>3];p[32030]=+p[i+640>>3];p[32031]=+p[i+648>>3];p[32032]=+p[i+656>>3];p[32033]=+p[i+664>>3];p[32034]=+p[i+672>>3];p[32035]=+p[i+680>>3];p[32036]=+p[i+688>>3];f[64074]=f[i+696>>2];f[64075]=f[i+700>>2];f[64076]=f[i+704>>2];f[64077]=f[i+708>>2];f[64078]=f[i+712>>2];f[64079]=f[i+716>>2];f[64080]=f[i+720>>2];f[64081]=f[i+724>>2];f[64082]=f[i+728>>2];i=i+732|0;f[64083]=f[i>>2];f[64084]=f[i+4>>2];f[64085]=f[i+8>>2];b[256344]=b[i+12>>0]|0;f[h>>2]=255600;i=td(17744,h|0)|0;kd(i|0);f[h>>2]=i;fd(dd(g|0,1,22088,h|0)|0);fd(i|0);fd(a|0);fd(g|0);u=j;return}function lm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27324;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;qoa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function mm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b+16|0;e=b;Una(e);c=pOb(16)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[d>>2]=c;c=td(7376,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function nm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Fna();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function om(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+mya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function pm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+lya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function qm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=kya()|0;f[d>>2]=c;c=td(17744,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function rm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(eya()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function sm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+oya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function tm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+nya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function um(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Hoa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function vm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Ooa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function wm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Koa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function xm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Zoa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function ym(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Ioa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function zm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Yoa();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Am(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(cya()|0)&255;f[d>>2]=c;c=td(17704,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Bm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+aya();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Cm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(bya()|0)&255;f[d>>2]=c;c=td(17704,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Dm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Joa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Em(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b+16|0;e=b;Hna(e);c=pOb(16)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[d>>2]=c;c=td(4872,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Fm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;e=b+8|0;Ana(e);c=pOb(24)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[c+16>>2]=f[e+16>>2];f[c+20>>2]=f[e+20>>2];f[d>>2]=c;c=td(1112,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Gm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Gna();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Hm(a){a=a|0;Aoa(a);return}function Im(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27364;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;ina(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Jm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27420;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;qna(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Km(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27452;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;bma(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function Lm(){xoa();return}function Mm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=ama()|0;f[d>>2]=c;c=td(17744,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Nm(){Ypa();return}function Om(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;aqa(e,c);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Pm(){ooa();return}function Qm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27500;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;noa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function Rm(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b+4|0;d=b;f[d>>2]=a;f[c>>2]=f[d>>2];jza(c);u=b;return}function Sm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+28|0;k=j+24|0;m=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27532;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;f[m>>2]=c;f[l>>2]=f[m>>2];poa(k,h,l);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-32-a|0)>>>5)<<5);sOb(a);u=j;return}function Tm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27588;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Mma(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Um(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27644;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Uma(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Vm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27676;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;ana(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Wm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27708;f[a+4>>2]=e;f[a+8>>2]=g;f[l>>2]=a;lma(l,i,c,d);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Xm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27768;f[a+4>>2]=e;f[a+8>>2]=g;f[l>>2]=a;Kma(l,i,c,d);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Ym(){$pa();return}function Zm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+48|0;m=l+40|0;j=l+20|0;h=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;f[h>>2]=c;f[h+4>>2]=d;c=h+8|0;f[c>>2]=0;d=h+12|0;f[d>>2]=0;f[h+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27800;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;kma(m,j,h);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){b=f[d>>2]|0;if((b|0)!=(a|0))f[d>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a)}a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function _m(){yoa();return}function $m(){Yla();return}function an(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var 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n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+48|0;s=r+40|0;p=r+20|0;n=r;f[p>>2]=a;f[p+4>>2]=b;o=p+8|0;f[o>>2]=0;q=p+12|0;f[q>>2]=0;f[p+16>>2]=0;f[n>>2]=c;f[n+4>>2]=d;c=n+8|0;f[c>>2]=0;d=n+12|0;f[d>>2]=0;f[n+16>>2]=0;l=f[l>>2]|0;kd(l|0);m=f[m>>2]|0;kd(m|0);a=pOb(12)|0;f[a>>2]=28368;f[a+4>>2]=l;f[a+8>>2]=m;f[s>>2]=a;Xqa(s,p,n,e,g,h,i,j,k);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[n>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){if((f[d>>2]|0)!=(a|0))f[d>>2]=a;sOb(a)}a=f[o>>2]|0;if((a|0)==(f[q>>2]|0)){b=f[p>>2]|0;if(b){tOb(b);a=f[o>>2]|0}}if(!a){u=r;return}if((f[q>>2]|0)!=(a|0))f[q>>2]=a;sOb(a);u=r;return}function xp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28452;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Yqa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function yp(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;c=b+16|0;e=b+8|0;_qa(e);_U(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function zp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28484;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;$qa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ap(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28516;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;gra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Bp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28548;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;ora(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Cp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28580;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;wra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Dp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28612;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;zra(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ep(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28668;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Cra(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Fp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;c=u;u=u+32|0;d=c;e=c+16|0;g=c+8|0;hma(g,a);cL(e,g);a=f[e>>2]|0;kd(a|0);f[d>>2]=a;fd(dd(f[b>>2]|0,1,22088,d|0)|0);fd(a|0);u=c;return}function Gp(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;c=b+16|0;e=b+8|0;Fra(e);cL(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Hp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28716;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Gra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ip(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28748;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Wra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Jp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28780;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;csa(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Kp(a,b,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;y=u;u=u+96|0;z=y;A=y+88|0;w=y+68|0;t=y+48|0;q=y+28|0;p=y+8|0;f[w>>2]=e;f[w+4>>2]=g;v=w+8|0;f[v>>2]=0;x=w+12|0;f[x>>2]=0;f[w+16>>2]=0;f[t>>2]=h;f[t+4>>2]=i;r=t+8|0;f[r>>2]=0;s=t+12|0;f[s>>2]=0;f[t+16>>2]=0;f[q>>2]=j;f[q+4>>2]=k;j=q+8|0;f[j>>2]=0;k=q+12|0;f[k>>2]=0;f[q+16>>2]=0;f[p>>2]=l;f[p+4>>2]=m;h=p+8|0;f[h>>2]=0;i=p+12|0;f[i>>2]=0;f[p+16>>2]=0;e=f[n>>2]|0;kd(e|0);o=f[o>>2]|0;kd(o|0);bqa(A,a,b,c,d,w,t,q,p);d=nd()|0;f[z>>2]=f[A>>2];c=td(17744,z|0)|0;f[z>>2]=0;n=td(17736,z|0)|0;sd(d|0,n|0,c|0);fd(n|0);fd(c|0);f[z>>2]=f[A+4>>2];c=td(17744,z|0)|0;f[z>>2]=1;n=td(17736,z|0)|0;sd(d|0,n|0,c|0);fd(n|0);fd(c|0);kd(d|0);f[z>>2]=d;fd(dd(e|0,1,22088,z|0)|0);fd(d|0);fd(o|0);fd(e|0);e=f[h>>2]|0;if((e|0)==(f[i>>2]|0)){g=f[p>>2]|0;if(g){tOb(g);e=f[h>>2]|0}}if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[j>>2]|0;if((e|0)==(f[k>>2]|0)){g=f[q>>2]|0;if(g){tOb(g);e=f[j>>2]|0}}if(e|0){g=f[k>>2]|0;if((g|0)!=(e|0))f[k>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[r>>2]|0;if((e|0)==(f[s>>2]|0)){g=f[t>>2]|0;if(g){tOb(g);e=f[r>>2]|0}}if(e|0){g=f[s>>2]|0;if((g|0)!=(e|0))f[s>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[v>>2]|0;if((e|0)==(f[x>>2]|0)){g=f[w>>2]|0;if(g){tOb(g);e=f[v>>2]|0}}if(!e){u=y;return}g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);u=y;return}function Lp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28896;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;qqa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Mp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d;g=pOb(12)|0;f[g>>2]=28928;f[g+4>>2]=f[b>>2];f[b>>2]=0;f[g+8>>2]=f[c>>2];f[c>>2]=0;f[e>>2]=g;Mqa(e,a);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Np(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=28976;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;xqa(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Op(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=29028;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Eqa(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Pp(a,b,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+96|0;B=A+88|0;y=A+68|0;w=A+48|0;s=A+28|0;r=A+8|0;C=A;f[y>>2]=h;f[y+4>>2]=i;x=y+8|0;f[x>>2]=0;z=y+12|0;f[z>>2]=0;f[y+16>>2]=0;f[w>>2]=j;f[w+4>>2]=k;t=w+8|0;f[t>>2]=0;v=w+12|0;f[v>>2]=0;f[w+16>>2]=0;f[s>>2]=l;f[s+4>>2]=m;l=s+8|0;f[l>>2]=0;m=s+12|0;f[m>>2]=0;f[s+16>>2]=0;f[r>>2]=n;f[r+4>>2]=o;j=r+8|0;f[j>>2]=0;k=r+12|0;f[k>>2]=0;f[r+16>>2]=0;f[C>>2]=a;f[C+4>>2]=b;p=f[p>>2]|0;kd(p|0);q=f[q>>2]|0;kd(q|0);h=pOb(12)|0;f[h>>2]=29084;f[h+4>>2]=p;f[h+8>>2]=q;f[B>>2]=h;cqa(B,C,c,d,e,g,y,w,s,r);h=f[B>>2]|0;f[B>>2]=0;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);fd(0);fd(0);h=f[j>>2]|0;if((h|0)==(f[k>>2]|0)){i=f[r>>2]|0;if(i){tOb(i);h=f[j>>2]|0}}if(h|0){i=f[k>>2]|0;if((i|0)!=(h|0))f[k>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}h=f[l>>2]|0;if((h|0)==(f[m>>2]|0)){i=f[s>>2]|0;if(i){tOb(i);h=f[l>>2]|0}}if(h|0){i=f[m>>2]|0;if((i|0)!=(h|0))f[m>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}h=f[t>>2]|0;if((h|0)==(f[v>>2]|0)){i=f[w>>2]|0;if(i){tOb(i);h=f[t>>2]|0}}if(h|0){i=f[v>>2]|0;if((i|0)!=(h|0))f[v>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}i=f[x>>2]|0;if((i|0)==(f[z>>2]|0)){h=f[y>>2]|0;if(h){tOb(h);i=f[x>>2]|0}}if(!i){u=A;return}h=f[z>>2]|0;if((h|0)!=(i|0))f[z>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);u=A;return}function Qp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;rxa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Rp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;sxa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Sp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Nya(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Tp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;pxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Up(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;qxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Vp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=29204;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;Yva(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Wp(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h;j=pOb(12)|0;f[j>>2]=29256;f[j+4>>2]=f[e>>2];f[e>>2]=0;f[j+8>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=j;dwa(i,a,b,c,d);a=f[i>>2]|0;f[i>>2]=0;if(!a){u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=h;return}function Xp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=29316;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;owa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Yp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=29372;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;gwa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Zp(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0;k=u;u=u+16|0;l=k;m=pOb(12)|0;f[m>>2]=29404;f[m+4>>2]=f[i>>2];f[i>>2]=0;f[m+8>>2]=f[j>>2];f[j>>2]=0;f[l>>2]=m;jta(l,a,b,c,d,e,g,h);a=f[l>>2]|0;f[l>>2]=0;if(!a){u=k;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=k;return}function _p(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j;l=pOb(12)|0;f[l>>2]=29476;f[l+4>>2]=f[h>>2];f[h>>2]=0;f[l+8>>2]=f[i>>2];f[i>>2]=0;f[k>>2]=l;Jta(k,a,b,c,d,e,g);a=f[k>>2]|0;f[k>>2]=0;if(!a){u=j;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=j;return}function $p(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i;k=pOb(12)|0;f[k>>2]=29544;f[k+4>>2]=f[g>>2];f[g>>2]=0;f[k+8>>2]=f[h>>2];f[h>>2]=0;f[j>>2]=k;Kta(j,a,b,c,d,e);a=f[j>>2]|0;f[j>>2]=0;if(!a){u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=i;return}function aq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29608;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;dta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function bq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29664;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;pwa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function cq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29696;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;_ta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function dq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=29728;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Cya(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function eq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29788;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;sya(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function fq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29820;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;cua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function gq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29852;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;xua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function hq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29884;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Fua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function iq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29916;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Jua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function jq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29948;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Bua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29980;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Nua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function lq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30012;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Hsa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function mq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30044;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Dya(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function nq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=30076;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;Pya(m,h&255,j,c,d);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function oq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30140;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;yxa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function pq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+48|0;o=n;p=n+40|0;j=n+28|0;l=n+8|0;f[l>>2]=a;f[l+4>>2]=b;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;i=f[e>>2]|0;kd(i|0);g=f[g>>2]|0;kd(g|0);Oya(j,h&255,l,c,d);ZI(p,j);e=f[p>>2]|0;kd(e|0);f[o>>2]=e;fd(dd(i|0,1,22088,o|0)|0);fd(e|0);e=f[j>>2]|0;if(e|0){a=j+4|0;b=f[a>>2]|0;if((b|0)!=(e|0))f[a>>2]=b+(~(((b+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}fd(g|0);fd(i|0);a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){b=f[l>>2]|0;if(b){tOb(b);a=f[k>>2]|0}}if(!a){u=n;return}b=f[m>>2]|0;if((b|0)!=(a|0))f[m>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function qq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l;o=l+40|0;m=l+28|0;j=l+8|0;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);lxa(m,h&255,j,c,d);uB(o,m);a=f[o>>2]|0;kd(a|0);f[n>>2]=a;fd(dd(e|0,1,22088,n|0)|0);fd(a|0);a=f[m>>2]|0;if(a|0)sOb(a);fd(b|0);fd(e|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function rq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l;o=l+40|0;m=l+28|0;j=l+8|0;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);mxa(m,h&255,j,c,d);uB(o,m);a=f[o>>2]|0;kd(a|0);f[n>>2]=a;fd(dd(e|0,1,22088,n|0)|0);fd(a|0);a=f[m>>2]|0;if(a|0)sOb(a);fd(b|0);fd(e|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function sq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30172;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Rua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30204;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Ava(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function uq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30260;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Qta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function vq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30292;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Zua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function wq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30324;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Ova(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function xq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30356;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Tta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function yq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30388;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;_ua(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function zq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30448;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Osa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Aq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30480;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;qsa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Bq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+48|0;n=m;o=m+40|0;i=m+28|0;k=m+8|0;f[k>>2]=a;f[k+4>>2]=b;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;h=f[d>>2]|0;kd(h|0);e=f[e>>2]|0;kd(e|0);xxa(i,g&255,k,c);NB(o,i);d=f[o>>2]|0;kd(d|0);f[n>>2]=d;fd(dd(h|0,1,22088,n|0)|0);fd(d|0);d=f[i>>2]|0;if(d|0){a=i+4|0;b=f[a>>2]|0;if((b|0)!=(d|0))f[a>>2]=b+(~((b+-4-d|0)>>>2)<<2);sOb(d)}fd(e|0);fd(h|0);a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[j>>2]|0}}if(!a){u=m;return}b=f[l>>2]|0;if((b|0)!=(a|0))f[l>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Cq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30512;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Vua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Dq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30544;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Pva(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Eq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30576;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Wta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Fq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30608;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;kua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Gq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30640;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;oua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Hq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30672;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;tua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Iq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30704;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;gua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Jq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;g=f[g>>2]|0;kd(g|0);h=f[h>>2]|0;kd(h|0);a=pOb(12)|0;f[a>>2]=30736;f[a+4>>2]=g;f[a+8>>2]=h;f[m>>2]=a;zsa(m,j,c,d,e);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Kq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30800;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Wsa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Lq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30832;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Fxa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Mq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30864;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Qva(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Nq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30896;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Cwa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Oq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30956;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;swa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Pq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Zta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Qq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=31008;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;wwa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Rq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;Aya(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;qya(g&255,i,c,d,e);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Tq(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;bta(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Uq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;bua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Vq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;wua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Wq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Eua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Xq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Iua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Yq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Aua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Zq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Mua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function _q(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Zxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function $q(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;Lya(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function ar(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;nxa(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function br(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;oxa(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function cr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Qua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function dr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Mta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function er(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Yua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function fr(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;k=m+20|0;i=m;f[k>>2]=a;f[k+4>>2]=b;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;f[i>>2]=c;f[i+4>>2]=d;c=i+8|0;f[c>>2]=0;d=i+12|0;f[d>>2]=0;f[i+16>>2]=0;Sya(h&255,k,i,e,g);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){if((f[d>>2]|0)!=(a|0))f[d>>2]=a;sOb(a)}a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[j>>2]|0}}if(!a){u=m;return}b=f[l>>2]|0;if((b|0)!=(a|0))f[l>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function gr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Nta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function hr(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=31212;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;gva(m,h&255,j,c,d);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function ir(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;txa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function jr(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;vxa(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;uxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function lr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Uua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function mr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Ota(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function nr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;jua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function or(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;nua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function pr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;sua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function qr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;fua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function rr(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0;r=u;u=u+32|0;s=r+20|0;p=r;f[p>>2]=a;f[p+4>>2]=b;o=p+8|0;f[o>>2]=0;q=p+12|0;f[q>>2]=0;f[p+16>>2]=0;l=f[l>>2]|0;kd(l|0);m=f[m>>2]|0;kd(m|0);a=pOb(12)|0;f[a>>2]=31300;f[a+4>>2]=l;f[a+8>>2]=m;f[s>>2]=a;Qwa(s,n&255,p,c,d,e,g,h,i,j,k);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[o>>2]|0;if((a|0)==(f[q>>2]|0)){b=f[p>>2]|0;if(b){tOb(b);a=f[o>>2]|0}}if(!a){u=r;return}b=f[q>>2]|0;if((b|0)!=(a|0))f[q>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=r;return}function sr(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;Lta(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Yxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function ur(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;Pta(e,c);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function vr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Bya(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function wr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;rya(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function xr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;cta(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function yr(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;Mya(g&255,i,c,d,e);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function zr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;Tya(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Ar(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=31456;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;uva(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Br(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;wxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Cr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;kxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Dr(a){a=a|0;lsa(a);return}function Er(a,b){a=a|0;b=b|0;msa(a,b);return}function Fr(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=+c;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;nsa(a,b,c,d,e,f,g,h,i,j);return}function Gr(a,b){a=a|0;b=b|0;osa(a,b);return}function Hr(){var a=0,c=0,d=0,e=0,g=0;d=u;u=u+752|0;a=d;xna(a);if(!(b[257136]|0))if(MPb(257136)|0)eAa(256384);b[256384]=b[a>>0]|0;p[32049]=+p[a+8>>3];p[32050]=+p[a+16>>3];p[32051]=+p[a+24>>3];p[32052]=+p[a+32>>3];p[32053]=+p[a+40>>3];p[32054]=+p[a+48>>3];p[32055]=+p[a+56>>3];p[32056]=+p[a+64>>3];p[32057]=+p[a+72>>3];p[32058]=+p[a+80>>3];p[32059]=+p[a+88>>3];p[32060]=+p[a+96>>3];p[32061]=+p[a+104>>3];p[32062]=+p[a+112>>3];p[32063]=+p[a+120>>3];p[32064]=+p[a+128>>3];p[32065]=+p[a+136>>3];p[32066]=+p[a+144>>3];p[32067]=+p[a+152>>3];p[32068]=+p[a+160>>3];p[32069]=+p[a+168>>3];p[32070]=+p[a+176>>3];p[32071]=+p[a+184>>3];p[32072]=+p[a+192>>3];p[32073]=+p[a+200>>3];c=256592;e=a+208|0;g=c+40|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));p[32079]=+p[a+248>>3];p[32080]=+p[a+256>>3];p[32081]=+p[a+264>>3];p[32082]=+p[a+272>>3];p[32083]=+p[a+280>>3];p[32084]=+p[a+288>>3];p[32085]=+p[a+296>>3];p[32086]=+p[a+304>>3];p[32087]=+p[a+312>>3];p[32088]=+p[a+320>>3];p[32089]=+p[a+328>>3];p[32090]=+p[a+336>>3];p[32091]=+p[a+344>>3];p[32092]=+p[a+352>>3];p[32093]=+p[a+360>>3];p[32094]=+p[a+368>>3];f[64190]=f[a+376>>2];f[64191]=f[a+380>>2];f[64192]=f[a+384>>2];f[64193]=f[a+388>>2];f[64194]=f[a+392>>2];f[64195]=f[a+396>>2];f[64196]=f[a+400>>2];f[64197]=f[a+404>>2];f[64198]=f[a+408>>2];f[64199]=f[a+412>>2];f[64200]=f[a+416>>2];f[64201]=f[a+420>>2];f[64202]=f[a+424>>2];f[64203]=f[a+428>>2];f[64204]=f[a+432>>2];f[64205]=f[a+436>>2];p[32103]=+p[a+440>>3];p[32104]=+p[a+448>>3];p[32105]=+p[a+456>>3];p[32106]=+p[a+464>>3];p[32107]=+p[a+472>>3];p[32108]=+p[a+480>>3];p[32109]=+p[a+488>>3];p[32110]=+p[a+496>>3];p[32111]=+p[a+504>>3];p[32112]=+p[a+512>>3];p[32113]=+p[a+520>>3];p[32114]=+p[a+528>>3];p[32115]=+p[a+536>>3];p[32116]=+p[a+544>>3];p[32117]=+p[a+552>>3];p[32118]=+p[a+560>>3];p[32119]=+p[a+568>>3];p[32120]=+p[a+576>>3];p[32121]=+p[a+584>>3];p[32122]=+p[a+592>>3];p[32123]=+p[a+600>>3];p[32124]=+p[a+608>>3];p[32125]=+p[a+616>>3];p[32126]=+p[a+624>>3];p[32127]=+p[a+632>>3];p[32128]=+p[a+640>>3];p[32129]=+p[a+648>>3];p[32130]=+p[a+656>>3];p[32131]=+p[a+664>>3];p[32132]=+p[a+672>>3];p[32133]=+p[a+680>>3];p[32134]=+p[a+688>>3];f[64270]=f[a+696>>2];f[64271]=f[a+700>>2];f[64272]=f[a+704>>2];f[64273]=f[a+708>>2];f[64274]=f[a+712>>2];f[64275]=f[a+716>>2];f[64276]=f[a+720>>2];f[64277]=f[a+724>>2];f[64278]=f[a+728>>2];g=a+732|0;f[64279]=f[g>>2];f[64280]=f[g+4>>2];f[64281]=f[g+8>>2];b[257128]=b[g+12>>0]|0;u=d;return 256384}function Ir(a){a=a|0;zna(a);return}function Jr(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;Eha(a,b,c,d);return}function Kr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=31564;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Xna(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Lr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=31596;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;eoa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Mr(a,b){a=+a;b=+b;Vla(a,b);return}function Nr(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;k=m+8|0;j=m+4|0;h=m;f[k>>2]=a;f[k+4>>2]=c;i=k+8|0;f[i>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=4;b[r>>0]=82;Yga(258284,r,q,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,53,j,31,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=m;return}function Or(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m+4|0;k=m;l=m+8|0;n=f[64572]|0;i=n-(f[64571]|0)|0;f[k>>2]=n;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;n=i-(f[64571]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,l)|0;n=(f[64571]|0)+n|0;b[n>>0]=5;b[n+1>>0]=0;n=f[64572]|0;i=n-(f[64571]|0)|0;f[k>>2]=n;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+a>>0]=c;a=f[64572]|0;i=a-(f[64571]|0)|0;f[k>>2]=a;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,12,l)|0;i=(f[64571]|0)+i|0;a=d;c=i+12|0;do{b[i>>0]=b[a>>0]|0;i=i+1|0;a=a+1|0}while((i|0)<(c|0));a=f[64572]|0;i=a-(f[64571]|0)|0;f[k>>2]=a;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,12,l)|0;i=(f[64571]|0)+i|0;a=e;c=i+12|0;do{b[i>>0]=b[a>>0]|0;i=i+1|0;a=a+1|0}while((i|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;n=e-(f[64571]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,l)|0;n=(f[64571]|0)+n|0;b[n>>0]=a;b[n+1>>0]=a>>8;b[n+2>>0]=a>>16;b[n+3>>0]=a>>24;Xga(a,62,g,38,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Pr(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;i=g+4|0;j=g;h=g+8|0;l=f[64572]|0;k=l-(f[64571]|0)|0;f[j>>2]=l;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;l=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;l=(f[64571]|0)+l|0;b[l>>0]=6;b[l+1>>0]=0;l=f[64572]|0;k=l-(f[64571]|0)|0;f[j>>2]=l;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;k=(f[64571]|0)+k|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;k=f[64572]|0;a=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;c=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,18,d,55,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Qr(a,c,e,g,h,i,j,k,l){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;t=u;u=u+80|0;w=t+64|0;x=t+60|0;v=t+71|0;B=t+68|0;A=t+56|0;z=t;y=t+70|0;r=t+28|0;o=t+8|0;m=t+52|0;n=t+48|0;f[r>>2]=a;f[r+4>>2]=c;q=r+8|0;f[q>>2]=0;s=r+12|0;f[s>>2]=0;f[r+16>>2]=0;f[o>>2]=e;f[o+4>>2]=g;e=o+8|0;f[e>>2]=0;g=o+12|0;f[g>>2]=0;f[o+16>>2]=0;k=f[k>>2]|0;f[m>>2]=k;kd(k|0);k=f[l>>2]|0;f[n>>2]=k;kd(k|0);f[A>>2]=h;p[z>>3]=i;b[y>>0]=j&1;d[B>>1]=7;k=f[64572]|0;a=k-(f[64571]|0)|0;f[x>>2]=k;b[v>>0]=0;f[w>>2]=f[x>>2];Zga(258284,w,1,v)|0;b[(f[64571]|0)+a>>0]=82;$ga(258284,B,r,o,A,z,y);a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;l=k-(f[64571]|0)|0;f[x>>2]=k;b[v>>0]=0;f[w>>2]=f[x>>2];Zga(258284,w,4,v)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;Xga(a,55,m,55,n);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[n>>2]|0);fd(f[m>>2]|0);a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(a|0){c=f[g>>2]|0;if((c|0)!=(a|0))f[g>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[q>>2]|0;if((a|0)==(f[s>>2]|0)){c=f[r>>2]|0;if(c){tOb(c);a=f[q>>2]|0}}if(!a){u=t;return}if((f[s>>2]|0)!=(a|0))f[s>>2]=a;sOb(a);u=t;return}function Rr(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+64|0;p=n+32|0;q=n+28|0;o=n+56|0;r=n+40|0;k=n+24|0;i=n+20|0;l=n;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;kd(g|0);c=f[h>>2]|0;kd(c|0);l6(r,e);f[k>>2]=g;kd(g|0);f[i>>2]=c;kd(c|0);a=f[64572]|0;e=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;a=e-(f[64571]|0)|0;f[q>>2]=e;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=9;b[a+1>>0]=0;aha(258284,r,l,d);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[q>>2]=d;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,96,k,55,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);fd(c|0);fd(g|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=n;return}function Sr(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+64|0;l=r+36|0;m=r+24|0;n=r+56|0;k=r;i=r+40|0;o=r+32|0;q=r+28|0;Kha(k);l6(i,e);j=~~+p[k+8>>3]>>>0;k=~~+p[k+16>>3]>>>0;e=f[g>>2]|0;f[o>>2]=e;kd(e|0);e=f[h>>2]|0;f[q>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,n)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=10;b[e+1>>0]=0;e=f[64572]|0;g=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,16,n)|0;e=f[64571]|0;g=e+g|0;h=i;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));i=f[64572]|0;f[m>>2]=i;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+(i-e)|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=c;b[e+1>>0]=c>>8;b[e+2>>0]=c>>16;b[e+3>>0]=c>>24;c=f[64572]|0;e=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=f[64572]|0;c=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=j;b[c+1>>0]=j>>8;b[c+2>>0]=j>>16;b[c+3>>0]=j>>24;c=f[64572]|0;e=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=k;b[e+1>>0]=k>>8;b[e+2>>0]=k>>16;b[e+3>>0]=k>>24;e=(f[64570]|0)+1|0;f[64570]=e;c=f[64572]|0;d=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;n=(f[64571]|0)+d|0;b[n>>0]=e;b[n+1>>0]=e>>8;b[n+2>>0]=e>>16;b[n+3>>0]=e>>24;Xga(e,96,o,55,q);e=f[64571]|0;pc(e|0,e+((f[64572]|0)-e)|0);e=f[64571]|0;if((f[64572]|0)==(e|0)){q=f[q>>2]|0;fd(q|0);q=f[o>>2]|0;fd(q|0);u=r;return}f[64572]=e;q=f[q>>2]|0;fd(q|0);q=f[o>>2]|0;fd(q|0);u=r;return}function Tr(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+64|0;m=s+36|0;n=s+24|0;o=s+56|0;l=s;j=s+40|0;q=s+32|0;r=s+28|0;Kha(l);l6(j,g);k=~~+p[l+8>>3]>>>0;l=~~+p[l+16>>3]>>>0;g=f[h>>2]|0;f[q>>2]=g;kd(g|0);g=f[i>>2]|0;f[r>>2]=g;kd(g|0);g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;g=h-(f[64571]|0)|0;f[n>>2]=h;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=11;b[g+1>>0]=0;g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,16,o)|0;g=f[64571]|0;h=g+h|0;i=j;j=h+16|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(j|0));j=f[64572]|0;f[n>>2]=j;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+(j-g)|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=c;b[g+1>>0]=c>>8;b[g+2>>0]=c>>16;b[g+3>>0]=c>>24;c=f[64572]|0;g=c-(f[64571]|0)|0;f[n>>2]=c;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=f[64572]|0;d=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;d=(f[64571]|0)+d|0;b[d>>0]=k;b[d+1>>0]=k>>8;b[d+2>>0]=k>>16;b[d+3>>0]=k>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=l;b[g+1>>0]=l>>8;b[g+2>>0]=l>>16;b[g+3>>0]=l>>24;g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;o=(f[64571]|0)+e|0;b[o>>0]=g;b[o+1>>0]=g>>8;b[o+2>>0]=g>>16;b[o+3>>0]=g>>24;Xga(g,96,q,55,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)==(g|0)){r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}f[64572]=g;r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}function Ur(a,c,d,e,g){a=a|0;c=+c;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+48|0;i=o+12|0;j=o;k=o+32|0;h=o+16|0;l=o+8|0;m=o+4|0;l6(h,d);d=f[e>>2]|0;f[l>>2]=d;kd(d|0);d=f[g>>2]|0;f[m>>2]=d;kd(d|0);d=f[64572]|0;e=d-(f[64571]|0)|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;d=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;d=(f[64571]|0)+d|0;b[d>>0]=12;b[d+1>>0]=0;d=f[64572]|0;e=d-(f[64571]|0)|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,16,k)|0;d=f[64571]|0;e=d+e|0;g=h;h=e+16|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));e=f[64572]|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,12,k)|0;e=(f[64571]|0)+(e-d)|0;g=a;h=e+12|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));h=f[64572]|0;d=h-(f[64571]|0)|0;f[j>>2]=h;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;d=(f[64571]|0)+d|0;n[s>>2]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];d=(f[64570]|0)+1|0;f[64570]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[j>>2]=h;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+a|0;b[k>>0]=d;b[k+1>>0]=d>>8;b[k+2>>0]=d>>16;b[k+3>>0]=d>>24;Xga(d,96,l,55,m);d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=o;return}f[64572]=d;m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=o;return}function Vr(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=13;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Wr(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=14;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Xr(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=15;b[a+1>>0]=0;cha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,55,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Yr(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=16;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Zr(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0;i=u;u=u+16|0;k=i+4|0;l=i;j=i+8|0;m=f[64572]|0;o=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+o>>0]=82;o=f[64572]|0;m=o-(f[64571]|0)|0;f[l>>2]=o;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;m=(f[64571]|0)+m|0;b[m>>0]=17;b[m+1>>0]=0;m=f[64572]|0;o=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,j)|0;m=a;p=m;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;a=(f[64571]|0)+o|0;o=a;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;a=a+4|0;b[a>>0]=m;b[a+1>>0]=m>>8;b[a+2>>0]=m>>16;b[a+3>>0]=m>>24;a=f[64572]|0;m=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,j)|0;a=c;o=a;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;m=(f[64571]|0)+m|0;c=m;b[c>>0]=o;b[c+1>>0]=o>>8;b[c+2>>0]=o>>16;b[c+3>>0]=o>>24;m=m+4|0;b[m>>0]=a;b[m+1>>0]=a>>8;b[m+2>>0]=a>>16;b[m+3>>0]=a>>24;m=f[64572]|0;a=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;a=(f[64571]|0)+a|0;n[s>>2]=d;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=(f[64570]|0)+1|0;f[64570]=a;m=f[64572]|0;c=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,55,e,14,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=i;return}f[64572]=a;u=i;return}function _r(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=18;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function $r(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=19;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function as(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=20;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function bs(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+144|0;k=i+132|0;l=i+128|0;j=i+136|0;h=i;e=i+124|0;g=i+120|0;_6(h,a);a=f[c>>2]|0;f[e>>2]=a;kd(a|0);a=f[d>>2]|0;f[g>>2]=a;kd(a|0);a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;a=(f[64571]|0)+a|0;b[a>>0]=21;b[a+1>>0]=0;dha(258284,h);a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,28,e,28,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[g>>2]|0);fd(f[e>>2]|0);a=h+92|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+80|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+32|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+4|0;if((b[a+11>>0]|0)>=0){u=i;return}sOb(f[a>>2]|0);u=i;return}function cs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=22;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ds(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=23;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function es(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=24;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function fs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=25;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,4,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function gs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=u;u=u+32|0;i=g+12|0;j=g+4|0;h=g+16|0;d=g+8|0;e=g;a=f[a>>2]|0;f[d>>2]=a;kd(a|0);a=f[c>>2]|0;f[e>>2]=a;kd(a|0);a=f[64572]|0;k=a-(f[64571]|0)|0;f[j>>2]=a;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;a=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;a=(f[64571]|0)+a|0;b[a>>0]=26;b[a+1>>0]=0;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;c=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,48,d,0,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){k=f[e>>2]|0;fd(k|0);k=f[d>>2]|0;fd(k|0);u=g;return}f[64572]=a;k=f[e>>2]|0;fd(k|0);k=f[d>>2]|0;fd(k|0);u=g;return}function hs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=27;b[a+1>>0]=0;eha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,52,h,10,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function is(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=28;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,86,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function js(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=29;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ks(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=30;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ls(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=31;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ms(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=32;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,96,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ns(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=33;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function os(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=34;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ps(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=35;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function qs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=36;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function rs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=37;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ss(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=38;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ts(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=39;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function us(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=40;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function vs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=41;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ws(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=42;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,82,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function xs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=43;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ys(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=44;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,83,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function zs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=45;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function As(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=46;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,46,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Bs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=47;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,47,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Cs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=49;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ds(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=50;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Es(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=51;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c&1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,19,e,96,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function Fs(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=52;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c&1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,21,e,96,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function Gs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=53;b[a+1>>0]=0;cha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,22,h,13,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Hs(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=54;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Is(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=55;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,78,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Js(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=56;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ks(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=57;b[c+1>>0]=0;bha(258284,g);c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ls(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=58;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ms(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=59;b[a+1>>0]=0;eha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,10,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Ns(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=60;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Os(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;n=u;u=u+48|0;p=n+36|0;q=n+32|0;o=n+42|0;s=n+40|0;r=n+20|0;l=n;i=n+28|0;j=n+24|0;f[l>>2]=a;f[l+4>>2]=c;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[i>>2]=g;kd(g|0);g=f[h>>2]|0;f[j>>2]=g;kd(g|0);f[r>>2]=e;d[s>>1]=61;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;fha(258284,s,l,r);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,i,53,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=n;return}function Ps(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;e=f[e>>2]|0;f[i>>2]=e;kd(e|0);e=f[g>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=62;b[e+1>>0]=0;gha(258284,k);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,11,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Qs(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;e=f[e>>2]|0;f[i>>2]=e;kd(e|0);e=f[g>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=63;b[e+1>>0]=0;hha(258284,k);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,12,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Rs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=64;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Ss(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);a=f[h>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=65;b[a+1>>0]=0;bha(258284,l);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=e&1;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Ts(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);a=f[h>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=66;b[a+1>>0]=0;jha(258284,l);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=e&1;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Us(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=68;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Vs(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+64|0;q=o+52|0;r=o+48|0;p=o+56|0;m=o+20|0;k=o;i=o+44|0;j=o+40|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;f[k>>2]=d;f[k+4>>2]=e;d=k+8|0;f[d>>2]=0;e=k+12|0;f[e>>2]=0;f[k+16>>2]=0;a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[h>>2]|0;f[j>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=69;b[a+1>>0]=0;kha(258284,m);lha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,i,55,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=o;return}function Ws(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=70;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Xs(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=71;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ys(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+96|0;m=s+84|0;n=s+72|0;o=s+88|0;l=s+48|0;j=s;q=s+80|0;r=s+76|0;Kha(l);E8(j,g);k=~~+p[l+8>>3]>>>0;l=~~+p[l+16>>3]>>>0;g=f[h>>2]|0;f[q>>2]=g;kd(g|0);g=f[i>>2]|0;f[r>>2]=g;kd(g|0);g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;g=h-(f[64571]|0)|0;f[n>>2]=h;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=72;b[g+1>>0]=0;g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,48,o)|0;g=f[64571]|0;h=g+h|0;i=j;j=h+48|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(j|0));j=f[64572]|0;f[n>>2]=j;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+(j-g)>>0]=a;a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=c;b[g+1>>0]=c>>8;b[g+2>>0]=c>>16;b[g+3>>0]=c>>24;c=f[64572]|0;g=c-(f[64571]|0)|0;f[n>>2]=c;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=k;b[g+1>>0]=k>>8;b[g+2>>0]=k>>16;b[g+3>>0]=k>>24;g=f[64572]|0;d=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;d=(f[64571]|0)+d|0;b[d>>0]=l;b[d+1>>0]=l>>8;b[d+2>>0]=l>>16;b[d+3>>0]=l>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;o=(f[64571]|0)+e|0;b[o>>0]=g;b[o+1>>0]=g>>8;b[o+2>>0]=g>>16;b[o+3>>0]=g>>24;Xga(g,90,q,0,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)==(g|0)){r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}f[64572]=g;r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}function Zs(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=73;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function _s(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=74;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function $s(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=75;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function at(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=76;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function bt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=77;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ct(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=78;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function dt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=79;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function et(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=80;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ft(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=81;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function gt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=82;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ht(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=83;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function it(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=84;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function jt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=85;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function kt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=86;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=87;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function mt(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;d=l+4|0;e=l;g=l+8|0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,1,g)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;j=k-(f[64571]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=88;b[j+1>>0]=0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,16,g)|0;j=f[64571]|0;k=j+k|0;h=a;i=k+16|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));k=f[64572]|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,16,g)|0;a=f[64571]|0;k=a+(k-j)|0;h=c;i=k+16|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function nt(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;k=f[64572]|0;j=k-(f[64571]|0)|0;f[i>>2]=k;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;k=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;k=(f[64571]|0)+k|0;b[k>>0]=89;b[k+1>>0]=0;k=f[64572]|0;j=k-(f[64571]|0)|0;f[i>>2]=k;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;a=f[64572]|0;j=a-(f[64571]|0)|0;f[i>>2]=a;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;n[s>>2]=c;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];j=f[64572]|0;a=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function ot(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=90;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function pt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=91;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function qt(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=92;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;n[s>>2]=c;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function rt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=93;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function st(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=94;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function tt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=95;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ut(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=96;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function vt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=97;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function wt(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=99;b[g+1>>0]=0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=a&1;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,0,c,0,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function xt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=100;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function yt(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k+4|0;h=k;i=k+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[h>>2]=e;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,i)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[h>>2]=j;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,i)|0;e=(f[64571]|0)+e|0;b[e>>0]=101;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[h>>2]=e;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64572]|0;j=a-(f[64571]|0)|0;f[h>>2]=a;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;a=c;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64572]|0;j=a-(f[64571]|0)|0;f[h>>2]=a;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;a=d;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=k;return}f[64572]=a;u=k;return}function zt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=102;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function At(a,c){a=+a;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;d=(f[64571]|0)+d|0;b[d>>0]=103;b[d+1>>0]=0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;d=(f[64571]|0)+d|0;p[s>>3]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];b[d+4>>0]=b[s+4>>0];b[d+5>>0]=b[s+5>>0];b[d+6>>0]=b[s+6>>0];b[d+7>>0]=b[s+7>>0];d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Bt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=104;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ct(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=105;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Dt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=106;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Et(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;d=c+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=107;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,d)|0;d=a;g=f[d>>2]|0;d=f[d+4>>2]|0;a=(f[64571]|0)+e|0;e=a;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;a=a+4|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ft(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=108;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Gt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=109;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ht(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=110;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function It(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=111;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Jt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=112;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Kt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=113;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Lt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=114;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Mt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=115;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Nt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=116;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ot(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=117;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Pt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=118;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Qt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=119;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Rt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=120;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function St(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=121;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,24,d)|0;d=f[64571]|0;e=d+e|0;c=e+24|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Tt(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;d=l+4|0;e=l;g=l+8|0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,1,g)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;j=k-(f[64571]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=122;b[j+1>>0]=0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,24,g)|0;j=f[64571]|0;k=j+k|0;h=a;i=k+24|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));k=f[64572]|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,24,g)|0;a=f[64571]|0;k=a+(k-j)|0;h=c;i=k+24|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Ut(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=128;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Vt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=129;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Wt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=130;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Xt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=131;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Yt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=132;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Zt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=133;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function _t(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=134;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function $t(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=135;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function au(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=136;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function bu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=137;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function cu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=138;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function du(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=139;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function eu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=140;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function fu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=141;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function gu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=142;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function hu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=143;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function iu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=144;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ju(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=145;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function ku(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=146;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=147;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function mu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=148;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function nu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=149;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ou(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=151;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function pu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=152;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function qu(a,c){a=+a;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=153;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=c;c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ru(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=154;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function su(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;j=i+20|0;k=i+22|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;d[j>>1]=155;b[k>>0]=82;mha(258284,k,j,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~(((c+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=i;return}function tu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=156;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function uu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=157;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function vu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=158;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function wu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=159;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function xu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=160;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function yu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=161;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function zu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=123;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Au(a){a=a|0;a:{Oc(10720,54131,7,26952,118557,7,53);Oc(10720,54162,7,27012,118557,8,54);Oc(10720,54185,8,27072,120275,1,28);Oc(10720,54210,6,27136,120558,1,2);Oc(10720,54231,1,26256,115815,1501,21);Oc(10720,54243,4,26540,117549,64,91);Oc(10720,54263,5,26724,118161,44,129);Oc(10720,54280,1,26256,115815,1501,22);Oc(10720,54295,6,27224,121154,1,2);Oc(10720,54309,1,26256,115815,1501,23);Oc(10720,54323,2,26260,117481,844,1575);Oc(10720,54342,2,27248,121162,53,34);Oc(10720,54350,4,27288,117549,70,92);Oc(10720,54362,3,27304,116488,72,897);Oc(10720,54389,3,27304,116488,72,898);Oc(10720,54415,3,27304,116488,72,899);Oc(10720,54435,3,27304,116488,72,900);Oc(10720,54457,3,27304,116488,72,901);Oc(10720,54474,5,26724,118161,44,130);Oc(10720,54493,3,27304,116488,72,902);Oc(10720,54514,3,27304,116488,72,903);Oc(10720,54530,3,27304,116488,72,904);Oc(10720,54565,3,27304,116488,72,905);Oc(10720,54596,3,27304,116488,72,906);Oc(10720,54626,3,27304,116488,72,907);Oc(10720,54652,3,27304,116488,72,908);Oc(10720,54678,3,27304,116488,72,909);Oc(10720,54716,3,27304,116488,72,910);Oc(10720,54732,3,27304,116488,72,911);Oc(10720,54754,3,27304,116488,72,912);Oc(10720,54775,3,27304,116488,72,913);Oc(10720,54814,3,27304,116488,72,914);Oc(10720,54830,3,27304,116488,72,915);Oc(10720,54846,3,27304,116488,72,916);Oc(10720,54860,3,27304,116488,72,917);Oc(10720,54873,3,27304,116488,72,918);Oc(10720,54890,3,27304,116488,72,919);Oc(10720,54907,3,27304,116488,72,920);Oc(10720,54921,3,27304,116488,72,921);Oc(10720,54941,3,27304,116488,72,922);Oc(10720,54958,2,27348,117481,876,1576);Oc(10720,54990,6,27388,122507,25,94);Oc(10720,55010,6,27388,122507,25,95);Oc(10720,55026,5,26724,118161,44,131);Oc(10720,55053,1,26256,115815,1501,24);Oc(10720,55066,3,27304,116488,72,923);Oc(10720,55082,1,26256,115815,1501,25);Oc(10720,55094,4,27476,117549,73,93);Oc(10720,55115,1,26256,115815,1501,26);Oc(10720,55140,5,26724,118161,44,132);Oc(10720,55162,2,26260,117481,844,1577);Oc(10720,55174,6,27556,122507,26,96);Oc(10720,55196,6,27612,122507,27,97);Oc(10720,55210,6,27612,122507,27,98);Oc(10720,55224,5,26724,118161,44,133);Oc(10720,55241,7,27732,118557,10,55);Oc(10720,55262,7,27732,118557,10,56);Oc(10720,55290,1,26256,115815,1501,27);Oc(10720,55303,7,27824,118557,11,57);Oc(10720,55316,1,26256,115815,1501,28);Oc(10720,55330,1,26256,115815,1501,29);Oc(10720,55344,8,27852,120275,2,29);Oc(10720,55362,2,27884,117481,878,1578);Oc(10720,55383,2,27248,121162,53,35);Oc(10720,55407,2,27248,121162,53,36);Oc(10720,55439,2,26260,117481,844,1579);Oc(10720,55470,2,27248,121162,53,37);Oc(10720,55498,2,27248,121162,53,38);Oc(10720,55530,2,27348,117481,876,1580);Oc(10720,55557,2,27248,121162,53,39);Oc(10720,55586,2,26260,117481,844,1581);Oc(10720,55615,2,27248,121162,53,40);Oc(10720,55642,2,27248,121162,53,41);Oc(10720,55668,2,26260,117481,844,1582);Oc(10720,55695,2,27892,117481,879,1583);Oc(10720,55715,2,27348,117481,876,1584);Oc(10720,55735,2,27900,117481,880,1585);Oc(10720,55754,3,27908,116488,74,924);Oc(10720,55776,4,27920,126199,1,4);Oc(10720,55797,3,27936,116488,75,925);Oc(10720,55817,2,27348,117481,876,1586);Oc(10720,55833,3,27948,115822,16,57);Oc(10720,55851,2,27248,121162,53,42);Oc(10720,55874,2,26260,117481,844,1587);Oc(10720,55893,2,27248,121162,53,43);Oc(10720,55911,2,27248,121162,53,44);Oc(10720,55938,2,27900,117481,880,1588);Oc(10720,55962,4,27960,117549,76,94);Oc(10720,55988,2,27348,117481,876,1589);Oc(10720,56007,4,27976,117549,77,95);Oc(10720,56027,2,26260,117481,844,1590);Oc(10720,56042,3,27992,126205,9,3);Oc(10720,56063,2,27248,121162,53,45);Oc(10720,56079,2,27248,121162,53,46);Oc(10720,56096,2,27248,121162,53,47);Oc(10720,56118,2,28004,117481,883,1591);Oc(10720,56138,2,27348,117481,876,1592);Oc(10720,56165,2,28012,117481,884,1593);Oc(10720,56182,2,27892,117481,879,1594);Oc(10720,56194,2,27248,121162,53,48);Oc(10720,56229,2,27248,121162,53,49);Oc(10720,56260,2,26260,117481,844,1595);Oc(10720,56290,2,27348,117481,876,1596);Oc(10720,56316,2,27248,121162,53,50);Oc(10720,56342,2,27248,121162,53,51);Oc(10720,56380,2,27348,117481,876,1597);Oc(10720,56396,2,27348,117481,876,1598);Oc(10720,56418,2,26260,117481,844,1599);Oc(10720,56436,2,27348,117481,876,1600);Oc(10720,56457,2,28020,117481,885,1601);Oc(10720,56472,3,28028,116488,78,926);Oc(10720,56499,2,27900,117481,880,1602);Oc(10720,56528,2,27900,117481,880,1603);Oc(10720,56569,2,27900,117481,880,1604);Oc(10720,56613,2,27900,117481,880,1605);Oc(10720,56655,2,27900,117481,880,1606);Oc(10720,56700,2,27900,117481,880,1607);Oc(10720,56730,2,27248,121162,53,52);Oc(10720,56762,2,27900,117481,880,1608);Oc(10720,56789,2,27892,117481,879,1609);Oc(10720,56817,2,27900,117481,880,1610);Oc(10720,56851,2,27900,117481,880,1611);Oc(10720,56879,2,27892,117481,879,1612);Oc(10720,56908,2,27900,117481,880,1613);Oc(10720,56943,2,27892,117481,879,1614);Oc(10720,56960,2,27348,117481,876,1615);Oc(10720,56981,2,27348,117481,876,1616);Oc(10720,57020,2,28040,126210,55,53);Oc(10720,57060,2,27348,117481,876,1617);Oc(10720,57079,2,27348,117481,876,1618);Oc(10720,57095,2,26260,117481,844,1619);Oc(10720,57108,2,26260,117481,844,1620);Oc(10720,57124,2,28040,126210,55,54);Oc(10720,57140,2,28040,126210,55,55);Oc(10720,57140,2,28040,126210,55,55);Oc(10720,57167,2,27892,117481,879,1621);Oc(10720,57181,3,28048,126214,2,3);Oc(10720,57194,2,27348,117481,876,1622);Oc(10720,57211,3,27936,116488,75,927);Oc(10720,57234,2,28012,117481,884,1623);Oc(10720,57252,2,27884,117481,878,1624);Oc(10720,57271,2,27348,117481,876,1625);Oc(10720,57292,2,27248,121162,53,56);Oc(10720,57313,2,27248,121162,53,57);Oc(10720,57336,2,27248,121162,53,58);Oc(10720,57368,2,27884,117481,878,1626);Oc(10720,57385,2,27348,117481,876,1627);Oc(10720,57405,2,27248,121162,53,59);Oc(10720,57424,2,27248,121162,53,60);Oc(10720,57445,2,27248,121162,53,61);Oc(10720,57475,4,28060,126219,1,2);Oc(10720,57506,3,28076,126225,3,4);Oc(10720,57538,2,26260,117481,844,1628);Oc(10720,57569,2,27348,117481,876,1629);Oc(10720,57596,2,27248,121162,53,62);Oc(10720,57625,2,27248,121162,53,63);Oc(10720,57652,2,27248,121162,53,64);Oc(10720,57680,2,26260,117481,844,1630);Oc(10720,57707,2,27884,117481,878,1631);Oc(10720,57728,2,27348,117481,876,1632);Oc(10720,57751,2,27348,117481,876,1633);Oc(10720,57791,2,27248,121162,53,65);Oc(10720,57814,2,26260,117481,844,1634);Oc(10720,57840,2,27892,117481,879,1635);Oc(10720,57855,2,27248,121162,53,66);Oc(10720,57876,3,27304,116488,72,928);Oc(10720,57896,2,27892,117481,879,1636);Oc(10720,57916,2,27900,117481,880,1637);Oc(10720,57938,2,27892,117481,879,1638);Oc(10720,57961,3,26352,116488,65,929);Oc(10720,57987,6,28152,122507,31,99);Oc(10720,58003,3,28176,115822,17,58);Oc(10720,58018,2,27892,117481,879,1639);Oc(10720,58042,5,28188,118161,51,134);Oc(10720,58058,4,28208,117549,79,96);Oc(10720,58071,1,26256,115815,1501,30);Oc(10720,58086,5,26724,118161,44,135);Oc(10720,58106,1,26256,115815,1501,31);Oc(10720,58121,1,26256,115815,1501,32);Oc(10720,58141,1,26256,115815,1501,33);Oc(10720,58157,1,26256,115815,1501,34);Oc(10720,58170,1,26256,115815,1501,35);Oc(10720,58187,1,26256,115815,1501,36);Oc(10720,58209,3,28224,116488,80,930);Oc(10720,58227,6,28236,122507,32,100);Oc(10720,58239,3,27304,116488,72,931);Oc(10720,58260,5,28292,118161,53,136);Oc(10720,58277,5,26724,118161,44,137);Oc(10720,58287,4,28344,117549,83,97);Oc(10720,58306,3,27304,116488,72,932);Oc(10720,58317,13,28392,127463,5,4);Oc(10720,58330,5,26724,118161,44,138);Oc(10720,58344,3,27304,116488,72,933);Oc(10720,58360,5,26724,118161,44,139);Oc(10720,58377,5,26724,118161,44,140);Oc(10720,58409,5,26724,118161,44,141);Oc(10720,58434,5,26724,118161,44,142);Oc(10720,58460,6,28636,122507,33,101);Oc(10720,58485,6,28636,122507,33,102);Oc(10720,58511,4,28692,117549,89,98);Oc(10720,58511,3,27304,116488,72,934);Oc(10720,58525,5,26724,118161,44,143);Oc(10720,58540,5,26724,118161,44,144);Oc(10720,58559,6,28804,122507,34,103);Oc(10720,58578,15,28828,130983,1,3);Oc(10720,58594,5,26724,118161,44,145);Oc(10720,58611,4,28952,117549,93,99);Oc(10720,58628,5,29e3,118161,57,146);Oc(10720,58657,6,29052,122507,35,104);Oc(10720,58687,17,29108,132757,1,6);Oc(10720,58704,4,26540,117549,64,100);Oc(10720,58742,4,26540,117549,64,101);Oc(10720,58775,5,29176,118161,59,147);Oc(10720,58807,5,29176,118161,59,148);Oc(10720,58842,5,29176,118161,59,149);Oc(10720,58872,5,29228,118161,60,150);Oc(10720,58916,7,29280,118557,13,58);Oc(10720,58960,6,29340,122507,37,105);Oc(10720,59004,6,29340,122507,37,106);Oc(10720,59047,10,29428,134438,1,5);Oc(10720,59047,9,29500,134747,4,10);Oc(10720,59047,8,29568,120275,4,30);Oc(10720,59067,6,29632,122507,38,107);Oc(10720,59088,6,29632,122507,38,108);Oc(10720,59124,6,29632,122507,38,109);Oc(10720,59151,7,29752,118557,15,59);Oc(10720,59173,6,29632,122507,38,110);Oc(10720,59203,6,29632,122507,38,111);Oc(10720,59228,6,29632,122507,38,112);Oc(10720,59257,6,29632,122507,38,113);Oc(10720,59284,6,29632,122507,38,114);Oc(10720,59322,6,29632,122507,38,115);Oc(10720,59350,6,29632,122507,38,116);Oc(10720,59387,5,26724,118161,44,151);Oc(10720,59427,7,29752,118557,15,60);Oc(10720,59458,8,30100,120275,5,31);Oc(10720,59496,7,29752,118557,15,61);Oc(10720,59529,8,30100,120275,5,32);Oc(10720,59558,8,30100,120275,5,33);Oc(10720,59593,8,30100,120275,5,34);Oc(10720,59621,6,29632,122507,38,117);Oc(10720,59653,6,30228,122507,42,118);Oc(10720,59689,6,29632,122507,38,119);Oc(10720,59718,6,29632,122507,38,120);Oc(10720,59746,6,30228,122507,42,121);Oc(10720,59782,6,29632,122507,38,122);Oc(10720,59811,7,30412,118557,20,62);Oc(10720,59834,6,29632,122507,38,123);Oc(10720,59859,6,29632,122507,38,124);Oc(10720,59895,7,29752,118557,15,63);Oc(10720,59919,6,29632,122507,38,125);Oc(10720,59959,6,30228,122507,42,126);Oc(10720,59996,6,29632,122507,38,127);Oc(10720,60026,6,29632,122507,38,128);Oc(10720,60057,6,29632,122507,38,129);Oc(10720,60085,6,29632,122507,38,130);Oc(10720,60122,6,29632,122507,38,131);Oc(10720,60158,8,30760,120275,6,35);Oc(10720,60193,6,29632,122507,38,132);Oc(10720,60220,7,29752,118557,15,64);Oc(10720,60249,6,30228,122507,42,133);Oc(10720,60283,7,30920,118557,22,65);Oc(10720,60314,6,29632,122507,38,134);Oc(10720,60348,5,30980,118161,91,152);Oc(10720,60375,7,30920,118557,22,66);Oc(10720,60407,6,31032,122507,48,135);Oc(10720,60429,7,31056,147448,2,6);Oc(10720,60459,6,31084,147457,1,2);Oc(10720,60486,5,30980,118161,91,153);Oc(10720,60511,5,30980,118161,91,154);Oc(10720,60540,5,30980,118161,91,155);Oc(10720,60567,5,30980,118161,91,156);Oc(10720,60605,5,30980,118161,91,157);Oc(10720,60633,5,30980,118161,91,158);Oc(10720,60670,5,30980,118161,91,159);Oc(10720,60696,8,31108,120275,7,36);Oc(10720,60725,8,31140,120275,8,37);Oc(10720,60760,8,31140,120275,8,38);Oc(10720,60788,5,30980,118161,91,160);Oc(10720,60820,5,30980,118161,91,161);Oc(10720,60849,5,30980,118161,91,162);Oc(10720,60877,8,31172,147465,1,2);Oc(10720,60905,5,30980,118161,91,163);Oc(10720,60934,8,31236,120275,9,39);Oc(10720,60957,5,28188,118161,51,164);Oc(10720,60983,6,31268,147818,5,2);Oc(10720,61007,5,28188,118161,51,165);Oc(10720,61036,5,30980,118161,91,166);Oc(10720,61076,5,30980,118161,91,167);Oc(10720,61106,5,30980,118161,91,168);Oc(10720,61137,5,30980,118161,91,169);Oc(10720,61165,5,30980,118161,91,170);Oc(10720,61202,5,30980,118161,91,171);Oc(10720,61238,14,31324,148354,2,7);Oc(10720,61262,6,31380,122507,49,136);Oc(10720,61286,5,30980,118161,91,172);Oc(10720,61307,4,31404,117549,121,102);Oc(10720,61344,5,29176,118161,59,173);Oc(10720,61368,4,26540,117549,64,103);Oc(10720,61400,4,26540,117549,64,104);Oc(10720,61429,7,31420,118557,27,67);Oc(10720,61460,4,26540,117549,64,105);Oc(10720,61490,7,30412,118557,20,68);Oc(10720,61515,5,29176,118161,59,174);Oc(10720,61541,5,29176,118161,59,175);Oc(10720,61567,2,26260,117481,844,1640);Oc(10720,61583,3,27936,116488,75,935);Oc(10720,61601,11,31480,148653,1,2);Oc(10720,61621,3,31524,116488,90,936);Oc(10720,61640,3,27304,116488,72,901);Oc(10720,61650,2,26260,117481,844,1641);Oc(10720,61709,3,27992,126205,9,4);Oc(10720,61660,5,31536,117525,2,4);Oc(10720,61727,5,26724,118161,44,176);Oc(10720,61743,5,31620,118161,137,177);Oc(10720,61765,1,26256,115815,1501,37);f[a+1544>>2]=5;break a}}function Bu(a){a=a|0;Oc(8808,54185,8,27072,120275,1,9);Oc(8808,54210,6,27136,120558,1,1);Oc(8808,54231,1,26256,115815,1501,5);Oc(8808,54243,4,26540,117549,64,70);Oc(8808,54263,5,26724,118161,44,69);Oc(8808,54280,1,26256,115815,1501,6);Oc(8808,54295,6,27224,121154,1,1);Oc(8808,54309,1,26256,115815,1501,7);Oc(8808,54323,2,26260,117481,844,1507);Oc(8808,54342,2,27248,121162,53,1);Oc(8808,54350,4,27288,117549,70,71);Oc(8808,54362,3,27304,116488,72,850);Oc(8808,54389,3,27304,116488,72,851);Oc(8808,54415,3,27304,116488,72,852);Oc(8808,54435,3,27304,116488,72,853);Oc(8808,54457,3,27304,116488,72,854);Oc(8808,54474,5,26724,118161,44,71);Oc(8808,54493,3,27304,116488,72,855);Oc(8808,54514,3,27304,116488,72,856);Oc(8808,54530,3,27304,116488,72,857);Oc(8808,54565,3,27304,116488,72,858);Oc(8808,54596,3,27304,116488,72,859);Oc(8808,54626,3,27304,116488,72,860);Oc(8808,54652,3,27304,116488,72,861);Oc(8808,54678,3,27304,116488,72,862);Oc(8808,54716,3,27304,116488,72,863);Oc(8808,54732,3,27304,116488,72,864);Oc(8808,54754,3,27304,116488,72,865);Oc(8808,54775,3,27304,116488,72,866);Oc(8808,54814,3,27304,116488,72,867);Oc(8808,54830,3,27304,116488,72,868);Oc(8808,54846,3,27304,116488,72,869);Oc(8808,54860,3,27304,116488,72,870);Oc(8808,54873,3,27304,116488,72,871);Oc(8808,54890,3,27304,116488,72,872);Oc(8808,54907,3,27304,116488,72,873);Oc(8808,54921,3,27304,116488,72,874);Oc(8808,54941,3,27304,116488,72,875);Oc(8808,54958,2,27348,117481,876,1508);Oc(8808,54990,6,27388,122507,25,45);Oc(8808,55010,6,27388,122507,25,46);Oc(8808,55026,5,26724,118161,44,72);Oc(8808,55053,1,26256,115815,1501,8);Oc(8808,55066,3,27304,116488,72,877);Oc(8808,55082,1,26256,115815,1501,9);Oc(8808,55094,4,27476,117549,73,73);Oc(8808,55115,1,26256,115815,1501,10);Oc(8808,55140,5,26724,118161,44,74);Oc(8808,55162,2,26260,117481,844,1509);Oc(8808,55174,6,27556,122507,26,47);Oc(8808,55196,6,27612,122507,27,48);Oc(8808,55210,6,27612,122507,27,49);Oc(8808,55224,5,26724,118161,44,75);Oc(8808,55241,7,27732,118557,10,28);Oc(8808,55262,7,27732,118557,10,29);Oc(8808,55290,1,26256,115815,1501,11);Oc(8808,55303,7,27824,118557,11,30);Oc(8808,55316,1,26256,115815,1501,12);Oc(8808,55330,1,26256,115815,1501,13);Oc(8808,55344,8,27852,120275,2,12);Oc(8808,55362,2,27884,117481,878,1510);Oc(8808,55383,2,27248,121162,53,2);Oc(8808,55407,2,27248,121162,53,3);Oc(8808,55439,2,26260,117481,844,1511);Oc(8808,55470,2,27248,121162,53,4);Oc(8808,55498,2,27248,121162,53,5);Oc(8808,55530,2,27348,117481,876,1512);Oc(8808,55557,2,27248,121162,53,6);Oc(8808,55586,2,26260,117481,844,1513);Oc(8808,55615,2,27248,121162,53,7);Oc(8808,55642,2,27248,121162,53,8);Oc(8808,55668,2,26260,117481,844,1514);Oc(8808,55695,2,27892,117481,879,1515);Oc(8808,55715,2,27348,117481,876,1516);Oc(8808,55735,2,27900,117481,880,1517);Oc(8808,55754,3,27908,116488,74,881);Oc(8808,55776,4,27920,126199,1,1);Oc(8808,55797,3,27936,116488,75,882);Oc(8808,55817,2,27348,117481,876,1518);Oc(8808,55833,3,27948,115822,16,54);Oc(8808,55851,2,27248,121162,53,9);Oc(8808,55874,2,26260,117481,844,1519);Oc(8808,55893,2,27248,121162,53,10);Oc(8808,55911,2,27248,121162,53,11);Oc(8808,55938,2,27900,117481,880,1520);Oc(8808,55962,4,27960,117549,76,76);Oc(8808,55988,2,27348,117481,876,1521);Oc(8808,56007,4,27976,117549,77,77);Oc(8808,56027,2,26260,117481,844,1522);Oc(8808,56042,3,27992,126205,9,1);Oc(8808,56063,2,27248,121162,53,12);Oc(8808,56079,2,27248,121162,53,13);Oc(8808,56096,2,27248,121162,53,14);Oc(8808,56118,2,28004,117481,883,1523);Oc(8808,56138,2,27348,117481,876,1524);Oc(8808,56165,2,28012,117481,884,1525);Oc(8808,56182,2,27892,117481,879,1526);Oc(8808,56194,2,27248,121162,53,15);Oc(8808,56229,2,27248,121162,53,16);Oc(8808,56260,2,26260,117481,844,1527);Oc(8808,56290,2,27348,117481,876,1528);Oc(8808,56316,2,27248,121162,53,17);Oc(8808,56342,2,27248,121162,53,18);Oc(8808,56380,2,27348,117481,876,1529);Oc(8808,56396,2,27348,117481,876,1530);Oc(8808,56418,2,26260,117481,844,1531);Oc(8808,56436,2,27348,117481,876,1532);Oc(8808,56457,2,28020,117481,885,1533);Oc(8808,56472,3,28028,116488,78,886);Oc(8808,56499,2,27900,117481,880,1534);Oc(8808,56528,2,27900,117481,880,1535);Oc(8808,56569,2,27900,117481,880,1536);Oc(8808,56613,2,27900,117481,880,1537);Oc(8808,56655,2,27900,117481,880,1538);Oc(8808,56700,2,27900,117481,880,1539);Oc(8808,56730,2,27248,121162,53,19);Oc(8808,56762,2,27900,117481,880,1540);Oc(8808,56789,2,27892,117481,879,1541);Oc(8808,56817,2,27900,117481,880,1542);Oc(8808,56851,2,27900,117481,880,1543);Oc(8808,56879,2,27892,117481,879,1544);Oc(8808,56908,2,27900,117481,880,1545);Oc(8808,56943,2,27892,117481,879,1546);Oc(8808,56960,2,27348,117481,876,1547);Oc(8808,56981,2,27348,117481,876,1548);Oc(8808,57020,2,28040,126210,55,20);Oc(8808,57060,2,27348,117481,876,1549);Oc(8808,57079,2,27348,117481,876,1550);Oc(8808,57095,2,26260,117481,844,1551);Oc(8808,57108,2,26260,117481,844,1552);Oc(8808,57124,2,28040,126210,55,21);Oc(8808,57140,2,28040,126210,55,22);Oc(8808,57140,2,28040,126210,55,22);Oc(8808,57167,2,27892,117481,879,1553);Oc(8808,57181,3,28048,126214,2,1);Oc(8808,57194,2,27348,117481,876,1554);Oc(8808,57211,3,27936,116488,75,887);Oc(8808,57234,2,28012,117481,884,1555);Oc(8808,57252,2,27884,117481,878,1556);Oc(8808,57271,2,27348,117481,876,1557);Oc(8808,57292,2,27248,121162,53,23);Oc(8808,57313,2,27248,121162,53,24);Oc(8808,57336,2,27248,121162,53,25);Oc(8808,57368,2,27884,117481,878,1558);Oc(8808,57385,2,27348,117481,876,1559);Oc(8808,57405,2,27248,121162,53,26);Oc(8808,57424,2,27248,121162,53,27);Oc(8808,57445,2,27248,121162,53,28);Oc(8808,57475,4,28060,126219,1,1);Oc(8808,57506,3,28076,126225,3,2);Oc(8808,57538,2,26260,117481,844,1560);Oc(8808,57569,2,27348,117481,876,1561);Oc(8808,57596,2,27248,121162,53,29);Oc(8808,57625,2,27248,121162,53,30);Oc(8808,57652,2,27248,121162,53,31);Oc(8808,57680,2,26260,117481,844,1562);Oc(8808,57707,2,27884,117481,878,1563);Oc(8808,57728,2,27348,117481,876,1564);Oc(8808,57751,2,27348,117481,876,1565);Oc(8808,57791,2,27248,121162,53,32);Oc(8808,57814,2,26260,117481,844,1566);Oc(8808,57840,2,27892,117481,879,1567);Oc(8808,57855,2,27248,121162,53,33);Oc(8808,57876,3,27304,116488,72,888);Oc(8808,57896,2,27892,117481,879,1568);Oc(8808,57916,2,27900,117481,880,1569);Oc(8808,57938,2,27892,117481,879,1570);Oc(8808,57961,3,26352,116488,65,889);Oc(8808,57987,6,28152,122507,31,50);Oc(8808,58003,3,28176,115822,17,56);Oc(8808,58018,2,27892,117481,879,1571);Oc(8808,58042,5,28188,118161,51,78);Oc(8808,58058,4,28208,117549,79,79);Oc(8808,58071,1,26256,115815,1501,14);Oc(8808,58086,5,26724,118161,44,80);Oc(8808,58106,1,26256,115815,1501,15);Oc(8808,58121,1,26256,115815,1501,16);Oc(8808,58141,1,26256,115815,1501,17);Oc(8808,58157,1,26256,115815,1501,18);Oc(8808,58170,1,26256,115815,1501,19);Oc(8808,58187,1,26256,115815,1501,20);Oc(8808,58209,3,28224,116488,80,890);Oc(8808,58227,6,28236,122507,32,52);Oc(8808,58239,3,27304,116488,72,891);Oc(8808,58260,5,28292,118161,53,81);Oc(8808,58277,5,26724,118161,44,82);Oc(8808,58287,4,28344,117549,83,81);Oc(8808,58306,3,27304,116488,72,892);Oc(8808,58317,13,28392,127463,5,3);Oc(8808,58330,5,26724,118161,44,84);Oc(8808,58344,3,27304,116488,72,893);Oc(8808,58360,5,26724,118161,44,85);Oc(8808,58377,5,26724,118161,44,86);Oc(8808,58409,5,26724,118161,44,87);Oc(8808,58434,5,26724,118161,44,88);Oc(8808,58460,6,28636,122507,33,54);Oc(8808,58485,6,28636,122507,33,55);Oc(8808,58511,4,28692,117549,89,82);Oc(8808,58511,3,27304,116488,72,894);Oc(8808,58525,5,26724,118161,44,90);Oc(8808,58540,5,26724,118161,44,91);Oc(8808,58559,6,28804,122507,34,56);Oc(8808,58578,15,28828,130983,1,1);Oc(8808,58594,5,26724,118161,44,92);Oc(8808,58611,4,28952,117549,93,83);Oc(8808,58628,5,29e3,118161,57,94);Oc(8808,58657,6,29052,122507,35,58);Oc(8808,58687,17,29108,132757,1,5);Oc(8808,58704,4,26540,117549,64,84);Oc(8808,58742,4,26540,117549,64,85);Oc(8808,58775,5,29176,118161,59,95);Oc(8808,58807,5,29176,118161,59,96);Oc(8808,58842,5,29176,118161,59,97);Oc(8808,58872,5,29228,118161,60,98);Oc(8808,58916,7,29280,118557,13,36);Oc(8808,58960,6,29340,122507,37,61);Oc(8808,59004,6,29340,122507,37,62);Oc(8808,59047,10,29428,134438,1,3);Oc(8808,59047,9,29500,134747,4,3);Oc(8808,59047,8,29568,120275,4,14);Oc(8808,59067,6,29632,122507,38,63);Oc(8808,59088,6,29632,122507,38,64);Oc(8808,59124,6,29632,122507,38,65);Oc(8808,59151,7,29752,118557,15,39);Oc(8808,59173,6,29632,122507,38,66);Oc(8808,59203,6,29632,122507,38,67);Oc(8808,59228,6,29632,122507,38,68);Oc(8808,59257,6,29632,122507,38,69);Oc(8808,59284,6,29632,122507,38,70);Oc(8808,59322,6,29632,122507,38,71);Oc(8808,59350,6,29632,122507,38,72);Oc(8808,59387,5,26724,118161,44,99);Oc(8808,59427,7,29752,118557,15,40);Oc(8808,59458,8,30100,120275,5,16);Oc(8808,59496,7,29752,118557,15,41);Oc(8808,59529,8,30100,120275,5,17);Oc(8808,59558,8,30100,120275,5,18);Oc(8808,59593,8,30100,120275,5,19);Oc(8808,59621,6,29632,122507,38,73);Oc(8808,59653,6,30228,122507,42,74);Oc(8808,59689,6,29632,122507,38,75);Oc(8808,59718,6,29632,122507,38,76);Oc(8808,59746,6,30228,122507,42,77);Oc(8808,59782,6,29632,122507,38,78);Oc(8808,59811,7,30412,118557,20,43);Oc(8808,59834,6,29632,122507,38,79);Oc(8808,59859,6,29632,122507,38,80);Oc(8808,59895,7,29752,118557,15,44);Oc(8808,59919,6,29632,122507,38,81);Oc(8808,59959,6,30228,122507,42,82);Oc(8808,59996,6,29632,122507,38,83);Oc(8808,60026,6,29632,122507,38,84);Oc(8808,60057,6,29632,122507,38,85);Oc(8808,60085,6,29632,122507,38,86);Oc(8808,60122,6,29632,122507,38,87);Oc(8808,60158,8,30760,120275,6,21);Oc(8808,60193,6,29632,122507,38,88);Oc(8808,60220,7,29752,118557,15,45);Oc(8808,60249,6,30228,122507,42,89);Oc(8808,60283,7,30920,118557,22,46);Oc(8808,60314,6,29632,122507,38,90);Oc(8808,60348,5,30980,118161,91,100);Oc(8808,60375,7,30920,118557,22,47);Oc(8808,60407,6,31032,122507,48,92);Oc(8808,60429,7,31056,147448,2,4);Oc(8808,60459,6,31084,147457,1,1);Oc(8808,60486,5,30980,118161,91,101);Oc(8808,60511,5,30980,118161,91,102);Oc(8808,60540,5,30980,118161,91,103);Oc(8808,60567,5,30980,118161,91,104);Oc(8808,60605,5,30980,118161,91,105);Oc(8808,60633,5,30980,118161,91,106);Oc(8808,60670,5,30980,118161,91,107);Oc(8808,60696,8,31108,120275,7,23);Oc(8808,60725,8,31140,120275,8,24);Oc(8808,60760,8,31140,120275,8,25);Oc(8808,60788,5,30980,118161,91,108);Oc(8808,60820,5,30980,118161,91,109);Oc(8808,60849,5,30980,118161,91,110);Oc(8808,60877,8,31172,147465,1,1);Oc(8808,60905,5,30980,118161,91,111);Oc(8808,60934,8,31236,120275,9,26);Oc(8808,60957,5,28188,118161,51,112);Oc(8808,60983,6,31268,147818,5,1);Oc(8808,61007,5,28188,118161,51,113);Oc(8808,61036,5,30980,118161,91,114);Oc(8808,61076,5,30980,118161,91,115);Oc(8808,61106,5,30980,118161,91,116);Oc(8808,61137,5,30980,118161,91,117);Oc(8808,61165,5,30980,118161,91,118);Oc(8808,61202,5,30980,118161,91,119);Oc(8808,61238,14,31324,148354,2,6);Oc(8808,61262,6,31380,122507,49,93);Oc(8808,61286,5,30980,118161,91,120);Oc(8808,61307,4,31404,117549,121,86);Oc(8808,61344,5,29176,118161,59,122);Oc(8808,61368,4,26540,117549,64,87);Oc(8808,61400,4,26540,117549,64,88);Oc(8808,61429,7,31420,118557,27,50);Oc(8808,61460,4,26540,117549,64,89);Oc(8808,61490,7,30412,118557,20,51);Oc(8808,61515,5,29176,118161,59,123);Oc(8808,61541,5,29176,118161,59,124);Oc(8808,61567,2,26260,117481,844,1572);Oc(8808,61583,3,27936,116488,75,895);Oc(8808,61601,11,31480,148653,1,1);Oc(8808,61621,3,31524,116488,90,896);Oc(8808,61640,1,26488,117476,654,44);Oc(8808,61650,2,26260,117481,844,1573);Oc(8808,61660,5,31536,117525,2,3);Oc(8808,61680,5,26724,118161,44,125);Oc(8808,61692,5,26724,118161,44,126);Oc(8808,61709,3,27992,126205,9,2);Nc(10720,10728,10744,0,117476,659,117479,0,117479,0,61722,115815,1574);Oc(10720,54068,5,26724,118161,44,127);Oc(10720,54086,7,26776,118557,6,52);Oc(10720,54095,5,26724,118161,44,128);Oc(10720,54118,10,26868,119170,1,2)}function Cu(a){a=a|0;var b=0;a=f[a+64>>2]|0;b=pOb(4)|0;f[b>>2]=821;Yc(8592,17744,116484,198,a|0,17744,116488,47,b|0);Kc(8592);Xc(8600,52365,115813,17,115815,1479);b=pOb(4)|0;f[b>>2]=625;a=pOb(4)|0;f[a>>2]=822;Yc(8600,17744,116484,199,b|0,17744,116488,48,a|0);a=pOb(4)|0;f[a>>2]=626;b=pOb(4)|0;f[b>>2]=823;Yc(8600,17744,116484,199,a|0,17744,116488,48,b|0);Kc(8600);Xc(8608,52376,115813,18,115815,1480);b=pOb(4)|0;f[b>>2]=627;a=pOb(4)|0;f[a>>2]=824;Yc(8608,17744,116484,200,b|0,17744,116488,49,a|0);a=pOb(4)|0;f[a>>2]=628;b=pOb(4)|0;f[b>>2]=825;Yc(8608,17744,116484,200,a|0,17744,116488,49,b|0);Kc(8608);Xc(8616,52385,115813,19,115815,1481);b=pOb(4)|0;f[b>>2]=629;a=pOb(4)|0;f[a>>2]=826;Yc(8616,17744,116484,201,b|0,17744,116488,50,a|0);a=pOb(4)|0;f[a>>2]=630;b=pOb(4)|0;f[b>>2]=827;Yc(8616,17744,116484,201,a|0,17744,116488,50,b|0);Kc(8616);Xc(8624,52399,115813,20,115815,1482);b=pOb(4)|0;f[b>>2]=631;a=pOb(4)|0;f[a>>2]=828;Yc(8624,17744,116484,202,b|0,17744,116488,51,a|0);a=pOb(4)|0;f[a>>2]=632;b=pOb(4)|0;f[b>>2]=829;Yc(8624,17744,116484,202,a|0,17744,116488,51,b|0);Kc(8624);Xc(8632,52406,115813,21,115815,1483);b=pOb(4)|0;f[b>>2]=633;a=pOb(4)|0;f[a>>2]=830;Yc(8632,17744,116484,203,b|0,17744,116488,52,a|0);a=pOb(4)|0;f[a>>2]=634;b=pOb(4)|0;f[b>>2]=831;Yc(8632,17744,116484,203,a|0,17744,116488,52,b|0);Kc(8632);Xc(8640,52420,115813,22,115815,1484);b=pOb(4)|0;f[b>>2]=635;a=pOb(4)|0;f[a>>2]=832;Yc(8640,17744,116484,204,b|0,17744,116488,53,a|0);a=pOb(4)|0;f[a>>2]=636;b=pOb(4)|0;f[b>>2]=833;Yc(8640,17744,116484,204,a|0,17744,116488,53,b|0);Kc(8640);Xc(8648,52429,115813,23,115815,1485);b=pOb(4)|0;f[b>>2]=637;a=pOb(4)|0;f[a>>2]=834;Yc(8648,17744,116484,205,b|0,17744,116488,54,a|0);a=pOb(4)|0;f[a>>2]=638;b=pOb(4)|0;f[b>>2]=835;Yc(8648,17744,116484,205,a|0,17744,116488,54,b|0);Kc(8648);Xc(8656,52439,115813,24,115815,1486);b=pOb(4)|0;f[b>>2]=639;a=pOb(4)|0;f[a>>2]=836;Yc(8656,17744,116484,206,b|0,17744,116488,55,a|0);a=pOb(4)|0;f[a>>2]=640;b=pOb(4)|0;f[b>>2]=837;Yc(8656,17744,116484,206,a|0,17744,116488,55,b|0);Kc(8656);Xc(8664,52455,115813,25,115815,1487);b=pOb(4)|0;f[b>>2]=641;a=pOb(4)|0;f[a>>2]=838;Yc(8664,17744,116484,207,b|0,17744,116488,56,a|0);a=pOb(4)|0;f[a>>2]=642;b=pOb(4)|0;f[b>>2]=839;Yc(8664,17744,116484,207,a|0,17744,116488,56,b|0);Kc(8664);Xc(8672,52464,115813,26,115815,1488);b=pOb(4)|0;f[b>>2]=643;a=pOb(4)|0;f[a>>2]=840;Yc(8672,17744,116484,208,b|0,17744,116488,57,a|0);a=pOb(4)|0;f[a>>2]=644;b=pOb(4)|0;f[b>>2]=841;Yc(8672,17744,116484,208,a|0,17744,116488,57,b|0);Kc(8672);Zc(4664,52474,115813,27,115815,1489);Lc(4664);Zc(4584,52479,115813,28,115815,1490);b=pOb(4)|0;f[b>>2]=645;a=pOb(4)|0;f[a>>2]=842;_c(4584,52483,8008,116484,209,b|0,8008,116488,58,a|0);a=pOb(4)|0;f[a>>2]=646;b=pOb(4)|0;f[b>>2]=843;_c(4584,52490,8008,116484,209,a|0,8008,116488,58,b|0);Lc(4584);Zc(8680,52500,115813,29,115815,1491);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(8680,52515,400,116484,210,b|0,400,116488,59,a|0);a=pOb(4)|0;f[a>>2]=16;b=pOb(4)|0;f[b>>2]=16;_c(8680,52523,400,116484,210,a|0,400,116488,59,b|0);Lc(8680);Zc(992,52532,115813,30,115815,1492);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(992,52546,8680,116484,211,b|0,8680,116488,60,a|0);Lc(992);Zc(4872,52553,115813,31,115815,1493);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(4872,52564,17776,115827,18,a|0,17776,115831,9,b|0);b=pOb(4)|0;f[b>>2]=8;a=pOb(4)|0;f[a>>2]=8;_c(4872,52577,17776,115827,18,b|0,17776,115831,9,a|0);Lc(4872);Zc(8688,52591,115813,32,115815,1494);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(8688,52612,17744,116484,212,a|0,17744,116488,61,b|0);b=pOb(4)|0;f[b>>2]=4;a=pOb(4)|0;f[a>>2]=4;_c(8688,52631,17744,116484,212,b|0,17744,116488,61,a|0);Lc(8688);Zc(7456,52658,115813,33,115815,1495);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(7456,52665,17768,115818,19,a|0,17768,115822,10,b|0);b=pOb(4)|0;f[b>>2]=4;a=pOb(4)|0;f[a>>2]=4;_c(7456,52669,17768,115818,19,b|0,17768,115822,10,a|0);Lc(7456);Zc(7376,52673,115813,34,115815,1496);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(7376,52665,17776,115827,20,a|0,17776,115831,11,b|0);b=pOb(4)|0;f[b>>2]=8;a=pOb(4)|0;f[a>>2]=8;_c(7376,52669,17776,115827,20,b|0,17776,115831,11,a|0);Lc(7376);Zc(1112,52680,115813,35,115815,1497);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(1112,52665,872,116484,213,a|0,872,116488,62,b|0);b=pOb(4)|0;f[b>>2]=12;a=pOb(4)|0;f[a>>2]=12;_c(1112,52669,872,116484,213,b|0,872,116488,62,a|0);Lc(1112);Zc(5640,52686,115813,36,115815,1498);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(5640,52699,8008,116484,214,a|0,8008,116488,63,b|0);b=pOb(4)|0;f[b>>2]=24;a=pOb(4)|0;f[a>>2]=24;_c(5640,52706,8008,116484,214,b|0,8008,116488,63,a|0);a=pOb(4)|0;f[a>>2]=48;b=pOb(4)|0;f[b>>2]=48;_c(5640,52713,17776,115827,21,a|0,17776,115831,12,b|0);Lc(5640);Zc(8696,52722,115813,37,115815,1499);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(8696,52733,17776,115827,22,b|0,17776,115831,13,a|0);a=pOb(4)|0;f[a>>2]=8;b=pOb(4)|0;f[b>>2]=8;_c(8696,52751,17744,116484,215,a|0,17744,116488,64,b|0);b=pOb(4)|0;f[b>>2]=12;a=pOb(4)|0;f[a>>2]=12;_c(8696,52767,17744,116484,215,b|0,17744,116488,64,a|0);a=pOb(4)|0;f[a>>2]=16;b=pOb(4)|0;f[b>>2]=16;_c(8696,52782,17744,116484,215,a|0,17744,116488,64,b|0);b=pOb(4)|0;f[b>>2]=20;a=pOb(4)|0;f[a>>2]=20;_c(8696,52801,17744,116484,215,b|0,17744,116488,64,a|0);Lc(8696);Qc(8360,52813,4,1);Rc(8360,52824,0);Rc(8360,52832,1);Rc(8360,52845,2);Qc(3560,52867,1,0);Rc(3560,52895,0);Rc(3560,52910,1);Rc(3560,52924,2);Qc(8704,52937,1,0);Rc(8704,52954,0);Rc(8704,52968,1);Rc(8704,52976,2);Rc(8704,52994,3);Rc(8704,53009,4);Qc(4728,53026,1,0);Rc(4728,53045,0);Rc(4728,52924,1);Qc(8712,53067,1,0);Rc(8712,53088,0);Rc(8712,53101,1);Rc(8712,53109,2);Rc(8712,53115,3);Qc(8720,53126,1,0);Rc(8720,53146,0);Rc(8720,53169,1);Qc(8728,53192,1,0);Rc(8728,53101,0);Qc(4792,53213,1,0);Rc(4792,53233,0);Rc(4792,53244,1);Nc(8736,8744,8760,0,117476,647,117479,0,117479,0,53266,115815,1500);Oc(8736,53271,1,26256,115815,1501,2);Oc(8736,53289,1,26256,115815,1501,3);Oc(8736,53305,2,26260,117481,844,1502);Oc(8736,53305,9,26268,117485,1,1);Oc(8736,53305,8,26304,117496,1,1);Oc(8736,53319,2,26260,117481,844,1503);Oc(8736,53319,8,26304,117496,1,2);Oc(8736,53319,9,26268,117485,1,2);Oc(8736,53332,2,26336,116484,216,648);Oc(8736,53350,2,26336,116484,216,649);Oc(8736,53374,2,26336,116484,216,650);Oc(8736,53392,2,26344,116484,217,845);Oc(8736,53410,3,26352,116488,65,846);Oc(8736,53431,2,26364,116484,218,651);Oc(8736,53447,3,26372,116488,66,847);Oc(8736,53466,2,26364,116484,218,652);Oc(8736,53482,3,26372,116488,66,848);Oc(8736,53501,2,26364,116484,218,653);Oc(8736,53515,3,26372,116488,66,849);Oc(8736,53532,2,26384,115827,23,42);Oc(8736,53549,3,26392,115831,14,48);Oc(8736,53569,2,26384,115827,23,43);Oc(8736,53587,2,26384,115827,23,44);Oc(8736,53606,3,26392,115831,14,49);Oc(8736,53606,4,26404,117506,1,5);Oc(8736,53622,3,26392,115831,14,50);Oc(8736,53622,4,26404,117506,1,6);Oc(8736,53646,5,26420,117512,1,1);Oc(8736,53659,4,26404,117506,1,7);Oc(8736,53670,3,26392,115831,14,51);Oc(8736,53682,3,26392,115831,14,52);Oc(8736,53694,4,26404,117506,1,8);Oc(8736,53707,4,26440,117519,1,15);Oc(8736,53724,5,26456,117525,1,2);Oc(8736,53745,3,26476,117532,161,67);Oc(8736,53762,1,26488,117476,654,38);Oc(8736,53776,2,26492,116484,219,655);Oc(8736,53796,10,26500,117537,1,1);Oc(8736,53812,4,26540,117549,64,68);Oc(8736,53826,2,26260,117481,844,1504);Oc(8736,53848,2,26556,116484,220,656);Oc(8736,53861,16,26564,117656,1,1);Oc(8736,53873,1,26256,115815,1501,4);Oc(8736,53891,1,26488,117476,654,39);Oc(8736,53908,1,26488,117476,654,40);Oc(8736,53926,1,26628,117476,657,1505);Oc(8736,53947,4,26632,117549,65,69);Oc(8736,53961,7,26648,117674,1,1);Oc(8736,53981,4,26676,117683,9,66);Oc(8736,54e3,1,26488,117476,654,41);Oc(8736,54027,1,26488,117476,654,42);Oc(8736,54046,1,26488,117476,654,43);Nc(8808,8816,8832,0,117476,658,117479,0,117479,0,54063,115815,1506);Oc(8808,54068,5,26724,118161,44,67);Oc(8808,54086,7,26776,118557,6,22);Oc(8808,54095,5,26724,118161,44,68);Oc(8808,54118,10,26868,119170,1,1);Oc(8808,54131,7,26952,118557,7,23);Oc(8808,54162,7,27012,118557,8,24)}
+function B$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b)}g=a+12|0;b=f[g>>2]|0;if(b|0){h=a+16|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-208|0;f[h>>2]=d;e=f[c+-120>>2]|0;if(!e)c=d;else{c=c+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-192-d|0)>>>0)/192|0)*192|0);sOb(d);return}function C$(a){a=a|0;var b=0,c=0;f[a>>2]=25436;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);sOb(c);return}function D$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25436;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-192-b|0)>>>0)/192|0)*192|0);sOb(b);sOb(a);return}function E$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;if((c-b|0)<4){L=0;return L|0}L=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=b+4|0;K=a+4|0;d=f[K>>2]|0;J=a+8|0;e=f[J>>2]|0;if((e|0)!=(d|0))f[J>>2]=e+(~(((e+-192-d|0)>>>0)/192|0)*192|0);R$(K,L);k=a+16|0;if(!L){L=b;return L|0}l=a+24|0;m=a+12|0;n=a+64|0;o=a+72|0;q=a+80|0;r=a+88|0;s=a+96|0;t=a+104|0;u=a+112|0;v=a+116|0;w=a+120|0;x=a+124|0;y=a+128|0;z=a+132|0;A=a+136|0;B=a+144|0;C=a+152|0;D=a+160|0;E=a+168|0;F=a+176|0;G=a+184|0;H=a+192|0;I=a+200|0;j=a+208|0;i=0;while(1){b=J$(k,b,c)|0;if(!b){b=0;d=11;break}d=f[J>>2]|0;if(d>>>0<(f[m>>2]|0)>>>0){e=d;a=l;g=e+36|0;do{f[e>>2]=f[a>>2];e=e+4|0;a=a+4|0}while((e|0)<(g|0));e=d+40|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[d+48>>3]=+p[o>>3];p[d+56>>3]=+p[q>>3];e=d+64|0;f[e>>2]=f[r>>2];f[e+4>>2]=f[r+4>>2];f[e+8>>2]=f[r+8>>2];f[e+12>>2]=f[r+12>>2];f[e+16>>2]=f[r+16>>2];f[e+20>>2]=f[r+20>>2];p[e>>3]=+p[r>>3];p[d+72>>3]=+p[s>>3];p[d+80>>3]=+p[t>>3];e=d+88|0;f[e>>2]=f[u>>2];f[e+4>>2]=f[u+4>>2];f[e+8>>2]=f[u+8>>2];f[e>>2]=f[u>>2];f[d+92>>2]=f[v>>2];f[d+96>>2]=f[w>>2];e=d+100|0;f[e>>2]=f[x>>2];f[e+4>>2]=f[x+4>>2];f[e+8>>2]=f[x+8>>2];f[e>>2]=f[x>>2];f[d+104>>2]=f[y>>2];f[d+108>>2]=f[z>>2];e=d+112|0;f[e>>2]=f[A>>2];f[e+4>>2]=f[A+4>>2];f[e+8>>2]=f[A+8>>2];f[e+12>>2]=f[A+12>>2];f[e+16>>2]=f[A+16>>2];f[e+20>>2]=f[A+20>>2];p[e>>3]=+p[A>>3];p[d+120>>3]=+p[B>>3];p[d+128>>3]=+p[C>>3];e=d+136|0;f[e>>2]=f[D>>2];f[e+4>>2]=f[D+4>>2];f[e+8>>2]=f[D+8>>2];f[e+12>>2]=f[D+12>>2];f[e+16>>2]=f[D+16>>2];f[e+20>>2]=f[D+20>>2];p[e>>3]=+p[D>>3];p[d+144>>3]=+p[E>>3];p[d+152>>3]=+p[F>>3];e=d+160|0;f[e>>2]=f[G>>2];f[e+4>>2]=f[G+4>>2];f[e+8>>2]=f[G+8>>2];f[e+12>>2]=f[G+12>>2];f[e+16>>2]=f[G+16>>2];f[e+20>>2]=f[G+20>>2];p[e>>3]=+p[G>>3];p[d+168>>3]=+p[H>>3];p[d+176>>3]=+p[I>>3];e=j;a=f[e+4>>2]|0;g=d+184|0;f[g>>2]=f[e>>2];f[g+4>>2]=a;f[J>>2]=(f[J>>2]|0)+192}else T$(K,l);i=i+1|0;if(i>>>0>=L>>>0){d=11;break}}if((d|0)==11)return b|0;return 0}function F$(a){a=a|0;return a+4|0}function G$(a){a=a|0;var b=0,c=0;f[a>>2]=25436;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);sOb(c);return}function H$(a){a=a|0;yf()}function I$(a){a=a|0;sOb(a);return}function J$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0,ca=0,da=0.0,ea=0.0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0;ka=u;u=u+240|0;ja=ka+192|0;ia=ka;f[ia>>2]=25484;ba=M$(ia,b,c)|0;if(!ba){u=ka;return ba|0}b=a+8|0;ca=ia+8|0;fa=ja;ga=b;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));c=a+48|0;d=a+56|0;e=a+64|0;da=+p[c>>3];ea=+p[d>>3];N=+p[e>>3];g=a+72|0;h=a+80|0;i=a+88|0;O=+p[g>>3];P=+p[h>>3];Q=+p[i>>3];j=a+96|0;k=a+100|0;l=a+104|0;R=f[j>>2]|0;S=f[k>>2]|0;T=f[l>>2]|0;m=a+108|0;o=a+112|0;r=a+116|0;U=f[m>>2]|0;V=f[o>>2]|0;W=f[r>>2]|0;t=a+120|0;w=a+128|0;y=a+136|0;X=+p[t>>3];Y=+p[w>>3];Z=+p[y>>3];A=a+144|0;C=a+152|0;E=a+160|0;_=+p[A>>3];$=+p[C>>3];aa=+p[E>>3];G=a+168|0;I=a+176|0;J=a+184|0;K=+p[G>>3];L=+p[I>>3];M=+p[J>>3];fa=b;ga=ca;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));H=ia+48|0;p[c>>3]=+p[H>>3];F=ia+56|0;p[d>>3]=+p[F>>3];D=ia+64|0;p[e>>3]=+p[D>>3];B=ia+72|0;p[g>>3]=+p[B>>3];z=ia+80|0;p[h>>3]=+p[z>>3];x=ia+88|0;p[i>>3]=+p[x>>3];v=ia+96|0;f[j>>2]=f[v>>2];s=ia+100|0;f[k>>2]=f[s>>2];q=ia+104|0;f[l>>2]=f[q>>2];n=ia+108|0;f[m>>2]=f[n>>2];l=ia+112|0;f[o>>2]=f[l>>2];k=ia+116|0;f[r>>2]=f[k>>2];j=ia+120|0;p[t>>3]=+p[j>>3];i=ia+128|0;p[w>>3]=+p[i>>3];h=ia+136|0;p[y>>3]=+p[h>>3];g=ia+144|0;p[A>>3]=+p[g>>3];e=ia+152|0;p[C>>3]=+p[e>>3];d=ia+160|0;p[E>>3]=+p[d>>3];a=ia+168|0;p[G>>3]=+p[a>>3];c=ia+176|0;p[I>>3]=+p[c>>3];b=ia+184|0;p[J>>3]=+p[b>>3];fa=ca;ga=ja;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));p[H>>3]=da;p[F>>3]=ea;p[D>>3]=N;p[B>>3]=O;p[z>>3]=P;p[x>>3]=Q;f[v>>2]=R;f[s>>2]=S;f[q>>2]=T;f[n>>2]=U;f[l>>2]=V;f[k>>2]=W;p[j>>3]=X;p[i>>3]=Y;p[h>>3]=Z;p[g>>3]=_;p[e>>3]=$;p[d>>3]=aa;p[a>>3]=K;p[c>>3]=L;p[b>>3]=M;u=ka;return ba|0}function K$(a){a=a|0;return a+8|0}function L$(a){a=a|0;sOb(a);return}function M$(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0;B=u;u=u+80|0;A=B+40|0;t=B;f[t>>2]=25508;g=P$(t,c,d)|0;if(!g){A=0;u=B;return A|0}if((d-g|0)<24){A=0;u=B;return A|0}b[s>>0]=b[g>>0];b[s+1>>0]=b[g+1>>0];b[s+2>>0]=b[g+2>>0];b[s+3>>0]=b[g+3>>0];b[s+4>>0]=b[g+4>>0];b[s+5>>0]=b[g+5>>0];b[s+6>>0]=b[g+6>>0];b[s+7>>0]=b[g+7>>0];x=+p[s>>3];c=g+8|0;b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];y=+p[s>>3];c=g+16|0;b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];z=+p[s>>3];c=g+24|0;if((d-c|0)<24){A=0;u=B;return A|0}e=g+48|0;if((d-e|0)<24){A=0;u=B;return A|0}r=g+40|0;b[s>>0]=b[r>>0];b[s+1>>0]=b[r+1>>0];b[s+2>>0]=b[r+2>>0];b[s+3>>0]=b[r+3>>0];b[s+4>>0]=b[r+4>>0];b[s+5>>0]=b[r+5>>0];b[s+6>>0]=b[r+6>>0];b[s+7>>0]=b[r+7>>0];w=+p[s>>3];r=g+32|0;b[s>>0]=b[r>>0];b[s+1>>0]=b[r+1>>0];b[s+2>>0]=b[r+2>>0];b[s+3>>0]=b[r+3>>0];b[s+4>>0]=b[r+4>>0];b[s+5>>0]=b[r+5>>0];b[s+6>>0]=b[r+6>>0];b[s+7>>0]=b[r+7>>0];v=+p[s>>3];b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];o=+p[s>>3];r=g+72|0;n=g+68|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;m=g+64|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=g+60|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;q=g+56|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;k=g+52|0;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;i=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;j=a+8|0;c=t+4|0;d=A;e=j;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=j;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=c;e=A;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+48>>3]=x;p[a+56>>3]=y;p[a+64>>3]=z;p[a+72>>3]=o;p[a+80>>3]=v;p[a+88>>3]=w;f[a+96>>2]=i;f[a+100>>2]=k;f[a+104>>2]=q;f[a+108>>2]=l;f[a+112>>2]=m;f[a+116>>2]=n;A=r;u=B;return A|0}function N$(a){a=a|0;return a+8|0}function O$(a){a=a|0;sOb(a);return}function P$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;if((c-b|0)<8){b=0;return b|0}m=b;n=m;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;d=b+8|0;if((c-d|0)<8){b=0;return b|0}l=d;k=l;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;d=b+16|0;if((c-d|0)<4){b=0;return b|0}j=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=b+20|0;if((c-d|0)<4){b=0;return b|0}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=b+24|0;if((c-d|0)<4){b=0;return b|0}d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=b+28|0;if((c-e|0)<4){b=0;return b|0}g=b+32|0;if((c-g|0)<4){b=0;return b|0}e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;c=a+4|0;f[c>>2]=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;f[c+4>>2]=m;n=a+12|0;f[n>>2]=k;f[n+4>>2]=l;f[a+20>>2]=j;f[a+24>>2]=i;f[a+28>>2]=d;f[a+32>>2]=e;f[a+36>>2]=g;b=b+36|0;return b|0}function Q$(a){a=a|0;return a+4|0}function R$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;d=f[a>>2]|0;if((((f[a+8>>2]|0)-d|0)/192|0)>>>0>=b>>>0){u=h;return}c=f[a+4>>2]|0;f[g+12>>2]=0;f[g+16>>2]=a+8;if(b>>>0>22369621)vd();i=pOb(b*192|0)|0;f[g>>2]=i;d=i+(((c-d|0)/192|0)*192|0)|0;e=g+8|0;f[e>>2]=d;c=g+4|0;f[c>>2]=d;f[g+12>>2]=i+(b*192|0);S$(a,g);c=f[c>>2]|0;d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);c=f[g>>2]|0;if(c|0)sOb(c);u=h;return}function S$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=f[a>>2]|0;k=a+4|0;c=f[k>>2]|0;l=b+4|0;if((c|0)==(j|0)){i=l;h=a;l=f[l>>2]|0;f[h>>2]=l;f[i>>2]=j;j=b+8|0;l=f[k>>2]|0;h=f[j>>2]|0;f[k>>2]=h;f[j>>2]=l;j=a+8|0;l=b+12|0;k=f[j>>2]|0;a=f[l>>2]|0;f[j>>2]=a;f[l>>2]=k;l=f[i>>2]|0;f[b>>2]=l;return}e=f[l>>2]|0;do{d=c;c=c+-192|0;g=e+-192|0;h=c;i=g+36|0;do{f[g>>2]=f[h>>2];g=g+4|0;h=h+4|0}while((g|0)<(i|0));p[e+-152>>3]=+p[d+-152>>3];p[e+-144>>3]=+p[d+-144>>3];p[e+-136>>3]=+p[d+-136>>3];p[e+-128>>3]=+p[d+-128>>3];p[e+-120>>3]=+p[d+-120>>3];p[e+-112>>3]=+p[d+-112>>3];f[e+-104>>2]=f[d+-104>>2];f[e+-100>>2]=f[d+-100>>2];f[e+-96>>2]=f[d+-96>>2];f[e+-92>>2]=f[d+-92>>2];f[e+-88>>2]=f[d+-88>>2];f[e+-84>>2]=f[d+-84>>2];p[e+-80>>3]=+p[d+-80>>3];p[e+-72>>3]=+p[d+-72>>3];p[e+-64>>3]=+p[d+-64>>3];p[e+-56>>3]=+p[d+-56>>3];p[e+-48>>3]=+p[d+-48>>3];p[e+-40>>3]=+p[d+-40>>3];p[e+-32>>3]=+p[d+-32>>3];p[e+-24>>3]=+p[d+-24>>3];p[e+-16>>3]=+p[d+-16>>3];g=d+-8|0;h=f[g+4>>2]|0;i=e+-8|0;f[i>>2]=f[g>>2];f[i+4>>2]=h;e=(f[l>>2]|0)+-192|0;f[l>>2]=e}while((c|0)!=(j|0));i=a;h=e;j=f[a>>2]|0;f[i>>2]=h;f[l>>2]=j;j=b+8|0;i=f[k>>2]|0;h=f[j>>2]|0;f[k>>2]=h;f[j>>2]=i;a=a+8|0;k=b+12|0;j=f[a>>2]|0;i=f[k>>2]|0;f[a>>2]=i;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function T$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l;c=f[a>>2]|0;j=((f[a+4>>2]|0)-c|0)/192|0;d=j+1|0;if(d>>>0>22369621)AMb(a);i=((f[a+8>>2]|0)-c|0)/192|0;c=i<<1;c=i>>>0<11184810?(c>>>0<d>>>0?d:c):22369621;f[k+12>>2]=0;f[k+16>>2]=a+8;do if(!c)h=0;else if(c>>>0>22369621)vd();else{h=pOb(c*192|0)|0;break}while(0);f[k>>2]=h;d=h+(j*192|0)|0;i=k+8|0;f[i>>2]=d;g=k+4|0;f[g>>2]=d;f[k+12>>2]=h+(c*192|0);c=d;d=b;e=c+36|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));d=h+(j*192|0)+40|0;c=b+40|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+48>>3]=+p[b+48>>3];p[h+(j*192|0)+56>>3]=+p[b+56>>3];d=h+(j*192|0)+64|0;c=b+64|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+72>>3]=+p[b+72>>3];p[h+(j*192|0)+80>>3]=+p[b+80>>3];d=h+(j*192|0)+88|0;c=b+88|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d>>2]=f[c>>2];f[h+(j*192|0)+92>>2]=f[b+92>>2];f[h+(j*192|0)+96>>2]=f[b+96>>2];d=h+(j*192|0)+100|0;c=b+100|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d>>2]=f[c>>2];f[h+(j*192|0)+104>>2]=f[b+104>>2];f[h+(j*192|0)+108>>2]=f[b+108>>2];d=h+(j*192|0)+112|0;c=b+112|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+120>>3]=+p[b+120>>3];p[h+(j*192|0)+128>>3]=+p[b+128>>3];d=h+(j*192|0)+136|0;c=b+136|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+144>>3]=+p[b+144>>3];p[h+(j*192|0)+152>>3]=+p[b+152>>3];d=h+(j*192|0)+160|0;c=b+160|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+168>>3]=+p[b+168>>3];p[h+(j*192|0)+176>>3]=+p[b+176>>3];b=b+184|0;d=f[b+4>>2]|0;c=h+(j*192|0)+184|0;f[c>>2]=f[b>>2];f[c+4>>2]=d;f[i>>2]=(f[i>>2]|0)+192;S$(a,k);c=f[g>>2]|0;d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);c=f[k>>2]|0;if(!c){u=l;return}sOb(c);u=l;return}function U$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=25532;b=a+16|0;f[b>>2]=25580;f[a+232>>2]=20592;c=f[a+236>>2]|0;if(c|0){d=a+240|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}f[b>>2]=25604;b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25556;g=a+4|0;b=f[g>>2]|0;if(!b)return;a=a+8|0;c=f[a>>2]|0;if((c|0)!=(b|0)){do{d=c+-208|0;f[a>>2]=d;e=f[c+-120>>2]|0;if(!e)c=d;else{c=c+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[a>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);return}function V$(a){a=a|0;U$(a);sOb(a);return}function W$(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0;if((d-c|0)<4){M=0;return M|0}M=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;L=a+4|0;j=f[L>>2]|0;K=a+8|0;e=f[K>>2]|0;if((e|0)!=(j|0))do{g=e+-208|0;f[K>>2]=g;i=f[e+-120>>2]|0;if(!i)e=g;else{e=e+-116|0;g=f[e>>2]|0;if((g|0)!=(i|0))f[e>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(i);e=f[K>>2]|0}}while((e|0)!=(j|0));e0(L,M);l=a+16|0;if(!M){M=c;return M|0}m=a+24|0;n=a+12|0;o=a+60|0;q=a+64|0;r=a+68|0;s=a+72|0;t=a+76|0;u=a+80|0;v=a+88|0;w=a+96|0;x=a+104|0;y=a+112|0;z=a+116|0;A=a+120|0;B=a+124|0;C=a+144|0;D=a+152|0;E=a+160|0;F=a+168|0;G=a+176|0;H=a+184|0;I=a+192|0;J=a+200|0;k=a+208|0;a=0;while(1){c=a0(l,c,d)|0;if(!c){c=0;e=15;break}e=f[K>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){g=e;i=m;j=g+36|0;do{f[g>>2]=f[i>>2];g=g+4|0;i=i+4|0}while((g|0)<(j|0));i=e+36|0;f[i>>2]=f[o>>2];f[i+4>>2]=f[o+4>>2];f[i+8>>2]=f[o+8>>2];f[i>>2]=f[o>>2];f[e+40>>2]=f[q>>2];f[e+44>>2]=f[r>>2];i=e+48|0;f[i>>2]=f[s>>2];f[i+4>>2]=f[s+4>>2];f[i+8>>2]=f[s+8>>2];f[i>>2]=f[s>>2];f[e+52>>2]=f[t>>2];f[e+56>>2]=f[u>>2];i=e+64|0;f[i>>2]=f[v>>2];f[i+4>>2]=f[v+4>>2];f[i+8>>2]=f[v+8>>2];f[i+12>>2]=f[v+12>>2];f[i+16>>2]=f[v+16>>2];f[i+20>>2]=f[v+20>>2];p[i>>3]=+p[v>>3];p[e+72>>3]=+p[w>>3];p[e+80>>3]=+p[x>>3];i=e+88|0;f[i>>2]=0;j=e+92|0;f[j>>2]=0;f[e+96>>2]=0;f[i>>2]=f[y>>2];f[j>>2]=f[z>>2];f[e+96>>2]=f[A>>2];f[A>>2]=0;f[z>>2]=0;f[y>>2]=0;j=e+100|0;f[j>>2]=f[B>>2];f[j+4>>2]=f[B+4>>2];f[j+8>>2]=f[B+8>>2];f[j+12>>2]=f[B+12>>2];f[j+16>>2]=f[B+16>>2];j=e+120|0;f[j>>2]=f[C>>2];f[j+4>>2]=f[C+4>>2];f[j+8>>2]=f[C+8>>2];f[j+12>>2]=f[C+12>>2];f[j+16>>2]=f[C+16>>2];f[j+20>>2]=f[C+20>>2];p[j>>3]=+p[C>>3];p[e+128>>3]=+p[D>>3];p[e+136>>3]=+p[E>>3];j=e+144|0;f[j>>2]=f[F>>2];f[j+4>>2]=f[F+4>>2];f[j+8>>2]=f[F+8>>2];f[j+12>>2]=f[F+12>>2];f[j+16>>2]=f[F+16>>2];f[j+20>>2]=f[F+20>>2];p[j>>3]=+p[F>>3];p[e+152>>3]=+p[G>>3];p[e+160>>3]=+p[H>>3];j=e+168|0;f[j>>2]=f[I>>2];f[j+4>>2]=f[I+4>>2];f[j+8>>2]=f[I+8>>2];f[j+12>>2]=f[I+12>>2];p[j>>3]=+p[I>>3];p[e+176>>3]=+p[J>>3];j=e+184|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];b[j+16>>0]=b[k+16>>0]|0;f[K>>2]=(f[K>>2]|0)+208}else g0(L,m);a=a+1|0;if(a>>>0>=M>>>0){e=15;break}}if((e|0)==15)return c|0;return 0}function X$(a){a=a|0;return a+4|0}function Y$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=25556;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;a=f[e>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-208|0;f[e>>2]=a;d=f[c+-120>>2]|0;if(d){a=c+-116|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[g>>2]|0}sOb(b);return}function Z$(a){a=a|0;yf()}function _$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25580;f[a+216>>2]=20592;b=f[a+220>>2]|0;if(b|0){c=a+224|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25604;d=f[a+96>>2]|0;if(!d)return;b=a+100|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function $$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25580;f[a+216>>2]=20592;b=f[a+220>>2]|0;if(b|0){c=a+224|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25604;b=f[a+96>>2]|0;if(!b){sOb(a);return}c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function a0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;z=a+216|0;C=d;if((C-c|0)<8){C=0;return C|0}B=c;A=B;A=h[A>>0]|h[A+1>>0]<<8|h[A+2>>0]<<16|h[A+3>>0]<<24;B=B+4|0;B=h[B>>0]|h[B+1>>0]<<8|h[B+2>>0]<<16|h[B+3>>0]<<24;e=c+8|0;if((C-e|0)<8){C=0;return C|0}y=e;x=y;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;y=y+4|0;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;e=c+16|0;if((C-e|0)<4){C=0;return C|0}w=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((C-e|0)<4){C=0;return C|0}v=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((C-e|0)<4){C=0;return C|0}u=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+28|0;if((C-e|0)<4){C=0;return C|0}g=c+32|0;if((C-g|0)<4){C=0;return C|0}t=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+36|0;r=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if((C-e|0)<24){C=0;return C|0}n=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;o=c+40|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;q=c+44|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;g=c+48|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;l=c+52|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;m=c+56|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;e=c+60|0;if((C-e|0)<24){C=0;return C|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];e=c+68|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+76|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];k=+p[s>>3];e=Sg[f[(f[z>>2]|0)+8>>2]&255](z,c+84|0,d)|0;if(!e){C=0;return C|0}if((C-e|0)<4){C=0;return C|0}C=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;z=a+8|0;f[z>>2]=A;f[z+4>>2]=B;B=a+16|0;f[B>>2]=x;f[B+4>>2]=y;f[a+24>>2]=w;f[a+28>>2]=v;f[a+32>>2]=u;f[a+36>>2]=t;f[a+40>>2]=r;f[a+44>>2]=n;f[a+48>>2]=o;f[a+52>>2]=q;f[a+56>>2]=g;f[a+60>>2]=l;f[a+64>>2]=m;p[a+72>>3]=i;p[a+80>>3]=j;p[a+88>>3]=k;B=a+96|0;A=a+220|0;z=f[B>>2]|0;f[B>>2]=f[A>>2];f[A>>2]=z;A=a+100|0;z=a+224|0;B=f[A>>2]|0;f[A>>2]=f[z>>2];f[z>>2]=B;z=a+104|0;B=a+228|0;A=f[z>>2]|0;f[z>>2]=f[B>>2];f[B>>2]=A;f[a+108>>2]=C;C=e+4|0;return C|0}function b0(a){a=a|0;return a+8|0}function c0(a){a=a|0;var b=0,c=0;f[a>>2]=25604;c=f[a+96>>2]|0;if(!c)return;a=a+100|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function d0(a){a=a|0;yf()}function e0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+8|0;d=f[a>>2]|0;c=d;if((((f[k>>2]|0)-d|0)/208|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>20648881)vd();g=f[l>>2]|0;i=pOb(b*208|0)|0;h=i+(((g-d|0)/208|0)*208|0)|0;j=h;i=i+(b*208|0)|0;d=g;if((d|0)==(c|0)){e=j;h=g}else{e=j;b=h;do{d=d+-208|0;f0(b+-208|0,d);b=e+-208|0;e=b}while((d|0)!=(c|0));h=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;g=h;if((c|0)!=(g|0))do{d=f[c+-120>>2]|0;if(d|0){b=c+-116|0;e=f[b>>2]|0;if((e|0)!=(d|0))f[b>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}c=c+-208|0}while((c|0)!=(g|0));if(!h)return;sOb(h);return}function f0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=a;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];e=a+88|0;g=c+88|0;f[e>>2]=0;j=a+92|0;f[j>>2]=0;f[a+96>>2]=0;i=c+92|0;d=(f[i>>2]|0)-(f[g>>2]|0)|0;h=(d|0)/12|0;if(d|0){if(h>>>0>357913941)AMb(e);d=pOb(d)|0;f[j>>2]=d;f[e>>2]=d;f[a+96>>2]=d+(h*12|0);e=f[g>>2]|0;g=f[i>>2]|0;if((e|0)!=(g|0)){do{f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];e=e+12|0;d=d+12|0}while((e|0)!=(g|0));f[j>>2]=d}}j=a+100|0;i=c+100|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];a=a+184|0;c=c+184|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];b[a+16>>0]=b[c+16>>0]|0;return}function g0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;d=f[a>>2]|0;k=((f[m>>2]|0)-d|0)/208|0;e=k+1|0;if(e>>>0>20648881)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/208|0;d=l<<1;d=l>>>0<10324440?(d>>>0<e>>>0?e:d):20648881;do if(!d)j=0;else if(d>>>0>20648881)vd();else{j=pOb(d*208|0)|0;break}while(0);g=j+(k*208|0)|0;e=g;l=j+(d*208|0)|0;d=g;h=c;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));i=j+(k*208|0)+36|0;h=c+36|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i>>2]=f[h>>2];f[j+(k*208|0)+40>>2]=f[c+40>>2];f[j+(k*208|0)+44>>2]=f[c+44>>2];i=j+(k*208|0)+48|0;h=c+48|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i>>2]=f[h>>2];f[j+(k*208|0)+52>>2]=f[c+52>>2];f[j+(k*208|0)+56>>2]=f[c+56>>2];i=j+(k*208|0)+64|0;h=c+64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+72>>3]=+p[c+72>>3];p[j+(k*208|0)+80>>3]=+p[c+80>>3];i=c+88|0;f[j+(k*208|0)+96>>2]=0;f[j+(k*208|0)+88>>2]=f[i>>2];h=c+92|0;f[j+(k*208|0)+92>>2]=f[h>>2];d=c+96|0;f[j+(k*208|0)+96>>2]=f[d>>2];f[d>>2]=0;f[h>>2]=0;f[i>>2]=0;i=j+(k*208|0)+100|0;h=c+100|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];i=j+(k*208|0)+120|0;h=c+120|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+128>>3]=+p[c+128>>3];p[j+(k*208|0)+136>>3]=+p[c+136>>3];i=j+(k*208|0)+144|0;h=c+144|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+152>>3]=+p[c+152>>3];p[j+(k*208|0)+160>>3]=+p[c+160>>3];i=j+(k*208|0)+168|0;h=c+168|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+176>>3]=+p[c+176>>3];i=j+(k*208|0)+184|0;h=c+184|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];b[i+16>>0]=b[h+16>>0]|0;i=g+208|0;h=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(h|0)){c=h;d=h}else{do{d=d+-208|0;f0(g+-208|0,d);g=e+-208|0;e=g}while((d|0)!=(h|0));c=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=e;f[m>>2]=i;f[n>>2]=l;i=c;if((d|0)!=(i|0))do{e=f[d+-120>>2]|0;if(e|0){g=d+-116|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~(((h+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}d=d+-208|0}while((d|0)!=(i|0));if(!c)return;sOb(c);return}function h0(a){a=a|0;var b=0,c=0;f[a>>2]=25652;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-120-c|0)>>>0)/120|0)*120|0);sOb(c);return}function i0(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25652;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b);sOb(a);return}function j0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0,M=0.0,N=0.0,O=0,P=0;J=d;if((J-c|0)<4){K=0;return K|0}K=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;o=c+4|0;I=a+4|0;i=f[I>>2]|0;H=a+8|0;d=f[H>>2]|0;c=i;if((d|0)!=(i|0)){d=d+(~(((d+-120-c|0)>>>0)/120|0)*120|0)|0;f[H>>2]=d}e=d;G=a+12|0;if((((f[G>>2]|0)-c|0)/120|0)>>>0<K>>>0){if(K>>>0>35791394)vd();k=pOb(K*120|0)|0;g=k+(((e-c|0)/120|0)*120|0)|0;j=g;k=k+(K*120|0)|0;if((d|0)==(i|0)){c=j;d=e}else{c=j;do{e=d;d=d+-120|0;l=g+-120|0;m=d;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));p[g+-80>>3]=+p[e+-80>>3];p[g+-72>>3]=+p[e+-72>>3];p[g+-64>>3]=+p[e+-64>>3];F=g+-56|0;E=e+-56|0;f[F>>2]=f[E>>2];f[F+4>>2]=f[E+4>>2];f[F+8>>2]=f[E+8>>2];f[F+12>>2]=f[E+12>>2];p[g+-40>>3]=+p[e+-40>>3];p[g+-32>>3]=+p[e+-32>>3];F=g+-24|0;E=e+-24|0;f[F>>2]=f[E>>2];f[F+4>>2]=f[E+4>>2];f[F+8>>2]=f[E+8>>2];f[F+12>>2]=f[E+12>>2];b[F+16>>0]=b[E+16>>0]|0;g=c+-120|0;c=g}while((d|0)!=(i|0));d=f[I>>2]|0}f[I>>2]=c;f[H>>2]=j;f[G>>2]=k;if(d|0)sOb(d)}if(!K){K=o;return K|0}t=a+24|0;u=a+32|0;v=a+40|0;x=a+44|0;y=a+48|0;z=a+52|0;B=a+56|0;r=a+64|0;w=a+72|0;A=a+80|0;C=a+64|0;D=a+88|0;E=a+104|0;F=a+112|0;q=a+120|0;m=o;a=0;while(1){if((J-m|0)<8){d=0;c=26;break}o=m;n=o;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;d=m+8|0;if((J-d|0)<8){d=0;c=26;break}l=d;k=l;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;d=m+16|0;if((J-d|0)<4){d=0;c=26;break}j=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+20|0;if((J-d|0)<4){d=0;c=26;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+24|0;if((J-d|0)<4){d=0;c=26;break}e=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+28|0;if((J-d|0)<4){d=0;c=26;break}c=m+32|0;if((J-c|0)<4){d=0;c=26;break}g=m+36|0;if((J-g|0)<24){d=0;c=26;break}c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;O=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+60|0;P=m+52|0;b[s>>0]=b[P>>0];b[s+1>>0]=b[P+1>>0];b[s+2>>0]=b[P+2>>0];b[s+3>>0]=b[P+3>>0];b[s+4>>0]=b[P+4>>0];b[s+5>>0]=b[P+5>>0];b[s+6>>0]=b[P+6>>0];b[s+7>>0]=b[P+7>>0];L=+p[s>>3];m=m+44|0;b[s>>0]=b[m>>0];b[s+1>>0]=b[m+1>>0];b[s+2>>0]=b[m+2>>0];b[s+3>>0]=b[m+3>>0];b[s+4>>0]=b[m+4>>0];b[s+5>>0]=b[m+5>>0];b[s+6>>0]=b[m+6>>0];b[s+7>>0]=b[m+7>>0];M=+p[s>>3];b[s>>0]=b[g>>0];b[s+1>>0]=b[g+1>>0];b[s+2>>0]=b[g+2>>0];b[s+3>>0]=b[g+3>>0];b[s+4>>0]=b[g+4>>0];b[s+5>>0]=b[g+5>>0];b[s+6>>0]=b[g+6>>0];b[s+7>>0]=b[g+7>>0];N=+p[s>>3];m=t;f[m>>2]=n;f[m+4>>2]=o;o=u;f[o>>2]=k;f[o+4>>2]=l;f[v>>2]=j;f[x>>2]=i;f[y>>2]=e;f[z>>2]=O;f[B>>2]=c;p[r>>3]=N;p[w>>3]=M;p[A>>3]=L;c=f[H>>2]|0;if(c>>>0<(f[G>>2]|0)>>>0){l=c;m=t;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));P=c+40|0;f[P>>2]=f[C>>2];f[P+4>>2]=f[C+4>>2];f[P+8>>2]=f[C+8>>2];f[P+12>>2]=f[C+12>>2];f[P+16>>2]=f[C+16>>2];f[P+20>>2]=f[C+20>>2];p[P>>3]=+p[C>>3];p[c+48>>3]=+p[w>>3];p[c+56>>3]=+p[A>>3];P=c+64|0;f[P>>2]=f[D>>2];f[P+4>>2]=f[D+4>>2];f[P+8>>2]=f[D+8>>2];f[P+12>>2]=f[D+12>>2];P=c+80|0;f[P>>2]=f[E>>2];f[P+4>>2]=f[E+4>>2];f[P+8>>2]=f[E+8>>2];f[P+12>>2]=f[E+12>>2];p[P>>3]=+p[E>>3];p[c+88>>3]=+p[F>>3];P=c+96|0;f[P>>2]=f[q>>2];f[P+4>>2]=f[q+4>>2];f[P+8>>2]=f[q+8>>2];f[P+12>>2]=f[q+12>>2];b[P+16>>0]=b[q+16>>0]|0;f[H>>2]=(f[H>>2]|0)+120}else q0(I,t);a=a+1|0;if(a>>>0>=K>>>0){c=26;break}else m=d}if((c|0)==26)return d|0;return 0}function k0(a){a=a|0;return a+4|0}function l0(a){a=a|0;var b=0,c=0;f[a>>2]=25652;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-120-c|0)>>>0)/120|0)*120|0);sOb(c);return}function m0(a){a=a|0;yf()}function n0(a){a=a|0;sOb(a);return}function o0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,t=0.0,u=0.0;if((d-c|0)<8){c=0;return c|0}o=c;q=o;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;e=c+8|0;if((d-e|0)<8){c=0;return c|0}n=e;m=n;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;e=c+16|0;if((d-e|0)<4){c=0;return c|0}l=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((d-e|0)<4){c=0;return c|0}k=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((d-e|0)<4){c=0;return c|0}e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=c+28|0;if((d-g|0)<4){c=0;return c|0}i=c+32|0;if((d-i|0)<4){c=0;return c|0}j=c+36|0;if((d-j|0)<24){c=0;return c|0}i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=c+52|0;b[s>>0]=b[d>>0];b[s+1>>0]=b[d+1>>0];b[s+2>>0]=b[d+2>>0];b[s+3>>0]=b[d+3>>0];b[s+4>>0]=b[d+4>>0];b[s+5>>0]=b[d+5>>0];b[s+6>>0]=b[d+6>>0];b[s+7>>0]=b[d+7>>0];r=+p[s>>3];d=c+44|0;b[s>>0]=b[d>>0];b[s+1>>0]=b[d+1>>0];b[s+2>>0]=b[d+2>>0];b[s+3>>0]=b[d+3>>0];b[s+4>>0]=b[d+4>>0];b[s+5>>0]=b[d+5>>0];b[s+6>>0]=b[d+6>>0];b[s+7>>0]=b[d+7>>0];t=+p[s>>3];b[s>>0]=b[j>>0];b[s+1>>0]=b[j+1>>0];b[s+2>>0]=b[j+2>>0];b[s+3>>0]=b[j+3>>0];b[s+4>>0]=b[j+4>>0];b[s+5>>0]=b[j+5>>0];b[s+6>>0]=b[j+6>>0];b[s+7>>0]=b[j+7>>0];u=+p[s>>3];j=a+8|0;f[j>>2]=q;f[j+4>>2]=o;q=a+16|0;f[q>>2]=m;f[q+4>>2]=n;f[a+24>>2]=l;f[a+28>>2]=k;f[a+32>>2]=e;f[a+36>>2]=g;f[a+40>>2]=i;p[a+48>>3]=u;p[a+56>>3]=t;p[a+64>>3]=r;c=c+60|0;return c|0}function p0(a){a=a|0;return a+8|0}function q0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=a+4|0;d=f[s>>2]|0;e=f[a>>2]|0;j=(d-e|0)/120|0;g=j+1|0;q=e;h=d;if(g>>>0>35791394)AMb(a);r=a+8|0;n=((f[r>>2]|0)-e|0)/120|0;o=n<<1;g=n>>>0<17895697?(o>>>0<g>>>0?g:o):35791394;do if(!g)i=0;else if(g>>>0>35791394)vd();else{i=pOb(g*120|0)|0;break}while(0);k=i+(j*120|0)|0;e=k;o=i+(g*120|0)|0;l=k;m=c;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));n=i+(j*120|0)+40|0;m=c+40|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];f[n+16>>2]=f[m+16>>2];f[n+20>>2]=f[m+20>>2];p[n>>3]=+p[m>>3];p[i+(j*120|0)+48>>3]=+p[c+48>>3];p[i+(j*120|0)+56>>3]=+p[c+56>>3];n=i+(j*120|0)+64|0;m=c+64|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];n=i+(j*120|0)+80|0;m=c+80|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];p[n>>3]=+p[m>>3];p[i+(j*120|0)+88>>3]=+p[c+88>>3];n=i+(j*120|0)+96|0;c=c+96|0;f[n>>2]=f[c>>2];f[n+4>>2]=f[c+4>>2];f[n+8>>2]=f[c+8>>2];f[n+12>>2]=f[c+12>>2];b[n+16>>0]=b[c+16>>0]|0;c=k+120|0;if((h|0)!=(q|0)){g=k;do{d=h;h=h+-120|0;l=g+-120|0;m=h;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));p[g+-80>>3]=+p[d+-80>>3];p[g+-72>>3]=+p[d+-72>>3];p[g+-64>>3]=+p[d+-64>>3];n=g+-56|0;m=d+-56|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];p[g+-40>>3]=+p[d+-40>>3];p[g+-32>>3]=+p[d+-32>>3];n=g+-24|0;m=d+-24|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];b[n+16>>0]=b[m+16>>0]|0;g=e+-120|0;e=g}while((h|0)!=(q|0));d=f[a>>2]|0}f[a>>2]=e;f[s>>2]=c;f[r>>2]=o;if(!d)return;sOb(d);return}function r0(a){a=a|0;var b=0,c=0;f[a>>2]=25724;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);sOb(c);return}function s0(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25724;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b);sOb(a);return}function t0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;if((d-c|0)<4){P=0;return P|0}P=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;O=a+4|0;e=f[O>>2]|0;N=a+8|0;g=f[N>>2]|0;if((g|0)!=(e|0))f[N>>2]=g+(~(((g+-240-e|0)>>>0)/240|0)*240|0);A0(O,P);l=a+16|0;if(!P){P=c;return P|0}m=a+24|0;n=a+12|0;o=a+64|0;q=a+72|0;r=a+80|0;s=a+88|0;t=a+96|0;u=a+104|0;v=a+112|0;w=a+116|0;x=a+120|0;y=a+124|0;z=a+128|0;A=a+132|0;B=a+136|0;C=a+144|0;D=a+152|0;E=a+160|0;F=a+168|0;G=a+176|0;H=a+184|0;I=a+192|0;J=a+200|0;K=a+208|0;L=a+224|0;M=a+232|0;k=a+240|0;j=0;while(1){c=y0(l,c,d)|0;if(!c){c=0;e=11;break}e=f[N>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){g=e;a=m;i=g+36|0;do{f[g>>2]=f[a>>2];g=g+4|0;a=a+4|0}while((g|0)<(i|0));i=e+40|0;f[i>>2]=f[o>>2];f[i+4>>2]=f[o+4>>2];f[i+8>>2]=f[o+8>>2];f[i+12>>2]=f[o+12>>2];f[i+16>>2]=f[o+16>>2];f[i+20>>2]=f[o+20>>2];p[i>>3]=+p[o>>3];p[e+48>>3]=+p[q>>3];p[e+56>>3]=+p[r>>3];i=e+64|0;f[i>>2]=f[s>>2];f[i+4>>2]=f[s+4>>2];f[i+8>>2]=f[s+8>>2];f[i+12>>2]=f[s+12>>2];f[i+16>>2]=f[s+16>>2];f[i+20>>2]=f[s+20>>2];p[i>>3]=+p[s>>3];p[e+72>>3]=+p[t>>3];p[e+80>>3]=+p[u>>3];i=e+88|0;f[i>>2]=f[v>>2];f[i+4>>2]=f[v+4>>2];f[i+8>>2]=f[v+8>>2];f[i>>2]=f[v>>2];f[e+92>>2]=f[w>>2];f[e+96>>2]=f[x>>2];i=e+100|0;f[i>>2]=f[y>>2];f[i+4>>2]=f[y+4>>2];f[i+8>>2]=f[y+8>>2];f[i>>2]=f[y>>2];f[e+104>>2]=f[z>>2];f[e+108>>2]=f[A>>2];i=e+112|0;f[i>>2]=f[B>>2];f[i+4>>2]=f[B+4>>2];f[i+8>>2]=f[B+8>>2];f[i+12>>2]=f[B+12>>2];f[i+16>>2]=f[B+16>>2];f[i+20>>2]=f[B+20>>2];p[i>>3]=+p[B>>3];p[e+120>>3]=+p[C>>3];p[e+128>>3]=+p[D>>3];i=e+136|0;f[i>>2]=f[E>>2];f[i+4>>2]=f[E+4>>2];f[i+8>>2]=f[E+8>>2];f[i+12>>2]=f[E+12>>2];f[i+16>>2]=f[E+16>>2];f[i+20>>2]=f[E+20>>2];p[i>>3]=+p[E>>3];p[e+144>>3]=+p[F>>3];p[e+152>>3]=+p[G>>3];i=e+160|0;f[i>>2]=f[H>>2];f[i+4>>2]=f[H+4>>2];f[i+8>>2]=f[H+8>>2];f[i+12>>2]=f[H+12>>2];f[i+16>>2]=f[H+16>>2];f[i+20>>2]=f[H+20>>2];p[i>>3]=+p[H>>3];p[e+168>>3]=+p[I>>3];p[e+176>>3]=+p[J>>3];i=e+184|0;f[i>>2]=f[K>>2];f[i+4>>2]=f[K+4>>2];f[i+8>>2]=f[K+8>>2];f[i+12>>2]=f[K+12>>2];i=e+200|0;f[i>>2]=f[L>>2];f[i+4>>2]=f[L+4>>2];f[i+8>>2]=f[L+8>>2];f[i+12>>2]=f[L+12>>2];p[i>>3]=+p[L>>3];p[e+208>>3]=+p[M>>3];i=e+216|0;f[i>>2]=f[k>>2];f[i+4>>2]=f[k+4>>2];f[i+8>>2]=f[k+8>>2];f[i+12>>2]=f[k+12>>2];b[i+16>>0]=b[k+16>>0]|0;f[N>>2]=(f[N>>2]|0)+240}else C0(O,m);j=j+1|0;if(j>>>0>=P>>>0){e=11;break}}if((e|0)==11)return c|0;return 0}function u0(a){a=a|0;return a+4|0}function v0(a){a=a|0;var b=0,c=0;f[a>>2]=25724;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);sOb(c);return}function w0(a){a=a|0;yf()}function x0(a){a=a|0;sOb(a);return}function y0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0;if((d-c|0)<8){c=0;return c|0}u=c;v=u;v=h[v>>0]|h[v+1>>0]<<8|h[v+2>>0]<<16|h[v+3>>0]<<24;u=u+4|0;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;e=c+8|0;if((d-e|0)<8){c=0;return c|0}t=e;r=t;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;t=t+4|0;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;e=c+16|0;if((d-e|0)<4){c=0;return c|0}q=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((d-e|0)<4){c=0;return c|0}o=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((d-e|0)<4){c=0;return c|0}n=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+28|0;if((d-e|0)<4){c=0;return c|0}g=c+32|0;if((d-g|0)<4){c=0;return c|0}m=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+36|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if((d-e|0)<24){c=0;return c|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];e=c+44|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+52|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];k=+p[s>>3];e=c+60|0;if((d-e|0)<24){c=0;return c|0}g=c+84|0;if((d-g|0)<24){c=0;return c|0}z=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;y=c+88|0;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;x=c+92|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;w=c+96|0;w=h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24;d=c+100|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;g=c+104|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];C=+p[s>>3];e=c+68|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];B=+p[s>>3];e=c+76|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];A=+p[s>>3];e=a+8|0;f[e>>2]=v;f[e+4>>2]=u;v=a+16|0;f[v>>2]=r;f[v+4>>2]=t;f[a+24>>2]=q;f[a+28>>2]=o;f[a+32>>2]=n;f[a+36>>2]=m;f[a+40>>2]=l;p[a+48>>3]=i;p[a+56>>3]=j;p[a+64>>3]=k;p[a+72>>3]=C;p[a+80>>3]=B;p[a+88>>3]=A;f[a+96>>2]=z;f[a+100>>2]=y;f[a+104>>2]=x;f[a+108>>2]=w;f[a+112>>2]=d;f[a+116>>2]=g;c=c+108|0;return c|0}function z0(a){a=a|0;return a+8|0}function A0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;d=f[a>>2]|0;if((((f[a+8>>2]|0)-d|0)/240|0)>>>0>=b>>>0){u=h;return}c=f[a+4>>2]|0;f[g+12>>2]=0;f[g+16>>2]=a+8;if(b>>>0>17895697)vd();i=pOb(b*240|0)|0;f[g>>2]=i;d=i+(((c-d|0)/240|0)*240|0)|0;e=g+8|0;f[e>>2]=d;c=g+4|0;f[c>>2]=d;f[g+12>>2]=i+(b*240|0);B0(a,g);c=f[c>>2]|0;d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-240-c|0)>>>0)/240|0)*240|0);c=f[g>>2]|0;if(c|0)sOb(c);u=h;return}function B0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=f[a>>2]|0;l=a+4|0;d=f[l>>2]|0;m=c+4|0;if((d|0)==(k|0)){j=m;i=a;m=f[m>>2]|0;f[i>>2]=m;f[j>>2]=k;k=c+8|0;m=f[l>>2]|0;i=f[k>>2]|0;f[l>>2]=i;f[k>>2]=m;k=a+8|0;m=c+12|0;l=f[k>>2]|0;a=f[m>>2]|0;f[k>>2]=a;f[m>>2]=l;m=f[j>>2]|0;f[c>>2]=m;return}g=f[m>>2]|0;do{e=d;d=d+-240|0;h=g+-240|0;i=d;j=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(j|0));p[g+-200>>3]=+p[e+-200>>3];p[g+-192>>3]=+p[e+-192>>3];p[g+-184>>3]=+p[e+-184>>3];p[g+-176>>3]=+p[e+-176>>3];p[g+-168>>3]=+p[e+-168>>3];p[g+-160>>3]=+p[e+-160>>3];f[g+-152>>2]=f[e+-152>>2];f[g+-148>>2]=f[e+-148>>2];f[g+-144>>2]=f[e+-144>>2];f[g+-140>>2]=f[e+-140>>2];f[g+-136>>2]=f[e+-136>>2];f[g+-132>>2]=f[e+-132>>2];p[g+-128>>3]=+p[e+-128>>3];p[g+-120>>3]=+p[e+-120>>3];p[g+-112>>3]=+p[e+-112>>3];p[g+-104>>3]=+p[e+-104>>3];p[g+-96>>3]=+p[e+-96>>3];p[g+-88>>3]=+p[e+-88>>3];p[g+-80>>3]=+p[e+-80>>3];p[g+-72>>3]=+p[e+-72>>3];p[g+-64>>3]=+p[e+-64>>3];j=g+-56|0;i=e+-56|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];p[g+-40>>3]=+p[e+-40>>3];p[g+-32>>3]=+p[e+-32>>3];j=g+-24|0;i=e+-24|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];b[j+16>>0]=b[i+16>>0]|0;g=(f[m>>2]|0)+-240|0;f[m>>2]=g}while((d|0)!=(k|0));j=a;i=g;k=f[a>>2]|0;f[j>>2]=i;f[m>>2]=k;k=c+8|0;j=f[l>>2]|0;i=f[k>>2]|0;f[l>>2]=i;f[k>>2]=j;a=a+8|0;l=c+12|0;k=f[a>>2]|0;j=f[l>>2]|0;f[a>>2]=j;f[l>>2]=k;m=f[m>>2]|0;f[c>>2]=m;return}function C0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;l=m;d=f[a>>2]|0;k=((f[a+4>>2]|0)-d|0)/240|0;e=k+1|0;if(e>>>0>17895697)AMb(a);j=((f[a+8>>2]|0)-d|0)/240|0;d=j<<1;d=j>>>0<8947848?(d>>>0<e>>>0?e:d):17895697;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)i=0;else if(d>>>0>17895697)vd();else{i=pOb(d*240|0)|0;break}while(0);f[l>>2]=i;e=i+(k*240|0)|0;j=l+8|0;f[j>>2]=e;h=l+4|0;f[h>>2]=e;f[l+12>>2]=i+(d*240|0);d=e;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=i+(k*240|0)+40|0;e=c+40|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+48>>3]=+p[c+48>>3];p[i+(k*240|0)+56>>3]=+p[c+56>>3];d=i+(k*240|0)+64|0;e=c+64|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+72>>3]=+p[c+72>>3];p[i+(k*240|0)+80>>3]=+p[c+80>>3];d=i+(k*240|0)+88|0;e=c+88|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d>>2]=f[e>>2];f[i+(k*240|0)+92>>2]=f[c+92>>2];f[i+(k*240|0)+96>>2]=f[c+96>>2];d=i+(k*240|0)+100|0;e=c+100|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d>>2]=f[e>>2];f[i+(k*240|0)+104>>2]=f[c+104>>2];f[i+(k*240|0)+108>>2]=f[c+108>>2];d=i+(k*240|0)+112|0;e=c+112|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+120>>3]=+p[c+120>>3];p[i+(k*240|0)+128>>3]=+p[c+128>>3];d=i+(k*240|0)+136|0;e=c+136|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+144>>3]=+p[c+144>>3];p[i+(k*240|0)+152>>3]=+p[c+152>>3];d=i+(k*240|0)+160|0;e=c+160|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+168>>3]=+p[c+168>>3];p[i+(k*240|0)+176>>3]=+p[c+176>>3];d=i+(k*240|0)+184|0;e=c+184|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];d=i+(k*240|0)+200|0;e=c+200|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+208>>3]=+p[c+208>>3];d=i+(k*240|0)+216|0;e=c+216|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];b[d+16>>0]=b[e+16>>0]|0;f[j>>2]=(f[j>>2]|0)+240;B0(a,l);d=f[h>>2]|0;e=f[j>>2]|0;if((e|0)!=(d|0))f[j>>2]=e+(~(((e+-240-d|0)>>>0)/240|0)*240|0);d=f[l>>2]|0;if(!d){u=m;return}sOb(d);u=m;return}function D0(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;E0(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function E0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+1760|0;d=pd()|0;f[a>>2]=d;c=1;if(c){c=0;if((f[b>>2]|0)==(f[(b+4|0)>>2]|0)){g=od(112310)|0;sd(d|0,g|0,2);fd(g|0);fd(2)}else c=1}if(c)if(1){g=pd()|0;e=od(112310)|0;sd(d|0,e|0,g|0);fd(e|0);e=nd()|0;c=od(112315)|0;sd(g|0,c|0,e|0);fd(c|0);c=f[b>>2]|0;if((f[(b+4|0)>>2]|0)!=(c|0)){d=0;do{l=c;i=pd()|0;f[h>>2]=d;k=td(17744,h|0)|0;sd(e|0,k|0,i|0);fd(k|0);k=nd()|0;f[h>>2]=f[l+(d*192|0)>>2];j=td(17744,h|0)|0;f[h>>2]=0;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);f[h>>2]=f[l+(d*192|0)+4>>2];j=td(17744,h|0)|0;f[h>>2]=1;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);j=od(112324)|0;sd(i|0,j|0,k|0);fd(j|0);fd(k|0);k=nd()|0;f[h>>2]=f[l+(d*192|0)+8>>2];j=td(17744,h|0)|0;f[h>>2]=0;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);f[h>>2]=f[l+(d*192|0)+12>>2];j=td(17744,h|0)|0;f[h>>2]=1;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);j=od(112336)|0;sd(i|0,j|0,k|0);fd(j|0);fd(k|0);k=od(112348)|0;f[h>>2]=f[l+(d*192|0)+16>>2];j=td(17744,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112358)|0;f[h>>2]=f[l+(d*192|0)+20>>2];j=td(17736,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112372)|0;f[h>>2]=f[l+(d*192|0)+24>>2];j=td(17736,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112385)|0;f[h>>2]=f[l+(d*192|0)+28>>2];j=td(17744,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=f[l+(d*192|0)+32>>2]|0;j=od(112397)|0;f[h>>2]=k>>>0<14?k:0;k=td(17744,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112410)|0;k=pOb(24)|0;p[k>>3]=+p[l+(d*192|0)+40>>3];p[k+8>>3]=+p[l+(d*192|0)+48>>3];p[k+16>>3]=+p[l+(d*192|0)+56>>3];f[h>>2]=k;k=td(8008,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112419)|0;k=pOb(24)|0;p[k>>3]=+p[l+(d*192|0)+64>>3];p[k+8>>3]=+p[l+(d*192|0)+72>>3];p[k+16>>3]=+p[l+(d*192|0)+80>>3];f[h>>2]=k;k=td(8008,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(152603)|0;k=pOb(24)|0;f[k>>2]=f[l+(d*192|0)+88>>2];f[k+4>>2]=f[l+(d*192|0)+92>>2];f[k+8>>2]=f[l+(d*192|0)+96>>2];f[k+12>>2]=f[l+(d*192|0)+100>>2];f[k+16>>2]=f[l+(d*192|0)+104>>2];f[k+20>>2]=f[l+(d*192|0)+108>>2];f[h>>2]=k;k=td(1112,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);fd(i|0);d=d+1|0;c=f[b>>2]|0}while(d>>>0<(((f[(b+4|0)>>2]|0)-c|0)/192|0)>>>0)}fd(e|0);fd(g|0)}c=1;if(c){c=0;if((f[(b+36|0)>>2]|0)==(f[(b+40|0)>>2]|0)){l=f[a>>2]|0;m=od(112426)|0;sd(l|0,m|0,2);fd(m|0);fd(2)}else c=1}f[h+32>>2]=a;f[h+40>>2]=b;f[h+1656>>2]=c;f[h+1672>>2]=0;f[h+1676>>2]=0;wha(h);G=f[h+1672>>2]|0;D=f[h+1676>>2]|0;H=+n[h+1676>>2];f[h+1672>>2]=0;f[h+1676>>2]=0;if((G|0)==5)return}function F0(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262912;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262912)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262912)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function G0(a){a=a|0;sOb(a);return}function H0(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25772;f[b+4>>2]=f[a+4>>2];return b|0}function I0(a,b){a=a|0;b=b|0;f[b>>2]=25772;f[b+4>>2]=f[a+4>>2];return}function J0(a){a=a|0;return}function K0(a){a=a|0;sOb(a);return}function L0(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function M0(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==113275?a+4|0:0)|0}function N0(a){a=a|0;return 8040}function O0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function P0(a){a=a|0;sOb(a);return}function Q0(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function R0(a){a=a|0;return a+4|0}function S0(a){a=a|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=b[a>>0]|0;a=od(113531)|0;f[e>>2]=g&255;e=td(17704,e|0)|0;sd(d|0,a|0,e|0);fd(e|0);fd(a|0);fd(f[64564]|0);f[64564]=d;fd(0);u=c;return}function T0(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262913;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262913)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262913)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function U0(a){a=a|0;sOb(a);return}function V0(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25840;f[b+4>>2]=f[a+4>>2];return b|0}function W0(a,b){a=a|0;b=b|0;f[b>>2]=25840;f[b+4>>2]=f[a+4>>2];return}function X0(a){a=a|0;return}function Y0(a){a=a|0;sOb(a);return}function Z0(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function _0(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==113716?a+4|0:0)|0}function $0(a){a=a|0;return 8112}function a1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function b1(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(12)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[c>>2]=d;a=td(872,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function c1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262914;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262914)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262914)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function d1(a){a=a|0;sOb(a);return}function e1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25884;f[b+4>>2]=f[a+4>>2];return b|0}function f1(a,b){a=a|0;b=b|0;f[b>>2]=25884;f[b+4>>2]=f[a+4>>2];return}function g1(a){a=a|0;return}function h1(a){a=a|0;sOb(a);return}function i1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function j1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114001?a+4|0:0)|0}function k1(a){a=a|0;return 8136}function l1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function m1(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(3256,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function n1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262915;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262915)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262915)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function o1(a){a=a|0;sOb(a);return}function p1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25928;f[b+4>>2]=f[a+4>>2];return b|0}function q1(a,b){a=a|0;b=b|0;f[b>>2]=25928;f[b+4>>2]=f[a+4>>2];return}function r1(a){a=a|0;return}function s1(a){a=a|0;sOb(a);return}function t1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function u1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114284?a+4|0:0)|0}function v1(a){a=a|0;return 8160}function w1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function x1(a){a=a|0;sOb(a);return}function y1(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function z1(a){a=a|0;return a+4|0}function A1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function B1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262916;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262916)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262916)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function C1(a){a=a|0;sOb(a);return}function D1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25996;f[b+4>>2]=f[a+4>>2];return b|0}function E1(a,b){a=a|0;b=b|0;f[b>>2]=25996;f[b+4>>2]=f[a+4>>2];return}function F1(a){a=a|0;return}function G1(a){a=a|0;sOb(a);return}function H1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function I1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114761?a+4|0:0)|0}function J1(a){a=a|0;return 8232}function K1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function L1(a){a=a|0;sOb(a);return}function M1(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function N1(a){a=a|0;return a+4|0}function O1(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function P1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262917;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262917)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262917)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Q1(a){a=a|0;sOb(a);return}function R1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=26064;f[b+4>>2]=f[a+4>>2];return b|0}function S1(a,b){a=a|0;b=b|0;f[b>>2]=26064;f[b+4>>2]=f[a+4>>2];return}function T1(a){a=a|0;return}function U1(a){a=a|0;sOb(a);return}function V1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function W1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==115206?a+4|0:0)|0}function X1(a){a=a|0;return 8304}function Y1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Z1(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function _1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262918;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262918)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262918)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $1(a){a=a|0;sOb(a);return}function a2(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=26108;f[b+4>>2]=f[a+4>>2];return b|0}function b2(a,b){a=a|0;b=b|0;f[b>>2]=26108;f[b+4>>2]=f[a+4>>2];return}function c2(a){a=a|0;return}function d2(a){a=a|0;sOb(a);return}function e2(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function f2(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==115417?a+4|0:0)|0}function g2(a){a=a|0;return 8328}function h2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function i2(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function j2(a){a=a|0;f[a>>2]=26152;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function k2(a){a=a|0;f[a>>2]=26152;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function l2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;g=k;h=nd()|0;i=h;d=f[b>>2]|0;j=(f[b+4>>2]|0)-d>>3;if(!j){kd(h|0);f[g>>2]=i;j=a+4|0;j=f[j>>2]|0;j=dd(j|0,1,22088,g|0)|0;fd(j|0);fd(h|0);u=k;return}c=0;e=0;while(1){f[g>>2]=f[d+(c<<3)>>2];l=td(17744,g|0)|0;f[g>>2]=e;m=td(17744,g|0)|0;sd(h|0,m|0,l|0);fd(m|0);fd(l|0);f[g>>2]=f[d+(c<<3)+4>>2];d=td(17744,g|0)|0;f[g>>2]=e|1;l=td(17744,g|0)|0;sd(h|0,l|0,d|0);fd(l|0);fd(d|0);c=c+1|0;if((c|0)==(j|0))break;d=f[b>>2]|0;e=e+2|0}kd(h|0);f[g>>2]=i;m=a+4|0;m=f[m>>2]|0;m=dd(m|0,1,22088,g|0)|0;fd(m|0);fd(h|0);u=k;return}function m2(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];fd(dd(f[a+8>>2]|0,1,26176,d|0)|0);u=c;return}function n2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function o2(a){a=a|0;return 0}function p2(a){a=a|0;var 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a=0;a=pOb(24)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return a|0}function V4(a){a=a|0;if(!a)return;sOb(a);return}function W4(a,b){a=a|0;b=b|0;a=b+(f[a>>2]|0)|0;b=pOb(12)|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return b|0}function X4(a,b,c){a=a|0;b=b|0;c=c|0;b=b+(f[a>>2]|0)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];return}function Y4(){var a=0,b=0,c=0;a=pOb(56)|0;b=a;c=b+56|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(c|0));return a|0}function Z4(a){a=a|0;if(!a)return;sOb(a);return}function _4(a,b){a=a|0;b=b|0;a=b+(f[a>>2]|0)|0;b=pOb(24)|0;p[b>>3]=+p[a>>3];p[b+8>>3]=+p[a+8>>3];p[b+16>>3]=+p[a+16>>3];return b|0}function $4(a,b,c){a=a|0;b=b|0;c=c|0;b=b+(f[a>>2]|0)|0;p[b>>3]=+p[c>>3];p[b+8>>3]=+p[c+8>>3];p[b+16>>3]=+p[c+16>>3];return}function a5(a,b){a=a|0;b=b|0;return +(+p[b+(f[a>>2]|0)>>3])}function b5(a,b,c){a=a|0;b=b|0;c=+c;p[b+(f[a>>2]|0)>>3]=c;return}function c5(){var a=0;a=pOb(24)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return a|0}function d5(a){a=a|0;if(!a)return;sOb(a);return}function e5(a,b){a=a|0;b=b|0;return +(+p[b+(f[a>>2]|0)>>3])}function f5(a,b,c){a=a|0;b=b|0;c=+c;p[b+(f[a>>2]|0)>>3]=c;return}function g5(a,b){a=a|0;b=b|0;return f[b+(f[a>>2]|0)>>2]|0}function h5(a,b,c){a=a|0;b=b|0;c=c|0;f[b+(f[a>>2]|0)>>2]=c;return}function i5(a){a=a|0;return 8736}function j5(a){a=a|0;if(!a)return;sOb(a);return}function k5(a){a=a|0;bh[a&63]();return}function l5(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function m5(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;Nh[a&3](b,c,d,e,f,g,h,i);return}function n5(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;Mh[a&3](b,c,d,e,f,g,h);return}function 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s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;w=z+24|0;x=z+12|0;y=z;s=c+4|0;t=f[c>>2]|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;if(t>>>0>4294967279)vOb(w);if(t>>>0<11){b[w+11>>0]=t;if(!t)c=w;else{c=w;v=6}}else{v=t+16&-16;c=pOb(v)|0;f[w>>2]=c;f[w+8>>2]=v|-2147483648;f[w+4>>2]=t;v=6}if((v|0)==6)bQb(c|0,s|0,t|0)|0;b[c+t>>0]=0;s=d+4|0;t=f[d>>2]|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;if(t>>>0>4294967279)vOb(x);if(t>>>0<11){b[x+11>>0]=t;if(!t)c=x;else{c=x;v=12}}else{v=t+16&-16;c=pOb(v)|0;f[x>>2]=c;f[x+8>>2]=v|-2147483648;f[x+4>>2]=t;v=12}if((v|0)==12)bQb(c|0,s|0,t|0)|0;b[c+t>>0]=0;t=e+4|0;d=f[e>>2]|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;if(d>>>0>4294967279)vOb(y);if(d>>>0<11){s=y+11|0;b[s>>0]=d;if(!d)c=y;else{c=y;v=18}}else{s=d+16&-16;c=pOb(s)|0;f[y>>2]=c;f[y+8>>2]=s|-2147483648;f[y+4>>2]=d;s=y+11|0;v=18}if((v|0)==18)bQb(c|0,t|0,d|0)|0;b[c+d>>0]=0;c=$g[a&1](w,x,y,g,h,i,j,k,l,m,n,o,p,q,r)|0;if((b[s>>0]|0)<0)sOb(f[y>>2]|0);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);if((b[w+11>>0]|0)>=0){u=z;return 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c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function P5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Q5(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function R5(a){a=a|0;return 0}function S5(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g+4|0;i=g;f[h>>2]=d;f[i>>2]=e;Fh[a&255](b,c,h,i);fd(f[i>>2]|0);fd(f[h>>2]|0);u=g;return}function T5(a){a=a|0;f[a>>2]=26752;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function U5(a){a=a|0;f[a>>2]=26752;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function V5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function W5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function X5(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Y5(a){a=a|0;return 0}function Z5(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function _5(a){a=a|0;f[a>>2]=26812;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $5(a){a=a|0;f[a>>2]=26812;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function a6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function b6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function c6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function d6(a){a=a|0;return 0}function e6(a){a=a|0;f[a>>2]=26844;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function f6(a){a=a|0;f[a>>2]=26844;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function g6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function h6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function i6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function j6(a){a=a|0;return 0}function k6(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0;l=u;u=u+16|0;m=l+4|0;n=l;f[m>>2]=j;f[n>>2]=k;Rh[a&3](b,c,d,e,g,h,i,m,n);fd(f[n>>2]|0);fd(f[m>>2]|0);u=l;return}function l6(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0;j=u;u=u+16|0;h=j;b[a>>0]=0;d=a+1|0;b[d>>0]=1;i=a+2|0;e=a+8|0;b[i>>0]=0;b[i+1>>0]=0;b[i+2>>0]=0;b[i+3>>0]=0;b[i+4>>0]=0;b[i+5>>0]=0;g=a+12|0;b[e>>0]=1;b[e+1>>0]=1;b[e+2>>0]=1;b[e+3>>0]=1;b[g>>0]=0;b[g+1>>0]=0;b[g+2>>0]=0;b[g+3>>0]=0;if(m6(c,119182)|0){k=f[c>>2]|0;m=od(119182)|0;k=jd(k|0,m|0)|0;fd(m|0);l=+cd(k|0,17688,h|0);rd(f[h>>2]|0);b[e>>0]=l!=0.0&1;fd(k|0)}if(m6(c,119193)|0){m=f[c>>2]|0;k=od(119193)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+9>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119204)|0){m=f[c>>2]|0;k=od(119204)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+10>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119216)|0){m=f[c>>2]|0;k=od(119216)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+11>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119238)|0){m=f[c>>2]|0;k=od(119238)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[g>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119265)|0){m=f[c>>2]|0;k=od(119265)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119286)|0){m=f[c>>2]|0;k=od(119286)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+13>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119308)|0){m=f[c>>2]|0;k=od(119308)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[d>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119326)|0){d=f[c>>2]|0;m=od(119326)|0;d=jd(d|0,m|0)|0;fd(m|0);l=+cd(d|0,17704,h|0);rd(f[h>>2]|0);b[a+14>>0]=~~l;fd(d|0);d=1}else d=0;b[a+15>>0]=d;if(m6(c,119334)|0){d=f[c>>2]|0;m=od(119334)|0;d=jd(d|0,m|0)|0;fd(m|0);l=+cd(d|0,17704,h|0);rd(f[h>>2]|0);fd(d|0);d=~~l&255}else d=0;b[i>>0]=d&1;b[a+3>>0]=(d&255)>>>1&1;b[a+4>>0]=(d&255)>>>2&1;if(!(m6(c,119363)|0)){k=0;i=k&1;m=a+5|0;b[m>>0]=i;m=a+6|0;i=(k&255)>>>1;i=i&1;b[m>>0]=i;m=a+7|0;k=(k&255)>>>2;k=k&1;b[m>>0]=k;u=j;return}k=f[c>>2]|0;i=od(119363)|0;k=jd(k|0,i|0)|0;fd(i|0);l=+cd(k|0,17704,h|0);rd(f[h>>2]|0);fd(k|0);k=~~l&255;i=k&1;m=a+5|0;b[m>>0]=i;m=a+6|0;i=(k&255)>>>1;i=i&1;b[m>>0]=i;m=a+7|0;k=(k&255)>>>2;k=k&1;b[m>>0]=k;u=j;return}function m6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;h=c;d=gd(119397)|0;i=od(119404)|0;e=jd(d|0,i|0)|0;fd(i|0);i=od(119414)|0;g=jd(e|0,i|0)|0;fd(i|0);b=od(b|0)|0;f[h>>2]=b;b=n6(g,119429,a,h)|0;fd(f[h>>2]|0);fd(g|0);fd(e|0);fd(d|0);u=c;return b|0}function n6(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0.0;i=u;u=u+32|0;g=i;h=i+16|0;if(!(b[256376]|0))if(MPb(256376)|0){j=hd(3,26908)|0;f[64598]=j}j=f[64598]|0;kd(f[d>>2]|0);f[g>>2]=f[d>>2];kd(f[e>>2]|0);f[g+8>>2]=f[e>>2];k=+ed(j|0,a|0,c|0,h|0,g|0);rd(f[h>>2]|0);u=i;return k!=0.0|0}function o6(a){a=a|0;f[a>>2]=26928;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function p6(a){a=a|0;f[a>>2]=26928;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function q6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function r6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function s6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function t6(a){a=a|0;return 0}function u6(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;i=u;u=u+16|0;j=i+8|0;k=i+4|0;l=i;f[j>>2]=e;f[k>>2]=g;f[l>>2]=h;Th[a&127](b,c,d,j,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function v6(a){a=a|0;f[a>>2]=26988;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function w6(a){a=a|0;f[a>>2]=26988;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function x6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function y6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function z6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function A6(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;i=u;u=u+16|0;j=i+8|0;k=i+4|0;l=i;f[j>>2]=e;f[k>>2]=g;f[l>>2]=h;Th[a&127](b,c,d,j,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function B6(a){a=a|0;f[a>>2]=27048;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function C6(a){a=a|0;f[a>>2]=27048;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function D6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function E6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function F6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function G6(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;j=u;u=u+16|0;k=j+8|0;l=j+4|0;m=j;f[k>>2]=g;f[l>>2]=h;f[m>>2]=i;Xh[a&63](b,c,d,e,k,l,m);fd(f[m>>2]|0);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function H6(a){a=a|0;f[a>>2]=27112;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function I6(a){a=a|0;f[a>>2]=27112;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function J6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function K6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function L6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function M6(a,b,c,d,e,g){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;h=u;u=u+16|0;i=h+8|0;j=h+4|0;k=h;f[i>>2]=d;f[j>>2]=e;f[k>>2]=g;nh[a&3](b,c,i,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function N6(a){a=a|0;f[a>>2]=27168;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function O6(a){a=a|0;f[a>>2]=27168;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function P6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Q6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function R6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function S6(a){a=a|0;f[a>>2]=27200;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function T6(a){a=a|0;f[a>>2]=27200;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function U6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function V6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function W6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function X6(a){a=a|0;return 0}function Y6(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;vh[a&3](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function Z6(a,b){a=a|0;b=+b;ch[a&127](b);return}function _6(a,c){a=a|0;c=c|0;var 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;xK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function d7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;xK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function e7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function f7(a){a=a|0;return 0}function g7(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+8|0;h=e+4|0;i=e;f[g>>2]=b;f[h>>2]=c;f[i>>2]=d;xh[a&127](g,h,i);fd(f[i>>2]|0);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function h7(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;f[e>>2]=b;f[g>>2]=c;oh[a&1023](e,g);fd(f[g>>2]|0);fd(f[e>>2]|0);u=d;return}function i7(a){a=a|0;f[a>>2]=27324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bH(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function s7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function t7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function u7(a){a=a|0;return 0}function v7(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function w7(a){a=a|0;f[a>>2]=27420;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function x7(a){a=a|0;f[a>>2]=27420;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function y7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;RH(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function z7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function A7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function B7(a){a=a|0;return 0}function C7(a){a=a|0;f[a>>2]=27452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function D7(a){a=a|0;f[a>>2]=27452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function E7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;kI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function F7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IE(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function G7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function H7(a){a=a|0;return 0}function I7(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function J7(a){a=a|0;f[a>>2]=27500;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function K7(a){a=a|0;f[a>>2]=27500;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function L7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function M7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;zD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function N7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function O7(a){a=a|0;return 0}function P7(a){a=a|0;f[a>>2]=27532;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Q7(a){a=a|0;f[a>>2]=27532;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function R7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function S7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function T7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function U7(a){a=a|0;return 0}function V7(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function W7(a){a=a|0;f[a>>2]=27588;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function X7(a){a=a|0;f[a>>2]=27588;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Y7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Z7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;UD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function _7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function $7(a){a=a|0;return 0}function a8(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function b8(a){a=a|0;f[a>>2]=27644;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function c8(a){a=a|0;f[a>>2]=27644;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function d8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function e8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;nE(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function f8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function g8(a){a=a|0;return 0}function h8(a){a=a|0;f[a>>2]=27676;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function i8(a){a=a|0;f[a>>2]=27676;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function j8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function k8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function l8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function m8(a){a=a|0;f[a>>2]=27708;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function n8(a){a=a|0;f[a>>2]=27708;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function o8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function p8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function q8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function r8(a){a=a|0;return 0}function s8(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function t8(a){a=a|0;f[a>>2]=27768;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function u8(a){a=a|0;f[a>>2]=27768;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function v8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function w8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function x8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function y8(a){a=a|0;f[a>>2]=27800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function z8(a){a=a|0;f[a>>2]=27800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function A8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function B8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function C8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function D8(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function E8(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0;w=u;u=u+16|0;v=w;b[a>>0]=0;b[a+1>>0]=0;b[a+2>>0]=0;b[a+3>>0]=0;b[a+4>>0]=0;l=a+8|0;b[l>>0]=1;m=a+9|0;b[m>>0]=0;n=a+10|0;b[n>>0]=0;o=a+11|0;b[o>>0]=1;q=a+12|0;b[q>>0]=0;r=a+13|0;b[r>>0]=0;f[a+16>>2]=-1;e=a+20|0;b[e>>0]=1;g=a+21|0;b[g>>0]=0;h=a+22|0;b[h>>0]=1;s=a+23|0;b[s>>0]=0;i=a+24|0;b[i>>0]=1;j=a+25|0;b[j>>0]=1;t=a+26|0;k=a+40|0;d[t>>1]=0;d[t+2>>1]=0;d[t+4>>1]=0;b[t+6>>0]=0;p[k>>3]=C;if(m6(c,125880)|0){x=f[c>>2]|0;z=od(125880)|0;x=jd(x|0,z|0)|0;fd(z|0);y=+cd(x|0,17704,v|0);rd(f[v>>2]|0);b[a+1>>0]=~~y;fd(x|0);b[a>>0]=b[a>>0]|1}if(m6(c,125897)|0){z=f[c>>2]|0;x=od(125897)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+2>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|2}if(m6(c,125914)|0){z=f[c>>2]|0;x=od(125914)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+3>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|4}if(m6(c,125930)|0){z=f[c>>2]|0;x=od(125930)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+4>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|8}if(m6(c,125946)|0){z=f[c>>2]|0;x=od(125946)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[l>>0]=y!=0.0&1;fd(z|0)}if(m6(c,125968)|0){z=f[c>>2]|0;x=od(125968)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[m>>0]=y!=0.0&1;fd(z|0)}if(m6(c,125989)|0){z=f[c>>2]|0;x=od(125989)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[n>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126004)|0){z=f[c>>2]|0;x=od(126004)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[o>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126022)|0){z=f[c>>2]|0;x=od(126022)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[q>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126068)|0){z=f[c>>2]|0;x=od(126068)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[r>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126087)|0){z=f[c>>2]|0;x=od(126087)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[e>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126110)|0){z=f[c>>2]|0;x=od(126110)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[g>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126132)|0){z=f[c>>2]|0;x=od(126132)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[h>>0]=y!=0.0&1;fd(z|0)}if(m6(c,119308)|0){z=f[c>>2]|0;x=od(119308)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[i>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126160)|0){z=f[c>>2]|0;x=od(126160)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[j>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126182)|0){z=f[c>>2]|0;x=od(126182)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17776,v|0);rd(f[v>>2]|0);p[k>>3]=y;fd(z|0)}if(m6(c,119326)|0){e=f[c>>2]|0;z=od(119326)|0;e=jd(e|0,z|0)|0;fd(z|0);y=+cd(e|0,17704,v|0);rd(f[v>>2]|0);b[a+32>>0]=~~y;fd(e|0);e=1}else e=0;b[s>>0]=e;if(m6(c,119334)|0){e=f[c>>2]|0;z=od(119334)|0;e=jd(e|0,z|0)|0;fd(z|0);y=+cd(e|0,17704,v|0);rd(f[v>>2]|0);fd(e|0);e=~~y&255}else e=0;b[t>>0]=e&1;b[a+27>>0]=(e&255)>>>1&1;b[a+28>>0]=(e&255)>>>2&1;if(!(m6(c,119363)|0)){x=0;v=x&1;z=a+29|0;b[z>>0]=v;z=a+30|0;v=(x&255)>>>1;v=v&1;b[z>>0]=v;z=a+31|0;x=(x&255)>>>2;x=x&1;b[z>>0]=x;u=w;return}x=f[c>>2]|0;z=od(119363)|0;x=jd(x|0,z|0)|0;fd(z|0);y=+cd(x|0,17704,v|0);rd(f[v>>2]|0);fd(x|0);x=~~y&255;v=x&1;z=a+29|0;b[z>>0]=v;z=a+30|0;v=(x&255)>>>1;v=v&1;b[z>>0]=v;z=a+31|0;x=(x&255)>>>2;x=x&1;b[z>>0]=x;u=w;return}function F8(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;j=u;u=u+16|0;k=j+8|0;l=j+4|0;m=j;f[k>>2]=g;f[l>>2]=h;f[m>>2]=i;Xh[a&63](b,c,d,e,k,l,m);fd(f[m>>2]|0);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function G8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function H8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function I8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function J8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function K8(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;mh[a&7](b,c,d);return}function L8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function M8(a,b,c){a=a|0;b=b|0;c=+c;hh[a&63](b,c);return}function N8(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;f[g>>2]=c;f[h>>2]=d;xh[a&127](b,g,h);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function O8(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function P8(a,b,c){a=a|0;b=+b;c=+c;dh[a&7](b,c);return}function Q8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c+8|0;e=c;h=b;g=f[h+4>>2]|0;b=e;f[b>>2]=f[h>>2];f[b+4>>2]=g;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];gh[a&2047](d);u=c;return}function R8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function S8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function T8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function U8(a,b){a=a|0;b=+b;ch[a&127](b);return}function V8(a,b,c){a=a|0;b=+b;c=c|0;fh[a&7](b,c);return}function W8(a,b,c,d){a=a|0;b=+b;c=+c;d=d|0;eh[a&3](b,c,d);return}function X8(a,b,c){a=a|0;b=+b;c=c|0;fh[a&7](b,c);return}function Y8(a){a=a|0;f[a>>2]=28096;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Z8(a){a=a|0;f[a>>2]=28096;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function _8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function $8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function a9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function b9(a){a=a|0;f[a>>2]=28128;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function c9(a){a=a|0;f[a>>2]=28128;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function d9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function e9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;_U(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function f9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function g9(a){a=a|0;return 0}function h9(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;h=u;u=u+32|0;k=h+16|0;l=h;i=h+12|0;j=h+8|0;n=d;m=f[n+4>>2]|0;d=l;f[d>>2]=f[n>>2];f[d+4>>2]=m;f[i>>2]=e;f[j>>2]=g;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];Lh[a&255](b,c,k,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function i9(a,b,c){a=a|0;b=b|0;c=+c;hh[a&63](b,c);return}function j9(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b,c,d,e);return}function k9(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function l9(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function m9(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;Lh[a&255](b,c,d,e,f);return}function n9(a){a=a|0;f[a>>2]=28268;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function o9(a){a=a|0;f[a>>2]=28268;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function p9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function q9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function r9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function s9(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;g=u;u=u+16|0;h=g+8|0;i=g+4|0;j=g;f[h>>2]=c;f[i>>2]=d;f[j>>2]=e;Fh[a&255](b,h,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);fd(f[h>>2]|0);u=g;return}function t9(a){a=a|0;f[a>>2]=28320;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function u9(a){a=a|0;f[a>>2]=28320;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function v9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function w9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function x9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function y9(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;f[g>>2]=c;f[h>>2]=d;xh[a&127](b,g,h);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function z9(a){a=a|0;f[a>>2]=28368;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function A9(a){a=a|0;f[a>>2]=28368;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function B9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;hQ(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function C9(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function D9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function E9(a){a=a|0;return 0}function F9(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0;o=u;u=u+16|0;p=o+4|0;q=o;f[p>>2]=m;f[q>>2]=n;ai[a&7](b,c,d,e,g,h,i,j,k,l,p,q);fd(f[q>>2]|0);fd(f[p>>2]|0);u=o;return}function G9(a){a=a|0;f[a>>2]=28452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function H9(a){a=a|0;f[a>>2]=28452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function I9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function J9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IL(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function K9(a,b){a=a|0;b=b|0;var 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c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function jca(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=h;f[l>>2]=i;Xh[a&63](b,c,d,e,g,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function kca(a){a=a|0;f[a>>2]=29608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function lca(a){a=a|0;f[a>>2]=29608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function mca(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function nca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;zN(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function oca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function pca(a){a=a|0;return 0}function qca(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=d;f[j>>2]=e;Lh[a&255](b,c,i,j,g);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function rca(a){a=a|0;f[a>>2]=29664;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function sca(a){a=a|0;f[a>>2]=29664;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function tca(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function uca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function wca(a){a=a|0;f[a>>2]=29696;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function xca(a){a=a|0;f[a>>2]=29696;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function yca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function zca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Aca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Bca(a){a=a|0;return 0}function Cca(a){a=a|0;f[a>>2]=29728;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Dca(a){a=a|0;f[a>>2]=29728;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Eca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Fca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Hca(a){a=a|0;return 0}function Ica(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function Jca(a){a=a|0;f[a>>2]=29788;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Kca(a){a=a|0;f[a>>2]=29788;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Lca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;oC(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Mca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Nca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Oca(a){a=a|0;return 0}function Pca(a){a=a|0;f[a>>2]=29820;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Qca(a){a=a|0;f[a>>2]=29820;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Rca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Tca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Uca(a){a=a|0;f[a>>2]=29852;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Vca(a){a=a|0;f[a>>2]=29852;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Wca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Xca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Yca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Zca(a){a=a|0;f[a>>2]=29884;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function _ca(a){a=a|0;f[a>>2]=29884;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function $ca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function ada(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function cda(a){a=a|0;f[a>>2]=29916;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function dda(a){a=a|0;f[a>>2]=29916;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function eda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function fda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function hda(a){a=a|0;f[a>>2]=29948;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function qda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function rda(a){a=a|0;f[a>>2]=30012;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function sda(a){a=a|0;f[a>>2]=30012;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function tda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function uda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function wda(a){a=a|0;return 0}function xda(a){a=a|0;f[a>>2]=30044;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function yda(a){a=a|0;f[a>>2]=30044;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function zda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Ada(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Bda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Cda(a){a=a|0;f[a>>2]=30076;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Dda(a){a=a|0;f[a>>2]=30076;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Eda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Fda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Hda(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=g;f[l>>2]=h;Xh[a&63](b,c,d,e,k,l,i);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function Ida(a){a=a|0;f[a>>2]=30140;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Jda(a){a=a|0;f[a>>2]=30140;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Kda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;NB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Lda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Mda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Nda(a){a=a|0;return 0}function Oda(a){a=a|0;f[a>>2]=30172;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Pda(a){a=a|0;f[a>>2]=30172;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Qda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Rda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Tda(a){a=a|0;f[a>>2]=30204;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Uda(a){a=a|0;f[a>>2]=30204;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Vda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Wda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Xda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Yda(a){a=a|0;return 0}function Zda(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function _da(a){a=a|0;f[a>>2]=30260;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $da(a){a=a|0;f[a>>2]=30260;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function aea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function cea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function dea(a){a=a|0;f[a>>2]=30292;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function eea(a){a=a|0;f[a>>2]=30292;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function fea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function hea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function iea(a){a=a|0;f[a>>2]=30324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function jea(a){a=a|0;f[a>>2]=30324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function kea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function lea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function mea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function nea(a){a=a|0;f[a>>2]=30356;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function oea(a){a=a|0;f[a>>2]=30356;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function pea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function qea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function rea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function sea(a){a=a|0;f[a>>2]=30388;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function tea(a){a=a|0;f[a>>2]=30388;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function uea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;TF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function wea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function xea(a){a=a|0;return 0}function yea(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function zea(a){a=a|0;f[a>>2]=30448;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Aea(a){a=a|0;f[a>>2]=30448;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Bea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;mG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Cea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Dea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Eea(a){a=a|0;return 0}function Fea(a){a=a|0;f[a>>2]=30480;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Gea(a){a=a|0;f[a>>2]=30480;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Hea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;eD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Iea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Jea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Kea(a){a=a|0;return 0}function Lea(a){a=a|0;f[a>>2]=30512;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Mea(a){a=a|0;f[a>>2]=30512;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Nea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Oea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Pea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Qea(a){a=a|0;f[a>>2]=30544;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Rea(a){a=a|0;f[a>>2]=30544;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Sea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Tea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Uea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Vea(a){a=a|0;f[a>>2]=30576;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Wea(a){a=a|0;f[a>>2]=30576;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Xea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Yea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Zea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function _ea(a){a=a|0;f[a>>2]=30608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $ea(a){a=a|0;f[a>>2]=30608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function afa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function cfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function dfa(a){a=a|0;f[a>>2]=30640;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function efa(a){a=a|0;f[a>>2]=30640;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function ffa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function hfa(a,b){a=a|0;b=b|0;var 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function wfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function xfa(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=h;f[l>>2]=i;Xh[a&63](b,c,d,e,g,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function yfa(a){a=a|0;f[a>>2]=30800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function zfa(a){a=a|0;f[a>>2]=30800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Afa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Bfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Cfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Dfa(a){a=a|0;f[a>>2]=30832;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Efa(a){a=a|0;f[a>>2]=30832;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Ffa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Hfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Ifa(a){a=a|0;f[a>>2]=30864;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Jfa(a){a=a|0;f[a>>2]=30864;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Kfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;cK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Lfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Mfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Nfa(a){a=a|0;return 0}function Ofa(a){a=a|0;f[a>>2]=30896;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Pfa(a){a=a|0;f[a>>2]=30896;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Qfa(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Rfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Tfa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function Ufa(a){a=a|0;f[a>>2]=30956;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Vfa(a){a=a|0;f[a>>2]=30956;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Wfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;TF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Xfa(a,b){a=a|0;b=b|0;var 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if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[64565]|0)+(c<<2)|0;l=41}}else{f[e>>2]=f[c>>2];l=41}if((l|0)==41)f[c>>2]=e;f[64568]=(f[64568]|0)+1;l=e;a=l+12|0;j=f[a>>2]|0;fd(j|0);f[a>>2]=o;o=l+16|0;a=f[o>>2]|0;fd(a|0);f[o>>2]=m;o=l+20|0;f[o>>2]=k;fd(0);fd(0);return}function Yga(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=b[c>>0]|0;i=f[m>>2]|0;g=i-(f[a>>2]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,2,l)|0;g=(f[a>>2]|0)+g|0;i=h[d>>0]|h[d+1>>0]<<8;b[g>>0]=i;b[g+1>>0]=i>>8;g=e+4|0;i=f[g>>2]|0;d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[e>>2]|0;g=f[g>>2]|0;i=c+(g<<5)|0;if(!g){u=n;return}do{e=f[m>>2]|0;d=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,32,l)|0;d=(f[a>>2]|0)+d|0;e=c;g=d+32|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));c=c+32|0}while((c|0)!=(i|0));u=n;return}function Zga(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=f[a>>2]|0;h=n;i=(f[c>>2]|0)-h|0;n=n+i|0;if(!d){o=n;return o|0}m=a+8|0;g=f[m>>2]|0;o=a+4|0;k=f[o>>2]|0;c=k;if((g-c|0)>>>0>=d>>>0){g=c-n|0;if(g>>>0<d>>>0){c=d-g|0;h=k;do{b[h>>0]=b[e>>0]|0;h=(f[o>>2]|0)+1|0;f[o>>2]=h;c=c+-1|0}while((c|0)!=0);if(!g){o=n;return o|0}}else{g=d;h=k}j=h-(n+d)|0;c=n+j|0;if(c>>>0<k>>>0){i=h;do{b[i>>0]=b[c>>0]|0;c=c+1|0;i=(f[o>>2]|0)+1|0;f[o>>2]=i}while((c|0)!=(k|0))}if(j|0)cQb(h+(0-j)|0,n|0,j|0)|0;if(n>>>0<=e>>>0)e=(f[o>>2]|0)>>>0>e>>>0?e+d|0:e;dQb(n|0,b[e>>0]|0,g|0)|0;o=n;return o|0}c=c-h+d|0;if((c|0)<0)AMb(a);l=g-h|0;j=l<<1;c=l>>>0<1073741823?(j>>>0<c>>>0?c:j):2147483647;j=n;if(!c)g=0;else g=pOb(c)|0;l=g+i|0;k=g+c|0;g=d;c=l;h=l;do{b[h>>0]=b[e>>0]|0;h=c+1|0;c=h;g=g+-1|0}while((g|0)!=0);e=f[a>>2]|0;g=j-e|0;i=l+(0-g)|0;if((g|0)>0)bQb(i|0,e|0,g|0)|0;g=(f[o>>2]|0)-j|0;if((g|0)>0){bQb(h|0,n|0,g|0)|0;c=h+g|0;e=f[a>>2]|0}f[a>>2]=i;f[o>>2]=c;f[m>>2]=k;if(!e){o=l;return o|0}sOb(e);o=l;return o|0}function _ga(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(!a){b=f[64565]|0;f[64565]=0;if(b|0)sOb(b);f[64566]=0;return}if(a>>>0>1073741823)vd();l=pOb(a<<2)|0;b=f[64565]|0;f[64565]=l;if(b|0)sOb(b);f[64566]=a;b=0;do{f[(f[64565]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(a|0));g=f[64567]|0;if(!g)return;b=f[g+4>>2]|0;k=a+-1|0;l=(k&a|0)==0;if(l)b=b&k;else if(b>>>0>=a>>>0)b=(b>>>0)%(a>>>0)|0;f[(f[64565]|0)+(b<<2)>>2]=258268;c=f[g>>2]|0;if(!c)return;else{e=g;d=c;c=g}a:while(1){b:do if(l){j=c;while(1){c=d;while(1){i=f[c+4>>2]&k;if((i|0)==(b|0))break;d=(f[64565]|0)+(i<<2)|0;if(!(f[d>>2]|0)){e=j;b=i;break b}h=c+8|0;d=c;while(1){g=f[d>>2]|0;if(!g)break;if((f[h>>2]|0)==(f[g+8>>2]|0))d=g;else break}f[j>>2]=g;f[d>>2]=f[f[(f[64565]|0)+(i<<2)>>2]>>2];f[f[(f[64565]|0)+(i<<2)>>2]>>2]=c;c=f[e>>2]|0;if(!c){b=37;break a}}d=f[c>>2]|0;if(!d){b=37;break a}else{e=c;j=c}}}else{j=c;while(1){c=d;while(1){d=f[c+4>>2]|0;if(d>>>0<a>>>0)i=d;else i=(d>>>0)%(a>>>0)|0;if((i|0)==(b|0))break;d=(f[64565]|0)+(i<<2)|0;if(!(f[d>>2]|0)){e=j;b=i;break b}g=c+8|0;d=c;while(1){h=f[d>>2]|0;if(!h)break;if((f[g>>2]|0)==(f[h+8>>2]|0))d=h;else break}f[j>>2]=h;f[d>>2]=f[f[(f[64565]|0)+(i<<2)>>2]>>2];f[f[(f[64565]|0)+(i<<2)>>2]>>2]=c;c=f[e>>2]|0;if(!c){b=37;break a}}d=f[c>>2]|0;if(!d){b=37;break a}else{e=c;j=c}}}while(0);f[d>>2]=e;d=f[c>>2]|0;if(!d){b=37;break}else e=c}if((b|0)==37)return}function $ga(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+16|0;k=o+4|0;l=o;m=o+8|0;n=a+4|0;q=f[n>>2]|0;p=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,2,m)|0;p=(f[a>>2]|0)+p|0;q=h[c>>0]|h[c+1>>0]<<8;b[p>>0]=q;b[p+1>>0]=q>>8;p=d+4|0;q=f[p>>2]|0;r=f[n>>2]|0;c=r-(f[a>>2]|0)|0;f[l>>2]=r;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=q;b[c+1>>0]=q>>8;b[c+2>>0]=q>>16;b[c+3>>0]=q>>24;c=f[d>>2]|0;p=f[p>>2]|0;d=c+p|0;if(p|0)do{q=f[n>>2]|0;r=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,1,m)|0;b[(f[a>>2]|0)+r>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));r=e+4|0;d=f[r>>2]|0;q=f[n>>2]|0;c=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=f[e>>2]|0;r=f[r>>2]|0;d=c+(r<<3)|0;if(r|0)do{q=f[n>>2]|0;r=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,8,m)|0;q=c;e=q;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;q=q+4|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;r=(f[a>>2]|0)+r|0;p=r;b[p>>0]=e;b[p+1>>0]=e>>8;b[p+2>>0]=e>>16;b[p+3>>0]=e>>24;r=r+4|0;b[r>>0]=q;b[r+1>>0]=q>>8;b[r+2>>0]=q>>16;b[r+3>>0]=q>>24;c=c+8|0}while((c|0)!=(d|0));q=f[n>>2]|0;p=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;p=(f[a>>2]|0)+p|0;q=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;p=f[n>>2]|0;q=p-(f[a>>2]|0)|0;f[l>>2]=p;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,8,m)|0;p=i;i=p;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;p=p+4|0;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;q=(f[a>>2]|0)+q|0;r=q;b[r>>0]=i;b[r+1>>0]=i>>8;b[r+2>>0]=i>>16;b[r+3>>0]=i>>24;q=q+4|0;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;q=b[j>>0]|0;p=f[n>>2]|0;r=p-(f[a>>2]|0)|0;f[l>>2]=p;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,1,m)|0;b[(f[a>>2]|0)+r>>0]=q;u=o;return}function aha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,16,l)|0;i=(f[a>>2]|0)+i|0;g=c;h=i+16|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));i=d+4|0;h=f[i>>2]|0;g=f[m>>2]|0;c=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=h;b[c+1>>0]=h>>8;b[c+2>>0]=h>>16;b[c+3>>0]=h>>24;c=f[d>>2]|0;i=f[i>>2]|0;d=c+(i<<5)|0;if(i|0)do{g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,32,l)|0;i=(f[a>>2]|0)+i|0;g=c;h=i+32|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));c=c+32|0}while((c|0)!=(d|0));g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,12,l)|0;i=(f[a>>2]|0)+i|0;g=e;h=i+12|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));u=n;return}function bha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function cha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function dha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;i=u;u=u+992|0;d=b[c>>0]|0;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+e>>0]=d;e=b[((c+4|0)+11|0)>>0]|0;e=e<<24>>24<0?f[(c+8|0)>>2]|0:e&255;d=f[(a+4|0)>>2]|0;g=d-(f[a>>2]|0)|0;f[i>>2]=d;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,4,i+8|0)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=b[((c+4|0)+11|0)>>0]|0;e=g<<24>>24<0?f[(c+4|0)>>2]|0:c+4|0;g=g<<24>>24<0?f[(c+8|0)>>2]|0:g&255;if(g|0){d=e;do{k=b[d>>0]|0;l=f[(a+4|0)>>2]|0;j=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+j>>0]=k;d=d+1|0}while((d|0)!=(e+g|0|0))}l=b[c+16>>0]|0;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+e>>0]=l;e=b[c+17>>0]|0;l=f[(a+4|0)>>2]|0;g=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+g>>0]=e;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;g=h[(c+24|0)>>0]|h[(c+24|0)+1>>0]<<8|h[(c+24|0)+2>>0]<<16|h[(c+24|0)+3>>0]<<24;l=h[((c+24|0)+4|0)>>0]|h[((c+24|0)+4|0)+1>>0]<<8|h[((c+24|0)+4|0)+2>>0]<<16|h[((c+24|0)+4|0)+3>>0]<<24;e=(f[a>>2]|0)+e|0;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;b[(e+4|0)>>0]=l;b[(e+4|0)+1>>0]=l>>8;b[(e+4|0)+2>>0]=l>>16;b[(e+4|0)+3>>0]=l>>24;e=b[((c+32|0)+11|0)>>0]|0;e=e<<24>>24<0?f[(c+36|0)>>2]|0:e&255;l=f[(a+4|0)>>2]|0;g=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,4,i+8|0)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=b[((c+32|0)+11|0)>>0]|0;e=g<<24>>24<0?f[(c+32|0)>>2]|0:c+32|0;g=g<<24>>24<0?f[(c+36|0)>>2]|0:g&255;if(g|0){d=e;do{k=b[d>>0]|0;j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+l>>0]=k;d=d+1|0}while((d|0)!=(e+g|0|0))}j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;j=h[(c+48|0)>>0]|h[(c+48|0)+1>>0]<<8|h[(c+48|0)+2>>0]<<16|h[(c+48|0)+3>>0]<<24;k=h[((c+48|0)+4|0)>>0]|h[((c+48|0)+4|0)+1>>0]<<8|h[((c+48|0)+4|0)+2>>0]<<16|h[((c+48|0)+4|0)+3>>0]<<24;l=(f[a>>2]|0)+l|0;b[l>>0]=j;b[l+1>>0]=j>>8;b[l+2>>0]=j>>16;b[l+3>>0]=j>>24;b[(l+4|0)>>0]=k;b[(l+4|0)+1>>0]=k>>8;b[(l+4|0)+2>>0]=k>>16;b[(l+4|0)+3>>0]=k>>24;l=f[(a+4|0)>>2]|0;k=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;l=h[(c+56|0)>>0]|h[(c+56|0)+1>>0]<<8|h[(c+56|0)+2>>0]<<16|h[(c+56|0)+3>>0]<<24;j=h[((c+56|0)+4|0)>>0]|h[((c+56|0)+4|0)+1>>0]<<8|h[((c+56|0)+4|0)+2>>0]<<16|h[((c+56|0)+4|0)+3>>0]<<24;k=(f[a>>2]|0)+k|0;b[k>>0]=l;b[k+1>>0]=l>>8;b[k+2>>0]=l>>16;b[k+3>>0]=l>>24;b[(k+4|0)>>0]=j;b[(k+4|0)+1>>0]=j>>8;b[(k+4|0)+2>>0]=j>>16;b[(k+4|0)+3>>0]=j>>24;k=b[c+64>>0]|0;j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[i+32>>2]=a;f[i+40>>2]=c;f[i+168>>2]=k;f[i+184>>2]=l;f[i+936>>2]=0;f[i+940>>2]=0;xha(i);G=f[i+936>>2]|0;D=f[i+940>>2]|0;H=+n[i+940>>2];f[i+936>>2]=0;f[i+940>>2]=0;if((G|0)==5)return}function eha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function fha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;k=o+4|0;l=o;m=o+8|0;n=a+4|0;j=f[n>>2]|0;i=j-(f[a>>2]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,2,m)|0;i=(f[a>>2]|0)+i|0;j=h[c>>0]|h[c+1>>0]<<8;b[i>>0]=j;b[i+1>>0]=j>>8;i=d+4|0;j=f[i>>2]|0;g=f[n>>2]|0;c=g-(f[a>>2]|0)|0;f[l>>2]=g;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=j;b[c+1>>0]=j>>8;b[c+2>>0]=j>>16;b[c+3>>0]=j>>24;c=f[d>>2]|0;i=f[i>>2]|0;j=c+(i<<5)|0;if(i|0)do{g=f[n>>2]|0;d=g-(f[a>>2]|0)|0;f[l>>2]=g;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,32,m)|0;d=(f[a>>2]|0)+d|0;g=c;i=d+32|0;do{b[d>>0]=b[g>>0]|0;d=d+1|0;g=g+1|0}while((d|0)<(i|0));c=c+32|0}while((c|0)!=(j|0));j=f[n>>2]|0;n=j-(f[a>>2]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;n=(f[a>>2]|0)+n|0;m=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;b[n>>0]=m;b[n+1>>0]=m>>8;b[n+2>>0]=m>>16;b[n+3>>0]=m>>24;u=o;return}function gha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function hha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function iha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function jha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function kha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function lha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function mha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=b[c>>0]|0;i=f[m>>2]|0;g=i-(f[a>>2]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,2,l)|0;g=(f[a>>2]|0)+g|0;i=h[d>>0]|h[d+1>>0]<<8;b[g>>0]=i;b[g+1>>0]=i>>8;g=e+4|0;i=f[g>>2]|0;d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[e>>2]|0;g=f[g>>2]|0;i=c+(g*24|0)|0;if(!g){u=n;return}do{e=f[m>>2]|0;d=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,24,l)|0;d=(f[a>>2]|0)+d|0;e=c;g=d+24|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));c=c+24|0}while((c|0)!=(i|0));u=n;return}function nha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;m=f[k>>2]|0;n=m-(f[a>>2]|0)|0;f[i>>2]=m;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,1,j)|0;b[(f[a>>2]|0)+n>>0]=b[c>>0]|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;d=h[d>>0]|h[d+1>>0]<<8;b[m>>0]=d;b[m+1>>0]=d>>8;d=e+4|0;m=f[d>>2]|0;n=f[k>>2]|0;c=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=m;b[c+1>>0]=m>>8;b[c+2>>0]=m>>16;b[c+3>>0]=m>>24;c=f[e>>2]|0;e=f[d>>2]|0;d=c+e|0;if(!e){u=l;return}do{m=f[k>>2]|0;n=m-(f[a>>2]|0)|0;f[i>>2]=m;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,1,j)|0;b[(f[a>>2]|0)+n>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));u=l;return}function oha(a,c,d,e,g,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+16|0;n=r+4|0;o=r;p=r+8|0;q=a+4|0;t=f[q>>2]|0;s=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,2,p)|0;s=(f[a>>2]|0)+s|0;t=h[c>>0]|h[c+1>>0]<<8;b[s>>0]=t;b[s+1>>0]=t>>8;s=d+4|0;t=f[s>>2]|0;v=f[q>>2]|0;c=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=t;b[c+1>>0]=t>>8;b[c+2>>0]=t>>16;b[c+3>>0]=t>>24;c=f[d>>2]|0;s=f[s>>2]|0;d=c+s|0;if(s|0)do{t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,1,p)|0;b[(f[a>>2]|0)+v>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));v=e+4|0;d=f[v>>2]|0;t=f[q>>2]|0;c=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=f[e>>2]|0;v=f[v>>2]|0;d=c+v|0;if(v|0)do{t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,1,p)|0;b[(f[a>>2]|0)+v>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;u=r;return}function pha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function qha(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;o=c+4|0;p=f[o>>2]|0;m=a+4|0;q=f[m>>2]|0;i=q-(f[a>>2]|0)|0;f[k>>2]=q;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=p;b[i+1>>0]=p>>8;b[i+2>>0]=p>>16;b[i+3>>0]=p>>24;c=f[c>>2]|0;o=f[o>>2]|0;i=c+(o<<2)|0;if(o|0)do{p=f[m>>2]|0;q=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;q=(f[a>>2]|0)+q|0;p=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;c=c+4|0}while((c|0)!=(i|0));q=d+4|0;i=f[q>>2]|0;p=f[m>>2]|0;c=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[d>>2]|0;q=f[q>>2]|0;i=c+(q<<2)|0;if(!q){rha(a,e,g);u=n;return}do{p=f[m>>2]|0;q=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;q=(f[a>>2]|0)+q|0;p=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;c=c+4|0}while((c|0)!=(i|0));rha(a,e,g);u=n;return}function rha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;m=c+4|0;n=f[m>>2]|0;k=a+4|0;o=f[k>>2]|0;e=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;e=(f[a>>2]|0)+e|0;b[e>>0]=n;b[e+1>>0]=n>>8;b[e+2>>0]=n>>16;b[e+3>>0]=n>>24;c=f[c>>2]|0;m=f[m>>2]|0;e=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(e|0));o=d+4|0;e=f[o>>2]|0;n=f[k>>2]|0;c=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=e;b[c+1>>0]=e>>8;b[c+2>>0]=e>>16;b[c+3>>0]=e>>24;c=f[d>>2]|0;o=f[o>>2]|0;e=c+(o<<2)|0;if(!o){u=l;return}do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(e|0));u=l;return}function sha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function tha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;n=h[c>>0]|h[c+1>>0]<<8;b[m>>0]=n;b[m+1>>0]=n>>8;m=d+4|0;n=f[m>>2]|0;o=f[k>>2]|0;c=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[d>>2]|0;m=f[m>>2]|0;d=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(d|0));n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,8,j)|0;n=e;k=n;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=(f[a>>2]|0)+o|0;m=o;b[m>>0]=k;b[m+1>>0]=k>>8;b[m+2>>0]=k>>16;b[m+3>>0]=k>>24;o=o+4|0;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;u=l;return}function uha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;n=h[c>>0]|h[c+1>>0]<<8;b[m>>0]=n;b[m+1>>0]=n>>8;m=d+4|0;n=f[m>>2]|0;o=f[k>>2]|0;c=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[d>>2]|0;m=f[m>>2]|0;d=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(d|0));n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,8,j)|0;n=e;k=n;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=(f[a>>2]|0)+o|0;m=o;b[m>>0]=k;b[m+1>>0]=k>>8;b[m+2>>0]=k>>16;b[m+3>>0]=k>>24;o=o+4|0;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;u=l;return}function vha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+16|0;i=m+4|0;j=m;k=m+8|0;n=c+4|0;o=f[n>>2]|0;l=a+4|0;p=f[l>>2]|0;g=p-(f[a>>2]|0)|0;f[j>>2]=p;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,4,k)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=o;b[g+1>>0]=o>>8;b[g+2>>0]=o>>16;b[g+3>>0]=o>>24;c=f[c>>2]|0;n=f[n>>2]|0;g=c+n|0;if(n|0)do{o=f[l>>2]|0;p=o-(f[a>>2]|0)|0;f[j>>2]=o;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,1,k)|0;b[(f[a>>2]|0)+p>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(g|0));p=f[l>>2]|0;o=p-(f[a>>2]|0)|0;f[j>>2]=p;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,4,k)|0;o=(f[a>>2]|0)+o|0;p=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;o=f[l>>2]|0;p=o-(f[a>>2]|0)|0;f[j>>2]=o;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,1,k)|0;b[(f[a>>2]|0)+p>>0]=b[e>>0]|0;u=m;return}function wha(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;m=f[a+32>>2]|0;n=f[a+40>>2]|0;o=f[a+1656>>2]|0;a:{if(o){o=0;if(1){d=pd()|0;b=f[m>>2]|0;e=od(112426)|0;sd(b|0,e|0,d|0);fd(e|0);e=nd()|0;b=od(112315)|0;sd(d|0,b|0,e|0);fd(b|0);b=f[(n+36|0)>>2]|0;if((f[(n+40|0)>>2]|0)!=(b|0)){c=0;do{i=b;l=pd()|0;f[a>>2]=c;j=td(17744,a|0)|0;sd(e|0,j|0,l|0);fd(j|0);j=nd()|0;f[a>>2]=f[i+(c*240|0)>>2];k=td(17744,a|0)|0;f[a>>2]=0;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);f[a>>2]=f[i+(c*240|0)+4>>2];k=td(17744,a|0)|0;f[a>>2]=1;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);k=od(112324)|0;sd(l|0,k|0,j|0);fd(k|0);fd(j|0);j=nd()|0;f[a>>2]=f[i+(c*240|0)+8>>2];k=td(17744,a|0)|0;f[a>>2]=0;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);f[a>>2]=f[i+(c*240|0)+12>>2];k=td(17744,a|0)|0;f[a>>2]=1;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);k=od(112336)|0;sd(l|0,k|0,j|0);fd(k|0);fd(j|0);j=od(112348)|0;f[a>>2]=f[i+(c*240|0)+16>>2];k=td(17744,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112358)|0;f[a>>2]=f[i+(c*240|0)+20>>2];k=td(17736,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112372)|0;f[a>>2]=f[i+(c*240|0)+24>>2];k=td(17736,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112385)|0;f[a>>2]=f[i+(c*240|0)+28>>2];k=td(17744,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=f[i+(c*240|0)+32>>2]|0;k=od(112397)|0;f[a>>2]=j>>>0<14?j:0;j=td(17744,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112440)|0;p[a>>3]=+p[i+(c*240|0)+184>>3];j=td(17776,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112453)|0;p[a>>3]=+p[i+(c*240|0)+192>>3];j=td(17776,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112410)|0;j=pOb(24)|0;p[j>>3]=+p[i+(c*240|0)+40>>3];p[j+8>>3]=+p[i+(c*240|0)+48>>3];p[j+16>>3]=+p[i+(c*240|0)+56>>3];f[a>>2]=j;j=td(8008,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112419)|0;j=pOb(24)|0;p[j>>3]=+p[i+(c*240|0)+64>>3];p[j+8>>3]=+p[i+(c*240|0)+72>>3];p[j+16>>3]=+p[i+(c*240|0)+80>>3];f[a>>2]=j;j=td(8008,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(152603)|0;j=pOb(24)|0;f[j>>2]=f[i+(c*240|0)+88>>2];f[j+4>>2]=f[i+(c*240|0)+92>>2];f[j+8>>2]=f[i+(c*240|0)+96>>2];f[j+12>>2]=f[i+(c*240|0)+100>>2];f[j+16>>2]=f[i+(c*240|0)+104>>2];f[j+20>>2]=f[i+(c*240|0)+108>>2];f[a>>2]=j;j=td(1112,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);fd(l|0);c=c+1|0;b=f[(n+36|0)>>2]|0}while(c>>>0<(((f[(n+40|0)>>2]|0)-b|0)/240|0)>>>0)}fd(e|0);fd(d|0)}else o=1}b=1;if(b){b=0;if((f[(n+12|0)>>2]|0)==(f[(n+16|0)>>2]|0)){k=f[m>>2]|0;l=od(112461)|0;sd(k|0,l|0,2);fd(l|0);fd(2)}else b=1}if(b)if(1){k=pd()|0;b=f[m>>2]|0;l=od(112461)|0;sd(b|0,l|0,k|0);fd(l|0);l=nd()|0;b=od(112315)|0;sd(k|0,b|0,l|0);fd(b|0);b=f[(n+12|0)>>2]|0;if((f[(n+16|0)>>2]|0)!=(b|0)){j=0;do{e=pd()|0;f[a>>2]=j;h=td(17744,a|0)|0;sd(l|0,h|0,e|0);fd(h|0);h=nd()|0;f[a>>2]=f[b+(j*208|0)>>2];g=td(17744,a|0)|0;f[a>>2]=0;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);f[a>>2]=f[b+(j*208|0)+4>>2];g=td(17744,a|0)|0;f[a>>2]=1;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);g=od(112324)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);h=nd()|0;f[a>>2]=f[b+(j*208|0)+8>>2];g=td(17744,a|0)|0;f[a>>2]=0;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);f[a>>2]=f[b+(j*208|0)+12>>2];g=td(17744,a|0)|0;f[a>>2]=1;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);g=od(112336)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);h=od(112348)|0;f[a>>2]=f[b+(j*208|0)+16>>2];g=td(17744,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112466)|0;f[a>>2]=f[b+(j*208|0)+20>>2];g=td(17736,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112372)|0;f[a>>2]=f[b+(j*208|0)+24>>2];g=td(17736,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112385)|0;f[a>>2]=f[b+(j*208|0)+28>>2];g=td(17744,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=f[b+(j*208|0)+32>>2]|0;g=od(112397)|0;f[a>>2]=h>>>0<14?h:0;h=td(17744,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112440)|0;p[a>>3]=+p[b+(j*208|0)+104>>3];h=td(17776,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112453)|0;p[a>>3]=+p[b+(j*208|0)+112>>3];h=td(17776,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(152603)|0;h=pOb(24)|0;f[h>>2]=f[b+(j*208|0)+36>>2];f[h+4>>2]=f[b+(j*208|0)+40>>2];f[h+8>>2]=f[b+(j*208|0)+44>>2];f[h+12>>2]=f[b+(j*208|0)+48>>2];f[h+16>>2]=f[b+(j*208|0)+52>>2];f[h+20>>2]=f[b+(j*208|0)+56>>2];f[a>>2]=h;h=td(1112,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112476)|0;h=pOb(24)|0;p[h>>3]=+p[b+(j*208|0)+64>>3];p[h+8>>3]=+p[b+(j*208|0)+72>>3];p[h+16>>3]=+p[b+(j*208|0)+80>>3];f[a>>2]=h;h=td(8008,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=nd()|0;h=od(112482)|0;sd(e|0,h|0,g|0);fd(h|0);h=b+(j*208|0)+88|0;i=b+(j*208|0)+92|0;c=f[h>>2]|0;if((f[i>>2]|0)!=(c|0)){d=0;do{r=c;q=d*3|0;f[a>>2]=q;s=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)>>2];t=td(17768,a|0)|0;sd(g|0,s|0,t|0);fd(t|0);fd(s|0);f[a>>2]=q+1;s=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)+4>>2];t=td(17768,a|0)|0;sd(g|0,s|0,t|0);fd(t|0);fd(s|0);f[a>>2]=q+2;q=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)+8>>2];r=td(17768,a|0)|0;sd(g|0,q|0,r|0);fd(r|0);fd(q|0);d=d+1|0;c=f[h>>2]|0}while(d>>>0<(((f[i>>2]|0)-c|0)/12|0)>>>0)}t=od(112502)|0;f[a>>2]=f[b+(j*208|0)+100>>2];b=td(17736,a|0)|0;sd(e|0,t|0,b|0);fd(b|0);fd(t|0);fd(g|0);fd(e|0);j=j+1|0;b=f[(n+12|0)>>2]|0}while(j>>>0<(((f[(n+16|0)>>2]|0)-b|0)/208|0)>>>0)}fd(l|0);fd(k|0)}if((f[(n+24|0)>>2]|0)==(f[(n+28|0)>>2]|0)){s=f[m>>2]|0;t=od(112476)|0;sd(s|0,t|0,2);fd(t|0);fd(2);u=a;f[a+1672>>2]=5;break a}e=pd()|0;b=f[m>>2]|0;d=od(112476)|0;sd(b|0,d|0,e|0);fd(d|0);d=nd()|0;b=od(112315)|0;sd(e|0,b|0,d|0);fd(b|0);b=f[(n+24|0)>>2]|0;if((f[(n+28|0)>>2]|0)!=(b|0)){c=0;do{q=b;t=pd()|0;f[a>>2]=c;r=td(17744,a|0)|0;sd(d|0,r|0,t|0);fd(r|0);r=nd()|0;f[a>>2]=f[q+(c*120|0)>>2];s=td(17744,a|0)|0;f[a>>2]=0;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);f[a>>2]=f[q+(c*120|0)+4>>2];s=td(17744,a|0)|0;f[a>>2]=1;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);s=od(112324)|0;sd(t|0,s|0,r|0);fd(s|0);fd(r|0);r=nd()|0;f[a>>2]=f[q+(c*120|0)+8>>2];s=td(17744,a|0)|0;f[a>>2]=0;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);f[a>>2]=f[q+(c*120|0)+12>>2];s=td(17744,a|0)|0;f[a>>2]=1;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);s=od(112336)|0;sd(t|0,s|0,r|0);fd(s|0);fd(r|0);r=od(112348)|0;f[a>>2]=f[q+(c*120|0)+16>>2];s=td(17744,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112529)|0;f[a>>2]=f[q+(c*120|0)+20>>2];s=td(17736,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112372)|0;f[a>>2]=f[q+(c*120|0)+24>>2];s=td(17736,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112385)|0;f[a>>2]=f[q+(c*120|0)+28>>2];s=td(17744,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=f[q+(c*120|0)+32>>2]|0;s=od(112397)|0;f[a>>2]=r>>>0<14?r:0;r=td(17744,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112440)|0;p[a>>3]=+p[q+(c*120|0)+64>>3];r=td(17776,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112453)|0;p[a>>3]=+p[q+(c*120|0)+72>>3];r=td(17776,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112476)|0;r=pOb(24)|0;p[r>>3]=+p[q+(c*120|0)+40>>3];p[r+8>>3]=+p[q+(c*120|0)+48>>3];p[r+16>>3]=+p[q+(c*120|0)+56>>3];f[a>>2]=r;r=td(8008,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);fd(t|0);c=c+1|0;b=f[(n+24|0)>>2]|0}while(c>>>0<(((f[(n+28|0)>>2]|0)-b|0)/120|0)>>>0)}fd(d|0);fd(e|0);u=a;f[a+1672>>2]=5;break a}f[a+1656>>2]=o}function xha(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a+32>>2]|0;i=f[a+40>>2]|0;d=f[a+168>>2]|0;e=f[a+184>>2]|0;a:{f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+e>>0]=d;e=f[(g+4|0)>>2]|0;d=e-(f[g>>2]|0)|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=h[(i+72|0)>>0]|h[(i+72|0)+1>>0]<<8|h[(i+72|0)+2>>0]<<16|h[(i+72|0)+3>>0]<<24;c=h[((i+72|0)+4|0)>>0]|h[((i+72|0)+4|0)+1>>0]<<8|h[((i+72|0)+4|0)+2>>0]<<16|h[((i+72|0)+4|0)+3>>0]<<24;d=(f[g>>2]|0)+d|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;b[(d+4|0)>>0]=c;b[(d+4|0)+1>>0]=c>>8;b[(d+4|0)+2>>0]=c>>16;b[(d+4|0)+3>>0]=c>>24;d=b[((i+80|0)+11|0)>>0]|0;d=d<<24>>24<0?f[(i+84|0)>>2]|0:d&255;c=f[(g+4|0)>>2]|0;e=c-(f[g>>2]|0)|0;f[a>>2]=c;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,4,a+8|0)|0;e=(f[g>>2]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=b[((i+80|0)+11|0)>>0]|0;d=e<<24>>24<0?f[(i+80|0)>>2]|0:i+80|0;e=e<<24>>24<0?f[(i+84|0)>>2]|0:e&255;if(e|0){c=d;do{k=b[c>>0]|0;l=f[(g+4|0)>>2]|0;j=l-(f[g>>2]|0)|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+j>>0]=k;c=c+1|0}while((c|0)!=(d+e|0|0))}d=b[((i+92|0)+11|0)>>0]|0;d=d<<24>>24<0?f[(i+96|0)>>2]|0:d&255;l=f[(g+4|0)>>2]|0;e=l-(f[g>>2]|0)|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,4,a+8|0)|0;e=(f[g>>2]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=b[((i+92|0)+11|0)>>0]|0;d=e<<24>>24<0?f[(i+92|0)>>2]|0:i+92|0;e=e<<24>>24<0?f[(i+96|0)>>2]|0:e&255;if(!e){l=i+104|0;e=f[(g+4|0)>>2]|0;j=f[g>>2]|0;j=e-j|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=f[g>>2]|0;j=e+j|0;e=l;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;k=j;b[k>>0]=e;b[k+1>>0]=e>>8;b[k+2>>0]=e>>16;b[k+3>>0]=e>>24;j=j+4|0;b[j>>0]=l;b[j+1>>0]=l>>8;b[j+2>>0]=l>>16;b[j+3>>0]=l>>24;j=i+112|0;j=b[j>>0]|0;l=f[(g+4|0)>>2]|0;k=f[g>>2]|0;k=l-k|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;l=f[g>>2]|0;k=l+k|0;b[k>>0]=j;k=i+113|0;k=b[k>>0]|0;j=f[(g+4|0)>>2]|0;l=f[g>>2]|0;l=j-l|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;j=f[g>>2]|0;l=j+l|0;b[l>>0]=k;u=a;f[a+936>>2]=5;break a}c=d;do{k=b[c>>0]|0;j=f[(g+4|0)>>2]|0;l=j-(f[g>>2]|0)|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+l>>0]=k;c=c+1|0}while((c|0)!=(d+e|0|0));l=i+104|0;e=f[(g+4|0)>>2]|0;j=f[g>>2]|0;j=e-j|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=f[g>>2]|0;j=e+j|0;e=l;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;k=j;b[k>>0]=e;b[k+1>>0]=e>>8;b[k+2>>0]=e>>16;b[k+3>>0]=e>>24;j=j+4|0;b[j>>0]=l;b[j+1>>0]=l>>8;b[j+2>>0]=l>>16;b[j+3>>0]=l>>24;j=i+112|0;j=b[j>>0]|0;l=f[(g+4|0)>>2]|0;k=f[g>>2]|0;k=l-k|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;l=f[g>>2]|0;k=l+k|0;b[k>>0]=j;k=i+113|0;k=b[k>>0]|0;j=f[(g+4|0)>>2]|0;l=f[g>>2]|0;l=j-l|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;j=f[g>>2]|0;l=j+l|0;b[l>>0]=k;u=a;f[a+936>>2]=5;break a}}
+function Stb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;if(!c){e=-9;return e|0}if(e>>>0>=c>>>0|e>>>0<2){e=-11;return e|0}h=(e<<4>>>0)/(c>>>0)|0;i=c>>>8;g=(X(f[42232+(h*24|0)+4>>2]|0,i)|0)+(f[42232+(h*24|0)>>2]|0)|0;h=(X(f[42232+(h*24|0)+12>>2]|0,i)|0)+(f[42232+(h*24|0)+8>>2]|0)|0;if(((h>>>3)+h|0)>>>0<g>>>0){g=ntb(a,d,e)|0;if(ctb(g)|0){i=g;return i|0}if(g>>>0>=e>>>0){i=-10;return i|0}i=ptb(b,c,d+g|0,e-g|0,a)|0;return i|0}else{g=jtb(a,d,e)|0;if(ctb(g)|0){i=g;return i|0}if(g>>>0>=e>>>0){i=-10;return i|0}i=mtb(b,c,d+g|0,e-g|0,a)|0;return i|0}return 0}function Ttb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=f[a+24>>2]|0;h=f[a+28>>2]|0;a:do if((g|0)!=(h|0)){if(!c){while(1){if(!(b[g+33>>0]|0))if(!(Vtb(g,d)|0)){g=0;break}g=g+36|0;if((g|0)==(h|0))break a}return g|0}b:while(1){switch(b[g+33>>0]|0){case 0:{if(!(Vtb(g,d)|0)){g=0;h=28;break b}break}case 1:{if(!(Utb(g,e)|0)){g=0;h=28;break b}break}default:{}}g=g+36|0;if((g|0)==(h|0))break a}if((h|0)==28)return g|0}while(0);g=f[a>>2]|0;h=f[a+4>>2]|0;c:do if((g|0)!=(h|0)){if(!c){while(1){if(!(b[g+33>>0]|0))if(Vtb(g,d)|0){g=0;break}g=g+36|0;if((g|0)==(h|0))break c}return g|0}d:while(1){switch(b[g+33>>0]|0){case 0:{if(Vtb(g,d)|0){g=0;h=28;break d}break}case 1:{if(Utb(g,e)|0){g=0;h=28;break d}break}default:{}}g=g+36|0;if((g|0)==(h|0))break c}if((h|0)==28)return g|0}while(0);g=f[a+12>>2]|0;a=f[a+16>>2]|0;if((g|0)==(a|0)){e=1;return e|0}if(c)i=g;else{while(1){if(!(b[g+33>>0]|0))if(Vtb(g,d)|0){g=0;h=28;break}g=g+36|0;if((g|0)==(a|0)){g=1;h=28;break}}if((h|0)==28)return g|0}e:while(1){switch(b[i+33>>0]|0){case 0:{if(Vtb(i,d)|0){g=0;h=28;break e}break}case 1:{if(Utb(i,e)|0){g=0;h=28;break e}break}default:{}}i=i+36|0;if((i|0)==(a|0)){g=1;h=28;break}}if((h|0)==28)return g|0;return 0}function Utb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0.0,E=0.0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0,S=0,T=0,U=0;L=u;u=u+48|0;F=L;c=f[a+12>>2]|0;if(!c){D=0.0;E=0.0;G=1.0;H=0.0;I=0.0;J=0.0;K=1.0;C=0.0}else{D=+n[c+48>>2];E=+n[c+52>>2];G=+n[c>>2];H=+n[c+16>>2];I=+n[c+32>>2];J=+n[c+4>>2];K=+n[c+20>>2];C=+n[c+36>>2]}c=f[a>>2]|0;k=f[a+4>>2]|0;if((c|0)==(k|0)){F=2;F=(F|0)!=2;u=L;return F|0}l=F+4|0;m=F+8|0;o=F+12|0;p=F+16|0;q=F+20|0;r=F+24|0;t=F+28|0;v=F+32|0;w=F+4|0;x=F+16|0;y=F+12|0;z=F+24|0;A=F+28|0;B=F+32|0;h=c;while(1){a=f[h>>2]|0;i=f[h+4>>2]|0;j=(i|0)==0;if(!j)gOb(i);g=a+40|0;d=f[g>>2]|0;e=a+44|0;c=f[e>>2]|0;if((d|0)==(c|0)){Npb(a);d=f[g>>2]|0;a=d;c=f[e>>2]|0}else a=d;e=c-d|0;d=(e|0)/12|0;a:do if(!e)c=6;else{c=0;while(1){T=f[a+(c*12|0)>>2]|0;f[F>>2]=T;S=f[a+(c*12|0)+4>>2]|0;f[l>>2]=S;R=f[a+(c*12|0)+8>>2]|0;f[m>>2]=R;e=c+1|0;Q=f[a+(e*12|0)>>2]|0;f[o>>2]=Q;P=f[a+(e*12|0)+4>>2]|0;f[p>>2]=P;e=f[a+(e*12|0)+8>>2]|0;f[q>>2]=e;U=c+2|0;f[r>>2]=f[a+(U*12|0)>>2];f[t>>2]=f[a+(U*12|0)+4>>2];f[v>>2]=f[a+(U*12|0)+8>>2];O=(f[s>>2]=T,+n[s>>2]);N=(f[s>>2]=S,+n[s>>2]);M=(f[s>>2]=R,+n[s>>2]);n[F>>2]=D+(G*O+H*N+I*M);n[w>>2]=E+(J*O+K*N+C*M);M=(f[s>>2]=Q,+n[s>>2]);N=(f[s>>2]=P,+n[s>>2]);O=(f[s>>2]=e,+n[s>>2]);n[y>>2]=D+(G*M+H*N+I*O);n[x>>2]=E+(J*M+K*N+C*O);O=+n[z>>2];N=+n[A>>2];M=+n[B>>2];n[z>>2]=D+(G*O+H*N+I*M);n[A>>2]=E+(J*O+K*N+C*M);n[m>>2]=0.0;n[q>>2]=0.0;n[v>>2]=0.0;c=c+3|0;if(Dib(F,b)|0){c=1;break a}if(c>>>0>=d>>>0){c=6;break a}a=f[g>>2]|0}}while(0);if(!j)iOb(i);h=h+8|0;if((c|0)!=6){a=18;break}if((h|0)==(k|0)){c=2;a=18;break}}if((a|0)==18){U=(c|0)!=2;u=L;return U|0}return 0}function Vtb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0.0,S=0,T=0.0,U=0.0,V=0.0,W=0,X=0,Y=0,Z=0,_=0,$=0;S=u;u=u+48|0;P=S+36|0;Q=S;c=f[a+12>>2]|0;if(!c){F=0.0;G=0.0;H=1.0;I=0.0;J=0.0;K=0.0;L=1.0;M=0.0;N=0.0;O=0.0;R=1.0;E=0.0}else{F=+n[c+32>>2];G=+n[c+4>>2];H=+n[c+20>>2];I=+n[c+36>>2];J=+n[c+8>>2];K=+n[c+24>>2];L=+n[c+40>>2];M=+n[c+48>>2];N=+n[c+52>>2];O=+n[c+56>>2];R=+n[c>>2];E=+n[c+16>>2]}c=f[a>>2]|0;k=f[a+4>>2]|0;if((c|0)==(k|0)){Q=2;Q=(Q|0)!=2;u=S;return Q|0}l=Q+4|0;m=Q+8|0;o=Q+12|0;p=Q+16|0;q=Q+20|0;r=Q+24|0;t=Q+28|0;v=Q+32|0;w=Q+4|0;x=Q+8|0;y=Q+16|0;z=Q+20|0;A=Q+12|0;B=Q+24|0;C=Q+28|0;D=Q+32|0;h=c;while(1){a=f[h>>2]|0;i=f[h+4>>2]|0;j=(i|0)==0;if(!j)gOb(i);g=a+40|0;d=f[g>>2]|0;e=a+44|0;c=f[e>>2]|0;if((d|0)==(c|0)){Npb(a);d=f[g>>2]|0;a=d;c=f[e>>2]|0}else a=d;e=c-d|0;d=(e|0)/12|0;a:do if(!e)c=6;else{c=0;while(1){_=f[a+(c*12|0)>>2]|0;f[Q>>2]=_;Z=f[a+(c*12|0)+4>>2]|0;f[l>>2]=Z;Y=f[a+(c*12|0)+8>>2]|0;f[m>>2]=Y;e=c+1|0;X=f[a+(e*12|0)>>2]|0;f[o>>2]=X;W=f[a+(e*12|0)+4>>2]|0;f[p>>2]=W;e=f[a+(e*12|0)+8>>2]|0;f[q>>2]=e;$=c+2|0;f[r>>2]=f[a+($*12|0)>>2];f[t>>2]=f[a+($*12|0)+4>>2];f[v>>2]=f[a+($*12|0)+8>>2];V=(f[s>>2]=_,+n[s>>2]);U=(f[s>>2]=Z,+n[s>>2]);T=(f[s>>2]=Y,+n[s>>2]);n[Q>>2]=M+(R*V+E*U+F*T);n[w>>2]=N+(G*V+H*U+I*T);n[x>>2]=O+(J*V+K*U+L*T);T=(f[s>>2]=X,+n[s>>2]);U=(f[s>>2]=W,+n[s>>2]);V=(f[s>>2]=e,+n[s>>2]);n[A>>2]=M+(R*T+E*U+F*V);n[y>>2]=N+(G*T+H*U+I*V);n[z>>2]=O+(J*T+K*U+L*V);V=+n[B>>2];U=+n[C>>2];T=+n[D>>2];n[B>>2]=M+(R*V+E*U+F*T);n[C>>2]=N+(G*V+H*U+I*T);n[D>>2]=O+(J*V+K*U+L*T);c=c+3|0;if(Nib(b,Q,P)|0){c=1;break a}if(c>>>0>=d>>>0){c=6;break a}a=f[g>>2]|0}}while(0);if(!j)iOb(i);h=h+8|0;if((c|0)!=6){a=18;break}if((h|0)==(k|0)){c=2;a=18;break}}if((a|0)==18){$=(c|0)!=2;u=S;return $|0}return 0}function Wtb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,q=0,r=0;r=u;u=u+64|0;o=r+16|0;q=r;d=f[a+56>>2]|0;if(!d){a=f[a+60>>2]|0;e=+p[a>>3];h=+p[c>>3]-e;l=+p[a+8>>3];i=+p[c+8>>3]-l;m=+p[a+16>>3];k=+p[c+16>>3]-m;j=+L(+(h*h+(i*i+k*k)));a=0;g=0.0;h=h/j;i=i/j;j=k/j;k=0.0}else{a=f[d>>2]|0;i=+p[c>>3];h=+p[c+8>>3];e=+p[c+16>>3];k=1.0/(i*+p[a+96>>3]+h*+p[a+128>>3]+e*+p[a+160>>3]+ +p[a+192>>3]);g=(+p[a+72>>3]*i+ +p[a+104>>3]*h+ +p[a+136>>3]*e+ +p[a+168>>3])*k;k=(i*+p[a+80>>3]+h*+p[a+112>>3]+e*+p[a+144>>3]+ +p[a+176>>3])*k;p[q>>3]=g;p[q+8>>3]=k;pjb(o,a,q);a=1;e=+p[o>>3];h=+p[o+24>>3];i=+p[o+32>>3];j=+p[o+40>>3];l=+p[o+8>>3];m=+p[o+16>>3]}n[o>>2]=e;n[o+4>>2]=l;n[o+8>>2]=m;n[o+12>>2]=h;n[o+16>>2]=i;n[o+20>>2]=j;n[q>>2]=g;n[q+4>>2]=k;n[q+8>>2]=0.0;q=Ttb(b,a,o,q)|0;u=r;return q|0}function Xtb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;l=a+584|0;i=X(c,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;i=i>>>15^i;h=f[a+588>>2]|0;a:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)k=g&i;else if(i>>>0<h>>>0)k=i;else k=(i>>>0)%(h>>>0)|0;d=f[(f[l>>2]|0)+(k<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(e)while(1){h=f[d+4>>2]|0;e=(h|0)==(i|0);if(!(e|(h&g|0)==(k|0)))break a;if(e)if((f[d+8>>2]|0)==(c|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(c|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(k|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);l=(b[d+12>>0]|0)!=0;u=m;return l|0}}}while(0);k=f[a+56>>2]|0;k=Ttb(c,(k|0)!=0,(f[a+60>>2]|0)+48|0,k+40|0)|0;f[j>>2]=c;l=Ytb(l,j)|0;b[l>>0]=k&1;l=k;u=m;return l|0}function Ytb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;k=f[c>>2]|0;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+4|0;m=f[l>>2]|0;o=(m|0)==0;i=k;a:do if(o)c=0;else{h=m+-1|0;d=(h&m|0)==0;if(d)j=p&h;else if(p>>>0<m>>>0)j=p;else j=(p>>>0)%(m>>>0)|0;c=f[(f[a>>2]|0)+(j<<2)>>2]|0;if(!c)c=j;else{if(d){do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&h|0)==(j|0))){c=j;break a}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(j|0)){c=j;break a}}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}}while(0);j=pOb(16)|0;f[j+8>>2]=k;b[j+12>>0]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;Ztb(a,c>>>0<d>>>0?d:c);c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}else h=m;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=30}}else{f[j>>2]=f[c>>2];q=30}if((q|0)==30)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+12|0;return a|0}function Ztb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_tb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_tb(a,b);return}function _tb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $tb(){if(!(b[257144]|0))MPb(257144)|0;f[64729]=262921;return}function aub(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0;C=u;u=u+32|0;A=C;w=+p[d>>3];t=+p[d+24>>3];if(w==t)if(+p[d+8>>3]==+p[d+32>>3]){if(!(+p[d+16>>3]==+p[d+40>>3]))B=4}else B=4;else B=4;do if((B|0)==4){v=+p[d+48>>3];if(w==v)if(+p[d+8>>3]==+p[d+56>>3])if(+p[d+16>>3]==+p[d+64>>3])break;k=d+32|0;if(t==v){r=+p[k>>3];s=+p[d+56>>3];if(r==s)if(+p[d+40>>3]==+p[d+64>>3])break}else{r=+p[k>>3];s=+p[d+56>>3]}q=f[c+60>>2]|0;G=+p[d+8>>3];x=r-G;r=+p[d+16>>3];E=+p[d+64>>3]-r;H=+p[d+40>>3]-r;z=s-G;F=x*E-H*z;s=v-w;y=t-w;E=H*s-E*y;s=z*y-x*s;x=+p[q>>3];m=q+8|0;y=+p[m>>3];o=q+16|0;z=+p[o>>3];r=w*F+(G*E+r*s)-(F*x+(y*E+s*z));k=q+24|0;t=+p[k>>3];l=q+32|0;v=+p[l>>3];n=q+40|0;w=+p[n>>3];s=F*t+(E*v+s*w);D=s<0.0;s=D?-s:s;r=D?-r:r;if(s==0.0){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}do if(!(!(r>=0.0)|!(r<=s*h))){h=r/s;p[A>>3]=x+h*t;p[A+8>>3]=y+h*v;p[A+16>>3]=z+h*w;if(!(Eib(d,A)|0))break;if(e|0)if(jjb((f[f[c+56>>2]>>2]|0)+8|0,d,e,g,i)|0)break;a:do if(!j){t=+p[q>>3]+h*+p[k>>3];s=+p[m>>3]+h*+p[l>>3];r=+p[o>>3]+h*+p[n>>3];l=f[c+744>>2]|0;q=f[c+748>>2]|0;if((l|0)!=(q|0)){k=0;while(1){m=f[l>>2]|0;o=f[l+4>>2]|0;if((m|0)==(o|0))k=(k|0)>0?k:0;else{n=2;do{D=+p[m+24>>3]+(t*+p[m>>3]+(s*+p[m+8>>3]+r*+p[m+16>>3]))<0.0?0:2;n=(D|0)<(n|0)?D:n;m=m+32|0}while((m|0)!=(o|0));if((n|0)==2)break;else k=(k|0)<(n|0)?n:k}l=l+12|0;if((l|0)==(q|0)){B=28;break}}b:do if((B|0)==28){switch(k|0){case 0:break a;case 2:break b;default:{}}f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}}while(0);b[a>>0]=1;p[a+8>>3]=h;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}function bub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0;g=+p[c>>3];f=+p[c+8>>3];e=+p[c+16>>3];h=+K(+(g*+p[b>>3]+f*+p[b+8>>3]+(e*+p[b+16>>3]+ +p[b+24>>3])));p[a+8>>3]=h;g=+p[d>>3]-g;f=+p[d+8>>3]-f;e=+p[d+16>>3]-e;p[a>>3]=g*g+(f*f+e*e);return}function cub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0.0,D=0.0,E=0.0,F=0.0;A=u;u=u+80|0;w=A+72|0;z=A+56|0;y=A+40|0;x=A;f[w>>2]=c;l=c+744|0;a:do if(!e){g=f[l>>2]|0;k=f[c+748>>2]|0;if((g|0)!=(k|0)){o=+p[d>>3];q=+p[d+8>>3];r=+p[d+16>>3];s=+p[d+24>>3];t=+p[d+32>>3];v=+p[d+40>>3];e=0;while(1){c=f[g>>2]|0;j=f[g+4>>2]|0;if((c|0)==(j|0))e=(e|0)>0?e:0;else{i=2;do{E=+p[c>>3];D=+p[c+8>>3];B=+p[c+16>>3];F=+p[c+24>>3];h=!(F+(o*E+(q*D+r*B))<0.0);if(!(F+(s*E+(t*D+v*B))<0.0)){h=h?2:1;m=9}else if(h)h=1;else{h=0;m=9}if((m|0)==9){m=0;h=(h|0)==0?0:(h|0)==2?2:1}i=(h|0)<(i|0)?h:i;c=c+32|0}while((c|0)!=(j|0));if((i|0)==2)break;else e=(e|0)<(i|0)?i:e}g=g+12|0;if((g|0)==(k|0)){m=13;break}}b:do if((m|0)==13){switch(e|0){case 0:break a;case 2:break b;case 1:break;default:{e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=A;return}}cBa(z,f[64729]|0);cBa(y,f[64729]|0);Slb(l,d,z,y);b[a>>0]=0;c=a+8|0;p[c>>3]=C;e=f[y>>2]|0;n=y+4|0;m=(f[n>>2]|0)-e|0;g=e+(((m|0)/24|0)*24|0)|0;if(m|0){h=x+8|0;i=x+16|0;j=a+16|0;k=x+24|0;d=a+24|0;l=x+32|0;m=a+32|0;do{dub(x,w,e);if(b[x>>0]|0)if(+p[h>>3]<+p[c>>3]){f[a>>2]=f[x>>2];f[a+4>>2]=f[x+4>>2];f[a+8>>2]=f[x+8>>2];f[a+12>>2]=f[x+12>>2];p[j>>3]=+p[i>>3];p[d>>3]=+p[k>>3];p[m>>3]=+p[l>>3]}e=e+48|0}while((e|0)!=(g|0))}a=f[y+12>>2]|0;if(a|0)xCa(a,y);a=f[y>>2]|0;if(a|0){e=f[n>>2]|0;if((e|0)!=(a|0))f[n>>2]=e+(~(((e+-24-a|0)>>>0)/24|0)*24|0);sOb(a)}a=f[z+12>>2]|0;if(a|0)xCa(a,z);c=f[z>>2]|0;if(c|0){a=z+4|0;e=f[a>>2]|0;if((e|0)!=(c|0))f[a>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}u=A;return}while(0);e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=A;return}}while(0);dub(a,w,d);u=A;return}function dub(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0;t=u;u=u+64|0;e=t+48|0;j=t+40|0;k=t+32|0;l=t+24|0;m=t;h=+p[d+24>>3]-+p[d>>3];p[m>>3]=h;n=d+8|0;i=+p[d+32>>3]-+p[n>>3];o=m+8|0;p[o>>3]=i;r=d+16|0;q=+p[d+40>>3]-+p[r>>3];s=m+16|0;p[s>>3]=q;if(h==0.0&i==0.0&q==0.0){e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=t;return}z=f[(f[c>>2]|0)+60>>2]|0;Lib(z,e,j,d,m,k,l);q=+p[e>>3]/+p[j>>3];g=+p[k>>3]/+p[l>>3];i=+p[d>>3]+g*+p[m>>3];h=+p[n>>3]+g*+p[o>>3];g=+p[r>>3]+g*+p[s>>3];c=f[f[(f[c>>2]|0)+56>>2]>>2]|0;v=+K(+(i*+p[c+328>>3]+h*+p[c+336>>3]+(g*+p[c+344>>3]+ +p[c+352>>3])));y=+p[z>>3]+q*+p[z+24>>3]-i;x=+p[z+8>>3]+q*+p[z+32>>3]-h;w=+p[z+16>>3]+q*+p[z+40>>3]-g;v=+p[c+360>>3]*v;if(!(y*y+(x*x+w*w)<=v*v)){e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=t;return}else{b[a>>0]=1;p[a+8>>3]=q;p[a+16>>3]=i;p[a+24>>3]=h;p[a+32>>3]=g;u=t;return}}function eub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0.0,t=0.0;q=f[c+60>>2]|0;a:do if(!e){i=f[c+744>>2]|0;n=f[c+748>>2]|0;if((i|0)!=(n|0)){g=+p[d>>3];h=+p[d+8>>3];m=+p[d+16>>3];e=0;while(1){j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{r=+p[j+24>>3]+(g*+p[j>>3]+(h*+p[j+8>>3]+m*+p[j+16>>3]))<0.0?0:2;k=(r|0)<(k|0)?r:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break;else e=(e|0)<(k|0)?k:e}i=i+12|0;if((i|0)==(n|0)){o=9;break}}b:do if((o|0)==9){switch(e|0){case 0:break a;case 2:break b;default:{}}f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}}while(0);h=+Mib(q,d);r=f[f[c+56>>2]>>2]|0;t=+p[d>>3];s=+p[d+8>>3];g=+p[d+16>>3];m=+K(+(t*+p[r+328>>3]+s*+p[r+336>>3]+(g*+p[r+344>>3]+ +p[r+352>>3])));t=+p[q>>3]+h*+p[q+24>>3]-t;s=+p[q+8>>3]+h*+p[q+32>>3]-s;g=+p[q+16>>3]+h*+p[q+40>>3]-g;g=t*t+(s*s+g*g);m=+p[r+360>>3]*m;if(!(g<=m*m)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}else{b[a>>0]=1;p[a+8>>3]=h;p[a+16>>3]=g;return}}function fub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function gub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function hub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function iub(a,b){a=a|0;b=b|0;var c=0,d=0;d=pOb(28)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42624;c=d+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[a>>2]=c;f[a+4>>2]=d;f[d+16>>2]=b;we(1,c|0);return}function jub(a){a=a|0;f[a>>2]=42624;awb(258928,f[a+12>>2]|0);aOb(a);return}function kub(a){a=a|0;f[a>>2]=42624;awb(258928,f[a+12>>2]|0);aOb(a);sOb(a);return}function lub(a){a=a|0;awb(258928,f[a+12>>2]|0);return}function mub(a){a=a|0;sOb(a);return}function nub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;f[a+8>>2]=b;f[a+12>>2]=d;g=a+4|0;e=f[g>>2]|0;h=f[a>>2]|0;a=$vb(258928,e)|0;_vb(258928,e,h)|0;Td(f[g>>2]|0,b|0,c|0,d|0);_vb(258928,e,a)|0;return}function oub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=a+4|0;e=f[g>>2]|0;h=f[a>>2]|0;a=$vb(258928,e)|0;_vb(258928,e,h)|0;Ud(f[g>>2]|0,b|0,c|0,d|0);_vb(258928,e,a)|0;return}function pub(a){a=a|0;f[a>>2]=42652;gwb(258928,f[a+12>>2]|0);aOb(a);return}function qub(a){a=a|0;f[a>>2]=42652;gwb(258928,f[a+12>>2]|0);aOb(a);sOb(a);return}function rub(a){a=a|0;gwb(258928,f[a+12>>2]|0);return}function sub(a){a=a|0;sOb(a);return}function tub(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=pOb(32)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=42652;k=i+12|0;f[k>>2]=0;j=i+16|0;f[j>>2]=6408;g=i+20|0;f[g>>2]=0;h=i+24|0;f[h>>2]=0;f[a>>2]=k;f[a+4>>2]=i;ye(1,k|0);a=$ub()|0;a=a?e:0;e=f[64757]|0;cwb(258928,f[k>>2]|0)|0;if(!a)Re(36161,b|0,c|0,d|0);f[j>>2]=b;f[g>>2]=c;f[h>>2]=d;f[i+28>>2]=a;cwb(258928,e)|0;return}function uub(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(b|0)if(f[b+8>>2]|0){b=f[b+16>>2]|0;return b|0}a=f[a>>2]|0;if(!a){b=0;return b|0}if(!(f[a>>2]|0)){b=0;return b|0}b=f[a+8>>2]|0;return b|0}function vub(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(b|0)if(f[b+8>>2]|0){b=f[b+20>>2]|0;return b|0}a=f[a>>2]|0;if(!a){b=0;return b|0}if(!(f[a>>2]|0)){b=0;return b|0}b=f[a+12>>2]|0;return b|0}function wub(a){a=a|0;var b=0,c=0,d=0,e=0;hwb(258928,f[a>>2]|0);b=f[a+76>>2]|0;if(b|0)iOb(b);b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);e=a+4|0;b=f[e>>2]|0;if(!b)return;d=a+8|0;a=f[d>>2]|0;if((a|0)!=(b|0)){do{f[d>>2]=a+-24;c=f[a+-12>>2]|0;if(c|0)iOb(c);a=f[a+-20>>2]|0;if(a|0)iOb(a);a=f[d>>2]|0}while((a|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function xub(a){a=a|0;var c=0,d=0,e=0;d=pOb(108)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42680;c=d+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;f[d+44>>2]=3553;e=d+48|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[d+68>>2]=3553;e=d+72|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[d+92>>2]=3553;f[d+96>>2]=0;b[d+104>>0]=0;f[a>>2]=c;f[a+4>>2]=d;xe(1,c|0);return}function yub(a){a=a|0;f[a>>2]=42680;wub(a+12|0);aOb(a);return}function zub(a){a=a|0;f[a>>2]=42680;wub(a+12|0);aOb(a);sOb(a);return}function Aub(a){a=a|0;wub(a+12|0);return}function Bub(a){a=a|0;sOb(a);return}function Cub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=pOb(108)|0;f[m+4>>2]=0;f[m+8>>2]=0;f[m>>2]=42680;n=m+12|0;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;f[n+12>>2]=0;f[n+16>>2]=0;f[n+20>>2]=0;f[n+24>>2]=0;f[n+28>>2]=0;f[m+44>>2]=3553;l=m+48|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[m+68>>2]=3553;l=m+72|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[m+92>>2]=3553;f[m+96>>2]=0;b[m+104>>0]=0;f[a>>2]=n;f[a+4>>2]=m;xe(1,n|0);if(d){j=c+4|0;k=c+8|0;d=f[k>>2]|0;a=f[j>>2]|0;if((d|0)!=(a|0)){i=0;do{h=a;g=f[h+(i*24|0)+8>>2]|0;if(!g)l=5;else if(!(f[g+8>>2]|0))l=5;else l=7;if((l|0)==5){l=0;g=f[h+(i*24|0)>>2]|0;if(g)if(f[g>>2]|0)l=7}if((l|0)==7){Dub(n,i,h+(i*24|0)|0);a=f[j>>2]|0;d=f[k>>2]|0}i=i+1|0}while(i>>>0<((d-a|0)/24|0)>>>0)}}if(!e)return;d=c+16|0;a=f[c+24>>2]|0;if(!a)l=12;else if(!(f[a+8>>2]|0))l=12;else l=14;if((l|0)==12){a=f[d>>2]|0;if(a|0)if(f[a>>2]|0)l=14}if((l|0)==14)if(Eub(n,36096,m+28|0,d)|0)b[m+104>>0]=0;d=c+40|0;a=f[c+48>>2]|0;if(!a)l=18;else if(!(f[a+8>>2]|0))l=18;else l=20;if((l|0)==18){a=f[d>>2]|0;if(a|0)if(f[a>>2]|0)l=20}if((l|0)==20)Eub(n,36128,m+52|0,d)|0;d=c+64|0;a=f[c+72>>2]|0;if(!a)l=23;else if(!(f[a+8>>2]|0))l=23;if((l|0)==23){a=f[d>>2]|0;if(!a)return;if(!(f[a>>2]|0))return}if(!(Eub(n,33306,m+76|0,d)|0))return;b[m+104>>0]=0;return}function Dub(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+1024|0;n=o;l=a+4|0;m=a+8|0;d=f[m>>2]|0;h=f[l>>2]|0;g=(d-h|0)/24|0;do if(g>>>0>b>>>0){d=f[h+(b*24|0)+8>>2]|0;if(d|0){e=f[d+8>>2]|0;if(e|0){d=f[c+8>>2]|0;if(!d)d=0;else d=f[d+8>>2]|0;if((e|0)!=(d|0))break;if((f[h+(b*24|0)+16>>2]|0)!=(f[c+16>>2]|0))break;if((f[h+(b*24|0)+20>>2]|0)!=(f[c+20>>2]|0))break;u=o;return}}d=f[c+8>>2]|0;if(d|0)if(f[d+8>>2]|0)break;d=f[h+(b*24|0)>>2]|0;if(!d)e=0;else e=f[d>>2]|0;d=f[c>>2]|0;if(!d)d=0;else d=f[d>>2]|0;if((e|0)==(d|0)){u=o;return}}else{e=f[c+8>>2]|0;if(!e)k=18;else if(!(f[e+8>>2]|0))k=18;if((k|0)==18){e=f[c>>2]|0;if(!e){u=o;return}if(!(f[e>>2]|0)){u=o;return}}e=b+1|0;if(e>>>0>g>>>0){Fub(l,e-g|0);break}if(e>>>0<g>>>0){g=h+(e*24|0)|0;if((g|0)!=(d|0))do{f[m>>2]=d+-24;e=f[d+-12>>2]|0;if(e|0)iOb(e);d=f[d+-20>>2]|0;if(d|0)iOb(d);d=f[m>>2]|0}while((d|0)!=(g|0))}}while(0);i=f[64758]|0;j=f[64759]|0;dwb(258928,f[a>>2]|0)|0;Eub(a,b+36064|0,(f[l>>2]|0)+(b*24|0)|0,c)|0;if((((f[m>>2]|0)-(f[l>>2]|0)|0)/24|0)>>>0>1)if(dvb()|0){h=f[l>>2]|0;g=((f[m>>2]|0)-h|0)/24|0;g=g>>>0<256?g:256;if(g|0){e=0;do{d=f[h+(e*24|0)+8>>2]|0;if(!d)k=35;else if(!(f[d+8>>2]|0))k=35;else k=37;if((k|0)==35){k=0;d=f[h+(e*24|0)>>2]|0;if(!d)d=0;else if(!(f[d>>2]|0))d=0;else k=37}if((k|0)==37)d=e+36064|0;f[n+(e<<2)>>2]=d;e=e+1|0}while(e>>>0<g>>>0)}ne(g|0,n|0)}if((i|0)==(j|0)){dwb(258928,i)|0;u=o;return}else{ewb(258928,i)|0;fwb(258928,j)|0;u=o;return}}function Eub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[c+8>>2]|0;l=(k|0)==0;if(l)j=8;else{h=f[k+8>>2]|0;if(!h)j=8;else{e=f[d+8>>2]|0;if(!e)g=0;else g=f[e+8>>2]|0;if((h|0)==(g|0))if((f[c+16>>2]|0)==(f[d+16>>2]|0))if((f[c+20>>2]|0)==(f[d+20>>2]|0)){d=0;return d|0}else j=16;else j=16;else j=16}}do if((j|0)==8){i=f[d+8>>2]|0;if(i|0)if(f[i+8>>2]|0){h=d+8|0;e=i;j=17;break}e=f[c>>2]|0;if(!e)g=0;else g=f[e>>2]|0;e=f[d>>2]|0;if(!e)e=0;else e=f[e>>2]|0;if((g|0)==(e|0)){d=0;return d|0}else{e=i;j=16}}while(0);if((j|0)==16){h=d+8|0;if(!e)j=23;else j=17}do if((j|0)==17)if(!(f[e+8>>2]|0))j=23;else{g=f[64758]|0;i=f[64759]|0;dwb(258928,f[a>>2]|0)|0;e=f[d+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;ue(36160,b|0,f[d+16>>2]|0,e|0,f[d+20>>2]|0);if((g|0)==(i|0)){dwb(258928,g)|0;break}else{ewb(258928,g)|0;fwb(258928,i)|0;break}}while(0);do if((j|0)==23){e=f[d>>2]|0;if(e|0)if(f[e>>2]|0){g=f[64758]|0;i=f[64759]|0;dwb(258928,f[a>>2]|0)|0;e=f[d>>2]|0;if(!e)e=0;else e=f[e>>2]|0;te(36160,b|0,36161,e|0);if((g|0)==(i|0)){dwb(258928,g)|0;break}else{ewb(258928,g)|0;fwb(258928,i)|0;break}}if(l)j=32;else if(!(f[k+8>>2]|0))j=32;if((j|0)==32){e=f[c>>2]|0;if(!e)break;if(!(f[e>>2]|0))break}e=f[64758]|0;g=f[64759]|0;dwb(258928,f[a>>2]|0)|0;te(36160,b|0,36161,0);if((e|0)==(g|0)){dwb(258928,e)|0;break}else{ewb(258928,e)|0;fwb(258928,g)|0;break}}while(0);e=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[c>>2]=e;b=c+4|0;e=f[b>>2]|0;f[b>>2]=g;if(e|0)iOb(e);e=f[h>>2]|0;g=f[d+12>>2]|0;if(g|0)gOb(g);f[c+8>>2]=e;b=c+12|0;e=f[b>>2]|0;f[b>>2]=g;if(e|0)iOb(e);a=d+16|0;b=f[a+4>>2]|0;d=c+16|0;f[d>>2]=f[a>>2];f[d+4>>2]=b;d=1;return d|0}function Fub(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/24|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=3553;f[c+20>>2]=0;c=(f[k>>2]|0)+24|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/24|0;c=e+b|0;if(c>>>0>178956970)AMb(a);g=(g-d|0)/24|0;i=g<<1;c=g>>>0<89478485?(i>>>0<c>>>0?c:i):178956970;do if(!c)h=0;else if(c>>>0>178956970)vd();else{h=pOb(c*24|0)|0;break}while(0);g=h+(e*24|0)|0;d=g;e=h+(c*24|0)|0;i=d;c=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=3553;f[c+20>>2]=0;c=i+24|0;i=c;b=b+-1|0}while((b|0)!=0);h=f[a>>2]|0;c=f[k>>2]|0;if((c|0)==(h|0)){c=d;g=h;b=h}else{b=g;do{m=c;c=c+-24|0;f[b+-24>>2]=f[c>>2];g=m+-20|0;f[b+-20>>2]=f[g>>2];f[c>>2]=0;f[g>>2]=0;g=m+-16|0;f[b+-16>>2]=f[g>>2];l=m+-12|0;f[b+-12>>2]=f[l>>2];f[g>>2]=0;f[l>>2]=0;m=m+-8|0;l=f[m+4>>2]|0;g=b+-8|0;f[g>>2]=f[m>>2];f[g+4>>2]=l;b=d+-24|0;d=b}while((c|0)!=(h|0));c=d;g=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=c;f[k>>2]=i;f[j>>2]=e;d=g;if((b|0)!=(d|0))do{c=f[b+-12>>2]|0;if(c|0)iOb(c);c=f[b+-20>>2]|0;b=b+-24|0;if(c|0)iOb(c)}while((b|0)!=(d|0));if(!g)return;sOb(g);return}function Gub(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;i=h+16|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[i>>2]=3553;j=h+20|0;f[j>>2]=0;k=h+8|0;l=f[c>>2]|0;c=f[c+4>>2]|0;g=c;if(!c){f[k>>2]=l;f[h+12>>2]=g;f[i>>2]=d;f[j>>2]=e;Dub(a,b,h);u=m;return}else{gOb(c);f[k>>2]=l;f[h+12>>2]=g;f[i>>2]=d;f[j>>2]=e;Dub(a,b,h);iOb(c);u=m;return}}function Hub(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=3553;f[e+20>>2]=0;g=f[c>>2]|0;c=f[c+4>>2]|0;d=c;if(!c){f[e>>2]=g;f[e+4>>2]=d;Dub(a,b,e);u=h;return}else{gOb(c);f[e>>2]=g;f[e+4>>2]=d;Dub(a,b,e);iOb(c);u=h;return}}function Iub(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+64|0;k=l+32|0;j=l+24|0;h=l;if((e|0)==0&g)if(Yub()|0){Twb(j);Lwb(h);Nwb(h,9728,9728);axb(f[j>>2]|0,34041,c,d,h);e=k+16|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[e>>2]=3553;g=k+20|0;f[g>>2]=0;i=f[j>>2]|0;h=j+4|0;c=f[h>>2]|0;d=(c|0)==0;if(!d)gOb(c);f[k+8>>2]=i;f[k+12>>2]=c;f[e>>2]=3553;f[g>>2]=0;if(Eub(a,33306,a+64|0,k)|0)b[a+92>>0]=0;if(!d)iOb(c);h=f[h>>2]|0;if(h|0)iOb(h);u=l;return 1}tub(j,34041,c,d,e);f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=3553;f[k+20>>2]=0;d=f[j>>2]|0;h=f[j+4>>2]|0;c=(h|0)==0;if(!c)gOb(h);f[k>>2]=d;f[k+4>>2]=h;if(Eub(a,33306,a+64|0,k)|0)b[a+92>>0]=0;if(!c){iOb(h);iOb(h)}u=l;return 1}function Jub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;d=f[a+4>>2]|0;if((d|0)==(f[a+8>>2]|0)){c=0;return c|0}e=f[d+8>>2]|0;if(!e)h=5;else if(!(f[e+8>>2]|0))h=5;else{g=e+16|0;d=e+20|0}do if((h|0)==5){d=f[d>>2]|0;if(!d){c=0;return c|0}if(!(f[d>>2]|0)){c=0;return c|0}else{g=d+8|0;d=d+12|0;break}}while(0);Iub(a,f[g>>2]|0,f[d>>2]|0,b,c,0)|0;c=1;return c|0}function Kub(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;if(!e){e=0;return e|0}b=f[a+48>>2]|0;if(!b)d=9;else{c=f[b+8>>2]|0;if(!c)d=9;else{b=f[e+48>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}if((f[a+56>>2]|0)!=(f[e+56>>2]|0)){e=0;return e|0}if((f[a+60>>2]|0)!=(f[e+60>>2]|0)){e=0;return e|0}}}if((d|0)==9){b=f[e+48>>2]|0;if(b|0)if(f[b+8>>2]|0){e=0;return e|0}b=f[a+40>>2]|0;if(!b)c=0;else c=f[b>>2]|0;b=f[e+40>>2]|0;if(!b)b=0;else b=f[b>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}}b=f[a+72>>2]|0;if(b|0){c=f[b+8>>2]|0;if(c|0){b=f[e+72>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}if((f[a+80>>2]|0)!=(f[e+80>>2]|0)){e=0;return e|0}e=(f[a+84>>2]|0)==(f[e+84>>2]|0);return e|0}}b=f[e+72>>2]|0;if(b|0)if(f[b+8>>2]|0){e=0;return e|0}b=f[a+64>>2]|0;if(!b)c=0;else c=f[b>>2]|0;b=f[e+64>>2]|0;if(!b)b=0;else b=f[b>>2]|0;e=(c|0)==(b|0);return e|0}function Lub(a){a=a|0;switch(Fe()|0){case 0:{a=a?0:240894;break}case 1280:{a=241011;break}case 1281:{a=240994;break}case 1282:{a=240973;break}case 1286:{a=240940;break}case 1285:{a=240923;break}default:a=240906}return a|0}function Mub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257496]|0){u=c;return 258920}if(!(MPb(257496)|0)){u=c;return 258920}f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}u=c;return 258920}function Nub(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;i=0;q=u;u=u+2448|0;f[((q+152|0)+4|0)>>2]=0;f[((q+152|0)+8|0)>>2]=0;o=(q+152|0)+4|0;f[(q+152|0)>>2]=o;g=Ke(7939)|0;f[(q+164|0)>>2]=0;f[(q+164|0)+4>>2]=0;f[(q+164|0)+8>>2]=0;h=pAb(g)|0;if(h>>>0>4294967279)vOb(q+164|0);if(h>>>0<11){b[((q+164|0)+11|0)>>0]=h;if(!h){d=q+164|0;j=(q+164|0)+11|0}else{c=q+164|0;e=(q+164|0)+11|0;i=6}}else{c=pOb(h+16&-16)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=h+16&-16|-2147483648;f[(q+164|0)+4>>2]=h;e=(q+164|0)+11|0;i=6}if((i|0)==6){bQb(c|0,g|0,h|0)|0;d=c;j=e}b[d+h>>0]=0;g=(q+12|0)+8|0;f[(q+12|0)>>2]=15884;f[((q+12|0)+60|0)>>2]=15904;f[(q+12|0)+4>>2]=0;tEb((q+12|0)+60|0,g);f[(q+12|0)+132>>2]=0;f[(q+12|0)+136>>2]=-1;f[(q+12|0)>>2]=42712;f[(q+12|0)+60>>2]=42732;xEb(g);f[g>>2]=39692;h=(q+12|0)+40|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[(q+12|0)+56>>2]=8;k3a(g,q+164|0);if((b[j>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;c=0;while(1){if(c<<24>>24<0){b[f[q>>2]>>0]=0;f[(q+4|0)>>2]=0}else{b[q>>0]=0;b[(q+11|0)>>0]=0}Oub(q+12|0,q)|0;c=b[(q+11|0)>>0]|0;if(!((c<<24>>24<0?f[(q+4|0)>>2]|0:c&255)|0))break;d=Pub(q+152|0,q+164|0,q)|0;if(!(f[d>>2]|0)){c=pOb(28)|0;xOb(c+16|0,q);e=f[(q+164|0)>>2]|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=e;f[d>>2]=c;e=f[f[(q+152|0)>>2]>>2]|0;if(e){f[(q+152|0)>>2]=e;c=f[d>>2]|0}r_a(f[((q+152|0)+4|0)>>2]|0,c);f[((q+152|0)+8|0)>>2]=(f[((q+152|0)+8|0)>>2]|0)+1}c=b[(q+11|0)>>0]|0}if(c<<24>>24<0)sOb(f[q>>2]|0);f[(q+12|0)>>2]=42712;f[((q+12|0)+60|0)>>2]=42732;f[g>>2]=39692;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);oDb(g);aEb(q+12|0,42744);jDb((q+12|0)+60|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241043;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=19;d=c;e=241069;g=d+19|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+19>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+1>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=17;d=c;e=241089;g=d+17|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+17>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+2>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241107;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+3>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(48)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483600;f[(q+164|0)+4>>2]=33;d=c;e=241133;g=d+33|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+33>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+4>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241167;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+5>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=27;d=c;e=241193;g=d+27|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+27>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+6>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=20;d=c;e=241221;g=d+20|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+20>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+7>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=27;d=c;e=241242;g=d+27|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+27>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+8>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241270;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+9>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);g=pOb(48)|0;f[(q+164|0)>>2]=g;f[(q+164|0)+8>>2]=-2147483600;f[(q+164|0)+4>>2]=32;h=g;i=241296;j=h+32|0;f[q+192>>2]=a;f[q+912>>2]=g;f[q+1280>>2]=l;f[q+1680>>2]=o;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2216>>2]=0;f[q+2220>>2]=0;kCb(q);l=f[q+1280>>2]|0;j=f[q+2144>>2]|0;i=f[q+2160>>2]|0;h=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+1280>>2]=l;f[q+1664>>2]=m;f[q+1680>>2]=o;f[q+2144>>2]=j;f[q+2160>>2]=i;f[q+2168>>2]=h;f[q+2208>>2]=0;f[q+2212>>2]=0;jCb(q);m=f[q+1664>>2]|0;h=f[q+2144>>2]|0;i=f[q+2160>>2]|0;j=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+1664>>2]=m;f[q+1680>>2]=o;f[q+2040>>2]=p;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2200>>2]=0;f[q+2204>>2]=0;iCb(q);p=f[q+2040>>2]|0;j=f[q+2144>>2]|0;i=f[q+2160>>2]|0;h=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+488>>2]=k;f[q+1680>>2]=o;f[q+2040>>2]=p;f[q+2144>>2]=j;f[q+2160>>2]=i;f[q+2168>>2]=h;f[q+2192>>2]=0;f[q+2196>>2]=0;hCb(q);p=f[q+488>>2]|0;h=f[q+2144>>2]|0;i=f[q+2160>>2]|0;j=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+488>>2]=p;f[q+1680>>2]=o;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2184>>2]=0;f[q+2188>>2]=0;gCb(q);G=f[q+2184>>2]|0;D=f[q+2188>>2]|0;H=+n[q+2188>>2];f[q+2184>>2]=0;f[q+2188>>2]=0;if((G|0)==5)return}function Oub(a,c){a=a|0;c=c|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m+4|0;g=m;zEb(l,a,0);if(!(b[l>>0]|0)){c=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(c,f[c+16>>2]|4);u=m;return a|0}e=c+11|0;if((b[e>>0]|0)<0){b[f[c>>2]>>0]=0;f[c+4>>2]=0}else{b[c>>0]=0;b[e>>0]=0}e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;l=f[e+12>>2]|0;l=(l|0)<1?2147483647:l;vEb(g,e);e=XFb(g,260896)|0;YFb(g);a:do if((l|0)>0){k=e+8|0;e=0;while(1){g=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;i=f[g+12>>2]|0;if((i|0)==(f[g+16>>2]|0)){g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;if((g|0)==-1){g=2;break a}}else g=h[i>>0]|0;i=g&255;if(i<<24>>24>-1)if(d[(f[k>>2]|0)+(g<<24>>24<<1)>>1]&8192){g=0;break a}LOb(c,i);e=e+1|0;g=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;i=g+12|0;j=f[i>>2]|0;if((j|0)==(f[g+16>>2]|0))Pg[f[(f[g>>2]|0)+40>>2]&1023](g)|0;else f[i>>2]=j+1;if((e|0)>=(l|0)){g=0;break}}}else{e=0;g=0}while(0);f[a+(f[(f[a>>2]|0)+-12>>2]|0)+12>>2]=0;c=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(c,f[c+16>>2]|((e|0)==0?g|4:g));u=m;return a|0}function Pub(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;e=a+4|0;g=f[e>>2]|0;if(!g){f[c>>2]=e;c=e;return c|0}m=b[d+11>>0]|0;l=m<<24>>24<0;m=l?f[d+4>>2]|0:m&255;l=l?f[d>>2]|0:d;d=a+4|0;while(1){h=g+16|0;a=b[h+11>>0]|0;i=a<<24>>24<0;a=i?f[g+20>>2]|0:a&255;j=a>>>0<m>>>0;e=j?a:m;if(!e)k=6;else{e=zBb(l,i?f[h>>2]|0:h,e)|0;if(!e)k=6;else if((e|0)<0)k=8;else k=10}if((k|0)==6)if(m>>>0<a>>>0)k=8;else k=10;if((k|0)==8){e=f[g>>2]|0;if(!e){k=9;break}else d=g}else if((k|0)==10){k=0;e=m>>>0<a>>>0?m:a;if(!e)k=12;else{e=zBb(i?f[h>>2]|0:h,l,e)|0;if(!e)k=12;else if((e|0)>=0){k=16;break}}if((k|0)==12)if(!j){k=16;break}d=g+4|0;e=f[d>>2]|0;if(!e){k=15;break}}g=e}if((k|0)==9){f[c>>2]=g;c=g;return c|0}else if((k|0)==15){f[c>>2]=g;c=d;return c|0}else if((k|0)==16){f[c>>2]=g;c=d;return c|0}return 0}function Qub(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[l>>2]|0;do if(d|0){k=b[c+11>>0]|0;j=k<<24>>24<0;k=j?f[c+4>>2]|0:k&255;j=j?f[c>>2]|0:c;a=l;a:while(1){c=d;while(1){e=c+16|0;h=b[e+11>>0]|0;g=h<<24>>24<0;h=g?f[c+20>>2]|0:h&255;d=k>>>0<h>>>0?k:h;if(!d)i=6;else{d=zBb(g?f[e>>2]|0:e,j,d)|0;if(!d)i=6;else if((d|0)>=0)break}if((i|0)==6){i=0;if(h>>>0>=k>>>0)break}c=f[c+4>>2]|0;if(!c)break a}d=f[c>>2]|0;if(!d){a=c;break}else a=c}if((a|0)!=(l|0)){d=a+16|0;g=b[d+11>>0]|0;e=g<<24>>24<0;g=e?f[a+20>>2]|0:g&255;c=g>>>0<k>>>0?g:k;if(c|0){c=zBb(j,e?f[d>>2]|0:d,c)|0;if(c|0){if((c|0)<0)break;return a|0}}if(k>>>0>=g>>>0){l=a;return l|0}}}while(0);return l|0}function Rub(a,c){a=a|0;c=c|0;if(!c)return;Rub(a,f[c>>2]|0);Rub(a,f[c+4>>2]|0);a=c+16|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);sOb(c);return}function Sub(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);return}function Tub(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);sOb(a);return}function Uub(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);return}function Vub(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);sOb(a);return}function Wub(){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);return 262930}function Xub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257512]|0){a=b[263043]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257512)|0)){a=b[263043]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262945]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262959]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262968]|0}else a=1}else a=1}b[263043]=a;d=b[263043]|0;d=d<<24>>24!=0;u=c;return d|0}function Yub(){var a=0;if(!(b[257520]|0))if(MPb(257520)|0){if(!(yd(2)|0))a=(Xub()|0)&1;else a=0;b[263044]=a}return (b[263044]|0)!=0|0}function Zub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257528]|0){a=b[263045]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257528)|0)){a=b[263045]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262930]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[263010]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263042]|0}else a=1}else a=1}b[263045]=a;d=b[263045]|0;d=d<<24>>24!=0;u=c;return d|0}function _ub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257536]|0){a=b[263046]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257536)|0)){a=b[263046]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262960]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263007]|0}else a=1}b[263046]=a;d=b[263046]|0;d=d<<24>>24!=0;u=c;return d|0}function $ub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257544]|0){a=b[263047]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257544)|0)){a=b[263047]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262961]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263008]|0}else a=1}b[263047]=a;d=b[263047]|0;d=d<<24>>24!=0;u=c;return d|0}function avb(){var a=0,c=0,d=0;d=u;u=u+16|0;a=d+8|0;c=d;if(!(b[257552]|0))if(MPb(257552)|0){Je(35632,36338,a|0,c|0);b[265126]=(f[c>>2]|0)!=0&1}u=d;return (b[265126]|0)!=0|0}function bvb(){return 0}function cvb(){var a=0;if(!(b[257560]|0))if(MPb(257560)|0){a=(yd(3)|0)!=0&1;b[263048]=a}return (b[263048]|0)!=0|0}function dvb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257568]|0){a=b[263049]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257568)|0)){a=b[263049]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262946]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262957]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263002]|0}else a=1}else a=1}b[263049]=a;d=b[263049]|0;d=d<<24>>24!=0;u=c;return d|0}function evb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257576]|0){a=b[263050]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257576)|0)){a=b[263050]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262936]|0}b[263050]=a;d=b[263050]|0;d=d<<24>>24!=0;u=c;return d|0}function fvb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257584]|0){a=b[263051]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257584)|0)){a=b[263051]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262935]|0}b[263051]=a;d=b[263051]|0;d=d<<24>>24!=0;u=c;return d|0}function gvb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function hvb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;b[a+8>>0]=3;b[a+9>>0]=0;return}function ivb(a,c){a=a|0;c=c|0;var d=0,e=0;e=f[c>>2]|0;f[c>>2]=0;d=f[a>>2]|0;f[a>>2]=e;if(d|0)tOb(d);f[a+4>>2]=f[c+4>>2];b[a+8>>0]=b[c+8>>0]|0;b[a+9>>0]=b[c+9>>0]|0;return a|0}function jvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0;f[a>>2]=0;if(!(e<<24>>24))g=(g&255)>3?3:g<<24>>24==2?1:g;h=rOb(d,265125)|0;f[a>>2]=h;if(!h){g=3;d=0;e=0}else bQb(h|0,c|0,d|0)|0;b[a+9>>0]=e;f[a+4>>2]=d;b[a+8>>0]=g;return}function kvb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=6408;f[a+16>>2]=5121;return}function lvb(a,b){a=a|0;b=b|0;var c=0,d=0;d=f[b>>2]|0;f[b>>2]=0;c=f[a>>2]|0;f[a>>2]=d;if(c|0)tOb(c);f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[a+16>>2]=f[b+16>>2];return a|0}function mvb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;f[a>>2]=0;f[a+4>>2]=b;f[a+8>>2]=c;f[a+12>>2]=d;f[a+16>>2]=e;switch(d|0){case 6409:{d=1;break}case 6410:{d=2;break}case 6407:{d=3;break}case 6408:{d=4;break}default:return}if((e|0)!=5121)return;d=X(X(c,b)|0,d)|0;b=rOb(d,265125)|0;f[a>>2]=b;if(!b)return;bQb(b|0,g|0,d|0)|0;return}function nvb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[64733]|0;b=b>>>0<8?b:8;if(!b)return;d=f[64748]|0;e=f[64751]|0;c=0;do{f[a+(c<<2)>>2]=f[d+(c<<2)>>2];f[a+32+(c<<2)>>2]=f[e+(c<<2)>>2];c=c+1|0}while(c>>>0<b>>>0);return}function ovb(a){a=a|0;var b=0,c=0,d=0,e=0;e=f[64747]|0;c=f[64733]|0;c=c>>>0<8?c:8;if(!c){Uvb(258928,e)|0;return}else d=0;do{b=a+(d<<2)|0;if((f[b>>2]|0)!=(f[(f[64748]|0)+(d<<2)>>2]|0)){Uvb(258928,d)|0;Vvb(258928,f[b>>2]|0)|0}b=a+32+(d<<2)|0;if((f[b>>2]|0)!=(f[(f[64751]|0)+(d<<2)>>2]|0)){Uvb(258928,d)|0;Wvb(258928,f[b>>2]|0)|0}d=d+1|0}while(d>>>0<c>>>0);Uvb(258928,e)|0;return}function pvb(a){a=a|0;var b=0;f[a>>2]=42764;b=f[a+12>>2]|0;if(b|0)ee(b|0);aOb(a);return}function qvb(a){a=a|0;var b=0;f[a>>2]=42764;b=f[a+12>>2]|0;if(b|0)ee(b|0);aOb(a);sOb(a);return}function rvb(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;ee(a|0);return}function svb(a){a=a|0;sOb(a);return}function tvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;p=q+28|0;m=q+16|0;l=q+4|0;k=q;if(d|0)if(f[e+16>>2]|0){f[p>>2]=0;o=p+4|0;f[o>>2]=0;f[p+8>>2]=0;f[m>>2]=0;n=m+4|0;f[n>>2]=0;f[m+8>>2]=0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;i=pAb(d)|0;if(i>>>0>4294967279)vOb(l);if(i>>>0<11){g=l+11|0;b[g>>0]=i;if(!i)h=l;else{h=l;j=9}}else{g=i+16&-16;h=pOb(g)|0;f[l>>2]=h;f[l+8>>2]=g|-2147483648;f[l+4>>2]=i;g=l+11|0;j=9}if((j|0)==9)bQb(h|0,d|0,i|0)|0;b[h+i>>0]=0;uvb(l,p,m,0,e)|0;if((b[g>>0]|0)<0)sOb(f[l>>2]|0);g=pAb(d)|0;h=qOb(g+5|0)|0;i=h;f[l>>2]=i;b[h+1>>0]=47;b[h>>0]=47;b[h+2>>0]=94;bQb(h+3|0,d|0,g|0)|0;b[h+(g+3)>>0]=10;b[h+(g+4)>>0]=0;g=f[o>>2]|0;if(g>>>0<(f[p+8>>2]|0)>>>0){f[l>>2]=0;f[g>>2]=i;f[o>>2]=g+4}else vvb(p,l);f[k>>2]=h;g=f[n>>2]|0;if(g>>>0<(f[m+8>>2]|0)>>>0){f[g>>2]=i;f[n>>2]=(f[n>>2]|0)+4}else wvb(m,k);g=f[l>>2]|0;f[l>>2]=0;if(g|0)tOb(g);g=pOb(20)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=42764;i=g+12|0;f[i>>2]=0;e=i;j=g;f[g+16>>2]=c;c=$d(c|0)|0;f[i>>2]=c;g=f[m>>2]|0;Te(c|0,(f[n>>2]|0)-g>>2|0,g|0,0);g=f[m>>2]|0;if(g|0){h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[p>>2]|0;if(g|0){h=f[o>>2]|0;if((h|0)!=(g|0)){do{n=h+-4|0;f[o>>2]=n;h=f[n>>2]|0;f[n>>2]=0;if(h|0)tOb(h);h=f[o>>2]|0}while((h|0)!=(g|0));g=f[p>>2]|0}sOb(g)}Zd(f[i>>2]|0);f[a>>2]=e;f[a+4>>2]=j;u=q;return}f[a>>2]=0;f[a+4>>2]=0;u=q;return}function uvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;w=E+44|0;B=E+20|0;C=E+12|0;D=E;m=E+40|0;x=E+36|0;y=E+32|0;z=E+16|0;A=E+8|0;f[D>>2]=0;l=a+11|0;f[w>>2]=(b[l>>0]|0)<0?f[a>>2]|0:a;f[B>>2]=D;f[C>>2]=E+4;i=f[g+16>>2]|0;if(!i)vd();do if(Tg[f[(f[i>>2]|0)+24>>2]&15](i,w,B,C)|0){i=f[D>>2]|0;j=c+4|0;k=f[j>>2]|0;if(k>>>0<(f[c+8>>2]|0)>>>0){f[D>>2]=0;f[k>>2]=i;f[j>>2]=k+4;n=i;i=1;break}else{vvb(c,D);n=i;i=1;break}}else{n=0;i=0}while(0);j=f[D>>2]|0;f[D>>2]=0;if(j|0)tOb(j);if(!i){D=e;u=E;return D|0}j=b[l>>0]|0;v=j<<24>>24<0;i=v?f[a>>2]|0:a;k=i;j=i+(v?f[a+4>>2]|0:j&255)|0;while(1){if((j|0)==(i|0)){v=14;break}j=j+-1|0;if(TAb(245082,h[j>>0]|0,2)|0){v=13;break}}if((v|0)==13){i=j-k|0;if((i|0)==-1)v=14;else yOb(B,a,0,i+1|0,w)}if((v|0)==14){f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0}f[m>>2]=(f[d>>2]|0)+(e<<2);f[C>>2]=n;f[w>>2]=f[m>>2];xvb(d,w,C)|0;p=B+11|0;q=B+4|0;r=w+11|0;s=w+8|0;t=w+4|0;i=e+1|0;j=n;a:while(1){while(1){if(!j)break a;k=b[j>>0]|0;if(!(k<<24>>24))break a;else l=j;b:while(1){switch(k<<24>>24){case 35:{k=l;v=22;break b}case 9:case 32:break;default:{m=0;n=0;e=0;o=0;k=l;break b}}k=l+1|0;l=k;k=b[k>>0]|0}c:do if((v|0)==22){d:while(1){v=0;l=k+1|0;switch(b[l>>0]|0){case 9:case 32:{k=l;v=22;break}default:break d}}if(RAb(l,245085,7)|0){a=(RAb(l,245093,6)|0)==0;m=a;n=0;e=0;o=0;k=a?k+7|0:l;break}k=k+8|0;e:while(1){switch(b[k>>0]|0){case 34:break e;case 9:case 32:break;default:{m=0;n=0;e=0;o=0;break c}}k=k+1|0}l=k+1|0;a=l;f:while(1){k=b[a>>0]|0;switch(k<<24>>24){case 0:case 10:case 34:break f;default:{}}a=a+1|0}k=k<<24>>24==34;m=0;n=k;e=k?a:0;o=l;k=k?a+1|0:a}while(0);g:do{a=k;l=b[k>>0]|0;h:while(1){switch(l<<24>>24){case 0:{k=a;break g}case 92:break;default:break h}k=a+1|0;l=b[k>>0]|0;switch(l<<24>>24){case 10:case 13:{k=a;l=92;v=36;break g}default:a=k}}k=a+1|0}while(l<<24>>24!=10);i:do if((v|0)==36)while(1){v=0;switch(l<<24>>24){case 10:case 13:case 92:break;default:break i}l=k+1|0;b[k>>0]=32;k=l;l=b[l>>0]|0;v=36}while(0);if(n){v=40;break}if(m){v=54;break}else j=k}if((v|0)==40){v=0;b[j>>0]=0;b[e>>0]=0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;j=b[p>>0]|0;if(j<<24>>24<0){l=f[q>>2]|0;m=pAb(o)|0;a=f[B>>2]|0}else{l=j&255;a=B;m=pAb(o)|0}j=l+m|0;if(j>>>0>4294967279){v=44;break}if(j>>>0<11){b[r>>0]=l;j=w}else{e=j+16&-16;j=pOb(e)|0;f[w>>2]=j;f[s>>2]=e|-2147483648;f[t>>2]=l}if(l|0)bQb(j|0,a|0,l|0)|0;b[j+l>>0]=0;JOb(w,o,m)|0;i=uvb(w,c,d,i,g)|0;if((b[r>>0]|0)<0)sOb(f[w>>2]|0);f[x>>2]=(f[d>>2]|0)+(i<<2);f[C>>2]=245100;f[w>>2]=f[x>>2];xvb(d,w,C)|0;f[y>>2]=(f[d>>2]|0)+(i+1<<2);f[C>>2]=k;f[w>>2]=f[y>>2];xvb(d,w,C)|0}else if((v|0)==54){v=0;b[j>>0]=0;f[C>>2]=245102;o=Mub()|0;if((f[o>>2]|0)>>>0>2)f[C>>2]=245116;f[z>>2]=(f[d>>2]|0)+(i<<2);f[w>>2]=f[z>>2];yvb(d,w,C)|0;f[A>>2]=(f[d>>2]|0)+(i+1<<2);f[D>>2]=k;f[w>>2]=f[A>>2];xvb(d,w,D)|0}i=i+2|0;j=k}if((v|0)==44)vOb(w);if((b[p>>0]|0)<0)sOb(f[B>>2]|0);D=i;u=E;return D|0}function vvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+4|0;c=f[a>>2]|0;e=(f[j>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>1;c=i>>2>>>0<536870911?(c>>>0<d>>>0?d:c):1073741823;do if(!c)g=0;else if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;break}while(0);d=g+(e<<2)|0;e=d;i=g+(c<<2)|0;h=f[b>>2]|0;f[b>>2]=0;f[d>>2]=h;h=d+4|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{c=c+-4|0;g=f[c>>2]|0;f[c>>2]=0;f[d+-4>>2]=g;d=e+-4|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)tOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function wvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function xvb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>2<<2)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){f[o>>2]=f[c>>2];f[p>>2]=(f[p>>2]|0)+4;p=o;return p|0}e=b-(o+4)|0;g=e>>2;b=o+(g<<2)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];b=b+4|0;d=(f[p>>2]|0)+4|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<2)|0,o|0,e|0)|0;f[o>>2]=f[c>>2];p=o;return p|0}b=(b-e>>2)+1|0;if(b>>>0>1073741823)AMb(a);m=d-e|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<b>>>0?b:d):1073741823;m=o;h=j>>2;do if(!d){k=0;l=0}else if(d>>>0>1073741823)vd();else{l=pOb(d<<2)|0;k=l;break}while(0);b=k+(h<<2)|0;e=b;i=k+(d<<2)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)<<2)|0;e=b;break}d=d<<2>>1;d=(d|0)==0?1:d;if(d>>>0>1073741823)vd();j=pOb(d<<2)|0;b=j+(d>>>2<<2)|0;e=b;d=j+(d<<2)|0;if(!k)i=d;else{sOb(l);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];b=e+4|0;d=m-g|0;h=e+(0-(d>>2)<<2)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[p>>2]|0)-m|0;if((d|0)>0){bQb(b|0,o|0,d|0)|0;b=b+(d>>>2<<2)|0}d=f[a>>2]|0;f[a>>2]=h;f[p>>2]=b;f[n>>2]=i;if(!d){p=e;return p|0}sOb(d);p=e;return p|0}function yvb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>2<<2)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){f[o>>2]=f[c>>2];f[p>>2]=(f[p>>2]|0)+4;p=o;return p|0}e=b-(o+4)|0;g=e>>2;b=o+(g<<2)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];b=b+4|0;d=(f[p>>2]|0)+4|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<2)|0,o|0,e|0)|0;if(o>>>0<=c>>>0)c=(f[p>>2]|0)>>>0>c>>>0?c+4|0:c;f[o>>2]=f[c>>2];p=o;return p|0}b=(b-e>>2)+1|0;if(b>>>0>1073741823)AMb(a);m=d-e|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<b>>>0?b:h):1073741823;m=o;i=j>>2;do if(!h){k=0;l=0}else if(h>>>0>1073741823)vd();else{l=pOb(h<<2)|0;k=l;break}while(0);b=k+(i<<2)|0;e=b;d=k+(h<<2)|0;do if((i|0)==(h|0)){if((j|0)>0){b=b+(((h+1|0)/-2|0)<<2)|0;e=b;break}d=h<<2>>1;d=(d|0)==0?1:d;if(d>>>0>1073741823)vd();j=pOb(d<<2)|0;b=j+(d>>>2<<2)|0;e=b;d=j+(d<<2)|0;if(k){sOb(l);g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];c=e+4|0;b=m-g|0;h=e+(0-(b>>2)<<2)|0;if((b|0)>0)bQb(h|0,g|0,b|0)|0;b=(f[p>>2]|0)-m|0;if((b|0)>0){bQb(c|0,o|0,b|0)|0;c=c+(b>>>2<<2)|0}b=f[a>>2]|0;f[a>>2]=h;f[p>>2]=c;f[n>>2]=d;if(!b){p=e;return p|0}sOb(b);p=e;return p|0}function zvb(a){a=a|0;var b=0,c=0;c=pOb(28)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42792;b=c+12|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[a>>2]=b;f[a+4>>2]=c;a=_d()|0;f[b>>2]=a;return}function Avb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=42792;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b){aOb(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-8|0;f[g>>2]=c;d=f[d+-4>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);return}function Bvb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=42792;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b){aOb(a);sOb(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-8|0;f[g>>2]=c;d=f[d+-4>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);sOb(a);return}function Cvb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b)return;d=a+20|0;a=f[d>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-8|0;f[d>>2]=a;c=f[c+-4>>2]|0;if(c){iOb(c);a=f[d>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[e>>2]|0}sOb(b);return}function Dvb(a){a=a|0;sOb(a);return}function Evb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;h=n+16|0;j=n+8|0;g=n;f[h>>2]=0;m=h+4|0;f[m>>2]=0;f[j>>2]=0;l=j+4|0;f[l>>2]=0;i=pOb(28)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=42792;k=i+12|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[a>>2]=k;f[a+4>>2]=i;a=_d()|0;f[k>>2]=a;if(e){tvb(g,35633,b,d,1);a=f[g>>2]|0;b=g+4|0;e=f[b>>2]|0;f[g>>2]=0;f[b>>2]=0;f[h>>2]=a;a=f[m>>2]|0;f[m>>2]=e;if(a|0)iOb(a);tvb(g,35632,c,d,1);a=f[g>>2]|0;c=g+4|0;d=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[j>>2]=a;a=f[l>>2]|0;f[l>>2]=d;if(a|0)iOb(a)}else{tvb(g,35633,b,d,0);a=f[g>>2]|0;b=g+4|0;e=f[b>>2]|0;f[g>>2]=0;f[b>>2]=0;f[h>>2]=a;a=f[m>>2]|0;f[m>>2]=e;if(a|0)iOb(a);tvb(g,35632,c,d,0);a=f[g>>2]|0;c=g+4|0;d=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[j>>2]=a;a=f[l>>2]|0;f[l>>2]=d;if(a|0)iOb(a)}a=f[h>>2]|0;b=a;do if(a|0){a=f[a>>2]|0;if(a|0){Md(f[k>>2]|0,a|0);e=i+20|0;a=f[e>>2]|0;if((a|0)==(f[i+24>>2]|0)){Fvb(i+16|0,h);break}f[a>>2]=b;b=f[m>>2]|0;f[a+4>>2]=b;if(b){gOb(b);a=f[e>>2]|0}f[e>>2]=a+8}}while(0);a=f[j>>2]|0;b=a;do if(a|0){a=f[a>>2]|0;if(a|0){Md(f[k>>2]|0,a|0);e=i+20|0;a=f[e>>2]|0;if((a|0)==(f[i+24>>2]|0)){Fvb(i+16|0,j);break}f[a>>2]=b;b=f[l>>2]|0;f[a+4>>2]=b;if(b){gOb(b);a=f[e>>2]|0}f[e>>2]=a+8}}while(0);Ne(f[k>>2]|0);a=f[l>>2]|0;if(a|0)iOb(a);a=f[m>>2]|0;if(!a){u=n;return}iOb(a);u=n;return}function Fvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Gvb(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;if(!c)return;c=f[c>>2]|0;if(!c)return;Md(f[a>>2]|0,c|0);d=a+8|0;c=f[d>>2]|0;if((c|0)==(f[a+12>>2]|0)){Fvb(a+4|0,b);return}f[c>>2]=f[b>>2];a=f[b+4>>2]|0;f[c+4>>2]=a;if(a){gOb(a);c=f[d>>2]|0}f[d>>2]=c+8;return}function Hvb(a,b){a=a|0;b=b|0;Ne(f[a>>2]|0);return}function Ivb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35714,b|0);u=c;return (f[b>>2]|0)==1|0}function Jvb(a,b){a=a|0;b=b|0;return De(f[a>>2]|0,b|0)|0}function Kvb(a,b){a=a|0;b=b|0;return Le(f[a>>2]|0,b|0)|0}function Lvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35721,b|0);u=c;return f[b>>2]|0}function Mvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35718,b|0);u=c;return f[b>>2]|0}function Nvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35722,b|0);u=c;return f[b>>2]|0}function Ovb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35719,b|0);u=c;return f[b>>2]|0}function Pvb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;Be(f[a>>2]|0,b|0,c|0,d|0,e|0,g|0,h|0);return}function Qvb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;Ce(f[a>>2]|0,b|0,c|0,d|0,e|0,g|0,h|0);return}function Rvb(){f[64748]=0;f[64749]=0;f[64750]=0;f[64751]=0;f[64752]=0;f[64753]=0;return}function Svb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+20|0;m=o+16|0;n=o;He(2978,n|0);f[a+44>>2]=f[n>>2];f[a+48>>2]=f[n+4>>2];f[a+52>>2]=f[n+8>>2];f[a+56>>2]=f[n+12>>2];He(35660,l|0);f[a>>2]=f[l>>2];He(35661,l|0);k=a+4|0;f[k>>2]=f[l>>2];He(36347,l|0);j=(f[l>>2]|0)>>>1;f[a+8>>2]=j>>>0>128?j:128;He(36349,l|0);f[a+12>>2]=f[l>>2];He(34921,l|0);f[a+16>>2]=f[l>>2];He(34024,l|0);f[a+20>>2]=f[l>>2];He(3379,l|0);f[a+24>>2]=f[l>>2];if($ub()|0){He(36183,l|0);c=f[l>>2]|0}else c=0;f[a+28>>2]=c;j=a+64|0;e=f[k>>2]|0;g=a+68|0;h=f[g>>2]|0;d=f[j>>2]|0;c=h-d>>2;if(e>>>0>c>>>0){eCa(j,e-c|0);e=f[k>>2]|0}else if(e>>>0<c>>>0){c=d+(e<<2)|0;if((c|0)!=(h|0))f[g>>2]=h+(~((h+-4-c|0)>>>2)<<2)}i=a+76|0;g=a+80|0;h=f[g>>2]|0;d=f[i>>2]|0;c=h-d>>2;if(e>>>0>c>>>0)eCa(i,e-c|0);else if(e>>>0<c>>>0){c=d+(e<<2)|0;if((c|0)!=(h|0))f[g>>2]=h+(~((h+-4-c|0)>>>2)<<2)}He(3414,l|0);f[a+32>>2]=f[l>>2];if(dvb()|0){He(36063,l|0);c=f[l>>2]|0}else c=1;f[a+36>>2]=c;Ge(33901,n|0);f[a+40>>2]=f[n+4>>2];He(34016,l|0);c=(f[l>>2]|0)+-33984|0;d=a+60|0;f[d>>2]=c;if(f[k>>2]|0){c=0;do{Ld(c+33984|0);He(32873,l|0);f[(f[j>>2]|0)+(c<<2)>>2]=f[l>>2];He(34068,l|0);f[(f[i>>2]|0)+(c<<2)>>2]=f[l>>2];c=c+1|0}while(c>>>0<(f[k>>2]|0)>>>0);c=f[d>>2]|0}Ld(c+33984|0);He(34964,l|0);f[a+88>>2]=f[l>>2];He(34965,l|0);f[a+92>>2]=f[l>>2];He(35725,l|0);f[a+96>>2]=f[l>>2];He(36007,l|0);f[a+100>>2]=f[l>>2];k=_ub()|0;He(36006,l|0);c=f[l>>2]|0;f[a+104>>2]=c;if(k){He(36010,l|0);c=f[l>>2]|0}f[a+108>>2]=c;He(3317,l|0);f[a+112>>2]=f[l>>2];He(3333,l|0);f[a+116>>2]=f[l>>2];Ee(3107,n|0);b[a+120>>0]=(b[n>>0]|0)==1&1;b[a+121>>0]=(b[n+1>>0]|0)==1&1;b[a+122>>0]=(b[n+2>>0]|0)==1&1;b[a+123>>0]=(b[n+3>>0]|0)==1&1;He(2930,l|0);b[a+124>>0]=(f[l>>2]|0)==1&1;He(2886,l|0);f[a+128>>2]=f[l>>2];Ge(3106,n|0);f[a+132>>2]=f[n>>2];f[a+136>>2]=f[n+4>>2];f[a+140>>2]=f[n+8>>2];f[a+144>>2]=f[n+12>>2];Ge(2931,m|0);f[a+148>>2]=f[m>>2];He(2961,l|0);f[a+152>>2]=f[l>>2];He(32777,l|0);f[a+156>>2]=f[l>>2];He(34877,l|0);f[a+160>>2]=f[l>>2];He(32969,l|0);f[a+164>>2]=f[l>>2];He(32971,l|0);f[a+168>>2]=f[l>>2];He(32968,l|0);f[a+172>>2]=f[l>>2];He(32970,l|0);f[a+176>>2]=f[l>>2];He(2885,l|0);f[a+180>>2]=f[l>>2];He(2932,l|0);f[a+184>>2]=f[l>>2];Ge(2928,n|0);f[a+188>>2]=f[n>>2];f[a+192>>2]=f[n+4>>2];Ge(32824,m|0);f[a+196>>2]=f[m>>2];Ge(10752,m|0);f[a+200>>2]=f[m>>2];He(3088,n|0);f[a+204>>2]=f[n>>2];f[a+208>>2]=f[n+4>>2];f[a+212>>2]=f[n+8>>2];f[a+216>>2]=f[n+12>>2];He(2962,l|0);f[a+220>>2]=f[l>>2];He(2967,l|0);f[a+224>>2]=f[l>>2];He(2963,l|0);f[a+228>>2]=f[l>>2];He(34816,l|0);f[a+232>>2]=f[l>>2];He(36003,l|0);f[a+236>>2]=f[l>>2];He(36004,l|0);f[a+240>>2]=f[l>>2];He(2968,l|0);f[a+244>>2]=f[l>>2];He(36005,l|0);f[a+248>>2]=f[l>>2];He(2964,l|0);f[a+252>>2]=f[l>>2];He(2965,l|0);f[a+256>>2]=f[l>>2];He(2966,l|0);f[a+260>>2]=f[l>>2];He(34817,l|0);f[a+264>>2]=f[l>>2];He(34818,l|0);f[a+268>>2]=f[l>>2];He(34819,l|0);f[a+272>>2]=f[l>>2];n=(Me(3042)|0)<<24>>24==1&1;b[a+276>>0]=n;n=(Me(2884)|0)<<24>>24==1&1;b[a+277>>0]=n;n=(Me(2929)|0)<<24>>24==1&1;b[a+278>>0]=n;n=(Me(3024)|0)<<24>>24==1&1;b[a+279>>0]=n;n=(Me(32823)|0)<<24>>24==1&1;b[a+280>>0]=n;n=(Me(32926)|0)<<24>>24==1&1;b[a+281>>0]=n;n=(Me(32928)|0)<<24>>24==1&1;b[a+282>>0]=n;n=(Me(3089)|0)<<24>>24==1&1;b[a+283>>0]=n;n=(Me(2960)|0)<<24>>24==1&1;b[a+284>>0]=n;u=o;return}function Tvb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+44|0;h=a+48|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+52>>2]|0)==(d|0))if((f[a+56>>2]|0)==(e|0)){h=0;return h|0}tf(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+52>>2]=d;f[a+56>>2]=e;h=1;return h|0}function Uvb(a,b){a=a|0;b=b|0;a=a+60|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Ld(b+33984|0);f[a>>2]=b;b=1;return b|0}function Vvb(a,b){a=a|0;b=b|0;var c=0;c=a+60|0;a=a+64|0;if((f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]|0)==(b|0)){c=0;return c|0}Qd(3553,b|0);f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]=b;c=1;return c|0}function Wvb(a,b){a=a|0;b=b|0;var c=0;c=a+60|0;a=a+76|0;if((f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]|0)==(b|0)){c=0;return c|0}Qd(34067,b|0);f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]=b;c=1;return c|0}function Xvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;e=g;f[e>>2]=b;if(!b){u=g;return}c=f[a+64>>2]|0;d=f[a+68>>2]|0;a:do if((c|0)!=(d|0))while(1){if((f[c>>2]|0)==(b|0))f[c>>2]=0;c=c+4|0;if((c|0)==(d|0))break a;b=f[e>>2]|0}while(0);c=f[a+76>>2]|0;b=f[a+80>>2]|0;if((c|0)!=(b|0))do{if((f[c>>2]|0)==(f[e>>2]|0))f[c>>2]=0;c=c+4|0}while((c|0)!=(b|0));fe(1,e|0);u=g;return}function Yvb(a,b){a=a|0;b=b|0;a=a+88|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Nd(34962,b|0);f[a>>2]=b;b=1;return b|0}function Zvb(a,b){a=a|0;b=b|0;a=a+92|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Nd(34963,b|0);f[a>>2]=b;b=1;return b|0}function _vb(a,b,c){a=a|0;b=b|0;c=c|0;switch(b|0){case 34962:{a=a+88|0;if((f[a>>2]|0)==(c|0))a=0;else{Nd(34962,c|0);f[a>>2]=c;a=1}break}case 34963:{a=a+92|0;if((f[a>>2]|0)==(c|0))a=0;else{Nd(34963,c|0);f[a>>2]=c;a=1}break}default:a=0}return a|0}function $vb(a,b){a=a|0;b=b|0;switch(b|0){case 34962:{a=a+88|0;break}case 34963:{a=a+92|0;break}default:{b=0;return b|0}}b=f[a>>2]|0;return b|0}function awb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;f[d>>2]=b;if(!b){u=e;return}c=a+88|0;if((f[c>>2]|0)==(b|0))f[c>>2]=0;a=a+92|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;ae(1,d|0);u=e;return}function bwb(a,b){a=a|0;b=b|0;a=a+96|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}of(b|0);f[a>>2]=b;b=1;return b|0}function cwb(a,b){a=a|0;b=b|0;a=a+100|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Pd(36161,b|0);f[a>>2]=b;b=1;return b|0}function dwb(a,b){a=a|0;b=b|0;var c=0;c=a+104|0;a=a+108|0;if((f[c>>2]|0)==(b|0))if((f[a>>2]|0)==(b|0)){c=0;return c|0}Od(36160,b|0);f[a>>2]=b;f[c>>2]=b;c=1;return c|0}function ewb(a,b){a=a|0;b=b|0;a=a+104|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Od(36009,b|0);f[a>>2]=b;b=1;return b|0}function fwb(a,b){a=a|0;b=b|0;a=a+108|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Od(36008,b|0);f[a>>2]=b;b=1;return b|0}function gwb(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;f[c>>2]=b;if(!b){u=d;return}a=a+100|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;de(1,c|0);u=d;return}function hwb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;f[d>>2]=b;if(!b){u=e;return}c=a+104|0;if((f[c>>2]|0)==(b|0))f[c>>2]=0;a=a+108|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;be(1,d|0);u=e;return}function iwb(a,b){a=a|0;b=b|0;a=a+112|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Oe(3317,b|0);f[a>>2]=b;b=1;return b|0}function jwb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0;i=c&1;j=d&1;k=e&1;l=f&1;m=a+120|0;g=a+121|0;if((h[m>>0]|0|0)==(c&1|0))if((h[g>>0]|0|0)==(d&1|0))if((h[a+122>>0]|0|0)==(e&1|0))if((h[a+123>>0]|0|0)==(f&1|0)){m=0;return m|0}Yd(i|0,j|0,k|0,l|0);b[m>>0]=i;b[g>>0]=j;b[a+122>>0]=k;b[a+123>>0]=l;m=1;return m|0}function kwb(a,c){a=a|0;c=c|0;var d=0;d=c&1;a=a+124|0;if((h[a>>0]|0|0)==(c&1|0)){d=0;return d|0}he(d|0);b[a>>0]=d;d=1;return d|0}function lwb(a,b){a=a|0;b=b|0;a=a+128|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}ve(b|0);f[a>>2]=b;b=1;return b|0}function mwb(a,b,c,d,e){a=a|0;b=+b;c=+c;d=+d;e=+e;var f=0,g=0;f=a+132|0;g=a+136|0;if(+n[f>>2]==b)if(+n[g>>2]==c)if(+n[a+140>>2]==d)if(+n[a+144>>2]==e){g=0;return g|0}Wd(+b,+c,+d,+e);n[f>>2]=b;n[g>>2]=c;n[a+140>>2]=d;n[a+144>>2]=e;g=1;return g|0}function nwb(a,b){a=a|0;b=b|0;a=a+152|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xd(b|0);f[a>>2]=b;b=1;return b|0}function owb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+164|0;h=a+172|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+168>>2]|0)==(d|0))if((f[a+176>>2]|0)==(e|0)){h=0;return h|0}Sd(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+168>>2]=d;f[a+176>>2]=e;h=1;return h|0}function pwb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=a+164|0;e=a+168|0;if((f[d>>2]|0)==(b|0))if((f[e>>2]|0)==(b|0))if((f[a+172>>2]|0)==(c|0))if((f[a+176>>2]|0)==(c|0)){e=0;return e|0}Rd(b|0,c|0);f[e>>2]=b;f[d>>2]=b;f[a+176>>2]=c;f[a+172>>2]=c;e=1;return e|0}function qwb(a,b){a=a|0;b=b|0;a=a+184|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}ge(b|0);f[a>>2]=b;b=1;return b|0}function rwb(a,b,c){a=a|0;b=+b;c=+c;var d=0;d=a+188|0;a=a+192|0;if(+n[d>>2]==b)if(+n[a>>2]==c){d=0;return d|0}ie(+b,+c);n[d>>2]=b;n[a>>2]=c;d=1;return d|0}function swb(a,b,c){a=a|0;b=+b;c=+c;var d=0;d=a+196|0;a=a+200|0;if(+n[d>>2]==b)if(+n[a>>2]==c){d=0;return d|0}Pe(+b,+c);n[d>>2]=b;n[a>>2]=c;d=1;return d|0}function twb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+204|0;h=a+208|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+212>>2]|0)==(d|0))if((f[a+216>>2]|0)==(e|0)){h=0;return h|0}Se(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+212>>2]=d;f[a+216>>2]=e;h=1;return h|0}function uwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+220|0;g=a+232|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(b|0))if((f[a+224>>2]|0)==(c|0))if((f[a+236>>2]|0)==(c|0))if((f[a+228>>2]|0)==(d|0))if((f[a+240>>2]|0)==(d|0)){g=0;return g|0}Ue(b|0,c|0,d|0);f[g>>2]=b;f[e>>2]=b;f[a+236>>2]=c;f[a+224>>2]=c;f[a+240>>2]=d;f[a+228>>2]=d;g=1;return g|0}function vwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+220|0;g=a+224|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+228>>2]|0)==(d|0)){g=0;return g|0}Ve(1028,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+228>>2]=d;g=1;return g|0}function wwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+232|0;g=a+236|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+240>>2]|0)==(d|0)){g=0;return g|0}Ve(1029,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+240>>2]=d;g=1;return g|0}function xwb(a,b){a=a|0;b=b|0;var c=0;c=a+244|0;a=a+248|0;if((f[c>>2]|0)==(b|0))if((f[a>>2]|0)==(b|0)){c=0;return c|0}We(b|0);f[a>>2]=b;f[c>>2]=b;c=1;return c|0}function ywb(a,b){a=a|0;b=b|0;a=a+244|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xe(1028,b|0);f[a>>2]=b;b=1;return b|0}function zwb(a,b){a=a|0;b=b|0;a=a+248|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xe(1029,b|0);f[a>>2]=b;b=1;return b|0}function Awb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+252|0;g=a+264|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(b|0))if((f[a+256>>2]|0)==(c|0))if((f[a+268>>2]|0)==(c|0))if((f[a+260>>2]|0)==(d|0))if((f[a+272>>2]|0)==(d|0)){g=0;return g|0}Ye(b|0,c|0,d|0);f[g>>2]=b;f[e>>2]=b;f[a+268>>2]=c;f[a+256>>2]=c;f[a+272>>2]=d;f[a+260>>2]=d;g=1;return g|0}function Bwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+252|0;g=a+256|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+260>>2]|0)==(d|0)){g=0;return g|0}Ze(1028,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+260>>2]=d;g=1;return g|0}function Cwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+264|0;g=a+268|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+272>>2]|0)==(d|0)){g=0;return g|0}Ze(1029,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+272>>2]=d;g=1;return g|0}function Dwb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+220|0;d=(f[i>>2]|0)==(b|0);if(d)if((f[a+232>>2]|0)==(b|0)){i=0;return i|0}e=f[a+224>>2]|0;g=a+236|0;if((e|0)==(f[g>>2]|0)){c=f[a+228>>2]|0;if((c|0)==(f[a+240>>2]|0)){Ue(b|0,e|0,c|0);c=a+232|0}else h=6}else h=6;if((h|0)==6){if(!d)Ve(1028,b|0,e|0,f[a+228>>2]|0);c=a+232|0;if((f[c>>2]|0)!=(b|0))Ve(1029,b|0,f[g>>2]|0,f[a+240>>2]|0)}f[c>>2]=b;f[i>>2]=b;i=1;return i|0}function Ewb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+224|0;d=(f[i>>2]|0)==(b|0);if(d)if((f[a+236>>2]|0)==(b|0)){i=0;return i|0}e=f[a+220>>2]|0;g=a+232|0;if((e|0)==(f[g>>2]|0)){c=f[a+228>>2]|0;if((c|0)==(f[a+240>>2]|0)){Ue(e|0,b|0,c|0);c=a+236|0}else h=6}else h=6;if((h|0)==6){if(!d)Ve(1028,e|0,b|0,f[a+228>>2]|0);c=a+236|0;if((f[c>>2]|0)!=(b|0))Ve(1029,f[g>>2]|0,b|0,f[a+240>>2]|0)}f[c>>2]=b;f[i>>2]=b;i=1;return i|0}function Fwb(a,c){a=a|0;c=c|0;a=a+276|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(3042);else je(3042);b[a>>0]=c&1;c=1;return c|0}function Gwb(a,c){a=a|0;c=c|0;a=a+277|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2884);else je(2884);b[a>>0]=c&1;c=1;return c|0}function Hwb(a,c){a=a|0;c=c|0;a=a+278|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2929);else je(2929);b[a>>0]=c&1;c=1;return c|0}function Iwb(a,c){a=a|0;c=c|0;a=a+280|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(32823);else je(32823);b[a>>0]=c&1;c=1;return c|0}function Jwb(a,c){a=a|0;c=c|0;a=a+283|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(3089);else je(3089);b[a>>0]=c&1;c=1;return c|0}function Kwb(a,c){a=a|0;c=c|0;a=a+284|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2960);else je(2960);b[a>>0]=c&1;c=1;return c|0}function Lwb(a){a=a|0;f[a>>2]=33071;f[a+4>>2]=33071;f[a+8>>2]=9729;f[a+12>>2]=9729;n[a+16>>2]=1.0;return}function Mwb(a,b,c){a=a|0;b=b|0;c=c|0;f[a>>2]=b;f[a+4>>2]=(c|0)==0?b:c;return}function Nwb(a,b,c){a=a|0;b=b|0;c=c|0;f[a+8>>2]=b;f[a+12>>2]=(c|0)==0?b:c;return}function Owb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=1.0;f[a+16>>2]=f[(b>1.0?e:d)>>2];u=c;return}function Pwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[a>>2]|0;if((f[a+28>>2]|0)!=(f[e+44>>2]|0)){a=0;return a|0}f[e+16>>2]=b;f[e+20>>2]=c;c=a+8|0;e=e+24|0;f[e>>2]=f[c>>2];f[e+4>>2]=f[c+4>>2];f[e+8>>2]=f[c+8>>2];f[e+12>>2]=f[c+12>>2];f[e+16>>2]=f[c+16>>2];switch(d|0){case 1:{b=6409;break}case 2:{b=6410;break}case 3:{b=6407;break}default:b=6408}c=f[a>>2]|0;f[c+12>>2]=b;f[a+32>>2]=f[(f[64748]|0)+(f[64747]<<2)>>2];if(!c)b=0;else b=f[c+8>>2]|0;Vvb(258928,b)|0;a=1;return a|0}function Qwb(a,c,d){a=a|0;c=c|0;d=d|0;do if(!a){a=f[c>>2]|0;if((f[c+28>>2]|0)==(f[a+44>>2]|0))if(!d){b[a+48>>0]=0;a=f[c+44>>2]|0;if(!a)break;gh[a&2047](f[c+36>>2]|0);break}else{Rwb(a);Vvb(258928,f[c+32>>2]|0)|0;b[(f[c>>2]|0)+48>>0]=2;a=f[c+40>>2]|0;if(!a)break;gh[a&2047](f[c+36>>2]|0);break}}else if(!c)return;while(0);a=f[c+4>>2]|0;if(a|0)iOb(a);sOb(c);return}function Rwb(a){a=a|0;var c=0,d=0,e=0,g=0;g=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;e=Mub()|0;do if((f[e>>2]|0)>>>0>2)d=4;else{e=f[a+16>>2]|0;if(!(e+-1&e)){e=f[a+20>>2]|0;if(!(e+-1&e)){d=4;break}}af(3553,10242,33071);af(3553,10243,33071);c=f[a+36>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10241,c|0);c=f[a+32>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10240,c|0)}while(0);a:do if((d|0)==4){af(3553,10242,f[a+24>>2]|0);af(3553,10243,f[a+28>>2]|0);e=a+36|0;af(3553,10241,f[e>>2]|0);c=f[a+32>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10240,c|0);d=f[e>>2]|0;switch(d|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:break a}if((c|0)!=(d|0)){Ae(3553);switch(f[e>>2]|0){case 9984:case 9728:case 9986:break a;default:{}}e=(Wub()|0)+4|0;if(b[e>>0]|0)$e(3553,34046,+(+n[a+40>>2]))}}while(0);Vvb(258928,g)|0;return}function Swb(a,c){a=a|0;c=c|0;if(!a){a=f[c>>2]|0;if((f[c+28>>2]|0)==(f[a+44>>2]|0)){b[a+48>>0]=0;a=f[c+44>>2]|0;if(a|0)gh[a&2047](f[c+36>>2]|0)}}else if(!c)return;a=f[c+4>>2]|0;if(a|0)iOb(a);sOb(c);return}function Twb(a){a=a|0;var b=0;b=u;u=u+16|0;Uwb(a,b);ze(1,(f[a>>2]|0)+8|0);u=b;return}function Uwb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=pOb(64)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42820;g=d+12|0;f[g>>2]=0;e=d+16|0;f[e>>2]=0;f[d+20>>2]=0;f[d+24>>2]=6408;f[d+28>>2]=0;f[d+32>>2]=0;f[d+36>>2]=33071;f[d+40>>2]=33071;f[d+44>>2]=9729;f[d+48>>2]=9729;n[d+52>>2]=1.0;f[d+56>>2]=0;b[d+60>>0]=2;f[a>>2]=g;f[a+4>>2]=d;gOb(d);hOb(d);c=f[e>>2]|0;f[g>>2]=g;f[e>>2]=d;if(!c){iOb(d);return}jOb(c);iOb(d);return}function Vwb(a){a=a|0;var b=0;f[a>>2]=42820;Xvb(258928,f[a+20>>2]|0);b=f[a+16>>2]|0;if(!b){aOb(a);return}jOb(b);aOb(a);return}function Wwb(a){a=a|0;var b=0;f[a>>2]=42820;Xvb(258928,f[a+20>>2]|0);b=f[a+16>>2]|0;if(!b){aOb(a);sOb(a);return}jOb(b);aOb(a);sOb(a);return}function Xwb(a){a=a|0;Xvb(258928,f[a+20>>2]|0);a=f[a+16>>2]|0;if(!a)return;jOb(a);return}function Ywb(a){a=a|0;sOb(a);return}function Zwb(a){a=a|0;var b=0;b=Mub()|0;if((f[b>>2]|0)>>>0>2){b=1;return b|0}b=f[a+16>>2]|0;if(b+-1&b|0){b=0;return b|0}b=f[a+20>>2]|0;b=(b+-1&b|0)==0;return b|0}function _wb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h;switch(c<<24>>24){case 1:{f[g>>2]=-16711936;e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6409;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6409,2,2,0,6409,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}case 2:{e=g;f[e>>2]=-256;f[e+4>>2]=-16711681;e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6410;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6410,2,2,0,6410,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}case 3:{c=g;d=245263;e=c+12|0;do{b[c>>0]=b[d>>0]|0;c=c+1|0;d=d+1|0}while((c|0)<(e|0));e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6407;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6407,2,2,0,6407,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}default:{c=g;d=245275;e=c+16|0;do{b[c>>0]=b[d>>0]|0;c=c+1|0;d=d+1|0}while((c|0)<(e|0));e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6408;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6408,2,2,0,6408,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}}}function $wb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;j=a+44|0;f[j>>2]=(f[j>>2]|0)+1;f[a+12>>2]=b;f[a+16>>2]=c;f[a+20>>2]=d;j=a+24|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];i=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;j=f[64760]|0;do if(h|0){if(c&1|0){iwb(258928,1)|0;break}if(!(c&3)){iwb(258928,4)|0;break}else{iwb(258928,2)|0;break}}while(0);_e(3553,0,b|0,c|0,d|0,0,e|0,g|0,h|0);Rwb(a);iwb(258928,j)|0;Vvb(258928,i)|0;return}function axb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;a:do if((b|0)<34041){switch(b|0){case 6402:break;default:{g=5121;h=b;break a}}g=5123;h=6402}else{switch(b|0){case 34041:break;default:{g=5121;h=b;break a}}h=Mub()|0;g=34042;h=(f[h>>2]|0)>>>0>2?35056:34041}while(0);i=a+44|0;f[i>>2]=(f[i>>2]|0)+1;f[a+12>>2]=h;f[a+16>>2]=c;f[a+20>>2]=d;i=a+24|0;f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[i+12>>2]=f[e+12>>2];f[i+16>>2]=f[e+16>>2];e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;i=f[64760]|0;_e(3553,0,h|0,c|0,d|0,0,b|0,g|0,0);Rwb(a);iwb(258928,i)|0;Vvb(258928,e)|0;return}function bxb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,o=0,p=0,q=0,r=0;if((c|0)==0|(d|0)==0){if(!k)return;gh[k&2047](i);return}if(!(e<<24>>24))h=(h&255)>3?3:h<<24>>24==2?1:h;m=pOb(48)|0;f[m>>2]=0;o=m+4|0;f[o>>2]=0;p=m+8|0;f[p>>2]=33071;f[m+12>>2]=33071;f[m+16>>2]=9729;f[m+20>>2]=9729;n[m+24>>2]=1.0;q=a+44|0;f[q>>2]=(f[q>>2]|0)+1;r=f[a>>2]|0;l=f[a+4>>2]|0;if(!l)vd();l=kOb(l)|0;if(!l)vd();f[m>>2]=r;f[o>>2]=l;r=f[q>>2]|0;f[p>>2]=f[g>>2];f[p+4>>2]=f[g+4>>2];f[p+8>>2]=f[g+8>>2];f[p+12>>2]=f[g+12>>2];f[p+16>>2]=f[g+16>>2];f[m+28>>2]=r;f[m+36>>2]=i;f[m+40>>2]=j;f[m+44>>2]=k;b[a+48>>0]=1;uf(c|0,d|0,e&255|0,h&255|0,m|0,10,107,962);return}function cxb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=f[b>>2]|0;if(!d)return;e=f[b+12>>2]|0;$wb(a,e,f[b+4>>2]|0,f[b+8>>2]|0,e,f[b+16>>2]|0,d,c);return}function dxb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0;i=f[c>>2]|0;if(!i)return;bxb(a,i,f[c+4>>2]|0,b[c+9>>0]|0,d,b[c+8>>0]|0,e,g,h);return}function exb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+256|0;i=o+48|0;m=o+64|0;e=o+32|0;g=o+16|0;j=o;if(!a){n=0;u=o;return n|0}n=m+8|0;f[m>>2]=15988;l=m+108|0;f[l>>2]=16008;f[m+4>>2]=0;tEb(m+108|0,n);f[m+180>>2]=0;f[m+184>>2]=-1;f[m>>2]=42852;f[m+108>>2]=42872;fxb(n);k=m+72|0;if(!(f[k>>2]|0)){a=zCb(a,245291)|0;f[k>>2]=a;if(!a)h=5;else{f[m+96>>2]=12;a=m}}else h=5;if((h|0)==5){a=m+(f[(f[m>>2]|0)+-12>>2]|0)|0;sEb(a,f[a+16>>2]|4);a=m}if(!(f[m+(f[(f[a>>2]|0)+-12>>2]|0)+16>>2]|0)){GEb(m,0,0,2)|0;EEb(e,m);h=e+8|0;e=f[h+4>>2]|0;if((e|0)<0|(e|0)==0&(f[h>>2]|0)>>>0<1)e=0;else{EEb(g,m);e=f[g+8>>2]|0;if(c|0){h=qOb(e+1|0)|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];FEb(m,i)|0;DEb(m,h,e)|0;b[h+e>>0]=0;a=f[c>>2]|0;f[c>>2]=h;if(a|0)tOb(a)}if(!d)e=1;else{f[d>>2]=e;e=1}}}else e=0;f[m>>2]=42852;f[l>>2]=42872;f[n>>2]=42888;a=f[k>>2]|0;if(a|0){gxb(n)|0;if(!(MBb(a)|0))f[k>>2]=0}if(b[m+104>>0]|0){a=f[m+40>>2]|0;if(a|0)tOb(a)}if(b[m+105>>0]|0){a=f[m+64>>2]|0;if(a|0)tOb(a)}oDb(n);aEb(m,42948);jDb(l);n=e;u=o;return n|0}function fxb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;xEb(a);f[a>>2]=42888;f[a+32>>2]=0;f[a+36>>2]=0;f[a+40>>2]=0;c=a+52|0;i=a+68|0;e=c;g=e+44|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));d[c+44>>1]=0;b[c+46>>0]=0;c=a+4|0;WNb(h,c);g=ZNb(h,262688)|0;YFb(h);if(!g){i=f[a>>2]|0;i=i+12|0;i=f[i>>2]|0;Sg[i&255](a,0,4096)|0;u=j;return}WNb(h,c);g=XFb(h,262688)|0;f[i>>2]=g;YFb(h);i=f[i>>2]|0;i=(Pg[f[(f[i>>2]|0)+28>>2]&1023](i)|0)&1;b[a+98>>0]=i;i=f[a>>2]|0;i=i+12|0;i=f[i>>2]|0;Sg[i&255](a,0,4096)|0;u=j;return}function gxb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=a+64|0;if(!(f[l>>2]|0)){l=0;u=m;return l|0}j=a+68|0;c=f[j>>2]|0;if(!c)vd();i=a+92|0;d=f[i>>2]|0;do if(!(d&16)){if(d&8|0){e=a+80|0;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;do if(!(b[a+98>>0]|0)){e=Pg[f[(f[c>>2]|0)+24>>2]&1023](c)|0;h=a+36|0;g=f[h>>2]|0;c=(f[a+40>>2]|0)-g|0;if((e|0)>0){d=0;c=(X((f[a+16>>2]|0)-(f[a+12>>2]|0)|0,e)|0)+c|0;break}d=f[a+12>>2]|0;if((d|0)==(f[a+16>>2]|0))d=0;else{e=f[j>>2]|0;j=a+32|0;g=Vg[f[(f[e>>2]|0)+32>>2]&31](e,k,f[j>>2]|0,g,d-(f[a+8>>2]|0)|0)|0;d=1;c=c-g+(f[h>>2]|0)-(f[j>>2]|0)|0}}else{d=0;c=(f[a+16>>2]|0)-(f[a+12>>2]|0)|0}while(0);if(KBb(f[l>>2]|0,0-c|0,1)|0){l=-1;u=m;return l|0}if(d){j=k;k=f[j+4>>2]|0;l=a+72|0;f[l>>2]=f[j>>2];f[l+4>>2]=k}l=f[a+32>>2]|0;f[a+40>>2]=l;f[a+36>>2]=l;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[i>>2]=0}}else{if((f[a+24>>2]|0)!=(f[a+20>>2]|0))if((Rg[f[(f[a>>2]|0)+52>>2]&255](a,-1)|0)==-1){l=-1;u=m;return l|0}e=a+72|0;g=a+32|0;c=a+52|0;a:while(1){i=f[j>>2]|0;d=f[g>>2]|0;d=Vg[f[(f[i>>2]|0)+20>>2]&31](i,e,d,d+(f[c>>2]|0)|0,k)|0;i=f[g>>2]|0;a=(f[k>>2]|0)-i|0;if((vCb(i,1,a,f[l>>2]|0)|0)!=(a|0)){c=-1;d=24;break}switch(d|0){case 1:break;case 2:{c=-1;d=24;break a}default:{d=10;break a}}}if((d|0)==10){if(!(OBb(f[l>>2]|0)|0))break;else c=-1;u=m;return c|0}else if((d|0)==24){u=m;return c|0}}while(0);l=0;u=m;return l|0}function hxb(a){a=a|0;var c=0,d=0;f[a>>2]=42888;c=a+64|0;d=f[c>>2]|0;if(d|0){gxb(a)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+96>>0]|0){c=f[a+32>>2]|0;if(c|0)tOb(c)}if(b[a+97>>0]|0){c=f[a+56>>2]|0;if(c|0)tOb(c)}oDb(a);return}function ixb(a){a=a|0;var c=0,d=0;f[a>>2]=42888;c=a+64|0;d=f[c>>2]|0;if(d|0){gxb(a)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+96>>0]|0){c=f[a+32>>2]|0;if(c|0)tOb(c)}if(b[a+97>>0]|0){c=f[a+56>>2]|0;if(c|0)tOb(c)}oDb(a);sOb(a);return}function jxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262688)|0;f[a+68>>2]=c;e=a+98|0;g=b[e>>0]|0;c=Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0;b[e>>0]=c&1;if((g&255|0)==(c&1|0))return;d=a+8|0;g=a+96|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;d=(b[g>>0]|0)!=0;if(c){e=a+32|0;if(d){c=f[e>>2]|0;if(c|0)tOb(c)}d=a+97|0;b[g>>0]=b[d>>0]|0;g=a+60|0;f[a+52>>2]=f[g>>2];a=a+56|0;f[e>>2]=f[a>>2];f[g>>2]=0;f[a>>2]=0;b[d>>0]=0;return}if(!d){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(a+44|0)){e=f[a+52>>2]|0;f[a+60>>2]=e;f[a+56>>2]=d;b[a+97>>0]=0;a=qOb(e)|0;f[c>>2]=a;b[g>>0]=1;return}}g=f[a+52>>2]|0;f[a+60>>2]=g;g=qOb(g)|0;f[a+56>>2]=g;b[a+97>>0]=1;return}function kxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=a+8|0;j=a+96|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;if(b[j>>0]|0){e=f[a+32>>2]|0;if(e|0)tOb(e)}i=a+97|0;if(b[i>>0]|0){e=f[a+56>>2]|0;if(e|0)tOb(e)}e=a+52|0;f[e>>2]=d;if(d>>>0>8){e=b[a+98>>0]|0;if((c|0)!=0&e<<24>>24!=0){g=0;h=c}else{g=1;h=qOb(d)|0}f[a+32>>2]=h}else{f[a+32>>2]=a+44;f[e>>2]=8;g=0;e=b[a+98>>0]|0}b[j>>0]=g;if(e<<24>>24){f[a+60>>2]=0;c=0;d=0;j=a+56|0;f[j>>2]=d;b[i>>0]=c;return a|0}e=(d|0)>8?d:8;f[a+60>>2]=e;if((c|0)!=0&e>>>0>7){j=0;d=c;c=a+56|0;f[c>>2]=d;b[i>>0]=j;return a|0}c=1;d=qOb(e)|0;j=a+56|0;f[j>>2]=d;b[i>>0]=c;return a|0}function lxb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;g=f[b+68>>2]|0;if(!g)vd();g=Pg[f[(f[g>>2]|0)+24>>2]&1023](g)|0;h=b+64|0;if(!(f[h>>2]|0)){g=0;h=0;b=-1;c=-1}else if(((c|0)!=0|(d|0)!=0)&(g|0)<1){g=0;h=0;b=-1;c=-1}else if(e>>>0<3&(Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0)==0){i=f[h>>2]|0;d=WPb(g|0,((g|0)<0)<<31>>31|0,c|0,d|0)|0;if(!(KBb(i,(g|0)>0?d:0,e)|0)){c=tCb(f[h>>2]|0)|0;h=b+72|0;g=f[h>>2]|0;h=f[h+4>>2]|0;b=c;c=((c|0)<0)<<31>>31}else{g=0;h=0;b=-1;c=-1}}else{g=0;h=0;b=-1;c=-1}i=a;f[i>>2]=g;f[i+4>>2]=h;i=a+8|0;f[i>>2]=b;f[i+4>>2]=c;return}function mxb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;d=b+64|0;if(f[d>>2]|0)if(!(Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0))if(!(KBb(f[d>>2]|0,f[c+8>>2]|0,0)|0)){e=c;d=f[e+4>>2]|0;b=b+72|0;f[b>>2]=f[e>>2];f[b+4>>2]=d;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];return}else{e=a;f[e>>2]=0;f[e+4>>2]=0;e=a+8|0;f[e>>2]=-1;f[e+4>>2]=-1;return}e=a;f[e>>2]=0;f[e+4>>2]=0;e=a+8|0;f[e>>2]=-1;f[e+4>>2]=-1;return}function nxb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;t=u;u=u+16|0;s=t+4|0;o=t;m=a+64|0;if(!(f[m>>2]|0)){s=-1;u=t;return s|0}c=a+92|0;if(!(f[c>>2]&8)){f[a+24>>2]=0;f[a+20>>2]=0;f[a+28>>2]=0;q=(b[a+98>>0]|0)==0;r=f[(q?a+56|0:a+32|0)>>2]|0;q=r+(f[(q?a+60|0:a+52|0)>>2]|0)|0;f[a+8>>2]=r;r=a+12|0;f[r>>2]=q;f[a+16>>2]=q;f[c>>2]=8;d=1;c=q}else{c=a+12|0;d=0;r=c;c=f[c>>2]|0}if(!c){e=s+1|0;f[a+8>>2]=s;f[r>>2]=e;f[a+16>>2]=e}else e=c;q=a+16|0;if(d){c=f[q>>2]|0;n=0}else{c=f[q>>2]|0;n=(c-(f[a+8>>2]|0)|0)/2|0;n=n>>>0<4?n:4}do if((e|0)==(c|0)){c=a+8|0;cQb(f[c>>2]|0,e+(0-n)|0,n|0)|0;if(b[a+98>>0]|0){d=f[c>>2]|0;d=JBb(d+n|0,1,(f[q>>2]|0)-n-d|0,f[m>>2]|0)|0;if(!d){d=-1;break}p=(f[c>>2]|0)+n|0;f[r>>2]=p;f[q>>2]=p+d;d=h[p>>0]|0;break}k=a+40|0;j=f[k>>2]|0;l=a+36|0;d=f[l>>2]|0;g=j;e=d;if((j|0)==(d|0)){j=a+32|0;d=g}else{j=a+32|0;cQb(f[j>>2]|0,d|0,g-e|0)|0;e=f[l>>2]|0;d=f[k>>2]|0}g=f[j>>2]|0;e=g+(d-e)|0;f[l>>2]=e;if((g|0)==(a+44|0))d=8;else d=f[a+52>>2]|0;v=g+d|0;f[k>>2]=v;g=a+60|0;d=(f[g>>2]|0)-n|0;v=v-e|0;i=a+72|0;y=i;x=f[y+4>>2]|0;w=a+80|0;f[w>>2]=f[y>>2];f[w+4>>2]=x;e=JBb(e,1,v>>>0<d>>>0?v:d,f[m>>2]|0)|0;if(!e)d=-1;else{d=f[a+68>>2]|0;if(!d)vd();x=(f[l>>2]|0)+e|0;f[k>>2]=x;y=f[c>>2]|0;if((_g[f[(f[d>>2]|0)+16>>2]&15](d,i,f[j>>2]|0,x,l,y+n|0,y+(f[g>>2]|0)|0,o)|0)==3){d=f[j>>2]|0;e=f[k>>2]|0;f[c>>2]=d;p=25}else{e=f[o>>2]|0;d=(f[c>>2]|0)+n|0;if((e|0)==(d|0))d=-1;else p=25}if((p|0)==25){f[r>>2]=d;f[q>>2]=e;d=h[d>>0]|0}}}else{d=h[e>>0]|0;c=a+8|0}while(0);if((f[c>>2]|0)==(s|0)){f[c>>2]=0;f[r>>2]=0;f[q>>2]=0}y=d;u=t;return y|0}function oxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;if(!(f[a+64>>2]|0)){g=-1;return g|0}g=a+12|0;e=f[g>>2]|0;if((f[a+8>>2]|0)>>>0>=e>>>0){g=-1;return g|0}if((c|0)==-1){f[g>>2]=e+-1;g=0;return g|0}if(!(f[a+88>>2]&16)){d=c&255;a=e+-1|0;if((b[a>>0]|0)!=d<<24>>24){g=-1;return g|0}}else{d=c&255;a=e+-1|0}f[g>>2]=a;b[a>>0]=d;g=c;return g|0}function pxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;h=y+8|0;t=y+4|0;v=y;w=a+64|0;if(!(f[w>>2]|0)){x=-1;u=y;return x|0}e=a+92|0;if(!(f[e>>2]&16)){f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;d=f[a+52>>2]|0;do if(d>>>0>8)if(!(b[a+98>>0]|0)){g=f[a+56>>2]|0;d=g+((f[a+60>>2]|0)+-1)|0;break}else{g=f[a+32>>2]|0;d=g+(d+-1)|0;break}else{d=0;g=0}while(0);f[a+24>>2]=g;o=a+20|0;f[o>>2]=g;r=a+28|0;f[r>>2]=d;f[e>>2]=16;q=o;n=r;s=g;p=d}else{o=a+20|0;g=f[o>>2]|0;p=a+28|0;q=o;n=p;r=p;s=g;p=f[p>>2]|0}m=(c|0)==-1;d=a+24|0;e=f[d>>2]|0;if(!m){if(!e){f[d>>2]=h;f[o>>2]=h;f[n>>2]=h+1;e=h}b[e>>0]=c;e=(f[d>>2]|0)+1|0;f[d>>2]=e;g=f[o>>2]|0}a:do if((e|0)==(g|0))x=32;else{b:do if(!(b[a+98>>0]|0)){k=a+32|0;h=f[k>>2]|0;f[t>>2]=h;l=a+68|0;i=f[l>>2]|0;if(!i)vd();j=a+72|0;a=a+52|0;g=_g[f[(f[i>>2]|0)+12>>2]&15](i,j,g,e,v,h,h+(f[a>>2]|0)|0,t)|0;e=f[o>>2]|0;c:do if((f[v>>2]|0)!=(e|0)){while(1){if((g|0)==3){x=21;break}if(g>>>0>=2)break c;h=f[k>>2]|0;i=(f[t>>2]|0)-h|0;if((vCb(h,1,i,f[w>>2]|0)|0)!=(i|0))break c;if((g|0)!=1){x=28;break}g=f[v>>2]|0;h=f[d>>2]|0;f[q>>2]=g;f[n>>2]=h;e=g;g=e+(h-g)|0;f[d>>2]=g;h=f[l>>2]|0;if(!h){x=19;break}i=f[k>>2]|0;g=_g[f[(f[h>>2]|0)+12>>2]&15](h,j,e,g,v,i,i+(f[a>>2]|0)|0,t)|0;e=f[o>>2]|0;if((f[v>>2]|0)==(e|0))break c}if((x|0)==19)vd();else if((x|0)==21){v=(f[d>>2]|0)-e|0;if((vCb(e,1,v,f[w>>2]|0)|0)!=(v|0))break}break b}while(0);d=-1;break a}else{v=e-g|0;if((vCb(g,1,v,f[w>>2]|0)|0)!=(v|0)){d=-1;break a}}while(0);f[d>>2]=s;f[q>>2]=s;f[r>>2]=p;x=32}while(0);if((x|0)==32)d=m?0:c;x=d;u=y;return x|0}function qxb(a){a=a|0;var c=0,d=0,e=0,g=0;f[a>>2]=42852;e=a+108|0;f[e>>2]=42872;g=a+8|0;f[g>>2]=42888;c=a+72|0;d=f[c>>2]|0;if(d|0){gxb(g)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+104>>0]|0){c=f[a+40>>2]|0;if(c|0)tOb(c)}if(b[a+105>>0]|0){c=f[a+64>>2]|0;if(c|0)tOb(c)}oDb(g);aEb(a,42948);jDb(e);return}function rxb(a){a=a|0;var c=0,d=0,e=0,g=0;f[a>>2]=42852;e=a+108|0;f[e>>2]=42872;g=a+8|0;f[g>>2]=42888;c=a+72|0;d=f[c>>2]|0;if(d|0){gxb(g)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+104>>0]|0){c=f[a+40>>2]|0;if(c|0)tOb(c)}if(b[a+105>>0]|0){c=f[a+64>>2]|0;if(c|0)tOb(c)}oDb(g);aEb(a,42948);jDb(e);sOb(a);return}function sxb(a){a=a|0;var c=0,d=0,e=0,g=0;d=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[d>>2]=42852;e=d+108|0;f[e>>2]=42872;g=d+8|0;f[g>>2]=42888;a=d+72|0;c=f[a>>2]|0;if(c|0){gxb(g)|0;if(!(MBb(c)|0))f[a>>2]=0}if(b[d+104>>0]|0){a=f[d+40>>2]|0;if(a|0)tOb(a)}if(b[d+105>>0]|0){a=f[d+64>>2]|0;if(a|0)tOb(a)}oDb(g);aEb(d,42948);jDb(e);return}function txb(a){a=a|0;rxb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function uxb(a){a=a|0;f[a>>2]=42968;Af();return}function vxb(a){a=a|0;f[a>>2]=42968;Af();sOb(a);return}function wxb(a){a=a|0;f[a>>2]=42968;Bf();return}function xxb(a,b,c){a=a|0;b=b|0;c=c|0;Cf(a|0,c|0,178,b|0);return 1}function yxb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;Fh[f[(f[c>>2]|0)+8>>2]&255](c,a,b,d);return}function zxb(a){a=a|0;Af();return}function Axb(a){a=a|0;f[a>>2]=42984;return}function Bxb(a){a=a|0;return}function Cxb(a){a=a|0;yf()}function Dxb(a,b,c){a=a|0;b=b|0;c=c|0;Df(b|0,c|0);return}function Exb(){f[64804]=0;f[64805]=0;f[64806]=0;return}function Fxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+1056|0;h=i+8|0;g=i;e=i+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,245428)|0;LOb(259216,34);KOb(259216,245439)|0;j3a(e,c);c=e+11|0;j=b[c>>0]|0;k=j<<24>>24<0;JOb(259216,k?f[e>>2]|0:e,k?f[e+4>>2]|0:j&255)|0;if((b[c>>0]|0)<0)sOb(f[e>>2]|0);LOb(259216,34);f[g>>2]=69;ABb(e,245455,g)|0;KOb(259216,245458)|0;KOb(259216,e)|0;LOb(259216,34);k=uyb()|0;f[h>>2]=k;ABb(e,245455,h)|0;KOb(259216,245478)|0;KOb(259216,e)|0;LOb(259216,34);KOb(259216,245499)|0;j3a(h,d);k=h+11|0;j=b[k>>0]|0;g=j<<24>>24<0;JOb(259216,g?f[h>>2]|0:h,g?f[h+4>>2]|0:j&255)|0;if((b[k>>0]|0)>=0){LOb(259216,34);LOb(259216,125);k=b[259227]|0;g=k<<24>>24<0;j=f[64804]|0;h=f[64805]|0;k=k&255;j=g?j:259216;k=g?h:k;Dxb(a,j,k);u=i;return}sOb(f[h>>2]|0);LOb(259216,34);LOb(259216,125);k=b[259227]|0;g=k<<24>>24<0;j=f[64804]|0;h=f[64805]|0;k=k&255;j=g?j:259216;k=g?h:k;Dxb(a,j,k);u=i;return}function Gxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+96|0;k=r+16|0;j=r+8|0;i=r;h=r+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,245518)|0;LOb(259216,34);if(d|0){f[i>>2]=d;ABb(h,245455,i)|0;KOb(259216,245535)|0;KOb(259216,h)|0}if(e|0){f[j>>2]=e;ABb(h,245455,j)|0;KOb(259216,245549)|0;KOb(259216,h)|0}if(g!=-1.0){p[k>>3]=g;ABb(h,245564,k)|0;KOb(259216,245567)|0;KOb(259216,h)|0}d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)==(q|0)){LOb(259216,125);q=b[259227]|0;m=q<<24>>24<0;o=f[64804]|0;n=f[64805]|0;q=q&255;o=m?o:259216;q=m?n:q;Dxb(a,o,q);u=r;return}else{e=0;h=0;i=0;j=0;k=0;c=0;l=0;m=0;n=0;o=0}do{a:do switch(f[d>>2]|0){case 1:{if(e)e=1;else if(!(b[d+4>>0]|0)){KOb(259216,245605)|0;e=1;break a}else{KOb(259216,245584)|0;e=1;break a}break}case 2:{if(h)h=1;else if(!(b[d+4>>0]|0)){KOb(259216,245657)|0;h=1;break a}else{KOb(259216,245627)|0;h=1;break a}break}case 4:{if(o)o=1;else if(!(b[d+4>>0]|0)){KOb(259216,245710)|0;o=1;break a}else{KOb(259216,245688)|0;o=1;break a}break}case 8:{if(n)n=1;else if(!(b[d+4>>0]|0)){KOb(259216,245765)|0;n=1;break a}else{KOb(259216,245733)|0;n=1;break a}break}case 16:{if(m)m=1;else if(!(b[d+4>>0]|0)){KOb(259216,245828)|0;m=1;break a}else{KOb(259216,245798)|0;m=1;break a}break}case 32:{if(l)l=1;else if(!(b[d+4>>0]|0)){KOb(259216,245895)|0;l=1;break a}else{KOb(259216,245859)|0;l=1;break a}break}case 64:{if(c)c=1;else if(!(b[d+4>>0]|0)){KOb(259216,245971)|0;c=1;break a}else{KOb(259216,245932)|0;c=1;break a}break}case 128:{if(k)k=1;else if(!(b[d+4>>0]|0)){KOb(259216,246057)|0;k=1;break a}else{KOb(259216,246011)|0;k=1;break a}break}case 256:{if(j)j=1;else if(!(b[d+4>>0]|0)){KOb(259216,246142)|0;j=1;break a}else{KOb(259216,246104)|0;j=1;break a}break}case 0:{if(i)i=1;else if(!(b[d+4>>0]|0))i=1;else{KOb(259216,246181)|0;i=1}break}default:{}}while(0);d=d+8|0}while((d|0)!=(q|0));LOb(259216,125);q=b[259227]|0;m=q<<24>>24<0;o=f[64804]|0;n=f[64805]|0;q=q&255;o=m?o:259216;q=m?n:q;Dxb(a,o,q);u=r;return}function Hxb(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=+e;g=+g;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;h=k+16|0;i=k+8|0;j=k;p[h>>3]=d;p[i>>3]=e;p[j>>3]=g;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);if(c|0){KOb(259216,246209)|0;Ixb(c,12)}if(d>0.0){KOb(259216,246225)|0;Ixb(h,1)}if(g>0.0){KOb(259216,246245)|0;Ixb(j,1)}if(!(e>0.0)){LOb(259216,125);j=b[259227]|0;c=j<<24>>24<0;i=f[64804]|0;h=f[64805]|0;j=j&255;i=c?i:259216;j=c?h:j;Dxb(a,i,j);u=k;return}KOb(259216,246265)|0;Ixb(i,1);LOb(259216,125);j=b[259227]|0;c=j<<24>>24<0;i=f[64804]|0;h=f[64805]|0;j=j&255;i=c?i:259216;j=c?h:j;Dxb(a,i,j);u=k;return}function Ixb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+160|0;g=k+136|0;h=k;if(!c){KOb(259216,246284)|0;u=k;return}LOb(259216,91);i=h+4|0;f[h>>2]=15100;j=h+56|0;f[j>>2]=15120;tEb(h+56|0,i);f[h+128>>2]=0;f[h+132>>2]=-1;f[h>>2]=39656;f[h+56>>2]=39676;xEb(i);f[i>>2]=39692;e=h+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[h+52>>2]=16;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;k3a(i,g);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);d=h+(f[(f[h>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-261|256;f[h+(f[(f[h>>2]|0)+-12>>2]|0)+8>>2]=17;NEb(h,+p[a>>3])|0;if(c>>>0>1){d=1;do{b[g>>0]=44;l=m3a(h,g,1)|0;NEb(l,+p[a+(d<<3)>>3])|0;d=d+1|0}while((d|0)!=(c|0))}l3a(g,i);l=g+11|0;c=b[l>>0]|0;a=c<<24>>24<0;JOb(259216,a?f[g>>2]|0:g,a?f[g+4>>2]|0:c&255)|0;if((b[l>>0]|0)<0)sOb(f[g>>2]|0);LOb(259216,93);f[h>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(i);kEb(h,39752);jDb(j);u=k;return}function Jxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+80|0;h=i;g=i+8|0;if(!c){u=i;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246287)|0;LOb(259216,34);f[h>>2]=e;ABb(g,245455,h)|0;KOb(259216,245549)|0;KOb(259216,g)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function Kxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+160|0;l=p+136|0;m=p;if(!c){KOb(259216,246321)|0;u=p;return}LOb(259216,91);n=m+4|0;f[m>>2]=15100;o=m+56|0;f[o>>2]=15120;tEb(m+56|0,n);f[m+128>>2]=0;f[m+132>>2]=-1;f[m>>2]=39656;f[m+56>>2]=39676;xEb(n);f[n>>2]=39692;k=m+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[m+52>>2]=16;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;k3a(n,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);KEb(m,c)|0;b[l>>0]=44;d=m3a(m,l,1)|0;d=m3a(KEb(d,f[a>>2]|0)|0,246325,2)|0;KEb(d,f[a+4>>2]|0)|0;d=a;if(c>>>0>1){h=0;j=1;g=f[d>>2]|0;d=f[d+4>>2]|0;while(1){i=a+(j<<3)|0;do if((f[i>>2]|0)==(g|0)){e=a+(j<<3)+4|0;if((f[e>>2]|0)==(d+1|0)){d=h+1|0;break}if(h|0)KEb(m3a(m,246328,2)|0,h)|0;b[l>>0]=44;d=m3a(m,l,1)|0;KEb(d,f[e>>2]|0)|0;d=0}else{if(h|0)KEb(m3a(m,246328,2)|0,h)|0;d=m3a(m,246331,2)|0;d=m3a(KEb(d,f[i>>2]|0)|0,246325,2)|0;e=a+(j<<3)+4|0;KEb(d,f[e>>2]|0)|0;d=0}while(0);j=j+1|0;if((j|0)==(c|0))break;else{h=d;g=f[i>>2]|0;d=f[e>>2]|0}}if(d|0)KEb(m3a(m,246328,2)|0,d)|0}l3a(l,n);c=l+11|0;a=b[c>>0]|0;j=a<<24>>24<0;JOb(259216,j?f[l>>2]|0:l,j?f[l+4>>2]|0:a&255)|0;if((b[c>>0]|0)<0)sOb(f[l>>2]|0);KOb(259216,246334)|0;f[m>>2]=39656;f[o>>2]=39676;f[n>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(n);kEb(m,39752);jDb(o);u=p;return}function Lxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246337)|0;LOb(259216,34);if(e)KOb(259216,246363)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Mxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+80|0;i=j;h=j+8|0;if(!c){u=j;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246383)|0;LOb(259216,34);if(e|0){f[i>>2]=e;ABb(h,245455,i)|0;KOb(259216,245549)|0;KOb(259216,h)|0}if(g)KOb(259216,246415)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);i=b[259227]|0;h=i<<24>>24<0;Dxb(a,h?f[64804]|0:259216,h?f[64805]|0:i&255);u=j;return}function Nxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246428)|0;LOb(259216,34);if(e)KOb(259216,246363)|0;if(g)KOb(259216,246415)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);g=b[259227]|0;e=g<<24>>24<0;Dxb(a,e?f[64804]|0:259216,e?f[64805]|0:g&255);return}function Oxb(a,c){a=a|0;c=c|0;var d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246461)|0;LOb(259216,34);if(c)KOb(259216,246363)|0;LOb(259216,125);c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);return}function Pxb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;l=u;u=u+80|0;k=l;j=l+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246492)|0;LOb(259216,34);if(i|0){f[k>>2]=i;ABb(j,245455,k)|0;KOb(259216,246518)|0;KOb(259216,j)|0}if(e)KOb(259216,246415)|0;if(g)KOb(259216,246536)|0;if(h)KOb(259216,246561)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);k=b[259227]|0;j=k<<24>>24<0;Dxb(a,j?f[64804]|0:259216,j?f[64805]|0:k&255);u=l;return}function Qxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246584)|0;LOb(259216,34);if(d|0){KOb(259216,246312)|0;Kxb(d,c)}if(e|0){KOb(259216,246609)|0;Rxb(e,c*6|0)}LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Rxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+160|0;g=k+136|0;h=k;if(!c){KOb(259216,246284)|0;u=k;return}LOb(259216,91);i=h+4|0;f[h>>2]=15100;j=h+56|0;f[j>>2]=15120;tEb(h+56|0,i);f[h+128>>2]=0;f[h+132>>2]=-1;f[h>>2]=39656;f[h+56>>2]=39676;xEb(i);f[i>>2]=39692;e=h+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[h+52>>2]=16;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;k3a(i,g);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);d=h+(f[(f[h>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-261|256;f[h+(f[(f[h>>2]|0)+-12>>2]|0)+8>>2]=9;MEb(h,+n[a>>2])|0;if(c>>>0>1){d=1;do{b[g>>0]=44;l=m3a(h,g,1)|0;MEb(l,+n[a+(d<<2)>>2])|0;d=d+1|0}while((d|0)!=(c|0))}l3a(g,i);l=g+11|0;c=b[l>>0]|0;a=c<<24>>24<0;JOb(259216,a?f[g>>2]|0:g,a?f[g+4>>2]|0:c&255)|0;if((b[l>>0]|0)<0)sOb(f[g>>2]|0);LOb(259216,93);f[h>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(i);kEb(h,39752);jDb(j);u=k;return}function Sxb(a,c,d){a=a|0;c=c|0;d=d|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246623)|0;LOb(259216,34);if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function Txb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+96|0;n=o+24|0;m=o+16|0;l=o+8|0;k=o;j=o+32|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246662)|0;f[k>>2]=c;ABb(j,246673,k)|0;KOb(259216,j)|0;f[l>>2]=d;ABb(j,246693,l)|0;KOb(259216,j)|0;f[m>>2]=e;ABb(j,246716,m)|0;KOb(259216,j)|0;f[n>>2]=g;ABb(j,246735,n)|0;KOb(259216,j)|0;KOb(259216,246753)|0;Rxb(h,g<<2);KOb(259216,246764)|0;Rxb(i,3);LOb(259216,125);n=b[259227]|0;m=n<<24>>24<0;Dxb(a,m?f[64804]|0:259216,m?f[64805]|0:n&255);u=o;return}function Uxb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0;n=u;u=u+96|0;m=n+16|0;l=n+8|0;k=n;j=n+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246785)|0;f[k>>2]=c;ABb(j,246673,k)|0;KOb(259216,j)|0;f[l>>2]=d;ABb(j,246693,l)|0;KOb(259216,j)|0;f[m>>2]=e;ABb(j,246716,m)|0;KOb(259216,j)|0;KOb(259216,246796)|0;Rxb(g,3);KOb(259216,246811)|0;Rxb(h,3);KOb(259216,246753)|0;Rxb(i,20);LOb(259216,125);m=b[259227]|0;l=m<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:m&255);u=n;return}function Vxb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+96|0;m=n+24|0;l=n+16|0;k=n+8|0;j=n;i=n+32|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246829)|0;f[j>>2]=c;ABb(i,246673,j)|0;KOb(259216,i)|0;f[k>>2]=d;ABb(i,246693,k)|0;KOb(259216,i)|0;f[l>>2]=e;ABb(i,246716,l)|0;KOb(259216,i)|0;KOb(259216,246840)|0;Rxb(g,3);p[m>>3]=h;ABb(i,246858,m)|0;KOb(259216,i)|0;LOb(259216,125);m=b[259227]|0;l=m<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:m&255);u=n;return}function Wxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+80|0;h=i+8|0;g=i;e=i+16|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246878)|0;LOb(259216,34);f[g>>2]=c;ABb(e,246673,g)|0;KOb(259216,e)|0;f[h>>2]=d;ABb(e,246899,h)|0;KOb(259216,e)|0;h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function Xxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;k=u;u=u+96|0;j=k+16|0;i=k+8|0;h=k;g=k+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246923)|0;LOb(259216,34);f[h>>2]=c;ABb(g,246673,h)|0;KOb(259216,g)|0;f[i>>2]=d;ABb(g,246693,i)|0;KOb(259216,g)|0;f[j>>2]=e;ABb(g,246948,j)|0;KOb(259216,g)|0;j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function Yxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246970)|0;LOb(259216,34);KOb(259216,246993)|0;Kxb(d,c);KOb(259216,247007)|0;Kxb(e,c);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Zxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247020)|0;LOb(259216,34);KOb(259216,247039)|0;_xb(d,c);KOb(259216,247048)|0;Rxb(e,c*12|0);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function _xb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+160|0;j=o+136|0;l=o;if(!c){KOb(259216,246321)|0;u=o;return}LOb(259216,91);m=l+4|0;f[l>>2]=15100;n=l+56|0;f[n>>2]=15120;tEb(l+56|0,m);f[l+128>>2]=0;f[l+132>>2]=-1;f[l>>2]=39656;f[l+56>>2]=39676;xEb(m);f[m>>2]=39692;i=l+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[l+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(m,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);KEb(l,c)|0;k=f[a>>2]|0;h=0;e=0;d=k;while(1){if((k|0)==(d+1|0))d=e+1|0;else{if(e|0)KEb(m3a(l,246328,2)|0,e)|0;b[j>>0]=44;KEb(m3a(l,j,1)|0,k)|0;d=0}g=h+1|0;if((g|0)==(c|0))break;p=k;h=g;e=d;k=f[a+(g<<2)>>2]|0;d=p}if(d|0)KEb(m3a(l,246328,2)|0,d)|0;l3a(j,m);p=j+11|0;k=b[p>>0]|0;c=k<<24>>24<0;JOb(259216,c?f[j>>2]|0:j,c?f[j+4>>2]|0:k&255)|0;if((b[p>>0]|0)<0)sOb(f[j>>2]|0);LOb(259216,93);f[l>>2]=39656;f[n>>2]=39676;f[m>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(m);kEb(l,39752);jDb(n);u=o;return}function $xb(a,c,d){a=a|0;c=c|0;d=d|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247058)|0;LOb(259216,34);KOb(259216,247039)|0;_xb(d,c);LOb(259216,125);d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function ayb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+80|0;h=i;g=i+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247073)|0;LOb(259216,34);if(e|0){f[h>>2]=e;ABb(g,245455,h)|0;KOb(259216,246518)|0;KOb(259216,g)|0}KOb(259216,247039)|0;_xb(d,c);LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function byb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+96|0;j=m+16|0;k=m;i=m+24|0;l=d+4|0;if((f[d>>2]|0)==(f[l>>2]|0)){u=m;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247091)|0;LOb(259216,34);f[k>>2]=c;ABb(i,245455,k)|0;KOb(259216,247105)|0;KOb(259216,i)|0;if(h|0){f[j>>2]=h;ABb(i,245455,j)|0;KOb(259216,246518)|0;KOb(259216,i)|0}if(g)KOb(259216,246415)|0;KOb(259216,247122)|0;cyb(e);KOb(259216,247138)|0;c=f[d>>2]|0;g=f[l>>2]|0;if((c|0)!=(g|0)){h=k+11|0;i=k+4|0;do{LOb(259216,34);j3a(k,c);j=b[h>>0]|0;n=j<<24>>24<0;JOb(259216,n?f[k>>2]|0:k,n?f[i>>2]|0:j&255)|0;if((b[h>>0]|0)<0)sOb(f[k>>2]|0);KOb(259216,247179)|0;c=c+112|0}while((c|0)!=(g|0))}c=b[259227]|0;if(c<<24>>24<0){c=(f[64805]|0)+-1|0;f[64805]=c;c=(f[64804]|0)+c|0}else{c=(c&255)+-1|0;b[259227]=c;c=259216+c|0}b[c>>0]=0;LOb(259216,93);KOb(259216,247155)|0;c=f[d>>2]|0;g=f[l>>2]|0;if((c|0)!=(g|0))do{Ixb(c+16|0,12);LOb(259216,44);c=c+112|0}while((c|0)!=(g|0));c=b[259227]|0;if(c<<24>>24<0){c=(f[64805]|0)+-1|0;f[64805]=c;c=(f[64804]|0)+c|0}else{c=(c&255)+-1|0;b[259227]=c;c=259216+c|0}b[c>>0]=0;LOb(259216,93);LOb(259216,125);n=b[259227]|0;l=n<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:n&255);u=m;return}function cyb(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+160|0;c=i+136|0;d=i;e=d+4|0;f[d>>2]=15100;g=d+56|0;f[g>>2]=15120;tEb(d+56|0,e);f[d+128>>2]=0;f[d+132>>2]=-1;f[d>>2]=39656;f[d+56>>2]=39676;xEb(e);f[e>>2]=39692;h=d+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+52>>2]=16;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;k3a(e,c);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);j=d+(f[(f[d>>2]|0)+-12>>2]|0)+4|0;f[j>>2]=f[j>>2]&-261|256;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+8>>2]=17;NEb(d,a)|0;l3a(c,e);j=c+11|0;k=b[j>>0]|0;l=k<<24>>24<0;JOb(259216,l?f[c>>2]|0:c,l?f[c+4>>2]|0:k&255)|0;if((b[j>>0]|0)<0)sOb(f[c>>2]|0);f[d>>2]=39656;f[g>>2]=39676;f[e>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(e);kEb(d,39752);jDb(g);u=i;return}sOb(f[h>>2]|0);oDb(e);kEb(d,39752);jDb(g);u=i;return}function dyb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247182)|0;LOb(259216,34);KOb(259216,247200)|0;f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function eyb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247210)|0;LOb(259216,34);KOb(259216,247239)|0;f[e>>2]=c;f[e+4>>2]=d&255;fyb(e);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function fyb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+160|0;c=i+136|0;d=i;LOb(259216,91);e=d+4|0;f[d>>2]=15100;g=d+56|0;f[g>>2]=15120;tEb(d+56|0,e);f[d+128>>2]=0;f[d+132>>2]=-1;f[d>>2]=39656;f[d+56>>2]=39676;xEb(e);f[e>>2]=39692;h=d+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+52>>2]=16;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;k3a(e,c);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);KEb(d,f[a>>2]|0)|0;b[c>>0]=44;j=m3a(d,c,1)|0;KEb(j,f[a+4>>2]|0)|0;l3a(c,e);a=c+11|0;j=b[a>>0]|0;k=j<<24>>24<0;JOb(259216,k?f[c>>2]|0:c,k?f[c+4>>2]|0:j&255)|0;if((b[a>>0]|0)<0)sOb(f[c>>2]|0);LOb(259216,93);f[d>>2]=39656;f[g>>2]=39676;f[e>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(e);kEb(d,39752);jDb(g);u=i;return}sOb(f[h>>2]|0);oDb(e);kEb(d,39752);jDb(g);u=i;return}function gyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+32|0;h=i;g=i+8|0;c=c&1;c=d?c|2:c;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247248)|0;LOb(259216,34);KOb(259216,247269)|0;f[h>>2]=e?c|4:c;ABb(g,245455,h)|0;KOb(259216,g)|0;KOb(259216,247208)|0;h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function hyb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+48|0;j=k+8|0;i=k;h=k+16|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247278)|0;LOb(259216,34);KOb(259216,246312)|0;Kxb(d,c);f[i>>2]=e&65535;ABb(h,247296,i)|0;KOb(259216,h)|0;f[j>>2]=g&1;ABb(h,247307,j)|0;KOb(259216,h)|0;j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function iyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247320)|0;LOb(259216,34);KOb(259216,247341)|0;if(!c){KOb(259216,247355)|0;d=b[259227]|0;j=d<<24>>24<0;c=f[64804]|0;k=f[64805]|0;d=d&255;c=j?c:259216;d=j?k:d;Dxb(a,c,d);return}else k=0;do{if(k|0)LOb(259216,44);i=f[d+(k<<2)>>2]|0;LOb(259216,91);if(i){j=i<<5;g=0;h=e;while(1){if(g|0)LOb(259216,44);LOb(259216,91);cyb(+p[h>>3]);LOb(259216,44);cyb(+p[h+8>>3]);LOb(259216,44);cyb(+p[h+16>>3]);LOb(259216,44);cyb(+p[h+24>>3]);LOb(259216,93);g=g+1|0;if((g|0)==(i|0))break;else h=h+256|0}e=e+(j<<3)|0}LOb(259216,93);k=k+1|0}while((k|0)!=(c|0));KOb(259216,247355)|0;d=b[259227]|0;j=d<<24>>24<0;c=f[64804]|0;k=f[64805]|0;d=d&255;c=j?c:259216;d=j?k:d;Dxb(a,c,d);return}function jyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247358)|0;LOb(259216,34);KOb(259216,246312)|0;Kxb(d,c);KOb(259216,247372)|0;Rxb(e,3);KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function kyb(a){a=a|0;var c=0,d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247393)|0;KOb(259216,247405)|0;c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);return}function lyb(a,c){a=a|0;c=+c;var d=0,e=0,g=0;g=u;u=u+80|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247408)|0;LOb(259216,34);p[e>>3]=c;ABb(d,247430,e)|0;KOb(259216,d)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function myb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247455)|0;LOb(259216,34);KOb(259216,247470)|0;f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function nyb(a,c){a=a|0;c=+c;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247480)|0;LOb(259216,34);KOb(259216,247504)|0;p[e>>3]=c;ABb(d,245564,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function oyb(a){a=a|0;var c=0,d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247514)|0;LOb(259216,34);KOb(259216,247208)|0;c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);KOb(259216,247208)|0;d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function pyb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+80|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247526)|0;LOb(259216,34);if(c|0){f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,246518)|0;KOb(259216,d)|0}KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function qyb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l+16|0;j=l+8|0;i=l;h=l+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247541)|0;LOb(259216,34);KOb(259216,247548)|0;f[i>>2]=c;ABb(h,245455,i)|0;KOb(259216,h)|0;KOb(259216,247562)|0;f[j>>2]=d;ABb(h,245455,j)|0;KOb(259216,h)|0;KOb(259216,247570)|0;f[k>>2]=e;ABb(h,245455,k)|0;KOb(259216,h)|0;if(!g){KOb(259216,247208)|0;k=b[259227]|0;h=k<<24>>24<0;j=f[64804]|0;i=f[64805]|0;k=k&255;j=h?j:259216;k=h?i:k;Dxb(a,j,k);u=l;return}KOb(259216,246415)|0;KOb(259216,247208)|0;k=b[259227]|0;h=k<<24>>24<0;j=f[64804]|0;i=f[64805]|0;k=k&255;j=h?j:259216;k=h?i:k;Dxb(a,j,k);u=l;return}function ryb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l+16|0;j=l+8|0;i=l;h=l+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247579)|0;LOb(259216,34);if(g|0){f[i>>2]=g;ABb(h,245455,i)|0;KOb(259216,246518)|0;KOb(259216,h)|0}KOb(259216,247548)|0;f[j>>2]=c;ABb(h,245455,j)|0;KOb(259216,h)|0;KOb(259216,247592)|0;f[k>>2]=d;ABb(h,245455,k)|0;KOb(259216,h)|0;KOb(259216,247605)|0;Rxb(e,6);KOb(259216,247208)|0;k=b[259227]|0;j=k<<24>>24<0;Dxb(a,j?f[64804]|0:259216,j?f[64805]|0:k&255);u=l;return}function syb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=u;u=u+16|0;h=i;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247915)|0;LOb(259216,34);g=c?g:g|268435456;KOb(259216,247239)|0;f[h>>2]=d?g|33554432:g;f[h+4>>2]=e;fyb(h);LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function tyb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;k=u;u=u+80|0;j=k;i=k+8|0;if(!d){u=k;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;do switch(c|0){case 1:{c=245428;break}case 2:{c=245518;break}case 3:{c=246197;break}case 4:{c=247091;break}case 5:{c=247073;break}case 6:{c=246287;break}case 7:{c=246337;break}case 8:{c=246383;break}case 9:{c=246428;break}case 10:{c=246461;break}case 11:{c=246492;break}case 12:{c=246584;break}case 13:{c=246623;break}case 14:{c=247541;break}case 15:{c=247579;break}case 16:{c=247514;break}case 17:{c=247526;break}case 18:{c=247182;break}case 19:{c=247455;break}case 20:{c=247480;break}case 21:{c=248054;break}case 22:{c=248037;break}case 23:{c=248019;break}case 24:{c=248001;break}case 25:{c=247980;break}case 26:{c=247961;break}case 27:{c=247936;break}case 28:{c=247915;break}case 29:{c=247879;break}case 30:{c=247840;break}case 31:{c=247797;break}case 32:{c=247751;break}case 33:{c=246639;break}case 34:{c=246878;break}case 35:{c=246923;break}case 36:{c=246970;break}case 37:{c=247020;break}case 38:{c=247058;break}case 39:{c=247210;break}case 40:{c=247248;break}case 41:{c=247278;break}case 42:{c=247320;break}case 43:{c=247358;break}case 44:{c=247408;break}case 45:{c=247393;break}case 46:{c=247732;break}case 47:{c=247711;break}case 48:{c=247687;break}case 49:{c=247683;break}case 50:{c=247679;break}case 51:{c=247664;break}case 52:{c=247649;break}case 53:{c=247634;break}case 54:{c=247618;break}default:c=0}while(0);KOb(259216,c)|0;LOb(259216,34);if(g)KOb(259216,246415)|0;if(h|0){f[j>>2]=h;ABb(i,245455,j)|0;KOb(259216,246518)|0;KOb(259216,i)|0}KOb(259216,248071)|0;Kxb(e,d);LOb(259216,125);j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function uyb(){return -419657338}function vyb(){wyb();return}function wyb(){xyb(0);return}function 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if(!(a&1)){d=f[c>>2]|0;if(!(a&3))return;h=c+(0-d)|0;g=d+b|0;if(h>>>0<e>>>0)return;if((f[64812]|0)==(h|0)){a=j+4|0;b=f[a>>2]|0;if((b&3|0)!=3){i=h;b=g;break}f[64809]=g;f[a>>2]=b&-2;f[h+4>>2]=g|1;f[h+g>>2]=g;return}c=d>>>3;if(d>>>0<256){a=f[h+8>>2]|0;b=f[h+12>>2]|0;if((b|0)==(a|0)){f[64807]=f[64807]&~(1<<c);i=h;b=g;break}else{f[a+12>>2]=b;f[b+8>>2]=a;i=h;b=g;break}}e=f[h+24>>2]|0;a=f[h+12>>2]|0;do if((a|0)==(h|0)){c=h+16|0;b=c+4|0;a=f[b>>2]|0;if(!a){a=f[c>>2]|0;if(!a){a=0;break}else b=c}while(1){c=a+20|0;d=f[c>>2]|0;if(d|0){a=d;b=c;continue}c=a+16|0;d=f[c>>2]|0;if(!d)break;else{a=d;b=c}}f[b>>2]=0}else{i=f[h+8>>2]|0;f[i+12>>2]=a;f[a+8>>2]=i}while(0);if(!e){i=h;b=g}else{b=f[h+28>>2]|0;c=259532+(b<<2)|0;if((f[c>>2]|0)==(h|0)){f[c>>2]=a;if(!a){f[64808]=f[64808]&~(1<<b);i=h;b=g;break}}else{f[e+16+(((f[e+16>>2]|0)!=(h|0)&1)<<2)>>2]=a;if(!a){i=h;b=g;break}}f[a+24>>2]=e;b=h+16|0;c=f[b>>2]|0;if(c|0){f[a+16>>2]=c;f[c+24>>2]=a}b=f[b+4>>2]|0;if(!b){i=h;b=g}else{f[a+20>>2]=b;f[b+24>>2]=a;i=h;b=g}}}else{i=c;h=c}while(0);if(h>>>0>=j>>>0)return;a=j+4|0;d=f[a>>2]|0;if(!(d&1))return;if(!(d&2)){if((f[64813]|0)==(j|0)){j=(f[64810]|0)+b|0;f[64810]=j;f[64813]=i;f[i+4>>2]=j|1;if((i|0)!=(f[64812]|0))return;f[64812]=0;f[64809]=0;return}if((f[64812]|0)==(j|0)){j=(f[64809]|0)+b|0;f[64809]=j;f[64812]=h;f[i+4>>2]=j|1;f[h+j>>2]=j;return}e=(d&-8)+b|0;c=d>>>3;do if(d>>>0<256){b=f[j+8>>2]|0;a=f[j+12>>2]|0;if((a|0)==(b|0)){f[64807]=f[64807]&~(1<<c);break}else{f[b+12>>2]=a;f[a+8>>2]=b;break}}else{g=f[j+24>>2]|0;a=f[j+12>>2]|0;do if((a|0)==(j|0)){c=j+16|0;b=c+4|0;a=f[b>>2]|0;if(!a){a=f[c>>2]|0;if(!a){c=0;break}else 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if(e>>>0>16777215)a=31;else{h=(a+1048320|0)>>>16&8;j=a<<h;g=(j+520192|0)>>>16&4;j=j<<g;a=(j+245760|0)>>>16&2;a=14-(g|h|a)+(j<<a>>>15)|0;a=e>>>(a+7|0)&1|a<<1}d=259532+(a<<2)|0;f[i+28>>2]=a;f[i+20>>2]=0;f[i+16>>2]=0;b=f[64808]|0;c=1<<a;do if(!(b&c)){f[64808]=b|c;f[d>>2]=i;f[i+24>>2]=d;f[i+12>>2]=i;f[i+8>>2]=i}else{b=e<<((a|0)==31?0:25-(a>>>1)|0);c=f[d>>2]|0;while(1){if((f[c+4>>2]&-8|0)==(e|0)){a=73;break}d=c+16+(b>>>31<<2)|0;a=f[d>>2]|0;if(!a){a=72;break}else{b=b<<1;c=a}}if((a|0)==72){f[d>>2]=i;f[i+24>>2]=c;f[i+12>>2]=i;f[i+8>>2]=i;break}else if((a|0)==73){h=c+8|0;j=f[h>>2]|0;f[j+12>>2]=i;f[h>>2]=i;f[i+8>>2]=j;f[i+12>>2]=c;f[i+24>>2]=0;break}}while(0);j=(f[64815]|0)+-1|0;f[64815]=j;if(!j)a=259684;else return;while(1){a=f[a>>2]|0;if(!a)break;else a=a+8|0}f[64815]=-1;return}function aAb(a,b){a=a|0;b=b|0;var c=0,d=0;if(!a){b=_zb(b)|0;return b|0}if(b>>>0>4294967231){b=hAb()|0;f[b>>2]=12;b=0;return b|0}c=bAb(a+-8|0,b>>>0<11?16:b+11&-8)|0;if(c|0){b=c+8|0;return b|0}c=_zb(b)|0;if(!c){b=0;return b|0}d=f[a+-4>>2]|0;d=(d&-8)-((d&3|0)==0?8:4)|0;bQb(c|0,a|0,(d>>>0<b>>>0?d:b)|0)|0;$zb(a);b=c;return b|0}function bAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;m=f[l>>2]|0;c=m&-8;i=a+c|0;if(!(m&3)){if(b>>>0<256){a=0;return a|0}if(c>>>0>=(b+4|0)>>>0)if((c-b|0)>>>0<=f[64927]<<1>>>0)return a|0;a=0;return a|0}if(c>>>0>=b>>>0){c=c-b|0;if(c>>>0<=15)return a|0;k=a+b|0;f[l>>2]=m&1|b|2;f[k+4>>2]=c|3;m=i+4|0;f[m>>2]=f[m>>2]|1;cAb(k,c);return a|0}if((f[64813]|0)==(i|0)){k=(f[64810]|0)+c|0;c=k-b|0;d=a+b|0;if(k>>>0<=b>>>0){a=0;return a|0}f[l>>2]=m&1|b|2;f[d+4>>2]=c|1;f[64813]=d;f[64810]=c;return a|0}if((f[64812]|0)==(i|0)){d=(f[64809]|0)+c|0;if(d>>>0<b>>>0){a=0;return a|0}c=d-b|0;if(c>>>0>15){k=a+b|0;d=a+d|0;f[l>>2]=m&1|b|2;f[k+4>>2]=c|1;f[d>>2]=c;d=d+4|0;f[d>>2]=f[d>>2]&-2;d=k}else{f[l>>2]=m&1|d|2;d=a+d+4|0;f[d>>2]=f[d>>2]|1;d=0;c=0}f[64809]=c;f[64812]=d;return a|0}d=f[i+4>>2]|0;if(d&2|0){a=0;return a|0}j=(d&-8)+c|0;if(j>>>0<b>>>0){a=0;return a|0}k=j-b|0;e=d>>>3;do if(d>>>0<256){d=f[i+8>>2]|0;c=f[i+12>>2]|0;if((c|0)==(d|0)){f[64807]=f[64807]&~(1<<e);break}else{f[d+12>>2]=c;f[c+8>>2]=d;break}}else{h=f[i+24>>2]|0;c=f[i+12>>2]|0;do if((c|0)==(i|0)){e=i+16|0;d=e+4|0;c=f[d>>2]|0;if(!c){c=f[e>>2]|0;if(!c){e=0;break}else g=e}else g=d;while(1){e=c+20|0;d=f[e>>2]|0;if(d|0){c=d;g=e;continue}d=c+16|0;e=f[d>>2]|0;if(!e)break;else{c=e;g=d}}f[g>>2]=0;e=c}else{e=f[i+8>>2]|0;f[e+12>>2]=c;f[c+8>>2]=e;e=c}while(0);if(h|0){c=f[i+28>>2]|0;d=259532+(c<<2)|0;if((f[d>>2]|0)==(i|0)){f[d>>2]=e;if(!e){f[64808]=f[64808]&~(1<<c);break}}else{f[h+16+(((f[h+16>>2]|0)!=(i|0)&1)<<2)>>2]=e;if(!e)break}f[e+24>>2]=h;c=i+16|0;d=f[c>>2]|0;if(d|0){f[e+16>>2]=d;f[d+24>>2]=e}c=f[c+4>>2]|0;if(c|0){f[e+20>>2]=c;f[c+24>>2]=e}}}while(0);if(k>>>0<16){f[l>>2]=j|m&1|2;m=a+j+4|0;f[m>>2]=f[m>>2]|1;return a|0}else{i=a+b|0;f[l>>2]=m&1|b|2;f[i+4>>2]=k|3;m=a+j+4|0;f[m>>2]=f[m>>2]|1;cAb(i,k);return a|0}return 0}function cAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+b|0;c=f[a+4>>2]|0;do if(!(c&1)){e=f[a>>2]|0;if(!(c&3))return;h=a+(0-e)|0;b=e+b|0;if((f[64812]|0)==(h|0)){a=i+4|0;c=f[a>>2]|0;if((c&3|0)!=3)break;f[64809]=b;f[a>>2]=c&-2;f[h+4>>2]=b|1;f[i>>2]=b;return}d=e>>>3;if(e>>>0<256){a=f[h+8>>2]|0;c=f[h+12>>2]|0;if((c|0)==(a|0)){f[64807]=f[64807]&~(1<<d);break}else{f[a+12>>2]=c;f[c+8>>2]=a;break}}g=f[h+24>>2]|0;a=f[h+12>>2]|0;do if((a|0)==(h|0)){d=h+16|0;c=d+4|0;a=f[c>>2]|0;if(!a){a=f[d>>2]|0;if(!a){a=0;break}else c=d}while(1){d=a+20|0;e=f[d>>2]|0;if(e|0){a=e;c=d;continue}d=a+16|0;e=f[d>>2]|0;if(!e)break;else{a=e;c=d}}f[c>>2]=0}else{e=f[h+8>>2]|0;f[e+12>>2]=a;f[a+8>>2]=e}while(0);if(g){c=f[h+28>>2]|0;d=259532+(c<<2)|0;if((f[d>>2]|0)==(h|0)){f[d>>2]=a;if(!a){f[64808]=f[64808]&~(1<<c);break}}else{f[g+16+(((f[g+16>>2]|0)!=(h|0)&1)<<2)>>2]=a;if(!a)break}f[a+24>>2]=g;c=h+16|0;d=f[c>>2]|0;if(d|0){f[a+16>>2]=d;f[d+24>>2]=a}c=f[c+4>>2]|0;if(c){f[a+20>>2]=c;f[c+24>>2]=a}}}else h=a;while(0);a=i+4|0;d=f[a>>2]|0;if(!(d&2)){if((f[64813]|0)==(i|0)){i=(f[64810]|0)+b|0;f[64810]=i;f[64813]=h;f[h+4>>2]=i|1;if((h|0)!=(f[64812]|0))return;f[64812]=0;f[64809]=0;return}if((f[64812]|0)==(i|0)){i=(f[64809]|0)+b|0;f[64809]=i;f[64812]=h;f[h+4>>2]=i|1;f[h+i>>2]=i;return}e=(d&-8)+b|0;c=d>>>3;do if(d>>>0<256){a=f[i+8>>2]|0;b=f[i+12>>2]|0;if((b|0)==(a|0)){f[64807]=f[64807]&~(1<<c);break}else{f[a+12>>2]=b;f[b+8>>2]=a;break}}else{g=f[i+24>>2]|0;b=f[i+12>>2]|0;do if((b|0)==(i|0)){c=i+16|0;a=c+4|0;b=f[a>>2]|0;if(!b){b=f[c>>2]|0;if(!b){c=0;break}else a=c}while(1){c=b+20|0;d=f[c>>2]|0;if(d|0){b=d;a=c;continue}c=b+16|0;d=f[c>>2]|0;if(!d)break;else{b=d;a=c}}f[a>>2]=0;c=b}else{c=f[i+8>>2]|0;f[c+12>>2]=b;f[b+8>>2]=c;c=b}while(0);if(g|0){b=f[i+28>>2]|0;a=259532+(b<<2)|0;if((f[a>>2]|0)==(i|0)){f[a>>2]=c;if(!c){f[64808]=f[64808]&~(1<<b);break}}else{f[g+16+(((f[g+16>>2]|0)!=(i|0)&1)<<2)>>2]=c;if(!c)break}f[c+24>>2]=g;b=i+16|0;a=f[b>>2]|0;if(a|0){f[c+16>>2]=a;f[a+24>>2]=c}b=f[b+4>>2]|0;if(b|0){f[c+20>>2]=b;f[b+24>>2]=c}}}while(0);f[h+4>>2]=e|1;f[h+e>>2]=e;if((h|0)==(f[64812]|0)){f[64809]=e;return}}else{f[a>>2]=d&-2;f[h+4>>2]=b|1;f[h+b>>2]=b;e=b}b=e>>>3;if(e>>>0<256){c=259268+(b<<1<<2)|0;a=f[64807]|0;b=1<<b;if(!(a&b)){f[64807]=a|b;b=c;a=c+8|0}else{a=c+8|0;b=f[a>>2]|0}f[a>>2]=h;f[b+12>>2]=h;f[h+8>>2]=b;f[h+12>>2]=c;return}b=e>>>8;if(!b)b=0;else if(e>>>0>16777215)b=31;else{g=(b+1048320|0)>>>16&8;i=b<<g;d=(i+520192|0)>>>16&4;i=i<<d;b=(i+245760|0)>>>16&2;b=14-(d|g|b)+(i<<b>>>15)|0;b=e>>>(b+7|0)&1|b<<1}d=259532+(b<<2)|0;f[h+28>>2]=b;f[h+20>>2]=0;f[h+16>>2]=0;a=f[64808]|0;c=1<<b;if(!(a&c)){f[64808]=a|c;f[d>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;return}a=e<<((b|0)==31?0:25-(b>>>1)|0);c=f[d>>2]|0;while(1){if((f[c+4>>2]&-8|0)==(e|0)){b=69;break}d=c+16+(a>>>31<<2)|0;b=f[d>>2]|0;if(!b){b=68;break}else{a=a<<1;c=b}}if((b|0)==68){f[d>>2]=h;f[h+24>>2]=c;f[h+12>>2]=h;f[h+8>>2]=h;return}else if((b|0)==69){g=c+8|0;i=f[g>>2]|0;f[i+12>>2]=h;f[g>>2]=h;f[h+8>>2]=i;f[h+12>>2]=c;f[h+24>>2]=0;return}}function dAb(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;a=iAb(f[a+60>>2]|0)|0;f[c>>2]=a;a=gAb(Fc(6,c|0)|0)|0;u=b;return a|0}function eAb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+48|0;k=m+16|0;g=m;e=m+32|0;i=a+28|0;d=f[i>>2]|0;f[e>>2]=d;j=a+20|0;d=(f[j>>2]|0)-d|0;f[e+4>>2]=d;f[e+8>>2]=b;f[e+12>>2]=c;d=d+c|0;h=a+60|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;f[g+8>>2]=2;g=gAb(Bc(146,g|0)|0)|0;a:do if((d|0)==(g|0))l=3;else{b=2;while(1){if((g|0)<0)break;d=d-g|0;o=f[e+4>>2]|0;n=g>>>0>o>>>0;e=n?e+8|0:e;b=b+(n<<31>>31)|0;o=g-(n?o:0)|0;f[e>>2]=(f[e>>2]|0)+o;n=e+4|0;f[n>>2]=(f[n>>2]|0)-o;f[k>>2]=f[h>>2];f[k+4>>2]=e;f[k+8>>2]=b;g=gAb(Bc(146,k|0)|0)|0;if((d|0)==(g|0)){l=3;break a}}f[a+16>>2]=0;f[i>>2]=0;f[j>>2]=0;f[a>>2]=f[a>>2]|32;if((b|0)==2)c=0;else c=c-(f[e+4>>2]|0)|0}while(0);if((l|0)==3){o=f[a+44>>2]|0;f[a+16>>2]=o+(f[a+48>>2]|0);f[i>>2]=o;f[j>>2]=o}u=m;return c|0}function fAb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+32|0;g=e;d=e+20|0;f[g>>2]=f[a+60>>2];f[g+4>>2]=0;f[g+8>>2]=b;f[g+12>>2]=d;f[g+16>>2]=c;if((gAb(zc(140,g|0)|0)|0)<0){f[d>>2]=-1;a=-1}else a=f[d>>2]|0;u=e;return a|0}function gAb(a){a=a|0;var b=0;if(a>>>0>4294963200){b=hAb()|0;f[b>>2]=0-a;a=-1}return a|0}function hAb(){return 259748}function iAb(a){a=a|0;return a|0}function jAb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+32|0;e=g;f[a+36>>2]=135;if(!(f[a>>2]&64)){f[e>>2]=f[a+60>>2];f[e+4>>2]=21523;f[e+8>>2]=g+16;if(Ec(54,e|0)|0)b[a+75>>0]=-1}e=eAb(a,c,d)|0;u=g;return e|0}function kAb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;e=k;i=k+16|0;f[i>>2]=c;g=i+4|0;j=a+48|0;l=f[j>>2]|0;f[g>>2]=d-((l|0)!=0&1);h=a+44|0;f[i+8>>2]=f[h>>2];f[i+12>>2]=l;f[e>>2]=f[a+60>>2];f[e+4>>2]=i;f[e+8>>2]=2;e=gAb(Ac(145,e|0)|0)|0;if((e|0)<1)f[a>>2]=f[a>>2]|e&48^16;else{i=f[g>>2]|0;if(e>>>0>i>>>0){g=f[h>>2]|0;h=a+4|0;f[h>>2]=g;f[a+8>>2]=g+(e-i);if(!(f[j>>2]|0))e=d;else{f[h>>2]=g+1;b[c+(d+-1)>>0]=b[g>>0]|0;e=d}}}u=k;return e|0}function lAb(a){a=a|0;var b=0;b=(mAb(a)|0)==0;return (b?a:a|32)|0}function mAb(a){a=a|0;return (a+-65|0)>>>0<26|0}function nAb(a){a=a|0;var b=0;b=a;while(1)if(!(f[b>>2]|0))break;else b=b+4|0;return b-a>>2|0}function oAb(a,c){a=a|0;c=c|0;var d=0,e=0;d=b[a>>0]|0;e=b[c>>0]|0;if(d<<24>>24==0?1:d<<24>>24!=e<<24>>24)a=e;else{do{a=a+1|0;c=c+1|0;d=b[a>>0]|0;e=b[c>>0]|0}while(!(d<<24>>24==0?1:d<<24>>24!=e<<24>>24));a=e}return (d&255)-(a&255)|0}function pAb(a){a=a|0;var c=0,d=0,e=0;e=a;a:do if(!(e&3))d=4;else{c=e;while(1){if(!(b[a>>0]|0)){a=c;break a}a=a+1|0;c=a;if(!(c&3)){d=4;break}}}while(0);if((d|0)==4){while(1){c=f[a>>2]|0;if(!((c&-2139062144^-2139062144)&c+-16843009))a=a+4|0;else break}if((c&255)<<24>>24)do a=a+1|0;while((b[a>>0]|0)!=0)}return a-e|0}function qAb(){return 43664}function rAb(a){a=a|0;return (a+-97|0)>>>0<26|0}function sAb(a){a=a|0;var b=0;b=(rAb(a)|0)==0;return (b?a:a&95)|0}function tAb(a,b){a=a|0;b=b|0;return uAb(a)|0}function uAb(a){a=a|0;return (a+-48|0)>>>0<10|0}function vAb(a,b,c){a=a|0;b=b|0;c=c|0;c=wAb(a,b,c,-1,0)|0;return c|0}function wAb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+128|0;h=j;f[h>>2]=0;i=h+4|0;f[i>>2]=a;f[h+44>>2]=a;g=h+8|0;f[g>>2]=(a|0)<0?-1:a+2147483647|0;f[h+76>>2]=-1;xAb(h,0);c=yAb(h,c,1,d,e)|0;if(b|0)f[b>>2]=a+((f[i>>2]|0)+(f[h+108>>2]|0)-(f[g>>2]|0));u=j;return c|0}function xAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;f[a+104>>2]=b;c=f[a+8>>2]|0;d=f[a+4>>2]|0;e=c-d|0;f[a+108>>2]=e;f[a+100>>2]=(b|0)!=0&(e|0)>(b|0)?d+b|0:c;return}function yAb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;a:do if(c>>>0>36){g=hAb()|0;f[g>>2]=22;g=0;e=0}else{r=a+4|0;q=a+100|0;do{i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0}while((AAb(i)|0)!=0);b:do switch(i|0){case 43:case 45:{i=((i|0)==45)<<31>>31;j=f[r>>2]|0;if(j>>>0<(f[q>>2]|0)>>>0){f[r>>2]=j+1;p=i;i=h[j>>0]|0;break b}else{p=i;i=zAb(a)|0;break b}}default:p=0}while(0);j=(c|0)==0;do if((c|16|0)==16&(i|0)==48){i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((i|32|0)!=120)if(j){c=8;n=46;break}else{n=32;break}i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((h[249375+i>>0]|0)>15){e=(f[q>>2]|0)==0;if(!e)f[r>>2]=(f[r>>2]|0)+-1;if(!d){xAb(a,0);g=0;e=0;break a}if(e){g=0;e=0;break a}f[r>>2]=(f[r>>2]|0)+-1;g=0;e=0;break a}else{c=16;n=46}}else{c=j?10:c;if(c>>>0>(h[249375+i>>0]|0)>>>0)n=32;else{if(f[q>>2]|0)f[r>>2]=(f[r>>2]|0)+-1;xAb(a,0);g=hAb()|0;f[g>>2]=22;g=0;e=0;break a}}while(0);c:do if((n|0)==32)if((c|0)==10){c=i+-48|0;if(c>>>0<10){i=0;j=c;do{i=(i*10|0)+j|0;c=f[r>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[r>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;j=c+-48|0}while(j>>>0<10&i>>>0<429496729);d=0}else{c=i;i=0;d=0}k=c+-48|0;if(k>>>0<10){j=c;do{c=WPb(i|0,d|0,10,0)|0;l=I;m=((k|0)<0)<<31>>31;o=~m;if(l>>>0>o>>>0|(l|0)==(o|0)&c>>>0>~k>>>0){c=10;n=72;break c}i=QPb(c|0,l|0,k|0,m|0)|0;d=I;c=f[r>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[r>>2]=c+1;j=h[c>>0]|0}else 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i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+64|0;B=F+16|0;C=F;z=F+24|0;D=F+8|0;E=F+20|0;f[B>>2]=c;w=(a|0)!=0;x=z+40|0;y=x;z=z+39|0;A=D+4|0;i=0;c=0;k=0;a:while(1){do if((c|0)>-1)if((i|0)>(2147483647-c|0)){c=hAb()|0;f[c>>2]=75;c=-1;break}else{c=i+c|0;break}while(0);q=f[B>>2]|0;i=b[q>>0]|0;if(!(i<<24>>24)){v=88;break}else j=q;b:while(1){switch(i<<24>>24){case 37:{i=j;v=9;break b}case 0:{i=j;break b}default:{}}t=j+1|0;f[B>>2]=t;i=b[t>>0]|0;j=t}c:do if((v|0)==9)while(1){v=0;if((b[j+1>>0]|0)!=37)break c;i=i+1|0;j=j+2|0;f[B>>2]=j;if((b[j>>0]|0)!=37)break;else v=9}while(0);i=i-q|0;if(w)bBb(a,q,i);if(i|0)continue;t=(uAb(b[(f[B>>2]|0)+1>>0]|0)|0)==0;j=f[B>>2]|0;if(t){r=-1;l=k;i=1}else if((b[j+2>>0]|0)==36){r=(b[j+1>>0]|0)+-48|0;l=1;i=3}else{r=-1;l=k;i=1}i=j+i|0;f[B>>2]=i;j=b[i>>0]|0;t=(j<<24>>24)+-32|0;if(t>>>0>31|(1<<t&75913|0)==0)k=0;else{k=0;do{k=1<<(j<<24>>24)+-32|k;i=i+1|0;f[B>>2]=i;j=b[i>>0]|0;t=(j<<24>>24)+-32|0}while(!(t>>>0>31|(1<<t&75913|0)==0))}if(j<<24>>24==42){if(!(uAb(b[i+1>>0]|0)|0))v=23;else{j=f[B>>2]|0;if((b[j+2>>0]|0)==36){i=j+1|0;f[h+((b[i>>0]|0)+-48<<2)>>2]=10;i=f[g+((b[i>>0]|0)+-48<<3)>>2]|0;l=1;j=j+3|0}else v=23}if((v|0)==23){v=0;if(l|0){c=-1;break}if(w){t=(f[e>>2]|0)+(4-1)&~(4-1);i=f[t>>2]|0;f[e>>2]=t+4}else i=0;l=0;j=(f[B>>2]|0)+1|0}f[B>>2]=j;s=(i|0)<0;t=s?0-i|0:i;k=s?k|8192:k;s=l;i=j}else{i=cBb(B)|0;if((i|0)<0){c=-1;break}t=i;s=l;i=f[B>>2]|0}do if((b[i>>0]|0)==46){if((b[i+1>>0]|0)!=42){f[B>>2]=i+1;n=cBb(B)|0;i=f[B>>2]|0;break}if(uAb(b[i+2>>0]|0)|0){i=f[B>>2]|0;if((b[i+3>>0]|0)==36){n=i+2|0;f[h+((b[n>>0]|0)+-48<<2)>>2]=10;n=f[g+((b[n>>0]|0)+-48<<3)>>2]|0;i=i+4|0;f[B>>2]=i;break}}if(s|0){c=-1;break a}if(w){o=(f[e>>2]|0)+(4-1)&~(4-1);i=f[o>>2]|0;f[e>>2]=o+4}else i=0;o=(f[B>>2]|0)+2|0;f[B>>2]=o;n=i;i=o}else n=-1;while(0);o=0;while(1){if(((b[i>>0]|0)+-65|0)>>>0>57){c=-1;break a}j=i;i=i+1|0;f[B>>2]=i;j=b[(b[j>>0]|0)+-65+(249751+(o*58|0))>>0]|0;l=j&255;if((l+-1|0)>>>0>=8)break;else o=l}if(!(j<<24>>24)){c=-1;break}m=(r|0)>-1;do if(j<<24>>24==19)if(m){c=-1;break a}else v=50;else{if(m){f[h+(r<<2)>>2]=l;m=g+(r<<3)|0;r=f[m+4>>2]|0;v=C;f[v>>2]=f[m>>2];f[v+4>>2]=r;v=50;break}if(!w){c=0;break a}dBb(C,l,e);i=f[B>>2]|0}while(0);if((v|0)==50){v=0;if(!w){i=0;k=s;continue}}j=b[i+-1>>0]|0;j=(o|0)!=0&(j&15|0)==3?j&-33:j;i=k&-65537;r=(k&8192|0)==0?k:i;d:do switch(j|0){case 110:switch((o&255)<<24>>24){case 0:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 1:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 2:{i=f[C>>2]|0;f[i>>2]=c;f[i+4>>2]=((c|0)<0)<<31>>31;i=0;k=s;continue a}case 3:{d[f[C>>2]>>1]=c;i=0;k=s;continue a}case 4:{b[f[C>>2]>>0]=c;i=0;k=s;continue a}case 6:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 7:{i=f[C>>2]|0;f[i>>2]=c;f[i+4>>2]=((c|0)<0)<<31>>31;i=0;k=s;continue a}default:{i=0;k=s;continue a}}case 112:{j=120;i=n>>>0>8?n:8;k=r|8;v=62;break}case 88:case 120:{i=n;k=r;v=62;break}case 111:{j=C;i=f[j>>2]|0;j=f[j+4>>2]|0;m=fBb(i,j,x)|0;k=y-m|0;o=0;l=250215;n=(r&8|0)==0|(n|0)>(k|0)?n:k+1|0;k=r;v=68;break}case 105:case 100:{j=C;i=f[j>>2]|0;j=f[j+4>>2]|0;if((j|0)<0){i=RPb(0,0,i|0,j|0)|0;j=I;k=C;f[k>>2]=i;f[k+4>>2]=j;k=1;l=250215;v=67;break d}else{k=(r&2049|0)!=0&1;l=(r&2048|0)==0?((r&1|0)==0?250215:250217):250216;v=67;break d}}case 117:{j=C;k=0;l=250215;i=f[j>>2]|0;j=f[j+4>>2]|0;v=67;break}case 99:{b[z>>0]=f[C>>2];q=z;o=0;l=250215;m=x;j=1;break}case 109:{j=hAb()|0;j=hBb(f[j>>2]|0)|0;v=72;break}case 115:{j=f[C>>2]|0;j=j|0?j:250225;v=72;break}case 67:{f[D>>2]=f[C>>2];f[A>>2]=0;f[C>>2]=D;n=-1;k=D;v=76;break}case 83:{i=f[C>>2]|0;if(!n){iBb(a,32,t,0,r);i=0;v=85}else{k=i;v=76}break}case 65:case 71:case 70:case 69:case 97:case 103:case 102:case 101:{i=kBb(a,+p[C>>3],t,n,r,j)|0;k=s;continue a}default:{o=0;l=250215;m=x;j=n;i=r}}while(0);e:do if((v|0)==62){r=C;q=f[r>>2]|0;r=f[r+4>>2]|0;m=eBb(q,r,x,j&32)|0;l=(k&8|0)==0|(q|0)==0&(r|0)==0;o=l?0:2;l=l?250215:250215+(j>>4)|0;n=i;i=q;j=r;v=68}else if((v|0)==67){m=gBb(i,j,x)|0;o=k;k=r;v=68}else if((v|0)==72){v=0;r=TAb(j,0,n)|0;k=(r|0)==0;q=j;o=0;l=250215;m=k?j+n|0:r;j=k?n:r-j|0}else if((v|0)==76){v=0;m=k;i=0;j=0;while(1){l=f[m>>2]|0;if(!l)break;j=jBb(E,l)|0;if((j|0)<0|j>>>0>(n-i|0)>>>0)break;i=j+i|0;if(n>>>0>i>>>0)m=m+4|0;else break}if((j|0)<0){c=-1;break a}iBb(a,32,t,i,r);if(!i){i=0;v=85}else{l=0;while(1){j=f[k>>2]|0;if(!j){v=85;break e}j=jBb(E,j)|0;l=j+l|0;if((l|0)>(i|0)){v=85;break e}bBb(a,E,j);if(l>>>0>=i>>>0){v=85;break}else k=k+4|0}}}while(0);if((v|0)==68){v=0;j=(i|0)!=0|(j|0)!=0;i=(n|0)!=0|j;j=y-m+((j^1)&1)|0;q=i?m:x;m=x;j=i?((n|0)>(j|0)?n:j):n;i=(n|0)>-1?k&-65537:k}else if((v|0)==85){v=0;iBb(a,32,t,i,r^8192);i=(t|0)>(i|0)?t:i;k=s;continue}n=m-q|0;m=(j|0)<(n|0)?n:j;r=m+o|0;k=(t|0)<(r|0)?r:t;iBb(a,32,k,r,i);bBb(a,l,o);iBb(a,48,k,r,i^65536);iBb(a,48,m,n,0);bBb(a,q,n);iBb(a,32,k,r,i^8192);i=k;k=s}f:do if((v|0)==88)if(!a)if(!k)c=0;else{c=1;while(1){i=f[h+(c<<2)>>2]|0;if(!i)break;dBb(g+(c<<3)|0,i,e);i=c+1|0;if((c|0)<9)c=i;else{c=i;break}}if((c|0)<10)while(1){if(f[h+(c<<2)>>2]|0){c=-1;break f}if((c|0)<9)c=c+1|0;else{c=1;break}}else c=1}while(0);u=F;return c|0}function $Ab(a){a=a|0;return 0}function aBb(a){a=a|0;return}function bBb(a,b,c){a=a|0;b=b|0;c=c|0;if(!(f[a>>2]&32))sBb(b,c,a)|0;return}function cBb(a){a=a|0;var c=0,d=0;if(!(uAb(b[f[a>>2]>>0]|0)|0))c=0;else{c=0;do{d=f[a>>2]|0;c=(c*10|0)+-48+(b[d>>0]|0)|0;d=d+1|0;f[a>>2]=d}while((uAb(b[d>>0]|0)|0)!=0)}return c|0}function dBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0;a:do if(b>>>0<=20)do switch(b|0){case 9:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;f[a>>2]=b;break a}case 10:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;d=a;f[d>>2]=b;f[d+4>>2]=((b|0)<0)<<31>>31;break a}case 11:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;d=a;f[d>>2]=b;f[d+4>>2]=0;break a}case 12:{d=(f[c>>2]|0)+(8-1)&~(8-1);b=d;e=f[b>>2]|0;b=f[b+4>>2]|0;f[c>>2]=d+8;d=a;f[d>>2]=e;f[d+4>>2]=b;break a}case 13:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;d=(d&65535)<<16>>16;e=a;f[e>>2]=d;f[e+4>>2]=((d|0)<0)<<31>>31;break a}case 14:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;e=a;f[e>>2]=d&65535;f[e+4>>2]=0;break a}case 15:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;d=(d&255)<<24>>24;e=a;f[e>>2]=d;f[e+4>>2]=((d|0)<0)<<31>>31;break a}case 16:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;e=a;f[e>>2]=d&255;f[e+4>>2]=0;break a}case 17:{e=(f[c>>2]|0)+(8-1)&~(8-1);g=+p[e>>3];f[c>>2]=e+8;p[a>>3]=g;break a}case 18:{e=(f[c>>2]|0)+(8-1)&~(8-1);g=+p[e>>3];f[c>>2]=e+8;p[a>>3]=g;break a}default:break a}while(0);while(0);return}function eBb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!((a|0)==0&(c|0)==0))do{d=d+-1|0;b[d>>0]=h[250263+(a&15)>>0]|0|e;a=ZPb(a|0,c|0,4)|0;c=I}while(!((a|0)==0&(c|0)==0));return d|0}function fBb(a,c,d){a=a|0;c=c|0;d=d|0;if(!((a|0)==0&(c|0)==0))do{d=d+-1|0;b[d>>0]=a&7|48;a=ZPb(a|0,c|0,3)|0;c=I}while(!((a|0)==0&(c|0)==0));return d|0}function gBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if(c>>>0>0|(c|0)==0&a>>>0>4294967295){while(1){e=YPb(a|0,c|0,10,0)|0;d=d+-1|0;b[d>>0]=e&255|48;e=a;a=XPb(a|0,c|0,10,0)|0;if(!(c>>>0>9|(c|0)==9&e>>>0>4294967295))break;else c=I}c=a}else c=a;if(c)while(1){d=d+-1|0;b[d>>0]=(c>>>0)%10|0|48;if(c>>>0<10)break;else c=(c>>>0)/10|0}return d|0}function hBb(a){a=a|0;var b=0;b=(qBb()|0)+188|0;return rBb(a,f[b>>2]|0)|0}function iBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0,g=0;g=u;u=u+256|0;f=g;if((c|0)>(d|0)&(e&73728|0)==0){e=c-d|0;dQb(f|0,b<<24>>24|0,(e>>>0<256?e:256)|0)|0;if(e>>>0>255){b=c-d|0;do{bBb(a,f,256);e=e+-256|0}while(e>>>0>255);e=b&255}bBb(a,f,e)}u=g;return}function 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a}else{a=a+1|0;c=c+1|0}}a=(e&255)-(f&255)|0}while(0);return a|0}function ABb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;f[e>>2]=c;c=BBb(a,b,e)|0;u=d;return c|0}function BBb(a,b,c){a=a|0;b=b|0;c=c|0;return YAb(a,2147483647,b,c)|0}function CBb(a){a=a|0;var b=0,c=0,d=0;if((f[a+76>>2]|0)<0)d=3;else if(!($Ab(a)|0))d=3;else{b=a+4|0;c=f[b>>2]|0;if(c>>>0<(f[a+8>>2]|0)>>>0){f[b>>2]=c+1;b=h[c>>0]|0}else b=BAb(a)|0}do if((d|0)==3){b=a+4|0;c=f[b>>2]|0;if(c>>>0<(f[a+8>>2]|0)>>>0){f[b>>2]=c+1;b=h[c>>0]|0;break}else{b=BAb(a)|0;break}}while(0);return b|0}function DBb(a){a=a|0;var b=0,c=0;b=EBb()|0;f[a+56>>2]=f[b>>2];c=f[b>>2]|0;if(c|0)f[c+52>>2]=a;f[b>>2]=a;FBb();return a|0}function EBb(){wc(259832);return 259840}function FBb(){Hc(259832);return}function GBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+1040|0;k=n+8|0;l=n;j=f[b>>2]|0;f[l>>2]=j;m=(a|0)!=0;h=m?d:256;a=m?a:k;g=j;a:do 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if(d){e=d;while(1){i=b[g>>0]|0;if(!(i<<24>>24))break;g=g+1|0;f[a>>2]=i<<24>>24&57343;e=e+-1|0;if(!e)break b;else a=a+4|0}f[a>>2]=0;f[c>>2]=0;d=d-e|0;l=59;break a}while(0);f[c>>2]=g;l=59}while(0);c:while(1){d:do if((l|0)==14){while(1){i=b[g>>0]|0;if(((i&255)+-1|0)>>>0<127)if(!(g&3)){l=f[g>>2]|0;i=l&255;if(!((l+-16843009|l)&-2139062144)){do{g=g+4|0;e=e+-4|0;i=f[g>>2]|0}while(!((i+-16843009|i)&-2139062144|0));i=i&255}}i=i&255;if((i+-1|0)>>>0>=127)break;g=g+1|0;e=e+-1|0}i=i+-194|0;if(i>>>0>50)l=53;else{i=f[43460+(i<<2)>>2]|0;j=g+1|0;l=25;continue c}}else if((l|0)==15){e:do if(e){while(1){i=b[g>>0]|0;do if(((i&255)+-1|0)>>>0<127)if(e>>>0>4&(g&3|0)==0){while(1){i=f[g>>2]|0;if((i+-16843009|i)&-2139062144|0){l=38;break}f[a>>2]=i&255;f[a+4>>2]=h[g+1>>0];f[a+8>>2]=h[g+2>>0];j=g+4|0;i=a+16|0;f[a+12>>2]=h[g+3>>0];e=e+-4|0;if(e>>>0>4){a=i;g=j}else{l=37;break}}if((l|0)==37){a=i;g=j;i=b[j>>0]|0;break}else if((l|0)==38){i=i&255;break}}while(0);i=i&255;if((i+-1|0)>>>0>=127)break;g=g+1|0;f[a>>2]=i;e=e+-1|0;if(!e)break e;else a=a+4|0}i=i+-194|0;if(i>>>0>50){l=53;break d}i=f[43460+(i<<2)>>2]|0;k=e;j=g+1|0;l=43;continue c}while(0);f[c>>2]=g;l=59;continue c}else if((l|0)==25){l=(h[j>>0]|0)>>>3;if((l+-16|l+(i>>26))>>>0>7){g=j;l=52}else{g=j+1|0;if(i&33554432){if((b[g>>0]&-64)<<24>>24!=-128){g=j;l=52;break}g=j+2|0;if(i&524288){if((b[g>>0]&-64)<<24>>24!=-128){g=j;l=52;break}g=j+3|0}}e=e+-1|0;l=14;continue c}}else if((l|0)==43){l=0;e=h[j>>0]|0;g=e>>>3;if((g+-16|g+(i>>26))>>>0>7){g=j;e=k;l=52}else{g=j+1|0;e=e+-128|i<<6;do if((e|0)<0){i=(h[g>>0]|0)+-128|0;if(i>>>0>63){g=j+-1|0;d=a;break d}g=j+2|0;e=i|e<<6;if((e|0)<0){i=(h[g>>0]|0)+-128|0;if(i>>>0>63){g=j+-1|0;d=a;break d}else{g=j+3|0;e=i|e<<6;break}}}while(0);f[a>>2]=e;a=a+4|0;e=k+-1|0;l=15;continue c}}else if((l|0)==59)return d|0;while(0);if((l|0)==52){l=0;g=g+-1|0;if(!i)l=53;else d=a}if((l|0)==53)if(!(b[g>>0]|0)){if(a|0){f[a>>2]=0;f[c>>2]=0}d=d-e|0;l=59;continue}else d=a;l=hAb()|0;f[l>>2]=84;if(!d){d=-1;l=59;continue}f[c>>2]=g;d=-1;l=59}return 0}function IBb(){return qAb()|0}function JBb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;k=X(d,c)|0;d=(c|0)==0?0:d;if((f[e+76>>2]|0)>-1)j=$Ab(e)|0;else j=0;g=e+74|0;h=b[g>>0]|0;b[g>>0]=h+255|h;g=e+4|0;h=f[g>>2]|0;i=(f[e+8>>2]|0)-h|0;if((i|0)>0){i=i>>>0<k>>>0?i:k;bQb(a|0,h|0,i|0)|0;f[g>>2]=(f[g>>2]|0)+i;g=k-i|0;a=a+i|0}else g=k;a:do if(!g)l=13;else{i=e+32|0;while(1){if(CAb(e)|0)break;h=Sg[f[i>>2]&255](e,a,g)|0;if((h+1|0)>>>0<2)break;g=g-h|0;if(!g){l=13;break a}else a=a+h|0}if(j|0)aBb(e);d=((k-g|0)>>>0)/(c>>>0)|0}while(0);if((l|0)==13)if(j)aBb(e);return d|0}function KBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;if((f[a+76>>2]|0)>-1){d=($Ab(a)|0)==0;b=LBb(a,b,c)|0;if(!d)aBb(a)}else b=LBb(a,b,c)|0;return b|0}function LBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;if((c|0)==1)b=b-(f[a+8>>2]|0)+(f[a+4>>2]|0)|0;d=a+20|0;e=a+28|0;if((f[d>>2]|0)>>>0>(f[e>>2]|0)>>>0){Sg[f[a+36>>2]&255](a,0,0)|0;if(!(f[d>>2]|0))b=-1;else g=5}else g=5;if((g|0)==5){f[a+16>>2]=0;f[e>>2]=0;f[d>>2]=0;if((Sg[f[a+40>>2]&255](a,b,c)|0)<0)b=-1;else{f[a+8>>2]=0;f[a+4>>2]=0;f[a>>2]=f[a>>2]&-17;b=0}}return b|0}function MBb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if((f[a+76>>2]|0)>-1)e=$Ab(a)|0;else e=0;NBb(a);g=(f[a>>2]&1|0)!=0;if(!g){d=EBb()|0;c=f[a+52>>2]|0;b=a+56|0;if(c|0)f[c+56>>2]=f[b>>2];b=f[b>>2]|0;if(b|0)f[b+52>>2]=c;if((f[d>>2]|0)==(a|0))f[d>>2]=b;FBb()}b=OBb(a)|0;b=Pg[f[a+12>>2]&1023](a)|0|b;c=f[a+92>>2]|0;if(c|0)$zb(c);if(g){if(e|0)aBb(a)}else $zb(a);return b|0}function NBb(a){a=a|0;var b=0;if(f[a+68>>2]|0){b=f[a+116>>2]|0;a=a+112|0;if(b|0)f[b+112>>2]=f[a>>2];a=f[a>>2]|0;if(!a)a=(QBb()|0)+232|0;else a=a+116|0;f[a>>2]=b}return}function OBb(a){a=a|0;var b=0,c=0;do if(!a){if(!(f[10832]|0))b=0;else b=OBb(f[10832]|0)|0;a=EBb()|0;a=f[a>>2]|0;if(a)do{if((f[a+76>>2]|0)>-1)c=$Ab(a)|0;else c=0;if((f[a+20>>2]|0)>>>0>(f[a+28>>2]|0)>>>0)b=PBb(a)|0|b;if(c|0)aBb(a);a=f[a+56>>2]|0}while((a|0)!=0);FBb()}else{if((f[a+76>>2]|0)<=-1){b=PBb(a)|0;break}c=($Ab(a)|0)==0;b=PBb(a)|0;if(!c)aBb(a)}while(0);return b|0}function PBb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+20|0;h=a+28|0;if((f[g>>2]|0)>>>0>(f[h>>2]|0)>>>0){Sg[f[a+36>>2]&255](a,0,0)|0;if(!(f[g>>2]|0))b=-1;else c=3}else c=3;if((c|0)==3){b=a+4|0;c=f[b>>2]|0;d=a+8|0;e=f[d>>2]|0;if(c>>>0<e>>>0)Sg[f[a+40>>2]&255](a,c-e|0,1)|0;f[a+16>>2]=0;f[h>>2]=0;f[g>>2]=0;f[d>>2]=0;f[b>>2]=0;b=0}return b|0}function QBb(){return qAb()|0}function RBb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+64|0;j=k+40|0;h=k+24|0;g=k+16|0;e=k;i=k+56|0;if(!(SAb(252186,b[c>>0]|0)|0)){d=hAb()|0;f[d>>2]=22;d=0}else{d=_zb(1156)|0;if(!d)d=0;else{dQb(d|0,0,124)|0;if(!(SAb(c,43)|0))f[d>>2]=(b[c>>0]|0)==114?8:4;if(SAb(c,101)|0){f[e>>2]=a;f[e+4>>2]=2;f[e+8>>2]=1;Cc(221,e|0)|0}if((b[c>>0]|0)==97){f[g>>2]=a;f[g+4>>2]=3;c=Cc(221,g|0)|0;if(!(c&1024)){f[h>>2]=a;f[h+4>>2]=4;f[h+8>>2]=c|1024;Cc(221,h|0)|0}e=f[d>>2]|128;f[d>>2]=e}else e=f[d>>2]|0;f[d+60>>2]=a;f[d+44>>2]=d+132;f[d+48>>2]=1024;c=d+75|0;b[c>>0]=-1;if(!(e&8)){f[j>>2]=a;f[j+4>>2]=21523;f[j+8>>2]=i;if(!(Ec(54,j|0)|0))b[c>>0]=10}f[d+32>>2]=138;f[d+36>>2]=135;f[d+40>>2]=136;f[d+12>>2]=553;if(!(f[64939]|0))f[d+76>>2]=-1;DBb(d)|0}}u=k;return d|0}function SBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,L=0;L=u;u=u+288|0;E=L+8|0;F=L+17|0;G=L;H=L+16|0;if((f[a+76>>2]|0)>-1)K=$Ab(a)|0;else K=0;e=b[c>>0]|0;a:do if(!(e<<24>>24))c=0;else{y=a+4|0;z=a+100|0;A=a+108|0;B=a+8|0;C=F+10|0;D=F+33|0;x=E+4|0;m=c;t=0;c=0;g=0;i=e;e=0;b:while(1){c:do if(!(AAb(i&255)|0)){i=(b[m>>0]|0)==37;d:do if(i){j=m+1|0;k=b[j>>0]|0;e:do switch(k<<24>>24){case 37:break d;case 42:{w=0;j=m+2|0;break}default:{if(uAb(k&255)|0)if((b[m+2>>0]|0)==36){w=TBb(d,(h[j>>0]|0)+-48|0)|0;j=m+3|0;break e}v=(f[d>>2]|0)+(4-1)&~(4-1);w=f[v>>2]|0;f[d>>2]=v+4}}while(0);if(!(uAb(h[j>>0]|0)|0))r=0;else{i=0;do{i=(i*10|0)+-48+(h[j>>0]|0)|0;j=j+1|0}while((uAb(h[j>>0]|0)|0)!=0);r=i}m=b[j>>0]|0;k=j+1|0;if(m<<24>>24==109){i=(w|0)!=0&1;g=0;j=k;m=b[k>>0]|0;e=0}else i=0;k=j+1|0;switch(m<<24>>24){case 104:{v=(b[k>>0]|0)==104;m=v?-2:-1;j=v?j+2|0:k;break}case 108:{v=(b[k>>0]|0)==108;m=v?3:1;j=v?j+2|0:k;break}case 106:{m=3;j=k;break}case 116:case 122:{m=1;j=k;break}case 76:{m=2;j=k;break}case 110:case 112:case 67:case 83:case 91:case 99:case 115:case 88:case 71:case 70:case 69:case 65:case 103:case 102:case 101:case 97:case 120:case 117:case 111:case 105:case 100:{m=0;break}default:{J=136;break b}}q=h[j>>0]|0;s=(q&47|0)==3;q=s?q|32:q;s=s?1:m;o=q&255;switch(o<<24>>24){case 99:{r=(r|0)>1?r:1;break}case 91:break;case 110:{UBb(w,s,t,((t|0)<0)<<31>>31);k=t;break c}default:{xAb(a,0);do{k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0}while((AAb(k)|0)!=0);if(!(f[z>>2]|0))k=f[y>>2]|0;else{k=(f[y>>2]|0)+-1|0;f[y>>2]=k}t=(f[A>>2]|0)+t+k-(f[B>>2]|0)|0}}xAb(a,r);m=f[y>>2]|0;k=f[z>>2]|0;if(m>>>0<k>>>0)f[y>>2]=m+1;else{if((zAb(a)|0)<0){J=136;break b}k=f[z>>2]|0}if(k|0)f[y>>2]=(f[y>>2]|0)+-1;f:do switch(o<<24>>24){case 91:case 99:case 115:{v=(q|0)==99;g:do if((q|16|0)==115){dQb(F|0,-1,257)|0;b[F>>0]=0;if((q|0)==115){b[D>>0]=0;b[C>>0]=0;b[C+1>>0]=0;b[C+2>>0]=0;b[C+3>>0]=0;b[C+4>>0]=0}}else{k=j+1|0;o=(b[k>>0]|0)==94;q=o&1;j=o?j+2|0:k;dQb(F|0,q|0,257)|0;b[F>>0]=0;k=b[j>>0]|0;switch(k<<24>>24){case 45:{k=46;J=65;break}case 93:{k=94;J=65;break}default:{}}while(1){if((J|0)==65){J=0;b[F+k>>0]=q^1;k=j+1|0;j=k;k=b[k>>0]|0}h:do switch(k<<24>>24){case 0:{J=136;break b}case 93:break g;case 45:{o=j+1|0;k=b[o>>0]|0;switch(k<<24>>24){case 93:case 0:{k=45;break h}default:{}}j=b[j+-1>>0]|0;if((j&255)<(k&255)){m=(q^1)&255;j=j&255;do{j=j+1|0;b[F+j>>0]=m;k=b[o>>0]|0}while((j|0)<(k&255|0));j=o}else j=o;break}default:{}}while(0);k=(k&255)+1|0;J=65}}while(0);k=v?r+1|0:31;q=(s|0)==1;s=(i|0)!=0;i:do if(q){if(s){e=_zb(k<<2)|0;if(!e){g=0;e=0;J=136;break b}}else e=w;f[E>>2]=0;f[x>>2]=0;o=k;g=0;j:while(1){m=(e|0)==0;do{k:while(1){k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0;if(!(b[F+(k+1)>>0]|0))break j;b[H>>0]=k;switch(xBb(G,H,1,E)|0){case -1:{g=0;J=136;break b}case -2:break;default:break k}}if(!m){f[e+(g<<2)>>2]=f[G>>2];g=g+1|0}}while(!(s&(g|0)==(o|0)));g=o<<1|1;k=aAb(e,g<<2)|0;if(!k){g=0;J=136;break b}else{m=o;o=g;e=k;g=m}}if(!(VBb(E)|0)){g=0;J=136;break b}else{o=g;g=0;m=e}}else{if(s){g=_zb(k)|0;if(!g){g=0;e=0;J=136;break b}else{m=k;e=0}while(1){do{k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0;if(!(b[F+(k+1)>>0]|0)){o=e;m=0;e=0;break i}b[g+e>>0]=k;e=e+1|0}while((e|0)!=(m|0));e=m<<1|1;k=aAb(g,e)|0;if(!k){e=0;J=136;break b}else{o=m;m=e;g=k;e=o}}}if(!w)while(1){e=f[y>>2]|0;if(e>>>0<(f[z>>2]|0)>>>0){f[y>>2]=e+1;e=h[e>>0]|0}else e=zAb(a)|0;if(!(b[F+(e+1)>>0]|0)){o=0;g=0;m=0;e=0;break i}}else g=0;while(1){e=f[y>>2]|0;if(e>>>0<(f[z>>2]|0)>>>0){f[y>>2]=e+1;e=h[e>>0]|0}else e=zAb(a)|0;if(!(b[F+(e+1)>>0]|0)){o=g;g=w;m=0;e=0;break i}b[w+g>>0]=e;g=g+1|0}}while(0);if(!(f[z>>2]|0))k=f[y>>2]|0;else{k=(f[y>>2]|0)+-1|0;f[y>>2]=k}k=k-(f[B>>2]|0)+(f[A>>2]|0)|0;if(!k)break b;if(!((k|0)==(r|0)|v^1))break b;do if(s)if(q){f[w>>2]=m;break}else{f[w>>2]=g;break}while(0);if(!v){if(m|0)f[m+(o<<2)>>2]=0;if(!g){g=0;break f}b[g+o>>0]=0}break}case 120:case 88:case 112:{k=16;J=124;break}case 111:{k=8;J=124;break}case 117:case 100:{k=10;J=124;break}case 105:{k=0;J=124;break}case 71:case 103:case 70:case 102:case 69:case 101:case 65:case 97:{l=+WBb(a,s,0);if((f[A>>2]|0)==((f[B>>2]|0)-(f[y>>2]|0)|0))break b;if(w)switch(s|0){case 0:{n[w>>2]=l;break f}case 1:{p[w>>3]=l;break f}case 2:{p[w>>3]=l;break f}default:break f}break}default:{}}while(0);do if((J|0)==124){J=0;k=yAb(a,k,0,-1,-1)|0;if((f[A>>2]|0)==((f[B>>2]|0)-(f[y>>2]|0)|0))break b;if((w|0)!=0&(q|0)==112){f[w>>2]=k;break}else{UBb(w,s,k,I);break}}while(0);c=c+((w|0)!=0&1)|0;k=(f[A>>2]|0)+t+(f[y>>2]|0)-(f[B>>2]|0)|0;break c}while(0);j=m+(i&1)|0;xAb(a,0);i=f[y>>2]|0;if(i>>>0<(f[z>>2]|0)>>>0){f[y>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((i|0)!=(h[j>>0]|0)){J=22;break b}k=t+1|0}else{j=m;while(1){i=j+1|0;if(!(AAb(h[i>>0]|0)|0))break;else j=i}xAb(a,0);do{i=f[y>>2]|0;if(i>>>0<(f[z>>2]|0)>>>0){f[y>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0}while((AAb(i)|0)!=0);if(!(f[z>>2]|0))i=f[y>>2]|0;else{i=(f[y>>2]|0)+-1|0;f[y>>2]=i}k=(f[A>>2]|0)+t+i-(f[B>>2]|0)|0}while(0);m=j+1|0;i=b[m>>0]|0;if(!(i<<24>>24))break a;else t=k}if((J|0)==22){if(f[z>>2]|0)f[y>>2]=(f[y>>2]|0)+-1;if((c|0)!=0|(i|0)>-1)break;else{c=0;J=137}}else if((J|0)==136)if(!c){c=i;J=137}if((J|0)==137){i=c;c=-1}if(i){$zb(g);$zb(e)}}while(0);if(K|0)aBb(a);u=L;return c|0}function TBb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;f[c>>2]=f[a>>2];while(1){e=(f[c>>2]|0)+(4-1)&~(4-1);a=f[e>>2]|0;f[c>>2]=e+4;if(b>>>0>1)b=b+-1|0;else break}u=d;return a|0}function UBb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;a:do if(a|0)switch(c|0){case -2:{b[a>>0]=e;break a}case -1:{d[a>>1]=e;break a}case 0:{f[a>>2]=e;break a}case 1:{f[a>>2]=e;break a}case 3:{c=a;f[c>>2]=e;f[c+4>>2]=g;break a}default:break a}while(0);return}function VBb(a){a=a|0;if(!a)a=1;else a=(f[a>>2]|0)==0&1;return a|0}function WBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;switch(c|0){case 0:{l=-149;m=24;j=4;break}case 1:{l=-1074;m=53;j=4;break}case 2:{l=-1074;m=53;j=4;break}default:e=0.0}a:do if((j|0)==4){o=a+4|0;n=a+100|0;do{c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0}while((AAb(c)|0)!=0);b:do switch(c|0){case 43:case 45:{i=1-(((c|0)==45&1)<<1)|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;g=h[c>>0]|0;break b}else{g=zAb(a)|0;break b}}default:{g=c;i=1}}while(0);c=0;do{if((g|32|0)!=(b[252173+c>>0]|0))break;do if(c>>>0<7){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0;break}else{g=zAb(a)|0;break}}while(0);c=c+1|0}while(c>>>0<8);c:do switch(c|0){case 8:break;case 3:{j=23;break}default:{k=(d|0)!=0;if(k&c>>>0>3)if((c|0)==8)break c;else{j=23;break c}d:do if(!c){c=0;do{if((g|32|0)!=(b[252182+c>>0]|0))break d;do if(c>>>0<2){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0;break}else{g=zAb(a)|0;break}}while(0);c=c+1|0}while(c>>>0<3)}while(0);switch(c|0){case 3:{c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;if((c|0)==40)c=1;else{if(!(f[n>>2]|0)){e=B;break a}f[o>>2]=(f[o>>2]|0)+-1;e=B;break a}while(1){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0}else g=zAb(a)|0;if(!((g+-48|0)>>>0<10|(g+-65|0)>>>0<26))if(!((g|0)==95|(g+-97|0)>>>0<26))break;c=c+1|0}if((g|0)==41){e=B;break a}g=(f[n>>2]|0)==0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if(!k){o=hAb()|0;f[o>>2]=22;xAb(a,0);e=0.0;break a}if(!c){e=B;break a}while(1){c=c+-1|0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if(!c){e=B;break a}}}case 0:{if((g|0)==48){c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;if((c|32|0)==120){e=+XBb(a,m,l,i,d);break a}if(!(f[n>>2]|0))c=48;else{f[o>>2]=(f[o>>2]|0)+-1;c=48}}else c=g;e=+YBb(a,c,m,l,i,d);break a}default:{if(f[n>>2]|0)f[o>>2]=(f[o>>2]|0)+-1;o=hAb()|0;f[o>>2]=22;xAb(a,0);e=0.0;break a}}}}while(0);if((j|0)==23){g=(f[n>>2]|0)==0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if((d|0)!=0&c>>>0>3)do{if(!g)f[o>>2]=(f[o>>2]|0)+-1;c=c+-1|0}while(c>>>0>3)}e=+(i|0)*C}while(0);return +e}function XBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,i=0,j=0,k=0.0,l=0,m=0,n=0,o=0.0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;y=a+4|0;i=f[y>>2]|0;x=a+100|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0;l=0}else{j=zAb(a)|0;l=0}a:while(1){switch(j|0){case 46:{w=8;break a}case 48:break;default:{s=0;n=0;o=1.0;g=0.0;i=0;m=j;t=l;v=0;u=0;l=0;j=0;break a}}i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0;l=1;continue}else{j=zAb(a)|0;l=1;continue}}if((w|0)==8){i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0}else j=zAb(a)|0;if((j|0)==48){l=0;j=0;do{i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;m=h[i>>0]|0}else m=zAb(a)|0;l=QPb(l|0,j|0,-1,-1)|0;j=I}while((m|0)==48);s=1;n=0;o=1.0;g=0.0;i=0;t=1;v=0;u=0}else{s=1;n=0;o=1.0;g=0.0;i=0;m=j;t=l;v=0;u=0;l=0;j=0}}while(1){q=m+-48|0;p=m|32;if(q>>>0<10)w=20;else{r=(m|0)==46;if(!(r|(p+-97|0)>>>0<6))break;if(r)if(!s){s=1;k=o;r=t;l=u;j=v;q=u;p=v}else{m=46;break}else w=20}if((w|0)==20){w=0;m=(m|0)>57?p+-87|0:q;do if((v|0)<0|(v|0)==0&u>>>0<8){k=o;i=m+(i<<4)|0}else if((v|0)<0|(v|0)==0&u>>>0<14){o=o*.0625;k=o;g=g+o*+(m|0);break}else{t=(n|0)!=0|(m|0)==0;n=t?n:1;k=o;g=t?g:g+o*.5;break}while(0);q=QPb(u|0,v|0,1,0)|0;r=1;p=I}m=f[y>>2]|0;if(m>>>0<(f[x>>2]|0)>>>0){f[y>>2]=m+1;o=k;m=h[m>>0]|0;t=r;v=p;u=q;continue}else{o=k;m=zAb(a)|0;t=r;v=p;u=q;continue}}do if(!t){i=(f[x>>2]|0)==0;if(!i)f[y>>2]=(f[y>>2]|0)+-1;if(!e)xAb(a,0);else{if(!i)f[y>>2]=(f[y>>2]|0)+-1;if(!((s|0)==0|i))f[y>>2]=(f[y>>2]|0)+-1}g=+(d|0)*0.0}else{p=(s|0)==0;q=p?u:l;p=p?v:j;if((v|0)<0|(v|0)==0&u>>>0<8){l=u;j=v;while(1){i=i<<4;w=l;l=QPb(l|0,j|0,1,0)|0;if(!((j|0)<0|(j|0)==0&w>>>0<7)){n=i;break}else j=I}}else n=i;if((m|32|0)==112){j=ZBb(a,e)|0;i=I;if((j|0)==0&(i|0)==-2147483648){if(!e){xAb(a,0);g=0.0;break}if(!(f[x>>2]|0)){j=0;i=0}else{f[y>>2]=(f[y>>2]|0)+-1;j=0;i=0}}}else 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b=b+-48+((f[k>>2]|0)*10|0)|0;f[k>>2]=b;w=w+1|0;y=(w|0)==9;w=y?0:w;j=j+(y&1)|0;s=v?o:s;y=1}while(0);b=f[B>>2]|0;if(b>>>0<(f[C>>2]|0)>>>0){f[B>>2]=b+1;b=h[b>>0]|0}else b=zAb(a)|0;z=b+-48|0;k=(b|0)==46;if(!(k|z>>>0<10)){v=x;k=y;A=29;break b}}b=w;k=(y|0)!=0;A=37}else{w=0;j=0;s=0;k=o;o=0;m=0;A=29}while(0);do if((A|0)==29){z=(v|0)==0;p=z?o:p;n=z?m:n;k=(k|0)!=0;if(!(k&(b|32|0)==101))if((b|0)>-1){b=w;A=37;break}else{b=w;A=39;break}k=ZBb(a,g)|0;b=I;if((k|0)==0&(b|0)==-2147483648){if(!g){xAb(a,0);i=0.0;break}if(!(f[C>>2]|0)){k=0;b=0}else{f[B>>2]=(f[B>>2]|0)+-1;k=0;b=0}}y=QPb(k|0,b|0,p|0,n|0)|0;b=w;n=I;A=41}while(0);if((A|0)==37)if(!(f[C>>2]|0))A=39;else{f[B>>2]=(f[B>>2]|0)+-1;if(k){y=p;A=41}else A=40}if((A|0)==39)if(k){y=p;A=41}else A=40;do if((A|0)==40){F=hAb()|0;f[F>>2]=22;xAb(a,0);i=0.0}else 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+((c|0)==(g|0)&(e|0)==(i|0)?a*0.0:a);if(!d){c=_Pb(h|0,j|0,12)|0;e=I;if((e|0)>-1|(e|0)==-1&c>>>0>4294967295){d=0;do{d=d+-1|0;c=_Pb(c|0,e|0,1)|0;e=I}while((e|0)>-1|(e|0)==-1&c>>>0>4294967295)}else d=0;h=_Pb(h|0,j|0,1-d|0)|0;g=I}else g=j&1048575|1048576;if(!k){e=_Pb(l|0,m|0,12)|0;i=I;if((i|0)>-1|(i|0)==-1&e>>>0>4294967295){c=0;do{c=c+-1|0;e=_Pb(e|0,i|0,1)|0;i=I}while((i|0)>-1|(i|0)==-1&e>>>0>4294967295)}else c=0;l=_Pb(l|0,m|0,1-c|0)|0;k=c;j=I}else j=m&1048575|1048576;e=RPb(h|0,g|0,l|0,j|0)|0;c=I;i=(c|0)>-1|(c|0)==-1&e>>>0>4294967295;b:do if((d|0)>(k|0)){while(1){if(i){if((e|0)==0&(c|0)==0)break}else{e=h;c=g}h=_Pb(e|0,c|0,1)|0;g=I;d=d+-1|0;e=RPb(h|0,g|0,l|0,j|0)|0;c=I;i=(c|0)>-1|(c|0)==-1&e>>>0>4294967295;if((d|0)<=(k|0))break b}b=a*0.0;break a}while(0);if(i){if((e|0)==0&(c|0)==0){b=a*0.0;break}}else{c=g;e=h}if(c>>>0<1048576|(c|0)==1048576&e>>>0<0)do{e=_Pb(e|0,c|0,1)|0;c=I;d=d+-1|0}while(c>>>0<1048576|(c|0)==1048576&e>>>0<0);if((d|0)>0){m=QPb(e|0,c|0,0,-1048576)|0;c=I;d=_Pb(d|0,0,52)|0;c=c|I;d=m|d}else{d=ZPb(e|0,c|0,1-d|0)|0;c=I}f[s>>2]=d;f[s+4>>2]=c|n;b=+p[s>>3]}}while(0);if((o|0)==3){b=a*b;b=b/b}return +b}function dCb(a){a=+a;var b=0;p[s>>3]=a;b=f[s>>2]|0;I=f[s+4>>2]|0;return b|0}function eCb(a,b){a=+a;b=+b;var c=0,d=0;p[s>>3]=a;d=f[s>>2]|0;c=f[s+4>>2]|0;p[s>>3]=b;c=f[s+4>>2]&-2147483648|c&2147483647;f[s>>2]=d;f[s+4>>2]=c;return +(+p[s>>3])}function fCb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;f[e>>2]=c;c=ZAb(a,b,e)|0;u=d;return c|0}function gCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+488>>2]|0;e=f[a+1680>>2]|0;a:{f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243321;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+93>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=243340;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+94>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243360;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+95>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243387;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+96>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243418;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+97>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=37;g=c;h=243449;i=g+37|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+37>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+98>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=243487;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+99>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243505;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+100>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=35;g=c;h=243536;i=g+35|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+35>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+101>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=243572;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+102>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243602;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+103>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=243627;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+104>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=243644;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+105>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243666;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+106>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243690;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+107>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=39;g=c;h=243717;i=g+39|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+39>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+108>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243757;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+109>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=43;g=c;h=243781;i=g+43|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+43>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+110>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243825;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+111>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243850;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;c=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+112>>0]=c;if((b[(a+164|0)+11>>0]|0)>=0){e=f[e>>2]|0;Rub(a+152|0,e);u=a;f[a+2184>>2]=5;break a}sOb(f[(a+164|0)>>2]|0);e=f[e>>2]|0;Rub(a+152|0,e);u=a;f[a+2184>>2]=5;break a}f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function hCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;e=f[a+1680>>2]|0;i=f[a+2040>>2]|0;b[d+72>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=20;g=c;h=242838;i=g+20|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+20>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+73>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242859;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+74>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242878;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+75>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242909;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+76>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242937;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+77>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242960;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+78>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242990;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+79>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=243017;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+80>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=243040;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+81>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243070;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+82>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=243096;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+83>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243116;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+84>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243135;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+85>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243161;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+86>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=243187;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+87>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=243205;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+88>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243222;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+89>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243247;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+90>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=243266;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+91>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243294;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;e=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+92>>0]=e;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);e=pOb(32)|0;f[(a+164|0)>>2]=e;f[a+488>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function iCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+1664>>2]|0;e=f[a+1680>>2]|0;g=f[a+2144>>2]|0;h=f[a+2160>>2]|0;i=f[a+2168>>2]|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+52>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=242388;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+53>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242412;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+54>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=11;g=c;h=242435;i=g+11|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+11>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+55>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=242447;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+56>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242473;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+57>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242504;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+58>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242531;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+59>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=242559;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+60>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=242581;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+61>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242613;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+62>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242643;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+63>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242661;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+64>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=242688;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+65>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242708;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+66>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=12;g=c;h=242731;i=g+12|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+12>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+67>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);f[(a+164|0)>>2]=0;f[(a+164|0)+4>>2]=0;f[(a+164|0)+8>>2]=0;b[((a+164|0)+11|0)>>0]=9;g=a+164|0;h=242744;i=g+9|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[(a+164|0)+9>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+68>>0]=i;if((b[((a+164|0)+11|0)>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242754;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+69>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242784;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+70>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=242802;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+71>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242819;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;e=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;f[a+2040>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function jCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;i=f[a+1280>>2]|0;e=f[a+1680>>2]|0;b[i+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+31>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=241861;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+32>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241893;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+33>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241927;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+34>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241961;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+35>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241984;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+36>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=11;g=c;h=242018;i=g+11|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+11>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+37>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=20;g=c;h=242030;i=g+20|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+20>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+38>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=14;g=c;h=242051;i=g+14|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+14>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+39>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=14;g=c;h=242066;i=g+14|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+14>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+40>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=242081;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+41>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242107;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+42>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242138;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+43>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242156;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+44>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242175;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+45>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242203;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+46>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242230;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+47>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242253;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+48>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=242272;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+49>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242296;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+50>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=34;g=c;h=242327;i=g+34|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+34>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+51>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);e=pOb(32)|0;f[(a+164|0)>>2]=e;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=e;h=242362;i=g+25|0;f[a+1664>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function kCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+912>>2]|0;e=f[a+1680>>2]|0;g=f[a+2144>>2]|0;h=f[a+2160>>2]|0;i=f[a+2168>>2]|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+10>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=241329;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+11>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=32;g=c;h=241356;i=g+32|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+12>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=28;g=c;h=241389;i=g+28|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+28>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+13>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241418;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+14>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241441;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+15>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=241464;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+16>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=241486;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+17>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=241508;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+18>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=241536;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+19>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=241562;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+20>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=241580;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+21>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=241600;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+22>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=241631;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+23>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=241655;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+24>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=241673;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+25>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=241705;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+26>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=241736;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+27>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241756;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+28>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241779;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+29>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=241802;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+30>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=32;g=c;h=241828;i=g+32|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));f[a+1280>>2]=c;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function lCb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a+72>>2]|0;k=f[a+144>>2]|0;i=f[a+544>>2]|0;j=f[a+552>>2]|0;n=f[a+1472>>2]|0;p=f[a+2152>>2]|0;q=f[a+2216>>2]|0;a:{if(q){q=0;if(!n){g=f[64811]|0;if((g|0)==0|j>>>0<g>>>0)f[64811]=j;f[64919]=j;f[64920]=i;f[64922]=0;f[64816]=f[64925];f[64815]=-1;f[64820]=259268;f[64819]=259268;f[64822]=259276;f[64821]=259276;f[64824]=259284;f[64823]=259284;f[64826]=259292;f[64825]=259292;f[64828]=259300;f[64827]=259300;f[64830]=259308;f[64829]=259308;f[64832]=259316;f[64831]=259316;f[64834]=259324;f[64833]=259324;f[64836]=259332;f[64835]=259332;f[64838]=259340;f[64837]=259340;f[64840]=259348;f[64839]=259348;f[64842]=259356;f[64841]=259356;f[64844]=259364;f[64843]=259364;f[64846]=259372;f[64845]=259372;f[64848]=259380;f[64847]=259380;f[64850]=259388;f[64849]=259388;f[64852]=259396;f[64851]=259396;f[64854]=259404;f[64853]=259404;f[64856]=259412;f[64855]=259412;f[64858]=259420;f[64857]=259420;f[64860]=259428;f[64859]=259428;f[64862]=259436;f[64861]=259436;f[64864]=259444;f[64863]=259444;f[64866]=259452;f[64865]=259452;f[64868]=259460;f[64867]=259460;f[64870]=259468;f[64869]=259468;f[64872]=259476;f[64871]=259476;f[64874]=259484;f[64873]=259484;f[64876]=259492;f[64875]=259492;f[64878]=259500;f[64877]=259500;f[64880]=259508;f[64879]=259508;f[64882]=259516;f[64881]=259516;g=i+-40|0;d=j+8|0;d=(d&7|0)==0?0:0-d&7;e=j+d|0;f[64813]=e;f[64810]=g-d|0;f[e+4>>2]=g-d|0|1;f[j+g+4>>2]=40;f[64814]=f[64929]}else q=1}if(q){q=0;if(1){b=259676;while(1){c=f[b>>2]|0;d=b+4|0;e=f[d>>2]|0;if((j|0)==(c+e|0)){p=143;break}g=f[b+8>>2]|0;if(!g)break;else b=g}if((p|0)==143)if(!(f[b+12>>2]&8))if(j>>>0>n>>>0&c>>>0<=n>>>0){f[d>>2]=e+i;o=(f[64810]|0)+i|0;l=((n+8|0)&7|0)==0?0:0-(n+8|0)&7;f[64813]=n+l|0;f[64810]=o-l|0;f[(n+l|0)+4>>2]=o-l|0|1;f[n+o+4>>2]=40;f[64814]=f[64929];f[a+2240>>2]=1;break a}if(j>>>0<(f[64811]|0)>>>0)f[64811]=j;d=j+i|0;c=259676;while(1){if((f[c>>2]|0)==(d|0)){p=151;break}b=f[c+8>>2]|0;if(!b){h=259676;break}else c=b}if((p|0)==151){b=1;if(b)if(!(f[c+12>>2]&8)){f[c>>2]=j;m=c+4|0;f[m>>2]=(f[m>>2]|0)+i;m=j+8|0;m=j+((m&7|0)==0?0:0-m&7)|0;b=d+(((d+8|0)&7|0)==0?0:0-(d+8|0)&7)|0;l=m+k|0;j=b-m-k|0;f[m+4>>2]=k|3;do{c=1;if(c){c=0;if((n|0)==(b|0)){n=(f[64810]|0)+j|0;f[64810]=n;f[64813]=l;f[l+4>>2]=n|1}else c=1}if(c)if(1){if((f[64812]|0)==(b|0)){o=(f[64809]|0)+j|0;f[64809]=o;f[64812]=l;f[l+4>>2]=o|1;f[l+o>>2]=o;break}i=f[b+4>>2]|0;if((i&3|0)==1){b:do if(i>>>0<256){c=f[b+8>>2]|0;d=f[b+12>>2]|0;if((d|0)==(c|0)){f[64807]=f[64807]&~(1<<(i>>>3));break}else{f[c+12>>2]=d;f[d+8>>2]=c;break}}else{h=f[b+24>>2]|0;c=f[b+12>>2]|0;do if((c|0)==(b|0)){c=f[((b+16|0)+4|0)>>2]|0;if(!c){c=f[(b+16|0)>>2]|0;if(!c){c=0;break}else g=b+16|0}else g=(b+16|0)+4|0;while(1){d=c+20|0;e=f[d>>2]|0;if(e|0){c=e;g=d;continue}d=c+16|0;e=f[d>>2]|0;if(!e)break;else{c=e;g=d}}f[g>>2]=0}else{n=f[b+8>>2]|0;f[n+12>>2]=c;f[c+8>>2]=n}while(0);if(!h)break;d=f[b+28>>2]|0;do if((f[(259532+(d<<2)|0)>>2]|0)==(b|0)){f[(259532+(d<<2)|0)>>2]=c;if(c|0)break;f[64808]=f[64808]&~(1<<d);break b}else{f[h+16+(((f[h+16>>2]|0)!=(b|0)&1)<<2)>>2]=c;if(!c)break b}while(0);f[c+24>>2]=h;d=f[(b+16|0)>>2]|0;if(d|0){f[c+16>>2]=d;f[d+24>>2]=c}d=f[(b+16|0)+4>>2]|0;if(!d)break;f[c+20>>2]=d;f[d+24>>2]=c}while(0);b=b+(i&-8)|0;g=(i&-8)+j|0}else g=j;d=b+4|0;f[d>>2]=f[d>>2]&-2;f[l+4>>2]=g|1;f[l+g>>2]=g;d=g>>>3;if(g>>>0<256){b=f[64807]|0;if(!(b&1<<d)){f[64807]=b|1<<d;b=259268+(d<<1<<2)|0;c=(259268+(d<<1<<2)|0)+8|0}else{b=f[((259268+(d<<1<<2)|0)+8|0)>>2]|0;c=(259268+(d<<1<<2)|0)+8|0}f[c>>2]=l;f[b+12>>2]=l;f[l+8>>2]=b;f[l+12>>2]=259268+(d<<1<<2)|0;break}b=g>>>8;do if(!b)b=0;else{if(g>>>0>16777215){b=31;break}n=b<<((b+1048320|0)>>>16&8)<<(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4);b=14-(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4|(b+1048320|0)>>>16&8|(n+245760|0)>>>16&2)+(n<<((n+245760|0)>>>16&2)>>>15)|0;b=g>>>(b+7|0)&1|b<<1}while(0);e=259532+(b<<2)|0;f[l+28>>2]=b;f[(l+16|0)+4>>2]=0;f[(l+16|0)>>2]=0;c=f[64808]|0;d=1<<b;if(!(c&d)){f[64808]=c|d;f[e>>2]=l;f[l+24>>2]=e;f[l+12>>2]=l;f[l+8>>2]=l;break}c=g<<((b|0)==31?0:25-(b>>>1)|0);d=f[e>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(g|0)){p=192;break}o=d+16+(c>>>31<<2)|0;b=f[o>>2]|0;if(!b){p=191;break}else{c=c<<1;d=b}}if((p|0)==191){f[o>>2]=l;f[l+24>>2]=d;f[l+12>>2]=l;f[l+8>>2]=l;break}else if((p|0)==192){n=d+8|0;o=f[n>>2]|0;f[o+12>>2]=l;f[n>>2]=l;f[l+8>>2]=o;f[l+12>>2]=d;f[l+24>>2]=0;break}}}while(0);m=m+8|0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=m|0;break a}else b=1;if(b)if(1)h=259676}while(1){b=f[h>>2]|0;if(b>>>0<=n>>>0){c=b+(f[h+4>>2]|0)|0;if(c>>>0>n>>>0)break}h=f[h+8>>2]|0}g=(c+-47|0)+((((c+-47|0)+8|0)&7|0)==0?0:0-((c+-47|0)+8|0)&7)|0;g=g>>>0<(n+16|0)>>>0?n:g;b=i+-40|0;k=j+8|0;k=(k&7|0)==0?0:0-k&7;o=j+k|0;f[64813]=o;f[64810]=b-k|0;f[o+4>>2]=b-k|0|1;f[j+b+4>>2]=40;f[64814]=f[64929];f[(g+4|0)>>2]=27;f[(g+8|0)>>2]=f[64919];f[(g+8|0)+4>>2]=f[64920];f[(g+8|0)+8>>2]=f[64921];f[(g+8|0)+12>>2]=f[64922];f[64919]=j;f[64920]=i;f[64922]=0;f[64921]=g+8|0;b=g+24|0;do{o=b;b=b+4|0;f[b>>2]=7}while((o+8|0)>>>0<c>>>0);if((g|0)!=(n|0)){f[(g+4|0)>>2]=f[(g+4|0)>>2]&-2;f[n+4>>2]=g-n|0|1;f[g>>2]=g-n|0;if((g-n|0)>>>0<256){d=259268+((g-n|0)>>>3<<1<<2)|0;b=f[64807]|0;if(!(b&1<<((g-n|0)>>>3))){f[64807]=b|1<<((g-n|0)>>>3);b=d;c=d+8|0}else{b=f[(d+8|0)>>2]|0;c=d+8|0}f[c>>2]=n;f[b+12>>2]=n;f[n+8>>2]=b;f[n+12>>2]=d;f[a+2240>>2]=1;break a}if(!((g-n|0)>>>8))b=0;else if((g-n|0)>>>0>16777215)b=31;else{b=(g-n|0)>>>8<<((((g-n|0)>>>8)+1048320|0)>>>16&8);b=14-((b+520192|0)>>>16&4|(((g-n|0)>>>8)+1048320|0)>>>16&8|((b<<((b+520192|0)>>>16&4))+245760|0)>>>16&2)+(b<<((b+520192|0)>>>16&4)<<(((b<<((b+520192|0)>>>16&4))+245760|0)>>>16&2)>>>15)|0;b=(g-n|0)>>>(b+7|0)&1|b<<1}e=259532+(b<<2)|0;f[n+28>>2]=b;f[n+20>>2]=0;f[(n+16|0)>>2]=0;c=f[64808]|0;d=1<<b;if(!(c&d)){f[64808]=c|d;f[e>>2]=n;f[n+24>>2]=e;f[n+12>>2]=n;f[n+8>>2]=n;f[a+2240>>2]=1;break a}c=(g-n|0)<<((b|0)==31?0:25-(b>>>1)|0);d=f[e>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(g-n|0|0)){p=213;break}l=d+16+(c>>>31<<2)|0;b=f[l>>2]|0;if(!b){p=212;break}else{c=c<<1;d=b}}if((p|0)==212){f[l>>2]=n;f[n+24>>2]=d;f[n+12>>2]=n;f[n+8>>2]=n;f[a+2240>>2]=1;break a}else if((p|0)==213){l=d+8|0;o=f[l>>2]|0;f[o+12>>2]=n;f[l>>2]=n;f[n+8>>2]=o;f[n+12>>2]=d;f[n+24>>2]=0;f[a+2240>>2]=1;break a}}}else q=1}}f[a+72>>2]=m;f[a+2152>>2]=p;f[a+2216>>2]=q}function mCb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;j=f[a+32>>2]|0;r=f[a+72>>2]|0;z=f[a+144>>2]|0;y=f[a+2152>>2]|0;A=f[a+2160>>2]|0;a:{if(A){A=0;if(j>>>0<245){t=j>>>0<11?16:j+11&-8;q=f[64807]|0;if(q>>>(t>>>3)&3|0){b=259268+(((q>>>(t>>>3)&1^1)+(t>>>3)|0)<<1<<2)|0;c=f[(b+8|0)>>2]|0;d=f[(c+8|0)>>2]|0;if((d|0)==(b|0))f[64807]=q&~(1<<((q>>>(t>>>3)&1^1)+(t>>>3)|0));else{f[d+12>>2]=b;f[(b+8|0)>>2]=d}r=((q>>>(t>>>3)&1^1)+(t>>>3)|0)<<3;f[c+4>>2]=r|3;f[(c+r+4|0)>>2]=f[(c+r+4|0)>>2]|1;r=c+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}s=f[64809]|0;i=1;if(i){i=0;if(t>>>0>s>>>0){if(q>>>(t>>>3)|0){b=q>>>(t>>>3)<<(t>>>3)&(2<<(t>>>3)|0-(2<<(t>>>3)));g=((b&0-b)+-1|0)>>>(((b&0-b)+-1|0)>>>12&16);e=g>>>(g>>>5&8)>>>(g>>>(g>>>5&8)>>>2&4);e=(g>>>5&8|((b&0-b)+-1|0)>>>12&16|g>>>(g>>>5&8)>>>2&4|e>>>1&2|e>>>(e>>>1&2)>>>1&1)+(e>>>(e>>>1&2)>>>(e>>>(e>>>1&2)>>>1&1))|0;g=f[((259268+(e<<1<<2)|0)+8|0)>>2]|0;b=f[(g+8|0)>>2]|0;if((b|0)==(259268+(e<<1<<2)|0|0)){f[64807]=q&~(1<<e);b=q&~(1<<e)}else{f[b+12>>2]=259268+(e<<1<<2)|0;f[((259268+(e<<1<<2)|0)+8|0)>>2]=b;b=q}f[g+4>>2]=t|3;f[(g+t|0)+4>>2]=(e<<3)-t|0|1;f[g+(e<<3)>>2]=(e<<3)-t|0;if(s|0){d=f[64812]|0;if(!(b&1<<(s>>>3))){f[64807]=b|1<<(s>>>3);b=259268+(s>>>3<<1<<2)|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}else{b=f[((259268+(s>>>3<<1<<2)|0)+8|0)>>2]|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}f[c>>2]=d;f[b+12>>2]=d;f[d+8>>2]=b;f[d+12>>2]=259268+(s>>>3<<1<<2)|0}f[64809]=(e<<3)-t|0;f[64812]=g+t|0;r=g+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}m=f[64808]|0;e=1;if(e){e=0;if(!m)z=t;else e=1}if(e)if(1){g=((m&0-m)+-1|0)>>>(((m&0-m)+-1|0)>>>12&16);e=g>>>(g>>>5&8)>>>(g>>>(g>>>5&8)>>>2&4);e=f[259532+((g>>>5&8|((m&0-m)+-1|0)>>>12&16|g>>>(g>>>5&8)>>>2&4|e>>>1&2|e>>>(e>>>1&2)>>>1&1)+(e>>>(e>>>1&2)>>>(e>>>(e>>>1&2)>>>1&1))<<2)>>2]|0;g=(f[e+4>>2]&-8)-t|0;h=f[e+16+(((f[e+16>>2]|0)==0&1)<<2)>>2]|0;if(!h)l=e;else{do{k=(f[h+4>>2]&-8)-t|0;l=k>>>0<g>>>0;g=l?k:g;e=l?h:e;h=f[h+16+(((f[h+16>>2]|0)==0&1)<<2)>>2]|0}while((h|0)!=0);l=e}k=l+t|0;if(k>>>0>l>>>0){h=f[l+24>>2]|0;b=f[l+12>>2]|0;do if((b|0)==(l|0)){c=l+20|0;b=f[c>>2]|0;if(!b){c=l+16|0;b=f[c>>2]|0;if(!b){c=0;break}}while(1){d=b+20|0;e=f[d>>2]|0;if(e|0){b=e;c=d;continue}d=b+16|0;e=f[d>>2]|0;if(!e)break;else{b=e;c=d}}f[c>>2]=0;c=b}else{c=f[l+8>>2]|0;f[c+12>>2]=b;f[b+8>>2]=c;c=b}while(0);do if(h|0){b=f[l+28>>2]|0;if((l|0)==(f[(259532+(b<<2)|0)>>2]|0)){f[(259532+(b<<2)|0)>>2]=c;if(!c){f[64808]=m&~(1<<b);break}}else{f[h+16+(((f[h+16>>2]|0)!=(l|0)&1)<<2)>>2]=c;if(!c)break}f[c+24>>2]=h;b=f[l+16>>2]|0;if(b|0){f[c+16>>2]=b;f[b+24>>2]=c}b=f[l+20>>2]|0;if(b|0){f[c+20>>2]=b;f[b+24>>2]=c}}while(0);if(g>>>0<16){x=g+t|0;f[l+4>>2]=x|3;x=l+x+4|0;f[x>>2]=f[x>>2]|1}else{f[l+4>>2]=t|3;f[k+4>>2]=g|1;f[k+g>>2]=g;if(s|0){d=f[64812]|0;if(!(q&1<<(s>>>3))){f[64807]=q|1<<(s>>>3);b=259268+(s>>>3<<1<<2)|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}else{b=f[((259268+(s>>>3<<1<<2)|0)+8|0)>>2]|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}f[c>>2]=d;f[b+12>>2]=d;f[d+8>>2]=b;f[d+12>>2]=259268+(s>>>3<<1<<2)|0}f[64809]=g;f[64812]=k}r=l+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}else z=t}}else i=1}if(i)if(1)z=t}else A=1}if(A){A=0;if(1){e=1;if(e){e=0;if(j>>>0>4294967231)z=-1;else e=1}if(e)if(1){s=(j+11|0)&-8;q=f[64808]|0;e=1;if(e){e=0;if(!q)z=s;else e=1}if(e)if(1){if(!((j+11|0)>>>8))m=0;else if(s>>>0>16777215)m=31;else{m=(j+11|0)>>>8<<((((j+11|0)>>>8)+1048320|0)>>>16&8);m=14-((m+520192|0)>>>16&4|(((j+11|0)>>>8)+1048320|0)>>>16&8|((m<<((m+520192|0)>>>16&4))+245760|0)>>>16&2)+(m<<((m+520192|0)>>>16&4)<<(((m<<((m+520192|0)>>>16&4))+245760|0)>>>16&2)>>>15)|0;m=s>>>(m+7|0)&1|m<<1}e=f[259532+(m<<2)>>2]|0;b:do if(!e){d=0;n=0;o=0-s|0;y=57}else{j=0;k=0-s|0;l=s<<((m|0)==31?0:25-(m>>>1)|0);h=0;while(1){g=(f[e+4>>2]&-8)-s|0;if(g>>>0<k>>>0)if(!g){c=0;p=e;b=e;y=61;break b}else j=e;else g=k;i=f[e+20>>2]|0;e=f[e+16+(l>>>31<<2)>>2]|0;h=(i|0)==0|(i|0)==(e|0)?h:i;i=(e|0)==0;if(i){d=h;n=j;o=g;y=57;break}else{k=g;l=l<<((i^1)&1)}}}while(0);if((y|0)==57){if((d|0)==0&(n|0)==0){d=2<<m;if(!(q&(d|0-d))){z=s;f[a+2248>>2]=1;break a}n=((q&(d|0-d)&0-(q&(d|0-d)))+-1|0)>>>12&16;t=((q&(d|0-d)&0-(q&(d|0-d)))+-1|0)>>>n;d=t>>>(t>>>5&8)>>>(t>>>(t>>>5&8)>>>2&4);e=0;d=f[259532+((t>>>5&8|n|t>>>(t>>>5&8)>>>2&4|d>>>1&2|d>>>(d>>>1&2)>>>1&1)+(d>>>(d>>>1&2)>>>(d>>>(d>>>1&2)>>>1&1))<<2)>>2]|0}else e=n;if(!d){x=e;v=o}else{c=o;p=d;b=e;y=61}}if((y|0)==61){do{y=0;v=(f[p+4>>2]&-8)-s|0;x=v>>>0<c>>>0;c=x?v:c;b=x?p:b;p=f[p+16+(((f[p+16>>2]|0)==0&1)<<2)>>2]|0}while((p|0)!=0);x=b;v=c}b=1;if(b){b=0;if(!x)z=s;else b=1}if(b)if(1){b=1;if(b)if(v>>>0<((f[64809]|0)-s|0)>>>0){h=x+s|0;if(h>>>0<=x>>>0){r=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}g=f[x+24>>2]|0;b=f[x+12>>2]|0;do if((b|0)==(x|0)){c=x+20|0;b=f[c>>2]|0;if(!b){c=x+16|0;b=f[c>>2]|0;if(!b){b=0;break}}while(1){d=b+20|0;e=f[d>>2]|0;if(e|0){b=e;c=d;continue}d=b+16|0;e=f[d>>2]|0;if(!e)break;else{b=e;c=d}}f[c>>2]=0}else{t=f[x+8>>2]|0;f[t+12>>2]=b;f[b+8>>2]=t}while(0);do if(!g)e=q;else{c=f[x+28>>2]|0;if((x|0)==(f[(259532+(c<<2)|0)>>2]|0)){f[(259532+(c<<2)|0)>>2]=b;if(!b){f[64808]=q&~(1<<c);e=q&~(1<<c);break}}else{f[g+16+(((f[g+16>>2]|0)!=(x|0)&1)<<2)>>2]=b;if(!b){e=q;break}}f[b+24>>2]=g;c=f[x+16>>2]|0;if(c|0){f[b+16>>2]=c;f[c+24>>2]=b}c=f[x+20>>2]|0;if(!c)e=q;else{f[b+20>>2]=c;f[c+24>>2]=b;e=q}}while(0);do if(v>>>0<16){w=v+s|0;f[x+4>>2]=w|3;w=x+w+4|0;f[w>>2]=f[w>>2]|1}else{f[x+4>>2]=s|3;f[h+4>>2]=v|1;f[h+v>>2]=v;d=v>>>3;if(v>>>0<256){b=f[64807]|0;if(!(b&1<<d)){f[64807]=b|1<<d;b=259268+(d<<1<<2)|0;c=(259268+(d<<1<<2)|0)+8|0}else{b=f[((259268+(d<<1<<2)|0)+8|0)>>2]|0;c=(259268+(d<<1<<2)|0)+8|0}f[c>>2]=h;f[b+12>>2]=h;f[h+8>>2]=b;f[h+12>>2]=259268+(d<<1<<2)|0;break}b=v>>>8;if(!b)b=0;else if(v>>>0>16777215)b=31;else{t=b<<((b+1048320|0)>>>16&8)<<(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4);b=14-(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4|(b+1048320|0)>>>16&8|(t+245760|0)>>>16&2)+(t<<((t+245760|0)>>>16&2)>>>15)|0;b=v>>>(b+7|0)&1|b<<1}d=259532+(b<<2)|0;f[h+28>>2]=b;f[(h+16|0)+4>>2]=0;f[(h+16|0)>>2]=0;c=1<<b;if(!(e&c)){f[64808]=e|c;f[d>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;break}c=v<<((b|0)==31?0:25-(b>>>1)|0);d=f[d>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(v|0)){y=97;break}w=d+16+(c>>>31<<2)|0;b=f[w>>2]|0;if(!b){y=96;break}else{c=c<<1;d=b}}if((y|0)==96){f[w>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;break}else if((y|0)==97){v=d+8|0;w=f[v>>2]|0;f[w+12>>2]=h;f[v>>2]=h;f[h+8>>2]=w;f[h+12>>2]=d;f[h+24>>2]=0;break}}while(0);r=x+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}else b=1;if(b)if(1)z=s}}}}else A=1}}f[a+72>>2]=r;f[a+144>>2]=z;f[a+2152>>2]=y;f[a+2160>>2]=A}
+function nCb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;a:do if(!a){d=f[c>>2]|0;e=f[d>>2]|0;if(!e)d=0;else{a=d;d=0;do{if(e>>>0>127){e=oBb(i,e,0)|0;if((e|0)==-1){d=-1;break a}}else e=1;d=e+d|0;a=a+4|0;e=f[a>>2]|0}while((e|0)!=0)}}else{b:do if(d>>>0>3){e=d;g=f[c>>2]|0;while(1){h=f[g>>2]|0;if((h+-1|0)>>>0>126){if(!h)break;h=oBb(a,h,0)|0;if((h|0)==-1){d=-1;break a}a=a+h|0;e=e-h|0}else{b[a>>0]=h;a=a+1|0;e=e+-1|0;g=f[c>>2]|0}g=g+4|0;f[c>>2]=g;if(e>>>0<=3)break b}b[a>>0]=0;f[c>>2]=0;d=d-e|0;break a}else e=d;while(0);if(e){g=f[c>>2]|0;while(1){h=f[g>>2]|0;if((h+-1|0)>>>0>126){if(!h){g=19;break}h=oBb(i,h,0)|0;if((h|0)==-1){d=-1;break a}if(e>>>0<h>>>0){g=22;break}oBb(a,f[g>>2]|0,0)|0;a=a+h|0;e=e-h|0}else{b[a>>0]=h;a=a+1|0;e=e+-1|0;g=f[c>>2]|0}g=g+4|0;f[c>>2]=g;if(!e)break a}if((g|0)==19){b[a>>0]=0;f[c>>2]=0;d=d-e|0;break}else if((g|0)==22){d=d-e|0;break}}}while(0);u=j;return d|0}function oCb(a,b,c){a=a|0;b=b|0;c=c|0;var 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c}f[g>>2]=h;f[e>>2]=i;l=(l|0)==(g|0)?e:l;g=j;d=d+1|0}}else{h=j;i=g}while(0);if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0<g>>>0){f[i>>2]=e;f[h>>2]=g;d=d+1|0}}if(!d){d=fDb(a,i,c)|0;e=i+4|0;if(fDb(e,b,c)|0){p=45;break}if(d){a=e;continue}}l=i;if((l-m|0)>=(n-l|0)){p=44;break}aDb(a,i,c);a=i+4|0}if((p|0)==44){p=0;aDb(i+4|0,b,c);b=i;continue}else if((p|0)==45){p=0;if(d)break;else{b=i;continue}}}if((p|0)==5){b=f[o>>2]|0;d=f[a>>2]|0;if(b>>>0<d>>>0){f[a>>2]=b;f[o>>2]=d}}else if((p|0)==7)bDb(a,a+4|0,o,c)|0;else if((p|0)==8)cDb(a,a+4|0,a+8|0,o,c)|0;else if((p|0)==9)dDb(a,a+4|0,a+8|0,a+12|0,o,c)|0;else if((p|0)==11)eDb(a,b,c);return}function bDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;d=f[b>>2]|0;h=f[a>>2]|0;e=f[c>>2]|0;g=e>>>0<d>>>0;do if(d>>>0<h>>>0){if(g){f[a>>2]=e;f[c>>2]=h;d=1;break}f[a>>2]=d;f[b>>2]=h;d=f[c>>2]|0;if(d>>>0<h>>>0){f[b>>2]=d;f[c>>2]=h;d=2}else d=1}else if(g){f[b>>2]=e;f[c>>2]=d;e=f[b>>2]|0;d=f[a>>2]|0;if(e>>>0<d>>>0){f[a>>2]=e;f[b>>2]=d;d=2}else d=1}else d=0;while(0);return d|0}function cDb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;e=bDb(a,b,c,e)|0;g=f[d>>2]|0;h=f[c>>2]|0;if(g>>>0<h>>>0){f[c>>2]=g;f[d>>2]=h;d=e+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0<h>>>0){f[b>>2]=g;f[c>>2]=h;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0<h>>>0){f[a>>2]=g;f[b>>2]=h;e=e+3|0}else e=e+2|0}else e=d}return e|0}function dDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=cDb(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0<h>>>0){f[d>>2]=g;f[e>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0<e>>>0){f[c>>2]=h;f[d>>2]=e;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0<e>>>0){f[b>>2]=h;f[c>>2]=e;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0<h>>>0){f[a>>2]=g;f[b>>2]=h;g=i+4|0}else g=i+3|0}}}else g=i;return g|0}function eDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=a+8|0;bDb(a,a+4|0,h,c)|0;g=a+12|0;c=h;while(1){if((g|0)==(b|0))break;h=f[g>>2]|0;e=f[c>>2]|0;if(h>>>0<e>>>0){d=g;while(1){f[d>>2]=e;if((c|0)==(a|0)){c=a;break}d=c+-4|0;e=f[d>>2]|0;if(h>>>0>=e>>>0)break;else{i=c;c=d;d=i}}f[c>>2]=h}c=g;g=g+4|0}return}function fDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;switch(b-a>>2|0){case 1:case 0:{c=1;break}case 2:{c=b+-4|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0<e>>>0){f[a>>2]=d;f[c>>2]=e;c=1}else c=1;break}case 3:{bDb(a,a+4|0,b+-4|0,c)|0;c=1;break}case 4:{cDb(a,a+4|0,a+8|0,b+-4|0,c)|0;c=1;break}case 5:{dDb(a,a+4|0,a+8|0,a+12|0,b+-4|0,c)|0;c=1;break}default:{d=a+8|0;bDb(a,a+4|0,d,c)|0;i=a+12|0;c=0;while(1){if((i|0)==(b|0)){d=1;c=0;break}h=f[i>>2]|0;g=f[d>>2]|0;if(h>>>0<g>>>0){e=i;while(1){f[e>>2]=g;if((d|0)==(a|0)){d=a;break}e=d+-4|0;g=f[e>>2]|0;if(h>>>0>=g>>>0)break;else{j=d;d=e;e=j}}f[d>>2]=h;c=c+1|0;if((c|0)==8){d=0;c=(i+4|0)==(b|0);break}}d=i;i=i+4|0}c=c|d}}return c|0}function gDb(){var a=0,b=0,c=0;b=u;u=u+16|0;a=b;if(!(wd(1,a|0)|0)){c=f[a>>2]|0;a=f[a+4>>2]|0;c=WPb(c|0,((c|0)<0)<<31>>31|0,1e9,0)|0;a=QPb(c|0,I|0,a|0,((a|0)<0)<<31>>31|0)|0;u=b;return a|0}else{c=hAb()|0;cPb(f[c>>2]|0,252190)}return 0}function hDb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;b=k;i=k+8|0;c=k+4|0;f[i>>2]=a;do if(a>>>0<212){a=iDb(47156,47348,i,b)|0;a=f[a>>2]|0}else{h=(a>>>0)/210|0;e=h*210|0;f[c>>2]=a-e;a=0;g=(iDb(47348,47540,c,b)|0)-47348>>2;b=e;a:while(1){e=(f[47348+(g<<2)>>2]|0)+b|0;b=5;while(1){if(b>>>0>=47){d=211;j=8;break}c=f[47156+(b<<2)>>2]|0;d=(e>>>0)/(c>>>0)|0;if(d>>>0<c>>>0){j=106;break a}if((e|0)==(X(d,c)|0))break;else b=b+1|0}b:do if((j|0)==8){c:while(1){j=0;b=(e>>>0)/(d>>>0)|0;do if(b>>>0<d>>>0){b=d;c=1;a=e}else if((e|0)==(X(b,d)|0)){b=d;c=9}else{b=d+10|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+12|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+16|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+18|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+22|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+28|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+30|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+36|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+40|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+42|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+46|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+52|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+58|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+60|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+66|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+70|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+72|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+78|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+82|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+88|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+96|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+100|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+102|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+106|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+108|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+112|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+120|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+126|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+130|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+136|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+138|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+142|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+148|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+150|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+156|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+162|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+166|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+168|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+172|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+178|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+180|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+186|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+190|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+192|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+196|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+198|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+208|0;c=(e>>>0)/(b>>>0)|0;l=c>>>0<b>>>0;c=(e|0)==(X(c,b)|0);b=l|c?b:d+210|0;c=l?1:c?9:0;a=l?e:a}}}}}}}while(0);switch(c&15){case 9:break b;case 0:{d=b;j=8;break}default:break c}}if(c){j=107;break a}}while(0);l=g+1|0;e=(l|0)==48;b=h+(e&1)|0;h=b;g=e?0:l;b=b*210|0}if((j|0)==106){f[i>>2]=e;a=e;break}else if((j|0)==107){f[i>>2]=e;break}}while(0);u=k;return a|0}function iDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=f[c>>2]|0;d=a;c=b-a>>2;while(1){if(!c)break;b=(c|0)/2|0;g=d+(b<<2)|0;a=(f[g>>2]|0)>>>0<e>>>0;d=a?g+4|0:d;c=a?c+-1-b|0:b}return d|0}function jDb(a){a=a|0;kDb(a);return}function kDb(a){a=a|0;f[a>>2]=47548;lDb(a,0);YFb(a+28|0);$zb(f[a+32>>2]|0);$zb(f[a+36>>2]|0);$zb(f[a+48>>2]|0);$zb(f[a+60>>2]|0);return}function lDb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=a+32|0;e=a+36|0;c=f[a+40>>2]|0;while(1){if(!c)break;g=c+-1|0;xh[f[(f[d>>2]|0)+(g<<2)>>2]&127](b,a,f[(f[e>>2]|0)+(g<<2)>>2]|0);c=g}return}function mDb(a){a=a|0;kDb(a);sOb(a);return}function nDb(a){a=a|0;kDb(a);return}function oDb(a){a=a|0;f[a>>2]=47564;YFb(a+4|0);return}function pDb(a){a=a|0;oDb(a);sOb(a);return}function qDb(a,b){a=a|0;b=b|0;return}function rDb(a,b,c){a=a|0;b=b|0;c=c|0;return a|0}function sDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=a;f[g>>2]=0;f[g+4>>2]=0;g=a+8|0;f[g>>2]=-1;f[g+4>>2]=-1;return}function tDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=a;f[d>>2]=0;f[d+4>>2]=0;d=a+8|0;f[d>>2]=-1;f[d+4>>2]=-1;return}function uDb(a){a=a|0;return 0}function vDb(a){a=a|0;return 0}function wDb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;CDb()|0;i=a+12|0;j=a+16|0;h=0;while(1){if((h|0)>=(d|0))break;e=f[i>>2]|0;g=f[j>>2]|0;if(e>>>0<g>>>0){g=g-e|0;k=d-h|0;g=(k|0)<(g|0)?k:g;EDb(c,e,g)|0;f[i>>2]=(f[i>>2]|0)+g;c=c+g|0;h=g+h|0;continue}e=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if((e|0)==-1)break;k=FDb(e)|0;b[c>>0]=k;c=c+1|0;h=h+1|0}return h|0}function xDb(a){a=a|0;return CDb()|0}function yDb(a){a=a|0;var c=0;c=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;if((c|0)==(CDb()|0))a=CDb()|0;else{c=a+12|0;a=f[c>>2]|0;f[c>>2]=a+1;a=DDb(b[a>>0]|0)|0}return a|0}function zDb(a,b){a=a|0;b=b|0;return CDb()|0}function ADb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=CDb()|0;j=a+24|0;k=a+28|0;e=0;while(1){if((e|0)>=(d|0))break;g=f[j>>2]|0;h=f[k>>2]|0;if(g>>>0<h>>>0){h=h-g|0;l=d-e|0;h=(l|0)<(h|0)?l:h;EDb(g,c,h)|0;f[j>>2]=(f[j>>2]|0)+h;c=c+h|0;e=h+e|0;continue}h=f[(f[a>>2]|0)+52>>2]|0;l=DDb(b[c>>0]|0)|0;if((Rg[h&255](a,l)|0)==(i|0))break;c=c+1|0;e=e+1|0}return e|0}function BDb(a,b){a=a|0;b=b|0;return CDb()|0}function CDb(){return -1}function DDb(a){a=a|0;return a&255|0}function EDb(a,b,c){a=a|0;b=b|0;c=c|0;if(c|0)bQb(a|0,b|0,c|0)|0;return a|0}function FDb(a){a=a|0;return a&255|0}function GDb(a){a=a|0;f[a>>2]=47628;YFb(a+4|0);return}function HDb(a){a=a|0;GDb(a);sOb(a);return}function IDb(a,b){a=a|0;b=b|0;return}function JDb(a,b,c){a=a|0;b=b|0;c=c|0;return a|0}function KDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=a;f[g>>2]=0;f[g+4>>2]=0;g=a+8|0;f[g>>2]=-1;f[g+4>>2]=-1;return}function LDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=a;f[d>>2]=0;f[d+4>>2]=0;d=a+8|0;f[d>>2]=-1;f[d+4>>2]=-1;return}function MDb(a){a=a|0;return 0}function NDb(a){a=a|0;return 0}function ODb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;UDb()|0;h=a+12|0;i=a+16|0;g=0;while(1){if((g|0)>=(c|0))break;d=f[h>>2]|0;e=f[i>>2]|0;if(d>>>0<e>>>0){e=e-d>>2;j=c-g|0;e=(j|0)<(e|0)?j:e;WDb(b,d,e)|0;f[h>>2]=(f[h>>2]|0)+(e<<2);b=b+(e<<2)|0;g=e+g|0;continue}d=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if((d|0)==-1)break;j=XDb(d)|0;f[b>>2]=j;b=b+4|0;g=g+1|0}return g|0}function PDb(a){a=a|0;return UDb()|0}function QDb(a){a=a|0;var b=0;b=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;if((b|0)==(UDb()|0))a=UDb()|0;else{b=a+12|0;a=f[b>>2]|0;f[b>>2]=a+4;a=VDb(f[a>>2]|0)|0}return a|0}function RDb(a,b){a=a|0;b=b|0;return UDb()|0}function SDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=UDb()|0;i=a+24|0;j=a+28|0;d=0;while(1){if((d|0)>=(c|0))break;e=f[i>>2]|0;g=f[j>>2]|0;if(e>>>0<g>>>0){g=g-e>>2;k=c-d|0;g=(k|0)<(g|0)?k:g;WDb(e,b,g)|0;f[i>>2]=(f[i>>2]|0)+(g<<2);b=b+(g<<2)|0;d=g+d|0;continue}g=f[(f[a>>2]|0)+52>>2]|0;k=VDb(f[b>>2]|0)|0;if((Rg[g&255](a,k)|0)==(h|0))break;b=b+4|0;d=d+1|0}return d|0}function TDb(a,b){a=a|0;b=b|0;return UDb()|0}function UDb(){return -1}function VDb(a){a=a|0;return a|0}function WDb(a,b,c){a=a|0;b=b|0;c=c|0;if(c)wBb(a,b,c)|0;return a|0}function XDb(a){a=a|0;return a|0}function YDb(a){a=a|0;aEb(a,47724);jDb(a+8|0);return}function ZDb(a){a=a|0;YDb(a);sOb(a);return}function _Db(a){a=a|0;YDb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function $Db(a){a=a|0;ZDb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function aEb(a,b){a=a|0;b=b|0;return}function bEb(a){a=a|0;fEb(a,47772);nDb(a+8|0);return}function cEb(a){a=a|0;bEb(a);sOb(a);return}function dEb(a){a=a|0;bEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function eEb(a){a=a|0;cEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function fEb(a,b){a=a|0;b=b|0;return}function gEb(a){a=a|0;kEb(a,47820);jDb(a+4|0);return}function hEb(a){a=a|0;gEb(a);sOb(a);return}function iEb(a){a=a|0;gEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function jEb(a){a=a|0;hEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function kEb(a,b){a=a|0;b=b|0;return}function lEb(a){a=a|0;pEb(a,47868);nDb(a+4|0);return}function mEb(a){a=a|0;lEb(a);sOb(a);return}function nEb(a){a=a|0;lEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function oEb(a){a=a|0;mEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function pEb(a,b){a=a|0;b=b|0;return}function qEb(a){a=a|0;return pAb(a)|0}function rEb(a,c){a=a|0;c=c|0;b[a>>0]=b[c>>0]|0;return}function sEb(a,b){a=a|0;b=b|0;f[a+16>>2]=(f[a+24>>2]|0)==0|b;return}function tEb(a,b){a=a|0;b=b|0;var c=0;f[a+24>>2]=b;f[a+16>>2]=(b|0)==0&1;f[a+20>>2]=0;f[a+4>>2]=4098;f[a+12>>2]=0;f[a+8>>2]=6;c=a+28|0;b=a+32|0;a=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(a|0));YNb(c);return}function uEb(a,b){a=a|0;b=b|0;return (a|0)==(b|0)|0}function vEb(a,b){a=a|0;b=b|0;WNb(a,b+28|0);return}function wEb(a,b){a=a|0;b=b|0;return (a|0)==(b|0)|0}function xEb(a){a=a|0;f[a>>2]=47564;YNb(a+4|0);a=a+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function yEb(a){a=a|0;f[a>>2]=47628;YNb(a+4|0);a=a+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function zEb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;i=r;b[a>>0]=0;g=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;h=f[g+16>>2]|0;if(!h){g=f[g+72>>2]|0;if(g|0)AEb(g)|0;do if(!e){g=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;if(f[g+4>>2]&4096|0){vEb(i,g);l=XFb(i,260896)|0;YFb(i);g=f[c+(f[(f[c>>2]|0)+-12>>2]|0)+24>>2]|0;l=l+8|0;m=g;n=(g|0)==0;o=m+12|0;p=m+16|0;q=g;while(1){if(n){e=0;g=0;break}h=f[o>>2]|0;if((h|0)==(f[p>>2]|0))h=Pg[f[(f[q>>2]|0)+36>>2]&1023](m)|0;else h=DDb(b[h>>0]|0)|0;k=uEb(h,CDb()|0)|0;i=k?0:g;if(k){e=0;g=0;break}e=i;j=e+12|0;h=f[j>>2]|0;k=e+16|0;if((h|0)==(f[k>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](e)|0;else h=DDb(b[h>>0]|0)|0;if((h&255)<<24>>24<=-1)break;if(!(d[(f[l>>2]|0)+(h<<24>>24<<1)>>1]&8192))break;h=f[j>>2]|0;if((h|0)==(f[k>>2]|0)){Pg[f[(f[i>>2]|0)+40>>2]&1023](e)|0;continue}else{f[j>>2]=h+1;DDb(b[h>>0]|0)|0;continue}}if(g|0){h=f[e+12>>2]|0;if((h|0)==(f[e+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](e)|0;else g=DDb(b[h>>0]|0)|0;if(!(uEb(g,CDb()|0)|0))break}q=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;sEb(q,f[q+16>>2]|6)}}while(0);b[a>>0]=(f[c+(f[(f[c>>2]|0)+-12>>2]|0)+16>>2]|0)==0&1}else sEb(g,h|4);u=r;return}function AEb(a){a=a|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;if(f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0){BEb(c,a);if(b[c>>0]|0){e=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;if((Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0)==-1){e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(e,f[e+16>>2]|1)}}CEb(c)}u=d;return a|0}function BEb(a,c){a=a|0;c=c|0;b[a>>0]=0;f[a+4>>2]=c;c=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;if(!(f[c+16>>2]|0)){c=f[c+72>>2]|0;if(c|0)AEb(c)|0;b[a>>0]=1}return}function CEb(a){a=a|0;var b=0;a=a+4|0;b=f[a>>2]|0;b=b+(f[(f[b>>2]|0)+-12>>2]|0)|0;if(f[b+24>>2]|0)if(!(f[b+16>>2]|0))if(f[b+4>>2]&8192|0)if(!(sc()|0)){b=f[a>>2]|0;b=f[b+(f[(f[b>>2]|0)+-12>>2]|0)+24>>2]|0;if((Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0)==-1){b=f[a>>2]|0;b=b+(f[(f[b>>2]|0)+-12>>2]|0)|0;sEb(b,f[b+16>>2]|1)}}return}function DEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;h=u;u=u+16|0;i=h;g=a+4|0;f[g>>2]=0;zEb(i,a,1);e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;if(!(b[i>>0]|0))sEb(e,f[e+16>>2]|4);else{i=f[e+24>>2]|0;i=Sg[f[(f[i>>2]|0)+32>>2]&255](i,c,d)|0;f[g>>2]=i;if((i|0)!=(d|0)){i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]|6)}}u=h;return a|0}function EEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+32|0;g=e+16|0;d=e;h=a;f[h>>2]=0;f[h+4>>2]=0;h=a+8|0;f[h>>2]=-1;f[h+4>>2]=-1;zEb(g,c,1);if(b[g>>0]|0){h=f[c+(f[(f[c>>2]|0)+-12>>2]|0)+24>>2]|0;Th[f[(f[h>>2]|0)+16>>2]&127](d,h,0,0,1,8);f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2]}u=e;return}function FEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;g=u;u=u+48|0;d=g+16|0;h=g+32|0;e=g;i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]&-3);zEb(h,a,1);if(b[h>>0]|0){i=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;h=f[(f[i>>2]|0)+20>>2]|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];Fh[h&255](e,i,d,8);i=e+8|0;if((f[i>>2]|0)==-1?(f[i+4>>2]|0)==-1:0){i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]|4)}}u=g;return a|0}function GEb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;h=u;u=u+32|0;i=h+16|0;g=h;j=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(j,f[j+16>>2]&-3);zEb(i,a,1);if(b[i>>0]|0){j=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;Th[f[(f[j>>2]|0)+16>>2]&127](g,j,c,d,e,8);j=g+8|0;if((f[j>>2]|0)==-1?(f[j+4>>2]|0)==-1:0){j=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(j,f[j+16>>2]|4)}}u=h;return a|0}function HEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+12>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function IEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+24>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c&65535)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function JEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+16>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function KEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+24>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function LEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+16>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function MEb(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+32>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Ug[m&7](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function NEb(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+32>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Ug[m&7](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function OEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;BEb(i,a);do if(b[i>>0]|0){d=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;e=d;if(d|0){g=e+24|0;h=f[g>>2]|0;if((h|0)==(f[e+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;c=DDb(c)|0;c=Rg[h&255](e,c)|0}else{f[g>>2]=h+1;b[h>>0]=c;c=DDb(c)|0}if(!(uEb(c,CDb()|0)|0))break}h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(h,f[h+16>>2]|1)}while(0);CEb(i);u=j;return a|0}function PEb(){REb();return}function QEb(){return}function REb(){SEb(0);return}function SEb(a){a=a|0;var b=0;a=f[10833]|0;TEb(260528,a,260584);f[64962]=47696;f[64964]=47716;f[64963]=0;tEb(259856,260528);f[64982]=0;b=CDb()|0;f[64983]=b;UEb(260592,a,260648);f[64984]=47744;f[64986]=47764;f[64985]=0;tEb(259944,260592);f[65004]=0;a=UDb()|0;f[65005]=a;a=f[10800]|0;VEb(260656,a,260704);f[65006]=47792;f[65007]=47812;tEb(260028,260656);f[65025]=0;b=CDb()|0;f[65026]=b;WEb(260712,a,260760);f[65027]=47840;f[65028]=47860;tEb(260112,260712);f[65046]=0;a=UDb()|0;f[65047]=a;a=f[10768]|0;VEb(260768,a,260816);f[65048]=47792;f[65049]=47812;tEb(260196,260768);f[65067]=0;b=CDb()|0;f[65068]=b;b=f[260192+(f[(f[65048]|0)+-12>>2]|0)+24>>2]|0;f[65090]=47792;f[65091]=47812;tEb(260364,b);f[65109]=0;b=CDb()|0;f[65110]=b;WEb(260824,a,260872);f[65069]=47840;f[65070]=47860;tEb(260280,260824);f[65088]=0;a=UDb()|0;f[65089]=a;a=f[260276+(f[(f[65069]|0)+-12>>2]|0)+24>>2]|0;f[65111]=47840;f[65112]=47860;tEb(260448,a);f[65130]=0;a=UDb()|0;f[65131]=a;f[259848+(f[(f[64962]|0)+-12>>2]|0)+72>>2]=260024;f[259936+(f[(f[64984]|0)+-12>>2]|0)+72>>2]=260108;a=260192+(f[(f[65048]|0)+-12>>2]|0)+4|0;f[a>>2]=f[a>>2]|8192;a=260276+(f[(f[65069]|0)+-12>>2]|0)+4|0;f[a>>2]=f[a>>2]|8192;f[260192+(f[(f[65048]|0)+-12>>2]|0)+72>>2]=260024;f[260276+(f[(f[65069]|0)+-12>>2]|0)+72>>2]=260108;return}function TEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;xEb(a);f[a>>2]=48076;f[a+32>>2]=c;f[a+40>>2]=d;d=CDb()|0;f[a+48>>2]=d;b[a+52>>0]=0;d=f[(f[a>>2]|0)+8>>2]|0;WNb(g,a+4|0);oh[d&1023](a,g);YFb(g);u=e;return}function UEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;yEb(a);f[a>>2]=48012;f[a+32>>2]=c;f[a+40>>2]=d;d=UDb()|0;f[a+48>>2]=d;b[a+52>>0]=0;d=f[(f[a>>2]|0)+8>>2]|0;WNb(g,a+4|0);oh[d&1023](a,g);YFb(g);u=e;return}function VEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;xEb(a);f[a>>2]=47948;f[a+32>>2]=c;WNb(g,a+4|0);c=XFb(g,262688)|0;YFb(g);f[a+36>>2]=c;f[a+40>>2]=d;d=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=d;u=e;return}function WEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;yEb(a);f[a>>2]=47884;f[a+32>>2]=c;WNb(g,a+4|0);c=XFb(g,262696)|0;YFb(g);f[a+36>>2]=c;f[a+40>>2]=d;d=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=d;u=e;return}function XEb(a){a=a|0;GDb(a);return}function YEb(a){a=a|0;XEb(a);sOb(a);return}function ZEb(a,c){a=a|0;c=c|0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262696)|0;f[a+36>>2]=c;c=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=c;return}function _Eb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;c=k+8|0;d=k;e=a+36|0;g=a+40|0;h=c+8|0;i=c;b=a+32|0;a:while(1){a=f[e>>2]|0;a=Vg[f[(f[a>>2]|0)+20>>2]&31](a,f[g>>2]|0,c,h,d)|0;l=(f[d>>2]|0)-i|0;if((vCb(c,1,l,f[b>>2]|0)|0)!=(l|0)){a=-1;break}switch(a|0){case 1:break;case 2:{a=-1;break a}default:{j=4;break a}}}if((j|0)==4)a=((OBb(f[b>>2]|0)|0)!=0)<<31>>31;u=k;return a|0}function $Eb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;a:do if(!(b[a+44>>0]|0)){e=0;while(1){if((e|0)>=(d|0))break a;h=f[(f[a>>2]|0)+52>>2]|0;g=VDb(f[c>>2]|0)|0;g=Rg[h&255](a,g)|0;if((g|0)==(UDb()|0))break a;e=e+1|0;c=c+4|0}}else e=vCb(c,4,d,f[a+32>>2]|0)|0;while(0);return e|0}function aFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+16|0;e=o+8|0;m=o+4|0;n=o;do if(wEb(c,UDb()|0)|0)d=15;else{k=XDb(c)|0;f[e>>2]=k;if(b[a+44>>0]|0){if((vCb(e,4,1,f[a+32>>2]|0)|0)==1){d=15;break}a=UDb()|0;break}f[m>>2]=l;d=e+4|0;g=a+36|0;h=a+40|0;i=l+8|0;j=l;k=a+32|0;while(1){a=f[g>>2]|0;a=_g[f[(f[a>>2]|0)+12>>2]&15](a,f[h>>2]|0,e,d,n,l,i,m)|0;if((f[n>>2]|0)==(e|0)){d=14;break}if((a|0)==3){d=8;break}if(a>>>0>=2){d=14;break}e=(f[m>>2]|0)-j|0;if((vCb(l,1,e,f[k>>2]|0)|0)!=(e|0)){d=14;break}if((a|0)==1)e=f[n>>2]|0;else{d=13;break}}if((d|0)==8)if((vCb(e,1,1,f[k>>2]|0)|0)==1)d=13;else d=14;if((d|0)==13){d=15;break}else if((d|0)==14){a=UDb()|0;break}}while(0);if((d|0)==15)a=bFb(c)|0;u=o;return a|0}function bFb(a){a=a|0;if(wEb(a,UDb()|0)|0)a=~(UDb()|0);return a|0}function cFb(a){a=a|0;oDb(a);return}function dFb(a){a=a|0;cFb(a);sOb(a);return}function eFb(a,c){a=a|0;c=c|0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262688)|0;f[a+36>>2]=c;c=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=c;return}function fFb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;c=k+8|0;d=k;e=a+36|0;g=a+40|0;h=c+8|0;i=c;b=a+32|0;a:while(1){a=f[e>>2]|0;a=Vg[f[(f[a>>2]|0)+20>>2]&31](a,f[g>>2]|0,c,h,d)|0;l=(f[d>>2]|0)-i|0;if((vCb(c,1,l,f[b>>2]|0)|0)!=(l|0)){a=-1;break}switch(a|0){case 1:break;case 2:{a=-1;break a}default:{j=4;break a}}}if((j|0)==4)a=((OBb(f[b>>2]|0)|0)!=0)<<31>>31;u=k;return a|0}function gFb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;a:do if(!(b[a+44>>0]|0)){e=0;while(1){if((e|0)>=(d|0))break a;h=f[(f[a>>2]|0)+52>>2]|0;g=DDb(b[c>>0]|0)|0;g=Rg[h&255](a,g)|0;if((g|0)==(CDb()|0))break a;e=e+1|0;c=c+1|0}}else e=vCb(c,1,d,f[a+32>>2]|0)|0;while(0);return e|0}function hFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+16|0;e=o+8|0;m=o+4|0;n=o;do if(uEb(c,CDb()|0)|0)d=15;else{k=FDb(c)|0;b[e>>0]=k;if(b[a+44>>0]|0){if((vCb(e,1,1,f[a+32>>2]|0)|0)==1){d=15;break}a=CDb()|0;break}f[m>>2]=l;d=e+1|0;g=a+36|0;h=a+40|0;i=l+8|0;j=l;k=a+32|0;while(1){a=f[g>>2]|0;a=_g[f[(f[a>>2]|0)+12>>2]&15](a,f[h>>2]|0,e,d,n,l,i,m)|0;if((f[n>>2]|0)==(e|0)){d=14;break}if((a|0)==3){d=8;break}if(a>>>0>=2){d=14;break}e=(f[m>>2]|0)-j|0;if((vCb(l,1,e,f[k>>2]|0)|0)!=(e|0)){d=14;break}if((a|0)==1)e=f[n>>2]|0;else{d=13;break}}if((d|0)==8)if((vCb(e,1,1,f[k>>2]|0)|0)==1)d=13;else d=14;if((d|0)==13){d=15;break}else if((d|0)==14){a=CDb()|0;break}}while(0);if((d|0)==15)a=iFb(c)|0;u=o;return a|0}function iFb(a){a=a|0;if(uEb(a,CDb()|0)|0)a=~(CDb()|0);return a|0}function jFb(a){a=a|0;GDb(a);return}function kFb(a){a=a|0;jFb(a);sOb(a);return}function lFb(a,c){a=a|0;c=c|0;var d=0,e=0;e=XFb(c,262696)|0;d=a+36|0;f[d>>2]=e;e=Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0;c=a+44|0;f[c>>2]=e;d=f[d>>2]|0;d=(Pg[f[(f[d>>2]|0)+28>>2]&1023](d)|0)&1;b[a+53>>0]=d;if((f[c>>2]|0)>8)kJb(252666);else return}function mFb(a){a=a|0;return pFb(a,0)|0}function nFb(a){a=a|0;return pFb(a,1)|0}function oFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;i=l+8|0;e=l+4|0;g=l;j=wEb(c,UDb()|0)|0;k=a+52|0;d=(b[k>>0]|0)!=0;do if(j)if(d)d=c;else{d=f[a+48>>2]|0;c=((wEb(d,UDb()|0)|0)^1)&1;b[k>>0]=c}else{if(d){j=a+48|0;d=XDb(f[j>>2]|0)|0;f[e>>2]=d;d=f[a+36>>2]|0;switch(_g[f[(f[d>>2]|0)+12>>2]&15](d,f[a+40>>2]|0,e,e+4|0,g,h,h+8|0,i)|0){case 1:case 2:{g=11;break}case 3:{b[h>>0]=f[j>>2];f[i>>2]=h+1;g=8;break}default:g=8}a:do if((g|0)==8){d=a+32|0;while(1){e=f[i>>2]|0;if(e>>>0<=h>>>0){e=1;d=0;break a}a=e+-1|0;f[i>>2]=a;if((yCb(b[a>>0]|0,f[d>>2]|0)|0)==-1){g=11;break}}}while(0);if((g|0)==11){e=0;d=UDb()|0}if(e)d=j;else break}else d=a+48|0;f[d>>2]=c;b[k>>0]=1;d=c}while(0);u=l;return d|0}function pFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+32|0;p=r+16|0;q=r+8|0;l=r+4|0;m=r;g=a+52|0;if(!(b[g>>0]|0)){d=f[a+44>>2]|0;d=(d|0)>1?d:1;o=a+32|0;e=0;while(1){if((e|0)>=(d|0)){n=9;break}g=CBb(f[o>>2]|0)|0;if((g|0)==-1){n=8;break}b[p+e>>0]=g;e=e+1|0}if((n|0)==8)d=UDb()|0;else if((n|0)==9){do if(!(b[a+53>>0]|0)){i=a+40|0;j=a+36|0;k=q+4|0;a:while(1){s=f[i>>2]|0;g=s;e=f[g>>2]|0;g=f[g+4>>2]|0;t=f[j>>2]|0;h=p+d|0;switch(_g[f[(f[t>>2]|0)+16>>2]&15](t,s,p,h,l,q,k,m)|0){case 3:{n=16;break a}case 2:{n=18;break a}case 1:break;default:break a}t=f[i>>2]|0;f[t>>2]=e;f[t+4>>2]=g;if((d|0)==8){n=18;break}e=CBb(f[o>>2]|0)|0;if((e|0)==-1){n=18;break}b[h>>0]=e;d=d+1|0}if((n|0)==16)f[q>>2]=b[p>>0];else if((n|0)==18){d=UDb()|0;break}n=19}else{f[q>>2]=b[p>>0];n=19}while(0);b:do if((n|0)==19){c:do if(c){t=VDb(f[q>>2]|0)|0;f[a+48>>2]=t}else{do{if((d|0)<=0)break c;d=d+-1|0;t=VDb(b[p+d>>0]|0)|0}while((yCb(t,f[o>>2]|0)|0)!=-1);d=UDb()|0;break b}while(0);d=VDb(f[q>>2]|0)|0}while(0)}}else{e=a+48|0;d=f[e>>2]|0;if(c){t=UDb()|0;f[e>>2]=t;b[g>>0]=0}}u=r;return d|0}function qFb(a){a=a|0;oDb(a);return}function rFb(a){a=a|0;qFb(a);sOb(a);return}function sFb(a,c){a=a|0;c=c|0;var d=0,e=0;e=XFb(c,262688)|0;d=a+36|0;f[d>>2]=e;e=Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0;c=a+44|0;f[c>>2]=e;d=f[d>>2]|0;d=(Pg[f[(f[d>>2]|0)+28>>2]&1023](d)|0)&1;b[a+53>>0]=d;if((f[c>>2]|0)>8)kJb(252666);else return}function tFb(a){a=a|0;return wFb(a,0)|0}function uFb(a){a=a|0;return wFb(a,1)|0}function vFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;i=l+4|0;e=l+8|0;g=l;j=uEb(c,CDb()|0)|0;k=a+52|0;d=(b[k>>0]|0)!=0;do if(j)if(d)d=c;else{d=f[a+48>>2]|0;c=((uEb(d,CDb()|0)|0)^1)&1;b[k>>0]=c}else{if(d){j=a+48|0;d=FDb(f[j>>2]|0)|0;b[e>>0]=d;d=f[a+36>>2]|0;switch(_g[f[(f[d>>2]|0)+12>>2]&15](d,f[a+40>>2]|0,e,e+1|0,g,h,h+8|0,i)|0){case 1:case 2:{g=11;break}case 3:{b[h>>0]=f[j>>2];f[i>>2]=h+1;g=8;break}default:g=8}a:do if((g|0)==8){d=a+32|0;while(1){e=f[i>>2]|0;if(e>>>0<=h>>>0){e=1;d=0;break a}a=e+-1|0;f[i>>2]=a;if((yCb(b[a>>0]|0,f[d>>2]|0)|0)==-1){g=11;break}}}while(0);if((g|0)==11){e=0;d=CDb()|0}if(e)d=j;else break}else d=a+48|0;f[d>>2]=c;b[k>>0]=1;d=c}while(0);u=l;return d|0}function wFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+32|0;p=r+16|0;q=r+8|0;l=r+4|0;m=r;g=a+52|0;if(!(b[g>>0]|0)){d=f[a+44>>2]|0;d=(d|0)>1?d:1;o=a+32|0;e=0;while(1){if((e|0)>=(d|0)){n=9;break}g=CBb(f[o>>2]|0)|0;if((g|0)==-1){n=8;break}b[p+e>>0]=g;e=e+1|0}if((n|0)==8)d=CDb()|0;else if((n|0)==9){do if(!(b[a+53>>0]|0)){i=a+40|0;j=a+36|0;k=q+1|0;a:while(1){s=f[i>>2]|0;g=s;e=f[g>>2]|0;g=f[g+4>>2]|0;t=f[j>>2]|0;h=p+d|0;switch(_g[f[(f[t>>2]|0)+16>>2]&15](t,s,p,h,l,q,k,m)|0){case 3:{n=16;break a}case 2:{n=18;break a}case 1:break;default:break a}t=f[i>>2]|0;f[t>>2]=e;f[t+4>>2]=g;if((d|0)==8){n=18;break}e=CBb(f[o>>2]|0)|0;if((e|0)==-1){n=18;break}b[h>>0]=e;d=d+1|0}if((n|0)==16)b[q>>0]=b[p>>0]|0;else if((n|0)==18){d=CDb()|0;break}n=19}else{b[q>>0]=b[p>>0]|0;n=19}while(0);b:do if((n|0)==19){c:do if(c){t=DDb(b[q>>0]|0)|0;f[a+48>>2]=t}else{do{if((d|0)<=0)break c;d=d+-1|0;t=DDb(b[p+d>>0]|0)|0}while((yCb(t,f[o>>2]|0)|0)!=-1);d=CDb()|0;break b}while(0);d=DDb(b[q>>0]|0)|0}while(0)}}else{e=a+48|0;d=f[e>>2]|0;if(c){t=CDb()|0;f[e>>2]=t;b[g>>0]=0}}u=r;return d|0}function xFb(a){a=a|0;DFb(a);return}function yFb(a){a=a|0;xFb(a);sOb(a);return}function zFb(a){a=a|0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function AFb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,h=0;a=c;while(1){if((e|0)==(f|0)){h=7;break}if((a|0)==(d|0)){a=-1;break}c=b[a>>0]|0;g=b[e>>0]|0;if(c<<24>>24<g<<24>>24){a=-1;break}if(g<<24>>24<c<<24>>24){a=1;break}e=e+1|0;a=a+1|0}if((h|0)==7)a=(a|0)!=(d|0)&1;return a|0}function BFb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;i=e-d|0;if(i>>>0>4294967279)vOb(a);if(i>>>0<11){b[a+11>>0]=i;g=a}else{c=i+16&-16;g=pOb(c)|0;f[a>>2]=g;f[a+8>>2]=c|-2147483648;f[a+4>>2]=i}c=d;a=g;while(1){if((c|0)==(e|0))break;rEb(a,c);c=c+1|0;a=a+1|0}b[h>>0]=0;rEb(g+i|0,h);u=j;return}function CFb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;a=0;while(1){if((c|0)==(d|0))break;e=(a<<4)+(b[c>>0]|0)|0;f=e&-268435456;a=(f>>>24|f)^e;c=c+1|0}return a|0}function DFb(a){a=a|0;return}function EFb(a){a=a|0;DFb(a);return}function FFb(a){a=a|0;EFb(a);sOb(a);return}function GFb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;a=b;while(1){if((d|0)==(e|0)){h=7;break}if((a|0)==(c|0)){a=-1;break}b=f[a>>2]|0;g=f[d>>2]|0;if((b|0)<(g|0)){a=-1;break}if((g|0)<(b|0)){a=1;break}d=d+4|0;a=a+4|0}if((h|0)==7)a=(a|0)!=(c|0)&1;return a|0}function HFb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=e-d>>2;if(h>>>0>1073741807)vOb(a);do if(h>>>0<2){b[a+8+3>>0]=h;j=d;k=a}else{c=h+4&-4;if(c>>>0>1073741823)vd();else{k=pOb(c<<2)|0;f[a>>2]=k;f[a+8>>2]=c|-2147483648;f[a+4>>2]=h;j=d;break}}while(0);while(1){if((j|0)==(e|0))break;JFb(k,j);j=j+4|0;k=k+4|0}f[g>>2]=0;JFb(k,g);u=i;return}function IFb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;a=0;while(1){if((b|0)==(c|0))break;d=(f[b>>2]|0)+(a<<4)|0;e=d&-268435456;a=(e>>>24|e)^d;b=b+4|0}return a|0}function JFb(a,b){a=a|0;b=b|0;f[a>>2]=f[b>>2];return}function KFb(a){a=a|0;DFb(a);return}function LFb(a){a=a|0;DFb(a);sOb(a);return}function MFb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;i=o+40|0;n=o+16|0;j=o+8|0;k=o+12|0;l=o+4|0;m=o;if(!(f[e+4>>2]&1)){f[j>>2]=-1;m=f[(f[a>>2]|0)+16>>2]|0;f[k>>2]=f[c>>2];f[l>>2]=f[d>>2];f[n>>2]=f[k>>2];f[i>>2]=f[l>>2];n=Yg[m&63](a,n,i,e,g,j)|0;f[c>>2]=n;switch(f[j>>2]|0){case 0:{b[h>>0]=0;break}case 1:{b[h>>0]=1;break}default:{b[h>>0]=1;f[g>>2]=4}}i=f[c>>2]|0}else{vEb(i,e);l=XFb(i,260896)|0;YFb(i);vEb(i,e);a=XFb(i,260912)|0;YFb(i);oh[f[(f[a>>2]|0)+24>>2]&1023](n,a);oh[f[(f[a>>2]|0)+28>>2]&1023](n+12|0,a);f[m>>2]=f[d>>2];a=n+24|0;f[i>>2]=f[m>>2];i=(DGb(c,i,n,a,l,g,1)|0)==(n|0)&1;b[h>>0]=i;i=f[c>>2]|0;do{a=a+-12|0;zOb(a)}while((a|0)!=(n|0))}u=o;return i|0}function NFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=BGb(a,j,i,d,e,g)|0;u=h;return g|0}function OFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=zGb(a,j,i,d,e,g)|0;u=h;return g|0}function PFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=xGb(a,j,i,d,e,g)|0;u=h;return g|0}function QFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=vGb(a,j,i,d,e,g)|0;u=h;return g|0}function RFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=tGb(a,j,i,d,e,g)|0;u=h;return g|0}function SFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=pGb(a,j,i,d,e,g)|0;u=h;return g|0}function TFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=nGb(a,j,i,d,e,g)|0;u=h;return g|0}function UFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=lGb(a,j,i,d,e,g)|0;u=h;return g|0}function VFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=gGb(a,j,i,d,e,g)|0;u=h;return g|0}function WFb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;z=u;u=u+240|0;w=z;t=z+204|0;x=z+192|0;y=z+180|0;v=z+176|0;q=z+16|0;r=z+8|0;s=z+4|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[x+(a<<2)>>2]=0;a=a+1|0}vEb(y,e);a=XFb(y,260896)|0;Tg[f[(f[a>>2]|0)+32>>2]&15](a,252814,252840,t)|0;YFb(y);f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[y+(a<<2)>>2]=0;a=a+1|0}p=y+11|0;o=y+8|0;if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a;f[r>>2]=q;f[s>>2]=0;n=y+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){m=0;j=0;k=1}else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=DDb(b[e>>0]|0)|0;if(uEb(e,CDb()|0)|0){f[c>>2]=0;m=0;j=0;k=1}else{m=i;k=0}}i=f[d>>2]|0;do if(!i)A=22;else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=DDb(b[e>>0]|0)|0;if(uEb(e,CDb()|0)|0){f[d>>2]=0;A=22;break}else if(k)break;else break a}while(0);if((A|0)==22){A=0;if(k){i=0;break}else i=0}e=b[p>>0]|0;e=e<<24>>24<0?f[n>>2]|0:e&255;if((f[v>>2]|0)==(a+e|0)){GOb(y,e<<1,0);if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a+e}k=m+12|0;e=f[k>>2]|0;l=m+16|0;if((e|0)==(f[l>>2]|0))e=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else e=DDb(b[e>>0]|0)|0;if(ZFb(e&255,16,a,v,s,0,x,q,r,t)|0)break;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0)){Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;i=m;continue}else{f[k>>2]=e+1;DDb(b[e>>0]|0)|0;i=m;continue}}GOb(y,(f[v>>2]|0)-a|0,0);t=(b[p>>0]|0)<0?f[y>>2]|0:y;v=_Fb()|0;f[w>>2]=h;if(($Fb(t,v,252847,w)|0)!=1)f[g>>2]=4;if(!m)e=1;else{a=f[m+12>>2]|0;if((a|0)==(f[m+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](m)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)A=49;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;A=49;break}else if(e)break;else{A=51;break}}while(0);if((A|0)==49)if(e)A=51;if((A|0)==51)f[g>>2]=f[g>>2]|2;A=f[c>>2]|0;zOb(y);zOb(x);u=z;return A|0}function XFb(a,b){a=a|0;b=b|0;a=f[a>>2]|0;return bGb(a,aGb(b)|0)|0}function YFb(a){a=a|0;eOb(f[a>>2]|0)|0;return}function ZFb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;o=f[e>>2]|0;p=(o|0)==(d|0);do if(p){m=(b[l+24>>0]|0)==a<<24>>24;if(!m)if((b[l+25>>0]|0)!=a<<24>>24){n=5;break}f[e>>2]=d+1;b[d>>0]=m?43:45;f[g>>2]=0;m=0}else n=5;while(0);a:do if((n|0)==5){n=b[i+11>>0]|0;if(a<<24>>24==h<<24>>24?((n<<24>>24<0?f[i+4>>2]|0:n&255)|0)!=0:0){m=f[k>>2]|0;if((m-j|0)>=160){m=0;break}e=f[g>>2]|0;f[k>>2]=m+4;f[m>>2]=e;f[g>>2]=0;m=0;break}i=l+26|0;h=0;while(1){m=l+h|0;if((h|0)==26){m=i;break}if((b[m>>0]|0)==a<<24>>24)break;else h=h+1|0}m=m-l|0;if((m|0)>23)m=-1;else{switch(c|0){case 10:case 8:{if((m|0)>=(c|0)){m=-1;break a}break}case 16:{if((m|0)>=22){if(p){m=-1;break a}if((o-d|0)>=3){m=-1;break a}if((b[o+-1>>0]|0)!=48){m=-1;break a}f[g>>2]=0;m=b[252814+m>>0]|0;f[e>>2]=o+1;b[o>>0]=m;m=0;break a}break}default:{}}m=b[252814+m>>0]|0;f[e>>2]=o+1;b[o>>0]=m;f[g>>2]=(f[g>>2]|0)+1;m=0}}while(0);return m|0}function _Fb(){var a=0;if(!(b[257600]|0))if(MPb(257600)|0){a=vBb(2147483647,252850,0)|0;f[65226]=a}return f[65226]|0}function $Fb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;f[g>>2]=d;d=UAb(b)|0;b=pCb(a,c,g)|0;if(d|0)UAb(d)|0;u=e;return b|0}function aGb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+48|0;b=e+32|0;c=e+24|0;d=e;g=e+16|0;f[g>>2]=1643;f[g+4>>2]=0;f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];dGb(d,b,a);if((f[a>>2]|0)!=-1){f[b>>2]=d;f[c>>2]=b;oOb(a,c,1644)}u=e;return (f[a+4>>2]|0)+-1|0}function bGb(a,b){a=a|0;b=b|0;return f[(f[a+8>>2]|0)+(b<<2)>>2]|0}function cGb(a){a=a|0;var b=0;b=f[65227]|0;f[65227]=b+1;f[a+4>>2]=b+1;return}function dGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[b>>2]|0;b=f[b+4>>2]|0;f[a>>2]=c;f[a+4>>2]=d;f[a+8>>2]=b;return}function eGb(a){a=a|0;fGb(f[f[a>>2]>>2]|0);return}function fGb(a){a=a|0;var b=0,c=0,d=0;b=f[a+4>>2]|0;d=f[a+8>>2]|0;c=(f[a>>2]|0)+(d>>1)|0;if(!(d&1))a=b;else a=f[(f[c>>2]|0)+b>>2]|0;gh[a&2047](c);return}function gGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+jGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function hGb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;i=h;vEb(i,c);c=XFb(i,260896)|0;Tg[f[(f[c>>2]|0)+32>>2]&15](c,252814,252846,d)|0;d=XFb(i,260912)|0;c=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;b[e>>0]=c;e=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;b[g>>0]=e;oh[f[(f[d>>2]|0)+20>>2]&1023](a,d);YFb(i);u=h;return}function iGb(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0;a:do if(a<<24>>24==h<<24>>24)if(!(b[c>>0]|0))h=-1;else{b[c>>0]=0;d=f[g>>2]|0;f[g>>2]=d+1;b[d>>0]=46;g=b[j+11>>0]|0;if(!((g<<24>>24<0?f[j+4>>2]|0:g&255)|0))h=0;else{h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;h=0}else h=0}}else{if(a<<24>>24==i<<24>>24){o=b[j+11>>0]|0;if((o<<24>>24<0?f[j+4>>2]|0:o&255)|0){if(!(b[c>>0]|0)){h=-1;break}h=f[l>>2]|0;if((h-k|0)>=160){h=0;break}k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;f[m>>2]=0;h=0;break}}o=n+32|0;i=0;while(1){h=n+i|0;if((i|0)==32){h=o;break}if((b[h>>0]|0)==a<<24>>24)break;else i=i+1|0}i=h-n|0;if((i|0)>31)h=-1;else{o=b[252814+i>>0]|0;switch(i|0){case 24:case 25:{h=f[g>>2]|0;if((h|0)!=(e|0))if((b[h+-1>>0]&95)!=(b[d>>0]&127)){h=-1;break a}f[g>>2]=h+1;b[h>>0]=o;h=0;break a}case 23:case 22:{b[d>>0]=80;h=f[g>>2]|0;f[g>>2]=h+1;b[h>>0]=o;h=0;break a}default:{h=o&95;if((h|0)==(b[d>>0]|0)){b[d>>0]=h|128;if(b[c>>0]|0){b[c>>0]=0;d=b[j+11>>0]|0;if((d<<24>>24<0?f[j+4>>2]|0:d&255)|0){h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k}}}}l=f[g>>2]|0;f[g>>2]=l+1;b[l>>0]=o;if((i|0)>21){h=0;break a}f[m>>2]=(f[m>>2]|0)+1;h=0;break a}}}}while(0);return h|0}function jGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+WCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function kGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;i=a+11|0;h=b[i>>0]|0;j=a+4|0;g=f[j>>2]|0;do if((h<<24>>24<0?g:h&255)|0){if((c|0)!=(d|0)){g=d;h=c;while(1){g=g+-4|0;if(h>>>0>=g>>>0)break;l=f[h>>2]|0;f[h>>2]=f[g>>2];f[g>>2]=l;h=h+4|0}h=b[i>>0]|0;g=f[j>>2]|0}j=h<<24>>24<0;l=j?f[a>>2]|0:a;a=d+-4|0;j=l+(j?g:h&255)|0;g=l;while(1){h=b[g>>0]|0;i=h<<24>>24>0&h<<24>>24!=127;if(c>>>0>=a>>>0)break;if(i)if((f[c>>2]|0)!=(h<<24>>24|0)){k=10;break}c=c+4|0;g=(j-g|0)>1?g+1|0:g}if((k|0)==10){f[e>>2]=4;break}if(i)if(((f[a>>2]|0)+-1|0)>>>0>=h<<24>>24>>>0)f[e>>2]=4}while(0);return}function lGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+mGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function mGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+VCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function nGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}p=B+11|0;q=B+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){o=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;o=0;j=0;k=1}else{o=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[p>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=o+12|0;a=f[k>>2]|0;l=o+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;i=o;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=o;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+oGb(e,f[x>>2]|0,g);n[h>>2]=F;kGb(C,y,f[z>>2]|0,g);if(!o)e=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function oGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+UCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function pGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=sGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function qGb(a){a=a|0;switch(f[a+4>>2]&74){case 64:{a=8;break}case 8:{a=16;break}case 0:{a=0;break}default:a=10}return a|0}function rGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;vEb(h,c);c=XFb(h,260896)|0;Tg[f[(f[c>>2]|0)+32>>2]&15](c,252814,252840,d)|0;d=XFb(h,260912)|0;c=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;b[e>>0]=c;oh[f[(f[d>>2]|0)+20>>2]&1023](a,d);YFb(h);u=g;return}function sGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;do if((a|0)==(c|0)){f[d>>2]=4;e=0;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;e=0;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){l=hAb()|0;f[l>>2]=i}if((f[h>>2]|0)==(c|0)){if((g|0)==34){a=-1;e=-1;j=8}}else{a=0;e=0;j=8}if((j|0)==8)f[d>>2]=4}while(0);I=e;u=k;return a|0}function tGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=uGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function uGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>4294967295|(g|0)==34){f[d>>2]=4;a=-1;break}else break;else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function vGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=wGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function wGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>4294967295|(g|0)==34){f[d>>2]=4;a=-1;break}else break;else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function xGb(a,c,e,g,h,i){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+224|0;r=B+198|0;s=B+196|0;z=B+184|0;A=B+172|0;t=B+168|0;v=B+8|0;w=B+4|0;x=B;y=qGb(g)|0;rGb(z,g,r,s);f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}p=A+11|0;q=A+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g;f[w>>2]=v;f[x>>2]=0;n=A+4|0;k=f[c>>2]|0;j=k;a:while(1){if(!j){o=0;k=0;l=1}else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;o=0;k=0;l=1}else{o=j;l=0}}j=f[e>>2]|0;do if(!j)C=19;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;C=19;break}else if(l)break;else break a}while(0);if((C|0)==19){C=0;if(l){j=0;break}else j=0}l=b[p>>0]|0;l=l<<24>>24<0?f[n>>2]|0:l&255;if((f[t>>2]|0)==(g+l|0)){GOb(A,l<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g+l}l=o+12|0;a=f[l>>2]|0;m=o+16|0;if((a|0)==(f[m>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,y,g,t,x,b[s>>0]|0,z,v,w,r)|0)break;a=f[l>>2]|0;if((a|0)==(f[m>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;j=o;continue}else{f[l>>2]=a+1;DDb(b[a>>0]|0)|0;j=o;continue}}s=b[z+11>>0]|0;if((s<<24>>24<0?f[z+4>>2]|0:s&255)|0){a=f[w>>2]|0;if((a-v|0)<160){x=f[x>>2]|0;f[w>>2]=a+4;f[a>>2]=x}}y=yGb(g,f[t>>2]|0,h,y)|0;d[i>>1]=y;kGb(z,v,f[w>>2]|0,h);if(!o)g=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[k>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1}else g=0}do if(!j)C=47;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;C=47;break}else if(g)break;else{C=49;break}}while(0);if((C|0)==47)if(g)C=49;if((C|0)==49)f[h>>2]=f[h>>2]|2;C=f[c>>2]|0;zOb(A);zOb(z);u=B;return C|0}function yGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>65535|(g|0)==34){f[d>>2]=4;a=-1;break}else{a=a&65535;break}else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function zGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=AGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function AGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i;if((a|0)==(b|0)){f[c>>2]=4;d=0;a=0}else{h=hAb()|0;h=f[h>>2]|0;e=hAb()|0;f[e>>2]=0;a=FCb(a,g,d,_Fb()|0)|0;d=I;e=hAb()|0;e=f[e>>2]|0;if(!e){j=hAb()|0;f[j>>2]=h}if((f[g>>2]|0)==(b|0)){if((e|0)==34){f[c>>2]=4;d=(d|0)>0|(d|0)==0&a>>>0>0;a=d?-1:0;d=d?2147483647:-2147483648}}else{f[c>>2]=4;a=0;d=0}}I=d;u=i;return a|0}function BGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=CGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function CGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i;if((a|0)==(b|0)){f[c>>2]=4;a=0}else{h=hAb()|0;h=f[h>>2]|0;e=hAb()|0;f[e>>2]=0;a=FCb(a,g,d,_Fb()|0)|0;d=I;e=hAb()|0;e=f[e>>2]|0;if(!e){j=hAb()|0;f[j>>2]=h}a:do if((f[g>>2]|0)==(b|0)){do if((e|0)==34){f[c>>2]=4;if((d|0)>0|(d|0)==0&a>>>0>0){a=2147483647;break a}}else{if((d|0)<-1|(d|0)==-1&a>>>0<2147483648){f[c>>2]=4;break}if((d|0)>0|(d|0)==0&a>>>0>2147483647){f[c>>2]=4;a=2147483647;break a}else break a}while(0);a=-2147483648}else{f[c>>2]=4;a=0}while(0)}u=i;return a|0}function DGb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+112|0;k=x;l=(e-d|0)/12|0;if(l>>>0>100){k=_zb(l)|0;if(!k)uOb();else{j=k;v=k}}else{j=k;v=0}n=d;o=j;k=0;while(1){if((n|0)==(e|0))break;m=b[n+11>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if(!m){b[o>>0]=2;l=l+-1|0;k=k+1|0}else b[o>>0]=1;n=n+12|0;o=o+1|0}t=0;r=k;a:while(1){k=f[a>>2]|0;do if(!k)o=1;else{m=f[k+12>>2]|0;if((m|0)==(f[k+16>>2]|0))k=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else k=DDb(b[m>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[a>>2]=0;o=1;break}else{o=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;if(!m){m=0;k=1}else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[c>>2]=0;m=0;k=1}else k=0}n=f[a>>2]|0;if(!((l|0)!=0&(o^k)))break;k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=DDb(b[k>>0]|0)|0;k=k&255;if(!i)k=Rg[f[(f[g>>2]|0)+12>>2]&255](g,k)|0;s=t+1|0;p=d;o=0;q=j;while(1){if((p|0)==(e|0))break;do if((b[q>>0]|0)==1){n=p+11|0;if((b[n>>0]|0)<0)m=f[p>>2]|0;else m=p;m=b[m+t>>0]|0;if(!i)m=Rg[f[(f[g>>2]|0)+12>>2]&255](g,m)|0;if(k<<24>>24!=m<<24>>24){b[q>>0]=0;m=o;n=r;l=l+-1|0;break}m=b[n>>0]|0;if(m<<24>>24<0)m=f[p+4>>2]|0;else m=m&255;if((m|0)==(s|0)){b[q>>0]=2;m=1;n=r+1|0;l=l+-1|0}else{m=1;n=r}}else{m=o;n=r}while(0);p=p+12|0;o=m;q=q+1|0;r=n}if(!o){t=s;continue}k=f[a>>2]|0;m=k+12|0;n=f[m>>2]|0;if((n|0)==(f[k+16>>2]|0))Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;else{f[m>>2]=n+1;DDb(b[n>>0]|0)|0}if((r+l|0)>>>0>1){n=d;o=j;k=r}else{t=s;continue}while(1){if((n|0)==(e|0)){t=s;r=k;continue a}if((b[o>>0]|0)==2){m=b[n+11>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if((m|0)!=(s|0)){b[o>>0]=0;k=k+-1|0}}n=n+12|0;o=o+1|0}}do if(!n)l=1;else{k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[a>>2]=0;l=1;break}else{l=(f[a>>2]|0)==0;break}}while(0);do if(!m)w=41;else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[c>>2]=0;w=41;break}else if(l)break;else{w=77;break}}while(0);if((w|0)==41)if(l)w=77;if((w|0)==77)f[h>>2]=f[h>>2]|2;while(1){if((d|0)==(e|0)){w=81;break}if((b[j>>0]|0)==2)break;d=d+12|0;j=j+1|0}if((w|0)==81){f[h>>2]=f[h>>2]|4;d=e}$zb(v);u=x;return d|0}function EGb(a){a=a|0;DFb(a);return}function FGb(a){a=a|0;DFb(a);sOb(a);return}function GGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;i=o+40|0;n=o+16|0;j=o+8|0;k=o+12|0;l=o+4|0;m=o;if(!(f[e+4>>2]&1)){f[j>>2]=-1;m=f[(f[a>>2]|0)+16>>2]|0;f[k>>2]=f[c>>2];f[l>>2]=f[d>>2];f[n>>2]=f[k>>2];f[i>>2]=f[l>>2];n=Yg[m&63](a,n,i,e,g,j)|0;f[c>>2]=n;switch(f[j>>2]|0){case 0:{b[h>>0]=0;break}case 1:{b[h>>0]=1;break}default:{b[h>>0]=1;f[g>>2]=4}}i=f[c>>2]|0}else{vEb(i,e);l=XFb(i,260928)|0;YFb(i);vEb(i,e);a=XFb(i,260936)|0;YFb(i);oh[f[(f[a>>2]|0)+24>>2]&1023](n,a);oh[f[(f[a>>2]|0)+28>>2]&1023](n+12|0,a);f[m>>2]=f[d>>2];a=n+24|0;f[i>>2]=f[m>>2];i=(cHb(c,i,n,a,l,g,1)|0)==(n|0)&1;b[h>>0]=i;i=f[c>>2]|0;do{a=a+-12|0;NOb(a)}while((a|0)!=(n|0))}u=o;return i|0}function HGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=bHb(a,j,i,d,e,g)|0;u=h;return g|0}function IGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=aHb(a,j,i,d,e,g)|0;u=h;return g|0}function JGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=$Gb(a,j,i,d,e,g)|0;u=h;return g|0}function KGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=_Gb(a,j,i,d,e,g)|0;u=h;return g|0}function LGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=ZGb(a,j,i,d,e,g)|0;u=h;return g|0}function MGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=XGb(a,j,i,d,e,g)|0;u=h;return g|0}function NGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=WGb(a,j,i,d,e,g)|0;u=h;return g|0}function OGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=VGb(a,j,i,d,e,g)|0;u=h;return g|0}function PGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=SGb(a,j,i,d,e,g)|0;u=h;return g|0}function QGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;z=u;u=u+320|0;w=z;t=z+208|0;x=z+192|0;y=z+180|0;v=z+176|0;q=z+16|0;r=z+8|0;s=z+4|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[x+(a<<2)>>2]=0;a=a+1|0}vEb(y,e);a=XFb(y,260928)|0;Tg[f[(f[a>>2]|0)+48>>2]&15](a,252814,252840,t)|0;YFb(y);f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[y+(a<<2)>>2]=0;a=a+1|0}p=y+11|0;o=y+8|0;if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a;f[r>>2]=q;f[s>>2]=0;n=y+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){m=0;j=0;k=1}else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=VDb(f[e>>2]|0)|0;if(wEb(e,UDb()|0)|0){f[c>>2]=0;m=0;j=0;k=1}else{m=i;k=0}}i=f[d>>2]|0;do if(!i)A=22;else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=VDb(f[e>>2]|0)|0;if(wEb(e,UDb()|0)|0){f[d>>2]=0;A=22;break}else if(k)break;else break a}while(0);if((A|0)==22){A=0;if(k){i=0;break}else i=0}e=b[p>>0]|0;e=e<<24>>24<0?f[n>>2]|0:e&255;if((f[v>>2]|0)==(a+e|0)){GOb(y,e<<1,0);if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a+e}k=m+12|0;e=f[k>>2]|0;l=m+16|0;if((e|0)==(f[l>>2]|0))e=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else e=VDb(f[e>>2]|0)|0;if(RGb(e,16,a,v,s,0,x,q,r,t)|0)break;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0)){Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;i=m;continue}else{f[k>>2]=e+4;VDb(f[e>>2]|0)|0;i=m;continue}}GOb(y,(f[v>>2]|0)-a|0,0);t=(b[p>>0]|0)<0?f[y>>2]|0:y;v=_Fb()|0;f[w>>2]=h;if(($Fb(t,v,252847,w)|0)!=1)f[g>>2]=4;if(!m)e=1;else{a=f[m+12>>2]|0;if((a|0)==(f[m+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](m)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)A=49;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;A=49;break}else if(e)break;else{A=51;break}}while(0);if((A|0)==49)if(e)A=51;if((A|0)==51)f[g>>2]=f[g>>2]|2;A=f[c>>2]|0;zOb(y);zOb(x);u=z;return A|0}function RGb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;o=f[e>>2]|0;p=(o|0)==(d|0);do if(p){m=(f[l+96>>2]|0)==(a|0);if(!m)if((f[l+100>>2]|0)!=(a|0)){n=5;break}f[e>>2]=d+1;b[d>>0]=m?43:45;f[g>>2]=0;m=0}else n=5;while(0);a:do if((n|0)==5){n=b[i+11>>0]|0;if((a|0)==(h|0)?((n<<24>>24<0?f[i+4>>2]|0:n&255)|0)!=0:0){m=f[k>>2]|0;if((m-j|0)>=160){m=0;break}e=f[g>>2]|0;f[k>>2]=m+4;f[m>>2]=e;f[g>>2]=0;m=0;break}i=l+104|0;h=0;while(1){m=l+(h<<2)|0;if((h|0)==26){m=i;break}if((f[m>>2]|0)==(a|0))break;else h=h+1|0}m=m-l|0;h=m>>2;if((m|0)>92)m=-1;else{switch(c|0){case 10:case 8:{if((h|0)>=(c|0)){m=-1;break a}break}case 16:{if((m|0)>=88){if(p){m=-1;break a}if((o-d|0)>=3){m=-1;break a}if((b[o+-1>>0]|0)!=48){m=-1;break a}f[g>>2]=0;m=b[252814+h>>0]|0;f[e>>2]=o+1;b[o>>0]=m;m=0;break a}break}default:{}}m=b[252814+h>>0]|0;f[e>>2]=o+1;b[o>>0]=m;f[g>>2]=(f[g>>2]|0)+1;m=0}}while(0);return m|0}function SGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+jGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function TGb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;vEb(h,b);b=XFb(h,260928)|0;Tg[f[(f[b>>2]|0)+48>>2]&15](b,252814,252846,c)|0;c=XFb(h,260936)|0;b=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[d>>2]=b;d=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[e>>2]=d;oh[f[(f[c>>2]|0)+20>>2]&1023](a,c);YFb(h);u=g;return}function UGb(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0;a:do if((a|0)==(h|0))if(!(b[c>>0]|0))h=-1;else{b[c>>0]=0;d=f[g>>2]|0;f[g>>2]=d+1;b[d>>0]=46;g=b[j+11>>0]|0;if(!((g<<24>>24<0?f[j+4>>2]|0:g&255)|0))h=0;else{h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;h=0}else h=0}}else{if((a|0)==(i|0)){o=b[j+11>>0]|0;if((o<<24>>24<0?f[j+4>>2]|0:o&255)|0){if(!(b[c>>0]|0)){h=-1;break}h=f[l>>2]|0;if((h-k|0)>=160){h=0;break}k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;f[m>>2]=0;h=0;break}}o=n+128|0;i=0;while(1){h=n+(i<<2)|0;if((i|0)==32){h=o;break}if((f[h>>2]|0)==(a|0))break;else i=i+1|0}i=h-n|0;h=i>>2;if((i|0)>124)h=-1;else{o=b[252814+h>>0]|0;switch(h|0){case 24:case 25:{h=f[g>>2]|0;if((h|0)!=(e|0))if((b[h+-1>>0]&95)!=(b[d>>0]&127)){h=-1;break a}f[g>>2]=h+1;b[h>>0]=o;h=0;break a}case 23:case 22:{b[d>>0]=80;break}default:{h=o&95;if((h|0)==(b[d>>0]|0)){b[d>>0]=h|128;if(b[c>>0]|0){b[c>>0]=0;d=b[j+11>>0]|0;if((d<<24>>24<0?f[j+4>>2]|0:d&255)|0){h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k}}}}}}l=f[g>>2]|0;f[g>>2]=l+1;b[l>>0]=o;if((i|0)>84)h=0;else{f[m>>2]=(f[m>>2]|0)+1;h=0}}}while(0);return h|0}function VGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+mGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function WGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}p=B+11|0;q=B+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){o=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;o=0;j=0;k=1}else{o=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[p>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=o+12|0;a=f[k>>2]|0;l=o+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;i=o;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=o;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+oGb(e,f[x>>2]|0,g);n[h>>2]=F;kGb(C,y,f[z>>2]|0,g);if(!o)e=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function XGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=sGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function YGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;vEb(g,b);b=XFb(g,260928)|0;Tg[f[(f[b>>2]|0)+48>>2]&15](b,252814,252840,c)|0;c=XFb(g,260936)|0;b=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[d>>2]=b;oh[f[(f[c>>2]|0)+20>>2]&1023](a,c);YFb(g);u=e;return}function ZGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=uGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function _Gb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=wGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function $Gb(a,c,e,g,h,i){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+304|0;r=B+200|0;s=B+196|0;z=B+184|0;A=B+172|0;t=B+168|0;v=B+8|0;w=B+4|0;x=B;y=qGb(g)|0;YGb(z,g,r,s);f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}p=A+11|0;q=A+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g;f[w>>2]=v;f[x>>2]=0;n=A+4|0;k=f[c>>2]|0;j=k;a:while(1){if(!j){o=0;k=0;l=1}else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;o=0;k=0;l=1}else{o=j;l=0}}j=f[e>>2]|0;do if(!j)C=19;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[e>>2]=0;C=19;break}else if(l)break;else break a}while(0);if((C|0)==19){C=0;if(l){j=0;break}else j=0}l=b[p>>0]|0;l=l<<24>>24<0?f[n>>2]|0:l&255;if((f[t>>2]|0)==(g+l|0)){GOb(A,l<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g+l}l=o+12|0;a=f[l>>2]|0;m=o+16|0;if((a|0)==(f[m>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,y,g,t,x,f[s>>2]|0,z,v,w,r)|0)break;a=f[l>>2]|0;if((a|0)==(f[m>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;j=o;continue}else{f[l>>2]=a+4;VDb(f[a>>2]|0)|0;j=o;continue}}s=b[z+11>>0]|0;if((s<<24>>24<0?f[z+4>>2]|0:s&255)|0){a=f[w>>2]|0;if((a-v|0)<160){x=f[x>>2]|0;f[w>>2]=a+4;f[a>>2]=x}}y=yGb(g,f[t>>2]|0,h,y)|0;d[i>>1]=y;kGb(z,v,f[w>>2]|0,h);if(!o)g=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[k>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1}else g=0}do if(!j)C=47;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[e>>2]=0;C=47;break}else if(g)break;else{C=49;break}}while(0);if((C|0)==47)if(g)C=49;if((C|0)==49)f[h>>2]=f[h>>2]|2;C=f[c>>2]|0;zOb(A);zOb(z);u=B;return C|0}function aHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=AGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function bHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=CGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function cHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+112|0;k=x;l=(e-d|0)/12|0;if(l>>>0>100){k=_zb(l)|0;if(!k)uOb();else{j=k;v=k}}else{j=k;v=0}k=0;n=d;o=j;while(1){if((n|0)==(e|0))break;m=b[n+8+3>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if(!m){b[o>>0]=2;k=k+1|0;l=l+-1|0}else b[o>>0]=1;n=n+12|0;o=o+1|0}t=0;r=k;a:while(1){k=f[a>>2]|0;do if(!k)o=1;else{m=f[k+12>>2]|0;if((m|0)==(f[k+16>>2]|0))k=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else k=VDb(f[m>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[a>>2]=0;o=1;break}else{o=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;if(!m){m=0;k=1}else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[c>>2]=0;m=0;k=1}else k=0}n=f[a>>2]|0;if(!((l|0)!=0&(o^k)))break;k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=VDb(f[k>>2]|0)|0;if(!i)k=Rg[f[(f[g>>2]|0)+28>>2]&255](g,k)|0;s=t+1|0;p=d;o=0;q=j;while(1){if((p|0)==(e|0))break;do if((b[q>>0]|0)==1){n=p+8+3|0;if((b[n>>0]|0)<0)m=f[p>>2]|0;else m=p;m=f[m+(t<<2)>>2]|0;if(!i)m=Rg[f[(f[g>>2]|0)+28>>2]&255](g,m)|0;if((k|0)!=(m|0)){b[q>>0]=0;m=o;n=r;l=l+-1|0;break}m=b[n>>0]|0;if(m<<24>>24<0)m=f[p+4>>2]|0;else m=m&255;if((m|0)==(s|0)){b[q>>0]=2;m=1;n=r+1|0;l=l+-1|0}else{m=1;n=r}}else{m=o;n=r}while(0);p=p+12|0;o=m;q=q+1|0;r=n}if(!o){t=s;continue}k=f[a>>2]|0;m=k+12|0;n=f[m>>2]|0;if((n|0)==(f[k+16>>2]|0))Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;else{f[m>>2]=n+4;VDb(f[n>>2]|0)|0}if((r+l|0)>>>0>1){n=d;o=j;k=r}else{t=s;continue}while(1){if((n|0)==(e|0)){t=s;r=k;continue a}if((b[o>>0]|0)==2){m=b[n+8+3>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if((m|0)!=(s|0)){b[o>>0]=0;k=k+-1|0}}n=n+12|0;o=o+1|0}}do if(!n)l=1;else{k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[a>>2]=0;l=1;break}else{l=(f[a>>2]|0)==0;break}}while(0);do if(!m)w=41;else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[c>>2]=0;w=41;break}else if(l)break;else{w=77;break}}while(0);if((w|0)==41)if(l)w=77;if((w|0)==77)f[h>>2]=f[h>>2]|2;while(1){if((d|0)==(e|0)){w=81;break}if((b[j>>0]|0)==2)break;d=d+12|0;j=j+1|0}if((w|0)==81){f[h>>2]=f[h>>2]|4;d=e}$zb(v);u=x;return d|0}function dHb(a){a=a|0;DFb(a);return}function eHb(a){a=a|0;DFb(a);sOb(a);return}function fHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l+4|0;h=l;if(!(f[d+4>>2]&1)){j=f[(f[a>>2]|0)+24>>2]|0;f[h>>2]=f[c>>2];f[k>>2]=f[h>>2];a=Vg[j&31](a,k,d,e,g&1)|0}else{vEb(k,d);a=XFb(k,260912)|0;YFb(k);d=f[a>>2]|0;if(g)oh[f[d+24>>2]&1023](k,a);else oh[f[d+28>>2]&1023](k,a);i=k+11|0;a=b[i>>0]|0;d=f[k>>2]|0;j=k+4|0;g=a<<24>>24<0?d:k;while(1){h=a<<24>>24<0;if((g|0)==((h?d:k)+(h?f[j>>2]|0:a&255)|0))break;a=b[g>>0]|0;d=f[c>>2]|0;if(d|0){e=d+24|0;h=f[e>>2]|0;if((h|0)==(f[d+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;a=DDb(a)|0;a=Rg[h&255](d,a)|0}else{f[e>>2]=h+1;b[h>>0]=a;a=DDb(a)|0}if(uEb(a,CDb()|0)|0)f[c>>2]=0}g=g+1|0;a=b[i>>0]|0;d=f[k>>2]|0}a=f[c>>2]|0;zOb(k)}u=l;return a|0}function gHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+64|0;i=a;m=a+52|0;n=a+39|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,1,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,13,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);tHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,c,g,d,e)|0;u=a;return g|0}function hHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+96|0;i=a+8|0;n=a;m=a+71|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,1,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);tHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,e,g,c,d)|0;u=a;return g|0}function iHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+64|0;i=a;m=a+52|0;n=a+40|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,0,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,12,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);tHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,c,g,d,e)|0;u=a;return g|0}function jHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+96|0;i=a+8|0;n=a;m=a+71|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,0,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);tHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,e,g,c,d)|0;u=a;return g|0}function kHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;w=u;u=u+176|0;r=w+72|0;l=w+48|0;k=w+32|0;h=w+24|0;g=w+8|0;j=w;n=w+134|0;m=w+68|0;o=w+76|0;v=w+64|0;s=w+60|0;t=w+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,265124,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;z=a;A=a}}else{q=a;z=0;A=f[m>>2]|0}g=A+q|0;h=oHb(A,g,c)|0;if((A|0)==(n|0)){x=o;y=0}else{a=_zb(q<<1)|0;if(!a)uOb();else{x=a;y=a}}vEb(r,c);rHb(A,h,g,x,v,s,r);YFb(r);f[t>>2]=f[b>>2];b=f[v>>2]|0;A=f[s>>2]|0;f[r>>2]=f[t>>2];A=n3a(r,x,b,A,c,d)|0;$zb(y);$zb(z);u=w;return A|0}function lHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;w=u;u=u+176|0;r=w+72|0;l=w+48|0;k=w+32|0;h=w+24|0;g=w+8|0;j=w;n=w+134|0;m=w+68|0;o=w+76|0;v=w+64|0;s=w+60|0;t=w+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,253063,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;z=a;A=a}}else{q=a;z=0;A=f[m>>2]|0}g=A+q|0;h=oHb(A,g,c)|0;if((A|0)==(n|0)){x=o;y=0}else{a=_zb(q<<1)|0;if(!a)uOb();else{x=a;y=a}}vEb(r,c);rHb(A,h,g,x,v,s,r);YFb(r);f[t>>2]=f[b>>2];b=f[v>>2]|0;A=f[s>>2]|0;f[r>>2]=f[t>>2];A=n3a(r,x,b,A,c,d)|0;$zb(y);$zb(z);u=w;return A|0}function mHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;a=u;u=u+80|0;l=a;k=a+68|0;h=a+48|0;j=a+8|0;m=a+4|0;b[k>>0]=b[253057]|0;b[k+1>>0]=b[253058]|0;b[k+2>>0]=b[253059]|0;b[k+3>>0]=b[253060]|0;b[k+4>>0]=b[253061]|0;b[k+5>>0]=b[253062]|0;i=_Fb()|0;f[l>>2]=g;g=nHb(h,20,i,k,l)|0;k=h+g|0;i=oHb(h,k,d)|0;vEb(l,d);n=XFb(l,260896)|0;YFb(l);Tg[f[(f[n>>2]|0)+32>>2]&15](n,h,k,j)|0;g=j+g|0;f[m>>2]=f[c>>2];f[l>>2]=f[m>>2];g=n3a(l,j,(i|0)==(k|0)?g:j+(i-h)|0,g,d,e)|0;u=a;return g|0}function nHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;f[h>>2]=e;e=UAb(c)|0;c=YAb(a,b,d,h)|0;if(e|0)UAb(e)|0;u=g;return c|0}function oHb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;a:do switch((f[d+4>>2]&176)<<24>>24){case 16:{d=b[a>>0]|0;switch(d<<24>>24){case 43:case 45:{a=a+1|0;break a}default:{}}if((c-a|0)>1&d<<24>>24==48){switch(b[a+1>>0]|0){case 88:case 120:break;default:{e=7;break a}}a=a+2|0}else e=7;break}case 32:{a=c;break}default:e=7}while(0);return a|0}function pHb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0;if(d&2048){b[a>>0]=43;a=a+1|0}if(d&1024){b[a>>0]=35;a=a+1|0}h=d&260;e=(d&16384|0)!=0;f=(h|0)==260;if(f)g=0;else{b[a>>0]=46;b[a+1>>0]=42;g=1;a=a+2|0}while(1){d=b[c>>0]|0;if(!(d<<24>>24))break;b[a>>0]=d;c=c+1|0;a=a+1|0}a:do switch(h&511){case 4:{d=e?70:102;break}case 256:{d=e?69:101;break}default:if(f){d=e?65:97;break a}else{d=e?71:103;break a}}while(0);b[a>>0]=d;return g|0}function qHb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;f[g>>2]=d;d=UAb(b)|0;b=sCb(a,c,g)|0;if(d|0)UAb(d)|0;u=e;return b|0}function rHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;w=u;u=u+16|0;s=w;t=XFb(i,260896)|0;r=XFb(i,260912)|0;oh[f[(f[r>>2]|0)+20>>2]&1023](s,r);f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{q=Rg[f[(f[t>>2]|0)+28>>2]&255](t,i)|0;j=f[h>>2]|0;f[h>>2]=j+1;b[j>>0]=q;j=a+1|0;break}default:j=a}q=d;a:do if((q-j|0)>1)if((b[j>>0]|0)==48){i=j+1|0;switch(b[i>>0]|0){case 88:case 120:break;default:{i=j;v=10;break a}}o=Rg[f[(f[t>>2]|0)+28>>2]&255](t,48)|0;p=f[h>>2]|0;f[h>>2]=p+1;b[p>>0]=o;j=j+2|0;p=Rg[f[(f[t>>2]|0)+28>>2]&255](t,b[i>>0]|0)|0;i=f[h>>2]|0;f[h>>2]=i+1;b[i>>0]=p;i=j;while(1){if(i>>>0>=d>>>0)break a;p=b[i>>0]|0;if(!(DAb(p,_Fb()|0)|0))break a;i=i+1|0}}else{i=j;v=10}else{i=j;v=10}while(0);b:do if((v|0)==10)while(1){v=0;if(i>>>0>=d>>>0)break b;p=b[i>>0]|0;if(!(tAb(p,_Fb()|0)|0))break b;i=i+1|0;v=10}while(0);o=s+11|0;n=b[o>>0]|0;p=s+4|0;c:do if(!((n<<24>>24<0?f[p>>2]|0:n&255)|0)){Tg[f[(f[t>>2]|0)+32>>2]&15](t,j,i,f[h>>2]|0)|0;f[h>>2]=(f[h>>2]|0)+(i-j);k=t}else{d:do if((j|0)!=(i|0)){k=i;l=j;while(1){k=k+-1|0;if(l>>>0>=k>>>0)break d;n=b[l>>0]|0;b[l>>0]=b[k>>0]|0;b[k>>0]=n;l=l+1|0}}while(0);n=Pg[f[(f[r>>2]|0)+16>>2]&1023](r)|0;m=j;l=0;k=0;while(1){if(m>>>0>=i>>>0)break;x=b[((b[o>>0]|0)<0?f[s>>2]|0:s)+k>>0]|0;if(x<<24>>24>0&(l|0)==(x<<24>>24|0)){l=f[h>>2]|0;f[h>>2]=l+1;b[l>>0]=n;l=b[o>>0]|0;k=k+(k>>>0<((l<<24>>24<0?f[p>>2]|0:l&255)+-1|0)>>>0&1)|0;l=0}y=Rg[f[(f[t>>2]|0)+28>>2]&255](t,b[m>>0]|0)|0;x=f[h>>2]|0;f[h>>2]=x+1;b[x>>0]=y;m=m+1|0;l=l+1|0}k=e+(j-a)|0;j=f[h>>2]|0;if((k|0)==(j|0))k=t;else while(1){j=j+-1|0;if(k>>>0>=j>>>0){k=t;break c}y=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=y;k=k+1|0}}while(0);while(1){if(i>>>0>=d>>>0)break;j=b[i>>0]|0;if(j<<24>>24==46){v=29;break}x=Rg[f[(f[k>>2]|0)+28>>2]&255](t,j)|0;y=f[h>>2]|0;f[h>>2]=y+1;b[y>>0]=x;i=i+1|0}if((v|0)==29){x=Pg[f[(f[r>>2]|0)+12>>2]&1023](r)|0;y=f[h>>2]|0;f[h>>2]=y+1;b[y>>0]=x;i=i+1|0}Tg[f[(f[t>>2]|0)+32>>2]&15](t,i,d,f[h>>2]|0)|0;y=(f[h>>2]|0)+(q-i)|0;f[h>>2]=y;f[g>>2]=(c|0)==(d|0)?y:e+(c-a)|0;zOb(s);u=w;return}function sHb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var f=0;if(e&2048){b[a>>0]=43;a=a+1|0}if(!(e&512))f=a;else{b[a>>0]=35;f=a+1|0}while(1){a=b[c>>0]|0;if(!(a<<24>>24))break;b[f>>0]=a;c=c+1|0;f=f+1|0}switch(e&74){case 64:{a=111;break}case 8:{a=e&16384|0?88:120;break}default:a=d?100:117}b[f>>0]=a;return}function tHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+16|0;q=r;p=XFb(i,260896)|0;l=XFb(i,260912)|0;oh[f[(f[l>>2]|0)+20>>2]&1023](q,l);n=q+11|0;m=b[n>>0]|0;o=q+4|0;if(!((m<<24>>24<0?f[o>>2]|0:m&255)|0)){Tg[f[(f[p>>2]|0)+32>>2]&15](p,a,d,e)|0;i=e+(d-a)|0;f[h>>2]=i}else{f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{m=Rg[f[(f[p>>2]|0)+28>>2]&255](p,i)|0;i=f[h>>2]|0;f[h>>2]=i+1;b[i>>0]=m;i=a+1|0;break}default:i=a}a:do if((d-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:break a}m=Rg[f[(f[p>>2]|0)+28>>2]&255](p,48)|0;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=m;k=Rg[f[(f[p>>2]|0)+28>>2]&255](p,b[j>>0]|0)|0;m=f[h>>2]|0;f[h>>2]=m+1;b[m>>0]=k;i=i+2|0}while(0);b:do if((i|0)!=(d|0)){j=d;k=i;while(1){j=j+-1|0;if(k>>>0>=j>>>0)break b;m=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=m;k=k+1|0}}while(0);m=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;l=i;j=0;k=0;while(1){if(l>>>0>=d>>>0)break;s=b[((b[n>>0]|0)<0?f[q>>2]|0:q)+j>>0]|0;if(s<<24>>24!=0&(k|0)==(s<<24>>24|0)){k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=m;k=b[n>>0]|0;j=j+(j>>>0<((k<<24>>24<0?f[o>>2]|0:k&255)+-1|0)>>>0&1)|0;k=0}t=Rg[f[(f[p>>2]|0)+28>>2]&255](p,b[l>>0]|0)|0;s=f[h>>2]|0;f[h>>2]=s+1;b[s>>0]=t;l=l+1|0;k=k+1|0}i=e+(i-a)|0;j=f[h>>2]|0;if((i|0)!=(j|0)){while(1){j=j+-1|0;if(i>>>0>=j>>>0)break;t=b[i>>0]|0;b[i>>0]=b[j>>0]|0;b[j>>0]=t;i=i+1|0}i=f[h>>2]|0}}f[g>>2]=(c|0)==(d|0)?i:e+(c-a)|0;zOb(q);u=r;return}function uHb(a){a=a|0;DFb(a);return}function vHb(a){a=a|0;DFb(a);sOb(a);return}function wHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l+4|0;h=l;if(!(f[d+4>>2]&1)){j=f[(f[a>>2]|0)+24>>2]|0;f[h>>2]=f[c>>2];f[k>>2]=f[h>>2];a=Vg[j&31](a,k,d,e,g&1)|0}else{vEb(k,d);a=XFb(k,260936)|0;YFb(k);d=f[a>>2]|0;if(g)oh[f[d+24>>2]&1023](k,a);else oh[f[d+28>>2]&1023](k,a);i=k+8+3|0;a=b[i>>0]|0;d=f[k>>2]|0;j=k+4|0;g=a<<24>>24<0?d:k;while(1){h=a<<24>>24<0;if((g|0)==((h?d:k)+((h?f[j>>2]|0:a&255)<<2)|0))break;a=f[g>>2]|0;d=f[c>>2]|0;if(d|0){e=d+24|0;h=f[e>>2]|0;if((h|0)==(f[d+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;a=VDb(a)|0;a=Rg[h&255](d,a)|0}else{f[e>>2]=h+4;f[h>>2]=a;a=VDb(a)|0}if(wEb(a,UDb()|0)|0)f[c>>2]=0}g=g+4|0;a=b[i>>0]|0;d=f[k>>2]|0}a=f[c>>2]|0;NOb(k)}u=l;return a|0}function xHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+128|0;i=a;m=a+122|0;n=a+108|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,1,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,13,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);HHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,c,g,d,e)|0;u=a;return g|0}function yHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+224|0;i=a+8|0;n=a;m=a+200|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,1,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);HHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,e,g,c,d)|0;u=a;return g|0}function zHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+128|0;i=a;m=a+112|0;n=a+100|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,0,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,12,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);HHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,c,g,d,e)|0;u=a;return g|0}function AHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+224|0;i=a+8|0;n=a;m=a+200|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,0,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);HHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,e,g,c,d)|0;u=a;return g|0}function BHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=u;u=u+336|0;r=y+300|0;l=y+48|0;k=y+32|0;h=y+24|0;g=y+8|0;j=y;n=y+304|0;m=y+296|0;o=y+68|0;v=y+64|0;s=y+60|0;t=y+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,265124,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;A=a;x=a}}else{q=a;A=0;x=f[m>>2]|0}g=x+q|0;h=oHb(x,g,c)|0;do if((x|0)==(n|0)){w=o;z=1;B=0}else{a=_zb(q<<3)|0;if(!a)uOb();else{w=a;z=0;B=a;break}}while(0);vEb(r,c);GHb(x,h,g,w,v,s,r);YFb(r);f[t>>2]=f[b>>2];x=f[v>>2]|0;a=f[s>>2]|0;f[r>>2]=f[t>>2];a=EHb(r,w,x,a,c,d)|0;f[b>>2]=a;if(!z)$zb(B);$zb(A);u=y;return a|0}function CHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=u;u=u+336|0;r=y+300|0;l=y+48|0;k=y+32|0;h=y+24|0;g=y+8|0;j=y;n=y+304|0;m=y+296|0;o=y+68|0;v=y+64|0;s=y+60|0;t=y+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,253063,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;A=a;x=a}}else{q=a;A=0;x=f[m>>2]|0}g=x+q|0;h=oHb(x,g,c)|0;do if((x|0)==(n|0)){w=o;z=1;B=0}else{a=_zb(q<<3)|0;if(!a)uOb();else{w=a;z=0;B=a;break}}while(0);vEb(r,c);GHb(x,h,g,w,v,s,r);YFb(r);f[t>>2]=f[b>>2];x=f[v>>2]|0;a=f[s>>2]|0;f[r>>2]=f[t>>2];a=EHb(r,w,x,a,c,d)|0;f[b>>2]=a;if(!z)$zb(B);$zb(A);u=y;return a|0}function DHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;a=u;u=u+192|0;l=a;k=a+176|0;h=a+156|0;j=a+4|0;m=a+152|0;b[k>>0]=b[253057]|0;b[k+1>>0]=b[253058]|0;b[k+2>>0]=b[253059]|0;b[k+3>>0]=b[253060]|0;b[k+4>>0]=b[253061]|0;b[k+5>>0]=b[253062]|0;i=_Fb()|0;f[l>>2]=g;g=nHb(h,20,i,k,l)|0;k=h+g|0;i=oHb(h,k,d)|0;vEb(l,d);n=XFb(l,260928)|0;YFb(l);Tg[f[(f[n>>2]|0)+48>>2]&15](n,h,k,j)|0;g=j+(g<<2)|0;f[m>>2]=f[c>>2];f[l>>2]=f[m>>2];g=EHb(l,j,(i|0)==(k|0)?g:j+(i-h<<2)|0,g,d,e)|0;u=a;return g|0}function EHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;p=r+12|0;q=r;i=f[a>>2]|0;a:do if(!i)i=0;else{s=c;j=e-s>>2;l=g+12|0;k=f[l>>2]|0;j=(k|0)>(j|0)?k-j|0:0;k=d;s=k-s|0;g=s>>2;if((s|0)>0)if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,c,g)|0)!=(g|0)){f[a>>2]=0;i=0;break}do if((j|0)>0){f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;if(j>>>0>1073741807)vOb(q);do if(j>>>0<2){n=q+8+3|0;b[n>>0]=j;m=q;o=q}else{g=j+4&-4;if(g>>>0>1073741823)vd();else{m=pOb(g<<2)|0;f[q>>2]=m;n=q+8|0;f[n>>2]=g|-2147483648;f[q+4>>2]=j;n=n+3|0;o=q;break}}while(0);FHb(m,j,h)|0;f[p>>2]=0;JFb(m+(j<<2)|0,p);if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,(b[n>>0]|0)<0?f[q>>2]|0:o,j)|0)==(j|0)){NOb(q);break}else{f[a>>2]=0;NOb(q);i=0;break a}}while(0);s=e-k|0;e=s>>2;if((s|0)>0)if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,d,e)|0)!=(e|0)){f[a>>2]=0;i=0;break}f[l>>2]=0}while(0);u=r;return i|0}function FHb(a,b,c){a=a|0;b=b|0;c=c|0;if(b)ICb(a,c,b)|0;return a|0}function GHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;w=u;u=u+16|0;s=w;t=XFb(i,260928)|0;q=XFb(i,260936)|0;oh[f[(f[q>>2]|0)+20>>2]&1023](s,q);f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{r=Rg[f[(f[t>>2]|0)+44>>2]&255](t,i)|0;i=f[h>>2]|0;f[h>>2]=i+4;f[i>>2]=r;i=a+1|0;break}default:i=a}r=d;a:do if((r-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:{j=i;v=10;break a}}o=Rg[f[(f[t>>2]|0)+44>>2]&255](t,48)|0;p=f[h>>2]|0;f[h>>2]=p+4;f[p>>2]=o;i=i+2|0;p=Rg[f[(f[t>>2]|0)+44>>2]&255](t,b[j>>0]|0)|0;j=f[h>>2]|0;f[h>>2]=j+4;f[j>>2]=p;j=i;while(1){if(j>>>0>=d>>>0)break a;p=b[j>>0]|0;if(!(DAb(p,_Fb()|0)|0))break a;j=j+1|0}}else{j=i;v=10}else{j=i;v=10}while(0);b:do if((v|0)==10)while(1){v=0;if(j>>>0>=d>>>0)break b;p=b[j>>0]|0;if(!(tAb(p,_Fb()|0)|0))break b;j=j+1|0;v=10}while(0);o=s+11|0;n=b[o>>0]|0;p=s+4|0;c:do if(!((n<<24>>24<0?f[p>>2]|0:n&255)|0)){Tg[f[(f[t>>2]|0)+48>>2]&15](t,i,j,f[h>>2]|0)|0;i=(f[h>>2]|0)+(j-i<<2)|0;f[h>>2]=i;k=t}else{d:do if((i|0)!=(j|0)){k=j;l=i;while(1){k=k+-1|0;if(l>>>0>=k>>>0)break d;n=b[l>>0]|0;b[l>>0]=b[k>>0]|0;b[k>>0]=n;l=l+1|0}}while(0);n=Pg[f[(f[q>>2]|0)+16>>2]&1023](q)|0;m=i;k=0;l=0;while(1){if(m>>>0>=j>>>0)break;x=b[((b[o>>0]|0)<0?f[s>>2]|0:s)+k>>0]|0;if(x<<24>>24>0&(l|0)==(x<<24>>24|0)){l=f[h>>2]|0;f[h>>2]=l+4;f[l>>2]=n;l=b[o>>0]|0;k=k+(k>>>0<((l<<24>>24<0?f[p>>2]|0:l&255)+-1|0)>>>0&1)|0;l=0}y=Rg[f[(f[t>>2]|0)+44>>2]&255](t,b[m>>0]|0)|0;x=f[h>>2]|0;f[h>>2]=x+4;f[x>>2]=y;m=m+1|0;l=l+1|0}i=e+(i-a<<2)|0;l=f[h>>2]|0;if((i|0)==(l|0))k=t;else{k=l;while(1){k=k+-4|0;if(i>>>0>=k>>>0){k=t;i=l;break c}y=f[i>>2]|0;f[i>>2]=f[k>>2];f[k>>2]=y;i=i+4|0}}}while(0);while(1){if(j>>>0>=d>>>0)break;i=b[j>>0]|0;if(i<<24>>24==46){v=29;break}x=Rg[f[(f[k>>2]|0)+44>>2]&255](t,i)|0;y=f[h>>2]|0;i=y+4|0;f[h>>2]=i;f[y>>2]=x;j=j+1|0}if((v|0)==29){x=Pg[f[(f[q>>2]|0)+12>>2]&1023](q)|0;y=f[h>>2]|0;i=y+4|0;f[h>>2]=i;f[y>>2]=x;j=j+1|0}Tg[f[(f[t>>2]|0)+48>>2]&15](t,j,d,i)|0;y=(f[h>>2]|0)+(r-j<<2)|0;f[h>>2]=y;f[g>>2]=(c|0)==(d|0)?y:e+(c-a<<2)|0;zOb(s);u=w;return}function HHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+16|0;q=r;p=XFb(i,260928)|0;l=XFb(i,260936)|0;oh[f[(f[l>>2]|0)+20>>2]&1023](q,l);n=q+11|0;m=b[n>>0]|0;o=q+4|0;if(!((m<<24>>24<0?f[o>>2]|0:m&255)|0)){Tg[f[(f[p>>2]|0)+48>>2]&15](p,a,d,e)|0;i=e+(d-a<<2)|0;f[h>>2]=i}else{f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{m=Rg[f[(f[p>>2]|0)+44>>2]&255](p,i)|0;i=f[h>>2]|0;f[h>>2]=i+4;f[i>>2]=m;i=a+1|0;break}default:i=a}a:do if((d-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:break a}m=Rg[f[(f[p>>2]|0)+44>>2]&255](p,48)|0;k=f[h>>2]|0;f[h>>2]=k+4;f[k>>2]=m;k=Rg[f[(f[p>>2]|0)+44>>2]&255](p,b[j>>0]|0)|0;m=f[h>>2]|0;f[h>>2]=m+4;f[m>>2]=k;i=i+2|0}while(0);b:do if((i|0)!=(d|0)){j=d;k=i;while(1){j=j+-1|0;if(k>>>0>=j>>>0)break b;m=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=m;k=k+1|0}}while(0);m=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;l=i;j=0;k=0;while(1){if(l>>>0>=d>>>0)break;s=b[((b[n>>0]|0)<0?f[q>>2]|0:q)+j>>0]|0;if(s<<24>>24!=0&(k|0)==(s<<24>>24|0)){k=f[h>>2]|0;f[h>>2]=k+4;f[k>>2]=m;k=b[n>>0]|0;j=j+(j>>>0<((k<<24>>24<0?f[o>>2]|0:k&255)+-1|0)>>>0&1)|0;k=0}t=Rg[f[(f[p>>2]|0)+44>>2]&255](p,b[l>>0]|0)|0;s=f[h>>2]|0;f[h>>2]=s+4;f[s>>2]=t;l=l+1|0;k=k+1|0}i=e+(i-a<<2)|0;j=f[h>>2]|0;if((i|0)!=(j|0)){while(1){j=j+-4|0;if(i>>>0>=j>>>0)break;t=f[i>>2]|0;f[i>>2]=f[j>>2];f[j>>2]=t;i=i+4|0}i=f[h>>2]|0}}f[g>>2]=(c|0)==(d|0)?i:e+(c-a<<2)|0;zOb(q);u=r;return}function IHb(a){a=a|0;DFb(a);return}function JHb(a){a=a|0;DFb(a);sOb(a);return}function KHb(a){a=a|0;return 2}function LHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=bIb(a,j,i,d,e,g,253593,253601)|0;u=h;return g|0}function MHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=u;u=u+16|0;j=i+12|0;k=i+8|0;m=i+4|0;l=i;n=a+8|0;n=Pg[f[(f[n>>2]|0)+20>>2]&1023](n)|0;f[m>>2]=f[c>>2];f[l>>2]=f[d>>2];d=b[n+11>>0]|0;o=d<<24>>24<0;c=o?f[n>>2]|0:n;d=c+(o?f[n+4>>2]|0:d&255)|0;f[k>>2]=f[m>>2];f[j>>2]=f[l>>2];h=bIb(a,k,j,e,g,h,c,d)|0;u=i;return h|0}function NHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];$Hb(a,g+24|0,b,i,e,d);u=h;return f[b>>2]|0}function OHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];aIb(a,g+16|0,b,i,e,d);u=h;return f[b>>2]|0}function PHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];mIb(a,g+20|0,b,i,e,d);u=h;return f[b>>2]|0}function QHb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;k=S+128|0;j=S+112|0;Q=S+124|0;R=S+120|0;l=S+116|0;m=S+108|0;n=S+104|0;o=S+100|0;p=S+96|0;q=S+92|0;r=S+88|0;s=S+84|0;t=S+80|0;v=S+76|0;w=S+72|0;x=S+68|0;y=S+64|0;z=S+60|0;A=S+56|0;B=S+52|0;C=S+48|0;D=S+44|0;E=S+40|0;F=S+36|0;G=S+32|0;H=S+28|0;I=S+24|0;J=S+20|0;K=S+16|0;L=S+12|0;M=S+8|0;N=S+4|0;O=S;f[g>>2]=0;vEb(k,e);P=XFb(k,260896)|0;YFb(k);do switch(i<<24>>24|0){case 65:case 97:{f[Q>>2]=f[d>>2];f[k>>2]=f[Q>>2];$Hb(a,h+24|0,c,k,g,P);T=26;break}case 104:case 66:case 98:{f[R>>2]=f[d>>2];f[k>>2]=f[R>>2];aIb(a,h+16|0,c,k,g,P);T=26;break}case 99:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+12>>2]&1023](R)|0;f[l>>2]=f[c>>2];f[m>>2]=f[d>>2];T=b[R+11>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+(d?f[R+4>>2]|0:T&255)|0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];T=bIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 101:case 100:{f[n>>2]=f[d>>2];f[k>>2]=f[n>>2];cIb(a,h+12|0,c,k,g,P);T=26;break}case 68:{f[o>>2]=f[c>>2];f[p>>2]=f[d>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];T=bIb(a,j,k,e,g,h,253553,253561)|0;f[c>>2]=T;T=26;break}case 70:{f[q>>2]=f[c>>2];f[r>>2]=f[d>>2];f[j>>2]=f[q>>2];f[k>>2]=f[r>>2];T=bIb(a,j,k,e,g,h,253561,253569)|0;f[c>>2]=T;T=26;break}case 72:{f[s>>2]=f[d>>2];f[k>>2]=f[s>>2];dIb(a,h+8|0,c,k,g,P);T=26;break}case 73:{f[t>>2]=f[d>>2];f[k>>2]=f[t>>2];eIb(a,h+8|0,c,k,g,P);T=26;break}case 106:{f[v>>2]=f[d>>2];f[k>>2]=f[v>>2];fIb(a,h+28|0,c,k,g,P);T=26;break}case 109:{f[w>>2]=f[d>>2];f[k>>2]=f[w>>2];gIb(a,h+16|0,c,k,g,P);T=26;break}case 77:{f[x>>2]=f[d>>2];f[k>>2]=f[x>>2];hIb(a,h+4|0,c,k,g,P);T=26;break}case 116:case 110:{f[y>>2]=f[d>>2];f[k>>2]=f[y>>2];iIb(a,c,k,g,P);T=26;break}case 112:{f[z>>2]=f[d>>2];f[k>>2]=f[z>>2];jIb(a,h+8|0,c,k,g,P);T=26;break}case 114:{f[A>>2]=f[c>>2];f[B>>2]=f[d>>2];f[j>>2]=f[A>>2];f[k>>2]=f[B>>2];T=bIb(a,j,k,e,g,h,253569,253580)|0;f[c>>2]=T;T=26;break}case 82:{f[C>>2]=f[c>>2];f[D>>2]=f[d>>2];f[j>>2]=f[C>>2];f[k>>2]=f[D>>2];T=bIb(a,j,k,e,g,h,253580,253585)|0;f[c>>2]=T;T=26;break}case 83:{f[E>>2]=f[d>>2];f[k>>2]=f[E>>2];kIb(a,h,c,k,g,P);T=26;break}case 84:{f[F>>2]=f[c>>2];f[G>>2]=f[d>>2];f[j>>2]=f[F>>2];f[k>>2]=f[G>>2];T=bIb(a,j,k,e,g,h,253585,253593)|0;f[c>>2]=T;T=26;break}case 119:{f[H>>2]=f[d>>2];f[k>>2]=f[H>>2];lIb(a,h+24|0,c,k,g,P);T=26;break}case 120:{i=f[(f[a>>2]|0)+20>>2]|0;f[I>>2]=f[c>>2];f[J>>2]=f[d>>2];f[j>>2]=f[I>>2];f[k>>2]=f[J>>2];j=Yg[i&63](a,j,k,e,g,h)|0;break}case 88:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+24>>2]&1023](R)|0;f[K>>2]=f[c>>2];f[L>>2]=f[d>>2];T=b[R+11>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+(d?f[R+4>>2]|0:T&255)|0;f[j>>2]=f[K>>2];f[k>>2]=f[L>>2];T=bIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 121:{f[M>>2]=f[d>>2];f[k>>2]=f[M>>2];mIb(a,h+20|0,c,k,g,P);T=26;break}case 89:{f[N>>2]=f[d>>2];f[k>>2]=f[N>>2];nIb(a,h+20|0,c,k,g,P);T=26;break}case 37:{f[O>>2]=f[d>>2];f[k>>2]=f[O>>2];oIb(a,c,k,g,P);T=26;break}default:{f[g>>2]=f[g>>2]|4;T=26}}while(0);if((T|0)==26)j=f[c>>2]|0;u=S;return j|0}function RHb(a){a=a|0;if(!(b[257672]|0))if(MPb(257672)|0){_Hb();f[65442]=261600}return f[65442]|0}function SHb(a){a=a|0;if(!(b[257656]|0))if(MPb(257656)|0){ZHb();f[65399]=261308}return f[65399]|0}function THb(a){a=a|0;if(!(b[257640]|0))if(MPb(257640)|0){YHb();f[65326]=261016}return f[65326]|0}function UHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257632]|0))if(MPb(257632)|0){f[65251]=0;f[65252]=0;f[65253]=0;d=qEb(253311)|0;if(d>>>0>4294967279)vOb(261004);if(d>>>0<11){b[261015]=d;a=261004}else{g=d+16&-16;a=pOb(g)|0;f[65251]=a;f[65253]=g|-2147483648;f[65252]=d}EDb(a,253311,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 261004}function VHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257624]|0))if(MPb(257624)|0){f[65248]=0;f[65249]=0;f[65250]=0;d=qEb(253299)|0;if(d>>>0>4294967279)vOb(260992);if(d>>>0<11){b[261003]=d;a=260992}else{g=d+16&-16;a=pOb(g)|0;f[65248]=a;f[65250]=g|-2147483648;f[65249]=d}EDb(a,253299,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260992}function WHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257616]|0))if(MPb(257616)|0){f[65245]=0;f[65246]=0;f[65247]=0;d=qEb(253290)|0;if(d>>>0>4294967279)vOb(260980);if(d>>>0<11){b[260991]=d;a=260980}else{g=d+16&-16;a=pOb(g)|0;f[65245]=a;f[65247]=g|-2147483648;f[65246]=d}EDb(a,253290,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260980}function XHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257608]|0))if(MPb(257608)|0){f[65242]=0;f[65243]=0;f[65244]=0;d=qEb(253281)|0;if(d>>>0>4294967279)vOb(260968);if(d>>>0<11){b[260979]=d;a=260968}else{g=d+16&-16;a=pOb(g)|0;f[65242]=a;f[65244]=g|-2147483648;f[65243]=d}EDb(a,253281,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260968}function YHb(){var a=0,c=0;if(!(b[257648]|0))if(MPb(257648)|0){c=261016;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261304)}FOb(261016,253332)|0;FOb(261028,253335)|0;return}function ZHb(){var a=0,c=0;if(!(b[257664]|0))if(MPb(257664)|0){c=261308;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261596)}FOb(261308,253338)|0;FOb(261320,253346)|0;FOb(261332,253355)|0;FOb(261344,253361)|0;FOb(261356,253367)|0;FOb(261368,253371)|0;FOb(261380,253376)|0;FOb(261392,253381)|0;FOb(261404,253388)|0;FOb(261416,253398)|0;FOb(261428,253406)|0;FOb(261440,253415)|0;FOb(261452,253424)|0;FOb(261464,253428)|0;FOb(261476,253432)|0;FOb(261488,253436)|0;FOb(261500,253367)|0;FOb(261512,253440)|0;FOb(261524,253444)|0;FOb(261536,253448)|0;FOb(261548,253452)|0;FOb(261560,253456)|0;FOb(261572,253460)|0;FOb(261584,253464)|0;return}function _Hb(){var a=0,c=0;if(!(b[257680]|0))if(MPb(257680)|0){c=261600;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261768)}FOb(261600,253468)|0;FOb(261612,253475)|0;FOb(261624,253482)|0;FOb(261636,253490)|0;FOb(261648,253500)|0;FOb(261660,253509)|0;FOb(261672,253516)|0;FOb(261684,253525)|0;FOb(261696,253529)|0;FOb(261708,253533)|0;FOb(261720,253537)|0;FOb(261732,253541)|0;FOb(261744,253545)|0;FOb(261756,253549)|0;return}function $Hb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[f[a>>2]>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(DGb(c,i,a,a+168|0,g,e,0)|0)-a|0;if((a|0)<168)f[b>>2]=((a|0)/12|0|0)%7|0;u=h;return}function aIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[(f[a>>2]|0)+4>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(DGb(c,i,a,a+288|0,g,e,0)|0)-a|0;if((a|0)<288)f[b>>2]=((a|0)/12|0|0)%12|0;u=h;return}function bIb(a,c,e,g,h,i,j,k){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+16|0;t=A+12|0;s=A+8|0;x=A+4|0;y=A;vEb(t,g);v=XFb(t,260896)|0;YFb(t);f[h>>2]=0;w=v+8|0;l=0;a:while(1){r=(j|0)!=(k|0);m=l;while(1){l=f[c>>2]|0;if(!(r&(m|0)==0))break a;n=l;if(!l){l=0;p=1;q=n}else{m=f[l+12>>2]|0;if((m|0)==(f[l+16>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;if(uEb(m,CDb()|0)|0){f[c>>2]=0;l=0;p=1;q=0}else{p=0;q=n}}o=f[e>>2]|0;m=o;do if(!o)z=16;else{n=f[o+12>>2]|0;if((n|0)==(f[o+16>>2]|0))n=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[e>>2]=0;m=0;z=16;break}else if(p)break;else{z=62;break a}}while(0);if((z|0)==16){z=0;if(p){z=62;break a}else o=0}if((Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[j>>0]|0,0)|0)<<24>>24==37){z=19;break}m=b[j>>0]|0;if(m<<24>>24>-1){n=f[w>>2]|0;if(d[n+(m<<24>>24<<1)>>1]&8192){z=26;break}}n=l+12|0;m=f[n>>2]|0;o=l+16|0;if((m|0)==(f[o>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;q=Rg[f[(f[v>>2]|0)+12>>2]&255](v,m&255)|0;if(q<<24>>24==(Rg[f[(f[v>>2]|0)+12>>2]&255](v,b[j>>0]|0)|0)<<24>>24){z=56;break}f[h>>2]=4;m=4}b:do if((z|0)==19){z=0;p=j+1|0;if((p|0)==(k|0)){z=62;break a}n=Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[p>>0]|0,0)|0;switch(n<<24>>24){case 48:case 69:{j=j+2|0;if((j|0)==(k|0)){z=62;break a}o=n;l=Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[j>>0]|0,0)|0;j=p;break}default:{o=0;l=n}}r=f[(f[a>>2]|0)+36>>2]|0;f[x>>2]=q;f[y>>2]=m;f[s>>2]=f[x>>2];f[t>>2]=f[y>>2];r=_g[r&15](a,s,t,g,h,i,l,o)|0;f[c>>2]=r;j=j+2|0}else if((z|0)==26){while(1){z=0;j=j+1|0;if((j|0)==(k|0)){j=k;break}m=b[j>>0]|0;if(m<<24>>24<=-1)break;if(!(d[n+(m<<24>>24<<1)>>1]&8192))break;else z=26}m=o;while(1){if(!l){p=1;l=0}else{n=f[l+12>>2]|0;if((n|0)==(f[l+16>>2]|0))n=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[c>>2]=0;p=1;l=0}else p=0}do if(!o)z=42;else{n=f[o+12>>2]|0;if((n|0)==(f[o+16>>2]|0))n=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[e>>2]=0;m=0;z=42;break}else if(p^(m|0)==0){q=m;o=m;break}else break b}while(0);if((z|0)==42){z=0;if(p)break b;else{q=m;o=0}}n=l+12|0;m=f[n>>2]|0;p=l+16|0;if((m|0)==(f[p>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;if((m&255)<<24>>24<=-1)break b;if(!(d[(f[w>>2]|0)+(m<<24>>24<<1)>>1]&8192))break b;m=f[n>>2]|0;if((m|0)==(f[p>>2]|0)){Pg[f[(f[l>>2]|0)+40>>2]&1023](l)|0;m=q;continue}else{f[n>>2]=m+1;DDb(b[m>>0]|0)|0;m=q;continue}}}else if((z|0)==56){z=0;m=f[n>>2]|0;if((m|0)==(f[o>>2]|0))Pg[f[(f[l>>2]|0)+40>>2]&1023](l)|0;else{f[n>>2]=m+1;DDb(b[m>>0]|0)|0}j=j+1|0}while(0);l=f[h>>2]|0}if((z|0)==62)f[h>>2]=4;if(!l){l=0;n=1}else{j=f[l+12>>2]|0;if((j|0)==(f[l+16>>2]|0))j=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;l=0;n=1}else n=0}j=f[e>>2]|0;do if(!j)z=75;else{m=f[j+12>>2]|0;if((m|0)==(f[j+16>>2]|0))j=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else j=DDb(b[m>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[e>>2]=0;z=75;break}else if(n)break;else{z=77;break}}while(0);if((z|0)==75)if(n)z=77;if((z|0)==77)f[h>>2]=f[h>>2]|2;u=A;return l|0}function cIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<31&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function dIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<24&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function eIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<12&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function fIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,3)|0;c=f[e>>2]|0;if((a|0)<366&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function gIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<13&(c&4|0)==0)f[b>>2]=a+-1;else f[e>>2]=c|4;u=h;return}function hIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<60&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function iIb(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;j=h+8|0;a:while(1){a=f[c>>2]|0;do if(!a)i=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;i=1;break}else{i=(f[c>>2]|0)==0;break}}while(0);h=f[e>>2]|0;do if(!h)k=15;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;k=15;break}else if(i){i=h;break}else{i=h;break a}}while(0);if((k|0)==15){k=0;if(i){i=0;break}else i=0}a=f[c>>2]|0;h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if((a&255)<<24>>24<=-1)break;if(!(d[(f[j>>2]|0)+(a<<24>>24<<1)>>1]&8192))break;a=f[c>>2]|0;h=a+12|0;i=f[h>>2]|0;if((i|0)==(f[a+16>>2]|0)){Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;continue}else{f[h>>2]=i+1;DDb(b[i>>0]|0)|0;continue}}a=f[c>>2]|0;do if(!a)h=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;h=1;break}else{h=(f[c>>2]|0)==0;break}}while(0);do if(!i)k=38;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;k=38;break}else if(h)break;else{k=40;break}}while(0);if((k|0)==38)if(h)k=40;if((k|0)==40)f[g>>2]=f[g>>2]|2;return}function jIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+4|0;l=m;j=a+8|0;j=Pg[f[(f[j>>2]|0)+8>>2]&1023](j)|0;a=b[j+11>>0]|0;if(a<<24>>24<0)i=f[j+4>>2]|0;else i=a&255;a=b[j+12+11>>0]|0;if(a<<24>>24<0)a=f[j+16>>2]|0;else a=a&255;do if((i|0)==(0-a|0))f[g>>2]=f[g>>2]|4;else{f[l>>2]=f[e>>2];f[k>>2]=f[l>>2];a=(DGb(d,k,j,j+24|0,h,g,0)|0)-j|0;i=f[c>>2]|0;if((i|0)==12&(a|0)==0){f[c>>2]=0;break}if((i|0)<12&(a|0)==12)f[c>>2]=i+12}while(0);u=m;return}function kIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<61&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function lIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,1)|0;c=f[e>>2]|0;if((a|0)<7&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function mIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,4)|0;if(!(f[e>>2]&4)){if((a|0)<69)a=a+2e3|0;else a=(a|0)<100?a+1900|0:a;f[b>>2]=a+-1900}u=h;return}function nIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,4)|0;if(!(f[e>>2]&4))f[b>>2]=a+-1900;u=h;return}function oIb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;a=f[c>>2]|0;do if(!a)i=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;i=1;break}else{i=(f[c>>2]|0)==0;break}}while(0);h=f[d>>2]|0;do if(!h)k=14;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;k=14;break}else if(i){j=h;k=16;break}else{a=6;k=38;break}}while(0);if((k|0)==14)if(i){a=6;k=38}else{j=0;k=16}a:do if((k|0)==16){a=f[c>>2]|0;h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if((Sg[f[(f[g>>2]|0)+36>>2]&255](g,a&255,0)|0)<<24>>24==37){a=f[c>>2]|0;h=a+12|0;i=f[h>>2]|0;if((i|0)==(f[a+16>>2]|0))Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;else{f[h>>2]=i+1;DDb(b[i>>0]|0)|0}a=f[c>>2]|0;do if(!a)h=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;h=1;break}else{h=(f[c>>2]|0)==0;break}}while(0);do if(j|0){a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;break}else if(h)break a;else{a=2;k=38;break a}}while(0);if(h){a=2;k=38}}else{a=4;k=38}}while(0);if((k|0)==38)f[e>>2]=f[e>>2]|a;return}function pIb(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;i=f[a>>2]|0;do if(!i)k=1;else{j=f[i+12>>2]|0;if((j|0)==(f[i+16>>2]|0))i=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else i=DDb(b[j>>0]|0)|0;if(uEb(i,CDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);j=f[c>>2]|0;do if(!j)s=14;else{i=f[j+12>>2]|0;if((i|0)==(f[j+16>>2]|0))i=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else i=DDb(b[i>>0]|0)|0;if(uEb(i,CDb()|0)|0){f[c>>2]=0;s=14;break}else if(k){s=17;break}else{s=16;break}}while(0);if((s|0)==14)if(k)s=16;else{j=0;s=17}a:do if((s|0)==16){f[e>>2]=f[e>>2]|6;i=0}else if((s|0)==17){i=f[a>>2]|0;k=f[i+12>>2]|0;if((k|0)==(f[i+16>>2]|0))i=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else i=DDb(b[k>>0]|0)|0;k=i&255;if(k<<24>>24>-1){r=g+8|0;if(d[(f[r>>2]|0)+(i<<24>>24<<1)>>1]&2048){i=(Sg[f[(f[g>>2]|0)+36>>2]&255](g,k,0)|0)<<24>>24;k=f[a>>2]|0;l=k+12|0;m=f[l>>2]|0;if((m|0)==(f[k+16>>2]|0)){Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;n=j;l=j}else{f[l>>2]=m+1;DDb(b[m>>0]|0)|0;n=j;l=j}while(1){i=i+-48|0;q=h+-1|0;j=f[a>>2]|0;do if(!j)m=1;else{k=f[j+12>>2]|0;if((k|0)==(f[j+16>>2]|0))j=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else j=DDb(b[k>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[a>>2]=0;m=1;break}else{m=(f[a>>2]|0)==0;break}}while(0);do if(!l){p=n;j=1;o=0}else{j=f[l+12>>2]|0;if((j|0)==(f[l+16>>2]|0))j=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;p=0;j=1;o=0;break}else{p=n;j=(n|0)==0;o=n;break}}while(0);k=f[a>>2]|0;if(!((h|0)>1&(m^j)))break;j=f[k+12>>2]|0;if((j|0)==(f[k+16>>2]|0))j=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else j=DDb(b[j>>0]|0)|0;k=j&255;if(k<<24>>24<=-1)break a;if(!(d[(f[r>>2]|0)+(j<<24>>24<<1)>>1]&2048))break a;i=(i*10|0)+((Sg[f[(f[g>>2]|0)+36>>2]&255](g,k,0)|0)<<24>>24)|0;j=f[a>>2]|0;k=j+12|0;l=f[k>>2]|0;if((l|0)==(f[j+16>>2]|0)){Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;h=q;n=p;l=o;continue}else{f[k>>2]=l+1;DDb(b[l>>0]|0)|0;h=q;n=p;l=o;continue}}do if(!k)k=1;else{j=f[k+12>>2]|0;if((j|0)==(f[k+16>>2]|0))j=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);do if(!p)s=62;else{j=f[p+12>>2]|0;if((j|0)==(f[p+16>>2]|0))j=Pg[f[(f[p>>2]|0)+36>>2]&1023](p)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;s=62;break}else if(k)break a;else break}while(0);if((s|0)==62)if(!k)break;f[e>>2]=f[e>>2]|2;break}}f[e>>2]=f[e>>2]|4;i=0}while(0);return i|0}function qIb(a){a=a|0;DFb(a);return}function rIb(a){a=a|0;DFb(a);sOb(a);return}function sIb(a){a=a|0;return 2}function tIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=MIb(a,j,i,d,e,g,49844,49876)|0;u=h;return g|0}function uIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=u;u=u+16|0;j=i+12|0;k=i+8|0;m=i+4|0;l=i;n=a+8|0;n=Pg[f[(f[n>>2]|0)+20>>2]&1023](n)|0;f[m>>2]=f[c>>2];f[l>>2]=f[d>>2];d=b[n+8+3>>0]|0;o=d<<24>>24<0;c=o?f[n>>2]|0:n;d=c+((o?f[n+4>>2]|0:d&255)<<2)|0;f[k>>2]=f[m>>2];f[j>>2]=f[l>>2];h=MIb(a,k,j,e,g,h,c,d)|0;u=i;return h|0}function vIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];KIb(a,g+24|0,b,i,e,d);u=h;return f[b>>2]|0}function wIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];LIb(a,g+16|0,b,i,e,d);u=h;return f[b>>2]|0}function xIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];XIb(a,g+20|0,b,i,e,d);u=h;return f[b>>2]|0}function yIb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;k=S+128|0;j=S+112|0;Q=S+124|0;R=S+120|0;l=S+116|0;m=S+108|0;n=S+104|0;o=S+100|0;p=S+96|0;q=S+92|0;r=S+88|0;s=S+84|0;t=S+80|0;v=S+76|0;w=S+72|0;x=S+68|0;y=S+64|0;z=S+60|0;A=S+56|0;B=S+52|0;C=S+48|0;D=S+44|0;E=S+40|0;F=S+36|0;G=S+32|0;H=S+28|0;I=S+24|0;J=S+20|0;K=S+16|0;L=S+12|0;M=S+8|0;N=S+4|0;O=S;f[g>>2]=0;vEb(k,e);P=XFb(k,260928)|0;YFb(k);do switch(i<<24>>24|0){case 65:case 97:{f[Q>>2]=f[d>>2];f[k>>2]=f[Q>>2];KIb(a,h+24|0,c,k,g,P);T=26;break}case 104:case 66:case 98:{f[R>>2]=f[d>>2];f[k>>2]=f[R>>2];LIb(a,h+16|0,c,k,g,P);T=26;break}case 99:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+12>>2]&1023](R)|0;f[l>>2]=f[c>>2];f[m>>2]=f[d>>2];T=b[R+8+3>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+((d?f[R+4>>2]|0:T&255)<<2)|0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];T=MIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 101:case 100:{f[n>>2]=f[d>>2];f[k>>2]=f[n>>2];NIb(a,h+12|0,c,k,g,P);T=26;break}case 68:{f[o>>2]=f[c>>2];f[p>>2]=f[d>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];T=MIb(a,j,k,e,g,h,49684,49716)|0;f[c>>2]=T;T=26;break}case 70:{f[q>>2]=f[c>>2];f[r>>2]=f[d>>2];f[j>>2]=f[q>>2];f[k>>2]=f[r>>2];T=MIb(a,j,k,e,g,h,49716,49748)|0;f[c>>2]=T;T=26;break}case 72:{f[s>>2]=f[d>>2];f[k>>2]=f[s>>2];OIb(a,h+8|0,c,k,g,P);T=26;break}case 73:{f[t>>2]=f[d>>2];f[k>>2]=f[t>>2];PIb(a,h+8|0,c,k,g,P);T=26;break}case 106:{f[v>>2]=f[d>>2];f[k>>2]=f[v>>2];QIb(a,h+28|0,c,k,g,P);T=26;break}case 109:{f[w>>2]=f[d>>2];f[k>>2]=f[w>>2];RIb(a,h+16|0,c,k,g,P);T=26;break}case 77:{f[x>>2]=f[d>>2];f[k>>2]=f[x>>2];SIb(a,h+4|0,c,k,g,P);T=26;break}case 116:case 110:{f[y>>2]=f[d>>2];f[k>>2]=f[y>>2];TIb(a,c,k,g,P);T=26;break}case 112:{f[z>>2]=f[d>>2];f[k>>2]=f[z>>2];UIb(a,h+8|0,c,k,g,P);T=26;break}case 114:{f[A>>2]=f[c>>2];f[B>>2]=f[d>>2];f[j>>2]=f[A>>2];f[k>>2]=f[B>>2];T=MIb(a,j,k,e,g,h,49748,49792)|0;f[c>>2]=T;T=26;break}case 82:{f[C>>2]=f[c>>2];f[D>>2]=f[d>>2];f[j>>2]=f[C>>2];f[k>>2]=f[D>>2];T=MIb(a,j,k,e,g,h,49792,49812)|0;f[c>>2]=T;T=26;break}case 83:{f[E>>2]=f[d>>2];f[k>>2]=f[E>>2];VIb(a,h,c,k,g,P);T=26;break}case 84:{f[F>>2]=f[c>>2];f[G>>2]=f[d>>2];f[j>>2]=f[F>>2];f[k>>2]=f[G>>2];T=MIb(a,j,k,e,g,h,49812,49844)|0;f[c>>2]=T;T=26;break}case 119:{f[H>>2]=f[d>>2];f[k>>2]=f[H>>2];WIb(a,h+24|0,c,k,g,P);T=26;break}case 120:{i=f[(f[a>>2]|0)+20>>2]|0;f[I>>2]=f[c>>2];f[J>>2]=f[d>>2];f[j>>2]=f[I>>2];f[k>>2]=f[J>>2];j=Yg[i&63](a,j,k,e,g,h)|0;break}case 88:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+24>>2]&1023](R)|0;f[K>>2]=f[c>>2];f[L>>2]=f[d>>2];T=b[R+8+3>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+((d?f[R+4>>2]|0:T&255)<<2)|0;f[j>>2]=f[K>>2];f[k>>2]=f[L>>2];T=MIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 121:{f[M>>2]=f[d>>2];f[k>>2]=f[M>>2];XIb(a,h+20|0,c,k,g,P);T=26;break}case 89:{f[N>>2]=f[d>>2];f[k>>2]=f[N>>2];YIb(a,h+20|0,c,k,g,P);T=26;break}case 37:{f[O>>2]=f[d>>2];f[k>>2]=f[O>>2];ZIb(a,c,k,g,P);T=26;break}default:{f[g>>2]=f[g>>2]|4;T=26}}while(0);if((T|0)==26)j=f[c>>2]|0;u=S;return j|0}function zIb(a){a=a|0;if(!(b[257752]|0))if(MPb(257752)|0){JIb();f[65645]=262412}return f[65645]|0}function AIb(a){a=a|0;if(!(b[257736]|0))if(MPb(257736)|0){IIb();f[65602]=262120}return f[65602]|0}function BIb(a){a=a|0;if(!(b[257720]|0))if(MPb(257720)|0){HIb();f[65529]=261828}return f[65529]|0}function CIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257712]|0))if(MPb(257712)|0){f[65454]=0;f[65455]=0;f[65456]=0;d=GIb(48716)|0;if(d>>>0>1073741807)vOb(261816);do if(d>>>0<2){b[261827]=d;g=261816}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65454]=g;f[65456]=c|-2147483648;f[65455]=d;break}}while(0);WDb(g,48716,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261816}function DIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257704]|0))if(MPb(257704)|0){f[65451]=0;f[65452]=0;f[65453]=0;d=GIb(48668)|0;if(d>>>0>1073741807)vOb(261804);do if(d>>>0<2){b[261815]=d;g=261804}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65451]=g;f[65453]=c|-2147483648;f[65452]=d;break}}while(0);WDb(g,48668,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261804}function EIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257696]|0))if(MPb(257696)|0){f[65448]=0;f[65449]=0;f[65450]=0;d=GIb(48632)|0;if(d>>>0>1073741807)vOb(261792);do if(d>>>0<2){b[261803]=d;g=261792}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65448]=g;f[65450]=c|-2147483648;f[65449]=d;break}}while(0);WDb(g,48632,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261792}function FIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257688]|0))if(MPb(257688)|0){f[65445]=0;f[65446]=0;f[65447]=0;d=GIb(48596)|0;if(d>>>0>1073741807)vOb(261780);do if(d>>>0<2){b[261791]=d;g=261780}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65445]=g;f[65447]=c|-2147483648;f[65446]=d;break}}while(0);WDb(g,48596,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261780}function GIb(a){a=a|0;return nAb(a)|0}function HIb(){var a=0,c=0;if(!(b[257728]|0))if(MPb(257728)|0){c=261828;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262116)}SOb(261828,48800)|0;SOb(261840,48812)|0;return}function IIb(){var a=0,c=0;if(!(b[257744]|0))if(MPb(257744)|0){c=262120;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262408)}SOb(262120,48824)|0;SOb(262132,48856)|0;SOb(262144,48892)|0;SOb(262156,48916)|0;SOb(262168,48940)|0;SOb(262180,48956)|0;SOb(262192,48976)|0;SOb(262204,48996)|0;SOb(262216,49024)|0;SOb(262228,49064)|0;SOb(262240,49096)|0;SOb(262252,49132)|0;SOb(262264,49168)|0;SOb(262276,49184)|0;SOb(262288,49200)|0;SOb(262300,49216)|0;SOb(262312,48940)|0;SOb(262324,49232)|0;SOb(262336,49248)|0;SOb(262348,49264)|0;SOb(262360,49280)|0;SOb(262372,49296)|0;SOb(262384,49312)|0;SOb(262396,49328)|0;return}function JIb(){var a=0,c=0;if(!(b[257760]|0))if(MPb(257760)|0){c=262412;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262580)}SOb(262412,49344)|0;SOb(262424,49372)|0;SOb(262436,49400)|0;SOb(262448,49432)|0;SOb(262460,49472)|0;SOb(262472,49508)|0;SOb(262484,49536)|0;SOb(262496,49572)|0;SOb(262508,49588)|0;SOb(262520,49604)|0;SOb(262532,49620)|0;SOb(262544,49636)|0;SOb(262556,49652)|0;SOb(262568,49668)|0;return}function KIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[f[a>>2]>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(cHb(c,i,a,a+168|0,g,e,0)|0)-a|0;if((a|0)<168)f[b>>2]=((a|0)/12|0|0)%7|0;u=h;return}function LIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[(f[a>>2]|0)+4>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(cHb(c,i,a,a+288|0,g,e,0)|0)-a|0;if((a|0)<288)f[b>>2]=((a|0)/12|0|0)%12|0;u=h;return}function MIb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;r=x+12|0;q=x+8|0;t=x+4|0;v=x;vEb(r,d);s=XFb(r,260928)|0;YFb(r);f[e>>2]=0;j=0;a:while(1){p=(h|0)!=(i|0);k=j;while(1){j=f[b>>2]|0;if(!(p&(k|0)==0))break a;l=j;if(!j){j=0;n=1;o=l}else{k=f[j+12>>2]|0;if((k|0)==(f[j+16>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[b>>2]=0;j=0;n=1;o=0}else{n=0;o=l}}m=f[c>>2]|0;k=m;do if(!m)w=16;else{l=f[m+12>>2]|0;if((l|0)==(f[m+16>>2]|0))l=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[c>>2]=0;k=0;w=16;break}else if(n)break;else{w=59;break a}}while(0);if((w|0)==16){w=0;if(n){w=59;break a}else m=0}if((Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[h>>2]|0,0)|0)<<24>>24==37){w=19;break}if(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,f[h>>2]|0)|0){w=25;break}l=j+12|0;k=f[l>>2]|0;m=j+16|0;if((k|0)==(f[m>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;o=Rg[f[(f[s>>2]|0)+28>>2]&255](s,k)|0;if((o|0)==(Rg[f[(f[s>>2]|0)+28>>2]&255](s,f[h>>2]|0)|0)){w=53;break}f[e>>2]=4;k=4}b:do if((w|0)==19){w=0;n=h+4|0;if((n|0)==(i|0)){w=59;break a}l=Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[n>>2]|0,0)|0;switch(l<<24>>24){case 48:case 69:{h=h+8|0;if((h|0)==(i|0)){w=59;break a}m=l;j=Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[h>>2]|0,0)|0;h=n;break}default:{m=0;j=l}}p=f[(f[a>>2]|0)+36>>2]|0;f[t>>2]=o;f[v>>2]=k;f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];p=_g[p&15](a,q,r,d,e,g,j,m)|0;f[b>>2]=p;h=h+8|0}else if((w|0)==25){while(1){w=0;h=h+4|0;if((h|0)==(i|0)){h=i;break}if(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,f[h>>2]|0)|0)w=25;else break}k=m;n=m;while(1){if(!j){m=1;j=0}else{l=f[j+12>>2]|0;if((l|0)==(f[j+16>>2]|0))l=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[b>>2]=0;m=1;j=0}else m=0}do if(!n)w=40;else{l=f[n+12>>2]|0;if((l|0)==(f[n+16>>2]|0))l=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[c>>2]=0;k=0;w=40;break}else if(m^(k|0)==0){o=k;n=k;break}else break b}while(0);if((w|0)==40){w=0;if(m)break b;else{o=k;n=0}}l=j+12|0;k=f[l>>2]|0;m=j+16|0;if((k|0)==(f[m>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;if(!(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,k)|0))break b;k=f[l>>2]|0;if((k|0)==(f[m>>2]|0)){Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;k=o;continue}else{f[l>>2]=k+4;VDb(f[k>>2]|0)|0;k=o;continue}}}else if((w|0)==53){w=0;k=f[l>>2]|0;if((k|0)==(f[m>>2]|0))Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;else{f[l>>2]=k+4;VDb(f[k>>2]|0)|0}h=h+4|0}while(0);j=f[e>>2]|0}if((w|0)==59)f[e>>2]=4;if(!j){j=0;l=1}else{h=f[j+12>>2]|0;if((h|0)==(f[j+16>>2]|0))h=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;j=0;l=1}else l=0}h=f[c>>2]|0;do if(!h)w=72;else{k=f[h+12>>2]|0;if((k|0)==(f[h+16>>2]|0))h=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else h=VDb(f[k>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[c>>2]=0;w=72;break}else if(l)break;else{w=74;break}}while(0);if((w|0)==72)if(l)w=74;if((w|0)==74)f[e>>2]=f[e>>2]|2;u=x;return j|0}function NIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<31&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function OIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<24&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function PIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<12&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function QIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,3)|0;c=f[e>>2]|0;if((a|0)<366&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function RIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<13&(c&4|0)==0)f[b>>2]=a+-1;else f[e>>2]=c|4;u=h;return}function SIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<60&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function TIb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;a:while(1){a=f[b>>2]|0;do if(!a)h=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;h=1;break}else{h=(f[b>>2]|0)==0;break}}while(0);g=f[c>>2]|0;do if(!g)i=15;else{a=f[g+12>>2]|0;if((a|0)==(f[g+16>>2]|0))a=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;i=15;break}else if(h){h=g;break}else{h=g;break a}}while(0);if((i|0)==15){i=0;if(h){h=0;break}else h=0}a=f[b>>2]|0;g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(!(Sg[f[(f[e>>2]|0)+12>>2]&255](e,8192,a)|0))break;a=f[b>>2]|0;g=a+12|0;h=f[g>>2]|0;if((h|0)==(f[a+16>>2]|0)){Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;continue}else{f[g>>2]=h+4;VDb(f[h>>2]|0)|0;continue}}a=f[b>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;g=1;break}else{g=(f[b>>2]|0)==0;break}}while(0);do if(!h)i=37;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;i=37;break}else if(g)break;else{i=39;break}}while(0);if((i|0)==37)if(g)i=39;if((i|0)==39)f[d>>2]=f[d>>2]|2;return}function UIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+4|0;l=m;j=a+8|0;j=Pg[f[(f[j>>2]|0)+8>>2]&1023](j)|0;a=b[j+8+3>>0]|0;if(a<<24>>24<0)i=f[j+4>>2]|0;else i=a&255;a=b[j+20+3>>0]|0;if(a<<24>>24<0)a=f[j+16>>2]|0;else a=a&255;do if((i|0)==(0-a|0))f[g>>2]=f[g>>2]|4;else{f[l>>2]=f[e>>2];f[k>>2]=f[l>>2];a=(cHb(d,k,j,j+24|0,h,g,0)|0)-j|0;i=f[c>>2]|0;if((i|0)==12&(a|0)==0){f[c>>2]=0;break}if((i|0)<12&(a|0)==12)f[c>>2]=i+12}while(0);u=m;return}function VIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<61&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function WIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,1)|0;c=f[e>>2]|0;if((a|0)<7&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function XIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,4)|0;if(!(f[e>>2]&4)){if((a|0)<69)a=a+2e3|0;else a=(a|0)<100?a+1900|0:a;f[b>>2]=a+-1900}u=h;return}function YIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,4)|0;if(!(f[e>>2]&4))f[b>>2]=a+-1900;u=h;return}function ZIb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;a=f[b>>2]|0;do if(!a)h=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;h=1;break}else{h=(f[b>>2]|0)==0;break}}while(0);g=f[c>>2]|0;do if(!g)j=14;else{a=f[g+12>>2]|0;if((a|0)==(f[g+16>>2]|0))a=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;j=14;break}else if(h){i=g;j=16;break}else{a=6;j=38;break}}while(0);if((j|0)==14)if(h){a=6;j=38}else{i=0;j=16}a:do if((j|0)==16){a=f[b>>2]|0;g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if((Sg[f[(f[e>>2]|0)+52>>2]&255](e,a,0)|0)<<24>>24==37){a=f[b>>2]|0;g=a+12|0;h=f[g>>2]|0;if((h|0)==(f[a+16>>2]|0))Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;else{f[g>>2]=h+4;VDb(f[h>>2]|0)|0}a=f[b>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;g=1;break}else{g=(f[b>>2]|0)==0;break}}while(0);do if(i|0){a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;break}else if(g)break a;else{a=2;j=38;break a}}while(0);if(g){a=2;j=38}}else{a=4;j=38}}while(0);if((j|0)==38)f[d>>2]=f[d>>2]|a;return}function _Ib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;do if(!g)i=1;else{h=f[g+12>>2]|0;if((h|0)==(f[g+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else g=VDb(f[h>>2]|0)|0;if(wEb(g,UDb()|0)|0){f[a>>2]=0;i=1;break}else{i=(f[a>>2]|0)==0;break}}while(0);h=f[b>>2]|0;do if(!h)p=14;else{g=f[h+12>>2]|0;if((g|0)==(f[h+16>>2]|0))g=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else g=VDb(f[g>>2]|0)|0;if(wEb(g,UDb()|0)|0){f[b>>2]=0;p=14;break}else if(i){p=17;break}else{p=16;break}}while(0);if((p|0)==14)if(i)p=16;else{h=0;p=17}a:do if((p|0)==16){f[c>>2]=f[c>>2]|6;g=0}else if((p|0)==17){g=f[a>>2]|0;i=f[g+12>>2]|0;if((i|0)==(f[g+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else g=VDb(f[i>>2]|0)|0;if(!(Sg[f[(f[d>>2]|0)+12>>2]&255](d,2048,g)|0)){f[c>>2]=f[c>>2]|4;g=0;break}g=(Sg[f[(f[d>>2]|0)+52>>2]&255](d,g,0)|0)<<24>>24;i=f[a>>2]|0;j=i+12|0;k=f[j>>2]|0;if((k|0)==(f[i+16>>2]|0)){Pg[f[(f[i>>2]|0)+40>>2]&1023](i)|0;l=h;j=h}else{f[j>>2]=k+4;VDb(f[k>>2]|0)|0;l=h;j=h}while(1){g=g+-48|0;o=e+-1|0;h=f[a>>2]|0;do if(!h)k=1;else{i=f[h+12>>2]|0;if((i|0)==(f[h+16>>2]|0))h=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else h=VDb(f[i>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);do if(!j){n=l;h=1;m=0}else{h=f[j+12>>2]|0;if((h|0)==(f[j+16>>2]|0))h=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;n=0;h=1;m=0;break}else{n=l;h=(l|0)==0;m=l;break}}while(0);i=f[a>>2]|0;if(!((e|0)>1&(k^h)))break;h=f[i+12>>2]|0;if((h|0)==(f[i+16>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else h=VDb(f[h>>2]|0)|0;if(!(Sg[f[(f[d>>2]|0)+12>>2]&255](d,2048,h)|0))break a;g=(g*10|0)+((Sg[f[(f[d>>2]|0)+52>>2]&255](d,h,0)|0)<<24>>24)|0;h=f[a>>2]|0;i=h+12|0;j=f[i>>2]|0;if((j|0)==(f[h+16>>2]|0)){Pg[f[(f[h>>2]|0)+40>>2]&1023](h)|0;e=o;l=n;j=m;continue}else{f[i>>2]=j+4;VDb(f[j>>2]|0)|0;e=o;l=n;j=m;continue}}do if(!i)i=1;else{h=f[i+12>>2]|0;if((h|0)==(f[i+16>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[a>>2]=0;i=1;break}else{i=(f[a>>2]|0)==0;break}}while(0);do if(!n)p=60;else{h=f[n+12>>2]|0;if((h|0)==(f[n+16>>2]|0))h=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;p=60;break}else if(i)break a;else break}while(0);if((p|0)==60)if(!i)break;f[c>>2]=f[c>>2]|2}while(0);return g|0}function $Ib(a){a=a|0;eJb(a+8|0);DFb(a);return}function aJb(a){a=a|0;eJb(a+8|0);DFb(a);sOb(a);return}function bJb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;j=u;u=u+112|0;d=j+4|0;e=j;f[e>>2]=d+100;cJb(a+8|0,d,e,g,h,i);i=f[e>>2]|0;h=d;d=f[c>>2]|0;while(1){if((h|0)==(i|0))break;e=b[h>>0]|0;if(!d)d=0;else{a=d+24|0;g=f[a>>2]|0;if((g|0)==(f[d+28>>2]|0)){c=f[(f[d>>2]|0)+52>>2]|0;e=DDb(e)|0;e=Rg[c&255](d,e)|0}else{f[a>>2]=g+1;b[g>>0]=e;e=DDb(e)|0}c=uEb(e,CDb()|0)|0;d=c?0:d}h=h+1|0}u=j;return d|0}function cJb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;b[i>>0]=37;j=i+1|0;b[j>>0]=g;k=i+2|0;b[k>>0]=h;b[i+3>>0]=0;if(h<<24>>24){b[j>>0]=h;b[k>>0]=g}k=dJb(c,f[d>>2]|0)|0;k=c+(Hf(c|0,k|0,i|0,e|0,f[a>>2]|0)|0)|0;f[d>>2]=k;u=l;return}function dJb(a,b){a=a|0;b=b|0;return b-a|0}function eJb(a){a=a|0;var b=0;b=f[a>>2]|0;if((b|0)!=(_Fb()|0))NAb(f[a>>2]|0);return}function fJb(a){a=a|0;eJb(a+8|0);DFb(a);return}function gJb(a){a=a|0;eJb(a+8|0);DFb(a);sOb(a);return}function hJb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0;i=u;u=u+416|0;c=i+8|0;d=i;f[d>>2]=c+400;iJb(a+8|0,c,d,e,g,h);h=f[d>>2]|0;g=c;c=f[b>>2]|0;while(1){if((g|0)==(h|0))break;d=f[g>>2]|0;if(!c)c=0;else{a=c+24|0;e=f[a>>2]|0;if((e|0)==(f[c+28>>2]|0)){b=f[(f[c>>2]|0)+52>>2]|0;d=VDb(d)|0;d=Rg[b&255](c,d)|0}else{f[a>>2]=e+4;f[e>>2]=d;d=VDb(d)|0}b=wEb(d,UDb()|0)|0;c=b?0:c}g=g+4|0}u=i;return c|0}function iJb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+128|0;k=h+16|0;l=h+12|0;i=h;j=h+8|0;f[l>>2]=k+100;cJb(a,k,l,d,e,g);d=i;f[d>>2]=0;f[d+4>>2]=0;f[j>>2]=k;d=jJb(b,f[c>>2]|0)|0;a=UAb(f[a>>2]|0)|0;d=HBb(b,j,d,i)|0;if(a|0)UAb(a)|0;if((d|0)==-1)kJb(0);else{f[c>>2]=b+(d<<2);u=h;return}}function jJb(a,b){a=a|0;b=b|0;return b-a>>2|0}function kJb(a){a=a|0;vd()}function lJb(a){a=a|0;DFb(a);return}function mJb(a){a=a|0;DFb(a);sOb(a);return}function nJb(a){a=a|0;return 127}function oJb(a){a=a|0;return 127}function pJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function qJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function rJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function sJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+11>>0]=1;wJb(a,1,45)|0;b[d>>0]=0;rEb(a+1|0,d);u=c;return}function tJb(a){a=a|0;return 0}function uJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function vJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function wJb(a,b,c){a=a|0;b=b|0;c=c|0;if(b|0)dQb(a|0,(DDb(c)|0)&255|0,b|0)|0;return a|0}function xJb(a){a=a|0;DFb(a);return}function yJb(a){a=a|0;DFb(a);sOb(a);return}function zJb(a){a=a|0;return 127}function AJb(a){a=a|0;return 127}function BJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function CJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function DJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function EJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+11>>0]=1;wJb(a,1,45)|0;b[d>>0]=0;rEb(a+1|0,d);u=c;return}function FJb(a){a=a|0;return 0}function GJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function HJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function IJb(a){a=a|0;DFb(a);return}function JJb(a){a=a|0;DFb(a);sOb(a);return}function KJb(a){a=a|0;return 2147483647}function LJb(a){a=a|0;return 2147483647}function MJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function NJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function OJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function PJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+8+3>>0]=1;FHb(a,1,45)|0;f[d>>2]=0;JFb(a+4|0,d);u=c;return}function QJb(a){a=a|0;return 0}function RJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function SJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function TJb(a){a=a|0;DFb(a);return}function UJb(a){a=a|0;DFb(a);sOb(a);return}function VJb(a){a=a|0;return 2147483647}function WJb(a){a=a|0;return 2147483647}function XJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function YJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function ZJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function _Jb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+8+3>>0]=1;FHb(a,1,45)|0;f[d>>2]=0;JFb(a+4|0,d);u=c;return}function $Jb(a){a=a|0;return 0}function aKb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function bKb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function cKb(a){a=a|0;DFb(a);return}function dKb(a){a=a|0;DFb(a);sOb(a);return}function eKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;x=u;u=u+240|0;n=x+24|0;q=x;m=x+140|0;w=x+16|0;p=x+12|0;s=x+8|0;j=x+136|0;y=x+4|0;o=x+36|0;f[w>>2]=m;v=w+4|0;f[v>>2]=1645;vEb(s,g);a=XFb(s,260896)|0;b[j>>0]=0;f[y>>2]=f[d>>2];l=f[g+4>>2]|0;f[n>>2]=f[y>>2];if(hKb(c,n,e,s,l,h,j,a,w,p,m+100|0)|0){Tg[f[(f[a>>2]|0)+32>>2]&15](a,254118,254128,n)|0;l=f[p>>2]|0;e=f[w>>2]|0;a=l-e|0;if((a|0)>98){a=_zb(a+2|0)|0;if(!a)uOb();else{k=a;r=a}}else{k=o;r=0}if(!(b[j>>0]|0))a=k;else{b[k>>0]=45;a=k+1|0}k=n+10|0;m=n;j=e;g=a;a=l;while(1){if(j>>>0>=a>>>0)break;e=b[j>>0]|0;a=n;while(1){if((a|0)==(k|0)){a=k;break}if((b[a>>0]|0)==e<<24>>24)break;a=a+1|0}b[g>>0]=b[254118+(a-m)>>0]|0;j=j+1|0;g=g+1|0;a=f[p>>2]|0}b[g>>0]=0;f[q>>2]=i;if((oCb(o,254129,q)|0)!=1)kJb(0);if(r|0)$zb(r)}a=f[c>>2]|0;do if(!a)g=1;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[e>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);a=f[d>>2]|0;do if(!a)t=32;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[e>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;t=32;break}else if(g)break;else{t=34;break}}while(0);if((t|0)==32)if(g)t=34;if((t|0)==34)f[h>>2]=f[h>>2]|2;e=f[c>>2]|0;YFb(s);a=f[w>>2]|0;f[w>>2]=0;if(a|0)gh[f[v>>2]&2047](a);u=x;return e|0}function fKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+144|0;j=t+24|0;a=t+32|0;s=t+16|0;m=t+8|0;p=t;k=t+28|0;n=t+4|0;f[s>>2]=a;r=s+4|0;f[r>>2]=1645;vEb(p,g);l=XFb(p,260896)|0;b[k>>0]=0;o=f[d>>2]|0;f[n>>2]=o;g=f[g+4>>2]|0;f[j>>2]=f[n>>2];n=o;if(hKb(c,j,e,p,g,h,k,l,s,m,a+100|0)|0){a=i+11|0;if((b[a>>0]|0)<0){e=f[i>>2]|0;b[j>>0]=0;rEb(e,j);f[i+4>>2]=0}else{b[j>>0]=0;rEb(i,j);b[a>>0]=0}if(b[k>>0]|0)LOb(i,Rg[f[(f[l>>2]|0)+28>>2]&255](l,45)|0);k=Rg[f[(f[l>>2]|0)+28>>2]&255](l,48)|0;g=f[m>>2]|0;j=g+-1|0;a=f[s>>2]|0;while(1){if(a>>>0>=j>>>0)break;if((b[a>>0]|0)!=k<<24>>24)break;a=a+1|0}iKb(i,a,g)|0}a=f[c>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[g>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);do if(!o)q=25;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;q=25;break}else if(g)break;else{q=27;break}}while(0);if((q|0)==25)if(g)q=27;if((q|0)==27)f[h>>2]=f[h>>2]|2;g=f[c>>2]|0;YFb(p);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[r>>2]&2047](a);u=t;return g|0}function gKb(a){a=a|0;return}function hKb(a,c,e,g,h,i,j,k,l,m,o){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0;C=0;F=u;u=u+2224|0;f[(F+88|0)>>2]=o;f[(F+80|0)>>2]=F+96|0;f[((F+80|0)+4|0)>>2]=1645;f[(F+72|0)>>2]=F+96|0;f[(F+68|0)>>2]=(F+96|0)+400;f[(F+56|0)>>2]=0;f[(F+56|0)+4>>2]=0;f[(F+56|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+56|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+44|0)>>2]=0;f[(F+44|0)+4>>2]=0;f[(F+44|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+44|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+32|0)>>2]=0;f[(F+32|0)+4>>2]=0;f[(F+32|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+32|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+20|0)>>2]=0;f[(F+20|0)+4>>2]=0;f[(F+20|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+20|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+8|0)>>2]=0;f[(F+8|0)+4>>2]=0;f[(F+8|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+8|0)+(o<<2)>>2]=0;o=o+1|0}kKb(e,g,F+500|0,F+497|0,F+496|0,F+56|0,F+44|0,F+32|0,F+20|0,F+4|0);f[m>>2]=f[l>>2];v=(F+32|0)+11|0;w=(F+20|0)+11|0;E=0;t=0;a:while(1){if(t>>>0>=4){C=234;break}o=f[a>>2]|0;do if(!o)g=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;g=1;break}else{g=(f[a>>2]|0)==0;break}}while(0);e=f[c>>2]|0;do if(!e)C=31;else{o=f[e+12>>2]|0;if((o|0)==(f[e+16>>2]|0))o=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else o=DDb(b[o>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;C=31;break}else if(g){z=e;break}else{C=234;break a}}while(0);if((C|0)==31){C=0;if(g){C=234;break}else z=0}b:do{g=1;p=b[(F+500|0)+t>>0]|0;if(g){g=0;switch(p|0){case 1:{if((t|0)==3)q=E;else{o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((o&255)<<24>>24<=-1){C=44;break a}if(!(d[(f[(k+8|0)>>2]|0)+(o<<24>>24<<1)>>1]&8192)){C=44;break a}o=f[a>>2]|0;e=f[(o+12|0)>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;else{f[(o+12|0)>>2]=e+1;o=DDb(b[e>>0]|0)|0}LOb(F+8|0,o&255);r=z;s=z;C=46}break}case 0:{if((t|0)==3)q=E;else{r=z;s=z;C=46}break}default:g=1}}f[F+528>>2]=a;f[F+536>>2]=c;f[F+560>>2]=h;f[F+576>>2]=j;f[F+584>>2]=k;f[F+592>>2]=l;f[F+600>>2]=m;f[F+888>>2]=E;f[F+896>>2]=t;f[F+912>>2]=q;f[F+1488>>2]=v;f[F+1520>>2]=w;f[F+2016>>2]=z;f[F+2104>>2]=C;f[F+2112>>2]=g;f[F+2120>>2]=p;f[F+2128>>2]=0;f[F+2132>>2]=0;GKb(F);q=f[F+912>>2]|0;C=f[F+2104>>2]|0;G=f[F+2128>>2]|0;D=f[F+2132>>2]|0;H=+n[F+2132>>2];f[F+2128>>2]=0;f[F+2132>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break b;case 20:break a}}while(0);c:do if((C|0)==46)while(1){C=0;o=f[a>>2]|0;do if(!o)e=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);do if(!s){x=r;C=59}else{o=f[s+12>>2]|0;if((o|0)==(f[s+16>>2]|0))o=Pg[f[(f[s>>2]|0)+36>>2]&1023](s)|0;else o=DDb(b[o>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;x=0;C=59;break}else if(e^(r|0)==0){y=r;A=r;break}else{q=E;break c}}while(0);if((C|0)==59){C=0;if(e){q=E;break c}else{y=x;A=0}}o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((o&255)<<24>>24<=-1){q=E;break c}if(!(d[(f[(k+8|0)>>2]|0)+(o<<24>>24<<1)>>1]&8192)){q=E;break c}o=f[a>>2]|0;e=f[(o+12|0)>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;else{f[(o+12|0)>>2]=e+1;o=DDb(b[e>>0]|0)|0}LOb(F+8|0,o&255);r=y;s=A}while(0);E=q;t=t+1|0}d:do if((C|0)==44){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==103){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==144){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==232){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==234){e:do if(E|0){q=E+11|0;r=E+4|0;p=1;f:while(1){o=b[q>>0]|0;if(o<<24>>24<0)o=f[r>>2]|0;else o=o&255;if(p>>>0>=o>>>0)break e;o=f[a>>2]|0;do if(!o)g=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;g=1;break}else{g=(f[a>>2]|0)==0;break}}while(0);o=f[c>>2]|0;do if(!o)C=253;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;C=253;break}else if(g)break;else break f}while(0);if((C|0)==253){C=0;if(g)break}o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((b[q>>0]|0)<0)e=f[E>>2]|0;else e=E;if((b[e+p>>0]|0)!=(o&255)<<24>>24)break;o=p+1|0;e=f[a>>2]|0;g=f[(e+12|0)>>2]|0;if((g|0)==(f[e+16>>2]|0)){Pg[f[(f[e>>2]|0)+40>>2]&1023](e)|0;p=o;continue}else{f[(e+12|0)>>2]=g+1;DDb(b[g>>0]|0)|0;p=o;continue}}f[i>>2]=f[i>>2]|4;B=0;break d}while(0);o=f[(F+80|0)>>2]|0;e=f[(F+72|0)>>2]|0;if((o|0)==(e|0))B=1;else{f[F>>2]=0;kGb(F+56|0,o,e,F);if(!(f[F>>2]|0)){B=1;break}else{f[i>>2]=f[i>>2]|4;B=0;break}}}while(0);zOb(F+8|0);zOb(F+20|0);zOb(F+32|0);zOb(F+44|0);zOb(F+56|0);o=f[(F+80|0)>>2]|0;f[(F+80|0)>>2]=0;if(o|0)gh[f[((F+80|0)+4|0)>>2]&2047](o);u=F;return B|0}function iKb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;j=c;o=p+12|0;k=p;m=a+11|0;h=b[m>>0]|0;e=h<<24>>24<0;if(e){l=f[a+4>>2]|0;i=(f[a+8>>2]&2147483647)+-1|0}else{l=h&255;i=10}n=d-j|0;do if(n|0){if(e){g=f[a>>2]|0;e=f[a+4>>2]|0}else{g=a;e=h&255}if(jKb(c,g,g+e|0)|0){f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;if(n>>>0>4294967279)vOb(k);if(n>>>0<11){b[k+11>>0]=n;g=k}else{m=n+16&-16;g=pOb(m)|0;f[k>>2]=g;f[k+8>>2]=m|-2147483648;f[k+4>>2]=n}e=g;while(1){if((c|0)==(d|0))break;rEb(e,c);c=c+1|0;e=e+1|0}b[o>>0]=0;rEb(g+n|0,o);o=b[k+11>>0]|0;d=o<<24>>24<0;JOb(a,d?f[k>>2]|0:k,d?f[k+4>>2]|0:o&255)|0;zOb(k);break}if((i-l|0)>>>0<n>>>0)IOb(a,i,l+n-i|0,l,l,0,0);if((b[m>>0]|0)<0)h=f[a>>2]|0;else h=a;g=d+(l-j)|0;e=h+l|0;while(1){if((c|0)==(d|0))break;rEb(e,c);e=e+1|0;c=c+1|0}b[o>>0]=0;rEb(h+g|0,o);c=l+n|0;if((b[m>>0]|0)<0){f[a+4>>2]=c;break}else{b[m>>0]=c;break}}while(0);u=p;return a|0}function jKb(a,b,c){a=a|0;b=b|0;c=c|0;return b>>>0<=a>>>0&a>>>0<c>>>0|0}function kKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){c=XFb(c,262616)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[m>>0]=0;rEb(a,m);f[k+4>>2]=0;a=k}else{b[m>>0]=0;rEb(k,m);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[m>>0]=0;rEb(a,m);f[j+4>>2]=0;a=j}else{b[m>>0]=0;rEb(j,m);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;b[e>>0]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;b[g>>0]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}else{c=XFb(c,262608)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[m>>0]=0;rEb(a,m);f[k+4>>2]=0;a=k}else{b[m>>0]=0;rEb(k,m);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[m>>0]=0;rEb(a,m);f[j+4>>2]=0;a=j}else{b[m>>0]=0;rEb(j,m);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;b[e>>0]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;b[g>>0]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}f[l>>2]=a;u=o;return}function lKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?1:g;h=(f[b>>2]|0)-d|0;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+h;f[c>>2]=(f[a>>2]|0)+g;return}function mKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?4:g;h=(f[b>>2]|0)-d>>2;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+(h<<2);f[c>>2]=(f[a>>2]|0)+(g>>>2<<2);return}function nKb(a){a=a|0;DFb(a);return}function oKb(a){a=a|0;DFb(a);sOb(a);return}function pKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;x=u;u=u+576|0;n=x+424|0;q=x;m=x+24|0;w=x+16|0;p=x+12|0;s=x+8|0;j=x+564|0;y=x+4|0;o=x+464|0;f[w>>2]=m;v=w+4|0;f[v>>2]=1645;vEb(s,g);a=XFb(s,260928)|0;b[j>>0]=0;f[y>>2]=f[d>>2];l=f[g+4>>2]|0;f[n>>2]=f[y>>2];if(rKb(c,n,e,s,l,h,j,a,w,p,m+400|0)|0){Tg[f[(f[a>>2]|0)+48>>2]&15](a,254228,254238,n)|0;l=f[p>>2]|0;e=f[w>>2]|0;a=l-e|0;if((a|0)>392){a=_zb((a>>>2)+2|0)|0;if(!a)uOb();else{k=a;r=a}}else{k=o;r=0}if(!(b[j>>0]|0))a=k;else{b[k>>0]=45;a=k+1|0}k=n+40|0;m=n;j=e;g=a;a=l;while(1){if(j>>>0>=a>>>0)break;e=f[j>>2]|0;a=n;while(1){if((a|0)==(k|0)){a=k;break}if((f[a>>2]|0)==(e|0))break;a=a+4|0}b[g>>0]=b[254228+(a-m>>2)>>0]|0;j=j+4|0;g=g+1|0;a=f[p>>2]|0}b[g>>0]=0;f[q>>2]=i;if((oCb(o,254129,q)|0)!=1)kJb(0);if(r|0)$zb(r)}a=f[c>>2]|0;do if(!a)g=1;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[e>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);a=f[d>>2]|0;do if(!a)t=32;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[e>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;t=32;break}else if(g)break;else{t=34;break}}while(0);if((t|0)==32)if(g)t=34;if((t|0)==34)f[h>>2]=f[h>>2]|2;e=f[c>>2]|0;YFb(s);a=f[w>>2]|0;f[w>>2]=0;if(a|0)gh[f[v>>2]&2047](a);u=x;return e|0}function qKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+432|0;j=t+424|0;a=t+24|0;s=t+16|0;m=t+8|0;p=t;k=t+428|0;n=t+4|0;f[s>>2]=a;r=s+4|0;f[r>>2]=1645;vEb(p,g);l=XFb(p,260928)|0;b[k>>0]=0;o=f[d>>2]|0;f[n>>2]=o;g=f[g+4>>2]|0;f[j>>2]=f[n>>2];n=o;if(rKb(c,j,e,p,g,h,k,l,s,m,a+400|0)|0){a=i+8+3|0;if((b[a>>0]|0)<0){e=f[i>>2]|0;f[j>>2]=0;JFb(e,j);f[i+4>>2]=0}else{f[j>>2]=0;JFb(i,j);b[a>>0]=0}if(b[k>>0]|0)VOb(i,Rg[f[(f[l>>2]|0)+44>>2]&255](l,45)|0);k=Rg[f[(f[l>>2]|0)+44>>2]&255](l,48)|0;g=f[m>>2]|0;j=g+-4|0;a=f[s>>2]|0;while(1){if(a>>>0>=j>>>0)break;if((f[a>>2]|0)!=(k|0))break;a=a+4|0}sKb(i,a,g)|0}a=f[c>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);do if(!o)q=25;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;q=25;break}else if(g)break;else{q=27;break}}while(0);if((q|0)==25)if(g)q=27;if((q|0)==27)f[h>>2]=f[h>>2]|2;g=f[c>>2]|0;YFb(p);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[r>>2]&2047](a);u=t;return g|0}function rKb(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0;C=0;F=u;u=u+2256|0;f[(F+96|0)>>2]=m;f[(F+88|0)>>2]=F+104|0;f[((F+88|0)+4|0)>>2]=1645;f[(F+80|0)>>2]=F+104|0;f[(F+76|0)>>2]=(F+104|0)+400;f[(F+56|0)>>2]=0;f[(F+56|0)+4>>2]=0;f[(F+56|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+56|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+44|0)>>2]=0;f[(F+44|0)+4>>2]=0;f[(F+44|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+44|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+32|0)>>2]=0;f[(F+32|0)+4>>2]=0;f[(F+32|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+32|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+20|0)>>2]=0;f[(F+20|0)+4>>2]=0;f[(F+20|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+20|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+8|0)>>2]=0;f[(F+8|0)+4>>2]=0;f[(F+8|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+8|0)+(m<<2)>>2]=0;m=m+1|0}uKb(d,e,F+504|0,F+72|0,F+68|0,F+56|0,F+44|0,F+32|0,F+20|0,F+4|0);f[l>>2]=f[k>>2];t=(F+32|0)+8+3|0;v=(F+20|0)+8+3|0;w=(F+44|0)+8+3|0;E=0;s=0;a:while(1){if(s>>>0>=4){C=229;break}m=f[a>>2]|0;do if(!m)e=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);d=f[c>>2]|0;do if(!d)C=31;else{m=f[d+12>>2]|0;if((m|0)==(f[d+16>>2]|0))m=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else m=VDb(f[m>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;C=31;break}else if(e){z=d;break}else{C=229;break a}}while(0);if((C|0)==31){C=0;if(e){C=229;break}else z=0}b:do{e=1;o=b[(F+504|0)+s>>0]|0;if(e){e=0;switch(o|0){case 1:{if((s|0)==3)p=E;else{m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[j>>2]|0)+12>>2]&255](j,8192,m)|0)){C=43;break a}m=f[a>>2]|0;d=f[(m+12|0)>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;else{f[(m+12|0)>>2]=d+4;m=VDb(f[d>>2]|0)|0}VOb(F+8|0,m);q=z;r=z;C=45}break}case 0:{if((s|0)==3)p=E;else{q=z;r=z;C=45}break}default:e=1}}f[F+528>>2]=a;f[F+536>>2]=c;f[F+560>>2]=g;f[F+576>>2]=i;f[F+584>>2]=j;f[F+592>>2]=k;f[F+600>>2]=l;f[F+888>>2]=E;f[F+896>>2]=s;f[F+912>>2]=p;f[F+1512>>2]=t;f[F+1560>>2]=v;f[F+1624>>2]=w;f[F+2040>>2]=z;f[F+2128>>2]=C;f[F+2136>>2]=e;f[F+2144>>2]=o;f[F+2152>>2]=0;f[F+2156>>2]=0;HKb(F);p=f[F+912>>2]|0;C=f[F+2128>>2]|0;G=f[F+2152>>2]|0;D=f[F+2156>>2]|0;H=+n[F+2156>>2];f[F+2152>>2]=0;f[F+2156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break b;case 19:break a}}while(0);c:do if((C|0)==45)while(1){C=0;m=f[a>>2]|0;do if(!m)d=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;d=1;break}else{d=(f[a>>2]|0)==0;break}}while(0);do if(!r){x=q;C=58}else{m=f[r+12>>2]|0;if((m|0)==(f[r+16>>2]|0))m=Pg[f[(f[r>>2]|0)+36>>2]&1023](r)|0;else m=VDb(f[m>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;x=0;C=58;break}else if(d^(q|0)==0){y=q;A=q;break}else{p=E;break c}}while(0);if((C|0)==58){C=0;if(d){p=E;break c}else{y=x;A=0}}m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[j>>2]|0)+12>>2]&255](j,8192,m)|0)){p=E;break c}m=f[a>>2]|0;d=f[(m+12|0)>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;else{f[(m+12|0)>>2]=d+4;m=VDb(f[d>>2]|0)|0}VOb(F+8|0,m);q=y;r=A}while(0);E=p;s=s+1|0}d:do if((C|0)==43){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==101){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==141){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==227){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==229){e:do if(E|0){p=E+8+3|0;q=E+4|0;o=1;f:while(1){m=b[p>>0]|0;if(m<<24>>24<0)m=f[q>>2]|0;else m=m&255;if(o>>>0>=m>>>0)break e;m=f[a>>2]|0;do if(!m)e=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;do if(!m)C=248;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;C=248;break}else if(e)break;else break f}while(0);if((C|0)==248){C=0;if(e)break}m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if((b[p>>0]|0)<0)d=f[E>>2]|0;else d=E;if((m|0)!=(f[d+(o<<2)>>2]|0))break;m=o+1|0;d=f[a>>2]|0;e=f[(d+12|0)>>2]|0;if((e|0)==(f[d+16>>2]|0)){Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;o=m;continue}else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0;o=m;continue}}f[h>>2]=f[h>>2]|4;B=0;break d}while(0);m=f[(F+88|0)>>2]|0;d=f[(F+80|0)>>2]|0;if((m|0)==(d|0))B=1;else{f[F>>2]=0;kGb(F+56|0,m,d,F);if(!(f[F>>2]|0)){B=1;break}else{f[h>>2]=f[h>>2]|4;B=0;break}}}while(0);NOb(F+8|0);NOb(F+20|0);NOb(F+32|0);NOb(F+44|0);zOb(F+56|0);m=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=0;if(m|0)gh[f[((F+88|0)+4|0)>>2]&2047](m);u=F;return B|0}function sKb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q+12|0;l=q;e=a+8|0;p=e+3|0;i=b[p>>0]|0;g=i<<24>>24<0;if(g){n=f[a+4>>2]|0;h=(f[e>>2]&2147483647)+-1|0}else{n=i&255;h=1}m=d-c>>2;do if(m|0){if(g){g=f[a>>2]|0;e=f[a+4>>2]|0}else{g=a;e=i&255}if(tKb(c,g,g+(e<<2)|0)|0){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;if(m>>>0>1073741807)vOb(l);do if(m>>>0<2){b[l+8+3>>0]=m;j=c;k=l}else{e=m+4&-4;if(e>>>0>1073741823)vd();else{k=pOb(e<<2)|0;f[l>>2]=k;f[l+8>>2]=e|-2147483648;f[l+4>>2]=m;j=c;break}}while(0);while(1){if((j|0)==(d|0))break;JFb(k,j);j=j+4|0;k=k+4|0}f[o>>2]=0;JFb(k,o);p=b[l+8+3>>0]|0;o=p<<24>>24<0;UOb(a,o?f[l>>2]|0:l,o?f[l+4>>2]|0:p&255)|0;NOb(l);break}if((h-n|0)>>>0<m>>>0)TOb(a,h,n+m-h|0,n,n,0,0);if((b[p>>0]|0)<0)e=f[a>>2]|0;else e=a;e=e+(n<<2)|0;while(1){if((c|0)==(d|0))break;JFb(e,c);e=e+4|0;c=c+4|0}f[o>>2]=0;JFb(e,o);c=n+m|0;if((b[p>>0]|0)<0){f[a+4>>2]=c;break}else{b[p>>0]=c;break}}while(0);u=q;return a|0}function tKb(a,b,c){a=a|0;b=b|0;c=c|0;return b>>>0<=a>>>0&a>>>0<c>>>0|0}function uKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){c=XFb(c,262632)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+8+3|0;if((b[a>>0]|0)<0){d=f[k>>2]|0;f[m>>2]=0;JFb(d,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+8+3|0;if((b[a>>0]|0)<0){k=f[j>>2]|0;f[m>>2]=0;JFb(k,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[e>>2]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[g>>2]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+8+3|0;if((b[a>>0]|0)<0){h=f[i>>2]|0;f[m>>2]=0;JFb(h,m);f[i+4>>2]=0}else{f[m>>2]=0;JFb(i,m);b[a>>0]=0}ROb(i,0);f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}else{c=XFb(c,262624)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+8+3|0;if((b[a>>0]|0)<0){d=f[k>>2]|0;f[m>>2]=0;JFb(d,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+8+3|0;if((b[a>>0]|0)<0){k=f[j>>2]|0;f[m>>2]=0;JFb(k,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[e>>2]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[g>>2]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+8+3|0;if((b[a>>0]|0)<0){h=f[i>>2]|0;f[m>>2]=0;JFb(h,m);f[i+4>>2]=0}else{f[m>>2]=0;JFb(i,m);b[a>>0]=0}ROb(i,0);f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}f[l>>2]=a;u=o;return}function vKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?4:g;h=(f[b>>2]|0)-d>>2;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+(h<<2);f[c>>2]=(f[a>>2]|0)+(g>>>2<<2);return}function wKb(a){a=a|0;DFb(a);return}function xKb(a){a=a|0;DFb(a);sOb(a);return}function yKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;F=u;u=u+384|0;q=F+8|0;j=F;a=F+284|0;k=F+72|0;i=F+184|0;E=F+68|0;r=F+180|0;s=F+177|0;t=F+176|0;B=F+56|0;C=F+44|0;D=F+32|0;n=F+28|0;o=F+76|0;v=F+24|0;w=F+16|0;x=F+20|0;f[k>>2]=a;p[q>>3]=h;a=XAb(a,100,254334,q)|0;if(a>>>0>99){a=_Fb()|0;p[j>>3]=h;a=qHb(k,a,254334,j)|0;i=f[k>>2]|0;if(!i)uOb();j=_zb(a)|0;if(!j)uOb();else{y=j;A=a;H=j;I=i}}else{y=i;A=a;H=0;I=0}vEb(E,e);m=XFb(E,260896)|0;l=f[k>>2]|0;Tg[f[(f[m>>2]|0)+32>>2]&15](m,l,l+A|0,y)|0;if(!A)l=0;else l=(b[f[k>>2]>>0]|0)==45;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[C+(a<<2)>>2]=0;a=a+1|0}f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[D+(a<<2)>>2]=0;a=a+1|0}AKb(d,l,E,r,s,t,B,C,D,n);k=f[n>>2]|0;if((A|0)>(k|0)){i=b[D+11>>0]|0;j=b[C+11>>0]|0;a=1;i=(i<<24>>24<0?f[D+4>>2]|0:i&255)+(A-k<<1)|0;j=j<<24>>24<0?f[C+4>>2]|0:j&255}else{j=b[D+11>>0]|0;i=b[C+11>>0]|0;a=2;i=i<<24>>24<0?f[C+4>>2]|0:i&255;j=j<<24>>24<0?f[D+4>>2]|0:j&255}a=j+k+i+a|0;if(a>>>0>100){a=_zb(a)|0;if(!a)uOb();else{z=a;G=a}}else{z=o;G=0}BKb(z,v,w,f[e+4>>2]|0,y,y+A|0,m,l,r,b[s>>0]|0,b[t>>0]|0,B,C,D,k);f[x>>2]=f[c>>2];c=f[v>>2]|0;a=f[w>>2]|0;f[q>>2]=f[x>>2];a=n3a(q,z,c,a,e,g)|0;if(G|0)$zb(G);zOb(D);zOb(C);zOb(B);YFb(E);if(H|0)$zb(H);if(I|0)$zb(I);u=F;return a|0}function zKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+176|0;p=D+56|0;C=D+52|0;v=D+164|0;w=D+161|0;x=D+160|0;z=D+40|0;A=D+28|0;B=D+16|0;l=D+12|0;n=D+60|0;q=D+8|0;r=D+4|0;s=D;vEb(C,e);t=XFb(C,260896)|0;i=h+11|0;o=b[i>>0]|0;a=o<<24>>24<0;j=h+4|0;if(!((a?f[j>>2]|0:o&255)|0))o=0;else{o=b[(a?f[h>>2]|0:h)>>0]|0;o=o<<24>>24==(Rg[f[(f[t>>2]|0)+28>>2]&255](t,45)|0)<<24>>24};f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}AKb(d,o,C,v,w,x,z,A,B,l);k=b[i>>0]|0;m=k<<24>>24<0;k=m?f[j>>2]|0:k&255;j=f[l>>2]|0;if((k|0)>(j|0)){i=b[B+11>>0]|0;d=b[A+11>>0]|0;a=1;i=(i<<24>>24<0?f[B+4>>2]|0:i&255)+(k-j<<1)|0;d=d<<24>>24<0?f[A+4>>2]|0:d&255}else{d=b[B+11>>0]|0;i=b[A+11>>0]|0;a=2;i=i<<24>>24<0?f[A+4>>2]|0:i&255;d=d<<24>>24<0?f[B+4>>2]|0:d&255}a=d+j+i+a|0;if(a>>>0>100){a=_zb(a)|0;if(!a)uOb();else{y=a;E=a}}else{y=n;E=0}h=m?f[h>>2]|0:h;BKb(y,q,r,f[e+4>>2]|0,h,h+k|0,t,o,v,b[w>>0]|0,b[x>>0]|0,z,A,B,j);f[s>>2]=f[c>>2];h=f[q>>2]|0;a=f[r>>2]|0;f[p>>2]=f[s>>2];a=n3a(p,y,h,a,e,g)|0;if(E|0)$zb(E);zOb(B);zOb(A);zOb(z);YFb(C);u=D;return a|0}function AKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p+12|0;o=p;if(a){m=XFb(d,262616)|0;if(c){oh[f[(f[m>>2]|0)+44>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+32>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}else{oh[f[(f[m>>2]|0)+40>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+28>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}a=Pg[f[(f[m>>2]|0)+12>>2]&1023](m)|0;b[g>>0]=a;a=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;b[h>>0]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](o,m);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[n>>0]=0;rEb(a,n);f[i+4>>2]=0;a=i}else{b[n>>0]=0;rEb(i,n);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);oh[f[(f[d>>2]|0)+24>>2]&1023](o,m);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[n>>0]=0;rEb(a,n);f[j+4>>2]=0;a=j}else{b[n>>0]=0;rEb(j,n);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);a=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0}else{m=XFb(d,262608)|0;if(c){oh[f[(f[m>>2]|0)+44>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+32>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}else{oh[f[(f[m>>2]|0)+40>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+28>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}a=Pg[f[(f[m>>2]|0)+12>>2]&1023](m)|0;b[g>>0]=a;a=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;b[h>>0]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](o,m);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[n>>0]=0;rEb(a,n);f[i+4>>2]=0;a=i}else{b[n>>0]=0;rEb(i,n);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);oh[f[(f[d>>2]|0)+24>>2]&1023](o,m);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[n>>0]=0;rEb(a,n);f[j+4>>2]=0;a=j}else{b[n>>0]=0;rEb(j,n);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);a=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0}f[l>>2]=a;u=p;return}function BKb(a,c,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;f[e>>2]=a;z=q+11|0;H=q+4|0;A=p+11|0;B=p+4|0;C=(g&512|0)==0;D=j+8|0;E=(r|0)>0;F=o+11|0;G=o+4|0;y=0;while(1){if((y|0)==4)break;a:do switch(b[l+y>>0]|0){case 0:{f[c>>2]=f[e>>2];break}case 1:{f[c>>2]=f[e>>2];w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,32)|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w;break}case 3:{x=b[z>>0]|0;s=x<<24>>24<0;if((s?f[H>>2]|0:x&255)|0){w=b[(s?f[q>>2]|0:q)>>0]|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w}break}case 2:{t=b[A>>0]|0;s=t<<24>>24<0;t=s?f[B>>2]|0:t&255;if(!(C|(t|0)==0)){x=s?f[p>>2]|0:p;u=x+t|0;s=f[e>>2]|0;t=x;while(1){if((t|0)==(u|0))break;b[s>>0]=b[t>>0]|0;s=s+1|0;t=t+1|0}f[e>>2]=s}break}case 4:{t=f[e>>2]|0;h=k?h+1|0:h;u=h;while(1){if(u>>>0>=i>>>0)break;s=b[u>>0]|0;if(s<<24>>24<=-1)break;if(!(d[(f[D>>2]|0)+(s<<24>>24<<1)>>1]&2048))break;u=u+1|0}if(E){v=r;while(1){s=(v|0)>0;if(!(u>>>0>h>>>0&s))break;x=u+-1|0;s=b[x>>0]|0;w=f[e>>2]|0;f[e>>2]=w+1;b[w>>0]=s;v=v+-1|0;u=x}if(s)w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,48)|0;else w=0;s=v;while(1){v=f[e>>2]|0;f[e>>2]=v+1;if((s|0)<=0)break;b[v>>0]=w;s=s+-1|0}b[v>>0]=m}b:do if((u|0)==(h|0)){w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,48)|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w}else{x=b[F>>0]|0;s=x<<24>>24<0;if(!((s?f[G>>2]|0:x&255)|0)){w=-1;v=0;x=0}else{w=b[(s?f[o>>2]|0:o)>>0]|0;v=0;x=0}while(1){if((u|0)==(h|0))break b;if((x|0)==(w|0)){w=f[e>>2]|0;f[e>>2]=w+1;b[w>>0]=n;v=v+1|0;w=b[F>>0]|0;s=w<<24>>24<0;if(v>>>0<(s?f[G>>2]|0:w&255)>>>0){w=b[(s?f[o>>2]|0:o)+v>>0]|0;w=w<<24>>24==127?-1:w<<24>>24;s=0}else{w=x;s=0}}else s=x;I=u+-1|0;J=b[I>>0]|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=J;x=s+1|0;u=I}}while(0);s=f[e>>2]|0;if((t|0)!=(s|0))while(1){s=s+-1|0;if(t>>>0>=s>>>0)break a;J=b[t>>0]|0;b[t>>0]=b[s>>0]|0;b[s>>0]=J;t=t+1|0}break}default:{}}while(0);y=y+1|0}h=b[z>>0]|0;s=h<<24>>24<0;h=s?f[H>>2]|0:h&255;if(h>>>0>1){J=s?f[q>>2]|0:q;t=J+h|0;s=f[e>>2]|0;h=J;while(1){h=h+1|0;if((h|0)==(t|0))break;b[s>>0]=b[h>>0]|0;s=s+1|0}f[e>>2]=s}switch((g&176)<<24>>24){case 32:{f[c>>2]=f[e>>2];break}case 16:break;default:f[c>>2]=a}return}function CKb(a){a=a|0;DFb(a);return}function DKb(a){a=a|0;DFb(a);sOb(a);return}function EKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;F=u;u=u+1008|0;q=F+8|0;j=F;a=F+896|0;k=F+888|0;i=F+488|0;E=F+480|0;r=F+892|0;s=F+476|0;t=F+472|0;B=F+460|0;C=F+448|0;D=F+436|0;n=F+432|0;o=F+32|0;v=F+24|0;w=F+16|0;x=F+20|0;f[k>>2]=a;p[q>>3]=h;a=XAb(a,100,254334,q)|0;if(a>>>0>99){a=_Fb()|0;p[j>>3]=h;a=qHb(k,a,254334,j)|0;i=f[k>>2]|0;if(!i)uOb();j=_zb(a<<2)|0;if(!j)uOb();else{y=j;A=a;H=j;I=i}}else{y=i;A=a;H=0;I=0}vEb(E,e);m=XFb(E,260928)|0;l=f[k>>2]|0;Tg[f[(f[m>>2]|0)+48>>2]&15](m,l,l+A|0,y)|0;if(!A)l=0;else l=(b[f[k>>2]>>0]|0)==45;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[C+(a<<2)>>2]=0;a=a+1|0}f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[D+(a<<2)>>2]=0;a=a+1|0}IKb(d,l,E,r,s,t,B,C,D,n);k=f[n>>2]|0;if((A|0)>(k|0)){i=b[D+8+3>>0]|0;j=b[C+8+3>>0]|0;a=1;i=(i<<24>>24<0?f[D+4>>2]|0:i&255)+(A-k<<1)|0;j=j<<24>>24<0?f[C+4>>2]|0:j&255}else{j=b[D+8+3>>0]|0;i=b[C+8+3>>0]|0;a=2;i=i<<24>>24<0?f[C+4>>2]|0:i&255;j=j<<24>>24<0?f[D+4>>2]|0:j&255}a=j+k+i+a|0;if(a>>>0>100){a=_zb(a<<2)|0;if(!a)uOb();else{z=a;G=a}}else{z=o;G=0}JKb(z,v,w,f[e+4>>2]|0,y,y+(A<<2)|0,m,l,r,f[s>>2]|0,f[t>>2]|0,B,C,D,k);f[x>>2]=f[c>>2];c=f[v>>2]|0;a=f[w>>2]|0;f[q>>2]=f[x>>2];a=EHb(q,z,c,a,e,g)|0;if(G|0)$zb(G);NOb(D);NOb(C);zOb(B);YFb(E);if(H|0)$zb(H);if(I|0)$zb(I);u=F;return a|0}function FKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+480|0;p=D+468|0;C=D+464|0;v=D+472|0;w=D+460|0;x=D+456|0;z=D+444|0;A=D+432|0;B=D+420|0;l=D+416|0;n=D+16|0;q=D+8|0;r=D+4|0;s=D;vEb(C,e);t=XFb(C,260928)|0;i=h+8+3|0;o=b[i>>0]|0;a=o<<24>>24<0;j=h+4|0;if(!((a?f[j>>2]|0:o&255)|0))o=0;else{o=f[(a?f[h>>2]|0:h)>>2]|0;o=(o|0)==(Rg[f[(f[t>>2]|0)+44>>2]&255](t,45)|0)};f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}IKb(d,o,C,v,w,x,z,A,B,l);k=b[i>>0]|0;m=k<<24>>24<0;k=m?f[j>>2]|0:k&255;j=f[l>>2]|0;if((k|0)>(j|0)){i=b[B+8+3>>0]|0;d=b[A+8+3>>0]|0;a=1;i=(i<<24>>24<0?f[B+4>>2]|0:i&255)+(k-j<<1)|0;d=d<<24>>24<0?f[A+4>>2]|0:d&255}else{d=b[B+8+3>>0]|0;i=b[A+8+3>>0]|0;a=2;i=i<<24>>24<0?f[A+4>>2]|0:i&255;d=d<<24>>24<0?f[B+4>>2]|0:d&255}a=d+j+i+a|0;if(a>>>0>100){a=_zb(a<<2)|0;if(!a)uOb();else{y=a;E=a}}else{y=n;E=0}h=m?f[h>>2]|0:h;JKb(y,q,r,f[e+4>>2]|0,h,h+(k<<2)|0,t,o,v,f[w>>2]|0,f[x>>2]|0,z,A,B,j);f[s>>2]=f[c>>2];h=f[q>>2]|0;a=f[r>>2]|0;f[p>>2]=f[s>>2];a=EHb(p,y,h,a,e,g)|0;if(E|0)$zb(E);NOb(B);NOb(A);zOb(z);YFb(C);u=D;return a|0}function GKb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;H=f[a+528>>2]|0;B=f[a+536>>2]|0;r=f[a+560>>2]|0;n=f[a+576>>2]|0;C=f[a+584>>2]|0;E=f[a+592>>2]|0;F=f[a+600>>2]|0;I=f[a+888>>2]|0;l=f[a+896>>2]|0;y=f[a+912>>2]|0;k=f[a+1488>>2]|0;m=f[a+1520>>2]|0;s=f[a+2016>>2]|0;J=f[a+2104>>2]|0;K=f[a+2112>>2]|0;G=f[a+2120>>2]|0;a:{if(K){K=0;switch(G|0){case 3:{j=b[k>>0]|0;j=j<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:j&255;c=b[m>>0]|0;c=c<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:c&255;if((j|0)==(0-c|0))y=I;else{e=f[H>>2]|0;g=f[e+12>>2]|0;i=(g|0)==(f[e+16>>2]|0);if((j|0)==0|(c|0)==0){if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;c=c&255;if(!j){if((b[((b[m>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>0]|0)!=c<<24>>24){y=I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}b[n>>0]=1;y=b[m>>0]|0;y=(y<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:y&255)>>>0>1?a+20|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if((b[((b[k>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>0]|0)!=c<<24>>24){b[n>>0]=1;y=I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}y=b[k>>0]|0;y=(y<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:y&255)>>>0>1?a+32|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;e=f[H>>2]|0;g=f[(e+12|0)>>2]|0;i=(g|0)==(f[e+16>>2]|0);if((b[((b[k>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>0]|0)==(c&255)<<24>>24){if(i)Pg[f[(f[e>>2]|0)+40>>2]&1023](e)|0;else{f[(e+12|0)>>2]=g+1;DDb(b[g>>0]|0)|0}y=b[k>>0]|0;y=(y<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:y&255)>>>0>1?a+32|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;if((b[((b[m>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>0]|0)!=(c&255)<<24>>24){J=103;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}b[n>>0]=1;y=b[m>>0]|0;y=(y<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:y&255)>>>0>1?a+20|0:I}break}default:K=1}}if(K){K=0;switch(G|0){case 2:{if(!(l>>>0<2|(I|0)!=0))if(!((r&512|0)!=0|(l|0)==2&(b[((a+500|0)+3|0)>>0]|0)!=0)){y=0;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}e=b[((a+44|0)+11|0)>>0]|0;c=f[(a+44|0)>>2]|0;n=e<<24>>24<0?c:a+44|0;b:do if(!l){j=s;g=n;i=s}else if((h[(a+500|0)+(l+-1)>>0]|0)<2){g=n+(e<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:e&255)|0;m=n;while(1){i=m;if((g|0)==(i|0))break;j=b[i>>0]|0;if(j<<24>>24<=-1)break;if(!(d[(f[(C+8|0)>>2]|0)+(j<<24>>24<<1)>>1]&8192))break;m=i+1|0}g=m-n|0;i=b[((a+8|0)+11|0)>>0]|0;j=f[((a+8|0)+4|0)>>2]|0;if(g>>>0>(i<<24>>24<0?j:i&255)>>>0){j=s;g=n;i=s}else{L=f[(a+8|0)>>2]|0;l=(i<<24>>24<0?L:a+8|0)+(i<<24>>24<0?j:i&255)|0;k=n;g=(i<<24>>24<0?L+j|0:(a+8|0)+(i&255)|0)+(0-g)|0;while(1){if((g|0)==(l|0)){j=s;g=m;i=s;break b}if((b[g>>0]|0)!=(b[k>>0]|0)){j=s;g=n;i=s;break b}k=k+1|0;g=g+1|0}}}else{j=s;g=n;i=s}while(0);c:while(1){L=e<<24>>24<0;c=(L?c:a+44|0)+(L?f[((a+44|0)+4|0)>>2]|0:e&255)|0;if((c|0)==(g|0))break;c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!i){p=j;J=132}else{c=f[i+12>>2]|0;if((c|0)==(f[i+16>>2]|0))c=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;p=0;J=132;break}else if(e^(j|0)==0){o=j;q=j;break}else{c=g;break c}}while(0);if((J|0)==132){J=0;if(e){c=g;break}else{o=p;q=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((b[g>>0]|0)!=(c&255)<<24>>24){c=g;break}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}j=o;g=g+1|0;e=b[((a+44|0)+11|0)>>0]|0;c=f[(a+44|0)>>2]|0;i=q}if(r&512){L=b[((a+44|0)+11|0)>>0]|0;if(((L<<24>>24<0?f[(a+44|0)>>2]|0:a+44|0)+(L<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:L&255)|0)==(c|0))y=I;else{J=144;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}else y=I;break}default:K=1}}if(K){K=0;switch(G|0){case 4:{j=0;g=s;i=s;d:while(1){c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!i){u=g;J=158}else{c=f[i+12>>2]|0;if((c|0)==(f[i+16>>2]|0))c=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;u=0;J=158;break}else if(e^(g|0)==0){v=g;w=g;break}else break d}while(0);if((J|0)==158){J=0;if(e){g=u;break}else{v=u;w=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;e=c&255;if(e<<24>>24>-1)if(!(d[(f[(C+8|0)>>2]|0)+(c<<24>>24<<1)>>1]&2048))J=168;else{c=f[F>>2]|0;if((c|0)==(f[(a+88|0)>>2]|0)){lKb(E,F,a+88|0);c=f[F>>2]|0}f[F>>2]=c+1;b[c>>0]=e;t=j+1|0}else J=168;if((J|0)==168){J=0;L=b[((a+56|0)+11|0)>>0]|0;if(!((b[(a+496|0)>>0]|0)==e<<24>>24&(j|0?((L<<24>>24<0?f[((a+56|0)+4|0)>>2]|0:L&255)|0)!=0:0))){g=v;break}c=f[(a+72|0)>>2]|0;if((c|0)==(f[(a+68|0)>>2]|0)){mKb(a+80|0,a+72|0,a+68|0);c=f[(a+72|0)>>2]|0}f[(a+72|0)>>2]=c+4;f[c>>2]=j;t=0}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;j=t;g=v;i=w;continue}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;j=t;g=v;i=w;continue}}c=f[(a+72|0)>>2]|0;if(j|0?(f[(a+80|0)>>2]|0)!=(c|0):0){if((c|0)==(f[(a+68|0)>>2]|0)){mKb(a+80|0,a+72|0,a+68|0);c=f[(a+72|0)>>2]|0}f[(a+72|0)>>2]=c+4;f[c>>2]=j}e:do if((f[(a+4|0)>>2]|0)>0){c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!g)J=193;else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;J=193;break}else if(e){x=g;break}else{J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}while(0);if((J|0)==193){J=0;if(e){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else x=0}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((b[(a+497|0)>>0]|0)!=(c&255)<<24>>24){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;i=x;g=x}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;i=x;g=x}while(1){if((f[(a+4|0)>>2]|0)<=0)break e;c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!g){z=i;J=216}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;z=0;J=216;break}else if(e^(i|0)==0){A=i;D=i;break}else{J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}while(0);if((J|0)==216){J=0;if(e){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else{A=z;D=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((c&255)<<24>>24<=-1){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}if(!(d[(f[(C+8|0)>>2]|0)+(c<<24>>24<<1)>>1]&2048)){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}if((f[F>>2]|0)==(f[(a+88|0)>>2]|0))lKb(E,F,a+88|0);c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;e=f[F>>2]|0;f[F>>2]=e+1;b[e>>0]=c;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+-1;c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;i=A;g=D;continue}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;i=A;g=D;continue}}}while(0);if((f[F>>2]|0)==(f[E>>2]|0)){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else y=I;break}default:K=1}}if(K){K=0;switch(G|0){default:y=I}}}f[a+912>>2]=y;f[a+2104>>2]=J;f[a+2112>>2]=K}function HKb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;I=f[a+528>>2]|0;C=f[a+536>>2]|0;s=f[a+560>>2]|0;m=f[a+576>>2]|0;D=f[a+584>>2]|0;F=f[a+592>>2]|0;G=f[a+600>>2]|0;J=f[a+888>>2]|0;k=f[a+896>>2]|0;z=f[a+912>>2]|0;j=f[a+1512>>2]|0;l=f[a+1560>>2]|0;t=f[a+1624>>2]|0;u=f[a+2040>>2]|0;K=f[a+2128>>2]|0;L=f[a+2136>>2]|0;H=f[a+2144>>2]|0;a:{if(L){L=0;switch(H|0){case 3:{i=b[j>>0]|0;i=i<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:i&255;c=b[l>>0]|0;c=c<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:c&255;if((i|0)==(0-c|0))z=J;else{d=f[I>>2]|0;e=f[d+12>>2]|0;g=(e|0)==(f[d+16>>2]|0);if((i|0)==0|(c|0)==0){if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;if(!i){if((c|0)!=(f[((b[l>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>2]|0)){z=J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}b[m>>0]=1;z=b[l>>0]|0;z=(z<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:z&255)>>>0>1?a+20|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if((c|0)!=(f[((b[j>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>2]|0)){b[m>>0]=1;z=J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}z=b[j>>0]|0;z=(z<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:z&255)>>>0>1?a+32|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;d=f[I>>2]|0;e=f[(d+12|0)>>2]|0;g=(e|0)==(f[d+16>>2]|0);if((c|0)==(f[((b[j>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>2]|0)){if(g)Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0}z=b[j>>0]|0;z=(z<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:z&255)>>>0>1?a+32|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;if((c|0)!=(f[((b[l>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>2]|0)){K=101;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}b[m>>0]=1;z=b[l>>0]|0;z=(z<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:z&255)>>>0>1?a+20|0:J}break}default:L=1}}if(L){L=0;switch(H|0){case 2:{if(!(k>>>0<2|(J|0)!=0))if(!((s&512|0)!=0|(k|0)==2&(b[((a+504|0)+3|0)>>0]|0)!=0)){z=0;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}e=b[t>>0]|0;c=f[(a+44|0)>>2]|0;d=e<<24>>24<0?c:a+44|0;b:do if(!k){i=u;g=u}else if((h[(a+504|0)+(k+-1)>>0]|0)<2){k=d;while(1){m=e<<24>>24<0;d=k;if(((m?c:a+44|0)+((m?f[((a+44|0)+4|0)>>2]|0:e&255)<<2)|0)==(d|0)){n=e;o=c;break}if(!(Sg[f[(f[D>>2]|0)+12>>2]&255](D,8192,f[d>>2]|0)|0)){K=108;break}k=d+4|0;e=b[t>>0]|0;c=f[(a+44|0)>>2]|0}if((K|0)==108){K=0;n=b[t>>0]|0;o=f[(a+44|0)>>2]|0}d=n<<24>>24<0?o:a+44|0;c=k-d>>2;e=b[((a+8|0)+8+3|0)>>0]|0;g=f[((a+8|0)+4|0)>>2]|0;if(c>>>0>(e<<24>>24<0?g:e&255)>>>0){i=u;e=n;c=o;g=u}else{m=f[(a+8|0)>>2]|0;j=(e<<24>>24<0?m:a+8|0)+((e<<24>>24<0?g:e&255)<<2)|0;i=d;c=(e<<24>>24<0?m+(g<<2)|0:(a+8|0)+((e&255)<<2)|0)+(0-c<<2)|0;while(1){if((c|0)==(j|0)){i=u;d=k;e=n;c=o;g=u;break b}if((f[c>>2]|0)!=(f[i>>2]|0)){i=u;e=n;c=o;g=u;break b}i=i+4|0;c=c+4|0}}}else{i=u;g=u}while(0);c:while(1){o=e<<24>>24<0;c=(o?c:a+44|0)+((o?f[((a+44|0)+4|0)>>2]|0:e&255)<<2)|0;e=d;if((c|0)==(e|0))break;c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!g){q=i;K=129}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;q=0;K=129;break}else if(d^(i|0)==0){p=i;r=i;break}else{c=e;break c}}while(0);if((K|0)==129){K=0;if(d){c=e;break}else{p=q;r=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if((c|0)!=(f[e>>2]|0)){c=e;break}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}i=p;d=e+4|0;e=b[t>>0]|0;c=f[(a+44|0)>>2]|0;g=r}if(s&512){t=b[t>>0]|0;if(((t<<24>>24<0?f[(a+44|0)>>2]|0:a+44|0)+((t<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:t&255)<<2)|0)==(c|0))z=J;else{K=141;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}else z=J;break}default:L=1}}if(L){L=0;switch(H|0){case 4:{i=0;e=u;g=u;d:while(1){c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!g){v=e;K=155}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;v=0;K=155;break}else if(d^(e|0)==0){w=e;x=e;break}else break d}while(0);if((K|0)==155){K=0;if(d){e=v;break}else{w=v;x=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))d=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else d=VDb(f[d>>2]|0)|0;if(Sg[f[(f[D>>2]|0)+12>>2]&255](D,2048,d)|0){c=f[G>>2]|0;if((c|0)==(f[(a+96|0)>>2]|0)){vKb(F,G,a+96|0);c=f[G>>2]|0}f[G>>2]=c+4;f[c>>2]=d;c=i+1|0}else{u=b[((a+56|0)+11|0)>>0]|0;if(!((d|0)==(f[(a+68|0)>>2]|0)&(i|0?((u<<24>>24<0?f[((a+56|0)+4|0)>>2]|0:u&255)|0)!=0:0))){e=w;break}c=f[(a+80|0)>>2]|0;if((c|0)==(f[(a+76|0)>>2]|0)){mKb(a+88|0,a+80|0,a+76|0);c=f[(a+80|0)>>2]|0}f[(a+80|0)>>2]=c+4;f[c>>2]=i;c=0}d=f[I>>2]|0;e=f[(d+12|0)>>2]|0;if((e|0)==(f[d+16>>2]|0)){Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;i=c;e=w;g=x;continue}else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0;i=c;e=w;g=x;continue}}c=f[(a+80|0)>>2]|0;if(i|0?(f[(a+88|0)>>2]|0)!=(c|0):0){if((c|0)==(f[(a+76|0)>>2]|0)){mKb(a+88|0,a+80|0,a+76|0);c=f[(a+80|0)>>2]|0}f[(a+80|0)>>2]=c+4;f[c>>2]=i}e:do if((f[(a+4|0)>>2]|0)>0){c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!e)K=189;else{c=f[e+12>>2]|0;if((c|0)==(f[e+16>>2]|0))c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;K=189;break}else if(d){y=e;break}else{K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}while(0);if((K|0)==189){K=0;if(d){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else y=0}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if((c|0)!=(f[(a+72|0)>>2]|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;g=y;e=y}else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0;g=y;e=y}while(1){if((f[(a+4|0)>>2]|0)<=0)break e;c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!e){A=g;K=212}else{c=f[e+12>>2]|0;if((c|0)==(f[e+16>>2]|0))c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;A=0;K=212;break}else if(d^(g|0)==0){B=g;E=g;break}else{K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}while(0);if((K|0)==212){K=0;if(d){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else{B=A;E=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[D>>2]|0)+12>>2]&255](D,2048,c)|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}if((f[G>>2]|0)==(f[(a+96|0)>>2]|0))vKb(F,G,a+96|0);c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;d=f[G>>2]|0;f[G>>2]=d+4;f[d>>2]=c;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+-1;c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;g=B;e=E;continue}else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0;g=B;e=E;continue}}}while(0);if((f[G>>2]|0)==(f[F>>2]|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else z=J;break}default:L=1}}if(L){L=0;switch(H|0){default:z=J}}}f[a+912>>2]=z;f[a+2128>>2]=K;f[a+2136>>2]=L}
+function hgb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+24|0;h=j;i=a+112|0;if(f[i>>2]|0){u=j;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200175,h,1);e=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[i>>2]=e;e=a+116|0;b=f[e>>2]|0;f[e>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200214,h,1);e=a+120|0;k=f[g>>2]|0;c=g+4|0;l=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=k;k=a+124|0;b=f[k>>2]|0;f[k>>2]=l;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=Jvb(f[i>>2]|0,237506)|0;f[a+136>>2]=l;l=Jvb(f[e>>2]|0,237506)|0;f[a+140>>2]=l;l=Kvb(f[e>>2]|0,200255)|0;f[a+144>>2]=l;l=Kvb(f[e>>2]|0,200272)|0;f[a+148>>2]=l;l=Kvb(f[e>>2]|0,200288)|0;f[a+152>>2]=l;l=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,f[f[i>>2]>>2]|0)|0;kf(Kvb(f[i>>2]|0,240573)|0,1.0,1.0,1.0,1.0);bwb(258928,l)|0;u=j;return}function igb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+192|0;j=o;m=o+48|0;g=o+36|0;h=o+24|0;i=a+128|0;if(f[i>>2]|0){u=o;return}n=m+4|0;f[m>>2]=15100;k=m+56|0;f[k>>2]=15120;tEb(m+56|0,n);f[m+128>>2]=0;f[m+132>>2]=-1;f[m>>2]=39656;f[m+56>>2]=39676;xEb(n);f[n>>2]=39692;l=m+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[m+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(n,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);d=m3a(m,200306,26)|0;switch(b[a+25>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}d=m3a(m3a(d,c,pAb(c)|0)|0,200371,28)|0;switch(b[a+24>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}d=m3a(m3a(d,c,pAb(c)|0)|0,200400,33)|0;switch(b[a+26>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}m3a(m3a(d,c,pAb(c)|0)|0,200434,22)|0;l3a(h,n);fhb(g,h);e=j+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[e>>2]=d;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);Evb(h,237430,200457,j,1);c=f[h>>2]|0;d=h+4|0;g=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[i>>2]=c;h=a+132|0;c=f[h>>2]|0;f[h>>2]=g;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[i>>2]|0,237506)|0;f[a+156>>2]=c;c=Kvb(f[i>>2]|0,200503)|0;f[a+164>>2]=c;c=Kvb(f[i>>2]|0,200255)|0;f[a+168>>2]=c;c=Kvb(f[i>>2]|0,200272)|0;f[a+172>>2]=c;c=Kvb(f[i>>2]|0,200525)|0;f[a+160>>2]=c;c=f[64756]|0;bwb(258928,f[f[i>>2]>>2]|0)|0;df(Kvb(f[i>>2]|0,200539)|0,0);df(Kvb(f[i>>2]|0,237525)|0,1);df(Kvb(f[i>>2]|0,237534)|0,2);df(Kvb(f[i>>2]|0,200549)|0,3);df(Kvb(f[i>>2]|0,200564)|0,4);bwb(258928,c)|0;c=f[e>>2]|0;if((j|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[m>>2]=39656;f[k>>2]=39676;f[n>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(n);kEb(m,39752);jDb(k);u=o;return}function jgb(a,c){a=a|0;c=c|0;var d=0;d=a+26|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function kgb(a,c){a=a|0;c=c|0;var d=0;d=a+24|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function lgb(a,c){a=a|0;c=c|0;var d=0;d=a+25|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function mgb(a){a=a|0;var b=0,c=0;f[a>>2]=0;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+8>>2]=0;c=a+12|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ngb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;m=n;i=n+48|0;l=n+60|0;j=n+36|0;k=n+24|0;if(f[c>>2]|0){u=n;return}a=pOb(32)|0;f[k>>2]=a;f[k+8>>2]=-2147483616;f[k+4>>2]=18;e=a;g=200578;h=e+18|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));b[a+18>>0]=0;g=KOb(k,d)|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;g=KOb(j,245100)|0;f[l>>2]=f[g>>2];f[l+4>>2]=f[g+4>>2];f[l+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;fhb(i,l);g=m+16|0;d=pOb(16)|0;f[d>>2]=40592;h=d+4|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[g>>2]=d;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);Evb(l,237430,200597,m,1);a=f[l>>2]|0;e=l+4|0;k=f[e>>2]|0;f[l>>2]=0;f[e>>2]=0;f[c>>2]=a;l=c+4|0;a=f[l>>2]|0;f[l>>2]=k;if(a|0){iOb(a);a=f[e>>2]|0;if(a|0)iOb(a)}a=Jvb(f[c>>2]|0,237506)|0;f[c+8>>2]=a;a=Kvb(f[c>>2]|0,240573)|0;f[c+12>>2]=a;a=Kvb(f[c>>2]|0,200525)|0;f[c+16>>2]=a;bwb(258928,f[f[c>>2]>>2]|0)|0;df(Kvb(f[c>>2]|0,201322)|0,0);a=f[g>>2]|0;if((m|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);u=n;return}function ogb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0;g=u;u=u+16|0;e=g;switch(b<<24>>24){case 3:{b=200342;d=a+176|0;break}case 1:{b=200362;d=a+216|0;break}case 2:{b=200351;d=a+196|0;break}default:{b=200333;d=a+236|0}}ngb(0,d,b);bwb(258928,f[f[d>>2]>>2]|0)|0;b=f[d+12>>2]|0;h=+n[c+12>>2];j=h*+n[c+4>>2];i=h*+n[c+8>>2];n[e>>2]=+n[c>>2]*h;n[e+4>>2]=j;n[e+8>>2]=i;n[e+12>>2]=h;lf(b|0,1,e|0);bf(f[d+16>>2]|0,+(+n[a+108>>2]));Ygb(f[d+8>>2]|0);u=g;return}function pgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+80|0;n=o;i=o+48|0;l=o+60|0;j=o+36|0;k=o+24|0;m=a+256|0;if(f[m>>2]|0){u=o;return}switch(b[a+26>>0]|0){case 3:{c=200342;break}case 1:{c=200362;break}case 2:{c=200351;break}default:c=200333}d=pOb(32)|0;f[k>>2]=d;f[k+8>>2]=-2147483616;f[k+4>>2]=18;e=d;g=200578;h=e+18|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));b[d+18>>0]=0;e=KOb(k,c)|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=KOb(j,245100)|0;f[l>>2]=f[e>>2];f[l+4>>2]=f[e+4>>2];f[l+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;fhb(i,l);e=n+16|0;h=pOb(16)|0;f[h>>2]=40592;g=h+4|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[e>>2]=h;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);Evb(l,237430,200457,n,1);c=f[l>>2]|0;d=l+4|0;k=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[m>>2]=c;l=a+260|0;c=f[l>>2]|0;f[l>>2]=k;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[m>>2]|0,237506)|0;f[a+264>>2]=c;c=Kvb(f[m>>2]|0,240573)|0;f[a+268>>2]=c;c=Kvb(f[m>>2]|0,200525)|0;f[a+272>>2]=c;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0);df(Kvb(f[m>>2]|0,237534)|0,1);df(Kvb(f[m>>2]|0,200549)|0,2);df(Kvb(f[m>>2]|0,200564)|0,3);c=f[e>>2]|0;if((n|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);u=o;return}function qgb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0;H=0;I=u;u=u+1296|0;E=f[c>>2]|0;if(!E){u=I;return}F=(f[E+4>>2]|0)+8|0;if(!(f[F>>2]|0)){u=I;return}i=f[d>>2]|0;if(!i){A=0;B=0;C=0;D=0;G=0;H=10}else if(!(f[i+72>>2]|0)){A=0;B=0;C=0;D=0;G=0;H=10}else{o=f[i+4>>2]|0;m=f[o+8>>2]|0;o=f[o+12>>2]|0;if(o){gOb(o);i=f[d>>2]|0}j=f[i+72>>2]|0;i=f[i+76>>2]|0;if(i|0)gOb(i);if((j|0)!=0&((m|0)!=0&(f[(E+72|0)>>2]|0)!=0)){A=j;B=m;C=i;D=o;G=1;H=10}else{k=i;l=o}}if((H|0)==10){i=f[(a+16|0)>>2]|0;if(!i){Xgb(I+152|0);i=f[(I+152|0)>>2]|0;z=f[((I+152|0)+4|0)>>2]|0;f[(I+152|0)>>2]=0;f[((I+152|0)+4|0)>>2]=0;f[(a+16|0)>>2]=i;i=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=z;if(i|0){iOb(i);i=f[((I+152|0)+4|0)>>2]|0;if(i|0)iOb(i)}i=f[(a+16|0)>>2]|0}z=f[64754]|0;Yvb(258928,f[i>>2]|0)|0;j=f[64756]|0;k=f[64747]|0;nvb(I+88|0);l=b[259206]|0;Hwb(258928,0)|0;m=b[259052]|0;kwb(258928,0)|0;o=f[64773]|0;p=f[64775]|0;q=f[64774]|0;r=f[64776]|0;s=b[259204]|0;Fwb(258928,0)|0;t=+n[64765];v=+n[64766];w=+n[64767];x=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;do{y=1;if(y){y=0;if(h){hgb(a);if(!(Kub(f[c>>2]|0,a)|0)){Cub(I+152|0,f[c>>2]|0,0,1);i=f[(I+152|0)>>2]|0;h=f[((I+152|0)+4|0)>>2]|0;f[(I+152|0)>>2]=0;f[((I+152|0)+4|0)>>2]=0;f[a>>2]=i;i=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=h;if(i|0){iOb(i);i=f[((I+152|0)+4|0)>>2]|0;if(i|0)iOb(i)}}i=f[F>>2]|0;Bhb(I+152|0,g,f[i+16>>2]|0,f[i+20>>2]|0);f[(I+80|0)>>2]=f[(I+152|0)>>2];i=f[(I+152|0)+4>>2]|0;f[((I+80|0)+4|0)>>2]=i;if(i|0)gOb(i);R=f[64795]|0;Q=f[64796]|0;P=f[64797]|0;O=f[64798]|0;N=f[64799]|0;M=f[64800]|0;Awb(258928,7680,7680,7680)|0;L=f[64787]|0;K=f[64790]|0;J=f[64788]|0;i=f[64791]|0;c=f[64789]|0;h=f[64792]|0;g=1;f[I+192>>2]=a;f[I+208>>2]=d;f[I+216>>2]=e;f[I+264>>2]=A;f[I+272>>2]=B;f[I+312>>2]=E;f[I+360>>2]=R;f[I+368>>2]=Q;f[I+376>>2]=P;f[I+384>>2]=O;f[I+392>>2]=N;f[I+400>>2]=M;f[I+408>>2]=L;f[I+416>>2]=K;f[I+424>>2]=J;f[I+432>>2]=i;f[I+440>>2]=c;f[I+448>>2]=h;f[I+496>>2]=F;f[I+1032>>2]=G;f[I+1224>>2]=H;f[I+1240>>2]=g;f[I+1248>>2]=0;f[I+1252>>2]=0;yjb(I)}else y=1}if(y)if(1){pwb(258928,1,771)|0;Fwb(258928,1)|0;if(G){pgb(a);Uvb(258928,3)|0;Vvb(258928,f[A+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[(f[(E+72|0)>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[B+8>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[F>>2]|0)+8>>2]|0)|0;bwb(258928,f[f[a+256>>2]>>2]|0)|0;R=f[a+268>>2]|0;S=+n[a+40>>2];U=S*+n[a+32>>2];T=S*+n[a+36>>2];n[(I+152|0)>>2]=+n[a+28>>2]*S;n[(I+152|0)+4>>2]=U;n[(I+152|0)+8>>2]=T;n[(I+152|0)+12>>2]=S;lf(R|0,1,I+152|0|0);bf(f[a+272>>2]|0,+(+n[a+108>>2]));Ygb(f[a+264>>2]|0);break}else{ngb(0,a+236|0,200333);Uvb(258928,0)|0;Vvb(258928,f[(f[F>>2]|0)+8>>2]|0)|0;ogb(a,b[a+26>>0]|0,a+28|0);break}}}while(0);mwb(258928,t,v,w,x)|0;Fwb(258928,s<<24>>24!=0)|0;owb(258928,o,p,q,r)|0;kwb(258928,m<<24>>24!=0)|0;Hwb(258928,l<<24>>24!=0)|0;ovb(I+88|0);Uvb(258928,k)|0;bwb(258928,j)|0;Yvb(258928,z)|0;k=C;l=D}if(k|0)iOb(k);if(!l){u=I;return}iOb(l);u=I;return}function rgb(a,b){a=a|0;b=+b;b=b<0.0?0.0:b;n[a+108>>2]=b>1.0?1.0:b;return}function sgb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;return}function tgb(a){a=a|0;var b=0,c=0;f[a+16>>2]=0;c=a+20|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+24>>2]=0;c=a+28|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ugb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;h=a+24|0;d=f[h>>2]|0;if(!d){xub(e);d=f[e>>2]|0;g=e+4|0;j=f[g>>2]|0;f[e>>2]=0;f[g>>2]=0;f[h>>2]=d;e=a+28|0;d=f[e>>2]|0;f[e>>2]=j;if(d|0){iOb(d);d=f[g>>2]|0;if(d|0)iOb(d)}d=f[h>>2]|0}if((uub(d+64|0)|0)==(b|0))if((vub((f[h>>2]|0)+64|0)|0)==(c|0)){u=i;return}Iub(f[h>>2]|0,b,c,0,0,0)|0;u=i;return}function vgb(a){a=a|0;var b=0;f[a+24>>2]=0;b=a+28|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function wgb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;c=f[b>>2]|0;e=a+16|0;if(!c){f[e>>2]=0;e=a+20|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=g;return}iOb(b);u=g;return}if(Kub(c,e)|0){u=g;return}Cub(d,f[b>>2]|0,0,1);b=f[d>>2]|0;c=d+4|0;h=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[e>>2]=b;e=a+20|0;b=f[e>>2]|0;f[e>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}u=g;return}function xgb(a,b){a=a|0;b=b|0;a=f[b>>2]|0;b=f[a+4>>2]|0;dwb(258928,f[a>>2]|0)|0;a=uub(b)|0;Tvb(258928,0,0,a,vub(b)|0)|0;return}function ygb(a,b,c){a=a|0;b=b|0;c=c|0;dwb(258928,f[f[b>>2]>>2]|0)|0;a=f[c>>2]|0;Tvb(258928,0,0,f[a+16>>2]|0,f[a+20>>2]|0)|0;Gub(f[b>>2]|0,0,c,3553,0);return}function zgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+224|0;o=t;p=t+188|0;q=t+40|0;e=t+200|0;n=t+24|0;m=t+176|0;k=a+8|0;if(f[k>>2]|0)if(f[a+16>>2]|0){u=t;return}r=f[64756]|0;f[p>>2]=0;s=p+4|0;f[s>>2]=0;f[p+8>>2]=0;l=a+56|0;c=f[l>>2]|0;if(!c){c=0;d=0}else{Sqa(p,c);c=f[p>>2]|0;d=f[s>>2]|0}_gb(d-c>>2,c);if(!(f[k>>2]|0)){h=q+4|0;f[q>>2]=15100;i=q+56|0;f[i>>2]=15120;tEb(q+56|0,h);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(h);f[h>>2]=39692;j=q+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(h,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);g=m3a(q,200838,19)|0;g=m3a(KEb(g,f[l>>2]|0)|0,200858,19)|0;g=KEb(g,(f[l>>2]|0)>>>1)|0;b[o>>0]=10;m3a(g,o,1)|0;l3a(n,h);fhb(e,n);g=o+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[g>>2]=d;if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);Evb(n,237430,200637,o,1);e=f[n>>2]|0;c=n+4|0;v=f[c>>2]|0;f[n>>2]=0;f[c>>2]=0;f[k>>2]=e;e=a+12|0;d=f[e>>2]|0;f[e>>2]=v;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}v=Jvb(f[k>>2]|0,237506)|0;f[a+24>>2]=v;v=Kvb(f[k>>2]|0,200924)|0;f[a+28>>2]=v;bwb(258928,f[f[k>>2]>>2]|0)|0;df(Kvb(f[k>>2]|0,201322)|0,0);v=Kvb(f[k>>2]|0,200935)|0;c=f[p>>2]|0;cf(v|0,(f[s>>2]|0)-c>>2|0,c|0);c=f[g>>2]|0;if((o|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[q>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(q,39752);jDb(i)}g=a+16|0;if(!(f[g>>2]|0)){h=q+4|0;f[q>>2]=15100;i=q+56|0;f[i>>2]=15120;tEb(q+56|0,h);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(h);f[h>>2]=39692;j=q+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(h,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);e=m3a(q,200838,19)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=m3a(KEb(e,(f[l>>2]|0)>>>1)|0,200687,17)|0;b[o>>0]=10;m3a(e,o,1)|0;l3a(n,h);fhb(m,n);e=o+16|0;v=pOb(16)|0;f[v>>2]=40592;l=v+4|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[e>>2]=v;if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);Evb(n,237430,200637,o,1);v=f[n>>2]|0;d=n+4|0;m=f[d>>2]|0;f[n>>2]=0;f[d>>2]=0;f[g>>2]=v;v=a+20|0;c=f[v>>2]|0;f[v>>2]=m;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}v=Jvb(f[g>>2]|0,237506)|0;f[a+32>>2]=v;v=Kvb(f[g>>2]|0,200924)|0;f[a+36>>2]=v;v=Kvb(f[g>>2]|0,200705)|0;f[a+40>>2]=v;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201322)|0,0);v=Kvb(f[g>>2]|0,200935)|0;c=f[p>>2]|0;cf(v|0,(f[s>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((o|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[q>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(q,39752);jDb(i)}c=f[p>>2]|0;if(c|0){d=f[s>>2]|0;if((d|0)!=(c|0))f[s>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}bwb(258928,r)|0;u=t;return}function Agb(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;w=u;u=u+48|0;v=w+20|0;k=w;t=a+44|0;if(+n[t>>2]<=0.0){u=w;return}if(!(f[a>>2]|0)){Xgb(v);s=f[v>>2]|0;c=v+4|0;r=f[c>>2]|0;f[v>>2]=0;f[c>>2]=0;f[a>>2]=s;s=a+4|0;h=f[s>>2]|0;f[s>>2]=r;if(h|0){iOb(h);c=f[c>>2]|0;if(c|0)iOb(c)}}zgb(a);o=b[259206]|0;Hwb(258928,0)|0;p=b[259052]|0;kwb(258928,0)|0;q=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;r=f[64756]|0;s=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Chb(v);m=a+56|0;do if((f[m>>2]|0)>>>0>1){y=e+16|0;z=e+20|0;Bhb(k,g,f[y>>2]|0,f[z>>2]|0);Ehb(v,k)|0;Ghb(k);i=+$gb(+n[a+52>>2],b[a+60>>0]|0,+(f[y>>2]|0),+(f[z>>2]|0));x=Hhb(v)|0;c=f[64758]|0;h=f[64759]|0;dwb(258928,f[f[x>>2]>>2]|0)|0;x=f[64743]|0;k=f[64744]|0;g=f[64745]|0;l=f[64746]|0;Tvb(258928,0,0,f[y>>2]|0,f[z>>2]|0)|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[e+8>>2]|0)|0;ef(f[a+28>>2]|0,+(i/+(f[y>>2]|0)),0.0);Ygb(f[a+24>>2]|0);Tvb(258928,x,k,g,l)|0;if((c|0)==(h|0)){dwb(258928,c)|0;break}else{ewb(258928,c)|0;fwb(258928,h)|0;break}}else i=1.0;while(0);c=f[64773]|0;h=f[64775]|0;k=f[64774]|0;g=f[64776]|0;pwb(258928,1,771)|0;l=b[259204]|0;Fwb(258928,1)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;if((f[m>>2]|0)>>>0>1){Vvb(258928,f[(f[v>>2]|0)+8>>2]|0)|0;ef(f[a+36>>2]|0,0.0,+(i/+(f[e+20>>2]|0)))}else Vvb(258928,f[e+8>>2]|0)|0;i=+n[t>>2];j=+n[a+48>>2];if(j>0.0)i=i*+ahb(0.0,j,90.0-+Q(+d)*57.295780181884766);bf(f[a+40>>2]|0,+i);Ygb(f[a+32>>2]|0);Fwb(258928,l<<24>>24!=0)|0;owb(258928,c,h,k,g)|0;Ghb(v);Vvb(258928,s)|0;bwb(258928,r)|0;Yvb(258928,q)|0;kwb(258928,p<<24>>24!=0)|0;Hwb(258928,o<<24>>24!=0)|0;u=w;return}function Bgb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+44|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Cgb(a,b){a=a|0;b=b|0;var c=0;b=b|1;c=a+56|0;if((f[c>>2]|0)==(b|0)){a=0;return a|0}f[c>>2]=b;f[a+8>>2]=0;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+16>>2]=0;a=a+20|0;b=f[a>>2]|0;f[a>>2]=0;if(!b){a=1;return a|0}iOb(b);a=1;return a|0}function Dgb(a,c,d){a=a|0;c=+c;d=d|0;var e=0;if(c<=0.0){e=0;return e|0}e=a+52|0;a=a+60|0;if(+n[e>>2]==c)if((b[a>>0]|0)==d<<24>>24){e=0;return e|0}n[e>>2]=c;b[a>>0]=d;e=1;return e|0}function Egb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=90.0;n[g>>2]=0.0;g=b>0.0?e:g;c=f[(+n[g>>2]<90.0?g:c)>>2]|0;f[e>>2]=c;a=a+48|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Fgb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0;d=u;u=u+1184|0;n=d+1056|0;g=d+928|0;m=d+800|0;i=d+672|0;k=d+544|0;l=d+408|0;j=d+272|0;h=d+136|0;e=d;p[n>>3]=1.0;z=n+8|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;f[z+28>>2]=0;p[n+40>>3]=1.0;z=n+48|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;f[z+28>>2]=0;p[n+80>>3]=1.0;z=n+88|0;f[z>>2]=0;f[z+4>>2]=0;p[n+120>>3]=1.0;w=+p[b>>3];p[n+96>>3]=w;o=+p[b+8>>3];p[n+104>>3]=o;s=+p[b+16>>3];p[n+112>>3]=s;p[g>>3]=1.0;b=g+8|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;p[g+40>>3]=1.0;b=g+48|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;p[g+80>>3]=1.0;b=g+88|0;f[b>>2]=0;f[b+4>>2]=0;p[g+120>>3]=1.0;p[g+96>>3]=-w;p[g+104>>3]=-o;p[g+112>>3]=-s;s=+p[c+8>>3];o=+p[c+16>>3];b=!(s*s+o*o+0.0>=.001);w=+p[c>>3];y=b?-o:0.0;v=b?0.0:o;x=b?w:-s;r=+L(+(y*y+(v*v+x*x)));y=y/r;v=v/r;r=x/r;x=s*r-o*v;t=o*y-w*r;q=w*v-s*y;c=m+24|0;f[c>>2]=0;f[c+4>>2]=0;c=m+56|0;f[c>>2]=0;f[c+4>>2]=0;c=m+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[m+120>>3]=1.0;p[m>>3]=y;p[m+8>>3]=v;p[m+16>>3]=r;p[m+32>>3]=x;p[m+40>>3]=t;p[m+48>>3]=q;p[m+64>>3]=w;p[m+72>>3]=s;p[m+80>>3]=o;p[i>>3]=y;p[i+8>>3]=x;p[i+16>>3]=w;p[i+24>>3]=0.0;p[i+32>>3]=v;p[i+40>>3]=t;p[i+48>>3]=s;p[i+56>>3]=0.0;p[i+64>>3]=r;p[i+72>>3]=q;p[i+80>>3]=o;c=i+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[i+120>>3]=1.0;p[k>>3]=1.0;c=k+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[k+40>>3]=1.0;c=k+48|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;c=k+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[k+120>>3]=1.0;p[k+80>>3]=-1.0;f[l>>2]=n;f[l+4>>2]=m;c=l+8|0;yAa(c,l)|0;f[j>>2]=c;f[j+4>>2]=k;c=j+8|0;yAa(c,j)|0;f[h>>2]=c;f[h+4>>2]=i;c=h+8|0;yAa(c,h)|0;f[e>>2]=c;f[e+4>>2]=g;c=e+8|0;yAa(c,e)|0;p[a>>3]=+p[c>>3];p[a+8>>3]=+p[e+16>>3];p[a+16>>3]=+p[e+24>>3];p[a+24>>3]=+p[e+32>>3];p[a+32>>3]=+p[e+40>>3];p[a+40>>3]=+p[e+48>>3];p[a+48>>3]=+p[e+56>>3];p[a+56>>3]=+p[e+64>>3];p[a+64>>3]=+p[e+72>>3];p[a+72>>3]=+p[e+80>>3];p[a+80>>3]=+p[e+88>>3];p[a+88>>3]=+p[e+96>>3];p[a+96>>3]=+p[e+104>>3];p[a+104>>3]=+p[e+112>>3];p[a+112>>3]=+p[e+120>>3];p[a+120>>3]=+p[e+128>>3];u=d;return}function Ggb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,200715,200756,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+56>>2]=j;j=Kvb(f[g>>2]|0,240573)|0;f[a+60>>2]=j;j=Kvb(f[g>>2]|0,200797)|0;f[a+64>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function Hgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+208|0;n=r;o=r+188|0;p=r+40|0;h=r+176|0;l=r+24|0;m=a+16|0;if(f[m>>2]|0){u=r;return}g=a+92|0;c=f[g>>2]|0;f[o>>2]=0;q=o+4|0;f[q>>2]=0;f[o+8>>2]=0;do if(!c){d=0;e=0}else if(c>>>0>1073741823)AMb(o);else{k=c<<2;d=pOb(k)|0;f[o>>2]=d;e=d+(c<<2)|0;f[o+8>>2]=e;dQb(d|0,0,k|0)|0;f[q>>2]=e;break}while(0);_gb(e-d>>2,d);i=p+4|0;f[p>>2]=15100;j=p+56|0;f[j>>2]=15120;tEb(p+56|0,i);f[p+128>>2]=0;f[p+132>>2]=-1;f[p>>2]=39656;f[p+56>>2]=39676;xEb(i);f[i>>2]=39692;k=p+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[p+52>>2]=16;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;k3a(i,n);if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);e=m3a(p,200838,19)|0;e=m3a(KEb(e,f[g>>2]|0)|0,200858,19)|0;e=KEb(e,(f[g>>2]|0)>>>1)|0;b[n>>0]=10;m3a(e,n,1)|0;l3a(l,i);fhb(h,l);e=n+16|0;g=pOb(16)|0;f[g>>2]=40592;d=g+4|0;f[d>>2]=f[h>>2];f[d+4>>2]=f[h+4>>2];f[d+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[e>>2]=g;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);Evb(l,237430,200878,n,1);c=f[l>>2]|0;d=l+4|0;h=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[m>>2]=c;l=a+20|0;c=f[l>>2]|0;f[l>>2]=h;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[m>>2]|0,237506)|0;f[a+68>>2]=c;c=Kvb(f[m>>2]|0,200924)|0;f[a+72>>2]=c;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,201322)|0,0);m=Kvb(f[m>>2]|0,200935)|0;c=f[o>>2]|0;cf(m|0,(f[q>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((n|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[p>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(p,39752);jDb(j);c=f[o>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}u=r;return}function Igb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;j=u;u=u+16|0;i=j;if(+n[a+88>>2]<=0.0){u=j;return}Ggb(a);g=f[a>>2]|0;if(!g){Xgb(i);g=f[i>>2]|0;h=i+4|0;k=f[h>>2]|0;f[i>>2]=0;f[h>>2]=0;f[a>>2]=g;i=a+4|0;g=f[i>>2]|0;f[i>>2]=k;if(g|0){iOb(g);g=f[h>>2]|0;if(g|0)iOb(g)}g=f[a>>2]|0}k=f[64754]|0;Yvb(258928,f[g>>2]|0)|0;i=f[64756]|0;h=f[64747]|0;Uvb(258928,0)|0;g=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;l=b[259206]|0;Hwb(258928,0)|0;m=b[259052]|0;kwb(258928,0)|0;o=b[259205]|0;Gwb(258928,1)|0;Kgb(a,Jgb(a,c,e)|0,d);Gwb(258928,o<<24>>24!=0)|0;kwb(258928,m<<24>>24!=0)|0;Hwb(258928,l<<24>>24!=0)|0;Vvb(258928,g)|0;Uvb(258928,h)|0;bwb(258928,i)|0;Yvb(258928,k)|0;u=j;return}function Jgb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0.0;l=u;u=u+16|0;i=l+12|0;j=l+8|0;h=l;if((f[a+92>>2]|0)>>>0<2){k=c;u=l;return k|0}k=a+32|0;g=f[k>>2]|0;do if(!g)e=c+16|0;else{e=c+16|0;if((f[g+16>>2]|0)==(f[e>>2]|0))if((f[g+20>>2]|0)==(f[c+20>>2]|0)){if(d)break;if(b[a+100>>0]|0)break;f[a+24>>2]=0;j=a+28|0;e=f[j>>2]|0;f[j>>2]=0;if(e|0)iOb(e);f[a+40>>2]=0;a=a+44|0;e=f[a>>2]|0;f[a>>2]=0;if(e|0)iOb(e);k=f[k>>2]|0;u=l;return k|0}f[a+24>>2]=0;d=a+28|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[a+40>>2]=0;d=a+44|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[k>>2]=0;d=a+36|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[a+48>>2]=0;d=a+52|0;g=f[d>>2]|0;f[d>>2]=0;if(g)iOb(g)}while(0);b[a+100>>0]=0;f[i>>2]=f[e>>2];f[j>>2]=f[c+20>>2];Hgb(a);f[h>>2]=i;f[h+4>>2]=j;e=a+40|0;if(!(f[e>>2]|0))Lgb(h,a+24|0,e,9728);g=a+48|0;if(!(f[g>>2]|0))Lgb(h,k,g,9729);r=+n[a+96>>2]/+(f[i>>2]|0);d=f[64758]|0;h=f[64759]|0;dwb(258928,f[f[e>>2]>>2]|0)|0;q=f[64743]|0;p=f[64744]|0;o=f[64745]|0;m=f[64746]|0;Tvb(258928,0,0,f[i>>2]|0,f[j>>2]|0)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;Vvb(258928,f[c+8>>2]|0)|0;j=a+72|0;ef(f[j>>2]|0,+r,0.0);e=a+68|0;Ygb(f[e>>2]|0);dwb(258928,f[f[g>>2]>>2]|0)|0;Vvb(258928,f[(f[a+24>>2]|0)+8>>2]|0)|0;ef(f[j>>2]|0,0.0,+r);Ygb(f[e>>2]|0);e=f[k>>2]|0;Tvb(258928,q,p,o,m)|0;if((d|0)==(h|0))dwb(258928,d)|0;else{ewb(258928,d)|0;fwb(258928,h)|0}q=e;u=l;return q|0}function Kgb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0;e=u;u=u+16|0;l=e;j=f[64773]|0;i=f[64775]|0;h=f[64774]|0;g=f[64776]|0;pwb(258928,1,771)|0;k=b[259204]|0;Fwb(258928,1)|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[c+8>>2]|0)|0;c=f[a+60>>2]|0;m=+n[a+88>>2];p=m*+n[a+80>>2];o=m*+n[a+84>>2];n[l>>2]=m*+n[a+76>>2];n[l+4>>2]=p;n[l+8>>2]=o;n[l+12>>2]=m;lf(c|0,1,l|0);nf(f[a+64>>2]|0,1,0,d|0);Ygb(f[a+56>>2]|0);Fwb(258928,k<<24>>24!=0)|0;owb(258928,j,i,h,g)|0;u=e;return}function Lgb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;g=i+8|0;h=i;Lwb(g);Nwb(g,d,0);Twb(h);j=f[h>>2]|0;e=h+4|0;k=f[e>>2]|0;f[h>>2]=0;f[e>>2]=0;f[b>>2]=j;j=b+4|0;d=f[j>>2]|0;f[j>>2]=k;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}axb(f[b>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[a+4>>2]>>2]|0,g);xub(h);k=f[h>>2]|0;e=h+4|0;j=f[e>>2]|0;f[h>>2]=0;f[e>>2]=0;f[c>>2]=k;k=c+4|0;d=f[k>>2]|0;f[k>>2]=j;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}Gub(f[c>>2]|0,0,b,3553,0);u=i;return}function Mgb(a,b){a=a|0;b=b|0;var c=0;c=a+76|0;if(+n[c>>2]==+n[b>>2])if(+n[a+80>>2]==+n[b+4>>2])if(+n[a+84>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Ngb(a,b){a=a|0;b=+b;a=a+88|0;if(+n[a>>2]==b){a=0;return a|0}n[a>>2]=b;a=1;return a|0}function Ogb(a,c){a=a|0;c=c|0;var d=0;c=c|1;d=a+92|0;if((f[d>>2]|0)==(c|0)){a=0;return a|0}f[d>>2]=c;b[a+100>>0]=1;f[a+16>>2]=0;a=a+20|0;c=f[a>>2]|0;f[a>>2]=0;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function Pgb(a,c){a=a|0;c=+c;var d=0;if(!(c<=0.0)){d=a+96|0;if(+n[d>>2]==c)a=0;else{n[d>>2]=c;b[a+100>>0]=1;a=1}}else a=0;return a|0}function Qgb(a){a=a|0;var b=0,c=0;f[a+24>>2]=0;c=a+28|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+48>>2]=0;c=a+52|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function Rgb(a){a=a|0;var c=0,d=0,e=0;c=a+72|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));b[c>>0]=2;e=a+73|0;b[e>>0]=b[e>>0]&-16|1;return}function Sgb(a,c){a=a|0;c=c|0;var d=0;d=a+72|0;if(!(c<<24>>24!=4?(b[d>>0]|0)!=c<<24>>24:0))return;b[d>>0]=c;d=a+73|0;b[d>>0]=b[d>>0]|1;return}function Tgb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+64|0;l=n+48|0;m=n;i=n+24|0;k=n+40|0;d=c&1;e=a+73|0;g=b[e>>0]|0;if(!(g&1))if(((g&255)>>>1&1|0)==(c&1|0)){u=n;return}b[e>>0]=g&-4|d<<1&255;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;j=Mub()|0;if((f[j>>2]|0)>>>0>2)if(bvb()|0)h=6;else FOb(l,245116)|0;else h=6;if((h|0)==6)FOb(l,245102)|0;switch(b[a+72>>0]|0){case 0:{KOb(l,200945)|0;break}case 1:case 4:{KOb(l,200970)|0;break}case 2:{KOb(l,200998)|0;break}case 3:{KOb(l,201024)|0;break}default:{}}if(c)KOb(l,201051)|0;fhb(i,l);j=m+16|0;h=pOb(16)|0;f[h>>2]=40592;c=h+4|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[j>>2]=h;Evb(k,201077,201115,m,1);h=a+8|0;i=f[k>>2]|0;c=k+4|0;g=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[h>>2]=i;i=a+12|0;d=f[i>>2]|0;f[i>>2]=g;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}Evb(k,201153,201192,m,1);g=a+16|0;i=f[k>>2]|0;c=k+4|0;e=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+20|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}Evb(k,201231,201270,m,1);e=a+24|0;c=f[k>>2]|0;d=k+4|0;i=f[d>>2]|0;f[k>>2]=0;f[d>>2]=0;f[e>>2]=c;k=a+28|0;c=f[k>>2]|0;f[k>>2]=i;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[h>>2]|0,237506)|0;f[a+48>>2]=c;c=Jvb(f[g>>2]|0,237506)|0;f[a+56>>2]=c;c=Jvb(f[e>>2]|0,237506)|0;f[a+64>>2]=c;c=Kvb(f[h>>2]|0,201309)|0;f[a+52>>2]=c;c=Kvb(f[g>>2]|0,201309)|0;f[a+60>>2]=c;c=Kvb(f[e>>2]|0,201309)|0;f[a+68>>2]=c;c=f[64756]|0;bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201330)|0,0);df(Kvb(f[g>>2]|0,201338)|0,1);df(Kvb(f[g>>2]|0,201345)|0,2);bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,201322)|0,0);df(Kvb(f[e>>2]|0,237534)|0,1);bwb(258928,c)|0;c=f[j>>2]|0;if((m|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);u=n;return}function Ugb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;e=g;d=a+40|0;if(!(f[d>>2]|0)){Twb(e);h=f[e>>2]|0;b=e+4|0;i=f[b>>2]|0;f[e>>2]=0;f[b>>2]=0;f[d>>2]=h;h=a+44|0;c=f[h>>2]|0;f[h>>2]=i;if(c|0){iOb(c);b=f[b>>2]|0;if(b|0)iOb(b)}i=qOb(179200)|0;unb(i,179200,201354,36002)|0;h=f[d>>2]|0;Lwb(e);$wb(h,6410,160,560,6410,5121,i,e);tOb(i)}d=a+32|0;if(f[d>>2]|0){u=g;return}Twb(e);i=f[e>>2]|0;c=e+4|0;h=f[c>>2]|0;f[e>>2]=0;f[c>>2]=0;f[d>>2]=i;i=a+36|0;b=f[i>>2]|0;f[i>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}i=qOb(1024)|0;unb(i,1024,237356,74)|0;h=f[d>>2]|0;Lwb(e);$wb(h,6409,64,16,6409,5121,i,e);tOb(i);u=g;return}function Vgb(a){a=a|0;var b=0,c=0;f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function Wgb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;w=u;u=u+128|0;s=w+100|0;t=w+80|0;q=w+64|0;v=w;r=a+73|0;if(b[r>>0]&8){v=0;u=w;return v|0}if(!(avb()|0)){v=0;u=w;return v|0}if(Epb()|0)if(Cpb()|0)if(Fpb(64,-1)|0){v=0;u=w;return v|0}if(!(b[r>>0]&4))Lub(1)|0;Ugb(a);Tgb(a,e);if(!(f[a>>2]|0)){Xgb(s);k=f[s>>2]|0;e=s+4|0;j=f[e>>2]|0;f[s>>2]=0;f[e>>2]=0;f[a>>2]=k;k=a+4|0;g=f[k>>2]|0;f[k>>2]=j;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}}B=f[c>>2]|0;C=f[B+16>>2]|0;B=f[B+20>>2]|0;Bhb(s,d,C,B);Bhb(t,d,C,B);m=+(C|0);l=+(B|0);n[q>>2]=1.0/m;n[q+4>>2]=1.0/l;n[q+8>>2]=m;n[q+12>>2]=l;d=b[259206]|0;Hwb(258928,0)|0;h=b[259052]|0;kwb(258928,0)|0;i=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;j=f[64756]|0;k=f[64747]|0;nvb(v);l=+n[64765];m=+n[64766];o=+n[64767];p=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;e=f[64758]|0;g=f[64759]|0;A=f[64743]|0;z=f[64744]|0;y=f[64745]|0;x=f[64746]|0;Tvb(258928,0,0,C,B)|0;B=Hhb(s)|0;dwb(258928,f[f[B>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;lf(f[a+52>>2]|0,1,q|0);Ygb(f[a+48>>2]|0);B=Hhb(t)|0;dwb(258928,f[f[B>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+16>>2]>>2]|0)|0;Vvb(258928,f[(f[s>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[a+40>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[(f[a+32>>2]|0)+8>>2]|0)|0;lf(f[a+60>>2]|0,1,q|0);Ygb(f[a+56>>2]|0);Tvb(258928,A,z,y,x)|0;if((e|0)==(g|0))dwb(258928,e)|0;else{ewb(258928,e)|0;fwb(258928,g)|0}bwb(258928,f[f[a+24>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[t>>2]|0)+8>>2]|0)|0;lf(f[a+68>>2]|0,1,q|0);Ygb(f[a+64>>2]|0);e=b[r>>0]|0;if(!(e&4)){b[r>>0]=e|4;C=(Lub(1)|0)==0;e=b[r>>0]|0;if(!C){e=e|8;b[r>>0]=e}}mwb(258928,l,m,o,p)|0;ovb(v);Uvb(258928,k)|0;bwb(258928,j)|0;Yvb(258928,i)|0;kwb(258928,h<<24>>24!=0)|0;Hwb(258928,d<<24>>24!=0)|0;Ghb(t);Ghb(s);C=(e&8)==0;u=w;return C|0}function Xgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+80|0;h=j+64|0;g=j;if(!(b[257352]|0))MPb(257352)|0;f[a>>2]=0;i=a+4|0;f[i>>2]=0;c=f[64691]|0;do if(!c)f[i>>2]=0;else{c=kOb(c)|0;f[i>>2]=c;if(c|0){e=f[64690]|0;f[a>>2]=e;if(!e){iOb(c);break}else{u=j;return}}}while(0);iub(h,34962);c=g;d=40628;e=c+64|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));nub(f[h>>2]|0,64,g,35044);c=f[h>>2]|0;d=h+4|0;e=f[d>>2]|0;if(e|0)hOb(e);f[64690]=c;c=f[64691]|0;f[64691]=e;if(c|0)jOb(c);f[a>>2]=f[h>>2];f[i>>2]=f[d>>2];u=j;return}function Ygb(a){a=a|0;sf(a|0,4,5126,0,0,0);re(a|0);le(6,0,4);ke(a|0);return}function Zgb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;h=j;i=1<<c;g=qOb(i<<c)|0;d=0;c=g;do{e=0;do{l=(JCb()|0)&255;k=c;c=c+1|0;b[k>>0]=l;e=e+1|0}while(e>>>0<i>>>0);d=d+1|0}while(d>>>0<i>>>0);Lwb(h);Nwb(h,9729,0);Mwb(h,10497,0);Twb(a);$wb(f[a>>2]|0,6409,i,i,6409,5121,g,h);tOb(g);u=j;return}function _gb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0;switch(a|0){case 1:{n[b>>2]=1.0;return}case 0:return;default:{f=3.328000068664551/+((a+-1|0)>>>0);d=0.0;e=-1.6640000343322754;c=0;while(1){g=+U(+(e*e*-.5));d=d+g;n[b+(c<<2)>>2]=g;c=c+1|0;if((c|0)==(a|0))break;else e=f+e}d=1.0/d;c=0;do{h=b+(c<<2)|0;n[h>>2]=d*+n[h>>2];c=c+1|0}while((c|0)!=(a|0));return}}}function $gb(a,b,c,d){a=+a;b=b|0;c=+c;d=+d;switch(b<<24>>24){case 2:{a=a*d;break}case 1:{a=a*c;break}default:{}}return +a}function ahb(a,b,c){a=+a;b=+b;c=+c;c=(c-a)/(b-a);c=c<1.0?c:1.0;c=c>0.0?c:0.0;return +(c*c*(3.0-c*2.0))}function bhb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function chb(a){a=a|0;return}function dhb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,237467,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,237525)|0,0);df(Kvb(f[g>>2]|0,237534)|0,1);bwb(258928,j)|0;u=h;return}function ehb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+64|0;q=r;dhb(a);e=f[a>>2]|0;if(!e){Xgb(q);p=f[q>>2]|0;g=q+4|0;o=f[g>>2]|0;f[q>>2]=0;f[g>>2]=0;f[a>>2]=p;p=a+4|0;e=f[p>>2]|0;f[p>>2]=o;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}e=f[a>>2]|0}p=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;g=f[64756]|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;h=f[64747]|0;nvb(q);i=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;n=f[64776]|0;pwb(258928,1,771)|0;o=b[259204]|0;Fwb(258928,1)|0;Uvb(258928,1)|0;e=f[d>>2]|0;if(!e)e=0;else{e=f[(f[e+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0}Vvb(258928,e)|0;Uvb(258928,0)|0;e=f[(f[(f[c>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Ygb(f[a+16>>2]|0);Fwb(258928,o<<24>>24!=0)|0;owb(258928,k,l,m,n)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;ovb(q);Uvb(258928,h)|0;bwb(258928,g)|0;Yvb(258928,p)|0;u=r;return}function fhb(a,b){a=a|0;b=b|0;xOb(a,b);return}function ghb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;if(oAb(237542,c)|0)if(oAb(237550,c+((pAb(c)|0)+-8)|0)|0){e=exb(c,d,e)|0;return e|0}if(d|0){c=b[a+11>>0]|0;if(c<<24>>24<0){c=f[a+4>>2]|0;h=qOb(c+1|0)|0;g=f[a>>2]|0}else{h=qOb((c&255)+1|0)|0;c=c&255;g=a}bQb(h|0,g|0,c+1|0)|0;c=f[d>>2]|0;f[d>>2]=h;if(c|0)tOb(c)}if(!e){e=1;return e|0}c=b[a+11>>0]|0;if(c<<24>>24<0)c=f[a+4>>2]|0;else c=c&255;f[e>>2]=c;e=1;return e|0}function hhb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;d=b[c>>0]|0;a=d&255;d=d<<24>>24==0;if(d)a=(a<<6)+-1640531527+(a>>>2)+(h[c+1>>0]|0)^a;i=(f[c+4>>2]|0)+-1640531527+(a<<6)+(a>>>2)^a;if(!d)return i|0;d=c+8|0;e=f[c+16>>2]|0;if(!e)a=0;else{g=c+8+(e<<1)|0;a=h[d>>0]|0;a=(h[c+9>>0]|0)+-1640531527+(a<<6)+(a>>>2)^a;if((e|0)!=1){e=c+10|0;while(1){c=h[e>>0]|0;a=(a<<6)+-1640531527+(a>>>2)+((h[d+3>>0]|0)+-1640531527+(c<<6)+(c>>>2)^c)^a;d=e+2|0;if((d|0)==(g|0))break;else{c=e;e=d;d=c}}}}i=(i<<6)+-1640531527+(i>>>2)+a^i;return i|0}function ihb(){var a=0;if(!(b[257360]|0))if(MPb(257360)|0){a=(((f[64734]|0)+-59|0)>>>0)/3|0;f[64692]=a>>>0<256?a:256}return f[64692]|0}function jhb(){var a=0;if(b[257368]|0)return 258772;if(!(MPb(257368)|0))return 258772;a=pOb(20)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[a+16>>2]=1.0;f[64693]=a;return 258772}function khb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;H=u;u=u+288|0;C=H+24|0;q=H+280|0;E=H+268|0;F=H+256|0;G=H;B=H+120|0;v=H+108|0;r=H+96|0;s=H+84|0;t=H+72|0;w=H+60|0;x=H+48|0;f[E>>2]=0;f[E+4>>2]=0;f[E+8>>2]=0;f[F>>2]=0;f[F+4>>2]=0;f[F+8>>2]=0;D=G+16|0;f[D>>2]=0;y=B+4|0;f[B>>2]=15100;z=B+56|0;f[z>>2]=15120;tEb(B+56|0,y);f[B+128>>2]=0;f[B+132>>2]=-1;f[B>>2]=39656;f[B+56>>2]=39676;xEb(y);f[y>>2]=39692;A=B+36|0;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;f[B+52>>2]=16;f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;k3a(y,C);if((b[C+11>>0]|0)<0)sOb(f[C>>2]|0);if(Apb()|0){p=m3a(B,237559,18)|0;vEb(C,p+(f[(f[p>>2]|0)+-12>>2]|0)|0);o=XFb(C,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(C);OEb(p,o)|0;AEb(p)|0}else if(Dpb()|0){p=m3a(B,237578,25)|0;vEb(C,p+(f[(f[p>>2]|0)+-12>>2]|0)|0);o=XFb(C,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(C);OEb(p,o)|0;AEb(p)|0}if(evb()|0)m3a(B,237604,23)|0;if(dvb()|0)m3a(B,237628,15)|0;h=c+4|0;if(!(f[h>>2]&8)){a=m3a(B,237667,22)|0;if(!(b[257360]|0))if(MPb(257360)|0){p=(((f[64734]|0)+-59|0)>>>0)/3|0;f[64692]=p>>>0<256?p:256}p=KEb(a,f[64692]|0)|0;b[C>>0]=10;m3a(p,C,1)|0}else m3a(B,237644,22)|0;a=f[h>>2]|0;if(a&1){m3a(B,237690,17)|0;a=f[h>>2]|0}if(a&16){m3a(B,237708,24)|0;a=f[h>>2]|0}if(a&2048|0)m3a(KEb(m3a(KEb(m3a(B,237733,32)|0,6)|0,237766,43)|0,4)|0,237810,27)|0;a:do switch(b[c>>0]|0){case 1:case 2:{FOb(E,237838)|0;FOb(F,237872)|0;if((b[c>>0]|0)==1)m3a(B,237906,24)|0;break}case 0:{FOb(E,237931)|0;FOb(F,237976)|0;switch(b[c+1>>0]|0){case 0:{m3a(B,238021,17)|0;break a}case 1:break;default:break a}m3a(B,238039,46)|0;if(f[h>>2]&262144|0)m3a(B,238086,34)|0;break}default:{}}while(0);a=f[h>>2]|0;if(a&4){m3a(B,238121,24)|0;a=f[h>>2]|0}if(a&32){m3a(B,238146,21)|0;a=f[h>>2]|0;if(a&64){m3a(B,238168,9)|0;a=f[h>>2]|0}if(a&128|0)m3a(B,238178,10)|0;m3a(B,238189,2)|0;a=f[h>>2]|0;if(a&256){m3a(B,238192,26)|0;a=f[h>>2]|0}}if(a&512){m3a(B,238219,22)|0;a=f[h>>2]|0}if(a&1024){m3a(B,238242,27)|0;a=f[h>>2]|0}if(a&131072){m3a(B,238270,22)|0;a=f[h>>2]|0}if(a&524288){m3a(B,238293,24)|0;a=f[h>>2]|0}if(a&2){m3a(B,238318,18)|0;a=f[h>>2]|0;if(a&4096){m3a(B,238337,23)|0;a=f[h>>2]|0}if(a&8192){m3a(B,238361,22)|0;a=f[h>>2]|0}if(a&16384){m3a(B,238384,24)|0;a=f[h>>2]|0}}if(a&32768|0){m3a(B,238409,24)|0;if(f[h>>2]&65536|0)m3a(B,238434,31)|0}j=v+8|0;f[j>>2]=0;k=r+8|0;f[k>>2]=0;l=s+8|0;f[l>>2]=0;m=t+8|0;f[m>>2]=0;n=f[c+16>>2]|0;if(!n){h=0;a=0}else{h=0;o=0;a=0;p=0;do{d[v+(h<<1)>>1]=p;h=(f[j>>2]|0)+1|0;f[j>>2]=h;i=b[c+8+(o<<1)+1>>0]&1;if(i<<24>>24){d[r+(a<<1)>>1]=p;a=(f[k>>2]|0)+1|0;f[k>>2]=a}if(!(b[c+8+(o<<1)>>0]|0)){I=i<<24>>24!=0;o=I?m:l;i=f[o>>2]|0;d[(I?t:s)+(i<<1)>>1]=p;f[o>>2]=i+1}p=p+1<<16>>16;o=p&65535}while(n>>>0>o>>>0)}I=KEb(m3a(B,238466,23)|0,h)|0;b[C>>0]=10;m3a(I,C,1)|0;a=KEb(m3a(B,238490,30)|0,a)|0;b[C>>0]=10;m3a(a,C,1)|0;lhb(B,238521,v);lhb(B,238531,r);lhb(B,238548,s);lhb(B,238568,t);l3a(x,y);fhb(w,x);t=f[w>>2]|0;v=w+4|0;f[q>>2]=f[v>>2];d[q+4>>1]=d[v+4>>1]|0;b[q+6>>0]=b[v+6>>0]|0;v=b[w+11>>0]|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;a=C+16|0;I=pOb(16)|0;f[I>>2]=40592;f[I+4>>2]=t;t=I+8|0;f[t>>2]=f[q>>2];d[t+4>>1]=d[q+4>>1]|0;b[t+6>>0]=b[q+6>>0]|0;b[I+15>>0]=v;f[q>>2]=0;d[q+4>>1]=0;b[q+6>>0]=0;f[a>>2]=I;mhb(C,G);a=f[a>>2]|0;if((C|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);if((b[w+11>>0]|0)<0)sOb(f[w>>2]|0);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);f[B>>2]=39656;f[z>>2]=39676;f[y>>2]=39692;if((b[A+11>>0]|0)<0)sOb(f[A>>2]|0);oDb(y);kEb(B,39752);jDb(z);j=E+11|0;tvb(C,35633,(b[j>>0]|0)<0?f[E>>2]|0:E,G,0);I=f[C>>2]|0;h=C+4|0;B=f[h>>2]|0;f[C>>2]=0;f[h>>2]=0;f[e>>2]=I;I=e+4|0;a=f[I>>2]|0;f[I>>2]=B;do if(a|0){iOb(a);a=f[h>>2]|0;if(!a)break;iOb(a)}while(0);i=F+11|0;tvb(C,35632,(b[i>>0]|0)<0?f[F>>2]|0:F,G,0);I=f[C>>2]|0;h=C+4|0;e=f[h>>2]|0;f[C>>2]=0;f[h>>2]=0;f[g>>2]=I;I=g+4|0;a=f[I>>2]|0;f[I>>2]=e;do if(a|0){iOb(a);a=f[h>>2]|0;if(!a)break;iOb(a)}while(0);a=f[D>>2]|0;do if((G|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);if((b[i>>0]|0)<0)sOb(f[F>>2]|0);if((b[j>>0]|0)>=0){u=H;return}sOb(f[E>>2]|0);u=H;return}function lhb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,j=0;i=u;u=u+16|0;h=i;g=e+8|0;if(!(f[g>>2]|0)){u=i;return}j=m3a(a,238589,8)|0;m3a(j,c,pAb(c)|0)|0;g=f[g>>2]|0;c=e+(g<<1)|0;if(g|0)do{j=m3a(a,238598,10)|0;j=IEb(j,d[e>>1]|0)|0;b[h>>0]=41;m3a(j,h,1)|0;e=e+2|0}while((e|0)!=(c|0));vEb(h,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);j=XFb(h,260896)|0;j=Rg[f[(f[j>>2]|0)+28>>2]&255](j,10)|0;YFb(h);OEb(a,j)|0;AEb(a)|0;u=i;return}function mhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;c=i;if((b|0)==(a|0)){u=i;return}e=a+16|0;d=f[e>>2]|0;g=d;h=b+16|0;if((d|0)==(a|0))if((f[h>>2]|0)==(b|0)){oh[f[(f[d>>2]|0)+12>>2]&1023](d,c);g=f[e>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[e>>2]=0;g=f[h>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,a);g=f[h>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[h>>2]=0;f[e>>2]=a;oh[f[(f[c>>2]|0)+12>>2]&1023](c,b);gh[f[(f[c>>2]|0)+16>>2]&2047](c);f[h>>2]=b;u=i;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);h=f[e>>2]|0;gh[f[(f[h>>2]|0)+16>>2]&2047](h);h=b+16|0;f[e>>2]=f[h>>2];f[h>>2]=b;u=i;return}else{c=f[h>>2]|0;if((b|0)==(c|0)){oh[f[(f[c>>2]|0)+12>>2]&1023](c,a);g=f[h>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[h>>2]=f[e>>2];f[e>>2]=a;u=i;return}else{f[e>>2]=c;f[h>>2]=g;u=i;return}}}function nhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;Oqb(a);zvb(h);b=f[a>>2]|0;a=f[h>>2]|0;e=h+4|0;g=f[e>>2]|0;if(g|0)gOb(g);f[b+200>>2]=a;a=b+204|0;b=f[a>>2]|0;f[a>>2]=g;if(b|0)iOb(b);Gvb(f[h>>2]|0,c);Gvb(f[h>>2]|0,d);Hvb(f[h>>2]|0,0);b=f[e>>2]|0;if(!b){u=i;return}iOb(b);u=i;return}function ohb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+16|0;o=s+8|0;p=s+4|0;q=s;r=Mvb(f[(f[c>>2]|0)+200>>2]|0)|0;l=Ovb(f[(f[c>>2]|0)+200>>2]|0)|0;m=qOb(l+2|0)|0;if(!r){tOb(m);u=s;return}n=m+3|0;k=d+16|0;j=0;do{f[o>>2]=0;f[p>>2]=0;f[q>>2]=0;Qvb(f[(f[c>>2]|0)+200>>2]|0,j,l,o,p,q,m);a=f[o>>2]|0;a:do if((a|0)>=4)if(!(RAb(m,238609,3)|0)){if((b[m+(a+-1)>>0]|0)==93){i=m+(a+-2)|0;if(!(oAb(n,238613)|0)){i=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+52>>2]=i;break}if(!(oAb(n,238635)|0)){i=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+108>>2]=i;break}if(!(oAb(n,238657)|0)){g=f[k>>2]|0;h=f[p>>2]|0;h=(g|0)<(h|0)?g:h;if((h|0)>0)g=0;else break;while(1){if(!g)a=0;else{d=g;a=0;while(1){a=a+1|0;if(d>>>0<10)break;else d=(d>>>0)/10|0}}e=(a+-1|0)>>>0>2;a=e?1:a;t=i+a+1|0;d=t+-1|0;b[t>>0]=0;b[d>>0]=93;if(a|0){e=e?0:g;do{d=d+-1|0;a=a+-1|0;t=e;e=(e>>>0)/10|0;t=t+48+(X(e,-10)|0)&255;b[d>>0]=t}while((a|0)!=0)}t=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+36+(g+33<<2)>>2]=t;g=g+1|0;if((g|0)>=(h|0))break a}}if(oAb(n,238679)|0)break;t=f[k>>2]|0;h=f[p>>2]|0;h=(t|0)<(h|0)?t:h;if((h|0)>0)g=0;else break;while(1){if(!g)a=0;else{d=g;a=0;while(1){a=a+1|0;if(d>>>0<10)break;else d=(d>>>0)/10|0}}e=(a+-1|0)>>>0>2;a=e?1:a;t=i+a+1|0;d=t+-1|0;b[t>>0]=0;b[d>>0]=93;if(a|0){e=e?0:g;do{d=d+-1|0;a=a+-1|0;t=e;e=(e>>>0)/10|0;t=t+48+(X(e,-10)|0)&255;b[d>>0]=t}while((a|0)!=0)}t=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+36+(g+37<<2)>>2]=t;g=g+1|0;if((g|0)>=(h|0))break a}}d=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;do if(!(oAb(n,238698)|0))a=0;else if(!(oAb(n,238720)|0))a=1;else if(!(oAb(n,238736)|0))a=2;else if(!(oAb(n,238753)|0))a=3;else if(!(oAb(n,238771)|0))a=5;else if(!(oAb(n,238791)|0))a=15;else if(!(oAb(n,238815)|0))a=6;else if(!(oAb(n,238838)|0))a=7;else if(!(oAb(n,238846)|0))a=8;else if(!(oAb(n,238859)|0))a=9;else if(!(oAb(n,238874)|0))a=10;else if(!(oAb(n,238885)|0))a=11;else if(!(oAb(n,238912)|0))a=12;else{if(!(oAb(n,238931)|0)){a=13;break}if(!(oAb(n,238944)|0)){a=14;break}if(!(oAb(n,238956)|0)){a=16;break}if(!(oAb(n,238980)|0)){a=17;break}if(!(oAb(n,239e3)|0)){a=19;break}if(!(oAb(n,239010)|0)){a=20;break}if(!(oAb(n,239025)|0)){a=21;break}if(!(oAb(n,239049)|0)){a=22;break}if(!(oAb(n,239073)|0)){a=23;break}if(!(oAb(n,239092)|0)){a=24;break}if(!(oAb(n,239106)|0)){a=25;break}if(!(oAb(n,239123)|0)){a=26;break}if(!(oAb(n,239154)|0)){a=27;break}if(!(oAb(n,239171)|0)){a=28;break}if(!(oAb(n,239198)|0)){a=29;break}if(!(oAb(n,239213)|0)){a=30;break}if(!(oAb(n,239240)|0)){a=31;break}if(!(oAb(n,239263)|0))a=32;else break a}while(0);f[(f[c>>2]|0)+36+(a<<2)>>2]=d}while(0);j=j+1|0}while((j|0)!=(r|0));tOb(m);u=s;return}function phb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+8|0;j=m+4|0;k=m;l=Lvb(f[(f[b>>2]|0)+200>>2]|0)|0;d=Nvb(f[(f[b>>2]|0)+200>>2]|0)|0;e=qOb(d)|0;if(!l){tOb(e);u=m;return}g=e+3|0;a=0;do{f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;Pvb(f[(f[b>>2]|0)+200>>2]|0,a,d,i,j,k,e);do if((f[i>>2]|0)>=4)if(!(RAb(e,238609,3)|0)){h=Jvb(f[(f[b>>2]|0)+200>>2]|0,e)|0;if(!(oAb(g,239280)|0))c=0;else if(!(oAb(g,239291)|0))c=1;else if(!(oAb(g,239302)|0))c=2;else if(!(oAb(g,239317)|0))c=5;else if(!(oAb(g,239333)|0))c=6;else if(!(oAb(g,239349)|0))c=7;else if(!(oAb(g,239365)|0))c=3;else if(!(oAb(g,239380)|0))c=4;else if(!(oAb(g,239399)|0))c=8;else break;f[(f[b>>2]|0)+(c<<2)>>2]=h}while(0);a=a+1|0}while((a|0)!=(l|0));tOb(e);u=m;return}function qhb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;rhb(i,c,d,e);g=f[i>>2]|0;if(!g){f[a>>2]=0;e=i+4|0;c=a+4|0}else{c=g;h=g+208|0;e=b[h>>0]|0;do if(!(e&3)){b[h>>0]=e|1;if(Ivb(f[g+200>>2]|0)|0){ohb(0,i,d);phb(0,i,0);c=f[i>>2]|0;d=c+208|0;b[d>>0]=b[d>>0]|2;break}else{c=f[i>>2]|0;break}}while(0);f[a>>2]=c;c=i+4|0;f[a+4>>2]=f[c>>2];f[i>>2]=0;e=c}f[c>>2]=0;c=f[e>>2]|0;if(!c){u=j;return}iOb(c);u=j;return}function rhb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=0;s=u;u=u+1280|0;g=f[c>>2]|0;q=hhb(0,d)|0;o=f[g+4>>2]|0;a:do if(o|0){if(!((o+-1|0)&o))p=(o+-1|0)&q;else if(q>>>0<o>>>0)p=q;else p=(q>>>0)%(o>>>0)|0;g=f[(f[g>>2]|0)+(p<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){i=b[d>>0]|0;l=b[d+1>>0]|0;n=f[d+4>>2]|0;k=f[d+16>>2]|0;b:{h=1;if(h)if(!((o+-1|0)&o)){if(i<<24>>24)while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;if((h|0)==(q|0))if((b[g+8>>0]|0)==i<<24>>24)if((f[g+12>>2]|0)==(n|0)){m=g;break b}g=f[g>>2]|0;if(!g)break a}if(!k)while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;if((h|0)==(q|0)){h=g+8|0;if(!(b[h>>0]|0))if((b[h+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if(!(f[g+24>>2]|0)){m=g;break b}}g=f[g>>2]|0;if(!g)break a}while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;c:do if((h|0)==(q|0)){j=g+8|0;if(!(b[j>>0]|0))if((b[j+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if((f[g+24>>2]|0)==(k|0)){h=d+8|0;i=g+16|0;while(1){if((b[i>>0]|0)!=(b[h>>0]|0))break c;if((b[i+1>>0]|0)!=(b[h+1>>0]|0))break c;i=i+2|0;if((i|0)==(j+8+(k<<1)|0|0)){j=g;r=65;break b}else h=h+2|0}}}while(0);g=f[g>>2]|0;if(!g)break a}}else h=1;if(h)if(1){if(i<<24>>24)while(1){h=f[g+4>>2]|0;if((h|0)==(q|0)){if((b[g+8>>0]|0)==i<<24>>24)if((f[g+12>>2]|0)==(n|0)){m=g;break b}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}g=f[g>>2]|0;if(!g)break a}if(!k)while(1){h=f[g+4>>2]|0;if((h|0)==(q|0)){h=g+8|0;if(!(b[h>>0]|0))if((b[h+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if(!(f[g+24>>2]|0)){m=g;break b}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}g=f[g>>2]|0;if(!g)break a}while(1){h=f[g+4>>2]|0;d:do if((h|0)==(q|0)){j=g+8|0;if(!(b[j>>0]|0))if((b[j+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if((f[g+24>>2]|0)==(k|0)){h=d+8|0;i=g+16|0;while(1){if((b[i>>0]|0)!=(b[h>>0]|0))break d;if((b[i+1>>0]|0)!=(b[h+1>>0]|0))break d;i=i+2|0;if((i|0)==(j+8+(k<<1)|0|0)){j=g;r=65;break b}else h=h+2|0}}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}while(0);g=f[g>>2]|0;if(!g)break a}}}if((r|0)==65)if(!j)break;else m=j;if(e){g=f[m+44>>2]|0;f[a>>2]=g;h=f[m+48>>2]|0;f[(a+4|0)>>2]=h;if(h){gOb(h);g=f[a>>2]|0}if(g|0){u=s;return}g=f[(a+4|0)>>2]|0;if(g|0)iOb(g)}g=f[m+28>>2]|0;f[(s+16|0)>>2]=g;h=f[m+32>>2]|0;f[((s+16|0)+4|0)>>2]=h;if(h)gOb(h);i=f[m+36>>2]|0;f[(s+8|0)>>2]=i;j=f[m+40>>2]|0;f[((s+8|0)+4|0)>>2]=j;if(j)gOb(j);if(g|0)if(!((f[g>>2]|0)==0|(i|0)==0))if(f[i>>2]|0){nhb(a,0,s+16|0,s+8|0);if(!e){g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}g=f[a>>2]|0;h=f[a+4>>2]|0;if(h|0)gOb(h);f[m+44>>2]=g;a=m+48|0;g=f[a>>2]|0;f[a>>2]=h;if(g|0)iOb(g);g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}if(j)iOb(j);if(h)iOb(h)}}}while(0);f[(s+16|0)>>2]=0;f[((s+16|0)+4|0)>>2]=0;f[(s+8|0)>>2]=0;f[((s+8|0)+4|0)>>2]=0;khb(0,d,s+16|0,s+8|0);h=f[(s+16|0)>>2]|0;g=1;if(g){g=0;if(!h)r=99;else g=1}if(g)if(1){g=1;if(g){g=0;if(!(f[h>>2]|0))r=99;else g=1}if(g)if(1){h=f[(s+8|0)>>2]|0;g=1;if(g){g=0;if(!h)r=99;else g=1}if(g)if(1){g=1;if(g){g=0;if(!(f[h>>2]|0))r=99;else g=1}if(g)if(1){nhb(s,0,s+16|0,s+8|0);p=f[c>>2]|0;q=hhb(0,d)|0;c=f[(p+4|0)>>2]|0;f[s+48>>2]=a;f[s+64>>2]=d;f[s+72>>2]=e;f[s+552>>2]=p;f[s+560>>2]=q;f[s+568>>2]=c;f[s+1136>>2]=r;f[s+1208>>2]=0;f[s+1212>>2]=0;zjb(s);r=f[s+1136>>2]|0}}}}if((r|0)==99){f[a>>2]=0;f[a+4>>2]=0}g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}function shb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[a+4>>2]=0;return}if(c>>>0>1073741823)vd();v=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=v;if(d|0)sOb(d);f[a+4>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;u=c+-1|0;v=(u&c|0)==0;if(v)d=d&u;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{g=i;h=e;e=i}a:while(1){t=g;g=h;s=e;b:while(1){e=g;while(1){g=f[e+4>>2]|0;if(v)g=g&u;else if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)==(d|0))break;h=(f[a>>2]|0)+(g<<2)|0;if(!(f[h>>2]|0))break b;i=f[e>>2]|0;c:do if(!i)h=e;else{n=e+8|0;j=b[n>>0]|0;l=j<<24>>24==0;o=n+1|0;r=e+12|0;m=l^1;p=e+24|0;q=e+16|0;if(l)h=e;else{h=e;while(1){if(j<<24>>24!=(b[i+8>>0]|0))break c;if((f[r>>2]|0)!=(f[i+12>>2]|0))break c;h=f[i>>2]|0;if(!h){h=i;break c}else{q=i;i=h;h=q}}}while(1){j=i+8|0;if(b[j>>0]|0)break c;if((b[o>>0]|0)!=(b[j+1>>0]|0))break c;j=(f[r>>2]|0)!=(f[i+12>>2]|0);do if(j|m){if(j)break c}else{j=f[p>>2]|0;if((j|0)!=(f[i+24>>2]|0))break c;l=n+8+(j<<1)|0;if(!j)break;j=i+16|0;k=q;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break c;if((b[k+1>>0]|0)!=(b[j+1>>0]|0))break c;k=k+2|0;if((k|0)==(l|0))break;else j=j+2|0}}while(0);h=f[i>>2]|0;if(!h){h=i;break}else{l=i;i=h;h=l}}}while(0);f[s>>2]=f[h>>2];f[h>>2]=f[f[(f[a>>2]|0)+(g<<2)>>2]>>2];f[f[(f[a>>2]|0)+(g<<2)>>2]>>2]=e;e=f[t>>2]|0;if(!e){d=44;break a}}g=f[e>>2]|0;if(!g){d=44;break a}else{t=e;s=e}}f[h>>2]=s;h=f[e>>2]|0;if(!h){d=44;break}else{d=g;g=e}}if((d|0)==44)return}function thb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+64|0;q=r+48|0;n=r+28|0;p=r;i=f[c>>2]|0;o=c+4|0;m=f[o>>2]|0;a:do if((i|0)!=(m|0)){l=i;while(1){i=l+24|0;j=b[i>>0]|0;if(j&2)if((f[l+16>>2]|0)==(g|0))if((f[l+20>>2]|0)==(h|0)){k=f[l>>2]|0;if((f[k+16>>2]|0)==(d|0))if((f[k+20>>2]|0)==(e|0))break}i=l+28|0;if((i|0)==(m|0))break a;else l=i}b[i>>0]=j&-4|1;f[a>>2]=k;i=f[l+4>>2]|0;f[a+4>>2]=i;if(i|0)gOb(i);f[a+8>>2]=f[l+8>>2];i=f[l+12>>2]|0;f[a+12>>2]=i;if(i|0)gOb(i);f[a+16>>2]=c;u=r;return}while(0);Twb(q);Lwb(n);Nwb(n,h,0);axb(f[q>>2]|0,g,d,e,n);f[p>>2]=f[q>>2];d=p+4|0;e=q+4|0;i=f[e>>2]|0;f[d>>2]=i;if(!i){i=p+24|0;j=1}else{gOb(i);j=p+24|0;i=j;j=b[j>>0]&-4|1}k=p+8|0;f[k>>2]=0;l=p+12|0;f[l>>2]=0;m=p+16|0;f[m>>2]=g;f[p+20>>2]=h;b[i>>0]=j;i=f[o>>2]|0;if(i>>>0<(f[c+8>>2]|0)>>>0){f[i>>2]=f[p>>2];f[i+4>>2]=f[d>>2];f[p>>2]=0;f[d>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[k>>2]=0;f[l>>2]=0;p=i+16|0;f[p>>2]=f[m>>2];f[p+4>>2]=f[m+4>>2];b[p+8>>0]=b[m+8>>0]|0;f[o>>2]=(f[o>>2]|0)+28}else{uhb(c,p);i=f[l>>2]|0;if(i|0)iOb(i)}i=f[d>>2]|0;if(i|0)iOb(i);f[a>>2]=f[q>>2];i=f[e>>2]|0;f[a+4>>2]=i;if(!i)i=0;else{gOb(i);i=f[e>>2]|0}f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=c;if(i|0)iOb(i);u=r;return}function uhb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=a+4|0;k=f[o>>2]|0;d=f[a>>2]|0;j=(k-d|0)/28|0;e=j+1|0;m=d;g=k;if(e>>>0>153391689)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/28|0;h=l<<1;h=l>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)i=0;else if(h>>>0>153391689)vd();else{i=pOb(h*28|0)|0;break}while(0);e=i+(j*28|0)|0;d=e;l=i+(h*28|0)|0;f[e>>2]=f[c>>2];p=c+4|0;f[i+(j*28|0)+4>>2]=f[p>>2];f[c>>2]=0;f[p>>2]=0;p=c+8|0;f[i+(j*28|0)+8>>2]=f[p>>2];h=c+12|0;f[i+(j*28|0)+12>>2]=f[h>>2];f[p>>2]=0;f[h>>2]=0;j=i+(j*28|0)+16|0;c=c+16|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];b[j+8>>0]=b[c+8>>0]|0;c=e+28|0;if((g|0)==(m|0))h=k;else{do{k=g;g=g+-28|0;f[e+-28>>2]=f[g>>2];j=k+-24|0;f[e+-24>>2]=f[j>>2];f[g>>2]=0;f[j>>2]=0;j=k+-20|0;f[e+-20>>2]=f[j>>2];p=k+-16|0;f[e+-16>>2]=f[p>>2];f[j>>2]=0;f[p>>2]=0;p=e+-12|0;k=k+-12|0;f[p>>2]=f[k>>2];f[p+4>>2]=f[k+4>>2];b[p+8>>0]=b[k+8>>0]|0;e=d+-28|0;d=e}while((g|0)!=(m|0));h=f[a>>2]|0}f[a>>2]=d;e=f[o>>2]|0;f[o>>2]=c;f[n>>2]=l;g=h;if((e|0)!=(g|0))do{d=f[e+-16>>2]|0;if(d|0)iOb(d);d=f[e+-24>>2]|0;e=e+-28|0;if(d|0)iOb(d)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function vhb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+16|0;l=o+12|0;k=o+8|0;m=o+4|0;n=o;d=f[a>>2]|0;j=a+4|0;i=f[j>>2]|0;c=i;a:do if((d|0)==(i|0))e=4;else while(1){if(!(b[d+24>>0]&1)){e=4;break a}d=d+28|0;if((d|0)==(i|0)){d=c;break}}while(0);if((e|0)==4){e=d;if((d|0)==(i|0))d=e;else{c=e;d=e;b:while(1){do{g=c;e=g+28|0;c=e;if((e|0)==(i|0))break b}while(!(b[g+52>>0]&1));h=d;q=f[e>>2]|0;r=g+32|0;p=f[r>>2]|0;f[e>>2]=0;f[r>>2]=0;f[d>>2]=q;e=h+4|0;d=f[e>>2]|0;f[e>>2]=p;if(d|0)iOb(d);p=g+36|0;r=f[p>>2]|0;d=g+40|0;q=f[d>>2]|0;f[p>>2]=0;f[d>>2]=0;f[h+8>>2]=r;r=h+12|0;d=f[r>>2]|0;f[r>>2]=q;if(d|0)iOb(d);d=h+16|0;r=g+44|0;f[d>>2]=f[r>>2];f[d+4>>2]=f[r+4>>2];b[d+8>>0]=b[r+8>>0]|0;d=h+28|0}c=f[j>>2]|0}}f[m>>2]=d;f[n>>2]=c;f[k>>2]=f[m>>2];f[l>>2]=f[n>>2];whb(a,k,l)|0;u=o;return}function whb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=f[a>>2]|0;e=f[c>>2]|0;h=h+(((e-h|0)/28|0)*28|0)|0;c=f[d>>2]|0;if((c|0)==(e|0))return h|0;c=h+(((c-e|0)/28|0)*28|0)|0;g=a+4|0;a=f[g>>2]|0;if((c|0)==(a|0))e=h;else{e=h;do{i=f[c>>2]|0;d=c+4|0;j=f[d>>2]|0;f[c>>2]=0;f[d>>2]=0;f[e>>2]=i;i=e+4|0;d=f[i>>2]|0;f[i>>2]=j;if(d|0)iOb(d);k=c+8|0;j=f[k>>2]|0;d=c+12|0;i=f[d>>2]|0;f[k>>2]=0;f[d>>2]=0;f[e+8>>2]=j;j=e+12|0;d=f[j>>2]|0;f[j>>2]=i;if(d|0)iOb(d);k=e+16|0;j=c+16|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];b[k+8>>0]=b[j+8>>0]|0;c=c+28|0;e=e+28|0}while((c|0)!=(a|0));c=f[g>>2]|0}if((c|0)==(e|0))return h|0;do{f[g>>2]=c+-28;d=f[c+-16>>2]|0;if(d|0)iOb(d);c=f[c+-24>>2]|0;if(c|0)iOb(c);c=f[g>>2]|0}while((c|0)!=(e|0));return h|0}function xhb(a){a=a|0;var b=0;b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[a>>2]=b;return}function yhb(a){a=a|0;var b=0,c=0,d=0,e=0;e=f[a>>2]|0;f[a>>2]=0;if(!e)return;a=f[e>>2]|0;if(a|0){d=e+4|0;b=f[d>>2]|0;if((b|0)!=(a|0)){do{f[d>>2]=b+-28;c=f[b+-16>>2]|0;if(c|0)iOb(c);b=f[b+-24>>2]|0;if(b|0)iOb(b);b=f[d>>2]|0}while((b|0)!=(a|0));a=f[e>>2]|0}sOb(a)}sOb(e);return}function zhb(a){a=a|0;var c=0,d=0,e=0;c=f[a>>2]|0;a=f[c>>2]|0;c=f[c+4>>2]|0;if((a|0)==(c|0))return;do{d=a+24|0;e=b[d>>0]|0;b[d>>0]=((e&255)>>>1&1|e&-2)^1;a=a+28|0}while((a|0)!=(c|0));return}function Ahb(a){a=a|0;vhb(f[a>>2]|0);return}function Bhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;thb(a,f[b>>2]|0,c,d,6408,9729);return}function Chb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;return}function Dhb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;Ehb(a,b)|0;return}function Ehb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;Fhb(a);c=f[b>>2]|0;h=b+4|0;d=f[h>>2]|0;if(d|0)gOb(d);f[a>>2]=c;g=a+4|0;c=f[g>>2]|0;f[g>>2]=d;if(c|0)iOb(c);e=b+8|0;c=f[e>>2]|0;g=b+12|0;d=f[g>>2]|0;if(d|0)gOb(d);f[a+8>>2]=c;i=a+12|0;c=f[i>>2]|0;f[i>>2]=d;if(c|0)iOb(c);d=b+16|0;f[a+16>>2]=f[d>>2];f[b>>2]=0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)iOb(c);f[e>>2]=0;c=f[g>>2]|0;f[g>>2]=0;if(!c){f[d>>2]=0;return a|0}iOb(c);f[d>>2]=0;return a|0}function Fhb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;d=f[a>>2]|0;if(!d)return;e=f[a+16>>2]|0;h=a+8|0;c=f[e>>2]|0;e=f[e+4>>2]|0;a:do if((c|0)!=(e|0)){g=c;while(1){if((f[g>>2]|0)==(d|0))break;c=g+28|0;if((c|0)==(e|0))break a;else g=c}e=f[h>>2]|0;c=e;if(e|0){d=g+8|0;if(!(f[d>>2]|0)){e=f[a+12>>2]|0;if(e|0)gOb(e);f[d>>2]=c;d=g+12|0;c=f[d>>2]|0;f[d>>2]=e;if(c|0)iOb(c)}}g=g+24|0;b[g>>0]=b[g>>0]|2}while(0);f[h>>2]=0;h=a+12|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)iOb(c);f[a>>2]=0;a=a+4|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function Ghb(a){a=a|0;var b=0;Fhb(a);b=f[a+12>>2]|0;if(b|0)iOb(b);a=f[a+4>>2]|0;if(!a)return;iOb(a);return}function Hhb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;e=u;u=u+16|0;b=e;d=a+8|0;if(f[d>>2]|0){u=e;return d|0}if(!(f[a>>2]|0)){u=e;return d|0}xub(b);g=f[b>>2]|0;c=b+4|0;h=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[d>>2]=g;g=a+12|0;b=f[g>>2]|0;f[g>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}Gub(f[d>>2]|0,0,a,3553,0);u=e;return d|0}function Ihb(a,c){a=a|0;c=c|0;var d=0,e=0;f[a>>2]=c;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;f[a+36>>2]=0;f[a+40>>2]=0;f[a+44>>2]=0;f[a+52>>2]=0;f[a+56>>2]=0;f[a+60>>2]=0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+76>>2]=0;f[a+84>>2]=0;f[a+88>>2]=0;f[a+92>>2]=0;f[a+100>>2]=0;f[a+104>>2]=0;f[a+108>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+124>>2]=0;f[a+132>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;f[a+148>>2]=0;f[a+152>>2]=0;f[a+156>>2]=0;f[a+164>>2]=0;f[a+168>>2]=0;f[a+172>>2]=0;f[a+180>>2]=0;f[a+184>>2]=0;f[a+188>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+204>>2]=0;f[a+212>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+228>>2]=0;f[a+232>>2]=0;f[a+236>>2]=0;f[a+244>>2]=0;f[a+248>>2]=0;f[a+252>>2]=0;f[a+260>>2]=0;f[a+264>>2]=0;f[a+268>>2]=0;n[a+16>>2]=1.1754943508222875e-38;n[a+32>>2]=2.949390792950442e-31;n[a+48>>2]=8.634480793659976e-29;n[a+64>>2]=2.5277850549753892e-26;n[a+80>>2]=7.40021027743059e-24;n[a+96>>2]=2.1664466087939005e-21;n[a+112>>2]=6.34237477651372e-19;n[a+128>>2]=1.8567602772480624e-16;n[a+144>>2]=5.435753640281073e-14;n[a+160>>2]=1.591342509155158e-11;n[a+176>>2]=4.658730290429958e-09;n[a+192>>2]=1.363865294479183e-06;n[a+208>>2]=3.9927801117300987e-04;n[a+224>>2]=.11689052730798721;n[a+240>>2]=34.220252990722656;n[a+256>>2]=3402823466385288598117041.0e14;c=a+344|0;d=a+272|0;e=d+72|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=1.0;e=a+348|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+364>>2]=1.0;e=a+368|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+384>>2]=1.0;e=a+388|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+404>>2]=1.0;e=a+408|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+424>>2]=1.0;e=a+428|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+444>>2]=1.0;e=a+448|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+464>>2]=1.0;e=a+468|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+484>>2]=1.0;e=a+488|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+504>>2]=1.0;e=a+508|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+524>>2]=1.0;e=a+528|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+544>>2]=1.0;e=a+548|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+564>>2]=1.0;e=a+568|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+584>>2]=1.0;e=a+588|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+604>>2]=1.0;e=a+608|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+624>>2]=1.0;e=a+628|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+644>>2]=1.0;e=a+648|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+664>>2]=1.0;e=a+668|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+684>>2]=1.0;e=a+688|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+704>>2]=1.0;e=a+708|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+724>>2]=1.0;e=a+728|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+744>>2]=1.0;e=a+748|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+764>>2]=1.0;e=a+768|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+784>>2]=1.0;e=a+788|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+804>>2]=1.0;e=a+808|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;f[a+828>>2]=0;a=a+832|0;b[a>>0]=b[a>>0]&-32|7;return}function Jhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=a+312|0;d=a+316|0;e=f[d>>2]|0;if(e>>>0<(f[a+320>>2]|0)>>>0){Khb(e,b);e=(f[d>>2]|0)+524|0;f[d>>2]=e;d=e;e=f[c>>2]|0;e=d-e|0;e=(e|0)/524|0;e=e+-1|0;return e|0}else{Lhb(c,b);d=f[d>>2]|0;e=f[c>>2]|0;e=d-e|0;e=(e|0)/524|0;e=e+-1|0;return e|0}return 0}function Khb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;e=f[c>>2]|0;f[c>>2]=0;h=c+4|0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;j=c+12|0;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){c=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[e+(c<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}k=a+20|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;n[a+40>>2]=1.0;k=a+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+60>>2]=1.0;k=a+64|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+80>>2]=1.0;k=a+84|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+100>>2]=1.0;k=a+104|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+120>>2]=1.0;k=a+124|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+140>>2]=1.0;k=a+144|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+160>>2]=1.0;k=a+164|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+180>>2]=1.0;k=a+184|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+200>>2]=1.0;k=a+204|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+220>>2]=1.0;k=a+224|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+240>>2]=1.0;k=a+244|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+260>>2]=1.0;k=a+264|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+280>>2]=1.0;k=a+284|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+300>>2]=1.0;k=a+304|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+320>>2]=1.0;k=a+324|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+340>>2]=1.0;k=a+344|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+360>>2]=1.0;k=a+364|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+380>>2]=1.0;k=a+384|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+400>>2]=1.0;k=a+404|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+420>>2]=1.0;k=a+424|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+440>>2]=1.0;k=a+444|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+460>>2]=1.0;k=a+464|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+480>>2]=1.0;k=a+484|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+500>>2]=1.0;k=a+504|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;b[k+16>>0]=0;return}function Lhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;e=((f[q>>2]|0)-c|0)/524|0;d=e+1|0;if(d>>>0>8196502)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/524|0;c=p<<1;c=p>>>0<4098251?(c>>>0<d>>>0?d:c):8196502;do if(!c)g=0;else if(c>>>0>8196502)vd();else{g=pOb(c*524|0)|0;break}while(0);e=g+(e*524|0)|0;d=e;p=g+(c*524|0)|0;Khb(e,b);o=e+524|0;n=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(n|0)){c=d;g=n;d=n}else{do{i=c;c=c+-524|0;m=f[c>>2]|0;f[c>>2]=0;j=i+-520|0;h=f[j>>2]|0;f[j>>2]=0;f[e+-524>>2]=m;f[e+-520>>2]=h;j=e+-516|0;k=i+-516|0;g=f[k>>2]|0;f[j>>2]=g;l=i+-512|0;b=f[l>>2]|0;f[e+-512>>2]=b;f[e+-508>>2]=f[i+-508>>2];if(b|0){g=f[g+4>>2]|0;b=h+-1|0;if(!(b&h))g=g&b;else if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;f[m+(g<<2)>>2]=j;f[k>>2]=0;f[l>>2]=0}Mhb(e+-504|0,i+-504|0);e=d+-524|0;d=e}while((c|0)!=(n|0));c=d;g=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;e=g;if((d|0)!=(e|0))do{H8a(d+-504|0);c=f[d+-516>>2]|0;d=d+-524|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(e|0));if(!g)return;sOb(g);return}function Mhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+1392|0;f[a>>2]=f[b>>2];e=f[(b+4|0)>>2]|0;f[(b+4|0)>>2]=0;d=f[(b+8|0)>>2]|0;f[(b+8|0)>>2]=0;f[a+4>>2]=e;f[a+8>>2]=d;c=f[(b+12|0)>>2]|0;f[(a+12|0)>>2]=c;h=f[(b+16|0)>>2]|0;f[a+16>>2]=h;f[a+20>>2]=f[b+20>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+12|0;f[(b+12|0)>>2]=0;f[(b+16|0)>>2]=0}e=f[(b+24|0)>>2]|0;f[(b+24|0)>>2]=0;d=f[(b+28|0)>>2]|0;f[(b+28|0)>>2]=0;f[a+24>>2]=e;f[a+28>>2]=d;c=f[(b+32|0)>>2]|0;f[(a+32|0)>>2]=c;h=f[(b+36|0)>>2]|0;f[a+36>>2]=h;f[a+40>>2]=f[b+40>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+32|0;f[(b+32|0)>>2]=0;f[(b+36|0)>>2]=0}e=f[(b+44|0)>>2]|0;f[(b+44|0)>>2]=0;d=f[(b+48|0)>>2]|0;f[(b+48|0)>>2]=0;f[a+44>>2]=e;f[a+48>>2]=d;c=f[(b+52|0)>>2]|0;f[(a+52|0)>>2]=c;h=f[(b+56|0)>>2]|0;f[a+56>>2]=h;f[a+60>>2]=f[b+60>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+52|0;f[(b+52|0)>>2]=0;f[(b+56|0)>>2]=0}e=f[(b+64|0)>>2]|0;f[(b+64|0)>>2]=0;d=f[(b+68|0)>>2]|0;f[(b+68|0)>>2]=0;f[a+64>>2]=e;f[a+68>>2]=d;c=f[(b+72|0)>>2]|0;f[(a+72|0)>>2]=c;h=f[(b+76|0)>>2]|0;f[a+76>>2]=h;f[a+80>>2]=f[b+80>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+72|0;f[(b+72|0)>>2]=0;f[(b+76|0)>>2]=0}e=f[(b+84|0)>>2]|0;f[(b+84|0)>>2]=0;d=f[(b+88|0)>>2]|0;f[(b+88|0)>>2]=0;f[a+84>>2]=e;f[a+88>>2]=d;c=f[(b+92|0)>>2]|0;f[(a+92|0)>>2]=c;h=f[(b+96|0)>>2]|0;f[a+96>>2]=h;f[a+100>>2]=f[b+100>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+92|0;f[(b+92|0)>>2]=0;f[(b+96|0)>>2]=0}e=f[(b+104|0)>>2]|0;f[(b+104|0)>>2]=0;d=f[(b+108|0)>>2]|0;f[(b+108|0)>>2]=0;f[a+104>>2]=e;f[a+108>>2]=d;c=f[(b+112|0)>>2]|0;f[(a+112|0)>>2]=c;h=f[(b+116|0)>>2]|0;f[a+116>>2]=h;f[a+120>>2]=f[b+120>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+112|0;f[(b+112|0)>>2]=0;f[(b+116|0)>>2]=0}e=f[(b+124|0)>>2]|0;f[(b+124|0)>>2]=0;d=f[(b+128|0)>>2]|0;f[(b+128|0)>>2]=0;f[a+124>>2]=e;f[a+128>>2]=d;c=f[(b+132|0)>>2]|0;f[(a+132|0)>>2]=c;h=f[(b+136|0)>>2]|0;f[a+136>>2]=h;f[a+140>>2]=f[b+140>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+132|0;f[(b+132|0)>>2]=0;f[(b+136|0)>>2]=0}e=f[(b+144|0)>>2]|0;f[(b+144|0)>>2]=0;d=f[(b+148|0)>>2]|0;f[(b+148|0)>>2]=0;f[a+144>>2]=e;f[a+148>>2]=d;c=f[(b+152|0)>>2]|0;f[(a+152|0)>>2]=c;h=f[(b+156|0)>>2]|0;f[a+156>>2]=h;f[a+160>>2]=f[b+160>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+152|0;f[(b+152|0)>>2]=0;f[(b+156|0)>>2]=0}e=f[(b+164|0)>>2]|0;f[(b+164|0)>>2]=0;d=f[(b+168|0)>>2]|0;f[(b+168|0)>>2]=0;f[a+164>>2]=e;f[a+168>>2]=d;c=f[(b+172|0)>>2]|0;f[(a+172|0)>>2]=c;h=f[(b+176|0)>>2]|0;f[a+176>>2]=h;f[a+180>>2]=f[b+180>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+172|0;f[(b+172|0)>>2]=0;f[(b+176|0)>>2]=0}e=f[(b+184|0)>>2]|0;f[(b+184|0)>>2]=0;d=f[(b+188|0)>>2]|0;f[(b+188|0)>>2]=0;f[a+184>>2]=e;f[a+188>>2]=d;c=f[(b+192|0)>>2]|0;f[(a+192|0)>>2]=c;h=f[(b+196|0)>>2]|0;f[a+196>>2]=h;f[a+200>>2]=f[b+200>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+192|0;f[(b+192|0)>>2]=0;f[(b+196|0)>>2]=0}e=f[(b+204|0)>>2]|0;f[(b+204|0)>>2]=0;d=f[(b+208|0)>>2]|0;f[(b+208|0)>>2]=0;f[a+204>>2]=e;f[a+208>>2]=d;c=f[(b+212|0)>>2]|0;f[(a+212|0)>>2]=c;h=f[(b+216|0)>>2]|0;f[a+216>>2]=h;f[a+220>>2]=f[b+220>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+212|0;f[(b+212|0)>>2]=0;f[(b+216|0)>>2]=0}e=f[(b+224|0)>>2]|0;f[(b+224|0)>>2]=0;d=f[(b+228|0)>>2]|0;f[(b+228|0)>>2]=0;f[a+224>>2]=e;f[a+228>>2]=d;c=f[(b+232|0)>>2]|0;f[(a+232|0)>>2]=c;h=f[(b+236|0)>>2]|0;f[a+236>>2]=h;f[a+240>>2]=f[b+240>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+232|0;f[(b+232|0)>>2]=0;f[(b+236|0)>>2]=0}h=f[(b+244|0)>>2]|0;f[(b+244|0)>>2]=0;e=f[(b+248|0)>>2]|0;f[(b+248|0)>>2]=0;f[a+244>>2]=h;f[g+16>>2]=a;f[g+24>>2]=b;f[g+160>>2]=e;f[g+976>>2]=h;f[g+1312>>2]=0;f[g+1316>>2]=0;Ajb(g);G=f[g+1312>>2]|0;D=f[g+1316>>2]|0;H=+n[g+1316>>2];f[g+1312>>2]=0;f[g+1316>>2]=0;if((G|0)==5){u=g;return}u=g}function Nhb(a){a=a|0;var b=0,c=0,d=0,e=0;d=f[a+312>>2]|0;c=a+316|0;a=f[c>>2]|0;if((a|0)==(d|0))return;do{b=a+-524|0;f[c>>2]=b;H8a(a+-504|0);a=f[a+-516>>2]|0;if(a|0)do{e=a;a=f[a>>2]|0;sOb(e)}while((a|0)!=0);a=f[b>>2]|0;f[b>>2]=0;if(a|0)sOb(a);a=f[c>>2]|0}while((a|0)!=(d|0));return}function Ohb(a,b){a=a|0;b=b|0;var c=0;c=f[a+312>>2]|0;return ((((f[a+316>>2]|0)-c|0)/524|0)>>>0>b>>>0?c+(b*524|0)+20|0:a+324|0)|0}function Phb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=f[(f[a>>2]|0)+64>>2]|0;g=f[(f[c+4>>2]|0)+44>>2]|0;h=(f[g+28>>2]|0)+(f[g+24>>2]|0)|0;i=f[g+32>>2]|0;if((i|0)==(0-h|0)){u=m;return}a:do if((e|0)==0&(b[g+148>>0]&2)==0){e=h+i|0;d=0}else if((d|0)!=0&(e|0)!=0){g=f[a+300>>2]|0;i=(f[a+296>>2]|0)+((f[a+308>>2]|0)*12|0)|0;if((i|0)!=(g|0)){while(1){h=g+-12|0;if((f[h>>2]|0)==(c|0))break;if((i|0)==(h|0))break a;else g=h}l=g+-4|0;f[l>>2]=(f[l>>2]|0)+e;u=m;return}}while(0);if(tSa(j)|0)k=10;else if(f[c+196>>2]&2048|0)k=10;if((k|0)==10)qSa(j,c);f[l>>2]=c;f[l+4>>2]=d;f[l+8>>2]=e;d=a+300|0;e=f[d>>2]|0;if(e>>>0<(f[a+304>>2]|0)>>>0){f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[d>>2]=(f[d>>2]|0)+12}else Qhb(a+296|0,l);u=m;return}function Qhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Rhb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0;y=0;E=u;u=u+7808|0;_bb(a+324|0);i=f[(a+312|0)>>2]|0;j=f[(a+316|0)>>2]|0;if((i|0)!=(j|0))do{_bb(i+20|0);i=i+524|0}while((i|0)!=(j|0));i=f[(f[a>>2]|0)+64>>2]|0;j=f[64745]|0;k=f[64746]|0;f[E+1024>>2]=a;f[E+1032>>2]=b;f[E+1040>>2]=c;f[E+1208>>2]=l;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+4680>>2]=s;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6112>>2]=j;f[E+6120>>2]=k;n[E+6200>>2]=x;f[E+7408>>2]=z;f[E+7416>>2]=A;f[E+7504>>2]=0;f[E+7508>>2]=0;Gjb(E);B=f[E+1608>>2]|0;C=f[E+1680>>2]|0;s=f[E+4680>>2]|0;t=f[E+4992>>2]|0;v=f[E+5056>>2]|0;w=f[E+5064>>2]|0;x=+n[E+6200>>2];z=f[E+7408>>2]|0;A=f[E+7416>>2]|0;G=f[E+7504>>2]|0;D=f[E+7508>>2]|0;H=+n[E+7508>>2];f[E+7504>>2]=0;f[E+7508>>2]=0;if((G|0)==6)return D|0;f[E+1024>>2]=a;f[E+7400>>2]=y;f[E+7408>>2]=z;f[E+7416>>2]=A;f[E+7496>>2]=0;f[E+7500>>2]=0;Fjb(E);l=f[E+7400>>2]|0;y=f[E+7408>>2]|0;f[E+1024>>2]=a;f[E+1032>>2]=b;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+3336>>2]=m;f[E+3344>>2]=o;f[E+3352>>2]=p;f[E+3368>>2]=q;f[E+3376>>2]=r;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6104>>2]=i;f[E+7400>>2]=l;f[E+7408>>2]=y;f[E+7416>>2]=A;f[E+7488>>2]=0;f[E+7492>>2]=0;Ejb(E);B=f[E+1608>>2]|0;C=f[E+1680>>2]|0;m=f[E+3336>>2]|0;o=f[E+3344>>2]|0;p=f[E+3352>>2]|0;q=f[E+3368>>2]|0;r=f[E+3376>>2]|0;y=f[E+7400>>2]|0;a:while(1){z=f[(a+288|0)>>2]|0;A=(f[(a+284|0)>>2]|0)==(z|0);f[E+1024>>2]=a;f[E+1040>>2]=c;f[E+1048>>2]=d;f[E+1056>>2]=e;f[E+1064>>2]=g;f[E+1072>>2]=h;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+3336>>2]=m;f[E+3344>>2]=o;f[E+3352>>2]=p;f[E+3368>>2]=q;f[E+3376>>2]=r;f[E+3400>>2]=z;f[E+3408>>2]=A;f[E+4680>>2]=s;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6112>>2]=j;f[E+6120>>2]=k;n[E+6200>>2]=x;f[E+7400>>2]=y;f[E+7480>>2]=0;f[E+7484>>2]=0;Djb(E);y=f[E+7400>>2]|0;G=f[E+7480>>2]|0;D=f[E+7484>>2]|0;H=+n[E+7484>>2];f[E+7480>>2]=0;f[E+7484>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 7:break a}}do{i=f[(a+324|0)>>2]|0;j=f[(a+312|0)>>2]|0;k=f[(a+316|0)>>2]|0;if((j|0)!=(k|0))do{i=(f[j+20>>2]|0)+i|0;j=j+524|0}while((j|0)!=(k|0));if(i>>>0>=e>>>0)break;i=xcb(a+324|0,h)|0;j=f[(a+312|0)>>2]|0;k=f[(a+316|0)>>2]|0;if((j|0)!=(k|0))do{i=i|(xcb(j+20|0,h)|0);j=j+524|0}while((j|0)!=(k|0))}while(i);b:do if(!(b<<24>>24))i=0;else if(!(f[(a+4|0)>>2]|0))if((f[(a+272|0)>>2]|0)==(f[(a+276|0)>>2]|0))if((((f[a+812>>2]|0)-(f[a+808>>2]|0)|0)/60|0|0)==(f[a+820>>2]|0)){i=f[(a+312|0)>>2]|0;j=f[(a+316|0)>>2]|0;if((i|0)!=(j|0))do{if((((f[i+508>>2]|0)-(f[i+504>>2]|0)|0)/60|0|0)!=(f[i+516>>2]|0)){i=1;break b}i=i+524|0}while((i|0)!=(j|0));i=(((f[C>>2]|0)-(f[(a+296|0)>>2]|0)|0)/12|0|0)==(f[B>>2]|0)?0:2}else i=1;else i=1;else i=1;while(0);a=i;u=E;return a|0}function Shb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=a+24|0;p[v>>3]=-+p[v>>3];b=+p[a>>3];c=+K(+b);p[a+192>>3]=c;v=a+8|0;c=+p[v>>3];d=+K(+c);p[a+200>>3]=d;u=a+16|0;d=+p[u>>3];g=+K(+d);p[a+208>>3]=g;p[a+336>>3]=b>=0.0?1.0:-1.0;p[a+344>>3]=c>=0.0?1.0:-1.0;p[a+352>>3]=d>=0.0?1.0:-1.0;t=a+56|0;p[t>>3]=-+p[t>>3];t=a+32|0;d=+p[t>>3];c=+K(+d);p[a+216>>3]=c;s=a+40|0;c=+p[s>>3];b=+K(+c);p[a+224>>3]=b;r=a+48|0;b=+p[r>>3];g=+K(+b);p[a+232>>3]=g;p[a+360>>3]=d>=0.0?1.0:-1.0;p[a+368>>3]=c>=0.0?1.0:-1.0;p[a+376>>3]=b>=0.0?1.0:-1.0;q=a+88|0;p[q>>3]=-+p[q>>3];q=a+64|0;b=+p[q>>3];c=+K(+b);p[a+240>>3]=c;o=a+72|0;c=+p[o>>3];d=+K(+c);p[a+248>>3]=d;n=a+80|0;d=+p[n>>3];g=+K(+d);p[a+256>>3]=g;p[a+384>>3]=b>=0.0?1.0:-1.0;p[a+392>>3]=c>=0.0?1.0:-1.0;p[a+400>>3]=d>=0.0?1.0:-1.0;m=a+120|0;p[m>>3]=-+p[m>>3];m=a+96|0;d=+p[m>>3];c=+K(+d);p[a+264>>3]=c;l=a+104|0;c=+p[l>>3];b=+K(+c);p[a+272>>3]=b;k=a+112|0;b=+p[k>>3];g=+K(+b);p[a+280>>3]=g;p[a+408>>3]=d>=0.0?1.0:-1.0;p[a+416>>3]=c>=0.0?1.0:-1.0;p[a+424>>3]=b>=0.0?1.0:-1.0;j=a+152|0;p[j>>3]=-+p[j>>3];j=a+128|0;b=+p[j>>3];c=+K(+b);p[a+288>>3]=c;i=a+136|0;c=+p[i>>3];d=+K(+c);p[a+296>>3]=d;h=a+144|0;d=+p[h>>3];g=+K(+d);p[a+304>>3]=g;p[a+432>>3]=b>=0.0?1.0:-1.0;p[a+440>>3]=c>=0.0?1.0:-1.0;p[a+448>>3]=d>=0.0?1.0:-1.0;w=a+184|0;p[w>>3]=-+p[w>>3];d=+p[a+160>>3];c=+K(+d);p[a+312>>3]=c;c=+p[a+168>>3];b=+K(+c);p[a+320>>3]=b;b=+p[a+176>>3];g=+K(+b);p[a+328>>3]=g;p[a+456>>3]=d>=0.0?1.0:-1.0;p[a+464>>3]=c>=0.0?1.0:-1.0;p[a+472>>3]=b>=0.0?1.0:-1.0;g=+p[a>>3];f=+p[v>>3];e=+p[u>>3];e=g*g+(f*f+e*e);p[a+480>>3]=e==0.0?0.0:1.0/e;e=+p[t>>3];f=+p[s>>3];g=+p[r>>3];g=e*e+(f*f+g*g);p[a+488>>3]=g==0.0?0.0:1.0/g;g=+p[q>>3];f=+p[o>>3];e=+p[n>>3];e=g*g+(f*f+e*e);p[a+496>>3]=e==0.0?0.0:1.0/e;e=+p[m>>3];f=+p[l>>3];g=+p[k>>3];g=e*e+(f*f+g*g);p[a+504>>3]=g==0.0?0.0:1.0/g;g=+p[j>>3];f=+p[i>>3];e=+p[h>>3];e=g*g+(f*f+e*e);p[a+512>>3]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);p[a+520>>3]=b==0.0?0.0:1.0/b;return}function Thb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0,q=0,r=0,s=0,t=0.0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;H=a+20|0;G=a+40|0;o=+n[G>>2];h=a+60|0;g=+n[h>>2];J=a+56|0;B=+n[J>>2];p=a+44|0;x=+n[p>>2];E=a+24|0;f=a+52|0;C=+n[f>>2];F=a+36|0;d=+n[F>>2];i=a+28|0;n[b>>2]=+n[i>>2]*(B*d-o*C)+(+n[H>>2]*(o*g-B*x)+ +n[E>>2]*(x*C-g*d));d=+n[J>>2];y=a+12|0;g=+n[y>>2];z=a+8|0;C=+n[z>>2];x=+n[h>>2];A=a+4|0;B=+n[A>>2];o=+n[f>>2];w=b+4|0;n[w>>2]=-(+n[p>>2]*(C*o-d*B)+(+n[F>>2]*(d*g-C*x)+ +n[G>>2]*(x*B-g*o)));o=+n[z>>2];g=+n[i>>2];B=+n[E>>2];x=+n[y>>2];C=+n[H>>2];d=+n[A>>2];v=b+8|0;n[v>>2]=+n[h>>2]*(B*d-o*C)+(+n[f>>2]*(o*g-B*x)+ +n[J>>2]*(x*C-g*d));d=+n[E>>2];g=+n[p>>2];C=+n[G>>2];x=+n[i>>2];B=+n[F>>2];o=+n[H>>2];u=b+12|0;n[u>>2]=-(+n[y>>2]*(C*o-d*B)+(+n[A>>2]*(d*g-C*x)+ +n[z>>2]*(x*B-g*o)));D=a+32|0;o=+n[D>>2];g=+n[f>>2];I=a+48|0;B=+n[I>>2];x=+n[F>>2];c=a+16|0;C=+n[h>>2];d=+n[p>>2];m=b+32|0;n[m>>2]=+n[H>>2]*(B*d-o*C)+(+n[i>>2]*(o*g-B*x)+ +n[c>>2]*(x*C-g*d));d=+n[I>>2];g=+n[A>>2];C=+n[a>>2];x=+n[f>>2];B=+n[y>>2];o=+n[h>>2];l=b+36|0;n[l>>2]=-(+n[F>>2]*(C*o-d*B)+(+n[p>>2]*(d*g-C*x)+ +n[D>>2]*(x*B-g*o)));o=+n[a>>2];g=+n[H>>2];B=+n[c>>2];x=+n[A>>2];C=+n[i>>2];d=+n[y>>2];k=b+40|0;n[k>>2]=+n[f>>2]*(B*d-o*C)+(+n[h>>2]*(o*g-B*x)+ +n[I>>2]*(x*C-g*d));d=+n[c>>2];g=+n[F>>2];C=+n[D>>2];x=+n[H>>2];B=+n[p>>2];o=+n[i>>2];j=b+44|0;n[j>>2]=-(+n[A>>2]*(C*o-d*B)+(+n[y>>2]*(d*g-C*x)+ +n[a>>2]*(x*B-g*o)));o=+n[p>>2];g=+n[I>>2];B=+n[h>>2];x=+n[D>>2];C=+n[J>>2];d=+n[G>>2];s=b+16|0;n[s>>2]=-(+n[c>>2]*(B*d-o*C)+(+n[E>>2]*(o*g-B*x)+ +n[i>>2]*(x*C-g*d)));d=+n[h>>2];g=+n[a>>2];C=+n[y>>2];x=+n[I>>2];B=+n[z>>2];o=+n[J>>2];r=b+20|0;n[r>>2]=+n[D>>2]*(C*o-d*B)+(+n[G>>2]*(d*g-C*x)+ +n[p>>2]*(x*B-g*o));o=+n[y>>2];g=+n[c>>2];B=+n[i>>2];x=+n[a>>2];C=+n[E>>2];d=+n[z>>2];q=b+24|0;n[q>>2]=-(+n[I>>2]*(B*d-o*C)+(+n[J>>2]*(o*g-B*x)+ +n[h>>2]*(x*C-g*d)));d=+n[i>>2];g=+n[D>>2];C=+n[p>>2];x=+n[c>>2];B=+n[G>>2];o=+n[E>>2];p=b+28|0;n[p>>2]=+n[a>>2]*(C*o-d*B)+(+n[z>>2]*(d*g-C*x)+ +n[y>>2]*(x*B-g*o));o=+n[F>>2];g=+n[J>>2];B=+n[f>>2];x=+n[G>>2];C=+n[I>>2];d=+n[D>>2];d=-(+n[E>>2]*(B*d-o*C)+(+n[c>>2]*(o*g-B*x)+ +n[H>>2]*(x*C-g*d)));i=b+48|0;n[i>>2]=d;g=+n[f>>2];C=+n[z>>2];x=+n[A>>2];B=+n[J>>2];o=+n[a>>2];t=+n[I>>2];h=b+52|0;n[h>>2]=+n[G>>2]*(x*t-g*o)+(+n[D>>2]*(g*C-x*B)+ +n[F>>2]*(B*o-C*t));t=+n[A>>2];C=+n[E>>2];o=+n[H>>2];B=+n[z>>2];x=+n[c>>2];g=+n[a>>2];g=-(+n[J>>2]*(o*g-t*x)+(+n[I>>2]*(t*C-o*B)+ +n[f>>2]*(B*x-C*g)));f=b+56|0;n[f>>2]=g;C=+n[H>>2];x=+n[G>>2];B=+n[F>>2];o=+n[E>>2];t=+n[D>>2];e=+n[c>>2];e=+n[z>>2]*(B*e-C*t)+(+n[a>>2]*(C*x-B*o)+ +n[A>>2]*(o*t-x*e));c=b+60|0;n[c>>2]=e;x=+n[b>>2];t=+n[s>>2];o=+n[m>>2];d=+n[a>>2]*x+ +n[A>>2]*t+(+n[z>>2]*o+ +n[y>>2]*d);n[b>>2]=x/d;n[w>>2]=+n[w>>2]/d;n[v>>2]=+n[v>>2]/d;n[u>>2]=+n[u>>2]/d;n[s>>2]=t/d;n[r>>2]=+n[r>>2]/d;n[q>>2]=+n[q>>2]/d;n[p>>2]=+n[p>>2]/d;n[m>>2]=o/d;n[l>>2]=+n[l>>2]/d;n[k>>2]=+n[k>>2]/d;n[j>>2]=+n[j>>2]/d;n[i>>2]=+n[i>>2]/d;n[h>>2]=+n[h>>2]/d;n[f>>2]=g/d;n[c>>2]=e/d;return}function Uhb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;if(c==0.0)if(b<1.1754943508222875e-38){b=1.1754943508222875e-38;c=1.1754943508222875e-38}else c=1.1754943508222875e-38;d=+U(+((+V(+b)-+V(+c))/31.0));n[a+12>>2]=c;c=d*(d*(d*c));n[a+28>>2]=c;c=d*c;n[a+44>>2]=c;c=d*c;n[a+60>>2]=c;c=d*c;n[a+76>>2]=c;c=d*c;n[a+92>>2]=c;c=d*c;n[a+108>>2]=c;c=d*c;n[a+124>>2]=c;c=d*c;n[a+140>>2]=c;c=d*c;n[a+156>>2]=c;c=d*c;n[a+172>>2]=c;c=d*c;n[a+188>>2]=c;c=d*c;n[a+204>>2]=c;c=d*c;n[a+220>>2]=c;n[a+236>>2]=d*c;n[a+252>>2]=b;return}function Vhb(a){a=a|0;var b=0,c=0,d=0;b=f[a+16>>2]|0;c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+32>>2]|0;c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+48>>2]|0;c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+64>>2]|0;c=a+68|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+80>>2]|0;c=a+84|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+96>>2]|0;c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+112>>2]|0;c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+128>>2]|0;c=a+132|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+144>>2]|0;c=a+148|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+160>>2]|0;c=a+164|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+176>>2]|0;c=a+180|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+192>>2]|0;c=a+196|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+208>>2]|0;c=a+212|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+224>>2]|0;c=a+228|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+240>>2]|0;c=a+244|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+256>>2]|0;c=a+260|0;d=f[c>>2]|0;if((d|0)==(b|0)){d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}function Whb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+32|0;i=j;h=f[a+196>>2]|0;if(!(h&1792|c)){i=0;u=j;return i|0}c=b[a+192>>0]|0;if(!((c&7&((c&255)>>>3&7|b[d>>0]))<<24>>24)){i=0;u=j;return i|0}if(h&134217728|0){d=f[a+104>>2]|0;if(+n[g>>2]*+n[d+312>>2]+(+n[g+4>>2]*+n[d+316>>2]+ +n[g+8>>2]*+n[d+320>>2])<+n[d+324>>2]){i=0;u=j;return i|0}}if(h&33554456|0){i=1;u=j;return i|0}d=a+200|0;c=f[d>>2]|0;if(!((c&33554432|0)==0&0==0)){LJa(a);c=f[d>>2]|0}p[i>>3]=+n[a+168>>2]+ +n[a+156>>2];p[i+8>>3]=+n[a+172>>2]+ +n[a+160>>2];p[i+16>>3]=+n[a+176>>2]+ +n[a+164>>2];if(!((c&16777216|0)==0&0==0))MJa(a);i=lib(e,i,+n[a+152>>2])|0;u=j;return i|0}function Xhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function Yhb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else Xhb(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function Zhb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0;f=+p[b>>3];h=+p[b+8>>3];e=+p[b+16>>3];i=+p[c>>3];g=+p[c+8>>3];d=+p[c+16>>3];q=+p[a>>3]*f+(+p[a+8>>3]*h+ +p[a+16>>3]*e);r=+p[a+192>>3]*i+(+p[a+200>>3]*g+ +p[a+208>>3]*d);s=+p[a+24>>3];if(q+r<=s){a=0;return a|0}t=+p[a+32>>3]*f+(+p[a+40>>3]*h+ +p[a+48>>3]*e);u=+p[a+216>>3]*i+(+p[a+224>>3]*g+ +p[a+232>>3]*d);v=+p[a+56>>3];if(t+u<=v){a=0;return a|0}w=+p[a+64>>3]*f+(+p[a+72>>3]*h+ +p[a+80>>3]*e);x=+p[a+240>>3]*i+(+p[a+248>>3]*g+ +p[a+256>>3]*d);y=+p[a+88>>3];if(w+x<=y){a=0;return a|0}j=+p[a+96>>3]*f+(+p[a+104>>3]*h+ +p[a+112>>3]*e);k=+p[a+264>>3]*i+(+p[a+272>>3]*g+ +p[a+280>>3]*d);l=+p[a+120>>3];if(j+k<=l){a=0;return a|0}m=+p[a+128>>3]*f+(+p[a+136>>3]*h+ +p[a+144>>3]*e);n=+p[a+288>>3]*i+(+p[a+296>>3]*g+ +p[a+304>>3]*d);o=+p[a+152>>3];if(m+n<=o){a=0;return a|0}f=+p[a+160>>3]*f+(+p[a+168>>3]*h+ +p[a+176>>3]*e);e=+p[a+312>>3]*i+(+p[a+320>>3]*g+ +p[a+328>>3]*d);d=+p[a+184>>3];if(f+e<=d){a=0;return a|0}a=f-e<d|(m-n<o|(j-k<l|(w-x<y|(t-u<v|q-r<s))))?1:2;return a|0}function _hb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|268435456;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else uib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function $hb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|536870912;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else tib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function aib(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;f[k>>2]=c;l=f[a>>2]|0;d=l+832|0;e=c+196|0;g=f[e>>2]|0;if(!((b[d>>0]&8)!=0|(g&4|0)==0)){u=m;return}if(!(g&2048)){g=f[a+16>>2]|0;if(!(bib(c,f[f[g>>2]>>2]|0,f[g+4>>2]|0,f[g+8>>2]|0,f[g+12>>2]|0)|0)){if(b[d>>0]&16){u=m;return}f[e>>2]=f[e>>2]&-1793;u=m;return}g=f[a+8>>2]|0;e=c+200|0;d=f[e>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[e>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(c);j=+n[g+12>>2]+(+n[c+168>>2]*+n[g>>2]+(+n[c+172>>2]*+n[g+4>>2]+ +n[c+176>>2]*+n[g+8>>2]));j=j*j;Yhb(l+4|0,+n[c+152>>2]/(j<9.999999747378752e-06?9.999999747378752e-06:j),k,f[a+12>>2]|0);u=m;return}else{g=f[a+4>>2]|0;if(!(Whb(c,f[f[g>>2]>>2]|0,f[g+4>>2]|0,f[g+8>>2]|0,f[g+12>>2]|0)|0)){if(b[d>>0]&16){u=m;return}f[e>>2]=f[e>>2]&-1793;u=m;return}g=f[a+8>>2]|0;e=c+200|0;d=f[e>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[e>>2]|0}h=+n[c+168>>2]+ +n[c+156>>2];i=+n[c+172>>2]+ +n[c+160>>2];j=+n[c+176>>2]+ +n[c+164>>2];if(!((d&16777216|0)==0&0==0))MJa(c);j=+n[g+12>>2]+(h*+n[g>>2]+(i*+n[g+4>>2]+j*+n[g+8>>2]));j=j*j;Yhb(l+4|0,+n[c+152>>2]/(j<9.999999747378752e-06?9.999999747378752e-06:j),k,f[a+12>>2]|0);u=m;return}}function bib(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0,j=0,k=0;k=u;u=u+32|0;j=k;i=f[a+196>>2]|0;if(!(i&1792|c)){j=0;u=k;return j|0}c=b[a+192>>0]|0;if(!((c&7&((c&255)>>>3&7|b[d>>0]))<<24>>24)){j=0;u=k;return j|0}if(i&134217728|0){d=f[a+104>>2]|0;if(+n[g>>2]*+n[d+312>>2]+(+n[g+4>>2]*+n[d+316>>2]+ +n[g+8>>2]*+n[d+320>>2])<+n[d+324>>2]){j=0;u=k;return j|0}}if(i&33554456|0){j=1;u=k;return j|0}d=a+200|0;c=(f[d>>2]&33554432|0)==0&0==0;if(!(i&2048)){if(!c)LJa(a);p[j>>3]=+n[a+168>>2];p[j+8>>3]=+n[a+172>>2];h=+n[a+176>>2]}else{if(!c)LJa(a);p[j>>3]=+n[a+168>>2]+ +n[a+156>>2];p[j+8>>3]=+n[a+172>>2]+ +n[a+160>>2];h=+n[a+176>>2]+ +n[a+164>>2]}p[j+16>>3]=h;if(!((f[d>>2]&16777216|0)==0&0==0))MJa(a);j=lib(e,j,+n[a+152>>2])|0;u=k;return j|0}function cib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;t=v;f[b>>2]=(f[b>>2]|0)+-1;s=b+4|0;c=f[s>>2]|0;a:do if(c|0){e=f[b+12+(c<<4)+4>>2]|0;d=f[b+12+(c<<4)+8>>2]|0;if((e|0)==(d|0)){do{c=c+-1|0;f[s>>2]=c;if(!c)break a;e=f[b+12+(c<<4)+4>>2]|0;d=f[b+12+(c<<4)+8>>2]|0}while((e|0)==(d|0));g=d-e|0;q=g>>4;if((g|0)>16){r=(q+-2|0)/2|0;if((g|0)>=32){p=r;while(1){j=e+(p<<4)|0;c=p<<4;if((r|0)>=(c>>4|0)){d=c>>3|1;c=e+(d<<4)|0;h=c;g=d+1|0;if((g|0)<(q|0)){c=c+16|0;if(+n[e+(d<<4)+4>>2]<+n[c+4>>2])d=g;else c=h}else c=h;l=+n[e+(p<<4)+4>>2];if(!(+n[c+4>>2]<l)){k=f[j>>2]|0;o=e+(p<<4)+8|0;m=f[o>>2]|0;o=f[o+4>>2]|0;while(1){i=j;j=c;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];if((r|0)<(d|0))break;d=d<<1|1;h=e+(d<<4)|0;g=h;i=d+1|0;if((i|0)<(q|0)){h=h+16|0;if(+n[e+(d<<4)+4>>2]<+n[h+4>>2]){d=i;g=h}}if(+n[g+4>>2]<l)break;else c=g}j=c;f[c>>2]=k;n[j+4>>2]=l;k=j+8|0;f[k>>2]=m;f[k+4>>2]=o}}if((p|0)>0)p=p+-1|0;else break}e=f[s>>2]|0;c=e;d=f[b+12+(e<<4)+8>>2]|0;e=f[b+12+(e<<4)+4>>2]|0}}}r=b+12+(c<<4)+8|0;g=d-e|0;c=g>>4;if((g|0)>16){q=d+-16|0;f[t>>2]=f[e>>2];f[t+4>>2]=f[e+4>>2];f[t+8>>2]=f[e+8>>2];f[t+12>>2]=f[e+12>>2];f[e>>2]=f[q>>2];f[e+4>>2]=f[q+4>>2];f[e+8>>2]=f[q+8>>2];f[e+12>>2]=f[q+12>>2];f[q>>2]=f[t>>2];f[q+4>>2]=f[t+4>>2];f[q+8>>2]=f[t+8>>2];f[q+12>>2]=f[t+12>>2];q=c+-1|0;if((c|0)!=2){p=(c+-3|0)/2|0;c=e+16|0;if((g|0)>48)if(+n[e+20>>2]<+n[e+36>>2]){d=2;c=e+32|0}else d=1;else d=1;l=+n[e+4>>2];if(!(+n[c+4>>2]<l)){k=f[e>>2]|0;o=e+8|0;m=f[o>>2]|0;o=f[o+4>>2]|0;j=e;while(1){t=j;j=c;f[t>>2]=f[j>>2];f[t+4>>2]=f[j+4>>2];f[t+8>>2]=f[j+8>>2];f[t+12>>2]=f[j+12>>2];if((p|0)<(d|0))break;d=d<<1|1;h=e+(d<<4)|0;g=h;i=d+1|0;if((i|0)<(q|0)){h=h+16|0;if(+n[e+(d<<4)+4>>2]<+n[h+4>>2]){d=i;g=h}}if(+n[g+4>>2]<l)break;else c=g}t=c;f[c>>2]=k;n[t+4>>2]=l;t=t+8|0;f[t>>2]=m;f[t+4>>2]=o}}}t=(f[r>>2]|0)+-16|0;f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];f[r>>2]=t;u=v;return}while(0);g=b+8|0;s=f[g>>2]|0;h=f[b+16>>2]|0;c=h+(s<<4)|0;f[t>>2]=f[c>>2];f[t+4>>2]=f[c+4>>2];f[t+8>>2]=f[c+8>>2];f[t+12>>2]=f[c+12>>2];s=s+1|0;f[g>>2]=s;c=b+20|0;b=f[c>>2]|0;d=h;e=b;if((s|0)==(b-d>>4|0)){f[g>>2]=0;if((h|0)!=(e|0))f[c>>2]=e+(~((e+-16-d|0)>>>4)<<4)};f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];u=v;return}function dib(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;r=a+4|0;b=f[r>>2]|0;a:do if(b|0){c=f[a+12+(b<<4)+4>>2]|0;if((c|0)!=(f[a+12+(b<<4)+8>>2]|0)){r=c;return r|0}do{b=b+-1|0;f[r>>2]=b;if(!b)break a;q=f[a+12+(b<<4)+4>>2]|0;c=f[a+12+(b<<4)+8>>2]|0}while((q|0)==(c|0));b=c-q|0;o=b>>4;if((b|0)<=16){r=q;return r|0}p=(o+-2|0)/2|0;if((b|0)<32){r=q;return r|0}else m=p;while(1){h=q+(m<<4)|0;b=m<<4;if((p|0)>=(b>>4|0)){c=b>>3|1;b=q+(c<<4)|0;e=b;d=c+1|0;if((d|0)<(o|0)){b=b+16|0;if(+n[q+(c<<4)+4>>2]<+n[b+4>>2])c=d;else b=e}else b=e;j=+n[q+(m<<4)+4>>2];if(!(+n[b+4>>2]<j)){i=f[h>>2]|0;l=q+(m<<4)+8|0;k=f[l>>2]|0;l=f[l+4>>2]|0;while(1){g=h;h=b;f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];f[g+12>>2]=f[h+12>>2];if((p|0)<(c|0))break;c=c<<1|1;e=q+(c<<4)|0;d=e;g=c+1|0;if((g|0)<(o|0)){e=e+16|0;if(+n[q+(c<<4)+4>>2]<+n[e+4>>2]){c=g;d=e}}if(+n[d+4>>2]<j)break;else b=d}h=b;f[b>>2]=i;n[h+4>>2]=j;i=h+8|0;f[i>>2]=k;f[i+4>>2]=l}}if((m|0)>0)m=m+-1|0;else break}r=f[a+12+(f[r>>2]<<4)+4>>2]|0;return r|0}while(0);r=(f[a+16>>2]|0)+(f[a+8>>2]<<4)|0;return r|0}function eib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function fib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function gib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;m=0;p=u;u=u+880|0;k=b;a:while(1){d=k;i=k+-16|0;e=k+-32|0;j=k+-4|0;b=a;while(1){o=b;f[p+48>>2]=c;f[p+56>>2]=b;f[p+120>>2]=k;f[p+160>>2]=o;f[p+296>>2]=g;f[p+560>>2]=h;f[p+632>>2]=d;f[p+648>>2]=i;f[p+688>>2]=e;f[p+720>>2]=j;f[p+816>>2]=m;f[p+832>>2]=0;f[p+836>>2]=0;Hjb(p);b=f[p+56>>2]|0;o=f[p+160>>2]|0;g=f[p+296>>2]|0;h=f[p+560>>2]|0;m=f[p+816>>2]|0;G=f[p+832>>2]|0;D=f[p+836>>2]|0;H=+n[p+836>>2];f[p+832>>2]=0;f[p+836>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 13:break a}if((G|0)==3)continue}if((m|0)==91){m=0;gib(g+16|0,k,c);a=o;k=g;continue}else if((m|0)==92){m=0;if(h){m=93;break}else{a=o;k=g;continue}}}a=1;if(a)if((m|0)==5){a=f[i>>2]|0;b=f[o>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[j>>2]|0)>=(f[o+12>>2]|0)){u=p;return}};f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];f[o>>2]=f[i>>2];f[o+4>>2]=f[i+4>>2];f[o+8>>2]=f[i+8>>2];f[o+12>>2]=f[i+12>>2];f[i>>2]=f[p>>2];f[i+4>>2]=f[p+4>>2];f[i+8>>2]=f[p+8>>2];f[i+12>>2]=f[p+12>>2];u=p;return}else if((m|0)==9){qib(o,o+16|0,i,c)|0;u=p;return}else a=1;if(a)if((m|0)==10){e=o+16|0;d=o+32|0;qib(o,e,d,c)|0;a=f[i>>2]|0;b=f[d>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[j>>2]|0)>=(f[o+44>>2]|0)){u=p;return}};f[p>>2]=f[d>>2];f[p+4>>2]=f[d+4>>2];f[p+8>>2]=f[d+8>>2];f[p+12>>2]=f[d+12>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];f[d+12>>2]=f[i+12>>2];f[i>>2]=f[p>>2];f[i+4>>2]=f[p+4>>2];f[i+8>>2]=f[p+8>>2];f[i+12>>2]=f[p+12>>2];a=f[d>>2]|0;b=f[e>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[o+44>>2]|0)>=(f[o+28>>2]|0)){u=p;return}};f[p>>2]=f[e>>2];f[p+4>>2]=f[e+4>>2];f[p+8>>2]=f[e+8>>2];f[p+12>>2]=f[e+12>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[e+12>>2]=f[d+12>>2];f[d>>2]=f[p>>2];f[d+4>>2]=f[p+4>>2];f[d+8>>2]=f[p+8>>2];f[d+12>>2]=f[p+12>>2];a=f[e>>2]|0;b=f[o>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[o+28>>2]|0)>=(f[o+12>>2]|0)){u=p;return}};f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];f[o>>2]=f[e>>2];f[o+4>>2]=f[e+4>>2];f[o+8>>2]=f[e+8>>2];f[o+12>>2]=f[e+12>>2];f[e>>2]=f[p>>2];f[e+4>>2]=f[p+4>>2];f[e+8>>2]=f[p+8>>2];f[e+12>>2]=f[p+12>>2];u=p;return}else if((m|0)==20){rib(o,o+16|0,o+32|0,o+48|0,i,c)|0;u=p;return}else a=1;if(a)if((m|0)==22){b=o+32|0;qib(o,o+16|0,b,c)|0;a=o+48|0;if((a|0)==(k|0)){u=p;return}while(1){c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0){l=f[a+12>>2]|0;m=27}else if((c|0)==(d|0)){d=f[a+12>>2]|0;if((d|0)<(f[b+12>>2]|0)){l=d;m=27}}if((m|0)==27){m=0;h=a+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];b:do if((b|0)==(o|0))b=o;else while(1){d=b;b=b+-16|0;e=f[b>>2]|0;if(c>>>0>=e>>>0){if((c|0)!=(e|0)){b=d;break b}if((l|0)>=(f[d+-4>>2]|0)){b=d;break b}};f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];if((b|0)==(o|0)){b=o;break}}while(0);f[b>>2]=c;j=b+4|0;f[j>>2]=g;f[j+4>>2]=h;f[b+12>>2]=l}b=a+16|0;if((b|0)==(k|0))break;else{j=a;a=b;b=j}}u=p;return}else if((m|0)==93)if(1){u=p;return}}function hib(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|134217728;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else pib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function iib(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;h=l;n[h>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)i=0;else if(+n[a+28>>2]>b)i=1;else if(+n[a+44>>2]>b)i=2;else if(+n[a+60>>2]>b)i=3;else if(+n[a+76>>2]>b)i=4;else if(+n[a+92>>2]>b)i=5;else if(+n[a+108>>2]>b)i=6;else if(+n[a+124>>2]>b)i=7;else if(+n[a+140>>2]>b)i=8;else if(+n[a+156>>2]>b)i=9;else if(+n[a+172>>2]>b)i=10;else if(+n[a+188>>2]>b)i=11;else if(+n[a+204>>2]>b)i=12;else if(+n[a+220>>2]>b)i=13;else if(+n[a+236>>2]>b)i=14;else i=15;j=a+12+(i<<4)+4|0;k=a+12+(i<<4)+8|0;g=f[k>>2]|0;if(g>>>0<(f[a+12+(i<<4)+12>>2]|0)>>>0){h=f[d>>2]|0;e=f[e>>2]|0;f[g>>2]=f[c>>2];n[g+4>>2]=b;f[g+8>>2]=e&-939524097;f[g+12>>2]=h;f[k>>2]=(f[k>>2]|0)+16}else oib(j,h,c,d,e);a=a+4|0;g=f[a>>2]|0;if(i>>>0>g>>>0){f[a>>2]=i;u=l;return}if(!((i|0)!=0&(i|0)==(g|0))){u=l;return}i=f[j>>2]|0;g=f[k>>2]|0;a=g-i|0;if((a|0)<=16){u=l;return}a=((a>>>4)+-2|0)/2|0;c=g+-16|0;b=+n[g+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=l;return}h=f[c>>2]|0;e=g+-8|0;d=f[e>>2]|0;e=f[e+4>>2]|0;while(1){k=c;c=i+(a<<4)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];if(!a){a=0;break}g=(a+-1|0)/2|0;if(!(+n[i+(g<<4)+4>>2]<b))break;else a=g}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;k=i+(a<<4)+8|0;f[k>>2]=d;f[k+4>>2]=e;u=l;return}function jib(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0.0,l=0,m=0,o=0,q=0,r=0,s=0;r=u;u=u+32|0;o=r+24|0;q=r+28|0;m=r;f[o>>2]=c;d=f[d+8>>2]|0;s=d&1792;f[q>>2]=s;l=f[c+196>>2]|0;do if(l&1792|s|0){s=b[c+192>>0]|0;if((s&7&((s&255)>>>3&7|b[e>>0]))<<24>>24){if(l&134217728|0){s=f[c+104>>2]|0;if(+n[i>>2]*+n[s+312>>2]+(+n[i+4>>2]*+n[s+316>>2]+ +n[i+8>>2]*+n[s+320>>2])<+n[s+324>>2])break}if(!(d&1073741824)){l=c+200|0;d=f[l>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[l>>2]|0}p[m>>3]=+n[c+168>>2];p[m+8>>3]=+n[c+172>>2];p[m+16>>3]=+n[c+176>>2];if(!((d&16777216|0)==0&0==0))MJa(c);if(!(lib(g,m,+n[c+152>>2])|0))break}i=a+4|0;if(j){e=f[o>>2]|0;l=e+200|0;d=f[l>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(e);d=f[l>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(e);k=+n[h+12>>2]+(+n[e+168>>2]*+n[h>>2]+(+n[e+172>>2]*+n[h+4>>2]+ +n[e+176>>2]*+n[h+8>>2]));k=k*k;k=+n[e+152>>2]/(k<9.999999747378752e-06?9.999999747378752e-06:k)}else k=0.0;mib(i,k,o,q);u=r;return}}while(0);if(b[a+832>>0]&16){u=r;return}s=(f[o>>2]|0)+196|0;f[s>>2]=f[s>>2]&-1793;u=r;return}function kib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function lib(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0)if(d*d*+p[a+480>>3]>=c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0)if(d*d*+p[a+488>>3]>=c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0)if(d*d*+p[a+496>>3]>=c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0)if(d*d*+p[a+504>>3]>=c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0)if(d*d*+p[a+512>>3]>=c){a=0;return a|0}d=+p[a+160>>3]*f+(+p[a+168>>3]*g+ +p[a+176>>3]*e)-+p[a+184>>3];if(d<0.0)if(d*d*+p[a+520>>3]>=c){a=0;return a|0}a=1;return a|0}function mib(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else nib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function nib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function oib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=a+4|0;m=f[a>>2]|0;n=(f[l>>2]|0)-m|0;o=n>>4;g=o+1|0;if(g>>>0>268435455)AMb(a);i=a+8|0;p=(f[i>>2]|0)-m|0;h=p>>3;g=p>>4>>>0<134217727?(h>>>0<g>>>0?g:h):268435455;do if(!g){j=0;k=0}else if(g>>>0>268435455)vd();else{k=pOb(g<<4)|0;j=k;break}while(0);h=j+(o<<4)|0;b=f[b>>2]|0;p=f[d>>2]|0;e=f[e>>2]|0;f[h>>2]=f[c>>2];f[j+(o<<4)+4>>2]=b;f[j+(o<<4)+8>>2]=e&-939524097;f[j+(o<<4)+12>>2]=p;if((n|0)>0)bQb(k|0,m|0,n|0)|0;f[a>>2]=j;f[l>>2]=h+16;f[i>>2]=j+(g<<4);if(!m)return;sOb(m);return}function pib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|134217728;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function qib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;g=f[b>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if((g|0)==(d|0))e=(f[b+12>>2]|0)<(f[a+12>>2]|0);else e=0;d=f[c>>2]|0;if(d>>>0<g>>>0)d=1;else if((d|0)==(g|0))d=(f[c+12>>2]|0)<(f[b+12>>2]|0);else d=0;if(!e){if(!d){b=0;u=i;return b|0};f[h>>2]=f[b>>2];f[h+4>>2]=f[b+4>>2];f[h+8>>2]=f[b+8>>2];f[h+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];d=f[b>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if((d|0)!=(e|0)){b=1;u=i;return b|0}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){b=1;u=i;return b|0}};f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[h>>2];f[b+4>>2]=f[h+4>>2];f[b+8>>2]=f[h+8>>2];f[b+12>>2]=f[h+12>>2];b=2;u=i;return b|0}if(d){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];b=1;u=i;return b|0};f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[h>>2];f[b+4>>2]=f[h+4>>2];f[b+8>>2]=f[h+8>>2];f[b+12>>2]=f[h+12>>2];d=f[c>>2]|0;e=f[b>>2]|0;if(d>>>0>=e>>>0){if((d|0)!=(e|0)){b=1;u=i;return b|0}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){b=1;u=i;return b|0}};f[h>>2]=f[b>>2];f[h+4>>2]=f[b+4>>2];f[h+8>>2]=f[b+8>>2];f[h+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];b=2;u=i;return b|0}function rib(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l;j=qib(a,b,c,g)|0;g=f[d>>2]|0;h=f[c>>2]|0;if(g>>>0<h>>>0)i=4;else if((g|0)==(h|0))if((f[d+12>>2]|0)<(f[c+12>>2]|0))i=4;do if((i|0)==4){f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[c+12>>2]=f[d+12>>2];f[d>>2]=f[k>>2];f[d+4>>2]=f[k+4>>2];f[d+8>>2]=f[k+8>>2];f[d+12>>2]=f[k+12>>2];g=j+1|0;h=f[c>>2]|0;i=f[b>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){j=g;break}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){j=g;break}};f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[k+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];g=j+2|0;h=f[b>>2]|0;i=f[a>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){j=g;break}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){j=g;break}};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[k>>2];f[b+4>>2]=f[k+4>>2];f[b+8>>2]=f[k+8>>2];f[b+12>>2]=f[k+12>>2];j=j+3|0}while(0);g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if((g|0)!=(h|0)){k=j;u=l;return k|0}if((f[e+12>>2]|0)>=(f[d+12>>2]|0)){k=j;u=l;return k|0}};f[k>>2]=f[d>>2];f[k+4>>2]=f[d+4>>2];f[k+8>>2]=f[d+8>>2];f[k+12>>2]=f[d+12>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];f[e+12>>2]=f[k+12>>2];g=j+1|0;h=f[d>>2]|0;i=f[c>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[d+12>>2]|0)>=(f[c+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[c+12>>2]=f[d+12>>2];f[d>>2]=f[k>>2];f[d+4>>2]=f[k+4>>2];f[d+8>>2]=f[k+8>>2];f[d+12>>2]=f[k+12>>2];g=j+2|0;h=f[c>>2]|0;i=f[b>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[k+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];g=j+3|0;h=f[b>>2]|0;i=f[a>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[k>>2];f[b+4>>2]=f[k+4>>2];f[b+8>>2]=f[k+8>>2];f[b+12>>2]=f[k+12>>2];k=j+4|0;u=l;return k|0}function sib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;l=m;switch(b-a>>4|0){case 2:{d=b+-16|0;e=f[d>>2]|0;c=f[a>>2]|0;if(e>>>0>=c>>>0){if((e|0)!=(c|0)){l=1;u=m;return l|0}if((f[b+-4>>2]|0)>=(f[a+12>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];f[d+12>>2]=f[l+12>>2];l=1;u=m;return l|0}case 3:{qib(a,a+16|0,b+-16|0,c)|0;l=1;u=m;return l|0}case 4:{h=a+16|0;g=a+32|0;e=b+-16|0;qib(a,h,g,c)|0;c=f[e>>2]|0;d=f[g>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[b+-4>>2]|0)>=(f[a+44>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[g>>2];f[l+4>>2]=f[g+4>>2];f[l+8>>2]=f[g+8>>2];f[l+12>>2]=f[g+12>>2];f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[e+12>>2]=f[l+12>>2];c=f[g>>2]|0;d=f[h>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[a+44>>2]|0)>=(f[a+28>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[h>>2];f[l+4>>2]=f[h+4>>2];f[l+8>>2]=f[h+8>>2];f[l+12>>2]=f[h+12>>2];f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];f[g>>2]=f[l>>2];f[g+4>>2]=f[l+4>>2];f[g+8>>2]=f[l+8>>2];f[g+12>>2]=f[l+12>>2];c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[a+28>>2]|0)>=(f[a+12>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];f[a>>2]=f[h>>2];f[a+4>>2]=f[h+4>>2];f[a+8>>2]=f[h+8>>2];f[a+12>>2]=f[h+12>>2];f[h>>2]=f[l>>2];f[h+4>>2]=f[l+4>>2];f[h+8>>2]=f[l+8>>2];f[h+12>>2]=f[l+12>>2];l=1;u=m;return l|0}case 5:{rib(a,a+16|0,a+32|0,a+48|0,b+-16|0,c)|0;l=1;u=m;return l|0}case 1:case 0:{l=1;u=m;return l|0}default:{e=a+32|0;qib(a,a+16|0,e,c)|0;c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){j=f[c>>2]|0;g=f[e>>2]|0;if(j>>>0<g>>>0){g=f[c+12>>2]|0;k=24}else if((j|0)==(g|0)){g=f[c+12>>2]|0;if((g|0)<(f[e+12>>2]|0))k=24}if((k|0)==24){k=0;n=c+4|0;h=f[n+4>>2]|0;i=l;f[i>>2]=f[n>>2];f[i+4>>2]=h;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];b:do if((e|0)==(a|0))e=a;else{h=e;while(1){e=h;h=h+-16|0;i=f[h>>2]|0;if(j>>>0>=i>>>0){if((j|0)!=(i|0))break b;if((g|0)>=(f[e+-4>>2]|0))break b};f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[e+12>>2]=f[h+12>>2];if((h|0)==(a|0)){e=a;break}}}while(0);f[e>>2]=j;i=l;j=f[i+4>>2]|0;n=e+4|0;f[n>>2]=f[i>>2];f[n+4>>2]=j;f[e+12>>2]=g;d=d+1|0;if((d|0)==8){d=0;c=(c+16|0)==(b|0);break a}}e=c+16|0;if((e|0)==(b|0)){d=1;c=0;break}else{n=c;c=e;e=n}}}while(0);n=c|d;u=m;return n|0}}return 0}function tib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|536870912;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function uib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|268435456;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function vib(a){a=a|0;var b=0,c=0,d=0,e=0;Vhb(a+4|0);b=f[a+272>>2]|0;c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+296>>2]|0;c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);f[a+308>>2]=0;b=f[a+808>>2]|0;c=a+812|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-60-b|0)>>>0)/60|0)*60|0);f[a+820>>2]=0;b=f[a+312>>2]|0;e=f[a+316>>2]|0;if((b|0)==(e|0))return;do{c=f[b+504>>2]|0;d=b+508|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~(((a+-60-c|0)>>>0)/60|0)*60|0);f[b+516>>2]=0;b=b+524|0}while((b|0)!=(e|0));return}function wib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;k=e;c=c&255;f[k>>2]=f[b+(c<<2)>>2];f[k+4>>2]=f[b+12+(c<<2)>>2];d=+Qib(k,d);k=f[b>>2]|0;f[a>>2]=k;j=f[b+4>>2]|0;f[a+4>>2]=j;i=f[b+8>>2]|0;f[a+8>>2]=i;h=f[b+12>>2]|0;f[a+12>>2]=h;g=f[b+16>>2]|0;f[a+16>>2]=g;b=f[b+20>>2]|0;f[a+20>>2]=b;n[a+12+(c<<2)>>2]=d;f[a+24>>2]=k;f[a+28>>2]=j;f[a+32>>2]=i;f[a+36>>2]=h;f[a+40>>2]=g;f[a+44>>2]=b;n[a+24+(c<<2)>>2]=d;u=e;return}function xib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0;c=c&255;j=f[b>>2]|0;f[a>>2]=j;i=f[b+4>>2]|0;f[a+4>>2]=i;h=f[b+8>>2]|0;f[a+8>>2]=h;g=f[b+12>>2]|0;f[a+12>>2]=g;e=f[b+16>>2]|0;f[a+16>>2]=e;b=f[b+20>>2]|0;f[a+20>>2]=b;n[a+12+(c<<2)>>2]=d;f[a+24>>2]=j;f[a+28>>2]=i;f[a+32>>2]=h;f[a+36>>2]=g;f[a+40>>2]=e;f[a+44>>2]=b;n[a+24+(c<<2)>>2]=d;return}function yib(){if(b[257144]|0)return;if(!(MPb(257144)|0))return;return}function zib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0;n=u;u=u+32|0;m=n;c=f[a>>2]|0;i=f[a+4>>2]|0;if((c|0)==(i|0)){m=1;u=n;return m|0}j=b+8|0;k=b+16|0;l=b+24|0;d=b+32|0;e=b+40|0;g=m+8|0;h=m+16|0;a=c;while(1){r=+p[a>>3];q=+p[a+8>>3];o=+p[a+16>>3];s=+p[a+24>>3];c=s+(r*+p[b>>3]+(q*+p[j>>3]+o*+p[k>>3]))<0.0;if(c^s+(r*+p[l>>3]+(q*+p[d>>3]+o*+p[e>>3]))<0.0){cCa(m,a,b,l);c=(c^1)&1;s=+p[m>>3];t=b+(c*24|0)|0;p[m>>3]=+p[t>>3];p[t>>3]=s;s=+p[g>>3];t=b+(c*24|0)+8|0;p[g>>3]=+p[t>>3];p[t>>3]=s;p[b+(c*24|0)+16>>3]=+p[h>>3]}else if(c){a=0;c=7;break}a=a+32|0;if((a|0)==(i|0)){a=1;c=7;break}}if((c|0)==7){u=n;return a|0}return 0}function Aib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+368|0;k=l;g=k;p[k>>3]=+p[b>>3];p[k+8>>3]=+p[b+8>>3];p[k+16>>3]=+p[b+16>>3];p[k+24>>3]=+p[b+24>>3];p[k+32>>3]=+p[b+32>>3];p[k+40>>3]=+p[b+40>>3];p[k+48>>3]=+p[b+48>>3];p[k+56>>3]=+p[b+56>>3];p[k+64>>3]=+p[b+64>>3];b=f[a>>2]|0;k=f[a+4>>2]|0;if((b|0)==(k|0)){e=3;b=g}else{e=3;j=b;b=d;while(1){a=b;if(e){i=g;if((j|0)==(c|0)){h=0;do{m=i+(h*24|0)|0;p[a>>3]=+p[m>>3];p[a+8>>3]=+p[i+(h*24|0)+8>>3];p[a+16>>3]=+p[i+(h*24|0)+16>>3];n=m+24|0;p[a+24>>3]=+p[n>>3];p[a+32>>3]=+p[n+8>>3];p[a+40>>3]=+p[n+16>>3];m=m+48|0;p[a+48>>3]=+p[m>>3];p[a+56>>3]=+p[m+8>>3];p[a+64>>3]=+p[m+16>>3];a=a+72|0;h=h+3|0}while(h>>>0<e>>>0)}else{h=0;do{a=a+((Bib(j,i+(h*24|0)|0,a)|0)*24|0)|0;h=h+3|0}while(h>>>0<e>>>0)}}e=(a-b|0)/24|0;j=j+32|0;if((j|0)==(k|0))break;else{n=g;g=b;b=n}}}if((d|0)!=(b|0)&(e|0)!=0)a=0;else{u=l;return e|0}do{p[d+(a*24|0)>>3]=+p[b+(a*24|0)>>3];p[d+(a*24|0)+8>>3]=+p[b+(a*24|0)+8>>3];p[d+(a*24|0)+16>>3]=+p[b+(a*24|0)+16>>3];a=a+1|0}while((a|0)!=(e|0));u=l;return e|0}function Bib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0;J=u;u=u+144|0;q=J+120|0;g=J+72|0;e=J+24|0;d=J;K=+p[a>>3];o=+p[b>>3];A=b+8|0;y=+p[a+8>>3];h=+p[A>>3];B=b+16|0;z=+p[a+16>>3];i=+p[B>>3];L=+p[a+24>>3];H=b+24|0;j=+p[H>>3];C=b+32|0;k=+p[C>>3];D=b+40|0;l=+p[D>>3];I=b+48|0;m=+p[I>>3];E=b+56|0;n=+p[E>>3];F=b+64|0;r=L+(K*o+(y*h+z*i))<0.0;s=L+(K*j+(y*k+z*l))<0.0;t=L+(K*m+(y*n+z*+p[F>>3]))<0.0;switch(((r&1)+(s&1)<<24>>24)+(t&1)&7){case 0:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));I=3;u=J;return I|0}case 1:{v=g+24|0;x=r?q:g;w=r?g:v;p[x>>3]=o;p[x+8>>3]=h;p[x+16>>3]=i;x=s?q:w;p[x>>3]=j;p[x+8>>3]=k;p[x+16>>3]=l;w=t?q:s?w:w+24|0;p[w>>3]=m;p[w+8>>3]=n;p[w+16>>3]=+p[F>>3];w=d+8|0;t=d+16|0;cCa(d,a,q,g);K=+p[d>>3];p[e>>3]=K;L=+p[w>>3];p[e+8>>3]=L;h=+p[t>>3];p[e+16>>3]=h;cCa(d,a,q,v);z=+p[d>>3];v=e+24|0;p[d>>3]=+p[v>>3];p[v>>3]=z;o=+p[w>>3];v=e+32|0;p[w>>3]=+p[v>>3];p[v>>3]=o;y=+p[t>>3];p[e+40>>3]=y;j=+p[g>>3];p[c>>3]=j;k=+p[g+8>>3];t=c+8|0;p[t>>3]=k;l=+p[g+16>>3];v=c+16|0;p[v>>3]=l;m=+p[g+24>>3];w=c+24|0;p[w>>3]=m;n=+p[g+32>>3];x=c+32|0;p[x>>3]=n;i=+p[g+40>>3];q=c+40|0;p[q>>3]=i;p[c+48>>3]=K;p[c+56>>3]=L;p[c+64>>3]=h;r=c+72|0;p[r>>3]=m;s=c+80|0;p[s>>3]=n;d=c+88|0;p[d>>3]=i;e=c+96|0;p[e>>3]=z;g=c+104|0;p[g>>3]=o;a=c+112|0;p[a>>3]=y;p[c+120>>3]=K;p[c+128>>3]=L;p[c+136>>3]=h;h=+p[b>>3];if(j==h)if(k==+p[A>>3])if(l==+p[B>>3])if(m==+p[H>>3])if(n==+p[C>>3]){if(!(i==+p[D>>3]))G=9}else G=9;else G=9;else G=9;else G=9;else G=9;do if((G|0)==9){if(j==+p[H>>3])if(k==+p[C>>3])if(l==+p[D>>3])if(m==+p[I>>3])if(n==+p[E>>3])if(i==+p[F>>3])break;if(j==+p[I>>3])if(k==+p[E>>3])if(m==h?l==+p[F>>3]:0)if(n==+p[A>>3])if(i==+p[B>>3])break;p[c>>3]=m;p[t>>3]=n;p[v>>3]=i;p[w>>3]=j;p[x>>3]=k;p[q>>3]=l;p[r>>3]=z;p[s>>3]=o;p[d>>3]=y;p[e>>3]=m;p[g>>3]=n;p[a>>3]=i}while(0);I=6;u=J;return I|0}case 2:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=b+((s&t?0:s?2:1)*24|0)|0;e=q+8|0;g=q+16|0;if(r){cCa(q,a,d,b);L=+p[q>>3];p[q>>3]=+p[c>>3];p[c>>3]=L;L=+p[e>>3];b=c+8|0;p[e>>3]=+p[b>>3];p[b>>3]=L;p[c+16>>3]=+p[g>>3]}if(s){cCa(q,a,d,H);L=+p[q>>3];H=c+24|0;p[q>>3]=+p[H>>3];p[H>>3]=L;L=+p[e>>3];H=c+32|0;p[e>>3]=+p[H>>3];p[H>>3]=L;p[c+40>>3]=+p[g>>3]}if(!t){I=3;u=J;return I|0}cCa(q,a,d,I);L=+p[q>>3];I=c+48|0;p[q>>3]=+p[I>>3];p[I>>3]=L;L=+p[e>>3];I=c+56|0;p[e>>3]=+p[I>>3];p[I>>3]=L;p[c+64>>3]=+p[g>>3];I=3;u=J;return I|0}default:{I=0;u=J;return I|0}}return 0}function Cib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,f=0,g=0.0,h=0.0,i=0.0,j=0,k=0.0;if(!b){b=0;return b|0}j=b+-1|0;i=+p[c+8>>3];h=+p[c>>3];f=0;c=0;d=j;g=+p[a+(j<<4)+8>>3];while(1){e=g;g=+p[a+(f<<4)+8>>3];if(g>i^e>i){k=+p[a+(f<<4)>>3];if(h<k+(i-g)*(+p[a+(d<<4)>>3]-k)/(e-g))c=c^1}d=f+1|0;if((d|0)==(b|0))break;else{j=f;f=d;d=j}}return c|0}function Dib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;o=+n[a+24>>2];p=+n[a>>2];w=o-p;q=+n[a+28>>2];r=+n[a+4>>2];c=q-r;j=+n[a+32>>2];k=+n[a+8>>2];f=j-k;l=+n[a+12>>2];v=l-p;m=+n[a+16>>2];t=m-r;i=+n[a+20>>2];h=i-k;u=+n[b>>2]-p;s=+n[b+4>>2]-r;g=+n[b+8>>2]-k;d=w*w+(c*c+f*f);e=w*v+(c*t+f*h);f=w*u+(c*s+f*g);c=v*v+(t*t+h*h);g=v*u+(t*s+h*g);h=d*c-e*e;if(h<0.0){c=c*f-e*g;if(!(c<=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w<=0.0)|!(c+w>=h)){b=0;return b|0}if(k==i&(r==m&p==l)){b=0;return b|0}if(p==o&r==q&k==j){b=0;return b|0}else return i!=j|(m!=q|l!=o)|0}if(h==0.0){b=0;return b|0}c=c*f-e*g;if(!(c>=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w>=0.0)|!(c+w<=h)){b=0;return b|0}if(k==i&(r==m&p==l)){b=0;return b|0}if(p==o&r==q&k==j){b=0;return b|0}b=i!=j|(m!=q|l!=o);return b|0}function Eib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;n=+p[a+48>>3];o=+p[a>>3];w=n-o;q=+p[a+56>>3];r=+p[a+8>>3];c=q-r;j=+p[a+64>>3];k=+p[a+16>>3];f=j-k;l=+p[a+24>>3];v=l-o;m=+p[a+32>>3];t=m-r;i=+p[a+40>>3];h=i-k;u=+p[b>>3]-o;s=+p[b+8>>3]-r;g=+p[b+16>>3]-k;d=w*w+(c*c+f*f);e=w*v+(c*t+f*h);f=w*u+(c*s+f*g);c=v*v+(t*t+h*h);g=v*u+(t*s+h*g);h=d*c-e*e;if(h<0.0){c=c*f-e*g;if(!(c<=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w<=0.0)|!(c+w>=h)){b=0;return b|0}if(k==i&(r==m&o==l)){b=0;return b|0}if(o==n&r==q&k==j){b=0;return b|0}else return i!=j|(m!=q|l!=n)|0}if(h==0.0){b=0;return b|0}c=c*f-e*g;if(!(c>=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w>=0.0)|!(c+w<=h)){b=0;return b|0}if(k==i&(r==m&o==l)){b=0;return b|0}if(o==n&r==q&k==j){b=0;return b|0}b=i!=j|(m!=q|l!=n);return b|0}function Fib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;e=+p[a>>3];g=+p[b>>3];l=e-g;h=+p[a+8>>3];i=+p[b+8>>3];k=h-i;c=+p[a+16>>3];d=+p[b+16>>3];j=c-d;f=+p[b+24>>3];if(l*l+(k*k+j*j)<=f){l=0.0;return +l}k=g-e;l=i-h;c=d-c;d=k*+p[a+24>>3]+(l*+p[a+32>>3]+c*+p[a+40>>3]);c=f-(k*k+(l*l+c*c)-d*d);if(c<0.0){l=-1.0;return +l}k=+L(+c);l=d-k;l=!(l>=0.0)?d+k:l;return +l}function Gib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0.0,F=0.0;D=u;u=u+192|0;C=D;d=+p[a>>3];i=+p[b>>3];if(!(d>=i)){e=a+8|0;h=+p[b+8>>3]}else{e=a+8|0;g=+p[e>>3];h=+p[b+8>>3];if(g>=h){c=+p[a+16>>3];if(c>=+p[b+16>>3])if(d<=+p[b+24>>3])if(g<=+p[b+32>>3])if(c<=+p[b+40>>3]){B=0.0;u=D;return +B}}}s=+p[b+24>>3];c=(s-i)*.5;o=+p[b+32>>3];g=(o-h)*.5;n=+p[b+40>>3];t=+p[b+16>>3];v=(n-t)*.5;z=i+c;A=h+g;B=t+v;c=c*1.00001;g=g*1.00001;v=v*1.00001;w=z-c;x=A-g;y=B-v;z=c+z;A=g+A;B=v+B;v=h*0.0;g=t*0.0;c=v+g-i;p[C>>3]=-1.0;b=C+8|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+24>>3]=-c;i=i*0.0;g=i+(g-h);p[C+32>>3]=0.0;p[C+40>>3]=-1.0;p[C+48>>3]=0.0;p[C+56>>3]=-g;i=i+(v-t);b=C+64|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+80>>3]=-1.0;p[C+88>>3]=-i;t=o*0.0;v=n*0.0;k=s+(t+v);p[C+96>>3]=1.0;b=C+104|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+120>>3]=-k;s=s*0.0;p[C+128>>3]=0.0;p[C+136>>3]=1.0;p[C+144>>3]=0.0;p[C+152>>3]=-(s+(o+v));n=s+(t+n);b=C+160|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+176>>3]=1.0;p[C+184>>3]=-n;t=+p[a>>3];s=+p[e>>3];v=+p[a+16>>3];o=+p[a+24>>3];q=+p[a+32>>3];r=+p[a+40>>3];h=s*0.0;d=v*0.0;j=h+d;c=j-t-c;if(c>0.0){c=-c/(q*0.0+r*0.0-o);if(!(c>=0.0))l=11;else{F=t+o*c;E=s+q*c;m=v+r*c;if(!(F<=z)|(!(m>=y)|(!(F>=w)|!(E>=x)))|!(E<=A)|!(m<=B))l=11}}else l=11;do if((l|0)==11){m=t*0.0;c=m+(d-s)-g;if(c>0.0){c=-c/(o*0.0+(r*0.0-q));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}c=m+(h-v)-i;if(c>0.0){c=-c/(o*0.0+(q*0.0-r));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}c=t+j-k;if(c>0.0){c=-c/(o+(q*0.0+r*0.0));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}d=+p[C+136>>3];g=+p[C+144>>3];c=+p[C+152>>3]+(m+(d*s+g*v));if(c>0.0){c=-c/(o*0.0+(d*q+g*r));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}g=+p[C+160>>3];h=+p[C+168>>3];d=+p[C+176>>3];c=g*t+(h*s+d*v)-n;if(c>0.0){c=-c/(g*o+(h*q+d*r));if(c>=0.0){F=t+o*c;g=s+q*c;d=v+r*c;if(!(!(F<=z)|(!(d>=y)|(!(F>=w)|!(g>=x)))))if(!(!(g<=A)|!(d<=B)))break}}c=-1.0}while(0);F=c;u=D;return +F}function Hib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[b>>3];d=+p[b+8>>3];c=+p[b+16>>3];return +(-(+p[b+24>>3]+(e*+p[a>>3]+(d*+p[a+8>>3]+c*+p[a+16>>3])))/(e*+p[a+24>>3]+(d*+p[a+32>>3]+c*+p[a+40>>3])))}function Iib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+240|0;t=y+168|0;x=y+96|0;v=y+24|0;w=y;r=+p[a>>3];s=+p[a+8>>3];h=+p[a+16>>3];i=+p[a+24>>3];e=+p[b>>3];f=+p[b+8>>3];g=+p[b+16>>3];d=i+(r*e+(s*f+h*g));if(d>0.0){k=1;l=0;m=0;j=t}else{j=d<0.0;k=0;l=j&1;m=(j^1)&1;j=j?v:x}p[j>>3]=e;p[j+8>>3]=f;p[j+16>>3]=g;e=+p[b+24>>3];f=+p[b+32>>3];g=+p[b+40>>3];d=i+(r*e+(s*f+h*g));do if(d>0.0){n=k+1|0;o=l;q=m;j=t+(k*24|0)|0}else if(d<0.0){n=k;o=l+1|0;q=m;j=v+(l*24|0)|0;break}else{n=k;o=l;q=m+1|0;j=x+(m*24|0)|0;break}while(0);p[j>>3]=e;p[j+8>>3]=f;p[j+16>>3]=g;f=+p[b+48>>3];g=+p[b+56>>3];e=+p[b+64>>3];d=i+(r*f+(s*g+h*e));do if(d>0.0){k=n+1|0;l=o;m=q;j=t+(n*24|0)|0}else if(d<0.0){k=n;l=o+1|0;m=q;j=v+(o*24|0)|0;break}else{k=n;l=o;m=q+1|0;j=x+(q*24|0)|0;break}while(0);p[j>>3]=f;p[j+8>>3]=g;p[j+16>>3]=e;if((l|0)==3|(k|0)==3){x=0;u=y;return x|0}if((l|0)==1&(k|0)==1){cCa(w,a,t,v);s=+p[w>>3];p[w>>3]=+p[c>>3];p[c>>3]=s;t=w+8|0;s=+p[t>>3];v=c+8|0;p[t>>3]=+p[v>>3];p[v>>3]=s;p[c+16>>3]=+p[w+16>>3];p[c+24>>3]=+p[x>>3];p[c+32>>3]=+p[x+8>>3];p[c+40>>3]=+p[x+16>>3];x=1;u=y;return x|0}switch(m|0){case 0:{if(k>>>0<l>>>0){x=t+8|0;q=t+16|0;i=+p[t>>3];r=+p[x>>3];s=+p[q>>3];p[t>>3]=+p[v>>3];b=v+8|0;p[x>>3]=+p[b>>3];x=v+16|0;p[q>>3]=+p[x>>3];p[v>>3]=i;p[b>>3]=r;p[x>>3]=s;x=t+24|0;b=t+32|0;q=t+40|0;s=+p[x>>3];r=+p[b>>3];i=+p[q>>3];o=v+24|0;p[x>>3]=+p[o>>3];x=v+32|0;p[b>>3]=+p[x>>3];b=v+40|0;p[q>>3]=+p[b>>3];p[o>>3]=s;p[x>>3]=r;p[b>>3]=i;b=t+48|0;x=t+56|0;o=t+64|0;i=+p[b>>3];r=+p[x>>3];s=+p[o>>3];q=v+48|0;p[b>>3]=+p[q>>3];b=v+56|0;p[x>>3]=+p[b>>3];x=v+64|0;p[o>>3]=+p[x>>3];p[q>>3]=i;p[b>>3]=r;p[x>>3]=s}cCa(w,a,t,v);s=+p[w>>3];p[w>>3]=+p[c>>3];p[c>>3]=s;b=w+8|0;s=+p[b>>3];x=c+8|0;p[b>>3]=+p[x>>3];p[x>>3]=s;p[c+16>>3]=+p[w+16>>3];cCa(w,a,t+24|0,v);s=+p[w>>3];v=c+24|0;p[w>>3]=+p[v>>3];p[v>>3]=s;v=w+8|0;s=+p[v>>3];x=c+32|0;p[v>>3]=+p[x>>3];p[x>>3]=s;p[c+40>>3]=+p[w+16>>3];x=1;u=y;return x|0}case 1:{x=0;u=y;return x|0}default:{d=+p[x>>3];p[c>>3]=d;e=+p[x+8>>3];p[c+8>>3]=e;f=+p[x+16>>3];p[c+16>>3]=f;g=+p[x+24>>3];p[c+24>>3]=g;h=+p[x+32>>3];p[c+32>>3]=h;i=+p[x+40>>3];p[c+40>>3]=i;if((m|0)==2){x=1;u=y;return x|0}p[c+48>>3]=g;p[c+56>>3]=h;p[c+64>>3]=i;i=+p[x+48>>3];p[c+72>>3]=i;r=+p[x+56>>3];p[c+80>>3]=r;s=+p[x+64>>3];p[c+88>>3]=s;p[c+96>>3]=i;p[c+104>>3]=r;p[c+112>>3]=s;p[c+120>>3]=d;p[c+128>>3]=e;p[c+136>>3]=f;x=3;u=y;return x|0}}return 0}function Jib(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0,u=0,v=0,w=0.0,x=0.0,y=0.0;x=+p[a>>3];y=+p[b>>3]-x;v=a+8|0;m=+p[v>>3];w=+p[b+8>>3]-m;u=a+16|0;l=+p[u>>3];o=+p[b+16>>3]-l;g=+p[c>>3];q=+p[d>>3]-g;r=c+8|0;h=+p[r>>3];s=+p[d+8>>3]-h;t=c+16|0;i=+p[t>>3];n=+p[d+16>>3]-i;g=x-g;h=m-h;i=l-i;l=y*y+(w*w+o*o);m=q*q+(s*s+n*n);k=g*q+(h*s+i*n);a=l<=1.0e-08;b=!(m<=1.0e-08);if(!(b|a^1)){p[e>>3]=x;d=e+8|0;p[d>>3]=+p[v>>3];v=e+16|0;p[v>>3]=+p[u>>3];x=+p[c>>3];p[f>>3]=x;y=+p[r>>3];p[f+8>>3]=y;w=+p[t>>3];p[f+16>>3]=w;x=+p[e>>3]-x;y=+p[d>>3]-y;w=+p[v>>3]-w;x=x*x;y=y*y;w=w*w;y=w+y;y=x+y;return +y}do if(a){g=k/m;h=0.0;g=g<0.0?0.0:g>1.0?1.0:g}else{j=g*y+(h*w+i*o);if(!b){h=-j/l;h=h<0.0?0.0:h>1.0?1.0:h;g=0.0;break}i=y*q+(w*s+o*n);g=l*m-i*i;if(g!=0.0){h=(i*k-j*m)/g;h=h<0.0?0.0:h>1.0?1.0:h}else h=0.0;g=k+i*h;if(g<0.0){h=-j/l;h=h<0.0?0.0:h>1.0?1.0:h;g=0.0;break}if(g>m){h=(i-j)/l;h=h<0.0?0.0:h>1.0?1.0:h;g=1.0;break}else{g=g/m;break}}while(0);p[e>>3]=x+h*y;d=e+8|0;p[d>>3]=+p[v>>3]+h*w;v=e+16|0;p[v>>3]=+p[u>>3]+h*o;x=+p[c>>3]+g*q;p[f>>3]=x;y=+p[r>>3]+g*s;p[f+8>>3]=y;w=+p[t>>3]+g*n;p[f+16>>3]=w;x=+p[e>>3]-x;y=+p[d>>3]-y;w=+p[v>>3]-w;x=x*x;y=y*y;w=w*w;y=w+y;y=x+y;return +y}function Kib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;B=+p[d>>3];C=+p[c>>3];D=B-C;y=+p[d+8>>3];z=+p[c+8>>3];A=y-z;x=+p[d+16>>3];r=+p[c+16>>3];s=x-r;t=+p[e>>3];u=t-C;v=+p[e+8>>3];w=v-z;o=+p[e+16>>3];q=o-r;g=+p[b>>3];m=g-C;h=+p[b+8>>3];n=h-z;f=+p[b+16>>3];k=f-r;i=m*D+(n*A+k*s);k=m*u+(n*w+k*q);if(i<=0.0&k<=0.0){p[a>>3]=C;p[a+8>>3]=z;D=r;a=a+16|0;p[a>>3]=D;return}j=g-B;n=h-y;m=f-x;l=D*j+(A*n+s*m);m=u*j+(w*n+q*m);if(!(!(l>=0.0)|!(m<=l))){p[a>>3]=B;p[a+8>>3]=y;D=x;a=a+16|0;p[a>>3]=D;return}n=i*m-k*l;if(l<=0.0&(i>=0.0&n<=0.0)){B=i/(i-l);p[a>>3]=C+B*D;p[a+8>>3]=z+B*A;D=r+B*s;a=a+16|0;p[a>>3]=D;return}g=g-t;h=h-v;j=f-o;f=D*g+(A*h+s*j);j=u*g+(w*h+q*j);if(!(!(j>=0.0)|!(f<=j))){p[a>>3]=t;p[a+8>>3]=v;D=o;a=a+16|0;p[a>>3]=D;return}i=k*f-i*j;if(j<=0.0&(k>=0.0&i<=0.0)){D=k/(k-j);p[a>>3]=C+D*u;p[a+8>>3]=z+D*w;D=r+D*q;a=a+16|0;p[a>>3]=D;return}h=l*j-m*f;if(h<=0.0){g=m-l;if(g>=0.0){f=f-j;if(f>=0.0){D=g/(g+f);p[a>>3]=B+D*(t-B);p[a+8>>3]=y+D*(v-y);D=x+D*(o-x);a=a+16|0;p[a>>3]=D;return}}}B=1.0/(n+(h+i));y=i*B;B=n*B;p[a>>3]=C+y*D+B*u;p[a+8>>3]=z+y*A+B*w;D=r+y*s+B*q;a=a+16|0;p[a>>3]=D;return}function Lib(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0;q=+p[e>>3];j=+p[e+8>>3];h=+p[e+16>>3];o=+p[d>>3]-+p[a>>3];l=+p[d+8>>3]-+p[a+8>>3];i=+p[d+16>>3]-+p[a+16>>3];s=+p[a+24>>3];r=+p[a+32>>3];n=+p[a+40>>3];m=q*s+(j*r+h*n);k=q*q+(j*j+h*h);n=o*s+(l*r+i*n);i=q*o+(j*l+h*i);h=k-m*m;if(h<1.0e-08){l=i;i=0.0;h=1.0}else{j=i*m-k*n;if(j>-0.0){l=-i;i=0.0}else{l=-(i-m*n);i=-j;k=h}}if(l<0.0){e=n<0.0;l=0.0;i=e?0.0:n;h=e?h:1.0}else{j=n+m;a=j<0.0;if(l>k){l=k;i=a?0.0:j;h=a?h:1.0}}do if(+K(+i)<1.0e-08){p[b>>3]=0.0;h=1.0}else if(h<0.0){p[b>>3]=-i;h=-h;break}else{p[b>>3]=i;break}while(0);p[c>>3]=h;c=+K(+l)<1.0e-08;p[f>>3]=c?0.0:l;p[g>>3]=c?1.0:k;return}function Mib(a,b){a=a|0;b=b|0;var c=0.0;c=+p[a+24>>3]*(+p[b>>3]-+p[a>>3])+(+p[a+32>>3]*(+p[b+8>>3]-+p[a+8>>3])+ +p[a+40>>3]*(+p[b+16>>3]-+p[a+16>>3]));return +(c<0.0?0.0:c)}function Nib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+n[b+4>>2];g=+n[b+16>>2]-j;d=+n[b+8>>2];l=+n[b+32>>2]-d;e=+n[b+20>>2]-d;i=+n[b+28>>2]-j;m=g*l-e*i;k=+n[b>>2];f=+n[b+24>>2]-k;h=+n[b+12>>2]-k;l=e*f-l*h;f=i*h-g*f;g=+n[a>>2];h=+n[a+4>>2];i=+n[a+8>>2];d=k*m+(j*l+d*f)-(m*g+(h*l+f*i));j=+n[a+12>>2];k=+n[a+16>>2];e=+n[a+20>>2];f=m*j+(l*k+f*e);a=f<0.0;d=a?-d:d;if(d>=0.0){m=d/(a?-f:f);n[c>>2]=g+m*j;n[c+4>>2]=h+m*k;n[c+8>>2]=i+m*e;if(Dib(b,c)|0){c=1;return c|0}}c=0;return c|0}function Oib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0,L=0,M=0.0;I=u;u=u+208|0;o=I+56|0;q=I+48|0;t=I+40|0;v=I+32|0;w=I+24|0;B=I;if(Pib(a,b,d)|0){p[c>>3]=+p[d>>3];p[c+8>>3]=+p[d+8>>3];p[c+16>>3]=+p[d+16>>3];l=0.0;u=I;return +l}i=+p[b>>3];p[o>>3]=i;f=+p[b+8>>3];L=o+8|0;p[L>>3]=f;h=+p[b+16>>3];K=o+16|0;p[K>>3]=h;j=+p[b+24>>3];p[o+24>>3]=j;g=+p[b+32>>3];p[o+32>>3]=g;k=+p[b+40>>3];p[o+40>>3]=k;p[o+48>>3]=j;m=o+56|0;p[m>>3]=g;n=o+64|0;p[n>>3]=k;e=+p[b+48>>3];p[o+72>>3]=e;l=+p[b+56>>3];p[o+80>>3]=l;J=+p[b+64>>3];p[o+88>>3]=J;p[o+96>>3]=e;z=o+104|0;p[z>>3]=l;C=o+112|0;p[C>>3]=J;p[o+120>>3]=i;p[o+128>>3]=f;p[o+136>>3]=h;A=B+8|0;D=B+16|0;b=a+24|0;r=a+8|0;s=a+32|0;x=a+16|0;y=a+40|0;E=c+8|0;F=c+16|0;G=d+8|0;H=d+16|0;p[B>>3]=j-i;p[A>>3]=g-f;p[D>>3]=k-h;Lib(a,q,t,o,B,v,w);h=+p[q>>3]/+p[t>>3];k=+p[v>>3]/+p[w>>3];f=+p[a>>3]+h*+p[b>>3];g=+p[r>>3]+h*+p[s>>3];h=+p[x>>3]+h*+p[y>>3];i=+p[o>>3]+k*+p[B>>3];j=+p[L>>3]+k*+p[A>>3];k=+p[K>>3]+k*+p[D>>3];J=f-i;l=g-j;e=h-k;e=J*J+(l*l+e*e);if(e<1797693134862315708145274.0e284){p[c>>3]=f;p[E>>3]=g;p[F>>3]=h;p[d>>3]=i;p[G>>3]=j;p[H>>3]=k}else e=1797693134862315708145274.0e284;L=o+48|0;p[B>>3]=+p[o+72>>3]-+p[L>>3];p[A>>3]=+p[o+80>>3]-+p[m>>3];p[D>>3]=+p[o+88>>3]-+p[n>>3];Lib(a,q,t,L,B,v,w);k=+p[q>>3]/+p[t>>3];f=+p[v>>3]/+p[w>>3];i=+p[a>>3]+k*+p[b>>3];j=+p[r>>3]+k*+p[s>>3];k=+p[x>>3]+k*+p[y>>3];l=+p[L>>3]+f*+p[B>>3];h=+p[m>>3]+f*+p[A>>3];f=+p[n>>3]+f*+p[D>>3];M=i-l;J=j-h;g=k-f;g=M*M+(J*J+g*g);if(g<e){p[c>>3]=i;p[E>>3]=j;p[F>>3]=k;p[d>>3]=l;p[G>>3]=h;p[H>>3]=f;e=g}L=o+96|0;p[B>>3]=+p[o+120>>3]-+p[L>>3];p[A>>3]=+p[o+128>>3]-+p[z>>3];p[D>>3]=+p[o+136>>3]-+p[C>>3];Lib(a,q,t,L,B,v,w);j=+p[q>>3]/+p[t>>3];f=+p[v>>3]/+p[w>>3];l=+p[a>>3]+j*+p[b>>3];k=+p[r>>3]+j*+p[s>>3];j=+p[x>>3]+j*+p[y>>3];i=+p[L>>3]+f*+p[B>>3];h=+p[z>>3]+f*+p[A>>3];f=+p[C>>3]+f*+p[D>>3];J=l-i;M=k-h;g=j-f;g=J*J+(M*M+g*g);if(g<e){p[c>>3]=l;p[E>>3]=k;p[F>>3]=j;p[d>>3]=i;p[G>>3]=h;p[H>>3]=f;e=g}M=e;u=I;return +M}function Pib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+p[b+8>>3];g=+p[b+32>>3]-j;d=+p[b+16>>3];l=+p[b+64>>3]-d;e=+p[b+40>>3]-d;i=+p[b+56>>3]-j;m=g*l-e*i;k=+p[b>>3];f=+p[b+48>>3]-k;h=+p[b+24>>3]-k;l=e*f-l*h;f=i*h-g*f;g=+p[a>>3];h=+p[a+8>>3];i=+p[a+16>>3];d=k*m+(j*l+d*f)-(m*g+(h*l+f*i));j=+p[a+24>>3];k=+p[a+32>>3];e=+p[a+40>>3];f=m*j+(l*k+f*e);a=f<0.0;d=a?-d:d;if(d>=0.0){m=d/(a?-f:f);p[c>>3]=g+m*j;p[c+8>>3]=h+m*k;p[c+16>>3]=i+m*e;if(Eib(b,c)|0){c=1;return c|0}}c=0;return c|0}function Qib(a,b){a=a|0;b=+b;var c=0.0;c=+n[a>>2];return +(c+(+n[a+4>>2]-c)*b)}function Rib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;h=j+16|0;i=j;k=tSa(b)|0;g=f[d+196>>2]|0;if((g&32|0)!=0|(g&2048|0)==0&(k^1))if((c|0)==0|(g&33554456|0)==0){JJa(d,h,i);l=f[h+4>>2]|0;g=f[h+8>>2]|0;b=f[i>>2]|0;c=f[i+4>>2]|0;k=f[i+8>>2]|0;f[a>>2]=f[h>>2];f[a+4>>2]=l;f[a+8>>2]=g;f[a+12>>2]=b;f[a+16>>2]=c;f[a+20>>2]=k;if(e|0){l=f[d+96>>2]|0;f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[e+12>>2]=f[l+12>>2];f[e+16>>2]=f[l+16>>2];f[e+20>>2]=f[l+20>>2];f[e+24>>2]=f[l+24>>2];f[e+28>>2]=f[l+28>>2];f[e+32>>2]=f[l+32>>2];f[e+36>>2]=f[l+36>>2];f[e+40>>2]=f[l+40>>2];f[e+44>>2]=f[l+44>>2];f[e+48>>2]=f[l+48>>2];f[e+52>>2]=f[l+52>>2];f[e+56>>2]=f[l+56>>2];f[e+60>>2]=f[l+60>>2]}u=j;return}Sib(h,b,c,d,e);i=f[h>>2]|0;f[h>>2]=f[a>>2];f[a>>2]=i;i=h+4|0;l=f[i>>2]|0;k=a+4|0;f[i>>2]=f[k>>2];f[k>>2]=l;k=h+8|0;l=f[k>>2]|0;i=a+8|0;f[k>>2]=f[i>>2];f[i>>2]=l;i=a+12|0;l=h+12|0;k=f[l>>2]|0;f[l>>2]=f[i>>2];f[i>>2]=k;i=h+16|0;k=f[i>>2]|0;l=a+16|0;f[i>>2]=f[l>>2];f[l>>2]=k;f[a+20>>2]=f[h+20>>2];u=j;return}function Sib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0,L=0;D=u;u=u+160|0;o=D+88|0;B=D+24|0;C=D;K=f[d+4>>2]|0;L=f[d+96>>2]|0;f[o>>2]=f[L>>2];p=o+4|0;f[p>>2]=f[L+4>>2];q=o+8|0;f[q>>2]=f[L+8>>2];r=o+12|0;f[r>>2]=f[L+12>>2];s=o+16|0;f[s>>2]=f[L+16>>2];t=o+20|0;f[t>>2]=f[L+20>>2];v=o+24|0;f[v>>2]=f[L+24>>2];w=o+28|0;f[w>>2]=f[L+28>>2];x=o+32|0;f[x>>2]=f[L+32>>2];y=o+36|0;f[y>>2]=f[L+36>>2];z=o+40|0;f[z>>2]=f[L+40>>2];A=o+44|0;f[A>>2]=f[L+44>>2];G=o+48|0;f[G>>2]=f[L+48>>2];F=o+52|0;f[F>>2]=f[L+52>>2];E=o+56|0;f[E>>2]=f[L+56>>2];g=o+60|0;f[g>>2]=f[L+60>>2];QDa(b,c,d,o);b=f[K+44>>2]|0;J=+n[b+124>>2];k=+n[b+136>>2];h=J-k;I=+n[b+128>>2];l=+n[b+140>>2];i=I-l;H=+n[b+132>>2];m=+n[b+144>>2];j=H-m;k=J+k;l=I+l;m=H+m;o=f[o>>2]|0;f[B>>2]=o;p=f[p>>2]|0;f[B+4>>2]=p;q=f[q>>2]|0;f[B+8>>2]=q;r=f[r>>2]|0;f[B+12>>2]=r;s=f[s>>2]|0;f[B+16>>2]=s;t=f[t>>2]|0;f[B+20>>2]=t;v=f[v>>2]|0;f[B+24>>2]=v;w=f[w>>2]|0;f[B+28>>2]=w;x=f[x>>2]|0;f[B+32>>2]=x;y=f[y>>2]|0;f[B+36>>2]=y;z=f[z>>2]|0;f[B+40>>2]=z;A=f[A>>2]|0;f[B+44>>2]=A;b=f[G>>2]|0;f[B+48>>2]=b;c=f[F>>2]|0;f[B+52>>2]=c;d=f[E>>2]|0;f[B+56>>2]=d;g=f[g>>2]|0;f[B+60>>2]=g;if(!e){n[C>>2]=h;L=C+4|0;n[L>>2]=i;L=C+8|0;n[L>>2]=j;L=C+12|0;n[L>>2]=k;L=C+16|0;n[L>>2]=l;L=C+20|0;n[L>>2]=m;Tib(a,C,B);u=D;return}f[e>>2]=o;f[e+4>>2]=p;f[e+8>>2]=q;f[e+12>>2]=r;f[e+16>>2]=s;f[e+20>>2]=t;f[e+24>>2]=v;f[e+28>>2]=w;f[e+32>>2]=x;f[e+36>>2]=y;f[e+40>>2]=z;f[e+44>>2]=A;f[e+48>>2]=b;f[e+52>>2]=c;f[e+56>>2]=d;f[e+60>>2]=g;n[C>>2]=h;L=C+4|0;n[L>>2]=i;L=C+8|0;n[L>>2]=j;L=C+12|0;n[L>>2]=k;L=C+16|0;n[L>>2]=l;L=C+20|0;n[L>>2]=m;Tib(a,C,B);u=D;return}function Tib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0;J=u;u=u+128|0;g=J+24|0;E=J;H=f[b>>2]|0;k=f[b+4>>2]|0;h=f[b+8>>2]|0;f[g>>2]=H;F=g+4|0;f[F>>2]=k;G=g+8|0;f[G>>2]=h;j=f[b+12>>2]|0;f[g+12>>2]=j;f[g+16>>2]=k;f[g+20>>2]=h;i=f[b+16>>2]|0;f[g+24>>2]=H;f[g+28>>2]=i;f[g+32>>2]=h;f[g+36>>2]=j;f[g+40>>2]=i;f[g+44>>2]=h;h=f[b+20>>2]|0;f[g+48>>2]=H;f[g+52>>2]=k;f[g+56>>2]=h;f[g+60>>2]=j;f[g+64>>2]=k;f[g+68>>2]=h;f[g+72>>2]=H;f[g+76>>2]=i;f[g+80>>2]=h;H=g+84|0;f[H>>2]=j;f[g+88>>2]=i;f[g+92>>2]=h;h=g+96|0;i=c+16|0;j=c+32|0;k=c+4|0;l=c+20|0;m=c+36|0;o=c+8|0;p=c+24|0;q=c+40|0;r=c+12|0;t=c+28|0;v=c+44|0;w=E+4|0;x=E+8|0;y=E+12|0;z=c+48|0;A=c+52|0;B=c+56|0;C=c+60|0;D=E+16|0;b=g;do{P=+n[b>>2];L=b+4|0;O=+n[L>>2];K=b+8|0;d=+n[K>>2];e=P*+n[k>>2]+O*+n[l>>2]+d*+n[m>>2];N=P*+n[o>>2]+O*+n[p>>2]+d*+n[q>>2];M=P*+n[r>>2]+O*+n[t>>2]+d*+n[v>>2];d=+n[c>>2]*P+ +n[i>>2]*O+ +n[j>>2]*d+ +n[z>>2];n[E>>2]=d;e=e+ +n[A>>2];n[w>>2]=e;n[x>>2]=N+ +n[B>>2];n[y>>2]=M+ +n[C>>2];f[D>>2]=0;n[b>>2]=d;n[L>>2]=e;f[K>>2]=f[x>>2];b=b+12|0}while((b|0)!=(h|0));m=a+12|0;L=f[g>>2]|0;f[m>>2]=L;k=f[F>>2]|0;l=a+16|0;f[l>>2]=k;K=f[G>>2]|0;i=a+20|0;f[i>>2]=K;f[a>>2]=L;j=a+4|0;f[j>>2]=k;k=a+8|0;f[k>>2]=K;d=(f[s>>2]=L,+n[s>>2]);while(1){h=g+12|0;e=+n[h>>2];if(e<d){b=a;I=5}else if(e>+n[m>>2]){b=m;I=5}if((I|0)==5){I=0;n[b>>2]=e}d=+n[g+16>>2];if(d<+n[j>>2]){b=a;I=8}else if(d>+n[l>>2]){b=m;I=8}if((I|0)==8){I=0;n[b+4>>2]=d}d=+n[g+20>>2];if(d<+n[k>>2]){b=a;I=13}else if(d>+n[i>>2]){b=m;I=13}if((I|0)==13){I=0;n[b+8>>2]=d}if((h|0)==(H|0))break;g=h;d=+n[a>>2]}u=J;return}function Uib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0;H=u;u=u+240|0;X=H+176|0;F=H+48|0;G=H;Y=f[d+4>>2]|0;Z=f[d+96>>2]|0;f[X>>2]=f[Z>>2];W=X+4|0;f[W>>2]=f[Z+4>>2];V=X+8|0;f[V>>2]=f[Z+8>>2];U=X+12|0;f[U>>2]=f[Z+12>>2];T=X+16|0;f[T>>2]=f[Z+16>>2];S=X+20|0;f[S>>2]=f[Z+20>>2];R=X+24|0;f[R>>2]=f[Z+24>>2];Q=X+28|0;f[Q>>2]=f[Z+28>>2];P=X+32|0;f[P>>2]=f[Z+32>>2];O=X+36|0;f[O>>2]=f[Z+36>>2];N=X+40|0;f[N>>2]=f[Z+40>>2];M=X+44|0;f[M>>2]=f[Z+44>>2];L=X+48|0;f[L>>2]=f[Z+48>>2];K=X+52|0;f[K>>2]=f[Z+52>>2];J=X+56|0;f[J>>2]=f[Z+56>>2];I=X+60|0;f[I>>2]=f[Z+60>>2];QDa(b,c,d,X);d=f[Y+44>>2]|0;z=+n[d+124>>2];t=+n[d+136>>2];q=z-t;y=+n[d+128>>2];v=+n[d+140>>2];r=y-v;x=+n[d+132>>2];w=+n[d+144>>2];s=x-w;t=z+t;v=y+v;w=x+w;x=+n[X>>2];p[F>>3]=x;y=+n[W>>2];p[F+8>>3]=y;z=+n[V>>2];p[F+16>>3]=z;A=+n[U>>2];p[F+24>>3]=A;B=+n[T>>2];p[F+32>>3]=B;C=+n[S>>2];p[F+40>>3]=C;D=+n[R>>2];p[F+48>>3]=D;E=+n[Q>>2];p[F+56>>3]=E;g=+n[P>>2];p[F+64>>3]=g;h=+n[O>>2];p[F+72>>3]=h;i=+n[N>>2];p[F+80>>3]=i;j=+n[M>>2];p[F+88>>3]=j;k=+n[L>>2];p[F+96>>3]=k;l=+n[K>>2];p[F+104>>3]=l;m=+n[J>>2];p[F+112>>3]=m;o=+n[I>>2];p[F+120>>3]=o;if(!e){z=q;A=r;B=s;C=t;D=v;E=w;p[G>>3]=z;Z=G+8|0;p[Z>>3]=A;Z=G+16|0;p[Z>>3]=B;Z=G+24|0;p[Z>>3]=C;Z=G+32|0;p[Z>>3]=D;Z=G+40|0;p[Z>>3]=E;UBa(a,G,F);u=H;return}p[e>>3]=x;p[e+8>>3]=y;p[e+16>>3]=z;p[e+24>>3]=A;p[e+32>>3]=B;p[e+40>>3]=C;p[e+48>>3]=D;p[e+56>>3]=E;p[e+64>>3]=g;p[e+72>>3]=h;p[e+80>>3]=i;p[e+88>>3]=j;p[e+96>>3]=k;p[e+104>>3]=l;p[e+112>>3]=m;p[e+120>>3]=o;z=q;A=r;B=s;C=t;D=v;E=w;p[G>>3]=z;Z=G+8|0;p[Z>>3]=A;Z=G+16|0;p[Z>>3]=B;Z=G+24|0;p[Z>>3]=C;Z=G+32|0;p[Z>>3]=D;Z=G+40|0;p[Z>>3]=E;UBa(a,G,F);u=H;return}function Vib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0.0,q=0.0,r=0.0;l=u;u=u+48|0;h=l;m=tSa(b)|0;g=f[d+196>>2]|0;if((g&32|0)!=0|(g&2048|0)==0&(m^1))if((c|0)==0|(g&33554456|0)==0){b=d+200|0;g=f[b>>2]|0;if(!((g&33554432|0)==0&0==0)){LJa(d);g=f[b>>2]|0}i=+n[d+168>>2];j=+n[d+172>>2];k=+n[d+176>>2];if(!((g&16777216|0)==0&0==0))MJa(d);o=+n[d+152>>2];p[a>>3]=i;p[a+8>>3]=j;p[a+16>>3]=k;p[a+24>>3]=o;p[a+32>>3]=-1.0;if(!e){u=l;return}m=f[d+96>>2]|0;p[e>>3]=+n[m>>2];p[e+8>>3]=+n[m+4>>2];p[e+16>>3]=+n[m+8>>2];p[e+24>>3]=+n[m+12>>2];p[e+32>>3]=+n[m+16>>2];p[e+40>>3]=+n[m+20>>2];p[e+48>>3]=+n[m+24>>2];p[e+56>>3]=+n[m+28>>2];p[e+64>>3]=+n[m+32>>2];p[e+72>>3]=+n[m+36>>2];p[e+80>>3]=+n[m+40>>2];p[e+88>>3]=+n[m+44>>2];p[e+96>>3]=+n[m+48>>2];p[e+104>>3]=+n[m+52>>2];p[e+112>>3]=+n[m+56>>2];p[e+120>>3]=+n[m+60>>2];u=l;return}Uib(h,b,c,d,e);r=+p[h>>3];j=(+p[h+24>>3]-r)*.5;q=+p[h+8>>3];k=(+p[h+32>>3]-q)*.5;i=+p[h+16>>3];o=(+p[h+40>>3]-i)*.5;p[a>>3]=j+r;p[a+8>>3]=k+q;p[a+16>>3]=o+i;p[a+24>>3]=j*j+(k*k+o*o);p[a+32>>3]=-1.0;u=l;return}function Wib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[b+44>>2];g=+n[b+56>>2];f=+n[b+48>>2];e=+n[b+60>>2];d=+n[b+52>>2];c=+n[b+64>>2];n[a>>2]=h-g;n[a+4>>2]=f-e;n[a+8>>2]=d-c;n[a+12>>2]=h+g;n[a+16>>2]=f+e;n[a+20>>2]=d+c;return}function Xib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+n[b+48>>2];d=+n[b+52>>2];c=+n[b+68>>2];p[a>>3]=+n[b+44>>2];p[a+8>>3]=e;p[a+16>>3]=d;p[a+24>>3]=c;p[a+32>>3]=-1.0;return}function Yib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0.0;e=u;u=u+32|0;C=e;D=+p[b>>3];q=+p[b+8>>3];j=+p[b+16>>3];A=D+ +p[b+24>>3];p[C>>3]=A;v=q+ +p[b+32>>3];n=C+8|0;p[n>>3]=v;s=j+ +p[b+40>>3];m=C+16|0;p[m>>3]=s;b=C+24|0;p[b>>3]=1.0;B=+p[c>>3];z=+p[c+32>>3];y=+p[c+64>>3];i=+p[c+96>>3];l=B*D+z*q+y*j+i;x=+p[c+8>>3];w=+p[c+40>>3];t=+p[c+72>>3];h=+p[c+104>>3];k=x*D+w*q+t*j+h;r=+p[c+16>>3];o=+p[c+48>>3];f=+p[c+80>>3];g=+p[c+112>>3];j=r*D+o*q+f*j+g;q=+p[C>>3];i=B*A+z*v+y*s+i-l;h=x*q+w*v+t*s+h-k;g=r*q+o*+p[n>>3]+f*+p[m>>3]+g*+p[b>>3]-j;f=+L(+(i*i+(h*h+g*g)));p[d>>3]=f;p[a>>3]=l;p[a+8>>3]=k;p[a+16>>3]=j;p[a+24>>3]=i/f;p[a+32>>3]=h/f;p[a+40>>3]=g/f;u=e;return}function Zib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+p[b>>3];k=+p[b+8>>3];i=+p[b+16>>3];j=+p[d>>3]*l+ +p[d+24>>3]*k+ +p[d+48>>3]*i;h=l*+p[d+8>>3]+k*+p[d+32>>3]+i*+p[d+56>>3];f=l*+p[d+16>>3]+k*+p[d+40>>3]+i*+p[d+64>>3];e=-+p[b+24>>3]/(l*l+(k*k+i*i));l=l*e;k=k*e;e=i*e;i=+p[c>>3]*l+ +p[c+32>>3]*k+e*+p[c+64>>3]+ +p[c+96>>3];g=l*+p[c+8>>3]+k*+p[c+40>>3]+e*+p[c+72>>3]+ +p[c+104>>3];e=l*+p[c+16>>3]+k*+p[c+48>>3]+e*+p[c+80>>3]+ +p[c+112>>3];p[a>>3]=j;p[a+8>>3]=h;p[a+16>>3]=f;p[a+24>>3]=-(j*i+(h*g+f*e));return}function _ib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+p[b>>3];k=+p[b+8>>3];i=+p[b+16>>3];j=+p[d>>3]*l+ +p[d+8>>3]*k+ +p[d+16>>3]*i;h=+p[d+32>>3]*l+ +p[d+40>>3]*k+ +p[d+48>>3]*i;e=+p[d+64>>3]*l+ +p[d+72>>3]*k+ +p[d+80>>3]*i;f=+L(+(j*j+(h*h+e*e)));j=j/f;h=h/f;f=e/f;e=-+p[b+24>>3];l=l*e;k=k*e;e=i*e;i=+p[c>>3]*l+k*+p[c+32>>3]+e*+p[c+64>>3]+ +p[c+96>>3];g=l*+p[c+8>>3]+k*+p[c+40>>3]+e*+p[c+72>>3]+ +p[c+104>>3];e=l*+p[c+16>>3]+k*+p[c+48>>3]+e*+p[c+80>>3]+ +p[c+112>>3];p[a>>3]=j;p[a+8>>3]=h;p[a+16>>3]=f;p[a+24>>3]=-(j*i+(h*g+f*e));return}function $ib(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0;g=u;u=u+944|0;i=g+936|0;j=g+928|0;l=g+776|0;h=g;k=g+920|0;bjb(j,d,(b[c+29>>0]|0)!=0,(b[c+30>>0]|0)!=0,(b[c+31>>0]|0)!=0);t=+p[e>>3];s=+p[e+8>>3];r=+p[e+16>>3];q=+p[e+24>>3];o=+p[e+32>>3];m=+p[e+40>>3];p[l>>3]=t;p[l+8>>3]=s;p[l+16>>3]=r;p[l+24>>3]=q;p[l+32>>3]=o;p[l+40>>3]=m;n[l+48>>2]=t;n[l+52>>2]=s;n[l+56>>2]=r;n[l+60>>2]=q;n[l+64>>2]=o;n[l+68>>2]=m;f[k>>2]=l;b[k+4>>0]=1;b[i>>0]=b[k>>0]|0;b[i+1>>0]=b[k+1>>0]|0;b[i+2>>0]=b[k+2>>0]|0;b[i+3>>0]=b[k+3>>0]|0;b[i+4>>0]=b[k+4>>0]|0;b[i+5>>0]=b[k+5>>0]|0;b[i+6>>0]=b[k+6>>0]|0;b[i+7>>0]=b[k+7>>0]|0;Sjb(h,c,1,d,j,i,0);rSa(d);bkb(h);Tjb(a,h+120|0);Jjb(h);u=g;return}function ajb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;j=u;u=u+1376|0;l=j+1360|0;m=j+1352|0;p=j+976|0;o=j+776|0;k=j;n=j+1344|0;bjb(m,e,(b[c+29>>0]|0)!=0,(b[c+30>>0]|0)!=0,(b[c+31>>0]|0)!=0);ojb(p,g,i,f[c+16>>2]|0);qjb(o,p,h,i);f[n>>2]=o;b[n+4>>0]=0;b[l>>0]=b[n>>0]|0;b[l+1>>0]=b[n+1>>0]|0;b[l+2>>0]=b[n+2>>0]|0;b[l+3>>0]=b[n+3>>0]|0;b[l+4>>0]=b[n+4>>0]|0;b[l+5>>0]=b[n+5>>0]|0;b[l+6>>0]=b[n+6>>0]|0;b[l+7>>0]=b[n+7>>0]|0;Sjb(k,c,d,e,m,l,0);rSa(e);bkb(k);Tjb(a,k+120|0);Jjb(k);u=j;return}function bjb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0;g=AQa(c)|0;if(d)c=1;else c=b[g+224>>0]&1;b[a>>0]=c;if(e)c=1;else c=(h[g+224>>0]|0)>>>1&1;b[a+1>>0]=c;if(f){g=1;f=a+2|0;b[f>>0]=g;return}g=(h[g+224>>0]|0)>>>1&1;f=a+2|0;b[f>>0]=g;return}function cjb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&1)){d=0;return d|0}else return (d|0?1:(b[a>>0]|c&8)<<24>>24!=0)|0;return 0}function djb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&2)){d=0;return d|0}else return (d|0?1:(b[a+1>>0]|c&16)<<24>>24!=0)|0;return 0}function ejb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&4)){d=0;return d|0}else return (d|0?1:(b[a+2>>0]|c&32)<<24>>24!=0)|0;return 0}function fjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0.0,E=0.0;A=u;u=u+32|0;y=A+8|0;z=A;e=YRa(a)|0;g=f[b>>2]|0;x=b+4|0;a=f[x>>2]|0;if((a|0)!=(g|0))do{c=a+-12|0;f[x>>2]=c;d=f[c>>2]|0;if(!d)a=c;else{a=a+-8|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);a=f[x>>2]|0}}while((a|0)!=(g|0));s=e+4|0;gjb(b,((f[s>>2]|0)-(f[e>>2]|0)|0)/12|0);a=f[e>>2]|0;s=f[s>>2]|0;if((a|0)==(s|0)){u=A;return}t=b+8|0;v=y+8|0;w=y+16|0;while(1){c=f[x>>2]|0;if(c>>>0<(f[t>>2]|0)>>>0){f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;o=c+12|0;f[x>>2]=o}else{w5a(b);o=f[x>>2]|0}q=o+-12|0;n=a+4|0;c=(f[n>>2]|0)-(f[a>>2]|0)|0;d=c>>5;r=o+-4|0;l=f[q>>2]|0;j=l;if((f[r>>2]|0)-l>>5>>>0<d>>>0){m=o+-8|0;if(d>>>0>134217727){a=15;break}e=f[m>>2]|0;i=pOb(c)|0;g=i+(e-l>>5<<5)|0;k=g;i=i+(d<<5)|0;c=e;if((c|0)==(j|0))c=k;else{e=c+-32|0;d=g;while(1){B=c;c=c+-32|0;p[d+-32>>3]=+p[c>>3];p[d+-24>>3]=+p[B+-24>>3];p[d+-16>>3]=+p[B+-16>>3];p[d+-8>>3]=+p[B+-8>>3];if((c|0)==(j|0))break;else d=d+-32|0}c=g+(~((e-l|0)>>>5)<<5)|0}f[q>>2]=c;f[m>>2]=k;f[r>>2]=i;if(l|0)sOb(l)}c=f[a>>2]|0;g=f[n>>2]|0;if((c|0)!=(g|0)){e=o+-8|0;do{h=+p[c>>3];E=+p[c+8>>3];D=+p[c+16>>3];C=1.0/+L(+(h*h+(E*E+D*D)));h=h*C;p[y>>3]=h;p[v>>3]=E*C;p[w>>3]=D*C;p[z>>3]=C*+p[c+24>>3];d=f[e>>2]|0;if(d>>>0<(f[r>>2]|0)>>>0){p[d>>3]=h;p[d+8>>3]=+p[v>>3];p[d+16>>3]=+p[w>>3];p[d+24>>3]=+p[z>>3];f[e>>2]=d+32}else EBa(q,y,z);c=c+32|0}while((c|0)!=(g|0))}a=a+12|0;if((a|0)==(s|0)){a=9;break}}if((a|0)==9){u=A;return}else if((a|0)==15)vd()}function gjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function hjb(a){a=a|0;var b=0;b=AQa(a)|0;a=E9a(b)|0;b=b+230|0;b=j[b>>1]|j[b+2>>1]<<16;return (b&1|0?(a?1:2):3)&(b&2|0?(a?-2:-3):-1)|0}function ijb(a){a=a|0;switch(a|0){case 0:{a=0;break}case 1:{a=2;break}case 2:{a=1;break}default:{}}return a|0}function jjb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;g=u;u=u+144|0;f=g;if(!d){f=0;u=g;return f|0}if(e){e=(bCa(a,b,f)|0)==0;f=jjb(a,e?b:f,c,d,0)|0;u=g;return f|0}else{q=+p[c>>3];n=+p[c+32>>3];l=+p[c+64>>3];z=+p[c+8>>3];x=+p[c+40>>3];v=+p[c+72>>3];D=+p[c+24>>3];C=+p[c+56>>3];B=+p[c+88>>3];j=+p[c+96>>3];t=+p[c+104>>3];i=+p[c+120>>3];w=+p[b>>3];y=+p[b+8>>3];A=+p[b+16>>3];r=1.0/(w*D+y*C+A*B+i);h=(q*w+n*y+l*A+j)*r;r=(w*z+y*x+A*v+t)*r;A=+p[b+24>>3];y=+p[b+32>>3];w=+p[b+40>>3];s=1.0/(A*D+y*C+w*B+i);o=+p[b+48>>3];m=+p[b+56>>3];k=+p[b+64>>3];i=1.0/(o*D+m*C+k*B+i);h=((q*A+n*y+l*w+j)*s-h)*((o*z+m*x+k*v+t)*i-r)-((A*z+y*x+w*v+t)*s-r)*((q*o+n*m+l*k+j)*i-h);f=(d|0)==2?h<0.0:h>0.0;u=g;return f|0}return 0}function kjb(){if(!(b[257144]|0))MPb(257144)|0;f[64694]=262921;return}function ljb(a){a=a|0;mjb(a,f[64694]|0);p[a+24>>3]=0.0;b[a+32>>0]=0;return}function mjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257376]|0))if(MPb(257376)|0){f[64695]=0;f[64696]=0;f[64697]=0}d=f[64696]|0;if((f[64695]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64696]|0;e=d+-20|0;do{g=d+-20|0;f[64696]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64696]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function njb(a,b){a=a|0;b=b|0;f[a>>2]=b;return}function ojb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0;f[a>>2]=b;s=a+72|0;j=c+8|0;t=JAa(b,~~+p[c>>3],~~+p[j>>3])|0;p[s>>3]=+p[t>>3];p[a+80>>3]=+p[t+8>>3];p[a+88>>3]=+p[t+16>>3];e=a+96|0;p[e>>3]=+p[t+24>>3];p[a+104>>3]=+p[t+32>>3];p[a+112>>3]=+p[t+40>>3];p[a+120>>3]=+p[t+48>>3];g=a+128|0;p[g>>3]=+p[t+56>>3];p[a+136>>3]=+p[t+64>>3];p[a+144>>3]=+p[t+72>>3];p[a+152>>3]=+p[t+80>>3];h=a+160|0;p[h>>3]=+p[t+88>>3];p[a+168>>3]=+p[t+96>>3];p[a+176>>3]=+p[t+104>>3];p[a+184>>3]=+p[t+112>>3];i=a+192|0;p[i>>3]=+p[t+120>>3];LAa(s,a+200|0);q=+p[c>>3];o=+p[j>>3];q=q*.5*2.0/q+-1.0;o=(o-o*.5)*2.0/o+-1.0;k=1.0/(+p[a+320>>3]+(q*+p[a+224>>3]+o*+p[a+256>>3]-+p[a+288>>3]));s=f[a>>2]|0;n=+p[s+56>>3]-+p[s+32>>3];m=+p[s+64>>3]-+p[s+40>>3];r=+p[s+72>>3]-+p[s+48>>3];l=+L(+(n*n+(m*m+r*r)));n=n/l;m=m/l;l=r/l;k=-((+p[a+296>>3]+(+p[a+200>>3]*q+ +p[a+232>>3]*o-+p[a+264>>3]))*k*n+((+p[a+304>>3]+(q*+p[a+208>>3]+o*+p[a+240>>3]-+p[a+272>>3]))*k*m+(+p[a+312>>3]+(q*+p[a+216>>3]+o*+p[a+248>>3]-+p[a+280>>3]))*k*l));p[a+8>>3]=n;p[a+16>>3]=m;p[a+24>>3]=l;p[a+32>>3]=k;if((d|0)<=-1)return;p[a+328>>3]=+p[e>>3];p[a+336>>3]=+p[g>>3];p[a+344>>3]=+p[h>>3];p[a+352>>3]=+p[i>>3];o=+p[c>>3];n=+p[j>>3];r=+p[b+208>>3];q=+p[b+216>>3];p[a+360>>3]=+(d|0)/(o<n?n:o)*(r<q?q:r);return}function pjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0;e=+p[c>>3];r=+p[c+8>>3];o=e*+p[b+200>>3]+r*+p[b+232>>3];g=+p[b+264>>3];q=+p[b+296>>3];m=e*+p[b+208>>3]+r*+p[b+240>>3];f=+p[b+272>>3];n=+p[b+304>>3];k=e*+p[b+216>>3]+r*+p[b+248>>3];d=+p[b+280>>3];l=+p[b+312>>3];r=e*+p[b+224>>3]+r*+p[b+256>>3];e=+p[b+288>>3];s=+p[b+320>>3];h=1.0/(s+(r-e));j=(q+(o-g))*h;i=(n+(m-f))*h;h=(l+(k-d))*h;e=1.0/(s+(r+e*0.0));g=(q+(o+g*0.0))*e-j;f=(n+(m+f*0.0))*e-i;e=(l+(k+d*0.0))*e-h;d=+L(+(g*g+(f*f+e*e)));p[a>>3]=j;p[a+8>>3]=i;p[a+16>>3]=h;p[a+24>>3]=g/d;p[a+32>>3]=f/d;p[a+40>>3]=e/d;return}function qjb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0;e=u;u=u+80|0;g=e;f[a>>2]=b;p[a+8>>3]=+p[d>>3];j=d+8|0;p[a+16>>3]=+p[j>>3];p[a+24>>3]=+p[c>>3];i=c+8|0;p[a+32>>3]=+p[i>>3];h=+p[j>>3];h=(h-(+p[i>>3]+.5))*2.0/h+-1.0;n[a+40>>2]=(+p[c>>3]+.5)*2.0/+p[d>>3]+-1.0;n[a+44>>2]=h;n[a+48>>2]=0.0;rjb(g,b,c,d);p[a+56>>3]=+p[g>>3];p[a+64>>3]=+p[g+8>>3];p[a+72>>3]=+p[g+16>>3];p[a+80>>3]=+p[g+24>>3];p[a+88>>3]=+p[g+32>>3];p[a+96>>3]=+p[g+40>>3];f[a+104>>2]=f[g+48>>2];f[a+108>>2]=f[g+52>>2];f[a+112>>2]=f[g+56>>2];f[a+116>>2]=f[g+60>>2];f[a+120>>2]=f[g+64>>2];f[a+124>>2]=f[g+68>>2];u=e;return}function rjb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0;t=+p[d+8>>3];k=(+p[c>>3]+.5)*2.0/+p[d>>3]+-1.0;t=(t-(+p[c+8>>3]+.5))*2.0/t+-1.0;g=k*+p[b+200>>3]+ +p[b+232>>3]*t;r=+p[b+264>>3];s=+p[b+296>>3];o=k*+p[b+208>>3]+t*+p[b+240>>3];f=+p[b+272>>3];q=+p[b+304>>3];l=k*+p[b+216>>3]+t*+p[b+248>>3];e=+p[b+280>>3];m=+p[b+312>>3];t=k*+p[b+224>>3]+t*+p[b+256>>3];k=+p[b+288>>3];u=+p[b+320>>3];h=1.0/(u+(t-k));j=(s+(g-r))*h;i=(q+(o-f))*h;h=(m+(l-e))*h;k=1.0/(u+(t+k*0.0));g=(s+(r*0.0+g))*k-j;f=(q+(o+f*0.0))*k-i;k=(m+(l+e*0.0))*k-h;e=+L(+(g*g+(f*f+k*k)));g=g/e;f=f/e;e=k/e;p[a>>3]=j;p[a+8>>3]=i;p[a+16>>3]=h;p[a+24>>3]=g;p[a+32>>3]=f;p[a+40>>3]=e;n[a+48>>2]=j;n[a+52>>2]=i;n[a+56>>2]=h;n[a+60>>2]=g;n[a+64>>2]=f;n[a+68>>2]=e;return}function sjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0;g=f[b>>2]|0;j=+p[c>>3];i=+p[c+8>>3];h=+p[c+16>>3];e=1.0/(j*+p[g+96>>3]+i*+p[g+128>>3]+h*+p[g+160>>3]+ +p[g+192>>3]);d=+p[b+16>>3];d=d-d*(((j*+p[g+80>>3]+i*+p[g+112>>3]+h*+p[g+144>>3]+ +p[g+176>>3])*e+1.0)*.5);p[a>>3]=+p[b+8>>3]*(((+p[g+72>>3]*j+ +p[g+104>>3]*i+ +p[g+136>>3]*h+ +p[g+168>>3])*e+1.0)*.5);p[a+8>>3]=d;return}function tjb(){if(!(b[257144]|0))MPb(257144)|0;f[64698]=262921;return}function ujb(a,c){a=a|0;c=c|0;c=c&255;b[a>>0]=c&1;b[a+1>>0]=c>>>1&1;b[a+2>>0]=c>>>2&1;return}function vjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257384]|0))if(MPb(257384)|0){f[64699]=0;f[64700]=0;f[64701]=0}d=f[64700]|0;if((f[64699]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64700]|0;e=d+-20|0;do{g=d+-20|0;f[64700]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64700]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function wjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257392]|0))if(MPb(257392)|0){f[64702]=0;f[64703]=0;f[64704]=0}e=f[64703]|0;if((f[64702]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64703]|0;m=h+-12|0;while(1){e=h+-12|0;f[64703]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{i=h+-12|0;f[k>>2]=i;j=f[i>>2]|0;if(!j)h=i;else{h=h+-8|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-32-j|0)>>>5)<<5);sOb(j);h=f[k>>2]|0}}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64703]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function xjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=(c-b|0)/12|0;j=a+8|0;e=f[j>>2]|0;q=f[a>>2]|0;d=q;if(o>>>0>((e-q|0)/12|0)>>>0){if(q){i=a+4|0;e=f[i>>2]|0;if((e|0)==(d|0))e=q;else{do{g=e+-12|0;f[i>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-32-h|0)>>>5)<<5);sOb(h);e=f[i>>2]|0}}while((e|0)!=(d|0));e=f[a>>2]|0}sOb(e);f[j>>2]=0;f[i>>2]=0;f[a>>2]=0;e=0}if(o>>>0>357913941)AMb(a);n=(e|0)/12|0;e=n<<1;e=n>>>0<178956970?(e>>>0<o>>>0?o:e):357913941;if(e>>>0>357913941)AMb(a);g=pOb(e*12|0)|0;n=a+4|0;f[n>>2]=g;f[a>>2]=g;f[j>>2]=g+(e*12|0);if((b|0)==(c|0))return;else m=b;while(1){f[g>>2]=0;l=g+4|0;f[l>>2]=0;f[g+8>>2]=0;i=m+4|0;e=(f[i>>2]|0)-(f[m>>2]|0)|0;h=e>>5;if(h|0){if(h>>>0>134217727){e=38;break}k=pOb(e)|0;f[l>>2]=k;f[g>>2]=k;f[g+8>>2]=k+(h<<5);j=f[m>>2]|0;h=f[i>>2]|0;if((j|0)!=(h|0)){e=j;i=k;while(1){p[i>>3]=+p[e>>3];p[i+8>>3]=+p[e+8>>3];p[i+16>>3]=+p[e+16>>3];p[i+24>>3]=+p[e+24>>3];e=e+32|0;if((e|0)==(h|0))break;else i=i+32|0}f[l>>2]=k+(((h+-32-j|0)>>>5)+1<<5)}}m=m+12|0;e=(f[n>>2]|0)+12|0;f[n>>2]=e;if((m|0)==(c|0)){e=43;break}else g=e}if((e|0)==38)AMb(g);else if((e|0)==43)return}m=a+4|0;i=((f[m>>2]|0)-q|0)/12|0;h=o>>>0>i>>>0;i=b+(i*12|0)|0;g=h?i:c;if((g|0)==(b|0))j=d;else{e=b;do{if((d|0)!=(e|0))Ijb(d,f[e>>2]|0,f[e+4>>2]|0);e=e+12|0;d=d+12|0}while((e|0)!=(g|0));j=d}if(!h){d=f[m>>2]|0;if((d|0)==(j|0))return;do{e=d+-12|0;f[m>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[m>>2]|0}}while((d|0)!=(j|0));return}if((g|0)==(c|0))return;l=f[m>>2]|0;while(1){f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;g=i+4|0;d=(f[g>>2]|0)-(f[i>>2]|0)|0;e=d>>5;if(e|0){if(e>>>0>134217727){e=11;break}j=pOb(d)|0;f[k>>2]=j;f[l>>2]=j;f[l+8>>2]=j+(e<<5);h=f[i>>2]|0;e=f[g>>2]|0;if((h|0)!=(e|0)){d=h;g=j;while(1){p[g>>3]=+p[d>>3];p[g+8>>3]=+p[d+8>>3];p[g+16>>3]=+p[d+16>>3];p[g+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(e|0))break;else g=g+32|0}f[k>>2]=j+(((e+-32-h|0)>>>5)+1<<5)}}i=i+12|0;d=(f[m>>2]|0)+12|0;f[m>>2]=d;if((i|0)==(c|0)){e=43;break}else l=d}if((e|0)==11)AMb(l);else if((e|0)==43)return}function yjb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0.0;q=f[a+192>>2]|0;c=f[a+208>>2]|0;D=f[a+216>>2]|0;e=f[a+264>>2]|0;g=f[a+272>>2]|0;h=f[a+312>>2]|0;r=f[a+360>>2]|0;s=f[a+368>>2]|0;t=f[a+376>>2]|0;u=f[a+384>>2]|0;v=f[a+392>>2]|0;w=f[a+400>>2]|0;x=f[a+408>>2]|0;y=f[a+416>>2]|0;z=f[a+424>>2]|0;A=f[a+432>>2]|0;B=f[a+440>>2]|0;C=f[a+448>>2]|0;i=f[a+496>>2]|0;E=f[a+1032>>2]|0;F=f[a+1224>>2]|0;G=f[a+1240>>2]|0;if(G){G=0;if(E){igb(q);if(!(Kub(f[c>>2]|0,q+8|0)|0)){Cub(a+16|0,f[c>>2]|0,0,1);c=f[(a+16|0)>>2]|0;p=f[((a+16|0)+4|0)>>2]|0;f[(a+16|0)>>2]=0;f[((a+16|0)+4|0)>>2]=0;f[(q+8|0)>>2]=c;c=f[(q+12|0)>>2]|0;f[(q+12|0)>>2]=p;if(c|0){iOb(c);c=f[((a+16|0)+4|0)>>2]|0;if(c|0)iOb(c)}}c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;I=f[(a+80|0)>>2]|0;l=f[64743]|0;m=f[64744]|0;o=f[64745]|0;p=f[64746]|0;Tvb(258928,0,0,f[I+16>>2]|0,f[I+20>>2]|0)|0;I=b[259048]|0;H=b[259049]|0;j=b[259050]|0;k=b[259051]|0;Gub(f[q>>2]|0,0,a+80|0,3553,0);Vd(16384);J=b[259212]|0;Kwb(258928,1)|0;bwb(258928,f[f[q+112>>2]>>2]|0)|0;jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);dwb(258928,f[f[(q+8|0)>>2]>>2]|0)|0;Gub(f[(q+8|0)>>2]|0,0,a+80|0,3553,0);jwb(258928,0,0,1,0)|0;uwb(258928,517,0,f[D>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);jwb(258928,0,0,0,1)|0;uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);Kwb(258928,J<<24>>24!=0)|0;jwb(258928,I<<24>>24!=0,H<<24>>24!=0,j<<24>>24!=0,k<<24>>24!=0)|0;Tvb(258928,l,m,o,p)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}J=f[64747]|0;nvb(a+16|0);Uvb(258928,4)|0;Vvb(258928,f[e+8>>2]|0)|0;Uvb(258928,3)|0;Vvb(258928,f[(f[(h+72|0)>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[g+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;pwb(258928,1,771)|0;Fwb(258928,1)|0;bwb(258928,f[f[q+128>>2]>>2]|0)|0;I=f[q+164>>2]|0;K=+n[q+40>>2];M=K*+n[q+32>>2];L=K*+n[q+36>>2];n[a>>2]=+n[q+28>>2]*K;n[a+4>>2]=M;n[a+8>>2]=L;n[a+12>>2]=K;lf(I|0,1,a|0);I=f[q+168>>2]|0;K=+n[q+56>>2];L=K*+n[q+48>>2];M=K*+n[q+52>>2];n[a>>2]=+n[q+44>>2]*K;n[a+4>>2]=L;n[a+8>>2]=M;n[a+12>>2]=K;lf(I|0,1,a|0);I=f[q+172>>2]|0;K=+n[q+72>>2];M=K*+n[q+64>>2];L=K*+n[q+68>>2];n[a>>2]=+n[q+60>>2]*K;n[a+4>>2]=M;n[a+8>>2]=L;n[a+12>>2]=K;lf(I|0,1,a|0);bf(f[q+160>>2]|0,+(+n[q+108>>2]));Ygb(f[q+156>>2]|0);ovb(a+16|0);Uvb(258928,J)|0}else G=1}if(G){G=0;if(1){ngb(0,q+236|0,200333);Uvb(258928,0)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;c=b[(q+24|0)>>0]|0;a:do if(c<<24>>24==(b[(q+25|0)>>0]|0)){switch(c<<24>>24){case 2:case 0:{m=1;break a}default:{}}if(+n[q+44>>2]==+n[q+60>>2])if(+n[q+48>>2]==+n[q+64>>2])if(+n[q+52>>2]==+n[q+68>>2])m=+n[q+56>>2]==+n[q+72>>2];else m=0;else m=0;else m=0}else m=0;while(0);c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;j=f[(a+80|0)>>2]|0;e=f[64743]|0;g=f[64744]|0;h=f[64745]|0;i=f[64746]|0;Tvb(258928,0,0,f[j+16>>2]|0,f[j+20>>2]|0)|0;Gub(f[q>>2]|0,0,a+80|0,3553,0);Vd(16384);j=b[259212]|0;Kwb(258928,1)|0;uwb(258928,514,0,f[(D+4|0)>>2]|f[D>>2])|0;ogb(q,b[q+26>>0]|0,q+28|0);k=f[D>>2]|0;l=f[(D+4|0)>>2]|k;if(m){uwb(258928,517,0,l)|0;ogb(q,b[(q+24|0)>>0]|0,q+44|0)}else{uwb(258928,514,k,l)|0;ogb(q,b[(q+24|0)>>0]|0,q+44|0);uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;ogb(q,b[(q+25|0)>>0]|0,q+60|0)}Kwb(258928,j<<24>>24!=0)|0;Tvb(258928,e,g,h,i)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}bwb(258928,f[f[q+236>>2]>>2]|0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;pwb(258928,1,771)|0;Fwb(258928,1)|0;Ygb(f[q+244>>2]|0)}else G=1}if(+n[(q+88|0)>>2]>0.0)F=51;else if(+n[q+104>>2]>0.0)F=51;if((F|0)==51){Vvb(258928,0)|0;c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;j=f[(a+80|0)>>2]|0;e=f[64743]|0;g=f[64744]|0;h=f[64745]|0;i=f[64746]|0;Tvb(258928,0,0,f[j+16>>2]|0,f[j+20>>2]|0)|0;j=b[259204]|0;Fwb(258928,0)|0;k=b[259048]|0;l=b[259049]|0;m=b[259050]|0;o=b[259051]|0;Vd(16384);p=b[259212]|0;Kwb(258928,1)|0;bwb(258928,f[f[q+112>>2]>>2]|0)|0;if(+n[(q+88|0)>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D+8>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(+n[(q+104|0)>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[D+12>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(E){dwb(258928,f[f[q+8>>2]>>2]|0)|0;if(+n[(q+88|0)>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D+8>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(+n[(q+104|0)>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[D+12>>2]|0)|0;Ygb(f[q+136>>2]|0)}}Kwb(258928,p<<24>>24!=0)|0;jwb(258928,k<<24>>24!=0,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0)|0;Fwb(258928,j<<24>>24!=0)|0;Tvb(258928,e,g,h,i)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}bwb(258928,f[f[q+120>>2]>>2]|0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;J=f[q+144>>2]|0;M=+n[(q+88|0)>>2];L=M*+n[q+80>>2];K=M*+n[q+84>>2];n[(a+16|0)>>2]=+n[q+76>>2]*M;n[(a+16|0)+4>>2]=L;n[(a+16|0)+8>>2]=K;n[(a+16|0)+12>>2]=M;lf(J|0,1,a+16|0|0);J=f[q+148>>2]|0;M=+n[(q+104|0)>>2];K=M*+n[q+96>>2];L=M*+n[q+100>>2];n[(a+16|0)>>2]=+n[q+92>>2]*M;n[(a+16|0)+4>>2]=K;n[(a+16|0)+8>>2]=L;n[(a+16|0)+12>>2]=M;lf(J|0,1,a+16|0|0);J=f[(a+80|0)>>2]|0;ef(f[q+152>>2]|0,+(1.5/+(f[J+16>>2]|0)),+(1.5/+(f[J+20>>2]|0)));Ygb(f[q+140>>2]|0)}if((x|0)==(y|0)&(z|0)==(A|0)&(B|0)==(C|0))uwb(258928,x,z,B)|0;else{vwb(258928,x,z,B)|0;wwb(258928,y,A,C)|0}if((r|0)==(u|0)&(s|0)==(v|0)&(t|0)==(w|0))Awb(258928,r,s,t)|0;else{Bwb(258928,r,s,t)|0;Cwb(258928,u,v,w)|0}c=f[((a+80|0)+4|0)>>2]|0;if(c|0)iOb(c);Ghb(a+152|0);f[a+1224>>2]=F;f[a+1240>>2]=G}function zjb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;y=f[a+48>>2]|0;r=f[a+64>>2]|0;w=f[a+72>>2]|0;v=f[a+552>>2]|0;t=f[a+560>>2]|0;i=f[a+568>>2]|0;x=f[a+1136>>2]|0;a:{d=1;if(d){d=0;if(!i){c=0;x=161}else d=1}if(d)if(1){if(!((i+-1|0)&i))q=(i+-1|0)&t;else if(t>>>0<i>>>0)q=t;else q=(t>>>0)%(i>>>0)|0;d=f[(f[v>>2]|0)+(q<<2)>>2]|0;j=1;if(j){j=0;if(!d){c=q;x=161}else j=1}if(j)if(1){j=f[d>>2]|0;d=1;if(d){d=0;if(!j){c=q;x=161}else d=1}if(d)if(1){k=b[r>>0]|0;o=b[r+1>>0]|0;p=f[r+4>>2]|0;m=f[r+16>>2]|0;if(!((i+-1|0)&i)){if(k<<24>>24){d=j;while(1){o=f[d+4>>2]|0;if(!((o|0)==(t|0)|(o&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}if((b[d+8>>0]|0)==k<<24>>24)if((f[d+12>>2]|0)==(p|0)){s=d;break a}d=f[d>>2]|0;if(!d){c=q;x=161;break a}}}if(!m){d=j;while(1){m=f[d+4>>2]|0;if(!((m|0)==(t|0)|(m&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}j=d+8|0;do if(!(b[j>>0]|0)){if((b[j+1>>0]|0)!=o<<24>>24)break;if((f[d+12>>2]|0)!=(p|0))break;if(!(f[d+24>>2]|0)){s=d;break a}}while(0);d=f[d>>2]|0;if(!d){c=q;x=161;break a}}}while(1){l=f[j+4>>2]|0;if(!((l|0)==(t|0)|(l&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}l=j+8|0;b:do if(!(b[l>>0]|0))if((b[l+1>>0]|0)==o<<24>>24){if((f[j+12>>2]|0)!=(p|0))break;if((f[j+24>>2]|0)!=(m|0))break;d=r+8|0;k=j+16|0;while(1){if((b[k>>0]|0)!=(b[d>>0]|0))break b;if((b[k+1>>0]|0)!=(b[d+1>>0]|0))break b;k=k+2|0;if((k|0)==(l+8+(m<<1)|0|0)){s=j;break a}else d=d+2|0}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break a}}}if(k<<24>>24)while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}if((b[j+8>>0]|0)==k<<24>>24)if((f[j+12>>2]|0)==(p|0)){s=j;break a}j=f[j>>2]|0;if(!j){c=q;x=161;break a}}if(!m)while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}d=j+8|0;do if(!(b[d>>0]|0))if((b[d+1>>0]|0)==o<<24>>24){if((f[j+12>>2]|0)!=(p|0))break;if(!(f[j+24>>2]|0)){s=j;break a}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break a}}while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}l=j+8|0;c:do if(!(b[l>>0]|0))if((b[l+1>>0]|0)==o<<24>>24)if((f[j+12>>2]|0)==(p|0)){if((f[j+24>>2]|0)!=(m|0))break;d=r+8|0;k=j+16|0;while(1){if((b[k>>0]|0)!=(b[d>>0]|0))break c;if((b[k+1>>0]|0)!=(b[d+1>>0]|0))break c;k=k+2|0;if((k|0)==(l+8+(m<<1)|0|0)){s=j;break a}else d=d+2|0}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break}}}}}}if((x|0)==161){j=pOb(52)|0;s=f[r+4>>2]|0;f[(j+8|0)>>2]=f[r>>2];f[(j+8|0)+4>>2]=s;b[(j+16|0)>>0]=0;b[(j+16|0)+1>>0]=0;b[(j+16|0)+2>>0]=0;b[(j+16|0)+3>>0]=0;b[((j+16|0)+4|0)>>0]=0;b[((j+16|0)+4|0)+1>>0]=0;b[((j+16|0)+4|0)+2>>0]=0;b[((j+16|0)+4|0)+3>>0]=0;s=f[r+16>>2]|0;f[(j+24|0)>>2]=s;if(s|0){d=0;do{q=r+8+(d<<1)|0;s=j+16+(d<<1)|0;q=h[q>>0]|h[q+1>>0]<<8;b[s>>0]=q;b[s+1>>0]=q>>8;d=d+1|0}while(d>>>0<(f[(j+24|0)>>2]|0)>>>0)}f[(j+28|0)>>2]=0;f[(j+28|0)+4>>2]=0;f[(j+28|0)+8>>2]=0;f[(j+28|0)+12>>2]=0;f[(j+28|0)+16>>2]=0;f[(j+28|0)+20>>2]=0;f[j+4>>2]=t;f[j>>2]=0;e=+(((f[(v+12|0)>>2]|0)+1|0)>>>0);g=+n[(v+16|0)>>2];do if((i|0)==0|g*+(i>>>0)<e){c=~~+W(+(e/g))>>>0;c=(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<c>>>0?c:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;i=f[(v+4|0)>>2]|0}if(c>>>0>i>>>0)shb(v,c);else if(c>>>0<i>>>0){d=~~+W(+(+((f[(v+12|0)>>2]|0)>>>0)/+n[(v+16|0)>>2]))>>>0;if(i>>>0>2&(i+-1&i|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<i>>>0)shb(v,c)}c=f[(v+4|0)>>2]|0;if(!((c+-1|0)&c)){i=c;c=(c+-1|0)&t;break}if(t>>>0<c>>>0){i=c;c=t}else{i=c;c=(t>>>0)%(c>>>0)|0}}while(0);c=(f[v>>2]|0)+(c<<2)|0;d=f[c>>2]|0;if(!d){f[j>>2]=f[(v+8|0)>>2];f[(v+8|0)>>2]=j;f[c>>2]=v+8|0;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;u=(f[v>>2]|0)+(c<<2)|0;x=187}}else{f[j>>2]=f[d>>2];u=d;x=187}if((x|0)==187)f[u>>2]=j;f[(v+12|0)>>2]=(f[(v+12|0)>>2]|0)+1;s=j}c=f[(a+16|0)>>2]|0;d=f[((a+16|0)+4|0)>>2]|0;if(d|0)gOb(d);f[s+28>>2]=c;v=s+32|0;c=f[v>>2]|0;f[v>>2]=d;if(c|0)iOb(c);c=f[(a+8|0)>>2]|0;d=f[((a+8|0)+4|0)>>2]|0;if(d|0)gOb(d);f[s+36>>2]=c;v=s+40|0;c=f[v>>2]|0;f[v>>2]=d;if(c|0)iOb(c);if(w){c=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if(d|0)gOb(d);f[s+44>>2]=c;w=s+48|0;c=f[w>>2]|0;f[w>>2]=d;if(!c){c=a+4|0;d=a}else{iOb(c);c=a+4|0;d=a}}else{c=a+4|0;d=a}f[y>>2]=f[d>>2];f[y+4>>2]=f[c>>2];f[c>>2]=0;f[a+1136>>2]=x}function Ajb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=f[a+16>>2]|0;h=f[a+24>>2]|0;d=f[a+160>>2]|0;e=f[a+976>>2]|0;a:{f[g+248>>2]=d;c=f[(h+252|0)>>2]|0;f[(g+252|0)>>2]=c;i=f[(h+256|0)>>2]|0;f[g+256>>2]=i;f[g+260>>2]=f[h+260>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+252|0;f[(h+252|0)>>2]=0;f[(h+256|0)>>2]=0}e=f[(h+264|0)>>2]|0;f[(h+264|0)>>2]=0;d=f[(h+268|0)>>2]|0;f[(h+268|0)>>2]=0;f[g+264>>2]=e;f[g+268>>2]=d;c=f[(h+272|0)>>2]|0;f[(g+272|0)>>2]=c;i=f[(h+276|0)>>2]|0;f[g+276>>2]=i;f[g+280>>2]=f[h+280>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+272|0;f[(h+272|0)>>2]=0;f[(h+276|0)>>2]=0}e=f[(h+284|0)>>2]|0;f[(h+284|0)>>2]=0;d=f[(h+288|0)>>2]|0;f[(h+288|0)>>2]=0;f[g+284>>2]=e;f[g+288>>2]=d;c=f[(h+292|0)>>2]|0;f[(g+292|0)>>2]=c;i=f[(h+296|0)>>2]|0;f[g+296>>2]=i;f[g+300>>2]=f[h+300>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+292|0;f[(h+292|0)>>2]=0;f[(h+296|0)>>2]=0}e=f[(h+304|0)>>2]|0;f[(h+304|0)>>2]=0;d=f[(h+308|0)>>2]|0;f[(h+308|0)>>2]=0;f[g+304>>2]=e;f[g+308>>2]=d;c=f[(h+312|0)>>2]|0;f[(g+312|0)>>2]=c;i=f[(h+316|0)>>2]|0;f[g+316>>2]=i;f[g+320>>2]=f[h+320>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+312|0;f[(h+312|0)>>2]=0;f[(h+316|0)>>2]=0}e=f[(h+324|0)>>2]|0;f[(h+324|0)>>2]=0;d=f[(h+328|0)>>2]|0;f[(h+328|0)>>2]=0;f[g+324>>2]=e;f[g+328>>2]=d;c=f[(h+332|0)>>2]|0;f[(g+332|0)>>2]=c;i=f[(h+336|0)>>2]|0;f[g+336>>2]=i;f[g+340>>2]=f[h+340>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+332|0;f[(h+332|0)>>2]=0;f[(h+336|0)>>2]=0}e=f[(h+344|0)>>2]|0;f[(h+344|0)>>2]=0;d=f[(h+348|0)>>2]|0;f[(h+348|0)>>2]=0;f[g+344>>2]=e;f[g+348>>2]=d;c=f[(h+352|0)>>2]|0;f[(g+352|0)>>2]=c;i=f[(h+356|0)>>2]|0;f[g+356>>2]=i;f[g+360>>2]=f[h+360>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+352|0;f[(h+352|0)>>2]=0;f[(h+356|0)>>2]=0}e=f[(h+364|0)>>2]|0;f[(h+364|0)>>2]=0;d=f[(h+368|0)>>2]|0;f[(h+368|0)>>2]=0;f[g+364>>2]=e;f[g+368>>2]=d;c=f[(h+372|0)>>2]|0;f[(g+372|0)>>2]=c;i=f[(h+376|0)>>2]|0;f[g+376>>2]=i;f[g+380>>2]=f[h+380>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+372|0;f[(h+372|0)>>2]=0;f[(h+376|0)>>2]=0}e=f[(h+384|0)>>2]|0;f[(h+384|0)>>2]=0;d=f[(h+388|0)>>2]|0;f[(h+388|0)>>2]=0;f[g+384>>2]=e;f[g+388>>2]=d;c=f[(h+392|0)>>2]|0;f[(g+392|0)>>2]=c;i=f[(h+396|0)>>2]|0;f[g+396>>2]=i;f[g+400>>2]=f[h+400>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+392|0;f[(h+392|0)>>2]=0;f[(h+396|0)>>2]=0}e=f[(h+404|0)>>2]|0;f[(h+404|0)>>2]=0;d=f[(h+408|0)>>2]|0;f[(h+408|0)>>2]=0;f[g+404>>2]=e;f[g+408>>2]=d;c=f[(h+412|0)>>2]|0;f[(g+412|0)>>2]=c;i=f[(h+416|0)>>2]|0;f[g+416>>2]=i;f[g+420>>2]=f[h+420>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+412|0;f[(h+412|0)>>2]=0;f[(h+416|0)>>2]=0}e=f[(h+424|0)>>2]|0;f[(h+424|0)>>2]=0;d=f[(h+428|0)>>2]|0;f[(h+428|0)>>2]=0;f[g+424>>2]=e;f[g+428>>2]=d;c=f[(h+432|0)>>2]|0;f[(g+432|0)>>2]=c;i=f[(h+436|0)>>2]|0;f[g+436>>2]=i;f[g+440>>2]=f[h+440>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+432|0;f[(h+432|0)>>2]=0;f[(h+436|0)>>2]=0}e=f[(h+444|0)>>2]|0;f[(h+444|0)>>2]=0;d=f[(h+448|0)>>2]|0;f[(h+448|0)>>2]=0;f[g+444>>2]=e;f[g+448>>2]=d;c=f[(h+452|0)>>2]|0;f[(g+452|0)>>2]=c;i=f[(h+456|0)>>2]|0;f[g+456>>2]=i;f[g+460>>2]=f[h+460>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+452|0;f[(h+452|0)>>2]=0;f[(h+456|0)>>2]=0}e=f[(h+464|0)>>2]|0;f[(h+464|0)>>2]=0;d=f[(h+468|0)>>2]|0;f[(h+468|0)>>2]=0;f[g+464>>2]=e;f[g+468>>2]=d;c=f[(h+472|0)>>2]|0;f[(g+472|0)>>2]=c;i=f[(h+476|0)>>2]|0;f[g+476>>2]=i;f[g+480>>2]=f[h+480>>2];if(!i){e=g+484|0;i=h+484|0;f[e>>2]=0;d=g+488|0;f[d>>2]=0;j=g+492|0;f[j>>2]=0;j=f[i>>2]|0;f[e>>2]=j;e=h+488|0;j=f[e>>2]|0;f[d>>2]=j;d=h+492|0;j=f[d>>2]|0;c=g+492|0;f[c>>2]=j;f[d>>2]=0;f[e>>2]=0;f[i>>2]=0;i=g+496|0;e=h+496|0;e=f[e>>2]|0;f[i>>2]=e;i=g+500|0;h=h+500|0;h=b[h>>0]|0;b[i>>0]=h;f[a+1312>>2]=5;break a}c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+472|0;f[(h+472|0)>>2]=0;f[(h+476|0)>>2]=0;i=g+484|0;j=h+484|0;f[i>>2]=0;e=g+488|0;f[e>>2]=0;c=g+492|0;f[c>>2]=0;c=f[j>>2]|0;f[i>>2]=c;i=h+488|0;c=f[i>>2]|0;f[e>>2]=c;e=h+492|0;c=f[e>>2]|0;d=g+492|0;f[d>>2]=c;f[e>>2]=0;f[i>>2]=0;f[j>>2]=0;j=g+496|0;i=h+496|0;i=f[i>>2]|0;f[j>>2]=i;j=g+500|0;i=h+500|0;i=b[i>>0]|0;b[j>>0]=i;f[a+1312>>2]=5;break a}}function Bjb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;x=f[a+1024>>2]|0;c=f[a+3336>>2]|0;w=f[a+3344>>2]|0;h=f[a+3656>>2]|0;t=f[a+4992>>2]|0;u=f[a+5056>>2]|0;v=f[a+5064>>2]|0;k=+n[a+6200>>2];y=f[a+7400>>2]|0;a:{if(h&268435456|0){g=f[(a+960|0)>>2]|0;h=+n[c>>2]>k;do if(f[(g+36|0)>>2]|0){xib(a+696|0,g,b[g+48>>0]|0,+n[g+44>>2]);e=f[(g+36|0)>>2]|0;f[e>>2]=f[(a+696|0)>>2];f[e+4>>2]=f[((a+696|0)+4|0)>>2];f[e+8>>2]=f[((a+696|0)+8|0)>>2];f[e+12>>2]=f[((a+696|0)+12|0)>>2];f[e+16>>2]=f[((a+696|0)+16|0)>>2];f[e+20>>2]=f[((a+696|0)+20|0)>>2];f[e+52>>2]=f[((a+696|0)+24|0)>>2];f[e+56>>2]=f[((a+696|0)+28|0)>>2];f[e+60>>2]=f[((a+696|0)+32|0)>>2];f[e+64>>2]=f[((a+696|0)+36|0)>>2];f[e+68>>2]=f[((a+696|0)+40|0)>>2];f[e+72>>2]=f[((a+696|0)+44|0)>>2];c=f[w>>2]|0;f[(a+988|0)>>2]=e;f[(a+976|0)>>2]=c;d=1;if(d)if(h){b:do if(!(c&1073741824)){C=+n[e>>2];A=+n[e+4>>2];k=+n[e+8>>2];B=+n[e+16>>2];z=+n[e+20>>2];D=(+n[e+12>>2]-C)*.5;p[(a+696|0)>>3]=D;p[((a+696|0)+8|0)>>3]=(B-A)*.5;p[((a+696|0)+16|0)>>3]=(z-k)*.5;p[(a+656|0)>>3]=D+C;p[((a+656|0)+8|0)>>3]=(B-A)*.5+A;p[((a+656|0)+16|0)>>3]=(z-k)*.5+k;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break b;case 2:break;default:{y=421;break b}}i=f[(a+976|0)>>2]|0;y=420}else{i=c;y=420}while(0);if((y|0)==420){f[(a+976|0)>>2]=i|1073741824;y=421}if((y|0)==421){y=0;s=f[(a+988|0)>>2]|0;k=+n[s>>2];A=(+n[s+12>>2]-k)*.5;z=+n[s+4>>2];B=(+n[s+16>>2]-z)*.5;D=+n[s+8>>2];C=(+n[s+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));_hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;c:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break c;case 2:break;default:{y=485;break c}}q=f[(a+976|0)>>2]|0;y=484}else{q=c;y=484}while(0);if((y|0)==484){f[(a+976|0)>>2]=q|1073741824;y=485}if((y|0)==485){y=0;w=f[(a+988|0)>>2]|0;k=+n[w>>2];A=(+n[w+12>>2]-k)*.5;z=+n[w+4>>2];B=(+n[w+16>>2]-z)*.5;D=+n[w+8>>2];C=(+n[w+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));_hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}break}else d=1;if(d)if(1){d:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break d;case 2:break;default:{y=426;break d}}j=f[(a+976|0)>>2]|0;y=425}else{j=c;y=425}while(0);if((y|0)==425){f[(a+976|0)>>2]=j|1073741824;y=426}if((y|0)==426){y=0;_hb(x+4|0,0.0,a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;e:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break e;case 2:break;default:{y=480;break e}}o=f[(a+976|0)>>2]|0;y=479}else{o=c;y=479}while(0);if((y|0)==479){f[(a+976|0)>>2]=o|1073741824;y=480}if((y|0)==480){y=0;_hb(x+4|0,0.0,a+988|0,a+976|0)}break}}while(0);c=f[g+24>>2]|0;d=f[g+28>>2]|0;if((c|0)==(d|0)){f[a+7464>>2]=1;break a}while(1){jib(x,f[c>>2]|0,a+960|0,a+1e3|0,a,a+800|0,a+816|0,h);c=c+4|0;if((c|0)==(d|0)){f[a+7464>>2]=2;f[a+7468>>2]=10;break a}}}h=f[(a+960|0)>>2]|0;g=+n[c>>2]>k;do if(f[(h+36|0)>>2]|0){xib(a+696|0,h,b[h+48>>0]|0,+n[h+44>>2]);e=f[(h+36|0)>>2]|0;f[e>>2]=f[(a+696|0)>>2];f[e+4>>2]=f[((a+696|0)+4|0)>>2];f[e+8>>2]=f[((a+696|0)+8|0)>>2];f[e+12>>2]=f[((a+696|0)+12|0)>>2];f[e+16>>2]=f[((a+696|0)+16|0)>>2];f[e+20>>2]=f[((a+696|0)+20|0)>>2];f[e+52>>2]=f[((a+696|0)+24|0)>>2];f[e+56>>2]=f[((a+696|0)+28|0)>>2];f[e+60>>2]=f[((a+696|0)+32|0)>>2];f[e+64>>2]=f[((a+696|0)+36|0)>>2];f[e+68>>2]=f[((a+696|0)+40|0)>>2];f[e+72>>2]=f[((a+696|0)+44|0)>>2];c=f[w>>2]|0;f[(a+988|0)>>2]=e;f[(a+976|0)>>2]=c;d=1;if(d)if(g){f:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break f;case 2:break;default:{y=437;break f}}l=f[(a+976|0)>>2]|0;y=436}else{l=c;y=436}while(0);if((y|0)==436){f[(a+976|0)>>2]=l|1073741824;y=437}if((y|0)==437){y=0;r=f[(a+988|0)>>2]|0;k=+n[r>>2];A=(+n[r+12>>2]-k)*.5;z=+n[r+4>>2];B=(+n[r+16>>2]-z)*.5;D=+n[r+8>>2];C=(+n[r+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));$hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;g:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break g;case 2:break;default:{y=495;break g}}s=f[(a+976|0)>>2]|0;y=494}else{s=c;y=494}while(0);if((y|0)==494){f[(a+976|0)>>2]=s|1073741824;y=495}if((y|0)==495){y=0;s=f[(a+988|0)>>2]|0;k=+n[s>>2];A=(+n[s+12>>2]-k)*.5;z=+n[s+4>>2];B=(+n[s+16>>2]-z)*.5;D=+n[s+8>>2];C=(+n[s+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));$hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}break}else d=1;if(d)if(1){h:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break h;case 2:break;default:{y=442;break h}}m=f[(a+976|0)>>2]|0;y=441}else{m=c;y=441}while(0);if((y|0)==441){f[(a+976|0)>>2]=m|1073741824;y=442}if((y|0)==442){y=0;$hb(x+4|0,0.0,a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;i:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break i;case 2:break;default:{y=490;break i}}r=f[(a+976|0)>>2]|0;y=489}else{r=c;y=489}while(0);if((y|0)==489){f[(a+976|0)>>2]=r|1073741824;y=490}if((y|0)==490){y=0;$hb(x+4|0,0.0,a+988|0,a+976|0)}break}}while(0);c=f[h+24>>2]|0;l=f[h+28>>2]|0;if((c|0)!=(l|0)){if(g)j=c;else{g=c;while(1){c=f[g>>2]|0;do if(f[c+20>>2]|0){e=WFa(c)|0;d=f[w>>2]|0;if(!(d&1073741824)){p[(a+696|0)>>3]=+n[e+44>>2];p[((a+696|0)+8|0)>>3]=+n[e+48>>2];p[((a+696|0)+16|0)>>3]=+n[e+52>>2];p[(a+656|0)>>3]=+n[e+56>>2];p[((a+656|0)+8|0)>>3]=+n[e+60>>2];p[((a+656|0)+16|0)>>3]=+n[e+64>>2];c=Zhb(a,a+696|0,a+656|0)|0;if(!c)break;d=f[w>>2]|0}else c=2;f[(a+696|0)>>2]=(c|0)==2?d|1073741824:d;f[(a+656|0)>>2]=e;hib(x+4|0,0.0,a+656|0,a+696|0)}while(0);g=g+4|0;if((g|0)==(l|0)){f[a+7464>>2]=2;f[a+7468>>2]=10;break a}}}do{c=f[j>>2]|0;do if(f[c+20>>2]|0){i=WFa(c)|0;d=f[w>>2]|0;if(!(d&1073741824)){p[(a+696|0)>>3]=+n[(i+44|0)>>2];p[((a+696|0)+8|0)>>3]=+n[(i+48|0)>>2];p[((a+696|0)+16|0)>>3]=+n[(i+52|0)>>2];p[(a+656|0)>>3]=+n[i+56>>2];p[((a+656|0)+8|0)>>3]=+n[i+60>>2];p[((a+656|0)+16|0)>>3]=+n[i+64>>2];c=Zhb(a,a+696|0,a+656|0)|0;if(!c)break;e=i+44|0;g=i+48|0;h=i+52|0;d=f[w>>2]|0}else{e=i+44|0;g=i+48|0;h=i+52|0;c=2}f[(a+696|0)>>2]=(c|0)==2?d|1073741824:d;D=+n[v>>2]+(+n[e>>2]*+n[(a+800|0)>>2]+(+n[g>>2]*+n[t>>2]+ +n[h>>2]*+n[u>>2]));D=+n[i+68>>2]/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D);f[(a+656|0)>>2]=i;hib(x+4|0,D,a+656|0,a+696|0)}while(0);j=j+4|0}while((j|0)!=(l|0))}}f[a+7400>>2]=y}function Cjb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0.0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0;la=f[a+1024>>2]|0;ta=f[a+1064>>2]|0;ua=f[a+1072>>2]|0;Z=f[a+3336>>2]|0;_=f[a+3344>>2]|0;ma=f[a+3368>>2]|0;na=f[a+3376>>2]|0;c=f[a+3656>>2]|0;pa=f[a+4016>>2]|0;U=f[a+4024>>2]|0;oa=f[a+4032>>2]|0;ea=f[a+4040>>2]|0;$=f[a+4048>>2]|0;da=+n[a+6200>>2];O=f[a+7400>>2]|0;a:{pa=(f[U+(pa*20|0)+8>>2]|0)-ea>>2;if(pa|0){P=0;Q=0;R=0;J=0;S=0;T=0;U=0;K=0.0;L=0.0;N=0;M=f[oa+36>>2]|0;e=0;I=f[oa+40>>2]|0;g=0;H=f[oa+44>>2]|0;G=0;while(1){E=f[ea+(N<<2)>>2]|0;f[(a+896|0)>>2]=0;f[(a+896|0)+4>>2]=0;f[(a+896|0)+8>>2]=0;F=f[E+108>>2]|0;D=c&768|f[(E+196|0)>>2]&14742403;dcb(a+696|0,f[la>>2]|0,D,$);D=(f[((a+696|0)+28|0)>>2]|D)&f[((a+696|0)+32|0)>>2];c=f[(a+696|0)>>2]|0;if(!c){c=f[(E+12|0)>>2]|0;if(!c){fKa(E,0);c=f[(E+12|0)>>2]|0}}f[(a+896|0)>>2]=c;d=f[((a+696|0)+4|0)>>2]|0;if(!d){d=f[(E+20|0)>>2]|0;if(!d){fKa(E,1);d=f[(E+20|0)>>2]|0}}f[((a+896|0)+4|0)>>2]=d;i=f[((a+696|0)+8|0)>>2]|0;if(!i){i=f[(E+28|0)>>2]|0;if(!i){fKa(E,2);i=f[(E+28|0)>>2]|0}}f[((a+896|0)+8|0)>>2]=i;if(!(b[((a+696|0)+24|0)>>0]|0)){j=f[E+180>>2]|0;f[(a+908|0)>>2]=j;k=f[E+184>>2]|0;f[((a+908|0)+4|0)>>2]=k;l=E+188|0}else{j=f[((a+696|0)+12|0)>>2]|0;f[(a+908|0)>>2]=j;k=f[((a+696|0)+16|0)>>2]|0;f[((a+908|0)+4|0)>>2]=k;l=(a+696|0)+20|0}A=(f[s>>2]=j,+n[s>>2]);z=(f[s>>2]=k,+n[s>>2]);m=f[l>>2]|0;f[((a+908|0)+8|0)>>2]=m;B=b[((a+696|0)+25|0)>>0]|0;C=b[((a+696|0)+26|0)>>0]|0;l=f[(E+196|0)>>2]|0;o=(f[s>>2]=m,+n[s>>2]);if(!(l&8388608)){n[(a+920|0)>>2]=-1.0;n[((a+920|0)+4|0)>>2]=-1.0;n[((a+920|0)+8|0)>>2]=-1.0;n[((a+920|0)+12|0)>>2]=-1.0;n[((a+920|0)+16|0)>>2]=-1.0;n[((a+920|0)+20|0)>>2]=-1.0;p=-1.0;q=-1.0;r=-1.0;t=-1.0;u=-1.0;v=-1.0;w=-1.0;x=-1.0;y=-1.0}else{m=f[(E+104|0)>>2]|0;p=+n[m+328>>2];q=+n[m+332>>2];r=+n[m+336>>2];n[(a+920|0)>>2]=p;n[((a+920|0)+4|0)>>2]=q;n[((a+920|0)+8|0)>>2]=r;m=f[(E+104|0)>>2]|0;t=+n[m+340>>2];u=+n[m+344>>2];v=+n[m+348>>2];n[((a+920|0)+12|0)>>2]=t;n[((a+920|0)+16|0)>>2]=u;n[((a+920|0)+20|0)>>2]=v;m=f[(E+104|0)>>2]|0;w=+n[m+352>>2];x=+n[m+356>>2];y=+n[m+360>>2]}n[((a+920|0)+24|0)>>2]=w;n[((a+920|0)+28|0)>>2]=x;n[((a+920|0)+32|0)>>2]=y;j=f[(E+200|0)>>2]|0;k=h[(E+200|0)+4>>0]|0;b:do if(0==0&(k&3|0)==1&(l&4|0)==0){wa=ZPb(j|0,k&255|0,3)|0;va=ZPb(j|0,k&255|0,6)|0;m=ZPb(j|0,k&255|0,9)|0;if((0?1:((wa|j|va|m)&7|0)!=0)|(l&268435456|0)!=0){jib(la,E,a+960|0,a+1e3|0,a,a+800|0,a+816|0,+n[Z>>2]>da);j=0;break}do if(l&134217728|0){wa=f[(E+104|0)>>2]|0;if(!(+n[(a+816|0)>>2]*+n[wa+312>>2]+(+n[((a+816|0)+4|0)>>2]*+n[wa+316>>2]+ +n[((a+816|0)+8|0)>>2]*+n[wa+320>>2])<+n[wa+324>>2]))break;if(b[(la+832|0)>>0]&16){j=0;break b}f[(E+196|0)>>2]=l&-1793;j=0;break b}while(0);j=b[E+192>>0]|0;j=j&7&((j&255)>>>3&7|b[(a+1e3|0)>>0]);if(b[(la+832|0)>>0]&16)break;f[(E+196|0)>>2]=l&-1793}else j=0;while(0);k=f[(la+312|0)>>2]|0;m=f[(la+316|0)>>2]|0;do if((k|0)==(m|0))Y=la+324|0;else{wa=f[(E+116|0)+4>>2]|0;f[(a+696|0)>>2]=f[(E+116|0)>>2];f[(a+696|0)+4>>2]=wa;while(1){l=k+524|0;if(kib(k,a+696|0)|0){O=364;break}if((l|0)==(m|0)){O=362;break}else k=l}if((O|0)==362){O=0;Y=la+324|0;break}else if((O|0)==364){O=0;Y=k+20|0;break}}while(0);if(f[(E+196|0)>>2]&1048576|0)ncb(Y,f[la>>2]|0,E,j,f[_>>2]&1792,f[(la+828|0)>>2]|0,ta,ua);c:do if((D|0)==(Q|0)&(N|0?j<<24>>24==S<<24>>24:0)){if(!(Q&8388608)){if((c|0)==(f[(a+976|0)>>2]|0)&(((+n[(a+988|0)>>2]!=A?1:+n[((a+988|0)+4|0)>>2]!=z)|+n[((a+988|0)+8|0)>>2]!=o)^1)&(d|0)==(f[((a+976|0)+4|0)>>2]|0))O=371}else if((c|0)==(f[(a+976|0)>>2]|0)&((y!=+n[((a+656|0)+32|0)>>2]|t==+n[((a+656|0)+12|0)>>2]&(((q!=+n[((a+656|0)+4|0)>>2]?1:p!=+n[(a+656|0)>>2])|r!=+n[((a+656|0)+8|0)>>2])^1)&u==+n[((a+656|0)+16|0)>>2]&v==+n[((a+656|0)+20|0)>>2]&w==+n[((a+656|0)+24|0)>>2]&x==+n[((a+656|0)+28|0)>>2]^1|+n[(a+988|0)>>2]!=A|+n[((a+988|0)+4|0)>>2]!=z|+n[((a+988|0)+8|0)>>2]!=o)^1)&(d|0)==(f[((a+976|0)+4|0)>>2]|0))O=371;do if((O|0)==371){O=0;if(!((F|0)==(J|0)&((Y|0)==(R|0)?(i|0)==(f[((a+976|0)+8|0)>>2]|0):0)))break;if((B&255|0)!=(T&1|0))break;if((C&255|0)!=(U&1|0))break;if(!(Q&1)){fa=P;ga=Q;ha=R;V=J;ia=S;ja=T;ka=U;W=K;X=L;aa=e;ba=g;ca=G;qa=M;ra=I;sa=H;break c}if(+n[E+144>>2]!=K)break;if(!(+n[E+148>>2]!=L)){fa=P;ga=Q;ha=R;V=J;ia=S;ja=T;ka=U;W=K;X=L;aa=e;ba=g;ca=G;qa=M;ra=I;sa=H;break c}}while(0);if(!(Q&768))O=383;else O=379}else if((Q&768|0)==0|(N|0)==0)O=383;else O=379;while(0);if((O|0)==379){c=f[la>>2]|0;d=ea+(P<<2)|0;wa=N-P|0;f[(a+696|0)>>2]=oa;f[((a+696|0)+8|0)>>2]=0;f[((a+696|0)+12|0)>>2]=0;f[((a+696|0)+16|0)>>2]=wa;f[((a+696|0)+20|0)>>2]=P;f[((a+696|0)+24|0)>>2]=Q;n[((a+696|0)+40|0)>>2]=1.0;if(wa>>>0>1)f[((a+696|0)+4|0)>>2]=d;else f[((a+696|0)+4|0)>>2]=f[d>>2];kcb(R,c,a+696|0,S,f[(a+976|0)>>2]|0,a+656|0,+n[(a+988|0)>>2],M,e,f[((a+976|0)+4|0)>>2]|0,ma,+n[((a+988|0)+4|0)>>2],I,g,f[((a+976|0)+8|0)>>2]|0,na,+n[((a+988|0)+8|0)>>2],H,G,T,U,f[(la+828|0)>>2]|0,ta,ua);O=383}if((O|0)==383){O=0;f[(a+988|0)>>2]=f[(a+908|0)>>2];f[(a+988|0)+4>>2]=f[(a+908|0)+4>>2];f[(a+988|0)+8>>2]=f[(a+908|0)+8>>2];f[(a+976|0)>>2]=f[(a+896|0)>>2];f[(a+976|0)+4>>2]=f[(a+896|0)+4>>2];f[(a+976|0)+8>>2]=f[(a+896|0)+8>>2];f[(a+656|0)>>2]=f[(a+920|0)>>2];f[(a+656|0)+4>>2]=f[(a+920|0)+4>>2];f[(a+656|0)+8>>2]=f[(a+920|0)+8>>2];f[ma>>2]=f[((a+920|0)+12|0)>>2];f[ma+4>>2]=f[((a+920|0)+12|0)+4>>2];f[ma+8>>2]=f[((a+920|0)+12|0)+8>>2];f[na>>2]=f[((a+920|0)+24|0)>>2];f[na+4>>2]=f[((a+920|0)+24|0)+4>>2];f[na+8>>2]=f[((a+920|0)+24|0)+8>>2];fa=N;ga=D;ha=Y;V=F;ia=j;ja=B<<24>>24!=0;ka=C<<24>>24!=0;W=+n[E+144>>2];X=+n[E+148>>2];aa=0;ba=0;ca=0;qa=M+e|0;ra=I+g|0;sa=H+G|0}i=f[(oa+56|0)>>2]|0;e=aa+(f[i+(N*12|0)>>2]|0)|0;g=ba+(f[i+(N*12|0)+4>>2]|0)|0;i=ca+(f[i+(N*12|0)+8>>2]|0)|0;c=N+1|0;if((c|0)==(pa|0))break;P=fa;Q=ga;R=ha;J=V;S=ia;T=ja;U=ka;K=W;L=X;N=c;c=f[_>>2]|0;M=qa;I=ra;H=sa;G=i}if(ga&768|0){d=f[la>>2]|0;c=ea+(fa<<2)|0;wa=pa-fa|0;f[(a+696|0)>>2]=oa;f[((a+696|0)+8|0)>>2]=0;f[((a+696|0)+12|0)>>2]=0;f[((a+696|0)+16|0)>>2]=wa;f[((a+696|0)+20|0)>>2]=fa;f[((a+696|0)+24|0)>>2]=ga;n[((a+696|0)+40|0)>>2]=1.0;if(wa>>>0>1)f[((a+696|0)+4|0)>>2]=c;else f[((a+696|0)+4|0)>>2]=f[c>>2];kcb(ha,d,a+696|0,ia,f[(a+976|0)>>2]|0,a+656|0,+n[(a+988|0)>>2],qa,e,f[((a+976|0)+4|0)>>2]|0,ma,+n[((a+988|0)+4|0)>>2],ra,g,f[((a+976|0)+8|0)>>2]|0,na,+n[((a+988|0)+8|0)>>2],sa,i,ja,ka,f[(la+828|0)>>2]|0,ta,ua)}}f[a+7472>>2]=1;break a}f[a+7400>>2]=O}function Djb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;U=f[a+1024>>2]|0;J=f[a+1040>>2]|0;K=f[a+1048>>2]|0;g=f[a+1056>>2]|0;N=f[a+1064>>2]|0;O=f[a+1072>>2]|0;l=f[a+1608>>2]|0;m=f[a+1680>>2]|0;t=f[a+3336>>2]|0;T=f[a+3344>>2]|0;q=f[a+3352>>2]|0;u=f[a+3368>>2]|0;v=f[a+3376>>2]|0;o=f[a+3400>>2]|0;i=f[a+3408>>2]|0;z=f[a+4680>>2]|0;P=f[a+4992>>2]|0;Q=f[a+5056>>2]|0;R=f[a+5064>>2]|0;L=f[a+6112>>2]|0;M=f[a+6120>>2]|0;w=+n[a+6200>>2];S=f[a+7400>>2]|0;a:{b:do{k=1;if(k){k=0;if(i){c=f[(U+324|0)>>2]|0;d=f[(U+312|0)>>2]|0;e=f[(U+316|0)>>2]|0;if((d|0)!=(e|0))do{c=(f[d+20>>2]|0)+c|0;d=d+524|0}while((d|0)!=(e|0));if(c>>>0>=g>>>0){f[a+7480>>2]=2;f[a+7484>>2]=7;break a}f[(a+960|0)>>2]=0;n[t>>2]=0.0;f[T>>2]=0;f[q>>2]=-1;j=1;if(j){j=0;if(i){if(!(f[(U+4|0)>>2]|0)){d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0;if((d|0)==(c|0)){c=f[m>>2]|0;d=f[(U+296|0)>>2]|0;e=f[l>>2]|0;if(((c-d|0)/12|0|0)==(e|0)){S=460;f[a+7480>>2]=2;f[a+7484>>2]=7;break a}g=b[(U+832|0)>>0]&16?768:0;i=f[d+(e*12|0)>>2]|0;f[(a+960|0)>>2]=i;n[t>>2]=0.0;f[T>>2]=g;f[q>>2]=-1;j=f[d+(e*12|0)+4>>2]|0;k=f[d+(e*12|0)+8>>2]|0;f[l>>2]=e+1|0;if((e+1|0)>>>0>=((c-d|0)/12|0)>>>0){if((c|0)!=(d|0))f[m>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);f[l>>2]=0}if(bib(i,g,a+1e3|0,a,a+816|0)|0){m=(f[(a+960|0)>>2]|0)+200|0;if((f[m>>2]&-268435456|0)==0&0==0){r=j;s=k;S=292;break}}if(b[(U+832|0)>>0]&16)break;m=(f[(a+960|0)>>2]|0)+196|0;f[m>>2]=f[m>>2]&-1793;break}}else{d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0}if((d|0)==(c|0)){cib(a+696|0,U+4|0);f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];c:do if(f[(U+4|0)>>2]|0)do{S=(dib(U+4|0)|0)+4|0;if(!(+n[S>>2]==+n[t>>2]))break c;cib(a+696|0,U+4|0);c=f[(U+276|0)>>2]|0;if(c>>>0<(f[(U+280|0)>>2]|0)>>>0){f[c>>2]=f[(a+696|0)>>2];f[c+4>>2]=f[(a+696|0)+4>>2];f[c+8>>2]=f[(a+696|0)+8>>2];f[c+12>>2]=f[(a+696|0)+12>>2];f[(U+276|0)>>2]=(f[(U+276|0)>>2]|0)+16}else eib(U+272|0,a+696|0)}while((f[(U+4|0)>>2]|0)!=0);while(0);c=f[(U+276|0)>>2]|0;if((f[(U+272|0)>>2]|0)==(c|0)){r=0;s=0;S=292;break}if((c|0)==(f[(U+280|0)>>2]|0)){fib(U+272|0,a+960|0);c=f[(U+276|0)>>2]|0}else{f[c>>2]=f[(a+960|0)>>2];f[c+4>>2]=f[(a+960|0)+4>>2];f[c+8>>2]=f[(a+960|0)+8>>2];f[c+12>>2]=f[(a+960|0)+12>>2];c=(f[(U+276|0)>>2]|0)+16|0;f[(U+276|0)>>2]=c}gib(f[(U+272|0)>>2]|0,c,a+696|0);d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0}if((d|0)==(c|0)){r=0;s=0;S=292}else{c=c+-16|0;f[(a+696|0)>>2]=f[c>>2];f[(a+696|0)+4>>2]=f[c+4>>2];f[(a+696|0)+8>>2]=f[c+8>>2];f[(a+696|0)+12>>2]=f[c+12>>2];f[(U+276|0)>>2]=c;f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];if((d|0)==(c|0)){r=0;s=0;S=292}else{g=f[(a+960|0)>>2]|0;while(1){e=c;c=c+-16|0;if((f[c>>2]|0)!=(g|0)){r=0;s=0;S=292;break b}if((f[e+-4>>2]|0)!=(f[q>>2]|0)){r=0;s=0;S=292;break b}f[T>>2]=f[T>>2]|f[e+-8>>2];f[(U+276|0)>>2]=c;if((d|0)==(c|0)){r=0;s=0;S=292;break}}}}}else j=1}if(j)if(1)S=261}else k=1}if(k)if(1){f[(a+960|0)>>2]=0;n[t>>2]=0.0;f[T>>2]=0;f[q>>2]=-1;S=261}}while(0);if((S|0)==261){f[(a+696|0)>>2]=f[(o+-16|0)>>2];f[(a+696|0)+4>>2]=f[(o+-16|0)+4>>2];f[(a+696|0)+8>>2]=f[(o+-16|0)+8>>2];f[(a+696|0)+12>>2]=f[(o+-16|0)+12>>2];f[(U+288|0)>>2]=o+-16|0;f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];r=0;s=0;S=292}d:do if((S|0)==292){S=0;d=f[T>>2]|0;if(d&134217728|0){k=+n[t>>2]>w;j=f[(a+960|0)>>2]|0;c=f[j+12>>2]|0;j=f[j+16>>2]|0;e:do if((c|0)!=(j|0)){if(!k)while(1){if(!(d&1073741824)){p[(a+696|0)>>3]=+n[c+44>>2];p[((a+696|0)+8|0)>>3]=+n[c+48>>2];p[((a+696|0)+16|0)>>3]=+n[c+52>>2];p[(a+656|0)>>3]=+n[c+56>>2];p[((a+656|0)+8|0)>>3]=+n[c+60>>2];p[((a+656|0)+16|0)>>3]=+n[c+64>>2];d=Zhb(a,a+696|0,a+656|0)|0;if(d|0){x=d;y=f[T>>2]|0;S=320}}else{x=2;y=d;S=320}if((S|0)==320){S=0;f[(a+696|0)>>2]=(x|0)==2?y|1073741824:y;f[(a+656|0)>>2]=c;hib(U+4|0,0.0,a+656|0,a+696|0)}c=c+72|0;if((c|0)==(j|0))break e;d=f[T>>2]|0}while(1){if(!(d&1073741824)){d=c+44|0;p[(a+696|0)>>3]=+n[d>>2];e=c+48|0;p[((a+696|0)+8|0)>>3]=+n[e>>2];g=c+52|0;p[((a+696|0)+16|0)>>3]=+n[g>>2];p[(a+656|0)>>3]=+n[c+56>>2];p[((a+656|0)+8|0)>>3]=+n[c+60>>2];p[((a+656|0)+16|0)>>3]=+n[c+64>>2];i=Zhb(a,a+696|0,a+656|0)|0;if(i|0){A=d;B=e;C=g;E=i;F=f[T>>2]|0;S=299}}else{A=c+44|0;B=c+48|0;C=c+52|0;E=2;F=d;S=299}if((S|0)==299){S=0;f[(a+696|0)>>2]=(E|0)==2?F|1073741824:F;w=+n[R>>2]+(+n[A>>2]*+n[(a+800|0)>>2]+(+n[B>>2]*+n[P>>2]+ +n[C>>2]*+n[Q>>2]));w=+n[c+68>>2]/(w*w<9.999999747378752e-06?9.999999747378752e-06:w*w);f[(a+656|0)>>2]=c;hib(U+4|0,w,a+656|0,a+696|0)}c=c+72|0;if((c|0)==(j|0))break e;d=f[T>>2]|0}}while(0);f[(a+696|0)>>2]=1;d=f[(a+960|0)>>2]|0;i=(f[d+28>>2]|0)-(f[d+24>>2]|0)|0;f:do if((i|0)>20){if(k)c=1;else{c=1;while(1){d=f[d+24>>2]|0;if(!(f[d+(c*20|0)>>2]|0)){e=f[d+(c*20|0)+4>>2]|0;g=f[d+(c*20|0)+8>>2]|0;if((e|0)!=(g|0)){c=e;do{d=f[c>>2]|0;do if(0==0?(h[d+200+4>>0]&3|0)==1:0){if(f[d+196>>2]&4|0)break;jib(U,d,a+960|0,a+1e3|0,a,a+800|0,a+816|0,0)}while(0);c=c+4|0}while((c|0)!=(g|0))}}else iib(U+4|0,0.0,a+960|0,a+696|0,T);c=(f[(a+696|0)>>2]|0)+1|0;f[(a+696|0)>>2]=c;if((c|0)>=((i|0)/20|0|0))break f;d=f[(a+960|0)>>2]|0}}while(1){d=f[d+24>>2]|0;if(!(f[d+(c*20|0)>>2]|0)){e=f[d+(c*20|0)+4>>2]|0;g=f[d+(c*20|0)+8>>2]|0;if((e|0)!=(g|0)){c=e;do{d=f[c>>2]|0;do if(0==0?(h[d+200+4>>0]&3|0)==1:0){if(f[d+196>>2]&4|0)break;jib(U,d,a+960|0,a+1e3|0,a,a+800|0,a+816|0,1)}while(0);c=c+4|0}while((c|0)!=(g|0))}}else{d=f[(f[d+(c*20|0)+4>>2]|0)+(f[d+(c*20|0)+16>>2]<<2)>>2]|0;c=f[(d+200|0)>>2]|0;if(!((c&33554432|0)==0&0==0)){LJa(d);c=f[(d+200|0)>>2]|0}if(!((c&16777216|0)==0&0==0))MJa(d);w=+n[R>>2]+(+n[d+168>>2]*+n[(a+800|0)>>2]+(+n[d+172>>2]*+n[P>>2]+ +n[d+176>>2]*+n[Q>>2]));iib(U+4|0,+n[d+152>>2]/(w*w<9.999999747378752e-06?9.999999747378752e-06:w*w),a+960|0,a+696|0,T)}c=(f[(a+696|0)>>2]|0)+1|0;f[(a+696|0)>>2]=c;if((c|0)>=((i|0)/20|0|0))break f;d=f[(a+960|0)>>2]|0}}while(0);break}c=f[q>>2]|0;if((c|0)>-1){B=f[(f[(a+960|0)>>2]|0)+24>>2]|0;C=f[B+(c*20|0)>>2]|0;E=f[B+(c*20|0)+4>>2]|0;F=(f[C+52>>2]&32768|0)!=0;f[a+1024>>2]=U;f[a+1064>>2]=N;f[a+1072>>2]=O;f[a+3336>>2]=t;f[a+3344>>2]=T;f[a+3368>>2]=u;f[a+3376>>2]=v;f[a+3656>>2]=d;f[a+4016>>2]=c;f[a+4024>>2]=B;f[a+4032>>2]=C;f[a+4040>>2]=E;f[a+4048>>2]=F;n[a+6200>>2]=w;f[a+7400>>2]=S;f[a+7472>>2]=0;f[a+7476>>2]=0;Cjb(a);S=f[a+7400>>2]|0;G=f[a+7472>>2]|0;D=f[a+7476>>2]|0;H=+n[a+7476>>2];f[a+7472>>2]=0;f[a+7476>>2]=0;if((G|0)==1)break}if(!(d&939524096)){c=f[(a+960|0)>>2]|0;i=f[(c+196|0)>>2]|0;if(!(b[(U+832|0)>>0]&16))f[(c+196|0)>>2]=i&-1793;e=f[(U+312|0)>>2]|0;g=f[(U+316|0)>>2]|0;do if((e|0)==(g|0))I=U+324|0;else{T=f[(c+116|0)+4>>2]|0;f[(a+696|0)>>2]=f[(c+116|0)>>2];f[(a+696|0)+4>>2]=T;while(1){c=e+524|0;if(kib(e,a+696|0)|0){S=399;break}if((c|0)==(g|0)){S=397;break}else e=c}if((S|0)==397){S=0;I=U+324|0;break}else if((S|0)==399){S=0;I=e+20|0;break}}while(0);if(!((i|d)&1792))break;c=f[(a+960|0)>>2]|0;if(f[c+196>>2]&1048576|0)ncb(I,f[U>>2]|0,c,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);if(!((i|d)&768))break;do if(z&(s|0)==0){c=f[(a+960|0)>>2]|0;Q=f[(c+200|0)>>2]|0;T=h[(c+200|0)+4>>0]|0;P=ZPb(Q|0,T&255|0,3)|0;R=ZPb(Q|0,T&255|0,6)|0;T=ZPb(Q|0,T&255|0,9)|0;if(!(0==0?((P|Q|R|T)&7|0)==0:0))break;if(f[c+196>>2]&268435456|0)break;T=f[(f[c+4>>2]|0)+44>>2]|0;if((f[T+116>>2]|0)-(f[T+112>>2]|0)>>2>>>0<=2)break;e=f[c+96>>2]|0;c=b[(e+120|0)>>0]|0;if(c&16){CIa(e);c=b[(e+120|0)>>0]|0}if(c&2)break;ocb(I,f[U>>2]|0,f[(a+960|0)>>2]|0,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);break d}while(0);eLa(f[(a+960|0)>>2]|0,K,J,L,M);lcb(I,f[U>>2]|0,f[(a+960|0)>>2]|0,r,s,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);break}f[a+1024>>2]=U;f[a+3336>>2]=t;f[a+3344>>2]=T;f[a+3656>>2]=d;f[a+4992>>2]=P;f[a+5056>>2]=Q;f[a+5064>>2]=R;n[a+6200>>2]=w;f[a+7400>>2]=S;f[a+7464>>2]=0;f[a+7468>>2]=0;Bjb(a);S=f[a+7400>>2]|0;G=f[a+7464>>2]|0;D=f[a+7468>>2]|0;H=+n[a+7468>>2];f[a+7464>>2]=0;f[a+7468>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 10:break d}}while(0)}f[a+7400>>2]=S}function Ejb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0.0,x=0.0,y=0.0;u=f[a+1024>>2]|0;o=f[a+1032>>2]|0;l=f[a+1608>>2]|0;m=f[a+1680>>2]|0;r=f[a+4992>>2]|0;s=f[a+5056>>2]|0;t=f[a+5064>>2]|0;q=f[a+6104>>2]|0;k=f[a+7400>>2]|0;v=f[a+7408>>2]|0;c=f[a+7416>>2]|0;if(v){v=0;switch(c|0){default:{c=f[u+272>>2]|0;d=f[(u+276|0)>>2]|0;if((d|0)!=(c|0))f[(u+276|0)>>2]=d+(~((d+-16-c|0)>>>4)<<4);Vhb(u+4|0);c=f[u+808>>2]|0;d=f[(u+812|0)>>2]|0;if((d|0)!=(c|0))f[(u+812|0)>>2]=d+(~(((d+-60-c|0)>>>0)/60|0)*60|0);f[u+820>>2]=0;c=f[(u+312|0)>>2]|0;k=f[(u+316|0)>>2]|0;if((c|0)==(k|0))k=183;else{do{d=f[c+504>>2]|0;e=c+508|0;j=f[e>>2]|0;if((j|0)!=(d|0))f[e>>2]=j+(~(((j+-60-d|0)>>>0)/60|0)*60|0);f[c+516>>2]=0;c=c+524|0}while((c|0)!=(k|0));k=183}}}}if((k|0)==183){c=f[u+296>>2]|0;d=f[(u+300|0)>>2]|0;if((d|0)!=(c|0))f[(u+300|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);f[(u+308|0)>>2]=0;f[(a+792|0)>>2]=0;if((o&255)<2|(b[(u+832|0)>>0]&16)!=0)f[(a+792|0)>>2]=768;else if(o<<24>>24==2)f[(a+792|0)>>2]=512;f[(a+776|0)>>2]=a+792|0;f[((a+776|0)+4|0)>>2]=a+1e3|0;f[((a+776|0)+8|0)>>2]=a;f[((a+776|0)+12|0)>>2]=a+816|0;f[(a+760|0)>>2]=a+792|0;f[((a+760|0)+4|0)>>2]=a+1e3|0;f[((a+760|0)+8|0)>>2]=a;f[((a+760|0)+12|0)>>2]=a+816|0;rSa(q);a:{d=1;if(d){d=0;if(tSa(q)|0){c=(IRa(q)|0)+8|0;c=f[c>>2]|0;if(c|0){d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);b:while(1){do{e=f[d+12>>2]|0;f[(a+696|0)>>2]=e;if((f[(e+200|0)>>2]&-268435456|0)==0&0==0){q=Whb(e,f[f[(a+760|0)>>2]>>2]|0,f[((a+760|0)+4|0)>>2]|0,f[((a+760|0)+8|0)>>2]|0,f[((a+760|0)+12|0)>>2]|0)|0;e=b[(u+832|0)>>0]|0;c:do if(q){j=f[(a+696|0)>>2]|0;do if(!(e&8)){if(!(f[j+196>>2]&4))break;e=f[(u+288|0)>>2]|0;if(e>>>0<(f[(u+292|0)>>2]|0)>>>0){o=f[(a+796|0)>>2]|0;q=f[(a+792|0)>>2]|0;f[e>>2]=j;f[e+4>>2]=o;f[e+8>>2]=q&-939524097;f[e+12>>2]=-1;f[(u+288|0)>>2]=(f[(u+288|0)>>2]|0)+16;break c}else{Xhb(u+284|0,a+796|0,a+696|0,a+792|0);break c}}while(0);e=f[(j+200|0)>>2]|0;if(!((e&33554432|0)==0&0==0)){LJa(j);e=f[(j+200|0)>>2]|0}g=+n[j+168>>2]+ +n[j+156>>2];h=+n[j+172>>2]+ +n[j+160>>2];i=+n[j+176>>2]+ +n[j+164>>2];if(!((e&16777216|0)==0&0==0))MJa(j);i=+n[t>>2]+(g*+n[(a+800|0)>>2]+(h*+n[r>>2]+i*+n[s>>2]));Yhb(u+4|0,+n[j+152>>2]/(i*i<9.999999747378752e-06?9.999999747378752e-06:i*i),a+696|0,a+792|0)}else if(!(e&16)){q=(f[(a+696|0)>>2]|0)+196|0;f[q>>2]=f[q>>2]&-1793}while(0)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}}else d=1}if(d)if(1){c=gSa(q)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(a+976|0)>>2]=f[c>>2];f[(a+960|0)>>2]=f[(c+4|0)>>2];f[(a+988|0)>>2]=f[(a+976|0)>>2];f[(a+656|0)>>2]=f[(a+960|0)>>2];b[(a+696|0)>>0]=b[(a+920|0)>>0]|0;d=aDa(a+988|0,a+656|0,a+696|0)|0;f[(a+908|0)>>2]=d;f[(a+896|0)>>2]=f[(c+4|0)>>2];f[(a+656|0)>>2]=f[(a+908|0)>>2];f[(a+696|0)>>2]=f[(a+896|0)>>2];bDa(c,a+656|0,a+696|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;d:do if((c|0)!=(d|0))while(1){o=f[c>>2]|0;m=f[(a+792|0)>>2]|0;f[(a+988|0)>>2]=o;f[(a+976|0)>>2]=m;x=+n[o>>2];g=+n[o+4>>2];i=+n[o+8>>2];w=+n[o+16>>2];h=+n[o+20>>2];y=(+n[o+12>>2]-x)*.5;p[(a+696|0)>>3]=y;p[((a+696|0)+8|0)>>3]=(w-g)*.5;p[((a+696|0)+16|0)>>3]=(h-i)*.5;p[(a+656|0)>>3]=y+x;p[((a+656|0)+8|0)>>3]=(w-g)*.5+g;p[((a+656|0)+16|0)>>3]=(h-i)*.5+i;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break;case 2:{f[(a+976|0)>>2]=f[(a+976|0)>>2]|1073741824;k=227;break}default:k=227}if((k|0)==227){k=0;o=f[(a+988|0)>>2]|0;g=+n[o>>2];i=(+n[o+12>>2]-g)*.5;h=+n[o+4>>2];w=(+n[o+16>>2]-h)*.5;y=+n[o+8>>2];x=(+n[o+20>>2]-y)*.5;y=+n[t>>2]+((g+i)*+n[(a+800|0)>>2]+((h+w)*+n[r>>2]+(y+x)*+n[s>>2]));_hb(u+4|0,(i*i+(w*w+x*x))/(y*y<9.999999747378752e-06?9.999999747378752e-06:y*y),a+988|0,a+976|0)}c=c+4|0;if((c|0)==(d|0))break d}while(0);c=FQa(q)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(a+976|0)>>2]=f[c>>2];f[(a+960|0)>>2]=f[(c+4|0)>>2];f[(a+988|0)>>2]=f[(a+976|0)>>2];f[(a+656|0)>>2]=f[(a+960|0)>>2];b[(a+696|0)>>0]=b[(a+920|0)>>0]|0;d=cDa(a+988|0,a+656|0,a+696|0)|0;f[(a+908|0)>>2]=d;f[(a+896|0)>>2]=f[(c+4|0)>>2];f[(a+656|0)>>2]=f[(a+908|0)>>2];f[(a+696|0)>>2]=f[(a+896|0)>>2];dDa(c,a+656|0,a+696|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;e:do if((c|0)!=(d|0))while(1){o=f[c>>2]|0;m=f[(a+792|0)>>2]|0;f[(a+988|0)>>2]=o;f[(a+976|0)>>2]=m;h=+n[o>>2];w=+n[o+4>>2];y=+n[o+8>>2];i=+n[o+16>>2];x=+n[o+20>>2];g=(+n[o+12>>2]-h)*.5;p[(a+696|0)>>3]=g;p[((a+696|0)+8|0)>>3]=(i-w)*.5;p[((a+696|0)+16|0)>>3]=(x-y)*.5;p[(a+656|0)>>3]=g+h;p[((a+656|0)+8|0)>>3]=(i-w)*.5+w;p[((a+656|0)+16|0)>>3]=(x-y)*.5+y;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break;case 2:{f[(a+976|0)>>2]=f[(a+976|0)>>2]|1073741824;k=232;break}default:k=232}if((k|0)==232){k=0;o=f[(a+988|0)>>2]|0;g=+n[o>>2];i=(+n[o+12>>2]-g)*.5;h=+n[o+4>>2];w=(+n[o+16>>2]-h)*.5;y=+n[o+8>>2];x=(+n[o+20>>2]-y)*.5;y=+n[t>>2]+((g+i)*+n[(a+800|0)>>2]+((h+w)*+n[r>>2]+(y+x)*+n[s>>2]));$hb(u+4|0,(i*i+(w*w+x*x))/(y*y<9.999999747378752e-06?9.999999747378752e-06:y*y),a+988|0,a+976|0)}c=c+4|0;if((c|0)==(d|0))break e}while(0);f[(a+696|0)>>2]=u;f[(a+696|0)+4>>2]=a+760|0;f[(a+696|0)+8>>2]=a+800|0;f[(a+696|0)+12>>2]=a+792|0;f[(a+696|0)+16>>2]=a+776|0;d=fSa(q)|0;c=f[d>>2]|0;d=f[d+4>>2]|0;if((c|0)!=(d|0))do{aib(a+696|0,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));t=(b[(u+832|0)>>0]&8)==0;c=(bSa(q)|0)+8|0;c=f[c>>2]|0;if(t){if(c)do{d=f[c+8>>2]|0;f[(a+656|0)>>2]=d;do if((f[(d+200|0)>>2]&-268435456|0)==0&0==0){if(!(f[d+196>>2]&2048)){if(!(bib(d,f[f[(a+776|0)>>2]>>2]|0,f[((a+776|0)+4|0)>>2]|0,f[((a+776|0)+8|0)>>2]|0,f[((a+776|0)+12|0)>>2]|0)|0))k=249}else if(!(Whb(d,f[f[(a+760|0)>>2]>>2]|0,f[((a+760|0)+4|0)>>2]|0,f[((a+760|0)+8|0)>>2]|0,f[((a+760|0)+12|0)>>2]|0)|0))k=249;if((k|0)==249){k=0;if(b[(u+832|0)>>0]&16)break;t=(f[(a+656|0)>>2]|0)+196|0;f[t>>2]=f[t>>2]&-1793;break}d=f[(u+288|0)>>2]|0;if(d>>>0<(f[(u+292|0)>>2]|0)>>>0){s=f[(a+796|0)>>2]|0;t=f[(a+792|0)>>2]|0;f[d>>2]=f[(a+656|0)>>2];f[d+4>>2]=s;f[d+8>>2]=t&-939524097;f[d+12>>2]=-1;f[(u+288|0)>>2]=(f[(u+288|0)>>2]|0)+16;break}else{Xhb(u+284|0,a+796|0,a+656|0,a+792|0);break}}while(0);c=f[c>>2]|0}while((c|0)!=0)}else if(c)do{d=f[c+8>>2]|0;if((f[(d+200|0)>>2]&-268435456|0)==0&0==0)aib(a+696|0,d);c=f[c>>2]|0}while((c|0)!=0)}}l=u+308|0;m=u+300|0}q=(a+960|0)+4|0;r=(a+960|0)+8|0;s=(a+960|0)+12|0;t=(a+656|0)+12|0;u=(a+656|0)+24|0;f[a+1608>>2]=l;f[a+1680>>2]=m;f[a+3336>>2]=q;f[a+3344>>2]=r;f[a+3352>>2]=s;f[a+3368>>2]=t;f[a+3376>>2]=u;f[a+7400>>2]=k;f[a+7408>>2]=v}function Fjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;V=f[a+1024>>2]|0;R=f[a+7400>>2]|0;W=f[a+7408>>2]|0;G=f[a+7416>>2]|0;if(W){W=0;switch(G|0){case 3:{if(f[(V+4|0)>>2]|0){u=f[(V+24|0)>>2]|0;v=f[(V+20|0)>>2]|0;w=f[(V+12|0)>>2]|0;a:do if((v+(w<<4)|0|0)==(u|0)){q=v+(w<<4)|0;R=19}else{i=v+(w<<4)|0;while(1){if(!(f[i+8>>2]&1792)){q=i;R=19;break a}i=i+16|0;if((i|0)==(u|0)){m=u;p=v;r=u;t=u;break}}}while(0);if((R|0)==19){m=q;if((q|0)==(u|0)){p=v;r=u;t=u}else{i=m;b:while(1){do{p=i;i=p+16|0;if((p+16|0|0)==(u|0))break b}while(!(f[p+24>>2]&1792|0));t=m;f[t>>2]=f[(p+16|0)>>2];f[t+4>>2]=f[(p+16|0)+4>>2];f[t+8>>2]=f[(p+16|0)+8>>2];f[t+12>>2]=f[(p+16|0)+12>>2];m=m+16|0}t=f[(V+24|0)>>2]|0;p=f[(V+20|0)>>2]|0;r=t}}s=p+(m-p>>4<<4)|0;if((r|0)==(m|0))m=t;else{i=s+(r-m>>4<<4)|0;q=t-i|0;if(!(q>>4)){m=t;i=t}else{cQb(s|0,i|0,q|0)|0;i=f[(V+24|0)>>2]|0;m=i}p=i+(~((i+-16-(s+(q>>4<<4)|0)|0)>>>4)<<4)|0;if((i|0)!=(s+(q>>4<<4)|0|0)){f[(V+24|0)>>2]=p;m=p}}q=f[(V+20|0)>>2]|0;i=f[(V+12|0)>>2]|0;if(!i)i=m;else{r=m-(q+(i<<4)|0)|0;if(!(r>>4))i=m;else{cQb(q|0,q+(i<<4)|0|0,r|0)|0;m=f[(V+24|0)>>2]|0;i=m}p=m+(~((m+-16-(q+(r>>4<<4)|0)|0)>>>4)<<4)|0;if((m|0)!=(q+(r>>4<<4)|0|0)){f[(V+24|0)>>2]=p;i=p}}f[(V+12|0)>>2]=0;f[(V+4|0)>>2]=w-(u-v>>4)+(f[(V+4|0)>>2]|0)+(i-(f[(V+20|0)>>2]|0)>>4);i=f[(V+8|0)>>2]|0;if(i>>>0>1){w=1;do{t=V+16+(w<<4)+4|0;s=V+16+(w<<4)+8|0;u=f[s>>2]|0;v=f[t>>2]|0;c:do if((u|0)==(v|0)){A=v;R=40}else{i=v;while(1){if(!(f[i+8>>2]&1792)){A=i;R=40;break c}i=i+16|0;if((i|0)==(u|0)){o=u;x=v;y=u;z=u;break}}}while(0);if((R|0)==40){R=0;i=A;if((A|0)==(u|0)){o=i;x=v;y=u;z=u}else{m=i;o=i;d:while(1){i=m;do{m=i;i=m+16|0;if((m+16|0|0)==(u|0))break d}while(!(f[m+24>>2]&1792|0));z=o;f[z>>2]=f[(m+16|0)>>2];f[z+4>>2]=f[(m+16|0)+4>>2];f[z+8>>2]=f[(m+16|0)+8>>2];f[z+12>>2]=f[(m+16|0)+12>>2];m=i;o=o+16|0}z=f[s>>2]|0;x=f[t>>2]|0;y=z}}q=x+(o-x>>4<<4)|0;if((y|0)==(o|0))i=z;else{i=q+(y-o>>4<<4)|0;r=z-i|0;if(!(r>>4)){i=z;m=z}else{cQb(q|0,i|0,r|0)|0;m=f[s>>2]|0;i=m}p=m+(~((m+-16-(q+(r>>4<<4)|0)|0)>>>4)<<4)|0;if((m|0)!=(q+(r>>4<<4)|0|0)){f[s>>2]=p;i=p}}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(u-v>>4)+(i-(f[t>>2]|0)>>4);w=w+1|0;i=f[(V+8|0)>>2]|0}while(w>>>0<i>>>0)}if(i|0){s=V+16+(i<<4)+4|0;m=f[s>>2]|0;r=V+16+(i<<4)+8|0;o=f[r>>2]|0;if((m|0)!=(o|0)){while(1){if(!(f[m+8>>2]&1792)){R=55;break}i=m+16|0;if((i|0)==(o|0)){k=o;B=o;C=o;break}else m=i}if((R|0)==55){k=m;if((m|0)==(o|0)){B=o;C=o}else{i=k;e:while(1){do{m=i;i=m+16|0;if((m+16|0|0)==(o|0))break e}while(!(f[m+24>>2]&1792|0));C=k;f[C>>2]=f[(m+16|0)>>2];f[C+4>>2]=f[(m+16|0)+4>>2];f[C+8>>2]=f[(m+16|0)+8>>2];f[C+12>>2]=f[(m+16|0)+12>>2];k=k+16|0}C=f[r>>2]|0;B=C}}if((B|0)!=(k|0)){q=f[s>>2]|0;p=q+(k-q>>4<<4)|0;i=p+(B-k>>4<<4)|0;o=C-i|0;if(!(o>>4)){i=C;k=C}else{cQb(p|0,i|0,o|0)|0;k=f[r>>2]|0;i=k}m=k+(~((k+-16-(p+(o>>4<<4)|0)|0)>>>4)<<4)|0;if((k|0)!=(p+(o>>4<<4)|0|0)){f[r>>2]=m;i=m}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(C-q>>4)+(i-(f[s>>2]|0)>>4);u=f[s>>2]|0;t=i-u|0;if((t|0)>16)if((t|0)>=32){s=((t>>4)+-2|0)/2|0;while(1){m=u+(s<<4)|0;i=s<<4;do if((((t>>4)+-2|0)/2|0|0)>=(i>>4|0)){do if(((i>>3|1)+1|0|0)<(t>>4|0)){if(!(+n[u+((i>>3|1)<<4)+4>>2]<+n[((u+((i>>3|1)<<4)|0)+16|0)+4>>2])){k=i>>3|1;i=u+((i>>3|1)<<4)|0;break}k=(i>>3|1)+1|0;i=(u+((i>>3|1)<<4)|0)+16|0}else{k=i>>3|1;i=u+((i>>3|1)<<4)|0}while(0);l=+n[u+(s<<4)+4>>2];if(+n[i+4>>2]<l)break;p=f[m>>2]|0;r=u+(s<<4)+8|0;q=f[r>>2]|0;r=f[r+4>>2]|0;o=m;while(1){C=o;o=i;f[C>>2]=f[o>>2];f[C+4>>2]=f[o+4>>2];f[C+8>>2]=f[o+8>>2];f[C+12>>2]=f[o+12>>2];if((((t>>4)+-2|0)/2|0|0)<(k|0))break;m=k<<1|1;do if((m+1|0|0)<(t>>4|0)){if(!(+n[u+(m<<4)+4>>2]<+n[((u+(m<<4)|0)+16|0)+4>>2])){k=m;m=u+(m<<4)|0;break}k=m+1|0;m=(u+(m<<4)|0)+16|0}else{k=m;m=u+(m<<4)|0}while(0);if(+n[m+4>>2]<l)break;else i=m}C=i;f[i>>2]=p;n[C+4>>2]=l;f[(C+8|0)>>2]=q;f[(C+8|0)+4>>2]=r}while(0);if((s|0)>0)s=s+-1|0;else break}}}}}}k=f[(V+272|0)>>2]|0;m=f[(V+276|0)>>2]|0;f:do if((k|0)==(m|0)){E=k;R=84}else{i=k;while(1){if(!(f[i+8>>2]&1792)){E=i;R=84;break f}i=i+16|0;if((i|0)==(m|0)){j=m;D=k;F=m;c=m;break}}}while(0);if((R|0)==84){j=E;if((E|0)==(m|0)){D=k;F=m;c=m}else{c=j;g:while(1){do{i=c;c=i+16|0;if((i+16|0|0)==(m|0))break g}while(!(f[i+24>>2]&1792|0));R=j;f[R>>2]=f[(i+16|0)>>2];f[R+4>>2]=f[(i+16|0)+4>>2];f[R+8>>2]=f[(i+16|0)+8>>2];f[R+12>>2]=f[(i+16|0)+12>>2];j=j+16|0}c=f[(V+276|0)>>2]|0;D=f[(V+272|0)>>2]|0;F=c}}k=D+(j-D>>4<<4)|0;if((F|0)==(j|0))R=183;else{i=k+(F-j>>4<<4)|0;j=c-i|0;if(j>>4){cQb(k|0,i|0,j|0)|0;c=f[(V+276|0)>>2]|0}if((c|0)==(k+(j>>4<<4)|0|0))R=183;else{f[(V+276|0)>>2]=c+(~((c+-16-(k+(j>>4<<4)|0)|0)>>>4)<<4);R=183}}break}default:W=1}}if(W){W=0;switch(G|0){case 2:{if(f[(V+4|0)>>2]|0){m=f[(V+24|0)>>2]|0;o=f[(V+20|0)>>2]|0;p=f[(V+12|0)>>2]|0;h:do if((o+(p<<4)|0|0)==(m|0)){I=o+(p<<4)|0;R=99}else{c=o+(p<<4)|0;while(1){if(!(f[c+8>>2]&256)){I=c;R=99;break h}c=c+16|0;if((c|0)==(m|0)){g=m;H=o;J=m;K=m;break}}}while(0);if((R|0)==99){g=I;if((I|0)==(m|0)){H=o;J=m;K=m}else{c=g;i:while(1){do{i=c;c=i+16|0;if((i+16|0|0)==(m|0))break i}while(!(f[i+24>>2]&256|0));K=g;f[K>>2]=f[(i+16|0)>>2];f[K+4>>2]=f[(i+16|0)+4>>2];f[K+8>>2]=f[(i+16|0)+8>>2];f[K+12>>2]=f[(i+16|0)+12>>2];g=g+16|0}K=f[(V+24|0)>>2]|0;H=f[(V+20|0)>>2]|0;J=K}}k=H+(g-H>>4<<4)|0;if((J|0)==(g|0))g=K;else{c=k+(J-g>>4<<4)|0;j=K-c|0;if(!(j>>4)){g=K;c=K}else{cQb(k|0,c|0,j|0)|0;c=f[(V+24|0)>>2]|0;g=c}i=c+(~((c+-16-(k+(j>>4<<4)|0)|0)>>>4)<<4)|0;if((c|0)!=(k+(j>>4<<4)|0|0)){f[(V+24|0)>>2]=i;g=i}}j=f[(V+20|0)>>2]|0;c=f[(V+12|0)>>2]|0;if(!c)c=g;else{k=g-(j+(c<<4)|0)|0;if(!(k>>4))c=g;else{cQb(j|0,j+(c<<4)|0|0,k|0)|0;g=f[(V+24|0)>>2]|0;c=g}i=g+(~((g+-16-(j+(k>>4<<4)|0)|0)>>>4)<<4)|0;if((g|0)!=(j+(k>>4<<4)|0|0)){f[(V+24|0)>>2]=i;c=i}}f[(V+12|0)>>2]=0;f[(V+4|0)>>2]=p-(m-o>>4)+(f[(V+4|0)>>2]|0)+(c-(f[(V+20|0)>>2]|0)>>4);c=f[(V+8|0)>>2]|0;if(c>>>0>1){r=1;do{o=V+16+(r<<4)+4|0;m=V+16+(r<<4)+8|0;p=f[m>>2]|0;q=f[o>>2]|0;j:do if((p|0)==(q|0)){O=q;R=120}else{c=q;while(1){if(!(f[c+8>>2]&256)){O=c;R=120;break j}c=c+16|0;if((c|0)==(p|0)){h=p;L=q;M=p;N=p;break}}}while(0);if((R|0)==120){R=0;c=O;if((O|0)==(p|0)){h=c;L=q;M=p;N=p}else{g=c;h=c;k:while(1){c=g;do{g=c;c=g+16|0;if((g+16|0|0)==(p|0))break k}while(!(f[g+24>>2]&256|0));N=h;f[N>>2]=f[(g+16|0)>>2];f[N+4>>2]=f[(g+16|0)+4>>2];f[N+8>>2]=f[(g+16|0)+8>>2];f[N+12>>2]=f[(g+16|0)+12>>2];g=c;h=h+16|0}N=f[m>>2]|0;L=f[o>>2]|0;M=N}}j=L+(h-L>>4<<4)|0;if((M|0)==(h|0))c=N;else{c=j+(M-h>>4<<4)|0;k=N-c|0;if(!(k>>4)){c=N;g=N}else{cQb(j|0,c|0,k|0)|0;g=f[m>>2]|0;c=g}i=g+(~((g+-16-(j+(k>>4<<4)|0)|0)>>>4)<<4)|0;if((g|0)!=(j+(k>>4<<4)|0|0)){f[m>>2]=i;c=i}}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(p-q>>4)+(c-(f[o>>2]|0)>>4);r=r+1|0;c=f[(V+8|0)>>2]|0}while(r>>>0<c>>>0)}if(c|0){m=V+16+(c<<4)+4|0;g=f[m>>2]|0;k=V+16+(c<<4)+8|0;h=f[k>>2]|0;if((g|0)!=(h|0)){while(1){if(!(f[g+8>>2]&256)){R=135;break}c=g+16|0;if((c|0)==(h|0)){e=h;P=h;Q=h;break}else g=c}if((R|0)==135){e=g;if((g|0)==(h|0)){P=h;Q=h}else{c=e;l:while(1){do{g=c;c=g+16|0;if((g+16|0|0)==(h|0))break l}while(!(f[g+24>>2]&256|0));Q=e;f[Q>>2]=f[(g+16|0)>>2];f[Q+4>>2]=f[(g+16|0)+4>>2];f[Q+8>>2]=f[(g+16|0)+8>>2];f[Q+12>>2]=f[(g+16|0)+12>>2];e=e+16|0}Q=f[k>>2]|0;P=Q}}if((P|0)!=(e|0)){j=f[m>>2]|0;i=j+(e-j>>4<<4)|0;c=i+(P-e>>4<<4)|0;h=Q-c|0;if(!(h>>4)){c=Q;e=Q}else{cQb(i|0,c|0,h|0)|0;e=f[k>>2]|0;c=e}g=e+(~((e+-16-(i+(h>>4<<4)|0)|0)>>>4)<<4)|0;if((e|0)!=(i+(h>>4<<4)|0|0)){f[k>>2]=g;c=g}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(Q-j>>4)+(c-(f[m>>2]|0)>>4);p=f[m>>2]|0;o=c-p|0;if((o|0)>16)if((o|0)>=32){m=((o>>4)+-2|0)/2|0;while(1){h=p+(m<<4)|0;c=m<<4;do if((((o>>4)+-2|0)/2|0|0)>=(c>>4|0)){do if(((c>>3|1)+1|0|0)<(o>>4|0)){if(!(+n[p+((c>>3|1)<<4)+4>>2]<+n[((p+((c>>3|1)<<4)|0)+16|0)+4>>2])){e=c>>3|1;c=p+((c>>3|1)<<4)|0;break}e=(c>>3|1)+1|0;c=(p+((c>>3|1)<<4)|0)+16|0}else{e=c>>3|1;c=p+((c>>3|1)<<4)|0}while(0);l=+n[p+(m<<4)+4>>2];if(+n[c+4>>2]<l)break;i=f[h>>2]|0;k=p+(m<<4)+8|0;j=f[k>>2]|0;k=f[k+4>>2]|0;while(1){Q=h;h=c;f[Q>>2]=f[h>>2];f[Q+4>>2]=f[h+4>>2];f[Q+8>>2]=f[h+8>>2];f[Q+12>>2]=f[h+12>>2];if((((o>>4)+-2|0)/2|0|0)<(e|0))break;g=e<<1|1;do if((g+1|0|0)<(o>>4|0)){if(!(+n[p+(g<<4)+4>>2]<+n[((p+(g<<4)|0)+16|0)+4>>2])){e=g;g=p+(g<<4)|0;break}e=g+1|0;g=(p+(g<<4)|0)+16|0}else{e=g;g=p+(g<<4)|0}while(0);if(+n[g+4>>2]<l)break;else c=g}Q=c;f[c>>2]=i;n[Q+4>>2]=l;f[(Q+8|0)>>2]=j;f[(Q+8|0)+4>>2]=k}while(0);if((m|0)>0)m=m+-1|0;else break}}}}}}e=f[(V+272|0)>>2]|0;g=f[(V+276|0)>>2]|0;m:do if((e|0)==(g|0)){T=e;R=164}else{c=e;while(1){if(!(f[c+8>>2]&256)){T=c;R=164;break m}c=c+16|0;if((c|0)==(g|0)){d=g;S=e;U=g;b=g;break}}}while(0);if((R|0)==164){d=T;if((T|0)==(g|0)){S=e;U=g;b=g}else{b=d;n:while(1){do{c=b;b=c+16|0;if((c+16|0|0)==(g|0))break n}while(!(f[c+24>>2]&256|0));U=d;f[U>>2]=f[(c+16|0)>>2];f[U+4>>2]=f[(c+16|0)+4>>2];f[U+8>>2]=f[(c+16|0)+8>>2];f[U+12>>2]=f[(c+16|0)+12>>2];d=d+16|0}b=f[(V+276|0)>>2]|0;S=f[(V+272|0)>>2]|0;U=b}}e=S+(d-S>>4<<4)|0;if((U|0)==(d|0))R=183;else{c=e+(U-d>>4<<4)|0;d=b-c|0;if(d>>4){cQb(e|0,c|0,d|0)|0;b=f[(V+276|0)>>2]|0}if((b|0)==(e+(d>>4<<4)|0|0))R=183;else{f[(V+276|0)>>2]=b+(~((b+-16-(e+(d>>4<<4)|0)|0)>>>4)<<4);R=183}}break}default:W=1}}f[a+7400>>2]=R;f[a+7408>>2]=W}function Gjb(a){a=a|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0;s=f[a+1024>>2]|0;t=f[a+1032>>2]|0;g=f[a+1040>>2]|0;o=f[a+1208>>2]|0;q=f[a+1608>>2]|0;r=f[a+1680>>2]|0;v=f[a+4680>>2]|0;w=f[a+4992>>2]|0;x=f[a+5056>>2]|0;y=f[a+5064>>2]|0;h=f[a+6112>>2]|0;i=f[a+6120>>2]|0;m=+n[a+6200>>2];k=f[a+7408>>2]|0;l=f[a+7416>>2]|0;a:{e=HAa(g,h,i)|0;n[(a+832|0)>>2]=+p[e>>3];n[(a+832|0)+4>>2]=+p[e+8>>3];n[(a+832|0)+8>>2]=+p[e+16>>3];n[(a+832|0)+12>>2]=+p[e+24>>3];n[(a+832|0)+16>>2]=+p[e+32>>3];n[(a+832|0)+20>>2]=+p[e+40>>3];n[(a+832|0)+24>>2]=+p[e+48>>3];n[(a+832|0)+28>>2]=+p[e+56>>3];n[(a+832|0)+32>>2]=+p[e+64>>3];n[(a+832|0)+36>>2]=+p[e+72>>3];n[((a+832|0)+40|0)>>2]=+p[e+80>>3];n[((a+832|0)+44|0)>>2]=+p[e+88>>3];n[(a+832|0)+48>>2]=+p[e+96>>3];n[(a+832|0)+52>>2]=+p[e+104>>3];n[((a+832|0)+56|0)>>2]=+p[e+112>>3];n[((a+832|0)+60|0)>>2]=+p[e+120>>3];B=+p[g+32>>3]-+p[g+56>>3];A=+p[g+40>>3]-+p[g+64>>3];z=+p[g+48>>3]-+p[g+72>>3];c=+L(+(B*B+(A*A+z*z)));n[(a+816|0)>>2]=B/c;n[((a+816|0)+4|0)>>2]=A/c;n[((a+816|0)+8|0)>>2]=z/c;e=f[s>>2]|0;d=b[e+224>>0]&7&b[(s+832|0)>>0];b[(a+1e3|0)>>0]=d;e=j[(e+230|0)>>1]|j[(e+230|0)+2>>1]<<16;if(!(e&1))if(!(e&2)){b[(a+1e3|0)>>0]=d&6;d=d&6}if(!(d<<24>>24)){o=0;u=a;f[a+7504>>2]=6;f[a+7508>>2]=o|0;break a}w=JAa(g,h,i)|0;N=+p[w>>3];p[(a+528|0)>>3]=N;I=+p[w+8>>3];p[(a+528|0)+8>>3]=I;D=+p[w+16>>3];p[(a+528|0)+16>>3]=D;E=+p[w+24>>3];p[((a+528|0)+24|0)>>3]=E;M=+p[w+32>>3];p[(a+528|0)+32>>3]=M;H=+p[w+40>>3];p[(a+528|0)+40>>3]=H;c=+p[w+48>>3];p[(a+528|0)+48>>3]=c;C=+p[w+56>>3];p[((a+528|0)+56|0)>>3]=C;K=+p[w+64>>3];p[(a+528|0)+64>>3]=K;G=+p[w+72>>3];p[(a+528|0)+72>>3]=G;z=+p[w+80>>3];p[(a+528|0)+80>>3]=z;m=+p[w+88>>3];p[((a+528|0)+88|0)>>3]=m;J=+p[w+96>>3];p[(a+528|0)+96>>3]=J;F=+p[w+104>>3];p[(a+528|0)+104>>3]=F;A=+p[w+112>>3];p[(a+528|0)+112>>3]=A;B=+p[w+120>>3];p[(a+528|0)+120>>3]=B;p[a>>3]=E-N;p[a+8>>3]=C-M;p[a+16>>3]=m-K;p[a+24>>3]=B-J;p[a+32>>3]=E-I;p[a+40>>3]=C-H;p[a+48>>3]=m-G;p[a+56>>3]=B-F;p[a+64>>3]=E-D;p[a+72>>3]=C-c;p[a+80>>3]=m-z;p[a+88>>3]=B-A;p[a+96>>3]=E+N;p[a+104>>3]=C+M;p[a+112>>3]=m+K;p[a+120>>3]=B+J;p[a+128>>3]=E+I;p[a+136>>3]=C+H;p[a+144>>3]=m+G;p[a+152>>3]=B+F;p[a+160>>3]=E+D;p[a+168>>3]=C+c;p[a+176>>3]=m+z;p[a+184>>3]=B+A;Shb(a);n[(a+800|0)>>2]=+p[((a+528|0)+24|0)>>3];w=(a+800|0)+4|0;n[w>>2]=+p[((a+528|0)+56|0)>>3];x=(a+800|0)+8|0;n[x>>2]=+p[((a+528|0)+88|0)>>3];y=(a+800|0)+12|0;n[y>>2]=B;v=(f[s>>2]|0)+230|0;if(!((j[v>>1]|j[v+2>>1]<<16)&262144))v=0;else v=Zub()|0;c=+n[((a+832|0)+44|0)>>2];if(c!=0.0)c=+n[((a+832|0)+56|0)>>2]+ +n[((a+832|0)+40|0)>>2]*((1.0-+n[((a+832|0)+60|0)>>2])/c);else c=.9800000190734863;Thb(a+832|0,a+696|0);S=+n[(a+696|0)>>2];R=+n[(a+696|0)+16>>2];G=c*+n[(a+696|0)+32>>2];T=+n[(a+696|0)+48>>2];P=+n[(a+696|0)+4>>2];O=+n[(a+696|0)+20>>2];H=c*+n[(a+696|0)+36>>2];Q=+n[(a+696|0)+52>>2];A=+n[(a+696|0)+8>>2];B=+n[(a+696|0)+24>>2];I=c*+n[(a+696|0)+40>>2];z=+n[(a+696|0)+56>>2];D=+n[(a+696|0)+12>>2];E=+n[(a+696|0)+28>>2];F=c*+n[(a+696|0)+44>>2];C=+n[(a+696|0)+60>>2];J=C+(D*0.0+E*0.0+F);K=(T+(S*2.4999999441206455e-03+R*0.0+G))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(T+(S*0.0+R*0.0+G))/J;M=(Q+(P*2.4999999441206455e-03+O*0.0+H))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(Q+(P*0.0+O*0.0+H))/J;N=(z+(A*2.4999999441206455e-03+B*0.0+I))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(z+(A*0.0+B*0.0+I))/J;m=(C+(D*2.4999999441206455e-03+E*0.0+F))/(C+(D*2.4999999441206455e-03+E*0.0+F))-J/J;G=(T+(S*0.0+R*2.4999999441206455e-03+G))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(T+(S*0.0+R*0.0+G))/J;H=(Q+(P*0.0+O*2.4999999441206455e-03+H))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(Q+(P*0.0+O*0.0+H))/J;I=(z+(A*0.0+B*2.4999999441206455e-03+I))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(z+(A*0.0+B*0.0+I))/J;J=(C+(D*0.0+E*2.4999999441206455e-03+F))/(C+(D*0.0+E*2.4999999441206455e-03+F))-J/J;m=G*G+H*H+(I*I+J*J)<K*K+M*M+(N*N+m*m)?G*G+H*H+(I*I+J*J):K*K+M*M+(N*N+m*m);if(_Ra(f[(f[s>>2]|0)+64>>2]|0,a+696|0,a+656|0)|0){O=+n[(a+656|0)>>2];P=+n[(a+696|0)>>2]*.5+O*.5;Q=+n[(a+656|0)+4>>2];R=+n[(a+696|0)+4>>2]*.5+Q*.5;S=+n[(a+656|0)+8>>2];T=+n[(a+696|0)+8>>2]*.5+S*.5;c=+n[y>>2]+(P*+n[(a+800|0)>>2]+(R*+n[w>>2]+T*+n[x>>2]));c=((O-P)*(O-P)+((Q-R)*(Q-R)+(S-T)*(S-T)))/(c*c<9.999999747378752e-06?9.999999747378752e-06:c*c)}else c=0.0;T=m<c?c:m;n[(a+796|0)>>2]=T;Uhb(s+4|0,T,m);k=1;l=t<<24>>24;if(k){k=0;switch(l|0){case 4:{q=s+308|0;r=s+300|0;break}default:k=1}}}f[a+1208>>2]=o;f[a+1608>>2]=q;f[a+1680>>2]=r;f[a+4680>>2]=v;f[a+4992>>2]=w;f[a+5056>>2]=x;f[a+5064>>2]=y;n[a+6200>>2]=m;f[a+7408>>2]=k;f[a+7416>>2]=l}function Hjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;u=f[a+48>>2]|0;r=f[a+56>>2]|0;s=f[a+120>>2]|0;t=f[a+160>>2]|0;q=f[a+296>>2]|0;v=f[a+560>>2]|0;w=f[a+632>>2]|0;m=f[a+648>>2]|0;n=f[a+688>>2]|0;o=f[a+720>>2]|0;x=f[a+816>>2]|0;a:{b:while(1){p=t;switch((w-p|0)>>4|0){case 2:{x=5;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 3:{x=9;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 4:{x=10;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 5:{x=20;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 1:case 0:{x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}default:{}}if((w-p|0|0)<496){x=22;f[a+832>>2]=2;f[a+836>>2]=13;break a}e=t+((((w-p|0)>>4|0)/2|0)<<4)|0;if((w-p|0|0)>15984)h=rib(t,t+((((w-p|0)>>4|0)/4|0)<<4)|0,e,e+((((w-p|0)>>4|0)/4|0)<<4)|0,m,u)|0;else h=qib(t,e,m,u)|0;k=f[t>>2]|0;j=f[e>>2]|0;if(k>>>0<j>>>0){c=m;b=h;break}if((k|0)==(j|0))if((f[t+12>>2]|0)<(f[t+((((w-p|0)>>4|0)/2|0)<<4)+12>>2]|0)){c=m;b=h;break}if((t|0)!=(n|0)){i=t+((((w-p|0)>>4|0)/2|0)<<4)+12|0;d=m;l=n;while(1){g=f[l>>2]|0;if(g>>>0<j>>>0){x=68;break b}if((g|0)==(j|0))if((f[d+-4>>2]|0)<(f[i>>2]|0)){x=68;break b}d=l+-16|0;if((t|0)==(d|0))break;else{g=l;l=d;d=g}}}d=t+16|0;e=f[m>>2]|0;do if(k>>>0>=e>>>0){if((k|0)==(e|0))if((f[t+12>>2]|0)<(f[o>>2]|0))break;if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}g=t+12|0;while(1){e=f[d>>2]|0;if(k>>>0<e>>>0)break;if((k|0)==(e|0))if((f[g>>2]|0)<(f[d+12>>2]|0))break;d=d+16|0;if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}}f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[m>>2];f[d+4>>2]=f[m+4>>2];f[d+8>>2]=f[m+8>>2];f[d+12>>2]=f[m+12>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];f[m+12>>2]=f[a+12>>2];d=d+16|0}while(0);if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}j=t+12|0;e=m;while(1){i=f[t>>2]|0;g=f[d>>2]|0;c:do if(i>>>0>=g>>>0)do{if((i|0)==(g|0))if((f[j>>2]|0)<(f[d+12>>2]|0))break c;d=d+16|0;g=f[d>>2]|0}while(i>>>0>=g>>>0);while(0);while(1){g=e;e=e+-16|0;h=f[e>>2]|0;if(i>>>0<h>>>0)continue;if((i|0)!=(h|0))break;if((f[j>>2]|0)>=(f[g+-4>>2]|0))break}if(d>>>0>=e>>>0){t=d;continue b};f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[e+12>>2]=f[a+12>>2];d=d+16|0}}if((x|0)==68){x=0;f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];f[t>>2]=f[l>>2];f[t+4>>2]=f[l+4>>2];f[t+8>>2]=f[l+8>>2];f[t+12>>2]=f[l+12>>2];f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];c=l;b=h+1|0}d=t+16|0;d:do if(d>>>0<c>>>0){j=e;while(1){h=f[j>>2]|0;i=j+12|0;while(1){e=f[d>>2]|0;if(e>>>0>=h>>>0){if((e|0)!=(h|0))break;if((f[d+12>>2]|0)>=(f[i>>2]|0))break}d=d+16|0}g=c+-16|0;e=f[g>>2]|0;e:do if(e>>>0<h>>>0)c=g;else while(1){if((e|0)==(h|0))if((f[c+-4>>2]|0)<(f[i>>2]|0)){c=g;break e}c=g+-16|0;e=f[c>>2]|0;if(e>>>0<h>>>0)break;else{q=g;g=c;c=q}}while(0);if(d>>>0>c>>>0){e=j;q=d;break d};f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];j=(j|0)==(d|0)?c:j;d=d+16|0;b=b+1|0}}else q=d;while(0);do if((q|0)!=(e|0)){c=f[e>>2]|0;d=f[q>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0))break;if((f[e+12>>2]|0)>=(f[q+12>>2]|0))break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];f[q>>2]=f[e>>2];f[q+4>>2]=f[e+4>>2];f[q+8>>2]=f[e+8>>2];f[q+12>>2]=f[e+12>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[e+12>>2]=f[a+12>>2];b=b+1|0}while(0);if(!b){v=sib(t,q,u)|0;b=q+16|0;if(sib(b,s,u)|0){x=92;f[a+832>>2]=1;break a}if(v){r=b;f[a+832>>2]=3;break a}}s=q;if((s-p|0)>=(w-s|0)){x=91;f[a+832>>2]=1;break a}gib(t,q,u);r=q+16|0}f[a+56>>2]=r;f[a+160>>2]=t;f[a+296>>2]=q;f[a+560>>2]=v;f[a+816>>2]=x}
+function dnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;p=r;q=a+116|0;o=a+120|0;enb(b,(f[o>>2]|0)-(f[q>>2]|0)>>2);a=f[o>>2]|0;c=f[q>>2]|0;if((a|0)==(c|0)){u=r;return}j=p+4|0;k=p+8|0;l=p+8|0;m=b+4|0;n=b+8|0;i=0;while(1){d=c;if(f[(f[d+(i<<2)>>2]|0)+16>>2]|0){f[p>>2]=0;f[j>>2]=0;f[k>>2]=0;d=f[(f[(f[d+(i<<2)>>2]|0)+16>>2]|0)+16>>2]|0;if(d|0){a=d;c=0;while(1){h=c+1|0;a=f[a+12>>2]|0;if((a|0)==(d|0))break;else c=h}if((c|0)>=1){if(c>>>0>536870910){a=9;break}e=pOb(h<<3)|0;g=e+(h<<3)|0;f[p>>2]=e;f[j>>2]=e;f[l>>2]=g;a=0;while(1){c=d+4|0;if((e|0)==(g|0))T6a(p,c);else{s=c;c=f[s+4>>2]|0;g=e;f[g>>2]=f[s>>2];f[g+4>>2]=c;f[j>>2]=(f[j>>2]|0)+8}a=a+1|0;if((a|0)==(h|0))break;d=f[d+16>>2]|0;e=f[j>>2]|0;g=f[l>>2]|0}g=f[m>>2]|0;if((g|0)==(f[n>>2]|0)){H7a(b,p);a=f[p>>2]|0}else{f[g>>2]=0;h=g+4|0;f[h>>2]=0;f[g+8>>2]=0;a=f[p>>2]|0;c=(f[j>>2]|0)-a|0;d=c>>3;if(d){if(d>>>0>536870911){a=14;break}e=pOb(c)|0;f[h>>2]=e;f[g>>2]=e;f[g+8>>2]=e+(d<<3);a=f[p>>2]|0;c=(f[j>>2]|0)-a|0;if((c|0)>0){bQb(e|0,a|0,c|0)|0;f[h>>2]=e+(c>>>3<<3)}}f[m>>2]=(f[m>>2]|0)+12}if(a|0){c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}}c=f[q>>2]|0;a=f[o>>2]|0}i=i+1|0;if(i>>>0>=a-c>>2>>>0){a=3;break}}if((a|0)==3){u=r;return}else if((a|0)==9)vd();else if((a|0)==14)AMb(g)}function enb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-8-e|0)>>>3)<<3);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function fnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+160|0;k=l;f[k+100>>2]=0;f[k+104>>2]=0;f[k+108>>2]=0;f[k+116>>2]=0;f[k+120>>2]=0;f[k+124>>2]=0;f[k+132>>2]=0;f[k+136>>2]=0;f[k+140>>2]=0;e=k+80|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[k>>2]=40940;f[k+76>>2]=40976;e=k+44|0;g=k+4|0;h=g+36|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=e;f[k+48>>2]=e;f[k+52>>2]=0;b[k+60>>0]=0;b[k+96>>0]=0;b[k+72>>0]=0;b[k+112>>0]=0;b[k+113>>0]=0;b[k+74>>0]=1;i=k+76|0;j=a+4|0;e=f[a>>2]|0;if((f[j>>2]|0)==(e|0)){Ymb(k,1,c,d,d)|0;q4a(k,40996);Tlb(i);u=l;return}g=0;h=40976;while(1){Tg[f[h+8>>2]&15](i,e+(g*12|0)|0,0,1)|0;g=g+1|0;e=f[a>>2]|0;if(g>>>0>=(((f[j>>2]|0)-e|0)/12|0)>>>0)break;h=f[i>>2]|0}Ymb(k,1,c,d,d)|0;q4a(k,40996);Tlb(i);u=l;return}function gnb(a,b){a=a|0;b=b|0;fnb(a,a,b);return}function hnb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0;h=f[a>>2]|0;i=f[b>>2]|0;j=h-i|0;g=f[a+4>>2]|0;b=f[b+4>>2]|0;e=g-b|0;if((((j|0)<0?0-j|0:j)|0)>(((e|0)<0?0-e|0:e)|0)){a=f[c>>2]|0;if(!((i|0)<(h|0)^(a|0)>(h|0))){k=+(b-(f[c+4>>2]|0)|0);m=+(a-i|0);l=+(g|0)*m+ +(h|0)*k-(+(b|0)*m+ +(i|0)*k);l=l*l;k=k*k;m=m*m;k=m+k;k=l/k;j=k<d;return j|0}if((i|0)>(h|0)^(a|0)>(i|0)){m=+(e|0);k=+(i-h|0);l=m*+(a|0)+k*+(f[c+4>>2]|0)-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}else{m=+(g-(f[c+4>>2]|0)|0);k=+(a-h|0);l=+(b|0)*k+ +(i|0)*m-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}}else{a=f[c+4>>2]|0;if(!((g|0)>(b|0)^(g|0)<(a|0))){m=+(b-a|0);k=+((f[c>>2]|0)-i|0);l=+(h|0)*m+ +(g|0)*k-(+(i|0)*m+ +(b|0)*k);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}if((g|0)<(b|0)^(b|0)<(a|0)){m=+(e|0);k=+(i-h|0);l=k*+(a|0)+m*+(f[c>>2]|0)-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}else{m=+(g-a|0);k=+((f[c>>2]|0)-h|0);l=+(i|0)*m+ +(b|0)*k-(+(h|0)*m+ +(g|0)*k);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}}return 0}function inb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0.0,o=0,p=0,q=0.0,r=0.0,s=0;g=f[a>>2]|0;a=(f[a+4>>2]|0)-g>>3;if(!a){e=f[b>>2]|0;a=b+4|0;d=f[a>>2]|0;if((d|0)==(e|0))return;f[a>>2]=d+(~((d+-8-e|0)>>>3)<<3);return}p=qOb(a>>>0>214748364?-1:a*20|0)|0;d=p+(a*20|0)|0;e=p;do{f[e+4>>2]=0;f[e+8>>2]=0;e=e+20|0}while((e|0)!=(d|0));d=0;do{m=p+(d*20|0)|0;i=g+(d<<3)|0;l=f[i+4>>2]|0;k=p+(d*20|0)+4|0;f[k>>2]=f[i>>2];f[k+4>>2]=l;k=d;d=d+1|0;l=(d|0)==(a|0)?0:d;f[p+(k*20|0)+12>>2]=p+(l*20|0);f[p+(l*20|0)+16>>2]=m;f[m>>2]=0}while((d|0)!=(a|0));n=c*c;a:do if(!(f[p>>2]|0)){e=p;d=p;while(1){while(1){m=e+12|0;k=d;d=f[m>>2]|0;l=e+16|0;g=f[l>>2]|0;if((d|0)==(g|0))break a;e=e+4|0;i=e;h=g+4|0;s=h;c=+(f[s>>2]|0);r=+(f[i>>2]|0)-c;j=+(f[s+4>>2]|0);q=+(f[i+4>>2]|0)-j;if(r*r+q*q<=n){o=10;break}i=d+4|0;s=i;q=c-+(f[s>>2]|0);r=j-+(f[s+4>>2]|0);if(q*q+r*r<=n){o=14;break}if(hnb(h,e,i,n)|0){o=10;break}f[k>>2]=1;if(f[d>>2]|0){e=d;break a}else e=d}if((o|0)==10){o=0;h=-1}else if((o|0)==14){o=0;g=f[d+16>>2]|0;h=d+12|0;f[g+12>>2]=f[h>>2];f[(f[h>>2]|0)+16>>2]=g;f[g>>2]=0;g=f[l>>2]|0;h=-2;d=f[m>>2]|0}f[g+12>>2]=d;f[(f[m>>2]|0)+16>>2]=g;f[g>>2]=0;e=g;a=a+h|0;d=g}}else e=p;while(0);i=a>>>0<3?0:a;g=b+4|0;h=f[g>>2]|0;d=f[b>>2]|0;a=h-d>>3;if(i>>>0>a>>>0){jnb(b,i-a|0);o=23}else{if(i>>>0<a>>>0){a=d+(i<<3)|0;if((a|0)!=(h|0))f[g>>2]=h+(~((h+-8-a|0)>>>3)<<3)}if(i|0)o=23}if((o|0)==23){d=0;a=e;while(1){m=a+4|0;o=f[m+4>>2]|0;s=(f[b>>2]|0)+(d<<3)|0;f[s>>2]=f[m>>2];f[s+4>>2]=o;d=d+1|0;if((d|0)==(i|0))break;else a=f[a+12>>2]|0}}tOb(p);return}function jnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>3>>>0>=b>>>0){dQb(c|0,0,b<<3|0)|0;f[l>>2]=c+(b<<3);return}h=f[a>>2]|0;g=c-h|0;e=g>>3;c=e+b|0;if(c>>>0>536870911)AMb(a);m=d-h|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){j=0;k=0}else if(d>>>0>536870911)vd();else{k=pOb(d<<3)|0;j=k;break}while(0);c=j+(e<<3)|0;dQb(c|0,0,b<<3|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<3);f[i>>2]=j+(d<<3);if(!h)return;sOb(h);return}function knb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=a+4|0;g=((f[k>>2]|0)-(f[a>>2]|0)|0)/12|0;j=b+4|0;h=f[j>>2]|0;e=f[b>>2]|0;d=(h-e|0)/12|0;if(g>>>0>d>>>0)lnb(b,g-d|0);else if(g>>>0<d>>>0){i=e+(g*12|0)|0;if((i|0)!=(h|0)){e=h;while(1){d=e+-12|0;f[j>>2]=d;g=f[d>>2]|0;if(g){d=e+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[j>>2]|0}if((d|0)==(i|0))break;else e=d}}}d=f[a>>2]|0;if((f[k>>2]|0)==(d|0))return;e=0;do{inb(d+(e*12|0)|0,(f[b>>2]|0)+(e*12|0)|0,c);e=e+1|0;d=f[a>>2]|0}while(e>>>0<(((f[k>>2]|0)-d|0)/12|0)>>>0);return}function lnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[k>>2]|0;l=a+4|0;c=f[l>>2]|0;e=c;if(((g-c|0)/12|0)>>>0>=b>>>0){dQb(c|0,0,b*12|0)|0;f[l>>2]=e+(b*12|0);return}i=f[a>>2]|0;d=(c-i|0)/12|0;c=d+b|0;j=i;if(c>>>0>357913941)AMb(a);m=(g-i|0)/12|0;g=m<<1;g=m>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)h=0;else if(g>>>0>357913941)vd();else{h=pOb(g*12|0)|0;break}while(0);c=h+(d*12|0)|0;d=c;h=h+(g*12|0)|0;dQb(c|0,0,b*12|0)|0;g=c+(b*12|0)|0;if((e|0)!=(j|0)){do{m=c+-12|0;b=e;e=e+-12|0;f[m>>2]=0;i=c+-8|0;f[i>>2]=0;f[c+-4>>2]=0;f[m>>2]=f[e>>2];m=b+-8|0;f[i>>2]=f[m>>2];b=b+-4|0;f[c+-4>>2]=f[b>>2];f[b>>2]=0;f[m>>2]=0;f[e>>2]=0;c=d+-12|0;d=c}while((e|0)!=(j|0));i=f[a>>2]|0;e=f[l>>2]|0}f[a>>2]=d;f[l>>2]=g;f[k>>2]=h;h=i;if((e|0)!=(h|0))do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}}while((e|0)!=(h|0));if(!i)return;sOb(i);return}function mnb(a,b){a=a|0;b=+b;knb(a,a,b);return}function nnb(a,b){a=a|0;b=b|0;return _zb(b)|0}function onb(a,b){a=a|0;b=b|0;$zb(b);return}function pnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;if(d>>>0<5){a=5;return a|0}e=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;if((e|0)!=-47205080){if((e&-16|0)!=407710288){a=-2;return a|0}if(d>>>0<8){a=8;return a|0};f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;c=c+4|0;l=a;f[l>>2]=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;f[l+4>>2]=0;f[a+8>>2]=0;a=0;return a|0}k=b[c+4>>0]|0;g=k&255;l=g&32;e=g>>>6;j=(l|0)!=0;e=(f[41016+((g&3)<<2)>>2]|0)+6+(f[41032+(e<<2)>>2]|0)-(l>>>5)+((e|0)==0&j&1)|0;if(e>>>0>d>>>0){a=e;return a|0}l=g>>>2&1;if(g&8|0){a=-3;return a|0}if(j){g=5;e=0}else{d=h[c+5>>0]|0;i=d>>>3;e=1024<<i;e=(X(e>>>3,d&7)|0)+e|0;if((i+10|0)>>>0>25){a=-3;return a|0}else g=6}switch(k&3){case 3:{i=c+g|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=g+4|0;break}case 1:{i=h[c+g>>0]|0;g=g+1|0;break}case 2:{i=c+g|0;i=(h[i>>0]|h[i+1>>0]<<8)&65535;g=g+2|0;break}default:i=0}switch((k&255)>>>6&3){case 3:{d=c+g|0;g=d;d=d+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;break}case 1:{g=c+g|0;g=((h[g>>0]|h[g+1>>0]<<8)&65535)+256|0;d=0;break}case 2:{g=c+g|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=0;break}default:if(j){g=h[c+g>>0]|0;d=0}else{g=0;d=0}}e=(e|0)==0?g:e;if(e>>>0>33554432){a=-3;return a|0}c=a;f[c>>2]=g;f[c+4>>2]=d;f[a+8>>2]=e;f[a+12>>2]=i;f[a+16>>2]=l;a=0;return a|0}function qnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;if(d>>>0<3){a=-11;return a|0}e=b[c>>0]|0;g=e&255;i=g&3;switch(e&3){case 3:{if(!(f[a+21584>>2]|0)){a=-16;return a|0}break}case 2:break;case 0:{switch((e&255)>>>2&3){case 3:{e=3;g=((h[c+2>>0]|0)<<16|(h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;break}case 1:{e=2;g=((h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;break}default:{e=1;g=g>>>3}}i=e+g|0;do if((i+8|0)>>>0>d>>>0)if(i>>>0>d>>>0){a=-11;return a|0}else{m=a+21716|0;bQb(m|0,c+e|0,g|0)|0;f[a+21688>>2]=m;e=131080;break}else{f[a+21688>>2]=c+e;e=d-e|0}while(0);f[a+21704>>2]=e;f[a+21708>>2]=g;a=i;return a|0}case 1:{switch((e&255)>>>2&3){case 3:{e=(h[c+2>>0]|0)<<16|(h[c>>0]|h[c+1>>0]<<8)&65535;if(d>>>0<4|e>>>0>2097167){a=-11;return a|0}else{e=e>>>4;g=3}break}case 1:{e=((h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;g=2;break}default:{e=g>>>3;g=1}}m=a+21716|0;dQb(m|0,b[c+g>>0]|0,e|0)|0;f[a+21688>>2]=m;f[a+21704>>2]=131080;f[a+21708>>2]=e;a=g+1|0;return a|0}default:{}}if(d>>>0<5){a=-11;return a|0}e=g>>>2;g=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;switch(e&3){case 3:{e=g>>>4&262143;if(e>>>0>131072){a=-11;return a|0}else{j=5;m=e;e=0;k=(h[c+4>>0]|0)<<10|g>>>22}break}case 2:{j=4;m=g>>>4&16383;e=0;k=g>>>18;break}default:{j=3;m=g>>>4&1023;e=(e&3|0)==0&1;k=g>>>14&1023}}l=k+j|0;if(l>>>0>d>>>0){a=-11;return a|0}d=(e|0)!=0;do if((i|0)==3){i=a+21716|0;e=c+j|0;g=a+5132|0;if(d){e=qtb(i,m,e,k,g)|0;break}else{e=rtb(i,m,e,k,g)|0;break}}else{g=a+5132|0;i=a+21716|0;e=c+j|0;if(d){e=ltb(g,i,m,e,k)|0;break}else{e=Stb(g,i,m,e,k)|0;break}}while(0);if(e>>>0>=4294967279){a=-11;return a|0}f[a+21688>>2]=a+21716;f[a+21704>>2]=131080;f[a+21708>>2]=m;f[a+21584>>2]=1;a=l;return a|0}function rnb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+128|0;o=r+4|0;n=r;p=r+8|0;m=i+j|0;if(!j){i=-10;u=r;return i|0}l=i+1|0;k=b[i>>0]|0;j=k&255;if(!(k<<24>>24)){f[a>>2]=0;i=1;u=r;return i|0}do if(k<<24>>24<0)if(k<<24>>24==-1){k=i+3|0;j=((h[l>>0]|h[l+1>>0]<<8)&65535)+32512|0;break}else{k=i+2|0;j=(j<<8)+-32768|(h[l>>0]|0);break}else k=l;while(0);f[a>>2]=j;if((k+4|0)>>>0>m>>>0){i=-10;u=r;return i|0}a=b[k>>0]|0;l=k+1|0;j=m-l|0;f[o>>2]=35;switch((a&255)>>>6&3){case 1:{if(!j)q=19;else{j=b[l>>0]|0;if((j&255)>35)q=19;else{gtb(c,j)|0;j=1;q=18}}break}case 0:{ftb(c,51200,35,6)|0;j=0;q=18;break}case 3:{if(!g)q=19;else{j=0;q=18}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>9)j=-11;else ftb(c,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=18)if((q|0)==19){i=-11;u=r;return i|0}l=l+j|0;j=m-l|0;f[o>>2]=28;switch((a&255)>>>4&3){case 1:{if(!j)q=31;else{j=b[l>>0]|0;if((j&255)>28)q=31;else{gtb(e,j)|0;j=1;q=30}}break}case 0:{ftb(e,51272,28,5)|0;j=0;q=30;break}case 3:{if(!g)q=31;else{j=0;q=30}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>8)j=-11;else ftb(e,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=30)if((q|0)==31){i=-11;u=r;return i|0}l=l+j|0;j=m-l|0;f[o>>2]=52;switch((a&255)>>>2&3){case 1:{if(!j)q=43;else{j=b[l>>0]|0;if((j&255)>52)q=43;else{gtb(d,j)|0;j=1;q=42}}break}case 0:{ftb(d,51330,52,6)|0;j=0;q=42;break}case 3:{if(!g)q=43;else{j=0;q=42}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>9)j=-11;else ftb(d,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=42)if((q|0)==43){i=-11;u=r;return i|0}i=l+j-i|0;u=r;return i|0}function snb(a,c,e,g,i){a=a|0;c=c|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0;K=0;U=u;u=u+1808|0;if(i>>>0>131071){e=-10;u=U;return e|0}j=qnb(a,g,i)|0;o=i-(j>>>0<4294967279?j:0)|0;x=j>>>0<4294967279?g+j|0:g;if(j>>>0>=4294967279){e=j;u=U;return e|0}m=f[a+21688>>2]|0;y=m+(f[a+21704>>2]|0)+-8|0;z=m+(f[a+21708>>2]|0)|0;A=f[a+21524>>2]|0;B=f[a+21528>>2]|0;C=f[a+21532>>2]|0;I=rnb(U+52|0,a,a+3080|0,a+2052|0,f[(a+21588|0)>>2]|0,x,o)|0;w=I>>>0<4294967279?x+I|0:x;a:{J=1;if(J){J=0;if(I>>>0<4294967279){b:{i=1;if(i){i=0;if(!(f[(U+52|0)>>2]|0)){p=c;q=m}else i=1}if(i)if(1){f[(a+21588|0)>>2]=1;f[(U+40|0)>>2]=f[(a+21540|0)>>2];f[(U+40|0)+4>>2]=f[(a+21540|0)+4>>2];f[(U+40|0)+8>>2]=f[(a+21540|0)+8>>2];k=(x+o|0)-w|0;c:{i=1;if(i){i=0;if(!k){f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0}else i=1}if(i)if(1){f[(U+12|0)>>2]=w;do if(k>>>0>3){j=(x+o|0)+-4|0;f[U+8>>2]=j;g=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[U>>2]=g;i=b[w+(k+-1)>>0]|0;if(!(i<<24>>24)){f[(U+4|0)>>2]=0;break c}else{i=(_(i&255|0)|0)+-23|0;f[(U+4|0)>>2]=i;if(k>>>0<4294967279){E=U;l=g;F=U+4|0;t=i;v=j;K=17;break}else{N=-11;break}}}else{f[U+8>>2]=w;i=h[w>>0]|0;f[U>>2]=i;switch(k|0){case 2:{r=i;K=12;break}case 3:{r=(h[w+2>>0]|0)<<16|i;f[U>>2]=r;K=12;break}default:s=i}if((K|0)==12){s=((h[w+1>>0]|0)<<8)+r|0;f[U>>2]=s}i=b[w+(k+-1)>>0]|0;if(!(i<<24>>24)){f[(U+4|0)>>2]=0;break c}else{t=(4-k<<3)+-23+(_(i&255|0)|0)|0;f[(U+4|0)>>2]=t;E=U;l=s;F=U+4|0;v=x+I|0;K=17;break}}while(0);d:do if((K|0)==17){s=d[a>>1]|0;i=t+(s&65535)|0;f[F>>2]=i;f[(U+16|0)>>2]=l<<(t&31)>>>1>>>(31-s&31);do if(i>>>0>32){k=v;g=v}else{if(v>>>0>=(w+4|0)>>>0){g=v+(0-(i>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=i&7;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;i=i&7;k=g;break}if((v|0)==(w|0)){k=x+I|0;g=v}else{k=(v+(0-(i>>>3))|0)>>>0<w>>>0?v-w|0:i>>>3;g=v+(0-k)|0;f[(U+8|0)>>2]=g;f[F>>2]=i-(k<<3)|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;i=i-(k<<3)|0;k=g}}while(0);f[(U+20|0)>>2]=a+4;v=d[(a+2052|0)>>1]|0;j=i+(v&65535)|0;f[F>>2]=j;f[(U+24|0)>>2]=l<<(i&31)>>>1>>>(31-v&31);do if(j>>>0<=32){if(k>>>0>=(w+4|0)>>>0){g=k+(0-(j>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=j&7;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;j=j&7;k=g;break}if((k|0)==(w|0))k=x+I|0;else{v=(k+(0-(j>>>3))|0)>>>0<w>>>0?k-w|0:j>>>3;g=k+(0-v)|0;f[(U+8|0)>>2]=g;f[F>>2]=j-(v<<3)|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;j=j-(v<<3)|0;k=g}}while(0);f[(U+28|0)>>2]=a+2056;v=d[(a+3080|0)>>1]|0;i=j+(v&65535)|0;f[F>>2]=i;f[(U+32|0)>>2]=l<<(j&31)>>>1>>>(31-v&31);do if(i>>>0<=32){if(k>>>0>=(w+4|0)>>>0){g=k+(0-(i>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=i&7;f[E>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i&7;break}if((k|0)!=(w|0)){w=(k+(0-(i>>>3))|0)>>>0<w>>>0?k-w|0:i>>>3;g=k+(0-w)|0;f[(U+8|0)>>2]=g;f[F>>2]=i-(w<<3)|0;f[E>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i-(w<<3)|0}}while(0);f[(U+36|0)>>2]=a+3084;p=(c+e|0)+-8|0;if(i>>>0>32)break c;else{o=c;l=x+I|0;k=g}while(1){g=l+4|0;if(k>>>0<g>>>0)if((k|0)==(l|0)){O=i;R=l}else{Q=i>>>3;Q=(k+(0-Q)|0)>>>0<l>>>0?k-l|0:Q;P=k+(0-Q)|0;f[(U+8|0)>>2]=P;Q=i-(Q<<3)|0;K=38}else{P=k+(0-(i>>>3))|0;f[(U+8|0)>>2]=P;Q=i&7;K=38}if((K|0)==38){K=0;f[F>>2]=Q;f[E>>2]=h[P>>0]|h[P+1>>0]<<8|h[P+2>>0]<<16|h[P+3>>0]<<24;O=Q;R=P}j=f[(U+52|0)>>2]|0;if(!j){L=m;M=o;break}f[(U+52|0)>>2]=j+-1;j=f[(U+20|0)>>2]|0;q=f[(U+16|0)>>2]|0;X=b[j+(q<<2)+2>>0]|0;r=f[(U+36|0)>>2]|0;s=f[(U+32|0)>>2]|0;V=b[r+(s<<2)+2>>0]|0;t=f[(U+28|0)>>2]|0;v=f[(U+24|0)>>2]|0;W=b[t+(v<<2)+2>>0]|0;w=f[41048+((X&255)<<2)>>2]|0;x=f[41192+((V&255)<<2)>>2]|0;f[U+88>>2]=c;f[U+96>>2]=e;f[U+192>>2]=m;f[U+232>>2]=o;f[U+440>>2]=N;f[U+456>>2]=E;f[U+512>>2]=F;f[U+592>>2]=O;f[U+656>>2]=X;f[U+664>>2]=W;f[U+672>>2]=V;f[U+800>>2]=p;f[U+816>>2]=g;f[U+824>>2]=l;f[U+832>>2]=k;f[U+840>>2]=y;f[U+848>>2]=i;f[U+888>>2]=j;f[U+896>>2]=q;f[U+904>>2]=r;f[U+912>>2]=s;f[U+920>>2]=t;f[U+928>>2]=v;f[U+944>>2]=w;f[U+952>>2]=x;f[U+984>>2]=R;f[U+1016>>2]=A;f[U+1064>>2]=B;f[U+1128>>2]=C;f[U+1296>>2]=S;f[U+1304>>2]=T;f[U+1688>>2]=K;f[U+1720>>2]=0;f[U+1724>>2]=0;Wpb(U);m=f[U+192>>2]|0;o=f[U+232>>2]|0;N=f[U+440>>2]|0;l=f[U+824>>2]|0;k=f[U+832>>2]|0;i=f[U+848>>2]|0;S=f[U+1296>>2]|0;T=f[U+1304>>2]|0;K=f[U+1688>>2]|0;G=f[U+1720>>2]|0;D=f[U+1724>>2]|0;H=+n[U+1724>>2];f[U+1720>>2]=0;f[U+1724>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 6:break d}}if((K|0)==33)if(!(f[(U+52|0)>>2]|0)){L=T;M=S}else break c;f[(a+21540|0)>>2]=f[(U+40|0)>>2];f[(a+21540|0)+4>>2]=f[(U+40|0)+4>>2];f[(a+21540|0)+8>>2]=f[(U+40|0)+8>>2];p=M;q=L;break b}while(0);k=N;break a}}k=-11;break a}}i=z-q|0;if(i>>>0>((c+e|0)-p|0)>>>0)k=-9;else{bQb(p|0,q|0,i|0)|0;k=p+i-c|0}}else J=1}if(J)if(1)k=I}X=k;u=U;return X|0}function tnb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;j=c+d|0;if(g>>>0<8){c=-10;return c|0}n=h[e+4>>0]|0;k=n&32;o=n>>>6;k=(f[41016+((n&3)<<2)>>2]|0)+6+(f[41032+(o<<2)>>2]|0)-(k>>>5)+((o|0)==0&(k|0)!=0&1)|0;if(k>>>0>=4294967279){c=k;return c|0}if((k+3|0)>>>0>g>>>0){c=-10;return c|0}i=pnb(a+21552|0,e,k)|0;d=f[a+21564>>2]|0;if(d|0)if((f[a+21684>>2]|0)!=(d|0)){c=-17;return c|0}o=a+21568|0;if(f[o>>2]|0)$sb(a+21592|0,0,0)|0;if(i>>>0>=4294967279){c=i;return c|0}m=a+21592|0;n=c;e=e+k|0;k=g-k|0;a:while(1){if(k>>>0<3){d=-10;i=27;break}i=h[e>>0]|h[e+1>>0]<<8;l=i&65535;d=((h[e+2>>0]|0)<<16|l)>>>3;l=l&1;i=(i&65535)>>>1&255;switch(i&3){case 3:{d=-11;i=27;break a}case 1:{g=1;break}default:g=d}e=e+3|0;k=k+-3|0;if(k>>>0<g>>>0){d=-10;i=27;break}switch(i&3){case 2:{d=snb(a,n,j-n|0,e,g)|0;if(d>>>0>=4294967279){i=27;break a}break}case 0:{if(g>>>0>(j-n|0)>>>0){d=-9;i=27;break a}bQb(n|0,e|0,g|0)|0;d=g;break}case 1:{if(d>>>0>(j-n|0)>>>0){d=-9;i=27;break a}dQb(n|0,b[e>>0]|0,d|0)|0;break}default:{d=-11;i=27;break a}}if(f[o>>2]|0)atb(m,n,d)|0;n=n+d|0;e=e+g|0;k=k-g|0;if(l|0){i=23;break}}if((i|0)==23){if(!(f[o>>2]|0)){a=k;a=(a|0)==0;o=n;c=o-c|0;c=a?c:-10;return c|0}d=btb(m)|0;if(k>>>0<4){c=-12;return c|0}if((h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24|0)==(d|0)){a=k+-4|0;a=(a|0)==0;o=n;c=o-c|0;c=a?c:-10;return c|0}else{c=-12;return c|0}}else if((i|0)==27)return d|0;return 0}function unb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=_zb(152816)|0;if(!e){i=-7;return i|0}f[e+21692>>2]=222;h=e+21696|0;f[h>>2]=960;i=e+21700|0;f[i>>2]=0;g=e+21520|0;j=e+21540|0;f[e+21536>>2]=5;f[e+21580>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[e+5132>>2]=201326604;f[e+21588>>2]=0;f[e+21584>>2]=0;f[e+21684>>2]=0;f[j>>2]=f[10251];f[j+4>>2]=f[10252];f[j+8>>2]=f[10253];if(a|0){f[e+21532>>2]=0;f[e+21528>>2]=a;f[e+21524>>2]=a;f[g>>2]=a}j=tnb(e,a,b,c,d)|0;oh[f[h>>2]&1023](f[i>>2]|0,e);return j|0}function vnb(a,c){a=a|0;c=c|0;var d=0;d=f[c>>2]|0;f[a>>2]=d;f[a+4>>2]=d+((f[c+4>>2]|0)-d);c=a+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;b[c+28>>0]=0;return}function wnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=f[a>>2]|0;g=f[a+4>>2]|0;h=e;while(1){d=h+1|0;if(d>>>0>g>>>0){d=h;break}f[a>>2]=d;if(!(b[h>>0]|0))break;else h=d}if((e|0)==(d|0)){i=0;u=j;return i|0}a=d+-1|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;h=a-e|0;if(h>>>0>4294967279)vOb(i);if(h>>>0<11){b[i+11>>0]=h;d=i}else{g=h+16&-16;d=pOb(g)|0;f[i>>2]=d;f[i+8>>2]=g|-2147483648;f[i+4>>2]=h}if((e|0)!=(a|0)){g=d;while(1){b[g>>0]=b[e>>0]|0;e=e+1|0;if((e|0)==(a|0))break;else g=g+1|0}d=d+h|0}b[d>>0]=0;d=c+11|0;if((b[d>>0]|0)<0){b[f[c>>2]>>0]=0;f[c+4>>2]=0;d=c}else{b[c>>0]=0;b[d>>0]=0;d=c}EOb(c,0);f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}function xnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a>>2]|0;d=g+4|0;i=f[a+4>>2]|0;if(d>>>0>i>>>0){i=0;return i|0}l=g+1|0;f[a>>2]=l;k=b[g>>0]|0;j=g+2|0;f[a>>2]=j;l=b[l>>0]|0;e=g+3|0;f[a>>2]=e;j=b[j>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|k&255|(j&255)<<16|(h[e>>0]|0)<<24;e=g+8|0;if(e>>>0>i>>>0){l=0;return l|0}j=g+5|0;f[a>>2]=j;k=b[d>>0]|0;l=g+6|0;f[a>>2]=l;j=b[j>>0]|0;d=g+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(j&255)<<8|k&255|(l&255)<<16|(h[d>>0]|0)<<24;d=g+12|0;if(d>>>0>i>>>0){l=0;return l|0}i=g+9|0;f[a>>2]=i;j=b[e>>0]|0;k=g+10|0;f[a>>2]=k;i=b[i>>0]|0;l=g+11|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=d;f[c+8>>2]=(i&255)<<8|j&255|(k&255)<<16|(h[l>>0]|0)<<24;l=1;return l|0}function ynb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a>>2]|0;d=g+4|0;i=f[a+4>>2]|0;if(d>>>0>i>>>0){i=0;return i|0}l=g+1|0;f[a>>2]=l;k=b[g>>0]|0;j=g+2|0;f[a>>2]=j;l=b[l>>0]|0;e=g+3|0;f[a>>2]=e;j=b[j>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|k&255|(j&255)<<16|(h[e>>0]|0)<<24;e=g+8|0;if(e>>>0>i>>>0){l=0;return l|0}j=g+5|0;f[a>>2]=j;k=b[d>>0]|0;l=g+6|0;f[a>>2]=l;j=b[j>>0]|0;d=g+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(j&255)<<8|k&255|(l&255)<<16|(h[d>>0]|0)<<24;d=g+12|0;if(d>>>0>i>>>0){l=0;return l|0}i=g+9|0;f[a>>2]=i;j=b[e>>0]|0;k=g+10|0;f[a>>2]=k;i=b[i>>0]|0;l=g+11|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=d;f[c+8>>2]=(i&255)<<8|j&255|(k&255)<<16|(h[l>>0]|0)<<24;l=1;return l|0}function znb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;d=f[a>>2]|0;c=d+8|0;e=f[a+4>>2]|0;if(c>>>0>e>>>0){g=0;return g|0}s=d+1|0;f[a>>2]=s;r=h[d>>0]|0;q=d+2|0;f[a>>2]=q;s=_Pb(h[s>>0]|0|0,0,8)|0;l=I;p=d+3|0;f[a>>2]=p;q=_Pb(h[q>>0]|0|0,0,16)|0;l=l|I;k=d+4|0;f[a>>2]=k;p=_Pb(h[p>>0]|0|0,0,24)|0;l=l|I;o=d+5|0;f[a>>2]=o;k=h[k>>0]|0;n=d+6|0;f[a>>2]=n;o=_Pb(h[o>>0]|0|0,0,40)|0;j=I;m=d+7|0;f[a>>2]=m;n=_Pb(h[n>>0]|0|0,0,48)|0;i=I;f[a>>2]=c;m=_Pb(h[m>>0]|0|0,0,56)|0;g=b;f[g>>2]=s|r|q|p|o|n|m;f[g+4>>2]=l|k|j|i|I;g=d+16|0;if(g>>>0>e>>>0){s=0;return s|0}i=d+9|0;f[a>>2]=i;j=h[c>>0]|0;k=d+10|0;f[a>>2]=k;i=_Pb(h[i>>0]|0|0,0,8)|0;p=I;l=d+11|0;f[a>>2]=l;k=_Pb(h[k>>0]|0|0,0,16)|0;p=p|I;q=d+12|0;f[a>>2]=q;l=_Pb(h[l>>0]|0|0,0,24)|0;p=p|I;m=d+13|0;f[a>>2]=m;q=h[q>>0]|0;n=d+14|0;f[a>>2]=n;m=_Pb(h[m>>0]|0|0,0,40)|0;r=I;o=d+15|0;f[a>>2]=o;n=_Pb(h[n>>0]|0|0,0,48)|0;s=I;f[a>>2]=g;o=_Pb(h[o>>0]|0|0,0,56)|0;c=b+8|0;f[c>>2]=i|j|k|l|m|n|o;f[c+4>>2]=p|q|r|s|I;c=d+24|0;if(c>>>0>e>>>0){s=0;return s|0}o=d+17|0;f[a>>2]=o;i=h[g>>0]|0;j=d+18|0;f[a>>2]=j;g=_Pb(h[o>>0]|0|0,0,8)|0;o=I;k=d+19|0;f[a>>2]=k;j=_Pb(h[j>>0]|0|0,0,16)|0;o=o|I;p=d+20|0;f[a>>2]=p;k=_Pb(h[k>>0]|0|0,0,24)|0;o=o|I;l=d+21|0;f[a>>2]=l;p=h[p>>0]|0;m=d+22|0;f[a>>2]=m;l=_Pb(h[l>>0]|0|0,0,40)|0;q=I;n=d+23|0;f[a>>2]=n;m=_Pb(h[m>>0]|0|0,0,48)|0;r=I;f[a>>2]=c;n=_Pb(h[n>>0]|0|0,0,56)|0;s=b+16|0;f[s>>2]=g|i|j|k|l|m|n;f[s+4>>2]=o|p|q|r|I;s=1;return s|0}function Anb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;p=u;u=u+16|0;n=p;d=f[a>>2]|0;e=d+4|0;o=a+4|0;i=f[o>>2]|0;if(e>>>0>i>>>0){o=0;u=p;return o|0}j=d+1|0;f[a>>2]=j;k=b[d>>0]|0;l=d+2|0;f[a>>2]=l;j=b[j>>0]|0;m=d+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=e;m=(j&255)<<8|k&255|(l&255)<<16|(h[m>>0]|0)<<24;if(!m){o=1;u=p;return o|0}l=n;f[l>>2]=0;f[l+4>>2]=0;d=d+12|0;a:do if(d>>>0<=i>>>0){l=0;while(1){B=e+1|0;f[a>>2]=B;A=b[e>>0]|0;z=e+2|0;f[a>>2]=z;B=b[B>>0]|0;y=e+3|0;f[a>>2]=y;z=b[z>>0]|0;r=e+4|0;f[a>>2]=r;y=b[y>>0]|0;x=e+5|0;f[a>>2]=x;r=b[r>>0]|0;w=e+6|0;f[a>>2]=w;x=b[x>>0]|0;v=e+7|0;f[a>>2]=v;w=b[w>>0]|0;f[a>>2]=d;v=_Pb(h[v>>0]|0|0,0,56)|0;k=I;w=_Pb(w&255|0,0,48)|0;j=I;x=_Pb(x&255|0,0,40)|0;q=I;y=_Pb(y&255|0,0,24)|0;s=I;z=_Pb(z&255|0,0,16)|0;t=I;B=_Pb(B&255|0,0,8)|0;g=n;f[g>>2]=B|A&255|z|y|x|w|v;f[g+4>>2]=I|t|s|r&255|q|j|k;g=e+12|0;if(g>>>0>i>>>0)break a;j=e+9|0;f[a>>2]=j;i=b[d>>0]|0;d=e+10|0;f[a>>2]=d;j=b[j>>0]|0;k=e+11|0;f[a>>2]=k;d=b[d>>0]|0;f[a>>2]=g;k=(j&255)<<8|i&255|(d&255)<<16|(h[k>>0]|0)<<24;d=Bnb(c,n)|0;i=d+4|0;j=f[i>>2]|0;e=f[d>>2]|0;g=j-e|0;if(k>>>0>g>>>0){AWa(d,k-g|0);e=f[d>>2]|0}else if(k>>>0<g>>>0){d=e+k|0;if((d|0)!=(j|0))f[i>>2]=d}d=f[a>>2]|0;if((d+k|0)>>>0>(f[o>>2]|0)>>>0)break a;if(k|0){f[a>>2]=d+1;b[e>>0]=b[d>>0]|0;if((k|0)!=1){d=1;do{B=f[a>>2]|0;f[a>>2]=B+1;b[e+d>>0]=b[B>>0]|0;d=d+1|0}while((d|0)!=(k|0))}}l=l+1|0;if(l>>>0>=m>>>0){d=1;break}e=f[a>>2]|0;i=f[o>>2]|0;d=n;f[d>>2]=0;f[d+4>>2]=0;d=e+8|0;if(d>>>0>i>>>0)break a}u=p;return d|0}while(0);B=0;u=p;return B|0}function Bnb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=b;i=f[j>>2]|0;j=f[j+4>>2]|0;k=X(i,1540483477)|0;p=X(j,1540483477)|0;p=(X((X(k>>>24^k,1540483477)|0)^-561034072,1540483477)|0)^(X(p>>>24^p,1540483477)|0);p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)h=p&g;else if(p>>>0<l>>>0)h=p;else h=(p>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}o=f[b+4>>2]|0;if(!((o|0)==(p|0)|(o&g|0)==(h|0))){b=h;break a}o=b+8|0}while(!((f[o>>2]|0)==(i|0)?(f[o+4>>2]|0)==(j|0):0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(p|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}o=b+8|0}while(!((f[o>>2]|0)==(i|0)?(f[o+4>>2]|0)==(j|0):0));a=b+16|0;return a|0}}while(0);o=pOb(32)|0;h=o+8|0;f[h>>2]=i;f[h+4>>2]=j;f[o+16>>2]=0;f[o+20>>2]=0;f[o+24>>2]=0;f[o+4>>2]=p;f[o>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Cnb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&p;break}if(p>>>0<b>>>0){g=b;b=p}else{g=b;b=(p>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[o>>2]=f[b>>2];f[b>>2]=o;f[c>>2]=b;b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;q=30}}else{f[o>>2]=f[b>>2];q=30}if((q|0)==30)f[b>>2]=o;f[h>>2]=(f[h>>2]|0)+1;a=o;a=a+16|0;return a|0}function Cnb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Dnb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Dnb(a,b);return}function Dnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;o=i;n=h+8|0;if((f[o>>2]|0)==(f[n>>2]|0)?(f[o+4>>2]|0)==(f[n+4>>2]|0):0)e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;n=h;o=i+8|0;if((f[n>>2]|0)==(f[o>>2]|0)?(f[n+4>>2]|0)==(f[o+4>>2]|0):0)e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Enb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;s=u;u=u+16|0;q=s;d=f[a>>2]|0;e=d+4|0;r=a+4|0;g=f[r>>2]|0;if(e>>>0>g>>>0){r=0;u=s;return r|0}n=d+1|0;f[a>>2]=n;o=b[d>>0]|0;p=d+2|0;f[a>>2]=p;n=b[n>>0]|0;l=d+3|0;f[a>>2]=l;p=b[p>>0]|0;f[a>>2]=e;l=(n&255)<<8|o&255|(p&255)<<16|h[l>>0]<<24;if(!l){r=1;u=s;return r|0}m=q+4|0;n=m+11|0;o=c+4|0;p=c+8|0;d=0;while(1){f[q>>2]=-1;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;i=e+4|0;do if(i>>>0>g>>>0)e=1;else{f[a>>2]=e+1;j=b[e>>0]|0;f[a>>2]=i;k=e+8|0;if(k>>>0>g>>>0)e=1;else{v=e+5|0;f[a>>2]=v;t=b[i>>0]|0;g=e+6|0;f[a>>2]=g;v=b[v>>0]|0;i=e+7|0;f[a>>2]=i;g=b[g>>0]|0;f[a>>2]=k;f[q>>2]=(v&255)<<8|t&255|(g&255)<<16|h[i>>0]<<24;if(j&1)if(!(wnb(a,m)|0)){e=1;break}e=f[o>>2]|0;if((e|0)==(f[p>>2]|0)){Fnb(c,q);e=0;break}else{f[e>>2]=f[q>>2];xOb(e+4|0,m);f[o>>2]=(f[o>>2]|0)+16;e=0;break}}}while(0);if((b[n>>0]|0)<0)sOb(f[m>>2]|0);d=d+1|0;if(e|0){d=0;e=16;break}if(d>>>0>=l>>>0){d=1;e=16;break}e=f[a>>2]|0;g=f[r>>2]|0}if((e|0)==16){u=s;return d|0}return 0}function Fnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;d=f[a>>2]|0;i=(f[k>>2]|0)-d>>4;e=i+1|0;if(e>>>0>268435455)AMb(a);l=a+8|0;j=(f[l>>2]|0)-d|0;d=j>>3;d=j>>4>>>0<134217727?(d>>>0<e>>>0?e:d):268435455;do if(!d)h=0;else if(d>>>0>268435455)vd();else{h=pOb(d<<4)|0;break}while(0);e=h+(i<<4)|0;g=e;j=h+(d<<4)|0;f[e>>2]=f[c>>2];xOb(h+(i<<4)+4|0,c+4|0);i=e+16|0;h=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(h|0)){e=g;c=h;d=h}else{do{c=d;d=d+-16|0;f[e+-16>>2]=f[d>>2];m=e+-12|0;c=c+-12|0;f[m>>2]=f[c>>2];f[m+4>>2]=f[c+4>>2];f[m+8>>2]=f[c+8>>2];f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;e=g+-16|0;g=e}while((d|0)!=(h|0));e=g;c=f[a>>2]|0;d=f[k>>2]|0}f[a>>2]=e;f[k>>2]=i;f[l>>2]=j;g=c;if((d|0)!=(g|0))do{e=d+-12|0;d=d+-16|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0)}while((d|0)!=(g|0));if(!c)return;sOb(c);return}function Gnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;n=p;e=f[a>>2]|0;d=e+1|0;o=a+4|0;g=f[o>>2]|0;if(d>>>0>g>>>0){o=0;u=p;return o|0}f[a>>2]=d;b[c>>0]=(b[e>>0]|0)!=0&1;i=e+5|0;if(i>>>0>g>>>0){o=0;u=p;return o|0}j=e+2|0;f[a>>2]=j;l=b[d>>0]|0;m=e+3|0;f[a>>2]=m;j=b[j>>0]|0;k=e+4|0;f[a>>2]=k;m=b[m>>0]|0;f[a>>2]=i;k=(j&255)<<8|l&255|(m&255)<<16|h[k>>0]<<24;if(!k){o=1;u=p;return o|0}l=c+8|0;m=c+12|0;j=c+4|0;f[n>>2]=0;d=e+9|0;a:do if(d>>>0<=g>>>0){e=0;c=i;while(1){q=c+1|0;f[a>>2]=q;g=b[c>>0]|0;i=c+2|0;f[a>>2]=i;q=b[q>>0]|0;c=c+3|0;f[a>>2]=c;i=b[i>>0]|0;f[a>>2]=d;d=(q&255)<<8|g&255|(i&255)<<16|h[c>>0]<<24;f[n>>2]=d;c=f[l>>2]|0;if((c|0)==(f[m>>2]|0))fBa(j,n);else{f[c>>2]=d;f[l>>2]=c+4}e=e+1|0;if(e>>>0>=k>>>0){d=1;break}c=f[a>>2]|0;q=f[o>>2]|0;f[n>>2]=0;d=c+4|0;if(d>>>0>q>>>0)break a}u=p;return d|0}while(0);q=0;u=p;return q|0}function Hnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;n=p;e=f[a>>2]|0;d=e+1|0;o=a+4|0;g=f[o>>2]|0;if(d>>>0>g>>>0){o=0;u=p;return o|0}f[a>>2]=d;b[c>>0]=(b[e>>0]|0)!=0&1;i=e+5|0;if(i>>>0>g>>>0){o=0;u=p;return o|0}j=e+2|0;f[a>>2]=j;l=b[d>>0]|0;m=e+3|0;f[a>>2]=m;j=b[j>>0]|0;k=e+4|0;f[a>>2]=k;m=b[m>>0]|0;f[a>>2]=i;k=(j&255)<<8|l&255|(m&255)<<16|h[k>>0]<<24;if(!k){o=1;u=p;return o|0}l=c+8|0;m=c+12|0;j=c+4|0;f[n>>2]=0;d=e+9|0;a:do if(d>>>0<=g>>>0){e=0;c=i;while(1){q=c+1|0;f[a>>2]=q;g=b[c>>0]|0;i=c+2|0;f[a>>2]=i;q=b[q>>0]|0;c=c+3|0;f[a>>2]=c;i=b[i>>0]|0;f[a>>2]=d;d=(q&255)<<8|g&255|(i&255)<<16|h[c>>0]<<24;f[n>>2]=d;c=f[l>>2]|0;if((c|0)==(f[m>>2]|0))fBa(j,n);else{f[c>>2]=d;f[l>>2]=c+4}e=e+1|0;if(e>>>0>=k>>>0){d=1;break}c=f[a>>2]|0;q=f[o>>2]|0;f[n>>2]=0;d=c+4|0;if(d>>>0>q>>>0)break a}u=p;return d|0}while(0);q=0;u=p;return q|0}function Inb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;z=B;d=f[a>>2]|0;e=d+4|0;A=a+4|0;i=f[A>>2]|0;if(e>>>0>i>>>0){A=1;u=B;return A|0}w=d+1|0;f[a>>2]=w;x=b[d>>0]|0;y=d+2|0;f[a>>2]=y;w=b[w>>0]|0;k=d+3|0;f[a>>2]=k;y=b[y>>0]|0;f[a>>2]=e;k=(w&255)<<8|x&255|(y&255)<<16|h[k>>0]<<24;if(!k){A=1;u=B;return A|0}l=z+4|0;m=z+24|0;n=z+28|0;o=z+32|0;p=z+40|0;q=z+44|0;r=z+48|0;s=l+11|0;t=z+16|0;v=c+4|0;w=c+8|0;x=z+36|0;y=z+20|0;d=0;while(1){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[m>>2]=0;f[n>>2]=0;f[o>>2]=0;f[p>>2]=0;f[q>>2]=0;f[r>>2]=0;g=e+4|0;if(g>>>0>i>>>0)e=1;else{f[a>>2]=e+1;j=b[e>>0]|0;f[a>>2]=g;j=j&255;e=e+5|0;do if(e>>>0>i>>>0)e=1;else{f[a>>2]=e;b[z>>0]=(b[g>>0]|0)!=0&1;if(j&1){if(!(wnb(a,l)|0)){e=1;break}e=f[a>>2]|0;i=f[A>>2]|0}g=e+1|0;if(g>>>0>i>>>0)e=1;else{f[a>>2]=g;b[t>>0]=(b[e>>0]|0)!=0&1;if(j&2|0)if(!(Gnb(a,y)|0)){e=1;break}if(j&4|0)if(!(Hnb(a,x)|0)){e=1;break}e=f[v>>2]|0;if((e|0)==(f[w>>2]|0)){Knb(c,z);e=0;break}else{Jnb(e,z);f[v>>2]=(f[v>>2]|0)+52;e=0;break}}}while(0);g=f[p>>2]|0;if(g){i=f[q>>2]|0;if((i|0)!=(g|0))f[q>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}}g=f[m>>2]|0;if(g|0){i=f[n>>2]|0;if((i|0)!=(g|0))f[n>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}if((b[s>>0]|0)<0)sOb(f[l>>2]|0);d=d+1|0;if(e|0){d=0;e=30;break}if(d>>>0>=k>>>0){d=1;e=30;break}e=f[a>>2]|0;i=f[A>>2]|0}if((e|0)==30){u=B;return d|0}return 0}function Jnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;b[a>>0]=b[c>>0]|0;xOb(a+4|0,c+4|0);b[a+16>>0]=b[c+16>>0]|0;b[a+20>>0]=b[c+20>>0]|0;e=a+24|0;g=c+24|0;f[e>>2]=0;k=a+28|0;f[k>>2]=0;f[a+32>>2]=0;i=c+28|0;d=(f[i>>2]|0)-(f[g>>2]|0)|0;h=d>>2;if(h|0){if(h>>>0>1073741823)AMb(e);j=pOb(d)|0;f[k>>2]=j;f[e>>2]=j;f[a+32>>2]=j+(h<<2);e=f[g>>2]|0;d=(f[i>>2]|0)-e|0;if((d|0)>0){bQb(j|0,e|0,d|0)|0;f[k>>2]=j+(d>>>2<<2)}}b[a+36>>0]=b[c+36>>0]|0;g=a+40|0;h=c+40|0;f[g>>2]=0;k=a+44|0;f[k>>2]=0;f[a+48>>2]=0;i=c+44|0;d=(f[i>>2]|0)-(f[h>>2]|0)|0;e=d>>2;if(!e)return;if(e>>>0>1073741823)AMb(g);j=pOb(d)|0;f[k>>2]=j;f[g>>2]=j;f[a+48>>2]=j+(e<<2);e=f[h>>2]|0;d=(f[i>>2]|0)-e|0;if((d|0)<=0)return;bQb(j|0,e|0,d|0)|0;f[k>>2]=j+(d>>>2<<2);return}function Knb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;m=o;n=a+4|0;d=f[a>>2]|0;g=((f[n>>2]|0)-d|0)/52|0;e=g+1|0;if(e>>>0>82595524)AMb(a);l=a+8|0;j=((f[l>>2]|0)-d|0)/52|0;k=j<<1;e=j>>>0<41297762?(k>>>0<e>>>0?e:k):82595524;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!e)h=0;else if(e>>>0>82595524)vd();else{h=pOb(e*52|0)|0;break}while(0);f[m>>2]=h;d=h+(g*52|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=d;h=h+(e*52|0)|0;i=m+12|0;f[i>>2]=h;Jnb(d,c);g=d+52|0;f[j>>2]=g;c=f[a>>2]|0;e=f[n>>2]|0;if((e|0)==(c|0)){q=d;d=j;j=c;p=g;g=e;c=h;h=q;f[a>>2]=h;f[k>>2]=j;f[n>>2]=p;f[d>>2]=g;n=f[l>>2]|0;f[l>>2]=c;f[i>>2]=n;f[m>>2]=j;Lnb(m);u=o;return}do{h=e;e=e+-52|0;b[d+-52>>0]=b[e>>0]|0;p=d+-48|0;q=h+-48|0;f[p>>2]=f[q>>2];f[p+4>>2]=f[q+4>>2];f[p+8>>2]=f[q+8>>2];f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;b[d+-36>>0]=b[h+-36>>0]|0;b[d+-32>>0]=b[h+-32>>0]|0;q=d+-28|0;p=h+-28|0;f[q>>2]=0;g=d+-24|0;f[g>>2]=0;f[d+-20>>2]=0;f[q>>2]=f[p>>2];q=h+-24|0;f[g>>2]=f[q>>2];g=h+-20|0;f[d+-20>>2]=f[g>>2];f[g>>2]=0;f[q>>2]=0;f[p>>2]=0;b[d+-16>>0]=b[h+-16>>0]|0;p=d+-12|0;q=h+-12|0;f[p>>2]=0;g=d+-8|0;f[g>>2]=0;f[d+-4>>2]=0;f[p>>2]=f[q>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[q>>2]=0;d=(f[k>>2]|0)+-52|0;f[k>>2]=d}while((e|0)!=(c|0));e=d;p=i;c=j;q=f[a>>2]|0;g=f[j>>2]|0;h=f[n>>2]|0;j=f[i>>2]|0;i=e;f[a>>2]=i;f[k>>2]=q;f[n>>2]=g;f[c>>2]=h;n=f[l>>2]|0;f[l>>2]=j;f[p>>2]=n;f[m>>2]=q;Lnb(m);u=o;return}function Lnb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+4>>2]|0;i=a+8|0;c=f[i>>2]|0;if((c|0)!=(h|0))do{f[i>>2]=c+-52;g=f[c+-12>>2]|0;if(g|0){d=c+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[c+-28>>2]|0;if(d|0){e=c+-24|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~((g+-4-d|0)>>>2)<<2);sOb(d)}c=c+-48|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[i>>2]|0}while((c|0)!=(h|0));c=f[a>>2]|0;if(!c)return;sOb(c);return}function Mnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=f[a>>2]|0;d=i+4|0;m=a+4|0;e=f[m>>2]|0;if(d>>>0>e>>>0){c=0;return c|0}g=i+3|0;f[a>>2]=g;l=b[i+2>>0]|0;f[a>>2]=d;g=b[g>>0]|0;if(l<<24>>24>-1){c=0;return c|0}j=i+8|0;if(j>>>0>e>>>0){c=0;return c|0}n=i+5|0;f[a>>2]=n;d=b[d>>0]|0;k=i+6|0;f[a>>2]=k;n=b[n>>0]|0;l=i+7|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=j;l=(n&255)<<8|d&255|(k&255)<<16|h[l>>0]<<24;f[c>>2]=l;if(l>>>0>=4){n=0;return n|0}do if(!(g&64)){k=0;d=j}else{d=i+12|0;if(d>>>0>e>>>0){n=0;return n|0}else{f[a>>2]=i+9;k=b[j>>0]|0;f[a>>2]=d;k=k&4;break}}while(0);g=d+4|0;if(g>>>0>e>>>0){n=0;return n|0}o=d+1|0;f[a>>2]=o;i=b[d>>0]|0;n=d+2|0;f[a>>2]=n;o=b[o>>0]|0;j=d+3|0;f[a>>2]=j;n=b[n>>0]|0;f[a>>2]=g;f[c+20>>2]=(o&255)<<8|i&255|(n&255)<<16|h[j>>0]<<24;j=d+5|0;if(j>>>0>e>>>0){o=0;return o|0}f[a>>2]=j;b[c+24>>0]=(b[g>>0]|0)!=0&1;i=c+25|0;if(!l)b[i>>0]=1;else{g=d+6|0;if(g>>>0>e>>>0){o=0;return o|0}f[a>>2]=g;b[i>>0]=(b[j>>0]|0)!=0&1;if(l>>>0>2){do if((k|0)==4)if(wnb(a,c+4|0)|0){g=f[a>>2]|0;e=f[m>>2]|0;break}else{o=0;return o|0}while(0);d=g+4|0;if(d>>>0>e>>>0){o=0;return o|0}l=g+1|0;f[a>>2]=l;m=b[g>>0]|0;n=g+2|0;f[a>>2]=n;l=b[l>>0]|0;o=g+3|0;f[a>>2]=o;n=b[n>>0]|0;f[a>>2]=d;f[c+16>>2]=(l&255)<<8|m&255|(n&255)<<16|h[o>>0]<<24;o=1;return o|0}}f[c+16>>2]=0;o=1;return o|0}function Nnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0;j=f[a>>2]|0;d=j+4|0;k=f[a+4>>2]|0;if(d>>>0>k>>>0){k=0;return k|0}l=j+1|0;f[a>>2]=l;g=b[j>>0]|0;i=j+2|0;f[a>>2]=i;l=b[l>>0]|0;e=j+3|0;f[a>>2]=e;i=b[i>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|g&255|(i&255)<<16|(h[e>>0]|0)<<24;e=j+8|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+5|0;f[a>>2]=g;i=b[d>>0]|0;l=j+6|0;f[a>>2]=l;g=b[g>>0]|0;d=j+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+12|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+9|0;f[a>>2]=g;i=b[e>>0]|0;l=j+10|0;f[a>>2]=l;g=b[g>>0]|0;e=j+11|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+8>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+16|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+13|0;f[a>>2]=g;i=b[d>>0]|0;l=j+14|0;f[a>>2]=l;g=b[g>>0]|0;d=j+15|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+16>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+20|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+17|0;f[a>>2]=g;i=b[e>>0]|0;l=j+18|0;f[a>>2]=l;g=b[g>>0]|0;e=j+19|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+20>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+24|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+21|0;f[a>>2]=g;i=b[d>>0]|0;l=j+22|0;f[a>>2]=l;g=b[g>>0]|0;d=j+23|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+24>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+28|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+25|0;f[a>>2]=g;i=b[e>>0]|0;l=j+26|0;f[a>>2]=l;g=b[g>>0]|0;e=j+27|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+32>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+32|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+29|0;f[a>>2]=g;i=b[d>>0]|0;l=j+30|0;f[a>>2]=l;g=b[g>>0]|0;d=j+31|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+36>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+36|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+33|0;f[a>>2]=g;i=b[e>>0]|0;l=j+34|0;f[a>>2]=l;e=b[g>>0]|0;g=j+35|0;f[a>>2]=g;l=b[l>>0]|0;f[a>>2]=d;f[c+40>>2]=(e&255)<<8|i&255|(l&255)<<16|(h[g>>0]|0)<<24;g=j+40|0;if(g>>>0>k>>>0){l=0;return l|0}i=c+48|0;m=j+37|0;f[a>>2]=m;e=b[d>>0]|0;l=j+38|0;f[a>>2]=l;m=b[m>>0]|0;d=j+39|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=g;f[i>>2]=(m&255)<<8|e&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+44|0;if(d>>>0>k>>>0){m=0;return m|0}e=c+52|0;o=j+41|0;f[a>>2]=o;g=b[g>>0]|0;l=j+42|0;f[a>>2]=l;o=b[o>>0]|0;m=j+43|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=d;f[e>>2]=(o&255)<<8|g&255|(l&255)<<16|(h[m>>0]|0)<<24;d=j+48|0;if(d>>>0>k>>>0){o=0;return o|0}f[a>>2]=d;n[i>>2]=0.0;n[e>>2]=0.0;n[c+56>>2]=0.0;n[c+60>>2]=1.0;o=1;return o|0}function Onb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;f[d>>2]=-1;j=f[c>>2]|0;do if(j&1|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){j=0;return j|0}else{l=e+1|0;f[a>>2]=l;k=b[e>>0]|0;m=e+2|0;f[a>>2]=m;l=b[l>>0]|0;i=e+3|0;f[a>>2]=i;e=b[m>>0]|0;f[a>>2]=g;f[d>>2]=(l&255)<<8|k&255|(e&255)<<16|h[i>>0]<<24;break}}while(0);e=d+8|0;g=e+11|0;if((b[g>>0]|0)<0){b[f[e>>2]>>0]=0;f[d+12>>2]=0}else{b[e>>0]=0;b[g>>0]=0}if(j&2|0)if(!(wnb(a,e)|0)){m=0;return m|0}i=d+4|0;f[i>>2]=1073741824;if(j&4|0){e=f[a>>2]|0;g=e+1|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}f[a>>2]=g;e=b[e>>0]|0;if(!(e&2)){f[i>>2]=0;g=536870912}else g=1610612736;if(e&1|0)f[i>>2]=g}if(j&8|0)if(!(Nnb(a,d+20|0)|0)){m=0;return m|0}do if(j&256|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{i=e+1|0;f[a>>2]=i;k=b[e>>0]|0;l=e+2|0;f[a>>2]=l;i=b[i>>0]|0;m=e+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=g;f[d+84>>2]=(i&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);if(j&33554432|0)if(!(wnb(a,d+116|0)|0)){m=0;return m|0}do if(j&67108864|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{i=e+1|0;f[a>>2]=i;k=b[e>>0]|0;l=e+2|0;f[a>>2]=l;i=b[i>>0]|0;m=e+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=g;f[d+128>>2]=(i&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);e=f[c+4>>2]|0;do if(e&16|0){g=f[a>>2]|0;i=g+4|0;if(i>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{c=g+1|0;f[a>>2]=c;k=b[g>>0]|0;l=g+2|0;f[a>>2]=l;c=b[c>>0]|0;m=g+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=i;f[d+132>>2]=(c&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);if(e&32|0)if(!(wnb(a,d+136|0)|0)){m=0;return m|0}if(j&536870912|0)if(!(Anb(a,d+148|0)|0)){m=0;return m|0}m=1;return m|0}function Pnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+16|0;l=o+8|0;k=o;e=f[a>>2]|0;g=e+4|0;n=a+4|0;i=f[n>>2]|0;if(g>>>0>i>>>0){n=0;u=o;return n|0}p=e+1|0;f[a>>2]=p;j=b[e>>0]|0;m=e+2|0;f[a>>2]=m;p=b[p>>0]|0;d=e+3|0;f[a>>2]=d;m=b[m>>0]|0;f[a>>2]=g;d=(h[d>>0]|0)<<24;m=(m&255)<<16;j=(p&255)<<8|j&255|m|d;do if(!(d&1073741824)){d=0;e=0}else{d=e+8|0;if(d>>>0>i>>>0){p=0;u=o;return p|0}else{q=e+5|0;f[a>>2]=q;i=b[g>>0]|0;p=e+6|0;f[a>>2]=p;g=b[q>>0]|0;e=e+7|0;f[a>>2]=e;p=b[p>>0]|0;f[a>>2]=d;d=0;e=(g&255)<<8|i&255|(p&255)<<16|(h[e>>0]|0)<<24;break}}while(0);q=k;f[q>>2]=d|j;f[q+4>>2]=e;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];if(!(Onb(a,l,c)|0)){q=0;u=o;return q|0}d=c+168|0;f[d>>2]=-1;do if(m&131072|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[n>>2]|0)>>>0){q=0;u=o;return q|0}else{k=e+1|0;f[a>>2]=k;l=b[e>>0]|0;p=e+2|0;f[a>>2]=p;k=b[k>>0]|0;q=e+3|0;f[a>>2]=q;p=b[p>>0]|0;f[a>>2]=g;f[d>>2]=(k&255)<<8|l&255|(p&255)<<16|(h[q>>0]|0)<<24;break}}while(0);if(!(m&262144)){q=0;u=o;return q|0}d=f[a>>2]|0;e=d+4|0;if(e>>>0>(f[n>>2]|0)>>>0){q=0;u=o;return q|0}m=d+1|0;f[a>>2]=m;n=b[d>>0]|0;p=d+2|0;f[a>>2]=p;m=b[m>>0]|0;q=d+3|0;f[a>>2]=q;p=b[p>>0]|0;f[a>>2]=e;f[c+172>>2]=(m&255)<<8|n&255|(p&255)<<16|(h[q>>0]|0)<<24;f[c+176>>2]=0;q=1;u=o;return q|0}function Qnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;s=v;e=f[a>>2]|0;g=e+4|0;t=a+4|0;i=f[t>>2]|0;if(g>>>0>i>>>0){t=0;u=v;return t|0}f[a>>2]=e+1;m=b[e>>0]|0;f[a>>2]=g;m=m&255;d=e+8|0;if(d>>>0>i>>>0){t=0;u=v;return t|0}p=e+5|0;f[a>>2]=p;q=b[g>>0]|0;r=e+6|0;f[a>>2]=r;p=b[p>>0]|0;e=e+7|0;f[a>>2]=e;r=b[r>>0]|0;f[a>>2]=d;f[c>>2]=(p&255)<<8|q&255|(r&255)<<16|h[e>>0]<<24;d=c+4|0;e=d+11|0;if((b[e>>0]|0)<0){b[f[d>>2]>>0]=0;f[c+8>>2]=0}else{b[d>>0]=0;b[e>>0]=0}if(m&1|0)if(!(wnb(a,d)|0)){t=0;u=v;return t|0}d=c+16|0;f[d>>2]=-1;do if(m&4|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[t>>2]|0)>>>0){t=0;u=v;return t|0}else{o=e+1|0;f[a>>2]=o;p=b[e>>0]|0;q=e+2|0;f[a>>2]=q;o=b[o>>0]|0;r=e+3|0;f[a>>2]=r;q=b[q>>0]|0;f[a>>2]=g;f[d>>2]=(o&255)<<8|p&255|(q&255)<<16|h[r>>0]<<24;break}}while(0);if(!(m&16))d=1;else{d=f[a>>2]|0;e=d+4|0;if(e>>>0>(f[t>>2]|0)>>>0){t=0;u=v;return t|0}p=d+1|0;f[a>>2]=p;q=b[d>>0]|0;r=d+2|0;f[a>>2]=r;p=b[p>>0]|0;d=d+3|0;f[a>>2]=d;r=b[r>>0]|0;f[a>>2]=e;d=(p&255)<<8|q&255|(r&255)<<16|h[d>>0]<<24;if(!d){t=0;u=v;return t|0}}i=c+20|0;k=c+24|0;j=c+28|0;a:do if(!(m&8)){g=0;do{e=f[k>>2]|0;if(e>>>0<(f[j>>2]|0)>>>0){dQb(e|0,0,180)|0;f[e+128>>2]=-1;f[e+132>>2]=-1;r=e+136|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;n[e+164>>2]=1.0;f[e+168>>2]=0;f[e+172>>2]=0;e=(f[k>>2]|0)+180|0;f[k>>2]=e}else{Rnb(i);e=f[k>>2]|0}if(!(Pnb(a,e+-180|0)|0)){l=24;break a}g=g+1|0}while(g>>>0<d>>>0)}else{g=0;do{e=f[k>>2]|0;if(e>>>0<(f[j>>2]|0)>>>0){dQb(e|0,0,180)|0;f[e+128>>2]=-1;f[e+132>>2]=-1;r=e+136|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;n[e+164>>2]=1.0;f[e+168>>2]=0;f[e+172>>2]=0;e=(f[k>>2]|0)+180|0;f[k>>2]=e}else{Rnb(i);e=f[k>>2]|0}if(!(Pnb(a,e+-180|0)|0)){l=24;break a}r=e+-176|0;f[r>>2]=f[r>>2]&1073741824;g=g+1|0}while(g>>>0<d>>>0)}while(0);if((l|0)==24){e=f[k>>2]|0;d=e+-180|0;do{t=e+-180|0;f[k>>2]=t;lWa(t);e=f[k>>2]|0}while((e|0)!=(d|0));d=0;u=v;return d|0}b[c+32>>0]=(f[(f[i>>2]|0)+4>>2]|0)>>>30&1;i=f[a>>2]|0;d=i+4|0;p=f[t>>2]|0;if(d>>>0>p>>>0){t=0;u=v;return t|0}o=i+1|0;f[a>>2]=o;q=b[i>>0]|0;r=i+2|0;f[a>>2]=r;o=b[o>>0]|0;g=i+3|0;f[a>>2]=g;r=b[r>>0]|0;f[a>>2]=d;f[c+36>>2]=(o&255)<<8|q&255|(r&255)<<16|h[g>>0]<<24;g=i+8|0;if(g>>>0>p>>>0){t=0;u=v;return t|0}e=i+5|0;f[a>>2]=e;r=b[d>>0]|0;d=i+6|0;f[a>>2]=d;e=b[e>>0]|0;q=i+7|0;f[a>>2]=q;d=b[d>>0]|0;f[a>>2]=g;f[c+40>>2]=(e&255)<<8|r&255|(d&255)<<16|h[q>>0]<<24;q=c+44|0;d=f[q>>2]|0;r=c+48|0;e=f[r>>2]|0;if((e|0)!=(d|0))f[r>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);if(!(m&2)){t=1;u=v;return t|0}e=i+12|0;if(e>>>0>p>>>0){t=0;u=v;return t|0}k=i+9|0;f[a>>2]=k;m=b[g>>0]|0;o=i+10|0;f[a>>2]=o;k=b[k>>0]|0;l=i+11|0;f[a>>2]=l;o=b[o>>0]|0;f[a>>2]=e;l=(k&255)<<8|m&255|(o&255)<<16|h[l>>0]<<24;f[s>>2]=0;b:do if(l|0){m=s+4|0;o=s+8|0;k=c+52|0;d=i+16|0;c:do if(d>>>0<=p>>>0){j=0;i=e;g=p;do{w=i+1|0;f[a>>2]=w;p=b[i>>0]|0;c=i+2|0;f[a>>2]=c;w=b[w>>0]|0;e=i+3|0;f[a>>2]=e;c=b[c>>0]|0;f[a>>2]=d;f[s>>2]=(w&255)<<8|p&255|(c&255)<<16|h[e>>0]<<24;e=i+5|0;if(e>>>0>g>>>0)break c;f[a>>2]=e;b[m>>0]=b[d>>0]|0;d=i+9|0;if(d>>>0>g>>>0)break c;g=i+6|0;f[a>>2]=g;p=b[e>>0]|0;c=i+7|0;f[a>>2]=c;g=b[g>>0]|0;w=i+8|0;f[a>>2]=w;c=b[c>>0]|0;f[a>>2]=d;f[o>>2]=(g&255)<<8|p&255|(c&255)<<16|h[w>>0]<<24;d=f[r>>2]|0;if((d|0)==(f[k>>2]|0))Snb(q,s);else{f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];f[r>>2]=(f[r>>2]|0)+12}j=j+1|0;if(j>>>0>=l>>>0)break b;i=f[a>>2]|0;g=f[t>>2]|0;d=i+4|0}while(d>>>0<=g>>>0)}while(0);w=0;u=v;return w|0}while(0);w=1;u=v;return w|0}function Rnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;b=f[a>>2]|0;e=((f[a+4>>2]|0)-b|0)/180|0;c=e+1|0;if(c>>>0>23860929)AMb(a);g=((f[a+8>>2]|0)-b|0)/180|0;b=g<<1;b=g>>>0<11930464?(b>>>0<c>>>0?c:b):23860929;f[h+12>>2]=0;f[h+16>>2]=a+8;do if(!b)d=0;else if(b>>>0>23860929)vd();else{d=pOb(b*180|0)|0;break}while(0);f[h>>2]=d;j=d+(e*180|0)|0;g=h+8|0;c=h+4|0;f[c>>2]=j;f[h+12>>2]=d+(b*180|0);dQb(j|0,0,180)|0;f[d+(e*180|0)+128>>2]=-1;f[d+(e*180|0)+132>>2]=-1;b=d+(e*180|0)+136|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;n[d+(e*180|0)+164>>2]=1.0;f[d+(e*180|0)+168>>2]=0;f[d+(e*180|0)+172>>2]=0;f[g>>2]=j+180;Tnb(a,h);c=f[c>>2]|0;b=f[g>>2]|0;if((b|0)!=(c|0))do{j=b+-180|0;f[g>>2]=j;lWa(j);b=f[g>>2]|0}while((b|0)!=(c|0));b=f[h>>2]|0;if(!b){u=i;return}sOb(b);u=i;return}function Snb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Tnb(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=f[a>>2]|0;p=a+4|0;c=f[p>>2]|0;q=b+4|0;if((c|0)==(o|0)){n=q;m=a;q=f[q>>2]|0;f[m>>2]=q;f[n>>2]=o;o=b+8|0;q=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=q;o=a+8|0;q=b+12|0;p=f[o>>2]|0;a=f[q>>2]|0;f[o>>2]=a;f[q>>2]=p;q=f[n>>2]|0;f[b>>2]=q;return}n=f[q>>2]|0;do{m=c;c=c+-180|0;h=c;e=f[h+4>>2]|0;g=n+-180|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;g=n+-172|0;e=m+-172|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=n+-160|0;g=m+-160|0;h=e+68|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));f[n+-92>>2]=f[m+-92>>2];h=n+-88|0;i=m+-88|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=n+-76|0;h=m+-76|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];d[i+8>>1]=d[h+8>>1]|0;i=n+-64|0;h=m+-64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;h=m+-52|0;i=f[h+4>>2]|0;l=n+-52|0;f[l>>2]=f[h>>2];f[l+4>>2]=i;l=n+-44|0;i=m+-44|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=m+-32|0;l=f[i>>2]|0;f[i>>2]=0;i=m+-28|0;h=f[i>>2]|0;f[i>>2]=0;f[n+-32>>2]=l;f[n+-28>>2]=h;i=n+-24|0;j=m+-24|0;e=f[j>>2]|0;f[i>>2]=e;k=m+-20|0;g=f[k>>2]|0;f[n+-20>>2]=g;f[n+-16>>2]=f[m+-16>>2];if(g|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;f[l+(e<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}l=n+-12|0;m=m+-12|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];n=(f[q>>2]|0)+-180|0;f[q>>2]=n}while((c|0)!=(o|0));m=a;o=f[a>>2]|0;f[m>>2]=n;f[q>>2]=o;o=b+8|0;n=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=n;a=a+8|0;p=b+12|0;o=f[a>>2]|0;n=f[p>>2]|0;f[a>>2]=n;f[p>>2]=o;q=f[q>>2]|0;f[b>>2]=q;return}function Unb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0;o=0;v=u;u=u+1344|0;d=f[a>>2]|0;e=f[(a+4|0)>>2]|0;if((d+4|0)>>>0>e>>>0){t=0;u=v;return t|0}f[a>>2]=d+1|0;t=b[d>>0]|0;f[a>>2]=d+2;q=b[(d+1|0)>>0]|0;f[a>>2]=d+4|0;if((d+8|0)>>>0>e>>>0){t=0;u=v;return t|0}f[a>>2]=d+5|0;j=b[(d+4|0)>>0]|0;f[a>>2]=d+6|0;e=b[(d+5|0)>>0]|0;f[a>>2]=d+7|0;k=b[(d+6|0)>>0]|0;f[a>>2]=d+8|0;f[c>>2]=(e&255)<<8|j&255|(k&255)<<16|h[(d+7|0)>>0]<<24;if((b[((c+4|0)+11|0)>>0]|0)<0){b[f[(c+4|0)>>2]>>0]=0;f[c+8>>2]=0}else{b[(c+4|0)>>0]=0;b[((c+4|0)+11|0)>>0]=0}if(t&255&1|0)if(!(wnb(a,c+4|0)|0)){t=0;u=v;return t|0}f[(c+92|0)>>2]=0;a:do if(!((q&255)<<8&256)){k=b[((c+4|0)+11|0)>>0]|0;j=k<<24>>24<0?f[(c+4|0)>>2]|0:c+4|0;k=k<<24>>24<0?f[c+8>>2]|0:k&255;if((k|0)<17)m=0;else{e=j;d=k;while(1){d=d+-16|0;if(!d){m=0;break a}d=TAb(e,35,d)|0;if(!d){m=0;break a}if(!(zBb(d,239899,17)|0))break;e=d+1|0;d=(j+k|0)-e|0;if((d|0)<17){m=0;break a}}if((d|0)!=(j+k|0|0)&(d-j|0)!=-1){l=0;o=16}else m=0}}else{KOb(c+4|0,239880)|0;l=f[(c+92|0)>>2]|0;o=16}while(0);if((o|0)==16){m=l|134217728;f[(c+92|0)>>2]=m}if(((q&255)<<8&64512|0)!=15360)f[(c+92|0)>>2]=(q&255)<<13&1048576|((q&255)<<15&2097152|((q&255)<<17&4194304^4194304|((q&255)<<19&8388608^8388608|((q&255)<<21&16777216^16777216|((q&255)<<23&33554432^33554432|m)))));d=f[(c+16|0)>>2]|0;f[(c+16|0)>>2]=0;if(d|0)sOb(d);do if(t&255&2|0){if(!(xnb(a,v+76|0)|0)){t=0;u=v;return t|0}if(!(xnb(a,v)|0)){t=0;u=v;return t|0}if(!(ynb(a,v+64|0)|0)){t=0;u=v;return t|0}l=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if((l+4|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=l+1|0;o=b[l>>0]|0;f[a>>2]=l+2|0;m=b[(l+1|0)>>0]|0;f[a>>2]=l+3|0;k=b[(l+2|0)>>0]|0;f[a>>2]=l+4|0;k=(m&255)<<8|o&255|(k&255)<<16|h[(l+3|0)>>0]<<24;if((l+8|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=l+5|0;d=b[(l+4|0)>>0]|0;f[a>>2]=l+6|0;e=b[(l+5|0)>>0]|0;f[a>>2]=l+7|0;j=b[(l+6|0)>>0]|0;f[a>>2]=l+8|0;if((q&255)<<8&512|0)break;d=(e&255)<<8|d&255|(j&255)<<16|h[(l+7|0)>>0]<<24;f[(c+92|0)>>2]=f[(c+92|0)>>2]|67108864;o=pOb(96)|0;F=+n[(v+76|0)>>2];E=+n[(v+76|0)+4>>2];C=+n[(v+76|0)+8>>2];B=+n[v>>2];A=+n[v+4>>2];z=+n[v+8>>2];y=+n[(v+64|0)>>2];x=+n[(v+64|0)+4>>2];w=+n[(v+64|0)+8>>2];g=(f[s>>2]=k,+n[s>>2]);i=(f[s>>2]=d,+n[s>>2]);f[o>>2]=0;f[o+4>>2]=2-((q&255)>>>7);p[o+8>>3]=F;p[o+16>>3]=E;p[o+24>>3]=C;p[o+32>>3]=B;p[o+40>>3]=A;p[o+48>>3]=z;p[o+56>>3]=y;p[o+64>>3]=x;p[o+72>>3]=w;p[o+80>>3]=g;p[o+88>>3]=i;d=f[(c+16|0)>>2]|0;f[(c+16|0)>>2]=o;if(d|0)sOb(d);if(g<0.0|i<0.0){f[(c+92|0)>>2]=f[(c+92|0)>>2]|8192;break}else break}while(0);d=f[(c+20|0)>>2]|0;e=f[(c+24|0)>>2]|0;if((e|0)!=(d|0))f[(c+24|0)>>2]=e+(~((e+-4-d|0)>>>2)<<2);if(t&255&4|0){e=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if((e+4|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=e+1|0;q=b[e>>0]|0;f[a>>2]=e+2|0;o=b[(e+1|0)>>0]|0;f[a>>2]=e+3|0;l=b[(e+2|0)>>0]|0;f[a>>2]=e+4|0;l=(o&255)<<8|q&255|(l&255)<<16|h[(e+3|0)>>0]<<24;f[(v+76|0)>>2]=0;b:do if(l|0){if((e+8|0)>>>0<=d>>>0){k=0;j=e+4|0;d=e+8|0;do{m=j+1|0;f[a>>2]=m;o=b[j>>0]|0;q=j+2|0;f[a>>2]=q;m=b[m>>0]|0;e=j+3|0;f[a>>2]=e;q=b[q>>0]|0;f[a>>2]=d;d=(m&255)<<8|o&255|(q&255)<<16|h[e>>0]<<24;f[(v+76|0)>>2]=d;e=f[(c+24|0)>>2]|0;if((e|0)==(f[(c+28|0)>>2]|0))Vnb(c+20|0,v+76|0);else{f[e>>2]=d;f[(c+24|0)>>2]=e+4}k=k+1|0;if(k>>>0>=l>>>0)break b;j=f[a>>2]|0;d=j+4|0}while(d>>>0<=(f[(a+4|0)>>2]|0)>>>0)}t=0;u=v;return t|0}while(0)}d=f[(c+32|0)>>2]|0;f[(c+32|0)>>2]=0;if(d|0){lWa(d);sOb(d)}f[v+112>>2]=a;f[v+120>>2]=c;f[v+192>>2]=r;f[v+320>>2]=t;f[v+1280>>2]=0;f[v+1284>>2]=0;Xpb(v);G=f[v+1280>>2]|0;D=f[v+1284>>2]|0;H=+n[v+1284>>2];f[v+1280>>2]=0;f[v+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Vnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Wnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{d=j+-1|0;c=(d&j|0)==0;if(c)h=d&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&d|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);l=pOb(76)|0;f[l+8>>2]=m;c=l+12|0;d=c+64|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[l+4>>2]=m;f[l>>2]=0;h=a+12|0;e=+(((f[h>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(k|g*+(j>>>0)<e){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(e/g))>>>0;Ynb(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&m;break}if(m>>>0<b>>>0){d=b;b=m}else{d=b;b=(m>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[l>>2]=f[b>>2];f[b>>2]=l;f[c>>2]=b;b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[l>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=l;f[h>>2]=(f[h>>2]|0)+1;a=l;a=a+12|0;return a|0}function Xnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>5;c=e+1|0;if(c>>>0>134217727)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>4;d=m>>5>>>0<67108863?(d>>>0<c>>>0?c:d):134217727;do if(!d){h=0;i=0}else if(d>>>0>134217727)vd();else{i=pOb(d<<5)|0;h=i;break}while(0);c=h+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+32;f[l>>2]=h+(d<<5);if(!j)return;sOb(j);return}function Ynb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Znb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Znb(a,b);return}function Znb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function _nb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;q=0;r=u;u=u+2368|0;d=f[a>>2]|0;o=f[(a+4|0)>>2]|0;if((d+4|0)>>>0>o>>>0){t=0;u=r;return t|0}f[a>>2]=d+1|0;i=b[d>>0]|0;f[a>>2]=d+2|0;j=b[(d+1|0)>>0]|0;f[a>>2]=d+3|0;k=b[(d+2|0)>>0]|0;f[a>>2]=d+4|0;g=h[(d+3|0)>>0]<<24;do if(!(g&1073741824)){l=0;m=d+4|0;d=0}else if((d+8|0)>>>0>o>>>0){t=0;u=r;return t|0}else{f[a>>2]=d+5|0;w=b[(d+4|0)>>0]|0;f[a>>2]=d+6|0;x=b[(d+5|0)>>0]|0;f[a>>2]=d+7|0;v=b[(d+6|0)>>0]|0;f[a>>2]=d+8|0;l=0;m=d+8|0;d=(x&255)<<8|w&255|(v&255)<<16|h[(d+7|0)>>0]<<24;break}while(0);f[r+224>>2]=a;f[r+232>>2]=c;f[r+488>>2]=e;f[r+608>>2]=g;f[r+616>>2]=i;f[r+624>>2]=j;f[r+656>>2]=k;f[r+912>>2]=l;f[r+928>>2]=m;f[r+1448>>2]=d;f[r+1856>>2]=o;f[r+2160>>2]=p;f[r+2176>>2]=s;f[r+2184>>2]=t;f[r+2200>>2]=q;f[r+2248>>2]=0;f[r+2252>>2]=0;Zpb(r);e=f[r+488>>2]|0;p=f[r+2160>>2]|0;s=f[r+2176>>2]|0;t=f[r+2184>>2]|0;G=f[r+2248>>2]|0;D=f[r+2252>>2]|0;H=+n[r+2252>>2];f[r+2248>>2]=0;f[r+2252>>2]=0;if((G|0)==6)return D|0;f[r+224>>2]=a;f[r+232>>2]=c;f[r+488>>2]=e;f[r+608>>2]=g;f[r+624>>2]=j;f[r+656>>2]=k;f[r+2160>>2]=p;f[r+2176>>2]=s;f[r+2184>>2]=t;f[r+2240>>2]=0;f[r+2244>>2]=0;Ypb(r);G=f[r+2240>>2]|0;D=f[r+2244>>2]|0;H=+n[r+2244>>2];f[r+2240>>2]=0;f[r+2244>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function $nb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){job(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;job(a,b);return}function aob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function bob(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=f[b+16>>2];Cnb(a,f[b+4>>2]|0);b=f[b+8>>2]|0;if(!b)return;s=a+4|0;t=a+12|0;u=a+16|0;v=a+8|0;l=b;q=b;c=f[s>>2]|0;while(1){k=l+8|0;j=f[k>>2]|0;k=f[k+4>>2]|0;m=X(j,1540483477)|0;o=X(k,1540483477)|0;o=(X((X(m>>>24^m,1540483477)|0)^-561034072,1540483477)|0)^(X(o>>>24^o,1540483477)|0);o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;m=(c|0)==0;a:do if(m){b=0;r=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)b=o&i;else if(o>>>0<c>>>0)b=o;else b=(o>>>0)%(c>>>0)|0;g=f[(f[a>>2]|0)+(b<<2)>>2]|0;if(!g)r=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){r=19;break a}p=f[g+4>>2]|0;if(!((p|0)==(o|0)|(p&i|0)==(b|0))){r=19;break a}p=g+8|0;if((f[p>>2]|0)==(j|0)?(f[p+4>>2]|0)==(k|0):0)break a}do{g=f[g>>2]|0;if(!g){r=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(b|0)){r=19;break a}}p=g+8|0}while(!((f[p>>2]|0)==(j|0)?(f[p+4>>2]|0)==(k|0):0))}}while(0);if((r|0)==19){r=0;p=pOb(32)|0;i=p+8|0;f[i>>2]=j;f[i+4>>2]=k;i=p+16|0;f[i>>2]=0;j=p+20|0;f[j>>2]=0;k=p+24|0;f[k>>2]=0;g=f[l+16>>2]|0;h=(f[l+20>>2]|0)-g|0;if(h|0){if((h|0)<0){r=21;break}w=pOb(h)|0;f[j>>2]=w;f[i>>2]=w;l=w+h|0;f[k>>2]=l;bQb(w|0,g|0,h|0)|0;f[j>>2]=l}f[p+4>>2]=o;f[p>>2]=0;d=+(((f[t>>2]|0)+1|0)>>>0);e=+n[u>>2];do if(m|e*+(c>>>0)<d){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;c=~~+W(+(d/e))>>>0;Cnb(a,b>>>0<c>>>0?c:b);b=f[s>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=c;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){f[p>>2]=f[v>>2];f[v>>2]=p;f[c>>2]=v;b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;r=36}}else{f[p>>2]=f[b>>2];r=36}if((r|0)==36){r=0;f[b>>2]=p}f[t>>2]=(f[t>>2]|0)+1;c=g}b=f[q>>2]|0;if(!b){r=39;break}else{l=b;q=b}}if((r|0)==21)AMb(i);else if((r|0)==39)return}function cob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;m=n;c=f[a>>2]|0;k=((f[a+4>>2]|0)-c|0)/180|0;e=k+1|0;if(e>>>0>23860929)AMb(a);l=((f[a+8>>2]|0)-c|0)/180|0;c=l<<1;c=l>>>0<11930464?(c>>>0<e>>>0?e:c):23860929;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!c)j=0;else if(c>>>0>23860929)vd();else{j=pOb(c*180|0)|0;break}while(0);f[m>>2]=j;h=j+(k*180|0)|0;l=m+8|0;i=m+4|0;f[i>>2]=h;f[m+12>>2]=j+(c*180|0);g=b;e=f[g+4>>2]|0;c=h;f[c>>2]=f[g>>2];f[c+4>>2]=e;xOb(j+(k*180|0)+8|0,b+8|0);c=j+(k*180|0)+20|0;e=b+20|0;g=c+68|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));f[j+(k*180|0)+88>>2]=f[b+88>>2];xOb(j+(k*180|0)+92|0,b+92|0);g=j+(k*180|0)+104|0;c=b+104|0;f[g>>2]=f[c>>2];f[g+4>>2]=f[c+4>>2];d[g+8>>1]=d[c+8>>1]|0;xOb(j+(k*180|0)+116|0,b+116|0);g=b+128|0;c=f[g+4>>2]|0;e=j+(k*180|0)+128|0;f[e>>2]=f[g>>2];f[e+4>>2]=c;xOb(j+(k*180|0)+136|0,b+136|0);bob(j+(k*180|0)+148|0,b+148|0);e=j+(k*180|0)+168|0;c=b+168|0;f[e>>2]=f[c>>2];f[e+4>>2]=f[c+4>>2];f[e+8>>2]=f[c+8>>2];f[l>>2]=h+180;iob(a,m);e=f[i>>2]|0;c=f[l>>2]|0;if((c|0)!=(e|0))do{k=c+-180|0;f[l>>2]=k;lWa(k);c=f[l>>2]|0}while((c|0)!=(e|0));c=f[m>>2]|0;if(!c){u=n;return}sOb(c);u=n;return}function dob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=a+4|0;c=f[a>>2]|0;e=((f[i>>2]|0)-c|0)/96|0;d=e+1|0;if(d>>>0>44739242)AMb(a);j=a+8|0;h=((f[j>>2]|0)-c|0)/96|0;c=h<<1;c=h>>>0<22369621?(c>>>0<d>>>0?d:c):44739242;do if(!c)g=0;else if(c>>>0>44739242)vd();else{g=pOb(c*96|0)|0;break}while(0);d=g+(e*96|0)|0;e=d;h=g+(c*96|0)|0;hob(d,b);b=d+96|0;g=f[a>>2]|0;c=f[i>>2]|0;if((c|0)==(g|0)){d=e;e=g;c=g}else{do{c=c+-96|0;hob(d+-96|0,c);d=e+-96|0;e=d}while((c|0)!=(g|0));d=e;e=f[a>>2]|0;c=f[i>>2]|0}f[a>>2]=d;f[i>>2]=b;f[j>>2]=h;d=e;if((c|0)!=(d|0))do{c=c+-96|0;kWa(c)}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function eob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;f[a>>2]=f[b>>2];xOb(a+4|0,b+4|0);f[a+16>>2]=f[b+16>>2];g=a+20|0;h=b+20|0;f[g>>2]=0;l=a+24|0;f[l>>2]=0;f[a+28>>2]=0;i=b+24|0;c=(f[i>>2]|0)-(f[h>>2]|0)|0;e=(c|0)/180|0;if(c|0){if(e>>>0>23860929)AMb(g);j=pOb(c)|0;f[l>>2]=j;f[g>>2]=j;f[a+28>>2]=j+(e*180|0);c=f[h>>2]|0;k=f[i>>2]|0;if((c|0)!=(k|0)){e=j;do{i=c;h=f[i+4>>2]|0;g=e;f[g>>2]=f[i>>2];f[g+4>>2]=h;xOb(e+8|0,c+8|0);g=e+20|0;h=c+20|0;i=g+68|0;do{f[g>>2]=f[h>>2];g=g+4|0;h=h+4|0}while((g|0)<(i|0));f[e+88>>2]=f[c+88>>2];xOb(e+92|0,c+92|0);h=e+104|0;i=c+104|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];d[h+8>>1]=d[i+8>>1]|0;xOb(e+116|0,c+116|0);h=c+128|0;i=f[h+4>>2]|0;j=e+128|0;f[j>>2]=f[h>>2];f[j+4>>2]=i;xOb(e+136|0,c+136|0);bob(e+148|0,c+148|0);j=e+168|0;i=c+168|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];c=c+180|0;e=(f[l>>2]|0)+180|0;f[l>>2]=e}while((c|0)!=(k|0))}}g=a+32|0;h=b+32|0;f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];g=a+44|0;h=b+44|0;f[g>>2]=0;k=a+48|0;f[k>>2]=0;f[a+52>>2]=0;i=b+48|0;c=(f[i>>2]|0)-(f[h>>2]|0)|0;e=(c|0)/12|0;if(!c)return;if(e>>>0>357913941)AMb(g);j=pOb(c)|0;f[k>>2]=j;f[g>>2]=j;f[a+52>>2]=j+(e*12|0);e=f[h>>2]|0;c=(f[i>>2]|0)-e|0;if((c|0)<=0)return;bQb(j|0,e|0,c|0)|0;f[k>>2]=j+(((c>>>0)/12|0)*12|0);return}function fob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=((f[m>>2]|0)-c|0)/56|0;d=e+1|0;if(d>>>0>76695844)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/56|0;j=i<<1;d=i>>>0<38347922?(j>>>0<d>>>0?d:j):76695844;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>76695844)vd();else{g=pOb(d*56|0)|0;break}while(0);f[l>>2]=g;c=g+(e*56|0)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d*56|0)|0;h=l+12|0;f[h>>2]=g;eob(c,b);e=c+56|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;gob(l);u=n;return}do{g=d;d=d+-56|0;f[c+-56>>2]=f[d>>2];o=c+-52|0;p=g+-52|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;f[c+-40>>2]=f[g+-40>>2];p=c+-36|0;o=g+-36|0;f[p>>2]=0;e=c+-32|0;f[e>>2]=0;f[c+-28>>2]=0;f[p>>2]=f[o>>2];p=g+-32|0;f[e>>2]=f[p>>2];e=g+-28|0;f[c+-28>>2]=f[e>>2];f[e>>2]=0;f[p>>2]=0;f[o>>2]=0;o=c+-24|0;p=g+-24|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];o=c+-12|0;p=g+-12|0;f[o>>2]=0;e=c+-8|0;f[e>>2]=0;f[c+-4>>2]=0;f[o>>2]=f[p>>2];o=g+-8|0;f[e>>2]=f[o>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[o>>2]=0;f[p>>2]=0;c=(f[j>>2]|0)+-56|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;gob(l);u=n;return}function gob(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a+4>>2]|0;j=a+8|0;c=f[j>>2]|0;if((c|0)!=(i|0))do{f[j>>2]=c+-56;g=f[c+-12>>2]|0;if(g|0){d=c+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}g=c+-36|0;d=f[g>>2]|0;if(d|0){h=c+-32|0;e=f[h>>2]|0;if((e|0)!=(d|0)){do{k=e+-180|0;f[h>>2]=k;lWa(k);e=f[h>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}c=c+-52|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[j>>2]|0}while((c|0)!=(i|0));c=f[a>>2]|0;if(!c)return;sOb(c);return}function hob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=f[b>>2];g=a+4|0;j=b+4|0;f[g>>2]=f[j>>2];f[g+4>>2]=f[j+4>>2];f[g+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;j=b+16|0;g=f[j>>2]|0;f[j>>2]=0;f[a+16>>2]=g;g=a+20|0;j=b+20|0;f[g>>2]=0;e=a+24|0;f[e>>2]=0;f[a+28>>2]=0;f[g>>2]=f[j>>2];g=b+24|0;f[e>>2]=f[g>>2];e=b+28|0;f[a+28>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=b+32|0;g=f[j>>2]|0;f[j>>2]=0;f[a+32>>2]=g;g=a+36|0;j=b+36|0;f[g>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[g>>2]=f[j>>2];g=b+40|0;f[e>>2]=f[g>>2];e=b+44|0;f[a+44>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=a+48|0;g=b+48|0;f[j>>2]=0;e=a+52|0;f[e>>2]=0;f[a+56>>2]=0;f[j>>2]=f[g>>2];j=b+52|0;f[e>>2]=f[j>>2];e=b+56|0;f[a+56>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=b+60|0;j=f[g>>2]|0;f[g>>2]=0;g=b+64|0;e=f[g>>2]|0;f[g>>2]=0;f[a+60>>2]=j;f[a+64>>2]=e;g=a+68|0;h=b+68|0;c=f[h>>2]|0;f[g>>2]=c;i=b+72|0;d=f[i>>2]|0;f[a+72>>2]=d;f[a+76>>2]=f[b+76>>2];if(!d){i=a+80|0;j=b+80|0;f[i>>2]=0;h=a+84|0;f[h>>2]=0;e=a+88|0;f[e>>2]=0;e=f[j>>2]|0;f[i>>2]=e;i=b+84|0;e=f[i>>2]|0;f[h>>2]=e;h=b+88|0;e=f[h>>2]|0;g=a+88|0;f[g>>2]=e;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;j=a+92|0;i=b+92|0;i=f[i>>2]|0;f[j>>2]=i;return}c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0;i=a+80|0;j=b+80|0;f[i>>2]=0;h=a+84|0;f[h>>2]=0;e=a+88|0;f[e>>2]=0;e=f[j>>2]|0;f[i>>2]=e;i=b+84|0;e=f[i>>2]|0;f[h>>2]=e;h=b+88|0;e=f[h>>2]|0;g=a+88|0;f[g>>2]=e;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;j=a+92|0;i=b+92|0;i=f[i>>2]|0;f[j>>2]=i;return}function iob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=f[a>>2]|0;p=a+4|0;c=f[p>>2]|0;q=b+4|0;if((c|0)==(o|0)){n=q;m=a;q=f[q>>2]|0;f[m>>2]=q;f[n>>2]=o;o=b+8|0;q=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=q;o=a+8|0;q=b+12|0;p=f[o>>2]|0;a=f[q>>2]|0;f[o>>2]=a;f[q>>2]=p;q=f[n>>2]|0;f[b>>2]=q;return}n=f[q>>2]|0;do{m=c;c=c+-180|0;h=c;e=f[h+4>>2]|0;g=n+-180|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;g=n+-172|0;e=m+-172|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=n+-160|0;g=m+-160|0;h=e+68|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));f[n+-92>>2]=f[m+-92>>2];h=n+-88|0;i=m+-88|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=n+-76|0;h=m+-76|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];d[i+8>>1]=d[h+8>>1]|0;i=n+-64|0;h=m+-64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;h=m+-52|0;i=f[h+4>>2]|0;l=n+-52|0;f[l>>2]=f[h>>2];f[l+4>>2]=i;l=n+-44|0;i=m+-44|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=m+-32|0;l=f[i>>2]|0;f[i>>2]=0;i=m+-28|0;h=f[i>>2]|0;f[i>>2]=0;f[n+-32>>2]=l;f[n+-28>>2]=h;i=n+-24|0;j=m+-24|0;e=f[j>>2]|0;f[i>>2]=e;k=m+-20|0;g=f[k>>2]|0;f[n+-20>>2]=g;f[n+-16>>2]=f[m+-16>>2];if(g|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;f[l+(e<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}l=n+-12|0;m=m+-12|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];n=(f[q>>2]|0)+-180|0;f[q>>2]=n}while((c|0)!=(o|0));m=a;o=f[a>>2]|0;f[m>>2]=n;f[q>>2]=o;o=b+8|0;n=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=n;a=a+8|0;p=b+12|0;o=f[a>>2]|0;n=f[p>>2]|0;f[a>>2]=n;f[p>>2]=o;q=f[q>>2]|0;f[b>>2]=q;return}function job(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;e=a+4|0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[e>>2]=0;return}if(c>>>0>1073741823)vd();s=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=s;if(d|0)sOb(d);f[e>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;r=c+-1|0;s=(r&c|0)==0;if(s)d=d&r;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{g=i;h=e;e=i}a:while(1){q=g;g=h;p=e;b:while(1){e=g;while(1){g=f[e+4>>2]|0;if(s)g=g&r;else if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)==(d|0))break;h=(f[a>>2]|0)+(g<<2)|0;if(!(f[h>>2]|0))break b;i=f[e>>2]|0;c:do if(!i)h=e;else{n=e+8|0;m=b[n+11>>0]|0;k=m<<24>>24<0;m=m&255;o=k?f[e+12>>2]|0:m;l=(o|0)==0;if(k){h=e;while(1){j=i+8|0;m=b[j+11>>0]|0;k=m<<24>>24<0;if((o|0)!=((k?f[i+12>>2]|0:m&255)|0))break c;if(!l)if(zBb(f[n>>2]|0,k?f[j>>2]|0:j,o)|0)break c;h=f[i>>2]|0;if(!h){h=i;break c}else{m=i;i=h;h=m}}}if(l){h=e;while(1){o=b[i+8+11>>0]|0;if((o<<24>>24<0?f[i+12>>2]|0:o&255)|0)break c;h=f[i>>2]|0;if(!h){h=i;break c}else{o=i;i=h;h=o}}}h=e;while(1){j=i+8|0;l=b[j+11>>0]|0;k=l<<24>>24<0;if((o|0)!=((k?f[i+12>>2]|0:l&255)|0))break c;j=k?f[j>>2]|0:j;if((b[j>>0]|0)==(f[n>>2]&255)<<24>>24){k=n;l=m}else break c;while(1){l=l+-1|0;k=k+1|0;if(!l)break;j=j+1|0;if((b[k>>0]|0)!=(b[j>>0]|0))break c}h=f[i>>2]|0;if(!h){h=i;break}else{l=i;i=h;h=l}}}while(0);f[p>>2]=f[h>>2];f[h>>2]=f[f[(f[a>>2]|0)+(g<<2)>>2]>>2];f[f[(f[a>>2]|0)+(g<<2)>>2]>>2]=e;e=f[q>>2]|0;if(!e){d=43;break a}}g=f[e>>2]|0;if(!g){d=43;break a}else{q=e;p=e}}f[h>>2]=p;h=f[e>>2]|0;if(!h){d=43;break}else{d=g;g=e}}if((d|0)==43)return}function kob(a){a=a|0;var b=0;f[a>>2]=41948;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;mob(a);sOb(a);return}function lob(a){a=a|0;var b=0,c=0;f[a>>2]=41948;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}mob(b);sOb(b);sOb(a);return}function mob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+120|0;b=f[g>>2]|0;if(b|0){h=a+124|0;c=f[h>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[h>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e);c=f[h>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[g>>2]|0}sOb(b)}b=f[a+108>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+100|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);h=a+80|0;nob(h,f[a+88>>2]|0);b=f[h>>2]|0;f[h>>2]=0;if(!b)return;sOb(b);return}function nob(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;do{c=b;b=f[b>>2]|0;a=f[c+48>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);d=c+40|0;a=f[d>>2]|0;f[d>>2]=0;if(a|0)sOb(a);a=f[c+28>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);d=c+20|0;a=f[d>>2]|0;f[d>>2]=0;if(a|0)sOb(a);sOb(c)}while((b|0)!=0);return}function oob(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;t=a+80|0;d=pob(t,e)|0;a:do if(!d){j=f[a>>2]|0;f[a>>2]=j+-1;i=f[e>>2]|0;o=ZPb(i|0,0,16)|0;o=WPb(i^61^o|0,I|0,9,0)|0;r=I;p=ZPb(o|0,r|0,4)|0;r=WPb(p^o|0,I^r|0,668265261,0)|0;o=I;o=ZPb(r|0,o|0,15)|0;r=o^r;o=a+84|0;p=f[o>>2]|0;q=(p|0)==0;b:do if(q)d=0;else{h=p+-1|0;g=(h&p|0)==0;if(g)d=h&r;else if(p>>>0>r>>>0)d=r;else d=(r>>>0)%(p>>>0)|0;k=f[(f[t>>2]|0)+(d<<2)>>2]|0;if(k){if(g)while(1){k=f[k>>2]|0;if(!k)break b;g=f[k+4>>2]|0;if(!((g|0)==(r|0)|(g&h|0)==(d|0)))break b;if((f[k+8>>2]|0)==(i|0))break a}while(1){k=f[k>>2]|0;if(!k)break b;g=f[k+4>>2]|0;if((g|0)!=(r|0)){if(g>>>0>=p>>>0)g=(g>>>0)%(p>>>0)|0;if((g|0)!=(d|0))break b}if((f[k+8>>2]|0)==(i|0))break a}}}while(0);k=pOb(64)|0;f[k+8>>2]=i;f[k+12>>2]=j;i=k+16|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;n[k+36>>2]=1.0;i=k+40|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[k+56>>2]=1.0;b[k+60>>0]=0;f[k+4>>2]=r;f[k>>2]=0;i=a+92|0;l=+(((f[i>>2]|0)+1|0)>>>0);m=+n[a+96>>2];do if(q|m*+(p>>>0)<l){d=p<<1|(p>>>0<3|(p+-1&p|0)!=0)&1;g=~~+W(+(l/m))>>>0;qob(t,d>>>0<g>>>0?g:d);d=f[o>>2]|0;g=d+-1|0;if(!(g&d)){h=d;d=g&r;break}if(d>>>0>r>>>0){h=d;d=r}else{h=d;d=(r>>>0)%(d>>>0)|0}}else h=p;while(0);g=(f[t>>2]|0)+(d<<2)|0;d=f[g>>2]|0;if(!d){d=a+88|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[g>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;g=h+-1|0;if(!(g&h))d=d&g;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;s=31}}else{f[k>>2]=f[d>>2];s=31}if((s|0)==31)f[d>>2]=k;f[i>>2]=(f[i>>2]|0)+1}else k=d;while(0);d=a+20|0;if((f[d>>2]|0)==-1){f[d>>2]=f[e>>2];e=(pob(a+80|0,d)|0)+12|0;f[a+24>>2]=f[e>>2]}j=a+164|0;if(b[j>>0]&64){u=w;return k|0}h=a+80|0;e=pob(h,d)|0;d=f[e+16>>2]|0;g=e+12|0;i=a+76|0;Lh[f[(f[c>>2]|0)+68>>2]&255](c,-2,f[g>>2]|0,(d|0)==0?f[e+8>>2]|0:d,f[i>>2]|0);d=f[a+160>>2]|0;if((d|0)==-1)d=f[g>>2]|0;else{f[v>>2]=d;d=(pob(h,v)|0)+12|0;d=f[d>>2]|0}Lh[f[(f[c>>2]|0)+60>>2]&255](c,-2,d,f[i>>2]|0,3);b[j>>0]=b[j>>0]|64;u=w;return k|0}function pob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function qob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){rob(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;rob(a,b);return}function rob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function sob(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;m=p;a:do if(!c)d=a+8|0;else{n=a+16|0;o=a+4|0;d=a+8|0;b:while(1){k=0;c:while(1){g=c-k|0;if(g>>>0<4){c=6;break b}l=b+k|0;switch(f[l>>2]|0){case 90:break c;case 100:break;default:{c=24;break b}}if(g>>>0<16){c=9;break b}i=l+12|0;e=f[i>>2]|0;j=(e|0)==-1?16:e+19&-4;if(g>>>0<j>>>0){c=14;break b}g=f[l+4>>2]|0;h=f[n>>2]|0;if(h){e=f[h+4>>2]|0;f[m>>2]=g;g=(pob(e+80|0,m)|0)+12|0;g=f[g>>2]|0;e=f[i>>2]|0}Lh[f[(f[a>>2]|0)+12>>2]&255](a,g,f[l+8>>2]|0,(e|0)==-1?0:l+16|0,e);k=j+k|0;if(c>>>0<=k>>>0)break a}if(g>>>0<16){c=16;break}if(g>>>0<((f[l+8>>2]|0)+19&-4)>>>0){c=18;break}b=tob(l,o)|0;if((b|0)>=0){c=20;break}b=f[o>>2]|0;c=(f[d>>2]|0)-b|0;if(!c)break a}if((c|0)==6){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==9){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==14){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==16){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==18){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==20){c=f[(f[a>>2]|0)+8>>2]|0;if(!b){Fh[c&255](a,0,239980,43);break}else{Fh[c&255](a,0,239946,34);break}}else if((c|0)==24){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,240023,33);break}}while(0);c=f[a+4>>2]|0;if((f[d>>2]|0)==(c|0)){u=p;return}f[d>>2]=c;u=p;return}function tob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=a+16|0;k=b+4|0;g=f[k>>2]|0;c=f[b>>2]|0;j=g-c|0;i=a+12|0;d=f[i>>2]|0;e=j+d|0;if(j>>>0<e>>>0){AWa(b,d);c=f[b>>2]|0}else if(j>>>0>e>>>0){d=c+e|0;if((d|0)!=(g|0))f[k>>2]=d}d=c+j|0;if((f[a+4>>2]|0)==1){c=a+8|0;h=unb(d,f[i>>2]|0,h,f[c>>2]|0)|0;if((h|0)!=(f[i>>2]|0)){e=f[k>>2]|0;c=f[b>>2]|0;d=e-c|0;if(j>>>0>d>>>0){AWa(b,j-d|0);k=0;return k|0}if(j>>>0>=d>>>0){k=0;return k|0}c=c+j|0;if((c|0)==(e|0)){k=0;return k|0}f[k>>2]=c;k=0;return k|0}}else{c=a+8|0;if((_sb(h,d,f[c>>2]|0,f[i>>2]|0)|0)<0){e=f[k>>2]|0;c=f[b>>2]|0;d=e-c|0;if(j>>>0>d>>>0){AWa(b,j-d|0);k=0;return k|0}if(j>>>0>=d>>>0){k=0;return k|0}c=c+j|0;if((c|0)==(e|0)){k=0;return k|0}f[k>>2]=c;k=0;return k|0}}k=0-((f[c>>2]|0)+19&-4)|0;return k|0}function uob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0;C=0;I=u;u=u+3424|0;d=f[b>>2]|0;c=f[(b+4|0)>>2]|0;if((d|0)==(c|0)){f[(I+8|0)>>2]=b;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=b;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}a=0;u=I;return a|0}e=f[(a+96|0)>>2]|0;if(!e)f[(a+96|0)>>2]=b;else{h=f[(e+4|0)>>2]|0;i=f[e>>2]|0;g=(c-d|0)+(h-i|0)|0;if((h-i|0)>>>0<g>>>0){AWa(e,c-d|0);c=f[(a+96|0)>>2]|0;d=f[b>>2]|0}else if((h-i|0)>>>0>g>>>0)if((i+g|0|0)==(h|0))c=e;else{f[(e+4|0)>>2]=i+g|0;c=e}else c=e;bQb((f[c>>2]|0)+(h-i|0)|0,d|0,(f[(b+4|0)>>2]|0)-d|0)|0;c=f[b>>2]|0;if((f[(b+4|0)>>2]|0)!=(c|0))f[(b+4|0)>>2]=c;f[(I+8|0)>>2]=b;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=b;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}c=f[(a+96|0)>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0}b=f[a>>2]|0;c=c-d|0;d=f[(a+100|0)>>2]|0;a:{i=1;if(i){i=0;if(c>>>0>d>>>0){g=(I+296|0)+4|0;b:while(1){e=f[(a+96|0)>>2]|0;h=c-d|0;if(h>>>0<4){C=22;break}K=f[e>>2]|0;J=K+d|0;f[I+336>>2]=a;f[I+360>>2]=j;f[I+408>>2]=c;f[I+472>>2]=E;f[I+528>>2]=k;f[I+864>>2]=l;f[I+1040>>2]=m;f[I+1136>>2]=o;f[I+1176>>2]=F;f[I+1512>>2]=p;f[I+1864>>2]=q;f[I+1872>>2]=r;f[I+2088>>2]=s;f[I+2184>>2]=t;f[I+2192>>2]=v;f[I+2264>>2]=w;f[I+2488>>2]=x;f[I+2496>>2]=b;f[I+2688>>2]=g;f[I+2800>>2]=e;f[I+2816>>2]=h;f[I+2848>>2]=d;f[I+2904>>2]=K;f[I+2944>>2]=J;f[I+2968>>2]=y;f[I+2976>>2]=z;f[I+2984>>2]=A;f[I+3072>>2]=B;f[I+3176>>2]=C;f[I+3248>>2]=0;f[I+3252>>2]=0;bqb(I);j=f[I+360>>2]|0;c=f[I+408>>2]|0;E=f[I+472>>2]|0;k=f[I+528>>2]|0;l=f[I+864>>2]|0;m=f[I+1040>>2]|0;o=f[I+1136>>2]|0;F=f[I+1176>>2]|0;p=f[I+1512>>2]|0;q=f[I+1864>>2]|0;r=f[I+1872>>2]|0;s=f[I+2088>>2]|0;t=f[I+2184>>2]|0;v=f[I+2192>>2]|0;w=f[I+2264>>2]|0;x=f[I+2488>>2]|0;d=f[I+2848>>2]|0;y=f[I+2968>>2]|0;z=f[I+2976>>2]|0;A=f[I+2984>>2]|0;B=f[I+3072>>2]|0;C=f[I+3176>>2]|0;G=f[I+3248>>2]|0;D=f[I+3252>>2]|0;H=+n[I+3252>>2];f[I+3248>>2]=0;f[I+3252>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 32:break b;case 33:break a}}c=1;d=C|0;if(c){c=0;switch(d|0){case 22:{K=4-h|0;u=I;return K|0}case 25:{K=20-h|0;u=I;return K|0}case 36:{f[I>>2]=69;f[I+4>>2]=p;C=(ABb(I+8|0,240056,I)|0)+1|0;Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,I+8|0,C);C=409;break a}case 39:{K=16-h|0;u=I;return K|0}case 48:{K=12-h|0;u=I;return K|0}case 52:{K=24-h|0;u=I;return K|0}case 58:{K=44-h|0;u=I;return K|0}case 60:{K=((q<<2)+44+(r*12|0)|0)-h|0;u=I;return K|0}case 66:{K=132-h|0;u=I;return K|0}case 72:{K=16-h|0;u=I;return K|0}case 74:{K=((s<<2)+16|0)-h|0;u=I;return K|0}case 80:{K=56-h|0;u=I;return K|0}case 87:{K=104-h|0;u=I;return K|0}case 95:break a;case 97:{K=16-h|0;u=I;return K|0}case 99:{K=((t<<2)+16+(v*12|0)|0)-h|0;u=I;return K|0}case 105:{K=16-h|0;u=I;return K|0}case 107:{K=w-h|0;u=I;return K|0}case 121:{vd();break}case 145:{K=24-h|0;u=I;return K|0}case 147:{K=((x<<2)+24|0)-h|0;u=I;return K|0}case 151:{K=32-h|0;u=I;return K|0}case 170:{K=36-h|0;u=I;return K|0}case 174:{K=68-h|0;u=I;return K|0}case 180:{K=72-h|0;u=I;return K|0}case 186:{K=48-h|0;u=I;return K|0}case 192:{K=16-h|0;u=I;return K|0}case 199:{K=24-h|0;u=I;return K|0}case 206:{K=28-h|0;u=I;return K|0}case 212:{K=28-h|0;u=I;return K|0}case 214:{K=j-h|0;u=I;return K|0}case 220:{K=12-h|0;u=I;return K|0}case 226:{K=8-h|0;u=I;return K|0}case 229:{K=44-h|0;u=I;return K|0}case 231:{K=(((z+y+A|0)*12|0)+44|0)-h|0;u=I;return K|0}case 237:{K=12-h|0;u=I;return K|0}case 239:{K=(B+12|0)-h|0;u=I;return K|0}case 245:{K=40-h|0;u=I;return K|0}case 247:{K=l-h|0;u=I;return K|0}default:c=1}}if(c)switch(d|0){case 257:{K=16-h|0;u=I;return K|0}case 259:{K=m-h|0;u=I;return K|0}case 272:{K=16-h|0;u=I;return K|0}case 274:{K=o-h|0;u=I;return K|0}case 291:{f[(I+8|0)>>2]=E;c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=E;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}if(!F){Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,240171,43);C=409;break a}K=F-h|0;u=I;return K|0}case 299:{K=12-h|0;u=I;return K|0}case 306:{K=8-h|0;u=I;return K|0}case 316:{K=12-h|0;u=I;return K|0}case 326:{K=12-h|0;u=I;return K|0}case 331:{K=16-h|0;u=I;return K|0}case 337:{K=16-h|0;u=I;return K|0}case 343:{K=20-h|0;u=I;return K|0}case 363:{K=20-h|0;u=I;return K|0}case 373:{K=8-h|0;u=I;return K|0}case 381:{K=16-h|0;u=I;return K|0}case 393:{K=12-h|0;u=I;return K|0}case 402:{K=16-h|0;u=I;return K|0}case 406:{Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,240241,33);C=409;break a}case 417:{u=I;return k|0}default:{}}}else i=1}if(i)if(1)C=409}if((C|0)==409){d=f[(a+96|0)>>2]|0;if(d|0){c=f[d>>2]|0;if((f[(d+4|0)>>2]|0)!=(c|0))f[(d+4|0)>>2]=c;f[(I+8|0)>>2]=d;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=d;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}}}f[(a+100|0)>>2]=0;f[(a+96|0)>>2]=0;K=0;u=I;return K|0}function vob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function wob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;j=o;n=a+164|0;e=b[n>>0]|0;if(!(e&64)){h=a+80|0;m=pob(h,a+20|0)|0;g=f[m+16>>2]|0;e=m+12|0;i=a+76|0;Lh[f[(f[d>>2]|0)+68>>2]&255](d,-2,f[e>>2]|0,(g|0)==0?f[m+8>>2]|0:g,f[i>>2]|0);g=f[a+160>>2]|0;if((g|0)==-1)e=f[e>>2]|0;else{f[j>>2]=g;e=(pob(h,j)|0)+12|0;e=f[e>>2]|0}Lh[f[(f[d>>2]|0)+60>>2]&255](d,-2,e,f[i>>2]|0,3);e=b[n>>0]|64;b[n>>0]=e}m=c+4|0;if(e&8){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}if(f[m>>2]|0){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}b[n>>0]=e|8;e=f[a+88>>2]|0;if(e|0){k=a+76|0;l=a+100|0;do{g=e;j=f[g+16>>2]|0;c=g+12|0;Lh[f[(f[d>>2]|0)+68>>2]&255](d,-2,f[c>>2]|0,(j|0)==0?f[g+8>>2]|0:j,f[k>>2]|0);g=f[g+48>>2]|0;if(g|0)do{j=g;i=j+8|0;h=f[i>>2]|0;i=Aob(l,i)|0;if(i)h=f[i+12>>2]|0;Lh[f[(f[d>>2]|0)+64>>2]&255](d,f[c>>2]|0,f[j+12>>2]|0,h,f[k>>2]|0);g=f[g>>2]|0}while((g|0)!=0);e=f[e>>2]|0}while((e|0)!=0)}g=a+120|0;e=f[g>>2]|0;j=a+124|0;h=f[j>>2]|0;if((e|0)!=(h|0)){do{l=f[e>>2]|0;xh[f[(f[d>>2]|0)+76>>2]&127](d,l,(f[e+4>>2]|0)-l|0);e=e+12|0}while((e|0)!=(h|0));i=f[g>>2]|0;e=f[j>>2]|0;if((e|0)!=(i|0))do{g=e+-12|0;f[j>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;if((f[e>>2]|0)!=(h|0))f[e>>2]=h;sOb(h);e=f[j>>2]|0}}while((e|0)!=(i|0))}e=b[n>>0]|0;if(e<<24>>24<=-1){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}b[n>>0]=e|-128;Fh[f[(f[d>>2]|0)+36>>2]&255](d,f[a+76>>2]|0,240214,27);a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}function xob(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+48|0;k=x;v=pob(a+80|0,c)|0;r=v+20|0;w=d+8|0;c=k;i=d+8|0;j=c+48|0;do{f[c>>2]=f[i>>2];c=c+4|0;i=i+4|0}while((c|0)<(j|0));s=d+4|0;j=f[s>>2]|0;l=ZPb(j|0,0,16)|0;l=WPb(j^61^l|0,I|0,9,0)|0;p=I;m=ZPb(l|0,p|0,4)|0;p=WPb(m^l|0,I^p|0,668265261,0)|0;l=I;l=ZPb(p|0,l|0,15)|0;p=l^p;l=v+24|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o){a=0;t=17}else{i=m+-1|0;d=(i&m|0)==0;if(d)a=i&p;else if(m>>>0>p>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;c=f[(f[r>>2]|0)+(a<<2)>>2]|0;if(!c)t=17;else{if(d)while(1){c=f[c>>2]|0;if(!c){t=17;break a}q=f[c+4>>2]|0;if(!((q|0)==(p|0)|(q&i|0)==(a|0))){t=17;break a}if((f[c+8>>2]|0)==(j|0))break a}do{c=f[c>>2]|0;if(!c){t=17;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(a|0)){t=17;break a}}}while((f[c+8>>2]|0)!=(j|0))}}while(0);if((t|0)==17){q=pOb(60)|0;f[q+8>>2]=j;c=q+12|0;i=k;j=c+48|0;do{f[c>>2]=f[i>>2];c=c+4|0;i=i+4|0}while((c|0)<(j|0));f[q+4>>2]=p;f[q>>2]=0;i=v+32|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[v+36>>2];do if(o|h*+(m>>>0)<g){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;c=~~+W(+(g/h))>>>0;Nob(r,a>>>0<c>>>0?c:a);a=f[l>>2]|0;c=a+-1|0;if(!(c&a)){d=a;a=c&p;break}if(a>>>0>p>>>0){d=a;a=p}else{d=a;a=(p>>>0)%(a>>>0)|0}}else d=m;while(0);c=(f[r>>2]|0)+(a<<2)|0;a=f[c>>2]|0;if(!a){a=v+28|0;f[q>>2]=f[a>>2];f[a>>2]=q;f[c>>2]=a;a=f[q>>2]|0;if(a|0){a=f[a+4>>2]|0;c=d+-1|0;if(!(c&d))a=a&c;else if(a>>>0>=d>>>0)a=(a>>>0)%(d>>>0)|0;a=(f[r>>2]|0)+(a<<2)|0;t=30}}else{f[q>>2]=f[a>>2];t=30}if((t|0)==30)f[a>>2]=q;f[i>>2]=(f[i>>2]|0)+1}if(!(b[v+60>>0]&1)){u=x;return}Fh[f[(f[e>>2]|0)+88>>2]&255](e,f[v+12>>2]|0,f[s>>2]|0,w);u=x;return}function yob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;c=f[a>>2]|0;d=c;if((((f[k>>2]|0)-c|0)/20|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>214748364)vd();g=f[l>>2]|0;i=pOb(b*20|0)|0;h=i+(((g-c|0)/20|0)*20|0)|0;j=h;i=i+(b*20|0)|0;c=g;if((c|0)==(d|0)){e=j;h=g}else{e=j;b=h;do{g=b+-20|0;m=c;c=c+-20|0;f[g>>2]=0;h=b+-16|0;f[h>>2]=0;f[b+-12>>2]=0;f[g>>2]=f[c>>2];g=m+-16|0;f[h>>2]=f[g>>2];h=m+-12|0;f[b+-12>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[c>>2]=0;m=m+-8|0;g=f[m+4>>2]|0;h=b+-8|0;f[h>>2]=f[m>>2];f[h+4>>2]=g;b=e+-20|0;e=b}while((c|0)!=(d|0));h=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;g=h;if((d|0)!=(g|0))do{c=d;d=d+-20|0;e=f[d>>2]|0;if(e|0){c=c+-16|0;b=f[c>>2]|0;if((b|0)!=(e|0))f[c>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}}while((d|0)!=(g|0));if(!h)return;sOb(h);return}function zob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[g+(h*20|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*20|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*20|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+12|0;b=f[c+4>>2]|0;g=g+(h*20|0)+12|0;f[g>>2]=f[c>>2];f[g+4>>2]=b;g=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{h=d+-20|0;m=c;c=c+-20|0;f[h>>2]=0;l=d+-16|0;f[l>>2]=0;f[d+-12>>2]=0;f[h>>2]=f[c>>2];h=m+-16|0;f[l>>2]=f[h>>2];l=m+-12|0;f[d+-12>>2]=f[l>>2];f[l>>2]=0;f[h>>2]=0;f[c>>2]=0;m=m+-8|0;h=f[m+4>>2]|0;l=d+-8|0;f[l>>2]=f[m>>2];f[l+4>>2]=h;d=e+-20|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-20|0;b=f[e>>2]|0;if(b|0){c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function Aob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function Bob(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;x=A+16|0;j=A+8|0;k=A+4|0;l=A;if(!d)z=f[a+76>>2]|0;else z=d;q=f[e>>2]|0;f[k>>2]=q;f[l>>2]=f[g>>2];f[j>>2]=f[k>>2];f[x>>2]=f[l>>2];y=oob(a,c,j,x)|0;t=a+8|0;w=f[t>>2]|0;f[t>>2]=w+1;t=y+40|0;k=ZPb(q|0,0,16)|0;k=WPb(q^61^k|0,I|0,9,0)|0;r=I;l=ZPb(k|0,r|0,4)|0;r=WPb(l^k|0,I^r|0,668265261,0)|0;k=I;k=ZPb(r|0,k|0,15)|0;r=k^r;k=y+44|0;l=f[k>>2]|0;p=(l|0)==0;a:do if(p){d=0;v=19}else{g=l+-1|0;j=(g&l|0)==0;if(j)d=g&r;else if(l>>>0>r>>>0)d=r;else d=(r>>>0)%(l>>>0)|0;e=f[(f[t>>2]|0)+(d<<2)>>2]|0;if(!e)v=19;else{if(j)while(1){e=f[e>>2]|0;if(!e){v=19;break a}s=f[e+4>>2]|0;if(!((s|0)==(r|0)|(s&g|0)==(d|0))){v=19;break a}if((f[e+8>>2]|0)==(q|0))break a}do{e=f[e>>2]|0;if(!e){v=19;break a}j=f[e+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(d|0)){v=19;break a}}}while((f[e+8>>2]|0)!=(q|0))}}while(0);if((v|0)==19){s=pOb(16)|0;f[s+8>>2]=q;f[s+12>>2]=w;f[s+4>>2]=r;f[s>>2]=0;g=y+52|0;m=+(((f[g>>2]|0)+1|0)>>>0);o=+n[y+56>>2];do if(p|o*+(l>>>0)<m){d=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;e=~~+W(+(m/o))>>>0;Iob(t,d>>>0<e>>>0?e:d);d=f[k>>2]|0;e=d+-1|0;if(!(e&d)){j=d;d=e&r;break}if(d>>>0>r>>>0){j=d;d=r}else{j=d;d=(r>>>0)%(d>>>0)|0}}else j=l;while(0);e=(f[t>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=y+48|0;f[s>>2]=f[d>>2];f[d>>2]=s;f[e>>2]=d;d=f[s>>2]|0;if(d|0){d=f[d+4>>2]|0;e=j+-1|0;if(!(e&j))d=d&e;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;v=32}}else{f[s>>2]=f[d>>2];v=32}if((v|0)==32)f[d>>2]=s;f[g>>2]=(f[g>>2]|0)+1}d=Lob(y+20|0,h)|0;if(!d)e=Lob((pob(a+80|0,a+20|0)|0)+20|0,h)|0;else e=d;j=a+164|0;d=b[j>>0]|0;do if(!(d&4))if(!(f[h>>2]|0))v=44;else{v=a+4|0;d=f[v>>2]|0;f[v>>2]=d+-1;Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,e+12|0);v=42}else{v=a+4|0;d=f[v>>2]|0;f[v>>2]=d+-1;if(!(f[h>>2]|0)){Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,a+28|0);v=42;break}else{Mob(e+12|0,a+28|0,x);Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,x);v=42;break}}while(0);if((v|0)==42)if(!d){d=b[j>>0]|0;v=44}if((v|0)==44)if(!(d&2)){Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,0,41956);b[j>>0]=b[j>>0]|2;d=0}else d=0;g=y+12|0;Th[f[(f[c>>2]|0)+148>>2]&127](c,z,w,f[g>>2]|0,d,i);j=y+60|0;d=b[j>>0]|0;if(d&1){u=A;return}e=f[y+28>>2]|0;if(e){d=e;do{i=d;Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[g>>2]|0,f[i+8>>2]|0,i+12|0);d=f[d>>2]|0}while((d|0)!=0);d=b[j>>0]|0}b[j>>0]=d|1;u=A;return}function Cob(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;g=f[d>>2]|0;if((e-g|0)>>>0<48){e=0;return e|0}g=(f[c>>2]|0)+g|0;if((f[g>>2]|0)!=79){e=0;return e|0}f[b+8>>2]=f[g+4>>2];f[b+12>>2]=f[g+8>>2];k=g+16|0;h=f[k+4>>2]|0;j=b;f[j>>2]=f[k>>2];f[j+4>>2]=h;j=g+24|0;h=b+16|0;f[h>>2]=f[j>>2];f[h+4>>2]=f[j+4>>2];f[h+8>>2]=f[j+8>>2];h=g+36|0;j=b+28|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[d>>2]=(f[d>>2]|0)+48;j=g+12|0;h=f[j>>2]|0;if(!h){e=1;return e|0}k=b+40|0;i=f[k>>2]|0;g=((f[b+44>>2]|0)-i|0)/56|0;if(h>>>0>g>>>0)Kob(k,h-g|0);else if(h>>>0<g>>>0)Dob(k,i+(h*56|0)|0);if(!(f[j>>2]|0)){e=1;return e|0}g=0;do{Cob(a,(f[k>>2]|0)+(g*56|0)|0,c,d,e)|0;g=g+1|0}while(g>>>0<(f[j>>2]|0)>>>0);g=1;return g|0}function Dob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+4|0;a=f[e>>2]|0;if((a|0)==(b|0))return;else c=a;while(1){a=c+-56|0;f[e>>2]=a;c=c+-16|0;d=f[c>>2]|0;if(d){Dob(c,d);sOb(f[c>>2]|0);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}return}function Eob(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;q=a+100|0;k=ZPb(c|0,0,16)|0;k=WPb(c^61^k|0,I|0,9,0)|0;o=I;l=ZPb(k|0,o|0,4)|0;o=WPb(l^k|0,I^o|0,668265261,0)|0;k=I;k=ZPb(o|0,k|0,15)|0;o=k^o;k=a+104|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{j=l+-1|0;g=(j&l|0)==0;if(g)b=j&o;else if(l>>>0>o>>>0)b=o;else b=(o>>>0)%(l>>>0)|0;e=f[(f[q>>2]|0)+(b<<2)>>2]|0;if(e){if(g){do{e=f[e>>2]|0;if(!e)break a;p=f[e+4>>2]|0;if(!((p|0)==(o|0)|(p&j|0)==(b|0)))break a}while((f[e+8>>2]|0)!=(c|0));return}do{e=f[e>>2]|0;if(!e)break a;g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(b|0))break a}}while((f[e+8>>2]|0)!=(c|0));return}}while(0);p=pOb(16)|0;f[p+8>>2]=c;f[p+12>>2]=d;f[p+4>>2]=o;f[p>>2]=0;j=a+112|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+116>>2];do if(m|i*+(l>>>0)<h){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;e=~~+W(+(h/i))>>>0;Iob(q,b>>>0<e>>>0?e:b);b=f[k>>2]|0;e=b+-1|0;if(!(e&b)){g=b;b=e&o;break}if(b>>>0>o>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);e=(f[q>>2]|0)+(b<<2)|0;b=f[e>>2]|0;if(!b){b=a+108|0;f[p>>2]=f[b>>2];f[b>>2]=p;f[e>>2]=b;b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;e=g+-1|0;if(!(e&g))b=b&e;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[q>>2]|0)+(b<<2)|0;r=30}}else{f[p>>2]=f[b>>2];r=30}if((r|0)==30)f[b>>2]=p;f[j>>2]=(f[j>>2]|0)+1;return}function Fob(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;c=t;r=a+80|0;f[c>>2]=d;c=pob(r,c)|0;if(c|0){d=c;d=d+16|0;f[d>>2]=e;u=t;return}l=f[a>>2]|0;f[a>>2]=l+-1;m=ZPb(d|0,0,16)|0;m=WPb(d^61^m|0,I|0,9,0)|0;q=I;o=ZPb(m|0,q|0,4)|0;q=WPb(o^m|0,I^q|0,668265261,0)|0;m=I;m=ZPb(q|0,m|0,15)|0;q=m^q;m=a+84|0;o=f[m>>2]|0;p=(o|0)==0;a:do if(p){g=0;s=18}else{k=o+-1|0;h=(k&o|0)==0;if(h)g=k&q;else if(o>>>0>q>>>0)g=q;else g=(q>>>0)%(o>>>0)|0;c=f[(f[r>>2]|0)+(g<<2)>>2]|0;if(!c)s=18;else{if(h)while(1){c=f[c>>2]|0;if(!c){s=18;break a}h=f[c+4>>2]|0;if(!((h|0)==(q|0)|(h&k|0)==(g|0))){s=18;break a}if((f[c+8>>2]|0)==(d|0))break a}do{c=f[c>>2]|0;if(!c){s=18;break a}h=f[c+4>>2]|0;if((h|0)!=(q|0)){if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(g|0)){s=18;break a}}}while((f[c+8>>2]|0)!=(d|0))}}while(0);if((s|0)==18){c=pOb(64)|0;f[c+8>>2]=d;f[c+12>>2]=l;l=c+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[c+36>>2]=1.0;l=c+40|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[c+56>>2]=1.0;b[c+60>>0]=0;f[c+4>>2]=q;f[c>>2]=0;l=a+92|0;i=+(((f[l>>2]|0)+1|0)>>>0);j=+n[a+96>>2];do if(p|j*+(o>>>0)<i){g=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;h=~~+W(+(i/j))>>>0;qob(r,g>>>0<h>>>0?h:g);g=f[m>>2]|0;h=g+-1|0;if(!(h&g)){k=g;g=h&q;break}if(g>>>0>q>>>0){k=g;g=q}else{k=g;g=(q>>>0)%(g>>>0)|0}}else k=o;while(0);h=(f[r>>2]|0)+(g<<2)|0;g=f[h>>2]|0;if(!g){g=a+88|0;f[c>>2]=f[g>>2];f[g>>2]=c;f[h>>2]=g;g=f[c>>2]|0;if(g|0){g=f[g+4>>2]|0;h=k+-1|0;if(!(h&k))g=g&h;else if(g>>>0>=k>>>0)g=(g>>>0)%(k>>>0)|0;g=(f[r>>2]|0)+(g<<2)|0;s=31}}else{f[c>>2]=f[g>>2];s=31}if((s|0)==31)f[g>>2]=c;f[l>>2]=(f[l>>2]|0)+1}g=a+20|0;if((f[g>>2]|0)!=-1){d=c;d=d+16|0;f[d>>2]=e;u=t;return}f[g>>2]=d;d=(pob(a+80|0,g)|0)+12|0;f[a+24>>2]=f[d>>2];d=c;d=d+16|0;f[d>>2]=e;u=t;return}function Gob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;e=m;if(b[a+164>>0]&8){xh[f[(f[d>>2]|0)+76>>2]&127](d,c+8|0,f[c+4>>2]|0);u=m;return}f[e>>2]=0;g=e+4|0;f[g>>2]=0;f[e+8>>2]=0;l=a+124|0;d=f[l>>2]|0;if(d>>>0<(f[a+128>>2]|0)>>>0){f[d>>2]=0;k=d+4|0;f[k>>2]=0;f[d+8>>2]=0;f[d>>2]=f[e>>2];f[k>>2]=f[g>>2];k=e+8|0;f[d+8>>2]=f[k>>2];f[k>>2]=0;f[g>>2]=0;f[e>>2]=0;f[l>>2]=(f[l>>2]|0)+12}else{Hob(a+120|0,e);d=f[e>>2]|0;if(d|0){if((f[g>>2]|0)!=(d|0))f[g>>2]=d;sOb(d)}}a=f[l>>2]|0;e=a+-12|0;i=c+4|0;d=f[i>>2]|0;j=a+-8|0;k=f[j>>2]|0;h=f[e>>2]|0;g=k-h|0;if(d>>>0>g>>>0){AWa(e,d-g|0);a=f[l>>2]|0;d=f[i>>2]|0}else if(d>>>0<g>>>0){e=h+d|0;if((e|0)!=(k|0))f[j>>2]=e}bQb(f[a+-12>>2]|0,c+8|0,d|0)|0;u=m;return}function Hob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;h=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;g=b;d=b}else{do{l=d+-12|0;g=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=g+-8|0;f[m>>2]=f[l>>2];g=g+-4|0;f[d+-4>>2]=f[g>>2];f[g>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;g=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=c;f[j>>2]=h;f[k>>2]=i;b=g;if((d|0)!=(b|0))do{c=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){c=c+-8|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e)}}while((d|0)!=(b|0));if(!g)return;sOb(g);return}function Iob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Job(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Job(a,b);return}function Job(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Kob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+8|0;g=f[m>>2]|0;n=a+4|0;c=f[n>>2]|0;if(((g-c|0)/56|0)>>>0>=b>>>0){do{f[c+40>>2]=0;f[c+44>>2]=0;f[c+48>>2]=0;c=(f[n>>2]|0)+56|0;f[n>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/56|0;c=e+b|0;if(c>>>0>76695844)AMb(a);k=(g-d|0)/56|0;l=k<<1;c=k>>>0<38347922?(l>>>0<c>>>0?c:l):76695844;do if(!c)h=0;else if(c>>>0>76695844)vd();else{h=pOb(c*56|0)|0;break}while(0);g=h+(e*56|0)|0;e=h+(c*56|0)|0;c=b;d=g;while(1){f[d+40>>2]=0;f[d+44>>2]=0;f[d+48>>2]=0;c=c+-1|0;if(!c)break;else d=d+56|0}d=g;l=g+(b*56|0)|0;k=f[a>>2]|0;c=f[n>>2]|0;if((c|0)==(k|0)){b=d;g=k;c=k}else{b=d;do{d=c;c=c+-56|0;h=g+-56|0;i=c;j=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(j|0));i=g+-16|0;j=d+-16|0;f[i>>2]=0;h=g+-12|0;f[h>>2]=0;f[g+-8>>2]=0;f[i>>2]=f[j>>2];i=d+-12|0;f[h>>2]=f[i>>2];h=d+-8|0;f[g+-8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;g=b+-56|0;b=g}while((c|0)!=(k|0));g=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=b;f[n>>2]=l;f[m>>2]=e;e=g;if((c|0)!=(e|0))do{b=c+-16|0;c=c+-56|0;d=f[b>>2]|0;if(d|0){Dob(b,d);sOb(f[b>>2]|0)}}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Lob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function Mob(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,f=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;f=a+4|0;m=b+12|0;h=a+8|0;l=b+24|0;n[c>>2]=+n[a>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[h>>2]*+n[l>>2];k=b+4|0;j=b+16|0;i=b+28|0;n[c+4>>2]=+n[a>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[h>>2]*+n[i>>2];g=b+8|0;e=b+20|0;d=b+32|0;n[c+8>>2]=+n[a>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[h>>2]*+n[d>>2];h=a+12|0;f=a+16|0;o=a+20|0;n[c+12>>2]=+n[h>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[o>>2]*+n[l>>2];n[c+16>>2]=+n[h>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[o>>2]*+n[i>>2];n[c+20>>2]=+n[h>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[o>>2]*+n[d>>2];o=a+24|0;f=a+28|0;h=a+32|0;n[c+24>>2]=+n[o>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[h>>2]*+n[l>>2];n[c+28>>2]=+n[o>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[h>>2]*+n[i>>2];n[c+32>>2]=+n[o>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[h>>2]*+n[d>>2];h=a+36|0;f=a+40|0;a=a+44|0;n[c+36>>2]=+n[b+36>>2]+(+n[h>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[a>>2]*+n[l>>2]);n[c+40>>2]=+n[b+40>>2]+(+n[h>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[a>>2]*+n[i>>2]);n[c+44>>2]=+n[b+44>>2]+(+n[h>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[a>>2]*+n[d>>2]);return}function Nob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Oob(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Oob(a,b);return}function Oob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Pob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=pOb(120)|0;h=d&1;f[i>>2]=c;d=i+108|0;f[i+112>>2]=0;c=i+116|0;e=i+4|0;g=e+100|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));b[c>>0]=h;f[d>>2]=-1;f[a>>2]=i;return}function Qob(a){a=a|0;var b=0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;Rob(b);sOb(b);return}function Rob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;b=a+96|0;c=f[b>>2]|0;if(c|0){d=f[c>>2]|0;if(d|0){e=c+4|0;if((f[e>>2]|0)!=(d|0))f[e>>2]=d;sOb(d)}sOb(c);f[b>>2]=0}o=a+16|0;mOb(o);n=a+4|0;b=f[n>>2]|0;q=a+8|0;g=f[q>>2]|0;if((b|0)!=(g|0)){do{d=f[b>>2]|0;if(d|0){e=f[d>>2]|0;if(e|0){c=d+4|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e)}sOb(d)}b=b+4|0}while((b|0)!=(g|0));b=f[n>>2]|0;c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-4-b|0)>>>2)<<2)}nOb(o);Sob(a);m=a+112|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);lOb(a+68|0);l=a+48|0;b=f[l>>2]|0;k=a+60|0;c=f[k>>2]|0;e=b+(c>>>10<<2)|0;m=a+52|0;d=f[m>>2]|0;i=d;j=b;if((d|0)==(b|0)){c=0;g=0;h=a+64|0}else{h=a+64|0;g=(f[h>>2]|0)+c|0;c=(f[e>>2]|0)+((c&1023)<<2)|0;g=(f[b+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0}a:while(1){do{if((g|0)==(c|0))break a;c=c+4|0}while((c-(f[e>>2]|0)|0)!=4096);c=e+4|0;e=c;c=f[c>>2]|0}f[h>>2]=0;c=i-j>>2;if(c>>>0>2)do{sOb(f[b>>2]|0);b=(f[l>>2]|0)+4|0;f[l>>2]=b;d=f[m>>2]|0;c=d-b>>2}while(c>>>0>2);switch(c|0){case 1:{c=512;p=25;break}case 2:{c=1024;p=25;break}default:{}}if((p|0)==25)f[k>>2]=c;if((b|0)!=(d|0)){do{sOb(f[b>>2]|0);b=b+4|0}while((b|0)!=(d|0));b=f[l>>2]|0;c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-4-b|0)>>>2)<<2)}b=f[a+44>>2]|0;if(b|0)sOb(b);lOb(o);b=f[n>>2]|0;if(!b)return;c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b);return}function Sob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+68|0;mOb(k);h=a+64|0;b=f[h>>2]|0;if(!b){nOb(k);return}j=a+48|0;c=f[j>>2]|0;l=a+60|0;d=f[l>>2]|0;e=c+(d>>>10<<2)|0;i=a+52|0;if((f[i>>2]|0)==(c|0)){g=0;a=0}else{g=d+b|0;g=(f[c+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0;a=(f[e>>2]|0)+((d&1023)<<2)|0}a:while(1){do{if((g|0)==(a|0))break a;b=f[a>>2]|0;if(b|0){c=f[b>>2]|0;if(c|0){d=b+4|0;if((f[d>>2]|0)!=(c|0))f[d>>2]=c;sOb(c)}sOb(b)}a=a+4|0}while((a-(f[e>>2]|0)|0)!=4096);a=e+4|0;e=a;a=f[a>>2]|0}b=f[j>>2]|0;a=f[l>>2]|0;c=b+(a>>>10<<2)|0;g=f[i>>2]|0;d=g;e=b;if((g|0)==(b|0)){g=0;a=0}else{g=(f[h>>2]|0)+a|0;g=(f[b+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0;a=(f[c>>2]|0)+((a&1023)<<2)|0}b:while(1){do{if((g|0)==(a|0))break b;a=a+4|0}while((a-(f[c>>2]|0)|0)!=4096);a=c+4|0;c=a;a=f[a>>2]|0}f[h>>2]=0;a=d-e>>2;if(a>>>0>2)do{sOb(f[b>>2]|0);b=(f[j>>2]|0)+4|0;f[j>>2]=b;a=(f[i>>2]|0)-b>>2}while(a>>>0>2);switch(a|0){case 1:{a=512;break}case 2:{a=1024;break}default:{nOb(k);return}}f[l>>2]=a;nOb(k);return}function Tob(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;a=d+16|0;mOb(a);b=d+8|0;c=f[b>>2]|0;if((f[d+4>>2]|0)==(c|0)){nOb(a);d=pOb(12)|0;c=pOb(16384)|0;b=c;f[d>>2]=b;f[d+4>>2]=b;f[d+8>>2]=c+16384;return d|0}else{c=c+-4|0;d=f[c>>2]|0;f[b>>2]=c;nOb(a);return d|0}return 0}function Uob(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=f[a>>2]|0;if(!(b[h+116>>0]|0)){c=uob(h,c)|0;return c|0}k=h+68|0;mOb(k);i=h+48|0;a=f[i>>2]|0;l=(f[h+52>>2]|0)-a|0;e=h+60|0;g=f[e>>2]|0;j=h+64|0;d=f[j>>2]|0;if((((l|0)==0?0:(l<<8)+-1|0)|0)==(d+g|0)){Vob(h+44|0);g=f[e>>2]|0;d=f[j>>2]|0;a=f[i>>2]|0}l=d+g|0;f[(f[a+(l>>>10<<2)>>2]|0)+((l&1023)<<2)>>2]=c;f[j>>2]=d+1;nOb(k);l=0;return l|0}function Vob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>1023){f[b>>2]=c+-1024;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;Wob(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;Xob(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;Yob(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function Wob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function Xob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function Yob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function Zob(a){a=a|0;_ob(f[a>>2]|0);return}function _ob(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+112|0;d=f[c>>2]|0;if(!d){d=pOb(8)|0;f[d>>2]=41948;e=pOb(168)|0;f[e>>2]=536870910;f[e+4>>2]=536870910;f[e+8>>2]=268435457;h=e+12|0;g=e+80|0;f[h>>2]=-1;f[h+4>>2]=-1;f[h+8>>2]=-1;f[h+12>>2]=-1;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+96>>2]=1.0;g=e+100|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+116>>2]=1.0;f[e+120>>2]=0;f[e+124>>2]=0;f[e+128>>2]=0;f[e+156>>2]=0;f[e+160>>2]=-1;b[e+164>>0]=0;n[e+132>>2]=3402823466385288598117041.0e14;n[e+136>>2]=3402823466385288598117041.0e14;n[e+140>>2]=3402823466385288598117041.0e14;n[e+144>>2]=-3402823466385288598117041.0e14;n[e+148>>2]=-3402823466385288598117041.0e14;n[e+152>>2]=-3402823466385288598117041.0e14;f[d+4>>2]=e;f[c>>2]=d}e=f[a>>2]|0;c=f[d+4>>2]|0;d=c+164|0;if(b[d>>0]&32)return;Lh[f[(f[e>>2]|0)+8>>2]&255](e,68,69,-2,0);a=b[d>>0]|0;if(a<<24>>24>-1){b[d>>0]=a|-128;Fh[f[(f[e>>2]|0)+36>>2]&255](e,f[c+76>>2]|0,240214,27)}oh[f[(f[e>>2]|0)+12>>2]&1023](e,0);b[d>>0]=b[d>>0]|32;return}function $ob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;a=(f[a>>2]|0)+112|0;e=f[a>>2]|0;if(e|0){e=e+4|0;e=f[e>>2]|0;apb(e,c,d);return}e=pOb(8)|0;f[e>>2]=41948;g=pOb(168)|0;f[g>>2]=536870910;f[g+4>>2]=536870910;f[g+8>>2]=268435457;i=g+12|0;h=g+80|0;f[i>>2]=-1;f[i+4>>2]=-1;f[i+8>>2]=-1;f[i+12>>2]=-1;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[g+96>>2]=1.0;h=g+100|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[g+116>>2]=1.0;f[g+120>>2]=0;f[g+124>>2]=0;f[g+128>>2]=0;f[g+156>>2]=0;f[g+160>>2]=-1;b[g+164>>0]=0;n[g+132>>2]=3402823466385288598117041.0e14;n[g+136>>2]=3402823466385288598117041.0e14;n[g+140>>2]=3402823466385288598117041.0e14;n[g+144>>2]=-3402823466385288598117041.0e14;n[g+148>>2]=-3402823466385288598117041.0e14;n[g+152>>2]=-3402823466385288598117041.0e14;f[e+4>>2]=g;f[a>>2]=e;e=e+4|0;e=f[e>>2]|0;apb(e,c,d);return}function apb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0;q=a+80|0;r=a+92|0;if(!(f[r>>2]|0)){h=a+84|0;g=h;o=q;h=f[h>>2]|0}else{g=a+88|0;nob(q,f[g>>2]|0);f[g>>2]=0;g=a+84|0;h=f[g>>2]|0;if(h|0){e=0;do{f[(f[q>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(h|0))}f[r>>2]=0;o=q}m=(h|0)==0;a:do if(m){e=0;p=23}else{l=h+-1|0;j=(l&h|0)==0;if(j)e=l&-156451835;else if(h>>>0>4138515461)e=-156451835;else e=4138515461%(h>>>0)|0;i=f[(f[q>>2]|0)+(e<<2)>>2]|0;if(!i)p=23;else{if(j)while(1){i=f[i>>2]|0;if(!i){p=23;break a}j=f[i+4>>2]|0;if(!((j|0)==-156451835|(j&l|0)==(e|0))){p=23;break a}if((f[i+8>>2]|0)==-2)break a}do{i=f[i>>2]|0;if(!i){p=23;break a}j=f[i+4>>2]|0;if((j|0)!=-156451835){if(j>>>0>=h>>>0)j=(j>>>0)%(h>>>0)|0;if((j|0)!=(e|0)){p=23;break a}}}while((f[i+8>>2]|0)!=-2)}}while(0);if((p|0)==23){i=pOb(64)|0;f[i+8>>2]=-2;f[i+12>>2]=-2;l=i+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[i+36>>2]=1.0;l=i+40|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[i+56>>2]=1.0;b[i+60>>0]=0;f[i+4>>2]=-156451835;f[i>>2]=0;k=+n[a+96>>2];do if(m|k*+(h>>>0)<1.0){e=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;m=~~+W(+(1.0/k))>>>0;qob(o,e>>>0<m>>>0?m:e);e=f[g>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&-156451835;break}if(e>>>0>4138515461){h=e;e=-156451835}else{h=e;e=4138515461%(e>>>0)|0}}while(0);g=(f[q>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=a+88|0;f[i>>2]=f[e>>2];f[e>>2]=i;f[g>>2]=e;e=f[i>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[q>>2]|0)+(e<<2)|0;p=36}}else{f[i>>2]=f[e>>2];p=36}if((p|0)==36)f[e>>2]=i;f[r>>2]=(f[r>>2]|0)+1}i=a+112|0;if(f[i>>2]|0){g=a+108|0;e=f[g>>2]|0;if(e|0)do{r=e;e=f[e>>2]|0;sOb(r)}while((e|0)!=0);f[g>>2]=0;g=f[a+104>>2]|0;if(g|0){h=a+100|0;e=0;do{f[(f[h>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(g|0))}f[i>>2]=0}i=f[a+120>>2]|0;j=a+124|0;e=f[j>>2]|0;if((e|0)!=(i|0))do{g=e+-12|0;f[j>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;if((f[e>>2]|0)!=(h|0))f[e>>2]=h;sOb(h);e=f[j>>2]|0}}while((e|0)!=(i|0));h=a+164|0;i=b[h>>0]&34;b[h>>0]=i;f[a+160>>2]=-1;if(!d){d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}if(!(zBb(42004,d,48)|0)){d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}j=a+28|0;e=d;g=j+48|0;do{f[j>>2]=f[e>>2];j=j+4|0;e=e+4|0}while((j|0)<(g|0));b[h>>0]=i|4;d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}function bpb(a){a=a|0;var b=0,c=0,d=0,e=0;d=u;u=u+16|0;c=d;b=f[a>>2]|0;a=b+68|0;mOb(a);b=b+64|0;e=(f[b>>2]|0)==0;nOb(a);if(e){u=d;return}do{e=c;f[e>>2]=1e6;f[e+4>>2]=0;dPb(c);mOb(a);e=(f[b>>2]|0)==0;nOb(a)}while(!e);u=d;return}function cpb(a){a=a|0;var c=0,d=0,e=0,g=0;a=(f[a>>2]|0)+112|0;c=f[a>>2]|0;if(c|0){a=c;a=a+4|0;a=f[a>>2]|0;a=a+8|0;c=f[a>>2]|0;d=c+1|0;f[a>>2]=d;return c|0}c=pOb(8)|0;f[c>>2]=41948;d=pOb(168)|0;f[d>>2]=536870910;f[d+4>>2]=536870910;f[d+8>>2]=268435457;g=d+12|0;e=d+80|0;f[g>>2]=-1;f[g+4>>2]=-1;f[g+8>>2]=-1;f[g+12>>2]=-1;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[d+96>>2]=1.0;e=d+100|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[d+116>>2]=1.0;f[d+120>>2]=0;f[d+124>>2]=0;f[d+128>>2]=0;f[d+156>>2]=0;f[d+160>>2]=-1;b[d+164>>0]=0;n[d+132>>2]=3402823466385288598117041.0e14;n[d+136>>2]=3402823466385288598117041.0e14;n[d+140>>2]=3402823466385288598117041.0e14;n[d+144>>2]=-3402823466385288598117041.0e14;n[d+148>>2]=-3402823466385288598117041.0e14;n[d+152>>2]=-3402823466385288598117041.0e14;f[c+4>>2]=d;f[a>>2]=c;c=c+4|0;c=f[c>>2]|0;c=c+8|0;d=f[c>>2]|0;a=d+1|0;f[c>>2]=a;return d|0}function dpb(a){a=a|0;return f[(f[a>>2]|0)+112>>2]|0}function epb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0;l=c;k=f[l+4>>2]|0;c=a;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[a+8>>2]=b;c=a+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;c=pOb(40)|0;f[a+24>>2]=c;f[a+32>>2]=c+40;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;b=c+20|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[a+28>>2]=c+40;f[a+36>>2]=0;f[a+40>>2]=g;j=+n[d>>2]*.5+ +n[e>>2]*.5;n[a+44>>2]=j;c=d+4|0;i=+n[c>>2]*.5+ +n[e+4>>2]*.5;n[a+48>>2]=i;g=d+8|0;h=+n[g>>2]*.5+ +n[e+8>>2]*.5;n[a+52>>2]=h;j=j-+n[d>>2];n[a+56>>2]=j;i=i-+n[c>>2];n[a+60>>2]=i;h=h-+n[g>>2];n[a+64>>2]=h;n[a+68>>2]=j*j+(i*i+h*h);return}function fpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=b;c=f[e+4>>2]|0;d=a;f[d>>2]=f[e>>2];f[d+4>>2]=c;f[a+8>>2]=f[b+8>>2];d=a+12|0;c=b+12|0;f[d>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[d>>2]=f[c>>2];d=b+16|0;f[e>>2]=f[d>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[c>>2]=0;c=a+24|0;d=b+24|0;f[c>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[c>>2]=f[d>>2];c=b+28|0;f[e>>2]=f[c>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[c>>2]=0;f[d>>2]=0;d=b+36|0;c=f[d>>2]|0;f[d>>2]=0;f[a+36>>2]=c;f[a+40>>2]=f[b+40>>2];f[a+44>>2]=f[b+44>>2];f[a+48>>2]=f[b+48>>2];f[a+52>>2]=f[b+52>>2];f[a+56>>2]=f[b+56>>2];f[a+60>>2]=f[b+60>>2];f[a+64>>2]=f[b+64>>2];f[a+68>>2]=f[b+68>>2];return}function gpb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0.0,p=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+96|0;C=D+64|0;r=D+68|0;q=D;f[C>>2]=c;qJa(c,a,r);p=f[c+4>>2]|0;B=a+40|0;do if(!((f[B>>2]|0)==0|g^1)){if(!e)if(b[(f[p+44>>2]|0)+148>>0]&1)break;if(!(Dpb()|0)){l=p+44|0;m=f[l>>2]|0;c=f[m+52>>2]|0;y=r+16|0;f[y>>2]=c;g=(f[m+28>>2]|0)==0;do if(!(f[m+24>>2]|0)){h=(f[m+32>>2]|0)==0;if(!g){if(!h){A=20;break}c=c|2097152;f[y>>2]=c;A=20;break}if(!h){c=c|4194304;f[y>>2]=c;A=20;break}c=f[a+24>>2]|0;g=c+8|0;h=f[g>>2]|0;if((h|0)==(f[c+12>>2]|0)){rcb(c+4|0,C);break}else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4;break}}else if(g)if(!(f[m+32>>2]|0)){c=c|1048576;f[y>>2]=c;A=20}else A=20;else A=20;while(0);do if((A|0)==20){if(ALa(m+68|0)|0)if(!(f[(f[l>>2]|0)+52>>2]&131072))if(!(Pg[f[(f[p>>2]|0)+8>>2]&1023](p)|0)){z=(f[l>>2]|0)+148|0;b[z>>0]=b[z>>0]|1;iJa(q,f[C>>2]|0);t=+n[q>>2];v=+n[q+20>>2];x=+n[q+40>>2];w=+n[q+36>>2];i=+n[q+24>>2];j=+n[q+16>>2];k=+n[q+4>>2];o=+n[q+8>>2];s=+n[q+32>>2];if(s*(i*k-v*o)+(t*(v*x-w*i)-j*(x*k-w*o))<0.0){c=c|262144;f[y>>2]=c}t=t*t+(k*k+o*o);o=j*j+(v*v+i*i);i=s*s+(w*w+x*x);j=(t+0.0+o+i)*.3333333432674408;k=j*9.999999747378752e-05;if(+K(+(t-j))>k)A=33;else if(+K(+(o-j))>k)A=33;else if(+K(+(i-j))>k)A=33;if((A|0)==33)f[y>>2]=c|524288;g=f[C>>2]|0;f[r>>2]=f[g+36>>2];f[r+4>>2]=f[g+44>>2];f[r+8>>2]=f[g+52>>2];f[r+12>>2]=f[g+108>>2];g=a+36|0;c=f[g>>2]|0;if(!c){c=pOb(20)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;f[g>>2]=c}r=ipb(c,r)|0;z=ihb()|0;z=z>>>((f[y>>2]|0)>>>19&1);q=a+24|0;if(!(f[r>>2]|0)){c=a+28|0;g=f[c>>2]|0;f[r>>2]=(g-(f[q>>2]|0)|0)/20|0;if((f[a+32>>2]|0)>>>0>g>>>0){y=g;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;y=(f[c>>2]|0)+20|0;f[c>>2]=y;c=y}else{jpb(q);c=f[c>>2]|0}l=c+-16|0;m=c+-8|0;p=f[l>>2]|0;if((f[m>>2]|0)-p>>2>>>0<z>>>0){c=c+-12|0;if(z>>>0>1073741823)vd();g=(f[c>>2]|0)-p|0;h=pOb(z<<2)|0;if((g|0)>0)bQb(h|0,p|0,g|0)|0;f[l>>2]=h;f[c>>2]=h+(g>>2<<2);f[m>>2]=h+(z<<2);if(p|0)sOb(p)}}h=f[r>>2]|0;g=f[a+24>>2]|0;y=f[(f[(f[(f[C>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;if((f[g+(h*20|0)+8>>2]|0)-(f[g+(h*20|0)+4>>2]|0)>>2>>>0<z>>>0){c=r+4|0;if(((f[c>>2]|0)+y|0)>>>0>65536)A=50;else h=g+(h*20|0)|0}else{c=r+4|0;A=50}do if((A|0)==50){kpb(a,d,h);g=a+28|0;h=f[g>>2]|0;f[r>>2]=(h-(f[q>>2]|0)|0)/20|0;f[c>>2]=0;if((f[a+32>>2]|0)>>>0>h>>>0){A=h;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;A=(f[g>>2]|0)+20|0;f[g>>2]=A;g=A}else{jpb(q);g=f[g>>2]|0}h=g+-20|0;p=g+-16|0;q=g+-8|0;r=f[p>>2]|0;if((f[q>>2]|0)-r>>2>>>0<z>>>0){g=g+-12|0;if(z>>>0>1073741823)vd();l=(f[g>>2]|0)-r|0;m=pOb(z<<2)|0;if((l|0)>0)bQb(m|0,r|0,l|0)|0;f[p>>2]=m;f[g>>2]=m+(l>>2<<2);f[q>>2]=m+(z<<2);if(!r)break;sOb(r)}}while(0);f[c>>2]=(f[c>>2]|0)+y;c=h+8|0;g=f[c>>2]|0;if((g|0)==(f[h+12>>2]|0))rcb(h+4|0,C);else{f[g>>2]=f[C>>2];f[c>>2]=(f[c>>2]|0)+4}C=(f[B>>2]|0)+-1|0;f[B>>2]=C;if(C|0)break;hpb(a,d,e);break}c=f[a+24>>2]|0;g=c+28|0;h=f[g>>2]|0;if((h|0)==(f[c+32>>2]|0))rcb(c+24|0,C);else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4}C=(f[B>>2]|0)+-1|0;f[B>>2]=C;if(!C)hpb(a,d,e)}while(0);u=D;return}}while(0);c=f[a+24>>2]|0;g=c+28|0;h=f[g>>2]|0;if((h|0)==(f[c+32>>2]|0)){rcb(c+24|0,C);u=D;return}else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4;u=D;return}}function hpb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+24|0;g=f[l>>2]|0;h=g+4|0;m=f[h>>2]|0;i=g+8|0;k=f[i>>2]|0;d=m;e=k;if((m|0)!=(k|0)){f[h>>2]=0;f[i>>2]=0;h=g+12|0;k=f[h>>2]|0;f[h>>2]=0;h=e-d>>2;a:do if(h){g=0;do{while(1){i=m+(g<<2)|0;j=f[i>>2]|0;n=f[(f[j+4>>2]|0)+44>>2]|0;if((f[n+32>>2]|0)!=(0-((f[n+24>>2]|0)+(f[n+28>>2]|0))|0))break;g=g+1|0;if(g>>>0>=h>>>0)break a}gpb(a,j,b,c,1);e=e+-4|0;h=f[i>>2]|0;f[i>>2]=f[e>>2];f[e>>2]=h;h=e-d>>2}while(g>>>0<h>>>0)}while(0);if((m|0)!=(e|0)){m=f[l>>2]|0;l=m+4|0;n=f[l>>2]|0;f[l>>2]=d;f[m+8>>2]=e;f[m+12>>2]=k;d=n}if(d|0)sOb(d)}if(f[a+40>>2]|0)return;g=a+36|0;e=f[g>>2]|0;if(!e)return;d=f[e+8>>2]|0;if(!d)f[g>>2]=0;else{do{kpb(a,b,f[d+28>>2]|0);d=f[d>>2]|0}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(!d)return;else e=d}d=f[e+8>>2]|0;if(d|0)do{n=d;d=f[d>>2]|0;sOb(n)}while((d|0)!=0);d=f[e>>2]|0;f[e>>2]=0;if(d|0)sOb(d);sOb(e);return}function ipb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;k=f[b>>2]|0;s=X(k,1540483477)|0;s=(X(s>>>24^s,1540483477)|0)^1866966612;s=X(s>>>13^s,1540483477)|0;s=s>>>15^s;l=f[b+4>>2]|0;m=X(l,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;s=(s<<6)+-1640531527+(s>>>2)+(m>>>15^m)^s;m=f[b+8>>2]|0;o=X(m,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;s=(o>>>15^o)+-1640531527+(s<<6)+(s>>>2)^s;o=f[b+12>>2]|0;j=X(o,1540483477)|0;j=(X(j>>>24^j,1540483477)|0)^1866966612;j=X(j>>>13^j,1540483477)|0;s=(j>>>15^j)+-1640531527+(s<<6)+(s>>>2)^s;j=f[b+16>>2]|0;s=j+-1640531527+(s<<6)+(s>>>2)^s;q=a+4|0;h=f[q>>2]|0;r=(h|0)==0;a:do if(r)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)p=s&i;else if(s>>>0<h>>>0)p=s;else p=(s>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(p<<2)>>2]|0;if(!c)c=p;else{c=f[c>>2]|0;if(!c)c=p;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(s|0)|(d&i|0)==(p|0))){c=p;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(l|0))if((f[c+16>>2]|0)==(m|0))if((f[c+20>>2]|0)==(o|0))if((f[c+24>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=p;break a}}a=c+28|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(s|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(p|0)){c=p;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(l|0))if((f[c+16>>2]|0)==(m|0))if((f[c+20>>2]|0)==(o|0))if((f[c+24>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=p;break a}}a=c+28|0;return a|0}}}while(0);j=pOb(36)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[i+12>>2]=f[b+12>>2];f[i+16>>2]=f[b+16>>2];f[j+28>>2]=0;f[j+32>>2]=0;f[j+4>>2]=s;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(r|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;upb(a,c>>>0<d>>>0?d:c);c=f[q>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&s;break}if(s>>>0<c>>>0){h=c;c=s}else{h=c;c=(s>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;t=39}}else{f[j>>2]=f[c>>2];t=39}if((t|0)==39)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+28|0;return a|0}function jpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=a+4|0;j=f[k>>2]|0;c=f[a>>2]|0;h=(j-c|0)/20|0;d=h+1|0;b=c;e=j;if(d>>>0>214748364)AMb(a);l=a+8|0;c=((f[l>>2]|0)-c|0)/20|0;g=c<<1;g=c>>>0<107374182?(g>>>0<d>>>0?d:g):214748364;do if(!g)i=0;else if(g>>>0>214748364)vd();else{i=pOb(g*20|0)|0;break}while(0);c=i+(h*20|0)|0;d=c;g=i+(g*20|0)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;h=c+20|0;if((e|0)==(b|0))e=j;else{do{j=e;e=e+-20|0;m=f[e>>2]|0;f[e>>2]=0;f[c+-20>>2]=m;m=c+-16|0;i=j+-16|0;f[m>>2]=0;n=c+-12|0;f[n>>2]=0;f[c+-8>>2]=0;f[m>>2]=f[i>>2];m=j+-12|0;f[n>>2]=f[m>>2];n=j+-8|0;f[c+-8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[i>>2]=0;f[c+-4>>2]=f[j+-4>>2];c=d+-20|0;d=c}while((e|0)!=(b|0));e=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=d;f[k>>2]=h;f[l>>2]=g;c=e;if((b|0)!=(c|0))do{b=b+-20|0;UFa(b)}while((b|0)!=(c|0));if(!e)return;sOb(e);return}function kpb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}j=f[c>>2]|0;i=f[c+4>>2]|0;if(i|0)hOb(i);h=f[64717]|0;g=f[64716]|0;k=h-g|0;c=f[64719]|0;e=f[64720]|0;if((((k|0)==0?0:(k<<6)+-1|0)|0)==(e+c|0)){lpb(258860);c=f[64719]|0;e=f[64720]|0;h=f[64717]|0;g=f[64716]|0}c=e+c|0;if((h|0)==(g|0))c=0;else c=(f[g+(c>>>8<<2)>>2]|0)+((c&255)<<4)|0;f[c>>2]=j;f[c+4>>2]=i;f[c+8>>2]=a;f[c+12>>2]=d;f[64720]=(f[64720]|0)+1;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if((f[64720]|0)!=1)return;Hha(961,0,4);return}function lpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>255){f[b>>2]=c+-256;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;rpb(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;spb(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;tpb(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function mpb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0;if(!a)return;e=+Gha();do{if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if(!(f[64720]|0))break;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}c=f[64719]|0;a=f[(f[64716]|0)+(c>>>8<<2)>>2]|0;c=c&255;g=f[a+(c<<4)+4>>2]|0;h=(g|0)==0;if(!h)hOb(g);i=f[a+(c<<4)+8>>2]|0;d=f[a+(c<<4)+12>>2]|0;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}a=f[64719]|0;c=f[(f[(f[64716]|0)+(a>>>8<<2)>>2]|0)+((a&255)<<4)+4>>2]|0;if(c){jOb(c);a=f[64719]|0}f[64720]=(f[64720]|0)+-1;c=a+1|0;f[64719]=c;if(c>>>0>511){sOb(f[f[64716]>>2]|0);f[64716]=(f[64716]|0)+4;f[64719]=(f[64719]|0)+-256}if(!h){if((f[g+4>>2]|0)!=-1)npb(i,d);jOb(g)}}while(+Gha()-e<20.0);if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if(f[64720]|0){Hha(961,0,4);return}if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}opb(258860);return}function npb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;w=0;y=u;u=u+1776|0;x=f[(a+24|0)>>2]|0;if((((f[a+28>>2]|0)-x|0)/20|0)>>>0<=b>>>0){u=y;return}c=f[(x+(b*20|0)+4|0)>>2]|0;g=f[(x+(b*20|0)+8|0)>>2]|0;a:do if((c|0)==(g|0)){e=c;w=5}else while(1){v=f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0;if((f[v+32>>2]|0)==(0-((f[v+24>>2]|0)+(f[v+28>>2]|0))|0)){e=c;w=5;break a}c=c+4|0;if((c|0)==(g|0)){d=g;i=g;l=g;break}}while(0);if((w|0)==5){d=e;if((e|0)==(g|0)){i=g;l=g}else{c=d;b:while(1){do{e=c+4|0;c=e;if((e|0)==(g|0))break b;e=f[e>>2]|0;v=f[(f[e+4>>2]|0)+44>>2]|0}while((f[v+32>>2]|0)==(0-((f[v+24>>2]|0)+(f[v+28>>2]|0))|0));f[d>>2]=e;d=d+4|0}l=f[(x+(b*20|0)+8|0)>>2]|0;i=l}}k=d;if((l|0)==(k|0))c=l;else{i=d;g=k;while(1){c=f[(a+24|0)>>2]|0;e=f[(c+8|0)>>2]|0;if((e|0)==(f[c+12>>2]|0))rcb(c+4|0,g);else{f[e>>2]=f[i>>2];f[(c+8|0)>>2]=(f[(c+8|0)>>2]|0)+4}c=g+4|0;if((l|0)==(c|0))break;else{i=c;g=c}}i=f[(x+(b*20|0)+8|0)>>2]|0;c=i}g=f[(x+(b*20|0)+4|0)>>2]|0;g=g+(d-g>>2<<2)|0;if((c|0)==(k|0)){g=x+(b*20|0)+8|0;c=i}else{c=g+(c-d>>2<<2)|0;e=i-c|0;if(!(e>>2)){c=i;d=i}else{cQb(g|0,c|0,e|0)|0;d=f[(x+(b*20|0)+8|0)>>2]|0;c=d}if((d|0)==(g+(e>>2<<2)|0|0))g=x+(b*20|0)+8|0;else{c=d+(~((d+-4-(g+(e>>2<<2)|0)|0)>>>2)<<2)|0;f[(x+(b*20|0)+8|0)>>2]=c;g=x+(b*20|0)+8|0}}e=f[(x+(b*20|0)+4|0)>>2]|0;c=c-e|0;if((f[(x+(b*20|0)+12|0)>>2]|0)-e>>2>>>0>c>>2>>>0){do if(!(c>>2)){m=0;o=0}else if(c>>2>>>0>1073741823)vd();else{o=pOb(c)|0;m=o;break}while(0);d=m+(c>>2<<2)|0;if((c|0)>0)bQb(o|0,e|0,c|0)|0;f[(x+(b*20|0)+4|0)>>2]=m;f[g>>2]=d;f[(x+(b*20|0)+12|0)>>2]=d;if(e|0)sOb(e)}if(f[(x+(b*20|0)|0)>>2]|0){u=y;return}if((f[g>>2]|0)-(f[(x+(b*20|0)+4|0)>>2]|0)>>2>>>0<2){u=y;return}v=pOb(68)|0;mMa(v);f[(v+56|0)>>2]=0;f[(v+60|0)>>2]=0;f[(v+64|0)>>2]=0;f[(x+(b*20|0)+16|0)>>2]=0;c=f[g>>2]|0;d=f[(x+(b*20|0)+4|0)>>2]|0;do if(!(c-d>>2)){q=d;p=c}else if(c-d>>2>>>0>357913941)vd();else{q=pOb((c-d>>2)*12|0)|0;f[(v+56|0)>>2]=q;f[(v+60|0)>>2]=q;f[(v+64|0)>>2]=q+((c-d>>2)*12|0);q=f[(x+(b*20|0)+4|0)>>2]|0;p=f[g>>2]|0;break}while(0);t=p-q>>2;c:do if(!t){r=0;g=0;d=0;e=0;c=0;i=0;k=0;l=0}else{p=0;r=0;d=0;e=0;h=0.0;s=0;c=0;g=q;i=0;k=0;l=0;while(1){q=f[g+(s<<2)>>2]|0;a=(f[q+4>>2]|0)+44|0;o=f[a>>2]|0;m=f[o+108>>2]|0;o=ALa(o+68|0)|0;g=f[a>>2]|0;z=f[g+24>>2]|0;f[(y+60|0)>>2]=z;i=i+z|0;z=f[g+28>>2]|0;f[((y+60|0)+4|0)>>2]=z;k=k+z|0;g=f[g+32>>2]|0;f[((y+60|0)+8|0)>>2]=g;l=l+g|0;g=f[(v+60|0)>>2]|0;if((g|0)==(f[(v+64|0)>>2]|0))ppb(v+56|0,y+60|0);else{f[g>>2]=f[(y+60|0)>>2];f[g+4>>2]=f[(y+60|0)+4>>2];f[g+8>>2]=f[(y+60|0)+8>>2];f[(v+60|0)>>2]=(f[(v+60|0)>>2]|0)+12}p=m+p|0;a=(zLa((f[a>>2]|0)+68|0)|0)+r|0;d=o+d|0;e=m>>>0<e>>>0?e:m;c=o>>>0>c>>>0?o:c;if(!((f[(q+200|0)>>2]&16777216|0)==0&0==0))MJa(q);j=+n[(q+152|0)>>2];if(j>h){if((f[(q+200|0)>>2]&16777216|0)==0&0==0)h=j;else{MJa(q);h=+n[(q+152|0)>>2]}f[(x+(b*20|0)+16|0)>>2]=s}g=s+1|0;if((g|0)==(t|0)){r=p;g=a;break c}r=a;s=g;g=f[(x+(b*20|0)+4|0)>>2]|0}}while(0);q=d<<1;m=c<<1;p=cvb()|0;p=p?4:1;a=X(p,e)|0;a=qOb(a>>>0<m>>>0?m:a)|0;m=f[64754]|0;o=f[64755]|0;f[(y+60|0)>>2]=0;f[((y+60|0)+4|0)>>2]=0;f[(y+56|0)>>2]=0;deb($db()|0,g<<2,y+60|0,y+56|0,64);c=f[(y+60|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Yvb(258928,c)|0;c=f[(x+(b*20|0)+4|0)>>2]|0;e=f[(x+(b*20|0)+8|0)>>2]|0;if((c|0)!=(e|0)){d=f[(y+56|0)>>2]|0;do{z=(f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0)+68|0;ELa(z,d,y+60|0)|0;d=((zLa(z)|0)<<2)+d|0;c=c+4|0}while((c|0)!=(e|0))}f[(y+48|0)>>2]=0;d=(y+48|0)+4|0;f[d>>2]=0;f[(y+40|0)>>2]=0;if(Apb()|0)w=58;else if(Bpb()|0)w=58;else deb($db()|0,X(p,r)|0,y+48|0,y+40|0,64);if((w|0)==58){iub(y+32|0,34962);c=f[(y+32|0)>>2]|0;z=f[((y+32|0)+4|0)>>2]|0;f[(y+32|0)>>2]=0;f[((y+32|0)+4|0)>>2]=0;f[(y+48|0)>>2]=c;c=f[d>>2]|0;f[d>>2]=z;if(c|0){iOb(c);c=f[((y+32|0)+4|0)>>2]|0;if(c|0)iOb(c)}nub(f[(y+48|0)>>2]|0,X(p,r)|0,0,35044)}c=f[(y+48|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Yvb(258928,c)|0;f[y+104>>2]=b;f[y+528>>2]=x;f[y+568>>2]=v;f[y+616>>2]=q;f[y+640>>2]=p;f[y+656>>2]=a;f[y+664>>2]=m;f[y+672>>2]=o;f[y+904>>2]=d;f[y+1e3>>2]=i;f[y+1016>>2]=k;f[y+1264>>2]=l;f[y+1704>>2]=0;f[y+1708>>2]=0;cqb(y);G=f[y+1704>>2]|0;D=f[y+1708>>2]|0;H=+n[y+1708>>2];f[y+1704>>2]=0;f[y+1708>>2]=0;if((G|0)==5)return}function opb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=a+20|0;g=f[e>>2]|0;if(!g){d=a+8|0;b=f[d>>2]|0;e=a+4|0;if((b|0)!=(f[e>>2]|0)){do{sOb(f[b+-4>>2]|0);b=(f[d>>2]|0)+-4|0;f[d>>2]=b;c=b}while((f[e>>2]|0)!=(c|0));b=c}f[a+16>>2]=0;h=b;g=b}else{b=a+16|0;d=f[b>>2]|0;c=a+4|0;if(d>>>0>255){sOb(f[f[c>>2]>>2]|0);h=(f[c>>2]|0)+4|0;f[c>>2]=h;d=(f[b>>2]|0)+-256|0;f[b>>2]=d;i=c;c=f[e>>2]|0}else{i=c;h=f[c>>2]|0;c=g}b=a+8|0;g=f[b>>2]|0;m=g-h|0;if((((m|0)==0?0:(m<<6)+-1|0)-(c+d)|0)>>>0>255){sOb(f[g+-4>>2]|0);g=(f[b>>2]|0)+-4|0;f[b>>2]=g;d=b;e=i;h=f[i>>2]|0}else{d=b;e=i}}m=a+12|0;l=f[a>>2]|0;c=g-h|0;i=c>>2;j=h;k=g;b=l;if((f[m>>2]|0)-l>>2>>>0<=i>>>0)return;do if(!i)n=0;else if(i>>>0>1073741823)vd();else{n=pOb(c)|0;break}while(0);l=n;i=n+(i<<2)|0;if((j|0)==(k|0))c=h;else{g=n;c=l;b=j;while(1){f[g>>2]=f[b>>2];c=c+4|0;b=b+4|0;if((b|0)==(k|0))break;else g=c}c=f[e>>2]|0;g=f[d>>2]|0;b=f[a>>2]|0}f[a>>2]=l;f[e>>2]=l;f[d>>2]=n+(g-c>>2<<2);f[m>>2]=i;if(!b)return;sOb(b);return}function ppb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function qpb(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;g=f[n>>2]|0;c=f[a>>2]|0;k=(g-c|0)/28|0;e=k+1|0;i=c;if(e>>>0>153391689)AMb(a);m=a+8|0;l=((f[m>>2]|0)-c|0)/28|0;h=l<<1;h=l>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)j=0;else if(h>>>0>153391689)vd();else{j=pOb(h*28|0)|0;break}while(0);c=j+(k*28|0)|0;e=c;l=j+(h*28|0)|0;f[c>>2]=f[b>>2];h=f[b+4>>2]|0;f[j+(k*28|0)+4>>2]=h;if(!h)h=i;else{gOb(h);g=f[n>>2]|0;h=f[a>>2]|0}i=j+(k*28|0)+8|0;k=b+8|0;f[i>>2]=f[k>>2];f[i+4>>2]=f[k+4>>2];f[i+8>>2]=f[k+8>>2];f[i+12>>2]=f[k+12>>2];d[i+16>>1]=d[k+16>>1]|0;i=c+28|0;if((g|0)==(h|0)){h=g;c=g}else{do{j=g;g=g+-28|0;f[c+-28>>2]=f[g>>2];k=j+-24|0;f[c+-24>>2]=f[k>>2];f[g>>2]=0;f[k>>2]=0;k=c+-20|0;j=j+-20|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];d[k+16>>1]=d[j+16>>1]|0;c=e+-28|0;e=c}while((g|0)!=(h|0));h=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=e;f[n>>2]=i;f[m>>2]=l;g=h;if((c|0)!=(g|0))do{e=f[c+-24>>2]|0;c=c+-28|0;if(e|0)iOb(e)}while((c|0)!=(g|0));if(!h)return;sOb(h);return}function rpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function spb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function tpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function upb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){vpb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;vpb(a,b);return}function vpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();q=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=q;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;p=b+-1|0;q=(p&b|0)==0;if(q)c=c&p;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){o=d;b:while(1){c:do if(q){d=e;while(1){n=f[d+4>>2]&p;if((n|0)==(c|0))break c;e=(f[a>>2]|0)+(n<<2)|0;if(!(f[e>>2]|0)){c=n;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;if((f[l>>2]|0)!=(f[h+20>>2]|0))break d;if((f[m>>2]|0)!=(f[h+24>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{r=h;h=e;e=r}}}while(0);f[o>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(n<<2)>>2]>>2];f[f[(f[a>>2]|0)+(n<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)n=e;else n=(e>>>0)%(b>>>0)|0;if((n|0)==(c|0))break c;e=(f[a>>2]|0)+(n<<2)|0;if(!(f[e>>2]|0)){c=n;break b}i=d+12|0;j=d+16|0;k=d+20|0;l=d+24|0;h=f[d>>2]|0;e:do if(!h)e=d;else{m=f[d+8>>2]|0;e=d;while(1){if((m|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;if((f[k>>2]|0)!=(f[h+20>>2]|0))break e;if((f[l>>2]|0)!=(f[h+24>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{r=h;h=e;e=r}}}while(0);f[o>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(n<<2)>>2]>>2];f[f[(f[a>>2]|0)+(n<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}while(0);e=f[d>>2]|0;if(!e){c=45;break a}else{g=d;o=d}}f[e>>2]=o;e=f[d>>2]|0;if(!e){c=45;break}else g=d}if((c|0)==45)return}function wpb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;d=u;u=u+48|0;p=d+36|0;o=d+24|0;s=d+12|0;e=d;g=f[c+12>>2]|0;k=+n[b+44>>2];h=+n[b+56>>2];n[s>>2]=k-h;l=+n[b+48>>2];i=+n[b+60>>2];n[s+4>>2]=l-i;m=+n[b+52>>2];j=+n[b+64>>2];n[s+8>>2]=m-j;n[e>>2]=k+h;n[e+4>>2]=l+i;n[e+8>>2]=m+j;KJa(s,e,g,p,o);e=pOb(72)|0;s=f[b+8>>2]|0;q=f[b+40>>2]|0;v=b;t=f[v+4>>2]|0;r=e;f[r>>2]=f[v>>2];f[r+4>>2]=t;f[e+8>>2]=s;s=e+12|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;s=pOb(40)|0;f[e+24>>2]=s;r=s+40|0;f[e+32>>2]=r;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;s=s+20|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[e+28>>2]=r;f[e+36>>2]=0;f[e+40>>2]=q;j=+n[p>>2];m=j*.5+ +n[o>>2]*.5;n[e+44>>2]=m;i=+n[p+4>>2];l=i*.5+ +n[o+4>>2]*.5;n[e+48>>2]=l;h=+n[p+8>>2];k=h*.5+ +n[o+8>>2]*.5;n[e+52>>2]=k;j=m-j;n[e+56>>2]=j;i=l-i;n[e+60>>2]=i;h=k-h;n[e+64>>2]=h;n[e+68>>2]=j*j+(i*i+h*h);f[a>>2]=e;xpb(b,c,g,e);u=d;return}function xpb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0,I=0,J=0;A=u;u=u+48|0;v=A+36|0;w=A+24|0;x=A+12|0;y=A;z=d+12|0;e=a+12|0;p=a+16|0;B2a(z,((f[p>>2]|0)-(f[e>>2]|0)|0)/72|0);e=f[e>>2]|0;p=f[p>>2]|0;if((e|0)==(p|0)){u=A;return}q=x+4|0;r=x+8|0;s=y+4|0;t=y+8|0;m=a+8|0;o=d+16|0;h=d+20|0;i=v+4|0;j=w+4|0;k=v+8|0;l=w+8|0;do{G=+n[e+44>>2];F=+n[e+56>>2];n[x>>2]=G-F;E=+n[e+48>>2];D=+n[e+60>>2];n[q>>2]=E-D;C=+n[e+52>>2];B=+n[e+64>>2];n[r>>2]=C-B;n[y>>2]=G+F;n[s>>2]=E+D;n[t>>2]=C+B;KJa(x,y,c,v,w);a=f[m>>2]|0;d=e+40|0;g=f[o>>2]|0;if(g>>>0<(f[h>>2]|0)>>>0){d=f[d>>2]|0;J=e;I=f[J+4>>2]|0;H=g;f[H>>2]=f[J>>2];f[H+4>>2]=I;f[g+8>>2]=a;H=g+12|0;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;H=pOb(40)|0;f[g+24>>2]=H;a=H+40|0;f[g+32>>2]=a;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;f[H+12>>2]=0;H=H+20|0;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;f[H+12>>2]=0;f[g+28>>2]=a;f[g+36>>2]=0;f[g+40>>2]=d;E=+n[v>>2];B=E*.5+ +n[w>>2]*.5;n[g+44>>2]=B;F=+n[i>>2];C=F*.5+ +n[j>>2]*.5;n[g+48>>2]=C;G=+n[k>>2];D=G*.5+ +n[l>>2]*.5;n[g+52>>2]=D;E=B-E;n[g+56>>2]=E;F=C-F;n[g+60>>2]=F;G=D-G;n[g+64>>2]=G;n[g+68>>2]=E*E+(F*F+G*G);a=(f[o>>2]|0)+72|0;f[o>>2]=a}else{ypb(z,a,e,v,w,d);a=f[o>>2]|0}xpb(e,b,c,a+-72|0);e=e+72|0}while((e|0)!=(p|0));u=A;return}function ypb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0;o=u;u=u+32|0;m=o;i=f[a>>2]|0;j=((f[a+4>>2]|0)-i|0)/72|0;h=j+1|0;if(h>>>0>59652323)AMb(a);i=((f[a+8>>2]|0)-i|0)/72|0;l=i<<1;h=i>>>0<29826161?(l>>>0<h>>>0?h:l):59652323;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!h)k=0;else if(h>>>0>59652323)vd();else{k=pOb(h*72|0)|0;break}while(0);f[m>>2]=k;p=k+(j*72|0)|0;l=m+8|0;i=m+4|0;f[i>>2]=p;f[m+12>>2]=k+(h*72|0);h=f[g>>2]|0;x=c;g=f[x+4>>2]|0;c=p;f[c>>2]=f[x>>2];f[c+4>>2]=g;f[k+(j*72|0)+8>>2]=b;c=k+(j*72|0)+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;c=pOb(40)|0;f[k+(j*72|0)+24>>2]=c;g=c+40|0;f[k+(j*72|0)+32>>2]=g;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;c=c+20|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[k+(j*72|0)+28>>2]=g;f[k+(j*72|0)+36>>2]=0;f[k+(j*72|0)+40>>2]=h;s=+n[d>>2];w=s*.5+ +n[e>>2]*.5;n[k+(j*72|0)+44>>2]=w;r=+n[d+4>>2];v=r*.5+ +n[e+4>>2]*.5;n[k+(j*72|0)+48>>2]=v;q=+n[d+8>>2];t=q*.5+ +n[e+8>>2]*.5;n[k+(j*72|0)+52>>2]=t;s=w-s;n[k+(j*72|0)+56>>2]=s;r=v-r;n[k+(j*72|0)+60>>2]=r;q=t-q;n[k+(j*72|0)+64>>2]=q;n[k+(j*72|0)+68>>2]=s*s+(r*r+q*q);f[l>>2]=p+72;zpb(a,m);i=f[i>>2]|0;h=f[l>>2]|0;if((h|0)!=(i|0))do{x=h+-72|0;f[l>>2]=x;TFa(x);h=f[l>>2]|0}while((h|0)!=(i|0));h=f[m>>2]|0;if(!h){u=o;return}sOb(h);u=o;return}function zpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;g=a+4|0;c=f[g>>2]|0;h=b+4|0;if((c|0)==(e|0)){d=h;c=a;h=f[h>>2]|0;f[c>>2]=h;f[d>>2]=e;e=b+8|0;h=f[g>>2]|0;c=f[e>>2]|0;f[g>>2]=c;f[e>>2]=h;e=a+8|0;h=b+12|0;g=f[e>>2]|0;a=f[h>>2]|0;f[e>>2]=a;f[h>>2]=g;h=f[d>>2]|0;f[b>>2]=h;return}d=f[h>>2]|0;do{i=c;c=c+-72|0;l=c;j=f[l+4>>2]|0;k=d+-72|0;f[k>>2]=f[l>>2];f[k+4>>2]=j;f[d+-64>>2]=f[i+-64>>2];k=d+-60|0;j=i+-60|0;f[k>>2]=0;l=d+-56|0;f[l>>2]=0;f[d+-52>>2]=0;f[k>>2]=f[j>>2];k=i+-56|0;f[l>>2]=f[k>>2];l=i+-52|0;f[d+-52>>2]=f[l>>2];f[l>>2]=0;f[k>>2]=0;f[j>>2]=0;j=d+-48|0;k=i+-48|0;f[j>>2]=0;l=d+-44|0;f[l>>2]=0;f[d+-40>>2]=0;f[j>>2]=f[k>>2];j=i+-44|0;f[l>>2]=f[j>>2];l=i+-40|0;f[d+-40>>2]=f[l>>2];f[l>>2]=0;f[j>>2]=0;f[k>>2]=0;k=i+-36|0;j=f[k>>2]|0;f[k>>2]=0;f[d+-36>>2]=j;f[d+-32>>2]=f[i+-32>>2];f[d+-28>>2]=f[i+-28>>2];f[d+-24>>2]=f[i+-24>>2];f[d+-20>>2]=f[i+-20>>2];f[d+-16>>2]=f[i+-16>>2];f[d+-12>>2]=f[i+-12>>2];f[d+-8>>2]=f[i+-8>>2];f[d+-4>>2]=f[i+-4>>2];d=(f[h>>2]|0)+-72|0;f[h>>2]=d}while((c|0)!=(e|0));l=h;k=a;j=d;i=f[a>>2]|0;f[k>>2]=j;f[l>>2]=i;i=b+8|0;k=f[g>>2]|0;j=f[i>>2]|0;f[g>>2]=j;f[i>>2]=k;i=a+8|0;k=b+12|0;j=f[i>>2]|0;h=f[k>>2]|0;f[i>>2]=h;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function Apb(){var a=0,c=0,d=0;if(!(b[257416]|0))if(MPb(257416)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240281)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262925]=c}return (b[262925]|0)!=0|0}function Bpb(){var a=0,c=0,d=0;if(!(b[257424]|0))if(MPb(257424)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240288)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262926]=c}return (b[262926]|0)!=0|0}function Cpb(){var a=0,c=0,d=0;if(!(b[257432]|0))if(MPb(257432)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240293)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262927]=c}return (b[262927]|0)!=0|0}function Dpb(){var a=0,c=0,d=0;if(!(b[257440]|0))if(MPb(257440)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240301)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262928]=c}return (b[262928]|0)!=0|0}function Epb(){var a=0,c=0,d=0;if(!(b[257448]|0))if(MPb(257448)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240308)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262929]=c}return (b[262929]|0)!=0|0}function Fpb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0;n=u;u=u+16|0;d=n+12|0;k=n;if(!(b[257456]|0))if(MPb(257456)|0){m=gd(240274)|0;if((m|0)==1)d=-1;else{h=od(240314)|0;j=jd(m|0,h|0)|0;fd(h|0);o=+cd(j|0,8784,d|0);h=f[d>>2]|0;i=~~o>>>0;g=i+4|0;i=f[i>>2]|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;if(i>>>0>4294967279)vOb(k);if(i>>>0<11){d=k+11|0;b[d>>0]=i;if(!i)e=k;else{e=k;l=9}}else{d=i+16&-16;e=pOb(d)|0;f[k>>2]=e;f[k+8>>2]=d|-2147483648;f[k+4>>2]=i;d=k+11|0;l=9}if((l|0)==9)bQb(e|0,g|0,i|0)|0;b[e+i>>0]=0;rd(h|0);fd(j|0);if((b[d>>0]|0)<0){l=f[k>>2]|0;d=PCb(l)|0;sOb(l)}else d=PCb(k)|0}fd(m|0);f[64721]=d}d=f[64721]|0;if((a|0)>0&(d|0)<(a|0)){u=n;return 0}else{u=n;return (c|0)<1|(d|0)<(c|0)|0}return 0}function Gpb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;d[a+32>>1]=0;return}function Hpb(a,c){a=a|0;c=c|0;b[a+32>>0]=c;return}function Ipb(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;c=a+16|0;b=f[c>>2]|0;f[c>>2]=d;if(!b)return;iOb(b);return}function Jpb(a,c){a=a|0;c=c|0;if(c<<24>>24==2)return;b[a+33>>0]=c;return}function Kpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[b>>2]|0;if(!d)return;e=a+4|0;c=f[e>>2]|0;if((c|0)==(f[a+8>>2]|0))Lpb(a,b);else{f[c>>2]=d;b=f[b+4>>2]|0;f[c+4>>2]=b;if(b){gOb(b);c=f[e>>2]|0}f[e>>2]=c+8}f[a+20>>2]=0;e=a+24|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;return}function Lpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Mpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;k=o;m=a+4|0;l=f[m>>2]|0;n=f[a>>2]|0;b=n;j=l;if((l-n|0)==8){g=f[b>>2]|0;c=g+40|0;d=f[c>>2]|0;e=g+44|0;b=f[e>>2]|0;if((d|0)==(b|0)){Npb(g);d=f[c>>2]|0;b=f[e>>2]|0;e=f[f[a>>2]>>2]|0}else e=g;f[a+28>>2]=(b-d|0)/12|0;b=e+32|0;c=f[b>>2]|0;if(!c){Opb(e);c=f[b>>2]|0}d=f[e+36>>2]|0;if(d|0)gOb(d);f[a+20>>2]=c;a=a+24|0;b=f[a>>2]|0;f[a>>2]=d;if(!b){u=o;return}iOb(b);u=o;return}l=a+28|0;f[l>>2]=0;if((b|0)==(j|0)){u=o;return}else c=0;do{e=f[b>>2]|0;g=e+40|0;h=f[g>>2]|0;i=e+44|0;d=f[i>>2]|0;if((h|0)==(d|0)){Npb(e);h=f[g>>2]|0;d=f[i>>2]|0;c=f[l>>2]|0}c=((d-h|0)/12|0)+c|0;f[l>>2]=c;b=b+8|0}while((b|0)!=(j|0));if(!c){u=o;return}iub(k,34962);n=a+20|0;b=f[k>>2]|0;c=k+4|0;j=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[n>>2]=b;k=a+24|0;b=f[k>>2]|0;f[k>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}k=f[64754]|0;Yvb(258928,f[f[n>>2]>>2]|0)|0;nub(f[n>>2]|0,(f[l>>2]|0)*12|0,0,35044);b=f[a>>2]|0;j=f[m>>2]|0;if((b|0)!=(j|0)){i=0;while(1){e=f[b>>2]|0;g=e+40|0;d=f[g>>2]|0;h=e+44|0;c=f[h>>2]|0;if((d|0)==(c|0)){Npb(e);d=f[g>>2]|0;c=f[h>>2]|0}g=c-d|0;if((g|0)>0){h=f[n>>2]|0;d=f[b>>2]|0;e=d+40|0;c=f[e>>2]|0;if((c|0)==(f[d+44>>2]|0)){Npb(d);c=f[e>>2]|0}oub(h,i,g,c)}b=b+8|0;if((b|0)==(j|0))break;else i=g+i|0}}Yvb(258928,k)|0;u=o;return}function Npb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0;O=u;u=u+64|0;M=O+48|0;H=O+36|0;I=O;F=a+4|0;if((f[a>>2]|0)==(f[F>>2]|0)){u=O;return}c=f[a+12>>2]|0;h=f[a+16>>2]|0;if((c|0)==(h|0)){u=O;return}G=a+52|0;if(b[G>>0]&1){u=O;return}f[M>>2]=0;N=M+4|0;f[N>>2]=0;f[M+8>>2]=0;f[H>>2]=0;i=M+8|0;e=0;g=0;while(1){d=f[c>>2]|0;f[I>>2]=d;if((e|0)==(g|0))fBa(M,I);else{f[e>>2]=d;f[N>>2]=e+4}if(f[I>>2]|0){d=0;do{e=f[N>>2]|0;if((e|0)==(f[i>>2]|0))fBa(M,H);else{f[e>>2]=f[H>>2];f[N>>2]=e+4}d=d+1|0;f[H>>2]=(f[H>>2]|0)+1}while(d>>>0<(f[I>>2]|0)>>>0)}c=c+4|0;if((c|0)==(h|0))break;e=f[N>>2]|0;g=f[i>>2]|0}d=f[M>>2]|0;r=f[d>>2]|0;E=(f[N>>2]|0)-d>>2;s=I+24|0;t=I+12|0;v=I+28|0;w=I+16|0;x=I+32|0;y=I+20|0;z=I+4|0;A=I+8|0;B=H+4|0;C=H+8|0;D=I+12|0;c=0;g=0;e=1;a:while(1){b:do if(g>>>0<r>>>0){j=I+(c*12|0)|0;k=I+(c*12|0)+4|0;q=I+(c*12|0)+8|0;if(!c){if(e>>>0>=E>>>0){J=37;break a}h=f[d+(e<<2)>>2]|0;P=f[a>>2]|0;i=P;if(h>>>0>=(((f[F>>2]|0)-P|0)/12|0)>>>0){J=37;break a}f[j>>2]=f[i+(h*12|0)>>2];f[k>>2]=f[i+(h*12|0)+4>>2];f[q>>2]=f[i+(h*12|0)+8>>2]}else{c:while(1){if(e>>>0>=E>>>0){J=37;break a}h=f[d+(e<<2)>>2]|0;P=f[a>>2]|0;i=P;if(h>>>0>=(((f[F>>2]|0)-P|0)/12|0)>>>0){J=37;break a}f[j>>2]=f[i+(h*12|0)>>2];f[k>>2]=f[i+(h*12|0)+4>>2];f[q>>2]=f[i+(h*12|0)+8>>2];switch(c|0){case 1:break c;case 2:{o=+n[s>>2];p=+n[t>>2];if(o==p){m=+n[v>>2];l=+n[w>>2];if(m==l)if(+n[x>>2]==+n[y>>2]){J=37;break a}}else{l=+n[w>>2];m=+n[v>>2]}V=p-+n[I>>2];U=l-+n[z>>2];Q=+n[y>>2];T=Q-+n[A>>2];S=o-p;R=m-l;Q=+n[x>>2]-Q;l=U*Q-T*R;m=T*S-V*Q;o=V*R-U*S;n[H>>2]=l;n[B>>2]=m;n[C>>2]=o;p=l*l+(o*o+m*m);if(p/((V*V+(U*U+T*T))*(S*S+(R*R+Q*Q)))>=9.999999747378752e-05){J=32;break a}break}default:{}}g=g+1|0;e=e+1|0;if(g>>>0>=r>>>0){J=35;break b}}if(+n[D>>2]==+n[I>>2])if(+n[w>>2]==+n[z>>2])if(+n[y>>2]==+n[A>>2]){J=37;break a}}c=c+1|0}else J=35;while(0);if((J|0)==35){J=0;c=c+1|0;if(c>>>0>=3){J=37;break}}g=g+1|0;e=e+1|0}if((J|0)==32){V=+L(+p);n[H>>2]=l/V;n[B>>2]=m/V;n[C>>2]=o/V;k=a+40|0;f[I>>2]=k;if(e8a(f[a>>2]|0,d,E,H,3,I)|0){i=a+48|0;j=f[k>>2]|0;h=a+44|0;d=f[h>>2]|0;c=d-j|0;e=(c|0)/12|0;g=j;if((((f[i>>2]|0)-j|0)/12|0)>>>0>e>>>0){do if(!c)K=0;else if(e>>>0>357913941)vd();else{K=pOb(c)|0;break}while(0);c=K+(e*12|0)|0;e=c;if((d|0)==(g|0))c=e;else do{P=c;c=c+-12|0;K=d;d=d+-12|0;f[c>>2]=f[d>>2];f[P+-8>>2]=f[K+-8>>2];f[P+-4>>2]=f[K+-4>>2]}while((d|0)!=(g|0));f[k>>2]=c;f[h>>2]=e;f[i>>2]=e;if(j|0)sOb(j)}}else{b[G>>0]=b[G>>0]|1;c=f[k>>2]|0;f[k>>2]=0;f[a+44>>2]=0;f[a+48>>2]=0;if(c|0)sOb(c)}d=f[M>>2]|0}else if((J|0)==37)b[G>>0]=b[G>>0]|1;if(d|0){c=f[N>>2]|0;if((c|0)!=(d|0))f[N>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}u=O;return}function Opb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;b=h;d=a+40|0;e=a+44|0;if((f[d>>2]|0)==(f[e>>2]|0))Npb(a);iub(b,34962);g=a+32|0;j=f[b>>2]|0;c=b+4|0;i=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=j;b=a+36|0;a=f[b>>2]|0;f[b>>2]=i;if(a|0){iOb(a);a=f[c>>2]|0;if(a|0)iOb(a)}j=f[d>>2]|0;nub(f[g>>2]|0,(f[e>>2]|0)-j|0,j,35044);u=h;return}function Ppb(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;b=f[a>>2]|0;g=b+4|0;h=f[g>>2]|0;l=f[b+8>>2]|0;if((h|0)==(l|0)){Qpb(b,c);b=f[a>>2]|0;g=f[b+4>>2]|0;l=f[b+8>>2]|0}else{f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];f[h+8>>2]=f[c+8>>2];c=h+12|0;f[g>>2]=c;g=c}if((g|0)==(l|0)){Qpb(b,d);b=f[a>>2]|0;g=f[b+4>>2]|0;l=f[b+8>>2]|0}else{f[g>>2]=f[d>>2];f[g+4>>2]=f[d+4>>2];f[g+8>>2]=f[d+8>>2];g=g+12|0;f[b+4>>2]=g}if((g|0)==(l|0)){Qpb(b,e);return}else{f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[b+4>>2]=g+12;return}}function Qpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function Rpb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=pOb(84)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42060;d=c+12|0;e=c+52|0;g=d;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=-1;h=c+56|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;b[c+80>>0]=-1;f[a>>2]=d;f[a+4>>2]=c;return}function Spb(a){a=a|0;var b=0;f[a>>2]=42060;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);aOb(a);return}function Tpb(a){a=a|0;var b=0;f[a>>2]=42060;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);aOb(a);sOb(a);return}function Upb(a){a=a|0;var b=0;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);return}function Vpb(a){a=a|0;sOb(a);return}function Wpb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;L=f[a+88>>2]|0;M=f[a+96>>2]|0;P=f[a+192>>2]|0;Q=f[a+232>>2]|0;R=f[a+440>>2]|0;A=f[a+456>>2]|0;O=f[a+512>>2]|0;e=f[a+592>>2]|0;u=f[a+656>>2]|0;l=f[a+664>>2]|0;s=f[a+672>>2]|0;N=f[a+800>>2]|0;B=f[a+816>>2]|0;S=f[a+824>>2]|0;T=f[a+832>>2]|0;F=f[a+840>>2]|0;U=f[a+848>>2]|0;w=f[a+888>>2]|0;x=f[a+896>>2]|0;y=f[a+904>>2]|0;z=f[a+912>>2]|0;C=f[a+920>>2]|0;D=f[a+928>>2]|0;v=f[a+944>>2]|0;t=f[a+952>>2]|0;i=f[a+984>>2]|0;G=f[a+1016>>2]|0;H=f[a+1064>>2]|0;I=f[a+1128>>2]|0;V=f[a+1688>>2]|0;a:{do if(!(l<<24>>24)){k=0;o=e;q=i;V=48}else{m=f[41404+((l&255)<<2)>>2]|0;n=f[A>>2]<<(e&31)>>>1>>>(31-l&31);e=e+(l&255)|0;f[O>>2]=e;do if(e>>>0<=32){if(i>>>0>=B>>>0){i=i+(0-(e>>>3))|0;f[(a+8|0)>>2]=i;f[O>>2]=e&7;f[A>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;e=e&7;break}if((i|0)==(S|0)){i=S;break}W=(i+(0-(e>>>3))|0)>>>0<S>>>0?i-S|0:e>>>3;i=i+(0-W)|0;f[(a+8|0)>>2]=i;f[O>>2]=e-(W<<3)|0;f[A>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;e=e-(W<<3)|0}while(0);if((l&255)<2){k=n+m|0;o=e;q=i;V=48;break}f[(a+48|0)>>2]=f[(a+44|0)>>2];f[(a+44|0)>>2]=f[(a+40|0)>>2];f[(a+40|0)>>2]=n+m|0;E=n+m|0;g=e;j=i}while(0);b:do if((V|0)==48){V=0;e=k+(u<<24>>24==0&1)|0;switch(e|0){case 0:{E=f[(a+40|0)>>2]|0;g=o;j=q;break b}case 3:{r=(f[(a+40|0)>>2]|0)+-1|0;V=51;break}default:{g=f[a+40+(e<<2)>>2]|0;if((e|0)==1)p=g;else{r=g;V=51}}}if((V|0)==51){V=0;f[(a+48|0)>>2]=f[(a+44|0)>>2];p=r}f[(a+44|0)>>2]=f[(a+40|0)>>2];f[(a+40|0)>>2]=p;E=p;g=o;j=q}while(0);i=f[41520+((s&255)<<2)>>2]|0;if((s&255)>31){e=f[A>>2]<<(g&31)>>>1>>>(31-t&31);g=g+t|0;f[O>>2]=g}else e=0;n=e+i|0;do if(!((t+v|0)>>>0<25|g>>>0>32)){if(j>>>0>=B>>>0){j=j+(0-(g>>>3))|0;f[(a+8|0)>>2]=j;g=g&7;f[O>>2]=g;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;break}if((j|0)==(S|0)){j=S;break}W=g>>>3;W=(j+(0-W)|0)>>>0<S>>>0?j-S|0:W;j=j+(0-W)|0;f[(a+8|0)>>2]=j;g=g-(W<<3)|0;f[O>>2]=g;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24}while(0);i=f[41732+((u&255)<<2)>>2]|0;if((u&255)>15){e=f[A>>2]<<(g&31)>>>1>>>(31-v&31);g=g+v|0;f[O>>2]=g}else e=0;m=e+i|0;do if(g>>>0>32)e=g;else{if(j>>>0>=B>>>0){j=j+(0-(g>>>3))|0;f[(a+8|0)>>2]=j;e=g&7;f[O>>2]=e;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;break}if((j|0)==(S|0)){e=g;j=S;break}e=g>>>3;e=(j+(0-e)|0)>>>0<S>>>0?j-S|0:e;j=j+(0-e)|0;f[(a+8|0)>>2]=j;e=g-(e<<3)|0;f[O>>2]=e;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24}while(0);W=d[w+(x<<2)>>1]|0;x=b[w+(x<<2)+3>>0]|0;g=f[A>>2]|0;i=e+(x&255)|0;f[O>>2]=i;f[(a+16|0)>>2]=(g<<(e&31)>>>1>>>(31-x&31))+(W&65535);W=d[y+(z<<2)>>1]|0;e=b[y+(z<<2)+3>>0]|0;f[O>>2]=i+(e&255)|0;f[(a+32|0)>>2]=(g<<(i&31)>>>1>>>(31-e&31))+(W&65535);do if((i+(e&255)|0)>>>0>32)e=i+(e&255)|0;else{if(j>>>0>=B>>>0){g=j+(0-((i+(e&255)|0)>>>3))|0;f[(a+8|0)>>2]=g;f[O>>2]=(i+(e&255)|0)&7;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[A>>2]=g;e=(i+(e&255)|0)&7;break}if((j|0)==(S|0)){e=i+(e&255)|0;break}W=(j+(0-((i+(e&255)|0)>>>3))|0)>>>0<S>>>0?j-S|0:(i+(e&255)|0)>>>3;g=j+(0-W)|0;f[(a+8|0)>>2]=g;f[O>>2]=(i+(e&255)|0)-(W<<3)|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[A>>2]=g;e=(i+(e&255)|0)-(W<<3)|0}while(0);i=d[C+(D<<2)>>1]|0;k=b[C+(D<<2)+3>>0]|0;f[O>>2]=e+(k&255);f[(a+24|0)>>2]=(g<<(e&31)>>>1>>>(31-k&31))+(i&65535);i=Q+m|0;k=Q+(m+n|0)|0;l=P+m|0;j=i+(0-E)|0;if(i>>>0>N>>>0|k>>>0>(L+M|0)>>>0){R=-9;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}if(l>>>0>F>>>0){R=-11;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}else{e=P;g=Q}while(1){F=e;D=h[F>>0]|h[F+1>>0]<<8|h[F+2>>0]<<16|h[F+3>>0]<<24;F=h[(F+4|0)>>0]|h[(F+4|0)+1>>0]<<8|h[(F+4|0)+2>>0]<<16|h[(F+4|0)+3>>0]<<24;W=g;b[W>>0]=D;b[W+1>>0]=D>>8;b[W+2>>0]=D>>16;b[W+3>>0]=D>>24;b[(W+4|0)>>0]=F;b[(W+4|0)+1>>0]=F>>8;b[(W+4|0)+2>>0]=F>>16;b[(W+4|0)+3>>0]=F>>24;g=g+8|0;if(g>>>0>=i>>>0)break;else e=e+8|0}do if((i-G|0)>>>0<E>>>0){if((i-H|0)>>>0<E>>>0){R=-11;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}if(((I+(j-G|0)|0)+n|0)>>>0>I>>>0){cQb(i|0,I+(j-G|0)|0|0,0-(j-G|0)|0|0)|0;J=i+(0-(j-G|0)|0)|0;c=G;K=(j-G|0)+n|0;V=82;break}else{cQb(i|0,I+(j-G|0)|0|0,n|0)|0;break}}else{J=i;c=j;K=n;V=82}while(0);c:do if((V|0)==82){V=0;if(E>>>0<8){W=f[41876+(E<<2)>>2]|0;b[J>>0]=b[c>>0]|0;b[J+1>>0]=b[c+1>>0]|0;b[J+2>>0]=b[c+2>>0]|0;b[J+3>>0]=b[c+3>>0]|0;c=c+(f[41908+(E<<2)>>2]|0)|0;I=J+4|0;H=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[I>>0]=H;b[I+1>>0]=H>>8;b[I+2>>0]=H>>16;b[I+3>>0]=H>>24;c=c+(0-W)|0}else{I=c;H=h[I>>0]|h[I+1>>0]<<8|h[I+2>>0]<<16|h[I+3>>0]<<24;I=h[(I+4|0)>>0]|h[(I+4|0)+1>>0]<<8|h[(I+4|0)+2>>0]<<16|h[(I+4|0)+3>>0]<<24;W=J;b[W>>0]=H;b[W+1>>0]=H>>8;b[W+2>>0]=H>>16;b[W+3>>0]=H>>24;b[(W+4|0)>>0]=I;b[(W+4|0)+1>>0]=I>>8;b[(W+4|0)+2>>0]=I>>16;b[(W+4|0)+3>>0]=I>>24}e=J+8|0;c=c+8|0;if(k>>>0<=((L+M|0)+-13|0)>>>0){g=J+K|0;while(1){N=c;M=h[N>>0]|h[N+1>>0]<<8|h[N+2>>0]<<16|h[N+3>>0]<<24;N=h[(N+4|0)>>0]|h[(N+4|0)+1>>0]<<8|h[(N+4|0)+2>>0]<<16|h[(N+4|0)+3>>0]<<24;W=e;b[W>>0]=M;b[W+1>>0]=M>>8;b[W+2>>0]=M>>16;b[W+3>>0]=M>>24;b[(W+4|0)>>0]=N;b[(W+4|0)+1>>0]=N>>8;b[(W+4|0)+2>>0]=N>>16;b[(W+4|0)+3>>0]=N>>24;e=e+8|0;if(e>>>0>=g>>>0)break c;else c=c+8|0}}if(e>>>0<N>>>0){g=c;i=e;while(1){M=g;L=h[M>>0]|h[M+1>>0]<<8|h[M+2>>0]<<16|h[M+3>>0]<<24;M=h[(M+4|0)>>0]|h[(M+4|0)+1>>0]<<8|h[(M+4|0)+2>>0]<<16|h[(M+4|0)+3>>0]<<24;W=i;b[W>>0]=L;b[W+1>>0]=L>>8;b[W+2>>0]=L>>16;b[W+3>>0]=L>>24;b[(W+4|0)>>0]=M;b[(W+4|0)+1>>0]=M>>8;b[(W+4|0)+2>>0]=M>>16;b[(W+4|0)+3>>0]=M>>24;i=i+8|0;if(i>>>0>=N>>>0)break;else g=g+8|0}g=N;c=c+(N-e)|0}else g=e;if(g>>>0<k>>>0)e=g;else break;while(1){b[e>>0]=b[c>>0]|0;e=e+1|0;if(e>>>0>=k>>>0)break;else c=c+1|0}}while(0);if((m+n|0)>>>0>=4294967279){R=m+n|0;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}c=f[O>>2]|0;if(c>>>0>32){V=33;f[a+1720>>2]=1;break a}P=l;Q=k;S=f[(a+12|0)>>2]|0;T=f[(a+8|0)>>2]|0;U=c}f[a+192>>2]=P;f[a+232>>2]=Q;f[a+440>>2]=R;f[a+824>>2]=S;f[a+832>>2]=T;f[a+848>>2]=U;f[a+1296>>2]=k;f[a+1304>>2]=l;f[a+1688>>2]=V}function Xpb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,t=0.0;k=f[a+112>>2]|0;l=f[a+120>>2]|0;j=f[a+320>>2]|0;a:{if(j&255&8|0){c=pOb(180)|0;dQb(c|0,0,180)|0;f[c+128>>2]=-1;f[c+132>>2]=-1;f[(c+136|0)>>2]=0;f[(c+136|0)+4>>2]=0;f[(c+136|0)+8>>2]=0;f[(c+136|0)+12>>2]=0;f[(c+136|0)+16>>2]=0;f[(c+136|0)+20>>2]=0;f[(c+136|0)+24>>2]=0;n[c+164>>2]=1.0;f[c+168>>2]=0;f[c+172>>2]=0;d=f[(l+32|0)>>2]|0;f[(l+32|0)>>2]=c;if(d){lWa(d);sOb(d);c=f[(l+32|0)>>2]|0}if(!(Pnb(k,c)|0)){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}}c=f[(l+36|0)>>2]|0;d=f[(l+40|0)>>2]|0;if((d|0)!=(c|0))f[(l+40|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);if(j&255&16|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;g=b[d>>0]|0;f[k>>2]=d+2|0;e=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(e&255)<<8|g&255|(i&255)<<16|h[(d+3|0)>>0]<<24;b:do if(i|0){if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{o=e+1|0;f[k>>2]=o;m=b[e>>0]|0;q=e+2|0;f[k>>2]=q;o=b[o>>0]|0;d=e+3|0;f[k>>2]=d;e=b[q>>0]|0;f[k>>2]=c;c=(o&255)<<8|m&255|(e&255)<<16|h[d>>0]<<24;f[(a+76|0)>>2]=c;d=f[(l+40|0)>>2]|0;if((d|0)==(f[(l+44|0)>>2]|0))fBa(l+36|0,a+76|0);else{f[d>>2]=c;f[(l+40|0)>>2]=d+4}g=g+1|0;if(g>>>0>=i>>>0)break b;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}c=f[(l+48|0)>>2]|0;d=f[(l+52|0)>>2]|0;if((d|0)!=(c|0))f[(l+52|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);if(j&255&32|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;q=b[d>>0]|0;f[k>>2]=d+2|0;o=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(o&255)<<8|q&255|(i&255)<<16|h[(d+3|0)>>0]<<24;c:do if(i|0){if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{m=e+1|0;f[k>>2]=m;o=b[e>>0]|0;q=e+2|0;f[k>>2]=q;m=b[m>>0]|0;d=e+3|0;f[k>>2]=d;q=b[q>>0]|0;f[k>>2]=c;c=(m&255)<<8|o&255|(q&255)<<16|h[d>>0]<<24;f[(a+76|0)>>2]=c;d=f[(l+52|0)>>2]|0;if((d|0)==(f[(l+56|0)>>2]|0))fBa(l+48|0,a+76|0);else{f[d>>2]=c;f[(l+52|0)>>2]=d+4}g=g+1|0;if(g>>>0>=i>>>0)break c;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}if(f[(l+72|0)>>2]|0){c=f[(l+68|0)>>2]|0;if(c|0)do{q=c;c=f[c>>2]|0;sOb(q)}while((c|0)!=0);f[(l+68|0)>>2]=0;d=f[l+64>>2]|0;if(d|0){c=0;do{f[(f[(l+60|0)>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[(l+72|0)>>2]=0}if(j&255&64|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;q=b[d>>0]|0;f[k>>2]=d+2|0;o=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(o&255)<<8|q&255|(i&255)<<16|h[(d+3|0)>>0]<<24;d:do if(i|0){e:do if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{d=e+1|0;f[k>>2]=d;m=b[e>>0]|0;o=e+2|0;f[k>>2]=o;d=b[d>>0]|0;q=e+3|0;f[k>>2]=q;o=b[o>>0]|0;f[k>>2]=c;f[(a+76|0)>>2]=(d&255)<<8|m&255|(o&255)<<16|h[q>>0]<<24;if(!(Nnb(k,a)|0))break e;c=Wnb(l+60|0,a+76|0)|0;d=a;e=c+64|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));g=g+1|0;if(g>>>0>=i>>>0)break d;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}while(0);c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}c=f[(l+80|0)>>2]|0;d=f[(l+84|0)>>2]|0;if((d|0)!=(c|0))f[(l+84|0)>>2]=d+(~((d+-32-c|0)>>>5)<<5);if(!(j&255&128)){c=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}c=f[k>>2]|0;if((c+4|0)>>>0>(f[(k+4|0)>>2]|0)>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=c+1|0;q=b[c>>0]|0;f[k>>2]=c+2|0;o=b[(c+1|0)>>0]|0;f[k>>2]=c+3|0;e=b[(c+2|0)>>0]|0;f[k>>2]=c+4|0;e=(o&255)<<8|q&255|(e&255)<<16|h[(c+3|0)>>0]<<24;p[a>>3]=0.0;p[(a+8|0)>>3]=1.0;f[(a+16|0)>>2]=0;f[(a+16|0)+4>>2]=0;f[(a+16|0)+8>>2]=0;f[(a+16|0)+12>>2]=0;f:do if(e|0){d=0;while(1){if(!(ynb(k,a+76|0)|0))break;c=f[k>>2]|0;if((c+4|0)>>>0>(f[(k+4|0)>>2]|0)>>>0)break;f[k>>2]=c+1|0;o=b[c>>0]|0;f[k>>2]=c+2|0;m=b[(c+1|0)>>0]|0;f[k>>2]=c+3|0;q=b[(c+2|0)>>0]|0;f[k>>2]=c+4|0;c=(m&255)<<8|o&255|(q&255)<<16|h[(c+3|0)>>0]<<24;t=+n[((a+76|0)+4|0)>>2];r=+n[((a+76|0)+8|0)>>2];p[a>>3]=+n[(a+76|0)>>2];p[(a+8|0)>>3]=t;p[(a+16|0)>>3]=r;p[(a+24|0)>>3]=(f[s>>2]=c,+n[s>>2]);c=f[(l+84|0)>>2]|0;if((c|0)==(f[(l+88|0)>>2]|0))Xnb(l+80|0,a);else{f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];f[c+16>>2]=f[a+16>>2];f[c+20>>2]=f[a+20>>2];f[c+24>>2]=f[a+24>>2];f[c+28>>2]=f[a+28>>2];f[(l+84|0)>>2]=(f[(l+84|0)>>2]|0)+32}d=d+1|0;if(d>>>0>=e>>>0)break f}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0);c=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[a+192>>2]=c}function Ypb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;r=f[a+224>>2]|0;s=f[a+232>>2]|0;q=f[a+608>>2]|0;o=f[a+624>>2]|0;m=f[a+656>>2]|0;t=f[a+2160>>2]|0;v=f[a+2176>>2]|0;w=f[a+2184>>2]|0;a:{do if((o&255)<<8&512|0){c=f[r>>2]|0;d=f[(r+4|0)>>2]|0;if((c+4|0)>>>0>d>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;k=b[c>>0]|0;f[r>>2]=c+2|0;j=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;l=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;f[(s+188|0)>>2]=(j&255)<<8|k&255|(l&255)<<16|h[(c+3|0)>>0]<<24;if((c+8|0)>>>0>d>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}else{f[r>>2]=c+5|0;k=b[(c+4|0)>>0]|0;f[r>>2]=c+6|0;j=b[(c+5|0)>>0]|0;f[r>>2]=c+7|0;l=b[(c+6|0)>>0]|0;f[r>>2]=c+8|0;f[(s+192|0)>>2]=(j&255)<<8|k&255|(l&255)<<16|h[(c+7|0)>>0]<<24;break}}while(0);d=f[(s+224|0)>>2]|0;c=f[(s+228|0)>>2]|0;if((c|0)!=(d|0))do{l=c+-96|0;f[(s+228|0)>>2]=l;kWa(l);c=f[(s+228|0)>>2]|0}while((c|0)!=(d|0));if((o&255)<<8&32768|0){c=f[r>>2]|0;if((c+4|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;i=b[c>>0]|0;f[r>>2]=c+2|0;t=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;g=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;g=(t&255)<<8|i&255|(g&255)<<16|h[(c+3|0)>>0]<<24;i=(a+8|0)+4|0;t=i;w=t+72|0;do{f[t>>2]=0;t=t+4|0}while((t|0)<(w|0));n[((a+8|0)+76|0)>>2]=1.0;f[(a+8|0)+80>>2]=0;f[((a+8|0)+84|0)>>2]=0;f[(a+8|0)+88>>2]=0;b:do if(g|0){e=0;while(1){if(!(Unb(r,a+8|0)|0))break;j=f[(s+228|0)>>2]|0;l=1;if(l){l=0;if(j>>>0<(f[(s+232|0)>>2]|0)>>>0){f[j>>2]=f[(a+8|0)>>2];f[(j+4|0)>>2]=f[i>>2];f[(j+4|0)+4>>2]=f[i+4>>2];f[(j+4|0)+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;k=f[((a+8|0)+16|0)>>2]|0;f[((a+8|0)+16|0)>>2]=0;f[j+16>>2]=k;f[(j+20|0)>>2]=0;f[(j+24|0)>>2]=0;f[j+28>>2]=0;f[(j+20|0)>>2]=f[((a+8|0)+20|0)>>2];f[(j+24|0)>>2]=f[((a+8|0)+24|0)>>2];f[j+28>>2]=f[((a+8|0)+28|0)>>2];f[((a+8|0)+28|0)>>2]=0;f[((a+8|0)+24|0)>>2]=0;f[((a+8|0)+20|0)>>2]=0;k=f[((a+8|0)+32|0)>>2]|0;f[((a+8|0)+32|0)>>2]=0;f[j+32>>2]=k;f[(j+36|0)>>2]=0;f[(j+40|0)>>2]=0;f[j+44>>2]=0;f[(j+36|0)>>2]=f[((a+8|0)+36|0)>>2];f[(j+40|0)>>2]=f[((a+8|0)+40|0)>>2];f[j+44>>2]=f[((a+8|0)+44|0)>>2];f[((a+8|0)+44|0)>>2]=0;f[((a+8|0)+40|0)>>2]=0;f[((a+8|0)+36|0)>>2]=0;f[(j+48|0)>>2]=0;f[(j+52|0)>>2]=0;f[j+56>>2]=0;f[(j+48|0)>>2]=f[((a+8|0)+48|0)>>2];f[(j+52|0)>>2]=f[((a+8|0)+52|0)>>2];f[j+56>>2]=f[((a+8|0)+56|0)>>2];f[((a+8|0)+56|0)>>2]=0;f[((a+8|0)+52|0)>>2]=0;f[((a+8|0)+48|0)>>2]=0;k=f[((a+8|0)+60|0)>>2]|0;f[((a+8|0)+60|0)>>2]=0;d=f[((a+8|0)+64|0)>>2]|0;f[((a+8|0)+64|0)>>2]=0;f[j+60>>2]=k;f[j+64>>2]=d;c=f[((a+8|0)+68|0)>>2]|0;f[(j+68|0)>>2]=c;x=f[((a+8|0)+72|0)>>2]|0;f[j+72>>2]=x;f[j+76>>2]=f[((a+8|0)+76|0)>>2];if(x|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[k+(c<<2)>>2]=j+68|0;f[((a+8|0)+68|0)>>2]=0;f[((a+8|0)+72|0)>>2]=0}f[(j+80|0)>>2]=0;f[(j+84|0)>>2]=0;f[j+88>>2]=0;f[(j+80|0)>>2]=f[((a+8|0)+80|0)>>2];f[(j+84|0)>>2]=f[((a+8|0)+84|0)>>2];f[j+88>>2]=f[((a+8|0)+88|0)>>2];f[((a+8|0)+88|0)>>2]=0;f[((a+8|0)+84|0)>>2]=0;f[((a+8|0)+80|0)>>2]=0;f[j+92>>2]=f[((a+8|0)+92|0)>>2];f[(s+228|0)>>2]=(f[(s+228|0)>>2]|0)+96}else l=1}if(l)if(1)dob(s+224|0,a+8|0);e=e+1|0;if(e>>>0>=g>>>0)break b}kWa(a+8|0);c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);kWa(a+8|0)}j=f[(s+236|0)>>2]|0;c=f[(s+240|0)>>2]|0;if((c|0)!=(j|0))do{f[(s+240|0)>>2]=c+-56;d=f[c+-12>>2]|0;if(d|0){e=c+-8|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}g=c+-36|0;d=f[g>>2]|0;if(d|0){i=c+-32|0;e=f[i>>2]|0;if((e|0)!=(d|0)){do{x=e+-180|0;f[i>>2]=x;lWa(x);e=f[i>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}c=c+-52|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[(s+240|0)>>2]|0}while((c|0)!=(j|0));do if((m&255)<<16&65536|0){c=f[r>>2]|0;if((c+4|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;g=b[c>>0]|0;f[r>>2]=c+2|0;x=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;d=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;d=(x&255)<<8|g&255|(d&255)<<16|h[(c+3|0)>>0]<<24;g=(a+8|0)+4|0;f[((a+8|0)+44|0)>>2]=0;f[((a+8|0)+48|0)>>2]=0;f[(a+8|0)+52>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;do if(!d)e=1;else{c=0;while(1){if(!(Qnb(r,a+8|0)|0)){c=0;break}e=f[(s+240|0)>>2]|0;if((e|0)==(f[(s+244|0)>>2]|0))fob(s+236|0,a+8|0);else{eob(e,a+8|0);f[(s+240|0)>>2]=(f[(s+240|0)>>2]|0)+56}c=c+1|0;if(c>>>0>=d>>>0){c=1;break}}d=f[((a+8|0)+44|0)>>2]|0;if(!d){e=c;break}e=f[((a+8|0)+48|0)>>2]|0;if((e|0)!=(d|0))f[((a+8|0)+48|0)>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d);e=c}while(0);c=f[((a+8|0)+20|0)>>2]|0;if(c|0){d=f[((a+8|0)+24|0)>>2]|0;if((d|0)!=(c|0)){do{x=d+-180|0;f[((a+8|0)+24|0)>>2]=x;lWa(x);d=f[((a+8|0)+24|0)>>2]|0}while((d|0)!=(c|0));c=f[((a+8|0)+20|0)>>2]|0}sOb(c)}if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);if(e)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);p[(s+248|0)>>3]=0.0;do if((o&255)<<8&16384|0){c=f[r>>2]|0;if((c+8|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}else{f[r>>2]=c+1|0;d=h[c>>0]|0;f[r>>2]=c+2|0;y=_Pb(h[(c+1|0)>>0]|0,0,8)|0;l=I;f[r>>2]=c+3|0;e=_Pb(h[(c+2|0)>>0]|0,0,16)|0;l=l|I;f[r>>2]=c+4|0;g=_Pb(h[(c+3|0)>>0]|0,0,24)|0;l=l|I;f[r>>2]=c+5|0;m=h[(c+4|0)>>0]|0;f[r>>2]=c+6|0;i=_Pb(h[(c+5|0)>>0]|0,0,40)|0;o=I;f[r>>2]=c+7|0;j=_Pb(h[(c+6|0)>>0]|0,0,48)|0;x=I;f[r>>2]=c+8|0;k=_Pb(h[(c+7|0)>>0]|0,0,56)|0;f[(s+248|0)>>2]=y|d|e|g|i|j|k;f[(s+248|0)+4>>2]=l|m|o|x|I;break}}while(0);c=f[(s+256|0)>>2]|0;f[(s+256|0)>>2]=0;if(c|0)sOb(c);c:do if(q&16777216|0){do if(znb(r,a+8|0)|0){if(!(znb(r,(a+8|0)+24|0)|0))break;c=pOb(48)|0;t=c;v=a+8|0;w=t+48|0;do{f[t>>2]=f[v>>2];t=t+4|0;v=v+4|0}while((t|0)<(w|0));d=f[(s+256|0)>>2]|0;f[(s+256|0)>>2]=c;if(d|0)sOb(d);break c}while(0);c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);do if(q&134217728|0){if(Enb(r,s+260|0)|0)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);do if(q&268435456|0){if(Inb(r,s+272|0)|0)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);c=1;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[a+488>>2]=c;f[a+2160>>2]=t;f[a+2176>>2]=v;f[a+2184>>2]=w}function Zpb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;M=f[a+224>>2]|0;N=f[a+232>>2]|0;L=f[a+488>>2]|0;E=f[a+608>>2]|0;I=f[a+616>>2]|0;F=f[a+624>>2]|0;K=f[a+656>>2]|0;G=f[a+912>>2]|0;k=f[a+928>>2]|0;H=f[a+1448>>2]|0;m=f[a+1856>>2]|0;O=f[a+2160>>2]|0;P=f[a+2176>>2]|0;Q=f[a+2184>>2]|0;J=f[a+2200>>2]|0;a:{b:do if((K&255)<<16&2097152|0){c=k+4|0;if(c>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}x=k+1|0;f[M>>2]=x;y=b[k>>0]|0;l=k+2|0;f[M>>2]=l;x=b[x>>0]|0;j=k+3|0;f[M>>2]=j;l=b[l>>0]|0;f[M>>2]=c;j=(x&255)<<8|y&255|(l&255)<<16|h[j>>0]<<24;l=k+8|0;if(l>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}e=k+5|0;f[M>>2]=e;c=b[c>>0]|0;i=k+6|0;f[M>>2]=i;e=b[e>>0]|0;g=k+7|0;f[M>>2]=g;i=b[i>>0]|0;f[M>>2]=l;if(j>>>0>8){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}if(!((j|0)!=8?1:((e&255)<<8|c&255|(i&255)<<16|h[g>>0]<<24)>>>0<4)){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}if(!(0==0&(H&8|0)==0)){c=k+12|0;if(c>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}t=k+9|0;f[M>>2]=t;w=b[l>>0]|0;y=k+10|0;f[M>>2]=y;t=b[t>>0]|0;x=k+11|0;f[M>>2]=x;y=b[y>>0]|0;f[M>>2]=c;x=(t&255)<<8|w&255|(y&255)<<16|h[x>>0]<<24;if(x|0){w=0;while(1){f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;y=1;if(y){y=0;if(wnb(M,a+8|0)|0){c=f[M>>2]|0;e=1;if(e){e=0;if((c+4|0)>>>0>(f[(M+4|0)>>2]|0)>>>0)q=1;else e=1}if(e)if(1){f[M>>2]=c+1|0;s=b[c>>0]|0;f[M>>2]=c+2|0;m=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;t=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;t=(m&255)<<8|s&255|(t&255)<<16|h[(c+3|0)>>0]<<24;xOb(a+192|0,a+8|0);f[((a+192|0)+12|0)>>2]=t;s=b[((a+192|0)+11|0)>>0]|0;m=s<<24>>24<0?f[(a+192|0)>>2]|0:a+192|0;q=s<<24>>24<0?f[((a+192|0)+4|0)>>2]|0:s&255;if(q>>>0>3){c=m;i=q;e=q;while(1){r=X(h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24,1540483477)|0;i=(X(r>>>24^r,1540483477)|0)^(X(i,1540483477)|0);e=e+-4|0;if(e>>>0<=3)break;else c=c+4|0}e=(q+-4|0)-((q+-4|0)&-4)|0;g=m+(((q+-4|0)&-4)+4)|0;c=i}else{e=q;g=m;c=q}switch(e|0){case 3:{B=h[g+2>>0]<<16^c;J=22;break}case 2:{B=c;J=22;break}case 1:{C=c;J=23;break}default:D=c}if((J|0)==22){C=h[g+1>>0]<<8^B;J=23}if((J|0)==23){J=0;D=X(C^h[g>>0],1540483477)|0}r=X(D>>>13^D,1540483477)|0;g=f[(N+288|0)>>2]|0;c:do{c=1;if(c){c=0;if(!g){A=0;J=64}else c=1}if(c)if(1){do if(!((g+-1|0)&g))l=(r>>>15^r)&(g+-1|0);else{if((r>>>15^r)>>>0<g>>>0){l=r>>>15^r;break}l=((r>>>15^r)>>>0)%(g>>>0)|0}while(0);c=f[(f[(N+284|0)>>2]|0)+(l<<2)>>2]|0;if(!c){A=l;J=64}else{c=f[c>>2]|0;if(!c){A=l;J=64;break}if(!((g+-1|0)&g)){if(!q)while(1){q=f[c+4>>2]|0;if(!((q|0)==(r>>>15^r|0)|(q&(g+-1|0)|0)==(l|0))){A=l;J=64;break c}q=b[c+8+11>>0]|0;if(!((q<<24>>24<0?f[c+12>>2]|0:q&255)|0)){v=s;break c}c=f[c>>2]|0;if(!c){A=l;J=64;break c}}while(1){k=f[c+4>>2]|0;if(!((k|0)==(r>>>15^r|0)|(k&(g+-1|0)|0)==(l|0))){A=l;J=64;break c}e=c+8|0;k=b[e+11>>0]|0;do if(((k<<24>>24<0?f[c+12>>2]|0:k&255)|0)==(q|0)){i=f[e>>2]|0;if(k<<24>>24<0)if(!(zBb(i,m,q)|0)){v=s;break c}else break;if((b[m>>0]|0)!=(i&255)<<24>>24)break;j=e;e=k&255;i=m;do{e=e+-1|0;j=j+1|0;if(!e){v=s;break c}i=i+1|0}while((b[j>>0]|0)==(b[i>>0]|0))}while(0);c=f[c>>2]|0;if(!c){A=l;J=64;break c}}}if(!q)while(1){e=f[c+4>>2]|0;if((e|0)!=(r>>>15^r|0)){if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(l|0)){A=l;J=64;break c}}q=b[c+8+11>>0]|0;if(!((q<<24>>24<0?f[c+12>>2]|0:q&255)|0)){v=s;break c}c=f[c>>2]|0;if(!c){A=l;J=64;break c}}while(1){e=f[c+4>>2]|0;if((e|0)!=(r>>>15^r|0)){if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(l|0)){A=l;J=64;break c}}e=c+8|0;k=b[e+11>>0]|0;do if(((k<<24>>24<0?f[c+12>>2]|0:k&255)|0)==(q|0)){i=f[e>>2]|0;if(k<<24>>24<0)if(!(zBb(i,m,q)|0)){v=s;break c}else break;if((b[m>>0]|0)!=(i&255)<<24>>24)break;j=e;e=k&255;i=m;do{e=e+-1|0;j=j+1|0;if(!e){v=s;break c}i=i+1|0}while((b[j>>0]|0)==(b[i>>0]|0))}while(0);c=f[c>>2]|0;if(!c){A=l;J=64;break}}}}}while(0);if((J|0)==64){J=0;i=pOb(24)|0;f[(i+8|0)>>2]=f[(a+192|0)>>2];f[(i+8|0)+4>>2]=f[(a+192|0)+4>>2];f[(i+8|0)+8>>2]=f[(a+192|0)+8>>2];f[(a+192|0)>>2]=0;f[(a+192|0)+4>>2]=0;f[(a+192|0)+8>>2]=0;f[i+20>>2]=t;f[i+4>>2]=r>>>15^r;f[i>>2]=0;o=+(((f[(N+296|0)>>2]|0)+1|0)>>>0);p=+n[(N+300|0)>>2];do if((g|0)==0|p*+(g>>>0)<o){c=~~+W(+(o/p))>>>0;$nb(N+284|0,(g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1)>>>0<c>>>0?c:g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1);c=f[(N+288|0)>>2]|0;if(!((c+-1|0)&c)){g=c;c=(c+-1|0)&(r>>>15^r);break}if((r>>>15^r)>>>0<c>>>0){g=c;c=r>>>15^r;break}g=c;c=((r>>>15^r)>>>0)%(c>>>0)|0}else c=A;while(0);c=(f[(N+284|0)>>2]|0)+(c<<2)|0;e=f[c>>2]|0;do if(!e){f[i>>2]=f[(N+292|0)>>2];f[(N+292|0)>>2]=i;f[c>>2]=N+292|0;c=f[i>>2]|0;if(!c)break;c=f[c+4>>2]|0;e=g+-1|0;do if(!(e&g))c=c&e;else{if(c>>>0<g>>>0)break;c=(c>>>0)%(g>>>0)|0}while(0);z=(f[(N+284|0)>>2]|0)+(c<<2)|0;J=77}else{f[i>>2]=f[e>>2];z=e;J=77}while(0);if((J|0)==77){J=0;f[z>>2]=i}f[(N+296|0)>>2]=(f[(N+296|0)>>2]|0)+1;v=b[((a+192|0)+11|0)>>0]|0}if(v<<24>>24<0)sOb(f[(a+192|0)>>2]|0);q=0}}else y=1}if(y)if(1)q=1;if((b[((a+8|0)+11|0)>>0]|0)<0)sOb(f[(a+8|0)>>2]|0);w=w+1|0;if(q|0){L=0;break}if(w>>>0>=x>>>0)break b}u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}}while(0);f[a>>2]=G|((F&255)<<8|I&255|(K&255)<<16|E);f[a+4>>2]=H;f[(a+8|0)>>2]=f[a>>2];f[(a+8|0)+4>>2]=f[a+4>>2];if(!(Onb(M,a+8|0,N)|0)){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[(N+168|0)>>2]=0;do if((K&255)<<16&4194304|0){c=f[M>>2]|0;if((c+1|0)>>>0>(f[(M+4|0)>>2]|0)>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;c=h[c>>0]|0;f[(N+168|0)>>2]=c;if(!(b[M+36>>0]|0)){if((c&6|0)!=6)break}else if(!((c&6|0)==6?(f[M+8>>2]|0)>>>0<2:0))break;f[(N+168|0)>>2]=c&217|32}while(0);c=f[(N+172|0)>>2]|0;e=f[(N+176|0)>>2]|0;if((e|0)!=(c|0))f[(N+176|0)>>2]=e+(~((e+-4-c|0)>>>2)<<2);if(I&255&16|0){e=f[M>>2]|0;c=f[(M+4|0)>>2]|0;if((e+4|0)>>>0>c>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=e+1|0;H=b[e>>0]|0;f[M>>2]=e+2|0;G=b[(e+1|0)>>0]|0;f[M>>2]=e+3|0;j=b[(e+2|0)>>0]|0;f[M>>2]=e+4|0;j=(G&255)<<8|H&255|(j&255)<<16|h[(e+3|0)>>0]<<24;f[(a+8|0)>>2]=0;d:do if(j|0){if((e+8|0)>>>0<=c>>>0){i=0;g=e+4|0;c=e+8|0;do{F=g+1|0;f[M>>2]=F;G=b[g>>0]|0;H=g+2|0;f[M>>2]=H;F=b[F>>0]|0;e=g+3|0;f[M>>2]=e;H=b[H>>0]|0;f[M>>2]=c;c=(F&255)<<8|G&255|(H&255)<<16|h[e>>0]<<24;f[(a+8|0)>>2]=c;e=f[(N+176|0)>>2]|0;if((e|0)==(f[(N+180|0)>>2]|0))aob(N+172|0,a+8|0);else{f[e>>2]=c;f[(N+176|0)>>2]=e+4}i=i+1|0;if(i>>>0>=j>>>0)break d;g=f[M>>2]|0;c=g+4|0}while(c>>>0<=(f[(M+4|0)>>2]|0)>>>0)}L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}while(0)}f[(N+184|0)>>2]=-1;f[(N+196|0)>>2]=-1;f[(N+200|0)>>2]=-1;do if(I&255&32|0){c=f[M>>2]|0;e=f[(M+4|0)>>2]|0;if((c+4|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;G=b[c>>0]|0;f[M>>2]=c+2|0;F=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;H=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;f[(N+184|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+3|0)>>0]<<24;if(I&255&64|0){if((c+8|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+5|0;G=b[(c+4|0)>>0]|0;f[M>>2]=c+6|0;F=b[(c+5|0)>>0]|0;f[M>>2]=c+7|0;H=b[(c+6|0)>>0]|0;f[M>>2]=c+8|0;f[(N+196|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+7|0)>>0]<<24;if((c+12|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}else{f[M>>2]=c+9|0;G=b[(c+8|0)>>0]|0;f[M>>2]=c+10|0;F=b[(c+9|0)>>0]|0;f[M>>2]=c+11|0;H=b[(c+10|0)>>0]|0;f[M>>2]=c+12|0;f[(N+200|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+11|0)>>0]<<24;break}}}while(0);e=f[(N+212|0)>>2]|0;c=f[(N+216|0)>>2]|0;if((c|0)!=(e|0))do{H=c+-180|0;f[(N+216|0)>>2]=H;lWa(H);c=f[(N+216|0)>>2]|0}while((c|0)!=(e|0));if(I&255&128|0){c=f[M>>2]|0;if((c+4|0)>>>0>(f[(M+4|0)>>2]|0)>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;j=b[c>>0]|0;f[M>>2]=c+2|0;k=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;e=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;e=(k&255)<<8|j&255|(e&255)<<16|h[(c+3|0)>>0]<<24;j=(a+8|0)+8|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[(a+8|0)+84>>2]=0;k=(a+8|0)+92|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[(a+8|0)+108>>2]=0;l=(a+8|0)+116|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[((a+8|0)+128|0)>>2]=-1;f[(a+8|0)+132>>2]=-1;m=(a+8|0)+136|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;n[(a+8|0)+164>>2]=1.0;f[(a+8|0)+168>>2]=0;f[(a+8|0)+172>>2]=0;if(!e)c=1;else{c=0;while(1){if(!(Pnb(M,a+8|0)|0)){c=0;break}g=f[(N+216|0)>>2]|0;if((g|0)==(f[(N+220|0)>>2]|0))cob(N+212|0,a+8|0);else{O=f[(a+8|0)+4>>2]|0;f[g>>2]=f[(a+8|0)>>2];f[g+4>>2]=O;xOb(g+8|0,j);O=g+20|0;P=(a+8|0)+20|0;Q=O+68|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));f[g+88>>2]=f[((a+8|0)+88|0)>>2];xOb(g+92|0,k);f[(g+104|0)>>2]=f[((a+8|0)+104|0)>>2];f[(g+104|0)+4>>2]=f[((a+8|0)+104|0)+4>>2];d[(g+104|0)+8>>1]=d[((a+8|0)+104|0)+8>>1]|0;xOb(g+116|0,l);I=f[((a+8|0)+128|0)+4>>2]|0;f[(g+128|0)>>2]=f[((a+8|0)+128|0)>>2];f[(g+128|0)+4>>2]=I;xOb(g+136|0,m);bob(g+148|0,(a+8|0)+148|0);f[(g+168|0)>>2]=f[((a+8|0)+168|0)>>2];f[(g+168|0)+4>>2]=f[((a+8|0)+168|0)+4>>2];f[(g+168|0)+8>>2]=f[((a+8|0)+168|0)+8>>2];f[(N+216|0)>>2]=(f[(N+216|0)>>2]|0)+180}c=c+1|0;if(c>>>0>=e>>>0){c=1;break}}e=f[(a+8|0)+156>>2]|0;if(e)do{g=e;e=f[e>>2]|0;i=f[g+16>>2]|0;if(i|0){if((f[(g+20|0)>>2]|0)!=(i|0))f[(g+20|0)>>2]=i;sOb(i)}sOb(g)}while((e|0)!=0)}e=f[((a+8|0)+148|0)>>2]|0;f[((a+8|0)+148|0)>>2]=0;if(e|0)sOb(e);if((b[m+11>>0]|0)<0)sOb(f[m>>2]|0);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if(!c){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}f[(N+204|0)>>2]=-1;f[(N+208|0)>>2]=-1;if((K&255)<<16&524288|0){c=f[M>>2]|0;e=f[(M+4|0)>>2]|0;if((c+4|0)>>>0<=e>>>0){f[M>>2]=c+1|0;I=b[c>>0]|0;f[M>>2]=c+2|0;H=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;K=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;f[(N+208|0)>>2]=(H&255)<<8|I&255|(K&255)<<16|h[(c+3|0)>>0]<<24;if((c+8|0)>>>0<=e>>>0){f[M>>2]=c+5|0;K=b[(c+4|0)>>0]|0;f[M>>2]=c+6|0;I=b[(c+5|0)>>0]|0;f[M>>2]=c+7|0;L=b[(c+6|0)>>0]|0;f[M>>2]=c+8|0;f[(N+204|0)>>2]=(I&255)<<8|K&255|(L&255)<<16|h[(c+7|0)>>0]<<24;L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}}f[(N+188|0)>>2]=-1;f[(N+192|0)>>2]=-1}f[a+488>>2]=L;f[a+2160>>2]=O;f[a+2176>>2]=P;f[a+2184>>2]=Q;f[a+2200>>2]=J}function _pb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=f[a+336>>2]|0;k=f[a+400>>2]|0;l=f[a+408>>2]|0;m=f[a+528>>2]|0;o=f[a+2496>>2]|0;j=f[a+2816>>2]|0;p=f[a+2944>>2]|0;q=f[a+3176>>2]|0;r=f[a+3208>>2]|0;i=f[a+3216>>2]|0;a:{if(r){r=0;switch(i|0){case 85:{if(j>>>0<8){q=306;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<(c+11&-4)>>>0){m=c+11&-4;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;do if(!d)Fh[f[(f[o>>2]|0)+36>>2]&255](o,0,p+8|0,c);else{if((c|0)==27?(b[(f[d+4>>2]|0)+164>>0]&8)==0:0)if(!(oAb(p+8|0,240214)|0))break;Fh[f[(f[o>>2]|0)+36>>2]&255](o,0,p+8|0,c)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+11&-4);k=l;break}case 117:{if(j>>>0<12){q=316;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+8>>2]|0;if(j>>>0<(c+15&-4)>>>0){m=c+15&-4;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;do if(!d)Fh[f[(f[o>>2]|0)+36>>2]&255](o,f[p+4>>2]|0,p+12|0,c);else{e=f[p+4>>2]|0;if((c|0)==27?(b[(f[d+4>>2]|0)+164>>0]&8)==0:0)if(!(oAb(p+12|0,240214)|0))break;Fh[f[(f[o>>2]|0)+36>>2]&255](o,e,p+12|0,c)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+15&-4);k=l;break}case 112:{if(j>>>0<12){q=326;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<((c*24|0)+12|0)>>>0){m=(c*24|0)+12|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[p+8>>2]|0;Lh[f[(f[o>>2]|0)+40>>2]&255](o,c,(h&1|0)!=0,(h&2|0)!=0,p+12|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((c*24|0)+12|0);k=l;break}case 109:{if(j>>>0<16){q=331;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}e=f[(f[o>>2]|0)+48>>2]|0;c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(d){h=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(h+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](o,c,f[p+8>>2]|0,f[p+12>>2]|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+16;k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 48:{if(j>>>0<16){q=337;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}e=f[(f[o>>2]|0)+52>>2]|0;c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(d){h=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(h+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](o,c,f[p+8>>2]|0,f[p+12>>2]|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+16;k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 101:{if(j>>>0<20){q=343;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[(p+8|0)>>2]|0;if(j>>>0<((h<<2)+20|0)>>>0){m=(h<<2)+20|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}g=f[(p+12|0)>>2]|0;b:do if((g|0)<67108875){switch(g|0){case 67108873:break;default:{q=355;break b}}c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(!d){Lh[f[(f[o>>2]|0)+68>>2]&255](o,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0);break}else{Fob(f[d+4>>2]|0,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0,o);break}}else if((g|0)<268435467){switch(g|0){case 67108875:break;default:{q=355;break b}}c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(!d){Lh[f[(f[o>>2]|0)+64>>2]&255](o,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0);break}else{Eob(f[d+4>>2]|0,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0,o);break}}else{switch(g|0){case 268435467:break;default:{q=355;break b}}c=f[p+4>>2]|0;e=f[(f[o>>2]|0)+72>>2]|0;d=f[(n+112|0)>>2]|0;if(!d)d=h;else{d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;d=f[(p+8|0)>>2]|0}Lh[e&255](o,c,d,p+20|0,f[p+16>>2]|0);break}while(0);do if((q|0)==355){q=0;c=f[p+4>>2]|0;if(g&268435456|0){Lh[f[(f[o>>2]|0)+56>>2]&255](o,c,h,p+20|0,g);break}d=f[(n+112|0)>>2]|0;if(!d){e=h;d=g}else{e=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(e+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;e=f[(p+8|0)>>2]|0;d=f[(p+12|0)>>2]|0}Lh[f[(f[o>>2]|0)+56>>2]&255](o,c,e,p+20|0,d)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((h<<2)+20|0);k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 51:{if(j>>>0<20){q=363;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[(n+112|0)>>2]|0;do if(!c)Lh[f[(f[o>>2]|0)+60>>2]&255](o,f[p+4>>2]|0,f[p+8>>2]|0,f[p+12>>2]|0,f[p+16>>2]|0);else{c=f[c+4>>2]|0;if((f[(p+16|0)>>2]|0)!=3){g=f[(f[o>>2]|0)+60>>2]|0;f[(a+8|0)>>2]=f[p+4>>2];h=(pob(c+80|0,a+8|0)|0)+12|0;Lh[g&255](o,f[h>>2]|0,f[p+8>>2]|0,f[p+12>>2]|0,f[(p+16|0)>>2]|0);break}f[c+160>>2]=f[p+8>>2];d=b[(c+164|0)>>0]|0;if(d<<24>>24>-1){b[(c+164|0)>>0]=d|-128;Fh[f[(f[o>>2]|0)+36>>2]&255](o,f[c+76>>2]|0,240214,27)}}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+20;k=l;break}case 68:{if(j>>>0<8){q=373;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<(c+8|0)>>>0){m=c+8|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;if(!d)xh[f[(f[o>>2]|0)+76>>2]&127](o,p+8|0,c);else Gob(f[d+4>>2]|0,p,o);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+8|0);k=l;break}case 65:{if(j>>>0<16){q=381;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[(p+12|0)>>2]|0;if(j>>>0<((h<<2)+16|0)>>>0){m=(h<<2)+16|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}if(!(f[p+8>>2]|0)){e=f[(f[o>>2]|0)+80>>2]|0;c=f[(n+108|0)>>2]|0;d=f[(n+112|0)>>2]|0;if(!d)d=h;else{d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;d=f[(p+12|0)>>2]|0}Lh[e&255](o,c,f[p+4>>2]|0,p+16|0,d)}else{g=f[(f[o>>2]|0)+84>>2]|0;d=f[(n+108|0)>>2]|0;c=f[(n+112|0)>>2]|0;if(!c){e=h;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(p+12|0)>>2]|0;c=f[c>>2]|0}Lh[g&255](o,c,f[p+4>>2]|0,p+16|0,(e>>>0)/3|0)}if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((h<<2)+16|0);k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 52:{if(j>>>0<12){q=393;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[(p+4|0)>>2]|0;f[(p+4|0)>>2]=c&2147483647;switch(c&2147483647|0){case 1:{xh[f[(f[o>>2]|0)+160>>2]&127](o,f[p+8>>2]|0,(c|0)<0);break}case 2:{xh[f[(f[o>>2]|0)+164>>2]&127](o,f[p+8>>2]|0,(c|0)<0);break}case 3:{oh[f[(f[o>>2]|0)+172>>2]&1023](o,f[p+8>>2]|0);break}case 4:{oh[f[(f[o>>2]|0)+176>>2]&1023](o,f[p+8>>2]|0);break}default:{}}if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+12;k=l;break}case 53:{if(j>>>0<16){q=402;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<((c<<3)+16|0)>>>0){m=(c<<3)+16|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}Lh[f[(f[o>>2]|0)+168>>2]&255](o,f[p+8>>2]|0,p+16|0,c,(b[p+12>>0]|0)!=0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((c<<3)+16|0);k=l;break}default:{q=406;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}}}}f[a+400>>2]=k;f[a+528>>2]=m;f[a+3176>>2]=q;f[a+3208>>2]=r}function $pb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;F=f[a+336>>2]|0;C=f[a+360>>2]|0;w=f[a+400>>2]|0;u=f[a+408>>2]|0;A=f[a+472>>2]|0;D=f[a+528>>2]|0;E=f[a+560>>2]|0;G=f[a+864>>2]|0;H=f[a+1040>>2]|0;I=f[a+1136>>2]|0;B=f[a+1176>>2]|0;v=f[a+2496>>2]|0;y=f[a+2800>>2]|0;z=f[a+2816>>2]|0;x=f[a+2944>>2]|0;J=f[a+2968>>2]|0;K=f[a+2976>>2]|0;L=f[a+2984>>2]|0;M=f[a+3072>>2]|0;N=f[a+3176>>2]|0;O=f[a+3208>>2]|0;t=f[a+3216>>2]|0;a:{if(O){O=0;switch(t|0){case 69:{if(z>>>0<28){N=212;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}c=f[(x+24|0)>>2]|0;C=(c|0)==-1?28:c+31&-4;if(C>>>0>z>>>0){N=214;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}e=f[(f[v>>2]|0)+152>>2]|0;b=f[(F+108|0)>>2]|0;d=f[(F+112|0)>>2]|0;if(d){c=f[d+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;c=f[(x+24|0)>>2]|0;b=f[b>>2]|0}i=f[x+12>>2]|0;Zh[e&7](v,b,f[x+4>>2]|0,f[x+8>>2]|0,i&2147483647,f[x+16>>2]|0,f[x+20>>2]|0,(c|0)==-1?0:x+28|0,(i|0)<0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+C;w=u;break}case 103:{if(z>>>0<12){N=220;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+156>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(c){i=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(i+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Fh[d&255](v,b,f[x+4>>2]|0,f[x+8>>2]|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+12;w=u;break}case 78:{if(z>>>0<8){N=226;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}w=f[x+4>>2]|0;f[(F+104|0)>>2]=f[x>>2];f[(F+104|0)+4>>2]=w;f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+8;w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 82:{if(z>>>0<44){N=229;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}J=f[(x+24|0)>>2]|0;K=f[(x+28|0)>>2]|0;L=f[(x+32|0)>>2]|0;if((((K+J+L|0)*12|0)+44|0)>>>0>z>>>0){N=231;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}g=f[(f[v>>2]|0)+136>>2]|0;c=f[(F+108|0)>>2]|0;b=f[(F+112|0)>>2]|0;if(!b){d=J;e=K;b=L}else{d=f[b+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;d=f[(x+24|0)>>2]|0;e=f[(x+28|0)>>2]|0;c=f[c>>2]|0;b=f[(x+32|0)>>2]|0}i=(x+44|0)+(d*12|0)|0;bi[g&7](v,c,f[x+4>>2]|0,f[x+8>>2]|0,f[x+12>>2]|0,f[x+16>>2]|0,f[x+20>>2]|0,x+44|0,d,i,e,i+(e*12|0)|0,b);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+(((K+J+L|0)*12|0)+44|0);w=u;break}case 114:{if(z>>>0<12){N=237;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}M=f[(x+8|0)>>2]|0;if((M+12|0)>>>0>z>>>0){N=239;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+140>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)c=M;else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0;c=f[(x+8|0)>>2]|0}Lh[d&255](v,b,f[x+4>>2]|0,x+12|0,c);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+(M+12|0);w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 81:{if(z>>>0<40){N=245;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(x+8|0)>>2]|0;e=f[(x+12|0)>>2]|0;b=f[(x+16|0)>>2]|0;G=d&268435456|0?24:12;G=d&536870912|0?G+8|0:G;i=(f[(x+20|0)>>2]|0)+b+(f[(x+24|0)>>2]|0)|0;G=((i&1)+i<<1)+40+(X(d&1073741824|0?G+4|0:G,e)|0)+(((f[(x+32|0)>>2]|0)+(f[(x+28|0)>>2]|0)+(f[(x+36|0)>>2]|0)|0)*12|0)|0;if(G>>>0>z>>>0){N=247;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}i=f[(f[v>>2]|0)+132>>2]|0;g=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)h=e;else{b=f[c+4>>2]|0;f[(a+8|0)>>2]=g;g=(pob(b+80|0,a+8|0)|0)+12|0;b=f[(x+16|0)>>2]|0;d=f[(x+8|0)>>2]|0;h=f[(x+12|0)>>2]|0;g=f[g>>2]|0}c=f[x+4>>2]|0;e=f[(x+20|0)>>2]|0;if(!(b|e))if(!(f[(x+24|0)>>2]|0)){j=0;k=d&268435456;l=d&536870912;m=d&1073741824;o=0;p=0}else{n=0;N=253}else{n=e;N=253}if((N|0)==253){N=0;k=d&268435456;j=k|0?24:12;l=d&536870912;j=l|0?j+8|0:j;m=d&1073741824;j=(x+40|0)+(X(m|0?j+4|0:j,h)|0)|0;o=n;p=f[(x+24|0)>>2]|0}n=k|0?24:12;n=l|0?n+8|0:n;l=o+b+p|0;l=(x+40|0)+(X(m|0?n+4|0:n,h)|0)+((l&1)+l<<1)|0;m=f[(x+28|0)>>2]|0;n=f[(x+32|0)>>2]|0;fi[i&7](v,g,c,d,x+40|0,h,j,b,o,p,l,m,l+(m*12|0)|0,n,(l+(m*12|0)|0)+(n*12|0)|0,f[(x+36|0)>>2]|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+G;w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 111:{if(z>>>0<16){N=257;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}H=f[x+4>>2]|0;if(H>>>0>z>>>0){N=259;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}f[(a+296|0)>>2]=(f[(F+100|0)>>2]|0)+16;e=pOb(56)|0;f[e+40>>2]=0;f[e+44>>2]=0;f[e+48>>2]=0;if(Cob(F,e,y,a+296|0,u)|0){d=f[(f[v>>2]|0)+144>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(c){p=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(p+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}c=Vg[d&31](v,b,e,f[x+8>>2]|0,f[x+12>>2]|0)|0;if(!(f[(F+96|0)>>2]|0))b=9;else{f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+H;b=0}if(c)q=b;else{r=b;s=c?0:e;N=267}}else{Fh[f[(f[v>>2]|0)+36>>2]&255](v,0,240126,45);r=9;s=e;N=267}if((N|0)==267){N=0;b=s+40|0;c=f[b>>2]|0;if(c|0){Dob(b,c);sOb(f[b>>2]|0)}sOb(s);q=r}if(!q)w=u;else{E=q;N=407}break}default:O=1}}if(O){O=0;switch(t|0){case 90:{if(z>>>0<16){N=272;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}I=(f[x+8>>2]|0)+19&-4;if(I>>>0>z>>>0){N=274;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}mOb(F+16|0);b=f[(F+8|0)>>2]|0;if((f[(F+4|0)>>2]|0)==(b|0)){nOb(F+16|0);A=pOb(12)|0;B=pOb(16384)|0;f[A>>2]=B;f[A+4>>2]=B;f[A+8>>2]=B+16384}else{A=f[(b+-4|0)>>2]|0;f[(F+8|0)>>2]=b+-4|0;nOb(F+16|0)}B=tob(x,A)|0;if((B|0)>=0){N=291;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}b=(f[(F+100|0)>>2]|0)-B|0;f[(F+100|0)>>2]=b;if(B+z|0|0){c=A+4|0;e=f[c>>2]|0;g=f[A>>2]|0;d=(e-g|0)+(B+z|0)|0;if(d>>>0>(e-g|0)>>>0){AWa(A,B+z|0);c=f[A>>2]|0;b=f[(F+100|0)>>2]|0}else if(d>>>0<(e-g|0)>>>0)if((g+d|0|0)==(e|0))c=g;else{f[c>>2]=g+d|0;c=g}else c=g;bQb(c+(e-g|0)|0,(f[y>>2]|0)+b|0,B+z|0|0)|0}f[(F+100|0)>>2]=0;c=f[(F+96|0)>>2]|0;b=f[c>>2]|0;if((f[(c+4|0)>>2]|0)!=(b|0))f[(c+4|0)>>2]=b;f[(a+8|0)>>2]=c;b=f[(F+8|0)>>2]|0;if((b|0)==(f[(F+12|0)>>2]|0))vob(F+4|0,a+8|0);else{f[b>>2]=c;f[(F+8|0)>>2]=(f[(F+8|0)>>2]|0)+4}f[(F+96|0)>>2]=A;w=(f[A+4>>2]|0)-(f[A>>2]|0)|0;break}case 71:{if(z>>>0<12){N=299;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}e=f[(x+8|0)>>2]|0;if(z>>>0<((e<<2)+12|0)>>>0){D=(e<<2)+12|0;N=417;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+44>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)c=e;else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0;c=f[(x+8|0)>>2]|0}Lh[d&255](v,b,f[x+4>>2]|0,c,x+12|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+((e<<2)+12|0);w=u;break}default:O=1}}}f[a+360>>2]=C;f[a+400>>2]=w;f[a+472>>2]=A;f[a+528>>2]=D;f[a+560>>2]=E;f[a+864>>2]=G;f[a+1040>>2]=H;f[a+1136>>2]=I;f[a+1176>>2]=B;f[a+2968>>2]=J;f[a+2976>>2]=K;f[a+2984>>2]=L;f[a+3072>>2]=M;f[a+3176>>2]=N;f[a+3208>>2]=O}function aqb(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;s=f[a+336>>2]|0;p=f[a+400>>2]|0;q=f[a+408>>2]|0;r=f[a+560>>2]|0;t=f[a+2264>>2]|0;u=f[a+2488>>2]|0;v=f[a+2496>>2]|0;l=f[a+2688>>2]|0;m=f[a+2816>>2]|0;w=f[a+2944>>2]|0;x=f[a+3176>>2]|0;y=f[a+3208>>2]|0;o=f[a+3216>>2]|0;a:{if(y){y=0;switch(o|0){case 121:{if(m>>>0<16){x=105;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}t=f[w+8>>2]|0;if(t>>>0>m>>>0){x=107;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}f[(a+296|0)>>2]=0;f[l>>2]=0;f[((a+296|0)+8|0)>>2]=0;yob(a+296|0,f[(w+12|0)>>2]|0);if(f[(w+12|0)>>2]|0){i=w+16|0;j=0;while(1){k=(f[i>>2]<<2)+12|0;f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;f[(a+8|0)+12>>2]=0;f[(a+8|0)+16>>2]=0;b=f[l>>2]|0;if(b>>>0<(f[((a+296|0)+8|0)>>2]|0)>>>0){f[b>>2]=0;f[(b+4|0)>>2]=0;f[b+8>>2]=0;f[b>>2]=f[(a+8|0)>>2];f[(b+4|0)>>2]=f[((a+8|0)+4|0)>>2];f[b+8>>2]=f[((a+8|0)+8|0)>>2];f[((a+8|0)+8|0)>>2]=0;f[((a+8|0)+4|0)>>2]=0;f[(a+8|0)>>2]=0;h=f[((a+8|0)+12|0)+4>>2]|0;f[(b+12|0)>>2]=f[((a+8|0)+12|0)>>2];f[(b+12|0)+4>>2]=h;f[l>>2]=b+20}else{zob(a+296|0,a+8|0);b=f[(a+8|0)>>2]|0;if(b|0){c=f[((a+8|0)+4|0)>>2]|0;if((c|0)!=(b|0))f[((a+8|0)+4|0)>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}}h=f[l>>2]|0;f[h+-4>>2]=f[i+8>>2];f[h+-8>>2]=f[i+4>>2];b=f[i>>2]|0;c=f[(h+-20|0)>>2]|0;if((f[(h+-12|0)>>2]|0)-c>>2>>>0<b>>>0){if(b>>>0>1073741823){x=121;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=(f[(h+-16|0)>>2]|0)-c|0;g=pOb(b<<2)|0;if((e|0)>0)bQb(g|0,c|0,e|0)|0;f[(h+-20|0)>>2]=g;f[(h+-16|0)>>2]=g+(e>>2<<2);f[(h+-12|0)>>2]=g+(b<<2);if(c|0)sOb(c)}if(f[i>>2]|0){b=i+12|0;c=0;while(1){e=f[(h+-16|0)>>2]|0;if((e|0)==(f[(h+-12|0)>>2]|0))fBa(h+-20|0,b);else{f[e>>2]=f[b>>2];f[(h+-16|0)>>2]=e+4}c=c+1|0;if(c>>>0>=(f[i>>2]|0)>>>0)break;else b=b+4|0}}j=j+1|0;if(j>>>0>=(f[(w+12|0)>>2]|0)>>>0)break;else i=i+k|0}}e=f[(f[v>>2]|0)+96>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){k=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(k+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Fh[e&255](v,b,f[w+4>>2]|0,a+296|0);if(!(f[(s+96|0)>>2]|0))h=9;else{f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+t;h=0}b=f[(a+296|0)>>2]|0;if(b|0){c=f[l>>2]|0;if((c|0)!=(b|0)){do{e=c+-20|0;f[l>>2]=e;g=f[e>>2]|0;if(!g)c=e;else{c=c+-16|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g);c=f[l>>2]|0}}while((c|0)!=(b|0));b=f[(a+296|0)>>2]|0}sOb(b)}if(!h)p=q;else{r=h;x=407}break}default:y=1}}if(y){y=0;switch(o|0){case 80:{if(m>>>0<24){x=145;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}u=f[w+20>>2]|0;if(((u<<2)+24|0)>>>0>m>>>0){x=147;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}kh[f[(f[v>>2]|0)+24>>2]&3](v,+n[w+8>>2],+n[w+12>>2],+n[w+16>>2],(u|0)==0?0:w+24|0,u,f[w+4>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+((u<<2)+24|0);p=q;break}case 66:{if(m>>>0<32){x=151;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Lh[f[(f[v>>2]|0)+28>>2]&255](v,f[(s+108|0)>>2]|0,w+4|0,w+16|0,f[w+28>>2]|0);else{b=f[b+4>>2]|0;d=+n[w+4>>2];if(d<+n[(b+132|0)>>2])n[(b+132|0)>>2]=d;d=+n[w+16>>2];if(d>+n[(b+144|0)>>2])n[(b+144|0)>>2]=d;d=+n[w+8>>2];if(d<+n[(b+136|0)>>2])n[(b+136|0)>>2]=d;d=+n[w+20>>2];if(d>+n[(b+148|0)>>2])n[(b+148|0)>>2]=d;d=+n[w+12>>2];if(d<+n[(b+140|0)>>2])n[(b+140|0)>>2]=d;d=+n[w+24>>2];if(d>+n[(b+152|0)>>2])n[(b+152|0)>>2]=d;l=(f[(b+156|0)>>2]|0)+(f[w+28>>2]|0)|0;f[(b+156|0)>>2]=l;Lh[f[(f[v>>2]|0)+28>>2]&255](v,f[b+24>>2]|0,b+132|0,b+144|0,l)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+32;p=q;break}case 98:{if(m>>>0<36){x=170;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}Lh[f[(f[v>>2]|0)+32>>2]&255](v,w+4|0,w+16|0,f[w+28>>2]|0,f[w+32>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+36;p=q;break}default:y=1}}if(y){y=0;switch(o|0){case 77:{if(m>>>0<68){x=174;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+124>>2]|0;b=f[w+4>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(l+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}bi[e&7](v,b,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,f[w+20>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,w+44|0,w+56|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+68;p=q;break}case 73:{if(m>>>0<72){x=180;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+112>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(l+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}fi[e&7](v,b,f[w+8>>2]|0,f[(w+16|0)>>2]|0,f[(w+16|0)+4>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,f[w+44>>2]|0,f[w+48>>2]|0,f[w+52>>2]|0,f[w+56>>2]|0,f[w+60>>2]|0,f[w+64>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+72;p=q;break}case 118:{if(m>>>0<48){x=186;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[w+4>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(Aob((pob(l+80|0,l+20|0)|0)+40|0,a+8|0)|0)+12|0;b=f[b>>2]|0}ai[f[(f[v>>2]|0)+116>>2]&7](v,b,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,f[w+20>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,f[w+44>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+48;p=q;break}default:y=1}}if(y){y=0;switch(o|0){case 105:{if(m>>>0<16){x=192;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Th[f[(f[v>>2]|0)+148>>2]&127](v,0,f[w+4>>2]|0,f[w+8>>2]|0,f[w+12>>2]|0,0);else{o=f[b+4>>2]|0;f[(a+284|0)>>2]=f[w+4>>2];f[(a+280|0)>>2]=f[w+8>>2];f[(a+276|0)>>2]=f[w+12>>2];f[(a+292|0)>>2]=f[(a+284|0)>>2];f[(a+296|0)>>2]=f[(a+280|0)>>2];f[(a+8|0)>>2]=f[(a+276|0)>>2];Bob(o,v,0,a+292|0,a+296|0,a+8|0,0)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+16;p=q;break}case 120:{if(m>>>0<24){x=199;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Th[f[(f[v>>2]|0)+148>>2]&127](v,f[w+4>>2]|0,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,(f[w+20>>2]|0)!=0);else{m=f[b+4>>2]|0;o=f[w+4>>2]|0;f[(a+272|0)>>2]=f[w+8>>2];f[(a+268|0)>>2]=f[w+12>>2];f[(a+264|0)>>2]=f[w+16>>2];w=(f[w+20>>2]|0)!=0;f[(a+292|0)>>2]=f[(a+272|0)>>2];f[(a+296|0)>>2]=f[(a+268|0)>>2];f[(a+8|0)>>2]=f[(a+264|0)>>2];Bob(m,v,o,a+292|0,a+296|0,a+8|0,w)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+24;p=q;break}case 54:{if(m>>>0<28){x=206;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+120>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){o=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(o+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Ah[e&3](v,b,f[w+4>>2]|0,+n[w+8>>2],+n[w+12>>2],+n[w+16>>2],+n[w+20>>2],f[w+24>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+28;p=q;break}default:y=1}}}f[a+400>>2]=p;f[a+560>>2]=r;f[a+2264>>2]=t;f[a+2488>>2]=u;f[a+3176>>2]=x;f[a+3208>>2]=y}function bqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0,ba=0,ca=0,da=0;u=f[a+336>>2]|0;o=f[a+360>>2]|0;q=f[a+408>>2]|0;r=f[a+472>>2]|0;s=f[a+528>>2]|0;v=f[a+864>>2]|0;w=f[a+1040>>2]|0;x=f[a+1136>>2]|0;y=f[a+1176>>2]|0;z=f[a+1512>>2]|0;A=f[a+1864>>2]|0;B=f[a+1872>>2]|0;C=f[a+2088>>2]|0;E=f[a+2184>>2]|0;F=f[a+2192>>2]|0;I=f[a+2264>>2]|0;J=f[a+2488>>2]|0;K=f[a+2496>>2]|0;L=f[a+2688>>2]|0;M=f[a+2800>>2]|0;N=f[a+2816>>2]|0;O=f[a+2848>>2]|0;m=f[a+2904>>2]|0;P=f[a+2944>>2]|0;Q=f[a+2968>>2]|0;R=f[a+2976>>2]|0;S=f[a+2984>>2]|0;T=f[a+3072>>2]|0;U=f[a+3176>>2]|0;a:{do{V=1;W=f[P>>2]|0;if(V){V=0;switch(W|0){case 86:{if(N>>>0<20){U=25;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[(u+112|0)>>2]|0;if(!c)Lh[f[(f[K>>2]|0)+8>>2]&255](K,f[P+4>>2]|0,f[P+8>>2]|0,f[P+12>>2]|0,f[P+16>>2]|0);else{d=f[c+4>>2]|0;if((f[(P+8|0)>>2]|0)>>>0<69)if((f[(d+20|0)>>2]|0)==-1){f[(d+20|0)>>2]=-2;l=(pob(d+80|0,d+20|0)|0)+12|0;f[d+24>>2]=f[l>>2]}c=b[(d+164|0)>>0]|0;if(!(c&16)){f[d+16>>2]=f[(P+16|0)>>2];b[(d+164|0)>>0]=c|16}Lh[f[(f[K>>2]|0)+8>>2]&255](K,f[P+4>>2]|0,f[(P+8|0)>>2]|0,-2,f[(P+16|0)>>2]|0)}if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}z=f[P+8>>2]|0;if((z+-66|0)>>>0>3){U=36;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+20;c=q;break}case 84:{if(N>>>0<16){U=39;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[P+8>>2]|0;if(c|0)xh[f[(f[K>>2]|0)+16>>2]&127](K,c,f[P+12>>2]|0);c=f[(u+112|0)>>2]|0;if(!c)oh[f[(f[K>>2]|0)+12>>2]&1023](K,f[P+4>>2]|0);else wob(f[c+4>>2]|0,P,K);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+16;c=q;break}case 116:{if(N>>>0<12){U=48;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}xh[f[(f[K>>2]|0)+16>>2]&127](K,f[P+4>>2]|0,f[P+8>>2]|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+12;c=q;break}case 83:{if(N>>>0<24){U=52;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}e=f[(f[K>>2]|0)+100>>2]|0;c=f[(u+108|0)>>2]|0;d=f[(u+112|0)>>2]|0;if(d){l=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(l+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](K,c,f[P+4>>2]|0,P+8|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+24;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 115:{if(N>>>0<44){U=58;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}A=f[(P+36|0)>>2]|0;B=f[(P+40|0)>>2]|0;if(((A<<2)+44+(B*12|0)|0)>>>0>N>>>0){U=60;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}h=f[(f[K>>2]|0)+104>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=A;g=B;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(P+36|0)>>2]|0;g=f[(P+40|0)>>2]|0;c=f[c>>2]|0}l=(e|0)==0;Hh[h&3](K,c,f[P+4>>2]|0,P+8|0,+n[P+24>>2],+n[P+28>>2],+n[P+32>>2],l?0:P+44|0,e,(g|0)==0?0:l?P+44|0:(P+44|0)+(e<<2)|0,g);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((A<<2)+44+(B*12|0)|0);c=q;break}case 56:{if(N>>>0<132){U=66;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}e=(f[(P+8|0)>>2]|0)==0?0:P+8|0;g=(f[(P+20|0)>>2]|0)==0?0:P+20|0;j=(f[(P+32|0)>>2]|0)==0?0:P+32|0;h=(f[(P+44|0)>>2]|0)==0?0:P+44|0;k=(f[(P+56|0)>>2]|0)==0?0:P+56|0;i=(f[(P+68|0)>>2]|0)==0?0:P+68|0;l=f[(f[K>>2]|0)+108>>2]|0;c=f[(u+108|0)>>2]|0;d=f[(u+112|0)>>2]|0;if(d){d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}da=f[P+4>>2]|0;ca=f[P+80>>2]|0;ba=f[P+84>>2]|0;aa=f[P+88>>2]|0;$=+n[P+108>>2];_=+n[P+112>>2];Z=+n[P+116>>2];Y=+n[P+120>>2];X=+n[P+124>>2];d=f[P+128>>2]|0;f[(a+8|0)>>2]=f[(P+92|0)>>2];f[(a+8|0)+4>>2]=f[(P+92|0)+4>>2];f[(a+8|0)+8>>2]=f[(P+92|0)+8>>2];f[(a+8|0)+12>>2]=f[(P+92|0)+12>>2];ci[l&3](K,c,da,e,g,j,h,k,i,ca,ba,aa,a+8|0,$,_,Z,Y,X,d);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+132;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 50:{if(N>>>0<16){U=72;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}C=f[(P+8|0)>>2]|0;if(((C<<2)+16|0)>>>0>N>>>0){U=74;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}g=f[(f[K>>2]|0)+128>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=C;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(P+8|0)>>2]|0;c=f[c>>2]|0}Th[g&127](K,c,f[P+4>>2]|0,(e|0)==0?0:P+16|0,e,f[P+12>>2]|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((C<<2)+16|0);c=q;break}case 88:{if(N>>>0<56){U=80;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[(u+112|0)>>2]|0;if(!c)Fh[f[(f[K>>2]|0)+88>>2]&255](K,f[(u+108|0)>>2]|0,f[P+4>>2]|0,P+8|0);else{da=f[c+4>>2]|0;f[(a+288|0)>>2]=f[(u+108|0)>>2];f[(a+8|0)>>2]=f[(a+288|0)>>2];xob(da,a+8|0,P,K)}if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+56;c=q;break}case 99:{if(N>>>0<104){U=87;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[((a+8|0)+4|0)>>2]=0;e=a+8|0;c=m+(f[(u+100|0)>>2]|0)|0;d=e+104|0;do{b[e>>0]=b[c>>0]|0;e=e+1|0;c=c+1|0}while((e|0)<(d|0));c=f[(u+112|0)>>2]|0;if(!c)Oh[f[(f[K>>2]|0)+20>>2]&3](K,f[((a+8|0)+8|0)>>2]|0,(a+8|0)+16|0,(a+8|0)+40|0,(a+8|0)+64|0,+p[((a+8|0)+88|0)>>3],+p[((a+8|0)+96|0)>>3],f[((a+8|0)+4|0)>>2]|0);else{c=f[c+4>>2]|0;if(!(b[(c+164|0)>>0]&1))if((f[(c+16|0)>>2]|0)==(f[((a+8|0)+4|0)>>2]|0)){Oh[f[(f[K>>2]|0)+20>>2]&3](K,f[((a+8|0)+8|0)>>2]|0,(a+8|0)+16|0,(a+8|0)+40|0,(a+8|0)+64|0,+p[((a+8|0)+88|0)>>3],+p[((a+8|0)+96|0)>>3],0);f[(c+16|0)>>2]=-1;b[(c+164|0)>>0]=b[(c+164|0)>>0]|1}}if(!(f[(u+96|0)>>2]|0)){U=95;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+104;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 89:{if(N>>>0<16){U=97;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}E=f[(P+8|0)>>2]|0;F=f[(P+12|0)>>2]|0;if(((E<<2)+16+(F*12|0)|0)>>>0>N>>>0){U=99;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}g=f[(f[K>>2]|0)+92>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=E;c=F}else{e=f[c+4>>2]|0;f[(a+8|0)>>2]=d;d=(pob(e+80|0,a+8|0)|0)+12|0;e=f[(P+8|0)>>2]|0;d=f[d>>2]|0;c=f[(P+12|0)>>2]|0}Xh[g&63](K,d,f[P+4>>2]|0,e,c,P+16|0,(P+16|0)+(e<<2)|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((E<<2)+16+(F*12|0)|0);c=q;break}default:V=1}}f[a+336>>2]=u;f[a+400>>2]=c;f[a+408>>2]=q;f[a+560>>2]=t;f[a+2264>>2]=I;f[a+2488>>2]=J;f[a+2496>>2]=K;f[a+2688>>2]=L;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3240>>2]=0;f[a+3244>>2]=0;aqb(a);c=f[a+400>>2]|0;t=f[a+560>>2]|0;I=f[a+2264>>2]|0;J=f[a+2488>>2]|0;U=f[a+3176>>2]|0;V=f[a+3208>>2]|0;G=f[a+3240>>2]|0;D=f[a+3244>>2]|0;H=+n[a+3244>>2];f[a+3240>>2]=0;f[a+3244>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 21:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 22:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}f[a+336>>2]=u;f[a+360>>2]=o;f[a+400>>2]=c;f[a+408>>2]=q;f[a+472>>2]=r;f[a+528>>2]=s;f[a+560>>2]=t;f[a+864>>2]=v;f[a+1040>>2]=w;f[a+1136>>2]=x;f[a+1176>>2]=y;f[a+2496>>2]=K;f[a+2800>>2]=M;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+2968>>2]=Q;f[a+2976>>2]=R;f[a+2984>>2]=S;f[a+3072>>2]=T;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3232>>2]=0;f[a+3236>>2]=0;$pb(a);o=f[a+360>>2]|0;c=f[a+400>>2]|0;r=f[a+472>>2]|0;s=f[a+528>>2]|0;t=f[a+560>>2]|0;v=f[a+864>>2]|0;w=f[a+1040>>2]|0;x=f[a+1136>>2]|0;y=f[a+1176>>2]|0;Q=f[a+2968>>2]|0;R=f[a+2976>>2]|0;S=f[a+2984>>2]|0;T=f[a+3072>>2]|0;U=f[a+3176>>2]|0;V=f[a+3208>>2]|0;G=f[a+3232>>2]|0;D=f[a+3236>>2]|0;H=+n[a+3236>>2];f[a+3232>>2]=0;f[a+3236>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 22:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 23:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}f[a+336>>2]=u;f[a+400>>2]=c;f[a+408>>2]=q;f[a+528>>2]=s;f[a+2496>>2]=K;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3224>>2]=0;f[a+3228>>2]=0;_pb(a);c=f[a+400>>2]|0;s=f[a+528>>2]|0;U=f[a+3176>>2]|0;G=f[a+3224>>2]|0;D=f[a+3228>>2]|0;H=+n[a+3228>>2];f[a+3224>>2]=0;f[a+3228>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 31:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 30:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}}while(0);if((U|0)==407){U=0;switch(t|0){case 9:{U=409;f[a+3248>>2]=2;f[a+3252>>2]=33;break a}case 0:{c=q;break}default:{s=0;U=417;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}}}O=f[(u+100|0)>>2]|0;if(c>>>0<=O>>>0){U=409;f[a+3248>>2]=2;f[a+3252>>2]=33;break a}else q=c}f[a+360>>2]=o;f[a+408>>2]=q;f[a+472>>2]=r;f[a+528>>2]=s;f[a+864>>2]=v;f[a+1040>>2]=w;f[a+1136>>2]=x;f[a+1176>>2]=y;f[a+1512>>2]=z;f[a+1864>>2]=A;f[a+1872>>2]=B;f[a+2088>>2]=C;f[a+2184>>2]=E;f[a+2192>>2]=F;f[a+2264>>2]=I;f[a+2488>>2]=J;f[a+2848>>2]=O;f[a+2968>>2]=Q;f[a+2976>>2]=R;f[a+2984>>2]=S;f[a+3072>>2]=T;f[a+3176>>2]=U}function cqb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;v=f[a+104>>2]|0;w=f[a+528>>2]|0;x=f[a+568>>2]|0;m=f[a+616>>2]|0;o=f[a+640>>2]|0;z=f[a+656>>2]|0;A=f[a+664>>2]|0;B=f[a+672>>2]|0;y=f[a+904>>2]|0;r=f[a+1e3>>2]|0;s=f[a+1016>>2]|0;t=f[a+1264>>2]|0;a:{c=f[(w+(v*20|0)+4|0)>>2]|0;p=f[(w+(v*20|0)+8|0)>>2]|0;if((c|0)!=(p|0)){k=0;l=f[(a+40|0)>>2]|0;while(1){g=f[(f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;h=X(g,o)|0;if(cvb()|0){i=+(k&255);if((z+(g<<2)|0|0)!=(z|0)){e=z;do{n[e>>2]=i;e=e+4|0}while((e|0)!=(z+(g<<2)|0|0))}}else dQb(z|0,k|0,g|0)|0;oub(f[(a+48|0)>>2]|0,l,h,z);c=c+4|0;if((c|0)==(p|0))break;else{k=k+1<<24>>24;l=h+l|0}}}f[(a+32|0)>>2]=0;f[((a+32|0)+4|0)>>2]=0;f[(a+28|0)>>2]=0;deb(aeb()|0,m,a+32|0,a+28|0,64);c=f[(a+32|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Zvb(258928,c)|0;g=f[(a+28|0)>>2]|0;h=(r<<1)+g|0;l=(s<<1)+h|0;o=f[(w+(v*20|0)+4|0)>>2]|0;m=(f[(f[o>>2]|0)+4>>2]|0)+44|0;c=f[m>>2]|0;e=f[c+24>>2]|0;if(e){FLa(c+68|0,0,e<<1,g,a+32|0)|0;q=f[m>>2]|0;c=q;g=(f[q+24>>2]<<1)+g|0}e=f[c+28>>2]|0;if(!e)k=h;else{FLa(c+68|0,f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]<<1,e<<1,h,a+32|0)|0;k=f[m>>2]|0;c=k;k=(f[k+28>>2]<<1)+h|0}h=f[c+32>>2]|0;if(!h)c=l;else{if(!(b[c+148>>0]&2))e=f[c+44>>2]|0;else e=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;FLa(c+68|0,e<<1,h<<1,l,a+32|0)|0;c=(f[(f[m>>2]|0)+32>>2]<<1)+l|0}q=f[(w+(v*20|0)+8|0)>>2]|0;if((o+4|0|0)!=(q|0)){p=f[(f[(f[(f[o>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;m=o+4|0;l=c;while(1){h=(f[(f[m>>2]|0)+4>>2]|0)+44|0;DLa((f[h>>2]|0)+68|0,z)|0;e=z+((ALa((f[h>>2]|0)+68|0)|0)<<1)|0;if((e|0)!=(z|0)){c=z;do{d[c>>1]=p+(j[c>>1]|0);c=c+2|0}while((c|0)!=(e|0))}c=f[h>>2]|0;e=f[c+24>>2]|0;if(e){oub(f[(a+32|0)>>2]|0,g,e<<1,z);o=f[h>>2]|0;c=o;g=g+(f[o+24>>2]<<1)|0}e=f[c+28>>2]|0;if(e){oub(f[(a+32|0)>>2]|0,k,e<<1,z+(f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]<<1)|0);o=f[h>>2]|0;c=o;k=k+(f[o+28>>2]<<1)|0}e=f[c+32>>2]|0;if(!e)e=l;else{if(!(b[c+148>>0]&2))c=f[c+44>>2]|0;else c=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;oub(f[(a+32|0)>>2]|0,l,e<<1,z+(c<<1)|0);e=l+(f[(f[h>>2]|0)+32>>2]<<1)|0}c=m+4|0;if((c|0)==(q|0))break;else{p=(f[(f[(f[(f[m>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]&65535)+(p&65535)|0;m=c;l=e}}}h=f[(f[(f[f[(w+(v*20|0)+4|0)>>2]>>2]|0)+4>>2]|0)+44>>2]|0;f[x+52>>2]=f[h+52>>2];c=f[h>>2]|0;h=f[h+4>>2]|0;if((c|0)!=(h|0)){k=f[c+8>>2]|0;do{f[a>>2]=f[c>>2];e=f[c+4>>2]|0;f[(a+4|0)>>2]=e;if(e|0)gOb(e);e=c+8|0;f[(a+8|0)>>2]=f[e>>2];f[(a+8|0)+4>>2]=f[e+4>>2];f[(a+8|0)+8>>2]=f[e+8>>2];f[(a+8|0)+12>>2]=f[e+12>>2];d[(a+8|0)+16>>1]=d[e+16>>1]|0;e=f[(a+60|0)>>2]|0;g=f[((a+60|0)+4|0)>>2]|0;if(g|0)gOb(g);f[a>>2]=e;e=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=g;if(e|0)iOb(e);f[(a+8|0)>>2]=(f[(a+56|0)>>2]|0)-k+(f[(a+8|0)>>2]|0);e=f[(x+4|0)>>2]|0;if((e|0)==(f[(x+8|0)>>2]|0))qpb(x,a);else{f[e>>2]=f[a>>2];g=f[(a+4|0)>>2]|0;f[e+4>>2]=g;if(g|0)gOb(g);f[(e+8|0)>>2]=f[(a+8|0)>>2];f[(e+8|0)+4>>2]=f[(a+8|0)+4>>2];f[(e+8|0)+8>>2]=f[(a+8|0)+8>>2];f[(e+8|0)+12>>2]=f[(a+8|0)+12>>2];d[(e+8|0)+16>>1]=d[(a+8|0)+16>>1]|0;f[(x+4|0)>>2]=(f[(x+4|0)>>2]|0)+28}e=f[(a+4|0)>>2]|0;if(e|0)iOb(e);c=c+28|0}while((c|0)!=(h|0))}f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+12>>2]=2;e=cvb()|0;f[a+16>>2]=e?5126:5121;f[a+20>>2]=0;e=f[(a+48|0)>>2]|0;g=f[y>>2]|0;do if(!g){f[a>>2]=e;f[(a+4|0)>>2]=g;c=a}else{gOb(g);c=f[(a+4|0)>>2]|0;f[a>>2]=e;f[(a+4|0)>>2]=g;if(!c){c=a;break}iOb(c);c=a}while(0);f[(a+8|0)>>2]=f[(a+40|0)>>2];b[a+25>>0]=1;b[a+24>>0]=0;e=f[(x+4|0)>>2]|0;if((e|0)==(f[x+8>>2]|0))qpb(x,a);else{f[e>>2]=f[c>>2];c=f[(a+4|0)>>2]|0;f[e+4>>2]=c;if(c|0)gOb(c);f[(e+8|0)>>2]=f[(a+8|0)>>2];f[(e+8|0)+4>>2]=f[(a+8|0)+4>>2];f[(e+8|0)+8>>2]=f[(a+8|0)+8>>2];f[(e+8|0)+12>>2]=f[(a+8|0)+12>>2];d[(e+8|0)+16>>1]=d[(a+8|0)+16>>1]|0;f[(x+4|0)>>2]=(f[(x+4|0)>>2]|0)+28}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);nMa(x,a+32|0);oMa(x,f[(a+28|0)>>2]|0);pMa(x,0,r);pMa(x,1,s);pMa(x,2,t);qMa(x,0,0);qMa(x,1,r);qMa(x,2,s+r|0);h=f[(w+(v*20|0)|0)>>2]|0;f[(w+(v*20|0)|0)>>2]=x;if(h|0){c=f[h+56>>2]|0;if(c|0){e=f[(h+60|0)>>2]|0;if((e|0)!=(c|0))f[(h+60|0)>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}c=f[h+16>>2]|0;if(c|0)iOb(c);c=f[h>>2]|0;if(c|0){e=f[(h+4|0)>>2]|0;if((e|0)!=(c|0)){do{g=e+-28|0;f[(h+4|0)>>2]=g;e=f[e+-24>>2]|0;if(!e)e=g;else{iOb(e);e=f[(h+4|0)>>2]|0}}while((e|0)!=(c|0));c=f[h>>2]|0}sOb(c)}sOb(h)}c=f[((a+32|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[y>>2]|0;if(c|0)iOb(c);c=f[((a+60|0)+4|0)>>2]|0;if(c|0)iOb(c);Zvb(258928,B)|0;Yvb(258928,A)|0;tOb(z);u=a;f[a+1704>>2]=5;break a}}
+function Abb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,k=0;i=a+230|0;k=j[i>>1]|j[i+2>>1]<<16;if(!(k&32768)){g=a+320|0;if(+p[g>>3]==+p[e>>3])if(+p[a+328>>3]==+p[e+8>>3])if(+p[a+336>>3]==+p[e+16>>3])if(+p[a+344>>3]==+p[c>>3])if(+p[a+352>>3]==+p[c+8>>3])if(+p[a+360>>3]==+p[c+16>>3]){a=0;return a|0}else h=e;else h=e;else h=e;else h=e;else h=e;else h=e}else{g=a+320|0;h=e}p[a+344>>3]=+p[c>>3];p[a+352>>3]=+p[c+8>>3];p[a+360>>3]=+p[c+16>>3];p[g>>3]=+p[h>>3];p[a+328>>3]=+p[e+8>>3];p[a+336>>3]=+p[e+16>>3];g=k&-57345|24576;d[i>>1]=g;d[i+2>>1]=g>>>16;do if(k&2048)if((b[a+226>>0]|0)!=2){k=f[a+60>>2]|0;if((f[k+1896>>2]|0)==(f[k+1900>>2]|0))if(sSa(f[a+64>>2]|0)|0){g=j[i>>1]|j[i+2>>1]<<16;break}else{a=1;return a|0}}while(0);if(!(g&1024)){a=0;return a|0}if((b[a+226>>0]|0)==2){a=0;return a|0}k=f[a+60>>2]|0;if((f[k+1896>>2]|0)!=(f[k+1900>>2]|0)){a=0;return a|0}a=(sSa(f[a+64>>2]|0)|0)^1;return a|0}function Bbb(a,c){a=a|0;c=c|0;var e=0,g=0;c=c>>>0>16?c:16;e=a+368|0;if((f[e>>2]|0)==(c|0)){a=0;return a|0}f[e>>2]=c;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=e|24576;d[c>>1]=g;d[c+2>>1]=g>>>16;if(!(e&2048)){g=0;return g|0}if((b[a+226>>0]|0)==2){g=0;return g|0}g=f[a+60>>2]|0;if((f[g+1896>>2]|0)!=(f[g+1900>>2]|0)){g=0;return g|0}g=(sSa(f[a+64>>2]|0)|0)^1;return g|0}function Cbb(a,c){a=a|0;c=c|0;var d=0;d=a+60|0;if(!(Mgb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}c=a+230|0;if(!((j[c>>1]|j[c+2>>1]<<16)&2048)){d=0;return d|0}if((b[a+226>>0]|0)==2){d=0;return d|0}d=f[d>>2]|0;if((f[d+1896>>2]|0)!=(f[d+1900>>2]|0)){d=0;return d|0}d=(sSa(f[a+64>>2]|0)|0)^1;return d|0}function Dbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Ngb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&2048)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Ebb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;e=a+60|0;if(!(Ogb((f[e>>2]|0)+3624|0,c)|0)){e=0;return e|0}g=a+230|0;c=j[g>>1]|j[g+2>>1]<<16;h=c|24576;d[g>>1]=h;d[g+2>>1]=h>>>16;if(!(c&2048)){h=0;return h|0}if((b[a+226>>0]|0)==2){h=0;return h|0}h=f[e>>2]|0;if((f[h+1896>>2]|0)!=(f[h+1900>>2]|0)){h=0;return h|0}h=(sSa(f[a+64>>2]|0)|0)^1;return h|0}function Fbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Pgb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&2048)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Gbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>12&1|0)==(a|0)){e=0;return e|0}e=e&-4097|a<<12;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Hbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>8&1|0)==(a|0)){e=0;return e|0}e=e&-257|a<<8;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Ibb(a,b){a=a|0;b=+b;return Gfb((f[a+60>>2]|0)+3728|0,b)|0}function Jbb(a,b){a=a|0;b=+b;return Hfb((f[a+60>>2]|0)+3728|0,b)|0}function Kbb(a,b){a=a|0;b=b|0;return Jfb((f[a+60>>2]|0)+3728|0,b)|0}function Lbb(a,b){a=a|0;b=+b;return Ifb((f[a+60>>2]|0)+3728|0,b)|0}function Mbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>9&1|0)==(a|0)){e=0;return e|0}e=e&-513|a<<9;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Nbb(a,b){a=a|0;b=+b;return Kfb((f[a+60>>2]|0)+3728|0,b)|0}function Obb(a,b){a=a|0;b=+b;return Lfb((f[a+60>>2]|0)+3728|0,b)|0}function Pbb(a,b){a=a|0;b=b|0;return Nfb((f[a+60>>2]|0)+3728|0,b)|0}function Qbb(a,b){a=a|0;b=+b;return Mfb((f[a+60>>2]|0)+3728|0,b)|0}function Rbb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;h=c&1;if((g>>>10&1|0)==(h|0)){c=0;return c|0}g=g&-1025|h<<10;d[e>>1]=g;d[e+2>>1]=g>>>16;g=a+60|0;h=(f[g>>2]|0)+1912|0;if(c){c=pOb(952)|0;Ihb(c,a);jdb(c+840|0,a);e=f[h>>2]|0;f[h>>2]=c;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}c=(f[(f[g>>2]|0)+1912>>2]|0)+832|0;b[c>>0]=b[c>>0]|16;c=f[(f[g>>2]|0)+1912>>2]|0;f[c+828>>2]=8;pdb(c+840|0,0);qdb((f[(f[g>>2]|0)+1912>>2]|0)+840|0,0);sdb((f[(f[g>>2]|0)+1912>>2]|0)+840|0,1);c=1;return c|0}else{e=f[h>>2]|0;f[h>>2]=0;if(!e){c=1;return c|0}E8a(e+840|0);F8a(e);sOb(e);c=1;return c|0}return 0}function Sbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Bgb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Tbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Egb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Ubb(a,c){a=a|0;c=c|0;var d=0;d=a+60|0;if(!(Cgb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}c=a+230|0;if(!((j[c>>1]|j[c+2>>1]<<16)&1024)){d=0;return d|0}if((b[a+226>>0]|0)==2){d=0;return d|0}d=f[d>>2]|0;if((f[d+1896>>2]|0)!=(f[d+1900>>2]|0)){d=0;return d|0}d=(sSa(f[a+64>>2]|0)|0)^1;return d|0}function Vbb(a,c,d){a=a|0;c=+c;d=d|0;var e=0;e=a+60|0;if(!(Dgb((f[e>>2]|0)+4216|0,c,d)|0)){e=0;return e|0}d=a+230|0;if(!((j[d>>1]|j[d+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[e>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Wbb(a,c,d,e){a=a|0;c=+c;d=+d;e=e|0;var f=0,g=0;f=a+372|0;g=a+376|0;if(+n[f>>2]==c)if(+n[g>>2]==d)if((b[a+380>>0]|0)==e<<24>>24){g=0;return g|0}n[f>>2]=c;n[g>>2]=d;b[a+380>>0]=e;g=1;return g|0}function Xbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>18&1|0)==(a|0)){e=0;return e|0}e=e&-262145|a<<18;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Ybb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=b+4|0;if((f[b>>2]|0)==(f[g>>2]|0))ueb((f[a+60>>2]|0)+2180|0);h=a+388|0;c=f[h>>2]|0;e=a+392|0;if(!c)a=a+396|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c);a=a+396|0;f[a>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[b>>2];f[e>>2]=f[g>>2];h=b+8|0;f[a>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[b>>2]=0;return}function Zbb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j+4|0;i=j;if(!d){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;u=j;return}g=b+60|0;b=f[g>>2]|0;e=b+24|0;if(!(f[e>>2]|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;u=j;return}else{Adb(b,h,i);g=f[g>>2]|0;Ieb(a,g+2180|0,c,d,g+224|0,+n[h>>2],+n[i>>2],f[e>>2]|0,g+2256|0);u=j;return}}function _bb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;if(!(f[a>>2]|0))return;f[a>>2]=0;b[a+500>>0]=0;c=f[a+12>>2]|0;if(c|0)do{g=c;e=f[g+12>>2]|0;g=g+16|0;d=f[g>>2]|0;if((d|0)!=(e|0))f[g>>2]=d+(~(((d+-44-e|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+32>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+52>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+72>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+92>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+112>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+132>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+152>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+172>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+192>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+212>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+232>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+252>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+272>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+292>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+312>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+332>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+352>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+372>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+392>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+412>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+432>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+452>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+472>>2]|0;if(!c)return;do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);return}function $bb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=0;j=u;u=u+1120|0;f[j>>2]=b;acb(j,a+4|0);acb(j,a+24|0);acb(j,a+44|0);acb(j,a+64|0);acb(j,a+84|0);acb(j,a+104|0);acb(j,a+124|0);acb(j,a+144|0);acb(j,a+164|0);acb(j,a+184|0);acb(j,a+204|0);acb(j,a+224|0);h=X(b,1540483477)|0;h=(X(h>>>24^h,1540483477)|0)^1866966612;h=X(h>>>13^h,1540483477)|0;e=f[a+248>>2]|0;a:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+244|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break a;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break b}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+244|0,j+8|0)|0}}}while(0);e=f[a+268>>2]|0;c:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+264|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){d:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break c;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break d;c=f[c>>2]|0;if(!c)break c}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break d}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break c}c=f[c>>2]|0;if(!c)break c}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+264|0,j+8|0)|0}}}while(0);e=f[a+288>>2]|0;e:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+284|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){f:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break e;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break f;c=f[c>>2]|0;if(!c)break e}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break f}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break e}c=f[c>>2]|0;if(!c)break e}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+284|0,j+8|0)|0}}}while(0);e=f[a+308>>2]|0;g:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+304|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){h:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break g;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break h;c=f[c>>2]|0;if(!c)break g}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break h}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break g}c=f[c>>2]|0;if(!c)break g}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+304|0,j+8|0)|0}}}while(0);e=f[a+328>>2]|0;i:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+324|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){j:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break i;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break j;c=f[c>>2]|0;if(!c)break i}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break j}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break i}c=f[c>>2]|0;if(!c)break i}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+324|0,j+8|0)|0}}}while(0);g=f[a+348>>2]|0;f[j+32>>2]=a;f[j+40>>2]=b;f[j+640>>2]=h;f[j+752>>2]=g;f[j+1040>>2]=i;f[j+1048>>2]=0;f[j+1052>>2]=0;bgb(j);G=f[j+1048>>2]|0;D=f[j+1052>>2]|0;H=+n[j+1052>>2];f[j+1048>>2]=0;f[j+1052>>2]=0;if((G|0)==5)return}function acb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=ccb(b,a)|0;if(!l)return;i=f[b+4>>2]|0;a=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&a;else if(a>>>0<i>>>0)h=a;else h=(a>>>0)%(i>>>0)|0;c=(f[b>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){a=f[k>>2]|0;if((a|0)==(l|0))break;else k=a}if((k|0)==(b+8|0))e=15;else{a=f[k+4>>2]|0;if(g)a=a&j;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0))d=l;else e=15}do if((e|0)==15){a=f[l>>2]|0;if(a|0){a=f[a+4>>2]|0;if(g)a=a&j;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;a=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[b>>2]|0)+(c<<2)>>2]=k;a=f[l>>2]|0}}f[k>>2]=a;f[d>>2]=0;a=b+12|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[l+12>>2]|0;if(a|0){c=l+16|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-44-a|0)>>>0)/44|0)*44|0);sOb(a)}sOb(l);return}function bcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+20>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[g+60>>2]|0;if(c|0){d=g+64|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[g+56>>2]|0;if(c|0)iOb(c);c=f[g+48>>2]|0;if(c|0)iOb(c);sOb(g)}while((b|0)!=0);a=k+12|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)sOb(b);sOb(k);return l|0}function ccb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=X(h,1540483477)|0;e=(X(e>>>24^e,1540483477)|0)^1866966612;e=X(e>>>13^e,1540483477)|0;e=e>>>15^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=e&d;else if(e>>>0<g>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function dcb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;g=a+24|0;b[g>>0]=0;h=a+25|0;b[h>>0]=0;i=a+26|0;b[i>>0]=0;j=a+28|0;f[j>>2]=0;k=a+32|0;f[k>>2]=-1;if(!((d&4194304|0)==0&(b[c+226>>0]|0)==3)){b[h>>0]=0;k=(d&32768|0)==0&e&1;b[i>>0]=k;return}b[g>>0]=1;if(!(d&2097152)){b[h>>0]=0;f[a+12>>2]=f[c+284>>2];d=f[c+260>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a>>2]=d}f[a+16>>2]=f[c+288>>2];d=f[c+268>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a+4>>2]=d}f[a+20>>2]=f[c+292>>2];d=f[c+276>>2]|0;if(!d){k=1;b[i>>0]=k;return}f[j>>2]=32768;f[k>>2]=-8388609;f[a+8>>2]=d;k=1;b[i>>0]=k;return}else{b[h>>0]=1;n[a+12>>2]=1.0;d=f[c+236>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a>>2]=d}n[a+16>>2]=1.0;d=f[c+244>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a+4>>2]=d}n[a+20>>2]=1.0;d=f[c+252>>2]|0;if(!d){k=0;b[i>>0]=k;return}f[j>>2]=32768;f[k>>2]=-8388609;f[a+8>>2]=d;k=0;b[i>>0]=k;return}}function ecb(a,c,d,e,g,h,i,j,k,l,m,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;r=w;f[r>>2]=g;s=g;if(!k){u=w;return}t=c&255;if(!((1<<t&(e&255)|0)!=0&i>0.0)){u=w;return}v=q+6e4|0;f[d+8>>2]=j;f[d+12>>2]=k;j=d+28|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];n[d+40>>2]=i;h=d+24|0;j=(f[h>>2]&768|0)==512;do if(!l){if(!(i<1.0|m))if(!(c<<24>>24==1&o<<24>>24==2)){e=g+215|0;q=b[e>>0]|0;if(q&2){tIa(g);q=b[e>>0]|0}if(!(q&4))break}if(j){if(!(f[h>>2]&134217856)){u=w;return}e=fcb(a+184+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);b[a+500>>0]=1;u=w;return}if(o<<24>>24!=1)if(!(c<<24>>24==1&o<<24>>24==2)){e=fcb(a+64+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);b[a+500>>0]=1;u=w;return}e=a+488|0;q=f[e>>2]|0;if(q>>>0<(f[a+492>>2]|0)>>>0){j=q+60|0;do{f[q>>2]=0;q=q+4|0}while((q|0)<(j|0));v=(f[e>>2]|0)+60|0;f[e>>2]=v;e=v}else{hcb(a+484|0);e=f[e>>2]|0}f[e+-60>>2]=s;f[e+-56>>2]=a+64+(t*20|0);q=e+-52|0;j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[e+-8>>2]=6e4;b[e+-4>>0]=0;b[e+-3>>0]=p;u=w;return}while(0);if(!j){e=fcb(a+4+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);u=w;return}if(!(f[h>>2]&134217856)){u=w;return}e=fcb(a+124+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);u=w;return}function fcb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(28)|0;f[i+8>>2]=j;h=i+12|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;icb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function gcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+4|0;j=f[a>>2]|0;k=(f[i>>2]|0)-j|0;d=(k|0)/44|0;c=d+1|0;if(c>>>0>97612893)AMb(a);l=a+8|0;g=((f[l>>2]|0)-j|0)/44|0;h=g<<1;c=g>>>0<48806446?(h>>>0<c>>>0?c:h):97612893;do if(!c)e=0;else if(c>>>0>97612893)vd();else{e=pOb(c*44|0)|0;break}while(0);h=e+(d*44|0)|0;g=e+(c*44|0)|0;e=h;c=b;d=e+44|0;do{f[e>>2]=f[c>>2];e=e+4|0;c=c+4|0}while((e|0)<(d|0));c=h+(((k|0)/-44|0)*44|0)|0;if((k|0)>0)bQb(c|0,j|0,k|0)|0;f[a>>2]=c;f[i>>2]=h+44;f[l>>2]=g;if(!j)return;sOb(j);return}function hcb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=a+4|0;h=f[a>>2]|0;i=(f[g>>2]|0)-h|0;c=(i|0)/60|0;b=c+1|0;if(b>>>0>71582788)AMb(a);j=a+8|0;k=((f[j>>2]|0)-h|0)/60|0;e=k<<1;b=k>>>0<35791394?(e>>>0<b>>>0?b:e):71582788;do if(!b)d=0;else if(b>>>0>71582788)vd();else{d=pOb(b*60|0)|0;break}while(0);e=d+(c*60|0)|0;d=d+(b*60|0)|0;b=e;c=b+60|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(c|0));b=e+(((i|0)/-60|0)*60|0)|0;if((i|0)>0)bQb(b|0,h|0,i|0)|0;f[a>>2]=b;f[g>>2]=e+60;f[j>>2]=d;if(!h)return;sOb(h);return}function icb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){jcb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;jcb(a,b);return}function jcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function kcb(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x,y,z){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;n=+n;o=o|0;p=p|0;q=q|0;r=r|0;s=+s;t=t|0;u=u|0;v=v|0;w=w|0;x=x|0;y=y|0;z=z|0;var A=0;A=f[d+24>>2]|0;if(A&x|0)return;A=(A&16512|0)==128?c+381|0:c+384|0;ecb(a,0,d,e,g,h,i,j,k,v,w,y,b[A>>0]|0,z);ecb(a,1,d,e,l,m,n,o,p,v,w,y,b[A+1>>0]|0,z);ecb(a,2,d,e,q,r,s,t,u,v,w,y,b[A+2>>0]|0,z);return}function lcb(a,c,d,e,g,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0,q=0.0,r=0.0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;x=0;T=u;u=u+2096|0;Q=f[(d+196|0)>>2]&134217727|j;if(Q&k|0){u=T;return}R=dLa(d)|0;S=b[d+192>>0]|0;f[(T+228|0)>>2]=0;f[(T+228|0)+4>>2]=0;f[(T+228|0)+8>>2]=0;w=f[R+24>>2]|0;f[(T+216|0)>>2]=w;y=f[R+28>>2]|0;z=(T+216|0)+4|0;f[z>>2]=y;j=f[R+32>>2]|0;f[((T+216|0)+8|0)>>2]=j;if(!g){P=0;g=w}else{if(w>>>0>e>>>0){p=0;o=e;v=T+216|0;x=6}else{f[(T+216|0)>>2]=0;if((e-w|0)>>>0<y>>>0){p=1;o=e-w|0;v=z;x=6}else{f[z>>2]=0;if(((e-w|0)-y|0)>>>0<j>>>0){p=2;o=(e-w|0)-y|0;v=(T+216|0)+8|0;x=6}else f[((T+216|0)+8|0)>>2]=0}}if((x|0)==6){P=(T+228|0)+(p<<2)|0;f[P>>2]=(f[P>>2]|0)+o;f[v>>2]=(f[v>>2]|0)-o;do{j=(T+216|0)+(p<<2)|0;o=f[j>>2]|0;if(g>>>0<o>>>0){f[j>>2]=g;g=0}else g=g-o|0;p=p+1|0}while((p|0)!=3)}g=f[(T+216|0)>>2]|0;if(!g)g=0;else{P=f[(T+228|0)>>2]|0;f[(T+228|0)>>2]=P-((P>>>0)%3|0);f[(T+216|0)>>2]=g+((P>>>0)%3|0)|0;g=g+((P>>>0)%3|0)|0}y=f[((T+228|0)+4|0)>>2]|0;O=(f[z>>2]|0)+y|0;f[((T+228|0)+4|0)>>2]=y&-2;f[z>>2]=O-(y&-2)|0;P=y&-2;y=O-(y&-2)|0}if(!(f[(d+196|0)>>2]&8388608)){n[(T+180|0)>>2]=-1.0;n[(T+180|0)+4>>2]=-1.0;n[(T+180|0)+8>>2]=-1.0;n[(T+180|0)+12>>2]=-1.0;n[(T+180|0)+16>>2]=-1.0;n[(T+180|0)+20>>2]=-1.0;q=-1.0;r=-1.0;t=-1.0}else{O=f[(d+104|0)>>2]|0;N=f[O+332>>2]|0;M=f[O+336>>2]|0;f[(T+180|0)>>2]=f[O+328>>2];f[(T+180|0)+4>>2]=N;f[(T+180|0)+8>>2]=M;M=f[(d+104|0)>>2]|0;N=f[M+344>>2]|0;O=f[M+348>>2]|0;f[(T+180|0)+12>>2]=f[M+340>>2];f[(T+180|0)+16>>2]=N;f[(T+180|0)+20>>2]=O;O=f[(d+104|0)>>2]|0;q=+n[O+352>>2];r=+n[O+356>>2];t=+n[O+360>>2]}n[(T+180|0)+24>>2]=q;n[(T+180|0)+28>>2]=r;n[(T+180|0)+32>>2]=t;B=f[d+180>>2]|0;f[(T+168|0)>>2]=B;A=f[d+184>>2]|0;f[((T+168|0)+4|0)>>2]=A;O=f[d+188>>2]|0;f[((T+168|0)+8|0)>>2]=O;j=f[(d+12|0)>>2]|0;if(!j){fKa(d,0);j=f[(d+12|0)>>2]|0}o=f[(d+20|0)>>2]|0;if(!o){fKa(d,1);o=f[(d+20|0)>>2]|0}p=f[(d+28|0)>>2]|0;if(!p){fKa(d,2);p=f[(d+28|0)>>2]|0}v=f[(R+52|0)>>2]|0;f[(T+132|0)>>2]=0;f[(T+132|0)+4>>2]=0;f[(T+132|0)+8>>2]=0;b[((T+132|0)+24|0)>>0]=0;L=(T+132|0)+25|0;b[L>>0]=0;b[((T+132|0)+26|0)>>0]=0;M=(T+132|0)+28|0;f[M>>2]=0;N=(T+132|0)+32|0;f[N>>2]=-1;do if((Q&4194304|0)==0&(b[(c+226|0)>>0]|0)==3){b[((T+132|0)+24|0)>>0]=1;if(!(Q&2097152)){b[L>>0]=0;f[(T+132|0)+12>>2]=f[c+284>>2];v=f[c+260>>2]|0;if(!v){v=0;w=-1;x=0}else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)>>2]=v;w=-8388609;x=32768}f[(T+132|0)+16>>2]=f[c+288>>2];e=f[c+268>>2]|0;if(!e)e=0;else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+4>>2]=e;w=-8388609;x=32768}f[(T+132|0)+20>>2]=f[c+292>>2];z=f[c+276>>2]|0;if(!z){C=1;J=1;K=0;break}f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+8>>2]=z;C=1;x=32768;w=-8388609;J=1;K=z;break}else{b[L>>0]=1;n[(T+132|0)+12>>2]=1.0;v=f[c+236>>2]|0;if(!v){v=0;w=-1;x=0}else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)>>2]=v;w=-8388609;x=32768}n[(T+132|0)+16>>2]=1.0;e=f[c+244>>2]|0;if(!e)e=0;else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+4>>2]=e;w=-8388609;x=32768}n[(T+132|0)+20>>2]=1.0;z=f[c+252>>2]|0;if(!z){C=0;J=1;K=0;break}f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+8>>2]=z;C=0;x=32768;w=-8388609;J=1;K=z;break}}else{b[L>>0]=0;C=(Q&32768|0)==0&(v&32768|0)!=0&1;x=0;w=-1;J=0;K=0;e=0;v=0}while(0);b[((T+132|0)+26|0)>>0]=C;z=f[(d+200|0)>>2]|0;F=h[(d+200|0)+4>>0]|0;C=ZPb(z|0,F&255|0,3)|0;E=ZPb(z|0,F&255|0,6)|0;F=ZPb(z|0,F&255|0,9)|0;I=1;if(I){I=0;if(0==0?((C|z|E|F)&7|0)==0:0){E=x|Q;C=E&w;if(!(J<<24>>24))w=O;else{B=f[(T+132|0)+12>>2]|0;f[(T+168|0)>>2]=B;A=f[(T+132|0)+16>>2]|0;f[((T+168|0)+4|0)>>2]=A;w=f[(T+132|0)+20>>2]|0;f[((T+168|0)+8|0)>>2]=w}x=dLa(d)|0;f[(T+284|0)>>2]=x;f[(T+284|0)+4>>2]=d;f[(T+284|0)+8>>2]=0;f[(T+284|0)+12>>2]=0;f[(T+284|0)+16>>2]=1;f[(T+284|0)+20>>2]=0;n[(T+284|0)+40>>2]=1.0;f[(T+284|0)+24>>2]=C;x=(b[L>>0]|0)!=0;z=(b[((T+132|0)+26|0)>>0]|0)!=0;if(!(C&k)){q=(f[s>>2]=B,+n[s>>2]);r=(f[s>>2]=A,+n[s>>2]);t=(f[s>>2]=w,+n[s>>2]);O=f[((T+216|0)+8|0)>>2]|0;J=(f[(T+228|0)+8>>2]|0)+(f[R+44>>2]|0)|0;P=P+(f[R+40>>2]|0)|0;k=(E&16512|0)==128?c+381|0:c+384|0;ecb(a,0,T+284|0,S&7&((S&255)>>>3&7|i),(v|0)==0?j:v,T+180|0,q,(f[(T+228|0)>>2]|0)+(f[R+36>>2]|0)|0,g,x,z,l,b[k>>0]|0,m);ecb(a,1,T+284|0,S&7&((S&255)>>>3&7|i),(e|0)==0?o:e,(T+180|0)+12|0,r,P,y,x,z,l,b[k+1>>0]|0,m);ecb(a,2,T+284|0,S&7&((S&255)>>>3&7|i),(K|0)==0?p:K,(T+180|0)+24|0,t,J,O,x,z,l,b[k+2>>0]|0,m)}}else I=1}f[T+352>>2]=a;f[T+360>>2]=c;f[T+368>>2]=d;f[T+392>>2]=i;f[T+416>>2]=l;f[T+424>>2]=m;f[T+928>>2]=Q;f[T+1024>>2]=R;f[T+1080>>2]=S;f[T+1928>>2]=L;f[T+1944>>2]=M;f[T+1952>>2]=N;f[T+2008>>2]=I;f[T+2016>>2]=0;f[T+2020>>2]=0;cgb(T);G=f[T+2016>>2]|0;D=f[T+2020>>2]|0;H=+n[T+2020>>2];f[T+2016>>2]=0;f[T+2020>>2]=0;if((G|0)==5)return}function mcb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=a+8|0;d=f[i>>2]|0;k=a+12|0;g=f[k>>2]|0;e=g+d|0;n=f[c>>2]|0;if(e>>>0<=n>>>0){j=a+16|0;do if(!(b[j>>0]|0)){f[i>>2]=e;d=f[a>>2]|0;o=d+12|0;f[a>>2]=o;if((o|0)==(f[a+4>>2]|0)){g=~e;d=1;o=10;break}g=f[d+16>>2]|0;if((g|0)==(e|0)){g=f[d+20>>2]|0;d=0;o=10;break}else{g=g-e|0;d=1;o=10;break}}else{h=f[a>>2]|0;if((h|0)!=(f[a+4>>2]|0)){f[i>>2]=e;g=f[h+8>>2]|0;d=0;o=10}}while(0);if((o|0)==10){f[k>>2]=g;b[j>>0]=d;d=e}e=d+g|0}m=c+4|0;d=f[m>>2]|0;if(e>>>0<d>>>0)f[m>>2]=e;else e=d;j=a+20|0;i=a+28|0;k=f[i>>2]|0;c=a+32|0;g=f[c>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){l=a+36|0;do if(!(b[l>>0]|0)){f[i>>2]=d;h=f[j>>2]|0;g=h+8|0;f[j>>2]=g;if((g|0)==(f[a+24>>2]|0)){g=~d;h=1;o=23;break}g=f[g>>2]|0;if((g|0)==(d|0)){g=f[h+12>>2]|0;h=0;o=23;break}else{g=g-d|0;h=1;o=23;break}}else{h=f[j>>2]|0;if((h|0)==(f[a+24>>2]|0))d=k;else{f[i>>2]=d;g=f[h+4>>2]|0;h=0;o=23}}while(0);if((o|0)==23){f[c>>2]=g;b[l>>0]=h}d=d+g|0}if(d>>>0<e>>>0){f[m>>2]=d;e=d}i=a+40|0;j=a+48|0;k=f[j>>2]|0;c=a+52|0;g=f[c>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){l=a+56|0;do if(!(b[l>>0]|0)){f[j>>2]=d;h=f[i>>2]|0;o=h+20|0;f[i>>2]=o;if((o|0)==(f[a+44>>2]|0)){g=~d;h=1;o=36;break}g=f[h+32>>2]|0;if((g|0)==(d|0)){g=f[h+36>>2]|0;h=0;o=36;break}else{g=g-d|0;h=1;o=36;break}}else{h=f[i>>2]|0;if((h|0)==(f[a+44>>2]|0))d=k;else{f[j>>2]=d;g=f[h+16>>2]|0;h=0;o=36}}while(0);if((o|0)==36){f[c>>2]=g;b[l>>0]=h}d=d+g|0}if(d>>>0<e>>>0){f[m>>2]=d;e=d}j=a+60|0;i=a+68|0;k=f[i>>2]|0;l=a+72|0;g=f[l>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){c=a+76|0;do if(!(b[c>>0]|0)){f[i>>2]=d;h=f[j>>2]|0;g=h+8|0;f[j>>2]=g;if((g|0)==(f[a+64>>2]|0)){g=~d;h=1;o=49;break}g=f[g>>2]|0;if((g|0)==(d|0)){g=f[h+12>>2]|0;h=0;o=49;break}else{g=g-d|0;h=1;o=49;break}}else{h=f[j>>2]|0;if((h|0)==(f[a+64>>2]|0))d=k;else{f[i>>2]=d;g=f[h+4>>2]|0;h=0;o=49}}while(0);if((o|0)==49){f[l>>2]=g;b[c>>0]=h}d=d+g|0}if(d>>>0>=e>>>0)return;f[m>>2]=d;return}function ncb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0.0,m=0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+80|0;y=A+24|0;z=A+12|0;x=A;s=d;g=f[d+196>>2]&125829117|g&-8388611;q=g|2;if(q&h|0){u=A;return}r=lJa(d)|0;r=f[r>>2]|0;if((g&4194304|0)==0&(b[c+226>>0]|0)==3){if(!(g&2097152)){g=1;m=(f[c+260>>2]|0)==0&(f[c+268>>2]|0)==0;p=c+276|0;k=0;l=+n[c+284>>2];o=+n[c+288>>2]}else{g=0;m=(f[c+236>>2]|0)==0&(f[c+244>>2]|0)==0;p=c+252|0;k=1;l=1.0;o=1.0}w=(m&(f[p>>2]|0)==0?0:32768)|q}else{g=0;k=0;l=+n[d+180>>2];o=+n[d+184>>2];w=q}v=ySa(f[c+64>>2]|0)|0;t=f[v+12>>2]|0;v=f[v+4>>2]|0;q=f[r+44>>2]|0;f[y>>2]=q;f[y+4>>2]=s;f[y+8>>2]=0;f[y+12>>2]=0;f[y+16>>2]=1;f[y+20>>2]=0;f[y+24>>2]=w;n[y+40>>2]=1.0;p=b[d+192>>0]|0;p=p&7&((p&255)>>>3&7|e);n[z>>2]=-1.0;n[z+4>>2]=-1.0;n[z+8>>2]=-1.0;r=f[q+36>>2]|0;s=f[q+24>>2]|0;n[x>>2]=-1.0;n[x+4>>2]=-1.0;n[x+8>>2]=-1.0;m=k<<24>>24!=0;k=g<<24>>24!=0;g=(w&16512|0)==128?c+381|0:c+384|0;if(!(w&h)){h=f[q+28>>2]|0;c=f[q+40>>2]|0;ecb(a,0,y,p,t,z,l,r,s,m,k,i,b[g>>0]|0,j);ecb(a,1,y,p,v,x,o,c,h,m,k,i,b[g+1>>0]|0,j)}u=A;return}function ocb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,o=0,p=0.0,q=0.0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0;X=u;u=u+96|0;U=X+88|0;V=X+76|0;Q=X+40|0;R=X+4|0;S=X;T=d+196|0;l=f[T>>2]|0;k=l&14741655;if(k&h|0){u=X;return}P=dLa(d)|0;w=b[d+192>>0]|0;w=w&7&((w&255)>>>3&7|e);f[Q>>2]=P;f[Q+4>>2]=f[d+108>>2];O=Q+8|0;f[O>>2]=k;h=f[P+52>>2]|0;f[R>>2]=0;f[R+4>>2]=0;f[R+8>>2]=0;e=R+24|0;b[e>>0]=0;x=R+25|0;b[x>>0]=0;y=R+26|0;b[y>>0]=0;t=R+28|0;f[t>>2]=0;v=R+32|0;f[v>>2]=-1;if((l&4194304|0)==0&(b[c+226>>0]|0)==3){b[e>>0]=1;if(!(l&2097152)){b[x>>0]=0;m=f[c+284>>2]|0;f[R+12>>2]=m;h=f[c+260>>2]|0;if(!h){l=-1;h=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R>>2]=h;l=-8388609;h=32768}o=f[c+288>>2]|0;f[R+16>>2]=o;e=f[c+268>>2]|0;if(e){f[t>>2]=32768;f[v>>2]=-8388609;f[R+4>>2]=e;l=-8388609;h=32768}f[R+20>>2]=f[c+292>>2];e=f[c+276>>2]|0;if(!e)e=1;else{f[t>>2]=32768;f[v>>2]=-8388609;f[R+8>>2]=e;l=-8388609;h=32768;e=1}}else{b[x>>0]=1;n[R+12>>2]=1.0;h=f[c+236>>2]|0;if(!h){e=-1;h=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R>>2]=h;e=-8388609;h=32768}n[R+16>>2]=1.0;l=f[c+244>>2]|0;if(l){f[t>>2]=32768;f[v>>2]=-8388609;f[R+4>>2]=l;e=-8388609;h=32768}n[R+20>>2]=1.0;l=f[c+252>>2]|0;if(!l){o=1065353216;m=1065353216;l=e;e=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R+8>>2]=l;o=1065353216;m=1065353216;l=-8388609;h=32768;e=0}}b[y>>0]=e;k=h|k;h=k&l;f[O>>2]=h;f[V>>2]=m;f[V+4>>2]=o;e=R+20|0}else{b[x>>0]=0;b[y>>0]=(l&32768|0)==0&(h&32768|0)!=0&1;h=l&14741655;f[O>>2]=h;f[V>>2]=f[d+180>>2];f[V+4>>2]=f[d+184>>2];e=d+188|0}f[V+8>>2]=f[e>>2];N=((h|g)&768|0)==512;M=(k&16512|0)==128?c+381|0:c+384|0;if(!(k&1))L=6e4;else{f[Q+12>>2]=f[d+144>>2];f[Q+16>>2]=f[d+148>>2];L=2e4}C=w&255;z=Q+20|0;A=Q+24|0;B=Q+28|0;D=Q+32|0;E=d+96|0;F=d;G=a+500|0;H=i<<24>>24==1;I=a+488|0;J=a+492|0;K=a+484|0;w=i<<24>>24==2;i=d+104|0;c=(b[x>>0]|0)==0;g=(b[y>>0]|0)!=0;l=0;v=0;while(1){if(1<<v&C|0)if(f[P+24+(v<<2)>>2]|0){s=+n[V+(v<<2)>>2];if(s>0.0){if(!(f[T>>2]&8388608)){p=-1.0;q=-1.0;r=-1.0}else{y=f[i>>2]|0;p=+n[y+328+(v*12|0)>>2];q=+n[y+328+(v*12|0)+4>>2];r=+n[y+328+(v*12|0)+8>>2]}n[z>>2]=p;n[A>>2]=q;n[B>>2]=r;n[D>>2]=s;o=s<1.0?2e4:L;t=o+j|0;h=f[R+(v<<2)>>2]|0;if(!h){e=d+12+(v<<3)|0;h=f[e>>2]|0;if(!h){fKa(d,l);h=f[e>>2]|0}}f[S>>2]=h;if(!(l<<24>>24)){e=f[E>>2]|0;k=e+120|0;h=b[k>>0]|0;if(h&8){BIa(e);h=b[k>>0]|0}if(h&1)f[O>>2]=f[O>>2]|134217728}do if(c){l=w&l<<24>>24==1;if(!(g|+n[D>>2]<1.0|l)){e=f[S>>2]|0;k=e+215|0;h=b[k>>0]|0;if(h&2){tIa(e);h=b[k>>0]|0}if(!(h&4)){W=40;break}}if(N){if(!(f[O>>2]&128))break;h=pcb(a+424+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}b[G>>0]=1;break}if(H|l){h=f[I>>2]|0;if(h>>>0<(f[J>>2]|0)>>>0){m=h+60|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(m|0));e=(f[I>>2]|0)+60|0;f[I>>2]=e}else{hcb(K);e=f[I>>2]|0}k=b[M+v>>0]|0;f[e+-60>>2]=f[S>>2];f[e+-56>>2]=a+304+(v*20|0);h=e+-52|0;l=Q;m=h+36|0;do{f[h>>2]=f[l>>2];h=h+4|0;l=l+4|0}while((h|0)<(m|0));f[e+-16>>2]=d;f[e+-8>>2]=o;b[e+-4>>0]=1;b[e+-3>>0]=k;break}h=pcb(a+304+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}b[G>>0]=1}else W=40;while(0);do if((W|0)==40){W=0;if(!N){h=pcb(a+244+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}break}if(f[O>>2]&128|0){h=pcb(a+364+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}}}while(0);f[O>>2]=f[O>>2]&-134217729}}h=v+1|0;l=h&255;if((l&255)>=3)break;else v=h&255}u=X;return}function pcb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;k=f[c>>2]|0;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+4|0;m=f[l>>2]|0;o=(m|0)==0;i=k;a:do if(o)c=0;else{h=m+-1|0;d=(h&m|0)==0;if(d)j=p&h;else if(p>>>0<m>>>0)j=p;else j=(p>>>0)%(m>>>0)|0;c=f[(f[a>>2]|0)+(j<<2)>>2]|0;if(!c)c=j;else{if(d){do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&h|0)==(j|0))){c=j;break a}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(j|0)){c=j;break a}}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}}while(0);j=pOb(40)|0;f[j+8>>2]=k;i=j+12|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[j+28>>2]=1.0;b[j+32>>0]=1;f[j+36>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;vcb(a,c>>>0<d>>>0?d:c);c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}else h=m;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=30}}else{f[j>>2]=f[c>>2];q=30}if((q|0)==30)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+12|0;return a|0}function qcb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0.0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;w=scb(a+12|0,b)|0;t=a+4|0;u=f[t>>2]|0;v=(u|0)==0;a:do if(v)c=0;else{i=u+-1|0;h=(i&u|0)==0;if(h)s=i&w;else if(w>>>0<u>>>0)s=w;else s=(w>>>0)%(u>>>0)|0;c=f[(f[a>>2]|0)+(s<<2)>>2]|0;if(!c)c=s;else{c=f[c>>2]|0;if(!c)c=s;else{j=f[b>>2]|0;k=f[b+4>>2]|0;l=f[b+8>>2]|0;m=+n[b+32>>2];o=+n[b+20>>2];p=+n[b+24>>2];q=+n[b+28>>2];d=+n[b+12>>2];e=+n[b+16>>2];g=(l&1|0)==0;r=(l&8388608|0)==0;if(h){if(g){b:while(1){h=f[c+4>>2]|0;if(!((h|0)==(w|0)|(h&i|0)==(s|0))){c=s;break a}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0)){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break b}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}c:while(1){h=f[c+4>>2]|0;if(!((h|0)==(w|0)|(h&i|0)==(s|0))){c=s;break a}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0))if(+n[c+20>>2]==d)if(+n[c+24>>2]==e){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break c}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}if(g){d:while(1){g=f[c+4>>2]|0;if((g|0)!=(w|0)){if(g>>>0>=u>>>0)g=(g>>>0)%(u>>>0)|0;if((g|0)!=(s|0)){c=s;break a}}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0)){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break d}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}e:while(1){g=f[c+4>>2]|0;if((g|0)!=(w|0)){if(g>>>0>=u>>>0)g=(g>>>0)%(u>>>0)|0;if((g|0)!=(s|0)){c=s;break a}}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0))if(+n[c+20>>2]==d)if(+n[c+24>>2]==e){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break e}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}}}while(0);i=pOb(76)|0;h=i+8|0;g=h+36|0;do{f[h>>2]=f[b>>2];h=h+4|0;b=b+4|0}while((h|0)<(g|0));h=i+44|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;f[h+28>>2]=0;f[i+4>>2]=w;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(v|e*+(u>>>0)<d){c=u<<1|(u>>>0<3|(u+-1&u|0)!=0)&1;b=~~+W(+(d/e))>>>0;tcb(a,c>>>0<b>>>0?b:c);c=f[t>>2]|0;b=c+-1|0;if(!(b&c)){g=c;c=b&w;break}if(w>>>0<c>>>0){g=c;c=w}else{g=c;c=(w>>>0)%(c>>>0)|0}}else g=u;while(0);b=(f[a>>2]|0)+(c<<2)|0;c=f[b>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;b=g+-1|0;if(!(b&g))c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;x=74}}else{f[i>>2]=f[c>>2];x=74}if((x|0)==74)f[c>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+44|0;return a|0}function rcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function scb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0;a=X(f[b>>2]|0,1540483477)|0;a=(X(a>>>24^a,1540483477)|0)^1866966612;a=X(a>>>13^a,1540483477)|0;a=a>>>15^a;d=X(f[b+4>>2]|0,1540483477)|0;d=(X(d>>>24^d,1540483477)|0)^1866966612;d=X(d>>>13^d,1540483477)|0;a=(a<<6)+-1640531527+(a>>>2)+(d>>>15^d)^a;d=f[b+8>>2]|0;a=d+-1640531527+(a<<6)+(a>>>2)^a;if(d&1){c=+n[b+12>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+16>>2];a=(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)+(a>>>2)^a}if(!(d&8388608)){d=a;a=b+32|0;c=+n[a>>2];a=c==0.0;b=(n[s>>2]=c,f[s>>2]|0);b=b+-1640531527|0;b=a?-1640531527:b;a=d<<6;e=d>>>2;a=e+a|0;b=a+b|0;b=b^d;return b|0}c=+n[b+20>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+24>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+28>>2];e=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;d=b+32|0;c=+n[d>>2];d=c==0.0;b=(n[s>>2]=c,f[s>>2]|0);b=b+-1640531527|0;b=d?-1640531527:b;d=e<<6;a=e>>>2;d=a+d|0;b=d+b|0;e=b^e;return e|0}function tcb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){ucb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;ucb(a,b);return}function ucb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();w=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=w;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;v=b+-1|0;w=(v&b|0)==0;if(w)c=c&v;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){u=d;b:while(1){c:do if(w){d=e;while(1){t=f[d+4>>2]&v;if((t|0)==(c|0))break c;e=(f[a>>2]|0)+(t<<2)|0;if(!(f[e>>2]|0)){c=t;break b}k=d+12|0;l=d+16|0;m=d+20|0;o=d+24|0;p=d+28|0;q=d+32|0;r=d+36|0;h=f[d>>2]|0;d:do if(!h)e=d;else{j=f[d+8>>2]|0;s=d+40|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break d;if((f[k>>2]|0)!=(f[h+12>>2]|0))break d;i=f[l>>2]|0;if((i|0)!=(f[h+16>>2]|0))break d;if(i&1|0){if(!(+n[m>>2]==+n[h+20>>2]))break d;if(!(+n[o>>2]==+n[h+24>>2]))break d}if(i&8388608|0){if(!(+n[p>>2]==+n[h+28>>2]))break d;if(!(+n[q>>2]==+n[h+32>>2]))break d;if(!(+n[r>>2]==+n[h+36>>2]))break d}if(!(+n[s>>2]==+n[h+40>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{i=h;h=e;e=i}}}while(0);f[u>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(t<<2)>>2]>>2];f[f[(f[a>>2]|0)+(t<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=57;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)t=e;else t=(e>>>0)%(b>>>0)|0;if((t|0)==(c|0))break c;e=(f[a>>2]|0)+(t<<2)|0;if(!(f[e>>2]|0)){c=t;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;o=d+28|0;p=d+32|0;q=d+36|0;h=f[d>>2]|0;e:do if(!h)e=d;else{r=f[d+8>>2]|0;s=d+40|0;e=d;while(1){if((r|0)!=(f[h+8>>2]|0))break e;if((f[j>>2]|0)!=(f[h+12>>2]|0))break e;i=f[k>>2]|0;if((i|0)!=(f[h+16>>2]|0))break e;if(i&1|0){if(!(+n[l>>2]==+n[h+20>>2]))break e;if(!(+n[m>>2]==+n[h+24>>2]))break e}if(i&8388608|0){if(!(+n[o>>2]==+n[h+28>>2]))break e;if(!(+n[p>>2]==+n[h+32>>2]))break e;if(!(+n[q>>2]==+n[h+36>>2]))break e}if(!(+n[s>>2]==+n[h+40>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{i=h;h=e;e=i}}}while(0);f[u>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(t<<2)>>2]>>2];f[f[(f[a>>2]|0)+(t<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=57;break a}}}while(0);e=f[d>>2]|0;if(!e){c=57;break a}else{g=d;u=d}}f[e>>2]=u;e=f[d>>2]|0;if(!e){c=57;break}else g=d}if((c|0)==57)return}function vcb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wcb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wcb(a,b);return}function wcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xcb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;k=p;m=a+484|0;n=a+488|0;l=f[m>>2]|0;o=a+496|0;i=f[o>>2]|0;j=l;if((((f[n>>2]|0)-l|0)/60|0|0)==(i|0)){o=0;u=p;return o|0}h=j+(i*60|0)|0;switch(b[j+(i*60|0)+56>>0]|0){case 0:{e=j+(i*60|0)+8|0;d=f[e>>2]|0;d=(f[d+28>>2]|0)+(f[d+24>>2]|0)+(f[d+32>>2]|0)|0;g=f[j+(i*60|0)+16>>2]|0;if(d>>>0>g>>>0){l=j+(i*60|0)+20|0;d=d-g|0;g=f[l>>2]|0;f[l>>2]=d>>>0<g>>>0?d:g;g=(f[j+(i*60|0)+52>>2]|0)+c|0;h=fcb(f[j+(i*60|0)+4>>2]|0,h)|0;i=b[j+(i*60|0)+57>>0]|0;d=h+12|0;if((f[d>>2]|0)>>>0<g>>>0)f[d>>2]=g;c=h+4|0;d=f[c>>2]|0;if((d|0)==(f[h+8>>2]|0))gcb(h,e);else{g=d+44|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));f[c>>2]=(f[c>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(i&255)}break}case 1:{d=j+(i*60|0)+8|0;l=f[d>>2]|0;if((f[l+32>>2]|0)!=(0-((f[l+24>>2]|0)+(f[l+28>>2]|0))|0)){l=f[j+(i*60|0)+44>>2]|0;e=(f[j+(i*60|0)+52>>2]|0)+c|0;g=pcb(f[j+(i*60|0)+4>>2]|0,h)|0;h=b[j+(i*60|0)+57>>0]|0;f[k>>2]=l;c=qcb(g,d)|0;b[g+20>>0]=0;d=g+24|0;if((f[d>>2]|0)>>>0<e>>>0)f[d>>2]=e;d=c+28|0;if((f[d>>2]|0)>>>0<e>>>0)f[d>>2]=e;d=c+16|0;e=c+20|0;g=f[e>>2]|0;if((f[d>>2]|0)==(g|0))f[a>>2]=(f[a>>2]|0)+(h&255);if((g|0)==(f[c+24>>2]|0))rcb(d,k);else{f[g>>2]=l;f[e>>2]=(f[e>>2]|0)+4}}break}default:{}}l=(f[o>>2]|0)+1|0;f[o>>2]=l;a=f[n>>2]|0;d=f[m>>2]|0;e=a;if(l>>>0<((a-d|0)/60|0)>>>0){o=1;u=p;return o|0}if((e|0)!=(d|0))f[n>>2]=e+(~(((e+-60-d|0)>>>0)/60|0)*60|0);f[o>>2]=0;o=1;u=p;return o|0}function ycb(a){a=a|0;return}function zcb(a){a=a|0;return f[a+28>>2]|0}function Acb(a){a=a|0;return f[a+32>>2]|0}function Bcb(a,b){a=a|0;b=b|0;f[a+28>>2]=b;return}function Ccb(a,b){a=a|0;b=b|0;f[a+32>>2]=b;return}function Dcb(a){a=a|0;return 0}function Ecb(a,b){a=a|0;b=b|0;return}function Fcb(a){a=a|0;return 0.0}function Gcb(a,b){a=a|0;b=+b;return}function Hcb(a){a=a|0;return +(+p[a+16>>3])}function Icb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=a+4|0;d=f[c>>2]|0;if((d|0)==(b|0))return;if(b|0){e=a+24|0;f[e>>2]=(f[e>>2]|0)+1}if(d|0){e=a+24|0;f[e>>2]=(f[e>>2]|0)+-1}f[c>>2]=b;return}function Jcb(a,b){a=a|0;b=b|0;var c=0;if(!b){c=0;return c|0}c=a+4|0;if((f[c>>2]|0)!=(b|0)){c=0;return c|0}f[c>>2]=0;b=a+24|0;c=(f[b>>2]|0)+-1|0;f[b>>2]=c;c=(c|0)==0;return c|0}function Kcb(a){a=a|0;var c=0,d=0,e=0;if((f[a+28>>2]|0)>=1){c=a+44|0;d=b[c>>0]|0;if(d&16){if(!(f[a+4>>2]|0))return;e=a+40|0;f[e>>2]=f[e>>2]|1;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}}gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function Lcb(a){a=a|0;var c=0,d=0,e=0;if(!(f[a+4>>2]|0))return;c=a+44|0;d=b[c>>0]|0;if(d&2)return;e=a+40|0;f[e>>2]=f[e>>2]|16;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}function Mcb(a){a=a|0;var c=0,d=0;if(!(f[a+4>>2]|0))return;c=a+40|0;f[c>>2]=f[c>>2]|8;c=a+44|0;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;d=a+24|0;f[d>>2]=(f[d>>2]|0)+1;Hha(958,a,-1);return}function Ncb(a){a=a|0;var c=0,d=0;if(!(f[a+4>>2]|0))return;c=a+40|0;f[c>>2]=f[c>>2]|4;c=a+44|0;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;d=a+24|0;f[d>>2]=(f[d>>2]|0)+1;Hha(958,a,-1);return}function Ocb(a){a=a|0;var c=0,d=0,e=0;if(!(f[a+4>>2]|0))return;c=a+44|0;d=b[c>>0]|0;if(d&2)return;e=a+40|0;f[e>>2]=f[e>>2]|64;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}function Pcb(a){a=a|0;a=a+44|0;b[a>>0]=b[a>>0]|4;return}function Qcb(a){a=a|0;var c=0,d=0,e=0,g=0;e=a+44|0;d=b[e>>0]|0;if(!(d&4))return;c=d&-5;b[e>>0]=c;if(!(d&8))return;g=a+40|0;f[g>>2]=f[g>>2]|128;if(!(d&1)){b[e>>0]=c|1;c=a+24|0;f[c>>2]=(f[c>>2]|0)+1;Hha(958,a,-1);c=b[e>>0]|0}b[e>>0]=c&-9;return}function Rcb(a,c){a=a|0;c=c|0;var d=0;do if(a){a=c+44|0;d=b[a>>0]|0;b[a>>0]=d&-2;if(!(d&4)){a=c+40|0;d=f[a>>2]|0;f[a>>2]=0;Scb(c,d);break}else{b[a>>0]=d&-10|8;break}}while(0);a=c+24|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if((c|0)==0|(d|0)!=0)return;gh[f[(f[c>>2]|0)+4>>2]&2047](c);return}function Scb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0;i=a+4|0;if((c|0)==0|(f[i>>2]|0)==0)return;h=+Gha();d=a+8|0;if((c&34|0)!=0&(c&128|0)==0){g=+p[d>>3];if(g<h){g=1.0e3/(h-g);p[a+16>>3]=g;ih[f[(f[a>>2]|0)+132>>2]&15](a,g,h)}else e=5}else e=5;if((e|0)==5)ih[f[(f[a>>2]|0)+132>>2]&15](a,0.0,h);p[d>>3]=h;d=(c&1|0)!=0;if(d){e=a+44|0;b[e>>0]=b[e>>0]|2}if(c&2|0){Rg[f[(f[a>>2]|0)+136>>2]&255](a,0)|0;if(d){d=a+40|0;f[d>>2]=f[d>>2]|2;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}d=f[a+28>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|4;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(d){Rg[f[(f[a>>2]|0)+136>>2]&255](a,0)|0;d=a+40|0;f[d>>2]=f[d>>2]|2;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}if(c&4|0){c=a+44|0;b[c>>0]=b[c>>0]&-3;if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,1)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=b[c>>0]|0;if(e&1)return;b[c>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(c&8|0){if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,2)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(c&16|0){if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,3)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(!(c&96)){if(!(c&256))return;lQa((f[i>>2]|0)+12|0);return}if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,4)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}function Tcb(a,c){a=a|0;c=c|0;var d=0;do if(a){a=c+36|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if(!d){a=c+44|0;d=b[a>>0]|0;if(!(d&1))if(!(d&4)){a=c+40|0;d=f[a>>2]|0;f[a>>2]=0;Scb(c,d);break}else{b[a>>0]=d|8;break}}}while(0);a=c+24|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if((c|0)==0|(d|0)!=0)return;gh[f[(f[c>>2]|0)+4>>2]&2047](c);return}function Ucb(a){a=a|0;sOb(a);return}function Vcb(a){a=a|0;return f[a+144>>2]|0}function Wcb(a){a=a|0;return +(+p[a+120>>3])}function Xcb(a){a=a|0;return +(+p[a+128>>3])}function Ycb(a){a=a|0;return +(+p[a+104>>3])}function Zcb(a){a=a|0;return (b[a+156>>0]&1)!=0|0}function _cb(a,b){a=a|0;b=b|0;f[a+140>>2]=b;return}function $cb(a,b){a=a|0;b=b|0;f[a+144>>2]=(b|0)==0?1:b;return}function adb(a,c){a=a|0;c=+c;var d=0.0,e=0,g=0;e=a+120|0;d=+p[e>>3];c=c<0.0?0.0:c;p[e>>3]=c;e=c>0.0;g=a+44|0;b[g>>0]=b[g>>0]&-17|(e&1)<<4&255;if(!(e^d>0.0))return;gh[f[(f[a>>2]|0)+80>>2]&2047](a);return}function bdb(a,b){a=a|0;b=+b;p[a+128>>3]=b<1.0?1.0:b;return}function cdb(a,b){a=a|0;b=+b;hh[f[(f[a>>2]|0)+52>>2]&63](a,b);hh[f[(f[a>>2]|0)+56>>2]&63](a,b);return}function ddb(a,b){a=a|0;b=+b;p[a+104>>3]=b;return}function edb(a,c){a=a|0;c=c|0;a=a+156|0;b[a>>0]=b[a>>0]&-2|c&1;return}function fdb(a){a=a|0;var c=0,d=0;f[a+80>>2]=0;p[a+96>>3]=-1.0;c=f[a+144>>2]|0;d=f[a+136>>2]|0;f[a+148>>2]=c>>>0<d>>>0?d:c;f[a+152>>2]=0;a=a+156|0;b[a>>0]=b[a>>0]&-15;return}function gdb(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0,g=0,h=0;if(!(b>0.0)){g=a+112|0;p[g>>3]=b;g=a+88|0;p[g>>3]=c;return}g=a+80|0;d=f[g>>2]|0;do if(d>>>0>=4){e=d+-1|0;if(!e)d=0;else{d=0;do{h=d;d=d+1|0;p[a+48+(h<<3)>>3]=+p[a+48+(d<<3)>>3]}while((d|0)!=(e|0));d=f[g>>2]|0;if(!d){d=0;break}else d=d+-1|0}d=d>>>0<4?d:4;f[g>>2]=d}while(0);p[a+48+(d<<3)>>3]=b;f[g>>2]=(f[g>>2]|0)+1;h=a+112|0;p[h>>3]=b;h=a+88|0;p[h>>3]=c;return}function hdb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;t=f[a+4>>2]|0;if(!t){t=0;u=v;return t|0}d=f[a+140>>2]|0;if(d|0){t=K8a(t,c,d,0)|0;u=v;return t|0}d=a+120|0;e=+p[d>>3];if(e<=0.0){t=K8a(t,c,0,0)|0;u=v;return t|0}q=a+128|0;n=+p[q>>3];h=+p[(e<n?d:q)>>3];n=+p[(n<e?d:q)>>3];q=a+148|0;r=f[q>>2]|0;a:do switch(c<<24>>24){case 0:case 3:case 2:case 1:{j=a+156|0;o=b[j>>0]|0;k=o&-5;b[j>>0]=k;h=+p[a+112>>3];if(h>0.0){l=a+96|0;e=+p[l>>3];if(e<0.0){m=+p[a+88>>3];p[l>>3]=m}else m=e;d=f[a+80>>2]|0;if(!(o&8)){if((d|0)==4){d=4;i=13}}else if(!d){e=0.0;i=16}else i=13;if((i|0)==13){i=a+48+(d<<3)|0;e=0.0;g=a+48|0;do{e=e+ +p[g>>3];g=g+8|0}while((g|0)!=(i|0));e=e/+(d>>>0);i=16}if((i|0)==16)if(e<n){b[j>>0]=k|2;p[l>>3]=+p[a+88>>3];d=~~(+(r>>>0)*.7)>>>0;i=f[a+144>>2]|0;d=i>>>0>d>>>0?i:d;i=30;break a}b[j>>0]=o&-13;if(h>n){if(o&2){e=+p[a+104>>3];if(!(e>0.0)){d=r;break a}if((o&1)==0?1:!(+p[a+88>>3]-m>=e)){d=r;break a}}if((f[a+152>>2]|0)>>>0>~~(+(r>>>0)*.95)>>>0>>>0){d=r<<1;i=30}else d=r}else d=r}else d=r;break}case 4:{e=+p[a+112>>3];if(e>0.0){d=a+156|0;g=b[d>>0]|0;b[d>>0]=g|8;p[a+96>>3]=-1.0;if(e>h){if((f[a+152>>2]|0)>>>0<=~~(+(r>>>0)*.95)>>>0>>>0){d=r;break a}d=g&4?r+128|0:r<<1;i=30;break a}else{if(!(e<h)){d=r;break a}b[d>>0]=g|14;d=~~(+(r>>>0)*.7)>>>0;i=f[a+144>>2]|0;d=i>>>0>d>>>0?i:d;i=30;break a}}else d=r;break}default:d=r}while(0);if((i|0)==30){f[q>>2]=d;if((d|0)!=(r|0))f[a+80>>2]=0};f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;t=K8a(t,c,d,s)|0;f[a+152>>2]=f[s+8>>2];u=v;return t|0}function idb(a,c,d,e,g,h){a=a|0;c=+c;d=+d;e=e|0;g=g|0;h=h|0;var i=0;i=a+4|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[a+28>>2]=h;f[a+32>>2]=500;f[a+36>>2]=0;f[a+40>>2]=0;i=a+44|0;b[i>>0]=b[i>>0]&-32|16;f[a>>2]=40288;p[a+88>>3]=0.0;p[a+104>>3]=5.0e3;p[a+112>>3]=0.0;p[a+120>>3]=c<1.0?1.0:c;p[a+128>>3]=d<1.0?1.0:d;f[a+136>>2]=g;f[a+140>>2]=0;i=(e|0)==0?1:e;f[a+144>>2]=i;h=a+156|0;e=b[h>>0]|0;f[a+80>>2]=0;p[a+96>>3]=-1.0;f[a+148>>2]=i>>>0<g>>>0?g:i;f[a+152>>2]=0;b[h>>0]=e&-16|1;return}function jdb(a,c){a=a|0;c=c|0;var d=0,e=0;f[a>>2]=c;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;c=Bpb()|0;p[a+16>>3]=c?3.874301910400391e-06:1.1920928955078125e-07;c=a+72|0;d=a+24|0;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));f[c>>2]=-1;b[a+76>>0]=0;e=a+77|0;d=h[e>>0]|h[e+1>>0]<<8;c=a+80|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[a+96>>2]=-1;f[a+100>>2]=-1;f[a+104>>2]=-1;f[a+108>>2]=0;a=d&-4032|15;b[e>>0]=a;b[e+1>>0]=a>>8;return}function kdb(a){a=a|0;var c=0;a=a+77|0;c=(h[a>>0]|h[a+1>>0]<<8)&-3969;b[a>>0]=c;b[a+1>>0]=c>>8;return}function ldb(a){a=a|0;f[a+80>>2]=0;f[a+84>>2]=0;return}function mdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((e&1|0)==(c&1|0))return;e=e&-2|c&1;b[d>>0]=e;b[d+1>>0]=e>>8;if(c)return;ndb(a);return}function ndb(a){a=a|0;var b=0,c=0;f[a+48>>2]=0;c=a+52|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+64>>2]=0;c=a+68|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+24>>2]=0;c=a+28|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+56>>2]=0;c=a+60|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function odb(a){a=a|0;var b=0,c=0;f[a+56>>2]=0;c=a+60|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function pdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>1&1|0))return;e=e&-3|(c&1)<<1&65535;b[d>>0]=e;b[d+1>>0]=e>>8;if(c)return;f[a+56>>2]=0;e=a+60|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+40>>2]=0;a=a+44|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function qdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>2&1|0))return;e=e&-5|(c&1)<<2&65535;b[d>>0]=e;b[d+1>>0]=e>>8;f[a+64>>2]=0;e=a+68|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+24>>2]=0;e=a+28|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+32>>2]=0;a=a+36|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function rdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>3&1|0))return;e=e&-9|(c&1)<<3&65535;b[d>>0]=e;b[d+1>>0]=e>>8;ndb(a);return}function sdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>6&1|0))return;e=e&-65|(c&1)<<6&65535;b[d>>0]=e;b[d+1>>0]=e>>8;ndb(a);return}function tdb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+64|0;d=o+48|0;e=o+44|0;g=o+24|0;m=o+8|0;i=o;f[d>>2]=f[64745];f[e>>2]=f[64746];Lwb(g);n=a+77|0;Nwb(g,(((h[n>>0]|h[n+1>>0]<<8)&65535)>>>6&1|9728)&65535,0);k=f[64758]|0;l=f[64759]|0;f[m>>2]=d;f[m+4>>2]=e;f[m+8>>2]=g;f[m+12>>2]=a;if(!((h[n>>0]|h[n+1>>0]<<8)&4))j=9;else if(dvb()|0){g=a+24|0;udb(m,g,a+48|0,a+64|0);Cub(i,f[g>>2]|0,1,1);g=a+32|0;p=f[i>>2]|0;d=i+4|0;q=f[d>>2]|0;f[i>>2]=0;f[d>>2]=0;f[g>>2]=p;p=a+36|0;e=f[p>>2]|0;f[p>>2]=q;if(e|0){iOb(e);d=f[d>>2]|0;if(d|0)iOb(d)}q=f[g>>2]|0;f[i>>2]=0;d=i+4|0;f[d>>2]=0;Hub(q,1,i);d=f[d>>2]|0;if(d|0)iOb(d)}else j=9;if((j|0)==9){d=a+24|0;udb(m,d,a+48|0,0);d=f[d>>2]|0;e=f[a+28>>2]|0;if(e|0)gOb(e);f[a+32>>2]=d;q=a+36|0;d=f[q>>2]|0;f[q>>2]=e;if(d|0)iOb(d)}if((h[n>>0]|h[n+1>>0]<<8)&2)if(b[c+500>>0]|0)if(Z8a(f[a>>2]|0)|0)udb(m,a+40|0,a+56|0,0);if((k|0)==(l|0)){dwb(258928,k)|0;u=o;return}else{ewb(258928,k)|0;fwb(258928,l)|0;u=o;return}}function udb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=f[a+12>>2]|0;e=f[b>>2]|0;if(e|0)if(f[e>>2]|0){e=f[c>>2]|0;if(e|0)if(f[e+8>>2]|0)if((f[e+16>>2]|0)==(f[f[a>>2]>>2]|0))if((f[e+20>>2]|0)==(f[f[a+4>>2]>>2]|0)){u=m;return}}xub(k);j=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[b>>2]=j;j=b+4|0;g=f[j>>2]|0;f[j>>2]=i;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[b>>2]|0;if(!e)e=0;else e=f[e>>2]|0;dwb(258928,e)|0;Twb(k);j=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[c>>2]=j;j=c+4|0;g=f[j>>2]|0;f[j>>2]=i;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}i=a+4|0;j=a+8|0;axb(f[c>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[i>>2]>>2]|0,f[j>>2]|0);Gub(f[b>>2]|0,0,c,3553,0);if(d|0){Twb(k);e=f[k>>2]|0;g=k+4|0;c=f[g>>2]|0;f[k>>2]=0;f[g>>2]=0;f[d>>2]=e;k=d+4|0;e=f[k>>2]|0;f[k>>2]=c;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}axb(f[d>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[i>>2]>>2]|0,f[j>>2]|0);Gub(f[b>>2]|0,1,d,3553,0)}l=l+77|0;if((h[l>>0]|h[l+1>>0]<<8)&8)Jub(f[b>>2]|0,0,1,1)|0;Vd(17664);u=m;return}function vdb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0,i=0.0,j=0.0;h=u;u=u+48|0;e=h;a=f[a>>2]|0;g=+p[a+304>>3];switch(b[a+312>>0]|0){case 5:{if(CEa(f[a+64>>2]|0,e)|0){j=+p[e+24>>3]-+p[e>>3];i=+p[e+32>>3]-+p[e+8>>3];d=+p[e+40>>3]-+p[e+16>>3];d=j*j+(i*i+d*d)}else{j=+p[c+208>>3];d=+p[c+216>>3];d=j*j+d*d}j=g*+L(+d);u=h;return +j}case 4:{j=g*+(f[64746]|0);u=h;return +j}case 1:{Kha(e);j=g*(+(f[e+4>>2]|0)/+p[e+16>>3]);u=h;return +j}case 3:{j=g*+(f[64745]|0);u=h;return +j}default:{j=g;u=h;return +j}}return 0.0}function wdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+64|0;D=G;k=b+4|0;i=f[k>>2]|0;h=f[b>>2]|0;F=i-h>>2;e=F*12|0;F=F*48|0;E=a+4|0;g=f[E>>2]|0;a=(f[a+8>>2]|0)-g>>2;if(e>>>0>a>>>0){Sqa(E,e-a|0);j=b;C=E;e=f[E>>2]|0;a=f[b>>2]|0;i=f[k>>2]|0}else{j=b;C=E;e=g;a=h}if((a|0)!=(i|0))while(1){g=f[a>>2]|0;b=f[g+96>>2]|0;z=e;A=b;B=z+48|0;do{f[z>>2]=f[A>>2];z=z+4|0;A=A+4|0}while((z|0)<(B|0));n[e+12>>2]=+n[b+48>>2]+ +n[g+156>>2];n[e+28>>2]=+n[b+52>>2]+ +n[g+160>>2];n[e+44>>2]=+n[b+56>>2]+ +n[g+164>>2];a=a+4|0;if((a|0)==(i|0))break;else e=e+48|0}a=f[j>>2]|0;g=f[a>>2]|0;e=f[g+196>>2]|0;a:do if(e&33554456|0){h=f[k>>2]|0;if((a|0)!=(h|0)){i=D+4|0;j=D+8|0;k=D+12|0;l=D+16|0;m=D+20|0;o=D+24|0;p=D+28|0;q=D+32|0;r=D+36|0;s=D+40|0;t=D+44|0;v=D+48|0;w=D+52|0;x=D+56|0;y=D+60|0;b=f[C>>2]|0;while(1){C=f[g+96>>2]|0;f[D>>2]=f[C>>2];f[i>>2]=f[C+4>>2];f[j>>2]=f[C+8>>2];f[k>>2]=f[C+12>>2];f[l>>2]=f[C+16>>2];f[m>>2]=f[C+20>>2];f[o>>2]=f[C+24>>2];f[p>>2]=f[C+28>>2];f[q>>2]=f[C+32>>2];f[r>>2]=f[C+36>>2];f[s>>2]=f[C+40>>2];f[t>>2]=f[C+44>>2];f[v>>2]=f[C+48>>2];f[w>>2]=f[C+52>>2];f[x>>2]=f[C+56>>2];f[y>>2]=f[C+60>>2];if(e&8){PAa(d,D);e=f[g+196>>2]|0}if(e&16|0)NAa(d,D,f[64745]|0,f[64746]|0);z=b;A=D;B=z+48|0;do{f[z>>2]=f[A>>2];z=z+4|0;A=A+4|0}while((z|0)<(B|0));f[b+12>>2]=f[v>>2];f[b+28>>2]=f[w>>2];f[b+44>>2]=f[x>>2];a=a+4|0;if((a|0)==(h|0))break a;g=f[a>>2]|0;b=b+48|0;e=f[g+196>>2]|0}}}while(0);e=f[c>>2]|0;if(!e){iub(D,34962);a=f[D>>2]|0;e=D+4|0;d=f[e>>2]|0;f[D>>2]=0;f[e>>2]=0;f[c>>2]=a;D=c+4|0;a=f[D>>2]|0;f[D>>2]=d;if(a|0){iOb(a);a=f[e>>2]|0;if(a|0)iOb(a)}e=f[c>>2]|0}a=f[E>>2]|0;if((f[e+8>>2]|0)>>>0<F>>>0){nub(e,F,a,35048);u=G;return}else{oub(e,0,F,a);u=G;return}}function xdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0;x=u;u=u+64|0;t=x+32|0;v=x;j=f[(f[a>>2]|0)+64>>2]|0;s=d+384|0;f[s>>2]=0;j=YRa(j)|0;e=f[j>>2]|0;j=f[j+4>>2]|0;a=f[s>>2]|0;if(!((e|0)==(j|0)|a>>>0>5)){k=t+8|0;l=t+16|0;m=t+24|0;o=v+8|0;q=v+16|0;r=v+24|0;do{h=f[e>>2]|0;g=f[e+4>>2]|0;if((h|0)!=(g|0)){a=g-h>>5;i=a>>>0<4;a=i?a:4;if(!a){a=0;w=6}else{g=0;while(1){p[t>>3]=+p[h+(g<<5)>>3];p[k>>3]=+p[h+(g<<5)+8>>3];p[l>>3]=+p[h+(g<<5)+16>>3];p[m>>3]=+p[h+(g<<5)+24>>3];Zib(v,t,b,c);A=+p[o>>3];z=+p[q>>3];y=+p[r>>3];n[d>>2]=+p[v>>3];n[d+4>>2]=A;n[d+8>>2]=z;n[d+12>>2]=y;d=d+16|0;g=g+1|0;if(g>>>0>=a>>>0)break;h=f[e>>2]|0}if(i)w=6}if((w|0)==6){w=0;i=X(a,-4)|0;dQb(d|0,0,64-(a<<4)|0)|0;d=d+64+(i<<2)|0}a=(f[s>>2]|0)+1|0;f[s>>2]=a}e=e+12|0}while(!((e|0)==(j|0)|a>>>0>5))}if(a>>>0>=6){u=x;return}dQb(d|0,0,384-(a<<6)|0)|0;u=x;return}function ydb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+144|0;i=l;j=l+128|0;k=EAa(b)|0;LAa(k,i);h=b+80|0;g=R9a(f[a>>2]|0)|0;g=g>>>0<4?g:4;d=c+48|0;f[d>>2]=g;if(!g){u=l;return}e=j+4|0;g=j+8|0;b=0;do{jeb(j,S9a(f[a>>2]|0,b)|0,k,i,h);n=c+(b*12|0)|0;m=f[j>>2]|0;f[j>>2]=f[n>>2];f[n>>2]=m;n=f[e>>2]|0;m=c+(b*12|0)+4|0;f[e>>2]=f[m>>2];f[m>>2]=n;f[c+(b*12|0)+8>>2]=f[g>>2];b=b+1|0}while(b>>>0<(f[d>>2]|0)>>>0);u=l;return}function zdb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0;e=f[a+40>>2]|0;if(!e)e=0;else e=f[e>>2]|0;s=(f[64758]|0)==(e|0)?a+84|0:a+80|0;if((f[s>>2]|0)==(c|0)){c=f[a+108>>2]|0;uwb(258928,514,c|f[64788],c)|0;c=0;return c|0}t=f[64793]|0;u=f[64794]|0;v=f[64787]|0;w=f[64790]|0;x=f[64788]|0;y=f[64791]|0;z=f[64789]|0;A=f[64792]|0;uwb(258928,519,255,0)|0;B=f[64795]|0;C=f[64796]|0;D=f[64797]|0;E=f[64798]|0;F=f[64799]|0;G=f[64800]|0;H=f[64770]|0;I=b[259206]|0;Hwb(258928,0)|0;J=b[259205]|0;Gwb(258928,0)|0;K=b[259052]|0;kwb(258928,0)|0;L=b[259048]|0;M=b[259049]|0;N=b[259050]|0;O=b[259051]|0;jwb(258928,0,0,0,0)|0;P=f[64756]|0;bwb(258928,f[f[a+88>>2]>>2]|0)|0;r=a+96|0;Q=f[r>>2]|0;re(Q|0);R=f[64754]|0;q=a+100|0;nf(f[q>>2]|0,1,0,d|0);e=c+24|0;k=c+28|0;a:do if((f[e>>2]|0)==(f[k>>2]|0)){xwb(258928,64)|0;nwb(258928,255)|0;Vd(1024);n=64;e=0;g=2;l=a+104|0}else{xwb(258928,192)|0;nwb(258928,0)|0;Vd(1024);xwb(258928,64)|0;Awb(258928,7680,7681,7681)|0;l=f[e>>2]|0;j=l+20|0;if(!(f[j>>2]|0)){Mpb(l);if(!(f[j>>2]|0)){e=0;g=2;i=a+104|0}else h=9}else h=9;if((h|0)==9){e=l+33|0;g=f[q>>2]|0;if(!(b[e>>0]|0))nf(g|0,1,0,d|0);else nf(g|0,1,0,40428);g=b[e>>0]|0;e=f[l+12>>2]|0;i=a+104|0;h=f[i>>2]|0;if(!e)nf(h|0,1,0,40428);else nf(h|0,1,0,e|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[j>>2]|0))Mpb(l);le(4,0,f[l+28>>2]|0);e=1}p=f[k>>2]|0;n=64;o=128;j=1;h=l;while(1){while(1){l=h+36|0;if((l|0)==(p|0)){l=i;break a}m=h+56|0;if(f[m>>2]|0)break;Mpb(l);if(!(f[m>>2]|0))h=l;else break}xwb(258928,o)|0;if(!j)Vd(1024);j=h+69|0;k=b[j>>0]|0;if(k<<24>>24!=g<<24>>24){g=f[q>>2]|0;if(!(k<<24>>24))nf(g|0,1,0,d|0);else nf(g|0,1,0,40428);g=b[j>>0]|0}j=f[h+48>>2]|0;k=f[i>>2]|0;if(!j)nf(k|0,1,0,40428);else nf(k|0,1,0,j|0);uwb(258928,514,255,n)|0;Yvb(258928,f[f[m>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[m>>2]|0))Mpb(l);le(4,0,f[h+64>>2]|0);m=o;j=0;e=e+1|0;h=l;o=n;n=m}}while(0);k=c+68|0;do if((f[c>>2]|0)!=(f[c+4>>2]|0)){if(g<<24>>24)nf(f[q>>2]|0,1,0,d|0);xwb(258928,n)|0;uwb(258928,519,255,0)|0;Awb(258928,7680,0,0)|0;if(b[k>>0]&1)hqb(c);g=c+44|0;if(f[g>>2]|0){nf(f[l>>2]|0,1,0,40428);Yvb(258928,f[f[g>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(b[k>>0]&1)hqb(c);le(4,0,f[c+60>>2]|0);e=e+1|0;g=0;break}g=f[c>>2]|0;j=g+20|0;if(!(f[j>>2]|0)){Mpb(g);if(!(f[j>>2]|0)){g=0;break}g=f[c>>2]|0}h=f[g+12>>2]|0;i=f[l>>2]|0;if(!h)nf(i|0,1,0,40428);else nf(i|0,1,0,h|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[g+20>>2]|0))Mpb(g);le(4,0,f[g+28>>2]|0);e=e+1|0;g=0}while(0);h=c+12|0;do if((f[h>>2]|0)!=(f[c+16>>2]|0)){if(g<<24>>24!=1)nf(f[q>>2]|0,1,0,40428);xwb(258928,n)|0;uwb(258928,519,255,0)|0;Awb(258928,7680,0,0)|0;if(b[k>>0]&1)hqb(c);g=c+52|0;if(f[g>>2]|0){nf(f[l>>2]|0,1,0,40428);Yvb(258928,f[f[g>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(b[k>>0]&1)hqb(c);le(4,0,f[c+64>>2]|0);e=e+1|0;break}g=f[h>>2]|0;j=g+20|0;if(!(f[j>>2]|0)){Mpb(g);if(!(f[j>>2]|0))break;g=f[h>>2]|0}i=f[g+12>>2]|0;h=f[l>>2]|0;if(!i)nf(h|0,1,0,40428);else nf(h|0,1,0,i|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[g+20>>2]|0))Mpb(g);le(4,0,f[g+28>>2]|0);e=e+1|0}while(0);Yvb(258928,R)|0;ke(Q|0);bwb(258928,P)|0;jwb(258928,L<<24>>24!=0,M<<24>>24!=0,N<<24>>24!=0,O<<24>>24!=0)|0;kwb(258928,K<<24>>24!=0)|0;Gwb(258928,J<<24>>24!=0)|0;Hwb(258928,I<<24>>24!=0)|0;nwb(258928,H)|0;if((B|0)==(E|0)&(C|0)==(F|0)&(D|0)==(G|0))Awb(258928,B,C,D)|0;else{Bwb(258928,B,C,D)|0;Cwb(258928,E,F,G)|0}if((v|0)==(w|0)&(x|0)==(y|0)&(z|0)==(A|0))uwb(258928,v,x,z)|0;else{vwb(258928,v,x,z)|0;wwb(258928,w,y,A)|0}if((t|0)==(u|0))xwb(258928,t)|0;else{ywb(258928,t)|0;zwb(258928,u)|0}uwb(258928,514,f[64788]|n,n)|0;f[s>>2]=c;f[a+108>>2]=n;c=e;return c|0}function Adb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0;d=1.0-+p[a+16>>3];n[b>>2]=+p[(f[a>>2]|0)+112>>3]*d;n[c>>2]=+p[(f[a>>2]|0)+120>>3]*d;return}function Bdb(a,c,d,e,g,i,k,l,m,o,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;k=+k;l=+l;m=m|0;o=o|0;q=q|0;var r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0;D=0;E=u;u=u+14848|0;b[(E+13706|0)>>0]=c;n[(E+13680|0)>>2]=k;n[(E+13676|0)>>2]=l;f[(E+13672|0)>>2]=m;if(!(f[(a+88|0)>>2]|0)){f[(E+256|0)>>2]=40500;f[(E+256|0)+4>>2]=162;f[((E+256|0)+16|0)>>2]=E+256|0;Evb(E+13688|0,198014,198053,E+256|0,1);c=f[(E+13688|0)>>2]|0;C=f[((E+13688|0)+4|0)>>2]|0;f[(E+13688|0)>>2]=0;f[((E+13688|0)+4|0)>>2]=0;f[(a+88|0)>>2]=c;c=f[(a+92|0)>>2]|0;f[(a+92|0)>>2]=C;if(c|0){iOb(c);c=f[((E+13688|0)+4|0)>>2]|0;if(c|0)iOb(c)}c=f[((E+256|0)+16|0)>>2]|0;if((E+256|0|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);C=Jvb(f[(a+88|0)>>2]|0,240539)|0;f[a+96>>2]=C;C=Kvb(f[(a+88|0)>>2]|0,240548)|0;f[a+100>>2]=C;C=Kvb(f[(a+88|0)>>2]|0,198092)|0;f[a+104>>2]=C}r=f[64758]|0;s=f[64759]|0;t=f[64743]|0;v=f[64744]|0;w=f[64745]|0;x=f[64746]|0;k=+n[64765];l=+n[64766];y=+n[64767];z=+n[64768];A=f[64793]|0;B=f[64794]|0;xwb(258928,255)|0;C=f[64770]|0;nwb(258928,0)|0;if((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&1){tdb(a,e);m=f[a+48>>2]|0;Tvb(258928,0,0,f[m+16>>2]|0,f[m+20>>2]|0)|0}if((b[(E+13706|0)>>0]|0)==1)mwb(258928,0.0,0.0,0.0,1.0)|0;else mwb(258928,0.0,0.0,0.0,0.0)|0;do if((d&255)<2){d=h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8;b[(a+77|0)>>0]=d&-3969;b[(a+77|0)+1>>0]=(d&-3969)>>8;if(d&1)dwb(258928,f[f[a+24>>2]>>2]|0)|0;Vd(17664);c=f[a+40>>2]|0;if(c|0){dwb(258928,f[c>>2]|0)|0;Vd(17664)}f[a+80>>2]=0;f[a+84>>2]=0}else if(d<<24>>24==2){c=f[64793]|0;m=f[64794]|0;xwb(258928,15)|0;if((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&1)dwb(258928,f[f[a+24>>2]>>2]|0)|0;Vd(1024);d=f[a+40>>2]|0;if(d|0){dwb(258928,f[d>>2]|0)|0;Vd(1024)}d=(h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&-129;b[(a+77|0)>>0]=d;b[(a+77|0)+1>>0]=d>>8;if((c|0)==(m|0)){xwb(258928,c)|0;break}else{ywb(258928,c)|0;zwb(258928,m)|0;break}}while(0);if(f[e>>2]|0){if((f[(a+72|0)>>2]|0)!=(o|0)){f[(a+72|0)>>2]=o;b[(a+76|0)>>0]=1-(h[(a+76|0)>>0]|0)}f[(E+13688|0)>>2]=0;f[(E+256|0)>>2]=0;f[(E+13668|0)>>2]=0;f[(E+13664|0)>>2]=0;o=EAa(g)|0;J=+p[o>>3];p[(E+128|0)>>3]=J;F=+p[o+8>>3];p[((E+128|0)+8|0)>>3]=F;L=+p[o+16>>3];p[((E+128|0)+16|0)>>3]=L;p[(E+128|0)+24>>3]=+p[o+24>>3];G=+p[o+32>>3];p[((E+128|0)+32|0)>>3]=G;I=+p[o+40>>3];p[((E+128|0)+40|0)>>3]=I;K=+p[o+48>>3];p[((E+128|0)+48|0)>>3]=K;p[(E+128|0)+56>>3]=+p[o+56>>3];N=+p[o+64>>3];p[((E+128|0)+64|0)>>3]=N;M=+p[o+72>>3];p[((E+128|0)+72|0)>>3]=M;O=+p[o+80>>3];p[((E+128|0)+80|0)>>3]=O;p[(E+128|0)+88>>3]=+p[o+88>>3];p[(E+128|0)+96>>3]=+p[o+96>>3];p[(E+128|0)+104>>3]=+p[o+104>>3];p[(E+128|0)+112>>3]=+p[o+112>>3];p[(E+128|0)+120>>3]=+p[o+120>>3];H=1.0/(J*(I*O-K*M)+(L*(G*M-I*N)+F*(K*N-G*O)));p[(E+56|0)>>3]=(I*O-K*M)*H;p[(E+56|0)+8>>3]=(K*N-G*O)*H;p[(E+56|0)+16>>3]=(G*M-I*N)*H;p[(E+56|0)+24>>3]=(L*M-F*O)*H;p[(E+56|0)+32>>3]=(J*O-L*N)*H;p[(E+56|0)+40>>3]=(F*N-J*M)*H;p[(E+56|0)+48>>3]=(F*K-L*I)*H;p[(E+56|0)+56>>3]=(L*G-J*K)*H;p[(E+56|0)+64>>3]=(J*I-F*G)*H;o=FAa(g)|0;f[(E+13600|0)>>2]=f[o>>2];f[(E+13600|0)+4>>2]=f[o+4>>2];f[(E+13600|0)+8>>2]=f[o+8>>2];f[(E+13600|0)+12>>2]=f[o+12>>2];f[(E+13600|0)+16>>2]=f[o+16>>2];f[(E+13600|0)+20>>2]=f[o+20>>2];f[(E+13600|0)+24>>2]=f[o+24>>2];f[(E+13600|0)+28>>2]=f[o+28>>2];f[(E+13600|0)+32>>2]=f[o+32>>2];f[(E+13600|0)+36>>2]=f[o+36>>2];f[(E+13600|0)+40>>2]=f[o+40>>2];f[(E+13600|0)+44>>2]=f[o+44>>2];f[(E+13600|0)+48>>2]=f[o+48>>2];f[(E+13600|0)+52>>2]=f[o+52>>2];f[(E+13600|0)+56>>2]=f[o+56>>2];f[(E+13600|0)+60>>2]=f[o+60>>2];o=HAa(g,f[64745]|0,f[64746]|0)|0;n[(E+13536|0)>>2]=+p[o>>3];n[(E+13536|0)+4>>2]=+p[o+8>>3];n[(E+13536|0)+8>>2]=+p[o+16>>3];n[(E+13536|0)+12>>2]=+p[o+24>>3];n[(E+13536|0)+16>>2]=+p[o+32>>3];n[(E+13536|0)+20>>2]=+p[o+40>>3];n[(E+13536|0)+24>>2]=+p[o+48>>3];n[(E+13536|0)+28>>2]=+p[o+56>>3];n[(E+13536|0)+32>>2]=+p[o+64>>3];n[(E+13536|0)+36>>2]=+p[o+72>>3];n[(E+13536|0)+40>>2]=+p[o+80>>3];n[(E+13536|0)+44>>2]=+p[o+88>>3];n[(E+13536|0)+48>>2]=+p[o+96>>3];n[(E+13536|0)+52>>2]=+p[o+104>>3];n[(E+13536|0)+56>>2]=+p[o+112>>3];n[(E+13536|0)+60>>2]=+p[o+120>>3];o=JAa(g,f[64745]|0,f[64746]|0)|0;n[(E+13472|0)>>2]=+p[o>>3];n[(E+13472|0)+4>>2]=+p[o+8>>3];n[(E+13472|0)+8>>2]=+p[o+16>>3];n[(E+13472|0)+12>>2]=+p[o+24>>3];n[(E+13472|0)+16>>2]=+p[o+32>>3];n[(E+13472|0)+20>>2]=+p[o+40>>3];n[(E+13472|0)+24>>2]=+p[o+48>>3];n[(E+13472|0)+28>>2]=+p[o+56>>3];n[(E+13472|0)+32>>2]=+p[o+64>>3];n[(E+13472|0)+36>>2]=+p[o+72>>3];n[(E+13472|0)+40>>2]=+p[o+80>>3];n[(E+13472|0)+44>>2]=+p[o+88>>3];n[(E+13472|0)+48>>2]=+p[o+96>>3];n[(E+13472|0)+52>>2]=+p[o+104>>3];n[(E+13472|0)+56>>2]=+p[o+112>>3];n[(E+13472|0)+60>>2]=+p[o+120>>3];o=f[a>>2]|0;H=+p[a+16>>3];G=+p[o+112>>3]*(1.0-H);n[(E+13468|0)>>2]=H+G;F=(1.0-H)*+p[o+120>>3];n[(E+13464|0)>>2]=H+F;n[(E+13460|0)>>2]=G;n[(E+13456|0)>>2]=F;F=+vdb(a,g);n[(E+13452|0)>>2]=F;o=f[a>>2]|0;b[(E+13705|0)>>0]=b[o+226>>0]|0;f[(E+1152|0)>>2]=g;f[(E+1152|0)+12292>>2]=(j[(o+230|0)>>1]|j[(o+230|0)+2>>1]<<16)<<6&8192^8192;o=(G9a(o)|0)&1;b[((E+1152|0)+12296|0)>>0]=b[((E+1152|0)+12296|0)>>0]&-2|o;o=f[a>>2]|0;f[(E+1144|0)>>2]=(j[(o+230|0)>>1]|j[(o+230|0)+2>>1]<<16)<<6&8192^8192;o=(G9a(o)|0)&1;b[(E+1144|0)+4>>0]=o;f[(E+756|0)+384>>2]=0;f[(E+704|0)+48>>2]=0;if(!((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&32))xdb(a,E+128|0,E+56|0,E+756|0);ydb(a,g,E+704|0);if(+p[i>>3]==0.0)if(+p[i+8>>3]==0.0)if(+p[i+16>>3]==0.0){f[(E+688|0)>>2]=0;f[(E+688|0)+4>>2]=0;f[(E+688|0)+8>>2]=0;f[(E+688|0)+12>>2]=0}else D=37;else D=37;else D=37;f[E+13728>>2]=a;f[E+13752>>2]=e;f[E+13760>>2]=g;f[E+13768>>2]=i;f[E+13808>>2]=q;f[E+14736>>2]=D;f[E+14744>>2]=0;f[E+14748>>2]=0;dgb(E)}nwb(258928,C)|0;if((A|0)==(B|0))xwb(258928,A)|0;else{ywb(258928,A)|0;zwb(258928,B)|0}mwb(258928,k,l,y,z)|0;Tvb(258928,t,v,w,x)|0;if((r|0)==(s|0)){dwb(258928,r)|0;u=E;return}else{ewb(258928,r)|0;fwb(258928,s)|0;u=E;return}}function Cdb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0,C=0,E=0,F=0,I=0,J=0,K=0.0;I=0;J=u;u=u+1776|0;F=f[a+8>>2]|0;z=+n[64781];A=+n[64782];B=b[259208]|0;do{j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){if(!(b[f[a>>2]>>0]|0))if(!(b[f[(a+4|0)>>2]>>0]|0)){g=0;i=0;break}swb(258928,1.0,0.0)|0;Iwb(258928,1)|0;Ewb(258928,f[64788]&-49)|0;r=f[a+12>>2]|0;v=f[a+16>>2]|0;w=f[(a+20|0)>>2]|0;g=f[a+24>>2]|0;i=f[a+28>>2]|0;y=f[f[a+32>>2]>>2]|0;x=f[f[a+36>>2]>>2]|0;f[(J+104|0)>>2]=f[F>>2];f[(J+104|0)+4>>2]=r;f[(J+104|0)+8>>2]=v;f[(J+104|0)+12>>2]=w;f[(J+104|0)+16>>2]=g;f[(J+104|0)+20>>2]=i;f[(J+104|0)+24>>2]=y;f[(J+104|0)+28>>2]=x;f[(J+104|0)+32>>2]=0;x=(b[f[a>>2]>>0]|0)==0;y=(b[f[(a+4|0)>>2]>>0]|0)!=0;i=f[c+8>>2]|0;f[(J+100|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){r=0;k=0;g=i;while(1){q=g+12|0;l=g+16|0;i=1;if(i){i=0;if((f[q>>2]|0)==(f[l>>2]|0)){m=k;o=r}else i=1}if(i)if(1){j=f[g+8>>2]|0;f[(J+64|0)>>2]=f[(j+152|0)>>2];f[(J+64|0)+4>>2]=f[(j+152|0)+4>>2];f[(J+64|0)+8>>2]=f[(j+152|0)+8>>2];f[(J+64|0)+12>>2]=f[(j+152|0)+12>>2];i=eIa(j,f[f[(a+44|0)>>2]>>2]|0,b[f[(a+48|0)>>2]>>0]|0,0)|0;g=f[i>>2]|0;f[(J+48|0)>>2]=g;i=f[i+4>>2]|0;f[((J+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(J+48|0)>>2]|0}if(!g){lIa(J,j,f[f[(a+44|0)>>2]>>2]|0,b[f[(a+48|0)>>2]>>0]|0,0,f[(a+52|0)>>2]|0,f[(a+56|0)>>2]|0,b[f[(a+60|0)>>2]>>0]|0,x&y,(f[(f[(a+20|0)>>2]|0)+384>>2]|0)!=0,f[(a+64|0)>>2]|0);g=f[J>>2]|0;w=f[(J+4|0)>>2]|0;f[J>>2]=0;f[(J+4|0)>>2]=0;f[(J+48|0)>>2]=g;i=f[((J+48|0)+4|0)>>2]|0;f[((J+48|0)+4|0)>>2]=w;if(i){iOb(i);g=f[(J+4|0)>>2]|0;if(g|0)iOb(g);g=f[(J+48|0)>>2]|0}if(!g){t=k;s=r}else{C=g;I=17}}else{C=g;I=17}if((I|0)==17){I=0;g=f[C+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;Pdb(J+104|0,J+48|0,j);w=f[l>>2]|0;i=f[q>>2]|0;j=((w-i|0)/44|0)+r|0;g=1;if(g){g=0;if((w|0)==(i|0)){t=k;s=j}else g=1}if(g)if(1){v=i;do{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;o=f[g>>2]|0;m=f[(f[v>>2]|0)+52>>2]|0;Gwb(258928,(y^(x^1))&(m&4|0)==0)|0;if(m&3|0){l=x&y^(b[f[(a+68|0)>>2]>>0]|0)!=0;i=f[o+96>>2]|0;g=b[(i+120|0)>>0]|0;if(g&8){BIa(i);g=b[(i+120|0)>>0]|0}lwb(258928,(m&1|0)!=0^(l^(g&1)!=0)?2304:2305)|0}t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+72|0)>>2]>>2],+n[f[(a+76|0)>>2]>>2])|0;else{K=+p[(F+16|0)>>3];rwb(258928,K+(1.0-K)*+n[o+144>>2],K+(1.0-K)*+n[o+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else j=(zdb(F,f[o+108>>2]|0,f[(a+80|0)>>2]|0)|0)+j|0;g=f[t>>2]|0;if(g&134217856){g=h[(F+77|0)>>0]|h[(F+77|0)+1>>0]<<8|128;b[(F+77|0)>>0]=g;b[(F+77|0)+1>>0]=g>>8;g=f[t>>2]|0}l=Gdb(f[(a+84|0)>>2]|0,(g&128|0)!=0,(g&134217728|0)!=0,(g&16384|0)!=0,e)|0;g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[J>>2]=g;f[(J+4|0)>>2]=f[g+52>>2]&56;f[(J+44|0)>>2]=0;break}else{s=!(+n[v+28>>2]>=0.0);f[J>>2]=g;g=f[g+52>>2]|0;f[(J+4|0)>>2]=g&56;f[(J+44|0)>>2]=0;if(s)break;else{E=g;I=42;break}}else{f[J>>2]=g;E=f[g+52>>2]|0;f[(J+4|0)>>2]=E&56;f[(J+44|0)>>2]=0;I=42}while(0);if((I|0)==42){I=0;f[(J+4|0)>>2]=E&24}Hdb(f[(a+88|0)>>2]|0,J+48|0,v,56,J+64|0,f[(a+20|0)>>2]|0);Idb(J,J+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(4,f[v+8>>2]|0,i|0);else oe(4,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;Gwb(258928,0)|0;g=f[t>>2]|0;i=f[64788]|0;do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0;g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(4,f[v+8>>2]|0,g|0);else oe(4,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(J+44|0)>>2]|0;if(i|0){g=J+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(J+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));t=k;s=j}}g=f[((J+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=t;o=s}Jdb(J+100|0,c,f[f[(a+40|0)>>2]>>2]|0);g=f[(J+100|0)>>2]|0;if(!g){k=m;l=o;break}else{r=o;k=m}}}g=k;i=l}}while(0);f[J+192>>2]=a;f[J+208>>2]=d;f[J+216>>2]=e;f[J+408>>2]=g;f[J+432>>2]=i;n[J+576>>2]=z;n[J+584>>2]=A;f[J+616>>2]=B;f[J+1560>>2]=F;f[J+1624>>2]=I;f[J+1696>>2]=0;f[J+1700>>2]=0;egb(J);G=f[J+1696>>2]|0;D=f[J+1700>>2]|0;H=+n[J+1700>>2];f[J+1696>>2]=0;f[J+1700>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Ddb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0.0;L=0;M=u;u=u+1888|0;K=f[a+4>>2]|0;z=f[64778]|0;B=b[259052]|0;C=b[259048]|0;E=b[259049]|0;F=b[259050]|0;I=b[259051]|0;j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){Ewb(258928,f[64788]&-49|32)|0;qwb(258928,515)|0;if((b[f[a>>2]>>0]|0)==1){kwb(258928,0)|0;jwb(258928,0,0,0,0)|0}j=f[a+8>>2]|0;q=f[a+12>>2]|0;r=f[(a+16|0)>>2]|0;s=f[a+20>>2]|0;w=f[a+24>>2]|0;g=f[f[a+28>>2]>>2]|0;i=f[f[a+32>>2]>>2]|0;f[(M+104|0)>>2]=f[K>>2];f[(M+104|0)+4>>2]=j;f[(M+104|0)+8>>2]=q;f[(M+104|0)+12>>2]=r;f[(M+104|0)+16>>2]=s;f[(M+104|0)+20>>2]=w;f[(M+104|0)+24>>2]=g;f[(M+104|0)+28>>2]=i;f[((M+104|0)+32|0)>>2]=0;i=f[c+8>>2]|0;f[(M+100|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){s=0;k=0;g=i;while(1){r=g+12|0;q=g+16|0;i=1;if(i){i=0;if((f[r>>2]|0)==(f[q>>2]|0)){m=k;o=s}else i=1}if(i)if(1){l=f[g+8>>2]|0;f[(M+64|0)>>2]=f[(l+152|0)>>2];f[(M+64|0)+4>>2]=f[(l+152|0)+4>>2];f[(M+64|0)+8>>2]=f[(l+152|0)+8>>2];f[(M+64|0)+12>>2]=f[(l+152|0)+12>>2];i=fIa(l,f[f[(a+40|0)>>2]>>2]|0,0)|0;g=f[i>>2]|0;f[(M+48|0)>>2]=g;i=f[i+4>>2]|0;f[((M+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(M+48|0)>>2]|0}if(!g){mIa(M,l,f[f[(a+40|0)>>2]>>2]|0,0,(f[(f[(a+16|0)>>2]|0)+384>>2]|0)!=0,f[(a+44|0)>>2]|0);g=f[M>>2]|0;w=f[(M+4|0)>>2]|0;f[M>>2]=0;f[(M+4|0)>>2]=0;f[(M+48|0)>>2]=g;i=f[((M+48|0)+4|0)>>2]|0;f[((M+48|0)+4|0)>>2]=w;if(i){iOb(i);g=f[(M+4|0)>>2]|0;if(g|0)iOb(g);g=f[(M+48|0)>>2]|0}if(!g){v=k;t=s}else{A=g;L=17}}else{A=g;L=17}if((L|0)==17){L=0;g=f[A+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;switch(b[l+214>>0]|0){case 2:{y=a+48|0;L=21;break}case 3:{y=a+52|0;L=21;break}default:x=1.0}if((L|0)==21){L=0;x=+n[f[y>>2]>>2]}Fdb(M+104|0,M+48|0,l);i=f[(M+48|0)>>2]|0;j=f[i+136>>2]|0;if((j|0)>-1){g=f[l+80>>2]|0;if(!g)g=0;else g=f[g+8>>2]|0;Uvb(258928,f[((M+104|0)+32|0)>>2]|0)|0;Vvb(258928,g)|0;w=f[((M+104|0)+32|0)>>2]|0;f[((M+104|0)+32|0)>>2]=w+1;df(j|0,w|0)}g=f[i+140>>2]|0;if((g|0)>-1)bf(g|0,+(x/+n[l+200>>2]));w=f[q>>2]|0;i=f[r>>2]|0;j=((w-i|0)/44|0)+s|0;g=1;if(g){g=0;if((w|0)==(i|0)){v=k;t=j}else g=1}if(g)if(1){v=i;do{t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+56|0)>>2]>>2],+n[f[(a+60|0)>>2]>>2])|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;s=f[g>>2]|0;N=1.0-+p[(K+16|0)>>3];rwb(258928,N*+n[s+144>>2],N*+n[s+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;j=(zdb(K,f[(f[g>>2]|0)+108>>2]|0,f[(a+64|0)>>2]|0)|0)+j|0}if(f[t>>2]&134217856|0){s=h[(K+77|0)>>0]|h[(K+77|0)+1>>0]<<8|128;b[(K+77|0)>>0]=s;b[(K+77|0)+1>>0]=s>>8}if((b[f[(a+68|0)>>2]>>0]|0)==2){l=f[t>>2]|0;Ewb(258928,f[64788]|(l&128)>>>6|(l&134217728)>>>24|32)|0;xwb(258928,((l&128&255)>>>6|(l&134217728|0?40:32))&255)|0;Awb(258928,7680,7680,7681)|0;l=1}else{l=f[t>>2]|0;l=Gdb(f[(a+76|0)>>2]|0,(l&128|0)!=0,(l&134217728|0)!=0,(l&16384|0)!=0,e)|0}g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[M>>2]=g;f[(M+4|0)>>2]=f[g+52>>2]&448;f[(M+44|0)>>2]=0;break}else{s=!(+n[v+28>>2]>=0.0);f[M>>2]=g;g=f[g+52>>2]|0;f[(M+4|0)>>2]=g&448;f[(M+44|0)>>2]=0;if(s)break;else{J=g;L=53;break}}else{f[M>>2]=g;J=f[g+52>>2]|0;f[(M+4|0)>>2]=J&448;f[(M+44|0)>>2]=0;L=53}while(0);if((L|0)==53){L=0;f[(M+4|0)>>2]=J&192}Hdb(f[(a+80|0)>>2]|0,M+48|0,v,448,M+64|0,f[(a+16|0)>>2]|0);Idb(M,M+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(1,f[v+8>>2]|0,i|0);else oe(1,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;g=f[t>>2]|0;i=f[64788]|0;if((b[f[(a+68|0)>>2]>>0]|0)==2){do if((g&134234240|0)==134217856){Ewb(258928,i|21)|0;xwb(258928,21)|0}else{if((g&16512|0)==128){Ewb(258928,i|17)|0;xwb(258928,17)|0;break}if(!(g&134217728)){Ewb(258928,i|16)|0;xwb(258928,16)|0;break}else{Ewb(258928,i|20)|0;xwb(258928,20)|0;break}}while(0);Awb(258928,7680,7681,7681)|0}else{do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0}g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(1,f[v+8>>2]|0,g|0);else oe(1,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(M+44|0)>>2]|0;if(i|0){g=M+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(M+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));v=k;t=j}}g=f[((M+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=v;o=t}Jdb(M+100|0,c,f[f[(a+36|0)>>2]>>2]|0);g=f[(M+100|0)>>2]|0;if(!g){k=m;l=o;break}else{s=o;k=m}}}g=k;i=l}f[M+192>>2]=a;f[M+208>>2]=d;f[M+216>>2]=e;f[M+408>>2]=g;f[M+432>>2]=i;f[M+576>>2]=z;f[M+608>>2]=B;f[M+640>>2]=C;f[M+672>>2]=E;f[M+712>>2]=F;f[M+744>>2]=I;f[M+1672>>2]=K;f[M+1728>>2]=L;f[M+1800>>2]=0;f[M+1804>>2]=0;fgb(M);G=f[M+1800>>2]|0;D=f[M+1804>>2]|0;H=+n[M+1804>>2];f[M+1800>>2]=0;f[M+1804>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Edb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0;A=0;B=u;u=u+1696|0;z=f[a+4>>2]|0;j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){Ewb(258928,f[64788]&-49|16)|0;i=f[f[a>>2]>>2]|0;C=f[a+8>>2]|0;j=f[a+12>>2]|0;q=f[(a+16|0)>>2]|0;r=f[a+20>>2]|0;v=f[a+24>>2]|0;w=f[f[a+28>>2]>>2]|0;g=f[f[a+32>>2]>>2]|0;f[(B+112|0)>>2]=f[z>>2];f[(B+112|0)+4>>2]=C;f[(B+112|0)+8>>2]=j;f[(B+112|0)+12>>2]=q;f[(B+112|0)+16>>2]=r;f[(B+112|0)+20>>2]=v;f[(B+112|0)+24>>2]=w;f[(B+112|0)+28>>2]=g;f[(B+112|0)+32>>2]=0;f[((B+112|0)+36|0)>>2]=i;i=f[c+8>>2]|0;f[(B+104|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){r=0;k=0;g=i;while(1){q=g+12|0;l=g+16|0;i=1;if(i){i=0;if((f[q>>2]|0)==(f[l>>2]|0)){m=k;o=r}else i=1}if(i)if(1){j=f[g+8>>2]|0;f[(B+64|0)>>2]=f[(j+152|0)>>2];f[(B+64|0)+4>>2]=f[(j+152|0)+4>>2];f[(B+64|0)+8>>2]=f[(j+152|0)+8>>2];f[(B+64|0)+12>>2]=f[(j+152|0)+12>>2];i=gIa(j,f[f[(a+40|0)>>2]>>2]|0,0)|0;g=f[i>>2]|0;f[(B+48|0)>>2]=g;i=f[i+4>>2]|0;f[((B+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(B+48|0)>>2]|0}if(!g){nIa(B,j,f[f[(a+40|0)>>2]>>2]|0,0,b[f[(a+44|0)>>2]>>0]|0,b[f[(a+48|0)>>2]>>0]|0,(f[(f[(a+16|0)>>2]|0)+384>>2]|0)!=0,f[(a+52|0)>>2]|0);g=f[B>>2]|0;C=f[(B+4|0)>>2]|0;f[B>>2]=0;f[(B+4|0)>>2]=0;f[(B+48|0)>>2]=g;i=f[((B+48|0)+4|0)>>2]|0;f[((B+48|0)+4|0)>>2]=C;if(i){iOb(i);g=f[(B+4|0)>>2]|0;if(g|0)iOb(g);g=f[(B+48|0)>>2]|0}if(!g){t=k;s=r}else{x=g;A=15}}else{x=g;A=15}if((A|0)==15){A=0;g=f[x+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;Fdb(B+112|0,B+48|0,j);g=f[(f[(B+48|0)>>2]|0)+132>>2]|0;if((g|0)>-1)bf(g|0,+(+n[((B+112|0)+36|0)>>2]));w=f[l>>2]|0;i=f[q>>2]|0;j=((w-i|0)/44|0)+r|0;g=1;if(g){g=0;if((w|0)==(i|0)){t=k;s=j}else g=1}if(g)if(1){v=i;do{t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+56|0)>>2]>>2],+n[f[(a+60|0)>>2]>>2])|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;C=f[g>>2]|0;E=1.0-+p[(z+16|0)>>3];rwb(258928,E*+n[C+144>>2],E*+n[C+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;j=(zdb(z,f[(f[g>>2]|0)+108>>2]|0,f[(a+64|0)>>2]|0)|0)+j|0}g=f[t>>2]|0;if(g&134217856){g=h[(z+77|0)>>0]|h[(z+77|0)+1>>0]<<8|128;b[(z+77|0)>>0]=g;b[(z+77|0)+1>>0]=g>>8;g=f[t>>2]|0}l=Gdb(f[(a+68|0)>>2]|0,(g&128|0)!=0,(g&134217728|0)!=0,(g&16384|0)!=0,e)|0;g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[B>>2]=g;f[(B+4|0)>>2]=f[g+52>>2]&3584;f[(B+44|0)>>2]=0;break}else{C=!(+n[v+28>>2]>=0.0);f[B>>2]=g;g=f[g+52>>2]|0;f[(B+4|0)>>2]=g&3584;f[(B+44|0)>>2]=0;if(C)break;else{y=g;A=41;break}}else{f[B>>2]=g;y=f[g+52>>2]|0;f[(B+4|0)>>2]=y&3584;f[(B+44|0)>>2]=0;A=41}while(0);if((A|0)==41){A=0;f[(B+4|0)>>2]=y&1536}Hdb(f[(a+72|0)>>2]|0,B+48|0,v,3584,B+64|0,f[(a+16|0)>>2]|0);Idb(B,B+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(0,f[v+8>>2]|0,i|0);else oe(0,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;g=f[t>>2]|0;i=f[64788]|0;do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0;g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(0,f[v+8>>2]|0,g|0);else oe(0,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(B+44|0)>>2]|0;if(i|0){g=B+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(B+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));t=k;s=j}}g=f[((B+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=t;o=s}Jdb(B+104|0,c,f[f[(a+36|0)>>2]>>2]|0);g=f[(B+104|0)>>2]|0;if(!g){k=m;l=o;break}else{r=o;k=m}}}g=k;i=l}f[B+192>>2]=a;f[B+208>>2]=d;f[B+216>>2]=e;f[B+400>>2]=g;f[B+424>>2]=i;f[B+1496>>2]=z;f[B+1552>>2]=A;f[B+1624>>2]=0;f[B+1628>>2]=0;ggb(B);G=f[B+1624>>2]|0;D=f[B+1628>>2]|0;H=+n[B+1628>>2];f[B+1624>>2]=0;f[B+1628>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Fdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0;h=f[b>>2]|0;f[a+32>>2]=0;b=f[h+36>>2]|0;if((b|0)>-1)nf(b|0,1,0,f[a+8>>2]|0);b=f[h+40>>2]|0;if((b|0)>-1)nf(b|0,1,0,f[a+4>>2]|0);b=f[h+128>>2]|0;if((b|0)>-1)bf(b|0,+(+(f[64746]|0)));b=f[h+60>>2]|0;if((b|0)>-1)df(b|0,+n[(f[a+8>>2]|0)+44>>2]==0.0|0);b=f[h+96>>2]|0;if((b|0)>-1)jf(b|0,1,K9a(f[a>>2]|0)|0);e=a+16|0;if(f[(f[e>>2]|0)+48>>2]|0){d=0;do{g=S9a(f[a>>2]|0,d)|0;b=f[h+36+(d+33<<2)>>2]|0;if((b|0)>-1)jf(b|0,1,(f[e>>2]|0)+(d*12|0)|0);b=f[h+36+(d+37<<2)>>2]|0;if((b|0)>-1)jf(b|0,1,g+12|0);d=d+1|0}while(d>>>0<(f[(f[e>>2]|0)+48>>2]|0)>>>0)}b=f[h+108>>2]|0;if((b|0)>-1)lf(b|0,24,f[a+12>>2]|0);b=f[h+144>>2]|0;if((b|0)>-1)lf(b|0,1,f[a+20>>2]|0);b=f[h+148>>2]|0;if((b|0)>-1)ef(b|0,+(+n[a+24>>2]),+(+n[a+28>>2]));b=f[h+80>>2]|0;if((b|0)>-1){g=f[a>>2]|0;i=+hIa(c,g+216|0,g+208|0);g=f[a>>2]|0;ef(b|0,+i,+(+iIa(c,g+216|0,g+208|0)))}b=f[h+84>>2]|0;if((b|0)>-1)jf(b|0,1,c+168|0);b=f[h+112>>2]|0;if((b|0)>-1){a=f[a>>2]|0;bf(b|0,+(+jIa(c,a+216|0,a+208|0)))}b=f[h+160>>2]|0;if((b|0)<=-1)return;ef(b|0,+(+n[c+192>>2]),+(+n[c+196>>2]));return}function Gdb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;if(g){if(c&d){Ewb(258928,f[64788]|10)|0;xwb(258928,10)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(c){Ewb(258928,f[64788]|2)|0;xwb(258928,2)|0;Awb(258928,7680,7680,7681)|0;if(e){e=0;return e|0}e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(d){Ewb(258928,f[64788]|8)|0;xwb(258928,8)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}else{Awb(258928,7680,7680,7680)|0;e=0;return e|0}}else{xwb(258928,f[f[a+4>>2]>>2]|0)|0;g=f[64788]&245;if(c&d){Ewb(258928,g|10)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(c){Ewb(258928,g|2)|0;Awb(258928,7680,7680,7681)|0;if(e){e=0;return e|0}e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(d){Ewb(258928,g|8)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}else{Ewb(258928,g)|0;Awb(258928,7680,7680,7681)|0;e=0;return e|0}}return 0}function Hdb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;I=u;u=u+112|0;G=I+40|0;i=I;H=f[c>>2]|0;c=f[H+64>>2]|0;if((c|0)>-1){if(!(b[a+12296>>0]&1))j=(f[(f[d>>2]|0)+52>>2]&4096|0)==0;else j=1;df(c|0,j&1|0)}c=f[H+68>>2]|0;if((c|0)>-1)df(c|0,(f[(f[d>>2]|0)+52>>2]&3|0)==0|0);c=f[H+72>>2]|0;do if((c|0)>-1){j=f[d+24>>2]|0;if(j&8388608|0){k=+n[d+28>>2];if(k>=0.0){kf(c|0,+k,+(+n[d+32>>2]),+(+n[d+36>>2]),+(+n[g+12>>2]));break}}if(!(j&32768))if(e&2336&f[(f[d>>2]|0)+52>>2]|0){kf(c|0,1.0,1.0,1.0,+(+n[g+12>>2]));break}lf(c|0,1,g|0)}while(0);c=f[H+76>>2]|0;if((c|0)>-1)bf(c|0,+(+n[d+40>>2]));c=f[H+88>>2]|0;if((c|0)>-1)bf(c|0,+((f[a+12292>>2]|f[d+24>>2])&8192|0?0.0:1.0));l=H+44|0;F=d+16|0;e=d+4|0;m=f[(f[((f[F>>2]|0)>>>0>1?f[e>>2]|0:e)>>2]|0)+96>>2]|0;do if((f[l>>2]|0)>-1){if(b[m+120>>0]&4)AIa(m);e=m+76|0;j=d+24|0;g=Odb(f[j>>2]|0,f[a>>2]|0,m,G)|0;j=f[j>>2]|0;c=f[a>>2]|0;if(!(j&33554456))i=e;else{f[i>>2]=f[e>>2];f[i+4>>2]=f[m+80>>2];f[i+8>>2]=f[m+84>>2];f[i+12>>2]=f[m+88>>2];f[i+16>>2]=f[m+92>>2];f[i+20>>2]=f[m+96>>2];f[i+24>>2]=f[m+100>>2];f[i+28>>2]=f[m+104>>2];f[i+32>>2]=f[m+108>>2];if(j&8)QAa(c,i)}c=f[l>>2]|0;if((c|0)>-1)nf(c|0,1,0,g|0);c=f[H+48>>2]|0;if((c|0)>-1)mf(c|0,1,0,i|0)}else{j=m+120|0;c=b[j>>0]|0;if(c&16){CIa(m);c=b[j>>0]|0}j=(c&2)!=0;c=f[H+56>>2]|0;if((c|0)>-1)gf(c|0,0,(j?f[F>>2]|0:0)|0);D=f[H+52>>2]|0;if((D|0)>-1){E=a+4|0;c=f[F>>2]|0;C=c>>>0>1?f[e>>2]|0:e;if(!j){if(!c)c=0;else{e=d+24|0;i=0;j=E;while(1){c=Odb(f[e>>2]|0,f[a>>2]|0,f[(f[C+(i<<2)>>2]|0)+96>>2]|0,G)|0;g=j;m=c;o=g+48|0;do{f[g>>2]=f[m>>2];g=g+4|0;m=m+4|0}while((g|0)<(o|0));f[j+12>>2]=f[c+48>>2];f[j+28>>2]=f[c+52>>2];f[j+44>>2]=f[c+56>>2];i=i+1|0;c=f[F>>2]|0;if(i>>>0>=c>>>0)break;else j=j+48|0}c=c*3|0}lf(((f[d+20>>2]|0)*3|0)+D|0,c|0,E|0);break}if(!c)c=0;else{s=d+24|0;t=i+4|0;v=i+8|0;w=i+12|0;x=i+16|0;y=i+20|0;z=i+24|0;A=i+28|0;B=i+32|0;p=a+4+(c*12<<2)|0;q=0;r=E;while(1){j=f[(f[C+(q<<2)>>2]|0)+96>>2]|0;if(b[j+120>>0]&4)AIa(j);c=j+76|0;l=Odb(f[s>>2]|0,f[a>>2]|0,j,G)|0;e=f[s>>2]|0;g=f[a>>2]|0;if(e&33554456){f[i>>2]=f[c>>2];f[t>>2]=f[j+80>>2];f[v>>2]=f[j+84>>2];f[w>>2]=f[j+88>>2];f[x>>2]=f[j+92>>2];f[y>>2]=f[j+96>>2];f[z>>2]=f[j+100>>2];f[A>>2]=f[j+104>>2];f[B>>2]=f[j+108>>2];if(!(e&8))c=i;else{QAa(g,i);c=i}}g=r;m=l;o=g+48|0;do{f[g>>2]=f[m>>2];g=g+4|0;m=m+4|0}while((g|0)<(o|0));f[r+12>>2]=f[l+48>>2];f[r+28>>2]=f[l+52>>2];f[r+44>>2]=f[l+56>>2];f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];o=p+16|0;m=c+12|0;f[o>>2]=f[m>>2];f[o+4>>2]=f[m+4>>2];f[o+8>>2]=f[m+8>>2];o=p+32|0;c=c+24|0;f[o>>2]=f[c>>2];f[o+4>>2]=f[c+4>>2];f[o+8>>2]=f[c+8>>2];q=q+1|0;c=f[F>>2]|0;if(q>>>0>=c>>>0)break;else{p=p+48|0;r=r+48|0}}c=c*6|0}lf(((f[d+20>>2]|0)*3|0)+D|0,c|0,E|0)}}while(0);c=f[H+100>>2]|0;do if((c|0)>-1){if((f[F>>2]|0)>>>0<=1)if(!(f[d+24>>2]&32)){jf(c|0,1,(f[d+4>>2]|0)+156|0);break}hf(c|0,0.0,0.0,0.0)}while(0);c=f[H+104>>2]|0;if((c|0)<=-1){u=I;return}df(c|0,((f[d+24>>2]&2|0)==0?f[h+384>>2]|0:0)|0);u=I;return}function Idb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;Ndb(a,c);d=f[c>>2]|0;e=f[d+8>>2]|0;a:do if((e|0)>-1){g=f[a>>2]|0;c=f[g>>2]|0;g=f[g+4>>2]|0;b:do if((c|0)!=(g|0)){while(1){if((f[c+12>>2]|0)==2)break;c=c+28|0;if((c|0)==(g|0))break b}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(e|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(e|0);g=a+44|0;f[a+8+(f[g>>2]<<2)>>2]=e;f[g>>2]=(f[g>>2]|0)+1;break a}while(0);pf(e|0,0.0)}while(0);d=f[d+32>>2]|0;if((d|0)<=-1)return;e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;c:do if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==8)break;c=c+28|0;if((c|0)==(e|0))break c}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);g=a+44|0;f[a+8+(f[g>>2]<<2)>>2]=d;f[g>>2]=(f[g>>2]|0)+1;return}while(0);pf(d|0,0.0);return}function Jdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[a>>2]|0;if((f[l+24>>2]|0)>>>0>c>>>0){f[a>>2]=f[l>>2];return}f[a>>2]=f[l>>2];j=f[b+4>>2]|0;a=f[l+4>>2]|0;g=j+-1|0;h=(g&j|0)==0;if(h)i=g&a;else if(a>>>0<j>>>0)i=a;else i=(a>>>0)%(j>>>0)|0;c=(f[b>>2]|0)+(i<<2)|0;k=f[c>>2]|0;while(1){a=f[k>>2]|0;if((a|0)==(l|0))break;else k=a}if((k|0)==(b+8|0))e=15;else{a=f[k+4>>2]|0;if(h)a=a&g;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)==(i|0))d=l;else e=15}do if((e|0)==15){a=f[l>>2]|0;if(a|0){a=f[a+4>>2]|0;if(h)a=a&g;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)==(i|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;a=c;if(c){c=f[c+4>>2]|0;if(h)c=c&g;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(i|0)){f[(f[b>>2]|0)+(c<<2)>>2]=k;a=f[l>>2]|0}}f[k>>2]=a;f[d>>2]=0;b=b+12|0;f[b>>2]=(f[b>>2]|0)+-1;if(!l)return;a=f[l+12>>2]|0;if(a|0){c=l+16|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-44-a|0)>>>0)/44|0)*44|0);sOb(a)}sOb(l);return}function Kdb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0;k=f[c>>2]|0;i=f[k+64>>2]|0;if((i|0)>-1){if(!(b[a+4>>0]|0))c=(f[(f[d>>2]|0)+52>>2]|0)>>>12&1^1;else c=1;df(i|0,c|0)}c=f[k+68>>2]|0;if((c|0)>-1)df(c|0,(f[(f[d>>2]|0)+52>>2]&3|0)==0|0);c=f[k+88>>2]|0;if((c|0)>-1)bf(c|0,+((f[a>>2]|f[d+8>>2])&8192|0?0.0:1.0));c=f[k+72>>2]|0;do if((c|0)>-1){i=f[d+8>>2]|0;if(i&8388608|0){j=+n[d+20>>2];if(j>=0.0){kf(c|0,+j,+(+n[d+24>>2]),+(+n[d+28>>2]),+(+n[g+12>>2]));break}}if(!(i&32768))if(e&2336&f[(f[d>>2]|0)+52>>2]|0){kf(c|0,1.0,1.0,1.0,+(+n[g+12>>2]));break}lf(c|0,1,g|0)}while(0);c=f[k+76>>2]|0;if((c|0)>-1)bf(c|0,+(+n[d+32>>2]));c=f[k+104>>2]|0;if((c|0)<=-1)return;df(c|0,((f[d+8>>2]&2|0)==0?f[h+384>>2]|0:0)|0);return}function Ldb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;Ndb(a,b);Yvb(258928,f[f[a+48>>2]>>2]|0)|0;e=f[b>>2]|0;g=f[e+20>>2]|0;d=a+52|0;f[d>>2]=g;c=a+56|0;f[c>>2]=f[e+24>>2];b=a+60|0;f[b>>2]=f[e+28>>2];sf(g|0,4,5126,0,48,0);re(g|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;g=f[c>>2]|0;sf(g|0,4,5126,0,48,16);re(g|0);f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;g=f[b>>2]|0;sf(g|0,4,5126,0,48,32);re(g|0);f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;rf(f[d>>2]|0,1);rf(f[c>>2]|0,1);rf(f[b>>2]|0,1);return}function Mdb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+60>>2]|0;if(b|0){c=k+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[k+56>>2]|0;if(b|0)iOb(b);b=f[k+48>>2]|0;if(b|0)iOb(b);sOb(k);return l|0}function Ndb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;g=f[c>>2]|0;d=f[g>>2]|0;a:do if((d|0)>-1){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if(!(f[c+12>>2]|0))break;c=c+28|0;if((c|0)==(e|0))break a}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1}}while(0);d=f[g+4>>2]|0;b:do if((d|0)>-1){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==1)break;c=c+28|0;if((c|0)==(e|0))break b}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1}}while(0);d=f[g+12>>2]|0;c:do if((d|0)>-1){d:do if(f[a+4>>2]&2336|0){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==3)break;c=c+28|0;if((c|0)==(e|0))break d}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1;break c}}while(0);qf(d|0,1.0,1.0,1.0,1.0)}while(0);d=f[g+16>>2]|0;if((d|0)<=-1)return;e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)==(e|0))return;while(1){if((f[c+12>>2]|0)==4)break;c=c+28|0;if((c|0)==(e|0)){i=23;break}}if((i|0)==23)return;Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);i=a+44|0;f[a+8+(f[i>>2]<<2)>>2]=d;f[i>>2]=(f[i>>2]|0)+1;return}function Odb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(!(a&33554456)){d=c;return d|0}f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];f[d+24>>2]=f[c+24>>2];f[d+28>>2]=f[c+28>>2];f[d+32>>2]=f[c+32>>2];f[d+36>>2]=f[c+36>>2];f[d+40>>2]=f[c+40>>2];f[d+44>>2]=f[c+44>>2];f[d+48>>2]=f[c+48>>2];f[d+52>>2]=f[c+52>>2];f[d+56>>2]=f[c+56>>2];f[d+60>>2]=f[c+60>>2];if(a&8|0)PAa(b,d);if(a&16|0)NAa(b,d,f[64745]|0,f[64746]|0);if(!(a&33554432))return d|0;RAa(b,d,f[64745]|0,f[64746]|0);return d|0}function Pdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;Fdb(a,b,c);e=f[b>>2]|0;d=f[e+92>>2]|0;if((d|0)>-1){b=f[c+88>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;b=f[g>>2]|0;f[g>>2]=b+1;df(d|0,b|0)}d=f[e+116>>2]|0;if((d|0)>-1){b=f[a>>2]|0;b=kIa(c,b+216|0,b+208|0)|0;b=f[b>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;h=a+32|0;Uvb(258928,f[h>>2]|0)|0;Vvb(258928,b)|0;g=f[h>>2]|0;f[h>>2]=g+1;df(d|0,g|0)}d=f[e+152>>2]|0;if((d|0)>-1){b=f[c+128>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}d=f[e+156>>2]|0;if((d|0)>-1){b=f[c+136>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}d=f[e+164>>2]|0;if((d|0)>-1){b=f[c+144>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}b=f[e+120>>2]|0;if((b|0)>-1)hf(b|0,+(+n[c+96>>2]),+(+n[c+104>>2]),+(+n[c+112>>2]));b=f[e+124>>2]|0;if((b|0)<=-1)return;hf(b|0,+(+n[c+100>>2]),+(+n[c+108>>2]),+(+n[c+116>>2]));return}function Qdb(a){a=a|0;return}function Rdb(a){a=a|0;sOb(a);return}function Sdb(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=40500;f[b+4>>2]=f[a+4>>2];return b|0}function Tdb(a,b){a=a|0;b=b|0;f[b>>2]=40500;f[b+4>>2]=f[a+4>>2];return}function Udb(a){a=a|0;return}function Vdb(a){a=a|0;sOb(a);return}function Wdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return Sg[f[a+4>>2]&255](f[b>>2]|0,f[c>>2]|0,f[d>>2]|0)|0}function Xdb(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==198107?a+4|0:0)|0}function Ydb(a){a=a|0;return 15584}function Zdb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0;j=u;u=u+32|0;k=j;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;f[k+20>>2]=0;f[k+24>>2]=0;f[k+28>>2]=0;Bdb(a,b,c,d,e,k,0.0,0.0,g,h,i);u=j;return}function _db(){f[64688]=0;f[64689]=0;return}function $db(){var a=0;a=f[64688]|0;if(a|0)return a|0;a=pOb(24)|0;f[a>>2]=34962;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=4194304;f[a+16>>2]=262144;f[a+20>>2]=0;f[64688]=a;return a|0}function aeb(){var a=0;a=f[64689]|0;if(a|0)return a|0;a=pOb(24)|0;f[a>>2]=34963;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=4194304;f[a+16>>2]=262144;f[a+20>>2]=0;f[64689]=a;return a|0}function beb(){var a=0,b=0;a=f[64688]|0;f[64688]=0;if(a|0){b=f[a+8>>2]|0;if(b|0)iOb(b);sOb(a)}a=f[64689]|0;f[64689]=0;if(!a)return;b=f[a+8>>2]|0;if(b|0)iOb(b);sOb(a);return}function ceb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;f[a>>2]=b;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=c;f[a+16>>2]=d;f[a+20>>2]=0;return}function deb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;l=n;if(!(Apb()|0))if(!(Bpb()|0)){m=a+20|0;j=e+-1+(f[m>>2]|0)&0-e;k=a+4|0;i=f[k>>2]|0;h=i;if(!i){e=a+12|0;i=e;e=f[e>>2]|0}else{i=j+b|0;g=a+12|0;e=f[g>>2]|0;if(i>>>0>e>>>0)i=g;else{g=f[a+8>>2]|0;if(g|0)gOb(g);f[c>>2]=h;c=c+4|0;e=f[c>>2]|0;f[c>>2]=g;if(e|0)iOb(e);f[d>>2]=j;f[m>>2]=i;u=n;return}}do if(e>>>0>=b>>>0){if(e>>>0>j>>>0&(j+b|0)>>>0>e>>>0)if((e-j|0)>>>0>(f[a+16>>2]|0)>>>0)break;iub(l,f[a>>2]|0);h=f[l>>2]|0;g=l+4|0;j=f[g>>2]|0;f[l>>2]=0;f[g>>2]=0;f[k>>2]=h;h=a+8|0;e=f[h>>2]|0;f[h>>2]=j;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}nub(f[k>>2]|0,f[i>>2]|0,0,35044);e=f[k>>2]|0;g=f[h>>2]|0;if(g|0)gOb(g);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=g;if(e|0)iOb(e);f[d>>2]=0;f[m>>2]=b;u=n;return}while(0);iub(l,f[a>>2]|0);nub(f[l>>2]|0,b,0,35044);e=f[l>>2]|0;g=l+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=h;if(e|0)iOb(e);f[d>>2]=0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}iub(l,f[a>>2]|0);nub(f[l>>2]|0,b,0,35044);e=f[l>>2]|0;g=l+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=h;if(e|0)iOb(e);f[d>>2]=0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}function eeb(a){a=a|0;var b=0;b=a+48|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(b|0));return}function feb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+16|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];b=a+32|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];return}function geb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+16|0;f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];f[b+12>>2]=f[d+12>>2];b=a+32|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];return}function heb(a){a=a|0;if(+n[a+28>>2]<1.0){a=1;return a|0}a=+n[a+44>>2]<1.0;return a|0}function ieb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0;y=u;u=u+112|0;s=y+88|0;x=y+72|0;m=y+24|0;l=y;j=+n[a+28>>2];C=+n[a+16>>2]*j;A=j*+n[a+20>>2];e=j*+n[a+24>>2];n[s>>2]=C;t=s+4|0;n[t>>2]=A;v=s+8|0;n[v>>2]=e;w=s+12|0;n[w>>2]=j;g=+n[a+44>>2];B=+n[a+32>>2]*g;z=g*+n[a+36>>2];h=g*+n[a+40>>2];n[x>>2]=B;o=x+4|0;n[o>>2]=z;p=x+8|0;n[p>>2]=h;q=x+12|0;n[q>>2]=g;if(C==B&A==z){if(!(e==h&j==g))r=3}else r=3;do if((r|0)==3){if(!(f[a>>2]|0)){i=l+16|0;f[l>>2]=40500;f[l+4>>2]=162;f[i>>2]=l;Evb(m,198423,198462,l,1);k=f[m>>2]|0;c=m+4|0;D=f[c>>2]|0;f[m>>2]=0;f[c>>2]=0;f[a>>2]=k;k=a+4|0;d=f[k>>2]|0;f[k>>2]=D;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[i>>2]|0;if((l|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[a>>2]|0;if(!c)break;D=Jvb(c,198501)|0;f[a+56>>2]=D;D=Kvb(f[a>>2]|0,198520)|0;f[a+48>>2]=D;D=Kvb(f[a>>2]|0,198532)|0;f[a+52>>2]=D;if(!(f[a>>2]|0))break}k=a+8|0;if(!(f[k>>2]|0)){c=m;d=40536;i=c+48|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(i|0));iub(l,34962);D=f[l>>2]|0;d=l+4|0;i=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[k>>2]=D;D=a+12|0;c=f[D>>2]|0;f[D>>2]=i;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}nub(f[k>>2]|0,48,m,35044)}}while(0);e=+n[s>>2];if(e==+n[x>>2])if(+n[t>>2]==+n[o>>2])if(+n[v>>2]==+n[p>>2]){if(!(+n[w>>2]==+n[q>>2]))r=22}else r=22;else r=22;else r=22;if((r|0)==22){c=f[a>>2]|0;if(c|0){d=a+8|0;if(f[d>>2]|0){D=f[64756]|0;bwb(258928,f[c>>2]|0)|0;w=f[64754]|0;Yvb(258928,f[f[d>>2]>>2]|0)|0;v=b[259206]|0;Hwb(258928,0)|0;t=b[259052]|0;kwb(258928,0)|0;r=a+56|0;sf(f[r>>2]|0,3,5126,0,0,0);r=f[r>>2]|0;re(r|0);lf(f[a+48>>2]|0,1,s|0);lf(f[a+52>>2]|0,1,x|0);le(6,0,4);ke(r|0);kwb(258928,t<<24>>24!=0)|0;Hwb(258928,v<<24>>24!=0)|0;Yvb(258928,w)|0;bwb(258928,D)|0;u=y;return}}}z=+n[64765];A=+n[64766];B=+n[64767];C=+n[64768];mwb(258928,e,+n[t>>2],+n[v>>2],+n[w>>2])|0;Vd(16384);mwb(258928,z,A,B,C)|0;u=y;return}function jeb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0;q=u;u=u+288|0;k=q+272|0;l=q+136|0;m=q;o=c+25|0;do if((b[o>>0]|0)==1){p[k>>3]=1.0e-12;if(PUa(g,k)|0){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];u=q;return}else{if((b[o>>0]|0)!=1)break;f[l>>2]=d;f[l+4>>2]=g;d=l+8|0;yAa(d,l)|0;f[m>>2]=d;f[m+4>>2]=e;d=m+8|0;yAa(d,m)|0;break}}while(0);s=+n[c>>2];r=+n[c+4>>2];j=+n[c+8>>2];h=s*+p[d>>3]+r*+p[d+32>>3]+j*+p[d+64>>3];i=s*+p[d+8>>3]+r*+p[d+40>>3]+j*+p[d+72>>3];j=s*+p[d+16>>3]+r*+p[d+48>>3]+j*+p[d+80>>3];if(!(b[c+24>>0]|0)){n[a>>2]=h;n[a+4>>2]=i;n[a+8>>2]=j;u=q;return}else{r=i+ +p[d+104>>3];s=j+ +p[d+112>>3];n[a>>2]=h+ +p[d+96>>3];n[a+4>>2]=r;n[a+8>>2]=s;u=q;return}}function keb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;c=g;f[c>>2]=b;d=a+4|0;e=f[d>>2]|0;if((e|0)==(f[a+8>>2]|0)){rcb(a,c);u=g;return 1}else{f[e>>2]=b;f[d>>2]=(f[d>>2]|0)+4;u=g;return 1}return 0}function leb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=f[a>>2]|0;d=a+4|0;e=f[d>>2]|0;if((c|0)==(e|0)){g=0;return g|0}else a=c;while(1){if((f[a>>2]|0)==(b|0))break;a=a+4|0;if((a|0)==(e|0)){a=0;g=6;break}}if((g|0)==6)return a|0;if((a|0)==(e|0)){g=0;return g|0}b=e+-4|0;g=f[b>>2]|0;f[b>>2]=f[a>>2];f[a>>2]=g;f[d>>2]=(f[d>>2]|0)+-4;g=1;return g|0}function meb(a,c){a=a|0;c=c|0;b[a+812>>0]=c&1;return}function neb(a,b){a=a|0;b=b|0;bR(a+16|0,b)|0;return}function oeb(a,c,d,e,f,g,h,i,j,k){a=a|0;c=c|0;d=+d;e=e|0;f=+f;g=g|0;h=+h;i=i|0;j=+j;k=k|0;b[a+768>>0]=c;p[a+776>>3]=d;p[a+784>>3]=f;p[a+792>>3]=h;p[a+800>>3]=j;b[a+808>>0]=e;b[a+809>>0]=g;b[a+810>>0]=i;b[a+811>>0]=k;return}function peb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+32|0;m=r;h=+p[c+792>>3];i=b[c+810>>0]|0;k=+p[c+800>>3];e=b[c+811>>0]|0;n=a+8|0;o=a+12|0;Kha(m);if(i<<24>>24==1)g=+(f[64745]|0);else g=+(f[m>>2]|0)/+p[m+8>>3];d=~~(h*g);f[n>>2]=d;if(e<<24>>24==1)g=+(f[64746]|0);else g=+(f[m+4>>2]|0)/+p[m+16>>3];j=~~(k*g);f[o>>2]=j;if(i<<24>>24==2){e=n;g=h;d=j;q=9}else if(e<<24>>24==2){e=o;g=k;q=9}if((q|0)==9)f[e>>2]=~~(g*+(d|0));g=+p[c+776>>3];e=b[c+808>>0]|0;k=+p[c+784>>3];j=b[c+809>>0]|0;l=a+4|0;Kha(m);if(e<<24>>24==1)h=+(f[64745]|0);else h=+(f[m>>2]|0)/+p[m+8>>3];d=~~(g*h);f[a>>2]=d;if(j<<24>>24==1)h=+(f[64746]|0);else h=+(f[m+4>>2]|0)/+p[m+16>>3];i=~~(k*h);f[l>>2]=i;if(e<<24>>24==2){e=a;d=i;q=18}else if(j<<24>>24==2){e=l;g=k;q=18}if((q|0)==18)f[e>>2]=~~(g*+(d|0));e=b[c+768>>0]|0;switch(e<<24>>24){case 6:case 3:case 2:{d=(f[64745]|0)-(f[a>>2]|0)-(f[n>>2]|0)|0;q=22;break}case 7:case 4:case 8:{d=(((f[64745]|0)-(f[n>>2]|0)|0)/2|0)+(f[a>>2]|0)|0;q=22;break}case 0:{q=23;break}case 5:{q=24;break}default:{u=r;return}}a:do if((q|0)==22){f[a>>2]=d;switch(e<<24>>24){case 4:case 3:case 0:{q=23;break a}case 6:case 5:case 8:{q=24;break a}default:{}}u=r;return}while(0);if((q|0)==23)d=(f[64746]|0)-(f[l>>2]|0)-(f[o>>2]|0)|0;else if((q|0)==24)d=(((f[64746]|0)-(f[o>>2]|0)|0)/2|0)+(f[l>>2]|0)|0;f[l>>2]=d;u=r;return}function qeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0;c=u;u=u+16|0;d=c;g=1.0/+(f[64745]|0);e=1.0/+(f[64746]|0);peb(d,b);p[a>>3]=g*+(f[d>>2]|0);p[a+8>>3]=e*+(f[d+4>>2]|0);p[a+16>>3]=g*+(f[d+8>>2]|0);p[a+24>>3]=e*+(f[d+12>>2]|0);u=c;return}function reb(a){a=a|0;var b=0,c=0,d=0;b=a+36|0;c=a;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[b>>2]=-1;f[a+40>>2]=-1;return}function seb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);d=a+12|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);b=f[a>>2]|0;if(!b)return;d=a+4|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{e=c+-76|0;f[d>>2]=e;teb(e);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function teb(a){a=a|0;var b=0,c=0,d=0;b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+56>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function ueb(a){a=a|0;var b=0,c=0,d=0,e=0;c=f[a>>2]|0;d=a+4|0;b=f[d>>2]|0;if((b|0)!=(c|0))do{e=b+-76|0;f[d>>2]=e;teb(e);b=f[d>>2]|0}while((b|0)!=(c|0));veb(a);e=a+12|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)tOb(b);f[a+16>>2]=0;f[a+20>>2]=0;e=a+24|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;iOb(b);return}function veb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=a+8|0;k=f[a>>2]|0;j=a+4|0;h=f[j>>2]|0;e=h-k|0;g=(e|0)/76|0;b=k;d=h;if((((f[i>>2]|0)-k|0)/76|0)>>>0<=g>>>0)return;do if(!e)c=0;else if(g>>>0>56512727)vd();else{c=pOb(e)|0;break}while(0);c=c+(g*76|0)|0;g=c;if((d|0)==(b|0)){e=g;d=h}else{e=g;do{d=d+-76|0;web(c+-76|0,d);c=e+-76|0;e=c}while((d|0)!=(b|0));d=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=e;f[j>>2]=g;f[i>>2]=g;c=d;if((b|0)!=(c|0))do{b=b+-76|0;teb(b)}while((b|0)!=(c|0));if(!d)return;sOb(d);return}function web(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[b>>2];j=b+4|0;f[g>>2]=f[j>>2];g=b+8|0;f[a+8>>2]=f[g>>2];f[g>>2]=0;f[j>>2]=0;f[b>>2]=0;j=a+12|0;g=b+12|0;f[j>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[j>>2]=f[g>>2];j=b+16|0;f[e>>2]=f[j>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=a+24|0;j=b+24|0;f[g>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[g>>2]=f[j>>2];g=b+28|0;f[e>>2]=f[g>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=a+36|0;g=b+36|0;f[j>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[j>>2]=f[g>>2];j=b+40|0;f[e>>2]=f[j>>2];e=b+44|0;f[a+44>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=b+48|0;j=f[g>>2]|0;f[g>>2]=0;g=b+52|0;e=f[g>>2]|0;f[g>>2]=0;f[a+48>>2]=j;f[a+52>>2]=e;g=a+56|0;h=b+56|0;c=f[h>>2]|0;f[g>>2]=c;i=b+60|0;d=f[i>>2]|0;f[a+60>>2]=d;f[a+64>>2]=f[b+64>>2];if(!d){h=a+68|0;i=b+68|0;j=f[i>>2]|0;f[h>>2]=j;h=a+72|0;j=b+72|0;g=f[j>>2]|0;f[h>>2]=g;f[i>>2]=0;f[j>>2]=0;return}c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0;h=a+68|0;i=b+68|0;j=f[i>>2]|0;f[h>>2]=j;h=a+72|0;j=b+72|0;g=f[j>>2]|0;f[h>>2]=g;f[i>>2]=0;f[j>>2]=0;return}function xeb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a>>2]|0;c=a+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);b=f[a+12>>2]|0;c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+24>>2]|0;c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+36>>2]|0;c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);e=a+60|0;if(!(f[e>>2]|0))return;c=a+56|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;d=f[a+52>>2]|0;if(d|0){c=a+48|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function yeb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0.0;ha=u;u=u+64|0;ca=ha+56|0;da=ha+52|0;ea=ha+16|0;fa=ha;ba=ha+48|0;aa=IAa(e)|0;A=+p[aa>>3];B=+p[aa+8>>3];C=+p[aa+16>>3];D=+p[aa+24>>3];E=+p[aa+32>>3];F=+p[aa+40>>3];G=+p[aa+48>>3];H=+p[aa+56>>3];I=+p[aa+64>>3];J=+p[aa+72>>3];K=+p[aa+80>>3];L=+p[aa+88>>3];M=+p[aa+96>>3];N=+p[aa+104>>3];O=+p[aa+112>>3];P=+p[aa+120>>3];f[da>>2]=0;if(!d){u=ha;return}Q=ea+8|0;R=ea+16|0;S=ea+24|0;T=+(g|0);U=+(h|0);V=fa+8|0;W=a+4|0;X=ca+4|0;Y=ca+4|0;Z=a+8|0;_=ca+4|0;$=g+-1|0;aa=h+-1|0;e=0;do{ia=+p[c+(e*24|0)>>3];q=+p[c+(e*24|0)+8>>3];o=+p[c+(e*24|0)+16>>3];k=M+(A*ia+E*q+I*o);p[ea>>3]=k;l=N+(B*ia+F*q+J*o);p[Q>>3]=l;m=O+(C*ia+G*q+K*o);p[R>>3]=m;o=P+(D*ia+H*q+L*o);p[S>>3]=o;q=-o;if(!(k>o|k<q))if(!(l>o|l<q))if(!(m>o|m<q)){q=(k/o*.5+.5)*T;ia=(l/o*.5+.5)*U;p[fa>>3]=q;p[V>>3]=ia;i=~~(q+-.5);j=~~(ia+-.5);r=~~(q+.5);s=~~(ia+.5);if((r|0)>=0)if((j|0)<(h|0)&((i|0)<(g|0)&(s|0)>-1)){z=(i|0)>0?i:0;w=(j|0)>0?j:0;y=($|0)<(r|0)?$:r;x=(aa|0)<(s|0)?aa:s;if((z|0)<=(y|0)&(w|0)<=(x|0)){e=f[a>>2]|0;a:do if((f[W>>2]|0)==(e|0))s=0;else{i=0;while(1){t=e+(i*76|0)+48|0;j=0;v=w;b:while(1){s=z;while(1){f[ca>>2]=s;f[X>>2]=v;r=zeb(t,ca)|0;if(r){r=b[r+16>>0]|0;if((r&255)>31)break b;else j=(r&255)>(j&255)?r:j}if((s|0)<(y|0))s=s+1|0;else break}if((v|0)<(x|0))v=v+1|0;else{ga=17;break}}if((ga|0)==17){ga=0;if((j&255)<=31)break}i=i+1|0;e=f[a>>2]|0;if(i>>>0>=(((f[W>>2]|0)-e|0)/76|0)>>>0){s=i;break a}}s=j&255;f[ba>>2]=1<<s;s=s+1&255;e=e+(i*76|0)+48|0;j=w;while(1){r=z;while(1){f[ca>>2]=r;f[Y>>2]=j;v=Aeb(e,ca)|0;b[v>>0]=s;if((r|0)<(y|0))r=r+1|0;else break}if((j|0)<(x|0))j=j+1|0;else{s=i;break}}}while(0);i=f[W>>2]|0;v=f[a>>2]|0;r=i;e=v;if((s|0)==((i-v|0)/76|0|0)){if((f[Z>>2]|0)>>>0>r>>>0){j=r+64|0;e=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(e|0));n[j>>2]=1.0;iub(r+68|0,34962);f[W>>2]=(f[W>>2]|0)+76}else Beb(a);j=(f[W>>2]|0)+-28|0;e=w;while(1){i=z;while(1){f[ca>>2]=i;f[_>>2]=e;w=Aeb(j,ca)|0;b[w>>0]=1;if((i|0)<(y|0))i=i+1|0;else break}if((e|0)<(x|0))e=e+1|0;else break}f[ba>>2]=1;j=f[a>>2]|0}else j=e;e=j+(s*76|0)+4|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+8>>2]|0)>>>0){f[i>>2]=f[da>>2];f[e>>2]=i+4}else q7a(j+(s*76|0)|0,da);e=j+(s*76|0)+16|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+20>>2]|0)>>>0){p[i>>3]=+p[fa>>3];p[i+8>>3]=+p[V>>3];f[e>>2]=i+16}else Ceb(j+(s*76|0)+12|0,fa);f[ca>>2]=ea;e=j+(s*76|0)+28|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+32>>2]|0)>>>0){n[i>>2]=+p[ea>>3];z=f[ca>>2]|0;n[i+4>>2]=+p[z+8>>3];n[i+8>>2]=+p[z+16>>3];n[i+12>>2]=+p[z+24>>3];f[e>>2]=i+16}else Deb(j+(s*76|0)+24|0,ca);e=j+(s*76|0)+40|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+44>>2]|0)>>>0){f[i>>2]=f[ba>>2];f[e>>2]=i+4}else q7a(j+(s*76|0)+36|0,ba);e=f[da>>2]|0}}}e=e+1|0;f[da>>2]=e}while(e>>>0<d>>>0);u=ha;return}function zeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=(k<<6)+-1640531527+(k>>>2)+i^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(e|0)==(c|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((e|0)==(b|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Aeb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=(k<<6)+-1640531527+(k>>>2)+m^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;f[k+8>>2]=f[c>>2];f[k+12>>2]=m;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;Eeb(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function Beb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+4|0;b=f[a>>2]|0;i=((f[k>>2]|0)-b|0)/76|0;c=i+1|0;if(c>>>0>56512727)AMb(a);l=a+8|0;j=((f[l>>2]|0)-b|0)/76|0;b=j<<1;b=j>>>0<28256363?(b>>>0<c>>>0?c:b):56512727;do if(!b)h=0;else if(b>>>0>56512727)vd();else{h=pOb(b*76|0)|0;break}while(0);c=h+(i*76|0)|0;d=c;j=h+(b*76|0)|0;b=h+(i*76|0)+64|0;e=c;g=e+76|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[b>>2]=1.0;iub(h+(i*76|0)+68|0,34962);g=c+76|0;e=f[a>>2]|0;b=f[k>>2]|0;if((b|0)==(e|0)){c=d;d=e;b=e}else{do{b=b+-76|0;web(c+-76|0,b);c=d+-76|0;d=c}while((b|0)!=(e|0));c=d;d=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=c;f[k>>2]=g;f[l>>2]=j;c=d;if((b|0)!=(c|0))do{b=b+-76|0;teb(b)}while((b|0)!=(c|0));if(!d)return;sOb(d);return}function Ceb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;p[c>>3]=+p[b>>3];p[g+(h<<4)+8>>3]=+p[b+8>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;while(1){h=d;d=d+-16|0;p[e+-16>>3]=+p[d>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-16|0}c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function Deb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;b=f[b>>2]|0;n[c>>2]=+p[b>>3];n[g+(h<<4)+4>>2]=+p[b+8>>3];n[g+(h<<4)+8>>2]=+p[b+16>>3];n[g+(h<<4)+12>>2]=+p[b+24>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;o=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[o+-12>>2];f[h+-8>>2]=f[o+-8>>2];f[h+-4>>2]=f[o+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function Eeb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Feb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Feb(a,b);return}function Feb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Geb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;b=f[a>>2]|0;k=f[a+4>>2]|0;if((b|0)==(k|0))return;do{j=f[b+68>>2]|0;Yvb(258928,f[j>>2]|0)|0;e=b+24|0;g=b+28|0;a=f[g>>2]|0;c=f[e>>2]|0;h=b+36|0;i=b+40|0;d=a-c+(f[i>>2]|0)-(f[h>>2]|0)|0;if((f[j+8>>2]|0)>>>0<d>>>0){nub(j,d,0,35040);c=f[e>>2]|0;a=f[g>>2]|0}oub(j,0,a-c|0,c);h=f[h>>2]|0;oub(j,(f[g>>2]|0)-(f[e>>2]|0)|0,(f[i>>2]|0)-h|0,h);b=b+76|0}while((b|0)!=(k|0));return}function Heb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;c=i+24|0;g=i;h=a+28|0;b=f[h>>2]|0;if(b|0)if(f[b>>2]|0){u=i;return}e=g+16|0;f[g>>2]=40500;f[g+4>>2]=162;f[e>>2]=g;Evb(c,198544,198588,g,1);b=f[c>>2]|0;d=c+4|0;j=f[d>>2]|0;f[c>>2]=0;f[d>>2]=0;f[h>>2]=b;c=a+32|0;b=f[c>>2]|0;f[c>>2]=j;if(b|0){iOb(b);b=f[d>>2]|0;if(b|0)iOb(b)}b=f[e>>2]|0;if((g|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[h>>2]|0,198632)|0;f[a+40>>2]=j;j=Jvb(f[h>>2]|0,198640)|0;f[a+36>>2]=j;u=i;return}function Ieb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;k=k|0;var l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,Y=0,Z=0,_=0.0,$=0.0;Z=u;u=u+32|0;Y=Z;f[a>>2]=0;W=a+4|0;f[W>>2]=0;f[a+8>>2]=0;if(!e){u=Z;return}l=f[j+4>>2]|0;if((f[j+8>>2]|0)==(l|0)){u=Z;return}U=uub(l)|0;V=vub(f[j+4>>2]|0)|0;if((U|0)<1|(V|0)<1){u=Z;return}o=X(V,U)|0;q=c+16|0;if(o>>>0>(f[q>>2]|0)>>>0){r=c+12|0;l=f[r>>2]|0;f[r>>2]=0;if(!l){l=1;m=0}else{tOb(l);m=f[r>>2]|0;l=(m|0)==0}f[q>>2]=o;T=qOb(o>>>0>1073741823?-1:o<<2)|0;f[r>>2]=T;if(!l)tOb(m)}S=f[64758]|0;T=f[64759]|0;o=c+20|0;if(!(Kub(j,o)|0)){Cub(Y,j,0,1);R=f[Y>>2]|0;l=Y+4|0;O=f[l>>2]|0;f[Y>>2]=0;f[l>>2]=0;f[o>>2]=R;R=c+24|0;m=f[R>>2]|0;f[R>>2]=O;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}}dwb(258928,f[f[o>>2]>>2]|0)|0;Bhb(Y,k,U,V);Gub(f[o>>2]|0,0,Y,3553,0);R=f[64754]|0;l=f[c>>2]|0;o=c+4|0;m=f[o>>2]|0;if((l|0)!=(m|0))do{xeb(l);l=l+76|0}while((l|0)!=(m|0));yeb(c,d,e,g,U,V);Geb(c);Heb(c);H=f[64756]|0;bwb(258928,f[f[c+28>>2]>>2]|0)|0;I=f[64773]|0;J=f[64775]|0;K=f[64774]|0;L=f[64776]|0;pwb(258928,1,1)|0;M=b[259204]|0;Fwb(258928,1)|0;N=b[259206]|0;Hwb(258928,1)|0;O=b[259052]|0;kwb(258928,0)|0;P=+n[64779];Q=+n[64780];rwb(258928,h,i)|0;E=f[64778]|0;qwb(258928,515)|0;h=+n[64765];i=+n[64766];F=+n[64767];G=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;l=f[c>>2]|0;B=f[o>>2]|0;a:do if((l|0)!=(B|0)){C=c+36|0;D=c+40|0;x=c+12|0;y=U+-1|0;z=V+-1|0;A=a+8|0;do{m=l+4|0;if((f[l>>2]|0)==(f[m>>2]|0))break a;Vd(16384);Yvb(258928,f[f[l+68>>2]>>2]|0)|0;sf(f[C>>2]|0,4,5126,0,0,0);sf(f[D>>2]|0,4,5121,1,0,0+((f[l+28>>2]|0)-(f[l+24>>2]|0))|0);v=f[C>>2]|0;re(v|0);w=f[D>>2]|0;re(w|0);le(0,0,(f[m>>2]|0)-(f[l>>2]|0)>>2|0);Qe(0,0,U|0,V|0,6408,5121,f[x>>2]|0);c=(f[m>>2]|0)-(f[l>>2]|0)>>2;if(c|0){s=l+12|0;t=l+36|0;g=0;do{e=f[x>>2]|0;o=f[s>>2]|0;$=+p[o+(g<<4)>>3];m=~~($+-.5);_=+p[o+(g<<4)+8>>3];o=~~(_+-.5);q=~~($+.5);r=~~(_+.5);b:do if((q|0)>=0)if((V|0)>(o|0)&((U|0)>(m|0)&(r|0)>-1)){d=(m|0)>0?m:0;m=(o|0)>0?o:0;k=(y|0)<(q|0)?y:q;r=(z|0)<(r|0)?z:r;j=f[(f[t>>2]|0)+(g<<2)>>2]|0;if(!((d|0)>(k|0)|(m|0)>(r|0))){c:while(1){q=X(m,U)|0;o=d;while(1){if(f[e+(o+q<<2)>>2]&j|0)break c;if((o|0)<(k|0))o=o+1|0;else break}if((m|0)<(r|0))m=m+1|0;else break b}m=(f[l>>2]|0)+(g<<2)|0;o=f[W>>2]|0;if(o>>>0<(f[A>>2]|0)>>>0){f[o>>2]=f[m>>2];f[W>>2]=o+4;break}else{Jeb(a,m);break}}}while(0);g=g+1|0}while((g|0)!=(c|0))}ke(w|0);ke(v|0);l=l+76|0}while((l|0)!=(B|0))}while(0);mwb(258928,h,i,F,G)|0;qwb(258928,E)|0;rwb(258928,P,Q)|0;kwb(258928,O<<24>>24!=0)|0;Hwb(258928,N<<24>>24!=0)|0;Fwb(258928,M<<24>>24!=0)|0;owb(258928,I,J,K,L)|0;bwb(258928,H)|0;Yvb(258928,R)|0;Ghb(Y);if((S|0)==(T|0)){dwb(258928,S)|0;u=Z;return}else{ewb(258928,S)|0;fwb(258928,T)|0;u=Z;return}}function Jeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Keb(a){a=a|0;var c=0,d=0,e=0;c=a+64|0;d=a;e=d+64|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.06499999761581421;n[a+68>>2]=1.0;n[a+72>>2]=2.0000000949949026e-03;n[a+76>>2]=1.0;f[a+80>>2]=9;f[a+84>>2]=7;n[a+88>>2]=2.0;n[a+92>>2]=.06499999761581421;n[a+96>>2]=.8500000238418579;f[a+100>>2]=3;e=a+172|0;b[e>>0]=b[e>>0]&-8|4;return}function Leb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+352|0;x=A+136|0;y=A;p=A+336|0;z=A+176|0;s=A+324|0;v=A+160|0;t=A+312|0;g=a+172|0;e=b[g>>0]|0;if(((e&255)>>>1&1|0)!=(c&1|0)){e=(c&1)<<1&255|e&-7|4;b[g>>0]=e}if((e&1|0)!=(d&1|0)){e=e&-6|d&1|4;b[g>>0]=e}if(!(e&4)){u=A;return}b[g>>0]=e&-5;k=a+80|0;j=f[k>>2]|0;j=j>>>0>2?j+-2|0:1;w=f[64756]|0;i=a+24|0;if(!(f[i>>2]|0)){h=y+16|0;f[y>>2]=40500;f[y+4>>2]=162;f[h>>2]=y;Evb(x,237430,200175,y,1);o=f[x>>2]|0;e=x+4|0;m=f[e>>2]|0;f[x>>2]=0;f[e>>2]=0;f[i>>2]=o;o=a+28|0;g=f[o>>2]|0;f[o>>2]=m;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[h>>2]|0;if((y|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);o=Jvb(f[i>>2]|0,237506)|0;f[a+104>>2]=o;bwb(258928,f[f[i>>2]>>2]|0)|0;kf(Kvb(f[i>>2]|0,240573)|0,1.0,1.0,1.0,1.0)}l=y+4|0;f[y>>2]=15100;m=y+56|0;f[m>>2]=15120;tEb(y+56|0,l);f[y+128>>2]=0;f[y+132>>2]=-1;f[y>>2]=39656;f[y+56>>2]=39676;xEb(l);f[l>>2]=39692;o=y+36|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[y+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(l,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(HEb(m3a(HEb(m3a(y,198651,25)|0,c)|0,198677,26)|0,d)|0,198704,20)|0;j=m3a(KEb(m3a(KEb(i,f[k>>2]|0)|0,198725,25)|0,j)|0,198751,21)|0;i=a+76|0;j=HEb(j,+n[i>>2]!=1.0)|0;b[x>>0]=10;m3a(j,x,1)|0;l3a(z,l);fhb(p,z);j=x+16|0;c=pOb(16)|0;f[c>>2]=40592;k=c+4|0;f[k>>2]=f[p>>2];f[k+4>>2]=f[p+4>>2];f[k+8>>2]=f[p+8>>2];f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;f[j>>2]=c;if((b[z+11>>0]|0)<0)sOb(f[z>>2]|0);Evb(z,198773,198813,x,1);h=a+32|0;p=f[z>>2]|0;e=z+4|0;c=f[e>>2]|0;f[z>>2]=0;f[e>>2]=0;f[h>>2]=p;p=a+36|0;g=f[p>>2]|0;f[p>>2]=c;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,200134)|0,0);df(Kvb(f[h>>2]|0,198849)|0,1);e=f[h>>2]|0;if(d)df(Kvb(e,199723)|0,2);else df(Kvb(e,200539)|0,2);p=Jvb(f[h>>2]|0,237506)|0;f[a+108>>2]=p;p=Kvb(f[h>>2]|0,199960)|0;f[a+112>>2]=p;p=Kvb(f[h>>2]|0,198857)|0;f[a+116>>2]=p;p=Kvb(f[h>>2]|0,198878)|0;f[a+120>>2]=p;p=Kvb(f[h>>2]|0,198887)|0;f[a+124>>2]=p;p=Kvb(f[h>>2]|0,199362)|0;f[a+128>>2]=p;if(+n[i>>2]!=1.0)e=Kvb(f[h>>2]|0,198894)|0;else e=-1;f[a+132>>2]=e;e=f[j>>2]|0;if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[y>>2]=39656;f[m>>2]=39676;f[l>>2]=39692;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);oDb(l);kEb(y,39752);jDb(m);m=a+84|0;e=f[m>>2]|0;f[y>>2]=0;o=y+4|0;f[o>>2]=0;f[y+8>>2]=0;do if(!e){q=0;r=0}else if(e>>>0>1073741823)AMb(y);else{p=e<<2;q=pOb(p)|0;f[y>>2]=q;r=q+(e<<2)|0;f[y+8>>2]=r;dQb(q|0,0,p|0)|0;f[o>>2]=r;break}while(0);_gb(r-q>>2,q);j=z+4|0;f[z>>2]=15100;k=z+56|0;f[k>>2]=15120;tEb(z+56|0,j);f[z+128>>2]=0;f[z+132>>2]=-1;f[z>>2]=39656;f[z+56>>2]=39676;xEb(j);f[j>>2]=39692;l=z+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[z+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(j,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(z,199879,38)|0;i=m3a(KEb(i,f[m>>2]|0)|0,200858,19)|0;i=HEb(m3a(KEb(i,(f[m>>2]|0)>>>1)|0,198677,26)|0,d)|0;b[x>>0]=10;m3a(i,x,1)|0;l3a(v,j);fhb(s,v);i=x+16|0;r=pOb(16)|0;f[r>>2]=40592;q=r+4|0;f[q>>2]=f[s>>2];f[q+4>>2]=f[s+4>>2];f[q+8>>2]=f[s+8>>2];f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[i>>2]=r;if((b[v+11>>0]|0)<0)sOb(f[v>>2]|0);Evb(v,237430,198905,x,1);h=a+40|0;s=f[v>>2]|0;e=v+4|0;r=f[e>>2]|0;f[v>>2]=0;f[e>>2]=0;f[h>>2]=s;s=a+44|0;g=f[s>>2]|0;f[s>>2]=r;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);s=Kvb(f[h>>2]|0,200935)|0;e=f[y>>2]|0;cf(s|0,(f[o>>2]|0)-e>>2|0,e|0);e=Jvb(f[h>>2]|0,237506)|0;f[a+136>>2]=e;e=Kvb(f[h>>2]|0,199960)|0;f[a+140>>2]=e;e=Kvb(f[h>>2]|0,199977)|0;f[a+144>>2]=e;e=Kvb(f[h>>2]|0,200924)|0;f[a+148>>2]=e;e=f[i>>2]|0;if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[z>>2]=39656;f[k>>2]=39676;f[j>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(j);kEb(z,39752);jDb(k);j=z+4|0;f[z>>2]=15100;k=z+56|0;f[k>>2]=15120;tEb(z+56|0,j);f[z+128>>2]=0;f[z+132>>2]=-1;f[z>>2]=39656;f[z+56>>2]=39676;xEb(j);f[j>>2]=39692;l=z+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[z+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(j,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(z,199993,38)|0;i=m3a(KEb(i,f[m>>2]|0)|0,200858,19)|0;i=HEb(m3a(KEb(i,(f[m>>2]|0)>>>1)|0,198677,26)|0,d)|0;b[x>>0]=10;m3a(i,x,1)|0;l3a(v,j);fhb(t,v);i=x+16|0;d=pOb(16)|0;f[d>>2]=40592;s=d+4|0;f[s>>2]=f[t>>2];f[s+4>>2]=f[t+4>>2];f[s+8>>2]=f[t+8>>2];f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[i>>2]=d;if((b[v+11>>0]|0)<0)sOb(f[v>>2]|0);Evb(v,237430,198905,x,1);h=a+48|0;e=f[v>>2]|0;g=v+4|0;t=f[g>>2]|0;f[v>>2]=0;f[g>>2]=0;f[h>>2]=e;v=a+52|0;e=f[v>>2]|0;f[v>>2]=t;do if(e|0){iOb(e);e=f[g>>2]|0;if(!e)break;iOb(e)}while(0);bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);v=Kvb(f[h>>2]|0,200935)|0;e=f[y>>2]|0;cf(v|0,(f[o>>2]|0)-e>>2|0,e|0);e=Jvb(f[h>>2]|0,237506)|0;f[a+152>>2]=e;e=Kvb(f[h>>2]|0,199960)|0;f[a+156>>2]=e;e=Kvb(f[h>>2]|0,199977)|0;f[a+160>>2]=e;e=Kvb(f[h>>2]|0,200924)|0;f[a+164>>2]=e;e=Kvb(f[h>>2]|0,200032)|0;f[a+168>>2]=e;e=f[i>>2]|0;do if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else{if(!e)break;gh[f[(f[e>>2]|0)+20>>2]&2047](e)}while(0);f[z>>2]=39656;f[k>>2]=39676;f[j>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(j);kEb(z,39752);jDb(k);e=f[y>>2]|0;if(e|0){g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}bwb(258928,w)|0;u=A;return}function Meb(a){a=a|0;f[a>>2]=40592;a=a+4|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function Neb(a){a=a|0;var c=0;f[a>>2]=40592;c=a+4|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function Oeb(a){a=a|0;var b=0;b=pOb(16)|0;f[b>>2]=40592;xOb(b+4|0,a+4|0);return b|0}function Peb(a,b){a=a|0;b=b|0;f[b>>2]=40592;xOb(b+4|0,a+4|0);return}function Qeb(a){a=a|0;a=a+4|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function Reb(a){a=a|0;var c=0;c=a+4|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function Seb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return ghb(a+4|0,f[b>>2]|0,f[c>>2]|0,f[d>>2]|0)|0}function Teb(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==198946?a+4|0:0)|0}function Ueb(a){a=a|0;return 15632}function Veb(a){a=a|0;return +(+n[a+64>>2])}function Web(a,b){a=a|0;b=+b;if(!(b>0.0))return;n[a+64>>2]=b;return}function Xeb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=0.0;f[a+68>>2]=f[(b>0.0?e:d)>>2];u=c;return}function Yeb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=0.0;f[a+72>>2]=f[(b>0.0?e:d)>>2];u=c;return}function Zeb(a,c){a=a|0;c=+c;var d=0,e=0,g=0.0;d=c>0.0?(n[s>>2]=c,f[s>>2]|0):0;e=a+76|0;g=+n[e>>2];c=(f[s>>2]=d,+n[s>>2]);if(g==c)return;if(c==1.0^g==1.0){a=a+172|0;b[a>>0]=b[a>>0]|4}f[e>>2]=d;return}function _eb(a,c){a=a|0;c=c|0;var d=0;c=c>>>0>1?c:1;d=a+80|0;if((f[d>>2]|0)==(c|0))return;f[d>>2]=c;a=a+172|0;b[a>>0]=b[a>>0]|4;return}function $eb(a,c){a=a|0;c=c|0;var d=0;c=c|1;d=a+84|0;if((f[d>>2]|0)==(c|0))return;f[d>>2]=c;a=a+172|0;b[a>>0]=b[a>>0]|4;return}function afb(a,b){a=a|0;b=+b;n[a+88>>2]=b;return}function bfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+92>>2]=b;return}function cfb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;g=c+4|0;d=c+8|0;e=c;n[g>>2]=b;n[d>>2]=0.0;n[e>>2]=1.0;e=b<1.0?g:e;f[a+96>>2]=f[(+n[e>>2]>0.0?e:d)>>2];u=c;return}function dfb(a,b){a=a|0;b=b|0;var c=0;b=b>>>0<10?b:10;c=a+100|0;if((f[c>>2]|0)==(b|0))return;f[c>>2]=b;f[a+56>>2]=0;a=a+60|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;iOb(b);return}function efb(a){a=a|0;var b=0,c=0;f[a+8>>2]=0;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+16>>2]=0;c=a+20|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ffb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0;ba=u;u=u+336|0;_=ba+304|0;$=ba+284|0;aa=ba+264|0;Y=ba+200|0;Z=ba+136|0;k=ba;if(d)if(!(f[(f[c>>2]|0)+72>>2]|0)){W=1;d=4}else d=3;else d=3;if((d|0)==3)if(Xub()|0){W=0;d=4}do if((d|0)==4)if(avb()|0){if(!(dvb()|0))if(!(evb()|0))break;U=a+68|0;if(+n[U>>2]<=0.0){u=ba;return}X=a+96|0;if(+n[X>>2]<=0.0){u=ba;return}j=f[c>>2]|0;if(!j){u=ba;return}if(W)d=f[j+4>>2]|0;else d=j+64|0;V=d+8|0;if(!(f[V>>2]|0)){u=ba;return}if(W|e){d=0;e=0}else{T=f[j+4>>2]|0;d=T;if((f[j+8>>2]|0)==(T|0)){d=0;e=0}else{j=f[d+32>>2]|0;d=f[d+36>>2]|0;e=d;if(!d)d=j;else{gOb(d);d=j}}}T=d;R=(d|0)!=0;Leb(a,W,R);S=a+56|0;if(!(f[S>>2]|0)){Zgb(_,f[a+100>>2]|0);Q=f[_>>2]|0;d=_+4|0;P=f[d>>2]|0;f[_>>2]=0;f[d>>2]=0;f[S>>2]=Q;Q=a+60|0;j=f[Q>>2]|0;f[Q>>2]=P;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Q=f[V>>2]|0;Bhb(_,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=f[V>>2]|0;Bhb($,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=f[V>>2]|0;Bhb(aa,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=a+8|0;if(!(Kub(f[c>>2]|0,Q)|0)){Cub(Y,f[c>>2]|0,0,1);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[Q>>2]=P;P=a+12|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Gub(f[Q>>2]|0,0,$,3553,0);if(!R){i=a+16|0;if(!(Kub(f[c>>2]|0,i)|0)){Cub(Y,f[c>>2]|0,0,1);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[i>>2]=P;P=a+20|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Gub(f[i>>2]|0,0,aa,3553,0)}d=f[a>>2]|0;if(!d){Xgb(Y);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[a>>2]=P;P=a+4|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}d=f[a>>2]|0}P=f[64754]|0;Yvb(258928,f[d>>2]|0)|0;C=f[64756]|0;D=f[64747]|0;nvb(Y);E=b[259206]|0;Hwb(258928,0)|0;F=b[259052]|0;kwb(258928,0)|0;G=b[259204]|0;Fwb(258928,0)|0;H=f[64773]|0;I=f[64775]|0;J=f[64774]|0;K=f[64776]|0;pwb(258928,1,771)|0;L=+n[64765];M=+n[64766];N=+n[64767];O=+n[64768];LAa(GAa(g)|0,k);n[Z>>2]=+p[k>>3];n[Z+4>>2]=+p[k+8>>3];n[Z+8>>2]=+p[k+16>>3];n[Z+12>>2]=+p[k+24>>3];n[Z+16>>2]=+p[k+32>>3];n[Z+20>>2]=+p[k+40>>3];n[Z+24>>2]=+p[k+48>>3];n[Z+28>>2]=+p[k+56>>3];n[Z+32>>2]=+p[k+64>>3];n[Z+36>>2]=+p[k+72>>3];n[Z+40>>2]=+p[k+80>>3];n[Z+44>>2]=+p[k+88>>3];n[Z+48>>2]=+p[k+96>>3];n[Z+52>>2]=+p[k+104>>3];n[Z+56>>2]=+p[k+112>>3];n[Z+60>>2]=+p[k+120>>3];s=f[V>>2]|0;r=f[s+16>>2]|0;t=1.0/+(r|0);s=f[s+20>>2]|0;v=1.0/+(s|0);w=f[64758]|0;x=f[64759]|0;y=f[64743]|0;z=f[64744]|0;A=f[64745]|0;B=f[64746]|0;Tvb(258928,0,0,r,s)|0;do if(!R){dwb(258928,f[f[a+16>>2]>>2]|0)|0;mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);bwb(258928,f[f[a+24>>2]>>2]|0)|0;d=f[64795]|0;j=f[64796]|0;i=f[64797]|0;c=f[64798]|0;k=f[64799]|0;g=f[64800]|0;Awb(258928,7680,7680,7680)|0;l=f[64787]|0;m=f[64790]|0;o=f[64788]|0;q=f[64791]|0;r=f[64789]|0;s=f[64792]|0;uwb(258928,517,0,h)|0;h=b[259212]|0;Kwb(258928,1)|0;Ygb(f[a+104>>2]|0);Kwb(258928,h<<24>>24!=0)|0;if((l|0)==(m|0)&(o|0)==(q|0)&(r|0)==(s|0))uwb(258928,l,o,r)|0;else{vwb(258928,l,o,r)|0;wwb(258928,m,q,s)|0}if((d|0)==(c|0)&(j|0)==(k|0)&(i|0)==(g|0)){Awb(258928,d,j,i)|0;break}else{Bwb(258928,d,j,i)|0;Cwb(258928,c,k,g)|0;break}}while(0);bwb(258928,f[f[a+32>>2]>>2]|0)|0;i=Hhb(_)|0;dwb(258928,f[f[i>>2]>>2]|0)|0;mwb(258928,1.0,0.0,0.0,0.0)|0;Vd(16384);i=f[64778]|0;qwb(258928,516)|0;c=b[259206]|0;Hwb(258928,W)|0;nf(f[a+112>>2]|0,1,0,Z|0);W=f[V>>2]|0;d=f[S>>2]|0;ef(f[a+116>>2]|0,+(+(f[W+16>>2]|0)/+(f[d+16>>2]|0)),+(+(f[W+20>>2]|0)/+(f[d+20>>2]|0)));bf(f[a+120>>2]|0,+(+n[a+64>>2]));bf(f[a+124>>2]|0,+(+n[a+72>>2]*2.0));bf(f[a+128>>2]|0,+(+n[U>>2]*2.0));d=f[a+132>>2]|0;if((d|0)>-1)bf(d|0,+(+n[a+76>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[V>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[S>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;if(R)Vvb(258928,f[T+8>>2]|0)|0;else Vvb(258928,f[(f[aa>>2]|0)+8>>2]|0)|0;Ygb(f[a+108>>2]|0);bwb(258928,f[f[a+40>>2]>>2]|0)|0;dwb(258928,f[f[Q>>2]>>2]|0)|0;Vd(16384);Hwb(258928,1)|0;nf(f[a+140>>2]|0,1,0,Z|0);d=a+92|0;bf(f[a+144>>2]|0,+(+n[d>>2]));j=a+88|0;ef(f[a+148>>2]|0,+(t*+n[j>>2]),0.0);Uvb(258928,0)|0;Vvb(258928,f[(f[_>>2]|0)+8>>2]|0)|0;Ygb(f[a+136>>2]|0);Hwb(258928,c<<24>>24!=0)|0;qwb(258928,i)|0;Tvb(258928,y,z,A,B)|0;if((w|0)==(x|0))dwb(258928,w)|0;else{ewb(258928,w)|0;fwb(258928,x)|0}bwb(258928,f[f[a+48>>2]>>2]|0)|0;Fwb(258928,1)|0;nf(f[a+156>>2]|0,1,0,Z|0);bf(f[a+160>>2]|0,+(+n[d>>2]));bf(f[a+168>>2]|0,+(+n[X>>2]));ef(f[a+164>>2]|0,0.0,+(v*+n[j>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[$>>2]|0)+8>>2]|0)|0;Ygb(f[a+152>>2]|0);mwb(258928,L,M,N,O)|0;owb(258928,H,I,J,K)|0;Fwb(258928,G<<24>>24!=0)|0;kwb(258928,F<<24>>24!=0)|0;Hwb(258928,E<<24>>24!=0)|0;ovb(Y);Uvb(258928,D)|0;bwb(258928,C)|0;Yvb(258928,P)|0;Ghb(aa);Ghb($);Ghb(_);if(!e){u=ba;return}iOb(e);u=ba;return}while(0);f[a+8>>2]=0;aa=a+12|0;d=f[aa>>2]|0;f[aa>>2]=0;if(d|0)iOb(d);f[a+16>>2]=0;a=a+20|0;d=f[a>>2]|0;f[a>>2]=0;if(!d){u=ba;return}iOb(d);u=ba;return}function gfb(a){a=a|0;var b=0,c=0,d=0,e=0;b=a+20|0;c=a+72|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.75;n[a+76>>2]=.10000000149011612;n[a+80>>2]=1.0;hfb(b,5);e=f[b>>2]|0;f[e+48>>2]=1056964608;f[e+64>>2]=5;f[e+120>>2]=1056964608;f[e+136>>2]=5;f[e+192>>2]=1056964608;f[e+208>>2]=9;f[e+264>>2]=1065353216;f[e+280>>2]=9;f[e+336>>2]=1073741824;f[e+352>>2]=11;return}function hfb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;l=a+8|0;h=f[l>>2]|0;m=a+4|0;d=f[m>>2]|0;if(((h-d|0)/72|0)>>>0>=c>>>0){do{h=d;i=h+72|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));Chb(d);Chb(d+20|0);f[d+40>>2]=0;f[d+44>>2]=0;n[d+48>>2]=1.0;n[d+52>>2]=1.0;f[d+64>>2]=9;b[d+68>>0]=0;d=(f[m>>2]|0)+72|0;f[m>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/72|0;d=g+c|0;if(d>>>0>59652323)AMb(a);j=(h-e|0)/72|0;k=j<<1;d=j>>>0<29826161?(k>>>0<d>>>0?d:k):59652323;do if(!d)i=0;else if(d>>>0>59652323)vd();else{i=pOb(d*72|0)|0;break}while(0);j=i+(g*72|0)|0;e=j;g=i+(d*72|0)|0;k=e;d=j;do{h=d;i=h+72|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));Chb(d);Chb(d+20|0);f[d+40>>2]=0;f[d+44>>2]=0;n[d+48>>2]=1.0;n[d+52>>2]=1.0;f[d+64>>2]=9;b[d+68>>0]=0;d=k+72|0;k=d;c=c+-1|0}while((c|0)!=0);i=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(i|0)){c=e;h=i;d=i}else{c=j;do{h=d;d=d+-72|0;Dhb(c+-72|0,d);Dhb(c+-52|0,h+-52|0);o=h+-32|0;f[c+-32>>2]=f[o>>2];j=h+-28|0;f[c+-28>>2]=f[j>>2];f[o>>2]=0;f[j>>2]=0;j=c+-24|0;h=h+-24|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];b[j+20>>0]=b[h+20>>0]|0;c=e+-72|0;e=c}while((d|0)!=(i|0));c=e;h=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=c;f[m>>2]=k;f[l>>2]=g;e=h;if((d|0)!=(e|0))do{c=f[d+-28>>2]|0;if(c|0)iOb(c);Ghb(d+-52|0);d=d+-72|0;Ghb(d)}while((d|0)!=(e|0));if(!h)return;sOb(h);return}function ifb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+72|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function jfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+76|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function kfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+80|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function lfb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;e=a+20|0;h=a+24|0;d=f[h>>2]|0;c=f[e>>2]|0;g=(d-c|0)/72|0;if((g|0)==(b|0)){h=0;return h|0}if(g>>>0<b>>>0)hfb(e,b-g|0);else if(g>>>0>b>>>0){e=c+(b*72|0)|0;if((e|0)!=(d|0))do{c=d+-72|0;f[h>>2]=c;b=f[d+-28>>2]|0;if(b|0)iOb(b);Ghb(d+-52|0);Ghb(c);d=f[h>>2]|0}while((d|0)!=(e|0))}f[a+40>>2]=0;h=a+44|0;c=f[h>>2]|0;f[h>>2]=0;if(!c){h=1;return h|0}iOb(c);h=1;return h|0}function mfb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0;e=f[a+20>>2]|0;if((((f[a+24>>2]|0)-e|0)/72|0)>>>0<=b>>>0){e=0;return e|0}d=c>0.0?(n[s>>2]=c,f[s>>2]|0):0;a=e+(b*72|0)+48|0;if(+n[a>>2]==(f[s>>2]=d,+n[s>>2])){e=0;return e|0}f[a>>2]=d;e=1;return e|0}function nfb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=f[a+24>>2]|0;d=f[a+20>>2]|0;a=d;e=g;if(((g-d|0)/72|0)>>>0<=b>>>0){g=0;return g|0}d=c|1;c=a+(b*72|0)+64|0;if((f[c>>2]|0)==(d|0)){g=0;return g|0}f[c>>2]=d;if((a|0)==(e|0)){g=1;return g|0}do{f[a+40>>2]=0;g=a+44|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);a=a+72|0}while((a|0)!=(e|0));a=1;return a|0}function ofb(a,c,d,e){a=a|0;c=c|0;d=+d;e=e|0;var g=0,h=0;if(d<=0.0){e=0;return e|0}h=f[a+20>>2]|0;g=h;if((((f[a+24>>2]|0)-h|0)/72|0)>>>0<=c>>>0){e=0;return e|0}h=g+(c*72|0)+52|0;a=g+(c*72|0)+68|0;if(+n[h>>2]==d)if((b[a>>0]|0)==e<<24>>24){e=0;return e|0}n[h>>2]=d;b[a>>0]=e;e=1;return e|0}function pfb(a){a=a|0;return}function qfb(a){a=a|0;if((f[a+20>>2]|0)==(f[a+24>>2]|0)){a=1;return a|0}a=+n[a+80>>2]<=0.0;return a|0}function rfb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;L=u;u=u+288|0;F=L+24|0;G=L;H=L+232|0;I=L+96|0;j=L+268|0;E=L+32|0;B=L+256|0;C=L+244|0;K=f[64756]|0;l=a+20|0;m=a+24|0;d=f[m>>2]|0;c=f[l>>2]|0;D=(d-c|0)/72|0;J=f[64733]|0;D=J>>>0<D>>>0?J:D;f[H>>2]=0;J=H+4|0;f[J>>2]=0;f[H+8>>2]=0;k=a+32|0;if(!(f[k>>2]|0)){c=f[c+64>>2]|0;if(!c){c=0;d=0}else{Sqa(H,c);c=f[H>>2]|0;d=f[J>>2]|0}_gb(d-c>>2,c);g=I+4|0;f[I>>2]=15100;h=I+56|0;f[h>>2]=15120;tEb(I+56|0,g);f[I+128>>2]=0;f[I+132>>2]=-1;f[I>>2]=39656;f[I+56>>2]=39676;xEb(g);f[g>>2]=39692;i=I+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[I+52>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(g,G);if((b[G+11>>0]|0)<0)sOb(f[G>>2]|0);e=m3a(I,200838,19)|0;e=m3a(KEb(e,f[(f[l>>2]|0)+64>>2]|0)|0,200858,19)|0;e=m3a(KEb(e,(f[(f[l>>2]|0)+64>>2]|0)>>>1)|0,199129,25)|0;b[G>>0]=10;m3a(e,G,1)|0;l3a(E,g);fhb(j,E);e=G+16|0;A=pOb(16)|0;f[A>>2]=40592;z=A+4|0;f[z>>2]=f[j>>2];f[z+4>>2]=f[j+4>>2];f[z+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[e>>2]=A;if((b[E+11>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199155,G,1);A=f[E>>2]|0;c=E+4|0;z=f[c>>2]|0;f[E>>2]=0;f[c>>2]=0;f[k>>2]=A;A=a+36|0;d=f[A>>2]|0;f[A>>2]=z;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}A=Jvb(f[k>>2]|0,237506)|0;f[a+48>>2]=A;A=Kvb(f[k>>2]|0,200924)|0;f[a+52>>2]=A;A=Kvb(f[k>>2]|0,199199)|0;f[a+56>>2]=A;A=Kvb(f[k>>2]|0,199216)|0;f[a+60>>2]=A;bwb(258928,f[f[k>>2]>>2]|0)|0;df(Kvb(f[k>>2]|0,201322)|0,0);A=Kvb(f[k>>2]|0,200935)|0;c=f[H>>2]|0;cf(A|0,(f[J>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((G|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[I>>2]=39656;f[h>>2]=39676;f[g>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(g);kEb(I,39752);jDb(h);c=f[l>>2]|0;d=f[m>>2]|0}if((c|0)!=(d|0)){n=I+56|0;o=I+4|0;p=I+56|0;q=I+56|0;r=I+128|0;s=I+132|0;t=I+36|0;v=I+52|0;w=G+11|0;x=G+16|0;y=E+11|0;z=E+4|0;A=t+11|0;do{m=c+40|0;if(!(f[m>>2]|0)){l=c+64|0;h=f[l>>2]|0;e=f[J>>2]|0;g=f[H>>2]|0;i=e-g>>2;j=g;k=e;if(h>>>0>i>>>0){Sqa(H,h-i|0);g=f[H>>2]|0;e=f[J>>2]|0}else if(h>>>0<i>>>0){h=j+(h<<2)|0;if((h|0)!=(k|0)){e=k+(~((k+-4-h|0)>>>2)<<2)|0;f[J>>2]=e}}_gb(e-g>>2,g);f[I>>2]=15100;f[p>>2]=15120;tEb(q,o);f[r>>2]=0;f[s>>2]=-1;f[I>>2]=39656;f[n>>2]=39676;xEb(o);f[o>>2]=39692;f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[t+12>>2]=0;f[v>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(o,G);if((b[w>>0]|0)<0)sOb(f[G>>2]|0);k=m3a(I,200838,19)|0;k=m3a(KEb(k,f[l>>2]|0)|0,200858,19)|0;l=m3a(KEb(k,(f[l>>2]|0)>>>1)|0,199244,25)|0;b[G>>0]=10;m3a(l,G,1)|0;l3a(E,o);fhb(B,E);l=pOb(16)|0;f[l>>2]=40592;k=l+4|0;f[k>>2]=f[B>>2];f[k+4>>2]=f[B+4>>2];f[k+8>>2]=f[B+8>>2];f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[x>>2]=l;if((b[y>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199155,G,1);l=f[E>>2]|0;k=f[z>>2]|0;f[E>>2]=0;f[z>>2]=0;f[m>>2]=l;l=c+44|0;e=f[l>>2]|0;f[l>>2]=k;if(e|0){iOb(e);e=f[z>>2]|0;if(e|0)iOb(e)}e=Jvb(f[m>>2]|0,237506)|0;f[c+56>>2]=e;e=Kvb(f[m>>2]|0,200924)|0;f[c+60>>2]=e;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,201322)|0,0);m=Kvb(f[m>>2]|0,200935)|0;e=f[H>>2]|0;cf(m|0,(f[J>>2]|0)-e>>2|0,e|0);e=f[x>>2]|0;if((G|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[I>>2]=39656;f[p>>2]=39676;f[o>>2]=39692;if((b[A>>0]|0)<0)sOb(f[t>>2]|0);oDb(o);kEb(I,39752);jDb(p)}c=c+72|0}while((c|0)!=(d|0))}h=a+40|0;if(!(f[h>>2]|0)){i=I+4|0;f[I>>2]=15100;j=I+56|0;f[j>>2]=15120;tEb(I+56|0,i);f[I+128>>2]=0;f[I+132>>2]=-1;f[I>>2]=39656;f[I+56>>2]=39676;xEb(i);f[i>>2]=39692;k=I+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[I+52>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(i,G);if((b[G+11>>0]|0)<0)sOb(f[G>>2]|0);m3a(KEb(m3a(I,199270,23)|0,D)|0,199294,18)|0;e=(D|0)==0;if(!e){c=0;do{B=KEb(m3a(KEb(m3a(I,199374,10)|0,c)|0,199385,9)|0,c)|0;b[G>>0]=41;m3a(B,G,1)|0;c=c+1|0}while(c>>>0<D>>>0)}b[G>>0]=10;m3a(I,G,1)|0;l3a(E,i);fhb(C,E);g=G+16|0;B=pOb(16)|0;f[B>>2]=40592;A=B+4|0;f[A>>2]=f[C>>2];f[A+4>>2]=f[C+4>>2];f[A+8>>2]=f[C+8>>2];f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;f[g>>2]=B;if((b[E+11>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199313,G,1);C=f[E>>2]|0;c=E+4|0;B=f[c>>2]|0;f[E>>2]=0;f[c>>2]=0;f[h>>2]=C;C=a+44|0;d=f[C>>2]|0;f[C>>2]=B;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}C=Jvb(f[h>>2]|0,237506)|0;f[a+64>>2]=C;C=Kvb(f[h>>2]|0,199362)|0;f[a+68>>2]=C;bwb(258928,f[f[h>>2]>>2]|0)|0;if(!e){c=0;do{f[F>>2]=c;XAb(E,64,199395,F)|0;df(Kvb(f[h>>2]|0,E)|0,c|0);c=c+1|0}while(c>>>0<D>>>0)}c=f[g>>2]|0;if((G|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[I>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(I,39752);jDb(j)}c=f[H>>2]|0;if(!c){bwb(258928,K)|0;u=L;return}d=f[J>>2]|0;if((d|0)!=(c|0))f[J>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);bwb(258928,K)|0;u=L;return}function sfb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;i=a+20|0;e=f[i>>2]|0;g=((f[a+24>>2]|0)-e|0)/72|0;a=f[64733]|0;g=a>>>0<g>>>0?a:g;if(!g){u=j;return}a=0;while(1){b=b>>>1;b=(b|0)==0?1:b;c=c>>>1;c=(c|0)==0?1:c;Bhb(h,d,b,c);Ehb(e+(a*72|0)|0,h)|0;Ghb(h);Bhb(h,d,b,c);Ehb(e+(a*72|0)+20|0,h)|0;Ghb(h);a=a+1|0;if(a>>>0>=g>>>0)break;e=f[i>>2]|0}u=j;return}function tfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+80|0;C=F+8|0;D=F;E=a+20|0;e=a+24|0;if((f[E>>2]|0)==(f[e>>2]|0)){u=F;return}B=a+80|0;if(+n[B>>2]<=0.0){u=F;return}rfb(a);A=f[c>>2]|0;sfb(a,f[A+16>>2]|0,f[A+20>>2]|0,d);A=a+20|0;z=((f[e>>2]|0)-(f[A>>2]|0)|0)/72|0;d=f[64733]|0;z=d>>>0<z>>>0?d:z;d=f[a>>2]|0;if(!d){Xgb(C);y=f[C>>2]|0;d=C+4|0;x=f[d>>2]|0;f[C>>2]=0;f[d>>2]=0;f[a>>2]=y;y=a+4|0;e=f[y>>2]|0;f[y>>2]=x;if(e|0){iOb(e);d=f[d>>2]|0;if(d|0)iOb(d)}d=f[a>>2]|0}y=f[64754]|0;Yvb(258928,f[d>>2]|0)|0;t=f[64756]|0;v=f[64747]|0;nvb(C);w=b[259206]|0;Hwb(258928,0)|0;x=b[259052]|0;kwb(258928,0)|0;k=b[259204]|0;Fwb(258928,0)|0;l=f[64758]|0;m=f[64759]|0;o=f[64743]|0;p=f[64744]|0;q=f[64745]|0;r=f[64746]|0;bwb(258928,f[f[a+32>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;bf(f[a+56>>2]|0,+(+n[a+72>>2]));bf(f[a+60>>2]|0,+(+n[a+76>>2]));s=f[A>>2]|0;i=f[a+52>>2]|0;j=f[a+48>>2]|0;h=Hhb(s)|0;dwb(258928,f[f[h>>2]>>2]|0)|0;h=f[s>>2]|0;Tvb(258928,0,0,f[h+16>>2]|0,f[h+20>>2]|0)|0;h=f[s>>2]|0;g=+$gb(+n[s+52>>2],b[s+68>>0]|0,+(f[h+16>>2]|0),+(f[h+20>>2]|0));ef(i|0,+(g/+(f[(f[s>>2]|0)+16>>2]|0)),0.0);Ygb(j);Vvb(258928,f[(f[s>>2]|0)+8>>2]|0)|0;s=(z|0)==0;if(!s){h=0;do{j=f[A>>2]|0;d=j+(h*72|0)|0;bwb(258928,f[f[j+(h*72|0)+40>>2]>>2]|0)|0;i=j+(h*72|0)+60|0;if(!h){d=j+(h*72|0)+56|0;e=j+(h*72|0)+52|0;c=j+(h*72|0)+68|0}else{I=f[i>>2]|0;G=j+(h*72|0)+56|0;H=f[G>>2]|0;e=Hhb(d)|0;dwb(258928,f[f[e>>2]>>2]|0)|0;e=f[d>>2]|0;Tvb(258928,0,0,f[e+16>>2]|0,f[e+20>>2]|0)|0;e=j+(h*72|0)+52|0;c=j+(h*72|0)+68|0;J=f[d>>2]|0;g=+$gb(+n[e>>2],b[c>>0]|0,+(f[J+16>>2]|0),+(f[J+20>>2]|0));ef(I|0,+(g/+(f[(f[d>>2]|0)+16>>2]|0)),0.0);Ygb(H);Vvb(258928,f[(f[d>>2]|0)+8>>2]|0)|0;d=G}H=f[i>>2]|0;I=f[d>>2]|0;J=j+(h*72|0)+20|0;G=Hhb(J)|0;dwb(258928,f[f[G>>2]>>2]|0)|0;G=f[J>>2]|0;Tvb(258928,0,0,f[G+16>>2]|0,f[G+20>>2]|0)|0;G=f[J>>2]|0;g=+$gb(+n[e>>2],b[c>>0]|0,+(f[G+16>>2]|0),+(f[G+20>>2]|0));ef(H|0,0.0,+(g/+(f[(f[J>>2]|0)+20>>2]|0)));Ygb(I);Vvb(258928,f[(f[J>>2]|0)+8>>2]|0)|0;h=h+1|0}while(h>>>0<z>>>0)}Tvb(258928,o,p,q,r)|0;if((l|0)==(m|0))dwb(258928,l)|0;else{ewb(258928,l)|0;fwb(258928,m)|0}Fwb(258928,k<<24>>24!=0)|0;bwb(258928,f[f[a+40>>2]>>2]|0)|0;if(!s){d=0;do{Uvb(258928,d)|0;Vvb(258928,f[(f[(f[A>>2]|0)+(d*72|0)+20>>2]|0)+8>>2]|0)|0;d=d+1|0}while(d>>>0<z>>>0)}i=a+8|0;c=f[i>>2]|0;j=a+12|0;d=f[j>>2]|0;e=c;if((d|0)!=(c|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}h=a+16|0;if((f[h>>2]|0)-e>>2>>>0<z>>>0){if(z>>>0>1073741823)vd();d=d-e|0;e=pOb(z<<2)|0;if((d|0)>0)bQb(e|0,c|0,d|0)|0;f[i>>2]=e;f[j>>2]=e+(d>>2<<2);f[h>>2]=e+(z<<2);if(c|0)sOb(c)}if(!s){d=0;do{g=+n[(f[A>>2]|0)+(d*72|0)+48>>2]*+n[B>>2];n[D>>2]=g;e=f[j>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){n[e>>2]=g;f[j>>2]=e+4}else LB(i,D);d=d+1|0}while(d>>>0<z>>>0)}J=f[i>>2]|0;cf(f[a+68>>2]|0,(f[j>>2]|0)-J>>2|0,J|0);Ygb(f[a+64>>2]|0);kwb(258928,x<<24>>24!=0)|0;Hwb(258928,w<<24>>24!=0)|0;ovb(C);Uvb(258928,v)|0;bwb(258928,t)|0;Yvb(258928,y)|0;if(s){u=F;return}else d=0;do{J=f[E>>2]|0;Fhb(J+(d*72|0)|0);Fhb(J+(d*72|0)+20|0);d=d+1|0}while(d>>>0<z>>>0);u=F;return}function ufb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];b=a+12|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];c=a+24|0;f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];return}function vfb(a){a=a|0;return}function wfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+44|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,199405,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+48|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+52>>2]=j;j=Kvb(f[g>>2]|0,199449)|0;f[a+56>>2]=j;j=Kvb(f[g>>2]|0,199462)|0;f[a+60>>2]=j;j=Kvb(f[g>>2]|0,199476)|0;f[a+64>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,199490)|0,0);df(Kvb(f[g>>2]|0,199499)|0,1);bwb(258928,j)|0;u=h;return}function xfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;j=u;u=u+64|0;i=j;wfb(a);h=a+36|0;e=f[h>>2]|0;if(!e){Xgb(i);k=f[i>>2]|0;g=i+4|0;l=f[g>>2]|0;f[i>>2]=0;f[g>>2]=0;f[h>>2]=k;k=a+40|0;e=f[k>>2]|0;f[k>>2]=l;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}e=f[h>>2]|0}l=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;k=f[64756]|0;bwb(258928,f[f[a+44>>2]>>2]|0)|0;h=f[64747]|0;nvb(i);g=b[259206]|0;Hwb(258928,0)|0;e=b[259052]|0;kwb(258928,0)|0;p=f[64773]|0;o=f[64775]|0;n=f[64774]|0;m=f[64776]|0;pwb(258928,1,771)|0;q=b[259204]|0;Fwb(258928,1)|0;Uvb(258928,0)|0;Vvb(258928,f[c+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[d+8>>2]|0)|0;jf(f[a+56>>2]|0,1,a|0);jf(f[a+60>>2]|0,1,a+12|0);jf(f[a+64>>2]|0,1,a+24|0);Ygb(f[a+52>>2]|0);Fwb(258928,q<<24>>24!=0)|0;owb(258928,p,o,n,m)|0;kwb(258928,e<<24>>24!=0)|0;Hwb(258928,g<<24>>24!=0)|0;ovb(i);Uvb(258928,h)|0;bwb(258928,k)|0;Yvb(258928,l)|0;u=j;return}function yfb(a){a=a|0;f[a+20>>2]=0;f[a+24>>2]=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function zfb(a){a=a|0;return}function Afb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;g=i+24|0;h=i;if(b){e=a+8|0;if(f[e>>2]|0){u=i;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,199508,h,1);b=f[g>>2]|0;c=g+4|0;j=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=b;g=a+12|0;b=f[g>>2]|0;f[g>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[e>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,237525)|0,0);df(Kvb(f[e>>2]|0,237534)|0,1);df(Kvb(f[e>>2]|0,200549)|0,2);df(Kvb(f[e>>2]|0,200564)|0,3);bwb(258928,j)|0;u=i;return}else{e=a+20|0;if(f[e>>2]|0){u=i;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200142,h,1);j=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=j;j=a+24|0;b=f[j>>2]|0;f[j>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=Jvb(f[e>>2]|0,237506)|0;f[a+28>>2]=k;k=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,k)|0;u=i;return}}function Bfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+64|0;r=s;e=f[d>>2]|0;if(!e)h=0;else h=(f[e+72>>2]|0)!=0;Afb(a,h);q=h?a+8|0:a+20|0;e=f[a>>2]|0;if(!e){Xgb(r);p=f[r>>2]|0;e=r+4|0;o=f[e>>2]|0;f[r>>2]=0;f[e>>2]=0;f[a>>2]=p;p=a+4|0;g=f[p>>2]|0;f[p>>2]=o;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[a>>2]|0}p=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;g=f[64756]|0;bwb(258928,f[f[q>>2]>>2]|0)|0;a=f[64747]|0;nvb(r);i=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;n=f[64776]|0;pwb(258928,1,771)|0;o=b[259204]|0;Fwb(258928,1)|0;if(h){Uvb(258928,3)|0;e=f[(f[d>>2]|0)+72>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Uvb(258928,2)|0;e=f[(f[c>>2]|0)+72>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Uvb(258928,1)|0;e=f[(f[(f[d>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;e=c}else e=c;Uvb(258928,0)|0;e=f[(f[(f[e>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Ygb(f[q+8>>2]|0);Fwb(258928,o<<24>>24!=0)|0;owb(258928,k,l,m,n)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;ovb(r);Uvb(258928,a)|0;bwb(258928,g)|0;Yvb(258928,p)|0;u=s;return}function Cfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,200142,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function Dfb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+16|0;d=g;if(!(f[a>>2]|0)){Xgb(d);h=f[d>>2]|0;e=d+4|0;i=f[e>>2]|0;f[d>>2]=0;f[e>>2]=0;f[a>>2]=h;h=a+4|0;d=f[h>>2]|0;f[h>>2]=i;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}}Cfb(a);i=b[259206]|0;Hwb(258928,0)|0;h=b[259052]|0;kwb(258928,0)|0;e=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;d=f[64756]|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;j=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[c+8>>2]|0)|0;Ygb(f[a+16>>2]|0);Vvb(258928,j)|0;bwb(258928,d)|0;Yvb(258928,e)|0;kwb(258928,h<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;u=g;return}function Efb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+224|0;k=v+208|0;r=v+72|0;s=v;h=v+60|0;t=v+48|0;i=v+36|0;j=v+24|0;l=c&255;m=a+(d*144|0)+(l*36|0)|0;if(f[m>>2]|0){u=v;return m|0}n=f[64756]|0;o=r+4|0;f[r>>2]=15100;p=r+56|0;f[p>>2]=15120;tEb(r+56|0,o);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(o);f[o>>2]=39692;q=r+36|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[r+52>>2]=16;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;k3a(o,k);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);if(l&1|0)m3a(r,199547,22)|0;if(l&2|0)m3a(r,199570,22)|0;switch(d|0){case 0:{l3a(t,o);fhb(h,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[g>>2]=c;Evb(k,237430,199593,s,1);c=f[k>>2]|0;e=k+4|0;j=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=j;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,200828)|0,0);break}case 2:{m3a(r,199705,17)|0;l3a(t,o);fhb(j,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[j>>2];f[e+4>>2]=f[j+4>>2];f[e+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[g>>2]=c;Evb(k,237430,199648,s,1);c=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+288+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=i;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0);df(Kvb(f[m>>2]|0,237534)|0,1);break}default:{l3a(t,o);fhb(i,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[g>>2]=c;Evb(k,237430,199648,s,1);c=f[k>>2]|0;e=k+4|0;j=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+(d*144|0)+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=j;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0)}}df(Kvb(f[m>>2]|0,199723)|0,2);t=Jvb(f[m>>2]|0,237506)|0;f[a+(d*144|0)+(l*36|0)+8>>2]=t;t=Kvb(f[m>>2]|0,199733)|0;f[a+(d*144|0)+(l*36|0)+16>>2]=t;t=Kvb(f[m>>2]|0,199960)|0;f[a+(d*144|0)+(l*36|0)+12>>2]=t;t=Kvb(f[m>>2]|0,199740)|0;f[a+(d*144|0)+(l*36|0)+20>>2]=t;t=Kvb(f[m>>2]|0,199765)|0;f[a+(d*144|0)+(l*36|0)+24>>2]=t;t=Kvb(f[m>>2]|0,199784)|0;f[a+(d*144|0)+(l*36|0)+28>>2]=t;t=Kvb(f[m>>2]|0,199815)|0;f[a+(d*144|0)+(l*36|0)+32>>2]=t;f[r>>2]=39656;f[p>>2]=39676;f[o>>2]=39692;if((b[q+11>>0]|0)<0)sOb(f[q>>2]|0);oDb(o);kEb(r,39752);jDb(p);bwb(258928,n)|0;u=v;return m|0}function Ffb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0;z=u;u=u+288|0;v=z+216|0;w=z+200|0;x=z+136|0;y=z;if(c<<24>>24==0|(avb()|0)^1){u=z;return}t=f[64747]|0;nvb(v);i=d+72|0;do if(!(f[i>>2]|0)){if(!h){c=c&-2;s=0;break}i=f[(f[d+4>>2]|0)+8>>2]|0;if(!i)i=0;else i=f[i+8>>2]|0;Vvb(258928,i)|0;s=0}else{Uvb(258928,0)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;if(!e)s=1;else{i=f[e+72>>2]|0;if(!i)s=1;else{Uvb(258928,1)|0;Vvb(258928,f[i+8>>2]|0)|0;s=2}}}while(0);if((((f[d+8>>2]|0)-(f[d+4>>2]|0)|0)/24|0)>>>0>1){Uvb(258928,2)|0;i=f[(f[d+4>>2]|0)+32>>2]|0;if(!i)i=0;else i=f[i+8>>2]|0;Vvb(258928,i)|0}else c=c&-3;if(c<<24>>24){h=a+432|0;i=f[h>>2]|0;if(!i){Xgb(w);r=f[w>>2]|0;i=w+4|0;q=f[i>>2]|0;f[w>>2]=0;f[i>>2]=0;f[h>>2]=r;r=a+436|0;e=f[r>>2]|0;f[r>>2]=q;if(e|0){iOb(e);i=f[i>>2]|0;if(i|0)iOb(i)}i=f[h>>2]|0;if(!i)i=0;else j=22}else j=22;if((j|0)==22)i=f[i>>2]|0;r=f[64754]|0;Yvb(258928,i)|0;e=f[64756]|0;h=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;o=f[64776]|0;pwb(258928,1,771)|0;q=b[259204]|0;Fwb(258928,1)|0;c=Efb(a,c,s)|0;i=f[c>>2]|0;if(!i)i=0;else i=f[i>>2]|0;bwb(258928,i)|0;s=d+4|0;d=uub(f[s>>2]|0)|0;s=vub(f[s>>2]|0)|0;n[w>>2]=0.0;n[w+4>>2]=1.0/+(s|0);n[w+8>>2]=1.0/+(d|0);n[w+12>>2]=0.0;ff(f[c+16>>2]|0,2,w|0);w=f[c+12>>2]|0;LAa(GAa(g)|0,y);n[x>>2]=+p[y>>3];n[x+4>>2]=+p[y+8>>3];n[x+8>>2]=+p[y+16>>3];n[x+12>>2]=+p[y+24>>3];n[x+16>>2]=+p[y+32>>3];n[x+20>>2]=+p[y+40>>3];n[x+24>>2]=+p[y+48>>3];n[x+28>>2]=+p[y+56>>3];n[x+32>>2]=+p[y+64>>3];n[x+36>>2]=+p[y+72>>3];n[x+40>>2]=+p[y+80>>3];n[x+44>>2]=+p[y+88>>3];n[x+48>>2]=+p[y+96>>3];n[x+52>>2]=+p[y+104>>3];n[x+56>>2]=+p[y+112>>3];n[x+60>>2]=+p[y+120>>3];nf(w|0,1,0,x|0);A=+n[a+456>>2];ef(f[c+20>>2]|0,+A,+(A+ +n[a+460>>2]));A=+n[a+480>>2];B=-+N(+(A*.01745329238474369));ef(f[c+28>>2]|0,+B,+-+N(+((A+ +n[a+484>>2])*.01745329238474369)));y=f[c+24>>2]|0;A=+n[a+452>>2];B=A*+n[a+444>>2];C=A*+n[a+448>>2];n[x>>2]=A*+n[a+440>>2];n[x+4>>2]=B;n[x+8>>2]=C;n[x+12>>2]=A;lf(y|0,1,x|0);y=f[c+32>>2]|0;A=+n[a+476>>2];C=A*+n[a+468>>2];B=A*+n[a+472>>2];n[x>>2]=A*+n[a+464>>2];n[x+4>>2]=C;n[x+8>>2]=B;n[x+12>>2]=A;lf(y|0,1,x|0);Ygb(f[c+8>>2]|0);Fwb(258928,q<<24>>24!=0)|0;owb(258928,k,l,m,o)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,h<<24>>24!=0)|0;bwb(258928,e)|0;Yvb(258928,r)|0}ovb(v);Uvb(258928,t)|0;u=z;return}function Gfb(a,b){a=a|0;b=+b;if(!(b<=0.0)){a=a+456|0;if(+n[a>>2]==b)a=0;else{n[a>>2]=b;a=1}}else a=0;return a|0}function Hfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+460|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function Ifb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+452|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Jfb(a,b){a=a|0;b=b|0;var c=0;c=a+440|0;if(+n[c>>2]==+n[b>>2])if(+n[a+444>>2]==+n[b+4>>2])if(+n[a+448>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Kfb(a,b){a=a|0;b=+b;if(!(b<=0.0)){a=a+480|0;if(+n[a>>2]==b)a=0;else{n[a>>2]=b;a=1}}else a=0;return a|0}function Lfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+484|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function Mfb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+476|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Nfb(a,b){a=a|0;b=b|0;var c=0;c=a+464|0;if(+n[c>>2]==+n[b>>2])if(+n[a+468>>2]==+n[b+4>>2])if(+n[a+472>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Ofb(a){a=a|0;var b=0,c=0,d=0;b=a+48|0;c=a;d=c+48|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[b>>2]=7;n[a+52>>2]=1.0;n[a+56>>2]=.029999999329447746;n[a+60>>2]=2.0;n[a+64>>2]=1.0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+96>>2]=0;f[a+100>>2]=0;return}function Pfb(a){a=a|0;var b=0;f[a+8>>2]=0;b=a+12|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function Qfb(a,b){a=a|0;b=b|0;var c=0;b=(b|0)==0?0:b|1;c=a+48|0;if((f[c>>2]|0)==(b|0))return;f[c>>2]=b;f[a+68>>2]=0;c=a+72|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+96>>2]=0;c=a+100|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;a=a+44|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;iOb(b);return}function Rfb(a,b){a=a|0;b=+b;n[a+52>>2]=b;return}function Sfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+56>>2]=b;return}function Tfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+60>>2]=b;return}function Ufb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;g=c+4|0;d=c+8|0;e=c;n[g>>2]=b;n[d>>2]=0.0;n[e>>2]=1.0;e=b<1.0?g:e;f[a+64>>2]=f[(+n[e>>2]>0.0?e:d)>>2];u=c;return}function Vfb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+224|0;p=t+24|0;q=t;r=t+64|0;k=t+212|0;o=t+48|0;n=t+200|0;s=f[64756]|0;g=a+16|0;if(!(f[g>>2]|0)){e=q+16|0;f[q>>2]=40500;f[q+4>>2]=162;f[e>>2]=q;Evb(p,237430,199833,q,1);m=f[p>>2]|0;c=p+4|0;l=f[c>>2]|0;f[p>>2]=0;f[c>>2]=0;f[g>>2]=m;m=a+20|0;d=f[m>>2]|0;f[m>>2]=l;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[e>>2]|0;if((q|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);m=Jvb(f[g>>2]|0,237506)|0;f[a+124>>2]=m;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0)}g=a+24|0;if(!(f[g>>2]|0)){e=q+16|0;f[q>>2]=40500;f[q+4>>2]=162;f[e>>2]=q;Evb(p,237430,200175,q,1);m=f[p>>2]|0;c=p+4|0;l=f[c>>2]|0;f[p>>2]=0;f[c>>2]=0;f[g>>2]=m;m=a+28|0;d=f[m>>2]|0;f[m>>2]=l;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[e>>2]|0;if((q|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);m=Jvb(f[g>>2]|0,237506)|0;f[a+128>>2]=m;bwb(258928,f[f[g>>2]>>2]|0)|0;kf(Kvb(f[g>>2]|0,240573)|0,0.0,0.0,0.0,1.0)}c=a+68|0;if(!(f[c>>2]|0))Wfb(a,c,0);c=a+96|0;if(!(f[c>>2]|0))Wfb(a,c,1);f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;l=a+48|0;c=f[l>>2]|0;do if(c|0){g=a+32|0;if(!(f[g>>2]|0)){Sqa(q,c);h=f[q>>2]|0;_gb((f[m>>2]|0)-h>>2,h);h=r+4|0;f[r>>2]=15100;i=r+56|0;f[i>>2]=15120;tEb(r+56|0,h);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(h);f[h>>2]=39692;j=r+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[r+52>>2]=16;f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;k3a(h,p);if((b[p+11>>0]|0)<0)sOb(f[p>>2]|0);e=m3a(r,199879,38)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=KEb(e,(f[l>>2]|0)>>>1)|0;b[p>>0]=10;m3a(e,p,1)|0;l3a(o,h);fhb(k,o);e=p+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[e>>2]=d;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);Evb(o,237430,199918,p,1);k=f[o>>2]|0;c=o+4|0;v=f[c>>2]|0;f[o>>2]=0;f[c>>2]=0;f[g>>2]=k;k=a+36|0;d=f[k>>2]|0;f[k>>2]=v;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201322)|0,0);v=Kvb(f[g>>2]|0,200935)|0;c=f[q>>2]|0;cf(v|0,(f[m>>2]|0)-c>>2|0,c|0);c=Jvb(f[g>>2]|0,237506)|0;f[a+132>>2]=c;c=Kvb(f[g>>2]|0,199960)|0;f[a+136>>2]=c;c=Kvb(f[g>>2]|0,199977)|0;f[a+140>>2]=c;c=Kvb(f[g>>2]|0,200924)|0;f[a+144>>2]=c;c=f[e>>2]|0;if((p|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[r>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(r,39752);jDb(i);c=f[l>>2]|0;if(!c)break}j=a+40|0;if(!(f[j>>2]|0)){e=f[q>>2]|0;v=f[m>>2]|0;h=v;d=e;if((e|0)==(v|0)){g=h-d>>2;if(c>>>0>g>>>0){Sqa(q,c-g|0);d=f[q>>2]|0;c=f[m>>2]|0}else if(c>>>0<g>>>0){c=e+(~((-4-(c<<2)|0)>>>2)<<2)|0;f[m>>2]=c}else c=h;_gb(c-d>>2,d)}g=r+4|0;f[r>>2]=15100;h=r+56|0;f[h>>2]=15120;tEb(r+56|0,g);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(g);f[g>>2]=39692;i=r+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[r+52>>2]=16;f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;k3a(g,p);if((b[p+11>>0]|0)<0)sOb(f[p>>2]|0);e=m3a(r,199993,38)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=KEb(e,(f[l>>2]|0)>>>1)|0;b[p>>0]=10;m3a(e,p,1)|0;l3a(o,g);fhb(n,o);e=p+16|0;v=pOb(16)|0;f[v>>2]=40592;l=v+4|0;f[l>>2]=f[n>>2];f[l+4>>2]=f[n+4>>2];f[l+8>>2]=f[n+8>>2];f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;f[e>>2]=v;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);Evb(o,237430,199918,p,1);v=f[o>>2]|0;d=o+4|0;n=f[d>>2]|0;f[o>>2]=0;f[d>>2]=0;f[j>>2]=v;v=a+44|0;c=f[v>>2]|0;f[v>>2]=n;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}bwb(258928,f[f[j>>2]>>2]|0)|0;df(Kvb(f[j>>2]|0,201322)|0,0);v=Kvb(f[j>>2]|0,200935)|0;c=f[q>>2]|0;cf(v|0,(f[m>>2]|0)-c>>2|0,c|0);c=Jvb(f[j>>2]|0,237506)|0;f[a+148>>2]=c;c=Kvb(f[j>>2]|0,199960)|0;f[a+152>>2]=c;c=Kvb(f[j>>2]|0,199977)|0;f[a+156>>2]=c;c=Kvb(f[j>>2]|0,200924)|0;f[a+160>>2]=c;c=Kvb(f[j>>2]|0,200032)|0;f[a+164>>2]=c;c=f[e>>2]|0;if((p|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[r>>2]=39656;f[h>>2]=39676;f[g>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(g);kEb(r,39752);jDb(h)}}while(0);c=f[q>>2]|0;if(!c){bwb(258928,s)|0;u=t;return}d=f[m>>2]|0;if((d|0)!=(c|0))f[m>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);bwb(258928,s)|0;u=t;return}function Wfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+192|0;j=n;k=n+40|0;e=n+176|0;h=n+24|0;l=k+4|0;f[k>>2]=15100;m=k+56|0;f[m>>2]=15120;tEb(k+56|0,l);f[k+128>>2]=0;f[k+132>>2]=-1;f[k>>2]=39656;f[k+56>>2]=39676;xEb(l);f[l>>2]=39692;i=k+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[k+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(l,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);g=m3a(k,200040,16)|0;g=JEb(m3a(JEb(g,(f[a+48>>2]|0)!=0&1)|0,200057,26)|0,d&1)|0;b[j>>0]=10;m3a(g,j,1)|0;l3a(h,l);fhb(e,h);g=j+16|0;d=pOb(16)|0;f[d>>2]=40592;a=d+4|0;f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[g>>2]=d;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);Evb(h,237430,200084,j,1);a=f[h>>2]|0;d=h+4|0;e=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[c>>2]=a;h=c+4|0;a=f[h>>2]|0;f[h>>2]=e;if(a|0){iOb(a);a=f[d>>2]|0;if(a|0)iOb(a)}a=Jvb(f[c>>2]|0,237506)|0;f[c+8>>2]=a;a=Kvb(f[c>>2]|0,199960)|0;f[c+12>>2]=a;a=Kvb(f[c>>2]|0,200121)|0;f[c+16>>2]=a;a=Kvb(f[c>>2]|0,200032)|0;f[c+20>>2]=a;a=Kvb(f[c>>2]|0,199977)|0;f[c+24>>2]=a;bwb(258928,f[f[c>>2]>>2]|0)|0;df(Kvb(f[c>>2]|0,200134)|0,0);a=f[g>>2]|0;if((j|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[k>>2]=39656;f[m>>2]=39676;f[l>>2]=39692;if((b[i+11>>0]|0)>=0){oDb(l);kEb(k,39752);jDb(m);u=n;return}sOb(f[i>>2]|0);oDb(l);kEb(k,39752);jDb(m);u=n;return}function Xfb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0;da=u;u=u+352|0;I=da+336|0;ba=da+272|0;ca=da+248|0;K=da+240|0;$=da+176|0;aa=da;W=da+156|0;X=da+136|0;if(Xub()|0)if(avb()|0){Y=a+64|0;if(+n[Y>>2]<=0.0){u=da;return}h=f[c>>2]|0;if(!h){u=da;return}i=f[h+72>>2]|0;f[I>>2]=i;Z=f[h+76>>2]|0;_=(Z|0)==0;s=i;if(!_)gOb(Z);if(i|0){Vfb(a);h=f[a>>2]|0;if(!h){Xgb(ba);V=f[ba>>2]|0;h=ba+4|0;U=f[h>>2]|0;f[ba>>2]=0;f[h>>2]=0;f[a>>2]=V;V=a+4|0;i=f[V>>2]|0;f[V>>2]=U;if(i|0){iOb(i);h=f[h>>2]|0;if(h|0)iOb(h)}h=f[a>>2]|0}V=f[64754]|0;Yvb(258928,f[h>>2]|0)|0;M=f[64756]|0;N=f[64747]|0;nvb(ba);O=b[259206]|0;Hwb(258928,0)|0;P=b[259052]|0;kwb(258928,0)|0;Q=f[64773]|0;R=f[64775]|0;S=f[64774]|0;T=f[64776]|0;pwb(258928,1,771)|0;U=b[259204]|0;H=(e|0)!=0;J=H?a+96|0:a+68|0;Chb(ca);f[K>>2]=0;L=K+4|0;f[L>>2]=0;do if(H){h=s+16|0;i=s+20|0;Bhb($,g,f[h>>2]|0,f[i>>2]|0);Ehb(ca,$)|0;Ghb($);q=f[ca>>2]|0;o=f[ca+4>>2]|0;r=o;if(!o){f[K>>2]=q;f[L>>2]=r}else{gOb(o);o=f[L>>2]|0;f[K>>2]=q;f[L>>2]=r;if(o|0)iOb(o)}D=Hhb(ca)|0;B=f[64758]|0;C=f[64759]|0;dwb(258928,f[f[D>>2]>>2]|0)|0;D=f[64743]|0;E=f[64744]|0;F=f[64745]|0;G=f[64746]|0;Tvb(258928,0,0,f[h>>2]|0,f[i>>2]|0)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[s+8>>2]|0)|0;Ygb(f[a+124>>2]|0);Vvb(258928,0)|0;r=a+8|0;if(!(Kub(f[c>>2]|0,r)|0)){Cub($,f[c>>2]|0,0,1);A=f[$>>2]|0;o=$+4|0;z=f[o>>2]|0;f[$>>2]=0;f[o>>2]=0;f[r>>2]=A;A=a+12|0;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);o=f[o>>2]|0;if(o|0)iOb(o)}}dwb(258928,f[f[r>>2]>>2]|0)|0;Gub(f[r>>2]|0,0,K,3553,0);bwb(258928,f[f[a+24>>2]>>2]|0)|0;o=f[64795]|0;q=f[64796]|0;r=f[64797]|0;s=f[64798]|0;c=f[64799]|0;t=f[64800]|0;Awb(258928,7680,7680,7680)|0;v=f[64787]|0;w=f[64790]|0;x=f[64788]|0;y=f[64791]|0;z=f[64789]|0;A=f[64792]|0;uwb(258928,514,0,e)|0;e=b[259212]|0;Kwb(258928,1)|0;Ygb(f[a+128>>2]|0);Kwb(258928,e<<24>>24!=0)|0;if((v|0)==(w|0)&(x|0)==(y|0)&(z|0)==(A|0))uwb(258928,v,x,z)|0;else{vwb(258928,v,x,z)|0;wwb(258928,w,y,A)|0}if((o|0)==(s|0)&(q|0)==(c|0)&(r|0)==(t|0))Awb(258928,o,q,r)|0;else{Bwb(258928,o,q,r)|0;Cwb(258928,s,c,t)|0}Tvb(258928,D,E,F,G)|0;if((B|0)==(C|0)){dwb(258928,B)|0;break}else{ewb(258928,B)|0;fwb(258928,C)|0;break}}else{i=s+20|0;h=s+16|0}while(0);bwb(258928,f[f[J>>2]>>2]|0)|0;LAa(GAa(d)|0,aa);n[$>>2]=+p[aa>>3];n[$+4>>2]=+p[aa+8>>3];n[$+8>>2]=+p[aa+16>>3];n[$+12>>2]=+p[aa+24>>3];n[$+16>>2]=+p[aa+32>>3];n[$+20>>2]=+p[aa+40>>3];n[$+24>>2]=+p[aa+48>>3];n[$+28>>2]=+p[aa+56>>3];n[$+32>>2]=+p[aa+64>>3];n[$+36>>2]=+p[aa+72>>3];n[$+40>>2]=+p[aa+80>>3];n[$+44>>2]=+p[aa+88>>3];n[$+48>>2]=+p[aa+96>>3];n[$+52>>2]=+p[aa+104>>3];n[$+56>>2]=+p[aa+112>>3];n[$+60>>2]=+p[aa+120>>3];m=1.0/+(f[i>>2]|0);n[aa>>2]=1.0/+(f[h>>2]|0);r=aa+4|0;n[r>>2]=m;nf(f[J+12>>2]|0,1,0,$|0);ff(f[J+16>>2]|0,1,aa|0);bf(f[J+20>>2]|0,+(+n[Y>>2]));bf(f[J+24>>2]|0,+(+n[a+60>>2]*+n[r>>2]*2.0*6.828428268432617));Uvb(258928,0)|0;Vvb(258928,f[(f[(H?K:I)>>2]|0)+8>>2]|0)|0;if(!(f[a+48>>2]|0)){Fwb(258928,1)|0;Ygb(f[J+8>>2]|0)}else{if(H){Dhb(W,ca);h=f[I>>2]|0}else{h=f[I>>2]|0;Bhb(W,g,f[h+16>>2]|0,f[h+20>>2]|0)}i=h+16|0;h=h+20|0;Bhb(X,g,f[i>>2]|0,f[h>>2]|0);j=+n[64765];k=+n[64766];l=+n[64767];m=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;d=Hhb(X)|0;o=f[64758]|0;q=f[64759]|0;dwb(258928,f[f[d>>2]>>2]|0)|0;d=f[64743]|0;I=f[64744]|0;K=f[64745]|0;g=f[64746]|0;Tvb(258928,0,0,f[i>>2]|0,f[h>>2]|0)|0;Vd(16384);Fwb(258928,0)|0;Ygb(f[J+8>>2]|0);h=Hhb(W)|0;dwb(258928,f[f[h>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+32>>2]>>2]|0)|0;nf(f[a+136>>2]|0,1,0,$|0);h=a+56|0;bf(f[a+140>>2]|0,+(+n[h>>2]));i=a+52|0;ef(f[a+144>>2]|0,+(+n[i>>2]*+n[aa>>2]),0.0);Uvb(258928,0)|0;Vvb(258928,f[(f[X>>2]|0)+8>>2]|0)|0;Ygb(f[a+132>>2]|0);Tvb(258928,d,I,K,g)|0;if((o|0)==(q|0))dwb(258928,o)|0;else{ewb(258928,o)|0;fwb(258928,q)|0}bwb(258928,f[f[a+40>>2]>>2]|0)|0;Fwb(258928,1)|0;nf(f[a+152>>2]|0,1,0,$|0);bf(f[a+156>>2]|0,+(+n[h>>2]));bf(f[a+164>>2]|0,+(+n[Y>>2]));ef(f[a+160>>2]|0,0.0,+(+n[i>>2]*+n[r>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[W>>2]|0)+8>>2]|0)|0;Ygb(f[a+148>>2]|0);mwb(258928,j,k,l,m)|0;Ghb(X);Ghb(W)}h=f[L>>2]|0;if(h|0)iOb(h);Ghb(ca);Fwb(258928,U<<24>>24!=0)|0;owb(258928,Q,R,S,T)|0;kwb(258928,P<<24>>24!=0)|0;Hwb(258928,O<<24>>24!=0)|0;ovb(ba);Uvb(258928,N)|0;bwb(258928,M)|0;Yvb(258928,V)|0}if(!_)iOb(Z);u=da;return}f[a+8>>2]=0;ca=a+12|0;h=f[ca>>2]|0;f[ca>>2]=0;if(!h){u=da;return}iOb(h);u=da;return}function Yfb(a){a=a|0;var b=0;f[a>>2]=0;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function Zfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+24|0;h=j;i=a+16|0;if(f[i>>2]|0){u=j;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200175,h,1);e=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[i>>2]=e;e=a+20|0;b=f[e>>2]|0;f[e>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200142,h,1);e=a+24|0;k=f[g>>2]|0;c=g+4|0;l=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=k;k=a+28|0;b=f[k>>2]|0;f[k>>2]=l;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=Jvb(f[i>>2]|0,237506)|0;f[a+136>>2]=l;l=Jvb(f[e>>2]|0,237506)|0;f[a+144>>2]=l;l=Kvb(f[i>>2]|0,240573)|0;f[a+140>>2]=l;l=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,l)|0;u=j;return}function _fb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+32|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,200214,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+36|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+148>>2]=j;j=Kvb(f[g>>2]|0,200255)|0;f[a+152>>2]=j;j=Kvb(f[g>>2]|0,200272)|0;f[a+156>>2]=j;j=Kvb(f[g>>2]|0,200288)|0;f[a+160>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function $fb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0.0,ha=0.0,ia=0.0;fa=u;u=u+48|0;ea=fa+24|0;ca=fa+16|0;da=fa;l=f[c>>2]|0;if(!l){u=fa;return}if(!(Kub(l,a)|0)){Cub(ea,f[c>>2]|0,0,1);ba=f[ea>>2]|0;l=ea+4|0;aa=f[l>>2]|0;f[ea>>2]=0;f[l>>2]=0;f[a>>2]=ba;ba=a+4|0;m=f[ba>>2]|0;f[ba>>2]=aa;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}}Zfb(a);ba=uub(f[(f[c>>2]|0)+4>>2]|0)|0;Bhb(ea,h,ba,vub(f[(f[c>>2]|0)+4>>2]|0)|0);f[ca>>2]=f[ea>>2];ba=ca+4|0;l=f[ea+4>>2]|0;f[ba>>2]=l;if(l|0)gOb(l);h=a+8|0;l=f[h>>2]|0;if(!l){Xgb(da);aa=f[da>>2]|0;l=da+4|0;$=f[l>>2]|0;f[da>>2]=0;f[l>>2]=0;f[h>>2]=aa;aa=a+12|0;m=f[aa>>2]|0;f[aa>>2]=$;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}l=f[h>>2]|0;if(!l)l=0;else z=14}else z=14;if((z|0)==14)l=f[l>>2]|0;aa=f[64754]|0;Yvb(258928,l)|0;D=f[64756]|0;E=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;F=+n[64765];G=+n[64766];H=+n[64767];I=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;J=b[259206]|0;Hwb(258928,0)|0;K=b[259052]|0;kwb(258928,0)|0;L=f[64795]|0;M=f[64796]|0;N=f[64797]|0;O=f[64798]|0;P=f[64799]|0;Q=f[64800]|0;Awb(258928,7680,7680,7680)|0;R=f[64787]|0;S=f[64790]|0;T=f[64788]|0;U=f[64791]|0;V=f[64789]|0;W=f[64792]|0;X=b[259204]|0;Fwb(258928,0)|0;Y=f[64773]|0;Z=f[64775]|0;_=f[64774]|0;$=f[64776]|0;pwb(258928,1,771)|0;l=f[a>>2]|0;if(!l)l=0;else l=f[l>>2]|0;x=f[64758]|0;y=f[64759]|0;dwb(258928,l)|0;w=f[ca>>2]|0;r=f[64743]|0;s=f[64744]|0;t=f[64745]|0;v=f[64746]|0;Tvb(258928,0,0,f[w+16>>2]|0,f[w+20>>2]|0)|0;Gub(f[a>>2]|0,0,ca,3553,0);w=b[259212]|0;Kwb(258928,1)|0;Vd(16384);C=a+16|0;l=f[C>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;a:do if(i){p=a+72|0;q=a+88|0;do if(+n[p>>2]==+n[q>>2]){m=a+76|0;if(+n[m>>2]==+n[a+92>>2]){o=a+80|0;if(+n[o>>2]==+n[a+96>>2]){l=a+84|0;ga=+n[l>>2];h=ga>0.0;if(!(ga==+n[a+100>>2]))if(h){h=o;z=29;break}else break;if(!h)break a;uwb(258928,517,0,f[g+4>>2]|f[g>>2])|0;B=f[a+140>>2]|0;ga=+n[l>>2];ia=ga*+n[m>>2];ha=ga*+n[o>>2];n[da>>2]=+n[p>>2]*ga;n[da+4>>2]=ia;n[da+8>>2]=ha;n[da+12>>2]=ga;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0);break a}else z=23}else z=23}else z=23;while(0);if((z|0)==23){l=a+84|0;if(+n[l>>2]>0.0){m=a+76|0;h=a+80|0;z=29}}if((z|0)==29){uwb(258928,517,0,f[g>>2]|0)|0;B=f[a+140>>2]|0;ia=+n[l>>2];ga=ia*+n[m>>2];ha=ia*+n[h>>2];n[da>>2]=+n[p>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0)}l=a+100|0;if(+n[l>>2]>0.0){uwb(258928,517,0,f[g+4>>2]|0)|0;B=f[a+140>>2]|0;ia=+n[l>>2];ga=ia*+n[a+92>>2];ha=ia*+n[a+96>>2];n[da>>2]=+n[q>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0)}}while(0);Fwb(258928,1)|0;l=a+52|0;if(+n[l>>2]>0.0){uwb(258928,514,e|d,e)|0;A=a+140|0;B=f[A>>2]|0;ia=+n[l>>2];ga=ia*+n[a+44>>2];ha=ia*+n[a+48>>2];n[da>>2]=+n[a+40>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);B=a+136|0;Ygb(f[B>>2]|0)}else{B=a+136|0;A=a+140|0}uwb(258928,517,0,d)|0;d=f[A>>2]|0;ia=+n[a+68>>2];ga=ia*+n[a+60>>2];ha=ia*+n[a+64>>2];n[da>>2]=+n[a+56>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(d|0,1,da|0);Ygb(f[B>>2]|0);Kwb(258928,w<<24>>24!=0)|0;Tvb(258928,r,s,t,v)|0;if((x|0)==(y|0))dwb(258928,x)|0;else{ewb(258928,x)|0;fwb(258928,y)|0}l=f[a+24>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;l=f[ca>>2]|0;if(!l)l=0;else l=f[l+8>>2]|0;Vvb(258928,l)|0;Ygb(f[a+144>>2]|0);Ffb(j,3,f[c>>2]|0,0,k,1);do if(i){e=a+116|0;if(+n[e>>2]<=0.0)if(+n[a+132>>2]<=0.0)break;_fb(a);Vvb(258928,0)|0;l=f[a>>2]|0;if(!l)l=0;else l=f[l>>2]|0;y=f[64758]|0;z=f[64759]|0;dwb(258928,l)|0;q=f[ca>>2]|0;m=f[64743]|0;h=f[64744]|0;o=f[64745]|0;p=f[64746]|0;Tvb(258928,0,0,f[q+16>>2]|0,f[q+20>>2]|0)|0;q=b[259204]|0;Fwb(258928,0)|0;r=b[259048]|0;s=b[259049]|0;t=b[259050]|0;v=b[259051]|0;Vd(16384);w=b[259212]|0;Kwb(258928,1)|0;l=f[C>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;kf(f[A>>2]|0,1.0,1.0,1.0,1.0);if(+n[e>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[g+8>>2]|0)|0;Ygb(f[B>>2]|0)}x=a+132|0;if(+n[x>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[g+12>>2]|0)|0;Ygb(f[B>>2]|0)}Kwb(258928,w<<24>>24!=0)|0;jwb(258928,r<<24>>24!=0,s<<24>>24!=0,t<<24>>24!=0,v<<24>>24!=0)|0;Fwb(258928,q<<24>>24!=0)|0;Tvb(258928,m,h,o,p)|0;if((y|0)==(z|0))dwb(258928,y)|0;else{ewb(258928,y)|0;fwb(258928,z)|0}l=f[a+32>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;l=f[ca>>2]|0;if(!l)l=0;else l=f[l+8>>2]|0;Vvb(258928,l)|0;g=f[a+152>>2]|0;ia=+n[e>>2];ha=ia*+n[a+108>>2];ga=ia*+n[a+112>>2];n[da>>2]=+n[a+104>>2]*ia;n[da+4>>2]=ha;n[da+8>>2]=ga;n[da+12>>2]=ia;lf(g|0,1,da|0);g=f[a+156>>2]|0;ia=+n[x>>2];ga=ia*+n[a+124>>2];ha=ia*+n[a+128>>2];n[da>>2]=+n[a+120>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(g|0,1,da|0);da=f[ca>>2]|0;ef(f[a+160>>2]|0,+(1.5/+(f[da+16>>2]|0)),+(1.5/+(f[da+20>>2]|0)));Ygb(f[a+148>>2]|0)}while(0);owb(258928,Y,Z,_,$)|0;Fwb(258928,X<<24>>24!=0)|0;if((R|0)==(S|0)&(T|0)==(U|0)&(V|0)==(W|0))uwb(258928,R,T,V)|0;else{vwb(258928,R,T,V)|0;wwb(258928,S,U,W)|0}if((L|0)==(O|0)&(M|0)==(P|0)&(N|0)==(Q|0))Awb(258928,L,M,N)|0;else{Bwb(258928,L,M,N)|0;Cwb(258928,O,P,Q)|0}kwb(258928,K<<24>>24!=0)|0;Hwb(258928,J<<24>>24!=0)|0;mwb(258928,F,G,H,I)|0;Vvb(258928,E)|0;bwb(258928,D)|0;Yvb(258928,aa)|0;l=f[ba>>2]|0;if(l|0)iOb(l);Ghb(ea);u=fa;return}function agb(a){a=a|0;var c=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;b[a+24>>0]=0;b[a+25>>0]=3;b[a+26>>0]=2;n[a+28>>2]=1.0;n[a+32>>2]=1.0;n[a+36>>2]=1.0;n[a+40>>2]=.5;n[a+44>>2]=0.0;n[a+48>>2]=1.0;n[a+52>>2]=0.0;n[a+56>>2]=1.0;n[a+60>>2]=0.0;n[a+64>>2]=1.0;n[a+68>>2]=0.0;n[a+72>>2]=1.0;n[a+76>>2]=0.0;n[a+80>>2]=0.0;n[a+84>>2]=.5;n[a+88>>2]=1.0;n[a+92>>2]=.5;n[a+96>>2]=0.0;n[a+100>>2]=.5;n[a+104>>2]=1.0;n[a+108>>2]=.25;c=a+112|0;f[a+176>>2]=0;f[a+180>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+236>>2]=0;f[a+240>>2]=0;f[a+256>>2]=0;f[a+260>>2]=0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;return}function bgb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=f[a+32>>2]|0;i=f[a+40>>2]|0;j=f[a+640>>2]|0;d=f[a+752>>2]|0;k=f[a+1040>>2]|0;a:{b:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+344|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){c:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break b;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break c;b=f[b>>2]|0;if(!b)break b}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break c}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break b}b=f[b>>2]|0;if(!b)break b}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+344|0,a+8|0)|0}}}while(0);d=f[h+368>>2]|0;d:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+364|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){e:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break d;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break e;b=f[b>>2]|0;if(!b)break d}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break e}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break d}b=f[b>>2]|0;if(!b)break d}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+364|0,a+8|0)|0}}}while(0);d=f[h+388>>2]|0;f:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+384|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){g:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break f;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break g;b=f[b>>2]|0;if(!b)break f}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break g}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break f}b=f[b>>2]|0;if(!b)break f}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+384|0,a+8|0)|0}}}while(0);d=f[h+408>>2]|0;h:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+404|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){i:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break h;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break i;b=f[b>>2]|0;if(!b)break h}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break i}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break h}b=f[b>>2]|0;if(!b)break h}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+404|0,a+8|0)|0}}}while(0);d=f[h+428>>2]|0;j:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+424|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){k:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break j;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break k;b=f[b>>2]|0;if(!b)break j}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break k}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break j}b=f[b>>2]|0;if(!b)break j}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+424|0,a+8|0)|0}}}while(0);d=f[h+448>>2]|0;l:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+444|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){m:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break l;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break m;b=f[b>>2]|0;if(!b)break l}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break m}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break l}b=f[b>>2]|0;if(!b)break l}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+444|0,a+8|0)|0}}}while(0);d=f[h+468>>2]|0;if(!d){u=a;f[a+1048>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+464|0)>>2]|0)+(e<<2)>>2]|0;if(!b){u=a;f[a+1048>>2]=5;break a}b=f[b>>2]|0;if(!b){u=a;f[a+1048>>2]=5;break a}n:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0))){k=229;break}if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0)){g=b;break n}b=f[b>>2]|0;if(!b){k=229;break}}if((k|0)==229){u=a;f[a+1048>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0)){g=b;break n}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){k=229;break}}b=f[b>>2]|0;if(!b){k=229;break}}if((k|0)==229){u=a;f[a+1048>>2]=5;break a}}while(0);f[(a+4|0)>>2]=g;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+464|0,a+8|0)|0;u=a;f[a+1048>>2]=5;break a}f[a+1040>>2]=k}function cgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0;D=f[a+352>>2]|0;E=f[a+360>>2]|0;I=f[a+368>>2]|0;M=f[a+392>>2]|0;Q=f[a+416>>2]|0;R=f[a+424>>2]|0;J=f[a+928>>2]|0;K=f[a+1024>>2]|0;L=f[a+1080>>2]|0;N=f[a+1928>>2]|0;O=f[a+1944>>2]|0;P=f[a+1952>>2]|0;S=f[a+2008>>2]|0;a:{if(S){S=0;if(1){F=dLa(I)|0;f[(a+88|0)>>2]=F;f[(a+88|0)+4>>2]=I;f[(a+88|0)+8>>2]=0;f[(a+88|0)+12>>2]=0;f[(a+88|0)+16>>2]=1;f[(a+88|0)+20>>2]=0;F=(a+88|0)+24|0;n[(a+88|0)+40>>2]=1.0;f[F>>2]=J;C=(J&16512|0)==128?E+381|0:E+384|0;G=(a+248|0)+28|0;H=(a+248|0)+32|0;B=0;z=0;while(1){e=1<<z;do if(e&(L&7&((L&255)>>>3&7|M)&255)|0){A=f[(a+216|0)+(z<<2)>>2]|0;if(A|0){c=I+12+(z<<3)|0;d=f[c>>2]|0;if(!d){fKa(I,B);d=f[c>>2]|0}y=f[K+36+(z<<2)>>2]|0;v=f[(I+200|0)>>2]|0;x=h[(I+200|0)+4>>0]|0;t=ZPb(v|0,x&255|0,3)|0;w=ZPb(v|0,x&255|0,6)|0;x=ZPb(v|0,x&255|0,9)|0;if(!(e&7&(t|v|w|x))){x=f[(a+132|0)+(z<<2)>>2]|0;T=+n[(b[((a+132|0)+24|0)>>0]|0?(a+132|0)+12|0:a+168|0)+(z<<2)>>2];f[F>>2]=(f[O>>2]|J)&f[P>>2];ecb(D,B,a+88|0,L&7&((L&255)>>>3&7|M),(x|0)==0?d:x,(a+180|0)+(z*12|0)|0,T,(f[(a+228|0)+(z<<2)>>2]|0)+y|0,A,(b[N>>0]|0)!=0,(b[((a+132|0)+26|0)>>0]|0)!=0,Q,b[C+z>>0]|0,R);break}w=LKa(I,B)|0;e=IKa(I,B)|0;i=KKa(I,B)|0;j=JKa(I,B)|0;x=f[(a+228|0)+(z<<2)>>2]|0;v=f[w>>2]|0;w=f[w+4>>2]|0;if((v|0)==(w|0)){c=-1;g=1}else{c=f[v+4>>2]|0;if(!c){c=f[v+8>>2]|0;g=0}else g=1}t=f[e>>2]|0;s=f[e+4>>2]|0;if((t|0)==(s|0)){e=-1;q=1}else{e=f[t>>2]|0;if(!e){e=f[t+4>>2]|0;q=0}else q=1}r=f[i>>2]|0;p=f[i+4>>2]|0;if((r|0)==(p|0)){i=-1;m=1}else{i=f[r+12>>2]|0;if(!i){i=f[r+16>>2]|0;m=0}else m=1}o=f[j>>2]|0;l=f[j+4>>2]|0;do if((o|0)==(l|0)){j=-1;k=1}else{j=f[o>>2]|0;if(j|0){k=1;break}j=f[o+4>>2]|0;k=0}while(0);f[a>>2]=v;f[(a+4|0)>>2]=w;f[(a+8|0)>>2]=0;f[(a+12|0)>>2]=c;b[(a+16|0)>>0]=g;b[(a+17|0)>>0]=b[(a+284|0)>>0]|0;b[(a+17|0)+1>>0]=b[(a+284|0)+1>>0]|0;b[(a+17|0)+2>>0]=b[(a+284|0)+2>>0]|0;f[(a+20|0)>>2]=t;f[(a+24|0)>>2]=s;f[(a+28|0)>>2]=0;f[(a+32|0)>>2]=e;b[(a+36|0)>>0]=q;b[(a+37|0)>>0]=b[(a+248|0)>>0]|0;b[(a+37|0)+1>>0]=b[(a+248|0)+1>>0]|0;b[(a+37|0)+2>>0]=b[(a+248|0)+2>>0]|0;f[(a+40|0)>>2]=r;f[(a+44|0)>>2]=p;f[(a+48|0)>>2]=0;f[(a+52|0)>>2]=i;b[(a+56|0)>>0]=m;b[(a+57|0)>>0]=b[(a+240|0)>>0]|0;b[(a+57|0)+1>>0]=b[(a+240|0)+1>>0]|0;b[(a+57|0)+2>>0]=b[(a+240|0)+2>>0]|0;f[(a+60|0)>>2]=o;f[(a+64|0)>>2]=l;f[(a+68|0)>>2]=0;f[(a+72|0)>>2]=j;b[(a+76|0)>>0]=k;b[(a+77|0)>>0]=b[(a+328|0)>>0]|0;b[(a+77|0)+1>>0]=b[(a+328|0)+1>>0]|0;b[(a+77|0)+2>>0]=b[(a+328|0)+2>>0]|0;f[(a+80|0)>>2]=0;e=e>>>0<c>>>0?e:c;e=i>>>0<e>>>0?i:e;e=j>>>0<e>>>0?j:e;f[(a+84|0)>>2]=e;b:do if(A+x|0|0){q=(a+248|0)+(z<<2)|0;r=(a+180|0)+(z*12|0)|0;c=0;while(1){f[F>>2]=J;if(!(g<<24>>24)){p=f[f[a>>2]>>2]|0;f[F>>2]=J|32768;g=J|32768}else{p=d;g=J}if(!(b[(a+36|0)>>0]|0)){g=g|134217728;f[F>>2]=g;i=E+381|0}else i=C;o=b[i+z>>0]|0;if(!(b[(a+56|0)>>0]|0)){g=g|8388608;f[F>>2]=g;w=f[(a+40|0)>>2]|0;f[(a+284|0)>>2]=f[w>>2];f[(a+284|0)+4>>2]=f[w+4>>2];f[(a+284|0)+8>>2]=f[w+8>>2]}else{f[(a+284|0)>>2]=f[r>>2];f[(a+284|0)+4>>2]=f[r+4>>2];f[(a+284|0)+8>>2]=f[r+8>>2]}if(!(b[(a+76|0)>>0]|0)){g=g|2097152;f[F>>2]=g}i=f[(K+52|0)>>2]|0;f[(a+248|0)>>2]=0;f[(a+248|0)+4>>2]=0;f[(a+248|0)+8>>2]=0;b[((a+248|0)+24|0)>>0]=0;b[((a+248|0)+25|0)>>0]=0;b[((a+248|0)+26|0)>>0]=0;f[G>>2]=0;f[H>>2]=-1;do if((g&4194304|0)==0&(b[(E+226|0)>>0]|0)==3){b[((a+248|0)+24|0)>>0]=1;if(!(g&2097152)){b[((a+248|0)+25|0)>>0]=0;f[((a+248|0)+12|0)>>2]=f[(E+284|0)>>2];i=f[(E+260|0)>>2]|0;if(!i){j=-1;k=0}else{f[G>>2]=32768;f[H>>2]=-8388609;f[(a+248|0)>>2]=i;j=-8388609;k=32768}f[((a+248|0)+16|0)>>2]=f[(E+288|0)>>2];i=f[(E+268|0)>>2]|0;if(i){f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+4|0)>>2]=i;j=-8388609;k=32768}f[((a+248|0)+20|0)>>2]=f[(E+292|0)>>2];i=f[(E+276|0)>>2]|0;if(!i){m=1;i=(a+248|0)+12|0;l=0;break}f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+8|0)>>2]=i;m=1;k=32768;j=-8388609;i=(a+248|0)+12|0;l=0;break}else{b[((a+248|0)+25|0)>>0]=1;n[((a+248|0)+12|0)>>2]=1.0;i=f[(E+236|0)>>2]|0;if(!i){j=-1;k=0}else{f[G>>2]=32768;f[H>>2]=-8388609;f[(a+248|0)>>2]=i;j=-8388609;k=32768}n[((a+248|0)+16|0)>>2]=1.0;i=f[(E+244|0)>>2]|0;if(i){f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+4|0)>>2]=i;j=-8388609;k=32768}n[((a+248|0)+20|0)>>2]=1.0;i=f[(E+252|0)>>2]|0;if(!i){m=0;i=(a+248|0)+12|0;l=1;break}f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+8|0)>>2]=i;m=0;k=32768;j=-8388609;i=(a+248|0)+12|0;l=1;break}}else{b[((a+248|0)+25|0)>>0]=0;m=(g&32768|0)==0&(i&32768|0)!=0&1;k=0;j=-1;i=a+168|0;l=0}while(0);b[((a+248|0)+26|0)>>0]=m;f[F>>2]=(k|g)&j;v=f[q>>2]|0;w=x>>>0<c>>>0?c:x;c=e+c|0;c=c>>>0<(A+x|0)>>>0?c:A+x|0;ecb(D,B,a+88|0,L&7&((L&255)>>>3&7|M),(v|0)==0?p:v,a+284|0,+n[i+(z<<2)>>2],w+y|0,(c>>>0<w>>>0?w:c)-w|0,l,m<<24>>24!=0,Q,o,R);c=(f[(a+80|0)>>2]|0)+(f[(a+84|0)>>2]|0)|0;f[(a+80|0)>>2]=c;f[(a+240|0)>>2]=c;f[((a+240|0)+4|0)>>2]=-1;b[(a+284|0)>>0]=b[(a+248|0)>>0]|0;mcb(a,a+240|0,a+284|0);c=f[(a+80|0)>>2]|0;e=(f[((a+240|0)+4|0)>>2]|0)-c|0;f[(a+84|0)>>2]=e;if(c>>>0>=(A+x|0)>>>0)break b;g=b[(a+16|0)>>0]|0}}while(0)}}while(0);c=z+1|0;B=c&255;if((B&255)>=3)break;else z=c&255}}else S=1}u=a;f[a+2016>>2]=5;break a}f[a+2008>>2]=S}function dgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0.0,$=0.0,aa=0.0,ba=0.0;X=f[a+13728>>2]|0;Z=f[a+13752>>2]|0;g=f[a+13760>>2]|0;c=f[a+13768>>2]|0;Y=f[a+13808>>2]|0;W=f[a+14736>>2]|0;if((W|0)==37){Zib(a+24|0,c,a+128|0,a+56|0);_=+p[(a+24|0)+8>>3];u=+p[(a+24|0)+16>>3];v=+p[(a+24|0)+24>>3];n[(a+688|0)>>2]=+p[(a+24|0)>>3];n[(a+688|0)+4>>2]=_;n[(a+688|0)+8>>2]=u;n[(a+688|0)+12>>2]=v}n[(a+24|0)>>2]=1.0;n[(a+684|0)>>2]=1.0;Kha(a);n[(a+24|0)>>2]=+(f[64745]|0)/+(f[a>>2]|0);n[(a+684|0)>>2]=+(f[64746]|0)/+(f[a+4>>2]|0);c=f[X>>2]|0;W=j[(c+230|0)>>1]|j[(c+230|0)+2>>1]<<16;b[a>>0]=W>>>1&1;b[(a+13704|0)>>0]=W&1;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&16){b[(a+13704|0)>>0]=1;b[a>>0]=0}f[(a+680|0)>>2]=(b[(a+13705|0)>>0]|0)==2?42:58;b[(a+13703|0)>>0]=b[c+225>>0]|0;f[(a+672|0)>>2]=a+13703|0;f[(a+672|0)+4>>2]=a+680|0;f[(a+664|0)>>2]=f[c+128>>2];b[(a+13699|0)>>0]=b[c+229>>0]|0;c=aab(c)|0;d=f[X>>2]|0;b[(a+13698|0)>>0]=b[d+312>>0]|0;b[(a+13697|0)>>0]=b[d+313>>0]|0;e=(E9a(d)|0)&1;b[(a+13696|0)>>0]=e;ba=+p[((a+128|0)+40|0)>>3];$=+p[((a+128|0)+80|0)>>3];v=+p[((a+128|0)+72|0)>>3];aa=+p[((a+128|0)+48|0)>>3];u=+p[((a+128|0)+8|0)>>3];_=+p[((a+128|0)+16|0)>>3];if(+p[((a+128|0)+64|0)>>3]*(aa*u-ba*_)+(+p[(a+128|0)>>3]*(ba*$-v*aa)-+p[((a+128|0)+32|0)>>3]*($*u-v*_))<0.0)b[(a+13696|0)>>0]=e^1;f[(a+552|0)>>2]=a+13704|0;f[(a+552|0)+4>>2]=a;f[(a+552|0)+8>>2]=X;f[(a+552|0)+12>>2]=a+13600|0;f[(a+552|0)+16>>2]=a+13536|0;f[(a+552|0)+20>>2]=a+756|0;f[(a+552|0)+24>>2]=a+704|0;f[(a+552|0)+28>>2]=a+688|0;f[(a+552|0)+32>>2]=a+13680|0;f[(a+552|0)+36>>2]=a+13676|0;f[(a+552|0)+40>>2]=a+13672|0;f[(a+552|0)+44>>2]=a+664|0;f[(a+552|0)+48>>2]=a+13706|0;f[(a+552|0)+52>>2]=d+216;f[(a+552|0)+56>>2]=d+208;f[(a+552|0)+60>>2]=a+13699|0;f[(a+552|0)+64>>2]=c;f[(a+552|0)+68>>2]=a+13696|0;f[(a+552|0)+72>>2]=a+13468|0;f[(a+552|0)+76>>2]=a+13464|0;f[(a+552|0)+80>>2]=a+13472|0;f[(a+552|0)+84>>2]=a+672|0;f[(a+552|0)+88>>2]=a+1152|0;f[(a+552|0)+92>>2]=a+13702|0;f[(a+552|0)+96>>2]=g;f[(a+552|0)+100>>2]=a+1144|0;f[(a+552|0)+104>>2]=a+256|0;f[(a+552|0)+108>>2]=a+13688|0;f[(a+440|0)>>2]=a+13706|0;f[(a+440|0)+4>>2]=X;f[(a+440|0)+8>>2]=a+13600|0;f[(a+440|0)+12>>2]=a+13536|0;f[(a+440|0)+16>>2]=a+756|0;f[(a+440|0)+20>>2]=a+704|0;f[(a+440|0)+24>>2]=a+688|0;f[(a+440|0)+28>>2]=a+13680|0;f[(a+440|0)+32>>2]=a+13676|0;f[(a+440|0)+36>>2]=a+13672|0;f[(a+440|0)+40>>2]=a+664|0;f[(a+440|0)+44>>2]=c;f[(a+440|0)+48>>2]=a+24|0;f[(a+440|0)+52>>2]=a+684|0;f[(a+440|0)+56>>2]=a+13460|0;f[(a+440|0)+60>>2]=a+13456|0;f[(a+440|0)+64>>2]=a+13472|0;f[(a+440|0)+68>>2]=a+13705|0;f[(a+440|0)+72>>2]=a+13701|0;f[(a+440|0)+76>>2]=a+672|0;f[(a+440|0)+80>>2]=a+1152|0;f[(a+440|0)+84>>2]=a+13700|0;f[(a+440|0)+88>>2]=a+13702|0;f[(a+440|0)+92>>2]=g;f[(a+440|0)+96>>2]=a+1144|0;f[(a+440|0)+100>>2]=a+13668|0;f[(a+440|0)+104>>2]=a+13688|0;f[(a+344|0)>>2]=a+13452|0;f[(a+344|0)+4>>2]=X;f[(a+344|0)+8>>2]=a+13600|0;f[(a+344|0)+12>>2]=a+13536|0;f[(a+344|0)+16>>2]=a+756|0;f[(a+344|0)+20>>2]=a+704|0;f[(a+344|0)+24>>2]=a+688|0;f[(a+344|0)+28>>2]=a+13680|0;f[(a+344|0)+32>>2]=a+13676|0;f[(a+344|0)+36>>2]=a+13672|0;f[(a+344|0)+40>>2]=a+664|0;f[(a+344|0)+44>>2]=a+13698|0;f[(a+344|0)+48>>2]=a+13697|0;f[(a+344|0)+52>>2]=c;f[(a+344|0)+56>>2]=a+13460|0;f[(a+344|0)+60>>2]=a+13456|0;f[(a+344|0)+64>>2]=a+13472|0;f[(a+344|0)+68>>2]=a+672|0;f[(a+344|0)+72>>2]=a+1152|0;f[(a+344|0)+76>>2]=a+13702|0;f[(a+344|0)+80>>2]=g;f[(a+344|0)+84>>2]=a+1144|0;f[(a+344|0)+88>>2]=a+13664|0;f[(a+344|0)+92>>2]=a+13688|0;d=b[259205]|0;e=b[259206]|0;Hwb(258928,1)|0;g=f[64756]|0;i=f[64754]|0;k=f[64755]|0;l=f[64764]|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;s=f[64747]|0;nvb(a+280|0);t=f[64778]|0;qwb(258928,515)|0;u=+n[64779];v=+n[64780];w=f[64793]|0;x=f[64794]|0;y=f[64795]|0;z=f[64796]|0;A=f[64797]|0;B=f[64798]|0;C=f[64799]|0;D=f[64800]|0;E=f[64787]|0;F=f[64790]|0;G=f[64788]|0;H=f[64791]|0;I=f[64789]|0;J=f[64792]|0;uwb(258928,519,255,0)|0;K=b[259212]|0;Kwb(258928,1)|0;L=b[259052]|0;M=b[259048]|0;N=b[259049]|0;O=b[259050]|0;P=b[259051]|0;Q=b[259204]|0;Fwb(258928,0)|0;R=f[64773]|0;S=f[64775]|0;T=f[64774]|0;U=f[64776]|0;pwb(258928,1,771)|0;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1)dwb(258928,f[f[X+24>>2]>>2]|0)|0;Cdb(a+552|0,Z+4|0,Z+244|0,0)|0;Ddb(a+440|0,Z+24|0,Z+264|0,0)|0;Edb(a+344|0,Z+44|0,Z+284|0,0)|0;W=(b[(a+13706|0)>>0]|0)!=1;V=(f[(X+40|0)>>2]|0)!=0&W;if(V&((b[(a+13705|0)>>0]|0)!=3|(b[(a+13699|0)>>0]|0)!=0)|W^1)c=0;else{Fwb(258928,1)|0;kwb(258928,0)|0;c=1}do if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1){if(V){dwb(258928,f[f[(X+40|0)>>2]>>2]|0)|0;break}if(c)dwb(258928,f[f[X+32>>2]>>2]|0)|0}while(0);W=Cdb(a+552|0,Z+64|0,Z+304|0,c)|0;W=(Ddb(a+440|0,Z+84|0,Z+324|0,c)|0)+W|0;c=Edb(a+344|0,Z+104|0,Z+344|0,c)|0;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1)dwb(258928,f[f[X+24>>2]>>2]|0)|0;jwb(258928,0,0,0,0)|0;kwb(258928,0)|0;Fwb(258928,0)|0;Cdb(a+552|0,Z+124|0,Z+364|0,1)|0;Ddb(a+440|0,Z+144|0,Z+384|0,1)|0;Edb(a+344|0,Z+164|0,Z+404|0,1)|0;if(V)dwb(258928,f[f[(X+40|0)>>2]>>2]|0)|0;Cdb(a+552|0,Z+184|0,Z+424|0,1)|0;Ddb(a+440|0,Z+204|0,Z+444|0,1)|0;Edb(a+344|0,Z+224|0,Z+464|0,1)|0;if(Y|0){f[(Y+8|0)>>2]=(f[(Y+8|0)>>2]|0)+(f[(a+13688|0)>>2]|0);f[(Y+12|0)>>2]=(f[(Y+12|0)>>2]|0)+(((f[(a+256|0)>>2]|0)>>>0)/3|0);f[(Y+16|0)>>2]=(f[(Y+16|0)>>2]|0)+((f[(a+13668|0)>>2]|0)>>>1);f[(Y+20|0)>>2]=(f[(Y+20|0)>>2]|0)+(f[(a+13664|0)>>2]|0)}if((W|0)!=(0-c|0)){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|256;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+256|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|512;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+13668|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|1024;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+13664|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|2048;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}owb(258928,R,S,T,U)|0;Fwb(258928,Q<<24>>24!=0)|0;jwb(258928,M<<24>>24!=0,N<<24>>24!=0,O<<24>>24!=0,P<<24>>24!=0)|0;kwb(258928,L<<24>>24!=0)|0;Kwb(258928,K<<24>>24!=0)|0;if((E|0)==(F|0)&(G|0)==(H|0)&(I|0)==(J|0))uwb(258928,E,G,I)|0;else{vwb(258928,E,G,I)|0;wwb(258928,F,H,J)|0}if((y|0)==(B|0)&(z|0)==(C|0)&(A|0)==(D|0))Awb(258928,y,z,A)|0;else{Bwb(258928,y,z,A)|0;Cwb(258928,B,C,D)|0}if((w|0)==(x|0))xwb(258928,w)|0;else{ywb(258928,w)|0;zwb(258928,x)|0}rwb(258928,u,v)|0;qwb(258928,t)|0;ovb(a+280|0);Uvb(258928,s)|0;jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;lwb(258928,l)|0;Zvb(258928,k)|0;Yvb(258928,i)|0;bwb(258928,g)|0;Hwb(258928,e<<24>>24!=0)|0;Gwb(258928,d<<24>>24!=0)|0}function egb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0;z=f[a+192>>2]|0;D=f[a+208>>2]|0;E=f[a+216>>2]|0;c=f[a+408>>2]|0;i=f[a+432>>2]|0;A=+n[a+576>>2];B=+n[a+584>>2];C=f[a+616>>2]|0;J=f[a+1560>>2]|0;K=f[a+1624>>2]|0;a:{if(!(f[D+12>>2]|0)){H=c;J=i;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}if(!(b[f[z>>2]>>0]|0))if(!(b[f[(z+4|0)>>2]>>0]|0)){H=c;J=i;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}swb(258928,1.0,0.0)|0;Iwb(258928,1)|0;Ewb(258928,f[64788]&-49)|0;w=f[z+12>>2]|0;x=f[z+16>>2]|0;y=f[(z+20|0)>>2]|0;g=f[z+24>>2]|0;j=f[z+28>>2]|0;G=f[f[z+32>>2]>>2]|0;F=f[f[z+36>>2]>>2]|0;f[(a+64|0)>>2]=f[J>>2];f[(a+64|0)+4>>2]=w;f[(a+64|0)+8>>2]=x;f[(a+64|0)+12>>2]=y;f[(a+64|0)+16>>2]=g;f[(a+64|0)+20>>2]=j;f[(a+64|0)+24>>2]=G;f[(a+64|0)+28>>2]=F;f[(a+64|0)+32>>2]=0;F=(b[f[z>>2]>>0]|0)==0;G=(b[f[(z+4|0)>>2]>>0]|0)!=0;j=f[D+8>>2]|0;g=1;if(g){g=0;if(!j){d=c;e=i}else g=1}if(g)if(1){y=c;while(1){x=j;w=1;if(w){w=0;if(!(b[x+32>>0]|0)){e=f[x+8>>2]|0;f[(a+48|0)>>2]=f[(e+152|0)>>2];f[(a+48|0)+4>>2]=f[(e+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(e+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(e+152|0)+12>>2];d=eIa(e,f[f[(z+44|0)>>2]>>2]|0,b[f[(z+48|0)>>2]>>0]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){lIa(a+104|0,e,f[f[(z+44|0)>>2]>>2]|0,b[f[(z+48|0)>>2]>>0]|0,1,f[(z+52|0)>>2]|0,f[(z+56|0)>>2]|0,b[f[(z+60|0)>>2]>>0]|0,F&G,(f[(f[(z+20|0)>>2]|0)+384>>2]|0)!=0,f[(z+64|0)>>2]|0);c=f[(a+104|0)>>2]|0;v=f[((a+104|0)+4|0)>>2]|0;f[(a+104|0)>>2]=0;f[((a+104|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=v;if(d){iOb(d);c=f[((a+104|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){m=y;o=i}else{H=c;K=79}}else{H=c;K=79}if((K|0)==79){K=0;c=f[H+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Pdb(a+64|0,a,e);e=f[x+20>>2]|0;c=1;if(c){c=0;if(!e){m=y;o=i}else c=1}if(c)if(1){l=y;d=i;t=e;while(1){v=t;c=1;if(c){c=0;if((f[(v+60|0)>>2]|0)==(f[(v+64|0)>>2]|0)){r=d;q=l}else c=1}if(c)if(1){d=d+1|0;s=f[(v+8|0)>>2]|0;c=f[(s+52|0)>>2]|0;Gwb(258928,(G^(F^1))&(c&4|0)==0)|0;if(!(c&3))r=v+16|0;else{lwb(258928,(c&1|0)!=0^(F&G^(b[f[(z+68|0)>>2]>>0]|0)!=0^(f[(v+16|0)>>2]&134217728|0)!=0)?2304:2305)|0;r=v+16|0}if(!(f[r>>2]&1))rwb(258928,+n[f[(z+72|0)>>2]>>2],+n[f[(z+76|0)>>2]>>2])|0;else{L=+p[(J+16|0)>>3];rwb(258928,L+(1.0-L)*+n[v+20>>2],L+(1.0-L)*+n[v+24>>2])|0}if(!(f[r>>2]&4096))Dwb(258928,519)|0;else d=(zdb(J,f[v+12>>2]|0,f[(z+80|0)>>2]|0)|0)+d|0;c=f[r>>2]|0;if(c&128){c=h[(J+77|0)>>0]|h[(J+77|0)+1>>0]<<8|128;b[(J+77|0)>>0]=c;b[(J+77|0)+1>>0]=c>>8;c=f[r>>2]|0}k=Gdb(f[(z+84|0)>>2]|0,(c&128|0)!=0,0,(c&16384|0)!=0,E)|0;c=f[(s+12|0)>>2]|0;if(c|0)Zvb(258928,f[c>>2]|0)|0;e=v+44+(h[(J+76|0)>>0]<<3)|0;wdb(J,v+60|0,e,f[(z+96|0)>>2]|0);c=f[r>>2]|0;do if(!(c&32768))if(!(c&8388608)){f[(a+104|0)>>2]=s;f[((a+104|0)+4|0)>>2]=f[(s+52|0)>>2]&56;f[((a+104|0)+44|0)>>2]=0;break}else{q=!(+n[v+28>>2]>=0.0);f[(a+104|0)>>2]=s;c=f[(s+52|0)>>2]|0;f[((a+104|0)+4|0)>>2]=c&56;f[((a+104|0)+44|0)>>2]=0;if(q)break;else{I=c;K=102;break}}else{f[(a+104|0)>>2]=s;I=f[(s+52|0)>>2]|0;f[((a+104|0)+4|0)>>2]=I&56;f[((a+104|0)+44|0)>>2]=0;K=102}while(0);if((K|0)==102){K=0;f[((a+104|0)+4|0)>>2]=I&24}f[((a+104|0)+48|0)>>2]=f[e>>2];Kdb(f[(z+100|0)>>2]|0,a,v+8|0,56,a+48|0,f[(z+20|0)>>2]|0);Ldb(a+104|0,a);c=f[(s+24|0)>>2]|0;g=(f[(v+64|0)>>2]|0)-(f[(v+60|0)>>2]|0)>>2;e=(X(g,c)|0)+l|0;if(!(f[(s+12|0)>>2]|0))me(4,f[s+36>>2]|0,c|0,g|0);else pe(4,c|0,f[s+48>>2]|0,0+(f[s+20>>2]|0)+(f[s+36>>2]<<1)|0,g|0);if(k){k=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;Gwb(258928,0)|0;c=f[64788]|0;if((f[r>>2]&16512|0)==128){Ewb(258928,c|1)|0;xwb(258928,1)|0}else{Ewb(258928,c|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0;c=f[(s+24|0)>>2]|0;g=(f[(v+64|0)>>2]|0)-(f[(v+60|0)>>2]|0)>>2;e=(X(g,c)|0)+e|0;if(!(f[(s+12|0)>>2]|0))me(4,f[s+36>>2]|0,c|0,g|0);else pe(4,c|0,f[s+48>>2]|0,0+(f[s+20>>2]|0)+(f[s+36>>2]<<1)|0,g|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,k<<24>>24!=0)|0;g=d+1|0}else g=d;rf(f[((a+104|0)+52|0)>>2]|0,0);rf(f[((a+104|0)+56|0)>>2]|0,0);rf(f[((a+104|0)+60|0)>>2]|0,0);d=f[((a+104|0)+44|0)>>2]|0;if(d|0){c=(a+104|0)+8|0;do{ke(f[c>>2]|0);c=c+4|0}while((c|0)!=((a+104|0)+8+(d<<2)|0|0))}r=g;q=e}c=t;t=f[t>>2]|0;if((f[v+72>>2]|0)>>>0<=(f[f[(z+40|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];Mdb(x+12|0,a+104|0)|0}if(!t){m=q;o=r;break}else{l=q;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);k=m;l=o}else w=1}if(w)if(1){k=y;l=i}c=j;j=f[j>>2]|0;if((f[x+36>>2]|0)>>>0<=(f[f[(z+40|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];bcb(D,a+104|0)|0}if(!j){d=k;e=l;break}else{y=k;i=l}}}H=d;J=e;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}f[a+1624>>2]=K}function fgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0;y=f[a+192>>2]|0;F=f[a+208>>2]|0;G=f[a+216>>2]|0;c=f[a+408>>2]|0;j=f[a+432>>2]|0;z=f[a+576>>2]|0;A=f[a+608>>2]|0;B=f[a+640>>2]|0;C=f[a+672>>2]|0;D=f[a+712>>2]|0;E=f[a+744>>2]|0;J=f[a+1672>>2]|0;K=f[a+1728>>2]|0;a:{if(!(f[F+12>>2]|0)){G=c;J=j;F=y+100|0;F=f[F>>2]|0;H=f[F>>2]|0;G=H+G|0;f[F>>2]=G;F=y+104|0;F=f[F>>2]|0;G=f[F>>2]|0;G=G+J|0;f[F>>2]=G;F=B<<24>>24!=0;G=C<<24>>24!=0;H=D<<24>>24!=0;I=E<<24>>24!=0;jwb(258928,F,G,H,I)|0;I=A<<24>>24!=0;kwb(258928,I)|0;qwb(258928,z)|0;u=a;f[a+1800>>2]=6;f[a+1804>>2]=J|0;break a}Ewb(258928,f[64788]&-49|32)|0;qwb(258928,515)|0;if((b[f[y>>2]>>0]|0)==1){kwb(258928,0)|0;jwb(258928,0,0,0,0)|0}s=f[y+8>>2]|0;t=f[y+12>>2]|0;v=f[(y+16|0)>>2]|0;w=f[y+20>>2]|0;x=f[y+24>>2]|0;i=f[f[y+28>>2]>>2]|0;k=f[f[y+32>>2]>>2]|0;f[(a+64|0)>>2]=f[J>>2];f[(a+64|0)+4>>2]=s;f[(a+64|0)+8>>2]=t;f[(a+64|0)+12>>2]=v;f[(a+64|0)+16>>2]=w;f[(a+64|0)+20>>2]=x;f[(a+64|0)+24>>2]=i;f[(a+64|0)+28>>2]=k;f[((a+64|0)+32|0)>>2]=0;k=f[F+8>>2]|0;i=1;if(i){i=0;if(!k){d=c;e=j}else i=1}if(i)if(1){x=c;while(1){w=k;v=1;if(v){v=0;if(!(b[w+32>>0]|0)){i=f[w+8>>2]|0;f[(a+48|0)>>2]=f[(i+152|0)>>2];f[(a+48|0)+4>>2]=f[(i+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(i+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(i+152|0)+12>>2];d=fIa(i,f[f[(y+40|0)>>2]>>2]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){mIa(a+104|0,i,f[f[(y+40|0)>>2]>>2]|0,1,(f[(f[(y+16|0)>>2]|0)+384>>2]|0)!=0,f[(y+44|0)>>2]|0);c=f[(a+104|0)>>2]|0;t=f[((a+104|0)+4|0)>>2]|0;f[(a+104|0)>>2]=0;f[((a+104|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=t;if(d){iOb(d);c=f[((a+104|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){o=x;q=j}else{H=c;K=100}}else{H=c;K=100}if((K|0)==100){K=0;c=f[H+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Fdb(a+64|0,a,i);d=f[a>>2]|0;e=f[d+136>>2]|0;if((e|0)>-1){c=f[i+80>>2]|0;if(!c)c=0;else c=f[c+8>>2]|0;Uvb(258928,f[((a+64|0)+32|0)>>2]|0)|0;Vvb(258928,c)|0;t=f[((a+64|0)+32|0)>>2]|0;f[((a+64|0)+32|0)>>2]=t+1;df(e|0,t|0)}c=f[d+140>>2]|0;if((c|0)>-1)bf(c|0,+(1.0/+n[i+200>>2]));e=f[w+20>>2]|0;c=1;if(c){c=0;if(!e){o=x;q=j}else c=1}if(c)if(1){l=x;d=j;s=e;while(1){t=s;c=1;if(c){c=0;if((f[(t+60|0)>>2]|0)==(f[(t+64|0)>>2]|0)){r=d;g=l}else c=1}if(c)if(1){c=d+1|0;r=f[(t+8|0)>>2]|0;if(!(f[(t+16|0)>>2]&1))rwb(258928,+n[f[(y+56|0)>>2]>>2],+n[f[(y+60|0)>>2]>>2])|0;else{L=1.0-+p[(J+16|0)>>3];rwb(258928,L*+n[t+20>>2],L*+n[t+24>>2])|0}if(!(f[(t+16|0)>>2]&4096))Dwb(258928,519)|0;else c=(zdb(J,f[t+12>>2]|0,f[(y+64|0)>>2]|0)|0)+c|0;if(f[(t+16|0)>>2]&128|0){q=h[(J+77|0)>>0]|h[(J+77|0)+1>>0]<<8|128;b[(J+77|0)>>0]=q;b[(J+77|0)+1>>0]=q>>8}if((b[f[(y+68|0)>>2]>>0]|0)==2){i=f[(t+16|0)>>2]&128;Ewb(258928,f[64788]|i>>>6|32)|0;xwb(258928,((i&255)>>>6|32)&255)|0;Awb(258928,7680,7680,7681)|0;i=1}else{i=f[(t+16|0)>>2]|0;i=Gdb(f[(y+76|0)>>2]|0,(i&128|0)!=0,0,(i&16384|0)!=0,G)|0}d=f[(r+12|0)>>2]|0;if(d|0)Zvb(258928,f[d>>2]|0)|0;e=t+44+(h[(J+76|0)>>0]<<3)|0;wdb(J,t+60|0,e,f[(y+92|0)>>2]|0);d=f[(t+16|0)>>2]|0;do if(!(d&32768))if(!(d&8388608)){f[(a+104|0)>>2]=r;f[((a+104|0)+4|0)>>2]=f[r+52>>2]&448;f[((a+104|0)+44|0)>>2]=0;break}else{q=!(+n[t+28>>2]>=0.0);f[(a+104|0)>>2]=r;d=f[r+52>>2]|0;f[((a+104|0)+4|0)>>2]=d&448;f[((a+104|0)+44|0)>>2]=0;if(q)break;else{I=d;K=129;break}}else{f[(a+104|0)>>2]=r;I=f[r+52>>2]|0;f[((a+104|0)+4|0)>>2]=I&448;f[((a+104|0)+44|0)>>2]=0;K=129}while(0);if((K|0)==129){K=0;f[((a+104|0)+4|0)>>2]=I&192}f[((a+104|0)+48|0)>>2]=f[e>>2];Kdb(f[(y+96|0)>>2]|0,a,t+8|0,448,a+48|0,f[(y+16|0)>>2]|0);Ldb(a+104|0,a);d=f[(r+28|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+l|0;if(!(f[(r+12|0)>>2]|0))me(1,f[r+40>>2]|0,d|0,e|0);else pe(1,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+40>>2]<<1)|0,e|0);if(i){i=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;d=(f[(t+16|0)>>2]&16512|0)==128;e=f[64788]|0;if((b[f[(y+68|0)>>2]>>0]|0)==2){if(d){Ewb(258928,e|17)|0;xwb(258928,17)|0}else{Ewb(258928,e|16)|0;xwb(258928,16)|0}Awb(258928,7680,7681,7681)|0}else{if(d){Ewb(258928,e|1)|0;xwb(258928,1)|0}else{Ewb(258928,e|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0}d=f[(r+28|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+g|0;if(!(f[(r+12|0)>>2]|0))me(1,f[r+40>>2]|0,d|0,e|0);else pe(1,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+40>>2]<<1)|0,e|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,i<<24>>24!=0)|0;c=c+1|0}rf(f[((a+104|0)+52|0)>>2]|0,0);rf(f[((a+104|0)+56|0)>>2]|0,0);rf(f[((a+104|0)+60|0)>>2]|0,0);e=f[((a+104|0)+44|0)>>2]|0;if(e|0){d=(a+104|0)+8|0;do{ke(f[d>>2]|0);d=d+4|0}while((d|0)!=((a+104|0)+8+(e<<2)|0|0))}r=c}c=s;s=f[s>>2]|0;if((f[t+72>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];Mdb(w+12|0,a+104|0)|0}if(!s){o=g;q=r;break}else{l=g;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);l=o;m=q}else v=1}if(v)if(1){l=x;m=j}c=k;k=f[k>>2]|0;if((f[w+36>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];bcb(F,a+104|0)|0}if(!k){d=l;e=m;break}else{x=l;j=m}}}G=d;J=e;F=y+100|0;F=f[F>>2]|0;H=f[F>>2]|0;G=H+G|0;f[F>>2]=G;F=y+104|0;F=f[F>>2]|0;G=f[F>>2]|0;G=G+J|0;f[F>>2]=G;F=B<<24>>24!=0;G=C<<24>>24!=0;H=D<<24>>24!=0;I=E<<24>>24!=0;jwb(258928,F,G,H,I)|0;I=A<<24>>24!=0;kwb(258928,I)|0;qwb(258928,z)|0;u=a;f[a+1800>>2]=6;f[a+1804>>2]=J|0;break a}f[a+1728>>2]=K}function ggb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0;y=f[a+192>>2]|0;z=f[a+208>>2]|0;A=f[a+216>>2]|0;c=f[a+400>>2]|0;j=f[a+424>>2]|0;D=f[a+1496>>2]|0;E=f[a+1552>>2]|0;a:{if(!(f[z+12>>2]|0)){B=c;D=j;C=y+88|0;C=f[C>>2]|0;A=f[C>>2]|0;B=A+B|0;f[C>>2]=B;C=y+92|0;C=f[C>>2]|0;B=f[C>>2]|0;B=B+D|0;f[C>>2]=B;u=a;f[a+1624>>2]=6;f[a+1628>>2]=D|0;break a}Ewb(258928,f[64788]&-49|16)|0;k=f[f[y>>2]>>2]|0;F=f[y+8>>2]|0;s=f[y+12>>2]|0;t=f[(y+16|0)>>2]|0;v=f[y+20>>2]|0;w=f[y+24>>2]|0;x=f[f[y+28>>2]>>2]|0;i=f[f[y+32>>2]>>2]|0;f[(a+64|0)>>2]=f[D>>2];f[(a+64|0)+4>>2]=F;f[(a+64|0)+8>>2]=s;f[(a+64|0)+12>>2]=t;f[(a+64|0)+16>>2]=v;f[(a+64|0)+20>>2]=w;f[(a+64|0)+24>>2]=x;f[(a+64|0)+28>>2]=i;f[(a+64|0)+32>>2]=0;f[((a+64|0)+36|0)>>2]=k;k=f[z+8>>2]|0;i=1;if(i){i=0;if(!k){d=c;e=j}else i=1}if(i)if(1){x=c;while(1){w=k;v=1;if(v){v=0;if(!(b[w+32>>0]|0)){e=f[w+8>>2]|0;f[(a+48|0)>>2]=f[(e+152|0)>>2];f[(a+48|0)+4>>2]=f[(e+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(e+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(e+152|0)+12>>2];d=gIa(e,f[f[(y+40|0)>>2]>>2]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){nIa(a+112|0,e,f[f[(y+40|0)>>2]>>2]|0,1,b[f[(y+44|0)>>2]>>0]|0,b[f[(y+48|0)>>2]>>0]|0,(f[(f[(y+16|0)>>2]|0)+384>>2]|0)!=0,f[(y+52|0)>>2]|0);c=f[(a+112|0)>>2]|0;F=f[((a+112|0)+4|0)>>2]|0;f[(a+112|0)>>2]=0;f[((a+112|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=F;if(d){iOb(d);c=f[((a+112|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){o=x;q=j}else{B=c;E=76}}else{B=c;E=76}if((E|0)==76){E=0;c=f[B+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Fdb(a+64|0,a,e);c=f[(f[a>>2]|0)+132>>2]|0;if((c|0)>-1)bf(c|0,+(+n[((a+64|0)+36|0)>>2]));e=f[w+20>>2]|0;c=1;if(c){c=0;if(!e){o=x;q=j}else c=1}if(c)if(1){l=x;d=j;s=e;while(1){t=s;c=1;if(c){c=0;if((f[(t+60|0)>>2]|0)==(f[(t+64|0)>>2]|0)){r=d;g=l}else c=1}if(c)if(1){c=d+1|0;r=f[(t+8|0)>>2]|0;if(!(f[(t+16|0)>>2]&1))rwb(258928,+n[f[(y+56|0)>>2]>>2],+n[f[(y+60|0)>>2]>>2])|0;else{G=1.0-+p[(D+16|0)>>3];rwb(258928,G*+n[t+20>>2],G*+n[t+24>>2])|0}if(!(f[(t+16|0)>>2]&4096))Dwb(258928,519)|0;else c=(zdb(D,f[t+12>>2]|0,f[(y+64|0)>>2]|0)|0)+c|0;d=f[(t+16|0)>>2]|0;if(d&128){d=h[(D+77|0)>>0]|h[(D+77|0)+1>>0]<<8|128;b[(D+77|0)>>0]=d;b[(D+77|0)+1>>0]=d>>8;d=f[(t+16|0)>>2]|0}i=Gdb(f[(y+68|0)>>2]|0,(d&128|0)!=0,0,(d&16384|0)!=0,A)|0;d=f[(r+12|0)>>2]|0;if(d|0)Zvb(258928,f[d>>2]|0)|0;e=t+44+(h[(D+76|0)>>0]<<3)|0;wdb(D,t+60|0,e,f[(y+80|0)>>2]|0);d=f[(t+16|0)>>2]|0;do if(!(d&32768))if(!(d&8388608)){f[(a+112|0)>>2]=r;f[((a+112|0)+4|0)>>2]=f[r+52>>2]&3584;f[((a+112|0)+44|0)>>2]=0;break}else{F=!(+n[t+28>>2]>=0.0);f[(a+112|0)>>2]=r;d=f[r+52>>2]|0;f[((a+112|0)+4|0)>>2]=d&3584;f[((a+112|0)+44|0)>>2]=0;if(F)break;else{C=d;E=98;break}}else{f[(a+112|0)>>2]=r;C=f[r+52>>2]|0;f[((a+112|0)+4|0)>>2]=C&3584;f[((a+112|0)+44|0)>>2]=0;E=98}while(0);if((E|0)==98){E=0;f[((a+112|0)+4|0)>>2]=C&1536}f[((a+112|0)+48|0)>>2]=f[e>>2];Kdb(f[(y+84|0)>>2]|0,a,t+8|0,3584,a+48|0,f[(y+16|0)>>2]|0);Ldb(a+112|0,a);d=f[(r+32|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+l|0;if(!(f[(r+12|0)>>2]|0))me(0,f[r+44>>2]|0,d|0,e|0);else pe(0,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+44>>2]<<1)|0,e|0);if(i){i=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;d=f[64788]|0;if((f[(t+16|0)>>2]&16512|0)==128){Ewb(258928,d|1)|0;xwb(258928,1)|0}else{Ewb(258928,d|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0;d=f[(r+32|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+g|0;if(!(f[(r+12|0)>>2]|0))me(0,f[r+44>>2]|0,d|0,e|0);else pe(0,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+44>>2]<<1)|0,e|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,i<<24>>24!=0)|0;c=c+1|0}rf(f[((a+112|0)+52|0)>>2]|0,0);rf(f[((a+112|0)+56|0)>>2]|0,0);rf(f[((a+112|0)+60|0)>>2]|0,0);e=f[((a+112|0)+44|0)>>2]|0;if(e|0){d=(a+112|0)+8|0;do{ke(f[d>>2]|0);d=d+4|0}while((d|0)!=((a+112|0)+8+(e<<2)|0|0))}r=c}c=s;s=f[s>>2]|0;if((f[t+72>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+104|0)>>2]=c;f[(a+112|0)>>2]=f[(a+104|0)>>2];Mdb(w+12|0,a+112|0)|0}if(!s){o=g;q=r;break}else{l=g;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);l=o;m=q}else v=1}if(v)if(1){l=x;m=j}c=k;k=f[k>>2]|0;if((f[w+36>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+104|0)>>2]=c;f[(a+112|0)>>2]=f[(a+104|0)>>2];bcb(z,a+112|0)|0}if(!k){d=l;e=m;break}else{x=l;j=m}}}C=d;F=e;D=y+88|0;D=f[D>>2]|0;B=f[D>>2]|0;C=B+C|0;f[D>>2]=C;D=y+92|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+F|0;f[D>>2]=C;u=a;f[a+1624>>2]=6;f[a+1628>>2]=F|0;break a}f[a+1552>>2]=E}
+function O7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;K=0;O=u;u=u+6400|0;f[(O+24|0)>>2]=a;J=(O+24|0)+4|0;f[J>>2]=g;F=(O+24|0)+8|0;f[F>>2]=h;f[(O+24|0)+12>>2]=0;if(!c)K=4;else{l=+n[c>>2];k=+n[c+4>>2];j=+n[c+8>>2];if(l!=0.0|k!=0.0|j!=0.0){t=l<0.0?-l:l;w=k<0.0?-k:k;v=j<0.0?-j:j;y=v>t?2:0;o=t>w;m=v>w;x=f[d+4>>2]|0}else K=4}if((K|0)==4){o=(f[d>>2]|0)+1|0;x=f[d+4>>2]|0;t=+n[(b+(x*12|0)|0)>>2];if((o|0)==2){g=b+(x*12|0)|0;l=0.0;p=0.0;k=0.0;j=t}else{g=b+(x*12|0)|0;l=0.0;p=0.0;k=0.0;h=d+8|0;q=t;while(1){c=f[h>>2]|0;h=h+4|0;v=+n[b+(c*12|0)+4>>2];w=+n[g+4>>2];r=+n[b+(c*12|0)+8>>2];s=+n[g+8>>2];k=k+(v+w)*(r-s);j=+n[(b+(c*12|0)|0)>>2];p=p+(r+s)*(j-q);l=l+(v-w)*(q+j);if((h|0)==(d+(o<<2)|0|0)){g=b+(c*12|0)|0;break}else{g=b+(c*12|0)|0;q=j}}}v=+n[b+(x*12|0)+4>>2];s=+n[g+4>>2];q=+n[b+(x*12|0)+8>>2];r=+n[g+8>>2];w=k+(v+s)*(q-r);k=p+(t-j)*(q+r);l=l+(t+j)*(v-s);j=w<0.0?-w:w;k=k<0.0?-k:k;l=l<0.0?-l:l;a:do if(l<9.999999974752427e-07&(j<9.999999974752427e-07&k<9.999999974752427e-07)){m=b+(x*12|0)|0;h=g;c=d+8|0;q=t;p=s;while(1){if((c|0)==(d+(o<<2)|0|0))break a;g=f[c>>2]|0;l=p;p=+n[m+4>>2];j=r;r=+n[m+8>>2];j=(+n[b+(g*12|0)+4>>2]-p)*(r-j);k=(+n[b+(g*12|0)+8>>2]-r)*(q-+n[h>>2]);w=q;q=+n[(b+(g*12|0)|0)>>2];l=(q-w)*(p-l);j=j<0.0?-j:j;k=k<0.0?-k:k;l=l<0.0?-l:l;if(j>1.000000013351432e-10|k>1.000000013351432e-10|l>1.000000013351432e-10)break;else{h=m;m=b+(g*12|0)|0;c=c+4|0}}}while(0);y=l>j?2:0;o=j>k;m=l>k}y=o?y:m?2:1;f[(O+24|0)+16>>2]=y;z=(O+24|0)+24|0;f[z>>2]=0;A=(O+24|0)+20|0;f[A>>2]=0;h=b+(x*12|0)|0;f[(O+12|0)>>2]=f[h>>2];f[(O+12|0)+4>>2]=f[h+4>>2];f[(O+12|0)+8>>2]=f[h+8>>2];f[O>>2]=f[h>>2];f[O+4>>2]=f[h+4>>2];f[O+8>>2]=f[h+8>>2];h=d;do{o=h+4|0;m=f[h>>2]|0;m=(m|0)>-1?m:0-m|0;c=o;do{g=f[c>>2]|0;c=c+4|0;j=+n[b+(g*12|0)>>2];if(j<+n[(O+12|0)>>2]){B=O+12|0;K=14}else if(j>+n[O>>2]){B=O;K=14}if((K|0)==14){K=0;n[B>>2]=j}j=+n[b+(g*12|0)+4>>2];if(j<+n[((O+12|0)+4|0)>>2]){C=O+12|0;K=17}else if(j>+n[(O+4|0)>>2]){C=O;K=17}if((K|0)==17){K=0;n[C+4>>2]=j}j=+n[b+(g*12|0)+8>>2];if(j<+n[((O+12|0)+8|0)>>2]){E=O+12|0;K=20}else if(j>+n[(O+8|0)>>2]){E=O;K=20}if((K|0)==20){K=0;n[E+8>>2]=j}}while((c|0)!=(o+(m<<2)|0|0));h=h+8+(((m<<2)+-4|0)>>>2<<2)|0}while((h|0)!=(e|0));p=+n[(O+12|0)>>2];q=+n[O>>2];r=+n[((O+12|0)+4|0)>>2];s=+n[(O+4|0)>>2];t=+n[((O+12|0)+8|0)>>2];v=+n[(O+8|0)>>2];j=q-p!=0.0?2.0/(q-p):q-p;k=s-r!=0.0?2.0/(s-r):s-r;l=v-t!=0.0?2.0/(v-t):v-t;w=q-p<s-r?s-r:q-p;w=(w<v-t?v-t:w)*9.999999974752427e-07;b:do{g=1;if(g){g=0;if((d|0)==(e|0)){L=0;M=0;K=450}else g=1}if(g)if(1){C=0;E=0;f[O+80>>2]=a;f[O+88>>2]=b;f[O+112>>2]=e;f[O+152>>2]=I;f[O+216>>2]=C;f[O+240>>2]=E;f[O+280>>2]=d;f[O+488>>2]=y;f[O+520>>2]=L;f[O+528>>2]=N;f[O+1040>>2]=M;f[O+1048>>2]=i;n[O+1904>>2]=j;n[O+1912>>2]=k;n[O+1920>>2]=l;f[O+1944>>2]=J;f[O+2200>>2]=F;f[O+2640>>2]=z;f[O+2648>>2]=A;n[O+3456>>2]=p;n[O+3464>>2]=q;n[O+3504>>2]=r;n[O+3536>>2]=s;n[O+3592>>2]=t;n[O+3632>>2]=v;n[O+3872>>2]=w;f[O+6072>>2]=K;f[O+6176>>2]=0;f[O+6180>>2]=0;sbb(O);L=f[O+520>>2]|0;N=f[O+528>>2]|0;M=f[O+1040>>2]|0;i=f[O+1048>>2]|0;K=f[O+6072>>2]|0;G=f[O+6176>>2]|0;D=f[O+6180>>2]|0;H=+n[O+6180>>2];f[O+6176>>2]=0;f[O+6180>>2]=0;if((G|0)==6)return D|0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break b}}}while(0);if((K|0)==450){g=f[z>>2]|0;if(!g){N=L;i=M}else{do{N=g;g=f[g>>2]|0;$zb(N)}while((g|0)!=0);f[z>>2]=g;N=L;i=M}}if(i|0)do{h=i;i=f[i>>2]|0;g=f[(h+8|0)>>2]|0;if(g|0)do{f[(h+8|0)>>2]=f[g>>2];$zb(g);g=f[(h+8|0)>>2]|0}while((g|0)!=0);$zb(h)}while((i|0)!=0);g=f[A>>2]|0;if(g|0){do{c=g;g=f[g>>2]|0;i=f[(c+4|0)>>2]|0;h=f[i+24>>2]|0;if(h){$zb(h);i=f[(c+4|0)>>2]|0}$zb(i);$zb(c)}while((g|0)!=0);f[A>>2]=g}N=N^1;u=O;return N|0}function P7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;e=c-b|0;a:do if(e>>>0>=2){u=c+-1|0;v=a+(u<<2)|0;w=a+(c<<2)|0;t=d;d=e;while(1){if((t|0)==0|d>>>0<33)break;d=a+(b<<2)|0;e=f[d>>2]|0;j=a+((b+c|0)>>>1<<2)|0;h=f[j>>2]|0;m=+n[(f[e+4>>2]|0)+20>>2];o=+n[(f[h+4>>2]|0)+20>>2];if(m==o){s=f[e+20>>2]|0;g=f[h+20>>2]|0;g=(s|0)==(g|0)?0:(s|0)<(g|0)?-1:1}else g=m<o?-1:1;i=f[v>>2]|0;p=+n[(f[i+4>>2]|0)+20>>2];if(m==p){s=f[e+20>>2]|0;e=f[i+20>>2]|0;e=(s|0)==(e|0)?0:(s|0)<(e|0)?-1:1}else e=m<p?-1:1;e=(e|0)<0;do if((g|0)<0){if(!e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)==(d|0)){d=v;break}else d=(e|0)<(d|0)?-1:1}d=(d|0)<0?j:v}else{if(e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)!=(d|0)){d=(e|0)<(d|0)?-1:1;x=31}}else x=31;if((x|0)==31){x=0;if((d|0)<0){d=v;break}}d=j}while(0);s=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=s;s=u;d=b;e=b;g=u;b:while(1){r=d;while(1){c:do if(e>>>0<c>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+20>>2];i=i+20|0;while(1){h=f[a+(e<<2)>>2]|0;p=+n[(f[h+4>>2]|0)+20>>2];d=p<m?-1:1;if(p==m){d=f[h+20>>2]|0;h=f[i>>2]|0;if((d|0)==(h|0)){q=e;break c}else d=(d|0)<(h|0)?-1:1}if((d|0)>=0){q=e;break c}e=e+1|0;if(e>>>0>=c>>>0){q=e;break}}}else q=e;while(0);d:do if(g>>>0>b>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+20>>2];i=i+20|0;do{e=f[a+(g<<2)>>2]|0;p=+n[(f[e+4>>2]|0)+20>>2];d=m<p?-1:1;if(m==p){h=f[i>>2]|0;d=f[e+20>>2]|0;if((h|0)==(d|0))break d;else d=(h|0)<(d|0)?-1:1}if((d|0)>=0)break d;g=g+-1|0}while(g>>>0>b>>>0)}while(0);if(q>>>0>=g>>>0)break b;e=a+(q<<2)|0;l=a+(g<<2)|0;i=f[e>>2]|0;f[e>>2]=f[l>>2];f[l>>2]=i;d=f[e>>2]|0;h=f[w>>2]|0;m=+n[(f[h+4>>2]|0)+20>>2];j=d;k=i;if(+n[(f[d+4>>2]|0)+20>>2]==m)if((f[d+20>>2]|0)==(f[h+20>>2]|0)){d=a+(r<<2)|0;if((r|0)==(q|0))i=k;else{k=f[d>>2]|0;f[d>>2]=j;f[e>>2]=k;k=f[w>>2]|0;i=f[l>>2]|0;h=k;m=+n[(f[k+4>>2]|0)+20>>2]}d=r+1|0;e=q+1|0;k=i}else{d=r;e=q}else{d=r;e=q}if(!(+n[(f[k+4>>2]|0)+20>>2]==m)){r=d;continue}if((f[k+20>>2]|0)==(f[h+20>>2]|0))break;else r=d}h=a+(s<<2)|0;if((g|0)!=(s|0)){f[l>>2]=f[h>>2];f[h>>2]=i}s=s+-1|0;g=g+-1|0}d=a+(q<<2)|0;if((q|0)!=(c|0)){l=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=l}if(q>>>0>r>>>0){e=q+-1|0;e:do if(b>>>0<r>>>0){d=b;while(1){if(e>>>0<r>>>0)break e;g=a+(d<<2)|0;h=a+(e<<2)|0;if((d|0)!=(e|0)){l=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=l}d=d+1|0;e=e+-1|0;if(d>>>0>=r>>>0){d=e;break}}}else d=e;while(0);P7a(a,b,d,t+-1|0)}b=q+1|0;f:do if(u>>>0>s>>>0){d=u;while(1){if(b>>>0>s>>>0)break;e=a+(b<<2)|0;g=a+(d<<2)|0;if((b|0)!=(d|0)){r=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=r}d=d+-1|0;b=b+1|0;if(d>>>0<=s>>>0)break f}b=d+1|0}while(0);d=c-b|0;if(d>>>0<2)break a;else t=t+-1|0}d=b+1|0;if(d>>>0>c>>>0)return;do{g:do if(d>>>0>b>>>0){i=d;h=f[a+(d<<2)>>2]|0;do{k=i;i=i+-1|0;j=a+(i<<2)|0;g=f[j>>2]|0;k=a+(k<<2)|0;o=+n[(f[g+4>>2]|0)+20>>2];p=+n[(f[h+4>>2]|0)+20>>2];e=o<p?-1:1;l=g;if(o==p){g=f[g+20>>2]|0;e=f[h+20>>2]|0;if((g|0)==(e|0))break g;else e=(g|0)<(e|0)?-1:1}if((e|0)<=0)break g;h=f[k>>2]|0;f[k>>2]=l;f[j>>2]=h}while(i>>>0>b>>>0)}while(0);d=d+1|0}while(d>>>0<=c>>>0);return}while(0);if(b>>>0>=c>>>0)return;j=a+(b<<2)|0;d=f[j>>2]|0;g=a+(c<<2)|0;e=f[g>>2]|0;o=+n[(f[d+4>>2]|0)+20>>2];p=+n[(f[e+4>>2]|0)+20>>2];b=o<p?-1:1;h=d;i=e;if(o==p){d=f[d+20>>2]|0;b=f[e+20>>2]|0;if((d|0)==(b|0))return;else b=(d|0)<(b|0)?-1:1}if((b|0)<=0)return;f[j>>2]=i;f[g>>2]=h;return}function Q7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;var g=0.0,h=0.0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;I=u;u=u+32|0;z=I;G=f[b+16>>2]|0;E=b+12|0;F=f[E>>2]|0;D=f[c+16>>2]|0;B=c+12|0;C=f[B>>2]|0;if((F|0)==(C|0)|((G|0)==(D|0)|((F|0)==0|(C|0)==0))){u=I;return}if((f[G+12>>2]|0)==(f[D+12>>2]|0)){u=I;return}b=f[F+12>>2]|0;c=f[C+12>>2]|0;if((b|0)==(c|0)){u=I;return}w=+n[G+16>>2];x=+n[F+16>>2]-w;p=+n[G+20>>2];q=+n[F+20>>2]-p;g=+n[C+16>>2];h=+n[C+20>>2];if(x*(h-p)<q*(g-w)){u=I;return}m=+n[D+16>>2];l=g-m;o=+n[D+20>>2];g=h-o;m=m-w;o=o-p;h=q*l-x*g;if(h>-1.000000013351432e-10&h<1.000000013351432e-10){u=I;return}y=1.0/h;A=(l*o-m*g)*y;y=(x*o-q*m)*y;if(A<d|y<e){u=I;return}if((b|0)<0){if(A>1.0){u=I;return}}else if(A>=.9999989867210388){u=I;return}if((c|0)<0){if(y>1.0){u=I;return}}else if(y>=.9999989867210388){u=I;return}p=p+A*q;b=a+24|0;c=f[b>>2]|0;a:do if(!c)c=0;else while(1){if(p<=+n[(f[c+4>>2]|0)+20>>2]+9.999999974752427e-07)break a;b=f[c>>2]|0;if(!b){b=c;c=0;break}else{v=c;c=b;b=v}}while(0);r=F+12|0;s=C+12|0;b:do if(c){while(1){i=f[c+4>>2]|0;g=+n[i+20>>2];if(p<=g+9.999999974752427e-07)break b;if((f[c+20>>2]|0)!=5)break b;i=f[i+12>>2]|0;j=f[r>>2]|0;if((i|0)==(j|0))break b;k=f[s>>2]|0;if((i|0)==(k|0))break b;if((f[(f[c+12>>2]|0)+12>>2]|0)==(k|0))if(g==p?(f[(f[c+16>>2]|0)+12>>2]|0)==(j|0):0)break;b=f[c>>2]|0;if(!b){b=c;break b}else{v=c;c=b;b=v}}u=I;return}while(0);o=+n[G>>2];n[z>>2]=o+A*(+n[F>>2]-o);o=+n[G+4>>2];n[z+4>>2]=o+A*(+n[F+4>>2]-o);o=+n[G+8>>2];n[z+8>>2]=o+A*(+n[F+8>>2]-o);o=w+A*x;n[z+16>>2]=o;n[z+20>>2]=p;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,28)|0;f[j+20>>2]=5;k=j+8|0;f[k>>2]=0;r=j+4|0;f[r>>2]=0;s=f[a>>2]|0;i=a+12|0;J=f[i>>2]|0;c=J+-1|0;f[i>>2]=c;i=f[a+16>>2]|0;t=a+20|0;v=f[s>>2]|0;v=Rg[f[f[v>>2]>>2]&255](v,28)|0;if((J|0)>0){J=z+(c*12|0)|0;f[v>>2]=f[J>>2];f[v+4>>2]=f[J+4>>2];f[v+8>>2]=f[J+8>>2]}else{f[v>>2]=f[z>>2];f[v+4>>2]=f[z+4>>2];f[v+8>>2]=f[z+8>>2]}f[v+12>>2]=c;g=+n[v>>2];m=+n[v+4>>2];l=+n[v+8>>2];switch(i|0){case 0:{h=l;g=m;H=31;break}case 1:{h=g;g=l;H=31;break}case 2:{h=m;H=31;break}default:{c=v+16|0;i=v+20|0}}if((H|0)==31){c=v+16|0;n[c>>2]=g;i=v+20|0;n[i>>2]=h}f[v+24>>2]=0;J=f[s>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=v;f[J>>2]=f[t>>2];f[t>>2]=J;n[c>>2]=o;n[i>>2]=p;f[k>>2]=v;f[r>>2]=v;f[j>>2]=f[b>>2];f[b>>2]=j;f[j+12>>2]=f[B>>2];f[j+16>>2]=f[E>>2];J=f[r>>2]|0;f[B>>2]=J;f[E>>2]=J;J=f[f[a>>2]>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,40)|0;f[(f[r>>2]|0)+24>>2]=J;V7a(J,0,G,F,A);V7a(J,1,D,C,y);u=I;return}function R7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+n[a+20>>2];k=+n[c+20>>2];f=l-k;if((f<0.0?-f:f)<9.999999974752427e-07){f=+n[a+16>>2];h=+n[c+16>>2];if(f<h){e=1;return e|0}if(!(f==h)){e=0;return e|0}g=(+n[b+16>>2]-f)*(+n[d+20>>2]-k);f=(+n[d+16>>2]-h)*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}else return g<f+9.999999974752427e-07&e|0}g=+n[d+20>>2];i=l-g;j=+n[a+16>>2];if((i<0.0?-i:i)<9.999999974752427e-07){f=+n[d+16>>2];if(j<f){e=1;return e|0}if(!(j==f)){e=0;return e|0}g=(g-k)*(+n[b+16>>2]-j);f=(f-+n[c+16>>2])*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}e=g<f+9.999999974752427e-07&e;return e|0}i=+n[c+16>>2];h=(j-i)/f;i=+n[d+16>>2]-i;f=g-k;g=i/f;if(h<g+-9.999999974752427e-07){e=1;return e|0}if(h<g+9.999999974752427e-07){g=f*(+n[b+16>>2]-j);f=i*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}if(g<f+9.999999974752427e-07&e){e=1;return e|0}}e=0;return e|0}function S7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0;w=c+8|0;x=c+4|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+12|0;r=d+24|0;s=d+16|0;t=d+20|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+20>>2];m=f[g+4>>2]|0;k=+n[m+20>>2];if(j!=k){z=+n[l+16>>2];if(!((j-k)*(+n[s>>2]-z)>=(z-+n[m+16>>2])*(+n[t>>2]-j)))y=8;else break}else{j=+n[m+16>>2];k=+n[l+16>>2];if(j>k)break;if(j==k)$zb(a);else y=8}if((y|0)==8){y=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);else $h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){y=28;break}}g=f[x>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+16>>2]!=+n[m+16>>2])y=18;else if(+n[l+20>>2]!=+n[m+20>>2])y=18;do if((y|0)==18){y=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);break}else{$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[x>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){y=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=g+4|0;m=f[o>>2]|0;f[w>>2]=f[m+8>>2];m=f[m+4>>2]|0;f[x>>2]=m;f[m>>2]=c;$zb(f[o>>2]|0);$zb(g);g=f[x>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((y|0)==28)return}function T7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0.0;w=c+8|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+12|0;r=d+24|0;s=d+16|0;t=d+20|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+20>>2];m=f[g+4>>2]|0;k=+n[m+20>>2];if(j!=k){y=+n[l+16>>2];if(!((j-k)*(+n[s>>2]-y)<=(y-+n[m+16>>2])*(+n[t>>2]-j)))x=8;else break}else{j=+n[m+16>>2];k=+n[l+16>>2];if(j<k)break;if(j==k)$zb(a);else x=8}if((x|0)==8){x=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);else $h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){x=28;break}}g=f[c>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+16>>2]!=+n[m+16>>2])x=18;else if(+n[l+20>>2]!=+n[m+20>>2])x=18;do if((x|0)==18){x=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);break}else{$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[c>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){x=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=f[g>>2]|0;f[w>>2]=f[o+8>>2];o=f[o>>2]|0;f[c>>2]=o;f[o+4>>2]=c;$zb(f[g>>2]|0);$zb(g);g=f[c>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((x|0)==28)return}function U7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0,r=0.0,s=0,t=0.0,v=0,w=0,x=0;w=u;u=u+32|0;h=w;e=+n[b+20>>2];i=+n[c+20>>2];if(e==i){u=w;return c|0}s=d+4|0;p=+n[(f[s>>2]|0)+20>>2];t=(p-e)/(i-e);r=+n[b>>2];n[h>>2]=r+t*(+n[c>>2]-r);r=+n[b+4>>2];n[h+4>>2]=r+t*(+n[c+4>>2]-r);r=+n[b+8>>2];n[h+8>>2]=r+t*(+n[c+8>>2]-r);r=+n[b+16>>2];r=r+t*(+n[c+16>>2]-r);n[h+16>>2]=r;n[h+20>>2]=p;m=f[a>>2]|0;j=a+12|0;x=f[j>>2]|0;g=x+-1|0;f[j>>2]=g;j=f[a+16>>2]|0;o=a+20|0;v=f[m>>2]|0;v=Rg[f[f[v>>2]>>2]&255](v,28)|0;if((x|0)>0){x=h+(g*12|0)|0;f[v>>2]=f[x>>2];f[v+4>>2]=f[x+4>>2];f[v+8>>2]=f[x+8>>2]}else{f[v>>2]=f[h>>2];f[v+4>>2]=f[h+4>>2];f[v+8>>2]=f[h+8>>2]}f[v+12>>2]=g;e=+n[v>>2];l=+n[v+4>>2];k=+n[v+8>>2];switch(j|0){case 0:{i=k;e=l;q=9;break}case 1:{i=e;e=k;q=9;break}case 2:{i=l;q=9;break}default:{g=v+16|0;h=v+20|0}}if((q|0)==9){g=v+16|0;n[g>>2]=e;h=v+20|0;n[h>>2]=i}x=v+24|0;f[x>>2]=0;j=f[m>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,8)|0;f[j+4>>2]=v;f[j>>2]=f[o>>2];f[o>>2]=j;n[g>>2]=r;n[h>>2]=p;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,40)|0;f[x>>2]=j;h=f[s>>2]|0;f[j>>2]=h;g=f[d+8>>2]|0;f[j+4>>2]=g;f[j+8>>2]=f[h+12>>2];f[j+12>>2]=f[g+12>>2];if(+n[h>>2]<+n[g>>2]){e=+n[h+16>>2];e=(r-e)/(+n[g+16>>2]-e)}else e=0.0;n[j+16>>2]=e;V7a(j,1,b,c,t);x=v;u=w;return x|0}function V7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;l=f[c+12>>2]|0;m=(l|0)<0;if(m){k=f[c+24>>2]|0;i=f[k+12>>2]|0;h=d+12|0;g=f[h>>2]|0;do if((g|0)>-1&(i|0)==(g|0))o=6;else{if((g|0)<0){j=f[d+24>>2]|0;if((i|0)==(f[j+12>>2]|0)){o=6;break}if((i|0)==(f[j+32>>2]|0)){o=6;break}}f[a+(b*20|0)>>2]=f[k+20>>2];f[a+(b*20|0)+8>>2]=f[k+28>>2];i=k+36|0}while(0);if((o|0)==6){f[a+(b*20|0)>>2]=f[k>>2];f[a+(b*20|0)+8>>2]=f[k+8>>2];i=k+16|0}p=+n[i>>2];e=p+(1.0-p)*e}else{f[a+(b*20|0)>>2]=c;f[a+(b*20|0)+8>>2]=l;g=d+12|0;h=g;g=f[g>>2]|0}if((g|0)>=0){f[a+(b*20|0)+4>>2]=d;f[a+(b*20|0)+12>>2]=f[h>>2];p=e;o=a+(b*20|0)+16|0;n[o>>2]=p;return}h=f[d+24>>2]|0;i=f[h+8>>2]|0;do if((l|0)>-1&(i|0)==(l|0))o=15;else{if(m){g=f[c+24>>2]|0;if((i|0)==(f[g+8>>2]|0)){o=15;break}if((i|0)==(f[g+28>>2]|0)){o=15;break}}f[a+(b*20|0)+4>>2]=f[h+24>>2];f[a+(b*20|0)+12>>2]=f[h+32>>2];g=h+36|0}while(0);if((o|0)==15){f[a+(b*20|0)+4>>2]=f[h+4>>2];f[a+(b*20|0)+12>>2]=f[h+12>>2];g=h+16|0}p=e*+n[g>>2];o=a+(b*20|0)+16|0;n[o>>2]=p;return}function W7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=f[d>>2]|0;if((i|0)<3){h=0;return h|0}if((d+(i<<2)+4|0)==(e|0)){if((i|0)==3){k=f[d+4>>2]|0;l=f[d+8>>2]|0;d=f[d+12>>2]|0;$h[g&3](h,0,b+(k*24|0)|0,b+(l*24|0)|0,b+(d*24|0)|0,k,l,d,0,0,0);h=1;return h|0}if(!((X7a(b,d,e)|0)&1)){a=f[d>>2]|0;j=d+8|0;i=f[d+4>>2]|0;c=f[j>>2]|0;e=a+-2|0;if((a|0)>3){k=a+-4|0;l=k>>>1;a=j;while(1){j=i;i=f[a+(e<<2)>>2]|0;n=b+(c*24|0)|0;m=b+(i*24|0)|0;$h[g&3](h,1,b+(j*24|0)|0,n,m,j,c,i,0,0,0);a=a+4|0;j=c;c=f[a>>2]|0;$h[g&3](h,1,n,b+(c*24|0)|0,m,j,c,i,0,0,0);if((e|0)<=3)break;else e=e+-2|0}e=k&1;a=l+3|0}else a=2;if(!e){n=1;return n|0}n=f[d+(a<<2)+4>>2]|0;$h[g&3](h,1,b+(i*24|0)|0,b+(c*24|0)|0,b+(n*24|0)|0,i,c,n,0,0,0);n=1;return n|0}}n=Y7a(a,b,c,d,e,g,h)|0;return n|0}function X7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0;y=u;u=u+128|0;o=y+64|0;i=o;q=y;d=f[b>>2]|0;if((d|0)!=((c-b>>2)+-1|0)){x=1;u=y;return x|0}if((d|0)==3){x=0;u=y;return x|0}d=b+4|0;l=f[c+-8>>2]|0;n=f[c+-4>>2]|0;b=a+(n*24|0)|0;m=+p[b>>3];k=m-+p[a+(l*24|0)>>3];g=+p[a+(n*24|0)+8>>3]-+p[a+(l*24|0)+8>>3];e=+p[a+(n*24|0)+16>>3]-+p[a+(l*24|0)+16>>3];p[o>>3]=k;l=o+8|0;p[l>>3]=g;n=o+16|0;p[n>>3]=e;a:do if(k==0.0){while(1){if(!(e==0.0&g==0.0))break a;h=f[d>>2]|0;j=a+(h*24|0)|0;d=d+4|0;if((d|0)==(c|0)){b=0;break}k=m;m=+p[j>>3];k=m-k;g=+p[a+(h*24|0)+8>>3]-+p[b+8>>3];e=+p[a+(h*24|0)+16>>3]-+p[b+16>>3];p[o>>3]=k;p[l>>3]=g;p[n>>3]=e;if(!(k==0.0)){b=j;break a}else b=j}u=y;return b|0}while(0);f[o+24>>2]=k==0.0?0:k<0.0?-1:1;f[o+28>>2]=g==0.0?0:g<0.0?-1:1;f[o+32>>2]=e==0.0?0:e<0.0?-1:1;w=o+40|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;f[w+16>>2]=0;f[w+20>>2]=0;w=b;v=d;h=0;t=q;r=0;q=0;while(1){b=f[v>>2]|0;s=w;w=a+(b*24|0)|0;k=+p[a+(b*24|0)+8>>3]-+p[s+8>>3];m=+p[a+(b*24|0)+16>>3]-+p[s+16>>3];b=t;o=t;p[o>>3]=+p[w>>3]-+p[s>>3];p[b+8>>3]=k;p[b+16>>3]=m;m=+p[o>>3];o=m==0.0;b=m<0.0?-1:1;s=t;d=s+24|0;f[d>>2]=o?0:b;if(o){b=f[i+24>>2]|0;f[d>>2]=b}m=+p[s+8>>3];o=m==0.0;d=m<0.0?-1:1;j=s+28|0;f[j>>2]=o?0:d;if(o){d=f[i+28>>2]|0;f[j>>2]=d}g=+p[s+16>>3];n=g==0.0;j=g<0.0?-1:1;l=s+32|0;f[l>>2]=n?0:j;if(n){j=f[i+32>>2]|0;f[l>>2]=j}e=+p[s>>3];if(e!=0.0|o^1|n^1){l=i;h=h+((b|0)!=(f[l+24>>2]|0)&1)|0;b=q+((d|0)!=(f[l+28>>2]|0)&1)|0;d=r+((j|0)!=(f[l+32>>2]|0)&1)|0;z=+p[l+8>>3];B=+p[l+16>>3];k=g*z-m*B;A=+p[l>>3];g=e*B-g*A;e=m*A-e*z;p[s+40>>3]=k;p[s+48>>3]=g;p[s+56>>3]=e;if(e==0.0&(k==0.0&g==0.0))j=t;else if(k*+p[l+40>>3]+g*+p[l+48>>3]+e*+p[l+56>>3]<0.0){b=1;x=19;break}else{j=i;i=t}}else{j=t;d=r;b=q}v=v+4|0;if((v|0)==(c|0))break;else{t=j;r=d;q=b}}if((x|0)==19){u=y;return b|0}x=((d|0)>2|((b|0)>2|(h|0)>2))&1;u=y;return x|0}function Y7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;K=0;O=u;u=u+6400|0;f[(O+48|0)>>2]=a;J=(O+48|0)+4|0;f[J>>2]=g;F=(O+48|0)+8|0;f[F>>2]=h;f[(O+48|0)+12>>2]=0;if(!c)K=4;else{l=+n[c>>2];k=+n[c+4>>2];j=+n[c+8>>2];if(l!=0.0|k!=0.0|j!=0.0){v=l<0.0?-l:l;x=k<0.0?-k:k;w=j<0.0?-j:j;z=v>x?(w>v?2:0):w>x?2:1;m=f[d+4>>2]|0}else K=4}if((K|0)==4){y=(f[d>>2]|0)+1|0;m=f[d+4>>2]|0;v=+p[(b+(m*24|0)|0)>>3];if((y|0)==2){g=b+(m*24|0)|0;l=0.0;q=0.0;k=0.0;j=v}else{g=b+(m*24|0)|0;l=0.0;q=0.0;k=0.0;h=d+8|0;r=v;while(1){c=f[h>>2]|0;h=h+4|0;w=+p[b+(c*24|0)+8>>3];x=+p[g+8>>3];s=+p[b+(c*24|0)+16>>3];t=+p[g+16>>3];k=k+(w+x)*(s-t);j=+p[(b+(c*24|0)|0)>>3];q=q+(s+t)*(j-r);l=l+(w-x)*(r+j);if((h|0)==(d+(y<<2)|0|0)){g=b+(c*24|0)|0;break}else{g=b+(c*24|0)|0;r=j}}}w=+p[b+(m*24|0)+8>>3];t=+p[g+8>>3];r=+p[b+(m*24|0)+16>>3];s=+p[g+16>>3];x=k+(w+t)*(r-s);k=q+(v-j)*(r+s);l=l+(v+j)*(w-t);j=x<0.0?-x:x;k=k<0.0?-k:k;l=l<0.0?-l:l;a:do if(l<9.999999974752427e-07&(j<9.999999974752427e-07&k<9.999999974752427e-07)){o=b+(m*24|0)|0;h=g;c=d+8|0;r=v;q=t;while(1){if((c|0)==(d+(y<<2)|0|0))break a;g=f[c>>2]|0;l=q;q=+p[o+8>>3];j=s;s=+p[o+16>>3];j=(+p[b+(g*24|0)+8>>3]-q)*(s-j);k=(+p[b+(g*24|0)+16>>3]-s)*(r-+p[h>>3]);x=r;r=+p[(b+(g*24|0)|0)>>3];l=(r-x)*(q-l);j=j<0.0?-j:j;k=k<0.0?-k:k;l=l<0.0?-l:l;if(j>1.000000013351432e-10|k>1.000000013351432e-10|l>1.000000013351432e-10)break;else{h=o;o=b+(g*24|0)|0;c=c+4|0}}}while(0);z=j>k?(l>j?2:0):l>k?2:1}f[(O+48|0)+16>>2]=z;y=(O+48|0)+24|0;f[y>>2]=0;A=(O+48|0)+20|0;f[A>>2]=0;h=b+(m*24|0)|0;f[(O+24|0)>>2]=f[h>>2];f[(O+24|0)+4>>2]=f[h+4>>2];f[(O+24|0)+8>>2]=f[h+8>>2];f[(O+24|0)+12>>2]=f[h+12>>2];f[(O+24|0)+16>>2]=f[h+16>>2];f[(O+24|0)+20>>2]=f[h+20>>2];f[O>>2]=f[h>>2];f[O+4>>2]=f[h+4>>2];f[O+8>>2]=f[h+8>>2];f[O+12>>2]=f[h+12>>2];f[O+16>>2]=f[h+16>>2];f[O+20>>2]=f[h+20>>2];h=d;do{o=h+4|0;m=f[h>>2]|0;m=(m|0)>-1?m:0-m|0;c=o;do{g=f[c>>2]|0;c=c+4|0;j=+p[b+(g*24|0)>>3];if(j<+p[(O+24|0)>>3]){B=O+24|0;K=14}else if(j>+p[O>>3]){B=O;K=14}if((K|0)==14){K=0;p[B>>3]=j}j=+p[b+(g*24|0)+8>>3];if(j<+p[((O+24|0)+8|0)>>3]){C=O+24|0;K=17}else if(j>+p[(O+8|0)>>3]){C=O;K=17}if((K|0)==17){K=0;p[C+8>>3]=j}j=+p[b+(g*24|0)+16>>3];if(j<+p[((O+24|0)+16|0)>>3]){E=O+24|0;K=20}else if(j>+p[(O+16|0)>>3]){E=O;K=20}if((K|0)==20){K=0;p[E+16>>3]=j}}while((c|0)!=(o+(m<<2)|0|0));h=h+8+(((m<<2)+-4|0)>>>2<<2)|0}while((h|0)!=(e|0));q=+p[(O+24|0)>>3];r=+p[O>>3];s=+p[((O+24|0)+8|0)>>3];t=+p[(O+8|0)>>3];v=+p[((O+24|0)+16|0)>>3];w=+p[(O+16|0)>>3];j=r-q!=0.0?2.0/(r-q):r-q;k=t-s!=0.0?2.0/(t-s):t-s;l=w-v!=0.0?2.0/(w-v):w-v;x=r-q<t-s?t-s:r-q;x=(x<w-v?w-v:x)*9.999999974752427e-07;b:do{g=1;if(g){g=0;if((d|0)==(e|0)){L=0;M=0;K=450}else g=1}if(g)if(1){C=0;E=0;f[O+96>>2]=a;f[O+104>>2]=b;f[O+128>>2]=e;f[O+168>>2]=I;f[O+232>>2]=C;f[O+256>>2]=E;f[O+296>>2]=d;f[O+528>>2]=L;f[O+536>>2]=N;f[O+688>>2]=z;f[O+1048>>2]=M;f[O+1056>>2]=i;n[O+1896>>2]=j;n[O+1904>>2]=k;n[O+1912>>2]=l;f[O+1936>>2]=J;f[O+2192>>2]=F;f[O+2632>>2]=y;f[O+2640>>2]=A;n[O+3448>>2]=q;n[O+3456>>2]=r;n[O+3496>>2]=s;n[O+3528>>2]=t;n[O+3584>>2]=v;n[O+3616>>2]=w;n[O+3856>>2]=x;f[O+6064>>2]=K;f[O+6168>>2]=0;f[O+6172>>2]=0;xbb(O);L=f[O+528>>2]|0;N=f[O+536>>2]|0;M=f[O+1048>>2]|0;i=f[O+1056>>2]|0;K=f[O+6064>>2]|0;G=f[O+6168>>2]|0;D=f[O+6172>>2]|0;H=+n[O+6172>>2];f[O+6168>>2]=0;f[O+6172>>2]=0;if((G|0)==6)return D|0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 7:break b}}}while(0);if((K|0)==450){g=f[y>>2]|0;if(!g){N=L;i=M}else{do{N=g;g=f[g>>2]|0;$zb(N)}while((g|0)!=0);f[y>>2]=g;N=L;i=M}}if(i|0)do{h=i;i=f[i>>2]|0;g=f[(h+8|0)>>2]|0;if(g|0)do{f[(h+8|0)>>2]=f[g>>2];$zb(g);g=f[(h+8|0)>>2]|0}while((g|0)!=0);$zb(h)}while((i|0)!=0);g=f[A>>2]|0;if(g|0){do{c=g;g=f[g>>2]|0;i=f[(c+4|0)>>2]|0;h=f[i+36>>2]|0;if(h){$zb(h);i=f[(c+4|0)>>2]|0}$zb(i);$zb(c)}while((g|0)!=0);f[A>>2]=g}N=N^1;u=O;return N|0}function Z7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;e=c-b|0;a:do if(e>>>0>=2){u=c+-1|0;v=a+(u<<2)|0;w=a+(c<<2)|0;t=d;d=e;while(1){if((t|0)==0|d>>>0<33)break;d=a+(b<<2)|0;e=f[d>>2]|0;j=a+((b+c|0)>>>1<<2)|0;h=f[j>>2]|0;m=+n[(f[e+4>>2]|0)+32>>2];o=+n[(f[h+4>>2]|0)+32>>2];if(m==o){s=f[e+20>>2]|0;g=f[h+20>>2]|0;g=(s|0)==(g|0)?0:(s|0)<(g|0)?-1:1}else g=m<o?-1:1;i=f[v>>2]|0;p=+n[(f[i+4>>2]|0)+32>>2];if(m==p){s=f[e+20>>2]|0;e=f[i+20>>2]|0;e=(s|0)==(e|0)?0:(s|0)<(e|0)?-1:1}else e=m<p?-1:1;e=(e|0)<0;do if((g|0)<0){if(!e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)==(d|0)){d=v;break}else d=(e|0)<(d|0)?-1:1}d=(d|0)<0?j:v}else{if(e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)!=(d|0)){d=(e|0)<(d|0)?-1:1;x=31}}else x=31;if((x|0)==31){x=0;if((d|0)<0){d=v;break}}d=j}while(0);s=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=s;s=u;d=b;e=b;g=u;b:while(1){r=d;while(1){c:do if(e>>>0<c>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+32>>2];i=i+20|0;while(1){h=f[a+(e<<2)>>2]|0;p=+n[(f[h+4>>2]|0)+32>>2];d=p<m?-1:1;if(p==m){d=f[h+20>>2]|0;h=f[i>>2]|0;if((d|0)==(h|0)){q=e;break c}else d=(d|0)<(h|0)?-1:1}if((d|0)>=0){q=e;break c}e=e+1|0;if(e>>>0>=c>>>0){q=e;break}}}else q=e;while(0);d:do if(g>>>0>b>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+32>>2];i=i+20|0;do{e=f[a+(g<<2)>>2]|0;p=+n[(f[e+4>>2]|0)+32>>2];d=m<p?-1:1;if(m==p){h=f[i>>2]|0;d=f[e+20>>2]|0;if((h|0)==(d|0))break d;else d=(h|0)<(d|0)?-1:1}if((d|0)>=0)break d;g=g+-1|0}while(g>>>0>b>>>0)}while(0);if(q>>>0>=g>>>0)break b;e=a+(q<<2)|0;l=a+(g<<2)|0;i=f[e>>2]|0;f[e>>2]=f[l>>2];f[l>>2]=i;d=f[e>>2]|0;h=f[w>>2]|0;m=+n[(f[h+4>>2]|0)+32>>2];j=d;k=i;if(+n[(f[d+4>>2]|0)+32>>2]==m)if((f[d+20>>2]|0)==(f[h+20>>2]|0)){d=a+(r<<2)|0;if((r|0)==(q|0))i=k;else{k=f[d>>2]|0;f[d>>2]=j;f[e>>2]=k;k=f[w>>2]|0;i=f[l>>2]|0;h=k;m=+n[(f[k+4>>2]|0)+32>>2]}d=r+1|0;e=q+1|0;k=i}else{d=r;e=q}else{d=r;e=q}if(!(+n[(f[k+4>>2]|0)+32>>2]==m)){r=d;continue}if((f[k+20>>2]|0)==(f[h+20>>2]|0))break;else r=d}h=a+(s<<2)|0;if((g|0)!=(s|0)){f[l>>2]=f[h>>2];f[h>>2]=i}s=s+-1|0;g=g+-1|0}d=a+(q<<2)|0;if((q|0)!=(c|0)){l=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=l}if(q>>>0>r>>>0){e=q+-1|0;e:do if(b>>>0<r>>>0){d=b;while(1){if(e>>>0<r>>>0)break e;g=a+(d<<2)|0;h=a+(e<<2)|0;if((d|0)!=(e|0)){l=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=l}d=d+1|0;e=e+-1|0;if(d>>>0>=r>>>0){d=e;break}}}else d=e;while(0);Z7a(a,b,d,t+-1|0)}b=q+1|0;f:do if(u>>>0>s>>>0){d=u;while(1){if(b>>>0>s>>>0)break;e=a+(b<<2)|0;g=a+(d<<2)|0;if((b|0)!=(d|0)){r=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=r}d=d+-1|0;b=b+1|0;if(d>>>0<=s>>>0)break f}b=d+1|0}while(0);d=c-b|0;if(d>>>0<2)break a;else t=t+-1|0}d=b+1|0;if(d>>>0>c>>>0)return;do{g:do if(d>>>0>b>>>0){i=d;h=f[a+(d<<2)>>2]|0;do{k=i;i=i+-1|0;j=a+(i<<2)|0;g=f[j>>2]|0;k=a+(k<<2)|0;o=+n[(f[g+4>>2]|0)+32>>2];p=+n[(f[h+4>>2]|0)+32>>2];e=o<p?-1:1;l=g;if(o==p){g=f[g+20>>2]|0;e=f[h+20>>2]|0;if((g|0)==(e|0))break g;else e=(g|0)<(e|0)?-1:1}if((e|0)<=0)break g;h=f[k>>2]|0;f[k>>2]=l;f[j>>2]=h}while(i>>>0>b>>>0)}while(0);d=d+1|0}while(d>>>0<=c>>>0);return}while(0);if(b>>>0>=c>>>0)return;j=a+(b<<2)|0;d=f[j>>2]|0;g=a+(c<<2)|0;e=f[g>>2]|0;o=+n[(f[d+4>>2]|0)+32>>2];p=+n[(f[e+4>>2]|0)+32>>2];b=o<p?-1:1;h=d;i=e;if(o==p){d=f[d+20>>2]|0;b=f[e+20>>2]|0;if((d|0)==(b|0))return;else b=(d|0)<(b|0)?-1:1}if((b|0)<=0)return;f[j>>2]=i;f[g>>2]=h;return}function _7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;var g=0.0,h=0.0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;J=u;u=u+48|0;A=J;H=f[b+16>>2]|0;F=b+12|0;G=f[F>>2]|0;E=f[c+16>>2]|0;C=c+12|0;D=f[C>>2]|0;if((G|0)==(D|0)|((H|0)==(E|0)|((G|0)==0|(D|0)==0))){u=J;return}if((f[H+24>>2]|0)==(f[E+24>>2]|0)){u=J;return}b=f[G+24>>2]|0;c=f[D+24>>2]|0;if((b|0)==(c|0)){u=J;return}x=+n[H+28>>2];y=+n[G+28>>2]-x;q=+n[H+32>>2];r=+n[G+32>>2]-q;g=+n[D+28>>2];h=+n[D+32>>2];if(y*(h-q)<r*(g-x)){u=J;return}m=+n[E+28>>2];l=g-m;o=+n[E+32>>2];g=h-o;m=m-x;o=o-q;h=r*l-y*g;if(h>-1.000000013351432e-10&h<1.000000013351432e-10){u=J;return}z=1.0/h;B=(l*o-m*g)*z;z=(y*o-r*m)*z;if(B<d|z<e){u=J;return}if((b|0)<0){if(B>1.0){u=J;return}}else if(B>=.9999989867210388){u=J;return}if((c|0)<0){if(z>1.0){u=J;return}}else if(z>=.9999989867210388){u=J;return}q=q+B*r;b=a+24|0;c=f[b>>2]|0;a:do if(!c)c=0;else while(1){if(q<=+n[(f[c+4>>2]|0)+32>>2]+9.999999974752427e-07)break a;b=f[c>>2]|0;if(!b){b=c;c=0;break}else{w=c;c=b;b=w}}while(0);s=G+24|0;t=D+24|0;b:do if(c){while(1){i=f[c+4>>2]|0;g=+n[i+32>>2];if(q<=g+9.999999974752427e-07)break b;if((f[c+20>>2]|0)!=5)break b;i=f[i+24>>2]|0;j=f[s>>2]|0;if((i|0)==(j|0))break b;k=f[t>>2]|0;if((i|0)==(k|0))break b;if((f[(f[c+12>>2]|0)+24>>2]|0)==(k|0))if(g==q?(f[(f[c+16>>2]|0)+24>>2]|0)==(j|0):0)break;b=f[c>>2]|0;if(!b){b=c;break b}else{w=c;c=b;b=w}}u=J;return}while(0);e=+p[H>>3];o=B;p[A>>3]=e+(+p[G>>3]-e)*o;e=+p[H+8>>3];p[A+8>>3]=e+(+p[G+8>>3]-e)*o;e=+p[H+16>>3];p[A+16>>3]=e+(+p[G+16>>3]-e)*o;o=x+B*y;n[A+28>>2]=o;n[A+32>>2]=q;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,28)|0;f[j+20>>2]=5;k=j+8|0;f[k>>2]=0;s=j+4|0;f[s>>2]=0;t=f[a>>2]|0;i=a+12|0;K=f[i>>2]|0;c=K+-1|0;f[i>>2]=c;i=f[a+16>>2]|0;v=a+20|0;w=f[t>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,40)|0;if((K|0)>0){K=A+(c*24|0)|0;f[w>>2]=f[K>>2];f[w+4>>2]=f[K+4>>2];f[w+8>>2]=f[K+8>>2];f[w+12>>2]=f[K+12>>2];f[w+16>>2]=f[K+16>>2];f[w+20>>2]=f[K+20>>2]}else{f[w>>2]=f[A>>2];f[w+4>>2]=f[A+4>>2];f[w+8>>2]=f[A+8>>2];f[w+12>>2]=f[A+12>>2];f[w+16>>2]=f[A+16>>2];f[w+20>>2]=f[A+20>>2]}f[w+24>>2]=c;g=+p[w>>3];m=+p[w+8>>3];l=+p[w+16>>3];switch(i|0){case 0:{h=l;g=m;I=31;break}case 1:{h=g;g=l;I=31;break}case 2:{h=m;I=31;break}default:{c=w+28|0;i=w+32|0}}if((I|0)==31){c=w+28|0;n[c>>2]=g;i=w+32|0;n[i>>2]=h}f[w+36>>2]=0;K=f[t>>2]|0;K=Rg[f[f[K>>2]>>2]&255](K,8)|0;f[K+4>>2]=w;f[K>>2]=f[v>>2];f[v>>2]=K;n[c>>2]=o;n[i>>2]=q;f[k>>2]=w;f[s>>2]=w;f[j>>2]=f[b>>2];f[b>>2]=j;f[j+12>>2]=f[C>>2];f[j+16>>2]=f[F>>2];K=f[s>>2]|0;f[C>>2]=K;f[F>>2]=K;K=f[f[a>>2]>>2]|0;K=Rg[f[f[K>>2]>>2]&255](K,40)|0;f[(f[s>>2]|0)+36>>2]=K;d8a(K,0,H,G,B);d8a(K,1,E,D,z);u=J;return}function $7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+n[a+32>>2];k=+n[c+32>>2];f=l-k;if((f<0.0?-f:f)<9.999999974752427e-07){f=+n[a+28>>2];h=+n[c+28>>2];if(f<h){e=1;return e|0}if(!(f==h)){e=0;return e|0}g=(+n[b+28>>2]-f)*(+n[d+32>>2]-k);f=(+n[d+28>>2]-h)*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}else return g<f+9.999999974752427e-07&e|0}g=+n[d+32>>2];i=l-g;j=+n[a+28>>2];if((i<0.0?-i:i)<9.999999974752427e-07){f=+n[d+28>>2];if(j<f){e=1;return e|0}if(!(j==f)){e=0;return e|0}g=(g-k)*(+n[b+28>>2]-j);f=(f-+n[c+28>>2])*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}e=g<f+9.999999974752427e-07&e;return e|0}i=+n[c+28>>2];h=(j-i)/f;i=+n[d+28>>2]-i;f=g-k;g=i/f;if(h<g+-9.999999974752427e-07){e=1;return e|0}if(h<g+9.999999974752427e-07){g=f*(+n[b+28>>2]-j);f=i*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}if(g<f+9.999999974752427e-07&e){e=1;return e|0}}e=0;return e|0}function a8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0;w=c+8|0;x=c+4|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+24|0;r=d+36|0;s=d+28|0;t=d+32|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+32>>2];m=f[g+4>>2]|0;k=+n[m+32>>2];if(j!=k){z=+n[l+28>>2];if(!((j-k)*(+n[s>>2]-z)>=(z-+n[m+28>>2])*(+n[t>>2]-j)))y=8;else break}else{j=+n[m+28>>2];k=+n[l+28>>2];if(j>k)break;if(j==k)$zb(a);else y=8}if((y|0)==8){y=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);else $h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){y=28;break}}g=f[x>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+28>>2]!=+n[m+28>>2])y=18;else if(+n[l+32>>2]!=+n[m+32>>2])y=18;do if((y|0)==18){y=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);break}else{$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[x>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){y=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=g+4|0;m=f[o>>2]|0;f[w>>2]=f[m+8>>2];m=f[m+4>>2]|0;f[x>>2]=m;f[m>>2]=c;$zb(f[o>>2]|0);$zb(g);g=f[x>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((y|0)==28)return}function b8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0.0;w=c+8|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+24|0;r=d+36|0;s=d+28|0;t=d+32|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+32>>2];m=f[g+4>>2]|0;k=+n[m+32>>2];if(j!=k){y=+n[l+28>>2];if(!((j-k)*(+n[s>>2]-y)<=(y-+n[m+28>>2])*(+n[t>>2]-j)))x=8;else break}else{j=+n[m+28>>2];k=+n[l+28>>2];if(j<k)break;if(j==k)$zb(a);else x=8}if((x|0)==8){x=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);else $h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){x=28;break}}g=f[c>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+28>>2]!=+n[m+28>>2])x=18;else if(+n[l+32>>2]!=+n[m+32>>2])x=18;do if((x|0)==18){x=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);break}else{$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[c>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){x=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=f[g>>2]|0;f[w>>2]=f[o+8>>2];o=f[o>>2]|0;f[c>>2]=o;f[o+4>>2]=c;$zb(f[g>>2]|0);$zb(g);g=f[c>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((x|0)==28)return}function c8a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0,s=0.0,t=0,v=0.0,w=0,x=0,y=0;x=u;u=u+48|0;h=x;e=+n[b+32>>2];i=+n[c+32>>2];if(e==i){u=x;return c|0}t=d+4|0;q=+n[(f[t>>2]|0)+32>>2];v=(q-e)/(i-e);l=+p[b>>3];s=v;p[h>>3]=l+(+p[c>>3]-l)*s;l=+p[b+8>>3];p[h+8>>3]=l+(+p[c+8>>3]-l)*s;l=+p[b+16>>3];p[h+16>>3]=l+(+p[c+16>>3]-l)*s;s=+n[b+28>>2];s=s+v*(+n[c+28>>2]-s);n[h+28>>2]=s;n[h+32>>2]=q;m=f[a>>2]|0;j=a+12|0;y=f[j>>2]|0;g=y+-1|0;f[j>>2]=g;j=f[a+16>>2]|0;o=a+20|0;w=f[m>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,40)|0;if((y|0)>0){y=h+(g*24|0)|0;f[w>>2]=f[y>>2];f[w+4>>2]=f[y+4>>2];f[w+8>>2]=f[y+8>>2];f[w+12>>2]=f[y+12>>2];f[w+16>>2]=f[y+16>>2];f[w+20>>2]=f[y+20>>2]}else{f[w>>2]=f[h>>2];f[w+4>>2]=f[h+4>>2];f[w+8>>2]=f[h+8>>2];f[w+12>>2]=f[h+12>>2];f[w+16>>2]=f[h+16>>2];f[w+20>>2]=f[h+20>>2]}f[w+24>>2]=g;e=+p[w>>3];l=+p[w+8>>3];k=+p[w+16>>3];switch(j|0){case 0:{i=k;e=l;r=9;break}case 1:{i=e;e=k;r=9;break}case 2:{i=l;r=9;break}default:{g=w+28|0;h=w+32|0}}if((r|0)==9){g=w+28|0;n[g>>2]=e;h=w+32|0;n[h>>2]=i}y=w+36|0;f[y>>2]=0;j=f[m>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,8)|0;f[j+4>>2]=w;f[j>>2]=f[o>>2];f[o>>2]=j;n[g>>2]=s;n[h>>2]=q;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,40)|0;f[y>>2]=j;h=f[t>>2]|0;f[j>>2]=h;g=f[d+8>>2]|0;f[j+4>>2]=g;f[j+8>>2]=f[h+24>>2];f[j+12>>2]=f[g+24>>2];if(+p[h>>3]<+p[g>>3]){e=+n[h+28>>2];e=(s-e)/(+n[g+28>>2]-e)}else e=0.0;n[j+16>>2]=e;d8a(j,1,b,c,v);y=w;u=x;return y|0}function d8a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;l=f[c+24>>2]|0;m=(l|0)<0;if(m){k=f[c+36>>2]|0;i=f[k+12>>2]|0;h=d+24|0;g=f[h>>2]|0;do if((g|0)>-1&(i|0)==(g|0))o=6;else{if((g|0)<0){j=f[d+36>>2]|0;if((i|0)==(f[j+12>>2]|0)){o=6;break}if((i|0)==(f[j+32>>2]|0)){o=6;break}}f[a+(b*20|0)>>2]=f[k+20>>2];f[a+(b*20|0)+8>>2]=f[k+28>>2];i=k+36|0}while(0);if((o|0)==6){f[a+(b*20|0)>>2]=f[k>>2];f[a+(b*20|0)+8>>2]=f[k+8>>2];i=k+16|0}p=+n[i>>2];e=p+(1.0-p)*e}else{f[a+(b*20|0)>>2]=c;f[a+(b*20|0)+8>>2]=l;g=d+24|0;h=g;g=f[g>>2]|0}if((g|0)>=0){f[a+(b*20|0)+4>>2]=d;f[a+(b*20|0)+12>>2]=f[h>>2];p=e;o=a+(b*20|0)+16|0;n[o>>2]=p;return}h=f[d+36>>2]|0;i=f[h+8>>2]|0;do if((l|0)>-1&(i|0)==(l|0))o=15;else{if(m){g=f[c+36>>2]|0;if((i|0)==(f[g+8>>2]|0)){o=15;break}if((i|0)==(f[g+28>>2]|0)){o=15;break}}f[a+(b*20|0)+4>>2]=f[h+24>>2];f[a+(b*20|0)+12>>2]=f[h+32>>2];g=h+36|0}while(0);if((o|0)==15){f[a+(b*20|0)+4>>2]=f[h+4>>2];f[a+(b*20|0)+12>>2]=f[h+12>>2];g=h+16|0}p=e*+n[g>>2];o=a+(b*20|0)+16|0;n[o>>2]=p;return}function e8a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;j=h+4|0;i=h;f[j>>2]=40244;f[i>>2]=j;g=J7a(i,a,d,b,b+(c<<2)|0,e,g)|0;u=h;return g|0}function f8a(a,b){a=a|0;b=b|0;return _zb(b)|0}function g8a(a,b){a=a|0;b=b|0;$zb(b);return}function h8a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;j=h+4|0;i=h;f[j>>2]=40244;f[i>>2]=j;g=W7a(i,a,d,b,b+(c<<2)|0,e,g)|0;u=h;return g|0}function i8a(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(808)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=40260;e=d+16|0;f[e>>2]=c;eAa(d+24|0);f[d+776>>2]=0;f[d+780>>2]=0;f[d+784>>2]=0;f[d+788>>2]=-1;c=d+804|0;b[c>>0]=b[c>>0]&-16;f[a>>2]=e;f[a+4>>2]=d;return}function j8a(a){a=a|0;var b=0;f[a>>2]=40260;b=f[a+780>>2]|0;if(b|0)iOb(b);aOb(a);return}function k8a(a){a=a|0;var b=0;f[a>>2]=40260;b=f[a+780>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function l8a(a){a=a|0;a=f[a+780>>2]|0;if(!a)return;iOb(a);return}function m8a(a){a=a|0;sOb(a);return}function n8a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=b;b=f[d+4>>2]|0;c=a+768|0;f[c>>2]=f[d>>2];f[c+4>>2]=b;return}function o8a(a,c){a=a|0;c=c|0;bR(a+8|0,c)|0;c=a+788|0;b[c>>0]=b[c>>0]|1;return}function p8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=a+760|0;c=f[h>>2]|0;d=f[b>>2]|0;e=d;if((c|0)==(d|0)){h=0;return h|0}if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d)if(c)g=7;else c=e;else if(c^(f[d+8>>2]|0)!=0)g=7;else c=e;do if((g|0)==7){c=f[a>>2]|0;if(!c)c=e;else{if((f[c+216>>2]|0)!=(a|0))if((f[c+208>>2]|0)!=(a|0)){c=e;break}C9a(c);c=f[b>>2]|0}}while(0);d=f[b+4>>2]|0;if(d|0)gOb(d);f[h>>2]=c;h=a+764|0;c=f[h>>2]|0;f[h>>2]=d;if(!c){h=1;return h|0}iOb(c);h=1;return h|0}function q8a(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j+8|0;e=j;n[g>>2]=c;n[h>>2]=0.0;n[e>>2]=1.0;e=c<1.0?g:e;h=f[(+n[e>>2]>0.0?e:h)>>2]|0;f[g>>2]=h;g=a+788|0;e=b[g>>0]|0;c=(f[s>>2]=h,+n[s>>2]);do if(!(e&2))i=4;else if(+n[a+776>>2]==c){a=0;u=j;return a|0}else if(+n[a+776>>2]>0.0^c>0.0){i=4;break}else{d=e;break}while(0);do if((i|0)==4){d=f[a>>2]|0;if(!d)d=e;else{if((f[d+216>>2]|0)!=(a|0))if((f[d+208>>2]|0)!=(a|0)){d=e;break}C9a(d);d=b[g>>0]|0}}while(0);f[a+776>>2]=h;b[g>>0]=d|2;a=1;u=j;return a|0}function r8a(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j+8|0;e=j;n[g>>2]=c;n[h>>2]=0.0;n[e>>2]=1.0;e=c<1.0?g:e;h=f[(+n[e>>2]>0.0?e:h)>>2]|0;f[g>>2]=h;g=a+788|0;e=b[g>>0]|0;c=(f[s>>2]=h,+n[s>>2]);do if(!(e&4))i=4;else if(+n[a+780>>2]==c){a=0;u=j;return a|0}else if(+n[a+780>>2]>0.0^c>0.0){i=4;break}else{d=e;break}while(0);do if((i|0)==4){d=f[a>>2]|0;if(!d)d=e;else{if((f[d+216>>2]|0)!=(a|0))if((f[d+208>>2]|0)!=(a|0)){d=e;break}C9a(d);d=b[g>>0]|0}}while(0);f[a+780>>2]=h;b[g>>0]=d|4;a=1;u=j;return a|0}function s8a(a,c){a=a|0;c=+c;var d=0,e=0;d=a+788|0;e=b[d>>0]|0;a=a+784|0;if(e&8)if(+n[a>>2]==c){e=0;return e|0}n[a>>2]=c;b[d>>0]=e|8;e=1;return e|0}function t8a(a){a=a|0;var b=0,c=0;b=a+760|0;if(!(f[b>>2]|0)){a=0;return a|0}f[b>>2]=0;c=a+764|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);b=f[a>>2]|0;if(!b){c=1;return c|0}if((f[b+216>>2]|0)!=(a|0))if((f[b+208>>2]|0)!=(a|0)){c=1;return c|0}C9a(b);c=1;return c|0}function u8a(a,c){a=a|0;c=c|0;var e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+832|0;l=s+72|0;m=s+48|0;o=s+24|0;q=s;r=a+60|0;i=a;k=i+60|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));k=pOb(4280)|0;v8a(k,a);f[r>>2]=k;f[a+64>>2]=f[c>>2];c=f[c+4>>2]|0;f[a+68>>2]=c;if(c|0)gOb(c);g=a+72|0;c=pOb(160)|0;idb(c,13.0,13.0,128,512,200);f[g>>2]=c;c=a+120|0;i=a+80|0;k=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));p[c>>3]=1.0;f[a+128>>2]=0;n[a+132>>2]=.15000000596046448;n[a+136>>2]=.15000000596046448;n[a+140>>2]=.15000000596046448;c=a+208|0;i=a+144|0;k=i+64|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));i8a(c,a);f[a+216>>2]=0;f[a+220>>2]=0;b[a+224>>0]=7;b[a+225>>0]=2;b[a+226>>0]=0;b[a+227>>0]=0;b[a+228>>0]=1;b[a+229>>0]=1;i=a+230|0;k=(j[i>>1]|j[i+2>>1]<<16)&-1048576|389249;d[i>>1]=k;d[i+2>>1]=k>>>16;i=a+236|0;k=i+48|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));b[a+296>>0]=0;p[a+304>>3]=1.0;b[a+312>>0]=0;b[a+313>>0]=0;e=a+360|0;i=a+320|0;k=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));p[e>>3]=1.0;f[a+368>>2]=512;n[a+372>>2]=0.0;n[a+376>>2]=1.0;b[a+380>>0]=1;f[a+388>>2]=0;f[a+392>>2]=0;f[a+396>>2]=0;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+96>>2]&1023](k,a);mdb((f[r>>2]|0)+112|0,0);k=(f[r>>2]|0)+189|0;i=h[k>>0]|h[k+1>>0]<<8|16;b[k>>0]=i;b[k+1>>0]=i>>8;k=(f[r>>2]|0)+189|0;i=h[k>>0]|h[k+1>>0]<<8|32;b[k>>0]=i;b[k+1>>0]=i>>8;k=a+381|0;b[k>>0]=1;b[k+1>>0]=1;b[k+2>>0]=1;b[k+3>>0]=1;b[k+4>>0]=1;b[k+5>>0]=1;n[a+284>>2]=.07500000298023224;n[a+288>>2]=.07500000298023224;n[a+292>>2]=.07500000298023224;a=f[r>>2]|0;kgb(a+2824|0,b[a+2850>>0]|0);a=f[r>>2]|0;k=a+2852|0;a=a+2868|0;f[a>>2]=f[k>>2];f[a+4>>2]=f[k+4>>2];f[a+8>>2]=f[k+8>>2];f[a+12>>2]=f[k+12>>2];a=(f[r>>2]|0)+2900|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;q8a(f[c>>2]|0,.3330000042915344)|0;r8a(f[c>>2]|0,.5)|0;s8a(f[c>>2]|0,12.0)|0;r=f[r>>2]|0;f[q>>2]=14;f[m>>2]=q;w8a(l,r+1884|0,q,262924,m,o);r=(f[l>>2]|0)+24|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;p[m+16>>3]=1.0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;p[q>>3]=0.0;p[q+8>>3]=1.0;p[q+16>>3]=0.0;aAa(l,2,m,o,q,2.0,2.0,0.0);neb(r,l);u=s;return}function v8a(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;jdb(a,c);jdb(a+112|0,c);eAa(a+224|0);e=a+976|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;d[e+12>>1]=0;f[a+992>>2]=1;e=a+1024|0;g=a+996|0;h=g+28|0;do{b[g>>0]=0;g=g+1|0}while((g|0)<(h|0));n[e>>2]=1.0;g=a+1028|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+1044>>2]=1.0;Ihb(a+1048|0,c);f[a+1888>>2]=0;f[a+1892>>2]=0;f[a+1884>>2]=a+1888;c=a+1896|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;eeb(a+1916|0);Fqb(a+1976|0);Fqb(a+2044|0);Fqb(a+2112|0);reb(a+2180|0);yfb(a+2224|0);xhb(a+2256|0);Rgb(a+2260|0);Keb(a+2336|0);sgb(a+2512|0);agb(a+2548|0);agb(a+2824|0);c=a+3152|0;g=a+3100|0;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=.20000000298023224;n[a+3156>>2]=0.0;n[a+3160>>2]=0.0;n[a+3164>>2]=0.0;n[a+3168>>2]=1.0;n[a+3172>>2]=0.0;n[a+3176>>2]=1.0;n[a+3180>>2]=0.0;n[a+3184>>2]=1.0;n[a+3188>>2]=1.0;n[a+3192>>2]=1.0;n[a+3196>>2]=0.0;n[a+3200>>2]=1.0;n[a+3204>>2]=1.0;n[a+3208>>2]=0.0;n[a+3212>>2]=0.0;n[a+3216>>2]=1.0;n[a+3220>>2]=0.0;n[a+3224>>2]=0.0;n[a+3228>>2]=1.0;n[a+3232>>2]=1.0;bhb(a+3264|0);Ofb(a+3284|0);c=a+3452|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;gfb(a+3472|0);n[a+3556>>2]=0.0;n[a+3560>>2]=0.0;n[a+3564>>2]=0.0;n[a+3568>>2]=1.0;n[a+3572>>2]=0.0;n[a+3576>>2]=0.0;n[a+3580>>2]=0.0;n[a+3584>>2]=1.0;c=a+3588|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;c=a+3680|0;g=a+3624|0;h=g+56|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[c>>2]=-1;f[c+4>>2]=-1;f[c+8>>2]=-1;f[c+12>>2]=-1;f[c+16>>2]=-1;n[a+3700>>2]=0.0;n[a+3704>>2]=0.0;n[a+3708>>2]=0.0;n[a+3712>>2]=.6499999761581421;f[a+3716>>2]=5;n[a+3720>>2]=1.0;b[a+3724>>0]=1;f[a+3728>>2]=0;f[a+3732>>2]=0;f[a+3764>>2]=0;f[a+3768>>2]=0;f[a+3800>>2]=0;f[a+3804>>2]=0;f[a+3836>>2]=0;f[a+3840>>2]=0;f[a+3872>>2]=0;f[a+3876>>2]=0;f[a+3908>>2]=0;f[a+3912>>2]=0;f[a+3944>>2]=0;f[a+3948>>2]=0;f[a+3980>>2]=0;f[a+3984>>2]=0;f[a+4016>>2]=0;f[a+4020>>2]=0;f[a+4052>>2]=0;f[a+4056>>2]=0;f[a+4088>>2]=0;f[a+4092>>2]=0;f[a+4124>>2]=0;f[a+4128>>2]=0;g=a+4160|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;n[a+4180>>2]=1.0;n[a+4184>>2]=.05000000074505806;n[a+4188>>2]=.02500000037252903;n[a+4192>>2]=0.0;n[a+4196>>2]=0.0;n[a+4200>>2]=0.0;n[a+4204>>2]=1.0;n[a+4208>>2]=30.0;n[a+4212>>2]=20.0;g=a+4216|0;h=a+4240|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[h>>2]=-1;f[h+4>>2]=-1;f[h+8>>2]=-1;f[h+12>>2]=-1;f[h+16>>2]=-1;n[a+4260>>2]=.6499999761581421;n[a+4264>>2]=10.0;n[a+4268>>2]=1.0;f[a+4272>>2]=9;b[a+4276>>0]=0;return}function w8a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;e=c+4|0;h=f[e>>2]|0;do if(!h){j=e;d=e}else{i=f[d>>2]|0;j=i>>>0>13;k=i>>>0<14;d=c+4|0;e=h;while(1){h=f[e+16>>2]|0;l=h>>>0<14;if(j&l|i>>>0<h>>>0&(j|l)){h=f[e>>2]|0;if(!h){h=5;break}else{d=e;e=h}}else{l=h>>>0>13;if(!(k&l|h>>>0<i>>>0&(k|l))){h=10;break}d=e+4|0;h=f[d>>2]|0;if(!h){h=9;break}else e=h}}if((h|0)==5){j=e;d=e;break}else if((h|0)==9){j=e;break}else if((h|0)==10){j=e;break}}while(0);e=f[d>>2]|0;if(e|0){l=e;c=0;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}i=pOb(1408)|0;f[i+16>>2]=f[f[g>>2]>>2];dQb(i+24|0,0,1384)|0;eAa(i+40|0);b[i+792>>0]=1;e=i+800|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[i+816>>3]=1.0;p[i+824>>3]=1.0;e=i+832|0;f[e>>2]=16843009;b[e+4>>0]=1;e=i+840|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;n[i+860>>2]=1.0;e=i+864|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+880>>2]=1.0;e=i+884|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+900>>2]=1.0;e=i+904|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+920>>2]=1.0;e=i+924|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+940>>2]=1.0;e=i+944|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+960>>2]=1.0;e=i+964|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+980>>2]=1.0;e=i+984|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1e3>>2]=1.0;e=i+1004|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1020>>2]=1.0;e=i+1024|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1040>>2]=1.0;e=i+1044|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1060>>2]=1.0;e=i+1064|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1080>>2]=1.0;e=i+1084|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1100>>2]=1.0;e=i+1104|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1120>>2]=1.0;e=i+1124|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1140>>2]=1.0;e=i+1144|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1160>>2]=1.0;e=i+1164|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1180>>2]=1.0;e=i+1184|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1200>>2]=1.0;e=i+1204|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1220>>2]=1.0;e=i+1224|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1240>>2]=1.0;e=i+1244|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1260>>2]=1.0;e=i+1264|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1280>>2]=1.0;e=i+1284|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1300>>2]=1.0;e=i+1304|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1320>>2]=1.0;e=i+1324|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=i+1344|0;h=e+64|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(h|0));f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=j;f[d>>2]=i;e=f[f[c>>2]>>2]|0;if(!e)e=i;else{f[c>>2]=e;e=f[d>>2]|0}r_a(f[c+4>>2]|0,e);l=c+8|0;f[l>>2]=(f[l>>2]|0)+1;l=i;c=1;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}function x8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=a+72|0;b=f[e>>2]|0;do if(b|0){if(Rg[f[(f[b>>2]|0)+100>>2]&255](b,a)|0){b=f[e>>2]|0;f[e>>2]=0;if(b|0){gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[e>>2]|0;f[e>>2]=0;if(!b)break;gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[e>>2]|0;if(!b)break;oh[f[(f[b>>2]|0)+96>>2]&1023](b,a);b=f[e>>2]|0;c=f[b>>2]|0;if(!(f[a+104>>2]|0)){gh[f[c+128>>2]&2047](b);break}else{gh[f[c+124>>2]&2047](b);break}}}else f[e>>2]=0;f[e>>2]=0}while(0);b=a+60|0;c=f[b>>2]|0;if(c|0){y8a(c);sOb(c)}f[b>>2]=0;b=f[a+388>>2]|0;if(b|0){c=a+392|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}b=f[a+280>>2]|0;if(b|0)iOb(b);b=f[a+272>>2]|0;if(b|0)iOb(b);b=f[a+264>>2]|0;if(b|0)iOb(b);b=f[a+256>>2]|0;if(b|0)iOb(b);b=f[a+248>>2]|0;if(b|0)iOb(b);b=f[a+240>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+212>>2]|0;if(b|0)iOb(b);b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+68>>2]|0;if(b|0)iOb(b);d=a+48|0;b=f[d>>2]|0;if(b|0){e=a+52|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+36|0;b=f[e>>2]|0;if(b|0){d=a+40|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}d=a+24|0;b=f[d>>2]|0;if(b|0){e=a+28|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+12|0;b=f[d>>2]|0;if(b|0){e=a+16|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}b=f[a>>2]|0;if(!b)return;d=a+4|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function y8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+4236>>2]|0;if(b|0)iOb(b);b=f[a+4228>>2]|0;if(b|0)iOb(b);b=f[a+4220>>2]|0;if(b|0)iOb(b);z8a(a+3728|0);b=f[a+3676>>2]|0;if(b|0)iOb(b);b=f[a+3668>>2]|0;if(b|0)iOb(b);b=f[a+3660>>2]|0;if(b|0)iOb(b);b=f[a+3652>>2]|0;if(b|0)iOb(b);b=f[a+3644>>2]|0;if(b|0)iOb(b);b=f[a+3636>>2]|0;if(b|0)iOb(b);b=f[a+3628>>2]|0;if(b|0)iOb(b);b=f[a+3604>>2]|0;if(b|0)iOb(b);b=f[a+3596>>2]|0;if(b|0)iOb(b);A8a(a+3472|0);b=f[a+3464>>2]|0;if(b|0)iOb(b);b=f[a+3456>>2]|0;if(b|0)iOb(b);B8a(a+3284|0);b=f[a+3276>>2]|0;if(b|0)iOb(b);b=f[a+3268>>2]|0;if(b|0)iOb(b);b=f[a+3136>>2]|0;if(b|0)iOb(b);b=f[a+3128>>2]|0;if(b|0)iOb(b);b=f[a+3120>>2]|0;if(b|0)iOb(b);b=f[a+3112>>2]|0;if(b|0)iOb(b);b=f[a+3104>>2]|0;if(b|0)iOb(b);C8a(a+2824|0);C8a(a+2548|0);b=f[a+2540>>2]|0;if(b|0)iOb(b);b=f[a+2532>>2]|0;if(b|0)iOb(b);b=f[a+2524>>2]|0;if(b|0)iOb(b);b=f[a+2516>>2]|0;if(b|0)iOb(b);D8a(a+2336|0);b=f[a+2304>>2]|0;if(b|0)iOb(b);b=f[a+2296>>2]|0;if(b|0)iOb(b);b=f[a+2288>>2]|0;if(b|0)iOb(b);b=f[a+2280>>2]|0;if(b|0)iOb(b);b=f[a+2272>>2]|0;if(b|0)iOb(b);b=f[a+2264>>2]|0;if(b|0)iOb(b);yhb(a+2256|0);b=f[a+2248>>2]|0;if(b|0)iOb(b);b=f[a+2236>>2]|0;if(b|0)iOb(b);b=f[a+2228>>2]|0;if(b|0)iOb(b);seb(a+2180|0);b=f[a+2136>>2]|0;if(b|0){c=a+2140|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+2132>>2]|0;if(b|0)iOb(b);b=f[a+2124>>2]|0;if(b|0)iOb(b);b=f[a+2116>>2]|0;if(b|0)iOb(b);b=f[a+2068>>2]|0;if(b|0){c=a+2072|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+2064>>2]|0;if(b|0)iOb(b);b=f[a+2056>>2]|0;if(b|0)iOb(b);b=f[a+2048>>2]|0;if(b|0)iOb(b);b=f[a+2e3>>2]|0;if(b|0){c=a+2004|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+1996>>2]|0;if(b|0)iOb(b);b=f[a+1988>>2]|0;if(b|0)iOb(b);b=f[a+1980>>2]|0;if(b|0)iOb(b);b=f[a+1928>>2]|0;if(b|0)iOb(b);b=f[a+1920>>2]|0;if(b|0)iOb(b);e=a+1912|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){E8a(b+840|0);F8a(b);sOb(b)}e=a+1908|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){E8a(b+840|0);F8a(b);sOb(b)}d=a+1896|0;b=f[d>>2]|0;if(b|0){e=a+1900|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-120|0;f[e>>2]=g;E8a(g);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}G8a(a+1884|0,f[a+1888>>2]|0);F8a(a+1048|0);b=f[a+1036>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[e+24>>2]|0;if(c|0)jOb(c);c=f[e+8>>2]|0;if(c|0){d=e+12|0;if((f[d>>2]|0)!=(c|0))f[d>>2]=c;sOb(c)}sOb(e)}while((b|0)!=0);g=a+1028|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+1016>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;c=f[d+20>>2]|0;if(c|0)jOb(c);c=f[d+12>>2]|0;if(c|0)iOb(c);sOb(d)}while((b|0)!=0);g=a+1008|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+976>>2]|0;if(!b){g=a+112|0;E8a(g);E8a(a);return}c=a+980|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);g=a+112|0;E8a(g);E8a(a);return}function z8a(a){a=a|0;var b=0;b=f[a+436>>2]|0;if(b|0)iOb(b);b=f[a+400>>2]|0;if(b|0)iOb(b);b=f[a+364>>2]|0;if(b|0)iOb(b);b=f[a+328>>2]|0;if(b|0)iOb(b);b=f[a+292>>2]|0;if(b|0)iOb(b);b=f[a+256>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+184>>2]|0;if(b|0)iOb(b);b=f[a+148>>2]|0;if(b|0)iOb(b);b=f[a+112>>2]|0;if(b|0)iOb(b);b=f[a+76>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function A8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);h=a+20|0;b=f[h>>2]|0;if(b|0){g=a+24|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-72|0;f[g>>2]=d;e=f[c+-28>>2]|0;if(e|0)iOb(e);Ghb(c+-52|0);Ghb(d);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}b=f[a+8>>2]|0;if(b|0){c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function B8a(a){a=a|0;var b=0;b=f[a+100>>2]|0;if(b|0)iOb(b);b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function C8a(a){a=a|0;var b=0;b=f[a+260>>2]|0;if(b|0)iOb(b);b=f[a+240>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+200>>2]|0;if(b|0)iOb(b);b=f[a+180>>2]|0;if(b|0)iOb(b);b=f[a+132>>2]|0;if(b|0)iOb(b);b=f[a+124>>2]|0;if(b|0)iOb(b);b=f[a+116>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function D8a(a){a=a|0;var b=0;b=f[a+60>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function E8a(a){a=a|0;var b=0,c=0;b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);c=f[a+4>>2]|0;if(!c)return;b=a+8|0;a=f[b>>2]|0;if((a|0)!=(c|0))f[b>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c);return}function F8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;H8a(a+324|0);e=a+312|0;b=f[e>>2]|0;if(b|0){g=a+316|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-524|0;f[g>>2]=d;H8a(c+-504|0);c=f[c+-516>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}b=f[a+296>>2]|0;if(b|0){c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+284>>2]|0;if(b|0){c=a+288|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+272>>2]|0;if(!b){h=a+16|0;J8a(h);return}c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);h=a+16|0;J8a(h);return}function G8a(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;G8a(a,f[b>>2]|0);G8a(a,f[b+4>>2]|0);H8a(b+840|0);d=f[b+24>>2]|0;if(d|0){a=b+28|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}sOb(b);return}function H8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+484>>2]|0;if(b|0){c=a+488|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-60-b|0)>>>0)/60|0)*60|0);sOb(b)}g=a+464|0;I8a(g,f[a+472>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+444|0;I8a(g,f[a+452>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+424|0;I8a(g,f[a+432>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+404|0;I8a(g,f[a+412>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+384|0;I8a(g,f[a+392>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+364|0;I8a(g,f[a+372>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+344|0;I8a(g,f[a+352>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+324|0;I8a(g,f[a+332>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+304|0;I8a(g,f[a+312>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+284|0;I8a(g,f[a+292>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+264|0;I8a(g,f[a+272>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+244|0;I8a(g,f[a+252>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+232>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+224|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+212>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+204|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+192>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+184|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+172>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+164|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+152>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+144|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+132>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+124|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+112>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+104|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+92>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+84|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+72>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+64|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+52>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;g=f[c+12>>2]|0;if(g|0){d=c+16|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-44-g|0)>>>0)/44|0)*44|0);sOb(g)}sOb(c)}while((b|0)!=0);g=a+44|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+32>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+24|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+12>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;sOb(b);return}function I8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;if(!b)return;do{h=b;b=f[b>>2]|0;a=f[h+20>>2]|0;if(a|0)do{g=a;a=f[a>>2]|0;e=f[g+60>>2]|0;if(e|0){c=g+64|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g+56>>2]|0;if(c|0)iOb(c);c=f[g+48>>2]|0;if(c|0)iOb(c);sOb(g)}while((a|0)!=0);g=h+12|0;a=f[g>>2]|0;f[g>>2]=0;if(a|0)sOb(a);sOb(h)}while((b|0)!=0);return}function J8a(a){a=a|0;var b=0,c=0,d=0;b=f[a+244>>2]|0;if(b|0){c=a+248|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+228>>2]|0;if(b|0){c=a+232|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+212>>2]|0;if(b|0){c=a+216|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+196>>2]|0;if(b|0){c=a+200|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+180>>2]|0;if(b|0){c=a+184|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+164>>2]|0;if(b|0){c=a+168|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+148>>2]|0;if(b|0){c=a+152|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+132>>2]|0;if(b|0){c=a+136|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+116>>2]|0;if(b|0){c=a+120|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+100>>2]|0;if(b|0){c=a+104|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+84>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+68>>2]|0;if(b|0){c=a+72|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-16-d|0)>>>4)<<4);sOb(d);return}function K8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0;k=u;u=u+48|0;h=k;i=k+36|0;j=k+24|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;L8a(i,a,c,d,h);g=(b[i+1>>0]|0)==0;if(g)se();d=f[a+72>>2]|0;if(d|0){l=+Mg[f[(f[d>>2]|0)+92>>2]&63](d);p[h>>3]=l}if(c<<24>>24==4){c=a+88|0;f[c>>2]=(f[c>>2]|0)+(f[h+8>>2]|0);c=a+92|0;f[c>>2]=(f[c>>2]|0)+(f[h+12>>2]|0);c=a+96|0;f[c>>2]=(f[c>>2]|0)+(f[h+16>>2]|0);c=a+100|0;f[c>>2]=(f[c>>2]|0)+(f[h+20>>2]|0)}else{c=a+80|0;f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];f[c+16>>2]=f[h+16>>2];f[c+20>>2]=f[h+20>>2]}if(e|0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[e+12>>2]=f[h+12>>2];f[e+16>>2]=f[h+16>>2];f[e+20>>2]=f[h+20>>2]}if(g){j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}if((f[a>>2]|0)==(f[a+4>>2]|0)){j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}M8a(j,a,h);h3a(a,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}function L8a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;r=0;t=u;u=u+2848|0;if(c<<24>>24==1)jSa(f[b+64>>2]|0);g=(d|0)==0?-1:d;j=~~+Gha()>>>0;f[(b+108|0)>>2]=(f[(b+108|0)>>2]|0)+1;if(e|0){f[(e+8|0)>>2]=0;f[(e+8|0)+4>>2]=0;f[(e+8|0)+8>>2]=0;f[(e+8|0)+12>>2]=0}k=JAa((f[(b+60|0)>>2]|0)+224|0,f[64745]|0,f[64746]|0)|0;n[(t+1176|0)>>2]=+p[k>>3];n[((t+1176|0)+4|0)>>2]=+p[k+8>>3];n[((t+1176|0)+8|0)>>2]=+p[k+16>>3];n[((t+1176|0)+12|0)>>2]=+p[k+24>>3];n[((t+1176|0)+16|0)>>2]=+p[k+32>>3];n[((t+1176|0)+20|0)>>2]=+p[k+40>>3];n[((t+1176|0)+24|0)>>2]=+p[k+48>>3];n[((t+1176|0)+28|0)>>2]=+p[k+56>>3];n[((t+1176|0)+32|0)>>2]=+p[k+64>>3];n[((t+1176|0)+36|0)>>2]=+p[k+72>>3];n[((t+1176|0)+40|0)>>2]=+p[k+80>>3];n[((t+1176|0)+44|0)>>2]=+p[k+88>>3];n[((t+1176|0)+48|0)>>2]=+p[k+96>>3];n[((t+1176|0)+52|0)>>2]=+p[k+104>>3];n[((t+1176|0)+56|0)>>2]=+p[k+112>>3];n[((t+1176|0)+60|0)>>2]=+p[k+120>>3];f[(t+280|0)>>2]=t+1176|0;f[(t+280|0)+4>>2]=b+144|0;if(N8a(t+280|0)|0){f[(b+144|0)>>2]=f[(t+1176|0)>>2];f[b+148>>2]=f[((t+1176|0)+4|0)>>2];f[b+152>>2]=f[((t+1176|0)+8|0)>>2];f[b+156>>2]=f[((t+1176|0)+12|0)>>2];f[b+160>>2]=f[((t+1176|0)+16|0)>>2];f[b+164>>2]=f[((t+1176|0)+20|0)>>2];f[b+168>>2]=f[((t+1176|0)+24|0)>>2];f[b+172>>2]=f[((t+1176|0)+28|0)>>2];f[b+176>>2]=f[((t+1176|0)+32|0)>>2];f[b+180>>2]=f[((t+1176|0)+36|0)>>2];f[b+184>>2]=f[((t+1176|0)+40|0)>>2];f[b+188>>2]=f[((t+1176|0)+44|0)>>2];f[b+192>>2]=f[((t+1176|0)+48|0)>>2];f[b+196>>2]=f[((t+1176|0)+52|0)>>2];f[b+200>>2]=f[((t+1176|0)+56|0)>>2];f[b+204>>2]=f[((t+1176|0)+60|0)>>2];y2a(b+36|0,(f[(b+60|0)>>2]|0)+224|0);d=1}else d=0;h=f[(b+60|0)>>2]|0;i=f[h+1884>>2]|0;k=1;if(k){k=0;if((i|0)==(h+1888|0|0))l=0;else k=1}f[t+1272>>2]=b;f[t+1280>>2]=c;f[t+1296>>2]=e;f[t+1344>>2]=d;f[t+1352>>2]=l;f[t+1376>>2]=m;f[t+1392>>2]=o;f[t+1408>>2]=g;f[t+1416>>2]=q;f[t+1632>>2]=h;f[t+1640>>2]=i;f[t+1824>>2]=j;f[t+2672>>2]=r;f[t+2680>>2]=k;f[t+2688>>2]=s;f[t+2728>>2]=0;f[t+2732>>2]=0;zbb(t);l=f[t+1352>>2]|0;m=f[t+1376>>2]|0;o=f[t+1392>>2]|0;q=f[t+1416>>2]|0;r=f[t+2672>>2]|0;s=f[t+2688>>2]|0;f[t+1264>>2]=a;f[t+1272>>2]=b;f[t+1280>>2]=c;f[t+1296>>2]=e;f[t+1352>>2]=l;f[t+1376>>2]=m;f[t+1392>>2]=o;f[t+1416>>2]=q;f[t+1824>>2]=j;f[t+2672>>2]=r;f[t+2688>>2]=s;f[t+2720>>2]=0;f[t+2724>>2]=0;ybb(t);G=f[t+2720>>2]|0;D=f[t+2724>>2]|0;H=+n[t+2724>>2];f[t+2720>>2]=0;f[t+2724>>2]=0;if((G|0)==5)return}function M8a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+176|0;o=s+152|0;q=s+16|0;r=s;i=c+60|0;l=f[i>>2]|0;m=l+224|0;g=f[c+388>>2]|0;k=(f[c+392>>2]|0)-g|0;c=(k|0)/24|0;do if(!k){f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0}else{e=l+24|0;if(!(f[e>>2]|0)){f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;break}else{Adb(l,o,q);k=f[i>>2]|0;Ieb(r,k+2180|0,g,c,k+224|0,+n[o>>2],+n[q>>2],f[e>>2]|0,k+2256|0);break}}while(0);i=q+4|0;f[q>>2]=15100;j=q+56|0;f[j>>2]=15120;tEb(q+56|0,i);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(i);f[i>>2]=39692;k=q+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(i,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);c=m3a(m3a(q,197767,9)|0,197777,20)|0;c=m3a(NEb(c,+p[d>>3])|0,197798,19)|0;c=m3a(KEb(c,f[d+8>>2]|0)|0,197818,18)|0;c=m3a(KEb(c,f[d+12>>2]|0)|0,197837,22)|0;c=m3a(KEb(c,f[d+16>>2]|0)|0,197860,15)|0;c=KEb(c,f[d+20>>2]|0)|0;b[o>>0]=125;m3a(c,o,1)|0;c=m3a(q,197876,11)|0;g=c+(f[(f[c>>2]|0)+-12>>2]|0)+4|0;f[g>>2]=f[g>>2]&-261|256;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+8>>2]=17;c=m3a(KEb(c,h[m>>0]|0)|0,246325,2)|0;c=NEb(c,+p[l+256>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+264>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+272>>3])|0,197888,3)|0;c=NEb(c,+p[l+280>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+288>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+296>>3])|0,197888,3)|0;c=NEb(c,+p[l+232>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+240>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+248>>3])|0,246331,2)|0;c=NEb(c,+p[l+432>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+440>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+pAa(m))|0;b[o>>0]=93;m3a(c,o,1)|0;m3a(q,197892,18)|0;c=f[r>>2]|0;g=r+4|0;e=f[g>>2]|0;if((c|0)!=(e|0)){KEb(q,f[c>>2]|0)|0;c=c+4|0;if((c|0)!=(e|0))do{b[o>>0]=44;m3a(q,o,1)|0;KEb(q,f[c>>2]|0)|0;c=c+4|0}while((c|0)!=(e|0))}b[o>>0]=93;m3a(q,o,1)|0;l3a(a,i);f[q>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(q,39752);jDb(j);c=f[r>>2]|0;if(!c){u=s;return}e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);u=s;return}function N8a(a){a=a|0;var b=0;b=f[a>>2]|0;a=f[a+4>>2]|0;if(+n[b>>2]!=+n[a>>2]){b=1;return b|0}if(+n[b+4>>2]!=+n[a+4>>2]){b=1;return b|0}if(+n[b+8>>2]!=+n[a+8>>2]){b=1;return b|0}if(+n[b+12>>2]!=+n[a+12>>2]){b=1;return b|0}if(+n[b+16>>2]!=+n[a+16>>2]){b=1;return b|0}if(+n[b+20>>2]!=+n[a+20>>2]){b=1;return b|0}if(+n[b+24>>2]!=+n[a+24>>2]){b=1;return b|0}if(+n[b+28>>2]!=+n[a+28>>2]){b=1;return b|0}if(+n[b+32>>2]!=+n[a+32>>2]){b=1;return b|0}if(+n[b+36>>2]!=+n[a+36>>2]){b=1;return b|0}if(+n[b+40>>2]!=+n[a+40>>2]){b=1;return b|0}if(+n[b+44>>2]!=+n[a+44>>2]){b=1;return b|0}if(+n[b+48>>2]!=+n[a+48>>2]){b=1;return b|0}if(+n[b+52>>2]!=+n[a+52>>2]){b=1;return b|0}if(+n[b+56>>2]!=+n[a+56>>2]){b=1;return b|0}b=+n[b+60>>2]!=+n[a+60>>2];return b|0}function O8a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0;m=+p[a+344>>3];q=+p[a+352>>3];r=+p[a+360>>3];s=+L(+(m*m+(q*q+r*r)));p[d>>3]=m/s;n=d+8|0;p[n>>3]=q/s;o=d+16|0;p[o>>3]=r/s;t=a+230|0;if((j[t>>1]|j[t+2>>1]<<16)&32768|0){m=+p[b>>3];r=+p[b+24>>3];if(m<=r){l=+p[b+8>>3];s=+p[b+32>>3];if(l<=s){k=+p[b+16>>3];q=+p[b+40>>3];if(k<=q){p[c>>3]=m;b=c+8|0;p[b>>3]=l;a=c+16|0;p[a>>3]=k;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3];i=f*l+e*k;h=g*m+i;i=g*r+i;if(i<h){p[c>>3]=r;p[b>>3]=l;p[a>>3]=k;h=i;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}i=g*m+(f*s+e*k);if(i<h){p[c>>3]=m;p[b>>3]=s;p[a>>3]=k;h=i;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}i=g*r+(f*s+e*k);if(i<h){p[c>>3]=r;p[b>>3]=s;p[a>>3]=k;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else i=h;h=g*m+(f*l+e*q);if(h<i){p[c>>3]=m;p[b>>3]=l;p[a>>3]=q;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else h=i;i=g*r+(f*l+e*q);if(i<h){p[c>>3]=r;p[b>>3]=l;p[a>>3]=q;e=+p[o>>3];g=+p[d>>3];f=+p[n>>3]}else i=h;h=g*m+(f*s+e*q);if(h<i){p[c>>3]=m;p[b>>3]=s;p[a>>3]=q;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else h=i;if(!(g*r+(f*s+e*q)<h))return;p[c>>3]=r;p[b>>3]=s;p[a>>3]=q;return}}}}p[c>>3]=+p[a+320>>3];p[c+8>>3]=+p[a+328>>3];p[c+16>>3]=+p[a+336>>3];return}function P8a(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0.0,z=0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0;N=u;u=u+2048|0;F=N+1296|0;G=N+1272|0;I=N+520|0;J=N+392|0;K=N+264|0;M=N;h=a+230|0;i=j[h>>1]|j[h+2>>1]<<16;if(!(i&2048)){M=0;u=N;return M|0}l=+p[c>>3];k=c+24|0;m=+p[k>>3];if(l<=m){z=c+8|0;o=+p[z>>3];A=c+32|0;q=+p[A>>3];if(o<=q){C=c+16|0;r=+p[C>>3];D=c+40|0;s=+p[D>>3];if(r<=s){H=a+60|0;E=f[H>>2]|0;x=f[E+1908>>2]|0;if(!(i&8192))if(+p[x+952>>3]==l)if(+p[x+960>>3]==o)if(+p[x+968>>3]==r)if(+p[x+976>>3]==m)if(+p[x+984>>3]==q)if(+p[x+992>>3]==s){M=0;u=N;return M|0}p[x+952>>3]=l;p[x+960>>3]=+p[z>>3];p[x+968>>3]=+p[C>>3];p[x+976>>3]=+p[k>>3];p[x+984>>3]=+p[A>>3];p[x+992>>3]=+p[D>>3];x=(j[h>>1]|j[h+2>>1]<<16)&-8193;d[h>>1]=x;d[h+2>>1]=x>>>16;t=+p[k>>3];B=+p[c>>3]*.5+t*.5;p[F>>3]=B;r=+p[A>>3];y=+p[z>>3]*.5+r*.5;p[F+8>>3]=y;s=+p[D>>3];w=+p[C>>3]*.5+s*.5;p[F+16>>3]=w;t=t-B;r=r-y;s=s-w;s=+L(+(t*t+(r*r+s*s)));r=+n[E+3720>>2]*+(((f[E+3716>>2]|0)+-1|0)>>>0);x=a+368|0;r=s+s*(r/(+((f[x>>2]|0)>>>0)-r));s=r*2.0;t=+p[g+8>>3];v=+p[g+16>>3];if(!(t*t+v*v+0.0>=.001)){l=+p[g>>3];m=l;o=0.0;q=-v}else{m=-t;o=v;q=0.0;l=+p[g>>3]}p[G>>3]=q;p[G+8>>3]=o;p[G+16>>3]=m;p[J>>3]=B+l;p[J+8>>3]=y+t;p[J+16>>3]=w+v;aAa(I,1,J,F,G,s,s,1.0/r);c=f[(f[H>>2]|0)+1908>>2]|0;b[c+1e3>>0]=b[I>>0]|0;p[c+1008>>3]=+p[I+8>>3];p[c+1016>>3]=+p[I+16>>3];p[c+1024>>3]=+p[I+24>>3];p[c+1032>>3]=+p[I+32>>3];p[c+1040>>3]=+p[I+40>>3];p[c+1048>>3]=+p[I+48>>3];p[c+1056>>3]=+p[I+56>>3];p[c+1064>>3]=+p[I+64>>3];p[c+1072>>3]=+p[I+72>>3];p[c+1080>>3]=+p[I+80>>3];p[c+1088>>3]=+p[I+88>>3];p[c+1096>>3]=+p[I+96>>3];p[c+1104>>3]=+p[I+104>>3];p[c+1112>>3]=+p[I+112>>3];p[c+1120>>3]=+p[I+120>>3];p[c+1128>>3]=+p[I+128>>3];p[c+1136>>3]=+p[I+136>>3];p[c+1144>>3]=+p[I+144>>3];p[c+1152>>3]=+p[I+152>>3];p[c+1160>>3]=+p[I+160>>3];p[c+1168>>3]=+p[I+168>>3];p[c+1176>>3]=+p[I+176>>3];p[c+1184>>3]=+p[I+184>>3];p[c+1192>>3]=+p[I+192>>3];p[c+1200>>3]=+p[I+200>>3];h=c+1208|0;i=I+208|0;k=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(k|0));p[c+1248>>3]=+p[I+248>>3];p[c+1256>>3]=+p[I+256>>3];p[c+1264>>3]=+p[I+264>>3];p[c+1272>>3]=+p[I+272>>3];p[c+1280>>3]=+p[I+280>>3];p[c+1288>>3]=+p[I+288>>3];p[c+1296>>3]=+p[I+296>>3];p[c+1304>>3]=+p[I+304>>3];p[c+1312>>3]=+p[I+312>>3];p[c+1320>>3]=+p[I+320>>3];p[c+1328>>3]=+p[I+328>>3];p[c+1336>>3]=+p[I+336>>3];p[c+1344>>3]=+p[I+344>>3];p[c+1352>>3]=+p[I+352>>3];p[c+1360>>3]=+p[I+360>>3];p[c+1368>>3]=+p[I+368>>3];f[c+1376>>2]=f[I+376>>2];f[c+1380>>2]=f[I+380>>2];f[c+1384>>2]=f[I+384>>2];f[c+1388>>2]=f[I+388>>2];f[c+1392>>2]=f[I+392>>2];f[c+1396>>2]=f[I+396>>2];f[c+1400>>2]=f[I+400>>2];f[c+1404>>2]=f[I+404>>2];f[c+1408>>2]=f[I+408>>2];f[c+1412>>2]=f[I+412>>2];f[c+1416>>2]=f[I+416>>2];f[c+1420>>2]=f[I+420>>2];f[c+1424>>2]=f[I+424>>2];f[c+1428>>2]=f[I+428>>2];f[c+1432>>2]=f[I+432>>2];f[c+1436>>2]=f[I+436>>2];p[c+1440>>3]=+p[I+440>>3];p[c+1448>>3]=+p[I+448>>3];p[c+1456>>3]=+p[I+456>>3];p[c+1464>>3]=+p[I+464>>3];p[c+1472>>3]=+p[I+472>>3];p[c+1480>>3]=+p[I+480>>3];p[c+1488>>3]=+p[I+488>>3];p[c+1496>>3]=+p[I+496>>3];p[c+1504>>3]=+p[I+504>>3];p[c+1512>>3]=+p[I+512>>3];p[c+1520>>3]=+p[I+520>>3];p[c+1528>>3]=+p[I+528>>3];p[c+1536>>3]=+p[I+536>>3];p[c+1544>>3]=+p[I+544>>3];p[c+1552>>3]=+p[I+552>>3];p[c+1560>>3]=+p[I+560>>3];p[c+1568>>3]=+p[I+568>>3];p[c+1576>>3]=+p[I+576>>3];p[c+1584>>3]=+p[I+584>>3];p[c+1592>>3]=+p[I+592>>3];p[c+1600>>3]=+p[I+600>>3];p[c+1608>>3]=+p[I+608>>3];p[c+1616>>3]=+p[I+616>>3];p[c+1624>>3]=+p[I+624>>3];p[c+1632>>3]=+p[I+632>>3];p[c+1640>>3]=+p[I+640>>3];p[c+1648>>3]=+p[I+648>>3];p[c+1656>>3]=+p[I+656>>3];p[c+1664>>3]=+p[I+664>>3];p[c+1672>>3]=+p[I+672>>3];p[c+1680>>3]=+p[I+680>>3];p[c+1688>>3]=+p[I+688>>3];f[c+1696>>2]=f[I+696>>2];f[c+1700>>2]=f[I+700>>2];f[c+1704>>2]=f[I+704>>2];f[c+1708>>2]=f[I+708>>2];f[c+1712>>2]=f[I+712>>2];f[c+1716>>2]=f[I+716>>2];f[c+1720>>2]=f[I+720>>2];f[c+1724>>2]=f[I+724>>2];f[c+1728>>2]=f[I+728>>2];G=c+1732|0;F=I+732|0;f[G>>2]=f[F>>2];f[G+4>>2]=f[F+4>>2];f[G+8>>2]=f[F+8>>2];b[G+12>>0]=b[F+12>>0]|0;G=f[x>>2]|0;I=JAa(I,G,G)|0;p[J>>3]=+p[I>>3];p[J+8>>3]=+p[I+8>>3];v=+p[I+16>>3];p[J+16>>3]=v;p[J+24>>3]=+p[I+24>>3];p[J+32>>3]=+p[I+32>>3];p[J+40>>3]=+p[I+40>>3];w=+p[I+48>>3];p[J+48>>3]=w;p[J+56>>3]=+p[I+56>>3];p[J+64>>3]=+p[I+64>>3];p[J+72>>3]=+p[I+72>>3];B=+p[I+80>>3];p[J+80>>3]=B;p[J+88>>3]=+p[I+88>>3];p[J+96>>3]=+p[I+96>>3];p[J+104>>3]=+p[I+104>>3];y=+p[I+112>>3];p[J+112>>3]=y;p[J+120>>3]=+p[I+120>>3];B=v*+p[e>>3]+w*+p[e+8>>3]+(y+B*+p[e+16>>3]);p[K>>3]=1.0;I=K+8|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;f[I+24>>2]=0;f[I+28>>2]=0;p[K+40>>3]=1.0;I=K+48|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;f[I+24>>2]=0;f[I+28>>2]=0;p[K+80>>3]=1.0;I=K+88|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;p[K+120>>3]=1.0;p[K+112>>3]=B;LAa(J,M);f[M+128>>2]=K;J=M+136|0;T8a(J,M)|0;K=f[(f[H>>2]|0)+1908>>2]|0;n[K+1752>>2]=+p[J>>3];n[K+1756>>2]=+p[M+144>>3];n[K+1760>>2]=+p[M+152>>3];n[K+1764>>2]=+p[M+160>>3];n[K+1768>>2]=+p[M+168>>3];n[K+1772>>2]=+p[M+176>>3];n[K+1776>>2]=+p[M+184>>3];n[K+1780>>2]=+p[M+192>>3];n[K+1784>>2]=+p[M+200>>3];n[K+1788>>2]=+p[M+208>>3];n[K+1792>>2]=+p[M+216>>3];n[K+1796>>2]=+p[M+224>>3];n[K+1800>>2]=+p[M+232>>3];n[K+1804>>2]=+p[M+240>>3];n[K+1808>>2]=+p[M+248>>3];n[K+1812>>2]=+p[M+256>>3];M=1;u=N;return M|0}}}eAa(F);VQ((f[(f[a+60>>2]|0)+1908>>2]|0)+1e3|0,F)|0;M=1;u=N;return M|0}function Q8a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0;i=u;u=u+192|0;h=i;switch(b[a+380>>0]|0){case 0:{f[e>>2]=f[a+372>>2];f[g>>2]=f[a+376>>2];u=i;return}case 1:{q=+p[c>>3];v=+p[c+8>>3];r=+p[c+16>>3];p[h>>3]=q;p[h+8>>3]=v;p[h+16>>3]=r;t=+p[c+24>>3];p[h+24>>3]=t;p[h+32>>3]=v;p[h+40>>3]=r;s=+p[c+32>>3];p[h+48>>3]=q;p[h+56>>3]=s;p[h+64>>3]=r;p[h+72>>3]=t;p[h+80>>3]=s;p[h+88>>3]=r;o=+p[c+40>>3];p[h+96>>3]=q;p[h+104>>3]=v;p[h+112>>3]=o;p[h+120>>3]=t;p[h+128>>3]=v;p[h+136>>3]=o;p[h+144>>3]=q;p[h+152>>3]=s;p[h+160>>3]=o;p[h+168>>3]=t;p[h+176>>3]=s;p[h+184>>3]=o;o=+p[d>>3];m=+p[d+8>>3];l=+p[d+16>>3];k=+p[d+24>>3];q=q*o;v=v*m;r=r*l+k;j=q+v+r;j=j>0.0?j:0.0;t=t*o;v=t+v+r;j=j<v?v:j;s=s*m;v=q+s+r;j=j<v?v:j;r=t+s+r;j=j<r?r:j;q=q+ +p[h+104>>3]*m+(+p[h+112>>3]*l+k);j=j<q?q:j;q=+p[h+120>>3]*o+ +p[h+128>>3]*m+(+p[h+136>>3]*l+k);j=j<q?q:j;q=+p[h+144>>3]*o+ +p[h+152>>3]*m+(+p[h+160>>3]*l+k);j=j<q?q:j;k=+p[h+168>>3]*o+ +p[h+176>>3]*m+(+p[h+184>>3]*l+k);j=j<k?k:j;n[e>>2]=j*+n[a+372>>2];n[g>>2]=j*+n[a+376>>2];u=i;return}default:{u=i;return}}}function R8a(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;i=n;m=f[a>>2]|0;l=m+226|0;a:do switch(b[l>>0]|0){case 1:{k=f[m+60>>2]|0;qgb(k+2548|0,f[a+4>>2]|0,f[a+8>>2]|0,f[a+12>>2]|0,k+2256|0,(b[f[a+16>>2]>>0]|0)!=0);break}case 2:{k=f[m+60>>2]|0;$fb(k+3100|0,f[a+4>>2]|0,32,16,f[a+12>>2]|0,k+2256|0,(b[f[a+16>>2]>>0]|0)!=0,k+3728|0,k+224|0);break}case 3:{k=m+60|0;c=f[k>>2]|0;g=c+77|0;d=(b[f[a+20>>2]>>0]|0)!=0;if(!((h[g>>0]|h[g+1>>0]<<8)&128)){if(d){ehb(c+3264|0,f[a+4>>2]|0,f[a+8>>2]|0);break a}g=b[259204]|0;Fwb(258928,1)|0;e=(f[k>>2]|0)+3452|0;c=f[f[a+4>>2]>>2]|0;if(!c)c=0;else{d=f[c+4>>2]|0;if((f[c+8>>2]|0)==(d|0))c=0;else c=f[d+8>>2]|0}Dfb(e,c);Fwb(258928,g<<24>>24!=0)|0;break a}if(d){e=b[259204]|0;Fwb(258928,1)|0;g=(f[k>>2]|0)+3452|0;c=f[f[a+8>>2]>>2]|0;if(!c)c=0;else{d=f[c+4>>2]|0;if((f[c+8>>2]|0)==(d|0))c=0;else c=f[d+8>>2]|0}Dfb(g,c);Fwb(258928,e<<24>>24!=0)|0;c=f[k>>2]|0}g=f[a+4>>2]|0;f[i>>2]=0;k=i+4|0;f[k>>2]=0;qgb(c+2824|0,g,i,f[a+12>>2]|0,c+2256|0,(b[f[a+16>>2]>>0]|0)!=0);c=f[k>>2]|0;if(c|0)iOb(c);break}default:Bfb((f[m+60>>2]|0)+2224|0,f[a+4>>2]|0,f[a+8>>2]|0)}while(0);e=m+230|0;if((j[e>>1]|j[e+2>>1]<<16)&16|0)if(b[f[a+24>>2]>>0]|0){k=f[m+60>>2]|0;i=(b[l>>0]|0)==2;ffb(k+2336|0,f[a+4>>2]|0,i,0,k+224|0,i?32:48,k+2256|0)}if((b[l>>0]|0)==2){u=n;return}c=j[e>>1]|j[e+2>>1]<<16;if(c&32)if(b[f[a+28>>2]>>0]|0){c=f[m+60>>2]|0;if(!(b[f[a+24>>2]>>0]|0))d=b[f[a+32>>2]>>0]|0?16:0;else d=16;Xfb(c+3284|0,f[a+4>>2]|0,c+224|0,d,c+2256|0);c=j[e>>1]|j[e+2>>1]<<16}c=c>>>8&3;if(!(c<<24>>24)){u=n;return}if(!(b[f[a+24>>2]>>0]|0))if(!(b[f[a+28>>2]>>0]|0)){u=n;return}m=f[m+60>>2]|0;Ffb(m+3728|0,c,f[f[a+4>>2]>>2]|0,f[f[a+8>>2]>>2]|0,m+224|0,0);u=n;return}function S8a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0;q=u;u=u+96|0;e=q+72|0;k=q;l=f[a>>2]|0;m=l+60|0;ieb((f[m>>2]|0)+1916|0);if(b[f[a+4>>2]>>0]|0){g=f[m>>2]|0;c=f[(f[g+1912>>2]|0)+864>>2]|0;if(c|0){d=f[c+4>>2]|0;if((f[c+8>>2]|0)!=(d|0)){c=f[d+8>>2]|0;if(c|0){i=f[a+8>>2]|0;n[e>>2]=+p[i>>3];n[e+4>>2]=+p[i+8>>3];n[e+8>>2]=+p[i+16>>3];Agb(g+4216|0,e,+p[f[a+12>>2]>>3],c,g+2256|0)}}}}e=a+16|0;Lqb((f[m>>2]|0)+1976|0,f[e>>2]|0,0);g=l+230|0;if((j[g>>1]|j[g+2>>1]<<16)&2048|0)if((b[l+226>>0]|0)!=2){i=f[m>>2]|0;if((f[i+1896>>2]|0)==(f[i+1900>>2]|0))if(!(sSa(f[l+64>>2]|0)|0)){h=f[m>>2]|0;i=f[h+1908>>2]|0;c=f[i+864>>2]|0;if(c|0){d=f[c+4>>2]|0;if((f[c+8>>2]|0)!=(d|0)){c=f[d+8>>2]|0;if(c|0){f[k>>2]=f[e>>2];f[k+4>>2]=i+1752;i=k+8|0;gma(i,k)|0;Igb(h+3624|0,c,i,(b[f[a+20>>2]>>0]|0)!=0)}}}}}if(!((j[g>>1]|j[g+2>>1]<<16)&64))o=18;else if(qfb((f[m>>2]|0)+3472|0)|0)o=18;else if((b[l+226>>0]|0)==2)o=18;else{h=f[64773]|0;i=f[64775]|0;k=f[64774]|0;l=f[64776]|0;g=b[259204]|0;Fwb(258928,1)|0;pwb(258928,1,771)|0;a=a+24|0;Dfb((f[m>>2]|0)+3452|0,f[f[a>>2]>>2]|0);pwb(258928,1,1)|0;e=f[m>>2]|0;tfb(e+3472|0,f[a>>2]|0,e+2256|0);Fhb(f[a>>2]|0);Fwb(258928,g<<24>>24!=0)|0;owb(258928,h,i,k,l)|0}if((o|0)==18)R8a(f[a+28>>2]|0);c=f[m>>2]|0;d=f[c+1896>>2]|0;if((d|0)==(f[c+1900>>2]|0)){u=q;return}xfb(c+3556|0,f[(f[(f[d+24>>2]|0)+4>>2]|0)+8>>2]|0,f[(f[(f[d+144>>2]|0)+4>>2]|0)+8>>2]|0);u=q;return}function T8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;h=b+128|0;r=f[h>>2]|0;u=b+32|0;t=b+64|0;s=b+96|0;p[a>>3]=+p[b>>3]*+p[r>>3]+ +p[u>>3]*+p[r+8>>3]+ +p[t>>3]*+p[r+16>>3]+ +p[s>>3]*+p[r+24>>3];r=f[h>>2]|0;q=b+8|0;o=b+40|0;n=b+72|0;m=b+104|0;p[a+8>>3]=+p[q>>3]*+p[r>>3]+ +p[o>>3]*+p[r+8>>3]+ +p[n>>3]*+p[r+16>>3]+ +p[m>>3]*+p[r+24>>3];r=f[h>>2]|0;l=b+16|0;k=b+48|0;j=b+80|0;i=b+112|0;p[a+16>>3]=+p[l>>3]*+p[r>>3]+ +p[k>>3]*+p[r+8>>3]+ +p[j>>3]*+p[r+16>>3]+ +p[i>>3]*+p[r+24>>3];r=f[h>>2]|0;g=b+24|0;e=b+56|0;d=b+88|0;c=b+120|0;p[a+24>>3]=+p[g>>3]*+p[r>>3]+ +p[e>>3]*+p[r+8>>3]+ +p[d>>3]*+p[r+16>>3]+ +p[c>>3]*+p[r+24>>3];r=f[h>>2]|0;p[a+32>>3]=+p[b>>3]*+p[r+32>>3]+ +p[u>>3]*+p[r+40>>3]+ +p[t>>3]*+p[r+48>>3]+ +p[s>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+40>>3]=+p[q>>3]*+p[r+32>>3]+ +p[o>>3]*+p[r+40>>3]+ +p[n>>3]*+p[r+48>>3]+ +p[m>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+48>>3]=+p[l>>3]*+p[r+32>>3]+ +p[k>>3]*+p[r+40>>3]+ +p[j>>3]*+p[r+48>>3]+ +p[i>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+56>>3]=+p[g>>3]*+p[r+32>>3]+ +p[e>>3]*+p[r+40>>3]+ +p[d>>3]*+p[r+48>>3]+ +p[c>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+64>>3]=+p[b>>3]*+p[r+64>>3]+ +p[u>>3]*+p[r+72>>3]+ +p[t>>3]*+p[r+80>>3]+ +p[s>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+72>>3]=+p[q>>3]*+p[r+64>>3]+ +p[o>>3]*+p[r+72>>3]+ +p[n>>3]*+p[r+80>>3]+ +p[m>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+80>>3]=+p[l>>3]*+p[r+64>>3]+ +p[k>>3]*+p[r+72>>3]+ +p[j>>3]*+p[r+80>>3]+ +p[i>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+88>>3]=+p[g>>3]*+p[r+64>>3]+ +p[e>>3]*+p[r+72>>3]+ +p[d>>3]*+p[r+80>>3]+ +p[c>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+96>>3]=+p[b>>3]*+p[r+96>>3]+ +p[u>>3]*+p[r+104>>3]+ +p[t>>3]*+p[r+112>>3]+ +p[s>>3]*+p[r+120>>3];b=f[h>>2]|0;p[a+104>>3]=+p[q>>3]*+p[b+96>>3]+ +p[o>>3]*+p[b+104>>3]+ +p[n>>3]*+p[b+112>>3]+ +p[m>>3]*+p[b+120>>3];b=f[h>>2]|0;p[a+112>>3]=+p[l>>3]*+p[b+96>>3]+ +p[k>>3]*+p[b+104>>3]+ +p[j>>3]*+p[b+112>>3]+ +p[i>>3]*+p[b+120>>3];b=f[h>>2]|0;p[a+120>>3]=+p[g>>3]*+p[b+96>>3]+ +p[e>>3]*+p[b+104>>3]+ +p[d>>3]*+p[b+112>>3]+ +p[c>>3]*+p[b+120>>3];return a|0}function U8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+60|0;Phb((f[g>>2]|0)+1048|0,c,d,e);h=a+230|0;if(!((j[h>>1]|j[h+2>>1]<<16)&2048))return;if((b[a+226>>0]|0)==2)return;h=f[g>>2]|0;if((f[h+1896>>2]|0)!=(f[h+1900>>2]|0))return;if(sSa(f[a+64>>2]|0)|0)return;Phb(f[(f[g>>2]|0)+1908>>2]|0,c,d,e);return}function V8a(a){a=a|0;a=a+60|0;vib((f[a>>2]|0)+1048|0);ldb(f[a>>2]|0);return}function W8a(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,k=0,l=0;l=u;u=u+752|0;i=l;k=a+230|0;c=(j[k>>1]|j[k+2>>1]<<16)&-655361;d[k>>1]=c;d[k+2>>1]=c>>>16;eAa(i);c=j[k>>1]|j[k+2>>1]<<16;if(!(c&655360)){c=f[a+60>>2]|0;b[c+224>>0]=b[i>>0]|0;p[c+232>>3]=+p[i+8>>3];p[c+240>>3]=+p[i+16>>3];p[c+248>>3]=+p[i+24>>3];p[c+256>>3]=+p[i+32>>3];p[c+264>>3]=+p[i+40>>3];p[c+272>>3]=+p[i+48>>3];p[c+280>>3]=+p[i+56>>3];p[c+288>>3]=+p[i+64>>3];p[c+296>>3]=+p[i+72>>3];p[c+304>>3]=+p[i+80>>3];p[c+312>>3]=+p[i+88>>3];p[c+320>>3]=+p[i+96>>3];p[c+328>>3]=+p[i+104>>3];p[c+336>>3]=+p[i+112>>3];p[c+344>>3]=+p[i+120>>3];p[c+352>>3]=+p[i+128>>3];p[c+360>>3]=+p[i+136>>3];p[c+368>>3]=+p[i+144>>3];p[c+376>>3]=+p[i+152>>3];p[c+384>>3]=+p[i+160>>3];p[c+392>>3]=+p[i+168>>3];p[c+400>>3]=+p[i+176>>3];p[c+408>>3]=+p[i+184>>3];p[c+416>>3]=+p[i+192>>3];p[c+424>>3]=+p[i+200>>3];e=c+432|0;g=i+208|0;h=e+40|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));p[c+472>>3]=+p[i+248>>3];p[c+480>>3]=+p[i+256>>3];p[c+488>>3]=+p[i+264>>3];p[c+496>>3]=+p[i+272>>3];p[c+504>>3]=+p[i+280>>3];p[c+512>>3]=+p[i+288>>3];p[c+520>>3]=+p[i+296>>3];p[c+528>>3]=+p[i+304>>3];p[c+536>>3]=+p[i+312>>3];p[c+544>>3]=+p[i+320>>3];p[c+552>>3]=+p[i+328>>3];p[c+560>>3]=+p[i+336>>3];p[c+568>>3]=+p[i+344>>3];p[c+576>>3]=+p[i+352>>3];p[c+584>>3]=+p[i+360>>3];p[c+592>>3]=+p[i+368>>3];f[c+600>>2]=f[i+376>>2];f[c+604>>2]=f[i+380>>2];f[c+608>>2]=f[i+384>>2];f[c+612>>2]=f[i+388>>2];f[c+616>>2]=f[i+392>>2];f[c+620>>2]=f[i+396>>2];f[c+624>>2]=f[i+400>>2];f[c+628>>2]=f[i+404>>2];f[c+632>>2]=f[i+408>>2];f[c+636>>2]=f[i+412>>2];f[c+640>>2]=f[i+416>>2];f[c+644>>2]=f[i+420>>2];f[c+648>>2]=f[i+424>>2];f[c+652>>2]=f[i+428>>2];f[c+656>>2]=f[i+432>>2];f[c+660>>2]=f[i+436>>2];p[c+664>>3]=+p[i+440>>3];p[c+672>>3]=+p[i+448>>3];p[c+680>>3]=+p[i+456>>3];p[c+688>>3]=+p[i+464>>3];p[c+696>>3]=+p[i+472>>3];p[c+704>>3]=+p[i+480>>3];p[c+712>>3]=+p[i+488>>3];p[c+720>>3]=+p[i+496>>3];p[c+728>>3]=+p[i+504>>3];p[c+736>>3]=+p[i+512>>3];p[c+744>>3]=+p[i+520>>3];p[c+752>>3]=+p[i+528>>3];p[c+760>>3]=+p[i+536>>3];p[c+768>>3]=+p[i+544>>3];p[c+776>>3]=+p[i+552>>3];p[c+784>>3]=+p[i+560>>3];p[c+792>>3]=+p[i+568>>3];p[c+800>>3]=+p[i+576>>3];p[c+808>>3]=+p[i+584>>3];p[c+816>>3]=+p[i+592>>3];p[c+824>>3]=+p[i+600>>3];p[c+832>>3]=+p[i+608>>3];p[c+840>>3]=+p[i+616>>3];p[c+848>>3]=+p[i+624>>3];p[c+856>>3]=+p[i+632>>3];p[c+864>>3]=+p[i+640>>3];p[c+872>>3]=+p[i+648>>3];p[c+880>>3]=+p[i+656>>3];p[c+888>>3]=+p[i+664>>3];p[c+896>>3]=+p[i+672>>3];p[c+904>>3]=+p[i+680>>3];p[c+912>>3]=+p[i+688>>3];f[c+920>>2]=f[i+696>>2];f[c+924>>2]=f[i+700>>2];f[c+928>>2]=f[i+704>>2];f[c+932>>2]=f[i+708>>2];f[c+936>>2]=f[i+712>>2];f[c+940>>2]=f[i+716>>2];f[c+944>>2]=f[i+720>>2];f[c+948>>2]=f[i+724>>2];f[c+952>>2]=f[i+728>>2];c=c+956|0;i=i+732|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];b[c+12>>0]=b[i+12>>0]|0;c=j[k>>1]|j[k+2>>1]<<16}c=c|24576;d[k>>1]=c;d[k+2>>1]=c>>>16;c=f[a+72>>2]|0;if(!c){u=l;return}gh[f[(f[c>>2]|0)+116>>2]&2047](c);u=l;return}function X8a(a,b,c){a=a|0;b=b|0;c=c|0;if(!c){bR((f[a+60>>2]|0)+224|0,b)|0;c=a+230|0;b=j[c>>1]|j[c+2>>1]<<16|131072;d[c>>1]=b;d[c+2>>1]=b>>>16;return}c=a+230|0;if((j[c>>1]|j[c+2>>1]<<16)&655360|0)return;bR((f[a+60>>2]|0)+224|0,b)|0;return}function Y8a(a){a=a|0;var b=0,c=0;b=a+230|0;c=j[b>>1]|j[b+2>>1]<<16|24576;d[b>>1]=c;d[b+2>>1]=c>>>16;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function Z8a(a){a=a|0;if((b[a+226>>0]|0)==3){a=1;return a|0}if((b[a+229>>0]|0)!=1){a=0;return a|0}if(!(Yub()|0)){a=0;return a|0}a=avb()|0;return a|0}function _8a(a){a=a|0;a=f[a+60>>2]|0;return (f[a+1896>>2]|0)!=(f[a+1900>>2]|0)|0}function $8a(a,b){a=a|0;b=b|0;a=a+230|0;b=b&1;b=b<<14|b<<13|(j[a>>1]|j[a+2>>1]<<16)&-24577;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function a9a(a){a=a|0;return (f[a+60>>2]|0)+224|0}function b9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-524289|(b&1)<<19;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function c9a(a,b){a=a|0;b=b|0;b=f[b>>2]|0;if((f[a+236>>2]|0)==(b|0))return 1;if((f[a+244>>2]|0)==(b|0))return 1;if((f[a+252>>2]|0)==(b|0))return 1;if((f[a+260>>2]|0)==(b|0))return 1;if((f[a+268>>2]|0)==(b|0))return 1;else return (f[a+276>>2]|0)==(b|0)|0;return 0}function d9a(a,b){a=a|0;b=b|0;$bb((f[a+60>>2]|0)+1372|0,b);return}function e9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=f9a(b+1028|0,c)|0;f[a>>2]=0;g=a+4|0;f[g>>2]=0;h=e+4|0;b=f[h>>2]|0;do if(!b)f[g>>2]=0;else{b=kOb(b)|0;f[g>>2]=b;if(b|0){d=f[e>>2]|0;f[a>>2]=d;if(!d){iOb(b);break}else{u=j;return}}}while(0);vIa(i,c);b=f[i>>2]|0;c=i+4|0;d=f[c>>2]|0;if(d|0)hOb(d);f[e>>2]=b;b=f[h>>2]|0;f[h>>2]=d;if(b|0)jOb(b);f[a>>2]=f[i>>2];f[g>>2]=f[c>>2];u=j;return}function f9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;v=f[c>>2]|0;i=f[c+4>>2]|0;t=i;u=v;if((v|0)==(i|0))w=0;else{c=0;e=v;do{c=(c<<6)+-1640531527+(c>>>2)+(h[e>>0]|0)^c;e=e+1|0}while((e|0)!=(i|0));w=c}r=a+4|0;e=f[r>>2]|0;s=(e|0)==0;a:do if(s)d=0;else{m=e+-1|0;i=(m&e|0)==0;if(i)p=m&w;else if(w>>>0<e>>>0)p=w;else p=(w>>>0)%(e>>>0)|0;c=f[(f[a>>2]|0)+(p<<2)>>2]|0;if(!c)d=p;else{c=f[c>>2]|0;if(!c)d=p;else{o=t-u|0;if(i){b:while(1){l=f[c+4>>2]|0;if(!((l|0)==(w|0)|(l&m|0)==(p|0))){d=p;break a}z=f[c+12>>2]|0;k=f[c+8>>2]|0;i=k;l=z;c:do if((z-k|0)==(o|0)){if((i|0)==(l|0)){y=45;break b}else k=v;while(1){if((b[i>>0]|0)!=(b[k>>0]|0))break c;i=i+1|0;if((i|0)==(l|0)){y=45;break b}else k=k+1|0}}while(0);c=f[c>>2]|0;if(!c){d=p;break a}}if((y|0)==45){z=c+20|0;return z|0}}else q=c;d:while(1){c=f[q+4>>2]|0;if((c|0)!=(w|0)){if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(p|0)){d=p;break a}}m=f[q+12>>2]|0;z=f[q+8>>2]|0;c=z;k=m;e:do if((m-z|0)==(o|0)){if((c|0)==(k|0)){c=q;y=45;break d}else i=v;while(1){if((b[c>>0]|0)!=(b[i>>0]|0))break e;c=c+1|0;if((c|0)==(k|0)){c=q;y=45;break d}else i=i+1|0}}while(0);q=f[q>>2]|0;if(!q){d=p;break a}}if((y|0)==45){z=c+20|0;return z|0}}}}while(0);m=pOb(28)|0;i=m+8|0;f[i>>2]=0;k=m+12|0;f[k>>2]=0;l=m+16|0;f[l>>2]=0;c=t-u|0;do if(c|0)if((c|0)<0)AMb(i);else{u=pOb(c)|0;f[k>>2]=u;f[i>>2]=u;z=u+c|0;f[l>>2]=z;bQb(u|0,v|0,c|0)|0;f[k>>2]=z;break}while(0);f[m+20>>2]=0;f[m+24>>2]=0;f[m+4>>2]=w;f[m>>2]=0;i=a+12|0;j=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(s|g*+(e>>>0)<j){d=e<<1|(e>>>0<3|(e+-1&e|0)!=0)&1;c=~~+W(+(j/g))>>>0;g9a(a,d>>>0<c>>>0?c:d);d=f[r>>2]|0;c=d+-1|0;if(!(c&d)){e=d;d=c&w;break}if(w>>>0<d>>>0){e=d;d=w}else{e=d;d=(w>>>0)%(d>>>0)|0}}while(0);d=(f[a>>2]|0)+(d<<2)|0;c=f[d>>2]|0;if(!c){z=a+8|0;f[m>>2]=f[z>>2];f[z>>2]=m;f[d>>2]=z;d=f[m>>2]|0;if(d|0){d=f[d+4>>2]|0;c=e+-1|0;if(!(c&e))d=d&c;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;x=(f[a>>2]|0)+(d<<2)|0;y=43}}else{f[m>>2]=f[c>>2];x=c;y=43}if((y|0)==43)f[x>>2]=m;f[i>>2]=(f[i>>2]|0)+1;z=m;z=z+20|0;return z|0}function g9a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){h9a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;h9a(a,b);return}function h9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=a+4|0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[e>>2]=0;return}if(c>>>0>1073741823)vd();r=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=r;if(d|0)sOb(d);f[e>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;q=c+-1|0;r=(q&c|0)==0;if(r)d=d&q;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{h=i;g=e;e=i}a:while(1){p=e;b:while(1){c:do if(r){e=g;while(1){o=f[e+4>>2]&q;if((o|0)==(d|0))break c;g=(f[a>>2]|0)+(o<<2)|0;if(!(f[g>>2]|0)){d=o;break b}i=f[e>>2]|0;d:do if(!i)g=e;else{l=f[e+12>>2]|0;m=f[e+8>>2]|0;n=l-m|0;if((m|0)==(l|0)){g=e;while(1){if((n|0)!=((f[i+12>>2]|0)-(f[i+8>>2]|0)|0))break d;g=f[i>>2]|0;if(!g){g=i;break d}else{m=i;i=g;g=m}}}else g=e;while(1){j=f[i+8>>2]|0;if((n|0)!=((f[i+12>>2]|0)-j|0))break d;k=m;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break d;k=k+1|0;if((k|0)==(l|0))break;else j=j+1|0}g=f[i>>2]|0;if(!g){g=i;break}else{k=i;i=g;g=k}}}while(0);f[p>>2]=f[g>>2];f[g>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=e;e=f[h>>2]|0;if(!e){d=47;break a}}}else{e=g;while(1){g=f[e+4>>2]|0;if(g>>>0<c>>>0)o=g;else o=(g>>>0)%(c>>>0)|0;if((o|0)==(d|0))break c;g=(f[a>>2]|0)+(o<<2)|0;if(!(f[g>>2]|0)){d=o;break b}i=f[e>>2]|0;e:do if(!i)g=e;else{l=f[e+12>>2]|0;m=f[e+8>>2]|0;n=l-m|0;if((m|0)==(l|0)){g=e;while(1){if((n|0)!=((f[i+12>>2]|0)-(f[i+8>>2]|0)|0))break e;g=f[i>>2]|0;if(!g){g=i;break e}else{m=i;i=g;g=m}}}else g=e;while(1){j=f[i+8>>2]|0;if((n|0)!=((f[i+12>>2]|0)-j|0))break e;k=m;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break e;k=k+1|0;if((k|0)==(l|0))break;else j=j+1|0}g=f[i>>2]|0;if(!g){g=i;break}else{k=i;i=g;g=k}}}while(0);f[p>>2]=f[g>>2];f[g>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=e;e=f[h>>2]|0;if(!e){d=47;break a}}}while(0);g=f[e>>2]|0;if(!g){d=47;break a}else{h=e;p=e}}f[g>>2]=p;g=f[e>>2]|0;if(!g){d=47;break}else h=e}if((d|0)==47)return}function i9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;j=l+8|0;e=l;g=b+60|0;h=j9a((f[g>>2]|0)+1008|0,c)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;i=h+4|0;d=f[i>>2]|0;do if(!d)f[k>>2]=0;else{d=kOb(d)|0;f[k>>2]=d;if(d|0){m=f[h>>2]|0;f[a>>2]=m;if(!m){iOb(d);break}else{u=l;return}}}while(0);cIa(j,b,c);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+56>>2]&1023](d)|0;if(d|0){m=f[j>>2]|0;e9a(e,f[g>>2]|0,d);sIa(m,e);d=f[e+4>>2]|0;if(d|0)iOb(d)}d=f[j>>2]|0;b=j+4|0;c=f[b>>2]|0;if(c|0)hOb(c);f[h>>2]=d;d=f[i>>2]|0;f[i>>2]=c;if(d|0)jOb(d);f[a>>2]=f[j>>2];f[k>>2]=f[b>>2];u=l;return}function j9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=k9a(f[b>>2]|0)|0;j=a+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(o>>>0<k>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while(!(l9a(f[c+8>>2]|0,f[b>>2]|0)|0));a=c+16|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while(!(l9a(f[c+8>>2]|0,f[b>>2]|0)|0));a=c+16|0;return a|0}}while(0);m=pOb(24)|0;f[m+8>>2]=f[b>>2];d=f[b+4>>2]|0;f[m+12>>2]=d;if(d|0)gOb(d);f[m+16>>2]=0;f[m+20>>2]=0;f[m+4>>2]=o;f[m>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(l|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(e/g))>>>0;m9a(a,c>>>0<d>>>0?d:c);c=f[j>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(o>>>0<c>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[m>>2]=f[c>>2];f[c>>2]=m;f[d>>2]=c;c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=32}}else{f[m>>2]=f[c>>2];p=32}if((p|0)==32)f[c>>2]=m;f[i>>2]=(f[i>>2]|0)+1;a=m;a=a+16|0;return a|0}function k9a(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,i=0;c=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;if(!c)b=0;else{d=+n[c>>2];b=d==0.0?0:(n[s>>2]=d,f[s>>2]|0);d=+n[c+4>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b;d=+n[c+8>>2];b=(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(b>>>2)^b;d=+n[c+12>>2];b=((b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(b>>>2)^b)+-1640531527|0}c=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;if(!c)i=b;else{i=X(f[c>>2]|0,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;i=(b<<6)+-1640531527+(b>>>2)+(i>>>15^i)^b}b=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;if(!b)b=i;else{e=f[b>>2]|0;g=f[b+4>>2]|0;if((e|0)==(g|0))b=-1640531527;else{c=0;b=e;do{c=(c<<6)+-1640531527+(c>>>2)+(h[b>>0]|0)^c;b=b+1|0}while((b|0)!=(g|0));b=c+-1640531527|0}b=(i>>>2)+(i<<6)+b^i}c=Pg[f[(f[a>>2]|0)+64>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+72>>2]&1023](a)|0;if(c)b=(b<<6)+-1640531527+(b>>>2)+(h[c>>0]|0)^b;c=Pg[f[(f[a>>2]|0)+80>>2]&1023](a)|0;if(c){i=X(f[c>>2]|0,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;b=(b<<6)+-1640531527+(b>>>2)+(i>>>15^i)^b}e=Pg[f[(f[a>>2]|0)+88>>2]&1023](a)|0;if(!e)c=b;else{d=+n[e>>2];c=d==0.0?0:(n[s>>2]=d,f[s>>2]|0);d=+n[e+4>>2];c=(c>>>2)+(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^c;d=+n[e+8>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+12>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+16>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+20>>2];c=(b<<6)+-1640531527+(b>>>2)+((c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c)^b}b=Pg[f[(f[a>>2]|0)+96>>2]&1023](a)|0;if(!b){a=c;return a|0}a=(c<<6)+-1640531527+(c>>>2)+(h[b>>0]|0)^c;return a|0}function l9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}if(!(+n[d+4>>2]==+n[e+4>>2])){c=0;return c|0}if(!(+n[d+8>>2]==+n[e+8>>2])){c=0;return c|0}if(!(+n[d+12>>2]==+n[e+12>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+24>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+32>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+48>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if((f[d>>2]|0)!=(f[e>>2]|0)){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;g=Pg[f[(f[c>>2]|0)+56>>2]&1023](c)|0;a:do if((d|0)!=(g|0)){if(!((d|0)!=0&(g|0)!=0)){c=0;return c|0}j=f[d+4>>2]|0;i=f[d>>2]|0;d=f[g>>2]|0;e=i;h=j;if((j-i|0)!=((f[g+4>>2]|0)-d|0)){j=0;return j|0}if((e|0)!=(h|0)){while(1){if((b[e>>0]|0)!=(b[d>>0]|0)){d=0;break}e=e+1|0;if((e|0)==(h|0))break a;else d=d+1|0}return d|0}}while(0);d=Pg[f[(f[a>>2]|0)+64>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+64>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if(!(+n[d>>2]==+n[e>>2])){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+72>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+72>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if((b[d>>0]|0)!=(b[e>>0]|0)){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+80>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+80>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if((f[d>>2]|0)!=(f[e>>2]|0)){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+88>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+88>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if(!(+n[d>>2]==+n[e>>2])){j=0;return j|0}if(!(+n[d+4>>2]==+n[e+4>>2])){j=0;return j|0}if(!(+n[d+8>>2]==+n[e+8>>2])){j=0;return j|0}if(!(+n[d+12>>2]==+n[e+12>>2])){j=0;return j|0}if(!(+n[d+16>>2]==+n[e+16>>2])){j=0;return j|0}if(!(+n[d+20>>2]==+n[e+20>>2])){j=0;return j|0}}e=Pg[f[(f[a>>2]|0)+96>>2]&1023](a)|0;d=Pg[f[(f[c>>2]|0)+96>>2]&1023](c)|0;if((e|0)==(d|0)){j=1;return j|0}if(!((e|0)!=0&(d|0)!=0)){j=0;return j|0}j=(b[e>>0]|0)==(b[d>>0]|0);return j|0}function m9a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){n9a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;n9a(a,b);return}function n9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}h=f[d>>2]|0;d:do if(!h)e=d;else{j=d+8|0;e=d;i=d;while(1){if(!(l9a(f[j>>2]|0,f[h+8>>2]|0)|0))break d;i=f[i>>2]|0;h=f[i>>2]|0;if(!h){e=i;break}else e=i}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}h=f[d>>2]|0;e:do if(!h)e=d;else{j=d+8|0;e=d;i=d;while(1){if(!(l9a(f[j>>2]|0,f[h+8>>2]|0)|0))break e;i=f[i>>2]|0;h=f[i>>2]|0;if(!h){e=i;break}else e=i}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}}while(0);e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function o9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=f[a+60>>2]|0;k=l+1008|0;m=p9a(k,b)|0;if(!m)return;i=f[l+1012>>2]|0;a=f[m+4>>2]|0;e=i+-1|0;g=(e&i|0)==0;if(g)h=e&a;else if(a>>>0<i>>>0)h=a;else h=(a>>>0)%(i>>>0)|0;b=(f[k>>2]|0)+(h<<2)|0;j=f[b>>2]|0;while(1){a=f[j>>2]|0;if((a|0)==(m|0))break;else j=a}if((j|0)==(l+1016|0))d=15;else{a=f[j+4>>2]|0;if(g)a=a&e;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0))c=m;else d=15}do if((d|0)==15){a=f[m>>2]|0;if(a|0){a=f[a+4>>2]|0;if(g)a=a&e;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0)){c=m;break}}f[b>>2]=0;c=m}while(0);b=f[c>>2]|0;a=b;if(b){b=f[b+4>>2]|0;if(g)b=b&e;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)!=(h|0)){f[(f[k>>2]|0)+(b<<2)>>2]=j;a=f[m>>2]|0}}f[j>>2]=a;f[c>>2]=0;a=l+1020|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[m+20>>2]|0;if(a|0)jOb(a);a=f[m+12>>2]|0;if(a|0)iOb(a);sOb(m);return}function p9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=k9a(f[b>>2]|0)|0;i=f[a+4>>2]|0;if(!i){i=0;return i|0}d=i+-1|0;c=(d&i|0)==0;if(c)g=d&h;else if(h>>>0<i>>>0)g=h;else g=(h>>>0)%(i>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){i=0;return i|0}a=f[a>>2]|0;if(!a){i=0;return i|0}if(c){while(1){j=f[a+4>>2]|0;c=(j|0)==(h|0);if(!(c|(j&d|0)==(g|0))){a=0;c=19;break}if(c)if(l9a(f[a+8>>2]|0,f[b>>2]|0)|0){c=19;break}a=f[a>>2]|0;if(!a){a=0;c=19;break}}if((c|0)==19)return a|0}else e=a;while(1){a=f[e+4>>2]|0;if((a|0)==(h|0)){if(l9a(f[e+8>>2]|0,f[b>>2]|0)|0){a=e;c=19;break}}else{if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)!=(g|0)){a=0;c=19;break}}e=f[e>>2]|0;if(!e){a=0;c=19;break}}if((c|0)==19)return a|0;return 0}function q9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+104>>2]&2047](a);return}function r9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+108>>2]&2047](a);return}function s9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+112>>2]&2047](a);return}function t9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function u9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+120>>2]&2047](a);return}function v9a(a){a=a|0;var b=0,c=0;b=a+230|0;c=j[b>>1]|j[b+2>>1]<<16|24576;d[b>>1]=c;d[b+2>>1]=c>>>16;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+104>>2]&2047](a);return}function w9a(a){a=a|0;var b=0,c=0;c=a+104|0;b=f[c>>2]|0;f[c>>2]=b+1;if(b|0)return;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+124>>2]&2047](a);return}function x9a(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+104|0;d=f[c>>2]|0;if(!d)return;if(b)f[c>>2]=0;else{d=d+-1|0;f[c>>2]=d;if(d|0)return}a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+128>>2]&2047](a);return}function y9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&1)!=0^c))return;b[a>>0]=d^1;return}function z9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&2)!=0^c))return;b[a>>0]=d^2;return}function A9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&4)!=0^c))return;b[a>>0]=d^4;return}function B9a(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;c=b&1;b=a+128|0;if((g&1|0)==(c|0))return;g=g&-2|c;d[e>>1]=g;d[e+2>>1]=g>>>16;f[b>>2]=(f[b>>2]|0)+1;return}function C9a(a){a=a|0;a=a+128|0;f[a>>2]=(f[a>>2]|0)+1;return}function D9a(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;c=b&1;b=a+128|0;if((g>>>1&1|0)==(c|0))return;g=g&-3|c<<1;d[e>>1]=g;d[e+2>>1]=g>>>16;f[b>>2]=(f[b>>2]|0)+1;return}function E9a(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&8|0)!=0|0}function F9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-9|(b&1)<<3;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function G9a(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&4|0)!=0|0}function H9a(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0;e=a+304|0;g=a+312|0;h=b[g>>0]|0;if(+p[e>>3]==c?h<<24>>24==d<<24>>24:0)return;if(h<<24>>24!=d<<24>>24){h=a+128|0;f[h>>2]=(f[h>>2]|0)+1}p[e>>3]=c;b[g>>0]=d;return}function I9a(a,c){a=a|0;c=c|0;var d=0;d=a+313|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1;return}function J9a(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+228|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;e=(b[a+226>>0]|0)==3;c=b[(e?a+296|0:d)>>0]|0;d=a+229|0;if((b[d>>0]|0)!=c<<24>>24){b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1}if(e)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function K9a(a){a=a|0;return a+132|0}function L9a(a,b){a=a|0;b=b|0;a=a+132|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];return}function M9a(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+60>>2]|0;c=f[b+976>>2]|0;d=b+980|0;e=f[d>>2]|0;if((c|0)==(e|0)){e=0;return e|0}f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);f[b+1004>>2]=0;e=a+128|0;f[e>>2]=(f[e>>2]|0)+1;e=1;return e|0}function N9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+60|0;g=f[e>>2]|0;h=g+976|0;i=g+980|0;j=f[i>>2]|0;d=j;if(j-(f[h>>2]|0)>>5>>>0>=4){j=0;return j|0}if((f[g+984>>2]|0)==(d|0))O9a(h,c);else{f[j>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];j=d+12|0;h=c+12|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[i>>2]=(f[i>>2]|0)+32}i=f[e>>2]|0;j=i+1004|0;i=i+996+(f[j>>2]<<1)|0;b[i>>0]=0;b[i+1>>0]=0;f[j>>2]=(f[j>>2]|0)+1;j=a+128|0;f[j>>2]=(f[j>>2]|0)+1;j=1;return j|0}function O9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=c-d>>5;g=i+1|0;l=d;e=c;if(g>>>0>134217727)AMb(a);m=a+8|0;j=(f[m>>2]|0)-d|0;k=j>>4;g=j>>5>>>0<67108863?(k>>>0<g>>>0?g:k):134217727;do if(!g)h=0;else if(g>>>0>134217727)vd();else{h=pOb(g<<5)|0;break}while(0);j=h+(i<<5)|0;d=j;k=h+(g<<5)|0;f[j>>2]=f[b>>2];f[h+(i<<5)+4>>2]=f[b+4>>2];f[h+(i<<5)+8>>2]=f[b+8>>2];g=h+(i<<5)+12|0;i=b+12|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];f[g+12>>2]=f[i+12>>2];f[g+16>>2]=f[i+16>>2];g=j+32|0;if((e|0)!=(l|0)){c=j;do{i=e;e=e+-32|0;f[c+-32>>2]=f[e>>2];f[c+-28>>2]=f[i+-28>>2];f[c+-24>>2]=f[i+-24>>2];j=c+-20|0;i=i+-20|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];c=d+-32|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function P9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=f[a+60>>2]|0;l=n+980|0;e=f[l>>2]|0;g=f[n+976>>2]|0;j=g;d=e;if((e|0)==(g|0)){a=0;return a|0}i=f[c>>2]|0;e=e-g>>5;k=0;while(1){if((f[j+(k<<5)+28>>2]|0)==(i|0))break;c=k+1|0;if(c>>>0<e>>>0)k=c;else{d=0;m=13;break}}if((m|0)==13)return d|0;c=j+(k<<5)|0;i=c+32|0;if((i|0)==(d|0))m=8;else{j=d+-32|0;e=i;g=c;while(1){o=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=o;o=e+4|0;p=f[o>>2]|0;q=g+4|0;f[o>>2]=f[q>>2];f[q>>2]=p;q=e+8|0;p=f[q>>2]|0;o=g+8|0;f[q>>2]=f[o>>2];f[o>>2]=p;o=g+12|0;p=e+12|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];f[o+12>>2]=f[p+12>>2];f[o+16>>2]=f[p+16>>2];e=e+32|0;if((e|0)==(d|0))break;else g=g+32|0}c=c+(((j-i|0)>>>5)+1<<5)|0;d=f[l>>2]|0;if((d|0)!=(c|0))m=8}if((m|0)==8)f[l>>2]=d+(~((d+-32-c|0)>>>5)<<5);c=k<<1>>1;e=c+1|0;g=n+1004|0;d=f[g>>2]|0;if(e>>>0<d>>>0){d=c;while(1){q=n+996+(e<<1)|0;c=n+996+(d<<1)|0;d=h[q>>0]|h[q+1>>0]<<8;b[c>>0]=d;b[c+1>>0]=d>>8;c=e+1|0;d=f[g>>2]|0;if(c>>>0<d>>>0){d=e;e=c}else break}}f[g>>2]=d+-1;q=a+128|0;f[q>>2]=(f[q>>2]|0)+1;q=1;return q|0}function Q9a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;j=f[a+60>>2]|0;i=f[j+976>>2]|0;j=f[j+980>>2]|0;if((i|0)==(j|0)){k=0;return k|0}c=f[c>>2]|0;while(1){if((f[i+28>>2]|0)==(c|0))break;i=i+32|0;if((i|0)==(j|0)){i=0;k=6;break}}if((k|0)==6)return i|0;b[i+24>>0]=d;b[i+25>>0]=e;f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];k=i+12|0;f[k>>2]=f[h>>2];f[k+4>>2]=f[h+4>>2];f[k+8>>2]=f[h+8>>2];k=a+128|0;f[k>>2]=(f[k>>2]|0)+1;k=1;return k|0}function R9a(a){a=a|0;a=f[a+60>>2]|0;return (f[a+980>>2]|0)-(f[a+976>>2]|0)>>5|0}function S9a(a,b){a=a|0;b=b|0;return (f[(f[a+60>>2]|0)+976>>2]|0)+(b<<5)|0}function T9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-129|(b&1)<<7;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function U9a(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,k=0,l=0,m=0,n=0;n=u;u=u+752|0;m=n;g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0)gOb(h);f[a+216>>2]=g;l=a+220|0;g=f[l>>2]|0;f[l>>2]=h;if(g|0)iOb(g);g=a+128|0;f[g>>2]=(f[g>>2]|0)+1;g=f[c>>2]|0;if(!g){u=n;return}l=g+8|0;if(!(b[g+788>>0]&1)){u=n;return}g=a+60|0;c=f[g>>2]|0;b[m>>0]=b[c+224>>0]|0;p[m+8>>3]=+p[c+232>>3];p[m+16>>3]=+p[c+240>>3];p[m+24>>3]=+p[c+248>>3];p[m+32>>3]=+p[c+256>>3];p[m+40>>3]=+p[c+264>>3];p[m+48>>3]=+p[c+272>>3];p[m+56>>3]=+p[c+280>>3];p[m+64>>3]=+p[c+288>>3];p[m+72>>3]=+p[c+296>>3];p[m+80>>3]=+p[c+304>>3];p[m+88>>3]=+p[c+312>>3];p[m+96>>3]=+p[c+320>>3];p[m+104>>3]=+p[c+328>>3];p[m+112>>3]=+p[c+336>>3];p[m+120>>3]=+p[c+344>>3];p[m+128>>3]=+p[c+352>>3];p[m+136>>3]=+p[c+360>>3];p[m+144>>3]=+p[c+368>>3];p[m+152>>3]=+p[c+376>>3];p[m+160>>3]=+p[c+384>>3];p[m+168>>3]=+p[c+392>>3];p[m+176>>3]=+p[c+400>>3];p[m+184>>3]=+p[c+408>>3];p[m+192>>3]=+p[c+416>>3];p[m+200>>3]=+p[c+424>>3];h=m+208|0;i=c+432|0;k=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(k|0));p[m+248>>3]=+p[c+472>>3];p[m+256>>3]=+p[c+480>>3];p[m+264>>3]=+p[c+488>>3];p[m+272>>3]=+p[c+496>>3];p[m+280>>3]=+p[c+504>>3];p[m+288>>3]=+p[c+512>>3];p[m+296>>3]=+p[c+520>>3];p[m+304>>3]=+p[c+528>>3];p[m+312>>3]=+p[c+536>>3];p[m+320>>3]=+p[c+544>>3];p[m+328>>3]=+p[c+552>>3];p[m+336>>3]=+p[c+560>>3];p[m+344>>3]=+p[c+568>>3];p[m+352>>3]=+p[c+576>>3];p[m+360>>3]=+p[c+584>>3];p[m+368>>3]=+p[c+592>>3];f[m+376>>2]=f[c+600>>2];f[m+380>>2]=f[c+604>>2];f[m+384>>2]=f[c+608>>2];f[m+388>>2]=f[c+612>>2];f[m+392>>2]=f[c+616>>2];f[m+396>>2]=f[c+620>>2];f[m+400>>2]=f[c+624>>2];f[m+404>>2]=f[c+628>>2];f[m+408>>2]=f[c+632>>2];f[m+412>>2]=f[c+636>>2];f[m+416>>2]=f[c+640>>2];f[m+420>>2]=f[c+644>>2];f[m+424>>2]=f[c+648>>2];f[m+428>>2]=f[c+652>>2];f[m+432>>2]=f[c+656>>2];f[m+436>>2]=f[c+660>>2];p[m+440>>3]=+p[c+664>>3];p[m+448>>3]=+p[c+672>>3];p[m+456>>3]=+p[c+680>>3];p[m+464>>3]=+p[c+688>>3];p[m+472>>3]=+p[c+696>>3];p[m+480>>3]=+p[c+704>>3];p[m+488>>3]=+p[c+712>>3];p[m+496>>3]=+p[c+720>>3];p[m+504>>3]=+p[c+728>>3];p[m+512>>3]=+p[c+736>>3];p[m+520>>3]=+p[c+744>>3];p[m+528>>3]=+p[c+752>>3];p[m+536>>3]=+p[c+760>>3];p[m+544>>3]=+p[c+768>>3];p[m+552>>3]=+p[c+776>>3];p[m+560>>3]=+p[c+784>>3];p[m+568>>3]=+p[c+792>>3];p[m+576>>3]=+p[c+800>>3];p[m+584>>3]=+p[c+808>>3];p[m+592>>3]=+p[c+816>>3];p[m+600>>3]=+p[c+824>>3];p[m+608>>3]=+p[c+832>>3];p[m+616>>3]=+p[c+840>>3];p[m+624>>3]=+p[c+848>>3];p[m+632>>3]=+p[c+856>>3];p[m+640>>3]=+p[c+864>>3];p[m+648>>3]=+p[c+872>>3];p[m+656>>3]=+p[c+880>>3];p[m+664>>3]=+p[c+888>>3];p[m+672>>3]=+p[c+896>>3];p[m+680>>3]=+p[c+904>>3];p[m+688>>3]=+p[c+912>>3];f[m+696>>2]=f[c+920>>2];f[m+700>>2]=f[c+924>>2];f[m+704>>2]=f[c+928>>2];f[m+708>>2]=f[c+932>>2];f[m+712>>2]=f[c+936>>2];f[m+716>>2]=f[c+940>>2];f[m+720>>2]=f[c+944>>2];f[m+724>>2]=f[c+948>>2];f[m+728>>2]=f[c+952>>2];k=m+732|0;i=c+956|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];b[k+12>>0]=b[i+12>>0]|0;if(e){e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&655360))bR((f[g>>2]|0)+224|0,l)|0}else{bR((f[g>>2]|0)+224|0,l)|0;e=a+230|0;l=j[e>>1]|j[e+2>>1]<<16|131072;d[e>>1]=l;d[e+2>>1]=l>>>16}if(!(gAa((f[g>>2]|0)+224|0,m)|0))y2a(a+48|0,(f[g>>2]|0)+224|0);u=n;return}function V9a(a,b,c){a=a|0;b=+b;c=+c;p[a+112>>3]=b;p[a+120>>3]=c;return}function W9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;d=h+8|0;e=h+4|0;g=h;f[g>>2]=b;if((b+-1|0)>>>0>14){b=0;u=h;return b|0}a=f[a+60>>2]|0;if(c){f[e>>2]=g;X9a(d,a+1884|0,g,262924,e,h+16|0);b=(f[d>>2]|0)+24|0;u=h;return b|0}g=a+1888|0;c=f[g>>2]|0;if(!c){b=0;u=h;return b|0}e=b>>>0<14;a=g;a:while(1){d=c;while(1){i=f[d+16>>2]|0;c=i>>>0>13;if(!(e&c|i>>>0<b>>>0&(e|c)))break;c=f[d+4>>2]|0;if(!c)break a;else d=c}c=f[d>>2]|0;if(!c){a=d;break}else a=d}if((a|0)==(g|0)){i=0;u=h;return i|0}e=b>>>0>13;d=f[a+16>>2]|0;i=d>>>0<14;if(e&i|d>>>0>b>>>0&(e|i)|(a|0)==(g|0)){i=0;u=h;return i|0}i=a+24|0;u=h;return i|0}function X9a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;e=c+4|0;h=f[e>>2]|0;do if(!h){j=e;d=e}else{i=f[d>>2]|0;j=i>>>0>13;k=i>>>0<14;d=c+4|0;e=h;while(1){h=f[e+16>>2]|0;l=h>>>0<14;if(j&l|i>>>0<h>>>0&(j|l)){h=f[e>>2]|0;if(!h){h=5;break}else{d=e;e=h}}else{l=h>>>0>13;if(!(k&l|h>>>0<i>>>0&(k|l))){h=10;break}d=e+4|0;h=f[d>>2]|0;if(!h){h=9;break}else e=h}}if((h|0)==5){j=e;d=e;break}else if((h|0)==9){j=e;break}else if((h|0)==10){j=e;break}}while(0);e=f[d>>2]|0;if(e|0){l=e;c=0;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}i=pOb(1408)|0;f[i+16>>2]=f[f[g>>2]>>2];dQb(i+24|0,0,1384)|0;eAa(i+40|0);b[i+792>>0]=1;e=i+800|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[i+816>>3]=1.0;p[i+824>>3]=1.0;e=i+832|0;f[e>>2]=16843009;b[e+4>>0]=1;e=i+840|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;n[i+860>>2]=1.0;e=i+864|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+880>>2]=1.0;e=i+884|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+900>>2]=1.0;e=i+904|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+920>>2]=1.0;e=i+924|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+940>>2]=1.0;e=i+944|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+960>>2]=1.0;e=i+964|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+980>>2]=1.0;e=i+984|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1e3>>2]=1.0;e=i+1004|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1020>>2]=1.0;e=i+1024|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1040>>2]=1.0;e=i+1044|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1060>>2]=1.0;e=i+1064|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1080>>2]=1.0;e=i+1084|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1100>>2]=1.0;e=i+1104|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1120>>2]=1.0;e=i+1124|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1140>>2]=1.0;e=i+1144|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1160>>2]=1.0;e=i+1164|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1180>>2]=1.0;e=i+1184|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1200>>2]=1.0;e=i+1204|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1220>>2]=1.0;e=i+1224|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1240>>2]=1.0;e=i+1244|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1260>>2]=1.0;e=i+1264|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1280>>2]=1.0;e=i+1284|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1300>>2]=1.0;e=i+1304|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1320>>2]=1.0;e=i+1324|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=i+1344|0;h=e+64|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(h|0));f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=j;f[d>>2]=i;e=f[f[c>>2]>>2]|0;if(!e)e=i;else{f[c>>2]=e;e=f[d>>2]|0}r_a(f[c+4>>2]|0,e);l=c+8|0;f[l>>2]=(f[l>>2]|0)+1;l=i;c=1;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}function Y9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k+4|0;j=k;if((b+-1|0)>>>0>12){j=0;u=k;return j|0}h=a+60|0;a=f[h>>2]|0;g=a+1888|0;c=f[g>>2]|0;if(!c){j=0;u=k;return j|0}else{e=g;d=c}a:while(1){c=d;while(1){d=f[c+16>>2]|0;if(!(d>>>0>13|d>>>0<b>>>0))break;c=f[c+4>>2]|0;if(!c){c=e;break a}}d=f[c>>2]|0;if(!d)break;else e=c}if((c|0)==(g|0)){j=0;u=k;return j|0}d=b>>>0>13;l=f[c+16>>2]|0;e=l>>>0<14;if(d&e|l>>>0>b>>>0&(d|e)){l=0;u=k;return l|0}b=c;if((c|0)==(g|0)){l=0;u=k;return l|0}e=c+24|0;d=f[e>>2]|0;c=c+28|0;if((d|0)!=(f[c>>2]|0)){a=d;do{_Ia(f[a>>2]|0,0)|0;a=f[e>>2]|0}while((a|0)!=(f[c>>2]|0));a=f[h>>2]|0}f[j>>2]=b;f[i>>2]=f[j>>2];Z9a(a+1884|0,i)|0;l=1;u=k;return l|0}function Z9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;b=f[e+4>>2]|0;if(!b){c=e+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(e|0))do{d=f[c>>2]|0;c=d+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(d|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[a>>2]|0)==(e|0))f[a>>2]=b;c=a+8|0;f[c>>2]=(f[c>>2]|0)+-1;n_a(f[a+4>>2]|0,e);H8a(e+840|0);c=f[e+24>>2]|0;if(!c){sOb(e);return b|0}a=e+28|0;d=f[a>>2]|0;if((d|0)!=(c|0))f[a>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);sOb(e);return b|0}function _9a(a){a=a|0;return f[(f[a+60>>2]|0)+1892>>2]|0}function $9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[a+60>>2]|0;a=i+1888|0;i=f[i+1884>>2]|0;if((a|0)==(i|0))return;else d=a;while(1){a=f[d>>2]|0;h=(a|0)==0;if(h){g=d;while(1){e=f[g+8>>2]|0;if((f[e>>2]|0)==(g|0))g=e;else break}}else{e=a;while(1){g=f[e+4>>2]|0;if(!g)break;else e=g}}g=f[e+16>>2]|0;if(h){e=d;while(1){a=f[e+8>>2]|0;if((f[a>>2]|0)==(e|0))e=a;else break}}else while(1){e=f[a+4>>2]|0;if(!e)break;else a=e}xh[b&127](g,a+24|0,c);a=f[d>>2]|0;if(!a)while(1){a=f[d+8>>2]|0;if((f[a>>2]|0)==(d|0))d=a;else break}else while(1){d=f[a+4>>2]|0;if(!d)break;else a=d}if((a|0)==(i|0))break;else d=a}return}function aab(a){a=a|0;return (f[a+60>>2]|0)+988|0}function bab(a,b){a=a|0;b=b|0;feb((f[a+60>>2]|0)+1916|0,b,b);return}function cab(a,b,c){a=a|0;b=b|0;c=c|0;feb((f[a+60>>2]|0)+1916|0,b,c);return}function dab(a,b,c){a=a|0;b=b|0;c=c|0;geb((f[a+60>>2]|0)+1916|0,b,c);return}function eab(a,b){a=a|0;b=b|0;a=a+60|0;Hqb((f[a>>2]|0)+1976|0,b);Hqb((f[a>>2]|0)+2112|0,b);return}function fab(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+16|0;h=i;a=a+60|0;g=f[a>>2]|0;if(b){Iqb(g+1976|0,d,e);u=i;return}if(c){Iqb(g+2044|0,d,e);e=(f[a>>2]|0)+2044|0;n[h>>2]=0.0;n[h+4>>2]=1.0;n[h+8>>2]=0.0;n[h+12>>2]=.5;Hqb(e,h);u=i;return}else{Iqb(g+2112|0,d,e);u=i;return}}function gab(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=a+226|0;e=b[d>>0]|0;if(c<<24>>24==4?1:e<<24>>24==c<<24>>24)return;switch(e<<24>>24){case 1:{mgb((f[a+60>>2]|0)+2548|0);break}case 2:{Yfb((f[a+60>>2]|0)+3100|0);break}case 3:{mgb((f[a+60>>2]|0)+2824|0);break}default:{}}b[d>>0]=c;g=(b[a+225>>0]|0)==3?2:1;b[a+384>>0]=1;b[a+381>>0]=g;d=a+385|0;b[d>>0]=1;e=a+382|0;b[e>>0]=g;b[a+386>>0]=1;b[a+383>>0]=g;if(c<<24>>24==2){b[d>>0]=2;b[e>>0]=2;c=2}d=c<<24>>24==3;c=b[(d?a+296|0:a+228|0)>>0]|0;e=a+229|0;if((b[e>>0]|0)!=c<<24>>24){b[e>>0]=c;g=a+128|0;f[g>>2]=(f[g>>2]|0)+1}if(d)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function hab(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=b&255;b=c&255;c=f[d>>2]|0;d=f[d+4>>2]|0;if(d|0)gOb(d);f[a+236+(e*24|0)+(b<<3)>>2]=c;a=a+236+(e*24|0)+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=d;if(!b)return;iOb(b);return}function iab(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;h=d+4|0;e=d+8|0;g=d;n[h>>2]=c;n[e>>2]=0.0;n[g>>2]=1.0;g=c<1.0?h:g;f[a+284+((b&255)<<2)>>2]=f[(+n[g>>2]>0.0?g:e)>>2];u=d;return}function jab(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+296|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;e=(b[a+226>>0]|0)==3;c=b[(e?d:a+228|0)>>0]|0;d=a+229|0;if((b[d>>0]|0)!=c<<24>>24){b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1}if(e)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function kab(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+227|0;e=b[d>>0]|0;if(c<<24>>24==2?1:e<<24>>24==c<<24>>24)return;if(e<<24>>24==1)Vgb((f[a+60>>2]|0)+2260|0);b[d>>0]=c;return}function lab(a){a=a|0;return b[(f[a+60>>2]|0)+2332>>0]|0}function mab(a,b){a=a|0;b=b|0;Sgb((f[a+60>>2]|0)+2260|0,b);return}function nab(a,c){a=a|0;c=c|0;var d=0,e=0;switch(c<<24>>24){case 0:{c=2;d=4;break}case 1:{c=3;d=4;break}case 2:return;default:c=b[a+225>>0]|0}if((d|0)==4)b[a+225>>0]=c;e=c<<24>>24==3?2:1;b[a+384>>0]=1;b[a+381>>0]=e;c=a+385|0;b[c>>0]=1;d=a+382|0;b[d>>0]=e;b[a+386>>0]=1;b[a+383>>0]=e;if((b[a+226>>0]|0)!=2)return;b[c>>0]=2;b[d>>0]=2;return}function oab(a,b){a=a|0;b=+b;a=a+60|0;rgb((f[a>>2]|0)+2548|0,b);rgb((f[a>>2]|0)+2824|0,b);return}function pab(a,b){a=a|0;b=b|0;kgb((f[a+60>>2]|0)+2548|0,b);return}function qab(a,b){a=a|0;b=b|0;a=a+60|0;lgb((f[a>>2]|0)+2548|0,b);lgb((f[a>>2]|0)+2824|0,b);return}function rab(a,b){a=a|0;b=b|0;a=a+60|0;jgb((f[a>>2]|0)+2548|0,b);jgb((f[a>>2]|0)+2824|0,b);kgb((f[a>>2]|0)+2824|0,b);return}function sab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+2592|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function tab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2608|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2884|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function uab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2576|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];c=(f[a>>2]|0)+2852|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2868|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function vab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+2624|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function wab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2640|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2916|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function xab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3140|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function yab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3156|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function zab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3172|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Aab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3188|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Bab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3204|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Cab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3220|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Dab(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=b&1;if((e>>>4&1|0)==(g|0))return;g=e&-17|g<<4;d[c>>1]=g;d[c+2>>1]=g>>>16;if(b)return;efb((f[a+60>>2]|0)+2336|0);return}function Eab(a){a=a|0;return +(+Veb((f[a+60>>2]|0)+2336|0))}function Fab(a,b){a=a|0;b=+b;Web((f[a+60>>2]|0)+2336|0,b);return}function Gab(a,b){a=a|0;b=+b;Xeb((f[a+60>>2]|0)+2336|0,b);return}function Hab(a,b){a=a|0;b=+b;Yeb((f[a+60>>2]|0)+2336|0,b);return}function Iab(a,b){a=a|0;b=+b;Zeb((f[a+60>>2]|0)+2336|0,b);return}function Jab(a,b){a=a|0;b=b|0;_eb((f[a+60>>2]|0)+2336|0,b);return}function Kab(a,b){a=a|0;b=b|0;$eb((f[a+60>>2]|0)+2336|0,b);return}function Lab(a,b){a=a|0;b=+b;afb((f[a+60>>2]|0)+2336|0,b);return}function Mab(a,b){a=a|0;b=+b;bfb((f[a+60>>2]|0)+2336|0,b);return}function Nab(a,b){a=a|0;b=+b;cfb((f[a+60>>2]|0)+2336|0,b);return}function Oab(a,b){a=a|0;b=b|0;dfb((f[a+60>>2]|0)+2336|0,b);return}function Pab(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=b&1;if((e>>>5&1|0)==(g|0))return;g=e&-33|g<<5;d[c>>1]=g;d[c+2>>1]=g>>>16;if(b)return;Pfb((f[a+60>>2]|0)+3284|0);return}function Qab(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&32|0)!=0|0}function Rab(a,b){a=a|0;b=b|0;Qfb((f[a+60>>2]|0)+3284|0,b);return}function Sab(a){a=a|0;return f[(f[a+60>>2]|0)+3332>>2]|0}function Tab(a,b){a=a|0;b=+b;Rfb((f[a+60>>2]|0)+3284|0,b);return}function Uab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3336>>2])}function Vab(a,b){a=a|0;b=+b;Sfb((f[a+60>>2]|0)+3284|0,b);return}function Wab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3340>>2])}function Xab(a,b){a=a|0;b=+b;Tfb((f[a+60>>2]|0)+3284|0,b);return}function Yab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3344>>2])}function Zab(a,b){a=a|0;b=+b;Ufb((f[a+60>>2]|0)+3284|0,b);return}function _ab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3348>>2])}function $ab(a,b){a=a|0;b=b|0;var c=0,e=0;a=a+230|0;c=j[a>>1]|j[a+2>>1]<<16;e=b&1;if((c>>>6&1|0)==(e|0)){b=0;return b|0}e=c&-65|e<<6;d[a>>1]=e;d[a+2>>1]=e>>>16;if(b){b=1;return b|0}b=1;return b|0}function abb(a,b){a=a|0;b=+b;if(!(ifb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function bbb(a,b){a=a|0;b=+b;if(!(jfb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function cbb(a,b){a=a|0;b=+b;if(!(kfb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function dbb(a,b){a=a|0;b=b|0;if(!(lfb((f[a+60>>2]|0)+3472|0,b)|0)){b=0;return b|0}b=a+230|0;b=((j[b>>1]|j[b+2>>1]<<16)&64|0)!=0;return b|0}function ebb(a,b,c){a=a|0;b=b|0;c=+c;if(!(mfb((f[a+60>>2]|0)+3472|0,b,c)|0)){b=0;return b|0}b=a+230|0;b=((j[b>>1]|j[b+2>>1]<<16)&64|0)!=0;return b|0}function fbb(a,b,c){a=a|0;b=b|0;c=c|0;if(!(nfb((f[a+60>>2]|0)+3472|0,b,c)|0)){c=0;return c|0}c=a+230|0;c=((j[c>>1]|j[c+2>>1]<<16)&64|0)!=0;return c|0}function gbb(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;if(!(ofb((f[a+60>>2]|0)+3472|0,b,c,d)|0)){d=0;return d|0}d=a+230|0;d=((j[d>>1]|j[d+2>>1]<<16)&64|0)!=0;return d|0}function hbb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;if(!(f[b+12>>2]|0)){i=0;return i|0}if(!(f[c+12>>2]|0)){i=0;return i|0}i=a+60|0;g=f[i>>2]|0;e=f[g+1896>>2]|0;h=g+1900|0;d=f[h>>2]|0;if((e|0)!=(d|0)){do{g=d+-120|0;f[h>>2]=g;E8a(g);d=f[h>>2]|0}while((d|0)!=(e|0));Nhb((f[i>>2]|0)+1048|0);e=f[i>>2]|0;g=e;e=f[e+1900>>2]|0}d=g+1900|0;if(e>>>0<(f[g+1904>>2]|0)>>>0){jdb(e,a);f[d>>2]=(f[d>>2]|0)+120}else ibb(g+1896|0,a);d=f[(f[i>>2]|0)+1900>>2]|0;e=d+-120|0;pdb(e,0);qdb(e,0);e=Jhb((f[i>>2]|0)+1048|0,b)|0;f[d+-8>>2]=e;d=f[i>>2]|0;e=d+1900|0;g=f[e>>2]|0;if(g>>>0<(f[d+1904>>2]|0)>>>0){jdb(g,a);f[e>>2]=(f[e>>2]|0)+120}else ibb(d+1896|0,a);a=f[(f[i>>2]|0)+1900>>2]|0;b=a+-120|0;pdb(b,0);qdb(b,0);i=Jhb((f[i>>2]|0)+1048|0,c)|0;f[a+-8>>2]=i;i=1;return i|0}function ibb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;c=f[a>>2]|0;e=((f[a+4>>2]|0)-c|0)/120|0;d=e+1|0;if(d>>>0>35791394)AMb(a);j=((f[a+8>>2]|0)-c|0)/120|0;c=j<<1;c=j>>>0<17895697?(c>>>0<d>>>0?d:c):35791394;f[h+12>>2]=0;f[h+16>>2]=a+8;do if(!c)g=0;else if(c>>>0>35791394)vd();else{g=pOb(c*120|0)|0;break}while(0);f[h>>2]=g;j=g+(e*120|0)|0;e=h+8|0;d=h+4|0;f[d>>2]=j;f[h+12>>2]=g+(c*120|0);jdb(j,b);f[e>>2]=j+120;jbb(a,h);d=f[d>>2]|0;c=f[e>>2]|0;if((c|0)!=(d|0))do{j=c+-120|0;f[e>>2]=j;E8a(j);c=f[e>>2]|0}while((c|0)!=(d|0));c=f[h>>2]|0;if(!c){u=i;return}sOb(c);u=i;return}function jbb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;g=a+4|0;c=f[g>>2]|0;h=b+4|0;if((c|0)==(e|0)){d=h;c=a;h=f[h>>2]|0;f[c>>2]=h;f[d>>2]=e;e=b+8|0;h=f[g>>2]|0;c=f[e>>2]|0;f[g>>2]=c;f[e>>2]=h;e=a+8|0;h=b+12|0;g=f[e>>2]|0;a=f[h>>2]|0;f[e>>2]=a;f[h>>2]=g;h=f[d>>2]|0;f[b>>2]=h;return}d=f[h>>2]|0;do{i=c;c=c+-120|0;f[d+-120>>2]=f[c>>2];j=d+-116|0;k=i+-116|0;f[j>>2]=0;l=d+-112|0;f[l>>2]=0;f[d+-108>>2]=0;f[j>>2]=f[k>>2];j=i+-112|0;f[l>>2]=f[j>>2];l=i+-108|0;f[d+-108>>2]=f[l>>2];f[l>>2]=0;f[j>>2]=0;f[k>>2]=0;p[d+-104>>3]=+p[i+-104>>3];k=i+-96|0;f[d+-96>>2]=f[k>>2];j=i+-92|0;f[d+-92>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-88|0;f[d+-88>>2]=f[j>>2];k=i+-84|0;f[d+-84>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=i+-80|0;f[d+-80>>2]=f[k>>2];j=i+-76|0;f[d+-76>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-72|0;f[d+-72>>2]=f[j>>2];k=i+-68|0;f[d+-68>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=i+-64|0;f[d+-64>>2]=f[k>>2];j=i+-60|0;f[d+-60>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-56|0;f[d+-56>>2]=f[j>>2];k=i+-52|0;f[d+-52>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=d+-48|0;j=i+-48|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];k=i+-32|0;f[d+-32>>2]=f[k>>2];j=i+-28|0;f[d+-28>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=d+-24|0;k=i+-24|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];f[d+-8>>2]=f[i+-8>>2];d=(f[h>>2]|0)+-120|0;f[h>>2]=d}while((c|0)!=(e|0));l=h;k=a;j=d;i=f[a>>2]|0;f[k>>2]=j;f[l>>2]=i;i=b+8|0;k=f[g>>2]|0;j=f[i>>2]|0;f[g>>2]=j;f[i>>2]=k;i=a+8|0;k=b+12|0;j=f[i>>2]|0;h=f[k>>2]|0;f[i>>2]=h;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function kbb(a){a=a|0;var b=0,c=0,d=0,e=0;b=a+60|0;d=f[b>>2]|0;c=f[d+1896>>2]|0;d=d+1900|0;a=f[d>>2]|0;if((c|0)==(a|0)){d=0;return d|0}do{e=a+-120|0;f[d>>2]=e;E8a(e);a=f[d>>2]|0}while((a|0)!=(c|0));Nhb((f[b>>2]|0)+1048|0);e=1;return e|0}function lbb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;ufb((f[a+60>>2]|0)+3556|0,b,c,d);return}function mbb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0;i=a+230|0;e=j[i>>1]|j[i+2>>1]<<16;g=c&1;if((e>>>11&1|0)==(g|0)){i=0;return i|0}g=e&-2049|g<<11;d[i>>1]=g;d[i+2>>1]=g>>>16;g=a+60|0;h=(f[g>>2]|0)+1908|0;if(c){c=pOb(1816)|0;Ihb(c,a);jdb(c+840|0,a);p[c+952>>3]=1.0;p[c+960>>3]=1.0;p[c+968>>3]=1.0;e=c+976|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;eAa(c+1e3|0);e=f[h>>2]|0;f[h>>2]=c;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]&-8|5;h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]|8;h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]|16;h=f[(f[g>>2]|0)+1908>>2]|0;f[h+828>>2]=86040;rdb(h+840|0,0);pdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,0);qdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,0);sdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,1);h=j[i>>1]|j[i+2>>1]<<16|24576;d[i>>1]=h;d[i+2>>1]=h>>>16;i=1;return i|0}else{e=f[h>>2]|0;f[h>>2]=0;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}Qgb((f[g>>2]|0)+3624|0);i=1;return i|0}return 0}function nbb(a,c){a=a|0;c=c|0;var e=0,g=0.0,h=0,i=0;h=a+230|0;i=j[h>>1]|j[h+2>>1]<<16;if(!(i&32768)){e=a+344|0;g=+p[c>>3]}else{e=a+344|0;g=+p[c>>3];if(+p[e>>3]==g)if(+p[a+352>>3]==+p[c+8>>3])if(+p[a+360>>3]==+p[c+16>>3]){a=0;return a|0}}p[e>>3]=g;p[a+352>>3]=+p[c+8>>3];p[a+360>>3]=+p[c+16>>3];e=i|57344;d[h>>1]=e;d[h+2>>1]=e>>>16;do if(i&2048)if((b[a+226>>0]|0)!=2){i=f[a+60>>2]|0;if((f[i+1896>>2]|0)==(f[i+1900>>2]|0))if(sSa(f[a+64>>2]|0)|0){e=j[h>>1]|j[h+2>>1]<<16;break}else{a=1;return a|0}}while(0);if(!(e&1024)){a=0;return a|0}if((b[a+226>>0]|0)==2){a=0;return a|0}i=f[a+60>>2]|0;if((f[i+1896>>2]|0)!=(f[i+1900>>2]|0)){a=0;return a|0}a=(sSa(f[a+64>>2]|0)|0)^1;return a|0}function obb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;P=f[a+80>>2]|0;Q=f[a+248>>2]|0;R=f[a+272>>2]|0;S=f[a+504>>2]|0;T=f[a+512>>2]|0;U=f[a+968>>2]|0;V=f[a+984>>2]|0;x=f[a+992>>2]|0;W=f[a+1008>>2]|0;y=f[a+1024>>2]|0;X=f[a+1032>>2]|0;B=f[a+1944>>2]|0;C=f[a+2200>>2]|0;D=f[a+4904>>2]|0;N=f[a+4912>>2]|0;M=f[a+4928>>2]|0;L=f[a+4936>>2]|0;O=f[a+6072>>2]|0;Y=f[a+6104>>2]|0;K=f[a+6112>>2]|0;a:{if(Y){Y=0;switch(K|0){case 1:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}i=f[N+8>>2]|0;h=Q;while(1){if((f[h+12>>2]|0)==(i|0))break;h=f[h>>2]|0;if(!h){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}w=N+12|0;n=i;v=h;while(1){o=v+4|0;if(!(f[o>>2]|0)){O=342;break}l=v+20|0;if(!(b[l>>0]|0))S7a(a+24|0,v,n,1);else T7a(a+24|0,v,n,1);u=v+8|0;h=f[u>>2]|0;if(!h)O=354;else if((f[h+4>>2]|0)==(n|0))g=h;else O=354;if((O|0)==354){O=0;g=f[P>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=n;f[g>>2]=f[u>>2];f[u>>2]=g}t=v+16|0;f[t>>2]=n;h=f[o>>2]|0;i=f[h+12>>2]|0;if(!i)i=n;else{e=f[M>>2]|0;h=f[(f[h+8>>2]|0)+4>>2]|0;if(!(R7a(e,f[w>>2]|0,h,i,1)|0))break;i=U7a(a+24|0,h,i,N)|0;h=f[u>>2]|0;do if(!(b[l>>0]|0)){k=f[h+4>>2]|0;h=f[B>>2]|0;j=f[C>>2]|0;if(!(b[D>>0]|0))$h[h&3](j,0,k,i,n,f[k+12>>2]|0,f[i+12>>2]|0,f[n+12>>2]|0,f[k+24>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0);else $h[h&3](j,0,k,n,i,f[k+12>>2]|0,f[n+12>>2]|0,f[i+12>>2]|0,f[k+24>>2]|0,f[n+24>>2]|0,f[i+24>>2]|0);S7a(a+24|0,v,i,1);T7a(a+24|0,f[o>>2]|0,i,1);f[(f[u>>2]|0)+4>>2]=i;f[(f[(f[o>>2]|0)+8>>2]|0)+4>>2]=i}else{if(!h)O=377;else if((f[h+4>>2]|0)==(n|0)){m=h;O=378}else O=377;if((O|0)==377){O=0;h=f[P>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=n;f[h>>2]=f[u>>2];f[u>>2]=h;if(h|0){m=h;O=378}}if((O|0)==378){O=0;if((f[m+4>>2]|0)==(i|0))break}n=f[P>>2]|0;n=Rg[f[f[n>>2]>>2]&255](n,8)|0;f[n+4>>2]=i;f[n>>2]=f[u>>2];f[u>>2]=n}while(0);h=f[o>>2]|0;f[v+12>>2]=f[(h+12|0)>>2];f[t>>2]=f[h+16>>2];f[(h+12|0)>>2]=f[w>>2];j=f[v>>2]|0;if(j){Q7a(a+24|0,v,j,9.999999974752427e-07,9.999999974752427e-07);h=f[o>>2]|0}}if(!h){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else{n=i;v=h}}if((O|0)==342){T7a(a+24|0,v,n,1);e=v+8|0;c=f[e>>2]|0;if(!c)O=345;else if((f[c+4>>2]|0)==(n|0)){p=c;q=f[M>>2]|0;O=346}else O=345;if((O|0)==345){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=n;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[M>>2]|0;if(!d){r=c;O=347}else{p=d;q=c;O=346}}if((O|0)==346){O=0;if((f[p+4>>2]|0)==(q|0))s=q;else{r=q;O=347}}if((O|0)==347){O=0;s=f[P>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=r;f[s>>2]=f[e>>2];f[e>>2]=s;s=r}f[v+16>>2]=s;f[v+12>>2]=f[w>>2];Q7a(a+24|0,v,f[v>>2]|0,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6144>>2]=2;f[a+6148>>2]=8;break a}if(!(b[l>>0]|0)){i=f[g+4>>2]|0;do if((i|0)!=(n|0)){g=f[B>>2]|0;h=f[C>>2]|0;if(!(b[D>>0]|0)){$h[g&3](h,0,i,e,n,f[i+12>>2]|0,f[e+12>>2]|0,f[n+12>>2]|0,f[i+24>>2]|0,f[e+24>>2]|0,f[n+24>>2]|0);break}else{$h[g&3](h,0,i,n,e,f[i+12>>2]|0,f[n+12>>2]|0,f[e+12>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0,f[e+24>>2]|0);break}}while(0);S7a(a+24|0,v,f[M>>2]|0,1);g=f[u>>2]|0;e=f[M>>2]|0}if(!g)O=365;else if((f[g+4>>2]|0)!=(e|0))O=365;if((O|0)==365){O=0;y=f[P>>2]|0;y=Rg[f[f[y>>2]>>2]&255](y,8)|0;f[y+4>>2]=e;f[y>>2]=f[u>>2];f[u>>2]=y}f[t>>2]=e;f[v+12>>2]=f[w>>2];e=f[o>>2]|0;if(e|0)Q7a(a+24|0,e,v,9.999999974752427e-07,0.0);e=f[v>>2]|0;if(!e){x=Q;y=R}else{Q7a(a+24|0,v,e,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 2:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else e=Q;while(1){if((f[e+12>>2]|0)==(L|0))break;e=f[e>>2]|0;if(!e){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}k=N+8|0;m=N+16|0;j=L;l=e;while(1){if(!(f[l>>2]|0)){O=388;break}z=l+20|0;if(!(b[z>>0]|0))S7a(a+24|0,l,j,1);else T7a(a+24|0,l,j,1);J=l+8|0;e=f[J>>2]|0;if(!e)O=400;else if((f[e+4>>2]|0)==(j|0))d=e;else O=400;if((O|0)==400){O=0;d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[J>>2];f[J>>2]=d}I=l+16|0;f[I>>2]=j;e=f[l>>2]|0;g=f[e+12>>2]|0;if(!g)g=j;else{c=f[k>>2]|0;e=f[(f[e+8>>2]|0)+4>>2]|0;if(R7a(c,f[m>>2]|0,e,g,1)|0)break;i=U7a(a+24|0,e,g,N)|0;e=f[J>>2]|0;do if(!(b[z>>0]|0)){if(!e)O=423;else if((f[e+4>>2]|0)==(j|0)){A=e;O=424}else O=423;if((O|0)==423){O=0;e=f[P>>2]|0;e=Rg[f[f[e>>2]>>2]&255](e,8)|0;f[e+4>>2]=j;f[e>>2]=f[J>>2];f[J>>2]=e;if(e|0){A=e;O=424}}if((O|0)==424){O=0;if((f[A+4>>2]|0)==(i|0))break}w=f[P>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,8)|0;f[w+4>>2]=i;f[w>>2]=f[J>>2];f[J>>2]=w}else{h=f[e+4>>2]|0;e=f[B>>2]|0;g=f[C>>2]|0;if(!(b[D>>0]|0))$h[e&3](g,0,h,j,i,f[h+12>>2]|0,f[j+12>>2]|0,f[i+12>>2]|0,f[h+24>>2]|0,f[j+24>>2]|0,f[i+24>>2]|0);else $h[e&3](g,0,h,i,j,f[h+12>>2]|0,f[i+12>>2]|0,f[j+12>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0,f[j+24>>2]|0);T7a(a+24|0,l,i,1);S7a(a+24|0,f[l>>2]|0,i,1);f[(f[J>>2]|0)+4>>2]=i;f[(f[(f[l>>2]|0)+8>>2]|0)+4>>2]=i}while(0);e=f[l>>2]|0;f[l+12>>2]=f[(e+12|0)>>2];f[I>>2]=f[e+16>>2];f[(e+12|0)>>2]=f[m>>2];g=f[l+4>>2]|0;if(!g)g=i;else{Q7a(a+24|0,g,l,9.999999974752427e-07,9.999999974752427e-07);g=i;e=f[l>>2]|0}}if(!e){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else{j=g;l=e}}if((O|0)==388){S7a(a+24|0,l,j,1);e=l+8|0;c=f[e>>2]|0;if(!c)O=391;else if((f[c+4>>2]|0)==(j|0)){E=c;F=f[k>>2]|0;O=392}else O=391;if((O|0)==391){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){G=c;O=393}else{E=d;F=c;O=392}}if((O|0)==392){O=0;if((f[E+4>>2]|0)==(F|0))H=F;else{G=F;O=393}}if((O|0)==393){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=G;f[H>>2]=f[e>>2];f[e>>2]=H;H=G}f[l+16>>2]=H;f[l+12>>2]=f[m>>2];Q7a(a+24|0,f[l+4>>2]|0,l,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6144>>2]=2;f[a+6148>>2]=8;break a}if(b[z>>0]|0){g=f[d+4>>2]|0;do if((g|0)!=(j|0)){e=f[B>>2]|0;d=f[C>>2]|0;if(!(b[D>>0]|0)){$h[e&3](d,0,g,j,c,f[g+12>>2]|0,f[j+12>>2]|0,f[c+12>>2]|0,f[g+24>>2]|0,f[j+24>>2]|0,f[c+24>>2]|0);break}else{$h[e&3](d,0,g,c,j,f[g+12>>2]|0,f[c+12>>2]|0,f[j+12>>2]|0,f[g+24>>2]|0,f[c+24>>2]|0,f[j+24>>2]|0);break}}while(0);T7a(a+24|0,l,f[k>>2]|0,1);d=f[J>>2]|0;c=f[k>>2]|0}if(!d)O=411;else if((f[d+4>>2]|0)!=(c|0))O=411;if((O|0)==411){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=c;f[H>>2]=f[J>>2];f[J>>2]=H}f[I>>2]=c;f[l+12>>2]=f[m>>2];c=f[l+4>>2]|0;if(c|0)Q7a(a+24|0,c,l,9.999999974752427e-07,0.0);c=f[l>>2]|0;if(!c){x=Q;y=R}else{Q7a(a+24|0,l,c,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 5:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else h=Q;while(1){g=h+12|0;if((f[g>>2]|0)==(L|0))break;c=f[h>>2]|0;if(!c){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else h=c}c=(f[h>>2]|0)==0;do if(!(b[h+20>>0]|0)){if(c){T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}S7a(a+24|0,h,L,1);c=f[M>>2]|0;d=h+8|0;e=f[d>>2]|0;if(!e)O=438;else if((f[e+4>>2]|0)!=(c|0))O=438;if((O|0)==438){O=0;M=f[P>>2]|0;M=Rg[f[f[M>>2]>>2]&255](M,8)|0;f[M+4>>2]=c;f[M>>2]=f[d>>2];f[d>>2]=M}f[g>>2]=f[N+12>>2];d=N+8|0;T7a(a+24|0,f[h>>2]|0,f[d>>2]|0,1);c=f[h>>2]|0;d=f[d>>2]|0;e=f[(c+8|0)>>2]|0;if(e|0)if((f[e+4>>2]|0)==(d|0))break;P=f[P>>2]|0;P=Rg[f[f[P>>2]>>2]&255](P,8)|0;f[P+4>>2]=d;f[P>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=P;c=f[h>>2]|0}else{if(c){T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}T7a(a+24|0,h,L,1);P=N+8|0;S7a(a+24|0,f[h>>2]|0,f[P>>2]|0,1);f[(f[h+8>>2]|0)+4>>2]=f[M>>2];f[g>>2]=f[N+12>>2];c=f[h>>2]|0;f[(f[c+8>>2]|0)+4>>2]=f[P>>2]}while(0);f[c+12>>2]=f[N+16>>2];N=h+16|0;c=c+16|0;P=f[N>>2]|0;f[N>>2]=f[c>>2];f[c>>2]=P;c=f[h+4>>2]|0;if(c|0)Q7a(a+24|0,c,h,9.999999974752427e-07,9.999999974752427e-07);c=f[h>>2]|0;d=f[c>>2]|0;if(!d){x=Q;y=R}else{Q7a(a+24|0,c,d,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R}break}default:{T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}}}f[a+504>>2]=S;f[a+512>>2]=T;f[a+968>>2]=U;f[a+984>>2]=V;f[a+992>>2]=x;f[a+1008>>2]=W;f[a+1024>>2]=y;f[a+1032>>2]=X;f[a+6072>>2]=O;f[a+6104>>2]=Y}function pbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;G=f[a+80>>2]|0;v=f[a+352>>2]|0;H=f[a+704>>2]|0;w=f[a+800>>2]|0;c=f[a+880>>2]|0;J=f[a+1624>>2]|0;C=f[a+1944>>2]|0;g=f[a+2032>>2]|0;D=f[a+2200>>2]|0;o=f[a+2248>>2]|0;E=f[a+4904>>2]|0;x=f[a+4912>>2]|0;t=f[a+4928>>2]|0;F=f[a+5856>>2]|0;i=f[a+5864>>2]|0;r=f[a+5880>>2]|0;m=f[a+5904>>2]|0;p=f[a+5912>>2]|0;q=f[a+5944>>2]|0;l=f[a+5968>>2]|0;I=f[a+6072>>2]|0;a:{if((J|0)==(q|0)){if(!(b[c+20>>0]|0)){S7a(a+24|0,c,g,1);h=f[t>>2]|0;i=c+8|0;e=f[i>>2]|0;if(!e)I=223;else if((f[e+4>>2]|0)==(h|0)){j=h;k=e}else I=223;if((I|0)==223){I=0;k=f[G>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=h;f[k>>2]=f[i>>2];f[i>>2]=k;j=f[t>>2]|0}g=c+16|0;f[g>>2]=h;e=f[F>>2]|0;if(+n[j+16>>2]!=+n[e+16>>2]){if(!k)I=227;else if((f[k+4>>2]|0)==(e|0))d=e;else I=227;if((I|0)==227){I=0;d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=e;f[d>>2]=f[i>>2];f[i>>2]=d;d=f[F>>2]|0}f[g>>2]=e}else d=e;f[r>>2]=0;c=f[c>>2]|0;T7a(a+24|0,c,d,1);d=f[F>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)I=231;else if((f[e+4>>2]|0)!=(d|0))I=231;if((I|0)==231){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=J}f[c+16>>2]=d;f[c+12>>2]=0;Q7a(a+24|0,f[(f[c+4>>2]|0)+4>>2]|0,f[c>>2]|0,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=w;f[a+6152>>2]=1;break a}j=c+4|0;k=f[j>>2]|0;T7a(a+24|0,c,l,1);g=f[t>>2]|0;h=f[F>>2]|0;do if(+n[g+16>>2]!=+n[h+16>>2]){i=f[(f[c+8>>2]|0)+4>>2]|0;e=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0)){$h[e&3](d,0,i,g,h,f[i+12>>2]|0,f[g+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0);break}else{$h[e&3](d,0,i,h,g,f[i+12>>2]|0,f[h+12>>2]|0,f[g+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0);break}}while(0);S7a(a+24|0,f[c>>2]|0,f[F>>2]|0,1);e=f[j>>2]|0;if(e|0)f[e>>2]=f[f[c>>2]>>2];d=f[c>>2]|0;g=f[d>>2]|0;if(g|0)f[g+4>>2]=e;g=(w|0)==(c|0)?g:w;e=f[(d+8|0)>>2]|0;if(e){do{f[(d+8|0)>>2]=f[e>>2];$zb(e);e=f[(d+8|0)>>2]|0}while((e|0)!=0);d=f[c>>2]|0}$zb(d);e=c+8|0;d=f[e>>2]|0;if(d|0)do{f[e>>2]=f[d>>2];$zb(d);d=f[e>>2]|0}while((d|0)!=0);$zb(c);if(!k){h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}d=f[k>>2]|0;if(!d){h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}Q7a(a+24|0,k,d,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}i=f[i>>2]|0;d=f[p+12>>2]|0;if(!d){d=p;while(1){g=f[d>>2]|0;d=f[g+12>>2]|0;if(!d)d=g;else break}}else g=p;if(R7a(q,i,f[(f[g+8>>2]|0)+4>>2]|0,d,0)|0){if((f[(f[c+8>>2]|0)+4>>2]|0)==(f[(f[p+8>>2]|0)+4>>2]|0)){f[r>>2]=f[(p+12|0)>>2];f[(p+12|0)>>2]=m;h=H;i=46;e=v;d=w;f[a+6152>>2]=1;break a}d=f[p>>2]|0;if(!d){h=1;i=23;e=v;d=w;f[a+6152>>2]=1;break a}e=f[(d+12|0)>>2]|0;if((q|0)!=(e|0)){h=1;i=23;e=v;d=w;f[a+6152>>2]=1;break a}h=f[(p+12|0)>>2]|0;f[(p+12|0)>>2]=e;f[(d+12|0)>>2]=h;h=H;i=46;e=v;d=w;f[a+6152>>2]=1;break a}do{d=1;if(d)if(!(b[c+20>>0]|0)){S7a(a+24|0,c,o,1);d=f[t>>2]|0;e=c+8|0;g=f[e>>2]|0;if(!g)I=247;else if((f[g+4>>2]|0)!=(d|0))I=247;if((I|0)==247){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[e>>2];f[e>>2]=J}f[c+16>>2]=d;i=f[c>>2]|0;h=U7a(a+24|0,f[(f[(i+8|0)>>2]|0)+4>>2]|0,f[(i+12|0)>>2]|0,x)|0;c=f[(i+4|0)>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)I=250;else if((f[d+4>>2]|0)==(h|0))s=c;else I=250;if((I|0)==250){I=0;s=f[G>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=h;f[s>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=s;s=f[(i+4|0)>>2]|0}f[s+12>>2]=f[(i+12|0)>>2];f[s+16>>2]=f[i+16>>2];c=f[i>>2]|0;d=f[c+12>>2]|0;if((d|0)!=(f[F>>2]|0)){if(!d)do{c=f[f[c>>2]>>2]|0;d=f[c+12>>2]|0}while((d|0)==0);d=U7a(a+24|0,f[(f[c+8>>2]|0)+4>>2]|0,d,x)|0}T7a(a+24|0,i,h,1);g=f[(f[(i+8|0)>>2]|0)+4>>2]|0;c=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[c&3](e,0,g,h,d,f[g+12>>2]|0,f[h+12>>2]|0,f[d+12>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[d+24>>2]|0);h=d;e=0;u=i;break}else{$h[c&3](e,0,g,d,h,f[g+12>>2]|0,f[d+12>>2]|0,f[h+12>>2]|0,f[g+24>>2]|0,f[d+24>>2]|0,f[h+24>>2]|0);h=d;e=0;u=i;break}}else d=1;if(d)if(1){T7a(a+24|0,c,o,1);h=f[c>>2]|0;h=U7a(a+24|0,f[(f[h+8>>2]|0)+4>>2]|0,f[h+12>>2]|0,x)|0;i=f[(f[c+8>>2]|0)+4>>2]|0;g=f[t>>2]|0;d=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[d&3](e,0,i,g,h,f[i+12>>2]|0,f[g+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0);e=v;u=c;break}else{$h[d&3](e,0,i,h,g,f[i+12>>2]|0,f[h+12>>2]|0,f[g+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0);e=v;u=c;break}}}while(0);c=f[u>>2]|0;S7a(a+24|0,c,h,1);j=f[c+12>>2]|0;i=f[c+16>>2]|0;c=f[c>>2]|0;d=f[u+4>>2]|0;if(d|0)f[d>>2]=c;if(c)f[c+4>>2]=d;p=(w|0)==(u|0)?c:w;d=f[u>>2]|0;g=f[(d+8|0)>>2]|0;if(g){do{f[(d+8|0)>>2]=f[g>>2];$zb(g);g=f[(d+8|0)>>2]|0}while((g|0)!=0);d=f[u>>2]|0}$zb(d);g=u+8|0;d=f[g>>2]|0;if(d|0)do{f[g>>2]=f[d>>2];$zb(d);d=f[g>>2]|0}while((d|0)!=0);$zb(u);if((h|0)==(f[F>>2]|0)){h=H;i=47;d=p;f[a+6152>>2]=1;break a}if(!c){h=1;i=23;d=p;c=0;f[a+6152>>2]=1;break a}else{o=i;m=j;l=h}while(1){k=c+12|0;d=f[k>>2]|0;if(!d){h=l;d=o;g=m}else{if((d|0)==(f[F>>2]|0))break;j=c+8|0;h=U7a(a+24|0,f[(f[j>>2]|0)+4>>2]|0,d,x)|0;do if(!(b[c+20>>0]|0)){S7a(a+24|0,c,f[F>>2]|0,1);i=f[(f[j>>2]|0)+4>>2]|0;d=f[C>>2]|0;g=f[D>>2]|0;if(!(b[E>>0]|0))$h[d&3](g,0,i,l,h,f[i+12>>2]|0,f[l+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0);else $h[d&3](g,0,i,h,l,f[i+12>>2]|0,f[h+12>>2]|0,f[l+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0);f[(f[j>>2]|0)+4>>2]=l;if(!e)break;d=(f[c+4>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=e;f[J>>2]=f[d>>2];f[d>>2]=J}else T7a(a+24|0,c,h,1);while(0);g=f[k>>2]|0;f[k>>2]=m;e=c+16|0;d=f[e>>2]|0;f[e>>2]=o;e=l}c=f[c>>2]|0;if(!c){h=1;i=23;d=p;c=0;f[a+6152>>2]=2;f[a+6156>>2]=1;break a}else{o=d;m=g;l=h}}if(b[c+20>>0]|0){T7a(a+24|0,c,d,1);h=f[F>>2]|0;i=c+8|0;d=f[i>>2]|0;do if(!d)I=278;else{if((f[d+4>>2]|0)!=(h|0)){I=278;break}A=c+16|0;f[A>>2]=h;y=d;I=279}while(0);if((I|0)==278){d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[i>>2];f[i>>2]=d;g=c+16|0;f[g>>2]=h;if(!d){B=g;I=280}else{y=d;A=g;I=279}}if((I|0)==279){I=0;if((f[y+4>>2]|0)==(l|0))z=A;else{B=A;I=280}}if((I|0)==280){I=0;z=f[G>>2]|0;z=Rg[f[f[z>>2]>>2]&255](z,8)|0;f[z+4>>2]=l;f[z>>2]=f[i>>2];f[i>>2]=z;z=B}f[k>>2]=m;f[z>>2]=o;h=H;i=47;d=p;f[a+6152>>2]=1;break a}S7a(a+24|0,c,d,1);j=c+8|0;i=f[(f[j>>2]|0)+4>>2]|0;h=f[F>>2]|0;g=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0))$h[g&3](d,0,i,l,h,f[i+12>>2]|0,f[l+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0);else $h[g&3](d,0,i,h,l,f[i+12>>2]|0,f[h+12>>2]|0,f[l+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0);d=f[j>>2]|0;g=f[(d+4|0)>>2]|0;h=c+4|0;do if((g|0)==(f[(f[(f[h>>2]|0)+8>>2]|0)+4>>2]|0))f[(d+4|0)>>2]=l;else{if((d|0)!=0&(g|0)==(l|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=l;f[J>>2]=f[j>>2];f[j>>2]=J}while(0);f[k>>2]=m;f[c+16>>2]=o;if(!e){h=H;i=47;e=0;d=p;f[a+6152>>2]=1;break a}d=(f[h>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0)){h=H;i=47;d=p;f[a+6152>>2]=1;break a}h=f[G>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=e;f[h>>2]=f[d>>2];f[d>>2]=h;h=H;i=47;d=p}f[a+816>>2]=h;f[a+824>>2]=i;f[a+928>>2]=e;f[a+944>>2]=d;f[a+976>>2]=c;f[a+6072>>2]=I}function qbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0;X=f[a+80>>2]|0;z=f[a+248>>2]|0;w=f[a+256>>2]|0;t=f[a+264>>2]|0;Y=f[a+272>>2]|0;Z=f[a+504>>2]|0;_=f[a+968>>2]|0;D=f[a+992>>2]|0;$=f[a+1008>>2]|0;E=f[a+1024>>2]|0;K=f[a+1944>>2]|0;L=f[a+2200>>2]|0;N=f[a+4904>>2]|0;M=f[a+4912>>2]|0;O=f[a+4928>>2]|0;A=f[a+4960>>2]|0;j=f[a+5008>>2]|0;V=f[a+5024>>2]|0;W=f[a+6072>>2]|0;a:{if((W|0)==185){W=0;f[w>>2]=A;f[(A+4|0)>>2]=w;Q7a(a+24|0,w,A,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(f[(A+8|0)>>2]|0)+4>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)W=187;else if((f[e+4>>2]|0)!=(d|0))W=187;if((W|0)==187){W=0;V=f[X>>2]|0;V=Rg[f[f[V>>2]>>2]&255](V,8)|0;f[V+4>>2]=d;f[V>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=V}f[c+16>>2]=d;e=f[M+8>>2]|0;if(!(+n[(f[O>>2]|0)+16>>2]!=+n[e+16>>2])){D=z;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)W=191;else if((f[d+4>>2]|0)==(e|0))g=c;else W=191;if((W|0)==191){W=0;g=f[X>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=e;f[g>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=g;g=f[A>>2]|0}f[c+16>>2]=e;Q7a(a+24|0,A,g,9.999999974752427e-07,9.999999974752427e-07);D=z;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}v=w+4|0;c=f[v>>2]|0;if(!c)y=0;else{Q7a(a+24|0,c,A,9.999999974752427e-07,9.999999974752427e-07);y=f[v>>2]|0}do{u=1;if(u){u=0;if(!(b[w+20>>0]|0)){i=(f[A>>2]|0)+20|0;B=b[(A+20|0)>>0]|0;b[(A+20|0)>>0]=b[i>>0]|0;b[i>>0]=B;i=y+12|0;if(!(f[i>>2]|0)){c=y+4|0;S7a(a+24|0,f[c>>2]|0,f[O>>2]|0,1);d=f[c>>2]|0;e=f[O>>2]|0;g=f[(d+8|0)>>2]|0;if(!g)W=118;else if((f[g+4>>2]|0)==(e|0)){k=d;l=e}else W=118;if((W|0)==118){W=0;k=f[X>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=e;f[k>>2]=f[(d+8|0)>>2];f[(d+8|0)>>2]=k;k=f[c>>2]|0;l=f[O>>2]|0}f[d+16>>2]=e;f[k+12>>2]=f[j>>2];T7a(a+24|0,y,l,1);f[i>>2]=f[V>>2];c=f[c>>2]|0;Q7a(a+24|0,f[c+4>>2]|0,c,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d){do{f[(c+8|0)>>2]=f[d>>2];$zb(d);d=f[(c+8|0)>>2]|0}while((d|0)!=0);c=f[A>>2]|0}$zb(c);c=f[(A+8|0)>>2]|0;if(c|0)do{f[(A+8|0)>>2]=f[c>>2];$zb(c);c=f[(A+8|0)>>2]|0}while((c|0)!=0);$zb(A);B=z;d=y;break}c=y+8|0;e=f[(f[c>>2]|0)+4>>2]|0;g=f[(f[t>>2]|0)+4>>2]|0;T7a(a+24|0,y,f[O>>2]|0,0);S7a(a+24|0,w,f[O>>2]|0,0);d=f[c>>2]|0;do if(!(f[d>>2]|0)){f[d+4>>2]=e;f[y+16>>2]=e;c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d|0)if((f[d+4>>2]|0)==(g|0)){m=g;o=c;break}s=f[X>>2]|0;p=c;q=c+8|0;r=g;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}else{f[(f[A>>2]|0)+8>>2]=d;f[c>>2]=0;s=f[X>>2]|0;p=y;q=c;r=e;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}while(0);if((W|0)==131){W=0;f[s+4>>2]=r;f[s>>2]=f[q>>2];f[q>>2]=s;m=r;o=p}f[o+16>>2]=m;c=f[t>>2]|0;if(!(f[c>>2]|0)){B=f[(A+8|0)>>2]|0;f[B+4>>2]=e;f[(A+16|0)>>2]=e;e=B}else{e=f[(A+8|0)>>2]|0;f[(A+8|0)>>2]=c;f[t>>2]=e;c=e;e=f[(A+8|0)>>2]|0}f[c+4>>2]=g;f[w+16>>2]=g;c=f[v>>2]|0;f[(A+4|0)>>2]=c;f[f[A>>2]>>2]=w;f[c>>2]=A;c=f[A>>2]|0;f[v>>2]=c;d=f[O>>2]|0;if(!e)W=137;else if((f[e+4>>2]|0)==(d|0))x=c;else W=137;if((W|0)==137){W=0;x=f[X>>2]|0;x=Rg[f[f[x>>2]>>2]&255](x,8)|0;f[x+4>>2]=d;f[x>>2]=f[(A+8|0)>>2];f[(A+8|0)>>2]=x;x=f[A>>2]|0}f[(A+16|0)>>2]=d;B=z;d=x}else u=1}if(u)if(1){f[(A+4|0)>>2]=y;if(y|0)f[y>>2]=A;f[f[A>>2]>>2]=w;d=f[A>>2]|0;f[v>>2]=d;B=(z|0)==(w|0)?A:z}}while(0);k=M+8|0;i=f[O>>2]|0;j=d;while(1){c=f[j>>2]|0;d=f[c+12>>2]|0;if(!d){h=i;C=c}else{P=f[k>>2]|0;c=f[(f[c+8>>2]|0)+4>>2]|0;if(R7a(P,f[V>>2]|0,c,d,1)|0)break;h=U7a(a+24|0,c,d,M)|0;g=j+8|0;c=f[g>>2]|0;do if(!(b[j+20>>0]|0)){do if(!c)W=167;else{if((f[c+4>>2]|0)!=(i|0)){W=167;break}F=j+16|0;f[F>>2]=i;H=c;W=168}while(0);if((W|0)==167){W=0;c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=i;f[c>>2]=f[g>>2];f[g>>2]=c;d=j+16|0;f[d>>2]=i;if(!c)G=d;else{F=d;H=c;W=168}}if((W|0)==168){W=0;if((f[H+4>>2]|0)==(h|0)){c=F;break}else G=F}c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=h;f[c>>2]=f[g>>2];f[g>>2]=c;c=G}else{e=f[c+4>>2]|0;c=f[K>>2]|0;d=f[L>>2]|0;if(!(b[N>>0]|0))$h[c&3](d,0,e,i,h,f[e+12>>2]|0,f[i+12>>2]|0,f[h+12>>2]|0,f[e+24>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0);else $h[c&3](d,0,e,h,i,f[e+12>>2]|0,f[h+12>>2]|0,f[i+12>>2]|0,f[e+24>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0);T7a(a+24|0,j,h,1);S7a(a+24|0,f[j>>2]|0,h,1);f[(f[g>>2]|0)+4>>2]=h;f[(f[(f[j>>2]|0)+8>>2]|0)+4>>2]=h;c=j+16|0}while(0);d=f[j>>2]|0;f[j+12>>2]=f[(d+12|0)>>2];f[c>>2]=f[d+16>>2];f[(d+12|0)>>2]=f[V>>2];c=f[j+4>>2]|0;if(!c)C=d;else{Q7a(a+24|0,c,j,9.999999974752427e-07,9.999999974752427e-07);C=f[j>>2]|0}}if(!C){Z=1;_=M;$=B;W=448;f[a+6160>>2]=2;f[a+6164>>2]=3;break a}if(!(f[C>>2]|0)){W=174;break}if(!(b[C+20>>0]|0)){S7a(a+24|0,C,h,1);i=h;j=C;continue}else{T7a(a+24|0,C,h,1);i=h;j=C;continue}}if((W|0)==174){e=C+8|0;c=f[e>>2]|0;if(!c)W=177;else if((f[c+4>>2]|0)==(h|0)){Q=c;R=f[k>>2]|0;W=178}else W=177;if((W|0)==177){d=f[X>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){S=c;W=179}else{Q=d;R=c;W=178}}if((W|0)==178){W=0;if((f[Q+4>>2]|0)==(R|0))T=R;else{S=R;W=179}}if((W|0)==179){W=0;T=f[X>>2]|0;T=Rg[f[f[T>>2]>>2]&255](T,8)|0;f[T+4>>2]=S;f[T>>2]=f[e>>2];f[e>>2]=T;T=S}f[C+16>>2]=T;f[C+12>>2]=f[V>>2];Q7a(a+24|0,f[C+4>>2]|0,C,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}if(!(b[j+20>>0]|0))W=148;else if(+n[(f[O>>2]|0)+16>>2]!=+n[P+16>>2]){g=j+8|0;e=f[(f[g>>2]|0)+4>>2]|0;d=f[K>>2]|0;c=f[L>>2]|0;if(!(b[N>>0]|0))$h[d&3](c,0,e,i,P,f[e+12>>2]|0,f[i+12>>2]|0,f[P+12>>2]|0,f[e+24>>2]|0,f[i+24>>2]|0,f[P+24>>2]|0);else $h[d&3](c,0,e,P,i,f[e+12>>2]|0,f[P+12>>2]|0,f[i+12>>2]|0,f[e+24>>2]|0,f[P+24>>2]|0,f[i+24>>2]|0);T7a(a+24|0,j,f[k>>2]|0,1);J=g;I=f[g>>2]|0}else W=148;if((W|0)==148){W=0;c=j+8|0;d=f[c>>2]|0;if(!d)W=150;else if((f[d+4>>2]|0)==(i|0))U=d;else W=150;if((W|0)==150){W=0;U=f[X>>2]|0;U=Rg[f[f[U>>2]>>2]&255](U,8)|0;f[U+4>>2]=i;f[U>>2]=f[c>>2];f[c>>2]=U}f[j+16>>2]=i;J=c;I=U}c=f[k>>2]|0;if(!I)W=154;else if((f[I+4>>2]|0)!=(c|0))W=154;if((W|0)==154){W=0;X=f[X>>2]|0;X=Rg[f[f[X>>2]>>2]&255](X,8)|0;f[X+4>>2]=c;f[X>>2]=f[J>>2];f[J>>2]=X}f[j+16>>2]=c;f[j+12>>2]=f[V>>2];c=f[j+4>>2]|0;if(c|0)Q7a(a+24|0,c,j,9.999999974752427e-07,9.999999974752427e-07);c=f[j>>2]|0;if(!c){D=B;E=Y}else{Q7a(a+24|0,j,c,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y}f[a+6160>>2]=1;break a}f[a+504>>2]=Z;f[a+968>>2]=_;f[a+992>>2]=D;f[a+1008>>2]=$;f[a+1024>>2]=E;f[a+6072>>2]=W}function rbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0;T=f[a+80>>2]|0;v=f[a+248>>2]|0;z=f[a+272>>2]|0;K=f[a+504>>2]|0;L=f[a+512>>2]|0;M=f[a+816>>2]|0;N=f[a+824>>2]|0;O=f[a+944>>2]|0;P=f[a+968>>2]|0;Q=f[a+984>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;S=f[a+1032>>2]|0;C=f[a+1944>>2]|0;E=f[a+2200>>2]|0;F=f[a+4904>>2]|0;I=f[a+4912>>2]|0;J=f[a+4928>>2]|0;w=f[a+4936>>2]|0;U=f[a+6072>>2]|0;V=f[a+6104>>2]|0;q=f[a+6112>>2]|0;a:{if(V){V=0;switch(q|0){case 3:{m=f[T>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,24)|0;h=f[T>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,24)|0;f[m>>2]=h;f[h+4>>2]=m;f[h>>2]=0;f[(m+4|0)>>2]=0;f[(f[m>>2]|0)+8>>2]=0;f[(m+8|0)>>2]=0;h=f[J>>2]|0;i=f[T>>2]|0;i=Rg[f[f[i>>2]>>2]&255](i,8)|0;f[i+4>>2]=h;f[i>>2]=f[(m+8|0)>>2];f[(m+8|0)>>2]=i;f[(m+16|0)>>2]=h;h=I+12|0;i=f[h>>2]|0;f[m+12>>2]=i;j=I+16|0;e=f[m>>2]|0;f[e+12>>2]=f[j>>2];b[(m+20|0)>>0]=1;b[e+20>>0]=0;if(!v){c=f[J>>2]|0;d=f[(e+8|0)>>2]|0;if(!d)U=101;else if((f[d+4>>2]|0)==(c|0))k=c;else U=101;if((U|0)==101){U=0;k=f[T>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=c;f[k>>2]=f[(e+8|0)>>2];f[(e+8|0)>>2]=k;k=f[J>>2]|0}f[e+16>>2]=c;e=f[I+8>>2]|0;if(!(+n[k+16>>2]!=+n[e+16>>2])){A=m;B=z;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}c=f[m>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)U=105;else if((f[d+4>>2]|0)==(e|0))l=c;else U=105;if((U|0)==105){U=0;l=f[T>>2]|0;l=Rg[f[f[l>>2]>>2]&255](l,8)|0;f[l+4>>2]=e;f[l>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=l;l=f[m>>2]|0}f[c+16>>2]=e;Q7a(a+24|0,m,l,9.999999974752427e-07,9.999999974752427e-07);A=m;B=z;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}else d=v;while(1){c=f[d+12>>2]|0;if(c|0){g=d+8|0;if(R7a(f[J>>2]|0,i,f[(f[g>>2]|0)+4>>2]|0,c,0)|0)break}c=f[d>>2]|0;if(!c){U=185;break}else d=c}f[a+80>>2]=T;f[a+248>>2]=v;f[a+256>>2]=d;f[a+264>>2]=g;f[a+272>>2]=z;f[a+504>>2]=K;f[a+968>>2]=P;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1944>>2]=C;f[a+2200>>2]=E;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+4960>>2]=m;f[a+5008>>2]=h;f[a+5024>>2]=j;f[a+6072>>2]=U;f[a+6160>>2]=0;f[a+6164>>2]=0;qbb(a);K=f[a+504>>2]|0;P=f[a+968>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;U=f[a+6072>>2]|0;G=f[a+6160>>2]|0;D=f[a+6164>>2]|0;H=+n[a+6164>>2];f[a+6160>>2]=0;f[a+6164>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:{f[a+6168>>2]=2;f[a+6172>>2]=15;break a}case 3:{f[a+6168>>2]=2;f[a+6172>>2]=14;break a}}}default:V=1}}if(V){V=0;switch(q|0){case 0:{if(!v){L=1;Q=I;S=0;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}s=I+8|0;t=I+16|0;u=I+12|0;r=0;p=z;q=v;c=v;d=w;while(1){k=d;i=d;j=d;e=d;g=d;b:while(1){o=c+12|0;d=f[o>>2]|0;if((d|0)==(g|0))break;l=f[s>>2]|0;h=l;m=e;e=k;while(1){if((d|0)!=(h|0))break;f[s>>2]=m;f[J>>2]=l;e=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=e;e=f[o>>2]|0;g=l;if((e|0)==(g|0)){d=e;k=e;j=e;i=e;break b}else{z=l;d=e;h=m;e=g;i=g;j=g;l=m;m=z}}c=f[c>>2]|0;if(!c){L=1;Q=I;S=q;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else{k=e;e=m}}g=d;h=f[c>>2]|0;c:do{d=1;if(d){d=0;if(!h){M=1;N=23;x=r;O=q;y=c}else d=1}if(d)if(1){d=f[h+12>>2]|0;if(!d){e=h;do{e=f[e>>2]|0;d=f[e+12>>2]|0}while(!(d|0))}z=f[s>>2]|0;f[a+80>>2]=T;f[a+352>>2]=r;f[a+704>>2]=p;f[a+800>>2]=q;f[a+816>>2]=M;f[a+824>>2]=N;f[a+880>>2]=c;f[a+928>>2]=x;f[a+944>>2]=O;f[a+976>>2]=y;f[a+1624>>2]=d;f[a+1944>>2]=C;f[a+2032>>2]=k;f[a+2200>>2]=E;f[a+2248>>2]=j;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+5856>>2]=s;f[a+5864>>2]=t;f[a+5880>>2]=o;f[a+5904>>2]=g;f[a+5912>>2]=h;f[a+5944>>2]=z;f[a+5968>>2]=i;f[a+6072>>2]=U;f[a+6152>>2]=0;f[a+6156>>2]=0;pbb(a);M=f[a+816>>2]|0;N=f[a+824>>2]|0;x=f[a+928>>2]|0;O=f[a+944>>2]|0;y=f[a+976>>2]|0;U=f[a+6072>>2]|0;G=f[a+6152>>2]|0;D=f[a+6156>>2]|0;H=+n[a+6156>>2];f[a+6152>>2]=0;f[a+6156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break c}}}while(0);switch(N&63){case 47:{A=O;B=M;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}case 46:break;default:{f[a+6168>>2]=2;f[a+6172>>2]=11;break a}}r=x;p=M;q=O;c=y;d=f[J>>2]|0}}default:V=1}}if(V){V=0;switch(q|0){case 4:{if(!v){L=1;Q=I;S=0;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else p=v;while(1){l=p+12|0;if((f[l>>2]|0)==(w|0))break;c=f[p>>2]|0;if(!c){L=1;Q=I;S=v;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else p=c}if(!(b[p+20>>0]|0))S7a(a+24|0,p,w,1);else T7a(a+24|0,p,w,1);d=f[I+8>>2]|0;m=p+8|0;c=f[m>>2]|0;if(!c)U=315;else if((f[c+4>>2]|0)==(d|0))o=c;else U=315;if((U|0)==315){U=0;o=f[T>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,8)|0;f[o+4>>2]=d;f[o>>2]=f[m>>2];f[m>>2]=o}j=p+16|0;f[j>>2]=d;f[l>>2]=f[I+16>>2];k=p+4|0;d=f[k>>2]|0;d:do if(!d){i=p;d=0}else{c=f[(f[d+8>>2]|0)+4>>2]|0;if((c|0)==(f[o+4>>2]|0))while(1){e=f[l>>2]|0;g=d+12|0;h=f[g>>2]|0;X=+n[c+16>>2];W=+n[c+20>>2];if((+n[e+16>>2]-X)*(+n[h+20>>2]-W)>=(+n[h+16>>2]-X)*(+n[e+20>>2]-W)){i=p;break d}f[l>>2]=h;f[g>>2]=e;c=(f[k>>2]|0)+16|0;B=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=B;c=f[p>>2]|0;if(c|0)Q7a(a+24|0,p,c,0.0,9.999999974752427e-07);d=f[k>>2]|0;if(!d){i=p;d=0;break d}c=f[(f[d+8>>2]|0)+4>>2]|0;if((c|0)!=(f[(f[m>>2]|0)+4>>2]|0)){i=p;break}}else i=p}while(0);c=f[i>>2]|0;if(!c)c=0;else{while(1){d=f[(f[c+8>>2]|0)+4>>2]|0;if((d|0)!=(f[(f[m>>2]|0)+4>>2]|0))break;e=f[l>>2]|0;g=c+12|0;h=f[g>>2]|0;W=+n[d+16>>2];X=+n[d+20>>2];if((+n[e+16>>2]-W)*(+n[h+20>>2]-X)<=(+n[h+16>>2]-W)*(+n[e+20>>2]-X))break;f[l>>2]=h;f[g>>2]=e;c=(f[i>>2]|0)+16|0;B=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=B;c=f[k>>2]|0;if(c|0)Q7a(a+24|0,c,p,0.0,9.999999974752427e-07);c=f[i>>2]|0;if(!c){c=0;break}}d=f[k>>2]|0}if(d){c=+n[(f[(f[m>>2]|0)+4>>2]|0)+16>>2]==+n[(f[(f[d+8>>2]|0)+4>>2]|0)+16>>2];Q7a(a+24|0,d,p,c?-9.999999974752427e-07:9.999999974752427e-07,c?-9.999999974752427e-07:0.0);c=f[i>>2]|0}if(!c){A=v;B=z}else{A=+n[(f[(f[m>>2]|0)+4>>2]|0)+16>>2]==+n[(f[(f[c+8>>2]|0)+4>>2]|0)+16>>2];Q7a(a+24|0,p,c,A?-9.999999974752427e-07:0.0,A?-9.999999974752427e-07:9.999999974752427e-07);A=v;B=z}break}default:V=1}}f[a+80>>2]=T;f[a+248>>2]=v;f[a+272>>2]=z;f[a+504>>2]=K;f[a+512>>2]=L;f[a+968>>2]=P;f[a+984>>2]=Q;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1032>>2]=S;f[a+1944>>2]=C;f[a+2200>>2]=E;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+4936>>2]=w;f[a+6072>>2]=U;f[a+6104>>2]=V;f[a+6112>>2]=q;f[a+6144>>2]=0;f[a+6148>>2]=0;obb(a);K=f[a+504>>2]|0;L=f[a+512>>2]|0;P=f[a+968>>2]|0;Q=f[a+984>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;S=f[a+1032>>2]|0;U=f[a+6072>>2]|0;V=f[a+6104>>2]|0;G=f[a+6144>>2]|0;D=f[a+6148>>2]|0;H=+n[a+6148>>2];f[a+6144>>2]=0;f[a+6148>>2]=0;if((G|0)==1){f[a+6168>>2]=1;break a}if((G|0)==2)switch(D|0){case 13:{f[a+6168>>2]=2;f[a+6172>>2]=14;break a}case 8:{f[a+6168>>2]=2;f[a+6172>>2]=15;break a}}}f[a+504>>2]=K;f[a+512>>2]=L;f[a+816>>2]=M;f[a+824>>2]=N;f[a+944>>2]=O;f[a+968>>2]=P;f[a+984>>2]=Q;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1032>>2]=S;f[a+6072>>2]=U;f[a+6104>>2]=V}function sbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0;pa=f[a+80>>2]|0;K=f[a+88>>2]|0;X=f[a+112>>2]|0;Y=f[a+152>>2]|0;Z=f[a+216>>2]|0;_=f[a+240>>2]|0;$=f[a+280>>2]|0;t=f[a+488>>2]|0;ca=f[a+520>>2]|0;da=f[a+528>>2]|0;na=f[a+1040>>2]|0;oa=f[a+1048>>2]|0;C=+n[a+1904>>2];E=+n[a+1912>>2];F=+n[a+1920>>2];qa=f[a+1944>>2]|0;ra=f[a+2200>>2]|0;sa=f[a+2640>>2]|0;L=f[a+2648>>2]|0;M=+n[a+3456>>2];N=+n[a+3464>>2];O=+n[a+3504>>2];P=+n[a+3536>>2];Q=+n[a+3592>>2];R=+n[a+3632>>2];S=+n[a+3872>>2];ta=f[a+6072>>2]|0;a:{b:while(1){c=$;while(1){r=f[c>>2]|0;r=(r|0)<0?0-r|0:r;s=c+(r<<2)|0;if((r|0)>=3)break;if((s+4|0|0)==(X|0)){d=Z;e=_;break b}else c=s+4|0}g=c+4|0;c=f[g>>2]|0;d=f[pa>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,28)|0;if((c|0)>-1){f[d>>2]=f[(K+(c*12|0)|0)>>2];f[d+4>>2]=f[(K+(c*12|0)|0)+4>>2];f[d+8>>2]=f[(K+(c*12|0)|0)+8>>2]}else{f[d>>2]=f[K>>2];f[d+4>>2]=f[K+4>>2];f[d+8>>2]=f[K+8>>2]}f[d+12>>2]=c;h=C*(+n[d>>2]-(M+N)*.5);i=E*(+n[d+4>>2]-(O+P)*.5);l=F*(+n[d+8>>2]-(Q+R)*.5);switch(t&255&3){case 0:{A=l;I=i;ta=33;break}case 1:{A=h;I=l;ta=33;break}case 2:{A=i;I=h;ta=33;break}default:{}}if((ta|0)==33){ta=0;n[d+16>>2]=I;n[d+20>>2]=A}f[d+24>>2]=0;r=f[pa>>2]|0;r=Rg[f[f[r>>2]>>2]&255](r,8)|0;f[r+4>>2]=d;f[r>>2]=f[L>>2];f[L>>2]=r;r=0;e=_;p=f[sa>>2]|0;while(1){c=f[pa>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,28)|0;f[c>>2]=p;f[sa>>2]=c;q=e+1|0;r=(r|0)==0?c:r;f[(c+8|0)>>2]=d;f[(c+4|0)>>2]=d;k=g+4|0;p=c;do{j=1;if(j){j=0;if(k>>>0>s>>>0){v=d;w=k;x=d;W=d}else j=1}if(j)if(1){while(1){d=f[k>>2]|0;o=f[pa>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,28)|0;if((d|0)>-1){f[o>>2]=f[(K+(d*12|0)|0)>>2];f[o+4>>2]=f[(K+(d*12|0)|0)+4>>2];f[o+8>>2]=f[(K+(d*12|0)|0)+8>>2]}else{f[o>>2]=f[K>>2];f[o+4>>2]=f[K+4>>2];f[o+8>>2]=f[K+8>>2]}f[o+12>>2]=d;h=C*(+n[o>>2]-(M+N)*.5);i=E*(+n[(o+4|0)>>2]-(O+P)*.5);l=F*(+n[(o+8|0)>>2]-(Q+R)*.5);switch(t&255&3){case 0:{B=l;J=i;ta=44;break}case 1:{B=h;J=l;ta=44;break}case 2:{B=i;J=h;ta=44;break}default:{y=o+20|0;z=o+20|0}}if((ta|0)==44){ta=0;n[o+16>>2]=J;n[(o+20|0)>>2]=B;y=o+20|0;z=o+20|0}f[o+24>>2]=0;m=f[pa>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,8)|0;f[m+4>>2]=o;f[m>>2]=f[L>>2];f[L>>2]=m;m=f[(c+4|0)>>2]|0;h=+n[m+20>>2];l=+n[z>>2]-h;if(!((l<0.0?-l:l)<=1.0000000116860974e-07)){d=s-k|0;g=g+8|0;c:do if((d|0)>0){h=+n[o>>2];j=(d>>>2)+1|0;while(1){d=f[g>>2]|0;l=+n[K+(d*12|0)>>2]-h;if(!((l<0.0?-l:l)<=S))break c;l=+n[K+(d*12|0)+4>>2]-+n[(o+4|0)>>2];if(!((l<0.0?-l:l)<=S))break c;l=+n[K+(d*12|0)+8>>2]-+n[(o+8|0)>>2];if(!((l<0.0?-l:l)<=S))break c;g=g+4|0;if((j|0)>2)j=j+-1|0;else break}}while(0);if(g>>>0>s>>>0){ta=59;break}d=f[g>>2]|0;U=f[(c+8|0)>>2]|0;l=+n[K+(d*12|0)>>2]-+n[U>>2];if(!((l<0.0?-l:l)<=S)){ta=58;break}l=+n[K+(d*12|0)+4>>2]-+n[U+4>>2];if(!((l<0.0?-l:l)<=S)){ta=60;break}l=+n[K+(d*12|0)+8>>2]-+n[U+8>>2];if(!((l<0.0?-l:l)<=S)){ta=61;break}else T=U}else{f[(c+8|0)>>2]=o;n[y>>2]=h;g=k;T=o}V=g+4|0;if(V>>>0>s>>>0){ta=62;break}else k=V}if((ta|0)==58){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==59){ta=0;v=o;w=k;x=m;W=f[(c+8|0)>>2]|0;break}else if((ta|0)==60){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==61){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==62){ta=0;v=o;w=V;x=m;W=T;break}}}while(0);g=x;l=+n[x+16>>2]-+n[W+16>>2];if((l<0.0?-l:l)<9.999999974752427e-07){f[(c+8|0)>>2]=g;j=x}else j=W;if(w>>>0>s>>>0)break;else{d=v;e=q;g=w}}if((r|0)==(c|0)){f[sa>>2]=f[c>>2];$zb(c);d=0}else{d=r+4|0;l=+n[j+20>>2]-+n[(f[d>>2]|0)+20>>2];if((l<0.0?-l:l)<9.999999974752428e-08){f[d>>2]=g;s=f[c>>2]|0;f[sa>>2]=s;$zb(c);c=s}else e=q;d=f[r>>2]|0;do{q=c;c=f[c>>2]|0;s=(c|0)==(d|0);r=s?f[sa>>2]|0:c;f[q+12>>2]=f[r+8>>2];f[r+16>>2]=f[q+4>>2]}while(!s);c=f[sa>>2]|0;do{g=c+20|0;f[g>>2]=0;if(+n[(f[c+12>>2]|0)+20>>2]>+n[(f[c+4>>2]|0)+20>>2]){f[g>>2]=1;j=3}else j=2;if(+n[(f[c+16>>2]|0)+20>>2]>+n[(f[c+8>>2]|0)+20>>2])f[g>>2]=j;c=f[c>>2]|0}while((c|0)!=(d|0));c=f[sa>>2]|0;do{g=c+24|0;b[g>>0]=1;j=c+4|0;k=f[j>>2]|0;h=+n[k+16>>2];m=c+8|0;o=f[m>>2]|0;i=+n[o+16>>2];d:do if((h-i<0.0?-(h-i):h-i)<9.999999974752427e-07){p=c+20|0;switch(f[p>>2]|0){case 3:{s=f[c+12>>2]|0;r=f[c+16>>2]|0;if((+n[s+16>>2]-h)*(+n[r+20>>2]-+n[o+20>>2])>(+n[r+16>>2]-i)*(+n[s+20>>2]-+n[k+20>>2])){ta=87;break d}else break d}case 0:{s=f[c+12>>2]|0;r=f[c+16>>2]|0;if((+n[s+16>>2]-h)*(+n[r+20>>2]-+n[o+20>>2])<(+n[r+16>>2]-i)*(+n[s+20>>2]-+n[k+20>>2])){ta=87;break d}else break d}case 2:case 1:{f[p>>2]=4;if(+n[(f[c+12>>2]|0)+20>>2]>+n[(f[c+16>>2]|0)+20>>2]){ta=87;break d}else break d}default:break d}}else if(h>i)ta=87;while(0);if((ta|0)==87){ta=0;b[g>>0]=0;f[m>>2]=k;f[j>>2]=o;q=c+16|0;s=c+12|0;r=f[q>>2]|0;f[q>>2]=f[s>>2];f[s>>2]=r;s=c+20|0;f[s>>2]=f[40212+(f[s>>2]<<2)>>2]}c=f[c>>2]|0}while((c|0)!=(d|0))}if((w|0)==(X|0))break;else{Z=d;_=e;$=w}}e:{c=1;if(c){c=0;if(!e){aa=0;ha=d;ka=0;ta=448}else c=1}if(c)if(1){g=f[pa>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,e<<2)|0;c=g;d=f[sa>>2]|0;while(1){f[c>>2]=d;d=f[d>>2]|0;if(!d)break;else c=c+4|0}d=e+-1|0;P7a(g,0,d,1024);if((d|0)>0){c=0;do{X=c;c=c+1|0;f[f[g+(X<<2)>>2]>>2]=f[g+(c<<2)>>2]}while((c|0)!=(d|0))}f[f[g+(d<<2)>>2]>>2]=0;c=f[g>>2]|0;f[sa>>2]=c;$zb(g);k=(a+24|0)+28|0;b[k>>0]=b[c+24>>0]|0;if(!c){ca=0;na=0;ta=450;f[a+6176>>2]=2;f[a+6180>>2]=8;break a}else{h=-10.0;g=0;j=0}f:while(1){f[sa>>2]=f[c>>2];d=c+4|0;e=f[d>>2]|0;i=+n[(e+20|0)>>2];if(i<h)n[(e+20|0)>>2]=h;else h=i;g:do{W=1;X=f[c+20>>2]|0;f[a+80>>2]=pa;f[a+248>>2]=g;f[a+272>>2]=j;f[a+504>>2]=aa;f[a+512>>2]=ba;f[a+816>>2]=ea;f[a+824>>2]=fa;f[a+944>>2]=ga;f[a+968>>2]=ha;f[a+984>>2]=ia;f[a+992>>2]=ja;f[a+1008>>2]=ka;f[a+1024>>2]=la;f[a+1032>>2]=ma;f[a+1944>>2]=qa;f[a+2200>>2]=ra;f[a+4904>>2]=k;f[a+4912>>2]=c;f[a+4928>>2]=d;f[a+4936>>2]=e;f[a+6072>>2]=ta;f[a+6104>>2]=W;f[a+6112>>2]=X;f[a+6168>>2]=0;f[a+6172>>2]=0;rbb(a);aa=f[a+504>>2]|0;ba=f[a+512>>2]|0;ea=f[a+816>>2]|0;fa=f[a+824>>2]|0;ga=f[a+944>>2]|0;ha=f[a+968>>2]|0;ia=f[a+984>>2]|0;ja=f[a+992>>2]|0;ka=f[a+1008>>2]|0;la=f[a+1024>>2]|0;ma=f[a+1032>>2]|0;ta=f[a+6072>>2]|0;G=f[a+6168>>2]|0;D=f[a+6172>>2]|0;H=+n[a+6172>>2];f[a+6168>>2]=0;f[a+6172>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 15:break g;case 14:break e;case 11:break f}}while(0);$zb(c);c=f[sa>>2]|0;if(!c){da=la;oa=ja;f[a+6176>>2]=2;f[a+6180>>2]=8;break a}else{g=ja;j=la}}if((fa|0)==23){aa=ea;ha=c;ka=ga;ta=448}else{Y=0;u=a;f[a+6176>>2]=6;f[a+6180>>2]=Y|0;break a}}}if((ta|0)==448)if(!ha){ca=aa;na=ka;ta=450;f[a+6176>>2]=1;break a}else{ba=aa;ia=ha;ma=ka}$zb(ia);ca=ba;na=ma;ta=450}f[a+152>>2]=Y;f[a+216>>2]=Z;f[a+240>>2]=_;f[a+280>>2]=$;f[a+520>>2]=ca;f[a+528>>2]=da;f[a+1040>>2]=na;f[a+1048>>2]=oa;f[a+6072>>2]=ta}function tbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;P=f[a+96>>2]|0;Q=f[a+264>>2]|0;R=f[a+288>>2]|0;S=f[a+512>>2]|0;T=f[a+520>>2]|0;U=f[a+976>>2]|0;V=f[a+992>>2]|0;x=f[a+1e3>>2]|0;W=f[a+1016>>2]|0;y=f[a+1032>>2]|0;X=f[a+1040>>2]|0;B=f[a+1936>>2]|0;C=f[a+2192>>2]|0;D=f[a+4896>>2]|0;N=f[a+4912>>2]|0;M=f[a+4920>>2]|0;L=f[a+4928>>2]|0;O=f[a+6064>>2]|0;Y=f[a+6096>>2]|0;K=f[a+6104>>2]|0;a:{if(Y){Y=0;switch(K|0){case 1:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}i=f[N+8>>2]|0;h=Q;while(1){if((f[h+12>>2]|0)==(i|0))break;h=f[h>>2]|0;if(!h){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}w=N+12|0;n=i;v=h;while(1){o=v+4|0;if(!(f[o>>2]|0)){O=342;break}l=v+20|0;if(!(b[l>>0]|0))a8a(a+48|0,v,n,1);else b8a(a+48|0,v,n,1);u=v+8|0;h=f[u>>2]|0;if(!h)O=354;else if((f[h+4>>2]|0)==(n|0))g=h;else O=354;if((O|0)==354){O=0;g=f[P>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=n;f[g>>2]=f[u>>2];f[u>>2]=g}t=v+16|0;f[t>>2]=n;h=f[o>>2]|0;i=f[h+12>>2]|0;if(!i)i=n;else{e=f[M>>2]|0;h=f[(f[h+8>>2]|0)+4>>2]|0;if(!($7a(e,f[w>>2]|0,h,i,1)|0))break;i=c8a(a+48|0,h,i,N)|0;h=f[u>>2]|0;do if(!(b[l>>0]|0)){k=f[h+4>>2]|0;h=f[B>>2]|0;j=f[C>>2]|0;if(!(b[D>>0]|0))$h[h&3](j,0,k,i,n,f[k+24>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0,f[k+36>>2]|0,f[i+36>>2]|0,f[n+36>>2]|0);else $h[h&3](j,0,k,n,i,f[k+24>>2]|0,f[n+24>>2]|0,f[i+24>>2]|0,f[k+36>>2]|0,f[n+36>>2]|0,f[i+36>>2]|0);a8a(a+48|0,v,i,1);b8a(a+48|0,f[o>>2]|0,i,1);f[(f[u>>2]|0)+4>>2]=i;f[(f[(f[o>>2]|0)+8>>2]|0)+4>>2]=i}else{if(!h)O=377;else if((f[h+4>>2]|0)==(n|0)){m=h;O=378}else O=377;if((O|0)==377){O=0;h=f[P>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=n;f[h>>2]=f[u>>2];f[u>>2]=h;if(h|0){m=h;O=378}}if((O|0)==378){O=0;if((f[m+4>>2]|0)==(i|0))break}n=f[P>>2]|0;n=Rg[f[f[n>>2]>>2]&255](n,8)|0;f[n+4>>2]=i;f[n>>2]=f[u>>2];f[u>>2]=n}while(0);h=f[o>>2]|0;f[v+12>>2]=f[(h+12|0)>>2];f[t>>2]=f[h+16>>2];f[(h+12|0)>>2]=f[w>>2];j=f[v>>2]|0;if(j){_7a(a+48|0,v,j,9.999999974752427e-07,9.999999974752427e-07);h=f[o>>2]|0}}if(!h){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else{n=i;v=h}}if((O|0)==342){b8a(a+48|0,v,n,1);e=v+8|0;c=f[e>>2]|0;if(!c)O=345;else if((f[c+4>>2]|0)==(n|0)){p=c;q=f[M>>2]|0;O=346}else O=345;if((O|0)==345){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=n;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[M>>2]|0;if(!d){r=c;O=347}else{p=d;q=c;O=346}}if((O|0)==346){O=0;if((f[p+4>>2]|0)==(q|0))s=q;else{r=q;O=347}}if((O|0)==347){O=0;s=f[P>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=r;f[s>>2]=f[e>>2];f[e>>2]=s;s=r}f[v+16>>2]=s;f[v+12>>2]=f[w>>2];_7a(a+48|0,v,f[v>>2]|0,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6136>>2]=2;f[a+6140>>2]=8;break a}if(!(b[l>>0]|0)){i=f[g+4>>2]|0;do if((i|0)!=(n|0)){g=f[B>>2]|0;h=f[C>>2]|0;if(!(b[D>>0]|0)){$h[g&3](h,0,i,e,n,f[i+24>>2]|0,f[e+24>>2]|0,f[n+24>>2]|0,f[i+36>>2]|0,f[e+36>>2]|0,f[n+36>>2]|0);break}else{$h[g&3](h,0,i,n,e,f[i+24>>2]|0,f[n+24>>2]|0,f[e+24>>2]|0,f[i+36>>2]|0,f[n+36>>2]|0,f[e+36>>2]|0);break}}while(0);a8a(a+48|0,v,f[M>>2]|0,1);g=f[u>>2]|0;e=f[M>>2]|0}if(!g)O=365;else if((f[g+4>>2]|0)!=(e|0))O=365;if((O|0)==365){O=0;y=f[P>>2]|0;y=Rg[f[f[y>>2]>>2]&255](y,8)|0;f[y+4>>2]=e;f[y>>2]=f[u>>2];f[u>>2]=y}f[t>>2]=e;f[v+12>>2]=f[w>>2];e=f[o>>2]|0;if(e|0)_7a(a+48|0,e,v,9.999999974752427e-07,0.0);e=f[v>>2]|0;if(!e){x=Q;y=R}else{_7a(a+48|0,v,e,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 2:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else e=Q;while(1){if((f[e+12>>2]|0)==(L|0))break;e=f[e>>2]|0;if(!e){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}k=N+8|0;m=N+16|0;j=L;l=e;while(1){if(!(f[l>>2]|0)){O=388;break}z=l+20|0;if(!(b[z>>0]|0))a8a(a+48|0,l,j,1);else b8a(a+48|0,l,j,1);J=l+8|0;e=f[J>>2]|0;if(!e)O=400;else if((f[e+4>>2]|0)==(j|0))d=e;else O=400;if((O|0)==400){O=0;d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[J>>2];f[J>>2]=d}I=l+16|0;f[I>>2]=j;e=f[l>>2]|0;g=f[e+12>>2]|0;if(!g)g=j;else{c=f[k>>2]|0;e=f[(f[e+8>>2]|0)+4>>2]|0;if($7a(c,f[m>>2]|0,e,g,1)|0)break;i=c8a(a+48|0,e,g,N)|0;e=f[J>>2]|0;do if(!(b[z>>0]|0)){if(!e)O=423;else if((f[e+4>>2]|0)==(j|0)){A=e;O=424}else O=423;if((O|0)==423){O=0;e=f[P>>2]|0;e=Rg[f[f[e>>2]>>2]&255](e,8)|0;f[e+4>>2]=j;f[e>>2]=f[J>>2];f[J>>2]=e;if(e|0){A=e;O=424}}if((O|0)==424){O=0;if((f[A+4>>2]|0)==(i|0))break}w=f[P>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,8)|0;f[w+4>>2]=i;f[w>>2]=f[J>>2];f[J>>2]=w}else{h=f[e+4>>2]|0;e=f[B>>2]|0;g=f[C>>2]|0;if(!(b[D>>0]|0))$h[e&3](g,0,h,j,i,f[h+24>>2]|0,f[j+24>>2]|0,f[i+24>>2]|0,f[h+36>>2]|0,f[j+36>>2]|0,f[i+36>>2]|0);else $h[e&3](g,0,h,i,j,f[h+24>>2]|0,f[i+24>>2]|0,f[j+24>>2]|0,f[h+36>>2]|0,f[i+36>>2]|0,f[j+36>>2]|0);b8a(a+48|0,l,i,1);a8a(a+48|0,f[l>>2]|0,i,1);f[(f[J>>2]|0)+4>>2]=i;f[(f[(f[l>>2]|0)+8>>2]|0)+4>>2]=i}while(0);e=f[l>>2]|0;f[l+12>>2]=f[(e+12|0)>>2];f[I>>2]=f[e+16>>2];f[(e+12|0)>>2]=f[m>>2];g=f[l+4>>2]|0;if(!g)g=i;else{_7a(a+48|0,g,l,9.999999974752427e-07,9.999999974752427e-07);g=i;e=f[l>>2]|0}}if(!e){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else{j=g;l=e}}if((O|0)==388){a8a(a+48|0,l,j,1);e=l+8|0;c=f[e>>2]|0;if(!c)O=391;else if((f[c+4>>2]|0)==(j|0)){E=c;F=f[k>>2]|0;O=392}else O=391;if((O|0)==391){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){G=c;O=393}else{E=d;F=c;O=392}}if((O|0)==392){O=0;if((f[E+4>>2]|0)==(F|0))H=F;else{G=F;O=393}}if((O|0)==393){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=G;f[H>>2]=f[e>>2];f[e>>2]=H;H=G}f[l+16>>2]=H;f[l+12>>2]=f[m>>2];_7a(a+48|0,f[l+4>>2]|0,l,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6136>>2]=2;f[a+6140>>2]=8;break a}if(b[z>>0]|0){g=f[d+4>>2]|0;do if((g|0)!=(j|0)){e=f[B>>2]|0;d=f[C>>2]|0;if(!(b[D>>0]|0)){$h[e&3](d,0,g,j,c,f[g+24>>2]|0,f[j+24>>2]|0,f[c+24>>2]|0,f[g+36>>2]|0,f[j+36>>2]|0,f[c+36>>2]|0);break}else{$h[e&3](d,0,g,c,j,f[g+24>>2]|0,f[c+24>>2]|0,f[j+24>>2]|0,f[g+36>>2]|0,f[c+36>>2]|0,f[j+36>>2]|0);break}}while(0);b8a(a+48|0,l,f[k>>2]|0,1);d=f[J>>2]|0;c=f[k>>2]|0}if(!d)O=411;else if((f[d+4>>2]|0)!=(c|0))O=411;if((O|0)==411){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=c;f[H>>2]=f[J>>2];f[J>>2]=H}f[I>>2]=c;f[l+12>>2]=f[m>>2];c=f[l+4>>2]|0;if(c|0)_7a(a+48|0,c,l,9.999999974752427e-07,0.0);c=f[l>>2]|0;if(!c){x=Q;y=R}else{_7a(a+48|0,l,c,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 5:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else h=Q;while(1){g=h+12|0;if((f[g>>2]|0)==(L|0))break;c=f[h>>2]|0;if(!c){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else h=c}c=(f[h>>2]|0)==0;do if(!(b[h+20>>0]|0)){if(c){T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}a8a(a+48|0,h,L,1);c=f[M>>2]|0;d=h+8|0;e=f[d>>2]|0;if(!e)O=438;else if((f[e+4>>2]|0)!=(c|0))O=438;if((O|0)==438){O=0;M=f[P>>2]|0;M=Rg[f[f[M>>2]>>2]&255](M,8)|0;f[M+4>>2]=c;f[M>>2]=f[d>>2];f[d>>2]=M}f[g>>2]=f[N+12>>2];d=N+8|0;b8a(a+48|0,f[h>>2]|0,f[d>>2]|0,1);c=f[h>>2]|0;d=f[d>>2]|0;e=f[(c+8|0)>>2]|0;if(e|0)if((f[e+4>>2]|0)==(d|0))break;P=f[P>>2]|0;P=Rg[f[f[P>>2]>>2]&255](P,8)|0;f[P+4>>2]=d;f[P>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=P;c=f[h>>2]|0}else{if(c){T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}b8a(a+48|0,h,L,1);P=N+8|0;a8a(a+48|0,f[h>>2]|0,f[P>>2]|0,1);f[(f[h+8>>2]|0)+4>>2]=f[M>>2];f[g>>2]=f[N+12>>2];c=f[h>>2]|0;f[(f[c+8>>2]|0)+4>>2]=f[P>>2]}while(0);f[c+12>>2]=f[N+16>>2];N=h+16|0;c=c+16|0;P=f[N>>2]|0;f[N>>2]=f[c>>2];f[c>>2]=P;c=f[h+4>>2]|0;if(c|0)_7a(a+48|0,c,h,9.999999974752427e-07,9.999999974752427e-07);c=f[h>>2]|0;d=f[c>>2]|0;if(!d){x=Q;y=R}else{_7a(a+48|0,c,d,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R}break}default:{T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}}}f[a+512>>2]=S;f[a+520>>2]=T;f[a+976>>2]=U;f[a+992>>2]=V;f[a+1e3>>2]=x;f[a+1016>>2]=W;f[a+1032>>2]=y;f[a+1040>>2]=X;f[a+6064>>2]=O;f[a+6096>>2]=Y}function ubb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;G=f[a+96>>2]|0;v=f[a+368>>2]|0;H=f[a+712>>2]|0;w=f[a+808>>2]|0;c=f[a+888>>2]|0;J=f[a+1632>>2]|0;C=f[a+1936>>2]|0;g=f[a+2032>>2]|0;D=f[a+2192>>2]|0;o=f[a+2240>>2]|0;E=f[a+4896>>2]|0;x=f[a+4912>>2]|0;t=f[a+4920>>2]|0;F=f[a+5848>>2]|0;i=f[a+5856>>2]|0;r=f[a+5872>>2]|0;m=f[a+5896>>2]|0;p=f[a+5904>>2]|0;q=f[a+5936>>2]|0;l=f[a+5960>>2]|0;I=f[a+6064>>2]|0;a:{if((J|0)==(q|0)){if(!(b[c+20>>0]|0)){a8a(a+48|0,c,g,1);h=f[t>>2]|0;i=c+8|0;e=f[i>>2]|0;if(!e)I=223;else if((f[e+4>>2]|0)==(h|0)){j=h;k=e}else I=223;if((I|0)==223){I=0;k=f[G>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=h;f[k>>2]=f[i>>2];f[i>>2]=k;j=f[t>>2]|0}g=c+16|0;f[g>>2]=h;e=f[F>>2]|0;if(+n[j+28>>2]!=+n[e+28>>2]){if(!k)I=227;else if((f[k+4>>2]|0)==(e|0))d=e;else I=227;if((I|0)==227){I=0;d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=e;f[d>>2]=f[i>>2];f[i>>2]=d;d=f[F>>2]|0}f[g>>2]=e}else d=e;f[r>>2]=0;c=f[c>>2]|0;b8a(a+48|0,c,d,1);d=f[F>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)I=231;else if((f[e+4>>2]|0)!=(d|0))I=231;if((I|0)==231){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=J}f[c+16>>2]=d;f[c+12>>2]=0;_7a(a+48|0,f[(f[c+4>>2]|0)+4>>2]|0,f[c>>2]|0,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=w;f[a+6144>>2]=1;break a}j=c+4|0;k=f[j>>2]|0;b8a(a+48|0,c,l,1);g=f[t>>2]|0;h=f[F>>2]|0;do if(+n[g+28>>2]!=+n[h+28>>2]){i=f[(f[c+8>>2]|0)+4>>2]|0;e=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0)){$h[e&3](d,0,i,g,h,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0);break}else{$h[e&3](d,0,i,h,g,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[g+36>>2]|0);break}}while(0);a8a(a+48|0,f[c>>2]|0,f[F>>2]|0,1);e=f[j>>2]|0;if(e|0)f[e>>2]=f[f[c>>2]>>2];d=f[c>>2]|0;g=f[d>>2]|0;if(g|0)f[g+4>>2]=e;g=(w|0)==(c|0)?g:w;e=f[(d+8|0)>>2]|0;if(e){do{f[(d+8|0)>>2]=f[e>>2];$zb(e);e=f[(d+8|0)>>2]|0}while((e|0)!=0);d=f[c>>2]|0}$zb(d);e=c+8|0;d=f[e>>2]|0;if(d|0)do{f[e>>2]=f[d>>2];$zb(d);d=f[e>>2]|0}while((d|0)!=0);$zb(c);if(!k){h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}d=f[k>>2]|0;if(!d){h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}_7a(a+48|0,k,d,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}i=f[i>>2]|0;d=f[p+12>>2]|0;if(!d){d=p;while(1){g=f[d>>2]|0;d=f[g+12>>2]|0;if(!d)d=g;else break}}else g=p;if($7a(q,i,f[(f[g+8>>2]|0)+4>>2]|0,d,0)|0){if((f[(f[c+8>>2]|0)+4>>2]|0)==(f[(f[p+8>>2]|0)+4>>2]|0)){f[r>>2]=f[(p+12|0)>>2];f[(p+12|0)>>2]=m;h=H;i=46;e=v;d=w;f[a+6144>>2]=1;break a}d=f[p>>2]|0;if(!d){h=1;i=23;e=v;d=w;f[a+6144>>2]=1;break a}e=f[(d+12|0)>>2]|0;if((q|0)!=(e|0)){h=1;i=23;e=v;d=w;f[a+6144>>2]=1;break a}h=f[(p+12|0)>>2]|0;f[(p+12|0)>>2]=e;f[(d+12|0)>>2]=h;h=H;i=46;e=v;d=w;f[a+6144>>2]=1;break a}do{d=1;if(d)if(!(b[c+20>>0]|0)){a8a(a+48|0,c,o,1);d=f[t>>2]|0;e=c+8|0;g=f[e>>2]|0;if(!g)I=247;else if((f[g+4>>2]|0)!=(d|0))I=247;if((I|0)==247){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[e>>2];f[e>>2]=J}f[c+16>>2]=d;i=f[c>>2]|0;h=c8a(a+48|0,f[(f[(i+8|0)>>2]|0)+4>>2]|0,f[(i+12|0)>>2]|0,x)|0;c=f[(i+4|0)>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)I=250;else if((f[d+4>>2]|0)==(h|0))s=c;else I=250;if((I|0)==250){I=0;s=f[G>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=h;f[s>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=s;s=f[(i+4|0)>>2]|0}f[s+12>>2]=f[(i+12|0)>>2];f[s+16>>2]=f[i+16>>2];c=f[i>>2]|0;d=f[c+12>>2]|0;if((d|0)!=(f[F>>2]|0)){if(!d)do{c=f[f[c>>2]>>2]|0;d=f[c+12>>2]|0}while((d|0)==0);d=c8a(a+48|0,f[(f[c+8>>2]|0)+4>>2]|0,d,x)|0}b8a(a+48|0,i,h,1);g=f[(f[(i+8|0)>>2]|0)+4>>2]|0;c=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[c&3](e,0,g,h,d,f[g+24>>2]|0,f[h+24>>2]|0,f[d+24>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0,f[d+36>>2]|0);h=d;e=0;u=i;break}else{$h[c&3](e,0,g,d,h,f[g+24>>2]|0,f[d+24>>2]|0,f[h+24>>2]|0,f[g+36>>2]|0,f[d+36>>2]|0,f[h+36>>2]|0);h=d;e=0;u=i;break}}else d=1;if(d)if(1){b8a(a+48|0,c,o,1);h=f[c>>2]|0;h=c8a(a+48|0,f[(f[h+8>>2]|0)+4>>2]|0,f[h+12>>2]|0,x)|0;i=f[(f[c+8>>2]|0)+4>>2]|0;g=f[t>>2]|0;d=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[d&3](e,0,i,g,h,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0);e=v;u=c;break}else{$h[d&3](e,0,i,h,g,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[g+36>>2]|0);e=v;u=c;break}}}while(0);c=f[u>>2]|0;a8a(a+48|0,c,h,1);j=f[c+12>>2]|0;i=f[c+16>>2]|0;c=f[c>>2]|0;d=f[u+4>>2]|0;if(d|0)f[d>>2]=c;if(c)f[c+4>>2]=d;p=(w|0)==(u|0)?c:w;d=f[u>>2]|0;g=f[(d+8|0)>>2]|0;if(g){do{f[(d+8|0)>>2]=f[g>>2];$zb(g);g=f[(d+8|0)>>2]|0}while((g|0)!=0);d=f[u>>2]|0}$zb(d);g=u+8|0;d=f[g>>2]|0;if(d|0)do{f[g>>2]=f[d>>2];$zb(d);d=f[g>>2]|0}while((d|0)!=0);$zb(u);if((h|0)==(f[F>>2]|0)){h=H;i=47;d=p;f[a+6144>>2]=1;break a}if(!c){h=1;i=23;d=p;c=0;f[a+6144>>2]=1;break a}else{o=i;m=j;l=h}while(1){k=c+12|0;d=f[k>>2]|0;if(!d){h=l;d=o;g=m}else{if((d|0)==(f[F>>2]|0))break;j=c+8|0;h=c8a(a+48|0,f[(f[j>>2]|0)+4>>2]|0,d,x)|0;do if(!(b[c+20>>0]|0)){a8a(a+48|0,c,f[F>>2]|0,1);i=f[(f[j>>2]|0)+4>>2]|0;d=f[C>>2]|0;g=f[D>>2]|0;if(!(b[E>>0]|0))$h[d&3](g,0,i,l,h,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[l+36>>2]|0,f[h+36>>2]|0);else $h[d&3](g,0,i,h,l,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[l+36>>2]|0);f[(f[j>>2]|0)+4>>2]=l;if(!e)break;d=(f[c+4>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=e;f[J>>2]=f[d>>2];f[d>>2]=J}else b8a(a+48|0,c,h,1);while(0);g=f[k>>2]|0;f[k>>2]=m;e=c+16|0;d=f[e>>2]|0;f[e>>2]=o;e=l}c=f[c>>2]|0;if(!c){h=1;i=23;d=p;c=0;f[a+6144>>2]=2;f[a+6148>>2]=1;break a}else{o=d;m=g;l=h}}if(b[c+20>>0]|0){b8a(a+48|0,c,d,1);h=f[F>>2]|0;i=c+8|0;d=f[i>>2]|0;do if(!d)I=278;else{if((f[d+4>>2]|0)!=(h|0)){I=278;break}A=c+16|0;f[A>>2]=h;y=d;I=279}while(0);if((I|0)==278){d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[i>>2];f[i>>2]=d;g=c+16|0;f[g>>2]=h;if(!d){B=g;I=280}else{y=d;A=g;I=279}}if((I|0)==279){I=0;if((f[y+4>>2]|0)==(l|0))z=A;else{B=A;I=280}}if((I|0)==280){I=0;z=f[G>>2]|0;z=Rg[f[f[z>>2]>>2]&255](z,8)|0;f[z+4>>2]=l;f[z>>2]=f[i>>2];f[i>>2]=z;z=B}f[k>>2]=m;f[z>>2]=o;h=H;i=47;d=p;f[a+6144>>2]=1;break a}a8a(a+48|0,c,d,1);j=c+8|0;i=f[(f[j>>2]|0)+4>>2]|0;h=f[F>>2]|0;g=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0))$h[g&3](d,0,i,l,h,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[l+36>>2]|0,f[h+36>>2]|0);else $h[g&3](d,0,i,h,l,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[l+36>>2]|0);d=f[j>>2]|0;g=f[(d+4|0)>>2]|0;h=c+4|0;do if((g|0)==(f[(f[(f[h>>2]|0)+8>>2]|0)+4>>2]|0))f[(d+4|0)>>2]=l;else{if((d|0)!=0&(g|0)==(l|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=l;f[J>>2]=f[j>>2];f[j>>2]=J}while(0);f[k>>2]=m;f[c+16>>2]=o;if(!e){h=H;i=47;e=0;d=p;f[a+6144>>2]=1;break a}d=(f[h>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0)){h=H;i=47;d=p;f[a+6144>>2]=1;break a}h=f[G>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=e;f[h>>2]=f[d>>2];f[d>>2]=h;h=H;i=47;d=p}f[a+824>>2]=h;f[a+832>>2]=i;f[a+936>>2]=e;f[a+952>>2]=d;f[a+984>>2]=c;f[a+6064>>2]=I}function vbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0;X=f[a+96>>2]|0;z=f[a+264>>2]|0;w=f[a+272>>2]|0;t=f[a+280>>2]|0;Y=f[a+288>>2]|0;Z=f[a+512>>2]|0;_=f[a+976>>2]|0;D=f[a+1e3>>2]|0;$=f[a+1016>>2]|0;E=f[a+1032>>2]|0;K=f[a+1936>>2]|0;L=f[a+2192>>2]|0;N=f[a+4896>>2]|0;M=f[a+4912>>2]|0;O=f[a+4920>>2]|0;A=f[a+4952>>2]|0;j=f[a+5e3>>2]|0;V=f[a+5016>>2]|0;W=f[a+6064>>2]|0;a:{if((W|0)==185){W=0;f[w>>2]=A;f[(A+4|0)>>2]=w;_7a(a+48|0,w,A,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(f[(A+8|0)>>2]|0)+4>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)W=187;else if((f[e+4>>2]|0)!=(d|0))W=187;if((W|0)==187){W=0;V=f[X>>2]|0;V=Rg[f[f[V>>2]>>2]&255](V,8)|0;f[V+4>>2]=d;f[V>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=V}f[c+16>>2]=d;e=f[M+8>>2]|0;if(!(+n[(f[O>>2]|0)+28>>2]!=+n[e+28>>2])){D=z;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)W=191;else if((f[d+4>>2]|0)==(e|0))g=c;else W=191;if((W|0)==191){W=0;g=f[X>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=e;f[g>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=g;g=f[A>>2]|0}f[c+16>>2]=e;_7a(a+48|0,A,g,9.999999974752427e-07,9.999999974752427e-07);D=z;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}v=w+4|0;c=f[v>>2]|0;if(!c)y=0;else{_7a(a+48|0,c,A,9.999999974752427e-07,9.999999974752427e-07);y=f[v>>2]|0}do{u=1;if(u){u=0;if(!(b[w+20>>0]|0)){i=(f[A>>2]|0)+20|0;B=b[(A+20|0)>>0]|0;b[(A+20|0)>>0]=b[i>>0]|0;b[i>>0]=B;i=y+12|0;if(!(f[i>>2]|0)){c=y+4|0;a8a(a+48|0,f[c>>2]|0,f[O>>2]|0,1);d=f[c>>2]|0;e=f[O>>2]|0;g=f[(d+8|0)>>2]|0;if(!g)W=118;else if((f[g+4>>2]|0)==(e|0)){k=d;l=e}else W=118;if((W|0)==118){W=0;k=f[X>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=e;f[k>>2]=f[(d+8|0)>>2];f[(d+8|0)>>2]=k;k=f[c>>2]|0;l=f[O>>2]|0}f[d+16>>2]=e;f[k+12>>2]=f[j>>2];b8a(a+48|0,y,l,1);f[i>>2]=f[V>>2];c=f[c>>2]|0;_7a(a+48|0,f[c+4>>2]|0,c,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d){do{f[(c+8|0)>>2]=f[d>>2];$zb(d);d=f[(c+8|0)>>2]|0}while((d|0)!=0);c=f[A>>2]|0}$zb(c);c=f[(A+8|0)>>2]|0;if(c|0)do{f[(A+8|0)>>2]=f[c>>2];$zb(c);c=f[(A+8|0)>>2]|0}while((c|0)!=0);$zb(A);B=z;d=y;break}c=y+8|0;e=f[(f[c>>2]|0)+4>>2]|0;g=f[(f[t>>2]|0)+4>>2]|0;b8a(a+48|0,y,f[O>>2]|0,0);a8a(a+48|0,w,f[O>>2]|0,0);d=f[c>>2]|0;do if(!(f[d>>2]|0)){f[d+4>>2]=e;f[y+16>>2]=e;c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d|0)if((f[d+4>>2]|0)==(g|0)){m=g;o=c;break}s=f[X>>2]|0;p=c;q=c+8|0;r=g;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}else{f[(f[A>>2]|0)+8>>2]=d;f[c>>2]=0;s=f[X>>2]|0;p=y;q=c;r=e;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}while(0);if((W|0)==131){W=0;f[s+4>>2]=r;f[s>>2]=f[q>>2];f[q>>2]=s;m=r;o=p}f[o+16>>2]=m;c=f[t>>2]|0;if(!(f[c>>2]|0)){B=f[(A+8|0)>>2]|0;f[B+4>>2]=e;f[(A+16|0)>>2]=e;e=B}else{e=f[(A+8|0)>>2]|0;f[(A+8|0)>>2]=c;f[t>>2]=e;c=e;e=f[(A+8|0)>>2]|0}f[c+4>>2]=g;f[w+16>>2]=g;c=f[v>>2]|0;f[(A+4|0)>>2]=c;f[f[A>>2]>>2]=w;f[c>>2]=A;c=f[A>>2]|0;f[v>>2]=c;d=f[O>>2]|0;if(!e)W=137;else if((f[e+4>>2]|0)==(d|0))x=c;else W=137;if((W|0)==137){W=0;x=f[X>>2]|0;x=Rg[f[f[x>>2]>>2]&255](x,8)|0;f[x+4>>2]=d;f[x>>2]=f[(A+8|0)>>2];f[(A+8|0)>>2]=x;x=f[A>>2]|0}f[(A+16|0)>>2]=d;B=z;d=x}else u=1}if(u)if(1){f[(A+4|0)>>2]=y;if(y|0)f[y>>2]=A;f[f[A>>2]>>2]=w;d=f[A>>2]|0;f[v>>2]=d;B=(z|0)==(w|0)?A:z}}while(0);k=M+8|0;i=f[O>>2]|0;j=d;while(1){c=f[j>>2]|0;d=f[c+12>>2]|0;if(!d){h=i;C=c}else{P=f[k>>2]|0;c=f[(f[c+8>>2]|0)+4>>2]|0;if($7a(P,f[V>>2]|0,c,d,1)|0)break;h=c8a(a+48|0,c,d,M)|0;g=j+8|0;c=f[g>>2]|0;do if(!(b[j+20>>0]|0)){do if(!c)W=167;else{if((f[c+4>>2]|0)!=(i|0)){W=167;break}F=j+16|0;f[F>>2]=i;H=c;W=168}while(0);if((W|0)==167){W=0;c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=i;f[c>>2]=f[g>>2];f[g>>2]=c;d=j+16|0;f[d>>2]=i;if(!c)G=d;else{F=d;H=c;W=168}}if((W|0)==168){W=0;if((f[H+4>>2]|0)==(h|0)){c=F;break}else G=F}c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=h;f[c>>2]=f[g>>2];f[g>>2]=c;c=G}else{e=f[c+4>>2]|0;c=f[K>>2]|0;d=f[L>>2]|0;if(!(b[N>>0]|0))$h[c&3](d,0,e,i,h,f[e+24>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[e+36>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0);else $h[c&3](d,0,e,h,i,f[e+24>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0,f[e+36>>2]|0,f[h+36>>2]|0,f[i+36>>2]|0);b8a(a+48|0,j,h,1);a8a(a+48|0,f[j>>2]|0,h,1);f[(f[g>>2]|0)+4>>2]=h;f[(f[(f[j>>2]|0)+8>>2]|0)+4>>2]=h;c=j+16|0}while(0);d=f[j>>2]|0;f[j+12>>2]=f[(d+12|0)>>2];f[c>>2]=f[d+16>>2];f[(d+12|0)>>2]=f[V>>2];c=f[j+4>>2]|0;if(!c)C=d;else{_7a(a+48|0,c,j,9.999999974752427e-07,9.999999974752427e-07);C=f[j>>2]|0}}if(!C){Z=1;_=M;$=B;W=448;f[a+6152>>2]=2;f[a+6156>>2]=3;break a}if(!(f[C>>2]|0)){W=174;break}if(!(b[C+20>>0]|0)){a8a(a+48|0,C,h,1);i=h;j=C;continue}else{b8a(a+48|0,C,h,1);i=h;j=C;continue}}if((W|0)==174){e=C+8|0;c=f[e>>2]|0;if(!c)W=177;else if((f[c+4>>2]|0)==(h|0)){Q=c;R=f[k>>2]|0;W=178}else W=177;if((W|0)==177){d=f[X>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){S=c;W=179}else{Q=d;R=c;W=178}}if((W|0)==178){W=0;if((f[Q+4>>2]|0)==(R|0))T=R;else{S=R;W=179}}if((W|0)==179){W=0;T=f[X>>2]|0;T=Rg[f[f[T>>2]>>2]&255](T,8)|0;f[T+4>>2]=S;f[T>>2]=f[e>>2];f[e>>2]=T;T=S}f[C+16>>2]=T;f[C+12>>2]=f[V>>2];_7a(a+48|0,f[C+4>>2]|0,C,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}if(!(b[j+20>>0]|0))W=148;else if(+n[(f[O>>2]|0)+28>>2]!=+n[P+28>>2]){g=j+8|0;e=f[(f[g>>2]|0)+4>>2]|0;d=f[K>>2]|0;c=f[L>>2]|0;if(!(b[N>>0]|0))$h[d&3](c,0,e,i,P,f[e+24>>2]|0,f[i+24>>2]|0,f[P+24>>2]|0,f[e+36>>2]|0,f[i+36>>2]|0,f[P+36>>2]|0);else $h[d&3](c,0,e,P,i,f[e+24>>2]|0,f[P+24>>2]|0,f[i+24>>2]|0,f[e+36>>2]|0,f[P+36>>2]|0,f[i+36>>2]|0);b8a(a+48|0,j,f[k>>2]|0,1);J=g;I=f[g>>2]|0}else W=148;if((W|0)==148){W=0;c=j+8|0;d=f[c>>2]|0;if(!d)W=150;else if((f[d+4>>2]|0)==(i|0))U=d;else W=150;if((W|0)==150){W=0;U=f[X>>2]|0;U=Rg[f[f[U>>2]>>2]&255](U,8)|0;f[U+4>>2]=i;f[U>>2]=f[c>>2];f[c>>2]=U}f[j+16>>2]=i;J=c;I=U}c=f[k>>2]|0;if(!I)W=154;else if((f[I+4>>2]|0)!=(c|0))W=154;if((W|0)==154){W=0;X=f[X>>2]|0;X=Rg[f[f[X>>2]>>2]&255](X,8)|0;f[X+4>>2]=c;f[X>>2]=f[J>>2];f[J>>2]=X}f[j+16>>2]=c;f[j+12>>2]=f[V>>2];c=f[j+4>>2]|0;if(c|0)_7a(a+48|0,c,j,9.999999974752427e-07,9.999999974752427e-07);c=f[j>>2]|0;if(!c){D=B;E=Y}else{_7a(a+48|0,j,c,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y}f[a+6152>>2]=1;break a}f[a+512>>2]=Z;f[a+976>>2]=_;f[a+1e3>>2]=D;f[a+1016>>2]=$;f[a+1032>>2]=E;f[a+6064>>2]=W}function wbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0.0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0,X=0,Y=0.0,Z=0.0;C=f[a+96>>2]|0;F=+n[a+184>>2];I=f[a+264>>2]|0;J=f[a+288>>2]|0;K=f[a+512>>2]|0;L=f[a+520>>2]|0;M=f[a+536>>2]|0;N=f[a+824>>2]|0;O=f[a+832>>2]|0;P=f[a+952>>2]|0;Q=f[a+976>>2]|0;R=f[a+992>>2]|0;S=f[a+1016>>2]|0;T=f[a+1040>>2]|0;U=f[a+1056>>2]|0;y=f[a+1936>>2]|0;z=f[a+2192>>2]|0;E=f[a+2632>>2]|0;V=+n[a+4136>>2];A=f[a+4896>>2]|0;W=f[a+4912>>2]|0;B=f[a+4920>>2]|0;v=f[a+4928>>2]|0;X=f[a+6064>>2]|0;a:{b:do{r=1;s=f[W+20>>2]|0;if(r){r=0;switch(s|0){case 3:{p=f[C>>2]|0;p=Rg[f[f[p>>2]>>2]&255](p,24)|0;h=f[C>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,24)|0;f[p>>2]=h;f[h+4>>2]=p;f[h>>2]=0;f[(p+4|0)>>2]=0;f[(f[p>>2]|0)+8>>2]=0;f[(p+8|0)>>2]=0;h=f[B>>2]|0;i=f[C>>2]|0;i=Rg[f[f[i>>2]>>2]&255](i,8)|0;f[i+4>>2]=h;f[i>>2]=f[(p+8|0)>>2];f[(p+8|0)>>2]=i;f[(p+16|0)>>2]=h;h=W+12|0;i=f[h>>2]|0;f[p+12>>2]=i;j=W+16|0;e=f[p>>2]|0;f[e+12>>2]=f[j>>2];b[(p+20|0)>>0]=1;b[e+20>>0]=0;if(!I){c=f[B>>2]|0;d=f[(e+8|0)>>2]|0;if(!d)X=101;else if((f[d+4>>2]|0)==(c|0))k=c;else X=101;if((X|0)==101){X=0;k=f[C>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=c;f[k>>2]=f[(e+8|0)>>2];f[(e+8|0)>>2]=k;k=f[B>>2]|0}f[e+16>>2]=c;e=f[W+8>>2]|0;if(!(+n[k+28>>2]!=+n[e+28>>2])){l=p;m=J;break b}c=f[p>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)X=105;else if((f[d+4>>2]|0)==(e|0))o=c;else X=105;if((X|0)==105){X=0;o=f[C>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,8)|0;f[o+4>>2]=e;f[o>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=o;o=f[p>>2]|0}f[c+16>>2]=e;_7a(a+48|0,p,o,9.999999974752427e-07,9.999999974752427e-07);l=p;m=J;break b}else d=I;while(1){c=f[d+12>>2]|0;if(c|0){g=d+8|0;if($7a(f[B>>2]|0,i,f[(f[g>>2]|0)+4>>2]|0,c,0)|0)break}c=f[d>>2]|0;if(!c){X=185;break}else d=c}f[a+96>>2]=C;f[a+264>>2]=I;f[a+272>>2]=d;f[a+280>>2]=g;f[a+288>>2]=J;f[a+512>>2]=K;f[a+976>>2]=Q;f[a+1e3>>2]=l;f[a+1016>>2]=S;f[a+1032>>2]=m;f[a+1936>>2]=y;f[a+2192>>2]=z;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+4952>>2]=p;f[a+5e3>>2]=h;f[a+5016>>2]=j;f[a+6064>>2]=X;f[a+6152>>2]=0;f[a+6156>>2]=0;vbb(a);K=f[a+512>>2]|0;Q=f[a+976>>2]|0;l=f[a+1e3>>2]|0;S=f[a+1016>>2]|0;m=f[a+1032>>2]|0;X=f[a+6064>>2]|0;G=f[a+6152>>2]|0;D=f[a+6156>>2]|0;H=+n[a+6156>>2];f[a+6152>>2]=0;f[a+6156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 3:{f[a+6160>>2]=2;f[a+6164>>2]=11;break a}}}default:r=1}}if(r)switch(s|0){case 0:{if(!I){L=1;R=W;T=0;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}s=W+8|0;t=W+16|0;u=W+12|0;p=0;q=J;r=I;c=I;d=v;while(1){k=d;i=d;j=d;e=d;g=d;c:while(1){o=c+12|0;d=f[o>>2]|0;if((d|0)==(g|0))break;l=f[s>>2]|0;h=l;m=e;e=k;while(1){if((d|0)!=(h|0))break;f[s>>2]=m;f[B>>2]=l;e=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=e;e=f[o>>2]|0;g=l;if((e|0)==(g|0)){d=e;k=e;j=e;i=e;break c}else{v=l;d=e;h=m;e=g;i=g;j=g;l=m;m=v}}c=f[c>>2]|0;if(!c){L=1;R=W;T=r;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}else{k=e;e=m}}g=d;h=f[c>>2]|0;d:do{d=1;if(d){d=0;if(!h){N=1;O=23;w=p;P=r;x=c}else d=1}if(d)if(1){d=f[h+12>>2]|0;if(!d){e=h;do{e=f[e>>2]|0;d=f[e+12>>2]|0}while(!(d|0))}v=f[s>>2]|0;f[a+96>>2]=C;f[a+368>>2]=p;f[a+712>>2]=q;f[a+808>>2]=r;f[a+824>>2]=N;f[a+832>>2]=O;f[a+888>>2]=c;f[a+936>>2]=w;f[a+952>>2]=P;f[a+984>>2]=x;f[a+1632>>2]=d;f[a+1936>>2]=y;f[a+2032>>2]=k;f[a+2192>>2]=z;f[a+2240>>2]=j;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+5848>>2]=s;f[a+5856>>2]=t;f[a+5872>>2]=o;f[a+5896>>2]=g;f[a+5904>>2]=h;f[a+5936>>2]=v;f[a+5960>>2]=i;f[a+6064>>2]=X;f[a+6144>>2]=0;f[a+6148>>2]=0;ubb(a);N=f[a+824>>2]|0;O=f[a+832>>2]|0;w=f[a+936>>2]|0;P=f[a+952>>2]|0;x=f[a+984>>2]|0;X=f[a+6064>>2]|0;G=f[a+6144>>2]|0;D=f[a+6148>>2]|0;H=+n[a+6148>>2];f[a+6144>>2]=0;f[a+6148>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break d}}}while(0);switch(O&63){case 47:{l=P;m=N;break b}case 46:break;default:{f[a+6160>>2]=2;f[a+6164>>2]=8;break a}}p=w;q=N;r=P;c=x;d=f[B>>2]|0}}default:r=1}if(r){r=0;switch(s|0){case 4:{if(!I){L=1;R=W;T=0;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}else c=I;while(1){m=c+12|0;if((f[m>>2]|0)==(v|0))break;c=f[c>>2]|0;if(!c){L=1;R=W;T=I;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}}if(!(b[c+20>>0]|0))a8a(a+48|0,c,v,1);else b8a(a+48|0,c,v,1);e=f[W+8>>2]|0;o=c+8|0;d=f[o>>2]|0;if(!d)X=315;else if((f[d+4>>2]|0)==(e|0))q=d;else X=315;if((X|0)==315){X=0;q=f[C>>2]|0;q=Rg[f[f[q>>2]>>2]&255](q,8)|0;f[q+4>>2]=e;f[q>>2]=f[o>>2];f[o>>2]=q}k=c+16|0;f[k>>2]=e;f[m>>2]=f[W+16>>2];l=c+4|0;e=f[l>>2]|0;e:do if(!e){j=c;e=0}else{d=f[(f[e+8>>2]|0)+4>>2]|0;if((d|0)==(f[q+4>>2]|0))while(1){g=f[m>>2]|0;h=e+12|0;i=f[h>>2]|0;Z=+n[d+28>>2];Y=+n[d+32>>2];if((+n[g+28>>2]-Z)*(+n[i+32>>2]-Y)>=(+n[i+28>>2]-Z)*(+n[g+32>>2]-Y)){j=c;break e}f[m>>2]=i;f[h>>2]=g;d=(f[l>>2]|0)+16|0;x=f[k>>2]|0;f[k>>2]=f[d>>2];f[d>>2]=x;d=f[c>>2]|0;if(d|0)_7a(a+48|0,c,d,0.0,9.999999974752427e-07);e=f[l>>2]|0;if(!e){j=c;e=0;break e}d=f[(f[e+8>>2]|0)+4>>2]|0;if((d|0)!=(f[(f[o>>2]|0)+4>>2]|0)){j=c;break}}else j=c}while(0);d=f[j>>2]|0;if(!d)d=0;else{while(1){e=f[(f[d+8>>2]|0)+4>>2]|0;if((e|0)!=(f[(f[o>>2]|0)+4>>2]|0))break;g=f[m>>2]|0;h=d+12|0;i=f[h>>2]|0;Y=+n[e+28>>2];Z=+n[e+32>>2];if((+n[g+28>>2]-Y)*(+n[i+32>>2]-Z)<=(+n[i+28>>2]-Y)*(+n[g+32>>2]-Z))break;f[m>>2]=i;f[h>>2]=g;d=(f[j>>2]|0)+16|0;x=f[k>>2]|0;f[k>>2]=f[d>>2];f[d>>2]=x;d=f[l>>2]|0;if(d|0)_7a(a+48|0,d,c,0.0,9.999999974752427e-07);d=f[j>>2]|0;if(!d){d=0;break}}e=f[l>>2]|0}if(e){d=+n[(f[(f[o>>2]|0)+4>>2]|0)+28>>2]==+n[(f[(f[e+8>>2]|0)+4>>2]|0)+28>>2];_7a(a+48|0,e,c,d?-9.999999974752427e-07:9.999999974752427e-07,d?-9.999999974752427e-07:0.0);d=f[j>>2]|0}if(!d){l=I;m=J}else{l=+n[(f[(f[o>>2]|0)+4>>2]|0)+28>>2]==+n[(f[(f[d+8>>2]|0)+4>>2]|0)+28>>2];_7a(a+48|0,c,d,l?-9.999999974752427e-07:0.0,l?-9.999999974752427e-07:9.999999974752427e-07);l=I;m=J}break}default:r=1}}f[a+96>>2]=C;f[a+264>>2]=I;f[a+288>>2]=J;f[a+512>>2]=K;f[a+520>>2]=L;f[a+976>>2]=Q;f[a+992>>2]=R;f[a+1e3>>2]=l;f[a+1016>>2]=S;f[a+1032>>2]=m;f[a+1040>>2]=T;f[a+1936>>2]=y;f[a+2192>>2]=z;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+4928>>2]=v;f[a+6064>>2]=X;f[a+6096>>2]=r;f[a+6104>>2]=s;f[a+6136>>2]=0;f[a+6140>>2]=0;tbb(a);K=f[a+512>>2]|0;L=f[a+520>>2]|0;Q=f[a+976>>2]|0;R=f[a+992>>2]|0;l=f[a+1e3>>2]|0;S=f[a+1016>>2]|0;m=f[a+1032>>2]|0;T=f[a+1040>>2]|0;X=f[a+6064>>2]|0;G=f[a+6136>>2]|0;D=f[a+6140>>2]|0;H=+n[a+6140>>2];f[a+6136>>2]=0;f[a+6140>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 13:{f[a+6160>>2]=2;f[a+6164>>2]=11;break a}case 8:break b}}while(0);$zb(W);c=f[E>>2]|0;if(!c){M=m;U=l;f[a+6160>>2]=2;f[a+6164>>2]=12;break a}else{F=V;I=l;J=m;W=c}}n[a+184>>2]=F;f[a+264>>2]=I;f[a+288>>2]=J;f[a+512>>2]=K;f[a+520>>2]=L;f[a+536>>2]=M;f[a+824>>2]=N;f[a+832>>2]=O;f[a+952>>2]=P;f[a+976>>2]=Q;f[a+992>>2]=R;f[a+1016>>2]=S;f[a+1040>>2]=T;f[a+1056>>2]=U;f[a+4912>>2]=W;f[a+6064>>2]=X}function xbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0;oa=f[a+96>>2]|0;L=f[a+104>>2]|0;Y=f[a+128>>2]|0;Z=f[a+168>>2]|0;_=f[a+232>>2]|0;$=f[a+256>>2]|0;aa=f[a+296>>2]|0;da=f[a+528>>2]|0;ea=f[a+536>>2]|0;v=f[a+688>>2]|0;ma=f[a+1048>>2]|0;na=f[a+1056>>2]|0;E=+n[a+1896>>2];F=+n[a+1904>>2];I=+n[a+1912>>2];pa=f[a+1936>>2]|0;qa=f[a+2192>>2]|0;ra=f[a+2632>>2]|0;M=f[a+2640>>2]|0;N=+n[a+3448>>2];O=+n[a+3456>>2];P=+n[a+3496>>2];Q=+n[a+3528>>2];R=+n[a+3584>>2];S=+n[a+3616>>2];T=+n[a+3856>>2];sa=f[a+6064>>2]|0;a:{b:while(1){c=aa;while(1){s=f[c>>2]|0;s=(s|0)<0?0-s|0:s;t=c+(s<<2)|0;if((s|0)>=3)break;if((t+4|0|0)==(Y|0)){d=_;e=$;break b}else c=t+4|0}g=c+4|0;c=f[g>>2]|0;d=f[oa>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,40)|0;if((c|0)>-1){f[d>>2]=f[(L+(c*24|0)|0)>>2];f[d+4>>2]=f[(L+(c*24|0)|0)+4>>2];f[d+8>>2]=f[(L+(c*24|0)|0)+8>>2];f[d+12>>2]=f[(L+(c*24|0)|0)+12>>2];f[d+16>>2]=f[(L+(c*24|0)|0)+16>>2];f[d+20>>2]=f[(L+(c*24|0)|0)+20>>2]}else{f[d>>2]=f[L>>2];f[d+4>>2]=f[L+4>>2];f[d+8>>2]=f[L+8>>2];f[d+12>>2]=f[L+12>>2];f[d+16>>2]=f[L+16>>2];f[d+20>>2]=f[L+20>>2]}f[d+24>>2]=c;h=E*(+p[d>>3]-(N+O)*.5);i=F*(+p[d+8>>3]-(P+Q)*.5);l=I*(+p[d+16>>3]-(R+S)*.5);switch(v|0){case 0:{B=l;J=i;sa=33;break}case 1:{B=h;J=l;sa=33;break}case 2:{B=i;J=h;sa=33;break}default:{}}if((sa|0)==33){sa=0;n[d+28>>2]=J;n[d+32>>2]=B}f[d+36>>2]=0;s=f[oa>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=d;f[s>>2]=f[M>>2];f[M>>2]=s;s=0;e=$;q=f[ra>>2]|0;while(1){c=f[oa>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,28)|0;f[c>>2]=q;f[ra>>2]=c;r=e+1|0;s=(s|0)==0?c:s;f[(c+8|0)>>2]=d;f[(c+4|0)>>2]=d;k=g+4|0;q=c;do{j=1;if(j){j=0;if(k>>>0>t>>>0){w=d;x=k;y=d;X=d}else j=1}if(j)if(1){while(1){d=f[k>>2]|0;o=f[oa>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,40)|0;if((d|0)>-1){f[o>>2]=f[(L+(d*24|0)|0)>>2];f[o+4>>2]=f[(L+(d*24|0)|0)+4>>2];f[o+8>>2]=f[(L+(d*24|0)|0)+8>>2];f[o+12>>2]=f[(L+(d*24|0)|0)+12>>2];f[o+16>>2]=f[(L+(d*24|0)|0)+16>>2];f[o+20>>2]=f[(L+(d*24|0)|0)+20>>2]}else{f[o>>2]=f[L>>2];f[o+4>>2]=f[L+4>>2];f[o+8>>2]=f[L+8>>2];f[o+12>>2]=f[L+12>>2];f[o+16>>2]=f[L+16>>2];f[o+20>>2]=f[L+20>>2]}f[o+24>>2]=d;h=E*(+p[o>>3]-(N+O)*.5);i=F*(+p[(o+8|0)>>3]-(P+Q)*.5);l=I*(+p[(o+16|0)>>3]-(R+S)*.5);switch(v|0){case 0:{C=l;K=i;sa=44;break}case 1:{C=h;K=l;sa=44;break}case 2:{C=i;K=h;sa=44;break}default:{z=o+32|0;A=o+32|0}}if((sa|0)==44){sa=0;n[o+28>>2]=K;n[(o+32|0)>>2]=C;z=o+32|0;A=o+32|0}f[o+36>>2]=0;m=f[oa>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,8)|0;f[m+4>>2]=o;f[m>>2]=f[M>>2];f[M>>2]=m;m=f[(c+4|0)>>2]|0;h=+n[m+32>>2];l=+n[A>>2]-h;if(!((l<0.0?-l:l)<=1.0000000116860974e-07)){d=t-k|0;g=g+8|0;c:do if((d|0)>0){h=+p[o>>3];j=(d>>>2)+1|0;while(1){d=f[g>>2]|0;l=+p[L+(d*24|0)>>3]-h;if(!((l<0.0?-l:l)<=T))break c;l=+p[L+(d*24|0)+8>>3]-+p[(o+8|0)>>3];if(!((l<0.0?-l:l)<=T))break c;l=+p[L+(d*24|0)+16>>3]-+p[(o+16|0)>>3];if(!((l<0.0?-l:l)<=T))break c;g=g+4|0;if((j|0)>2)j=j+-1|0;else break}}while(0);if(g>>>0>t>>>0){sa=59;break}d=f[g>>2]|0;V=f[(c+8|0)>>2]|0;l=+p[L+(d*24|0)>>3]-+p[V>>3];if(!((l<0.0?-l:l)<=T)){sa=58;break}l=+p[L+(d*24|0)+8>>3]-+p[V+8>>3];if(!((l<0.0?-l:l)<=T)){sa=60;break}l=+p[L+(d*24|0)+16>>3]-+p[V+16>>3];if(!((l<0.0?-l:l)<=T)){sa=61;break}else U=V}else{f[(c+8|0)>>2]=o;n[z>>2]=h;g=k;U=o}W=g+4|0;if(W>>>0>t>>>0){sa=62;break}else k=W}if((sa|0)==58){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==59){sa=0;w=o;x=k;y=m;X=f[(c+8|0)>>2]|0;break}else if((sa|0)==60){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==61){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==62){sa=0;w=o;x=W;y=m;X=U;break}}}while(0);g=y;l=+n[y+28>>2]-+n[X+28>>2];if((l<0.0?-l:l)<9.999999974752427e-07){f[(c+8|0)>>2]=g;j=y}else j=X;if(x>>>0>t>>>0)break;else{d=w;e=r;g=x}}if((s|0)==(c|0)){f[ra>>2]=f[c>>2];$zb(c);d=0}else{d=s+4|0;l=+n[j+32>>2]-+n[(f[d>>2]|0)+32>>2];if((l<0.0?-l:l)<9.999999974752428e-08){f[d>>2]=g;t=f[c>>2]|0;f[ra>>2]=t;$zb(c);c=t}else e=r;d=f[s>>2]|0;do{r=c;c=f[c>>2]|0;t=(c|0)==(d|0);s=t?f[ra>>2]|0:c;f[r+12>>2]=f[s+8>>2];f[s+16>>2]=f[r+4>>2]}while(!t);c=f[ra>>2]|0;do{g=c+20|0;f[g>>2]=0;if(+n[(f[c+12>>2]|0)+32>>2]>+n[(f[c+4>>2]|0)+32>>2]){f[g>>2]=1;j=3}else j=2;if(+n[(f[c+16>>2]|0)+32>>2]>+n[(f[c+8>>2]|0)+32>>2])f[g>>2]=j;c=f[c>>2]|0}while((c|0)!=(d|0));c=f[ra>>2]|0;do{g=c+24|0;b[g>>0]=1;j=c+4|0;k=f[j>>2]|0;h=+n[k+28>>2];m=c+8|0;o=f[m>>2]|0;i=+n[o+28>>2];d:do if((h-i<0.0?-(h-i):h-i)<9.999999974752427e-07){q=c+20|0;switch(f[q>>2]|0){case 3:{t=f[c+12>>2]|0;s=f[c+16>>2]|0;if((+n[t+28>>2]-h)*(+n[s+32>>2]-+n[o+32>>2])>(+n[s+28>>2]-i)*(+n[t+32>>2]-+n[k+32>>2])){sa=87;break d}else break d}case 0:{t=f[c+12>>2]|0;s=f[c+16>>2]|0;if((+n[t+28>>2]-h)*(+n[s+32>>2]-+n[o+32>>2])<(+n[s+28>>2]-i)*(+n[t+32>>2]-+n[k+32>>2])){sa=87;break d}else break d}case 2:case 1:{f[q>>2]=4;if(+n[(f[c+12>>2]|0)+32>>2]>+n[(f[c+16>>2]|0)+32>>2]){sa=87;break d}else break d}default:break d}}else if(h>i)sa=87;while(0);if((sa|0)==87){sa=0;b[g>>0]=0;f[m>>2]=k;f[j>>2]=o;r=c+16|0;t=c+12|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;t=c+20|0;f[t>>2]=f[40212+(f[t>>2]<<2)>>2]}c=f[c>>2]|0}while((c|0)!=(d|0))}if((x|0)==(Y|0))break;else{_=d;$=e;aa=x}}e:{c=1;if(c){c=0;if(!e){ba=0;ia=d;ka=0;sa=448}else c=1}if(c)if(1){g=f[oa>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,e<<2)|0;c=g;d=f[ra>>2]|0;while(1){f[c>>2]=d;d=f[d>>2]|0;if(!d)break;else c=c+4|0}d=e+-1|0;Z7a(g,0,d,1024);if((d|0)>0){c=0;do{Y=c;c=c+1|0;f[f[g+(Y<<2)>>2]>>2]=f[g+(c<<2)>>2]}while((c|0)!=(d|0))}f[f[g+(d<<2)>>2]>>2]=0;c=f[g>>2]|0;f[ra>>2]=c;$zb(g);k=(a+48|0)+28|0;b[k>>0]=b[c+24>>0]|0;if(!c){da=0;ma=0;sa=450;f[a+6168>>2]=2;f[a+6172>>2]=7;break a}else{i=-10.0;g=0;j=0}f:while(1){f[ra>>2]=f[c>>2];d=c+4|0;e=f[d>>2]|0;h=+n[(e+32|0)>>2];if(h<i){n[(e+32|0)>>2]=i;h=i}f[a+96>>2]=oa;n[a+184>>2]=i;f[a+264>>2]=g;f[a+288>>2]=j;f[a+512>>2]=ba;f[a+520>>2]=ca;f[a+536>>2]=ea;f[a+824>>2]=fa;f[a+832>>2]=ga;f[a+952>>2]=ha;f[a+976>>2]=ia;f[a+992>>2]=ja;f[a+1016>>2]=ka;f[a+1040>>2]=la;f[a+1056>>2]=na;f[a+1936>>2]=pa;f[a+2192>>2]=qa;f[a+2632>>2]=ra;n[a+4136>>2]=h;f[a+4896>>2]=k;f[a+4912>>2]=c;f[a+4920>>2]=d;f[a+4928>>2]=e;f[a+6064>>2]=sa;f[a+6160>>2]=0;f[a+6164>>2]=0;wbb(a);i=+n[a+184>>2];g=f[a+264>>2]|0;j=f[a+288>>2]|0;ba=f[a+512>>2]|0;ca=f[a+520>>2]|0;ea=f[a+536>>2]|0;fa=f[a+824>>2]|0;ga=f[a+832>>2]|0;ha=f[a+952>>2]|0;ia=f[a+976>>2]|0;ja=f[a+992>>2]|0;ka=f[a+1016>>2]|0;la=f[a+1040>>2]|0;na=f[a+1056>>2]|0;c=f[a+4912>>2]|0;sa=f[a+6064>>2]|0;G=f[a+6160>>2]|0;D=f[a+6164>>2]|0;H=+n[a+6164>>2];f[a+6160>>2]=0;f[a+6164>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break e;case 8:break f;case 12:{f[a+6168>>2]=2;f[a+6172>>2]=7;break a}}}if((ga|0)==23){ba=fa;ia=c;ka=ha;sa=448}else{Z=0;u=a;f[a+6168>>2]=6;f[a+6172>>2]=Z|0;break a}}}if((sa|0)==448)if(!ia){da=ba;ma=ka;sa=450;f[a+6168>>2]=1;break a}else{ca=ba;ja=ia;la=ka}$zb(ja);da=ca;ma=la;sa=450}f[a+168>>2]=Z;f[a+232>>2]=_;f[a+256>>2]=$;f[a+296>>2]=aa;f[a+528>>2]=da;f[a+536>>2]=ea;f[a+1048>>2]=ma;f[a+1056>>2]=na;f[a+6064>>2]=sa}function ybb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0,J=0.0,K=0.0,M=0.0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0.0,X=0.0,Y=0.0;m=f[a+1264>>2]|0;R=f[a+1272>>2]|0;o=f[a+1280>>2]|0;Q=f[a+1296>>2]|0;q=f[a+1352>>2]|0;k=f[a+1376>>2]|0;l=f[a+1392>>2]|0;O=f[a+1416>>2]|0;P=f[a+1824>>2]|0;T=f[a+2672>>2]|0;U=f[a+2688>>2]|0;a:{if(U){U=0;if(1){c=1;if(c){c=0;if((b[(R+226|0)>>0]|0)==2)O=k;else c=1}if(c)if(1){c=f[(R+60|0)>>2]|0;i=1;if(i){i=0;if((f[c+1896>>2]|0)==(f[c+1900>>2]|0)){if(sSa(f[R+64>>2]|0)|0)c=b[(a+1244|0)>>0]|0;else{N=f[(R+60|0)>>2]|0;c=(b[N+224>>0]|0)==0?a+64|0:N+280|0;I=+p[N+256>>3]-+p[c>>3];J=+p[N+264>>3]-+p[c+8>>3];K=+p[N+272>>3]-+p[c+16>>3];M=+L(+(I*I+(J*J+K*K)));M=+p[(a+40|0)>>3]*(I/M)+(J/M*+p[(a+40|0)+8>>3]+K/M*+p[(a+40|0)+16>>3]);p[a>>3]=M;b[(a+1244|0)>>0]=M>0.0&1;c=M>0.0&1}d=1;if(d){d=0;if(!(c<<24>>24))O=k;else d=1}if(d)if(1){c=f[(R+60|0)>>2]|0;b[(a+280|0)>>0]=b[c+224>>0]|0;p[(a+280|0)+8>>3]=+p[c+232>>3];p[(a+280|0)+16>>3]=+p[c+240>>3];p[(a+280|0)+24>>3]=+p[c+248>>3];p[(a+280|0)+32>>3]=+p[c+256>>3];p[(a+280|0)+40>>3]=+p[c+264>>3];p[(a+280|0)+48>>3]=+p[c+272>>3];p[(a+280|0)+56>>3]=+p[c+280>>3];p[(a+280|0)+64>>3]=+p[c+288>>3];p[(a+280|0)+72>>3]=+p[c+296>>3];p[(a+280|0)+80>>3]=+p[c+304>>3];p[(a+280|0)+88>>3]=+p[c+312>>3];p[(a+280|0)+96>>3]=+p[c+320>>3];p[(a+280|0)+104>>3]=+p[c+328>>3];p[(a+280|0)+112>>3]=+p[c+336>>3];p[(a+280|0)+120>>3]=+p[c+344>>3];p[(a+280|0)+128>>3]=+p[c+352>>3];p[(a+280|0)+136>>3]=+p[c+360>>3];p[(a+280|0)+144>>3]=+p[c+368>>3];p[(a+280|0)+152>>3]=+p[c+376>>3];p[(a+280|0)+160>>3]=+p[c+384>>3];p[(a+280|0)+168>>3]=+p[c+392>>3];p[(a+280|0)+176>>3]=+p[c+400>>3];p[(a+280|0)+184>>3]=+p[c+408>>3];p[(a+280|0)+192>>3]=+p[c+416>>3];p[(a+280|0)+200>>3]=+p[c+424>>3];d=(a+280|0)+208|0;e=c+432|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[(a+280|0)+248>>3]=+p[c+472>>3];p[(a+280|0)+256>>3]=+p[c+480>>3];p[(a+280|0)+264>>3]=+p[c+488>>3];p[(a+280|0)+272>>3]=+p[c+496>>3];p[(a+280|0)+280>>3]=+p[c+504>>3];p[(a+280|0)+288>>3]=+p[c+512>>3];p[(a+280|0)+296>>3]=+p[c+520>>3];p[(a+280|0)+304>>3]=+p[c+528>>3];p[(a+280|0)+312>>3]=+p[c+536>>3];p[(a+280|0)+320>>3]=+p[c+544>>3];p[(a+280|0)+328>>3]=+p[c+552>>3];p[(a+280|0)+336>>3]=+p[c+560>>3];p[(a+280|0)+344>>3]=+p[c+568>>3];p[(a+280|0)+352>>3]=+p[c+576>>3];p[(a+280|0)+360>>3]=+p[c+584>>3];p[(a+280|0)+368>>3]=+p[c+592>>3];f[(a+280|0)+376>>2]=f[c+600>>2];f[(a+280|0)+380>>2]=f[c+604>>2];f[(a+280|0)+384>>2]=f[c+608>>2];f[(a+280|0)+388>>2]=f[c+612>>2];f[(a+280|0)+392>>2]=f[c+616>>2];f[(a+280|0)+396>>2]=f[c+620>>2];f[(a+280|0)+400>>2]=f[c+624>>2];f[(a+280|0)+404>>2]=f[c+628>>2];f[(a+280|0)+408>>2]=f[c+632>>2];f[(a+280|0)+412>>2]=f[c+636>>2];f[(a+280|0)+416>>2]=f[c+640>>2];f[(a+280|0)+420>>2]=f[c+644>>2];f[(a+280|0)+424>>2]=f[c+648>>2];f[(a+280|0)+428>>2]=f[c+652>>2];f[(a+280|0)+432>>2]=f[c+656>>2];f[(a+280|0)+436>>2]=f[c+660>>2];p[(a+280|0)+440>>3]=+p[c+664>>3];p[(a+280|0)+448>>3]=+p[c+672>>3];p[(a+280|0)+456>>3]=+p[c+680>>3];p[(a+280|0)+464>>3]=+p[c+688>>3];p[(a+280|0)+472>>3]=+p[c+696>>3];p[(a+280|0)+480>>3]=+p[c+704>>3];p[(a+280|0)+488>>3]=+p[c+712>>3];p[(a+280|0)+496>>3]=+p[c+720>>3];p[(a+280|0)+504>>3]=+p[c+728>>3];p[(a+280|0)+512>>3]=+p[c+736>>3];p[(a+280|0)+520>>3]=+p[c+744>>3];p[(a+280|0)+528>>3]=+p[c+752>>3];p[(a+280|0)+536>>3]=+p[c+760>>3];p[(a+280|0)+544>>3]=+p[c+768>>3];p[(a+280|0)+552>>3]=+p[c+776>>3];p[(a+280|0)+560>>3]=+p[c+784>>3];p[(a+280|0)+568>>3]=+p[c+792>>3];p[(a+280|0)+576>>3]=+p[c+800>>3];p[(a+280|0)+584>>3]=+p[c+808>>3];p[(a+280|0)+592>>3]=+p[c+816>>3];p[(a+280|0)+600>>3]=+p[c+824>>3];p[(a+280|0)+608>>3]=+p[c+832>>3];p[(a+280|0)+616>>3]=+p[c+840>>3];p[(a+280|0)+624>>3]=+p[c+848>>3];p[(a+280|0)+632>>3]=+p[c+856>>3];p[(a+280|0)+640>>3]=+p[c+864>>3];p[(a+280|0)+648>>3]=+p[c+872>>3];p[(a+280|0)+656>>3]=+p[c+880>>3];p[(a+280|0)+664>>3]=+p[c+888>>3];p[(a+280|0)+672>>3]=+p[c+896>>3];p[(a+280|0)+680>>3]=+p[c+904>>3];p[(a+280|0)+688>>3]=+p[c+912>>3];f[(a+280|0)+696>>2]=f[c+920>>2];f[(a+280|0)+700>>2]=f[c+924>>2];f[(a+280|0)+704>>2]=f[c+928>>2];f[(a+280|0)+708>>2]=f[c+932>>2];f[(a+280|0)+712>>2]=f[c+936>>2];f[(a+280|0)+716>>2]=f[c+940>>2];f[(a+280|0)+720>>2]=f[c+944>>2];f[(a+280|0)+724>>2]=f[c+948>>2];f[(a+280|0)+728>>2]=f[c+952>>2];f[((a+280|0)+732|0)>>2]=f[(c+956|0)>>2];f[((a+280|0)+732|0)+4>>2]=f[(c+956|0)+4>>2];f[((a+280|0)+732|0)+8>>2]=f[(c+956|0)+8>>2];b[((a+280|0)+732|0)+12>>0]=b[(c+956|0)+12>>0]|0;Fgb(a+152|0,a+64|0,a+40|0);UAa(a+280|0,a+152|0);H=(o|1)<<24>>24==3?4:o;N=f[(f[(R+60|0)>>2]|0)+1912>>2]|0;O=Rhb(N,H,a+280|0,0,l,0,P)|0;n[(a+152|0)>>2]=0.0;n[(a+1168|0)>>2]=0.0;Q8a(R,a+88|0,a+8|0,a+152|0,a+1168|0);Bdb((f[(f[(R+60|0)>>2]|0)+1912>>2]|0)+840|0,0,H,N+324|0,a+280|0,a+8|0,+n[(a+152|0)>>2],+n[(a+1168|0)>>2],P,f[(R+108|0)>>2]|0,Q);O=k<<24>>24==0?O:k}}else i=1}if(i)if(1)O=k}}else U=1}b[m>>0]=O<<24>>24!=0&1;if(O<<24>>24==1){N=(j[(R+230|0)>>1]|j[(R+230|0)+2>>1]<<16)&65536;b[m+1>>0]=N>>>16;if(!N){u=a;f[a+2720>>2]=5;break a}}else b[m+1>>0]=1;i=f[(R+60|0)>>2]|0;H=h[(i+77|0)>>0]|h[(i+77|0)+1>>0]<<8;b[(a+1168|0)>>0]=(H&65535)>>>7&1;b[(a+1243|0)>>0]=(H&65535)>>>8&1;b[(a+1242|0)>>0]=(H&65535)>>>9&1;b[(a+1241|0)>>0]=(H&65535)>>>10&1;b[(a+1240|0)>>0]=(H&65535)>>>11&1;g=f[(f[(i+24|0)>>2]|0)+4>>2]|0;f[(a+1160|0)>>2]=0;N=(a+1160|0)+4|0;f[N>>2]=0;do if(((H&65535)>>>8&1)<<24>>24){d=f[i+40>>2]|0;e=f[i+44>>2]|0;if(!e){f[(a+1160|0)>>2]=d;f[N>>2]=e;break}gOb(e);c=f[N>>2]|0;f[(a+1160|0)>>2]=d;f[N>>2]=e;if(c|0)iOb(c)}while(0);E=f[64773]|0;F=f[64775]|0;G=f[64774]|0;H=f[64776]|0;pwb(258928,1,771)|0;I=+n[64765];J=+n[64766];K=+n[64767];M=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);zhb((f[(R+60|0)>>2]|0)+2256|0);D=h[R+225>>0]|0;f[(a+1144|0)>>2]=((D&2)>>>1)+1;f[(a+1144|0)+4>>2]=((D&2)<<1)+4;f[(a+1144|0)+8>>2]=2-(D&1);f[(a+1144|0)+12>>2]=((D&1)<<2^4)+4;f[(a+1108|0)>>2]=R;f[(a+1108|0)+4>>2]=i+24|0;f[(a+1108|0)+8>>2]=a+1160|0;f[(a+1108|0)+12>>2]=a+1144|0;f[(a+1108|0)+16>>2]=a+1168|0;f[(a+1108|0)+20>>2]=a+1243|0;f[(a+1108|0)+24>>2]=a+1242|0;f[(a+1108|0)+28>>2]=a+1240|0;f[(a+1108|0)+32>>2]=a+1241|0;Chb(a+1088|0);do if((j[(R+230|0)>>1]|j[(R+230|0)+2>>1]<<16)&64|0)if(!(qfb((f[(R+60|0)>>2]|0)+3472|0)|0))if((b[(R+226|0)>>0]|0)!=2){z=f[(f[(i+24|0)>>2]|0)+4>>2]|0;d=(f[(R+60|0)>>2]|0)+2256|0;c=uub(z)|0;Bhb(a+280|0,d,c,vub(z)|0);Ehb(a+1088|0,a+280|0)|0;Ghb(a+280|0);z=Hhb(a+1088|0)|0;c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[z>>2]>>2]|0)|0;z=f[(a+1088|0)>>2]|0;A=f[64743]|0;B=f[64744]|0;C=f[64745]|0;D=f[64746]|0;Tvb(258928,0,0,f[z+16>>2]|0,f[z+20>>2]|0)|0;Y=+n[64765];X=+n[64766];W=+n[64767];V=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);R8a(a+1108|0);mwb(258928,Y,X,W,V)|0;Tvb(258928,A,B,C,D)|0;if((c|0)==(d|0)){dwb(258928,c)|0;break}else{ewb(258928,c)|0;fwb(258928,d)|0;break}}while(0);f[(a+1056|0)>>2]=R;f[(a+1056|0)+4>>2]=a+1244|0;f[(a+1056|0)+8>>2]=a+40|0;f[(a+1056|0)+12>>2]=a;f[(a+1056|0)+16>>2]=a+1176|0;f[(a+1056|0)+20>>2]=a+1245|0;f[(a+1056|0)+24>>2]=a+1088|0;f[(a+1056|0)+28>>2]=a+1108|0;if(Gqb((f[(R+60|0)>>2]|0)+2112|0)|0){D=(Gqb((f[(R+60|0)>>2]|0)+2044|0)|0)^1;c=(q|0)!=0;if(c|(b[(R+227|0)>>0]|0)==1|D){S=R+227|0;r=c;T=80}else{tgb((f[(R+60|0)>>2]|0)+2512|0);S8a(a+1056|0)}}else{S=R+227|0;r=(q|0)!=0;T=80}if((T|0)==80){x=f[(R+60|0)>>2]|0;w=f[g+8>>2]|0;v=f[w+16>>2]|0;w=f[w+20>>2]|0;Bhb(a+1032|0,x+2256|0,v,w);y=f[64758]|0;z=f[64759]|0;A=f[64743]|0;B=f[64744]|0;C=f[64745]|0;D=f[64746]|0;xgb(x+2512|0,Hhb(a+1032|0)|0);S8a(a+1056|0);wgb(x+2512|0,i+24|0);if(f[(x+2528|0)>>2]|0)ygb(x+2512|0,x+2528|0,a+1032|0);if(!(Gqb((f[(R+60|0)>>2]|0)+2112|0)|0))Lqb((f[(R+60|0)>>2]|0)+2112|0,a+1176|0,1);if(!(Gqb((f[(R+60|0)>>2]|0)+2044|0)|0))Lqb((f[(R+60|0)>>2]|0)+2044|0,a+1176|0,1);do if(r){ugb(x+2512|0,v,w);ygb(x+2512|0,x+2536|0,a+1032|0);m=f[64770]|0;nwb(258928,0)|0;Vd(1280);o=f[64783]|0;q=f[64784]|0;r=f[64785]|0;s=f[64786]|0;t=b[259211]|0;Jwb(258928,1)|0;kdb((f[(R+60|0)>>2]|0)+112|0);c=f[(R+60|0)>>2]|0;d=f[c+1884>>2]|0;if((d|0)!=(c+1888|0|0)){l=0;do{e=d+24|0;do if(b[d+836>>0]|0){if((f[e>>2]|0)==(f[d+28>>2]|0))break;peb(a+280|0,e);i=f[64743]|0;k=f[64744]|0;e=f[64745]|0;g=f[64746]|0;Tvb(258928,f[(a+280|0)>>2]|0,f[((a+280|0)+4|0)>>2]|0,f[((a+280|0)+8|0)>>2]|0,f[((a+280|0)+12|0)>>2]|0)|0;twb(258928,f[(a+280|0)>>2]|0,f[((a+280|0)+4|0)>>2]|0,f[((a+280|0)+8|0)>>2]|0,f[((a+280|0)+12|0)>>2]|0)|0;if(l)Vd(256);Zdb((f[(R+60|0)>>2]|0)+112|0,0,4,d+840|0,d+40|0,P,f[(R+108|0)>>2]|0,Q);Tvb(258928,i,k,e,g)|0;l=1}while(0);e=f[d+4>>2]|0;do if(!e){e=d+8|0;g=f[e>>2]|0;if((f[g>>2]|0)==(d|0)){d=g;break}do{k=f[e>>2]|0;e=k+8|0;d=f[e>>2]|0}while((f[d>>2]|0)!=(k|0))}else{d=e;while(1){e=f[d>>2]|0;if(!e)break;else d=e}}while(0)}while((d|0)!=(c+1888|0|0));c=f[(R+60|0)>>2]|0}Q=c+189|0;Q=((h[Q>>0]|h[Q+1>>0]<<8)&128)==0;Jwb(258928,t<<24>>24!=0)|0;twb(258928,o,q,r,s)|0;nwb(258928,m)|0;if(Q)break;Bhb(a+280|0,x+2256|0,v,w);xgb(x+2512|0,Hhb(a+280|0)|0);f[(a+152|0)>>2]=0;f[((a+152|0)+4|0)>>2]=0;qgb(x+2548|0,x+2536|0,a+152|0,a+1144|0,x+2256|0,1);c=f[((a+152|0)+4|0)>>2]|0;if(c|0)iOb(c);Ehb(a+1032|0,a+280|0)|0;Ghb(a+280|0)}else vgb(x+2512|0);while(0);Tvb(258928,A,B,C,D)|0;if((y|0)==(z|0))dwb(258928,y)|0;else{ewb(258928,y)|0;fwb(258928,z)|0}if((b[S>>0]|0)==1){S=f[(R+60|0)>>2]|0;if(!(Wgb(S+2260|0,a+1032|0,S+2256|0,heb(S+1916|0)|0)|0))T=111}else T=111;if((T|0)==111)Dfb((f[(R+60|0)>>2]|0)+3452|0,f[(a+1032|0)>>2]|0);Ghb(a+1032|0)}Ahb((f[(R+60|0)>>2]|0)+2256|0);Ghb(a+1088|0);mwb(258928,I,J,K,M)|0;owb(258928,E,F,G,H)|0;c=f[N>>2]|0;if(c|0)iOb(c);u=a;f[a+2720>>2]=5;break a}f[a+1416>>2]=O;f[a+2672>>2]=T;f[a+2688>>2]=U}function zbb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0;C=f[a+1272>>2]|0;v=f[a+1280>>2]|0;B=f[a+1296>>2]|0;s=f[a+1344>>2]|0;i=f[a+1352>>2]|0;z=f[a+1376>>2]|0;e=f[a+1392>>2]|0;q=f[a+1408>>2]|0;D=f[a+1416>>2]|0;r=f[a+1632>>2]|0;c=f[a+1640>>2]|0;A=f[a+1824>>2]|0;y=f[a+2672>>2]|0;E=f[a+2680>>2]|0;if(E){E=0;if(1){o=0;while(1){h=c+24|0;l=c+840|0;_bb(l);if(b[c+836>>0]|0){i=c+28|0;if((f[h>>2]|0)!=(f[i>>2]|0)){peb(a+152|0,h);m=c+40|0;g=JAa(m,f[((a+152|0)+8|0)>>2]|0,f[((a+152|0)+12|0)>>2]|0)|0;n[(a+88|0)>>2]=+p[g>>3];n[((a+88|0)+4|0)>>2]=+p[g+8>>3];n[((a+88|0)+8|0)>>2]=+p[g+16>>3];n[((a+88|0)+12|0)>>2]=+p[g+24>>3];n[((a+88|0)+16|0)>>2]=+p[g+32>>3];n[((a+88|0)+20|0)>>2]=+p[g+40>>3];n[((a+88|0)+24|0)>>2]=+p[g+48>>3];n[((a+88|0)+28|0)>>2]=+p[g+56>>3];n[((a+88|0)+32|0)>>2]=+p[g+64>>3];n[((a+88|0)+36|0)>>2]=+p[g+72>>3];n[((a+88|0)+40|0)>>2]=+p[g+80>>3];n[((a+88|0)+44|0)>>2]=+p[g+88>>3];n[((a+88|0)+48|0)>>2]=+p[g+96>>3];n[((a+88|0)+52|0)>>2]=+p[g+104>>3];n[((a+88|0)+56|0)>>2]=+p[g+112>>3];n[((a+88|0)+60|0)>>2]=+p[g+120>>3];g=c+1344|0;f[(a+280|0)>>2]=a+88|0;f[((a+280|0)+4|0)>>2]=g;if(N8a(a+280|0)|0){f[g>>2]=f[(a+88|0)>>2];f[c+1348>>2]=f[((a+88|0)+4|0)>>2];f[c+1352>>2]=f[((a+88|0)+8|0)>>2];f[c+1356>>2]=f[((a+88|0)+12|0)>>2];f[c+1360>>2]=f[((a+88|0)+16|0)>>2];f[c+1364>>2]=f[((a+88|0)+20|0)>>2];f[c+1368>>2]=f[((a+88|0)+24|0)>>2];f[c+1372>>2]=f[((a+88|0)+28|0)>>2];f[c+1376>>2]=f[((a+88|0)+32|0)>>2];f[c+1380>>2]=f[((a+88|0)+36|0)>>2];f[c+1384>>2]=f[((a+88|0)+40|0)>>2];f[c+1388>>2]=f[((a+88|0)+44|0)>>2];f[c+1392>>2]=f[((a+88|0)+48|0)>>2];f[c+1396>>2]=f[((a+88|0)+52|0)>>2];f[c+1400>>2]=f[((a+88|0)+56|0)>>2];f[c+1404>>2]=f[((a+88|0)+60|0)>>2];k=1}else k=0;g=f[h>>2]|0;h=f[i>>2]|0;if((g|0)!=(h|0))do{i=f[g>>2]|0;eLa(i,k,m,f[((a+152|0)+8|0)>>2]|0,f[((a+152|0)+12|0)>>2]|0);lcb(l,C,i,0,0,7,4196130,0,0,A);g=g+4|0}while((g|0)!=(h|0))}}i=(f[l>>2]|0)+o|0;g=f[c+4>>2]|0;if(!g){g=c+8|0;h=f[g>>2]|0;if((f[h>>2]|0)==(c|0))c=h;else do{o=f[g>>2]|0;g=o+8|0;c=f[g>>2]|0}while((f[c>>2]|0)!=(o|0))}else{c=g;while(1){g=f[c>>2]|0;if(!g)break;else c=g}}if((c|0)==(r+1888|0|0))break;else o=i}}else E=1}h=q>>>0>i>>>0?q-i|0:1;c=b[(C+226|0)>>0]|0;if(c<<24>>24==3)y=26;else if((b[C+229>>0]|0)==1)if(Yub()|0)if(avb()|0)y=26;else t=0;else t=0;else t=0;if((y|0)==26){t=f[(C+60|0)>>2]|0;t=(f[t+1896>>2]|0)==(f[t+1900>>2]|0)}l=f[(C+60|0)>>2]|0;l=Rhb(l+1048|0,v,l+224|0,s,h,v<<24>>24==0?0:c<<24>>24==2?2:(t^1)&1,A)|0;g=f[(C+60|0)>>2]|0;Zdb(g,c<<24>>24==2&1,v,g+1372|0,g+224|0,A,f[(C+108|0)>>2]|0,B);g=f[(C+60|0)>>2]|0;k=f[g+1372>>2]|0;k=h-(k>>>0<h>>>0?k:h)|0;c=f[g+1896>>2]|0;h=f[g+1900>>2]|0;a:do if((c|0)!=(h|0))while(1){y=Ohb(g+1048|0,f[c+112>>2]|0)|0;Zdb(c,0,v,y,(f[(C+60|0)>>2]|0)+224|0,A,f[(C+108|0)>>2]|0,B);c=c+120|0;if((c|0)==(h|0))break a;g=f[(C+60|0)>>2]|0}while(0);p[(a+88|0)>>3]=1.0;p[(a+88|0)+8>>3]=1.0;p[(a+88|0)+16>>3]=1.0;c=(a+88|0)+24|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;f[(a+8|0)+12>>2]=0;f[(a+8|0)+16>>2]=0;f[(a+8|0)+20>>2]=0;f[(a+8|0)+24>>2]=0;f[(a+8|0)+28>>2]=0;c=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;if(!(c&2048)){w=c;y=35}else if((b[(C+226|0)>>0]|0)==2){w=c;y=35}else{y=f[(C+60|0)>>2]|0;if((f[y+1896>>2]|0)==(f[y+1900>>2]|0))if(sSa(f[(C+64|0)>>2]|0)|0){w=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;y=35}else{u=C+64|0;y=39}else{w=c;y=35}}if((y|0)==35)if(w&1024|0)if((b[(C+226|0)>>0]|0)!=2){w=f[(C+60|0)>>2]|0;if((f[w+1896>>2]|0)==(f[w+1900>>2]|0))if(!(sSa(f[(C+64|0)>>2]|0)|0)){u=C+64|0;y=39}}if((y|0)==39){CEa(f[u>>2]|0,a+88|0)|0;O8a(C,a+88|0,a+64|0,a+40|0);I=+p[(a+40|0)>>3];H=+p[(a+40|0)+8>>3];G=+p[(a+40|0)+16>>3];F=-(I*+p[(a+64|0)>>3]+(H*+p[(a+64|0)+8>>3]+G*+p[(a+64|0)+16>>3]));p[(a+8|0)>>3]=I;p[((a+8|0)+8|0)>>3]=H;p[((a+8|0)+16|0)>>3]=G;p[((a+8|0)+24|0)>>3]=F}b[(a+1245|0)>>0]=0;if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&2048))y=54;else if((b[(C+226|0)>>0]|0)==2)y=54;else{w=f[(C+60|0)>>2]|0;if((f[w+1896>>2]|0)==(f[w+1900>>2]|0))if(sSa(f[C+64>>2]|0)|0)y=54;else{do if(!k){c=1;e=0}else{if(!(v<<24>>24))if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&4096)){c=1;e=k;break}z=P8a(C,a+88|0,a+64|0,a+40|0)|0;c=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;if(z){d[(C+230|0)>>1]=c|16384;d[(C+230|0)+2>>1]=(c|16384)>>>16;c=c|16384}e=c&16384|0?1:4;g=f[(f[(C+60|0)>>2]|0)+1908>>2]|0;c=Rhb(g,e,g+1e3|0,0,k,0,A)|0;if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&16384)){if(f[(g+324|0)>>2]|0)y=51}else y=51;if((y|0)==51)b[(a+1245|0)>>0]=1;u=f[C+368>>2]|0;v=f[64743]|0;w=f[64744]|0;x=f[64745]|0;z=f[64746]|0;Tvb(258928,0,0,u,u)|0;Zdb((f[(f[(C+60|0)>>2]|0)+1908>>2]|0)+840|0,0,e,g+324|0,g+1e3|0,A,f[(C+108|0)>>2]|0,B);e=(j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&-16385;d[(C+230|0)>>1]=e;d[(C+230|0)+2>>1]=e>>>16;e=f[(g+324|0)>>2]|0;Tvb(258928,v,w,x,z)|0;e=k-(e>>>0<k>>>0?e:k)|0}while(0);z=l<<24>>24==0?c:l;x=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16}else y=54}if((y|0)==54){Qgb((f[(C+60|0)>>2]|0)+3624|0);x=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16|24576;d[(C+230|0)>>1]=x;d[(C+230|0)+2>>1]=x>>>16;z=l;e=k}b[(a+1244|0)>>0]=0;c=1;if(c){c=0;if(!(x&1024))D=z;else c=1}f[a+1352>>2]=i;f[a+1376>>2]=z;f[a+1392>>2]=e;f[a+1416>>2]=D;f[a+2672>>2]=y;f[a+2680>>2]=E;f[a+2688>>2]=c}
+function PBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0,v=0,w=0.0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0,S=0,T=0;R=0;S=u;u=u+2048|0;Vib(S+152|0,f[a>>2]|0,0,c,S+192|0);w=+p[(S+192|0)>>3];z=+p[(S+192|0)+8>>3];A=+p[(S+192|0)+16>>3];B=+p[(S+192|0)+32>>3];C=+p[(S+192|0)+40>>3];D=+p[(S+192|0)+48>>3];E=+p[(S+192|0)+64>>3];F=+p[(S+192|0)+72>>3];G=+p[(S+192|0)+80>>3];H=1.0/(w*(C*G-D*F)+(A*(B*F-C*E)+z*(D*E-B*G)));I=(C*G-D*F)*H;J=(D*E-B*G)*H;K=(B*F-C*E)*H;M=+p[(S+192|0)+96>>3];N=+p[(S+192|0)+104>>3];O=+p[(S+192|0)+112>>3];P=-(N*((w*G-A*E)*H))-M*((A*F-z*G)*H)-O*((z*E-w*F)*H);Q=-(N*((A*B-w*D)*H))-M*((z*D-A*C)*H)-O*((w*C-z*B)*H);d=(f[c+4>>2]|0)+44|0;jEa(S+424|0,f[d>>2]|0);b[(S+508|0)>>0]=(f[(f[d>>2]|0)+52>>2]|0)>>>16&1;d=f[(a+1064|0)>>2]|0;v=f[(a+1068|0)>>2]|0;if((d|0)!=(v|0)){x=(S+368|0)+4|0;y=(S+368|0)+8|0;do{e=f[d>>2]|0;t=f[d+4>>2]|0;a:do if((e|0)!=(t|0)){i=+p[(S+152|0)>>3];j=+p[((S+152|0)+8|0)>>3];k=+p[((S+152|0)+16|0)>>3];l=+p[((S+152|0)+24|0)>>3];g=2;h=e;do{s=+p[h+24>>3]+(i*+p[h>>3]+(j*+p[h+8>>3]+k*+p[h+16>>3]));r=!(s*s>=l)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;h=h+32|0}while((h|0)!=(t|0));if((g|0)==1)while(1){m=+p[e>>3];g=e+8|0;o=+p[g>>3];h=e+16|0;q=+p[h>>3];r=e+24|0;s=+p[r>>3];k=s+(m*i+(o*j+q*k));if(!(k*k>=l)){p[(S+48|0)>>3]=m;p[((S+48|0)+8|0)>>3]=o;p[((S+48|0)+16|0)>>3]=q;p[((S+48|0)+24|0)>>3]=s;p[((S+48|0)+32|0)>>3]=m*-s;p[((S+48|0)+40|0)>>3]=o*-s;p[((S+48|0)+48|0)>>3]=q*-s;l=!(o*o+q*q+0.0>=.001)?-q:0.0;k=!(o*o+q*q+0.0>=.001)?0.0:q;j=!(o*o+q*q+0.0>=.001)?m:-o;s=+L(+(l*l+(k*k+j*j)));p[((S+48|0)+56|0)>>3]=l/s;p[((S+48|0)+64|0)>>3]=k/s;p[((S+48|0)+72|0)>>3]=j/s;p[((S+48|0)+80|0)>>3]=o*(j/s)-q*(k/s);p[((S+48|0)+88|0)>>3]=q*(l/s)-m*(j/s);p[((S+48|0)+96|0)>>3]=m*(k/s)-o*(l/s);rEa(S+408|0,S+424|0);T=uEa(S+408|0)|0;f[(S+384|0)>>2]=S+408|0;f[((S+384|0)+4|0)>>2]=a;f[((S+384|0)+8|0)>>2]=S+192|0;f[((S+384|0)+12|0)>>2]=e;f[((S+384|0)+16|0)>>2]=S+48|0;f[((S+384|0)+20|0)>>2]=S+508|0;b:do if(T)while(1){T=wEa(S+408|0)|0;m=+n[T+4>>2];q=+n[T+8>>2];l=+n[T+12>>2];o=+n[T+16>>2];k=+n[T+20>>2];p[S>>3]=+n[T>>2];p[(S+8|0)>>3]=m;p[(S+16|0)>>3]=q;p[(S+24|0)>>3]=l;p[(S+32|0)>>3]=o;p[(S+40|0)>>3]=k;UBa(S+320|0,S,S+192|0);k=+p[(S+320|0)>>3];o=(+p[((S+320|0)+24|0)>>3]-k)*.5;l=+p[((S+320|0)+8|0)>>3];q=(+p[((S+320|0)+32|0)>>3]-l)*.5;m=+p[((S+320|0)+16|0)>>3];s=(+p[((S+320|0)+40|0)>>3]-m)*.5;m=+p[r>>3]+((k+o)*+p[e>>3]+((l+q)*+p[g>>3]+(m+s)*+p[h>>3]));if(!(m*m>=o*o+(q*q+s*s)))TBa(S+384|0);if(!(uEa(S+408|0)|0))break b;vEa(S+408|0)}else TBa(S+384|0);while(0);n[S>>2]=+p[e>>3];n[(S+4|0)>>2]=+p[g>>3];n[(S+8|0)>>2]=+p[h>>3];VBa(a,S,S+48|0);g=f[(a+1064|0)>>2]|0;if(((f[(a+1068|0)>>2]|0)-g|0)==16){if(((f[g+4>>2]|0)-(f[g>>2]|0)|0)!=32)R=29}else R=29;if((R|0)==29){R=0;WBa(a,d);XBa(a,e,d)}o=+n[S>>2];q=+n[(S+4|0)>>2];s=+n[(S+8|0)>>2];n[(S+368|0)>>2]=o*w+q*z+s*A;n[x>>2]=o*B+q*C+s*D;n[y>>2]=o*E+q*F+s*G;r=f[(a+1144|0)>>2]|0;T=(f[(a+1148|0)>>2]|0)-r|0;f[S+528>>2]=a;n[S+688>>2]=w;f[S+696>>2]=x;f[S+704>>2]=y;n[S+712>>2]=z;n[S+720>>2]=A;n[S+768>>2]=B;n[S+816>>2]=C;n[S+864>>2]=D;n[S+936>>2]=E;n[S+952>>2]=F;n[S+1008>>2]=G;f[S+1112>>2]=r;f[S+1120>>2]=T;n[S+1360>>2]=H;n[S+1368>>2]=I;n[S+1392>>2]=J;n[S+1464>>2]=K;n[S+1920>>2]=M;n[S+1928>>2]=N;n[S+1936>>2]=O;n[S+1944>>2]=P;n[S+1952>>2]=Q;f[S+1976>>2]=R;f[S+1984>>2]=0;f[S+1988>>2]=0;gFa(S);R=f[S+1976>>2]|0}e=e+32|0;if((e|0)==(t|0))break a;i=+p[(S+152|0)>>3];j=+p[((S+152|0)+8|0)>>3];k=+p[((S+152|0)+16|0)>>3];l=+p[((S+152|0)+24|0)>>3]}}while(0);d=d+16|0}while((d|0)!=(v|0))}QBa(a,c);d=f[(S+424|0)+60>>2]|0;if(d|0)RBa(d,(S+424|0)+48|0);d=f[((S+424|0)+48|0)>>2]|0;if(d|0){e=f[((S+424|0)+52|0)>>2]|0;if((e|0)!=(d|0))f[((S+424|0)+52|0)>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}d=f[(S+424|0)+44>>2]|0;if(d|0)SBa(d,(S+424|0)+32|0);d=f[((S+424|0)+32|0)>>2]|0;if(!d){u=S;return}e=f[((S+424|0)+36|0)>>2]|0;if((e|0)!=(d|0))f[((S+424|0)+36|0)>>2]=e+(~((e+-2-d|0)>>>1)<<1);sOb(d);u=S;return}function QBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;if(!(f[a+12>>2]|0)){c=f[a+1216>>2]|0;d=a+1220|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2)}if(!(f[a+4>>2]|0)){c=f[a+1204>>2]|0;d=a+1208|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2)}q=a+1216|0;r=a+1220|0;if((f[q>>2]|0)==(f[r>>2]|0))if((f[a+1204>>2]|0)==(f[a+1208>>2]|0)){u=w;return}s=a+1204|0;LDa(v,f[a>>2]|0,b,q,s);jJa(b,v);U8a(AQa(f[a>>2]|0)|0,b,0,0);p=a+1340|0;j=b;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+1344|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m){c=0;t=25}else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(!d)t=25;else{if(e)while(1){d=f[d>>2]|0;if(!d){t=25;break a}e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0))){t=25;break a}if((f[d+8>>2]|0)==(b|0))break a}do{d=f[d>>2]|0;if(!d){t=25;break a}e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0)){t=25;break a}}}while((f[d+8>>2]|0)!=(b|0))}}while(0);if((t|0)==25){b=pOb(12)|0;f[b+8>>2]=j;f[b+4>>2]=o;f[b>>2]=0;i=a+1352|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[a+1356>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+1348|0;f[b>>2]=f[c>>2];f[c>>2]=b;f[d>>2]=c;c=f[b>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;t=38}}else{f[b>>2]=f[c>>2];t=38}if((t|0)==38)f[c>>2]=b;f[i>>2]=(f[i>>2]|0)+1}c=f[q>>2]|0;d=f[r>>2]|0;if((d|0)!=(c|0))f[r>>2]=d+(~((d+-4-c|0)>>>2)<<2);e=f[s>>2]|0;c=a+1208|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);c=f[v+4>>2]|0;if(c|0)iOb(c);u=w;return}function RBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257280]|0))if(MPb(257280)|0){f[64647]=0;f[64648]=0;f[64649]=0}a=f[64648]|0;if(a>>>0<(f[64649]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64648]=a+12;return}else{VCa(258588,c);return}}function SBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-2-a|0)>>>1)<<1);if(!(b[257272]|0))if(MPb(257272)|0){f[64644]=0;f[64645]=0;f[64646]=0}a=f[64645]|0;if(a>>>0<(f[64646]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64645]=a+12;return}else{UCa(258576,c);return}}function TBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0.0,O=0.0,P=0,Q=0.0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0;E=u;u=u+80|0;n=E;C=f[a+4>>2]|0;D=C+1076|0;nEa(f[a>>2]|0,D);c=f[D>>2]|0;B=(f[C+1080>>2]|0)-c|0;o=(B|0)/24|0;if(!B){u=E;return}q=n+8|0;r=n+16|0;s=n+24|0;t=n+32|0;v=n+40|0;w=n+48|0;x=n+56|0;y=n+64|0;z=a+8|0;A=a+12|0;B=a+16|0;d=a+20|0;e=n+8|0;g=n+16|0;h=n+24|0;i=n+32|0;j=n+40|0;k=n+48|0;l=n+56|0;m=n+64|0;a=0;while(1){aa=+p[c+(a*24|0)>>3];p[n>>3]=aa;$=+p[c+(a*24|0)+8>>3];p[q>>3]=$;_=+p[c+(a*24|0)+16>>3];p[r>>3]=_;M=a+1|0;Y=+p[c+(M*24|0)>>3];p[s>>3]=Y;W=+p[c+(M*24|0)+8>>3];p[t>>3]=W;V=+p[c+(M*24|0)+16>>3];p[v>>3]=V;M=a+2|0;L=+p[c+(M*24|0)>>3];p[w>>3]=L;K=+p[c+(M*24|0)+8>>3];p[x>>3]=K;I=+p[c+(M*24|0)+16>>3];p[y>>3]=I;M=f[z>>2]|0;c=M+32|0;X=+p[c>>3];J=+p[M+64>>3];S=M+8|0;R=M+40|0;U=+p[R>>3];Q=+p[M+72>>3];P=M+16|0;O=+p[M+48>>3];N=+p[M+80>>3];H=+p[M+96>>3];G=+p[M+104>>3];Z=aa*+p[S>>3]+$*U+_*Q+G;F=+p[M+112>>3];T=aa*+p[P>>3]+$*O+_*N+F;p[n>>3]=+p[M>>3]*aa+X*$+J*_+H;p[e>>3]=Z;p[g>>3]=T;U=Y*+p[S>>3]+W*U+V*Q+G;T=Y*+p[P>>3]+W*O+V*N+F;p[h>>3]=+p[M>>3]*Y+X*W+J*V+H;p[i>>3]=U;p[j>>3]=T;G=L*+p[S>>3]+K*+p[R>>3]+I*Q+G;F=L*+p[P>>3]+K*O+I*N+F;p[k>>3]=+p[M>>3]*L+ +p[c>>3]*K+J*I+H;p[l>>3]=G;p[m>>3]=F;OCa(C,f[A>>2]|0,f[B>>2]|0,n,(b[f[d>>2]>>0]|0)!=0);a=a+3|0;if(a>>>0>=o>>>0)break;c=f[D>>2]|0}u=E;return}function UBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0.0;G=u;u=u+240|0;e=G+40|0;C=G;J=+p[b>>3];K=+p[b+8>>3];d=+p[b+16>>3];p[e>>3]=J;D=e+8|0;p[D>>3]=K;E=e+16|0;p[E>>3]=d;I=+p[b+24>>3];p[e+24>>3]=I;p[e+32>>3]=K;p[e+40>>3]=d;H=+p[b+32>>3];p[e+48>>3]=J;p[e+56>>3]=H;p[e+64>>3]=d;p[e+72>>3]=I;p[e+80>>3]=H;p[e+88>>3]=d;d=+p[b+40>>3];p[e+96>>3]=J;p[e+104>>3]=K;p[e+112>>3]=d;p[e+120>>3]=I;p[e+128>>3]=K;p[e+136>>3]=d;p[e+144>>3]=J;p[e+152>>3]=H;p[e+160>>3]=d;p[e+168>>3]=I;p[e+176>>3]=H;p[e+184>>3]=d;g=e+192|0;h=c+32|0;i=c+64|0;j=c+8|0;k=c+40|0;l=c+72|0;m=c+16|0;n=c+48|0;o=c+80|0;q=c+24|0;r=c+56|0;s=c+88|0;t=C+8|0;v=C+16|0;w=C+24|0;x=c+96|0;y=c+104|0;z=c+112|0;A=c+120|0;B=C+32|0;b=e;do{N=+p[b>>3];M=b+8|0;d=+p[M>>3];L=b+16|0;J=+p[L>>3];K=N*+p[j>>3]+d*+p[k>>3]+J*+p[l>>3];H=N*+p[m>>3]+d*+p[n>>3]+J*+p[o>>3];I=N*+p[q>>3]+d*+p[r>>3]+J*+p[s>>3];J=+p[c>>3]*N+ +p[h>>3]*d+ +p[i>>3]*J+ +p[x>>3];p[C>>3]=J;K=K+ +p[y>>3];p[t>>3]=K;p[v>>3]=H+ +p[z>>3];p[w>>3]=I+ +p[A>>3];f[B>>2]=0;p[b>>3]=J;p[M>>3]=K;p[L>>3]=+p[v>>3];b=b+24|0}while((b|0)!=(g|0));l=e+168|0;m=a+24|0;K=+p[e>>3];p[m>>3]=K;N=+p[D>>3];k=a+32|0;p[k>>3]=N;d=+p[E>>3];h=a+40|0;p[h>>3]=d;p[a>>3]=K;i=a+8|0;p[i>>3]=N;j=a+16|0;b=a;a:while(1){p[b+16>>3]=d;while(1){if((e|0)==(l|0))break a;g=e+24|0;d=+p[g>>3];if(d<+p[a>>3]){b=a;F=7}else if(d>+p[m>>3]){b=m;F=7}if((F|0)==7){F=0;p[b>>3]=d}d=+p[e+32>>3];if(d<+p[i>>3]){b=a;F=10}else if(d>+p[k>>3]){b=m;F=10}if((F|0)==10){F=0;p[b+8>>3]=d}d=+p[e+40>>3];if(d<+p[j>>3]){e=g;b=a;continue a}if(d>+p[h>>3]){e=g;b=m;continue a}else e=g}}u=G;return}function VBa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;t=0;z=u;u=u+2800|0;if((f[(a+1120|0)>>2]|0)==(f[a+1124>>2]|0)){u=z;return}e=(f[a+1092>>2]|0)-(f[a+1088>>2]|0)>>4;if(e>>>0<3){u=z;return}aBa(z+304|0,f[64606]|0);y=(z+304|0)+4|0;h=f[y>>2]|0;i=f[(z+304|0)>>2]|0;f[z+432>>2]=a;f[z+640>>2]=j;f[z+872>>2]=k;f[z+880>>2]=w;f[z+888>>2]=v;f[z+976>>2]=x;f[z+1112>>2]=e;f[z+1168>>2]=y;f[z+1200>>2]=h;f[z+1224>>2]=i;f[z+1296>>2]=l;f[z+1304>>2]=m;f[z+1312>>2]=o;f[z+1320>>2]=q;f[z+1328>>2]=r;f[z+1336>>2]=s;f[z+2664>>2]=t;f[z+2680>>2]=0;f[z+2684>>2]=0;iFa(z);j=f[z+640>>2]|0;k=f[z+872>>2]|0;w=f[z+880>>2]|0;v=f[z+888>>2]|0;x=f[z+976>>2]|0;l=f[z+1296>>2]|0;m=f[z+1304>>2]|0;o=f[z+1312>>2]|0;q=f[z+1320>>2]|0;r=f[z+1328>>2]|0;s=f[z+1336>>2]|0;t=f[z+2664>>2]|0;a:do if((f[k>>2]|0)!=1){b:while(1){aBa(z+320|0,f[64606]|0);fCa((z+320|0)+16|0,f[64606]|0);aBa(z+32|0,f[64606]|0);g=(f[k>>2]|0)-(f[l>>2]|0)|0;h=f[m>>2]|0;i=f[(z+32|0)>>2]|0;if(g>>>0>h-i>>2>>>0){eCa(z+32|0,g-(h-i>>2)|0);e=f[(z+32|0)>>2]|0;h=f[m>>2]|0}else if(g>>>0<h-i>>2>>>0)if((i+(g<<2)|0|0)==(h|0))e=i;else{f[m>>2]=h+(~((h+-4-(i+(g<<2)|0)|0)>>>2)<<2)|0;e=i;h=h+(~((h+-4-(i+(g<<2)|0)|0)>>>2)<<2)|0}else e=i;if((e|0)!=(h|0)){g=f[l>>2]|0;while(1){f[e>>2]=g;e=e+4|0;if((e|0)==(h|0))break;else g=g+1|0}}mCa(z,z+132|0,z+32|0);e=f[o>>2]|0;if(e|0)tBa(e,z+320|0);e=f[(z+320|0)>>2]|0;if(e|0){g=f[j>>2]|0;if((g|0)!=(e|0))f[j>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);f[((z+320|0)+8|0)>>2]=0;f[j>>2]=0;f[(z+320|0)>>2]=0}f[(z+320|0)>>2]=f[z>>2];f[j>>2]=f[(z+4|0)>>2];f[((z+320|0)+8|0)>>2]=f[(z+8|0)>>2];f[(z+8|0)>>2]=0;f[(z+4|0)>>2]=0;f[z>>2]=0;f[o>>2]=f[(z+12|0)>>2];f[(z+12|0)>>2]=0;nCa((z+320|0)+16|0,z+16|0);oCa(z+16|0);e=f[(z+12|0)>>2]|0;if(e|0)tBa(e,z);e=f[z>>2]|0;if(e|0){g=f[(z+4|0)>>2]|0;if((g|0)!=(e|0))f[(z+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}f[(z+352|0)>>2]=z+320|0;f[((z+352|0)+4|0)>>2]=(z+320|0)+16|0;f[((z+352|0)+8|0)>>2]=0;aBa((z+352|0)+12|0,f[64606]|0);e=f[64606]|0;do if(!(b[257240]|0)){if(!(MPb(257240)|0))break;f[64632]=0;f[64633]=0;f[64634]=0}while(0);i=f[64633]|0;f[z+640>>2]=j;f[z+872>>2]=k;f[z+880>>2]=w;f[z+888>>2]=v;f[z+1296>>2]=l;f[z+1304>>2]=m;f[z+1312>>2]=o;f[z+1320>>2]=q;f[z+1328>>2]=r;f[z+1336>>2]=s;f[z+1440>>2]=e;f[z+1448>>2]=i;f[z+2664>>2]=t;f[z+2672>>2]=0;f[z+2676>>2]=0;hFa(z);t=f[z+2664>>2]|0;G=f[z+2672>>2]|0;D=f[z+2676>>2]|0;H=+n[z+2676>>2];f[z+2672>>2]=0;f[z+2676>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 6:break a}}if((t|0)==117)AMb(q);else if((t|0)==120)vd();else if((t|0)==145)AMb(258528);else if((t|0)==148)vd()}while(0);f[(z+240|0)>>2]=f[((z+132|0)+88|0)>>2];f[((z+240|0)+4|0)>>2]=f[((z+132|0)+92|0)>>2];f[(z+240|0)+8>>2]=f[((z+132|0)+96|0)>>2];f[((z+132|0)+96|0)>>2]=0;f[((z+132|0)+92|0)>>2]=0;f[((z+132|0)+88|0)>>2]=0;f[(z+240|0)+12>>2]=f[((z+132|0)+100|0)>>2];f[((z+132|0)+100|0)>>2]=0;oCa((z+132|0)+88|0);e=f[(z+132|0)+84>>2]|0;if(e|0)tBa(e,(z+132|0)+72|0);e=f[((z+132|0)+72|0)>>2]|0;if(e|0){g=f[((z+132|0)+76|0)>>2]|0;if((g|0)!=(e|0))f[((z+132|0)+76|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[((z+132|0)+68|0)>>2]|0;if(e|0)rCa(e,v);e=f[v>>2]|0;if(e|0)sOb(e);e=f[(z+132|0)+52>>2]|0;if(e|0)sCa(e,w);e=f[w>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0)){do{i=g+-24|0;f[x>>2]=i;h=f[g+-4>>2]|0;if(h|0)jCa(h,i);g=f[g+-16>>2]|0;if(g|0)do{v=g;g=f[g>>2]|0;sOb(v)}while((g|0)!=0);g=f[i>>2]|0;f[i>>2]=0;if(g|0)sOb(g);g=f[x>>2]|0}while((g|0)!=(e|0));e=f[w>>2]|0}sOb(e)}oCa((z+132|0)+16|0);e=f[((z+132|0)+12|0)>>2]|0;if(e|0)tBa(e,z+132|0);e=f[(z+132|0)>>2]|0;if(e|0){g=f[((z+132|0)+4|0)>>2]|0;if((g|0)!=(e|0))f[((z+132|0)+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}f[(z+32|0)>>2]=-1;WAa((z+32|0)+4|0,f[64605]|0);$Aa((z+32|0)+20|0,f[64607]|0);aBa((z+32|0)+36|0,f[64607]|0);bBa((z+32|0)+52|0,f[64607]|0);cBa((z+32|0)+68|0,f[64607]|0);dBa((z+32|0)+84|0,f[64607]|0);e=f[(z+240|0)>>2]|0;l=f[((z+240|0)+4|0)>>2]|0;if((e|0)!=(l|0))do{j=f[e>>2]|0;k=(f[e+4>>2]|0)-j>>2;g=f[(a+1132|0)>>2]|0;h=f[(a+1136|0)>>2]|0;if((h|0)==(g|0))i=g;else{f[(a+1136|0)>>2]=h+(~((h+-16-g|0)>>>4)<<4)|0;i=h+(~((h+-16-g|0)>>>4)<<4)|0}if(!(k+-1|0))g=i;else{g=0;h=j;j=i;while(1){h=f[h+(g<<2)>>2]|0;i=f[(a+1088|0)>>2]|0;if((j|0)==(f[(a+1140|0)>>2]|0))iBa(a+1132|0,i+(h<<4)|0);else{p[j>>3]=+p[(i+(h<<4)|0)>>3];p[j+8>>3]=+p[i+(h<<4)+8>>3];f[(a+1136|0)>>2]=j+16}g=g+1|0;if((g|0)==(k+-1|0|0))break;h=f[e>>2]|0;j=f[(a+1136|0)>>2]|0}g=f[(a+1136|0)>>2]|0}eBa(z+32|0,g+(1-k<<4)|0,k+-1|0);e=e+16|0}while((e|0)!=(l|0));e=f[((z+32|0)+68|0)>>2]|0;g=f[((z+32|0)+72|0)>>2]|0;if((g|0)!=(e|0))f[((z+32|0)+72|0)>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);i=f[((z+32|0)+84|0)>>2]|0;e=f[((z+32|0)+88|0)>>2]|0;if((e|0)==(i|0))g=i;else{f[((z+32|0)+88|0)>>2]=e+(~((e+-4-i|0)>>>2)<<2)|0;g=e+(~((e+-4-i|0)>>>2)<<2)|0}e=f[(z+32|0)+4>>2]|0;h=f[(z+32|0)+8>>2]|0;if((e|0)==(h|0)){h=i;e=i}else{do{mBa(z+32|0,d,e,0,a+1156|0);e=e+20|0}while((e|0)!=(h|0));e=f[((z+32|0)+84|0)>>2]|0;g=f[((z+32|0)+88|0)>>2]|0;h=e}if((h|0)!=(g|0))h8a(f[((z+32|0)+68|0)>>2]|0,h,g-e>>2,c,2,a+1156|0)|0;vCa(z+32|0);oCa(z+240|0);oCa((z+256|0)+16|0);e=f[((z+256|0)+12|0)>>2]|0;if(e|0)tBa(e,z+256|0);e=f[(z+256|0)>>2]|0;if(e|0){g=f[((z+256|0)+4|0)>>2]|0;if((g|0)!=(e|0))f[((z+256|0)+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}oCa(z+288|0);e=f[((z+304|0)+12|0)>>2]|0;if(e|0)tBa(e,z+304|0);e=f[(z+304|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}u=z;return}function WBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+112|0;h=s+108|0;n=s;o=s+104|0;p=s+100|0;q=s+96|0;r=a+1168|0;c=f[a+1064>>2]|0;j=f[a+1068>>2]|0;if((c|0)==(j|0)){u=s;return}k=a+1144|0;l=a+1148|0;i=a+1152|0;m=a+1172|0;e=a+1176|0;g=b+4|0;a=f[k>>2]|0;d=f[l>>2]|0;do{t=d-a|0;d=a+(((t|0)/24|0)*24|0)|0;a:do if(t|0){if((c|0)!=(b|0))while(1){t=dCa(c,a,n)|0;f[q>>2]=f[m>>2];f[h>>2]=f[q>>2];YBa(r,h,n,n+((t<<1)*24|0)|0)|0;a=a+48|0;if((a|0)==(d|0))break a}do do if(((f[g>>2]|0)-(f[b>>2]|0)|0)==32){f[o>>2]=f[m>>2];t=a+48|0;f[h>>2]=f[o>>2];YBa(r,h,a,t)|0;a=t}else if(zib(b,a)|0){f[p>>2]=f[m>>2];t=a+48|0;f[h>>2]=f[p>>2];YBa(r,h,a,t)|0;a=t;break}else{a=a+48|0;break}while(0);while((a|0)!=(d|0))}while(0);a=f[k>>2]|0;if(a|0){d=f[l>>2]|0;if((d|0)!=(a|0))f[l>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);sOb(a);f[i>>2]=0;f[l>>2]=0;f[k>>2]=0}a=f[r>>2]|0;f[k>>2]=a;d=f[m>>2]|0;f[l>>2]=d;f[i>>2]=f[e>>2];f[e>>2]=0;f[m>>2]=0;f[r>>2]=0;c=c+16|0}while((c|0)!=(j|0));u=s;return}function XBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+400|0;j=A+388|0;i=A+384|0;h=A+380|0;s=A;t=A+376|0;v=A+372|0;w=A+368|0;x=A+364|0;y=A+360|0;z=a+1180|0;l=a+1192|0;d=f[a+1064>>2]|0;m=f[a+1068>>2]|0;if((d|0)==(m|0)){u=A;return}n=a+1156|0;o=a+1160|0;k=a+1164|0;p=a+1184|0;q=a+1188|0;r=c+4|0;g=a+1196|0;a=f[n>>2]|0;e=f[o>>2]|0;do{B=e-a|0;e=a+(((B|0)/24|0)*24|0)|0;a:do if(B|0){if((d|0)!=(c|0))while(1){_Ba(d,a,b,l,1);f[w>>2]=f[p>>2];f[x>>2]=f[l>>2];f[y>>2]=f[g>>2];f[h>>2]=f[w>>2];f[i>>2]=f[x>>2];f[j>>2]=f[y>>2];$Ba(z,h,i,j)|0;a=a+72|0;if((a|0)==(e|0))break a}do if(((f[r>>2]|0)-(f[c>>2]|0)|0)==32){f[t>>2]=f[p>>2];B=a+72|0;f[j>>2]=f[t>>2];ZBa(z,j,a,B)|0;a=B}else{B=Aib(c,a,b,s)|0;f[v>>2]=f[p>>2];f[j>>2]=f[v>>2];YBa(z,j,s,s+(B*24|0)|0)|0;a=a+72|0}while((a|0)!=(e|0))}while(0);a=f[n>>2]|0;if(a|0){e=f[o>>2]|0;if((e|0)!=(a|0))f[o>>2]=e+(~(((e+-24-a|0)>>>0)/24|0)*24|0);sOb(a);f[k>>2]=0;f[o>>2]=0;f[n>>2]=0}a=f[z>>2]|0;f[n>>2]=a;e=f[p>>2]|0;f[o>>2]=e;f[k>>2]=f[q>>2];f[q>>2]=0;f[p>>2]=0;f[z>>2]=0;d=d+16|0}while((d|0)!=(m|0));u=A;return}function YBa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0;m=f[a>>2]|0;h=m;k=(f[b>>2]|0)-h|0;b=m+(((k|0)/24|0)*24|0)|0;o=d-c|0;j=(o|0)/24|0;if((o|0)<=0){o=b;return o|0}l=a+8|0;g=f[l>>2]|0;o=a+4|0;n=f[o>>2]|0;e=n;if((j|0)<=((g-e|0)/24|0|0)){i=e-b|0;e=(i|0)/24|0;if((j|0)>(e|0)){h=c+(e*24|0)|0;if((h|0)==(d|0))e=n;else{g=h;e=n;do{p[e>>3]=+p[g>>3];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];g=g+24|0;e=e+24|0}while((g|0)!=(d|0));f[o>>2]=e}if((i|0)>0)d=h;else{o=b;return o|0}}else e=n;i=e-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<n>>>0){h=g;j=e;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[o>>2]|0)+24|0;f[o>>2]=j}while(h>>>0<n>>>0)}if(i|0)do{n=g;g=g+-24|0;o=e;e=e+-24|0;q=+p[g>>3];p[g>>3]=+p[e>>3];p[e>>3]=q;a=n+-16|0;q=+p[a>>3];m=o+-16|0;p[a>>3]=+p[m>>3];p[m>>3]=q;n=n+-8|0;q=+p[n>>3];o=o+-8|0;p[n>>3]=+p[o>>3];p[o>>3]=q}while((g|0)!=(b|0));if((d|0)==(c|0)){o=b;return o|0}else e=b;while(1){p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(d|0))break;else e=e+24|0}return b|0}e=((e-h|0)/24|0)+j|0;if(e>>>0>178956970)AMb(a);j=(g-h|0)/24|0;g=j<<1;g=j>>>0<89478485?(g>>>0<e>>>0?e:g):178956970;e=(k|0)/24|0;do if(!g)i=0;else if(g>>>0>178956970)vd();else{i=pOb(g*24|0)|0;break}while(0);j=i+(e*24|0)|0;h=i+(g*24|0)|0;if((c|0)==(d|0))e=j;else{e=j;do{p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];e=e+24|0;c=c+24|0}while((c|0)!=(d|0))}if(!k)c=j;else{g=b;c=j;do{k=g;g=g+-24|0;p[c+-24>>3]=+p[g>>3];p[c+-16>>3]=+p[k+-16>>3];p[c+-8>>3]=+p[k+-8>>3];c=c+-24|0}while((g|0)!=(m|0))}if((n|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(n|0));b=e}f[a>>2]=c;f[o>>2]=b;f[l>>2]=h;if(!m){o=j;return o|0}sOb(m);o=j;return o|0}function ZBa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0;m=f[a>>2]|0;h=m;k=(f[b>>2]|0)-h|0;b=m+(((k|0)/24|0)*24|0)|0;o=d-c|0;j=(o|0)/24|0;if((o|0)<=0){o=b;return o|0}l=a+8|0;g=f[l>>2]|0;o=a+4|0;n=f[o>>2]|0;e=n;if((j|0)<=((g-e|0)/24|0|0)){i=e-b|0;e=(i|0)/24|0;if((j|0)>(e|0)){h=c+(e*24|0)|0;if((h|0)==(d|0))e=n;else{g=h;e=n;do{p[e>>3]=+p[g>>3];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];g=g+24|0;e=e+24|0}while((g|0)!=(d|0));f[o>>2]=e}if((i|0)>0)d=h;else{o=b;return o|0}}else e=n;i=e-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<n>>>0){h=g;j=e;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[o>>2]|0)+24|0;f[o>>2]=j}while(h>>>0<n>>>0)}if(i|0)do{n=g;g=g+-24|0;o=e;e=e+-24|0;q=+p[g>>3];p[g>>3]=+p[e>>3];p[e>>3]=q;a=n+-16|0;q=+p[a>>3];m=o+-16|0;p[a>>3]=+p[m>>3];p[m>>3]=q;n=n+-8|0;q=+p[n>>3];o=o+-8|0;p[n>>3]=+p[o>>3];p[o>>3]=q}while((g|0)!=(b|0));if((d|0)==(c|0)){o=b;return o|0}else e=b;while(1){p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(d|0))break;else e=e+24|0}return b|0}e=((e-h|0)/24|0)+j|0;if(e>>>0>178956970)AMb(a);j=(g-h|0)/24|0;g=j<<1;g=j>>>0<89478485?(g>>>0<e>>>0?e:g):178956970;e=(k|0)/24|0;do if(!g)i=0;else if(g>>>0>178956970)vd();else{i=pOb(g*24|0)|0;break}while(0);j=i+(e*24|0)|0;h=i+(g*24|0)|0;if((c|0)==(d|0))e=j;else{e=j;do{p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];e=e+24|0;c=c+24|0}while((c|0)!=(d|0))}if(!k)c=j;else{g=b;c=j;do{k=g;g=g+-24|0;p[c+-24>>3]=+p[g>>3];p[c+-16>>3]=+p[k+-16>>3];p[c+-8>>3]=+p[k+-8>>3];c=c+-24|0}while((g|0)!=(m|0))}if((n|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(n|0));b=e}f[a>>2]=c;f[o>>2]=b;f[l>>2]=h;if(!m){o=j;return o|0}sOb(m);o=j;return o|0}function _Ba(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;if(e){c=f[d>>2]|0;e=d+4|0;g=f[e>>2]|0;if((g|0)==(c|0))k=e;else{f[e>>2]=g+(~(((g+-24-c|0)>>>0)/24|0)*24|0);k=e}}else k=d+4|0;j=f[a>>2]|0;e=j;if(((f[a+4>>2]|0)-j|0)!=32){c=f[k>>2]|0;h=d+8|0;e=f[h>>2]|0;if(c>>>0<e>>>0){p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];g=c+24|0;f[k>>2]=g}else{oBa(d,b);g=f[k>>2]|0;e=f[h>>2]|0}c=b+24|0;if(g>>>0<e>>>0){p[g>>3]=+p[c>>3];p[g+8>>3]=+p[b+32>>3];p[g+16>>3]=+p[b+40>>3];g=g+24|0;f[k>>2]=g}else{oBa(d,c);g=f[k>>2]|0;e=f[h>>2]|0}c=b+48|0;if(g>>>0<e>>>0){p[g>>3]=+p[c>>3];p[g+8>>3]=+p[b+56>>3];p[g+16>>3]=+p[b+64>>3];f[k>>2]=g+24;return}else{oBa(d,c);return}}j=f[k>>2]|0;c=f[d>>2]|0;g=j-c|0;h=(g|0)/24|0;i=c;if(h>>>0<6){aCa(d,6-h|0);e=f[a>>2]|0;c=f[d>>2]|0}else if((g|0)!=144){g=i+144|0;if((g|0)!=(j|0))f[k>>2]=j+(~(((j+-24-g|0)>>>0)/24|0)*24|0)}c=bCa(e,b,c)|0;h=f[k>>2]|0;e=f[d>>2]|0;g=(h-e|0)/24|0;if(c>>>0>g>>>0){aCa(d,c-g|0);return}if(c>>>0>=g>>>0)return;c=e+(c*24|0)|0;if((c|0)==(h|0))return;f[k>>2]=h+(~(((h+-24-c|0)>>>0)/24|0)*24|0);return}function $Ba(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0;n=f[a>>2]|0;h=n;k=(f[b>>2]|0)-h|0;b=n+(((k|0)/24|0)*24|0)|0;c=f[c>>2]|0;e=f[d>>2]|0;q=e-c|0;j=(q|0)/24|0;l=e;if((q|0)<=0){q=b;return q|0}m=a+8|0;g=f[m>>2]|0;q=a+4|0;o=f[q>>2]|0;d=o;if((j|0)<=((g-d|0)/24|0|0)){h=d-b|0;d=(h|0)/24|0;if((j|0)>(d|0)){d=c+(d*24|0)|0;e=d;if((d|0)==(l|0))d=o;else{g=d;d=o;do{p[d>>3]=+p[g>>3];p[d+8>>3]=+p[g+8>>3];p[d+16>>3]=+p[g+16>>3];g=g+24|0;d=d+24|0}while((g|0)!=(l|0));f[q>>2]=d}if((h|0)<=0){q=b;return q|0}}else d=o;i=d-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<o>>>0){h=g;j=d;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[q>>2]|0)+24|0;f[q>>2]=j}while(h>>>0<o>>>0)}if(i|0)do{o=g;g=g+-24|0;q=d;d=d+-24|0;r=+p[g>>3];p[g>>3]=+p[d>>3];p[d>>3]=r;a=o+-16|0;r=+p[a>>3];n=q+-16|0;p[a>>3]=+p[n>>3];p[n>>3]=r;o=o+-8|0;r=+p[o>>3];q=q+-8|0;p[o>>3]=+p[q>>3];p[q>>3]=r}while((g|0)!=(b|0));if((c|0)==(e|0)){q=b;return q|0}else d=b;while(1){p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(e|0))break;else d=d+24|0}return b|0}d=((d-h|0)/24|0)+j|0;if(d>>>0>178956970)AMb(a);j=(g-h|0)/24|0;e=j<<1;e=j>>>0<89478485?(e>>>0<d>>>0?d:e):178956970;d=(k|0)/24|0;do if(!e)i=0;else if(e>>>0>178956970)vd();else{i=pOb(e*24|0)|0;break}while(0);h=i+(d*24|0)|0;g=i+(e*24|0)|0;if((c|0)==(l|0))d=h;else{d=h;do{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];d=d+24|0;c=c+24|0}while((c|0)!=(l|0))}if(!k)c=h;else{e=b;c=h;do{l=e;e=e+-24|0;p[c+-24>>3]=+p[e>>3];p[c+-16>>3]=+p[l+-16>>3];p[c+-8>>3]=+p[l+-8>>3];c=c+-24|0}while((e|0)!=(n|0))}if((o|0)==(b|0))b=d;else{do{p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];b=b+24|0;d=d+24|0}while((b|0)!=(o|0));b=d}f[a>>2]=c;f[q>>2]=b;f[m>>2]=g;if(!n){q=h;return q|0}sOb(n);q=h;return q|0}function aCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;e=f[k>>2]|0;l=a+4|0;d=f[l>>2]|0;i=d;if(((e-d|0)/24|0)>>>0>=b>>>0){f[l>>2]=i+(b*24|0);return}c=f[a>>2]|0;g=(d-c|0)/24|0;d=g+b|0;j=c;if(d>>>0>178956970)AMb(a);m=(e-c|0)/24|0;e=m<<1;e=m>>>0<89478485?(e>>>0<d>>>0?d:e):178956970;do if(!e)h=0;else if(e>>>0>178956970)vd();else{h=pOb(e*24|0)|0;break}while(0);d=h+(g*24|0)|0;g=h+(e*24|0)|0;e=d+(b*24|0)|0;if((i|0)!=(j|0)){c=i;do{m=c;c=c+-24|0;p[d+-24>>3]=+p[c>>3];p[d+-16>>3]=+p[m+-16>>3];p[d+-8>>3]=+p[m+-8>>3];d=d+-24|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=d;f[l>>2]=e;f[k>>2]=g;if(!c)return;sOb(c);return}function bCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0;J=u;u=u+144|0;q=J+120|0;g=J+72|0;e=J+24|0;d=J;K=+p[a>>3];o=+p[b>>3];A=b+8|0;y=+p[a+8>>3];h=+p[A>>3];B=b+16|0;z=+p[a+16>>3];i=+p[B>>3];L=+p[a+24>>3];H=b+24|0;j=+p[H>>3];C=b+32|0;k=+p[C>>3];D=b+40|0;l=+p[D>>3];I=b+48|0;m=+p[I>>3];E=b+56|0;n=+p[E>>3];F=b+64|0;r=L+(K*o+(y*h+z*i))>=0.0;s=L+(K*j+(y*k+z*l))>=0.0;t=L+(K*m+(y*n+z*+p[F>>3]))>=0.0;switch(((r&1)+(s&1)<<24>>24)+(t&1)&7){case 0:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));I=3;u=J;return I|0}case 1:{v=g+24|0;x=r?q:g;w=r?g:v;p[x>>3]=o;p[x+8>>3]=h;p[x+16>>3]=i;x=s?q:w;p[x>>3]=j;p[x+8>>3]=k;p[x+16>>3]=l;w=t?q:s?w:w+24|0;p[w>>3]=m;p[w+8>>3]=n;p[w+16>>3]=+p[F>>3];w=d+8|0;t=d+16|0;cCa(d,a,q,g);K=+p[d>>3];p[e>>3]=K;L=+p[w>>3];p[e+8>>3]=L;h=+p[t>>3];p[e+16>>3]=h;cCa(d,a,q,v);z=+p[d>>3];v=e+24|0;p[d>>3]=+p[v>>3];p[v>>3]=z;o=+p[w>>3];v=e+32|0;p[w>>3]=+p[v>>3];p[v>>3]=o;y=+p[t>>3];p[e+40>>3]=y;j=+p[g>>3];p[c>>3]=j;k=+p[g+8>>3];t=c+8|0;p[t>>3]=k;l=+p[g+16>>3];v=c+16|0;p[v>>3]=l;m=+p[g+24>>3];w=c+24|0;p[w>>3]=m;n=+p[g+32>>3];x=c+32|0;p[x>>3]=n;i=+p[g+40>>3];q=c+40|0;p[q>>3]=i;p[c+48>>3]=K;p[c+56>>3]=L;p[c+64>>3]=h;r=c+72|0;p[r>>3]=m;s=c+80|0;p[s>>3]=n;d=c+88|0;p[d>>3]=i;e=c+96|0;p[e>>3]=z;g=c+104|0;p[g>>3]=o;a=c+112|0;p[a>>3]=y;p[c+120>>3]=K;p[c+128>>3]=L;p[c+136>>3]=h;h=+p[b>>3];if(j==h)if(k==+p[A>>3])if(l==+p[B>>3])if(m==+p[H>>3])if(n==+p[C>>3]){if(!(i==+p[D>>3]))G=9}else G=9;else G=9;else G=9;else G=9;else G=9;do if((G|0)==9){if(j==+p[H>>3])if(k==+p[C>>3])if(l==+p[D>>3])if(m==+p[I>>3])if(n==+p[E>>3])if(i==+p[F>>3])break;if(j==+p[I>>3])if(k==+p[E>>3])if(m==h?l==+p[F>>3]:0)if(n==+p[A>>3])if(i==+p[B>>3])break;p[c>>3]=m;p[t>>3]=n;p[v>>3]=i;p[w>>3]=j;p[x>>3]=k;p[q>>3]=l;p[r>>3]=z;p[s>>3]=o;p[d>>3]=y;p[e>>3]=m;p[g>>3]=n;p[a>>3]=i}while(0);I=6;u=J;return I|0}case 2:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=b+((s&t?0:s?2:1)*24|0)|0;e=q+8|0;g=q+16|0;if(r){cCa(q,a,d,b);L=+p[q>>3];p[q>>3]=+p[c>>3];p[c>>3]=L;L=+p[e>>3];b=c+8|0;p[e>>3]=+p[b>>3];p[b>>3]=L;p[c+16>>3]=+p[g>>3]}if(s){cCa(q,a,d,H);L=+p[q>>3];H=c+24|0;p[q>>3]=+p[H>>3];p[H>>3]=L;L=+p[e>>3];H=c+32|0;p[e>>3]=+p[H>>3];p[H>>3]=L;p[c+40>>3]=+p[g>>3]}if(!t){I=3;u=J;return I|0}cCa(q,a,d,I);L=+p[q>>3];I=c+48|0;p[q>>3]=+p[I>>3];p[I>>3]=L;L=+p[e>>3];I=c+56|0;p[e>>3]=+p[I>>3];p[I>>3]=L;p[c+64>>3]=+p[g>>3];I=3;u=J;return I|0}default:{I=0;u=J;return I|0}}return 0}function cCa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;g=c;h=d;v=+p[c>>3];w=+p[d>>3];if(v<w)i=6;else if(v>w)j=h;else{e=+p[c+8>>3];f=+p[d+8>>3];if(e<f)i=6;else if(e>f)j=h;else if(+p[c+16>>3]<+p[d+16>>3])i=6;else j=h}if((i|0)==6){j=g;g=h}s=+p[b+24>>3];t=+p[b>>3];u=+p[b+8>>3];r=+p[b+16>>3];q=-s/(t*t+(u*u+r*r));b=j;h=g;l=+p[h>>3];m=+p[b>>3]-l;g=h+8|0;e=+p[g>>3];n=+p[b+8>>3]-e;h=h+16|0;f=+p[h>>3];o=+p[b+16>>3]-f;k=t*m+(u*n+r*o);if(!(k==0.0)){e=(t*(t*q-l)+(u*(u*q-e)+r*(r*q-f)))/k;if(e>=-1.0e-07&e<=1.0000001){p[a>>3]=l+m*e;p[a+8>>3]=n*e+ +p[g>>3];w=o*e+ +p[h>>3];d=a+16|0;p[d>>3]=w;return}}l=w-v;m=+p[c+8>>3];n=+p[d+8>>3]-m;o=+p[c+16>>3];w=+p[d+16>>3]-o;q=+L(+(l*l+(n*n+w*w)));l=l/q;n=n/q;q=w/q;w=-(s+(v*t+(m*u+o*r)))/(l*t+(n*u+q*r));p[a>>3]=v+l*w;p[a+8>>3]=m+n*w;w=o+q*w;d=a+16|0;p[d>>3]=w;return}function dCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0;D=u;u=u+80|0;o=D+48|0;q=D;g=+p[b>>3];p[q>>3]=g;A=b+8|0;k=+p[A>>3];B=q+8|0;p[B>>3]=k;C=b+16|0;i=+p[C>>3];t=q+16|0;p[t>>3]=i;s=q+24|0;v=b+24|0;j=+p[v>>3];p[s>>3]=j;w=b+32|0;h=+p[w>>3];x=q+32|0;p[x>>3]=h;y=b+40|0;d=+p[y>>3];z=q+40|0;p[z>>3]=d;e=f[a>>2]|0;l=f[a+4>>2]|0;do if((e|0)==(l|0))h=g;else{m=o+8|0;n=o+16|0;while(1){G=+p[e>>3];F=+p[e+8>>3];E=+p[e+16>>3];H=+p[e+24>>3];a=H+(G*g+(F*k+E*i))<0.0;if(a^H+(G*j+(F*h+E*d))<0.0){cCa(o,e,q,s);a=(a^1)&1;H=+p[o>>3];I=q+(a*24|0)|0;p[o>>3]=+p[I>>3];p[I>>3]=H;H=+p[m>>3];I=q+(a*24|0)+8|0;p[m>>3]=+p[I>>3];p[I>>3]=H;p[q+(a*24|0)+16>>3]=+p[n>>3]}else if(a)break;e=e+32|0;g=+p[q>>3];if((e|0)==(l|0)){r=9;break}k=+p[B>>3];i=+p[t>>3];j=+p[s>>3];h=+p[x>>3];d=+p[z>>3]}if((r|0)==9){h=+p[b>>3];break}p[c>>3]=+p[b>>3];p[c+8>>3]=+p[A>>3];p[c+16>>3]=+p[C>>3];p[c+24>>3]=+p[v>>3];p[c+32>>3]=+p[w>>3];p[c+40>>3]=+p[y>>3];I=1;u=D;return I|0}while(0);if(g==h){if(+p[B>>3]==+p[A>>3])if(+p[t>>3]==+p[C>>3])if(+p[s>>3]==+p[v>>3])if(+p[x>>3]==+p[w>>3])if(+p[z>>3]==+p[y>>3]){I=0;u=D;return I|0}if(+p[B>>3]==+p[A>>3])if(+p[t>>3]==+p[C>>3]){p[c>>3]=+p[s>>3];p[c+8>>3]=+p[x>>3];p[c+16>>3]=+p[z>>3];p[c+24>>3]=+p[v>>3];p[c+32>>3]=+p[w>>3];p[c+40>>3]=+p[y>>3];I=1;u=D;return I|0}}d=+p[s>>3];if(d==+p[v>>3])if(+p[x>>3]==+p[w>>3])e=+p[z>>3]==+p[y>>3];else e=0;else e=0;p[c>>3]=h;p[c+8>>3]=+p[A>>3];p[c+16>>3]=+p[C>>3];p[c+24>>3]=g;p[c+32>>3]=+p[B>>3];p[c+40>>3]=+p[t>>3];if(e){I=1;u=D;return I|0}p[c+48>>3]=d;p[c+56>>3]=+p[x>>3];p[c+64>>3]=+p[z>>3];p[c+72>>3]=+p[v>>3];p[c+80>>3]=+p[w>>3];p[c+88>>3]=+p[y>>3];I=2;u=D;return I|0}function eCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function fCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257256]|0))if(MPb(257256)|0){f[64638]=0;f[64639]=0;f[64640]=0}e=f[64639]|0;if((f[64638]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64639]|0;m=h+-12|0;while(1){e=h+-12|0;f[64639]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{i=h+-16|0;f[k>>2]=i;j=f[h+-4>>2]|0;if(j|0)tBa(j,i);j=f[i>>2]|0;if(j|0){h=h+-12|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-4-j|0)>>>2)<<2);sOb(j)}h=f[k>>2]|0}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64639]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function gCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257248]|0))if(MPb(257248)|0){f[64635]=0;f[64636]=0;f[64637]=0}e=f[64636]|0;if((f[64635]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64636]|0;m=h+-12|0;while(1){e=h+-12|0;f[64636]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{j=h+-24|0;f[k>>2]=j;i=f[h+-4>>2]|0;if(i|0)jCa(i,j);h=f[h+-16>>2]|0;if(h|0)do{i=h;h=f[h>>2]|0;sOb(i)}while((h|0)!=0);h=f[j>>2]|0;f[j>>2]=0;if(h|0)sOb(h);h=f[k>>2]|0}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64636]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function hCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257264]|0))if(MPb(257264)|0){f[64641]=0;f[64642]=0;f[64643]=0}d=f[64642]|0;if((f[64641]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64642]|0;e=d+-20|0;do{g=d+-20|0;f[64642]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64642]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function iCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=a+4|0;c=f[a>>2]|0;l=((f[r>>2]|0)-c|0)/24|0;d=l+1|0;if(d>>>0>178956970)AMb(a);s=a+8|0;q=((f[s>>2]|0)-c|0)/24|0;c=q<<1;c=q>>>0<89478485?(c>>>0<d>>>0?d:c):178956970;do if(!c)k=0;else if(c>>>0>178956970)vd();else{k=pOb(c*24|0)|0;break}while(0);n=k+(l*24|0)|0;m=n;q=k+(c*24|0)|0;j=f[b>>2]|0;f[b>>2]=0;g=b+4|0;e=f[g>>2]|0;f[g>>2]=0;f[n>>2]=j;f[k+(l*24|0)+4>>2]=e;g=k+(l*24|0)+8|0;h=b+8|0;c=f[h>>2]|0;f[g>>2]=c;i=b+12|0;p=f[i>>2]|0;f[k+(l*24|0)+12>>2]=p;f[k+(l*24|0)+16>>2]=f[b+16>>2];if(p|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0}p=b+20|0;f[k+(l*24|0)+20>>2]=f[p>>2];f[p>>2]=0;p=n+24|0;o=f[a>>2]|0;c=f[r>>2]|0;if((c|0)==(o|0)){c=m;h=o;e=o}else{i=n;do{h=c;c=c+-24|0;l=f[c>>2]|0;f[c>>2]=0;j=h+-20|0;g=f[j>>2]|0;f[j>>2]=0;f[i+-24>>2]=l;f[i+-20>>2]=g;j=i+-16|0;b=h+-16|0;d=f[b>>2]|0;f[j>>2]=d;k=h+-12|0;n=f[k>>2]|0;f[i+-12>>2]=n;f[i+-8>>2]=f[h+-8>>2];if(n|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[l+(d<<2)>>2]=j;f[b>>2]=0;f[k>>2]=0}n=h+-4|0;f[i+-4>>2]=f[n>>2];f[n>>2]=0;i=m+-24|0;m=i}while((c|0)!=(o|0));c=m;h=f[a>>2]|0;e=f[r>>2]|0}f[a>>2]=c;f[r>>2]=p;f[s>>2]=q;g=h;if((e|0)!=(g|0))do{c=e;e=e+-24|0;d=f[c+-4>>2]|0;if(d|0)jCa(d,e);c=f[c+-16>>2]|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function jCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257264]|0))if(MPb(257264)|0){f[64641]=0;f[64642]=0;f[64643]=0}a=f[64642]|0;if(a>>>0>=(f[64643]|0)>>>0){NCa(258564,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64642]=(f[64642]|0)+20;return}function kCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;m=p+8|0;j=p;n=a+4|0;e=f[n>>2]|0;if(e>>>0>=b>>>0){f[n>>2]=b;u=p;return}o=a+8|0;h=f[o>>2]|0;g=h<<5;d=b-e|0;if(g>>>0<d>>>0|e>>>0>(g-d|0)>>>0){f[m>>2]=0;k=m+4|0;f[k>>2]=0;l=m+8|0;f[l>>2]=0;if((b|0)<0)AMb(a);e=h<<6;h=b+31&-32;oB(m,g>>>0<1073741823?(e>>>0<h>>>0?h:e):2147483647);g=f[n>>2]|0;f[k>>2]=g+d;e=f[a>>2]|0;h=e;b=f[m>>2]|0;g=(h+(g>>>5<<2)-e<<3)+(g&31)|0;if((g|0)>0){i=g>>>5;cQb(b|0,e|0,i<<2|0)|0;e=g&31;g=b+(i<<2)|0;b=g;if(!e)e=0;else{q=-1>>>(32-e|0);f[g>>2]=f[g>>2]&~q|f[h+(i<<2)>>2]&q}}else e=0;f[j>>2]=b;f[j+4>>2]=e;g=j;b=f[g>>2]|0;g=f[g+4>>2]|0;e=f[a>>2]|0;f[a>>2]=f[m>>2];f[m>>2]=e;q=f[n>>2]|0;f[n>>2]=f[k>>2];f[k>>2]=q;q=f[o>>2]|0;f[o>>2]=f[l>>2];f[l>>2]=q;if(e|0)sOb(e)}else{g=(f[a>>2]|0)+(e>>>5<<2)|0;f[n>>2]=b;b=g;g=e&31}if(!d){u=p;return}h=(g|0)==0;e=b;if(c){if(!h){q=32-g|0;b=q>>>0>d>>>0?d:q;f[e>>2]=f[e>>2]|-1>>>(q-b|0)&-1<<g;e=e+4|0;d=d-b|0;b=e}q=d>>>5;dQb(b|0,-1,q<<2|0)|0;d=d&31;b=e+(q<<2)|0;if(!d){u=p;return}f[b>>2]=f[b>>2]|-1>>>(32-d|0);u=p;return}else{if(!h){q=32-g|0;b=q>>>0>d>>>0?d:q;f[e>>2]=f[e>>2]&~(-1>>>(q-b|0)&-1<<g);e=e+4|0;d=d-b|0;b=e}q=d>>>5;dQb(b|0,0,q<<2|0)|0;d=d&31;b=e+(q<<2)|0;if(!d){u=p;return}f[b>>2]=f[b>>2]&~(-1>>>(32-d|0));u=p;return}}function lCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;aBa(n,f[64606]|0);b=a+72|0;if((n|0)!=(b|0))uCa(n,f[b>>2]|0,f[a+76>>2]|0);c=a+104|0;o=n+4|0;b=f[o>>2]|0;m=n+8|0;if((b|0)==(f[m>>2]|0)){fBa(n,c);l=o;b=f[o>>2]|0}else{f[b>>2]=f[c>>2];b=b+4|0;f[o>>2]=b;l=o}c=f[n>>2]|0;j=(b-c>>2)+-1|0;a:do if(j|0){k=a+16|0;b=0;while(1){i=f[c+(b<<2)>>2]|0;b=b+1|0;e=f[c+(b<<2)>>2]|0;d=f[k>>2]|0;c=f[d+(i<<4)>>2]|0;i=d+(i<<4)+4|0;d=f[i>>2]|0;h=d;b:do if((c|0)!=(d|0))while(1){if((f[c>>2]|0)==(e|0))break b;c=c+4|0;if((c|0)==(d|0)){c=d;break}}while(0);g=c+4|0;e=h-g|0;h=e>>2;if(h){cQb(c|0,g|0,e|0)|0;d=f[i>>2]|0}c=c+(h<<2)|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);if((b|0)==(j|0))break a;c=f[n>>2]|0}}while(0);b=a+92|0;c=f[b>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=0;a=c+4|0;f[a>>2]=0;f[c+8>>2]=0;f[c>>2]=f[n>>2];f[a>>2]=f[l>>2];f[c+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;a=n+12|0;f[c+12>>2]=f[a>>2];f[a>>2]=0;f[b>>2]=(f[b>>2]|0)+16}else{tCa(a+88|0,n);b=f[n+12>>2]|0;if(b|0)tBa(b,n)}b=f[n>>2]|0;if(!b){u=p;return}c=f[o>>2]|0;if((c|0)!=(b|0))f[o>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b);u=p;return}function mCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+32|0;t=w+16|0;s=w;fCa(t,f[64606]|0);v=c+4|0;d=f[v>>2]|0;g=f[c>>2]|0;a:do if((d-g|0)==((f[b+4>>2]|0)-(f[b>>2]|0)|0)){n=b+16|0;h=(f[b+20>>2]|0)-(f[n>>2]|0)>>4;if(!h){d=t+4|0;break}d=t+4|0;i=t+8|0;j=s+4|0;k=s+8|0;l=s+12|0;m=0;do{aBa(s,f[64606]|0);e=f[d>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){f[e>>2]=0;r=e+4|0;f[r>>2]=0;f[e+8>>2]=0;f[e>>2]=f[s>>2];f[r>>2]=f[j>>2];f[e+8>>2]=f[k>>2];f[k>>2]=0;f[j>>2]=0;f[s>>2]=0;f[e+12>>2]=f[l>>2];f[l>>2]=0;f[d>>2]=e+16}else{tCa(t,s);e=f[l>>2]|0;if(e|0)tBa(e,s)}e=f[s>>2]|0;if(e|0){b=f[j>>2]|0;if((b|0)!=(e|0))f[j>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}e=f[n>>2]|0;b=e+(m<<4)|0;g=(f[d>>2]|0)+-16|0;if((g|0)!=(b|0))uCa(g,f[b>>2]|0,f[e+(m<<4)+4>>2]|0);m=m+1|0}while((m|0)!=(h|0))}else{h=d;e=g;d=t+4|0;r=b+16|0;k=b+20|0;b=f[r>>2]|0;if(((f[d>>2]|0)-(f[t>>2]|0)|0)>>>0<((f[k>>2]|0)-b|0)>>>0){g=t+8|0;h=s+4|0;i=s+8|0;j=s+12|0;do{aBa(s,f[64606]|0);e=f[d>>2]|0;if(e>>>0<(f[g>>2]|0)>>>0){f[e>>2]=0;q=e+4|0;f[q>>2]=0;f[e+8>>2]=0;f[e>>2]=f[s>>2];f[q>>2]=f[h>>2];f[e+8>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[s>>2]=0;f[e+12>>2]=f[j>>2];f[j>>2]=0;f[d>>2]=e+16}else{tCa(t,s);e=f[j>>2]|0;if(e|0)tBa(e,s)}e=f[s>>2]|0;if(e|0){b=f[h>>2]|0;if((b|0)!=(e|0))f[h>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}b=f[r>>2]|0}while(((f[d>>2]|0)-(f[t>>2]|0)|0)>>>0<((f[k>>2]|0)-b|0)>>>0);g=f[c>>2]|0;e=g;h=f[v>>2]|0}if((e|0)!=(h|0)){q=h;while(1){o=f[e>>2]|0;p=q;i=f[b+(o<<4)>>2]|0;n=f[b+(o<<4)+4>>2]|0;b:do if((i|0)!=(n|0))while(1){m=f[i>>2]|0;f[s>>2]=m;b=p-g>>2;if(!b)b=g;else{l=b;b=g;while(1){x=(l|0)/2|0;k=g+(x<<2)|0;j=(f[k>>2]|0)>>>0<m>>>0;k=k+4|0;b=j?k:b;l=j?l+-1-x|0:x;if(!l)break;else g=j?k:g}}g=b;if((b|0)==(q|0))break;do if((m|0)==(f[b>>2]|0)){b=f[t>>2]|0;j=b+(o<<4)+4|0;k=f[j>>2]|0;if((k|0)==(f[b+(o<<4)+8>>2]|0)){fBa(b+(o<<4)|0,s);break}else{f[k>>2]=m;f[j>>2]=k+4;break}}while(0);i=i+4|0;if((i|0)==(n|0))break b}while(0);e=e+4|0;if((e|0)==(h|0))break a;q=f[v>>2]|0;b=f[r>>2]|0;g=f[c>>2]|0}}}while(0);f[a>>2]=f[c>>2];f[a+4>>2]=f[v>>2];x=c+8|0;f[a+8>>2]=f[x>>2];f[x>>2]=0;f[v>>2]=0;f[c>>2]=0;x=c+12|0;f[a+12>>2]=f[x>>2];f[x>>2]=0;f[a+16>>2]=f[t>>2];f[a+20>>2]=f[d>>2];x=t+8|0;f[a+24>>2]=f[x>>2];f[x>>2]=0;f[d>>2]=0;f[t>>2]=0;x=t+12|0;f[a+28>>2]=f[x>>2];f[x>>2]=0;oCa(t);u=w;return}function nCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+12|0;c=f[i>>2]|0;if(c|0)KCa(c,a);d=f[a>>2]|0;if(!d){c=a+4|0;d=a+8|0}else{c=a+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-16|0;f[c>>2]=g;h=f[e+-4>>2]|0;if(h|0)tBa(h,g);h=f[g>>2]|0;if(h|0){e=e+-12|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h)}e=f[c>>2]|0}while((e|0)!=(d|0));d=f[a>>2]|0}sOb(d);d=a+8|0;f[d>>2]=0;f[c>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];a=b+4|0;f[c>>2]=f[a>>2];h=b+8|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[a>>2]=0;f[b>>2]=0;b=b+12|0;f[i>>2]=f[b>>2];f[b>>2]=0;return}function oCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+12>>2]|0;if(b|0)KCa(b,a);b=f[a>>2]|0;if(!b)return;g=a+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{e=c+-16|0;f[g>>2]=e;d=f[c+-4>>2]|0;if(d|0)tBa(d,e);e=f[e>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function pCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;m=r;n=r+8|0;q=r+16|0;o=r+4|0;f[n>>2]=c;p=a+16|0;d=f[p>>2]|0;if((d|0)==(f[a+20>>2]|0))fBa(a+12|0,n);else{f[d>>2]=c;f[p>>2]=d+4}g=f[n>>2]|0;l=a+28|0;d=f[l>>2]|0;i=a+8|0;c=f[i>>2]|0;h=d+(g*12|0)|0;f[h>>2]=c;j=d+(g*12|0)+4|0;f[j>>2]=c;b[d+(g*12|0)+8>>0]=1;f[i>>2]=c+1;i=f[n>>2]|0;g=f[f[a+4>>2]>>2]|0;e=f[g+(i<<4)>>2]|0;i=f[g+(i<<4)+4>>2]|0;if((e|0)!=(i|0)){while(1){g=f[e>>2]|0;c=f[d+(g*12|0)>>2]|0;if((c|0)==-1){pCa(a,g);c=f[d+(g*12|0)+4>>2]|0;k=10}else if(b[d+(g*12|0)+8>>0]|0)k=10;if((k|0)==10){k=0;g=f[j>>2]|0;f[j>>2]=c>>>0<g>>>0?c:g}c=e+4|0;if((c|0)==(i|0))break;d=f[l>>2]|0;e=c}c=f[h>>2]|0}if((f[j>>2]|0)!=(c|0)){u=r;return}aBa(q,f[64606]|0);g=q+4|0;e=q+8|0;do{d=(f[p>>2]|0)+-4|0;c=f[d>>2]|0;f[o>>2]=c;f[p>>2]=d;b[(f[l>>2]|0)+(c*12|0)+8>>0]=0;d=f[g>>2]|0;if((d|0)==(f[e>>2]|0))fBa(q,o);else{f[d>>2]=c;f[g>>2]=d+4}}while((f[o>>2]|0)!=(f[n>>2]|0));aDb(f[q>>2]|0,f[g>>2]|0,m);c=a+48|0;d=f[c>>2]|0;if(d>>>0<(f[a+52>>2]|0)>>>0){f[d>>2]=0;a=d+4|0;f[a>>2]=0;f[d+8>>2]=0;f[d>>2]=f[q>>2];f[a>>2]=f[g>>2];f[d+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[q>>2]=0;a=q+12|0;f[d+12>>2]=f[a>>2];f[a>>2]=0;f[c>>2]=(f[c>>2]|0)+16}else{tCa(a+44|0,q);c=f[q+12>>2]|0;if(c|0)tBa(c,q)}c=f[q>>2]|0;if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}u=r;return}function qCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;v=x;f[v>>2]=b;if((c|0)==1024){w=0;u=x;return w|0}o=a+72|0;w=a+76|0;d=f[w>>2]|0;if((d|0)==(f[a+80>>2]|0))fBa(o,v);else{f[d>>2]=b;f[w>>2]=d+4}h=f[v>>2]|0;g=a+56|0;m=(f[g>>2]|0)+(h>>>5<<2)|0;f[m>>2]=f[m>>2]|1<<(h&31);m=f[v>>2]|0;h=f[f[a+36>>2]>>2]|0;j=h+(m<<4)|0;d=f[j>>2]|0;m=h+(m<<4)+4|0;h=f[m>>2]|0;do if((d|0)==(h|0))t=17;else{i=a+104|0;e=c+1|0;b=0;a:while(1){c=f[d>>2]|0;b:do if((c|0)==(f[i>>2]|0))if((f[w>>2]|0)-(f[o>>2]|0)>>2>>>0<3)b=1;else{t=9;break a}else if(!(f[(f[g>>2]|0)+(c>>>5<<2)>>2]&1<<(c&31))){switch(qCa(a,c,e)|0){case 2:{b=2;t=52;break a}case 1:break;default:break b}b=1}while(0);d=d+4|0;if((d|0)==(h|0)){t=15;break}}if((t|0)==9){lCa(a);b=f[o>>2]|0;d=f[w>>2]|0;if((d|0)==(b|0)){w=2;u=x;return w|0}f[w>>2]=d+(~((d+-4-b|0)>>>2)<<2);w=2;u=x;return w|0}else if((t|0)==15){if(!b){t=17;break}HCa(a,f[v>>2]|0);b=1;break}else if((t|0)==52){u=x;return b|0}}while(0);if((t|0)==17){b=f[j>>2]|0;s=f[m>>2]|0;if((b|0)==(s|0))b=0;else{r=a+40|0;while(1){a=f[b>>2]|0;p=f[r>>2]|0;q=p+(a*24|0)|0;o=f[v>>2]|0;h=p+(a*24|0)+4|0;i=f[h>>2]|0;j=(i|0)==0;c:do if(j){d=0;t=35}else{g=i+-1|0;e=(g&i|0)==0;if(e)d=g&o;else if(o>>>0<i>>>0)d=o;else d=(o>>>0)%(i>>>0)|0;c=f[(f[q>>2]|0)+(d<<2)>>2]|0;if(!c)t=35;else{if(e)while(1){c=f[c>>2]|0;if(!c){t=35;break c}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&g|0)==(d|0))){t=35;break c}if((f[c+8>>2]|0)==(o|0))break c}do{c=f[c>>2]|0;if(!c){t=35;break c}e=f[c+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(d|0)){t=35;break c}}}while((f[c+8>>2]|0)!=(o|0))}}while(0);if((t|0)==35){t=0;g=pOb(12)|0;f[g+8>>2]=o;f[g+4>>2]=o;f[g>>2]=0;m=p+(a*24|0)+12|0;k=+(((f[m>>2]|0)+1|0)>>>0);l=+n[p+(a*24|0)+16>>2];do if(j|l*+(i>>>0)<k){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;c=~~+W(+(k/l))>>>0;ICa(q,d>>>0<c>>>0?c:d);d=f[h>>2]|0;c=d+-1|0;if(!(c&d)){e=d;d=c&o;break}if(o>>>0<d>>>0){e=d;d=o}else{e=d;d=(o>>>0)%(d>>>0)|0}}else e=i;while(0);c=(f[q>>2]|0)+(d<<2)|0;d=f[c>>2]|0;if(!d){d=p+(a*24|0)+8|0;f[g>>2]=f[d>>2];f[d>>2]=g;f[c>>2]=d;d=f[g>>2]|0;if(d|0){d=f[d+4>>2]|0;c=e+-1|0;if(!(c&e))d=d&c;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;d=(f[q>>2]|0)+(d<<2)|0;t=48}}else{f[g>>2]=f[d>>2];t=48}if((t|0)==48){t=0;f[d>>2]=g}f[m>>2]=(f[m>>2]|0)+1}b=b+4|0;if((b|0)==(s|0)){b=0;break}}}}f[w>>2]=(f[w>>2]|0)+-4;w=b;u=x;return w|0}function rCa(a,c){a=a|0;c=c|0;var d=0,e=0;d=c+8|0;if(!(f[d>>2]&134217727))return;e=c+4|0;f[e>>2]=0;if(!(b[257232]|0))if(MPb(257232)|0){f[64629]=0;f[64630]=0;f[64631]=0}a=f[64630]|0;if(a>>>0<(f[64631]|0)>>>0){f[a>>2]=f[c>>2];f[a+4>>2]=f[e>>2];f[a+8>>2]=f[d>>2];f[c>>2]=0;f[e>>2]=0;f[d>>2]=0;f[64630]=a+12;return}else{GCa(258516,c);return}}function sCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0))do{e=a+-24|0;f[i>>2]=e;d=f[a+-4>>2]|0;if(d|0)jCa(d,e);a=f[a+-16>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);a=f[e>>2]|0;f[e>>2]=0;if(a|0)sOb(a);a=f[i>>2]|0}while((a|0)!=(g|0));if(!(b[257248]|0))if(MPb(257248)|0){f[64635]=0;f[64636]=0;f[64637]=0}a=f[64636]|0;if(a>>>0<(f[64637]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64636]=a+12;return}else{ECa(258540,c);return}}function tCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=(f[j>>2]|0)-c>>4;d=h+1|0;if(d>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>3;c=i>>4>>>0<134217727?(c>>>0<d>>>0?d:c):268435455;do if(!c)g=0;else if(c>>>0>268435455)vd();else{g=pOb(c<<4)|0;break}while(0);d=g+(h<<4)|0;e=d;i=g+(c<<4)|0;f[g+(h<<4)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h<<4)+4>>2]=f[c>>2];l=b+8|0;f[g+(h<<4)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;b=b+12|0;f[g+(h<<4)+12>>2]=f[b>>2];f[b>>2]=0;g=d+16|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b}else{do{h=d+-16|0;l=c;c=c+-16|0;f[h>>2]=0;m=d+-12|0;f[m>>2]=0;f[d+-8>>2]=0;f[h>>2]=f[c>>2];h=l+-12|0;f[m>>2]=f[h>>2];m=l+-8|0;f[d+-8>>2]=f[m>>2];f[m>>2]=0;f[h>>2]=0;f[c>>2]=0;l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;d=e+-16|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((b|0)!=(g|0))do{d=b;b=b+-16|0;c=f[d+-4>>2]|0;if(c|0)tBa(c,b);e=f[b>>2]|0;if(e|0){c=d+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}}while((b|0)!=(g|0));if(!h)return;sOb(h);return}function uCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;h=b;i=j-h|0;g=i>>2;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=d-m>>2>>>0){i=a+4|0;e=(f[i>>2]|0)-m>>2;a=g>>>0>e>>>0;g=a?b+(e<<2)|0:c;e=g;d=e-h|0;c=d>>2;if(c|0)cQb(m|0,b|0,d|0)|0;c=l+(c<<2)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[i>>2]|0,g|0,d|0)|0;f[i>>2]=(f[i>>2]|0)+(d>>>2<<2);return}else{d=f[i>>2]|0;if((d|0)==(c|0))return;f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~((c+-4-m|0)>>>2)<<2);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>1073741823)AMb(a);m=d>>1;d=d>>2>>>0<536870911?(m>>>0<g>>>0?g:m):1073741823;if(d>>>0>1073741823)AMb(a);c=pOb(d<<2)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d<<2);if((i|0)<=0)return;bQb(c|0,b|0,i|0)|0;f[e>>2]=c+(i>>>2<<2);return}function vCa(a){a=a|0;var b=0,c=0,d=0;b=a+84|0;c=f[a+96>>2]|0;if(c|0)wCa(c,b);b=f[b>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=a+68|0;c=f[a+80>>2]|0;if(c|0)xCa(c,b);b=f[b>>2]|0;if(b|0){c=a+72|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}b=a+52|0;c=f[a+64>>2]|0;if(c|0)yCa(c,b);b=f[b>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}b=a+36|0;c=f[a+48>>2]|0;if(c|0)tBa(c,b);b=f[b>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=a+20|0;c=f[a+32>>2]|0;if(c|0)zCa(c,b);b=f[b>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}c=a+4|0;b=f[a+16>>2]|0;if(b|0)YAa(b,c);if(!(f[c>>2]|0))return;XAa(c);sOb(f[c>>2]|0);return}function wCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257184]|0))if(MPb(257184)|0){f[64611]=0;f[64612]=0;f[64613]=0}a=f[64612]|0;if(a>>>0<(f[64613]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64612]=a+12;return}else{DCa(258444,c);return}}function xCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);if(!(b[257192]|0))if(MPb(257192)|0){f[64614]=0;f[64615]=0;f[64616]=0}a=f[64615]|0;if(a>>>0<(f[64616]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64615]=a+12;return}else{CCa(258456,c);return}}function yCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-32-a|0)>>>5)<<5);if(!(b[257200]|0))if(MPb(257200)|0){f[64617]=0;f[64618]=0;f[64619]=0}a=f[64618]|0;if(a>>>0<(f[64619]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64618]=a+12;return}else{BCa(258468,c);return}}function zCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-16-a|0)>>>4)<<4);if(!(b[257216]|0))if(MPb(257216)|0){f[64623]=0;f[64624]=0;f[64625]=0}a=f[64624]|0;if(a>>>0<(f[64625]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64624]=a+12;return}else{ACa(258492,c);return}}function ACa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function BCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function CCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function DCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function ECa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;m=o;n=a+4|0;c=f[a>>2]|0;h=((f[n>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);l=a+8|0;j=((f[l>>2]|0)-c|0)/12|0;k=j<<1;d=j>>>0<178956970?(k>>>0<d>>>0?d:k):357913941;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)e=0;else if(d>>>0>357913941)vd();else{e=pOb(d*12|0)|0;break}while(0);f[m>>2]=e;c=e+(h*12|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=c;g=e+(d*12|0)|0;i=m+12|0;f[i>>2]=g;f[e+(h*12|0)+8>>2]=0;f[c>>2]=f[b>>2];d=b+4|0;f[e+(h*12|0)+4>>2]=f[d>>2];p=b+8|0;f[e+(h*12|0)+8>>2]=f[p>>2];f[p>>2]=0;f[d>>2]=0;f[b>>2]=0;b=c+12|0;f[j>>2]=b;e=f[a>>2]|0;d=f[n>>2]|0;if((d|0)==(e|0)){h=j;p=e;e=d;j=g;g=c;f[a>>2]=g;f[k>>2]=p;f[n>>2]=b;f[h>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[i>>2]=n;f[m>>2]=p;FCa(m);u=o;return}do{p=c+-12|0;h=d;d=d+-12|0;f[p>>2]=0;g=c+-8|0;f[g>>2]=0;f[c+-4>>2]=0;f[p>>2]=f[d>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[c+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[d>>2]=0;c=(f[k>>2]|0)+-12|0;f[k>>2]=c}while((d|0)!=(e|0));d=c;h=i;g=j;p=f[a>>2]|0;b=f[j>>2]|0;e=f[n>>2]|0;j=f[i>>2]|0;i=d;f[a>>2]=i;f[k>>2]=p;f[n>>2]=b;f[g>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[h>>2]=n;f[m>>2]=p;FCa(m);u=o;return}function FCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a+4>>2]|0;j=a+8|0;b=f[j>>2]|0;if((b|0)!=(i|0)){c=b;while(1){b=c+-12|0;f[j>>2]=b;h=f[b>>2]|0;if(h){g=c+-8|0;c=f[g>>2]|0;if((c|0)==(h|0))b=h;else{do{e=c+-24|0;f[g>>2]=e;d=f[c+-4>>2]|0;if(d|0)jCa(d,e);c=f[c+-16>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;sOb(d)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(h|0));b=f[b>>2]|0}sOb(b);b=f[j>>2]|0}if((b|0)==(i|0))break;else c=b}}b=f[a>>2]|0;if(!b)return;sOb(b);return}function GCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;e=f[n>>2]|0;g=f[a>>2]|0;j=(e-g|0)/12|0;c=j+1|0;k=g;if(c>>>0>357913941)AMb(a);m=a+8|0;l=((f[m>>2]|0)-g|0)/12|0;h=l<<1;h=l>>>0<178956970?(h>>>0<c>>>0?c:h):357913941;do if(!h)i=0;else if(h>>>0>357913941)vd();else{i=pOb(h*12|0)|0;break}while(0);d=i+(j*12|0)|0;c=d;l=i+(h*12|0)|0;f[d>>2]=f[b>>2];o=b+4|0;f[i+(j*12|0)+4>>2]=f[o>>2];h=b+8|0;f[i+(j*12|0)+8>>2]=f[h>>2];f[b>>2]=0;f[o>>2]=0;f[h>>2]=0;h=d+12|0;if((e|0)!=(k|0)){do{o=e;e=e+-12|0;f[d+-12>>2]=f[e>>2];j=o+-8|0;f[d+-8>>2]=f[j>>2];o=o+-4|0;f[d+-4>>2]=f[o>>2];f[e>>2]=0;f[j>>2]=0;f[o>>2]=0;d=c+-12|0;c=d}while((e|0)!=(k|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=l;e=g;if((c|0)!=(e|0))do{c=c+-12|0;d=f[c>>2]|0;if(d|0)sOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=a+56|0;c=(f[t>>2]|0)+(b>>>5<<2)|0;f[c>>2]=f[c>>2]&~(1<<(b&31));c=f[a+40>>2]|0;p=c+(b*24|0)+12|0;d=f[p>>2]|0;if(!d)return;q=c+(b*24|0)+8|0;r=c+(b*24|0)+4|0;s=c+(b*24|0)|0;o=c+(b*24|0)+8|0;do{m=f[q>>2]|0;n=f[m+8>>2]|0;j=f[r>>2]|0;b=f[m+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)b=k&b;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;e=(f[s>>2]|0)+(b<<2)|0;i=f[e>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(m|0))break;else i=c}if((i|0)==(o|0))h=16;else{c=f[i+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0))e=m;else h=16}do if((h|0)==16){c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0)){e=m;break}}f[e>>2]=0;e=m}while(0);c=f[e>>2]|0;g=c;if(!c)h=30;else{c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0))h=30;else{f[(f[s>>2]|0)+(c<<2)>>2]=i;f[i>>2]=f[m>>2];f[e>>2]=0;f[p>>2]=d+-1;h=31}}if((h|0)==30){h=0;f[i>>2]=g;f[e>>2]=0;f[p>>2]=d+-1;if(m|0)h=31}if((h|0)==31){h=0;sOb(m)}if(f[(f[t>>2]|0)+(n>>>5<<2)>>2]&1<<(n&31)|0)HCa(a,n);d=f[p>>2]|0}while((d|0)!=0);return}function ICa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){JCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;JCa(a,b);return}function JCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function KCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0))do{d=a+-16|0;f[i>>2]=d;e=f[a+-4>>2]|0;if(e|0)tBa(e,d);e=f[d>>2]|0;if(e|0){a=a+-12|0;d=f[a>>2]|0;if((d|0)!=(e|0))f[a>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}a=f[i>>2]|0}while((a|0)!=(g|0));if(!(b[257256]|0))if(MPb(257256)|0){f[64638]=0;f[64639]=0;f[64640]=0}a=f[64639]|0;if(a>>>0<(f[64640]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64639]=a+12;return}else{LCa(258552,c);return}}function LCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;m=o;n=a+4|0;c=f[a>>2]|0;h=((f[n>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);l=a+8|0;j=((f[l>>2]|0)-c|0)/12|0;k=j<<1;d=j>>>0<178956970?(k>>>0<d>>>0?d:k):357913941;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)e=0;else if(d>>>0>357913941)vd();else{e=pOb(d*12|0)|0;break}while(0);f[m>>2]=e;c=e+(h*12|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=c;g=e+(d*12|0)|0;i=m+12|0;f[i>>2]=g;f[e+(h*12|0)+8>>2]=0;f[c>>2]=f[b>>2];d=b+4|0;f[e+(h*12|0)+4>>2]=f[d>>2];p=b+8|0;f[e+(h*12|0)+8>>2]=f[p>>2];f[p>>2]=0;f[d>>2]=0;f[b>>2]=0;b=c+12|0;f[j>>2]=b;e=f[a>>2]|0;d=f[n>>2]|0;if((d|0)==(e|0)){h=j;p=e;e=d;j=g;g=c;f[a>>2]=g;f[k>>2]=p;f[n>>2]=b;f[h>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[i>>2]=n;f[m>>2]=p;MCa(m);u=o;return}do{p=c+-12|0;h=d;d=d+-12|0;f[p>>2]=0;g=c+-8|0;f[g>>2]=0;f[c+-4>>2]=0;f[p>>2]=f[d>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[c+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[d>>2]=0;c=(f[k>>2]|0)+-12|0;f[k>>2]=c}while((d|0)!=(e|0));d=c;h=i;g=j;p=f[a>>2]|0;b=f[j>>2]|0;e=f[n>>2]|0;j=f[i>>2]|0;i=d;f[a>>2]=i;f[k>>2]=p;f[n>>2]=b;f[g>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[h>>2]=n;f[m>>2]=p;MCa(m);u=o;return}function MCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a+4>>2]|0;j=a+8|0;b=f[j>>2]|0;if((b|0)!=(i|0)){c=b;while(1){b=c+-12|0;f[j>>2]=b;h=f[b>>2]|0;if(h){g=c+-8|0;c=f[g>>2]|0;if((c|0)==(h|0))b=h;else{do{d=c+-16|0;f[g>>2]=d;e=f[c+-4>>2]|0;if(e|0)tBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g>>2]|0}while((c|0)!=(h|0));b=f[b>>2]|0}sOb(b);b=f[j>>2]|0}if((b|0)==(i|0))break;else c=b}}b=f[a>>2]|0;if(!b)return;sOb(b);return}function NCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function OCa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0,o=0.0,q=0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0.0,Ba=0.0,Ca=0.0,Da=0.0,Ea=0.0,Fa=0.0,Ga=0.0,Ha=0.0,Ia=0.0,Ja=0.0,Ka=0.0,La=0.0,Ma=0.0,Na=0.0;za=u;u=u+208|0;ta=za+56|0;ua=za+24|0;va=za+200|0;wa=za;xa=e+24|0;h=+p[e>>3];i=+p[xa>>3];if(h==i)if(+p[e+8>>3]==+p[e+32>>3])if(+p[e+16>>3]==+p[e+40>>3]){u=za;return}sa=e+48|0;j=+p[sa>>3];if(h==j)if(+p[e+8>>3]==+p[e+56>>3])if(+p[e+16>>3]==+p[e+64>>3]){u=za;return}if(i==j)if(+p[e+32>>3]==+p[e+56>>3])if(+p[e+40>>3]==+p[e+64>>3]){u=za;return}F=Iib(c,e,ta)|0;switch(F|0){case 0:case 3:break;default:{G=d+32|0;H=d+40|0;I=d+48|0;J=d+56|0;L=d+64|0;M=d+72|0;N=d+80|0;O=d+88|0;P=d+96|0;Q=e+32|0;R=e+8|0;S=e+64|0;T=e+16|0;U=e+40|0;V=e+56|0;W=d+8|0;X=d+16|0;Y=d+24|0;Z=ua+16|0;_=ua+24|0;$=ua+8|0;aa=a+1040|0;ba=wa+4|0;ca=wa+8|0;da=a+1100|0;ea=a+1088|0;fa=a+1092|0;ga=a+1096|0;ha=a+1056|0;ia=a+1048|0;ja=va+4|0;ka=a+1088|0;la=wa+8|0;ma=wa+16|0;na=a+1148|0;oa=a+1152|0;pa=a+1144|0;qa=a+1120|0;ra=a+1124|0;y=a+1128|0;z=wa+4|0;A=wa+8|0;B=wa+12|0;C=c+8|0;D=c+16|0;E=ua+16|0;x=0;do{k=x<<1;m=ta+(k*24|0)|0;j=+p[m>>3];l=+p[m+24>>3];a=ta+(k*24|0)+8|0;if(j==l){h=+p[a>>3];i=+p[m+32>>3];if(h==i){if(!(+p[ta+(k*24|0)+16>>3]==+p[m+40>>3]))ya=16}else ya=16}else{h=+p[a>>3];i=+p[m+32>>3];ya=16}if((ya|0)==16){ya=0;Ea=+p[G>>3];Ca=+p[H>>3];Aa=+p[I>>3];Ja=+p[J>>3];Ia=+p[L>>3];r=+p[M>>3];Da=+p[N>>3];Ba=+p[O>>3];s=+p[P>>3];Ka=j-Ea;La=h-Ca;Na=+p[ta+(k*24|0)+16>>3]-Aa;p[ua>>3]=Ka*Ja+(La*Ia+Na*r);p[$>>3]=Ka*Da+(La*Ba+Na*s);Na=l-Ea;La=i-Ca;i=+p[m+40>>3]-Aa;h=Na*Ja+(La*Ia+i*r);i=Na*Da+(La*Ba+i*s);p[Z>>3]=h;p[_>>3]=i;La=+p[R>>3];Na=+p[Q>>3]-La;Ka=+p[T>>3];l=+p[S>>3]-Ka;Ka=+p[U>>3]-Ka;La=+p[V>>3]-La;j=Na*l-Ka*La;Ma=+p[e>>3];o=+p[sa>>3]-Ma;Ma=+p[xa>>3]-Ma;l=Ka*o-l*Ma;o=La*Ma-Na*o;Na=+p[d>>3];Ma=+p[W>>3];La=+p[X>>3];Ka=+p[Y>>3];Fa=Ka+(j*Na+(Ma*l+La*o));Ha=j-Na*Fa-Ea;Ga=l-Ma*Fa-Ca;Fa=o-La*Fa-Aa;Ka=Ka+(Na*0.0+(Ma*0.0+La*0.0));Ea=0.0-Na*Ka-Ea;Ca=0.0-Ma*Ka-Ca;Aa=0.0-La*Ka-Aa;r=Ja*Ha+(Ia*Ga+Fa*r)-(Ja*Ea+(Ia*Ca+Aa*r));s=Ha*Da+(Ga*Ba+Fa*s)-(Ea*Da+(Ca*Ba+Aa*s));do if(!(+K(+r)<=1.0e-12)|!(+K(+s)<=1.0e-12)){l=+p[ua>>3];j=+p[$>>3];if(s*(h-l)-r*(i-j)<0.0)ya=21;else{h=l;i=j}}else if(j*+p[c>>3]+(l*+p[C>>3]+o*+p[D>>3])<0.0){l=+p[ua>>3];j=+p[$>>3];ya=21;break}else{h=+p[ua>>3];i=+p[$>>3];break}while(0);if((ya|0)==21){ya=0;p[ua>>3]=h;p[$>>3]=i;p[Z>>3]=l;p[_>>3]=j}if(!(b[aa>>0]|0))j=1.0;else{Ma=+p[ha>>3];Na=(+p[H>>3]+h*+p[L>>3]+i*+p[O>>3])*Ma;j=Ma*(+p[I>>3]+h*+p[M>>3]+i*+p[P>>3]);h=+aQb(+((+p[G>>3]+h*+p[J>>3]+i*+p[N>>3])*Ma));i=+aQb(+Na);j=+aQb(+j);Na=+p[ia>>3];j=Na*j;i=Na*i;h=Na*h}n[wa>>2]=h;n[ba>>2]=i;n[ca>>2]=j;a=PCa(da,wa)|0;do if(!a){w=(f[fa>>2]|0)-(f[ea>>2]|0)>>4;f[va>>2]=w;a=QCa(da,wa)|0;f[a>>2]=w;a=f[fa>>2]|0;if((a|0)==(f[ga>>2]|0)){iBa(ea,ua);break}else{p[a>>3]=+p[ua>>3];p[a+8>>3]=+p[$>>3];f[fa>>2]=a+16;break}}else f[va>>2]=f[a+20>>2];while(0);h=+p[E>>3];i=+p[_>>3];if(!(b[aa>>0]|0))j=1.0;else{Ma=+p[ha>>3];Na=(+p[H>>3]+h*+p[L>>3]+i*+p[O>>3])*Ma;j=Ma*(+p[I>>3]+h*+p[M>>3]+i*+p[P>>3]);h=+aQb(+((+p[G>>3]+h*+p[J>>3]+i*+p[N>>3])*Ma));i=+aQb(+Na);j=+aQb(+j);Na=+p[ia>>3];j=Na*j;i=Na*i;h=Na*h}n[wa>>2]=h;n[ba>>2]=i;n[ca>>2]=j;a=PCa(da,wa)|0;do if(!a){w=(f[fa>>2]|0)-(f[ea>>2]|0)>>4;f[ja>>2]=w;a=QCa(da,wa)|0;f[a>>2]=w;a=f[fa>>2]|0;if((a|0)==(f[ga>>2]|0)){iBa(ea,E);break}else{p[a>>3]=+p[E>>3];p[a+8>>3]=+p[_>>3];f[fa>>2]=a+16;break}}else f[ja>>2]=f[a+20>>2];while(0);a=f[va>>2]|0;k=f[ja>>2]|0;do if((a|0)!=(k|0)){w=f[ka>>2]|0;Ma=+p[w+(a<<4)>>3];Na=+p[w+(a<<4)+8>>3];h=+p[G>>3]+Ma*+p[J>>3]+Na*+p[N>>3];p[wa>>3]=h;p[la>>3]=+p[H>>3]+Ma*+p[L>>3]+Na*+p[O>>3];p[ma>>3]=+p[I>>3]+Ma*+p[M>>3]+Na*+p[P>>3];a=f[na>>2]|0;if(a>>>0<(f[oa>>2]|0)>>>0){f[a>>2]=f[wa>>2];f[a+4>>2]=f[wa+4>>2];f[a+8>>2]=f[wa+8>>2];f[a+12>>2]=f[wa+12>>2];f[a+16>>2]=f[wa+16>>2];f[a+20>>2]=f[wa+20>>2];p[a>>3]=h;p[a+8>>3]=+p[la>>3];p[a+16>>3]=+p[ma>>3];w=(f[na>>2]|0)+24|0;f[na>>2]=w;a=k;k=w}else{RCa(pa,wa);a=f[ja>>2]|0;k=f[na>>2]|0}w=f[ka>>2]|0;Ma=+p[w+(a<<4)>>3];Na=+p[w+(a<<4)+8>>3];h=+p[G>>3]+Ma*+p[J>>3]+Na*+p[N>>3];p[wa>>3]=h;p[la>>3]=+p[H>>3]+Ma*+p[L>>3]+Na*+p[O>>3];p[ma>>3]=+p[I>>3]+Ma*+p[M>>3]+Na*+p[P>>3];if(k>>>0<(f[oa>>2]|0)>>>0){f[k>>2]=f[wa>>2];f[k+4>>2]=f[wa+4>>2];f[k+8>>2]=f[wa+8>>2];f[k+12>>2]=f[wa+12>>2];f[k+16>>2]=f[wa+16>>2];f[k+20>>2]=f[wa+20>>2];p[k>>3]=h;p[k+8>>3]=+p[la>>3];p[k+16>>3]=+p[ma>>3];f[na>>2]=(f[na>>2]|0)+24}else RCa(pa,wa);if(g){k=f[va>>2]|0;m=f[ja>>2]|0;m=(k>>>0<m>>>0?m:k)+1|0;a=f[qa>>2]|0;if((f[ra>>2]|0)-a>>4>>>0<m>>>0){do{aBa(wa,f[64606]|0);a=f[ra>>2]|0;do if(a>>>0<(f[y>>2]|0)>>>0){f[a>>2]=0;w=a+4|0;f[w>>2]=0;f[a+8>>2]=0;f[a>>2]=f[wa>>2];f[w>>2]=f[z>>2];f[a+8>>2]=f[A>>2];f[A>>2]=0;f[z>>2]=0;f[wa>>2]=0;f[a+12>>2]=f[B>>2];f[B>>2]=0;f[ra>>2]=(f[ra>>2]|0)+16}else{tCa(qa,wa);a=f[B>>2]|0;if(!a)break;tBa(a,wa)}while(0);a=f[wa>>2]|0;if(a|0){k=f[z>>2]|0;if((k|0)!=(a|0))f[z>>2]=k+(~((k+-4-a|0)>>>2)<<2);sOb(a)}a=f[qa>>2]|0}while((f[ra>>2]|0)-a>>4>>>0<m>>>0);k=f[va>>2]|0}t=a+(k<<4)|0;m=f[t>>2]|0;v=a+(k<<4)+4|0;w=f[v>>2]|0;a:do if((m|0)==(w|0))ya=49;else{q=f[ja>>2]|0;do{if((f[m>>2]|0)==(q|0)){ya=49;break a}m=m+4|0}while((m|0)!=(w|0))}while(0);if((ya|0)==49){ya=0;if((m|0)!=(w|0))break}if((w|0)==(f[a+(k<<4)+8>>2]|0)){fBa(t,ja);break}else{f[w>>2]=f[ja>>2];f[v>>2]=w+4;break}}}while(0)}x=x+1|0}while((x|0)!=(F|0))}}u=za;return}function PCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0;k=+n[b>>2];c=k==0.0?0:(n[s>>2]=k,f[s>>2]|0);l=+n[b+4>>2];c=(c>>>2)+(c<<6)+(l==0.0?-1640531527:(n[s>>2]=l,f[s>>2]|0)+-1640531527|0)^c;i=+n[b+8>>2];e=(c<<6)+(i==0.0?-1640531527:(n[s>>2]=i,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;b=(d&g|0)==0;if(b)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;c=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!c){j=0;return j|0}c=f[c>>2]|0;if(!c){j=0;return j|0}if(b){while(1){a=f[c+4>>2]|0;b=(a|0)==(e|0);if(!(b|(a&d|0)==(h|0))){c=0;b=23;break}if(b)if(+n[c+8>>2]==k)if(+n[c+12>>2]==l)if(+n[c+16>>2]==i){b=23;break}c=f[c>>2]|0;if(!c){c=0;b=23;break}}if((b|0)==23)return c|0}else j=c;while(1){c=f[j+4>>2]|0;if((c|0)==(e|0)){if(+n[j+8>>2]==k)if(+n[j+12>>2]==l)if(+n[j+16>>2]==i){c=j;b=23;break}}else{if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)!=(h|0)){c=0;b=23;break}}j=f[j>>2]|0;if(!j){c=0;b=23;break}}if((b|0)==23)return c|0;return 0}function QCa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0;e=+n[b>>2];c=e==0.0?0:(n[s>>2]=e,f[s>>2]|0);l=+n[b+4>>2];c=(c>>>2)+(c<<6)+(l==0.0?-1640531527:(n[s>>2]=l,f[s>>2]|0)+-1640531527|0)^c;d=+n[b+8>>2];m=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;j=a+4|0;g=f[j>>2]|0;k=(g|0)==0;a:do if(k)c=0;else{h=g+-1|0;b=(h&g|0)==0;if(b)i=m&h;else if(m>>>0<g>>>0)i=m;else i=(m>>>0)%(g>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{c=f[c>>2]|0;if(!c)c=i;else{if(b){while(1){b=f[c+4>>2]|0;if(!((b|0)==(m|0)|(b&h|0)==(i|0))){c=i;break a}if(+n[c+8>>2]==e)if(+n[c+12>>2]==l)if(+n[c+16>>2]==d)break;c=f[c>>2]|0;if(!c){c=i;break a}}a=c+20|0;return a|0}while(1){b=f[c+4>>2]|0;if((b|0)!=(m|0)){if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){c=i;break a}}if(+n[c+8>>2]==e)if(+n[c+12>>2]==l)if(+n[c+16>>2]==d)break;c=f[c>>2]|0;if(!c){c=i;break a}}a=c+20|0;return a|0}}}while(0);i=pOb(24)|0;n[i+8>>2]=e;n[i+12>>2]=l;n[i+16>>2]=d;f[i+20>>2]=0;f[i+4>>2]=m;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(g>>>0)<d){b=g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1;c=~~+W(+(d/e))>>>0;SCa(a,b>>>0<c>>>0?c:b);b=f[j>>2]|0;c=b+-1|0;if(!(c&b)){g=b;c=c&m;break}if(m>>>0<b>>>0){g=b;c=m}else{g=b;c=(m>>>0)%(b>>>0)|0}}while(0);b=(f[a>>2]|0)+(c<<2)|0;c=f[b>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;b=g+-1|0;if(!(b&g))c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;o=35}}else{f[i>>2]=f[c>>2];o=35}if((o|0)==35)f[c>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+20|0;return a|0}function RCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function SCa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){TCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;TCa(a,b);return}function TCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();p=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=p;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;o=b+-1|0;p=(o&b|0)==0;if(p)c=c&o;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(p){d=e;while(1){l=f[d+4>>2]&o;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=+n[d+8>>2];e=d;while(1){if(!(i==+n[h+8>>2]))break d;if(!(+n[j>>2]==+n[h+12>>2]))break d;if(!(+n[k>>2]==+n[h+16>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{q=h;h=e;e=q}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{i=+n[d+8>>2];e=d;while(1){if(!(i==+n[h+8>>2]))break e;if(!(+n[j>>2]==+n[h+12>>2]))break e;if(!(+n[k>>2]==+n[h+16>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{q=h;h=e;e=q}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function UCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-2-b|0)>>>1)<<1);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function VCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function WCa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XCa(a,b);return}function XCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;r=a+1236|0;v=b+8|0;c=f[v>>2]|0;if(c|0){s=a+1240|0;t=a+1248|0;u=a+1252|0;q=a+1244|0;d=c;o=c;c=f[s>>2]|0;while(1){k=f[d+8>>2]|0;m=X(k,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;l=(c|0)==0;j=k;a:do if(l){a=0;p=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)a=m&i;else if(m>>>0<c>>>0)a=m;else a=(m>>>0)%(c>>>0)|0;d=f[(f[r>>2]|0)+(a<<2)>>2]|0;if(!d)p=19;else{if(h)while(1){d=f[d>>2]|0;if(!d){p=19;break a}h=f[d+4>>2]|0;if(!((h|0)==(m|0)|(h&i|0)==(a|0))){p=19;break a}if((f[d+8>>2]|0)==(j|0))break a}do{d=f[d>>2]|0;if(!d){p=19;break a}h=f[d+4>>2]|0;if((h|0)!=(m|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(a|0)){p=19;break a}}}while((f[d+8>>2]|0)!=(j|0))}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=k;f[h+4>>2]=m;f[h>>2]=0;e=+(((f[t>>2]|0)+1|0)>>>0);g=+n[u>>2];do if(l|g*+(c>>>0)<e){a=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;d=~~+W(+(e/g))>>>0;WCa(r,a>>>0<d>>>0?d:a);a=f[s>>2]|0;d=a+-1|0;if(!(d&a)){c=a;a=d&m;break}if(m>>>0<a>>>0){c=a;a=m}else{c=a;a=(m>>>0)%(a>>>0)|0}}while(0);d=(f[r>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[h>>2]=f[q>>2];f[q>>2]=h;f[d>>2]=q;a=f[h>>2]|0;if(a|0){a=f[a+4>>2]|0;d=c+-1|0;if(!(d&c))a=a&d;else if(a>>>0>=c>>>0)a=(a>>>0)%(c>>>0)|0;a=(f[r>>2]|0)+(a<<2)|0;p=32}}else{f[h>>2]=f[a>>2];p=32}if((p|0)==32){p=0;f[a>>2]=h}f[t>>2]=(f[t>>2]|0)+1}a=f[o>>2]|0;if(!a)break;else{d=a;o=a}}}d=b+12|0;if(!(f[d>>2]|0))return;a=f[v>>2]|0;if(a|0)do{u=a;a=f[a>>2]|0;sOb(u)}while((a|0)!=0);f[v>>2]=0;c=f[b+4>>2]|0;if(c|0){a=0;do{f[(f[b>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(c|0))}f[d>>2]=0;return}function ZCa(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+n[b>>2];g=+n[b+4>>2];e=+n[b+8>>2];d=+n[a>>2]*f+(+n[a+4>>2]*g+ +n[a+8>>2]*e)-+n[a+12>>2];if(d<0.0)if(d*d*+n[a+240>>2]>=c){a=0;return a|0}d=+n[a+16>>2]*f+(+n[a+20>>2]*g+ +n[a+24>>2]*e)-+n[a+28>>2];if(d<0.0)if(d*d*+n[a+244>>2]>=c){a=0;return a|0}d=+n[a+32>>2]*f+(+n[a+36>>2]*g+ +n[a+40>>2]*e)-+n[a+44>>2];if(d<0.0)if(d*d*+n[a+248>>2]>=c){a=0;return a|0}d=+n[a+48>>2]*f+(+n[a+52>>2]*g+ +n[a+56>>2]*e)-+n[a+60>>2];if(d<0.0)if(d*d*+n[a+252>>2]>=c){a=0;return a|0}d=+n[a+64>>2]*f+(+n[a+68>>2]*g+ +n[a+72>>2]*e)-+n[a+76>>2];if(d<0.0)if(d*d*+n[a+256>>2]>=c){a=0;return a|0}d=+n[a+80>>2]*f+(+n[a+84>>2]*g+ +n[a+88>>2]*e)-+n[a+92>>2];if(d<0.0)if(d*d*+n[a+260>>2]>=c){a=0;return a|0}a=1;return a|0}function _Ca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function $Ca(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0,q=0.0;n=u;u=u+48|0;g=n;m=c+196|0;d=f[m>>2]|0;if(d&1048576|0){m=0;u=n;return m|0}e=f[c+4>>2]|0;if((d&131074|0)!=0|(e|0)==0){m=0;u=n;return m|0}if(!(b[c+192>>0]&1)){m=0;u=n;return m|0}i=c+200|0;if(!((f[i>>2]&-268435456|0)==0&0==0)){m=0;u=n;return m|0}if(!(b[(f[e+44>>2]|0)+148>>0]&2)){m=0;u=n;return m|0}Vib(g,f[a>>2]|0,0,c,0);d=f[a+1064>>2]|0;i=f[a+1068>>2]|0;a:do if((d|0)==(i|0))c=0;else{j=+p[g>>3];k=+p[g+8>>3];l=+p[g+16>>3];h=+p[g+24>>3];c=0;do{e=f[d>>2]|0;g=f[d+4>>2]|0;b:do if((e|0)!=(g|0)){a=2;do{q=+p[e+24>>3]+(j*+p[e>>3]+(k*+p[e+8>>3]+l*+p[e+16>>3]));o=!(q*q>=h)?1:q<0.0?0:2;a=(o|0)<(a|0)?o:a;e=e+32|0}while((e|0)!=(g|0));switch(a|0){case 2:{c=0;break a}case 1:break;default:break b}c=1}while(0);d=d+16|0}while((d|0)!=(i|0));if(c)c=(f[m>>2]&33554456|0)==0;else c=0}while(0);o=c;u=n;return o|0}function aDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=f[b>>2]|0;a:do if((c|0)!=(e|0)){do{d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))break a;c=c+4|0}while((c|0)!=(e|0));f[a>>2]=e;j=e;return j|0}while(0);f[a>>2]=c;if((c|0)==(e|0)){j=e;return j|0}d=c+4|0;if((d|0)==(e|0)){j=c;return j|0}do{g=f[d>>2]|0;h=g;if((f[g+24>>2]|0)==(f[g+28>>2]|0)){if(f[g+36>>2]|0)j=10}else j=10;if((j|0)==10){j=0;f[d>>2]=0;i=f[c>>2]|0;f[c>>2]=h;if(i|0){h=i+36|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[i+24>>2]|0;if(c|0){e=i+28|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~((g+-4-c|0)>>>2)<<2);sOb(c)}sOb(i)}c=(f[a>>2]|0)+4|0;f[a>>2]=c;e=f[b>>2]|0}d=d+4|0}while((d|0)!=(e|0));return c|0}function bDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=f[a>>2]|0;d=f[b>>2]|0;j=j+(d-j>>2<<2)|0;b=f[c>>2]|0;if((b|0)==(d|0))return j|0;b=j+(b-d>>2<<2)|0;i=a+4|0;h=f[i>>2]|0;if((b|0)==(h|0))e=j;else{e=j;do{a=f[b>>2]|0;f[b>>2]=0;g=f[e>>2]|0;f[e>>2]=a;if(g|0){a=g+36|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}b=b+4|0;e=e+4|0}while((b|0)!=(h|0));b=f[i>>2]|0}if((b|0)==(e|0))return j|0;do{h=b+-4|0;f[i>>2]=h;a=f[h>>2]|0;f[h>>2]=0;if(a|0){h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(a)}b=f[i>>2]|0}while((b|0)!=(e|0));return j|0}function cDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=f[b>>2]|0;a:do if((c|0)!=(e|0)){do{d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))break a;c=c+4|0}while((c|0)!=(e|0));f[a>>2]=e;j=e;return j|0}while(0);f[a>>2]=c;if((c|0)==(e|0)){j=e;return j|0}d=c+4|0;if((d|0)==(e|0)){j=c;return j|0}do{g=f[d>>2]|0;h=g;if((f[g+24>>2]|0)==(f[g+28>>2]|0)){if(f[g+36>>2]|0)j=10}else j=10;if((j|0)==10){j=0;f[d>>2]=0;i=f[c>>2]|0;f[c>>2]=h;if(i|0){h=i+36|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[i+24>>2]|0;if(c|0){e=i+28|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~((g+-4-c|0)>>>2)<<2);sOb(c)}sOb(i)}c=(f[a>>2]|0)+4|0;f[a>>2]=c;e=f[b>>2]|0}d=d+4|0}while((d|0)!=(e|0));return c|0}function dDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=f[a>>2]|0;d=f[b>>2]|0;j=j+(d-j>>2<<2)|0;b=f[c>>2]|0;if((b|0)==(d|0))return j|0;b=j+(b-d>>2<<2)|0;i=a+4|0;h=f[i>>2]|0;if((b|0)==(h|0))e=j;else{e=j;do{a=f[b>>2]|0;f[b>>2]=0;g=f[e>>2]|0;f[e>>2]=a;if(g|0){a=g+36|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}b=b+4|0;e=e+4|0}while((b|0)!=(h|0));b=f[i>>2]|0}if((b|0)==(e|0))return j|0;do{h=b+-4|0;f[i>>2]=h;a=f[h>>2]|0;f[h>>2]=0;if(a|0){h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(a)}b=f[i>>2]|0}while((b|0)!=(e|0));return j|0}function eDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,Y=0,Z=0,_=0,$=0.0;_=u;u=u+192|0;Y=_;G=+n[c>>2];V=+n[c+4>>2];i=+n[c+8>>2];z=+n[c+12>>2];A=+n[c+16>>2];B=+n[c+20>>2];e=f[a+1064>>2]|0;m=f[a+1068>>2]|0;if((e|0)==(m|0)){u=_;return}$=(z-G)*.5;h=(A-V)*.5;F=(B-i)*.5;C=$+G;D=h+V;E=F+i;F=$*$+(h*h+F*F);o=Y+8|0;q=Y+16|0;r=Y+24|0;s=Y+32|0;t=Y+40|0;v=Y+48|0;w=Y+56|0;x=Y+64|0;y=Y+72|0;H=Y+80|0;I=Y+88|0;J=Y+96|0;K=Y+104|0;L=Y+112|0;M=Y+120|0;N=Y+128|0;O=Y+136|0;P=Y+144|0;Q=Y+152|0;R=Y+160|0;S=Y+168|0;T=Y+176|0;U=Y+184|0;d=0;a:do{g=f[e>>2]|0;l=f[e+4>>2]|0;b:do if((g|0)!=(l|0)){k=2;do{h=+p[g+24>>3]+(C*+p[g>>3]+(D*+p[g+8>>3]+E*+p[g+16>>3]));if(!(h*h>=F)){p[Y>>3]=G;p[o>>3]=V;p[q>>3]=i;p[r>>3]=z;p[s>>3]=V;p[t>>3]=i;p[v>>3]=G;p[w>>3]=A;p[x>>3]=i;p[y>>3]=z;p[H>>3]=A;p[I>>3]=i;p[J>>3]=G;p[K>>3]=V;p[L>>3]=B;p[M>>3]=z;p[N>>3]=V;p[O>>3]=B;p[P>>3]=G;p[Q>>3]=A;p[R>>3]=B;p[S>>3]=z;p[T>>3]=A;p[U>>3]=B;j=gDa(g,Y)|0}else j=h<0.0?0:2;k=(j|0)<(k|0)?j:k;g=g+32|0}while((g|0)!=(l|0));switch(k|0){case 2:{Z=49;break a}case 1:break;default:break b}d=1}while(0);e=e+16|0}while((e|0)!=(m|0));if((Z|0)==49){u=_;return}if(!d){u=_;return}d=c+36|0;if(f[d>>2]|0){xib(Y,c,b[c+48>>0]|0,+n[c+44>>2]);U=f[d>>2]|0;f[U>>2]=f[Y>>2];f[U+4>>2]=f[Y+4>>2];f[U+8>>2]=f[Y+8>>2];f[U+12>>2]=f[Y+12>>2];f[U+16>>2]=f[Y+16>>2];f[U+20>>2]=f[Y+20>>2];f[U+52>>2]=f[Y+24>>2];f[U+56>>2]=f[Y+28>>2];f[U+60>>2]=f[Y+32>>2];f[U+64>>2]=f[Y+36>>2];f[U+68>>2]=f[Y+40>>2];f[U+72>>2]=f[Y+44>>2];eDa(a,U);eDa(a,U+52|0)}d=f[c+24>>2]|0;s=f[c+28>>2]|0;if((d|0)==(s|0)){u=_;return}t=a+1236|0;v=a+1240|0;w=a+1248|0;x=a+1252|0;y=a+1244|0;do{l=f[d>>2]|0;m=l;c:do if($Ca(a,l)|0){r=X(m,1540483477)|0;r=(X(r>>>24^r,1540483477)|0)^1866966612;r=X(r>>>13^r,1540483477)|0;r=r>>>15^r;o=f[v>>2]|0;q=(o|0)==0;d:do if(q)e=0;else{k=o+-1|0;j=(k&o|0)==0;if(j)e=k&r;else if(r>>>0<o>>>0)e=r;else e=(r>>>0)%(o>>>0)|0;g=f[(f[t>>2]|0)+(e<<2)>>2]|0;if(g){if(j)while(1){g=f[g>>2]|0;if(!g)break d;c=f[g+4>>2]|0;if(!((c|0)==(r|0)|(c&k|0)==(e|0)))break d;if((f[g+8>>2]|0)==(l|0))break c}while(1){g=f[g>>2]|0;if(!g)break d;j=f[g+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0))break d}if((f[g+8>>2]|0)==(l|0))break c}}}while(0);k=pOb(12)|0;f[k+8>>2]=m;f[k+4>>2]=r;f[k>>2]=0;h=+(((f[w>>2]|0)+1|0)>>>0);i=+n[x>>2];do if(q|i*+(o>>>0)<h){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(h/i))>>>0;WCa(t,e>>>0<g>>>0?g:e);e=f[v>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&r;break}if(r>>>0<e>>>0){j=e;e=r}else{j=e;e=(r>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[t>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[y>>2];f[y>>2]=k;f[g>>2]=y;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;if(!(g&j))e=e&g;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;e=(f[t>>2]|0)+(e<<2)|0;Z=46}}else{f[k>>2]=f[e>>2];Z=46}if((Z|0)==46){Z=0;f[e>>2]=k}f[w>>2]=(f[w>>2]|0)+1}while(0);d=d+4|0}while((d|0)!=(s|0));u=_;return}function fDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0,X=0,Y=0,Z=0.0;Y=u;u=u+192|0;X=Y;C=+n[c>>2];V=+n[c+4>>2];m=+n[c+8>>2];o=+n[c+12>>2];q=+n[c+16>>2];r=+n[c+20>>2];e=f[a+1064>>2]|0;k=f[a+1068>>2]|0;if((e|0)==(k|0)){u=Y;return}Z=(o-C)*.5;l=(q-V)*.5;w=(r-m)*.5;s=Z+C;t=l+V;v=w+m;w=Z*Z+(l*l+w*w);x=X+8|0;y=X+16|0;z=X+24|0;A=X+32|0;B=X+40|0;D=X+48|0;E=X+56|0;F=X+64|0;G=X+72|0;H=X+80|0;I=X+88|0;J=X+96|0;K=X+104|0;L=X+112|0;M=X+120|0;N=X+128|0;O=X+136|0;P=X+144|0;Q=X+152|0;R=X+160|0;S=X+168|0;T=X+176|0;U=X+184|0;d=0;a:do{g=f[e>>2]|0;j=f[e+4>>2]|0;b:do if((g|0)!=(j|0)){i=2;do{l=+p[g+24>>3]+(s*+p[g>>3]+(t*+p[g+8>>3]+v*+p[g+16>>3]));if(!(l*l>=w)){p[X>>3]=C;p[x>>3]=V;p[y>>3]=m;p[z>>3]=o;p[A>>3]=V;p[B>>3]=m;p[D>>3]=C;p[E>>3]=q;p[F>>3]=m;p[G>>3]=o;p[H>>3]=q;p[I>>3]=m;p[J>>3]=C;p[K>>3]=V;p[L>>3]=r;p[M>>3]=o;p[N>>3]=V;p[O>>3]=r;p[P>>3]=C;p[Q>>3]=q;p[R>>3]=r;p[S>>3]=o;p[T>>3]=q;p[U>>3]=r;h=gDa(g,X)|0}else h=l<0.0?0:2;i=(h|0)<(i|0)?h:i;g=g+32|0}while((g|0)!=(j|0));switch(i|0){case 2:{W=20;break a}case 1:break;default:break b}d=1}while(0);e=e+16|0}while((e|0)!=(k|0));if((W|0)==20){u=Y;return}if(!d){u=Y;return}d=c+36|0;if(f[d>>2]|0){xib(X,c,b[c+48>>0]|0,+n[c+44>>2]);W=f[d>>2]|0;f[W>>2]=f[X>>2];f[W+4>>2]=f[X+4>>2];f[W+8>>2]=f[X+8>>2];f[W+12>>2]=f[X+12>>2];f[W+16>>2]=f[X+16>>2];f[W+20>>2]=f[X+20>>2];f[W+52>>2]=f[X+24>>2];f[W+56>>2]=f[X+28>>2];f[W+60>>2]=f[X+32>>2];f[W+64>>2]=f[X+36>>2];f[W+68>>2]=f[X+40>>2];f[W+72>>2]=f[X+44>>2];fDa(a,W);fDa(a,W+52|0)}d=f[c+24>>2]|0;i=f[c+28>>2]|0;if((d|0)==(i|0)){u=Y;return}j=a+1312|0;k=a+1316|0;h=a+1308|0;do{e=f[d>>2]|0;f[X>>2]=e;g=f[j>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){f[g>>2]=e;f[j>>2]=(f[j>>2]|0)+4}else hDa(h,X);d=d+4|0}while((d|0)!=(i|0));u=Y;return}function gDa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0;d=+p[a>>3];e=+p[a+8>>3];f=+p[a+16>>3];c=+p[a+24>>3];a=!(c+(d*+p[b>>3]+(e*+p[b+8>>3]+f*+p[b+16>>3]))<0.0);if(!(c+(d*+p[b+24>>3]+(e*+p[b+32>>3]+f*+p[b+40>>3]))<0.0))a=a?2:1;else if(a){b=1;return b|0}else a=0;if(!(c+(d*+p[b+48>>3]+(e*+p[b+56>>3]+f*+p[b+64>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+72>>3]+(e*+p[b+80>>3]+f*+p[b+88>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+96>>3]+(e*+p[b+104>>3]+f*+p[b+112>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+120>>3]+(e*+p[b+128>>3]+f*+p[b+136>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+144>>3]+(e*+p[b+152>>3]+f*+p[b+160>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+168>>3]+(e*+p[b+176>>3]+f*+p[b+184>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}b=(a|0)==0?0:(a|0)==8?2:1;return b|0}function hDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function iDa(a){a=a|0;var b=0,c=0,d=0;d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}d=f[a+24>>2]|0;if(!d)return;b=a+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function jDa(a){a=a|0;var b=0,c=0,d=0;d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}d=f[a+24>>2]|0;if(!d)return;b=a+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function kDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;d=a+1234|0;if((h[d>>0]|0)==(c&1|0))d=a+1235|0;else{b[d>>0]=c&1;d=a+1235|0;g=b[d>>0]|0;e=g<<24>>24!=0;i=e^1;b[d>>0]=i&1;if((i&1|0)!=(g&255|0)){b[d>>0]=g;if(c){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,e,f[a+1352>>2]|0)}}}return (b[d>>0]|0)!=0|0}function lDa(a){a=a|0;var c=0;c=a+1228|0;if(!(f[c>>2]|0))return;f[c>>2]=1;c=a+1235|0;if((b[c>>0]|0)==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;c=(zQa(f[a>>2]|0)|0)+140|0;sBa(c,1,f[a+1352>>2]|0);return}function mDa(a){a=a|0;var c=0,d=0;c=a+1228|0;if(!(f[c>>2]|0))return;f[c>>2]=2;c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,0,f[a+1352>>2]|0)}}if(b[a+1232>>0]|0)return;if((b[c>>0]|0)==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,1,f[a+1352>>2]|0);return}function nDa(a,b){a=a|0;b=b|0;b=f[b>>2]|0;if((b|0)==(f[a+4>>2]|0)){a=1;return a|0}a=(b|0)==(f[a+12>>2]|0);return a|0}function oDa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function pDa(a){a=a|0;var c=0,d=0,e=0;d=a+1228|0;e=(f[d>>2]|0)==1;rBa(a)|0;f[d>>2]=2;c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){c=(zQa(f[a>>2]|0)|0)+140|0;sBa(c,0,f[a+1352>>2]|0)}}c=a+1232|0;if(!(b[c>>0]|0)){b[c>>0]=1;Hha(939,a,4)}if(!e)return;f[d>>2]=1;return}function qDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;if(!(f[a+1228>>2]|0))return;if(!(b[c+192>>0]&1))return;if(f[c+196>>2]&2|0)return;r=a+1320|0;k=c;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+1324|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o){d=0;q=20}else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&p;else if(p>>>0<m>>>0)d=p;else d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(!e)q=20;else{if(g)while(1){e=f[e>>2]|0;if(!e){q=20;break a}g=f[e+4>>2]|0;if(!((g|0)==(p|0)|(g&j|0)==(d|0))){q=20;break a}if((f[e+8>>2]|0)==(c|0))break a}do{e=f[e>>2]|0;if(!e){q=20;break a}g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0)){q=20;break a}}}while((f[e+8>>2]|0)!=(c|0))}}while(0);if((q|0)==20){c=pOb(12)|0;f[c+8>>2]=k;f[c+4>>2]=p;f[c>>2]=0;j=a+1332|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+1336>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+1328|0;f[c>>2]=f[d>>2];f[d>>2]=c;f[e>>2]=d;d=f[c>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;q=33}}else{f[c>>2]=f[d>>2];q=33}if((q|0)==33)f[d>>2]=c;f[j>>2]=(f[j>>2]|0)+1}d=a+1235|0;if(b[d>>0]|0){b[d>>0]=0;if(b[a+1234>>0]|0){r=(zQa(f[a>>2]|0)|0)+140|0;sBa(r,0,f[a+1352>>2]|0)}}d=a+1232|0;if(b[d>>0]|0)return;b[d>>0]=1;Hha(939,a,4);return}function rDa(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;if(!(f[a+1228>>2]|0)){u=d;return}f[c>>2]=b;sDa(a+1320|0,c)|0;f[c>>2]=b;sDa(a+1340|0,c)|0;f[c>>2]=b;sDa(a+1236|0,c)|0;f[c>>2]=b;sDa(a+1256|0,c)|0;f[c>>2]=b;sDa(a+1276|0,c)|0;kJa(b);u=d;return}function sDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=tDa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else 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d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(!e)q=18;else{if(g)while(1){e=f[e>>2]|0;if(!e){q=18;break a}g=f[e+4>>2]|0;if(!((g|0)==(p|0)|(g&j|0)==(d|0))){q=18;break a}if((f[e+8>>2]|0)==(c|0))break a}do{e=f[e>>2]|0;if(!e){q=18;break a}g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0)){q=18;break a}}}while((f[e+8>>2]|0)!=(c|0))}}while(0);if((q|0)==18){c=pOb(12)|0;f[c+8>>2]=k;f[c+4>>2]=p;f[c>>2]=0;j=a+1332|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+1336>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+1328|0;f[c>>2]=f[d>>2];f[d>>2]=c;f[e>>2]=d;d=f[c>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;q=31}}else{f[c>>2]=f[d>>2];q=31}if((q|0)==31)f[d>>2]=c;f[j>>2]=(f[j>>2]|0)+1}d=a+1235|0;if(b[d>>0]|0){b[d>>0]=0;if(b[a+1234>>0]|0){r=(zQa(f[a>>2]|0)|0)+140|0;sBa(r,0,f[a+1352>>2]|0)}}d=a+1232|0;if(b[d>>0]|0){u=s;return}b[d>>0]=1;Hha(939,a,4);u=s;return}function xDa(a,b){a=a|0;b=b|0;wDa(a,b);return}function yDa(a,b){a=a|0;b=b|0;if(!(f[b+196>>2]&2)){qDa(a,b);return}else{rDa(a,b);return}}function zDa(a,c){a=a|0;c=c|0;if(!(b[c+192>>0]&1)){rDa(a,c);return}else{qDa(a,c);return}}function ADa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function BDa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function CDa(){if(!(b[257144]|0))MPb(257144)|0;f[64650]=262921;return}function DDa(a,b){a=a|0;b=b|0;f[a>>2]=b&15;f[a+4>>2]=b>>>4&15;f[a+8>>2]=b>>>8&15;f[a+12>>2]=b>>>12&15;f[a+16>>2]=b>>>16&15;return}function EDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return b<<4|a|c<<8|d<<12|e<<16|0}function FDa(a,b){a=a|0;b=b|0;var c=0,d=0;if((f[a>>2]|0)==1)Mwb(b,33071,0);else Mwb(b,10497,0);c=a+8|0;d=(f[c>>2]|0)==0;do if(!(f[a+4>>2]|0))if(d){Nwb(b,9729,9987);break}else{Nwb(b,9729,9729);break}else if(d){Nwb(b,9728,9986);break}else{Nwb(b,9728,9728);break}while(0);if(f[c>>2]|0)return;Owb(b,8.0);return}function GDa(a,b,c){a=a|0;b=b|0;c=c|0;return $Ka(b,c,(f[a+16>>2]|0)==1&1)|0}function HDa(a,c,d,e,g,h,i,j,k,l,m,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;p=p|0;var q=0,r=0,t=0,v=0.0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0;M=u;u=u+32|0;B=M+20|0;C=M+8|0;K=M;I=(f[(f[c>>2]|0)+44>>2]|0)+68|0;H=zLa(I)|0;I=ALa(I)|0;D=f[c>>2]|0;J=(b[(f[D+44>>2]|0)+148>>0]&8)==0;FMa(D,a);D=lMa(d)|0;E=g+e|0;F=E+h|0;w=B+4|0;y=B+8|0;z=C+4|0;A=C+8|0;t=f[i>>2]|0;f[B>>2]=t;r=f[i+4>>2]|0;f[w>>2]=r;G=f[i+8>>2]|0;f[y>>2]=G;f[C>>2]=t;f[z>>2]=r;f[A>>2]=G;G=X(D,F)|0;v=(f[s>>2]=t,+n[s>>2]);a:do if(G|0){t=0;x=v;while(1){r=i+(t<<2)|0;if(v<x){q=B;L=5}else if(v>+n[C>>2]){q=C;L=5}if((L|0)==5){L=0;n[q>>2]=v}v=+n[r+4>>2];if(v<+n[w>>2]){q=B;L=8}else if(v>+n[z>>2]){q=C;L=8}if((L|0)==8){L=0;n[q+4>>2]=v}v=+n[r+8>>2];if(v<+n[y>>2]){q=B;L=11}else if(v>+n[A>>2]){q=C;L=11}if((L|0)==11){L=0;n[q+8>>2]=v}q=t+D|0;if(q>>>0>=G>>>0)break a;t=q;x=+n[B>>2];v=+n[i+(q<<2)>>2]}}while(0);c=f[c>>2]|0;w=c+44|0;KMa(f[w>>2]|0,B,C);C=f[w>>2]|0;f[C+52>>2]=f[d>>2];d=C+148|0;b[d>>0]=b[d>>0]|8;if(!(xLa((f[w>>2]|0)+68|0,G,0)|0)){L=0;u=M;return L|0}iub(K,34962);nub(f[K>>2]|0,X(F<<2,D)|0,0,35044);rMa(f[w>>2]|0,K,0);BLa((f[w>>2]|0)+68|0,0,G,i)|0;t=f[w>>2]|0;r=f[t>>2]|0;ELa(t+68|0,f[r+8>>2]|0,r)|0;r=f[w>>2]|0;f[r+108>>2]=F;pMa(r,0,e);pMa(f[w>>2]|0,1,g);pMa(f[w>>2]|0,2,h);qMa(f[w>>2]|0,0,0);qMa(f[w>>2]|0,1,e);qMa(f[w>>2]|0,2,E);IDa(f[w>>2]|0,0,j,k);IDa(f[w>>2]|0,1,l,m);IDa(f[w>>2]|0,2,o,p);LMa(f[w>>2]|0,0,0,0)|0;r=ySa(a)|0;t=f[w>>2]|0;q=f[t+112>>2]|0;t=f[t+116>>2]|0;if((q|0)!=(t|0))do{xDa(r,f[q>>2]|0);q=q+4|0}while((q|0)!=(t|0));r=c+28|0;if(!(f[r>>2]|0)){if((f[c+32>>2]|0)!=-1)L=19}else L=19;if((L|0)==19){q=NRa(a)|0;if(J){if(!(f[r>>2]|0))L=21}else L=21;if((L|0)==21)q=(X(H,-4)|0)+-152+(X(I,-2)|0)+q|0;L=(f[w>>2]|0)+68|0;J=(zLa(L)|0)<<2;PRa(a,q+152+J+((ALa(L)|0)<<1)|0)}q=f[K+4>>2]|0;if(q|0)iOb(q);L=1;u=M;return L|0}function IDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;l=n;k=c+(d*12|0)|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;e=d*12|0;g=(e|0)/12|0;if(!e){h=l+8|0;d=0;c=0;e=0}else{if(g>>>0>357913941)AMb(l);i=pOb(e)|0;f[m>>2]=i;f[l>>2]=i;e=i+(g*12|0)|0;h=l+8|0;f[h>>2]=e;j=i;if(!d){d=j;c=j}else{g=c;d=i;c=i;while(1){f[d>>2]=f[g>>2];f[d+4>>2]=f[g+4>>2];f[d+8>>2]=f[g+8>>2];g=g+12|0;c=c+12|0;if((g|0)==(k|0))break;else d=c}f[m>>2]=c;d=j}}b=b&255;k=a+72+(b*12|0)|0;g=f[k>>2]|0;f[l>>2]=g;f[k>>2]=d;k=a+72+(b*12|0)+4|0;l=f[k>>2]|0;f[m>>2]=l;f[k>>2]=c;a=a+72+(b*12|0)+8|0;f[h>>2]=f[a>>2];f[a>>2]=e;e=l;if(!g){u=n;return}if((e|0)!=(g|0))f[m>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g);u=n;return}function JDa(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+48|0;s=r+32|0;o=r+24|0;t=r+16|0;q=r+8|0;p=r;c=f[c>>2]|0;tMa(o);f[t>>2]=c;f[s>>2]=f[t>>2];if(HDa(b,o,s,d,e,g,h,i,j,k,l,m,n)|0){f[q>>2]=f[o>>2];m=o+4|0;f[q+4>>2]=f[m>>2];f[o>>2]=0;l=m}else{f[q>>2]=0;l=o+4|0;m=q+4|0}f[m>>2]=0;l=f[l>>2]|0;if(l|0)iOb(l);RQa(p,b,q);m=(f[p>>2]|0)==0;l=f[p+4>>2]|0;if(l|0)iOb(l);if(m){f[a>>2]=0;m=q+4|0;l=a+4|0}else{f[a>>2]=f[q>>2];l=q+4|0;f[a+4>>2]=f[l>>2];f[q>>2]=0;m=l}f[l>>2]=0;l=f[m>>2]|0;if(!l){u=r;return}iOb(l);u=r;return}function KDa(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j;UIa(k,b);l=f[k>>2]|0;eJa(l,c);pJa(l,0,d);hJa(l,0,e);hJa(l,1,g);hJa(l,2,h);HJa(l,1,(i&1|0)!=0,1)|0;HJa(l,2,(i&2|0)!=0,1)|0;HJa(l,4,(i&4|0)!=0,1)|0;SQa(a,b,k);a=f[k+4>>2]|0;if(!a){u=j;return}iOb(a);u=j;return}function LDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+96|0;y=F+80|0;x=F+72|0;w=F+64|0;D=F+24|0;r=F+60|0;s=F+56|0;t=F+52|0;v=F+48|0;o=F+44|0;p=F+40|0;z=F+12|0;A=F;n=d+4|0;B=((f[n>>2]|0)-(f[d>>2]|0)>>2>>>0)/6|0;q=e+4|0;C=((f[q>>2]|0)-(f[e>>2]|0)>>2>>>0)/6|0;MDa(D,f[64650]|0);g=f[n>>2]|0;h=f[d>>2]|0;i=((f[q>>2]|0)-(f[e>>2]|0)>>2)+(g-h>>2)|0;j=D+8|0;k=f[D>>2]|0;E=D+4|0;if((f[j>>2]|0)-k>>2>>>0<i>>>0){if(i>>>0>1073741823)vd();l=(f[E>>2]|0)-k|0;m=pOb(i<<2)|0;if((l|0)>0)bQb(m|0,k|0,l|0)|0;f[D>>2]=m;f[E>>2]=m+(l>>2<<2);f[j>>2]=m+(i<<2);if(k){sOb(k);h=f[d>>2]|0;g=f[n>>2]|0}}f[r>>2]=f[E>>2];f[s>>2]=h;f[t>>2]=g;f[w>>2]=f[r>>2];f[x>>2]=f[s>>2];f[y>>2]=f[t>>2];NDa(D,w,x,y)|0;f[v>>2]=f[E>>2];f[o>>2]=f[e>>2];f[p>>2]=f[q>>2];f[w>>2]=f[v>>2];f[x>>2]=f[o>>2];f[y>>2]=f[p>>2];NDa(D,w,x,y)|0;f[z>>2]=0;f[z+4>>2]=B;i=z+8|0;j=f[(f[c+4>>2]|0)+44>>2]|0;h=f[j+72>>2]|0;d=f[j+76>>2]|0;if((h|0)==(d|0))g=0;else{g=-1;do{g=f[h+8>>2]&g;h=h+12|0}while((h|0)!=(d|0))}f[i>>2]=g;f[A>>2]=0;f[A+4>>2]=C;i=A+8|0;h=f[j+84>>2]|0;d=f[j+88>>2]|0;if((h|0)==(d|0))g=0;else{g=-1;do{g=f[h+8>>2]&g;h=h+12|0}while((h|0)!=(d|0))}f[i>>2]=g;c=f[D>>2]|0;tMa(x);f[w>>2]=4681;f[y>>2]=f[w>>2];if(HDa(b,x,y,B,C,0,c,z,1,A,1,0,0)|0){f[a>>2]=f[x>>2];g=x+4|0;f[a+4>>2]=f[g>>2];f[x>>2]=0;h=g}else{f[a>>2]=0;h=x+4|0;g=a+4|0}f[g>>2]=0;g=f[h>>2]|0;if(g|0)iOb(g);g=f[D+12>>2]|0;if(g|0)RBa(g,D);g=f[D>>2]|0;if(!g){u=F;return}h=f[E>>2]|0;if((h|0)!=(g|0))f[E>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g);u=F;return}function MDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257280]|0))if(MPb(257280)|0){f[64647]=0;f[64648]=0;f[64649]=0}e=f[64648]|0;if((f[64647]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64648]|0;j=h+-12|0;while(1){e=h+-12|0;f[64648]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64648]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function NDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;q=f[a>>2]|0;v=q;n=(f[b>>2]|0)-v|0;r=n>>2;b=q+(r<<2)|0;k=f[c>>2]|0;g=f[d>>2]|0;w=g-k|0;m=w>>2;d=k;t=g;if((w|0)<=0){w=b;return w|0}p=a+8|0;h=f[p>>2]|0;w=a+4|0;u=f[w>>2]|0;l=u;if((m|0)<=(h-l>>2|0)){j=l-b|0;e=j>>2;if((m|0)>(e|0)){e=d+(e<<2)|0;g=e;if((e|0)==(t|0))e=u;else{i=((t+-4-g|0)>>>2)+1|0;h=u;while(1){f[h>>2]=f[e>>2];e=e+4|0;if((e|0)==(t|0))break;else h=h+4|0}e=u+(i<<2)|0;f[w>>2]=e}if((j|0)>0)l=e;else{w=b;return w|0}}else l=u;j=l-(b+(m<<2))|0;k=j>>2;e=b+(k<<2)|0;if(e>>>0<u>>>0){i=((u+(0-k-r<<2)+~v|0)>>>2)+1|0;h=l;while(1){f[h>>2]=f[e>>2];e=e+4|0;if(e>>>0>=u>>>0)break;else h=h+4|0}f[w>>2]=l+(i<<2)}if(k){cQb(l+(0-k<<2)|0,b|0,j|0)|0;d=f[c>>2]|0}if((d|0)==(g|0)){w=b;return w|0}else e=b;while(1){f[e>>2]=f[d>>2];d=d+4|0;if((d|0)==(g|0))break;else e=e+4|0}return b|0}e=(l-v>>2)+m|0;if(e>>>0>1073741823)AMb(a);g=h-v|0;h=g>>1;e=g>>2>>>0<536870911?(h>>>0<e>>>0?e:h):1073741823;h=b;g=n>>2;do if(!e){o=0;s=0}else if(e>>>0>1073741823)vd();else{s=pOb(e<<2)|0;o=s;break}while(0);j=s+(g<<2)|0;i=s+(e<<2)|0;if((t|0)==(d|0))e=j;else{g=g+((t+-4+(0-k)|0)>>>2)+1|0;e=j;while(1){f[e>>2]=f[d>>2];d=d+4|0;if((d|0)==(t|0))break;else e=e+4|0}e=s+(g<<2)|0}if((n|0)>0)bQb(o|0,q|0,n|0)|0;d=l-h|0;if((d|0)>0){bQb(e|0,b|0,d|0)|0;b=e+(d>>>2<<2)|0}else b=e;f[a>>2]=s;f[w>>2]=b;f[p>>2]=i;if(!q){w=j;return w|0}sOb(q);w=j;return w|0}function ODa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;i=l+20|0;k=l;if((e|0)==0|(g|0)==0){k=1;u=l;return k|0}if(!h){k=2;u=l;return k|0}b=(b|0)==0?i:b;switch(a|0){case 3:case 2:case 0:case 1:{switch(a|0){case 2:{b=6409;break}case 1:{b=6407;break}case 3:{b=6410;break}default:b=6408}mvb(k,e,g,b,5121,h);lvb(c,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}case 4:{if((b|0)==(i|0))f[i>>2]=1;b=(f[b>>2]|0)+-1|0;if(b>>>0<4)b=50462979>>>(b<<3)&255;else b=4;jvb(k,h,e,0,b);ivb(d,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}case 5:{if((b|0)==(i|0))f[i>>2]=0;b=(f[b>>2]|0)+-1|0;if(b>>>0<4)b=50462979>>>(b<<3)&255;else b=4;jvb(k,h,e,1,b);ivb(d,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}default:b=3}do if((j|0)==25){if(!(f[c>>2]|0))if(!(f[d>>2]|0)){b=4;break}b=0}while(0);k=b;u=l;return k|0}function PDa(){if(!(b[257144]|0))MPb(257144)|0;f[64651]=262921;return}function QDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;a=tSa(a)|0;e=c+196|0;g=f[e>>2]|0;if(!((g&32|0)!=0|(g&2048|0)==0&(a^1))){g=d+48|0;n[g>>2]=+n[c+156>>2]+ +n[g>>2];g=d+52|0;n[g>>2]=+n[c+160>>2]+ +n[g>>2];g=d+56|0;n[g>>2]=+n[c+164>>2]+ +n[g>>2]}if(!b)return;a=f[e>>2]|0;if(!(a&33554456))return;if(a&8){PAa(b,d);a=f[e>>2]|0}if(a&16){MAa(b,d);a=f[e>>2]|0}if(!(a&33554432))return;SAa(b,d);return}function RDa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;f[a>>2]=e;l=a+4|0;f[l>>2]=g;n=lMa(c+52|0)|0;f[a+8>>2]=n;n=a+12|0;a:do switch(d<<24>>24){case 2:if(!(b[c+148>>0]&2)){d=f[c+44>>2]|0;break a}else{d=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;break a}case 1:{d=f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]|0;break}default:d=0}while(0);f[n>>2]=d;i=f[l>>2]|0;k=i+4|0;if((f[i>>2]|0)==(f[k>>2]|0)){m=c+68|0;d=zLa(m)|0;j=f[k>>2]|0;h=f[i>>2]|0;c=j-h>>2;if(d>>>0>c>>>0)Sqa(i,d-c|0);else if(d>>>0<c>>>0){d=h+(d<<2)|0;if((d|0)!=(j|0))f[k>>2]=j+(~((j+-4-d|0)>>>2)<<2)}CLa(m,f[f[l>>2]>>2]|0)|0;d=f[a>>2]|0;c=ALa(m)|0;j=d+4|0;k=f[j>>2]|0;i=f[d>>2]|0;h=k-i>>1;if(c>>>0>h>>>0)Tqa(d,c-h|0);else if(c>>>0<h>>>0){d=i+(c<<1)|0;if((d|0)!=(k|0))f[j>>2]=k+(~((k+-2-d|0)>>>1)<<1)}DLa(m,f[f[a>>2]>>2]|0)|0}m=f[a>>2]|0;if((f[m>>2]|0)==(f[m+4>>2]|0)){e=0;n=a+16|0;f[n>>2]=e;g=f[g>>2]|0;n=a+20|0;f[n>>2]=g;return}e=(f[e>>2]|0)+(f[n>>2]<<1)|0;n=a+16|0;f[n>>2]=e;g=f[g>>2]|0;n=a+20|0;f[n>>2]=g;return}function SDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0;P=u;u=u+144|0;O=P+128|0;N=P+112|0;M=P+56|0;F=P;e=f[(f[c+4>>2]|0)+44>>2]|0;e=(f[e+76>>2]|0)-(f[e+72>>2]|0)|0;J=(e|0)/12|0;g=f[(f[d+4>>2]|0)+44>>2]|0;g=(f[g+76>>2]|0)-(f[g+72>>2]|0)|0;D=(g|0)/12|0;if(J>>>0>D>>>0){SDa(a,b,d,c);O=a+8|0;K=a+16|0;n=+p[a>>3];o=+p[O>>3];q=+p[K>>3];M=a+24|0;p[a>>3]=+p[M>>3];N=a+32|0;p[O>>3]=+p[N>>3];O=a+40|0;p[K>>3]=+p[O>>3];p[M>>3]=n;p[N>>3]=o;p[O>>3]=q;u=P;return}cBa(O,f[64651]|0);cBa(N,f[64651]|0);E=M+48|0;p[E>>3]=C;a:do if(!e){q=0.0;n=C;o=0.0;m=0.0;l=0.0;k=0.0;j=0.0}else{I=O+4|0;s=F+48|0;t=F+8|0;G=M+8|0;v=F+16|0;H=M+16|0;w=F+24|0;x=M+24|0;y=F+32|0;K=M+32|0;z=F+40|0;A=M+40|0;B=N+4|0;if(!g){h=f[O>>2]|0;i=h;g=0;e=f[I>>2]|0;while(1){if((e|0)==(h|0))e=h;else{e=e+(~(((e+-24-i|0)>>>0)/24|0)*24|0)|0;f[I>>2]=e}g=g+1|0;if(g>>>0>=J>>>0){q=0.0;n=C;o=0.0;m=0.0;l=0.0;k=0.0;j=0.0;break a}}}else{r=0;e=0}do{i=0;do{TDa(F,e,b,c,r,d,i,O,N);n=+p[s>>3];j=+p[E>>3];if(n<j){p[M>>3]=+p[F>>3];p[G>>3]=+p[t>>3];p[H>>3]=+p[v>>3];p[x>>3]=+p[w>>3];p[K>>3]=+p[y>>3];p[A>>3]=+p[z>>3];p[E>>3]=n;e=M}else n=j;g=f[N>>2]|0;h=f[B>>2]|0;if((h|0)!=(g|0))f[B>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);i=i+1|0}while(i>>>0<D>>>0);h=f[O>>2]|0;g=f[I>>2]|0;if((g|0)!=(h|0))f[I>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);r=r+1|0}while(r>>>0<J>>>0);q=+p[A>>3];o=+p[M>>3];m=+p[G>>3];l=+p[H>>3];k=+p[M+24>>3];j=+p[K>>3]}while(0);n=+L(+n);p[a>>3]=o;p[a+8>>3]=m;p[a+16>>3]=l;p[a+24>>3]=k;p[a+32>>3]=j;p[a+40>>3]=q;p[a+48>>3]=n;e=f[N+12>>2]|0;if(e|0)xCa(e,N);h=f[N>>2]|0;if(h|0){e=N+4|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}e=f[O+12>>2]|0;if(e|0)xCa(e,O);h=f[O>>2]|0;if(h|0){e=O+4|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}u=P;return}function TDa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0.0,l=0.0,m=0.0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,E=0,F=0,I=0,J=0.0,K=0.0,M=0,N=0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0;M=0;N=u;u=u+1200|0;o=a;q=o+48|0;do{f[o>>2]=0;o=o+4|0}while((o|0)<(q|0));p[(a+48|0)>>3]=C;if((f[i>>2]|0)==(f[(i+4|0)>>2]|0))if(!(UDa(c,d,e,i)|0)){u=N;return}if(!(UDa(c,g,h,j)|0)){u=N;return}F=f[i>>2]|0;I=f[j>>2]|0;E=(f[(i+4|0)>>2]|0)-F|0;j=(f[j+4>>2]|0)-I|0;c=1;if(c){c=0;if(!b){if(!E){u=N;return}}else c=1}if(c)if(1){e=(N+24|0)+24|0;t=+p[F>>3];p[e>>3]=t;v=+p[F+8>>3];p[((N+24|0)+32|0)>>3]=v;k=+p[F+16>>3];p[((N+24|0)+40|0)>>3]=k;p[(N+24|0)>>3]=t;p[((N+24|0)+8|0)>>3]=v;d=F;c=N+24|0;a:while(1){p[c+16>>3]=k;c=d;while(1){if((c|0)==(F+(((E|0)/24|0)*24|0)+-24|0|0))break a;d=c+24|0;k=+p[d>>3];if(k<+p[(N+24|0)>>3]){x=N+24|0;M=10}else if(k>+p[e>>3]){x=e;M=10}if((M|0)==10){M=0;p[x>>3]=k}k=+p[c+32>>3];if(k<+p[((N+24|0)+8|0)>>3]){w=N+24|0;M=13}else if(k>+p[((N+24|0)+32|0)>>3]){w=e;M=13}if((M|0)==13){M=0;p[w+8>>3]=k}k=+p[c+40>>3];if(k<+p[((N+24|0)+16|0)>>3]){c=N+24|0;continue a}if(k>+p[((N+24|0)+40|0)>>3]){c=e;continue a}else c=d}}l=+p[(N+24|0)>>3];m=(+p[(N+24|0)+24>>3]-l)*.5;r=+p[((N+24|0)+8|0)>>3];s=(+p[((N+24|0)+32|0)>>3]-r)*.5;t=+p[((N+24|0)+16|0)>>3];v=(+p[((N+24|0)+40|0)>>3]-t)*.5;e=(N+24|0)+24|0;P=+p[I>>3];p[e>>3]=P;O=+p[I+8>>3];p[((N+24|0)+32|0)>>3]=O;k=+p[I+16>>3];p[((N+24|0)+40|0)>>3]=k;p[(N+24|0)>>3]=P;p[((N+24|0)+8|0)>>3]=O;d=I;c=N+24|0;b:while(1){p[c+16>>3]=k;c=d;while(1){if((c|0)==(I+(((j|0)/24|0)*24|0)+-24|0|0))break b;d=c+24|0;k=+p[d>>3];if(k<+p[(N+24|0)>>3]){z=N+24|0;M=21}else if(k>+p[e>>3]){z=e;M=21}if((M|0)==21){M=0;p[z>>3]=k}k=+p[c+32>>3];if(k<+p[((N+24|0)+8|0)>>3]){y=N+24|0;M=24}else if(k>+p[((N+24|0)+32|0)>>3]){y=e;M=24}if((M|0)==24){M=0;p[y+8>>3]=k}k=+p[c+40>>3];if(k<+p[((N+24|0)+16|0)>>3]){c=N+24|0;continue b}if(k>+p[((N+24|0)+40|0)>>3]){c=e;continue b}else c=d}}S=+p[(N+24|0)>>3];k=(+p[(N+24|0)+24>>3]-S)*.5;R=+p[((N+24|0)+8|0)>>3];O=(+p[((N+24|0)+32|0)>>3]-R)*.5;Q=+p[((N+24|0)+16|0)>>3];P=(+p[((N+24|0)+40|0)>>3]-Q)*.5;P=+L(+((l+m-(S+k))*(l+m-(S+k))+((r+s-(R+O))*(r+s-(R+O))+(t+v-(Q+P))*(t+v-(Q+P)))))-+L(+(m*m+(s*s+v*v)))-+L(+(k*k+(O*O+P*P)));P=P>0.0?P:0.0;if(!(E|0?!(P*P>=+p[b+48>>3]):0)){u=N;return}}o=(N+24|0)+8|0;q=(N+24|0)+16|0;h=0;r=0.0;s=0.0;c:while(1){i=F+(h*24|0)|0;k=+p[i>>3];l=+p[i+24>>3];if(k==l)if(+p[F+(h*24|0)+8>>3]==+p[i+32>>3])if(+p[F+(h*24|0)+16>>3]==+p[i+40>>3]){A=r;B=s}else M=33;else M=33;else M=33;do if((M|0)==33){M=0;m=+p[i+48>>3];if(k==m)if(+p[F+(h*24|0)+8>>3]==+p[i+56>>3])if(+p[F+(h*24|0)+16>>3]==+p[i+64>>3]){A=r;B=s;break}if(l==m)if(+p[i+32>>3]==+p[i+56>>3])if(+p[i+40>>3]==+p[i+64>>3]){A=r;B=s;break}c=1;if(c){c=0;if(!j){A=r;B=s}else c=1}if(c)if(1){e=F+(h*24|0)+8|0;g=F+(h*24|0)+16|0;d=0;while(1){c=I+(d*24|0)|0;k=+p[c>>3];l=+p[c+24>>3];if(k==l)if(+p[I+(d*24|0)+8>>3]==+p[c+32>>3])if(+p[I+(d*24|0)+16>>3]==+p[c+40>>3]){J=r;K=s}else M=44;else M=44;else M=44;do if((M|0)==44){M=0;m=+p[c+48>>3];if(k==m)if(+p[I+(d*24|0)+8>>3]==+p[c+56>>3])if(+p[I+(d*24|0)+16>>3]==+p[c+64>>3]){J=r;K=s;break}if(l==m)if(+p[c+32>>3]==+p[c+56>>3])if(+p[c+40>>3]==+p[c+64>>3]){J=r;K=s;break}Kib(N+24|0,i,c,c+24|0,c+48|0);v=+p[(N+24|0)>>3];p[(N+24|0)>>3]=r;t=+p[((N+24|0)+8|0)>>3];p[((N+24|0)+8|0)>>3]=s;k=+p[((N+24|0)+16|0)>>3];l=+p[i>>3]-v;m=+p[e>>3]-t;r=+p[g>>3]-k;if(l*l+(m*m+r*r)<+p[(a+48|0)>>3]){p[(a+48|0)>>3]=l*l+(m*m+r*r);p[a>>3]=+p[i>>3];p[(a+8|0)>>3]=+p[e>>3];p[(a+16|0)>>3]=+p[g>>3];p[(a+24|0)>>3]=v;p[(a+32|0)>>3]=t;p[(a+40|0)>>3]=k}if(l*l+(m*m+r*r)==0.0){M=98;break c}Kib(N+24|0,i+24|0,c,c+24|0,c+48|0);B=+p[(N+24|0)>>3];p[(N+24|0)>>3]=v;O=+p[((N+24|0)+8|0)>>3];p[((N+24|0)+8|0)>>3]=t;P=+p[((N+24|0)+16|0)>>3];Q=+p[(i+24|0)>>3]-B;R=+p[((i+24|0)+8|0)>>3]-O;S=+p[((i+24|0)+16|0)>>3]-P;f[N+96>>2]=a;f[N+208>>2]=d;n[N+296>>2]=J;n[N+328>>2]=K;f[N+432>>2]=o;f[N+440>>2]=q;f[N+448>>2]=i;f[N+496>>2]=c;f[N+528>>2]=I;n[N+600>>2]=B;n[N+608>>2]=O;n[N+616>>2]=P;n[N+624>>2]=Q;n[N+632>>2]=R;n[N+640>>2]=S;f[N+1112>>2]=M;f[N+1136>>2]=0;f[N+1140>>2]=0;jFa(N);J=+n[N+296>>2];K=+n[N+328>>2];M=f[N+1112>>2]|0;G=f[N+1136>>2]|0;D=f[N+1140>>2]|0;H=+n[N+1140>>2];f[N+1136>>2]=0;f[N+1140>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 14:break c}}while(0);d=d+3|0;if(d>>>0>=((j|0)/24|0)>>>0){A=J;B=K;break}else{r=J;s=K}}}}while(0);h=h+3|0;if(h>>>0>=((E|0)/24|0)>>>0){M=98;break}else{r=A;s=B}}if((M|0)==94){u=N;return}else if((M|0)==98){u=N;return}}function UDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0,H=0.0,I=0.0,J=0.0,K=0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0.0,S=0.0,T=0.0;Q=u;u=u+112|0;M=Q;N=Q+88|0;P=Q+72|0;O=Q+56|0;K=Q+32|0;VDa(P,f[64651]|0);MDa(O,f[64651]|0);r=(f[b+4>>2]|0)+44|0;y=f[r>>2]|0;G=f[y+72>>2]|0;t=G;if((((f[y+76>>2]|0)-G|0)/12|0)>>>0>c>>>0){v=t+(c*12|0)+4|0;if(!(f[v>>2]|0))b=0;else{G=f[b+96>>2]|0;i=+n[G>>2];k=+n[G+4>>2];l=+n[G+8>>2];m=+n[G+12>>2];o=+n[G+16>>2];q=+n[G+20>>2];z=+n[G+24>>2];A=+n[G+28>>2];B=+n[G+32>>2];C=+n[G+36>>2];D=+n[G+40>>2];E=+n[G+44>>2];e=f[G+48>>2]|0;g=f[G+52>>2]|0;h=f[G+56>>2]|0;F=+n[G+60>>2];G=tSa(a)|0;y=f[b+196>>2]|0;if(!((y&32|0)!=0|(y&2048|0)==0&(G^1))){e=(n[s>>2]=+n[b+156>>2]+(f[s>>2]=e,+n[s>>2]),f[s>>2]|0);g=(n[s>>2]=+n[b+160>>2]+(f[s>>2]=g,+n[s>>2]),f[s>>2]|0);h=(n[s>>2]=+n[b+164>>2]+(f[s>>2]=h,+n[s>>2]),f[s>>2]|0)}L=o;J=(f[s>>2]=e,+n[s>>2]);I=(f[s>>2]=g,+n[s>>2]);H=(f[s>>2]=h,+n[s>>2]);RDa(K,f[r>>2]|0,0,P,O);a=f[t+(c*12|0)>>2]|0;G=(f[v>>2]|0)+a|0;y=f[K>>2]|0;if((f[y>>2]|0)==(f[y+4>>2]|0)){r=f[K+12>>2]|0;if(G>>>0>a>>>0){c=M+8|0;t=M+16|0;v=M+24|0;w=N+8|0;x=N+12|0;y=f[K+20>>2]|0;g=f[K+8>>2]|0;b=d+4|0;h=d+8|0;do{e=y+((X(g,a+r|0)|0)<<2)|0;T=+n[e>>2];S=+n[e+4>>2];R=+n[e+8>>2];o=i*T+L*S+B*R+J;p[M>>3]=o;p[c>>3]=k*T+q*S+C*R+I;p[t>>3]=l*T+z*S+D*R+H;p[v>>3]=m*T+A*S+E*R+F;f[N>>2]=M;f[w>>2]=M;f[x>>2]=4;e=f[b>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){p[e>>3]=o;p[e+8>>3]=+p[c>>3];p[e+16>>3]=+p[t>>3];f[b>>2]=e+24}else WDa(d,N);a=a+1|0}while((a|0)!=(G|0))}}else{r=f[K+16>>2]|0;if(G>>>0>a>>>0){c=M+8|0;t=M+16|0;v=M+24|0;w=N+8|0;x=N+12|0;y=f[K+20>>2]|0;g=f[K+8>>2]|0;b=d+4|0;h=d+8|0;do{e=y+((X(g,j[r+(a<<1)>>1]|0)|0)<<2)|0;R=+n[e>>2];S=+n[e+4>>2];T=+n[e+8>>2];o=i*R+L*S+B*T+J;p[M>>3]=o;p[c>>3]=k*R+q*S+C*T+I;p[t>>3]=l*R+z*S+D*T+H;p[v>>3]=m*R+A*S+E*T+F;f[N>>2]=M;f[w>>2]=M;f[x>>2]=4;e=f[b>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){p[e>>3]=o;p[e+8>>3]=+p[c>>3];p[e+16>>3]=+p[t>>3];f[b>>2]=e+24}else WDa(d,N);a=a+1|0}while((a|0)!=(G|0))}}b=(f[d>>2]|0)!=(f[d+4>>2]|0)}}else b=0;a=f[O+12>>2]|0;if(a|0)RBa(a,O);g=f[O>>2]|0;if(g|0){a=O+4|0;e=f[a>>2]|0;if((e|0)!=(g|0))f[a>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}a=f[P+12>>2]|0;if(a|0)SBa(a,P);g=f[P>>2]|0;if(!g){u=Q;return b|0}a=P+4|0;e=f[a>>2]|0;if((e|0)!=(g|0))f[a>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=Q;return b|0}function VDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257272]|0))if(MPb(257272)|0){f[64644]=0;f[64645]=0;f[64646]=0}e=f[64645]|0;if((f[64644]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64645]|0;j=h+-12|0;while(1){e=h+-12|0;f[64645]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i);e=f[64645]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function WDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;e=f[b>>2]|0;p[c>>3]=+p[e>>3];p[g+(h*24|0)+8>>3]=+p[e+8>>3];p[g+(h*24|0)+16>>3]=+p[e+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function XDa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0;j=u;u=u+32|0;i=j+16|0;h=j;cBa(i,f[64651]|0);cBa(h,f[64651]|0);TDa(a,0,b,c,d,e,g,i,h);a=a+48|0;k=+L(+(+p[a>>3]));p[a>>3]=k;a=f[h+12>>2]|0;if(a|0)xCa(a,h);c=f[h>>2]|0;if(c|0){a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}a=f[i+12>>2]|0;if(a|0)xCa(a,i);c=f[i>>2]|0;if(!c){u=j;return}a=i+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);u=j;return}function YDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+64|0;w=x+48|0;r=x+24|0;s=x;cBa(w,f[64651]|0);t=a+8|0;m=a+16|0;n=a+24|0;o=a+32|0;q=a+40|0;v=a+48|0;h=a;i=h+48|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));p[v>>3]=C;if(UDa(b,c,d,w)|0){c=f[w>>2]|0;l=(f[w+4>>2]|0)-c|0;d=(l|0)/24|0;if(!l)g=C;else{h=s+8|0;i=s+16|0;k=r+8|0;l=r+16|0;b=0;j=C;while(1){g=+Oib(e,c+(b*24|0)|0,r,s);if(g<j){p[v>>3]=g;p[a>>3]=+p[s>>3];p[t>>3]=+p[h>>3];p[m>>3]=+p[i>>3];p[n>>3]=+p[r>>3];p[o>>3]=+p[k>>3];p[q>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=d>>>0)break;else j=g}}j=+L(+g);p[v>>3]=j}b=f[w+12>>2]|0;if(b|0)xCa(b,w);d=f[w>>2]|0;if(!d){u=x;return}b=w+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=x;return}function ZDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,D=0.0;y=u;u=u+160|0;x=y+144|0;m=y+48|0;t=y+24|0;v=y;cBa(x,f[64651]|0);n=a+8|0;o=a+16|0;q=a+24|0;r=a+32|0;s=a+40|0;w=a+48|0;h=a;i=h+48|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));p[w>>3]=C;if(UDa(b,c,d,x)|0){D=+p[e>>3];p[m>>3]=D;B=+p[e+8>>3];p[m+8>>3]=B;A=+p[e+16>>3];p[m+16>>3]=A;z=+p[e+24>>3];p[m+24>>3]=z;g=+p[e+32>>3];p[m+32>>3]=g;j=+p[e+40>>3];p[m+40>>3]=j;p[m+48>>3]=D;p[m+56>>3]=B;p[m+64>>3]=A;p[m+72>>3]=-z;p[m+80>>3]=-g;p[m+88>>3]=-j;d=f[x>>2]|0;c=(f[x+4>>2]|0)-d|0;e=(c|0)/24|0;h=v+8|0;i=v+16|0;k=t+8|0;l=t+16|0;if(!c)g=C;else{b=0;j=C;while(1){g=+Oib(m,d+(b*24|0)|0,t,v);if(g<j){p[w>>3]=g;p[a>>3]=+p[v>>3];p[n>>3]=+p[h>>3];p[o>>3]=+p[i>>3];p[q>>3]=+p[t>>3];p[r>>3]=+p[k>>3];p[s>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=e>>>0)break;else j=g}c=m+48|0;b=0;j=g;while(1){g=+Oib(c,d+(b*24|0)|0,t,v);if(g<j){p[w>>3]=g;p[a>>3]=+p[v>>3];p[n>>3]=+p[h>>3];p[o>>3]=+p[i>>3];p[q>>3]=+p[t>>3];p[r>>3]=+p[k>>3];p[s>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=e>>>0)break;else j=g}}D=+L(+g);p[w>>3]=D}b=f[x+12>>2]|0;if(b|0)xCa(b,x);d=f[x>>2]|0;if(!d){u=y;return}b=x+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=y;return}function _Da(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;s=u;u=u+64|0;r=s+40|0;q=s+24|0;n=s;d=f[c>>2]|0;p=c+4|0;e=f[p>>2]|0;if((e|0)!=(d|0))f[p>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);VDa(r,f[64651]|0);MDa(q,f[64651]|0);o=f[a+84>>2]|0;i=o;if((((f[a+88>>2]|0)-o|0)/12|0)>>>0>b>>>0){m=i+(b*12|0)+4|0;e=f[m>>2]|0;o=c+8|0;k=f[c>>2]|0;g=k;if((((f[o>>2]|0)-k|0)/12|0)>>>0<e>>>0){if(e>>>0>357913941)vd();t=f[p>>2]|0;h=pOb(e*12|0)|0;d=h+(((t-k|0)/12|0)*12|0)|0;l=d;h=h+(e*12|0)|0;e=t;if((e|0)==(g|0))d=l;else do{t=d;d=d+-12|0;v=e;e=e+-12|0;f[d>>2]=f[e>>2];f[t+-8>>2]=f[v+-8>>2];f[t+-4>>2]=f[v+-4>>2]}while((e|0)!=(g|0));f[c>>2]=d;f[p>>2]=l;f[o>>2]=h;if(k|0)sOb(k)}RDa(n,a,1,r,q);d=f[i+(b*12|0)>>2]|0;a=(f[m>>2]|0)+d|0;v=f[n>>2]|0;if((f[v>>2]|0)==(f[v+4>>2]|0)){l=f[n+12>>2]|0;if(a>>>0>d>>>0){m=f[n+20>>2]|0;k=f[n+8>>2]|0;do{e=m+((X(k,d+l|0)|0)<<2)|0;g=e+4|0;h=e+8|0;i=f[p>>2]|0;if(i>>>0<(f[o>>2]|0)>>>0){f[i>>2]=f[e>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[p>>2]=i+12}else $Da(c,e,g,h);d=d+1|0}while((d|0)!=(a|0))}}else{l=f[n+16>>2]|0;if(a>>>0>d>>>0){m=f[n+20>>2]|0;k=f[n+8>>2]|0;do{e=m+((X(k,j[l+(d<<1)>>1]|0)|0)<<2)|0;g=e+4|0;h=e+8|0;i=f[p>>2]|0;if(i>>>0<(f[o>>2]|0)>>>0){f[i>>2]=f[e>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[p>>2]=i+12}else $Da(c,e,g,h);d=d+1|0}while((d|0)!=(a|0))}}}d=f[q+12>>2]|0;if(d|0)RBa(d,q);g=f[q>>2]|0;if(g|0){d=q+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[r+12>>2]|0;if(d|0)SBa(d,r);g=f[r>>2]|0;if(!g){u=s;return}d=r+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=s;return}function $Da(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;h=f[n>>2]|0;o=f[a>>2]|0;j=(h-o|0)/12|0;e=j+1|0;l=o;if(e>>>0>357913941)AMb(a);m=a+8|0;k=((f[m>>2]|0)-o|0)/12|0;g=k<<1;g=k>>>0<178956970?(g>>>0<e>>>0?e:g):357913941;do if(!g)i=0;else if(g>>>0>357913941)vd();else{i=pOb(g*12|0)|0;break}while(0);e=i+(j*12|0)|0;k=i+(g*12|0)|0;f[e>>2]=f[b>>2];f[i+(j*12|0)+4>>2]=f[c>>2];f[i+(j*12|0)+8>>2]=f[d>>2];b=e+12|0;if((h|0)!=(l|0))while(1){g=e+-12|0;j=h;h=h+-12|0;f[g>>2]=f[h>>2];f[e+-8>>2]=f[j+-8>>2];f[e+-4>>2]=f[j+-4>>2];if((h|0)==(l|0)){e=g;break}else e=g}f[a>>2]=e;f[n>>2]=b;f[m>>2]=k;if(!o)return;sOb(o);return}function aEa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0,r=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0;ha=u;u=u+160|0;ga=ha+144|0;fa=ha+128|0;$=ha;f[a>>2]=1065353216;aa=a+4|0;f[aa>>2]=1065353216;ba=a+8|0;f[ba>>2]=1065353216;ca=a+12|0;f[ca>>2]=0;da=a+16|0;f[da>>2]=0;_=a+20|0;f[_>>2]=0;VDa(ga,f[64651]|0);MDa(fa,f[64651]|0);if(c)Z=(GJa(d)|0)&255;else Z=7;N=d+4|0;O=$+4|0;P=$+8|0;Q=$+72|0;R=$+76|0;S=$+80|0;T=$+104|0;U=$+108|0;V=$+112|0;W=$+116|0;X=$+120|0;Y=$+124|0;w=d+96|0;x=$+12|0;y=$+16|0;z=$+20|0;A=$+24|0;B=$+28|0;C=$+32|0;D=$+36|0;E=$+40|0;F=$+44|0;G=$+48|0;H=$+52|0;I=$+56|0;J=$+60|0;K=$+64|0;L=$+68|0;M=a+12|0;v=188454;do{c=b[v>>0]|0;d=c&255;if(1<<d&Z|0){t=f[N>>2]|0;f[$>>2]=t;t=t+44|0;f[O>>2]=(f[t>>2]|0)+72+(d*12|0);f[Q>>2]=ga;f[R>>2]=fa;RDa(S,f[t>>2]|0,c,ga,fa);f[T>>2]=1065353216;f[U>>2]=1065353216;f[V>>2]=1065353216;f[W>>2]=0;f[X>>2]=0;f[Y>>2]=0;d=f[w>>2]|0;f[P>>2]=f[d>>2];f[x>>2]=f[d+4>>2];f[y>>2]=f[d+8>>2];f[z>>2]=f[d+12>>2];f[A>>2]=f[d+16>>2];f[B>>2]=f[d+20>>2];f[C>>2]=f[d+24>>2];f[D>>2]=f[d+28>>2];f[E>>2]=f[d+32>>2];f[F>>2]=f[d+36>>2];f[G>>2]=f[d+40>>2];f[H>>2]=f[d+44>>2];f[I>>2]=f[d+48>>2];f[J>>2]=f[d+52>>2];f[K>>2]=f[d+56>>2];f[L>>2]=f[d+60>>2];d=f[O>>2]|0;c=f[d>>2]|0;d=f[d+4>>2]|0;if((c|0)==(d|0)){l=0.0;i=1.0;d=1065353216;j=1.0;e=1065353216;k=1.0;m=1065353216;o=0;p=0.0;q=0;r=0.0;t=0}else{do{bEa($,c);c=c+12|0}while((c|0)!=(d|0));d=f[T>>2]|0;i=(f[s>>2]=d,+n[s>>2]);e=f[U>>2]|0;j=(f[s>>2]=e,+n[s>>2]);m=f[V>>2]|0;k=(f[s>>2]=m,+n[s>>2]);o=f[W>>2]|0;l=(f[s>>2]=o,+n[s>>2]);q=f[X>>2]|0;p=(f[s>>2]=q,+n[s>>2]);t=f[Y>>2]|0;r=(f[s>>2]=t,+n[s>>2])}g=+n[a>>2];h=+n[M>>2];do if(!(g<=h)){n[a>>2]=i;n[aa>>2]=j;n[ba>>2]=k;n[ca>>2]=l;n[da>>2]=p;n[_>>2]=r}else if(i<=l){if(g>i){c=a;ea=25}else if(h<i){c=ca;ea=25}if((ea|0)==25){ea=0;f[c>>2]=d}if(+n[aa>>2]>j){c=a;ea=28}else if(+n[da>>2]<j){c=ca;ea=28}if((ea|0)==28){ea=0;f[c+4>>2]=e}if(+n[ba>>2]>k){c=a;ea=31}else if(+n[_>>2]<k){c=ca;ea=31}if((ea|0)==31){ea=0;f[c+8>>2]=m}if(+n[a>>2]>l){c=a;ea=34}else if(+n[ca>>2]<l){c=ca;ea=34}if((ea|0)==34){ea=0;f[c>>2]=o}if(+n[aa>>2]>p){c=a;ea=37}else if(+n[da>>2]<p){c=ca;ea=37}if((ea|0)==37){ea=0;f[c+4>>2]=q}if(+n[ba>>2]>r)c=a;else if(+n[_>>2]<r)c=ca;else break;f[c+8>>2]=t}while(0)}v=v+1|0}while((v|0)!=188457);c=f[fa+12>>2]|0;if(c|0)RBa(c,fa);e=f[fa>>2]|0;if(e|0){c=fa+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[ga+12>>2]|0;if(c|0)SBa(c,ga);e=f[ga>>2]|0;if(!e){u=ha;return}c=ga+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-2-e|0)>>>1)<<1);sOb(e);u=ha;return}function bEa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,k=0.0,l=0,m=0,o=0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;q=f[b>>2]|0;b=f[b+4>>2]|0;if(!b)return;H=b+q|0;G=q+1|0;r=a+80|0;F=f[r>>2]|0;b=(q|0)==-1;do if((f[F>>2]|0)==(f[F+4>>2]|0)){if(!b){l=a+104|0;c=a+116|0;h=a+108|0;m=a+112|0;i=a+120|0;b=a+124|0;o=a+116|0;F=(f[a+100>>2]|0)+((X(f[a+88>>2]|0,q+(f[a+92>>2]|0)|0)|0)<<2)|0;e=+n[F>>2];d=+n[F+4>>2];p=+n[F+8>>2];g=+n[a+56>>2]+(e*+n[a+8>>2]+d*+n[a+24>>2]+p*+n[a+40>>2]);k=+n[a+60>>2]+(e*+n[a+12>>2]+d*+n[a+28>>2]+p*+n[a+44>>2]);p=+n[a+64>>2]+(e*+n[a+16>>2]+d*+n[a+32>>2]+p*+n[a+48>>2]);d=+n[l>>2];e=+n[c>>2];if(!(d<=e)){n[l>>2]=g;n[h>>2]=k;n[m>>2]=p;n[c>>2]=g;n[i>>2]=k}else{if(g<d){c=l;I=7}else if(g>e){c=o;I=7}if((I|0)==7)n[c>>2]=g;if(k<+n[h>>2]){c=l;I=10}else if(k>+n[i>>2]){c=o;I=10}if((I|0)==10)n[c+4>>2]=k;if(p<+n[m>>2])b=l;else if(p>+n[b>>2])b=o;else break;b=b+8|0}n[b>>2]=p}}else if(!b){o=a+104|0;c=a+116|0;h=a+108|0;l=a+112|0;i=a+120|0;b=a+124|0;m=a+116|0;F=(f[a+100>>2]|0)+((X(f[a+88>>2]|0,j[(f[a+96>>2]|0)+(q<<1)>>1]|0)|0)<<2)|0;e=+n[F>>2];d=+n[F+4>>2];p=+n[F+8>>2];g=+n[a+56>>2]+(e*+n[a+8>>2]+d*+n[a+24>>2]+p*+n[a+40>>2]);k=+n[a+60>>2]+(e*+n[a+12>>2]+d*+n[a+28>>2]+p*+n[a+44>>2]);p=+n[a+64>>2]+(e*+n[a+16>>2]+d*+n[a+32>>2]+p*+n[a+48>>2]);d=+n[o>>2];e=+n[c>>2];if(!(d<=e)){n[o>>2]=g;n[h>>2]=k;n[l>>2]=p;n[c>>2]=g;n[i>>2]=k}else{if(g<d){c=o;I=20}else if(g>e){c=m;I=20}if((I|0)==20)n[c>>2]=g;if(k<+n[h>>2]){c=o;I=23}else if(k>+n[i>>2]){c=m;I=23}if((I|0)==23)n[c+4>>2]=k;if(p<+n[l>>2])b=o;else if(p>+n[b>>2])b=m;else break;b=b+8|0}n[b>>2]=p}while(0);F=f[r>>2]|0;if((f[F>>2]|0)==(f[F+4>>2]|0)){i=f[a+92>>2]|0;if(G>>>0>=H>>>0)return;l=f[a+100>>2]|0;m=f[a+88>>2]|0;o=a+104|0;q=a+8|0;r=a+24|0;s=a+40|0;t=a+56|0;u=a+12|0;v=a+28|0;w=a+44|0;x=a+60|0;y=a+16|0;z=a+32|0;A=a+48|0;B=a+64|0;C=a+108|0;D=a+112|0;E=a+116|0;F=a+124|0;h=a+120|0;c=G;do{G=l+((X(m,c+i|0)|0)<<2)|0;k=+n[G>>2];p=+n[G+4>>2];g=+n[G+8>>2];d=+n[t>>2]+(k*+n[q>>2]+p*+n[r>>2]+g*+n[s>>2]);e=+n[x>>2]+(k*+n[u>>2]+p*+n[v>>2]+g*+n[w>>2]);g=+n[B>>2]+(k*+n[y>>2]+p*+n[z>>2]+g*+n[A>>2]);if(d<+n[o>>2]){b=o;I=34}else if(d>+n[E>>2]){b=E;I=34}if((I|0)==34){I=0;n[b>>2]=d}if(e<+n[C>>2]){b=o;I=37}else if(e>+n[h>>2]){b=E;I=37}if((I|0)==37){I=0;n[b+4>>2]=e}if(g<+n[D>>2]){b=o;I=40}else if(g>+n[F>>2]){b=E;I=40}if((I|0)==40){I=0;n[b+8>>2]=g}c=c+1|0}while((c|0)!=(H|0));return}else{i=f[a+96>>2]|0;if(G>>>0>=H>>>0)return;l=f[a+100>>2]|0;m=f[a+88>>2]|0;o=a+104|0;q=a+8|0;r=a+24|0;s=a+40|0;t=a+56|0;u=a+12|0;v=a+28|0;w=a+44|0;x=a+60|0;y=a+16|0;z=a+32|0;A=a+48|0;B=a+64|0;C=a+108|0;D=a+112|0;E=a+116|0;F=a+124|0;h=a+120|0;c=G;do{G=l+((X(m,j[i+(c<<1)>>1]|0)|0)<<2)|0;k=+n[G>>2];p=+n[G+4>>2];g=+n[G+8>>2];d=+n[t>>2]+(k*+n[q>>2]+p*+n[r>>2]+g*+n[s>>2]);e=+n[x>>2]+(k*+n[u>>2]+p*+n[v>>2]+g*+n[w>>2]);g=+n[B>>2]+(k*+n[y>>2]+p*+n[z>>2]+g*+n[A>>2]);if(d<+n[o>>2]){b=o;I=46}else if(d>+n[E>>2]){b=E;I=46}if((I|0)==46){I=0;n[b>>2]=d}if(e<+n[C>>2]){b=o;I=49}else if(e>+n[h>>2]){b=E;I=49}if((I|0)==49){I=0;n[b+4>>2]=e}if(g<+n[D>>2]){b=o;I=52}else if(g>+n[F>>2]){b=E;I=52}if((I|0)==52){I=0;n[b+8>>2]=g}c=c+1|0}while((c|0)!=(H|0));return}}function cEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+160|0;q=r+144|0;p=r+128|0;j=r;VDa(q,f[64651]|0);MDa(p,f[64651]|0);k=f[b+4>>2]|0;f[j>>2]=k;h=j+4|0;k=k+44|0;f[h>>2]=(f[k>>2]|0)+72+((c&255)*12|0);f[j+72>>2]=q;f[j+76>>2]=p;RDa(j+80|0,f[k>>2]|0,c,q,p);k=j+104|0;f[k>>2]=1065353216;l=j+108|0;f[l>>2]=1065353216;m=j+112|0;f[m>>2]=1065353216;n=j+116|0;f[n>>2]=0;o=j+120|0;f[o>>2]=0;i=j+124|0;f[i>>2]=0;g=f[b+96>>2]|0;f[j+8>>2]=f[g>>2];f[j+12>>2]=f[g+4>>2];f[j+16>>2]=f[g+8>>2];f[j+20>>2]=f[g+12>>2];f[j+24>>2]=f[g+16>>2];f[j+28>>2]=f[g+20>>2];f[j+32>>2]=f[g+24>>2];f[j+36>>2]=f[g+28>>2];f[j+40>>2]=f[g+32>>2];f[j+44>>2]=f[g+36>>2];f[j+48>>2]=f[g+40>>2];f[j+52>>2]=f[g+44>>2];f[j+56>>2]=f[g+48>>2];f[j+60>>2]=f[g+52>>2];f[j+64>>2]=f[g+56>>2];f[j+68>>2]=f[g+60>>2];do if(!e){c=0;g=6}else{c=0;while(1){b=f[d+(c<<2)>>2]|0;s=f[h>>2]|0;g=f[s>>2]|0;if(b>>>0>=(((f[s+4>>2]|0)-g|0)/12|0)>>>0){g=4;break}bEa(j,g+(b*12|0)|0);c=c+1|0;if(c>>>0>=e>>>0){g=5;break}}if((g|0)==4){f[a>>2]=1065353216;f[a+4>>2]=1065353216;f[a+8>>2]=1065353216;f[a+12>>2]=0;b=0;c=0;break}else if((g|0)==5){c=f[i>>2]|0;g=6;break}}while(0);if((g|0)==6){f[a>>2]=f[k>>2];f[a+4>>2]=f[l>>2];f[a+8>>2]=f[m>>2];f[a+12>>2]=f[n>>2];b=f[o>>2]|0}f[a+16>>2]=b;f[a+20>>2]=c;c=f[p+12>>2]|0;if(c|0)RBa(c,p);g=f[p>>2]|0;if(g|0){c=p+4|0;b=f[c>>2]|0;if((b|0)!=(g|0))f[c>>2]=b+(~((b+-4-g|0)>>>2)<<2);sOb(g)}c=f[q+12>>2]|0;if(c|0)SBa(c,q);g=f[q>>2]|0;if(!g){u=r;return}c=q+4|0;b=f[c>>2]|0;if((b|0)!=(g|0))f[c>>2]=b+(~((b+-2-g|0)>>>1)<<1);sOb(g);u=r;return}function dEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;L=S+8|0;K=S;R=S+120|0;Q=S+104|0;P=S+88|0;O=S+72|0;J=S+48|0;I=S+24|0;M=S+12|0;VDa(R,f[64651]|0);MDa(Q,f[64651]|0);eEa(P,f[64651]|0);eEa(O,f[64651]|0);N=b+44|0;b=f[N>>2]|0;RDa(J,b,0,R,Q);RDa(I,f[N>>2]|0,1,R,Q);f[M>>2]=0;N=M+4|0;f[N>>2]=0;f[M+8>>2]=0;do if(!d){b=0;e=0;k=68}else{A=b+84|0;B=b+72|0;C=b+88|0;D=P+4|0;E=P+8|0;F=f[I+12>>2]|0;G=f[I+20>>2]|0;H=f[I+8>>2]|0;q=b+76|0;r=O+4|0;s=O+8|0;t=f[J+12>>2]|0;v=f[J+20>>2]|0;w=f[J+8>>2]|0;x=M+8|0;y=f[J+16>>2]|0;z=f[I+16>>2]|0;p=0;a:while(1){k=f[c+(p<<2)>>2]|0;o=f[A>>2]|0;l=o;if(k>>>0>=(((f[C>>2]|0)-o|0)/12|0)>>>0){k=83;break}n=l+(k*12|0)+4|0;h=f[n>>2]|0;if(h|0){m=f[P>>2]|0;b=f[D>>2]|0;g=m;if((b|0)!=(m|0)){b=b+(~(((b+-12-g|0)>>>0)/12|0)*12|0)|0;f[D>>2]=b}e=b;if((((f[E>>2]|0)-g|0)/12|0)>>>0<h>>>0){if(h>>>0>357913941){k=9;break}o=pOb(h*12|0)|0;e=o+(((e-g|0)/12|0)*12|0)|0;i=e;g=o+(h*12|0)|0;if((b|0)==(m|0))b=i;else{do{o=e;e=e+-12|0;h=b;b=b+-12|0;f[e>>2]=f[b>>2];f[o+-8>>2]=f[h+-8>>2];f[o+-4>>2]=f[h+-4>>2]}while((b|0)!=(m|0));b=e}f[P>>2]=b;f[D>>2]=i;f[E>>2]=g;if(m|0)sOb(m)}e=f[l+(k*12|0)>>2]|0;k=(f[n>>2]|0)+e|0;o=f[I>>2]|0;b=k>>>0>e>>>0;if((f[o>>2]|0)==(f[o+4>>2]|0)){if(b)do{b=G+((X(H,e+F|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[D>>2]|0;if(i>>>0<(f[E>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[D>>2]=i+12}else $Da(P,b,g,h);e=e+1|0}while((e|0)!=(k|0))}else if(b)do{b=G+((X(H,j[z+(e<<1)>>1]|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[D>>2]|0;if(i>>>0<(f[E>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[D>>2]=i+12}else $Da(P,b,g,h);e=e+1|0}while((e|0)!=(k|0));b=f[D>>2]|0;e=f[P>>2]|0;k=(b-e|0)/12|0;l=e;if(k>>>0>2){h=2;i=2;while(1){o=l+(h*12|0)+12|0;g=i+1|0;f[l+(i*12|0)>>2]=f[o>>2];f[l+(i*12|0)+4>>2]=f[o+4>>2];f[l+(i*12|0)+8>>2]=f[o+8>>2];h=h+2|0;if(h>>>0>=k>>>0)break;else i=g}}else g=2;h=b;if(g>>>0>k>>>0){fEa(P,g-k|0);e=f[P>>2]|0;b=f[D>>2]|0}else if(g>>>0<k>>>0){g=l+(g*12|0)|0;if((g|0)!=(h|0)){b=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0)|0;f[D>>2]=b}}o=(b-e|0)/12|0;b=f[B>>2]|0;if((f[q>>2]|0)!=(b|0)){n=0;do{m=b+(n*12|0)+4|0;i=f[m>>2]|0;do if(i>>>0>=o>>>0){l=f[O>>2]|0;e=f[r>>2]|0;h=l;if((e|0)!=(l|0)){e=e+(~(((e+-12-h|0)>>>0)/12|0)*12|0)|0;f[r>>2]=e}g=e;do if((((f[s>>2]|0)-h|0)/12|0)>>>0<i>>>0){if(i>>>0>357913941){k=39;break a}T=pOb(i*12|0)|0;g=T+(((g-h|0)/12|0)*12|0)|0;k=g;h=T+(i*12|0)|0;if((e|0)==(l|0))e=k;else{do{T=g;g=g+-12|0;i=e;e=e+-12|0;f[g>>2]=f[e>>2];f[T+-8>>2]=f[i+-8>>2];f[T+-4>>2]=f[i+-4>>2]}while((e|0)!=(l|0));e=g}f[O>>2]=e;f[r>>2]=k;f[s>>2]=h;if(!l)break;sOb(l)}while(0);e=f[b+(n*12|0)>>2]|0;k=(f[m>>2]|0)+e|0;T=f[J>>2]|0;b=k>>>0>e>>>0;if((f[T>>2]|0)==(f[T+4>>2]|0)){if(b)do{b=v+((X(w,e+t|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[r>>2]|0;if(i>>>0<(f[s>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[r>>2]=i+12}else $Da(O,b,g,h);e=e+1|0}while((e|0)!=(k|0))}else if(b)do{b=v+((X(w,j[y+(e<<1)>>1]|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[r>>2]|0;if(i>>>0<(f[s>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[r>>2]=i+12}else $Da(O,b,g,h);e=e+1|0}while((e|0)!=(k|0));if(!(gEa(P,O)|0)){e=f[P>>2]|0;b=f[D>>2]|0;do if((e|0)!=(b|0)){b=b+-12|0;if(e>>>0>=b>>>0)break;do{T=e+4|0;h=e+8|0;i=f[e>>2]|0;k=f[T>>2]|0;m=f[h>>2]|0;f[e>>2]=f[b>>2];l=b+4|0;f[T>>2]=f[l>>2];T=b+8|0;f[h>>2]=f[T>>2];f[b>>2]=i;f[l>>2]=k;f[T>>2]=m;e=e+12|0;b=b+-12|0}while(e>>>0<b>>>0)}while(0);if(!(gEa(P,O)|0))break}f[L>>2]=n;b=f[N>>2]|0;if(b>>>0<(f[x>>2]|0)>>>0){f[b>>2]=n;f[N>>2]=b+4}else aK(M,L)}while(0);n=n+1|0;b=f[B>>2]|0}while(n>>>0<(((f[q>>2]|0)-b|0)/12|0)>>>0)}}p=p+1|0;if(p>>>0>=d>>>0){k=67;break}}if((k|0)==9)vd();else if((k|0)==39)vd();else if((k|0)==67){b=f[M>>2]|0;e=f[N>>2]|0;k=68;break}else if((k|0)==83){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=f[M>>2]|0;if(!b)break;e=f[N>>2]|0;if((e|0)!=(b|0))f[N>>2]=e+(~((e+-4-b|0)>>>2)<<2);sOb(b);break}}while(0);if((k|0)==68){aDb(b,e,L);T=f[M>>2]|0;b=f[N>>2]|0;i=T;f[K>>2]=i;do if((b|0)==(T|0))k=73;else{e=L;g=K;while(1){f[e>>2]=f[g>>2];g=(f[L>>2]|0)+4|0;f[L>>2]=g;if((g|0)==(b|0)){k=71;break}e=f[K>>2]|0;h=f[e>>2]|0;if((h|0)==(f[g>>2]|0))break;else{e=K;g=L}}if((k|0)==71){k=73;break}if((e|0)==(b|0))e=b;else{g=e+8|0;if((g|0)!=(b|0))do{T=h;h=f[g>>2]|0;if((T|0)!=(h|0)){e=e+4|0;f[e>>2]=h}g=g+4|0}while((g|0)!=(b|0));e=e+4|0}}while(0);if((k|0)==73)e=b;if((b|0)!=(e|0)){b=b+(~((b+-4-e|0)>>>2)<<2)|0;f[N>>2]=b}f[a>>2]=i;f[a+4>>2]=b;T=M+8|0;f[a+8>>2]=f[T>>2];f[T>>2]=0;f[N>>2]=0;f[M>>2]=0}b=f[O+12>>2]|0;if(b|0)hEa(b,O);g=f[O>>2]|0;if(g|0){b=O+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}b=f[P+12>>2]|0;if(b|0)hEa(b,P);g=f[P>>2]|0;if(g|0){b=P+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}b=f[Q+12>>2]|0;if(b|0)RBa(b,Q);g=f[Q>>2]|0;if(g|0){b=Q+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}b=f[R+12>>2]|0;if(b|0)SBa(b,R);g=f[R>>2]|0;if(!g){u=S;return}b=R+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=S;return}function eEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257288]|0))if(MPb(257288)|0){f[64652]=0;f[64653]=0;f[64654]=0}e=f[64653]|0;if((f[64652]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64653]|0;j=h+-12|0;while(1){e=h+-12|0;f[64653]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-12-i|0)>>>0)/12|0)*12|0);sOb(i);e=f[64653]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function fEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;e=f[k>>2]|0;l=a+4|0;d=f[l>>2]|0;i=d;if(((e-d|0)/12|0)>>>0>=b>>>0){f[l>>2]=i+(b*12|0);return}c=f[a>>2]|0;g=(d-c|0)/12|0;d=g+b|0;j=c;if(d>>>0>357913941)AMb(a);m=(e-c|0)/12|0;e=m<<1;e=m>>>0<178956970?(e>>>0<d>>>0?d:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(g*12|0)|0;g=h+(e*12|0)|0;e=d+(b*12|0)|0;if((i|0)!=(j|0)){c=i;do{m=d;d=d+-12|0;i=c;c=c+-12|0;f[d>>2]=f[c>>2];f[m+-8>>2]=f[i+-8>>2];f[m+-4>>2]=f[i+-4>>2]}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=d;f[l>>2]=e;f[k>>2]=g;if(!c)return;sOb(c);return}function gEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a>>2]|0;e=(f[a+4>>2]|0)-i|0;j=(e|0)/12|0;h=f[b>>2]|0;d=((f[b+4>>2]|0)-h|0)/12|0;g=d-j|0;c=h+(g*12|0)|0;a:do if((g|0)<0)a=h;else{if(!e){j=1;return j|0}else a=h;b:while(1){b=0;while(1){if(+n[i+(b*12|0)>>2]!=+n[a+(b*12|0)>>2])break;if(+n[i+(b*12|0)+4>>2]!=+n[a+(b*12|0)+4>>2])break;if(+n[i+(b*12|0)+8>>2]!=+n[a+(b*12|0)+8>>2])break;b=b+1|0;if(b>>>0>=j>>>0){a=1;break b}}a=a+12|0;if(a>>>0>c>>>0)break a}return a|0}while(0);g=h+(d*12|0)|0;if(a>>>0>=g>>>0){j=0;return j|0}if(!e){j=1;return j|0}c:while(1){b=0;e=0;while(1){c=a+(e*12|0)|0;d=i+(e*12|0)|0;if(c>>>0<g>>>0){if(+n[d>>2]!=+n[c>>2])break;if(+n[i+(e*12|0)+4>>2]!=+n[a+(e*12|0)+4>>2])break;if(+n[i+(e*12|0)+8>>2]!=+n[a+(e*12|0)+8>>2])break}else{if(+n[d>>2]!=+n[h+(b*12|0)>>2])break;if(+n[i+(e*12|0)+4>>2]!=+n[h+(b*12|0)+4>>2])break;if(+n[i+(e*12|0)+8>>2]!=+n[h+(b*12|0)+8>>2])break;else b=b+1|0}e=e+1|0;if(e>>>0>=j>>>0){a=1;b=21;break c}}a=a+12|0;if(a>>>0>=g>>>0){a=0;b=21;break}}if((b|0)==21)return a|0;return 0}function hEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-12-a|0)>>>0)/12|0)*12|0);if(!(b[257288]|0))if(MPb(257288)|0){f[64652]=0;f[64653]=0;f[64654]=0}a=f[64653]|0;if(a>>>0<(f[64654]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64653]=a+12;return}else{iEa(258608,c);return}}function iEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function jEa(a,c){a=a|0;c=c|0;var d=0,e=0;e=c+148|0;d=b[e>>0]|0;b[e>>0]=d<<1&4|d&-5;kEa(a,c,c+56|0,(d&4)==0);return}function kEa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0;f[a>>2]=c;k=a+4|0;f[k>>2]=d;VDa(a+32|0,f[64651]|0);MDa(a+48|0,f[64651]|0);d=lMa((f[a>>2]|0)+52|0)|0;f[a+64>>2]=d;d=a+80|0;g=f[a>>2]|0;c=f[g+24>>2]|0;if(c>>>0<1537)if((f[g+28>>2]|0)>>>0<1025){j=(f[g+32>>2]|0)>>>0<513;b[d>>0]=j&1;if(j){r=+n[g+124>>2];q=+n[g+136>>2];p=+n[g+128>>2];o=+n[g+140>>2];m=+n[g+132>>2];l=+n[g+144>>2];n[a+8>>2]=r-q;n[a+12>>2]=p-o;n[a+16>>2]=m-l;n[a+20>>2]=r+q;n[a+24>>2]=p+o;n[a+28>>2]=m+l;return}}else h=3;else h=3;if((h|0)==3)b[d>>0]=0;if(!(b[g+148>>0]&2)){d=f[g+40>>2]|0;j=f[g+44>>2]|0;c=d-(f[g+36>>2]|0)|0;d=j-d|0;j=(f[g+108>>2]|0)-j|0}else{d=f[g+28>>2]|0;j=f[g+32>>2]|0}c=((c>>>0)/1536|0)+(((c>>>0)%1536|0|0)!=0&1)|0;f[a+68>>2]=0;f[a+72>>2]=c;c=(d>>>10)+((d&1023|0)!=0&1)+c|0;f[a+76>>2]=c;if(!e)return;h=f[k>>2]|0;e=f[h>>2]|0;i=h+4|0;g=f[i>>2]|0;if((e|0)==(g|0)){d=(j>>>9)+((j&511|0)!=0&1)+c|0;c=(g-e|0)/24|0;if(d>>>0>c>>>0)lEa(h,d-c|0);else if(!(d>>>0>=c>>>0|(d|0)==0)){j=e+(~((((X(d,-24)|0)+-24|0)>>>0)/24|0)*24|0)|0;f[i>>2]=j}c=f[k>>2]|0;g=f[c>>2]|0;c=(f[c+4>>2]|0)-g|0;if((c|0)>0){d=(c>>>0)/24|0;c=g;while(1){f[c>>2]=1065353216;f[c+4>>2]=1065353216;f[c+8>>2]=1065353216;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;if((d|0)>1){d=d+-1|0;c=c+24|0}else break}}}mEa(a,0,1536);mEa(a,1,1024);mEa(a,2,512);return}function lEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/24|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;c=(f[k>>2]|0)+24|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/24|0;c=e+b|0;if(c>>>0>178956970)AMb(a);g=(g-d|0)/24|0;i=g<<1;c=g>>>0<89478485?(i>>>0<c>>>0?c:i):178956970;do if(!c)h=0;else if(c>>>0>178956970)vd();else{h=pOb(c*24|0)|0;break}while(0);i=h+(e*24|0)|0;g=i;d=h+(c*24|0)|0;c=i;h=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;c=h+24|0;h=c;b=b+-1|0}while((b|0)!=0);e=d;c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=b;b=b+-24|0;g=d;d=d+-24|0;f[b>>2]=f[d>>2];f[i+-20>>2]=f[g+-20>>2];f[i+-16>>2]=f[g+-16>>2];f[i+-12>>2]=f[g+-12>>2];f[i+-8>>2]=f[g+-8>>2];f[i+-4>>2]=f[g+-4>>2]}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function mEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;E=u;u=u+48|0;m=E+24|0;B=E;d=f[a>>2]|0;e=b&255;C=f[d+24+(e<<2)>>2]|0;if(!C){u=E;return}RDa(m,d,b,a+32|0,a+48|0);b=f[a+68+(e<<2)>>2]|0;e=b+1|0;A=a+4|0;a=f[A>>2]|0;g=f[a>>2]|0;a=((f[a+4>>2]|0)-g|0)/24|0;a:do if(e>>>0<a>>>0){d=0;while(1){if(!(+n[g+(e*24|0)>>2]<=+n[g+(e*24|0)+12>>2]))break a;d=d+c|0;b=e+1|0;if(b>>>0<a>>>0){z=e;e=b;b=z}else{b=e;break}}}else d=0;while(0);if(d>>>0<C>>>0){t=B+4|0;v=B+8|0;w=B+12|0;x=B+16|0;y=B+20|0;p=f[m>>2]|0;z=f[m+12>>2]|0;q=f[m+20>>2]|0;r=f[m+8>>2]|0;o=f[m+16>>2]|0;p=(f[p>>2]|0)==(f[p+4>>2]|0);while(1){m=d+c|0;a=d;d=C>>>0<m>>>0?C:m;f[B>>2]=1065353216;f[t>>2]=1065353216;f[v>>2]=1065353216;f[w>>2]=0;f[x>>2]=0;f[y>>2]=0;e=a+1|0;g=(a|0)==-1;b:do if(p){if(g)h=1.0;else{a=q+((X(a+z|0,r)|0)<<2)|0;g=f[a>>2]|0;F=f[a+4>>2]|0;a=f[a+8>>2]|0;f[B>>2]=g;f[t>>2]=F;f[v>>2]=a;f[w>>2]=g;f[x>>2]=F;f[y>>2]=a;h=(f[s>>2]=g,+n[s>>2])}if(e>>>0<d>>>0)while(1){F=q+((X(e+z|0,r)|0)<<2)|0;i=+n[F>>2];k=+n[F+4>>2];l=+n[F+8>>2];if(i<h){a=B;D=15}else if(i>+n[w>>2]){a=w;D=15}if((D|0)==15){D=0;n[a>>2]=i}if(k<+n[t>>2]){a=B;D=18}else if(k>+n[x>>2]){a=w;D=18}if((D|0)==18){D=0;n[a+4>>2]=k}if(l<+n[v>>2]){a=B;D=21}else if(l>+n[y>>2]){a=w;D=21}if((D|0)==21){D=0;n[a+8>>2]=l}e=e+1|0;if((e|0)==(d|0))break b;h=+n[B>>2]}}else{if(g)h=1.0;else{g=q+((X(r,j[o+(a<<1)>>1]|0)|0)<<2)|0;F=f[g>>2]|0;a=f[g+4>>2]|0;g=f[g+8>>2]|0;f[B>>2]=F;f[t>>2]=a;f[v>>2]=g;f[w>>2]=F;f[x>>2]=a;f[y>>2]=g;h=(f[s>>2]=F,+n[s>>2])}if(e>>>0<d>>>0)while(1){F=q+((X(r,j[o+(e<<1)>>1]|0)|0)<<2)|0;i=+n[F>>2];k=+n[F+4>>2];l=+n[F+8>>2];if(i<h){a=B;D=27}else if(i>+n[w>>2]){a=w;D=27}if((D|0)==27){D=0;n[a>>2]=i}if(k<+n[t>>2]){a=B;D=30}else if(k>+n[x>>2]){a=w;D=30}if((D|0)==30){D=0;n[a+4>>2]=k}if(l<+n[v>>2]){a=B;D=33}else if(l>+n[y>>2]){a=w;D=33}if((D|0)==33){D=0;n[a+8>>2]=l}e=e+1|0;if((e|0)==(d|0))break b;h=+n[B>>2]}}while(0);F=f[f[A>>2]>>2]|0;f[F+(b*24|0)>>2]=f[B>>2];f[F+(b*24|0)+4>>2]=f[t>>2];f[F+(b*24|0)+8>>2]=f[v>>2];f[F+(b*24|0)+12>>2]=f[w>>2];f[F+(b*24|0)+16>>2]=f[x>>2];f[F+(b*24|0)+20>>2]=f[y>>2];if(C>>>0<=m>>>0)break;else b=b+1|0}}u=E;return}function nEa(a,b){a=a|0;b=b|0;oEa(a,b);return}function oEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=u;u=u+32|0;m=o+8|0;n=o;e=f[a>>2]|0;g=f[e>>2]|0;if(!(b[e+80>>0]|0)){l=b[a+12>>0]|0;d=l;a=(f[a+4>>2]|0)-(f[e+68+((l&255)<<2)>>2]|0)|0}else{d=b[a+12>>0]|0;a=0}switch(d<<24>>24){case 0:{l=a*1536|0;j=l+1536|0;k=f[g+24>>2]|0;j=k>>>0<j>>>0?k:j;k=l;l=j-(((j-l|0)>>>0)%3|0)|0;break}case 1:{k=a<<10;l=k+1024|0;j=f[g+28>>2]|0;l=(j>>>0<l>>>0?j:l)&-2;break}case 2:{k=a<<9;l=k+512|0;j=f[g+32>>2]|0;l=j>>>0<l>>>0?j:l;break}default:{u=o;return}}RDa(m,g,d,e+32|0,e+48|0);i=f[c>>2]|0;j=c+4|0;a=f[j>>2]|0;d=i;if((a|0)!=(i|0)){a=a+(~(((a+-24-d|0)>>>0)/24|0)*24|0)|0;f[j>>2]=a}h=c+8|0;if((((f[h>>2]|0)-d|0)/24|0)>>>0<1536){g=pOb(36864)|0;d=g+(((a-d|0)/24|0)*24|0)|0;e=d;g=g+36864|0;if((a|0)==(i|0))a=e;else{do{q=a;a=a+-24|0;p[d+-24>>3]=+p[a>>3];p[d+-16>>3]=+p[q+-16>>3];p[d+-8>>3]=+p[q+-8>>3];d=d+-24|0}while((a|0)!=(i|0));a=d}f[c>>2]=a;f[j>>2]=e;f[h>>2]=g;if(i|0)sOb(i)}f[n>>2]=c;pEa(m,k,l,n);u=o;return}function pEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0.0,r=0.0;o=f[a>>2]|0;if((f[o>>2]|0)==(f[o+4>>2]|0)){m=f[a+12>>2]|0;if(b>>>0>=c>>>0)return;o=a+20|0;l=a+8|0;do{a=(f[o>>2]|0)+((X(f[l>>2]|0,b+m|0)|0)<<2)|0;e=f[d>>2]|0;g=a+4|0;h=a+8|0;i=e+4|0;k=f[i>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){r=+n[g>>2];q=+n[h>>2];p[k>>3]=+n[a>>2];p[k+8>>3]=r;p[k+16>>3]=q;f[i>>2]=k+24}else qEa(e,a,g,h);b=b+1|0}while((b|0)!=(c|0));return}else{m=f[a+16>>2]|0;if(b>>>0>=c>>>0)return;o=a+20|0;l=a+8|0;do{a=(f[o>>2]|0)+((X(f[l>>2]|0,j[m+(b<<1)>>1]|0)|0)<<2)|0;e=f[d>>2]|0;g=a+4|0;h=a+8|0;i=e+4|0;k=f[i>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){q=+n[g>>2];r=+n[h>>2];p[k>>3]=+n[a>>2];p[k+8>>3]=q;p[k+16>>3]=r;f[i>>2]=k+24}else qEa(e,a,g,h);b=b+1|0}while((b|0)!=(c|0));return}}function qEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0;o=a+4|0;g=f[o>>2]|0;q=f[a>>2]|0;j=(g-q|0)/24|0;e=j+1|0;l=q;if(e>>>0>178956970)AMb(a);m=a+8|0;k=((f[m>>2]|0)-q|0)/24|0;h=k<<1;h=k>>>0<89478485?(h>>>0<e>>>0?e:h):178956970;do if(!h)i=0;else if(h>>>0>178956970)vd();else{i=pOb(h*24|0)|0;break}while(0);e=i+(j*24|0)|0;k=i+(h*24|0)|0;s=+n[c>>2];r=+n[d>>2];p[e>>3]=+n[b>>2];p[i+(j*24|0)+8>>3]=s;p[i+(j*24|0)+16>>3]=r;h=e+24|0;if((g|0)!=(l|0))do{j=g;g=g+-24|0;p[e+-24>>3]=+p[g>>3];p[e+-16>>3]=+p[j+-16>>3];p[e+-8>>3]=+p[j+-8>>3];e=e+-24|0}while((g|0)!=(l|0));f[a>>2]=e;f[o>>2]=h;f[m>>2]=k;if(!q)return;sOb(q);return}function rEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+72>>2]|0;e=f[c+68>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=0;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function sEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+76>>2]|0;e=f[c+72>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=1;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function tEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+4>>2]|0;d=((f[d+4>>2]|0)-(f[d>>2]|0)|0)/24|0;e=f[c+76>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=2;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function uEa(a){a=a|0;var c=0;c=(f[a+4>>2]|0)+1|0;if(c>>>0>=(f[a+8>>2]|0)>>>0){c=0;return c|0}if(b[a+13>>0]|0){c=1;return c|0}a=f[f[(f[a>>2]|0)+4>>2]>>2]|0;c=+n[a+(c*24|0)>>2]<=+n[a+(c*24|0)+12>>2];return c|0}function vEa(a){a=a|0;a=a+4|0;f[a>>2]=(f[a>>2]|0)+1;return}function wEa(a){a=a|0;var c=0;c=f[a>>2]|0;if(!(b[c+80>>0]|0)){c=(f[f[c+4>>2]>>2]|0)+((f[a+4>>2]|0)*24|0)|0;return c|0}else{c=c+8|0;return c|0}return 0}function xEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+32|0;A=D+24|0;B=D;f[A>>2]=0;f[A+4>>2]=-1;a=(IRa(a)|0)+8|0;a=f[a>>2]|0;a:do if(!a){g=0;a=0}else{g=f[(f[a+12>>2]|0)+56>>2]|0;if(!g)do{a=f[a>>2]|0;if(!a){g=0;a=0;break a}g=f[(f[a+12>>2]|0)+56>>2]|0}while((g|0)==0)}while(0);m=e+12|0;o=B+4|0;p=e+4|0;q=B+8|0;r=e+8|0;s=e+12|0;t=B+12|0;v=B+16|0;w=e+16|0;x=B+20|0;y=e+20|0;z=B+12|0;if(!a){u=D;return}b:while(1){do{h=f[g+12>>2]|0;do if(h|0){E=h+200|0;if((f[E>>2]&-268435456|0)==0&0==0)if(yEa(h,A,b,c,d,B)|0){i=+n[e>>2];j=+n[m>>2];if(!(i<=j)){f[e>>2]=f[B>>2];f[p>>2]=f[o>>2];f[r>>2]=f[q>>2];f[s>>2]=f[t>>2];f[w>>2]=f[v>>2];f[y>>2]=f[x>>2];break}k=+n[B>>2];l=+n[z>>2];if(k<=l){if(k<i){h=e;C=15}else if(k>j){h=s;C=15}if((C|0)==15){C=0;n[h>>2]=k}i=+n[o>>2];if(i<+n[p>>2]){h=e;C=18}else if(i>+n[w>>2]){h=s;C=18}if((C|0)==18){C=0;n[h+4>>2]=i}i=+n[q>>2];if(i<+n[r>>2]){h=e;C=21}else if(i>+n[y>>2]){h=s;C=21}if((C|0)==21){C=0;n[h+8>>2]=i}if(l<+n[e>>2]){h=e;C=24}else if(l>+n[s>>2]){h=s;C=24}if((C|0)==24){C=0;n[h>>2]=l}i=+n[v>>2];if(i<+n[p>>2]){h=e;C=27}else if(i>+n[w>>2]){h=s;C=27}if((C|0)==27){C=0;n[h+4>>2]=i}i=+n[x>>2];if(i<+n[r>>2])h=e;else if(i>+n[y>>2])h=s;else break;n[h+8>>2]=i}}}while(0);g=f[g>>2]|0}while((g|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;g=f[(f[a+12>>2]|0)+56>>2]|0;if(g)continue b}}u=D;return}function yEa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0;j=u;u=u+32|0;i=j;if(!e)if(f[a+196>>2]&65536|0){i=0;u=j;return i|0}e=f[a+4>>2]|0;if(!e){g=a+116|0;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;i=0;u=j;return i|0}if(g)if(!(b[(f[e+44>>2]|0)+148>>0]&2)){g=a+116|0;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;i=0;u=j;return i|0}else{aEa(i,d,a);d=f[i>>2]|0;f[i>>2]=f[h>>2];f[h>>2]=d;e=i+4|0;a=f[e>>2]|0;g=h+4|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=i+8|0;a=f[g>>2]|0;e=h+8|0;f[g>>2]=f[e>>2];f[e>>2]=a;e=h+12|0;a=i+12|0;g=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=g;e=i+16|0;a=f[e>>2]|0;c=h+16|0;f[e>>2]=f[c>>2];f[c>>2]=a;f[h+20>>2]=f[i+20>>2];k=(f[s>>2]=d,+n[s>>2]);i=k<=(f[s>>2]=g,+n[s>>2]);u=j;return i|0}else{if(d)if(!((GJa(a)|0)<<24>>24)){i=0;u=j;return i|0}JJa(a,h,h+12|0);i=1;u=j;return i|0}return 0}function zEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+20|0;m=o+8|0;k=o;f[m>>2]=0;n=m+4|0;f[n>>2]=0;f[m+8>>2]=0;f[l>>2]=f[64655];IQa(k,a,l);g=f[(f[k>>2]|0)+56>>2]|0;if(!g){g=0;h=0}else{j=m+8|0;do{h=g;i=(f[h+12>>2]|0)+200|0;if((f[i>>2]&-268435456|0)==0&0==0){h=f[h+8>>2]|0;f[l>>2]=h;i=f[n>>2]|0;if(i>>>0<(f[j>>2]|0)>>>0){f[i>>2]=0;f[i+4>>2]=h;f[n>>2]=i+8}else BEa(m,258620,l)}g=f[g>>2]|0}while((g|0)!=0);g=f[m>>2]|0;h=f[n>>2]|0}f[l>>2]=h-g>>3;AEa(a,g,l,b,c,d,e);g=f[k+4>>2]|0;if(g|0)iOb(g);g=f[m>>2]|0;if(!g){u=o;return}h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);u=o;return}function AEa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+32|0;z=D+24|0;A=D;B=f[c>>2]|0;if(!B){u=D;return}k=z+4|0;l=B;do{i=l+-1|0;f[c>>2]=i;i=b+(i<<3)|0;ARa(z,a,i);j=f[z>>2]|0;if(!j)j=0;else{y=i;f[y>>2]=0;f[y+4>>2]=-1;j=yEa(j,i,d,e,g,h)|0}i=f[k>>2]|0;if(i|0)iOb(i);l=f[c>>2]|0;i=(l|0)==0;if(j){C=9;break}}while(!i);if((C|0)==9)if(!i){k=z+4|0;o=A+4|0;p=h+4|0;q=A+8|0;r=h+8|0;s=A+12|0;t=A+16|0;v=A+20|0;w=h+12|0;x=h+20|0;y=h+16|0;i=l;do{i=i+-1|0;f[c>>2]=i;i=b+(i<<3)|0;ARa(z,a,i);j=f[z>>2]|0;if(!j)i=0;else{l=i;f[l>>2]=0;f[l+4>>2]=-1;i=yEa(j,i,d,e,g,A)|0}j=f[k>>2]|0;if(j|0)iOb(j);do if(i){m=+n[A>>2];if(m<+n[h>>2]){i=h;C=18}else if(m>+n[w>>2]){i=w;C=18}if((C|0)==18){C=0;n[i>>2]=m}m=+n[o>>2];if(m<+n[p>>2]){i=h;C=21}else if(m>+n[y>>2]){i=w;C=21}if((C|0)==21){C=0;n[i+4>>2]=m}m=+n[q>>2];if(m<+n[r>>2]){i=h;C=24}else if(m>+n[x>>2]){i=w;C=24}if((C|0)==24){C=0;n[i+8>>2]=m}m=+n[s>>2];if(m<+n[h>>2]){i=h;C=27}else if(m>+n[w>>2]){i=w;C=27}if((C|0)==27){C=0;n[i>>2]=m}m=+n[t>>2];if(m<+n[p>>2]){i=h;C=30}else if(m>+n[y>>2]){i=w;C=30}if((C|0)==30){C=0;n[i+4>>2]=m}m=+n[v>>2];if(m<+n[r>>2])i=h;else if(m>+n[x>>2])i=w;else break;n[i+8>>2]=m}while(0);i=f[c>>2]|0}while((i|0)!=0)}l=b+(B<<3)|0;i=b;while(1){if(!(f[i>>2]|0))if((f[i+4>>2]|0)==-1){C=39;break}i=i+8|0;if((i|0)==(l|0)){i=l;break}}a:do if((C|0)==39)if((i|0)==(l|0))i=l;else{j=i;while(1){do{k=j;j=j+8|0;if((j|0)==(l|0))break a;if(f[j>>2]|0)break}while((f[k+12>>2]|0)==-1);A=j;B=f[A+4>>2]|0;C=i;f[C>>2]=f[A>>2];f[C+4>>2]=B;i=i+8|0}}while(0);f[c>>2]=i-b>>3;u=D;return}function BEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function CEa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;G=u;u=u+64|0;o=G+48|0;m=G+44|0;l=G+40|0;q=G+36|0;r=G+32|0;t=G+52|0;v=G+28|0;w=G+24|0;d=G;f[d>>2]=1065353216;E=d+4|0;f[E>>2]=1065353216;F=d+8|0;f[F>>2]=1065353216;i=d+12|0;f[i>>2]=0;C=d+16|0;f[C>>2]=0;D=d+20|0;f[D>>2]=0;j=gSa(a)|0;h=j+40|0;if(!(b[h>>0]|0))h=j+4|0;else{b[h>>0]=0;f[q>>2]=f[j>>2];h=j+4|0;f[r>>2]=f[h>>2];f[l>>2]=f[q>>2];f[m>>2]=f[r>>2];b[o>>0]=b[t>>0]|0;H=aDa(l,m,o)|0;f[v>>2]=H;f[w>>2]=f[h>>2];f[m>>2]=f[v>>2];f[o>>2]=f[w>>2];bDa(j,m,o)|0}if((f[j>>2]|0)==(f[h>>2]|0)){e=1.0;x=0.0;y=1.0;z=1.0;A=0.0}else{K=DEa(gSa(a)|0)|0;J=f[K>>2]|0;f[d>>2]=J;h=f[K+4>>2]|0;f[E>>2]=h;H=f[K+8>>2]|0;f[F>>2]=H;I=f[K+12>>2]|0;f[i>>2]=I;j=f[K+16>>2]|0;f[C>>2]=j;f[D>>2]=f[K+20>>2];y=(f[s>>2]=J,+n[s>>2]);x=(f[s>>2]=I,+n[s>>2]);z=(f[s>>2]=h,+n[s>>2]);A=(f[s>>2]=j,+n[s>>2]);e=(f[s>>2]=H,+n[s>>2])}j=FQa(a)|0;h=j+40|0;if(!(b[h>>0]|0))h=j+4|0;else{b[h>>0]=0;f[q>>2]=f[j>>2];h=j+4|0;f[r>>2]=f[h>>2];f[l>>2]=f[q>>2];f[m>>2]=f[r>>2];b[o>>0]=b[t>>0]|0;K=cDa(l,m,o)|0;f[v>>2]=K;f[w>>2]=f[h>>2];f[m>>2]=f[v>>2];f[o>>2]=f[w>>2];dDa(j,m,o)|0}do if((f[j>>2]|0)==(f[h>>2]|0))h=d+12|0;else{l=EEa(FQa(a)|0)|0;h=d+12|0;if(!(y<=x)){f[d>>2]=f[l>>2];f[E>>2]=f[l+4>>2];f[F>>2]=f[l+8>>2];f[i>>2]=f[l+12>>2];f[C>>2]=f[l+16>>2];f[D>>2]=f[l+20>>2];break}g=+n[l>>2];k=+n[l+12>>2];if(g<=k){if(g<y){j=d;B=15}else if(g>x){j=i;B=15}if((B|0)==15)n[j>>2]=g;g=+n[l+4>>2];if(g<z){j=d;B=18}else if(g>A){j=i;B=18}if((B|0)==18){n[j+4>>2]=g;e=+n[F>>2]}g=+n[l+8>>2];if(g<e){j=d;B=21}else if(g>+n[D>>2]){j=i;B=21}if((B|0)==21)n[j+8>>2]=g;if(k<+n[d>>2]){j=d;B=24}else if(k>+n[i>>2]){j=i;B=24}if((B|0)==24)n[j>>2]=k;e=+n[l+16>>2];if(e<+n[E>>2]){j=d;B=27}else if(e>+n[C>>2]){j=i;B=27}if((B|0)==27)n[j+4>>2]=e;e=+n[l+20>>2];if(e<+n[F>>2])i=d;else if(!(e>+n[D>>2]))break;n[i+8>>2]=e}}while(0);g=+n[d>>2];e=+n[h>>2];if(!(g<=e)){K=0;u=G;return K|0}x=+n[E>>2];y=+n[F>>2];z=+n[C>>2];A=+n[D>>2];p[c>>3]=g;p[c+8>>3]=x;p[c+16>>3]=y;p[c+24>>3]=e;p[c+32>>3]=z;p[c+40>>3]=A;K=1;u=G;return K|0}function DEa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,t=0,v=0;v=u;u=u+32|0;e=v+24|0;d=v+20|0;c=v+16|0;g=v+12|0;h=v+8|0;i=v+4|0;j=v;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];r=a+4|0;f[h>>2]=f[r>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[v+28>>0]|0;q=aDa(c,d,e)|0;f[i>>2]=q;f[j>>2]=f[r>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];bDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0))d=a+12|0;else{b[c>>0]=0;d=a+12|0;f[d>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;e=f[a+4>>2]|0;if((c|0)!=(e|0)){g=a+42|0;do{if(!(GEa(f[c>>2]|0)|0))b[g>>0]=1;c=c+4|0}while((c|0)!=(e|0))}}i=a+12|0;if(+n[i>>2]<=+n[a+24>>2])if(+n[a+16>>2]<=+n[a+28>>2])if(+n[a+20>>2]<=+n[a+32>>2]){u=v;return d|0}c=f[a>>2]|0;j=f[a+4>>2]|0;if((c|0)==(j|0)){u=v;return d|0}h=f[c>>2]|0;e=f[h>>2]|0;f[d>>2]=e;k=a+16|0;f[k>>2]=f[h+4>>2];o=a+20|0;f[o>>2]=f[h+8>>2];p=a+24|0;f[p>>2]=f[h+12>>2];q=a+28|0;f[q>>2]=f[h+16>>2];r=a+32|0;f[r>>2]=f[h+20>>2];c=c+4|0;if((c|0)==(j|0)){u=v;return d|0}h=a+12|0;l=(f[s>>2]=e,+n[s>>2]);while(1){g=f[c>>2]|0;m=+n[g>>2];if(m<l){e=h;t=18}else if(m>+n[p>>2]){e=p;t=18}if((t|0)==18){t=0;n[e>>2]=m}l=+n[g+4>>2];if(l<+n[k>>2]){e=h;t=21}else if(l>+n[q>>2]){e=p;t=21}if((t|0)==21){t=0;n[e+4>>2]=l}l=+n[g+8>>2];if(l<+n[o>>2]){e=h;t=24}else if(l>+n[r>>2]){e=p;t=24}if((t|0)==24){t=0;n[e+8>>2]=l}l=+n[g+12>>2];if(l<+n[i>>2]){e=h;t=27}else if(l>+n[p>>2]){e=p;t=27}if((t|0)==27){t=0;n[e>>2]=l}l=+n[g+16>>2];if(l<+n[k>>2]){e=h;t=30}else if(l>+n[q>>2]){e=p;t=30}if((t|0)==30){t=0;n[e+4>>2]=l}l=+n[g+20>>2];if(l<+n[o>>2]){e=h;t=35}else if(l>+n[r>>2]){e=p;t=35}if((t|0)==35){t=0;n[e+8>>2]=l}c=c+4|0;if((c|0)==(j|0))break;l=+n[i>>2]}u=v;return d|0}function EEa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,t=0,v=0;v=u;u=u+32|0;e=v+24|0;d=v+20|0;c=v+16|0;g=v+12|0;h=v+8|0;i=v+4|0;j=v;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];r=a+4|0;f[h>>2]=f[r>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[v+28>>0]|0;q=cDa(c,d,e)|0;f[i>>2]=q;f[j>>2]=f[r>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];dDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0))d=a+12|0;else{b[c>>0]=0;d=a+12|0;f[d>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;e=f[a+4>>2]|0;if((c|0)!=(e|0)){g=a+42|0;do{if(!(FEa(f[c>>2]|0)|0))b[g>>0]=1;c=c+4|0}while((c|0)!=(e|0))}}i=a+12|0;if(+n[i>>2]<=+n[a+24>>2])if(+n[a+16>>2]<=+n[a+28>>2])if(+n[a+20>>2]<=+n[a+32>>2]){u=v;return d|0}c=f[a>>2]|0;j=f[a+4>>2]|0;if((c|0)==(j|0)){u=v;return d|0}h=f[c>>2]|0;e=f[h>>2]|0;f[d>>2]=e;k=a+16|0;f[k>>2]=f[h+4>>2];o=a+20|0;f[o>>2]=f[h+8>>2];p=a+24|0;f[p>>2]=f[h+12>>2];q=a+28|0;f[q>>2]=f[h+16>>2];r=a+32|0;f[r>>2]=f[h+20>>2];c=c+4|0;if((c|0)==(j|0)){u=v;return d|0}h=a+12|0;l=(f[s>>2]=e,+n[s>>2]);while(1){g=f[c>>2]|0;m=+n[g>>2];if(m<l){e=h;t=18}else if(m>+n[p>>2]){e=p;t=18}if((t|0)==18){t=0;n[e>>2]=m}l=+n[g+4>>2];if(l<+n[k>>2]){e=h;t=21}else if(l>+n[q>>2]){e=p;t=21}if((t|0)==21){t=0;n[e+4>>2]=l}l=+n[g+8>>2];if(l<+n[o>>2]){e=h;t=24}else if(l>+n[r>>2]){e=p;t=24}if((t|0)==24){t=0;n[e+8>>2]=l}l=+n[g+12>>2];if(l<+n[i>>2]){e=h;t=27}else if(l>+n[p>>2]){e=p;t=27}if((t|0)==27){t=0;n[e>>2]=l}l=+n[g+16>>2];if(l<+n[k>>2]){e=h;t=30}else if(l>+n[q>>2]){e=p;t=30}if((t|0)==30){t=0;n[e+4>>2]=l}l=+n[g+20>>2];if(l<+n[o>>2]){e=h;t=35}else if(l>+n[r>>2]){e=p;t=35}if((t|0)==35){t=0;n[e+8>>2]=l}c=c+4|0;if((c|0)==(j|0))break;l=+n[i>>2]}u=v;return d|0}function FEa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;c=a+49|0;if(b[c>>0]|0){t=1;u=v;return t|0}if(f[a+36>>2]|0){t=0;u=v;return t|0}e=f[a+24>>2]|0;d=a+28|0;if((e|0)==(f[d>>2]|0)){t=0;u=v;return t|0}b[c>>0]=1;cGa(s,f[e>>2]|0);p=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=p;p=s+4|0;r=f[p>>2]|0;m=a+4|0;f[p>>2]=f[m>>2];f[m>>2]=r;r=s+8|0;p=f[r>>2]|0;o=a+8|0;f[r>>2]=f[o>>2];f[o>>2]=p;p=a+12|0;r=s+12|0;l=f[r>>2]|0;f[r>>2]=f[p>>2];f[p>>2]=l;l=s+16|0;r=f[l>>2]|0;q=a+16|0;f[l>>2]=f[q>>2];f[q>>2]=r;r=a+20|0;f[r>>2]=f[s+20>>2];l=f[d>>2]|0;c=e+4|0;if((c|0)==(l|0)){t=1;u=v;return t|0}e=s+4|0;h=s+8|0;i=s+12|0;j=s+16|0;k=s+20|0;do{cGa(s,f[c>>2]|0);g=+n[s>>2];if(g<+n[a>>2]){d=a;t=8}else if(g>+n[p>>2]){d=p;t=8}if((t|0)==8){t=0;n[d>>2]=g}g=+n[e>>2];if(g<+n[m>>2]){d=a;t=11}else if(g>+n[q>>2]){d=p;t=11}if((t|0)==11){t=0;n[d+4>>2]=g}g=+n[h>>2];if(g<+n[o>>2]){d=a;t=14}else if(g>+n[r>>2]){d=p;t=14}if((t|0)==14){t=0;n[d+8>>2]=g}g=+n[i>>2];if(g<+n[a>>2]){d=a;t=17}else if(g>+n[p>>2]){d=p;t=17}if((t|0)==17){t=0;n[d>>2]=g}g=+n[j>>2];if(g<+n[m>>2]){d=a;t=20}else if(g>+n[q>>2]){d=p;t=20}if((t|0)==20){t=0;n[d+4>>2]=g}g=+n[k>>2];if(g<+n[o>>2]){d=a;t=23}else if(g>+n[r>>2]){d=p;t=23}if((t|0)==23){t=0;n[d+8>>2]=g}c=c+4|0}while((c|0)!=(l|0));c=1;u=v;return c|0}function GEa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;c=a+49|0;if(b[c>>0]|0){t=1;u=v;return t|0}if(f[a+36>>2]|0){t=0;u=v;return t|0}e=f[a+24>>2]|0;d=a+28|0;if((e|0)==(f[d>>2]|0)){t=0;u=v;return t|0}b[c>>0]=1;UNa(s,f[e>>2]|0);p=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=p;p=s+4|0;r=f[p>>2]|0;m=a+4|0;f[p>>2]=f[m>>2];f[m>>2]=r;r=s+8|0;p=f[r>>2]|0;o=a+8|0;f[r>>2]=f[o>>2];f[o>>2]=p;p=a+12|0;r=s+12|0;l=f[r>>2]|0;f[r>>2]=f[p>>2];f[p>>2]=l;l=s+16|0;r=f[l>>2]|0;q=a+16|0;f[l>>2]=f[q>>2];f[q>>2]=r;r=a+20|0;f[r>>2]=f[s+20>>2];l=f[d>>2]|0;c=e+4|0;if((c|0)==(l|0)){t=1;u=v;return t|0}e=s+4|0;h=s+8|0;i=s+12|0;j=s+16|0;k=s+20|0;do{UNa(s,f[c>>2]|0);g=+n[s>>2];if(g<+n[a>>2]){d=a;t=8}else if(g>+n[p>>2]){d=p;t=8}if((t|0)==8){t=0;n[d>>2]=g}g=+n[e>>2];if(g<+n[m>>2]){d=a;t=11}else if(g>+n[q>>2]){d=p;t=11}if((t|0)==11){t=0;n[d+4>>2]=g}g=+n[h>>2];if(g<+n[o>>2]){d=a;t=14}else if(g>+n[r>>2]){d=p;t=14}if((t|0)==14){t=0;n[d+8>>2]=g}g=+n[i>>2];if(g<+n[a>>2]){d=a;t=17}else if(g>+n[p>>2]){d=p;t=17}if((t|0)==17){t=0;n[d>>2]=g}g=+n[j>>2];if(g<+n[m>>2]){d=a;t=20}else if(g>+n[q>>2]){d=p;t=20}if((t|0)==20){t=0;n[d+4>>2]=g}g=+n[k>>2];if(g<+n[o>>2]){d=a;t=23}else if(g>+n[r>>2]){d=p;t=23}if((t|0)==23){t=0;n[d+8>>2]=g}c=c+4|0}while((c|0)!=(l|0));c=1;u=v;return c|0}function HEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[a+44>>2]|0;e=b*3|0;a=f[d+76>>2]|0;b=f[d+72>>2]|0;d=b;if((a|0)==(b|0)){e=0;return e|0}b=(a-b|0)/12|0;a=0;while(1){c=f[d+(a*12|0)>>2]|0;if(e>>>0>=c>>>0)if(e>>>0<((f[d+(a*12|0)+4>>2]|0)+c|0)>>>0){b=6;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=6;break}}if((b|0)==6)return a|0;return 0}function IEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[a+44>>2]|0;e=b<<1;a=f[d+88>>2]|0;b=f[d+84>>2]|0;d=b;if((a|0)==(b|0)){e=0;return e|0}b=(a-b|0)/12|0;a=0;while(1){c=f[d+(a*12|0)>>2]|0;if(e>>>0>=c>>>0)if(e>>>0<((f[d+(a*12|0)+4>>2]|0)+c|0)>>>0){b=6;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=6;break}}if((b|0)==6)return a|0;return 0}function JEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=f[a+44>>2]|0;a=f[c+100>>2]|0;c=f[c+96>>2]|0;e=c;if((a|0)==(c|0)){b=0;return b|0}c=(a-c|0)/12|0;a=0;while(1){d=f[e+(a*12|0)>>2]|0;if(d>>>0<=b>>>0)if(((f[e+(a*12|0)+4>>2]|0)+d|0)>>>0>b>>>0){c=6;break}a=a+1|0;if(a>>>0>=c>>>0){a=0;c=6;break}}if((c|0)==6)return a|0;return 0}function KEa(){if(!(b[257144]|0))MPb(257144)|0;f[64656]=262921;return}function LEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257312]|0))if(MPb(257312)|0){f[64663]=0;f[64664]=0;f[64665]=0}d=f[64664]|0;if((f[64663]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64664]|0;e=d+-20|0;do{g=d+-20|0;f[64664]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64664]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function MEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257304]|0))if(MPb(257304)|0){f[64660]=0;f[64661]=0;f[64662]=0}e=f[64661]|0;if((f[64660]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64661]|0;j=h+-12|0;while(1){e=h+-12|0;f[64661]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(i);e=f[64661]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function NEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257296]|0))if(MPb(257296)|0){f[64657]=0;f[64658]=0;f[64659]=0}e=f[64658]|0;if((f[64657]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64658]|0;j=h+-12|0;while(1){e=h+-12|0;f[64658]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(i);e=f[64658]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function OEa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=e+(d<<2)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;l=e;g=d<<2;h=g>>2;if(h|0){if(h>>>0>1073741823)AMb(a);i=pOb(g)|0;f[k>>2]=i;f[a>>2]=i;f[a+8>>2]=i+(h<<2);if(d|0){d=j+-4|0;g=i;while(1){f[g>>2]=f[e>>2];e=e+4|0;if((e|0)==(j|0))break;else g=g+4|0}f[k>>2]=i+(((d-l|0)>>>2)+1<<2)}}j=c;k=f[j+4>>2]|0;l=a+12|0;f[l>>2]=f[j>>2];f[l+4>>2]=k;b[a+20>>0]=0;return}function PEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function QEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function REa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+64|0;h=i;f[h>>2]=b;g=h+4|0;LEa(g,f[64656]|0);MEa(h+28|0,f[64656]|0);NEa(h+44|0,f[64656]|0);e=h+16|0;if(f[e>>2]|0){d=h+12|0;b=f[d>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);f[d>>2]=0;d=f[h+8>>2]|0;if(d|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0}b=f[c>>2]|0;d=c+4|0;e=f[d>>2]|0;if((e|0)==(b|0)){SEa(a,h,c);TEa(h);u=i;return}f[d>>2]=e+(~((e+-8-b|0)>>>3)<<3);SEa(a,h,c);TEa(h);u=i;return}function SEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;v=x+8|0;t=x;w=b+4|0;m=a+12|0;i=f[m>>2]|0;j=f[a+16>>2]|0;r=j+-1640531527+(i<<6)+(i>>>2)^i;o=b+8|0;p=f[o>>2]|0;q=(p|0)==0;a:do if(q){d=0;s=20}else{h=p+-1|0;g=(h&p|0)==0;if(g)d=r&h;else if(r>>>0<p>>>0)d=r;else d=(r>>>0)%(p>>>0)|0;e=f[(f[w>>2]|0)+(d<<2)>>2]|0;if(!e)s=20;else{e=f[e>>2]|0;if(!e)s=20;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(r|0)|(g&h|0)==(d|0))){s=20;break a}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){s=20;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(r|0)){if(g>>>0>=p>>>0)g=(g>>>0)%(p>>>0)|0;if((g|0)!=(d|0)){s=20;break a}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){s=20;break}}}}}while(0);if((s|0)==20){i=pOb(16)|0;j=m;m=f[j+4>>2]|0;h=i+8|0;f[h>>2]=f[j>>2];f[h+4>>2]=m;f[i+4>>2]=r;f[i>>2]=0;h=b+16|0;k=+(((f[h>>2]|0)+1|0)>>>0);l=+n[b+20>>2];do if(q|l*+(p>>>0)<k){d=p<<1|(p>>>0<3|(p+-1&p|0)!=0)&1;e=~~+W(+(k/l))>>>0;_Ea(w,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&r;break}if(r>>>0<d>>>0){g=d;d=r}else{g=d;d=(r>>>0)%(d>>>0)|0}}else g=p;while(0);e=(f[w>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=b+12|0;f[i>>2]=f[d>>2];f[d>>2]=i;f[e>>2]=d;d=f[i>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[w>>2]|0)+(d<<2)|0;s=33}}else{f[i>>2]=f[d>>2];s=33}if((s|0)==33)f[d>>2]=i;f[h>>2]=(f[h>>2]|0)+1}p=c+4|0;h=f[p>>2]|0;g=f[c>>2]|0;d=h-g>>3;i=f[a>>2]|0;j=(f[a+4>>2]|0)-i>>2;m=h;e=g;if(j>>>0>1){s=f[i+4>>2]|0;i=i+8+(s<<2)|0;if((j+-2-s|0)>>>0>1){o=f[i>>2]|0;j=i+4|0;f[v>>2]=f[a+12>>2];if(!o)e=h;else{i=c+8|0;e=0;h=m;while(1){g=f[j+(e<<2)>>2]|0;f[t>>2]=g;if(h>>>0<(f[i>>2]|0)>>>0){f[h>>2]=f[v>>2];f[h+4>>2]=g;f[p>>2]=h+8}else PEa(c,v,t);e=e+1|0;if((e|0)==(o|0))break;h=f[p>>2]|0}e=f[p>>2]|0;g=f[c>>2]|0}i=g;h=e;e=g}else i=g}else i=g;g=h-i>>3;if(d>>>0>=g>>>0){u=x;return}h=v+4|0;while(1){e=e+(d<<3)|0;if(!($Ea(w,e)|0)){CRa(v,f[b>>2]|0,e);SEa(f[v>>2]|0,b,c);e=f[h>>2]|0;if(e|0)iOb(e)}d=d+1|0;if((d|0)==(g|0))break;e=f[c>>2]|0}u=x;return}function TEa(a){a=a|0;var b=0,c=0,d=0;b=a+44|0;c=f[a+56>>2]|0;if(c|0)UEa(c,b);b=f[b>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=a+28|0;c=f[a+40>>2]|0;if(c|0)VEa(c,b);b=f[b>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}c=a+4|0;b=f[a+24>>2]|0;if(b|0)WEa(b,c);b=f[a+12>>2]|0;if(b|0)do{a=b;b=f[b>>2]|0;sOb(a)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(!b)return;sOb(b);return}function UEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);if(!(b[257296]|0))if(MPb(257296)|0){f[64657]=0;f[64658]=0;f[64659]=0}a=f[64658]|0;if(a>>>0<(f[64659]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64658]=a+12;return}else{ZEa(258628,c);return}}function VEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);if(!(b[257304]|0))if(MPb(257304)|0){f[64660]=0;f[64661]=0;f[64662]=0}a=f[64661]|0;if(a>>>0<(f[64662]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64661]=a+12;return}else{YEa(258640,c);return}}function WEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257312]|0))if(MPb(257312)|0){f[64663]=0;f[64664]=0;f[64665]=0}a=f[64664]|0;if(a>>>0>=(f[64665]|0)>>>0){XEa(258652,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64664]=(f[64664]|0)+20;return}function XEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function YEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function ZEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function _Ea(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){aFa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;aFa(a,b);return}function $Ea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function aFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function bFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+96|0;m=t+8|0;n=t+84|0;s=t+24|0;o=t;p=t+16|0;f[s>>2]=b;LEa(s+4|0,f[64656]|0);h=s+28|0;MEa(h,f[64656]|0);NEa(s+44|0,f[64656]|0);d=f[c>>2]|0;r=c+4|0;e=f[r>>2]|0;if((e|0)!=(d|0))f[r>>2]=e+(~((e+-8-d|0)>>>3)<<3);d=f[h>>2]|0;g=s+32|0;e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~((e+-8-d|0)>>>3)<<3);REa(a,b,h);d=f[h>>2]|0;j=f[g>>2]|0;if((d|0)!=(j|0)){k=c+8|0;l=p+4|0;i=d;do{d=i;h=f[d+4>>2]|0;e=o;f[e>>2]=f[d>>2];f[e+4>>2]=h;CRa(p,b,o);e=f[p>>2]|0;h=f[e>>2]|0;d=h;if((f[e+4>>2]|0)-h>>2>>>0>1){h=f[d+4>>2]|0;a=d+8|0;f[m>>2]=f[e+12>>2];if(h|0){d=0;do{e=f[a+(d<<2)>>2]|0;f[n>>2]=e;g=f[r>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){f[g>>2]=f[m>>2];f[g+4>>2]=e;f[r>>2]=g+8}else QEa(c,m,n);d=d+1|0}while((d|0)!=(h|0))}}d=f[l>>2]|0;if(d|0)iOb(d);i=i+8|0}while((i|0)!=(j|0))}cFa(f[c>>2]|0,f[r>>2]|0,m);d=f[c>>2]|0;e=f[r>>2]|0;a:do if((d|0)==(e|0))g=d;else{g=d+8|0;if((g|0)==(e|0)){TEa(s);u=t;return}while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;break a}d=g+8|0;if((d|0)==(e|0))break;else{p=g;g=d;d=p}}TEa(s);u=t;return}while(0);if((g|0)==(e|0)){TEa(s);u=t;return}d=g+16|0;if((d|0)==(e|0))d=g;else{a=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[a>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))q=17}else q=17;if((q|0)==17){q=0;d=d+8|0;n=a;o=f[n+4>>2]|0;p=d;f[p>>2]=f[n>>2];f[p+4>>2]=o}g=a+8|0;if((g|0)==(e|0))break;else{p=a;a=g;g=p}}e=f[r>>2]|0}d=d+8|0;if((e|0)==(d|0)){TEa(s);u=t;return}f[r>>2]=e+(~((e+-8-d|0)>>>3)<<3);TEa(s);u=t;return}function cFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=eFa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=kFa(a,i,c)|0;e=i+8|0;if(kFa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}cFa(a,i,c);a=i+8|0}if((q|0)==105){q=0;cFa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){dFa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){eFa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){fFa(a,b,c);return}else if((q|0)==107)return}function dFa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function eFa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=dFa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function fFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function gFa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0.0,q=0.0,r=0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0,L=0;K=f[a+528>>2]|0;q=+n[a+688>>2];r=f[a+696>>2]|0;s=f[a+704>>2]|0;t=+n[a+712>>2];u=+n[a+720>>2];v=+n[a+768>>2];w=+n[a+816>>2];x=+n[a+864>>2];y=+n[a+936>>2];z=+n[a+952>>2];A=+n[a+1008>>2];k=f[a+1112>>2]|0;l=f[a+1120>>2]|0;B=+n[a+1360>>2];C=+n[a+1368>>2];D=+n[a+1392>>2];E=+n[a+1464>>2];F=+n[a+1920>>2];G=+n[a+1928>>2];H=+n[a+1936>>2];I=+n[a+1944>>2];J=+n[a+1952>>2];L=f[a+1976>>2]|0;if(l|0){e=0;do{d=k+(e*24|0)|0;i=+p[d>>3];b=k+(e*24|0)+8|0;if(i==+p[d+24>>3]){g=+p[b>>3];if(g==+p[d+32>>3]){if(!(+p[k+(e*24|0)+16>>3]==+p[d+40>>3])){o=g;L=35}}else{o=g;L=35}}else{o=+p[b>>3];L=35}do if((L|0)==35){L=0;h=+p[k+(e*24|0)+16>>3];g=-(G*D)-F*C-H*E+(C*i+D*o+E*h);n[(a+320|0)>>2]=g;c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0;if(c>>>0<b>>>0){n[c>>2]=g;f[(K+1208|0)>>2]=c+4|0;c=c+4|0}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*o+(t*y-q*z)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*o+(q*w-t*v)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1204|0,a+368|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,r);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,s);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[s>>2];c=c+4|0;f[(K+1208|0)>>2]=c}i=+p[(d+24|0)>>3];j=+p[(d+24|0)+8>>3];h=+p[(d+24|0)+16>>3];n[(a+320|0)>>2]=-(G*D)-F*C-H*E+(C*i+D*j+E*h);if(c>>>0<b>>>0){n[c>>2]=-(G*D)-F*C-H*E+(C*i+D*j+E*h);c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*j+(t*y-q*z)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*j+(q*w-t*v)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1204|0,a+368|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,r);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,s);break}else{f[c>>2]=f[s>>2];f[(K+1208|0)>>2]=c+4;break}}while(0);e=e+2|0}while(e>>>0<((l|0)/24|0)>>>0)}k=f[(K+1156|0)>>2]|0;l=(f[(K+1160|0)>>2]|0)-k|0;if(l|0){e=0;do{m=k+(e*24|0)|0;i=+p[m>>3];g=+p[m+24>>3];if(i==g)if(+p[k+(e*24|0)+8>>3]==+p[m+32>>3]){if(!(+p[k+(e*24|0)+16>>3]==+p[m+40>>3]))L=76}else L=76;else L=76;a:do if((L|0)==76){L=0;h=+p[m+48>>3];if(i==h)if(+p[k+(e*24|0)+8>>3]==+p[m+56>>3])if(+p[k+(e*24|0)+16>>3]==+p[m+64>>3])break;do if(g==h){if(!(+p[m+32>>3]==+p[m+56>>3])){d=0;break}if(+p[m+40>>3]==+p[m+64>>3])break a;else d=0}else d=0;while(0);while(1){c=m+(d*24|0)|0;h=+p[c+8>>3];j=+p[c+16>>3];g=-(G*D)-F*C-H*E+(C*i+D*h+E*j);n[(a+320|0)>>2]=g;c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0;if(c>>>0<b>>>0){n[c>>2]=g;f[(K+1220|0)>>2]=c+4|0;c=c+4|0}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*h+(t*y-q*z)*B*j);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1220|0)>>2]=c}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*h+(q*w-t*v)*B*j);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1220|0)>>2]=c}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1216|0,a+368|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1220|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1216|0,r);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1220|0)>>2]=c}if((c|0)==(b|0))Tna(K+1216|0,s);else{f[c>>2]=f[s>>2];f[(K+1220|0)>>2]=c+4}b=d+1|0;if((b|0)==3)break a;d=b;i=+p[m+(b*24|0)>>3]}}while(0);e=e+3|0}while(e>>>0<((l|0)/24|0)>>>0)}b=f[(K+1144|0)>>2]|0;c=f[(K+1148|0)>>2]|0;if((c|0)!=(b|0))f[(K+1148|0)>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);b=f[(K+1156|0)>>2]|0;c=f[(K+1160|0)>>2]|0;if((c|0)!=(b|0))f[(K+1160|0)>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);e=f[(K+1120|0)>>2]|0;b=f[(K+1124|0)>>2]|0;if((b|0)!=(e|0))do{c=b+-16|0;f[(K+1124|0)>>2]=c;d=f[b+-4>>2]|0;if(d|0)tBa(d,c);d=f[c>>2]|0;if(d|0){b=b+-12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}b=f[(K+1124|0)>>2]|0}while((b|0)!=(e|0));b=f[(K+1088|0)>>2]|0;c=f[(K+1092|0)>>2]|0;if((c|0)!=(b|0))f[(K+1092|0)>>2]=c+(~((c+-16-b|0)>>>4)<<4);if(f[(K+1112|0)>>2]|0){b=f[(K+1108|0)>>2]|0;if(b|0)do{s=b;b=f[b>>2]|0;sOb(s)}while((b|0)!=0);f[(K+1108|0)>>2]=0;c=f[(K+1104|0)>>2]|0;if(c|0){b=0;do{f[(f[(K+1100|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(K+1112|0)>>2]=0}f[a+1976>>2]=L}function hFa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;v=f[a+640>>2]|0;w=f[a+872>>2]|0;s=f[a+880>>2]|0;t=f[a+888>>2]|0;x=f[a+1296>>2]|0;r=f[a+1304>>2]|0;u=f[a+1312>>2]|0;n=f[a+1320>>2]|0;o=f[a+1328>>2]|0;m=f[a+1336>>2]|0;k=f[a+1440>>2]|0;e=f[a+1448>>2]|0;q=f[a+2664>>2]|0;a:{if((f[64632]|0)==(e|0)){e=0;d=0;c=0}else{c=f[(e+-12|0)>>2]|0;d=f[(e+-8|0)>>2]|0;j=f[(e+-4|0)>>2]|0;f[(e+-4|0)>>2]=0;f[(e+-8|0)>>2]=0;f[(e+-12|0)>>2]=0;i=f[64633]|0;g=i;while(1){e=g+-12|0;f[64633]=e;h=f[e>>2]|0;if(h){e=g+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h);e=f[64633]|0}if((e|0)==(i+-12|0|0)){e=j;break}else g=e}}f[n>>2]=c;f[o>>2]=d;f[m>>2]=e;f[((a+352|0)+40|0)>>2]=k;fCa((a+352|0)+44|0,f[64606]|0);i=(f[(f[(f[(a+352|0)>>2]|0)+4>>2]|0)+-4>>2]|0)+1|0;l=f[o>>2]|0;j=f[n>>2]|0;do if(i>>>0>((l-j|0|0)/12|0)>>>0){k=i-((l-j|0|0)/12|0)|0;c=f[m>>2]|0;if(((c-l|0)/12|0)>>>0>=k>>>0){c=k;d=l;while(1){f[d>>2]=-1;b[d+8>>0]=0;c=c+-1|0;if(!c)break;else d=d+12|0}f[o>>2]=l+(k*12|0);break}if(i>>>0>357913941){q=117;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}e=((c-j|0)/12|0)>>>0<178956970?(((c-j|0)/12|0)<<1>>>0<i>>>0?i:((c-j|0)/12|0)<<1):357913941;if(!e)h=0;else{if(e>>>0>357913941){q=120;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}h=pOb(e*12|0)|0}g=h+(((l-j|0|0)/12|0)*12|0)|0;c=k;d=g;while(1){f[d>>2]=-1;b[d+8>>0]=0;c=c+-1|0;if(!c)break;else d=d+12|0}if((l-j|0|0)>0)bQb(g+(((l-j|0|0)/-12|0)*12|0)|0|0,j|0,l-j|0|0)|0;f[n>>2]=g+(((l-j|0|0)/-12|0)*12|0)|0;f[o>>2]=h+(i*12|0);f[m>>2]=h+(e*12|0);if(!j)break;sOb(j)}else{if(i>>>0>=((l-j|0|0)/12|0)>>>0)break;if((j+(i*12|0)|0|0)==(l|0))break;f[o>>2]=l+(~(((l+-12-(j+(i*12|0)|0)|0)>>>0)/12|0)*12|0)}while(0);e=f[(a+352|0)>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0))do{d=f[c>>2]|0;if((f[(f[n>>2]|0)+(d*12|0)>>2]|0)==-1)pCa(a+352|0,d);c=c+4|0}while((c|0)!=(e|0));f[a>>2]=f[((a+352|0)+44|0)>>2];f[(a+4|0)>>2]=f[((a+352|0)+48|0)>>2];f[(a+8|0)>>2]=f[((a+352|0)+52|0)>>2];f[((a+352|0)+52|0)>>2]=0;f[((a+352|0)+48|0)>>2]=0;f[((a+352|0)+44|0)>>2]=0;f[(a+12|0)>>2]=f[((a+352|0)+56|0)>>2];f[((a+352|0)+56|0)>>2]=0;oCa((a+352|0)+44|0);do if(!(f[((a+352|0)+40|0)>>2]|0))q=161;else{c=f[n>>2]|0;if((f[m>>2]|0)==(c|0)){p=c;q=162;break}d=f[o>>2]|0;if((d|0)!=(c|0))f[o>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);do if(!(b[257240]|0)){if(!(MPb(257240)|0))break;f[64632]=0;f[64633]=0;f[64634]=0}while(0);e=f[64633]|0;d=f[64634]|0;if(e>>>0<d>>>0){f[e>>2]=0;f[(e+4|0)>>2]=0;f[e+8>>2]=0;f[e>>2]=f[n>>2];f[(e+4|0)>>2]=f[o>>2];f[e+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;f[64633]=e+12;break}i=f[64632]|0;c=((e-i|0)/12|0)+1|0;if(c>>>0>357913941){q=145;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}c=((d-i|0)/12|0)>>>0<178956970?(((d-i|0)/12|0)<<1>>>0<c>>>0?c:((d-i|0)/12|0)<<1):357913941;if(!c)d=0;else{if(c>>>0>357913941){q=148;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}d=pOb(c*12|0)|0}h=d+(((e-i|0)/12|0)*12|0)|0;g=d+(c*12|0)|0;f[d+(((e-i|0)/12|0)*12|0)+8>>2]=0;f[h>>2]=f[n>>2];f[d+(((e-i|0)/12|0)*12|0)+4>>2]=f[o>>2];f[d+(((e-i|0)/12|0)*12|0)+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;if((e|0)==(i|0)){d=h;c=e}else{c=e;d=h;e=h;do{l=e+-12|0;q=c;c=c+-12|0;f[l>>2]=0;m=e+-8|0;f[m>>2]=0;f[e+-4>>2]=0;f[l>>2]=f[c>>2];f[m>>2]=f[(q+-8|0)>>2];f[e+-4>>2]=f[(q+-4|0)>>2];f[(q+-4|0)>>2]=0;f[(q+-8|0)>>2]=0;f[c>>2]=0;e=d+-12|0;d=e}while((c|0)!=(i|0));i=f[64632]|0;c=f[64633]|0}f[64632]=d;f[64633]=h+12|0;f[64634]=g;h=i;if((c|0)!=(h|0))do{d=c;c=c+-12|0;e=f[c>>2]|0;if(e|0){g=f[(d+-8|0)>>2]|0;if((g|0)!=(e|0))f[(d+-8|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}}while((c|0)!=(h|0));if(!i){q=161;break}sOb(i);q=161}while(0);if((q|0)==161){p=f[n>>2]|0;q=162}do if((q|0)==162){q=0;if(!p)break;c=f[o>>2]|0;if((c|0)!=(p|0))f[o>>2]=c+(~(((c+-12-p|0)>>>0)/12|0)*12|0);sOb(p)}while(0);c=f[((a+352|0)+24|0)>>2]|0;if(c|0)tBa(c,(a+352|0)+12|0);c=f[((a+352|0)+12|0)>>2]|0;if(c|0){d=f[((a+352|0)+16|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+16|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}g=f[a>>2]|0;h=(f[(a+4|0)>>2]|0)-g>>4;do if(!h)e=0;else{c=-1;d=-1;i=0;do{e=f[g+(i<<4)>>2]|0;if((f[g+(i<<4)+4>>2]|0)-e>>2>>>0>2){o=f[e>>2]|0;p=o>>>0<c>>>0;c=p?o:c;d=p?i:d}i=i+1|0}while((i|0)!=(h|0));if((c|0)==-1){e=0;break}mCa(a+352|0,a+320|0,g+(d<<4)|0);c=f[u>>2]|0;if(c|0)tBa(c,a+320|0);c=f[(a+320|0)>>2]|0;if(c|0){d=f[v>>2]|0;if((d|0)!=(c|0))f[v>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);f[((a+320|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+320|0)>>2]=0}f[(a+320|0)>>2]=f[(a+352|0)>>2];f[v>>2]=f[((a+352|0)+4|0)>>2];f[((a+320|0)+8|0)>>2]=f[((a+352|0)+8|0)>>2];f[((a+352|0)+8|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)>>2]=0;f[u>>2]=f[((a+352|0)+12|0)>>2];f[((a+352|0)+12|0)>>2]=0;nCa((a+320|0)+16|0,(a+352|0)+16|0);oCa((a+352|0)+16|0);c=f[((a+352|0)+12|0)>>2]|0;if(c|0)tBa(c,a+352|0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}e=1}while(0);oCa(a);c=f[((a+32|0)+12|0)>>2]|0;if(c|0)tBa(c,a+32|0);c=f[(a+32|0)>>2]|0;if(c|0){d=f[r>>2]|0;if((d|0)!=(c|0))f[r>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}do if(e){f[((a+132|0)+36|0)>>2]=(a+320|0)+16|0;d=f[(a+320|0)>>2]|0;c=f[d>>2]|0;f[x>>2]=c;i=f[v>>2]|0;if((d|0)!=(i|0)){do{g=f[d>>2]|0;h=(f[t>>2]|0)+(g>>>5<<2)|0;f[h>>2]=f[h>>2]&~(1<<(g&31));h=f[s>>2]|0;if(f[(h+(g*24|0)+12|0)>>2]|0){c=f[(h+(g*24|0)+8|0)>>2]|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);f[(h+(g*24|0)+8|0)>>2]=0;e=f[h+(g*24|0)+4>>2]|0;if(e|0){c=0;do{f[(f[(h+(g*24|0)|0)>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[(h+(g*24|0)+12|0)>>2]=0}d=d+4|0}while((d|0)!=(i|0));c=f[x>>2]|0}if((qCa(a+132|0,c,0)|0)==2){e=6;break}f[x>>2]=(f[x>>2]|0)+1;e=0}else e=7;while(0);oCa((a+320|0)+16|0);c=f[u>>2]|0;if(c|0)tBa(c,a+320|0);c=f[(a+320|0)>>2]|0;if(c|0){d=f[v>>2]|0;if((d|0)!=(c|0))f[v>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}if((e|0)==7){f[a+2672>>2]=2;f[a+2676>>2]=6;break a}if((f[x>>2]|0)>>>0>=((f[w>>2]|0)+-1|0)>>>0){f[a+2672>>2]=2;f[a+2676>>2]=6;break a}}f[a+2664>>2]=q}function iFa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=f[a+432>>2]|0;n=f[a+1112>>2]|0;o=f[a+1168>>2]|0;c=f[a+1200>>2]|0;d=f[a+1224>>2]|0;p=f[a+2664>>2]|0;if(n>>>0>c-d>>2>>>0){eCa(a+304|0,n-(c-d>>2)|0);g=f[(a+304|0)>>2]|0;c=f[o>>2]|0}else if(n>>>0<c-d>>2>>>0)if((d+(n<<2)|0|0)==(c|0))g=d;else{f[o>>2]=c+(~((c+-4-(d+(n<<2)|0)|0)>>>2)<<2)|0;g=d;c=c+(~((c+-4-(d+(n<<2)|0)|0)>>>2)<<2)|0}else g=d;if((g|0)==(c|0))p=11;else{e=0;d=g;while(1){f[d>>2]=e;d=d+4|0;if((d|0)==(c|0))break;else e=e+1|0}if(!n)h=1;else p=11}if((p|0)==11){g=0;do{h=f[(m+1120|0)>>2]|0;e=h+(g<<4)|0;h=h+(g<<4)+4|0;aDb(f[e>>2]|0,f[h>>2]|0,a+32|0);e=f[e>>2]|0;i=f[h>>2]|0;f[a>>2]=e;do if((i|0)==(e|0))p=20;else{c=a+32|0;d=a;while(1){f[c>>2]=f[d>>2];c=(f[(a+32|0)>>2]|0)+4|0;f[(a+32|0)>>2]=c;if((c|0)==(i|0)){p=18;break}k=f[a>>2]|0;l=f[k>>2]|0;if((l|0)==(f[c>>2]|0))break;else{c=a;d=a+32|0}}if((p|0)==18){p=20;break}if((k|0)==(i|0))j=i;else{if((k+8|0|0)==(i|0))c=k;else{d=k+8|0;e=l;c=k;do{j=e;e=f[d>>2]|0;if((j|0)!=(e|0)){c=c+4|0;f[c>>2]=e}d=d+4|0}while((d|0)!=(i|0))}j=c+4|0}}while(0);if((p|0)==20){p=0;j=i}if((i|0)!=(j|0))f[h>>2]=i+(~((i+-4-j|0)>>>2)<<2);g=g+1|0}while((g|0)!=(n|0));h=0}fCa(a+288|0,f[64606]|0);if(h){c=(a+288|0)+8|0;d=(a+288|0)+4|0}else{g=0;do{aBa(a+32|0,f[64606]|0);c=f[((a+288|0)+4|0)>>2]|0;if(c>>>0<(f[((a+288|0)+8|0)>>2]|0)>>>0){f[c>>2]=0;f[(c+4|0)>>2]=0;f[c+8>>2]=0;f[c>>2]=f[(a+32|0)>>2];f[(c+4|0)>>2]=f[((a+32|0)+4|0)>>2];f[c+8>>2]=f[((a+32|0)+8|0)>>2];f[((a+32|0)+8|0)>>2]=0;f[((a+32|0)+4|0)>>2]=0;f[(a+32|0)>>2]=0;f[c+12>>2]=f[((a+32|0)+12|0)>>2];f[((a+32|0)+12|0)>>2]=0;f[((a+288|0)+4|0)>>2]=c+16}else{tCa(a+288|0,a+32|0);c=f[((a+32|0)+12|0)>>2]|0;if(c|0)tBa(c,a+32|0)}c=f[(a+32|0)>>2]|0;if(c|0){d=f[((a+32|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+32|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(m+1120|0)>>2]|0;d=c+(g<<4)|0;e=(f[((a+288|0)+4|0)>>2]|0)+-16|0;if((e|0)!=(d|0))uCa(e,f[d>>2]|0,f[c+(g<<4)+4>>2]|0);g=g+1|0}while((g|0)!=(n|0));c=(a+288|0)+8|0;d=(a+288|0)+4|0}m=f[(a+304|0)>>2]|0;n=f[o>>2]|0;h=f[((a+304|0)+8|0)>>2]|0;f[((a+304|0)+8|0)>>2]=0;f[o>>2]=0;f[(a+304|0)>>2]=0;i=f[((a+304|0)+12|0)>>2]|0;f[((a+304|0)+12|0)>>2]=0;j=f[(a+288|0)>>2]|0;o=f[d>>2]|0;k=f[c>>2]|0;f[c>>2]=0;f[d>>2]=0;f[(a+288|0)>>2]=0;l=f[((a+288|0)+12|0)>>2]|0;f[((a+288|0)+12|0)>>2]=0;f[(a+132|0)>>2]=m;f[((a+132|0)+4|0)>>2]=n;f[(a+132|0)+8>>2]=h;f[(a+256|0)+8>>2]=0;f[((a+256|0)+4|0)>>2]=0;f[(a+256|0)>>2]=0;f[((a+132|0)+12|0)>>2]=i;f[((a+256|0)+12|0)>>2]=0;f[((a+132|0)+16|0)>>2]=j;f[(a+132|0)+20>>2]=o;f[(a+132|0)+24>>2]=k;f[(a+256|0)+24>>2]=0;f[(a+256|0)+20>>2]=0;f[((a+256|0)+16|0)>>2]=0;f[(a+132|0)+28>>2]=l;f[(a+256|0)+28>>2]=0;l=(a+132|0)+32|0;f[l>>2]=n-m>>2;m=(a+132|0)+40|0;gCa(m,f[64606]|0);n=(a+132|0)+56|0;k=f[64606]|0;if(!(b[257232]|0))if(MPb(257232)|0){f[64629]=0;f[64630]=0;f[64631]=0}j=f[64630]|0;a:do if((f[64629]|0)==(j|0)){e=0;d=0;c=0}else{c=f[(j+-12|0)>>2]|0;d=f[(j+-8|0)>>2]|0;e=f[(j+-4|0)>>2]|0;f[(j+-12|0)>>2]=0;f[(j+-8|0)>>2]=0;f[(j+-4|0)>>2]=0;g=j;h=0;i=0;while(1){g=g+-12|0;f[64630]=g;if(h){sOb(i);g=f[64630]|0}if((g|0)==(j+-12|0|0))break a;i=f[g+-12>>2]|0;h=i}}while(0);f[n>>2]=c;f[((a+132|0)+60|0)>>2]=d;f[(a+132|0)+64>>2]=e;f[((a+132|0)+68|0)>>2]=k;aBa((a+132|0)+72|0,f[64606]|0);fCa((a+132|0)+88|0,f[64606]|0);k=(a+132|0)+44|0;c=f[l>>2]|0;if((((f[k>>2]|0)-(f[m>>2]|0)|0)/24|0)>>>0<c>>>0)do{hCa(a+32|0,f[64606]|0);e=f[k>>2]|0;if(e>>>0<(f[((a+132|0)+48|0)>>2]|0)>>>0){g=f[(a+32|0)>>2]|0;f[(a+32|0)>>2]=0;d=f[((a+32|0)+4|0)>>2]|0;f[((a+32|0)+4|0)>>2]=0;f[e>>2]=g;f[e+4>>2]=d;c=f[((a+32|0)+8|0)>>2]|0;f[(e+8|0)>>2]=c;o=f[((a+32|0)+12|0)>>2]|0;f[e+12>>2]=o;f[e+16>>2]=f[((a+32|0)+16|0)>>2];if(o|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[g+(c<<2)>>2]=e+8|0;f[((a+32|0)+8|0)>>2]=0;f[((a+32|0)+12|0)>>2]=0}f[e+20>>2]=f[((a+32|0)+20|0)>>2];f[((a+32|0)+20|0)>>2]=0;f[k>>2]=(f[k>>2]|0)+24}else{iCa(m,a+32|0);c=f[((a+32|0)+20|0)>>2]|0;if(c|0)jCa(c,a+32|0)}c=f[((a+32|0)+8|0)>>2]|0;if(c|0)do{o=c;c=f[c>>2]|0;sOb(o)}while((c|0)!=0);c=f[(a+32|0)>>2]|0;f[(a+32|0)>>2]=0;if(c|0)sOb(c);c=f[l>>2]|0}while((((f[k>>2]|0)-(f[m>>2]|0)|0)/24|0)>>>0<c>>>0);kCa(n,c,0);c=f[(a+132|0)>>2]|0;i=f[((a+132|0)+4|0)>>2]|0;if((c|0)!=(i|0)){j=(a+132|0)+76|0;do{d=f[c>>2]|0;f[((a+132|0)+104|0)>>2]=d;f[(a+32|0)>>2]=d;e=(f[((a+132|0)+56|0)>>2]|0)+(d>>>5<<2)|0;g=f[e>>2]|0;if(!(g&1<<(d&31))){f[e>>2]=g|1<<(d&31);d=f[((a+132|0)+72|0)>>2]|0;e=f[j>>2]|0;if((e|0)!=(d|0)){f[j>>2]=e+(~((e+-4-d|0)>>>2)<<2)|0;d=e+(~((e+-4-d|0)>>>2)<<2)|0}if((d|0)==(f[((a+132|0)+80|0)>>2]|0))fBa((a+132|0)+72|0,a+32|0);else{f[d>>2]=f[(a+32|0)>>2];f[j>>2]=d+4}d=f[(a+32|0)>>2]|0;e=f[((a+132|0)+16|0)>>2]|0;b:do if(((f[e+(d<<4)+4>>2]|0)-(f[(e+(d<<4)|0)>>2]|0)|0)==4){g=e+(d<<4)|0;while(1){d=f[f[g>>2]>>2]|0;f[(a+32|0)>>2]=d;if((d|0)==(f[((a+132|0)+104|0)>>2]|0))break;g=(f[((a+132|0)+56|0)>>2]|0)+(d>>>5<<2)|0;h=f[g>>2]|0;if(h&1<<(d&31)|0)break b;f[g>>2]=h|1<<(d&31);d=f[j>>2]|0;if((d|0)==(f[((a+132|0)+80|0)>>2]|0)){fBa((a+132|0)+72|0,a+32|0);d=f[((a+132|0)+16|0)>>2]|0}else{f[d>>2]=f[(a+32|0)>>2];f[j>>2]=d+4;d=e}o=f[(a+32|0)>>2]|0;g=d+(o<<4)|0;if(((f[d+(o<<4)+4>>2]|0)-(f[g>>2]|0)|0)!=4)break b;else e=d}if((f[j>>2]|0)-(f[((a+132|0)+72|0)>>2]|0)>>2>>>0>2)lCa(a+132|0)}while(0)}c=c+4|0}while((c|0)!=(i|0))}d=f[(a+132|0)+56>>2]|0;c=f[((a+132|0)+60|0)>>2]|0;if((d+(c>>>5<<2)-d<<3)+(c&31)|0|0){e=((d+(c>>>5<<2)-d<<3)+(c&31)|0)>>>5;dQb(d|0,0,e<<2|0)|0;c=((d+(c>>>5<<2)-d<<3)+(c&31)|0)&31;if(c|0)f[(d+(e<<2)|0)>>2]=f[(d+(e<<2)|0)>>2]&~(-1>>>(32-c|0))}c=f[(a+132|0)+72>>2]|0;d=f[((a+132|0)+76|0)>>2]|0;if((d|0)!=(c|0))f[((a+132|0)+76|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);e=(a+132|0)+104|0;f[e>>2]=0;g=(a+32|0)+4|0;h=(a+320|0)+12|0;d=(a+320|0)+4|0;i=(a+352|0)+28|0;j=(a+352|0)+32|0;o=(a+352|0)+36|0;f[a+640>>2]=d;f[a+872>>2]=l;f[a+880>>2]=m;f[a+888>>2]=n;f[a+976>>2]=k;f[a+1296>>2]=e;f[a+1304>>2]=g;f[a+1312>>2]=h;f[a+1320>>2]=i;f[a+1328>>2]=j;f[a+1336>>2]=o;f[a+2664>>2]=p}function jFa(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0,k=0.0,l=0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,u=0,v=0;s=f[a+96>>2]|0;g=f[a+208>>2]|0;q=+n[a+296>>2];r=+n[a+328>>2];t=f[a+432>>2]|0;u=f[a+440>>2]|0;m=f[a+448>>2]|0;o=f[a+496>>2]|0;l=f[a+528>>2]|0;h=+n[a+600>>2];i=+n[a+608>>2];b=+n[a+616>>2];c=+n[a+624>>2];d=+n[a+632>>2];e=+n[a+640>>2];v=f[a+1112>>2]|0;a:{if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(m+24|0)>>3];p[(s+8|0)>>3]=+p[((m+24|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((m+24|0)+16|0)>>3];p[(s+24|0)>>3]=h;p[(s+32|0)>>3]=i;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,m+48|0,o,o+24|0,o+48|0);k=+p[(a+24|0)>>3];p[(a+24|0)>>3]=h;h=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=i;b=+p[((a+24|0)+16|0)>>3];c=+p[(m+48|0)>>3]-k;d=+p[((m+48|0)+8|0)>>3]-h;e=+p[((m+48|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(m+48|0)>>3];p[(s+8|0)>>3]=+p[((m+48|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((m+48|0)+16|0)>>3];p[(s+24|0)>>3]=k;p[(s+32|0)>>3]=h;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o,m,m+24|0,m+48|0);i=+p[(a+24|0)>>3];p[(a+24|0)>>3]=k;k=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=h;c=+p[((a+24|0)+16|0)>>3];d=+p[o>>3]-i;j=l+(g*24|0)+8|0;e=+p[j>>3]-k;g=l+(g*24|0)+16|0;b=+p[g>>3]-c;if(d*d+(e*e+b*b)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=d*d+(e*e+b*b);p[s>>3]=+p[o>>3];p[(s+8|0)>>3]=+p[j>>3];p[(s+16|0)>>3]=+p[g>>3];p[(s+24|0)>>3]=i;p[(s+32|0)>>3]=k;p[(s+40|0)>>3]=c}if(d*d+(e*e+b*b)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o+24|0,m,m+24|0,m+48|0);h=+p[(a+24|0)>>3];p[(a+24|0)>>3]=i;i=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=k;b=+p[((a+24|0)+16|0)>>3];c=+p[(o+24|0)>>3]-h;d=+p[((o+24|0)+8|0)>>3]-i;e=+p[((o+24|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(o+24|0)>>3];p[(s+8|0)>>3]=+p[((o+24|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((o+24|0)+16|0)>>3];p[(s+24|0)>>3]=h;p[(s+32|0)>>3]=i;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o+48|0,m,m+24|0,m+48|0);k=+p[(a+24|0)>>3];p[(a+24|0)>>3]=h;h=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=i;b=+p[((a+24|0)+16|0)>>3];c=+p[(o+48|0)>>3]-k;d=+p[((o+48|0)+8|0)>>3]-h;e=+p[((o+48|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(o+48|0)>>3];p[(s+8|0)>>3]=+p[((o+48|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((o+48|0)+16|0)>>3];p[(s+24|0)>>3]=k;p[(s+32|0)>>3]=h;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}else{q=k;r=h}}n[a+296>>2]=q;n[a+328>>2]=r;f[a+1112>>2]=v}
+function kFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{dFa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{eFa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function lFa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+64|0;e=g;f[e>>2]=b;LEa(e+4|0,f[64656]|0);MEa(e+28|0,f[64656]|0);NEa(e+44|0,f[64656]|0);switch(c|0){case 0:{d=mFa(a,e,d)|0;TEa(e);u=g;return d|0}case 1:{d=nFa(a,e,d)|0;TEa(e);u=g;return d|0}default:{d=0;TEa(e);u=g;return d|0}}return 0}function mFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;o=p+8|0;if(!d){o=1;u=p;return o|0}m=a+20|0;if(b[m>>0]&2){o=1;u=p;return o|0}k=c+44|0;e=f[k>>2]|0;l=c+48|0;d=f[l>>2]|0;if((d|0)==(e|0))d=e;else{d=d+(~((d+-8-e|0)>>>3)<<3)|0;f[l>>2]=d}j=f[a>>2]|0;g=j;if((f[a+4>>2]|0)-j>>2>>>0>1){j=f[g+4>>2]|0;i=g+8|0;f[n>>2]=f[a+12>>2];if(j){a=c+52|0;g=0;while(1){e=f[i+(g<<2)>>2]|0;f[o>>2]=e;if(d>>>0<(f[a>>2]|0)>>>0){f[d>>2]=f[n>>2];f[d+4>>2]=e;f[l>>2]=d+8}else QEa(k,n,o);d=g+1|0;if((d|0)==(j|0))break;g=d;d=f[l>>2]|0}e=f[k>>2]|0;d=f[l>>2]|0}}a:do if((e|0)!=(d|0)){i=o+4|0;while(1){k=e;l=f[k+4>>2]|0;g=n;f[g>>2]=f[k>>2];f[g+4>>2]=l;BRa(o,f[c>>2]|0,n);g=f[o>>2]|0;if(!g)g=1;else{g=f[g+4>>2]|0;if(!g)g=1;else g=((h[(f[g+44>>2]|0)+148>>0]|0)>>>1&1^1)&255}a=f[i>>2]|0;if(a|0)iOb(a);e=e+8|0;if(g|0){d=0;break}if((e|0)==(d|0))break a}u=p;return d|0}while(0);b[m>>0]=b[m>>0]|2;o=1;u=p;return o|0}function nFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0;j=c+16|0;if(f[j>>2]|0){g=c+12|0;e=f[g>>2]|0;if(e|0)do{i=e;e=f[e>>2]|0;sOb(i)}while((e|0)!=0);f[g>>2]=0;g=f[c+8>>2]|0;if(g|0){i=c+4|0;e=0;do{f[(f[i>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(g|0))}f[j>>2]=0}e=f[c+28>>2]|0;g=c+32|0;i=f[g>>2]|0;if((i|0)!=(e|0))f[g>>2]=i+(~((i+-8-e|0)>>>3)<<3);e=a+20|0;g=h[e>>0]|0;if(!(g&1))k=12;else if((g&4|0)==0&d)k=12;a:do if((k|0)==12){switch(oFa(a,c,d)|0){case 1:break a;case 2:break;default:{k=0;return k|0}}b[e>>0]=b[e>>0]|(d?5:1);k=1;return k|0}while(0);k=1;return k|0}function oFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;v=y;w=y+8|0;if(!(mFa(a,c,d)|0)){x=0;u=y;return x|0}x=c+4|0;o=a+12|0;k=f[o>>2]|0;j=f[a+16>>2]|0;s=j+-1640531527+(k<<6)+(k>>>2)^k;p=c+8|0;q=f[p>>2]|0;r=(q|0)==0;a:do if(r){e=0;t=21}else{i=q+-1|0;h=(i&q|0)==0;if(h)e=s&i;else if(s>>>0<q>>>0)e=s;else e=(s>>>0)%(q>>>0)|0;g=f[(f[x>>2]|0)+(e<<2)>>2]|0;if(!g)t=21;else{g=f[g>>2]|0;if(!g)t=21;else{if(h)while(1){h=f[g+4>>2]|0;if(!((h|0)==(s|0)|(h&i|0)==(e|0))){t=21;break a}if((f[g+8>>2]|0)==(k|0))if((f[g+12>>2]|0)==(j|0))break a;g=f[g>>2]|0;if(!g){t=21;break a}}while(1){h=f[g+4>>2]|0;if((h|0)!=(s|0)){if(h>>>0>=q>>>0)h=(h>>>0)%(q>>>0)|0;if((h|0)!=(e|0)){t=21;break a}}if((f[g+8>>2]|0)==(k|0))if((f[g+12>>2]|0)==(j|0))break a;g=f[g>>2]|0;if(!g){t=21;break}}}}}while(0);if((t|0)==21){j=pOb(16)|0;k=o;o=f[k+4>>2]|0;i=j+8|0;f[i>>2]=f[k>>2];f[i+4>>2]=o;f[j+4>>2]=s;f[j>>2]=0;i=c+16|0;l=+(((f[i>>2]|0)+1|0)>>>0);m=+n[c+20>>2];do if(r|m*+(q>>>0)<l){e=q<<1|(q>>>0<3|(q+-1&q|0)!=0)&1;g=~~+W(+(l/m))>>>0;_Ea(x,e>>>0<g>>>0?g:e);e=f[p>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&s;break}if(s>>>0<e>>>0){h=e;e=s}else{h=e;e=(s>>>0)%(e>>>0)|0}}else h=q;while(0);g=(f[x>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=c+12|0;f[j>>2]=f[e>>2];f[e>>2]=j;f[g>>2]=e;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[x>>2]|0)+(e<<2)|0;t=34}}else{f[j>>2]=f[e>>2];t=34}if((t|0)==34)f[e>>2]=j;f[i>>2]=(f[i>>2]|0)+1}q=c+28|0;p=c+32|0;e=f[p>>2]|0;g=f[q>>2]|0;h=e-g>>3;j=f[a>>2]|0;k=(f[a+4>>2]|0)-j>>2;i=e;o=g;if(k>>>0>1){t=f[j+4>>2]|0;j=j+8+(t<<2)|0;if((k+-2-t|0)>>>0>1){o=f[j>>2]|0;k=j+4|0;f[v>>2]=f[a+12>>2];if(o){j=c+36|0;e=0;while(1){g=f[k+(e<<2)>>2]|0;f[w>>2]=g;if(i>>>0<(f[j>>2]|0)>>>0){f[i>>2]=f[v>>2];f[i+4>>2]=g;f[p>>2]=i+8}else PEa(q,v,w);e=e+1|0;if((e|0)==(o|0))break;i=f[p>>2]|0}e=f[p>>2]|0;g=f[q>>2]|0}i=g}else{i=g;g=o}}else{i=g;g=o}i=e-i>>3;if(h>>>0>=i>>>0){x=2;u=y;return x|0}j=w+4|0;b:do if(d){while(1){t=g+(h<<3)|0;a=f[t+4>>2]|0;d=v;f[d>>2]=f[t>>2];f[d+4>>2]=a;if(!($Ea(x,v)|0)){CRa(w,f[c>>2]|0,v);e=f[w>>2]|0;if(!e)e=1;else{if((b[e+20>>0]&5)==5)e=1;else e=oFa(e,c,1)|0;e=(e|0)==0&1}g=f[j>>2]|0;if(g|0)iOb(g);if(e|0)break b}e=h+1|0;if(e>>>0>=i>>>0){e=2;break}g=f[q>>2]|0;h=e}u=y;return e|0}else{while(1){t=g+(h<<3)|0;a=f[t+4>>2]|0;d=v;f[d>>2]=f[t>>2];f[d+4>>2]=a;if(!($Ea(x,v)|0)){CRa(w,f[c>>2]|0,v);e=f[w>>2]|0;if(!e)e=1;else{if(!(b[e+20>>0]&1))e=oFa(e,c,0)|0;else e=1;e=(e|0)==0&1}g=f[j>>2]|0;if(g|0)iOb(g);if(e|0)break b}e=h+1|0;if(e>>>0>=i>>>0){e=2;break}g=f[q>>2]|0;h=e}u=y;return e|0}while(0);x=0;u=y;return x|0}function pFa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l+4|0;k=l;switch(c|0){case 0:{bFa(a,b,d);u=l;return}case 1:{b=f[d>>2]|0;i=d+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){b=c+(~((c+-8-b|0)>>>3)<<3)|0;f[i>>2]=b}h=f[a>>2]|0;c=h;if((f[a+4>>2]|0)-h>>2>>>0<=1){u=l;return}h=f[c+4>>2]|0;g=c+8|0;f[j>>2]=f[a+12>>2];a:do if(h|0){e=d+8|0;a=0;while(1){c=f[g+(a<<2)>>2]|0;f[k>>2]=c;if(b>>>0<(f[e>>2]|0)>>>0){f[b>>2]=f[j>>2];f[b+4>>2]=c;f[i>>2]=b+8}else QEa(d,j,k);b=a+1|0;if((b|0)==(h|0))break a;a=b;b=f[i>>2]|0}}while(0);u=l;return}default:{u=l;return}}}function qFa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=pOb(88)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=36308;e=d+12|0;f[d+16>>2]=0;f[d+20>>2]=-1;g=d+24|0;f[g>>2]=0;f[e>>2]=36336;h=d+28|0;kvb(h);hvb(d+48|0);i=d+60|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[d+76>>2]=1.0;f[d+80>>2]=c;b[d+84>>0]=0;f[g>>2]=h;f[a>>2]=e;f[a+4>>2]=d;gOb(d);iOb(d);return}function rFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36336;b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);a=a+16|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;tOb(b);return}function sFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36336;b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+16|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){sOb(a);return}tOb(b);sOb(a);return}function tFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36308;f[a+12>>2]=36336;b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){aOb(a);return}tOb(b);aOb(a);return}function uFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36308;f[a+12>>2]=36336;b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){aOb(a);sOb(a);return}tOb(b);aOb(a);sOb(a);return}function vFa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function wFa(a){a=a|0;sOb(a);return}function xFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=f[b>>2]|0;if(!c){f[a>>2]=0;f[a+4>>2]=0;return}g=pOb(36)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=36352;h=g+12|0;f[g+16>>2]=0;f[g+20>>2]=-1;e=g+24|0;f[e>>2]=0;f[h>>2]=36380;f[g+28>>2]=c;d=f[b+4>>2]|0;f[g+32>>2]=d;if(d){gOb(d);c=f[b>>2]|0}f[e>>2]=f[c+12>>2];f[a>>2]=h;f[a+4>>2]=g;gOb(g);iOb(g);return}function yFa(a){a=a|0;f[a>>2]=36380;a=f[a+20>>2]|0;if(!a)return;iOb(a);return}function zFa(a){a=a|0;var b=0;f[a>>2]=36380;b=f[a+20>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function AFa(a){a=a|0;var b=0;f[a>>2]=36352;f[a+12>>2]=36380;b=f[a+32>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function BFa(a){a=a|0;var b=0;f[a>>2]=36352;f[a+12>>2]=36380;b=f[a+32>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function CFa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function DFa(a){a=a|0;sOb(a);return}function EFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=b;b=f[d+4>>2]|0;c=a+4|0;f[c>>2]=f[d>>2];f[c+4>>2]=b;return}function FFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;c=f[a+40>>2]|0;if(!c)return;u=a+36|0;v=a+32|0;w=a+40|0;x=a+44|0;r=(b&1|0)==0;s=a+20|0;t=a+52|0;b=c;do{m=b;e=b;d=e+28|0;q=e+32|0;c=f[q>>2]|0;if(!c){c=0;p=7}else{c=kOb(c)|0;if(!c){c=0;p=7}else{p=f[d>>2]|0;g=p;if(!p)p=7;else{e=e+8|0;b=f[b>>2]|0;if(!r)if(f[a>>2]|0)cxb(g,a,e);if(!(f[s>>2]|0))p=47;else{d=f[t>>2]|0;if(!d)d=0;else{ASa(d,1);d=f[t>>2]|0}dxb(g,s,e,d,1642,1642);p=47}}}}if((p|0)==7){p=0;n=b;o=f[n>>2]|0;h=f[u>>2]|0;d=f[m+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)k=i&d;else if(d>>>0<h>>>0)k=d;else k=(d>>>0)%(h>>>0)|0;e=(f[v>>2]|0)+(k<<2)|0;l=f[e>>2]|0;while(1){d=f[l>>2]|0;if((d|0)==(m|0))break;else l=d}if((l|0)==(w|0))p=20;else{d=f[l+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)==(k|0))g=m;else p=20}do if((p|0)==20){p=0;d=f[m>>2]|0;if(d|0){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)==(k|0)){g=m;break}}f[e>>2]=0;g=m}while(0);e=f[g>>2]|0;d=e;if(e){e=f[e+4>>2]|0;if(j)e=e&i;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(k|0)){f[(f[v>>2]|0)+(e<<2)>>2]=l;d=f[n>>2]|0}}f[l>>2]=d;f[g>>2]=0;f[x>>2]=(f[x>>2]|0)+-1;if(b|0){d=f[q>>2]|0;if(d|0)jOb(d);sOb(b)}if(!c)b=o;else{b=o;p=47}}if((p|0)==47)iOb(c)}while((b|0)!=0);return}function GFa(a){a=a|0;if(!a)return;ASa(a,-1);return}function HFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+16|0;y=B;f[a>>2]=0;k=a+4|0;f[k>>2]=0;A=c+32|0;v=IFa(A,d)|0;if(!v){j=k;e=0}else{j=v+28|0;t=v+32|0;e=f[t>>2]|0;if(!e){e=0;z=5}else{g=kOb(e)|0;e=g;if(!g)z=5;else{x=f[j>>2]|0;f[a>>2]=x;f[k>>2]=e;if(!x){e=g;j=k;r=a}else{u=B;return}}}if((z|0)==5){f[a>>2]=0;f[k>>2]=e;j=k;r=a}l=f[c+36>>2]|0;a=f[v+4>>2]|0;m=l+-1|0;o=(m&l|0)==0;if(o)p=m&a;else if(a>>>0<l>>>0)p=a;else p=(a>>>0)%(l>>>0)|0;g=(f[A>>2]|0)+(p<<2)|0;q=f[g>>2]|0;while(1){a=f[q>>2]|0;if((a|0)==(v|0))break;else q=a}if((q|0)==(c+40|0))z=20;else{a=f[q+4>>2]|0;if(o)a=a&m;else if(a>>>0>=l>>>0)a=(a>>>0)%(l>>>0)|0;if((a|0)==(p|0))k=v;else z=20}do if((z|0)==20){a=f[v>>2]|0;if(a|0){a=f[a+4>>2]|0;if(o)a=a&m;else if(a>>>0>=l>>>0)a=(a>>>0)%(l>>>0)|0;if((a|0)==(p|0)){k=v;break}}f[g>>2]=0;k=v}while(0);g=f[k>>2]|0;a=g;if(g){g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(p|0)){f[(f[A>>2]|0)+(g<<2)>>2]=q;a=f[v>>2]|0}}f[q>>2]=a;f[k>>2]=0;a=c+44|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[t>>2]|0;if(a|0)jOb(a);sOb(v);a=r}Twb(y);w=f[y>>2]|0;g=y+4|0;x=f[g>>2]|0;f[y>>2]=0;f[g>>2]=0;f[a>>2]=w;f[j>>2]=x;j=w;v=x;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}if(!(f[c>>2]|0))_wb(j,b[c+28>>0]|0);else cxb(j,c,d);g=c+20|0;if(f[g>>2]|0){a=c+52|0;e=f[a>>2]|0;if(e){ASa(e,1);e=f[a>>2]|0}dxb(j,g,d,e,1642,1642)}m=f[d>>2]|0;o=f[d+4>>2]|0;e=o+-1640531527+(m<<6)+(m>>>2)^m;p=f[d+8>>2]|0;e=p+-1640531527+(e<<6)+(e>>>2)^e;l=f[d+12>>2]|0;e=l+-1640531527+(e<<6)+(e>>>2)^e;h=+n[d+16>>2];t=(e<<6)+(h==0.0?-1640531527:(n[s>>2]=h,f[s>>2]|0)+-1640531527|0)+(e>>>2)^e;q=c+36|0;g=f[q>>2]|0;r=(g|0)==0;a:do if(r)e=0;else{k=g+-1|0;j=(k&g|0)==0;if(j)e=t&k;else if(t>>>0<g>>>0)e=t;else e=(t>>>0)%(g>>>0)|0;a=f[(f[A>>2]|0)+(e<<2)>>2]|0;if(a){a=f[a>>2]|0;if(a){if(j){while(1){y=f[a+4>>2]|0;if(!((y|0)==(t|0)|(y&k|0)==(e|0)))break a;if((f[a+8>>2]|0)==(m|0))if((f[a+12>>2]|0)==(o|0))if((f[a+16>>2]|0)==(p|0))if((f[a+20>>2]|0)==(l|0))if(+n[a+24>>2]==h)break;a=f[a>>2]|0;if(!a)break a}u=B;return}while(1){j=f[a+4>>2]|0;if((j|0)!=(t|0)){if(j>>>0>=g>>>0)j=(j>>>0)%(g>>>0)|0;if((j|0)!=(e|0))break a}if((f[a+8>>2]|0)==(m|0))if((f[a+12>>2]|0)==(o|0))if((f[a+16>>2]|0)==(p|0))if((f[a+20>>2]|0)==(l|0))if(+n[a+24>>2]==h)break;a=f[a>>2]|0;if(!a)break a}u=B;return}}}while(0);k=pOb(36)|0;y=k+8|0;f[y>>2]=f[d>>2];f[y+4>>2]=f[d+4>>2];f[y+8>>2]=f[d+8>>2];f[y+12>>2]=f[d+12>>2];f[y+16>>2]=f[d+16>>2];f[k+28>>2]=w;f[k+32>>2]=v;if(x|0)hOb(v);f[k+4>>2]=t;f[k>>2]=0;j=c+44|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[c+48>>2];do if(r|i*+(g>>>0)<h){e=g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1;a=~~+W(+(h/i))>>>0;JFa(A,e>>>0<a>>>0?a:e);e=f[q>>2]|0;a=e+-1|0;if(!(a&e)){g=e;e=a&t;break}if(t>>>0<e>>>0){g=e;e=t}else{g=e;e=(t>>>0)%(e>>>0)|0}}while(0);a=(f[A>>2]|0)+(e<<2)|0;e=f[a>>2]|0;if(!e){e=c+40|0;f[k>>2]=f[e>>2];f[e>>2]=k;f[a>>2]=e;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;a=g+-1|0;if(!(a&g))e=e&a;else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;e=(f[A>>2]|0)+(e<<2)|0;z=88}}else{f[k>>2]=f[e>>2];z=88}if((z|0)==88)f[e>>2]=k;f[j>>2]=(f[j>>2]|0)+1;u=B;return}function IFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0;l=f[b>>2]|0;o=f[b+4>>2]|0;c=o+-1640531527+(l<<6)+(l>>>2)^l;k=f[b+8>>2]|0;c=k+-1640531527+(c<<6)+(c>>>2)^c;m=f[b+12>>2]|0;c=m+-1640531527+(c<<6)+(c>>>2)^c;i=+n[b+16>>2];e=(c<<6)+(i==0.0?-1640531527:(n[s>>2]=i,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;g=f[a+4>>2]|0;if(!g){o=0;return o|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){o=0;return o|0}b=f[b>>2]|0;if(!b){o=0;return o|0}if(c){while(1){a=f[b+4>>2]|0;c=(a|0)==(e|0);if(!(c|(a&d|0)==(h|0))){b=0;c=27;break}if(c)if((f[b+8>>2]|0)==(l|0))if((f[b+12>>2]|0)==(o|0))if((f[b+16>>2]|0)==(k|0))if((f[b+20>>2]|0)==(m|0))if(+n[b+24>>2]==i){c=27;break}b=f[b>>2]|0;if(!b){b=0;c=27;break}}if((c|0)==27)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(l|0))if((f[j+12>>2]|0)==(o|0))if((f[j+16>>2]|0)==(k|0))if((f[j+20>>2]|0)==(m|0))if(+n[j+24>>2]==i){b=j;c=27;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;c=27;break}}j=f[j>>2]|0;if(!j){b=0;c=27;break}}if((c|0)==27)return b|0;return 0}function JFa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){KFa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;KFa(a,b);return}function KFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();r=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=r;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;q=b+-1|0;r=(q&b|0)==0;if(r)c=c&q;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){p=d;b:while(1){c:do if(r){d=e;while(1){o=f[d+4>>2]&q;if((o|0)==(c|0))break c;e=(f[a>>2]|0)+(o<<2)|0;if(!(f[e>>2]|0)){c=o;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;if((f[l>>2]|0)!=(f[h+20>>2]|0))break d;if(!(+n[m>>2]==+n[h+24>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{s=h;h=e;e=s}}}while(0);f[p>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)o=e;else o=(e>>>0)%(b>>>0)|0;if((o|0)==(c|0))break c;e=(f[a>>2]|0)+(o<<2)|0;if(!(f[e>>2]|0)){c=o;break b}i=d+12|0;j=d+16|0;k=d+20|0;l=d+24|0;h=f[d>>2]|0;e:do if(!h)e=d;else{m=f[d+8>>2]|0;e=d;while(1){if((m|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;if((f[k>>2]|0)!=(f[h+20>>2]|0))break e;if(!(+n[l>>2]==+n[h+24>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{s=h;h=e;e=s}}}while(0);f[p>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}while(0);e=f[d>>2]|0;if(!e){c=45;break a}else{g=d;p=d}}f[e>>2]=p;e=f[d>>2]|0;if(!e){c=45;break}else g=d}if((c|0)==45)return}function LFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;a=f[a+12>>2]|0;if(!(f[b>>2]|0)){u=e;return}hvb(d);ivb(a+20|0,d)|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)tOb(c);lvb(a,b)|0;FFa(a,1);u=e;return}function MFa(a,b){a=a|0;b=b|0;a=f[a+12>>2]|0;if(!(f[b>>2]|0))return;ivb(a+20|0,b)|0;FFa(a,2);return}function NFa(a){a=a|0;return (b[(f[a+12>>2]|0)+56>>0]|0)!=0|0}function OFa(a,c){a=a|0;c=c|0;b[(f[a+12>>2]|0)+56>>0]=c&1;return}function PFa(a,b,c){a=a|0;b=b|0;c=c|0;HFa(a,f[b+12>>2]|0,c);return}function QFa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+32|0;d=c;b=f[b+12>>2]|0;Lwb(d);Nwb(d,9729,9987);Owb(d,8.0);HFa(a,b,d);u=c;return}function RFa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;f[a>>2]=c;f[a+4>>2]=f[d>>2];f[a+8>>2]=f[e>>2];f[a+12>>2]=f[g>>2];c=f[g+4>>2]|0;f[a+16>>2]=c;if(c|0)gOb(c);g=a+20|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;n[a+44>>2]=1.0;g=a+48|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+64>>2]=1.0;g=a+68|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+84>>2]=1.0;g=a+88|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+104>>2]=1.0;g=a+108|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+124>>2]=1.0;b[a+128>>0]=h;return}function SFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;wpb(c,b,a);b=a+20|0;e=f[c>>2]|0;f[c>>2]=0;a=f[b>>2]|0;f[b>>2]=e;if(!a){f[c>>2]=0;u=d;return}TFa(a);sOb(a);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=d;return}TFa(a);sOb(a);u=d;return}function TFa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=a+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){b=f[c+8>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);sOb(c)}d=a+24|0;b=f[d>>2]|0;if(b|0){e=a+28|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-20|0;f[e>>2]=g;UFa(g);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+12|0;b=f[e>>2]|0;if(!b)return;d=a+16|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-72|0;f[d>>2]=g;TFa(g);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function UFa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+4>>2]|0;if(b|0){c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}e=f[a>>2]|0;f[a>>2]=0;if(!e)return;b=f[e+56>>2]|0;if(b|0){c=e+60|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[e+16>>2]|0;if(b|0)iOb(b);b=f[e>>2]|0;if(b|0){a=e+4|0;c=f[a>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[a>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[a>>2]|0}}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}sOb(e);return}function VFa(a){a=a|0;return (f[a+4>>2]|0)==0|0}function WFa(a){a=a|0;return f[a+20>>2]|0}function XFa(a){a=a|0;return f[a+20>>2]|0}function YFa(a,b,c){a=a|0;b=b|0;c=c|0;b=ZFa(a+28|0,b)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];return}function ZFa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(28)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;_Fa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function _Fa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){$Fa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;$Fa(a,b);return}function $Fa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function aGa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+32>>2]|0;if(!e){i=0;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;b=f[(f[a+28>>2]|0)+(g<<2)>>2]|0;if(!b){i=0;return i|0}b=f[b>>2]|0;if(!b){i=0;return i|0}a:do if(c){while(1){e=f[b+4>>2]|0;a=(h|0)==(e|0);if(!(a|(e&d|0)==(g|0))){b=0;a=20;break}if(a)if((f[b+8>>2]|0)==(h|0)){i=b;break a}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}else{while(1){a=f[b+4>>2]|0;if((h|0)==(a|0)){if((f[b+8>>2]|0)==(h|0)){i=b;break a}}else{if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;if((a|0)!=(g|0)){b=0;a=20;break}}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}while(0);i=i+12|0;return i|0}function bGa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+32>>2]|0;if(!e){i=0;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;b=f[(f[a+28>>2]|0)+(g<<2)>>2]|0;if(!b){i=0;return i|0}b=f[b>>2]|0;if(!b){i=0;return i|0}a:do if(c){while(1){e=f[b+4>>2]|0;a=(h|0)==(e|0);if(!(a|(e&d|0)==(g|0))){b=0;a=20;break}if(a)if((f[b+8>>2]|0)==(h|0)){i=b;break a}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}else{while(1){a=f[b+4>>2]|0;if((h|0)==(a|0)){if((f[b+8>>2]|0)==(h|0)){i=b;break a}}else{if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;if((a|0)!=(g|0)){b=0;a=20;break}}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}while(0);i=i+12|0;return i|0}function cGa(a,b){a=a|0;b=b|0;Wib(a,f[b+20>>2]|0);return}function dGa(a){a=a|0;return f[a+24>>2]|0}function eGa(a,b){a=a|0;b=b|0;f[a+24>>2]=b;return}function fGa(){return}function gGa(){Iha();beb();return}function hGa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;f[a>>2]=0;i=c+152|0;if(+n[i>>2]==1.0)if(+n[c+156>>2]==1.0)if(+n[c+160>>2]==1.0)if(+n[c+164>>2]!=1.0)k=5;else e=0;else k=5;else k=5;else k=5;a:do if((k|0)==5){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e;while(1){b:while(1)switch(Rg[f[(f[g>>2]|0)+104>>2]&255](g,i)|0){case 1:case 0:break a;case 2:break b;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+184>>2];c:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){d:while(1)switch(Qg[f[(f[g>>2]|0)+108>>2]&15](g,j)|0){case 1:case 0:break c;case 2:break d;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+180>>2];e:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){f:while(1)switch(Qg[f[(f[g>>2]|0)+112>>2]&15](g,j)|0){case 1:case 0:break e;case 2:break f;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+188>>2];g:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){h:while(1)switch(Qg[f[(f[g>>2]|0)+116>>2]&15](g,j)|0){case 1:case 0:break g;case 2:break h;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);i=c+120|0;i:do if(!(f[i>>2]|0))g=e;else{if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;while(1){j:while(1)switch(Rg[f[(f[e>>2]|0)+120>>2]&255](e,i)|0){case 1:case 0:break i;case 2:break j;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}}while(0);i=c+88|0;k:do if(!(f[i>>2]|0))e=g;else{if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[a>>2]=g;e=g}else e=g;while(1){l:while(1)switch(Rg[f[(f[g>>2]|0)+136>>2]&255](g,i)|0){case 1:case 0:break k;case 2:break l;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);i=c+96|0;if(+n[i>>2]!=1.0)k=74;else if(+n[c+100>>2]!=0.0)k=74;else if(+n[c+104>>2]!=0.0)k=74;else if(+n[c+108>>2]!=1.0)k=74;else if(+n[c+112>>2]!=0.0)k=74;else if(+n[c+116>>2]!=0.0)k=74;m:do if((k|0)==74){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;while(1){n:while(1)switch(Rg[f[(f[e>>2]|0)+140>>2]&255](e,i)|0){case 1:case 0:{e=g;break m}case 2:break n;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}}while(0);i=b[c+213>>0]|0;if(!(i<<24>>24)){u=m;return}if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;o:while(1){p:while(1)switch(Rg[f[(f[e>>2]|0)+144>>2]&255](e,i)|0){case 1:case 0:break o;case 2:break p;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}u=m;return}function iGa(a){a=a|0;return}function jGa(a){a=a|0;sOb(a);return}function kGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=pOb(24)|0;d[c+4>>1]=d[b+4>>1]|0;f[c>>2]=36396;e=c+8|0;b=b+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[a>>2]=c;return}function lGa(a){a=a|0;var b=0;a=a+4|0;b=d[a>>1]|0;if(!(b&1)){b=0;return b|0}d[a>>1]=b&-2;b=1;return b|0}function mGa(a){a=a|0;return (d[a+4>>1]&1?a+8|0:0)|0}function nGa(a){a=a|0;return 0}function oGa(a){a=a|0;return 0}function pGa(a){a=a|0;return 0}function qGa(a){a=a|0;return 0}function rGa(a){a=a|0;return 0}function sGa(a){a=a|0;return 0}function tGa(a){a=a|0;return 0}function uGa(a){a=a|0;return 0}function vGa(a){a=a|0;return 0}function wGa(a){a=a|0;return 0}function xGa(a){a=a|0;return 0}function yGa(a){a=a|0;return 0}function zGa(a){a=a|0;return 0}function AGa(a){a=a|0;return 0}function BGa(a){a=a|0;return 0}function CGa(a){a=a|0;return 0}function DGa(a){a=a|0;return 0}function EGa(a){a=a|0;return 0}function FGa(a){a=a|0;return 0}function GGa(a){a=a|0;return 0}function HGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=pOb(32)|0;d[c+4>>1]=d[b+4>>1]|0;e=c+8|0;b=b+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[c>>2]=36552;f[a>>2]=c;return}function IGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&1)if(+n[a+8>>2]==+n[b>>2])if(+n[a+12>>2]==+n[b+4>>2])if(+n[a+16>>2]==+n[b+8>>2])if(+n[a+20>>2]==+n[b+12>>2]){e=0;return e|0}d[c>>1]=e|1;e=a+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];e=1;return e|0}function JGa(a,b){a=a|0;b=+b;return 2}function KGa(a,b){a=a|0;b=+b;return 2}function LGa(a,b){a=a|0;b=+b;return 2}function MGa(a,b){a=a|0;b=b|0;return 2}function NGa(a,b){a=a|0;b=b|0;return 2}function OGa(a,b){a=a|0;b=+b;return 2}function PGa(a,b){a=a|0;b=b|0;return 2}function QGa(a,b){a=a|0;b=b|0;return 2}function RGa(a,b){a=a|0;b=b|0;return 2}function SGa(a,b){a=a|0;b=b|0;return 2}function TGa(a){a=a|0;sOb(a);return}function UGa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=pOb(32)|0;d[c+4>>1]=d[b+4>>1]|0;g=c+8|0;e=b+8|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];f[c>>2]=36552;g=b+24|0;e=f[g+4>>2]|0;b=c+24|0;f[b>>2]=f[g>>2];f[b+4>>2]=e;f[a>>2]=c;return}function VGa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&2)){c=0;return c|0}d[b>>1]=c&-3;n[a+24>>2]=0.0;c=1;return c|0}function WGa(a){a=a|0;return (d[a+4>>1]&2?a+24|0:0)|0}function XGa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&4)){c=0;return c|0}d[b>>1]=c&-5;n[a+28>>2]=0.0;c=1;return c|0}function YGa(a){a=a|0;return (d[a+4>>1]&4?a+28|0:0)|0}function ZGa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=pOb(44)|0;d[c+4>>1]=d[b+4>>1]|0;g=c+8|0;e=b+8|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];g=b+24|0;e=f[g+4>>2]|0;b=c+24|0;f[b>>2]=f[g>>2];f[b+4>>2]=e;f[c>>2]=36708;f[c+36>>2]=0;f[c+40>>2]=0;f[a>>2]=c;return}function _Ga(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+24|0;if(e&2)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|2;n[a>>2]=b;e=1;return e|0}function $Ga(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+28|0;if(e&4)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|4;n[a>>2]=b;e=1;return e|0}function aHa(a){a=a|0;f[a>>2]=36708;a=f[a+40>>2]|0;if(!a)return;iOb(a);return}function bHa(a){a=a|0;var b=0;f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function cHa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0;c=pOb(44)|0;d[c+4>>1]=d[b+4>>1]|0;h=c+8|0;g=b+8|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];h=b+24|0;g=f[h+4>>2]|0;e=c+24|0;f[e>>2]=f[h>>2];f[e+4>>2]=g;f[c>>2]=36708;f[c+32>>2]=f[b+32>>2];f[c+36>>2]=f[b+36>>2];b=f[b+40>>2]|0;f[c+40>>2]=b;if(!b){h=c;f[a>>2]=h;return}gOb(b);h=c;f[a>>2]=h;return}function dHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&8)){c=0;return c|0}d[b>>1]=c&-9;n[a+32>>2]=0.0;c=1;return c|0}function eHa(a){a=a|0;return (d[a+4>>1]&8?a+32|0:0)|0}function fHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&16)){c=0;return c|0}d[b>>1]=c&-17;f[a+36>>2]=0;c=a+40|0;a=f[c>>2]|0;f[c>>2]=0;if(!a){c=1;return c|0}iOb(a);c=1;return c|0}function gHa(a){a=a|0;return (d[a+4>>1]&16?a+36|0:0)|0}function hHa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0;c=pOb(64)|0;d[c+4>>1]=d[b+4>>1]|0;h=c+8|0;g=b+8|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];h=b+24|0;g=f[h+4>>2]|0;e=c+24|0;f[e>>2]=f[h>>2];f[e+4>>2]=g;f[c+32>>2]=f[b+32>>2];e=b+36|0;f[c+36>>2]=f[e>>2];b=b+40|0;f[c+40>>2]=f[b>>2];f[e>>2]=0;f[b>>2]=0;f[c>>2]=36864;f[c+44>>2]=0;f[c+48>>2]=0;f[c+52>>2]=0;f[a>>2]=c;return}function iHa(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+32|0;if(e&8)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|8;n[a>>2]=b;e=1;return e|0}function jHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&16)if((f[a+36>>2]|0)==(f[b>>2]|0)){a=0;return a|0}d[c>>1]=e|16;c=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[a+36>>2]=c;a=a+40|0;c=f[a>>2]|0;f[a>>2]=e;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function kHa(a){a=a|0;var b=0,c=0;f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;a=f[a+40>>2]|0;if(!a)return;iOb(a);return}function lHa(a){a=a|0;var b=0,c=0;f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function mHa(a,b){a=a|0;b=b|0;var c=0;c=pOb(64)|0;KHa(c,b);f[a>>2]=c;return}function nHa(a){a=a|0;var b=0,c=0,e=0;b=a+4|0;c=d[b>>1]|0;if(!(c&32)){a=0;return a|0}d[b>>1]=c&-33;e=a+44|0;b=f[e>>2]|0;c=a+48|0;if(!b)b=a+52|0;else{if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);b=a+52|0;f[b>>2]=0;f[c>>2]=0;f[e>>2]=0}f[e>>2]=0;f[c>>2]=0;f[b>>2]=0;a=1;return a|0}function oHa(a){a=a|0;return (d[a+4>>1]&32?a+44|0:0)|0}function pHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&64)){c=0;return c|0}d[b>>1]=c&-65;n[a+56>>2]=0.0;c=1;return c|0}function qHa(a){a=a|0;return (d[a+4>>1]&64?a+56|0:0)|0}function rHa(a){a=a|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(!(e&128)){e=0;return e|0}d[c>>1]=e&-129;b[a+60>>0]=0;e=1;return e|0}function sHa(a){a=a|0;return (d[a+4>>1]&128?a+60|0:0)|0}function tHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0;e=pOb(100)|0;d[e+4>>1]=d[c+4>>1]|0;i=e+8|0;g=c+8|0;f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];f[i+12>>2]=f[g+12>>2];i=c+24|0;g=f[i+4>>2]|0;h=e+24|0;f[h>>2]=f[i>>2];f[h+4>>2]=g;f[e+32>>2]=f[c+32>>2];h=c+36|0;f[e+36>>2]=f[h>>2];g=c+40|0;f[e+40>>2]=f[g>>2];f[h>>2]=0;f[g>>2]=0;g=c+44|0;f[e+44>>2]=f[g>>2];h=c+48|0;f[e+48>>2]=f[h>>2];i=c+52|0;f[e+52>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[g>>2]=0;g=e+56|0;c=c+56|0;f[g>>2]=f[c>>2];b[g+4>>0]=b[c+4>>0]|0;f[e>>2]=37020;f[e+64>>2]=0;f[e+68>>2]=0;f[a>>2]=e;return}function uHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=a+4|0;l=d[k>>1]|0;m=a+44|0;a:do if(!(l&32)){h=a+48|0;g=f[m>>2]|0}else{h=a+48|0;n=f[h>>2]|0;j=f[m>>2]|0;e=f[c>>2]|0;g=j;i=n;if((n-j|0)==((f[c+4>>2]|0)-e|0)){if((g|0)==(i|0)){n=0;return n|0}j=g;while(1){if((b[j>>0]|0)!=(b[e>>0]|0))break a;j=j+1|0;if((j|0)==(i|0)){e=0;break}else e=e+1|0}return e|0}}while(0);d[k>>1]=l|32;e=a+44|0;if(!g)e=a+52|0;else{if((f[h>>2]|0)!=(g|0))f[h>>2]=g;sOb(g);n=a+52|0;f[n>>2]=0;f[h>>2]=0;f[e>>2]=0;e=n}f[m>>2]=f[c>>2];n=c+4|0;f[h>>2]=f[n>>2];m=c+8|0;f[e>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[c>>2]=0;n=1;return n|0}function vHa(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+56|0;if(e&64)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|64;n[a>>2]=b;e=1;return e|0}function wHa(a,c){a=a|0;c=c|0;var e=0,f=0;e=a+4|0;f=d[e>>1]|0;a=a+60|0;if(f&128)if((b[a>>0]|0)==c<<24>>24){f=0;return f|0}d[e>>1]=f|128;b[a>>0]=c;f=1;return f|0}function xHa(a){a=a|0;var b=0,c=0;f[a>>2]=37020;b=f[a+68>>2]|0;if(b|0)iOb(b);f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b)return;iOb(b);return}function yHa(a){a=a|0;var b=0,c=0;f[a>>2]=37020;b=f[a+68>>2]|0;if(b|0)iOb(b);f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function zHa(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(100)|0;KHa(d,c);f[d>>2]=37020;f[d+64>>2]=f[c+64>>2];e=f[c+68>>2]|0;f[d+68>>2]=e;if(e|0)gOb(e);f[d+72>>2]=f[c+72>>2];f[d+76>>2]=f[c+76>>2];f[d+80>>2]=f[c+80>>2];f[d+84>>2]=f[c+84>>2];f[d+88>>2]=f[c+88>>2];f[d+92>>2]=f[c+92>>2];b[d+96>>0]=b[c+96>>0]|0;f[a>>2]=d;return}function AHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&256)){c=0;return c|0}d[b>>1]=c&-257;f[a+64>>2]=0;c=a+68|0;a=f[c>>2]|0;f[c>>2]=0;if(!a){c=1;return c|0}iOb(a);c=1;return c|0}function BHa(a){a=a|0;return (d[a+4>>1]&256?a+64|0:0)|0}function CHa(a){a=a|0;var b=0;a=a+4|0;b=d[a>>1]|0;if(!(b&512)){b=0;return b|0}d[a>>1]=b&-513;b=1;return b|0}function DHa(a){a=a|0;return (d[a+4>>1]&512?a+72|0:0)|0}function EHa(a){a=a|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(!(e&1024)){e=0;return e|0}d[c>>1]=e&-1025;b[a+96>>0]=0;e=1;return e|0}function FHa(a){a=a|0;return (d[a+4>>1]&1024?a+96|0:0)|0}function GHa(a,b){a=a|0;b=b|0;oh[f[(f[b>>2]|0)+8>>2]&1023](a,b);return}function HHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&256)if((f[a+64>>2]|0)==(f[b>>2]|0)){a=0;return a|0}d[c>>1]=e|256;c=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[a+64>>2]=c;a=a+68|0;c=f[a>>2]|0;f[a>>2]=e;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function IHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&512)if(+n[a+72>>2]==+n[b>>2])if(+n[a+76>>2]==+n[b+4>>2])if(+n[a+80>>2]==+n[b+8>>2])if(+n[a+84>>2]==+n[b+12>>2])if(+n[a+88>>2]==+n[b+16>>2])if(+n[a+92>>2]==+n[b+20>>2]){e=0;return e|0}d[c>>1]=e|512;f[a+72>>2]=f[b>>2];f[a+76>>2]=f[b+4>>2];f[a+80>>2]=f[b+8>>2];f[a+84>>2]=f[b+12>>2];f[a+88>>2]=f[b+16>>2];f[a+92>>2]=f[b+20>>2];e=1;return e|0}function JHa(a,c){a=a|0;c=c|0;var e=0,f=0;e=a+4|0;f=d[e>>1]|0;a=a+96|0;if(f&1024)if((b[a>>0]|0)==c<<24>>24){f=0;return f|0}d[e>>1]=f|1024;b[a>>0]=c;f=1;return f|0}function KHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0;f[a>>2]=37176;d[a+4>>1]=d[c+4>>1]|0;f[a>>2]=36396;j=a+8|0;k=c+8|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];f[a>>2]=36552;j=c+24|0;k=f[j+4>>2]|0;e=a+24|0;f[e>>2]=f[j>>2];f[e+4>>2]=k;f[a>>2]=36708;f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];e=f[c+40>>2]|0;f[a+40>>2]=e;if(e|0)gOb(e);f[a>>2]=36864;e=a+44|0;g=c+44|0;f[e>>2]=0;j=a+48|0;f[j>>2]=0;f[a+52>>2]=0;i=c+48|0;h=(f[i>>2]|0)-(f[g>>2]|0)|0;if(!h){a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}if((h|0)<0)AMb(e);k=pOb(h)|0;f[j>>2]=k;f[e>>2]=k;f[a+52>>2]=k+h;g=f[g>>2]|0;e=(f[i>>2]|0)-g|0;if((e|0)<=0){a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}bQb(k|0,g|0,e|0)|0;f[j>>2]=k+e;a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}function LHa(a){a=a|0;yf()}function MHa(a){a=a|0;return 0}function NHa(a){a=a|0;return 0}function OHa(a,b){a=a|0;b=b|0;return 2}function PHa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;d=pOb(228)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37332;e=d+12|0;c=d+108|0;g=e;h=g+96|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;n[d+112>>2]=0.0;n[d+116>>2]=0.0;n[d+120>>2]=1.0;c=d+164|0;g=d+124|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;n[d+168>>2]=1.0;n[d+172>>2]=1.0;n[d+176>>2]=1.0;n[d+180>>2]=0.0;n[d+184>>2]=0.0;n[d+188>>2]=0.0;n[d+192>>2]=-1.0;n[d+196>>2]=-1.0;n[d+200>>2]=-1.0;n[d+204>>2]=1.0;n[d+208>>2]=1.0;n[d+212>>2]=1.0;f[d+216>>2]=0;f[d+220>>2]=-1;b[d+224>>0]=0;b[d+225>>0]=0;b[d+226>>0]=0;b[d+227>>0]=2;f[a>>2]=e;f[a+4>>2]=d;return}function QHa(a){a=a|0;f[a>>2]=37332;UHa(a+12|0);aOb(a);return}function RHa(a){a=a|0;f[a>>2]=37332;UHa(a+12|0);aOb(a);sOb(a);return}function SHa(a){a=a|0;UHa(a+12|0);return}function THa(a){a=a|0;sOb(a);return}function UHa(a){a=a|0;var b=0,c=0;b=f[a>>2]|0;if(b|0){c=a+4|0;if(f[c>>2]|0)o9a(b,c)}b=f[a+148>>2]|0;if(b|0)iOb(b);b=f[a+140>>2]|0;if(b|0)iOb(b);b=f[a+132>>2]|0;if(b|0)iOb(b);b=f[a+124>>2]|0;if(b|0)iOb(b);b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+84>>2]|0;if(b|0)iOb(b);b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+64>>2]|0;if(b|0)iOb(b);b=f[a+56>>2]|0;if(b|0)iOb(b);b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function VHa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0;j=pOb(228)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37332;k=j+12|0;d=j+108|0;g=k;h=g+96|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;n[j+112>>2]=0.0;n[j+116>>2]=0.0;n[j+120>>2]=1.0;d=j+164|0;g=j+124|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;n[j+168>>2]=1.0;n[j+172>>2]=1.0;n[j+176>>2]=1.0;n[j+180>>2]=0.0;n[j+184>>2]=0.0;n[j+188>>2]=0.0;n[j+192>>2]=-1.0;n[j+196>>2]=-1.0;n[j+200>>2]=-1.0;n[j+204>>2]=1.0;n[j+208>>2]=1.0;n[j+212>>2]=1.0;f[j+216>>2]=0;f[j+220>>2]=-1;b[j+224>>0]=0;b[j+225>>0]=0;b[j+226>>0]=0;b[j+227>>0]=2;f[a>>2]=k;f[a+4>>2]=j;a=j+16|0;g=f[c>>2]|0;d=f[c+4>>2]|0;h=d;if(!d){f[a>>2]=g;f[j+20>>2]=h}else{gOb(d);l=j+20|0;d=f[l>>2]|0;f[a>>2]=g;f[l>>2]=h;if(d|0)iOb(d)}d=f[c>>2]|0;if(!d)return;d=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;do if(d|0){a=j+164|0;if(+n[a>>2]==+n[d>>2])if(+n[j+168>>2]==+n[d+4>>2])if(+n[j+172>>2]==+n[d+8>>2])if(+n[j+176>>2]==+n[d+12>>2])break;f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];l=j+227|0;b[l>>0]=b[l>>0]|2;if(f[j+100>>2]|0){f[j+24>>2]=0;l=j+28|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+40>>2]=0;l=j+44|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}}while(0);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+24>>2]&1023](d)|0;if(d|0)f[j+196>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+32>>2]&1023](d)|0;if(d|0)f[j+192>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;if(d|0){i=+n[d>>2];a=j+200|0;e=+n[a>>2];if(!(e==i)){d=f[j+132>>2]|0;if(d|0)if(f[d+8>>2]|0)if(i>0.0^e>0.0){f[j+24>>2]=0;l=j+28|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+40>>2]=0;l=j+44|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}n[a>>2]=i}}d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+48>>2]&1023](d)|0;if(d|0)WHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+64>>2]&1023](d)|0;if(d|0)f[j+212>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+72>>2]&1023](d)|0;if(d|0){d=b[d>>0]|0;a=j+226|0;if((b[a>>0]|0)!=d<<24>>24){b[a>>0]=d;f[j+56>>2]=0;l=j+60|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+64>>2]=0;l=j+68|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}}d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+80>>2]&1023](d)|0;if(d|0)XHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+88>>2]&1023](d)|0;if(d|0)YHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+96>>2]&1023](d)|0;if(!d)return;ZHa(k,b[d>>0]|0);return}function WHa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+120|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+124|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function XHa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=a+88|0;e=f[h>>2]|0;d=f[c>>2]|0;if((e|0)==(d|0))return;if(!d)d=0;else d=(f[d+8>>2]|0)!=0;if(!e){if(d)g=7}else if(d^(f[e+8>>2]|0)!=0)g=7;if((g|0)==7){f[a+12>>2]=0;g=a+16|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;g=a+32|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)iOb(d)}d=f[c>>2]|0;g=f[c+4>>2]|0;if(g|0)gOb(g);f[h>>2]=d;h=a+92|0;e=f[h>>2]|0;f[h>>2]=g;if(e){iOb(e);d=f[a+88>>2]|0}h=a+215|0;b[h>>0]=b[h>>0]|2;if(!d)return;f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;a=a+32|0;d=f[a>>2]|0;f[a>>2]=0;if(!d)return;iOb(d);return}function YHa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0;h=a+96|0;d=+n[h>>2];e=+n[b>>2];if(d==e)if(+n[a+100>>2]==+n[b+4>>2])if(+n[a+104>>2]==+n[b+8>>2])if(+n[a+108>>2]==+n[b+12>>2])if(+n[a+112>>2]==+n[b+16>>2])if(+n[a+116>>2]==+n[b+20>>2])return;if(d!=1.0)c=1;else if(+n[a+100>>2]!=0.0)c=1;else if(+n[a+104>>2]!=0.0)c=1;else if(+n[a+108>>2]!=1.0)c=1;else if(+n[a+112>>2]!=0.0)c=1;else c=+n[a+116>>2]!=0.0;if(e!=1.0)g=18;else if(+n[b+4>>2]!=0.0)g=18;else if(+n[b+8>>2]!=0.0)g=18;else if(+n[b+12>>2]!=1.0)g=18;else if(+n[b+16>>2]!=0.0)g=18;else if(c^+n[b+20>>2]!=0.0)g=20;if((g|0)==18)if(!c)g=20;if((g|0)==20){f[a+12>>2]=0;g=a+16|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;g=a+32|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c)}f[h>>2]=f[b>>2];f[a+100>>2]=f[b+4>>2];f[a+104>>2]=f[b+8>>2];f[a+108>>2]=f[b+12>>2];f[a+112>>2]=f[b+16>>2];f[a+116>>2]=f[b+20>>2];return}function ZHa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=a+213|0;if((b[e>>0]|0)==c<<24>>24)return;g=a+88|0;d=f[g>>2]|0;if(!d){b[e>>0]=c;a=a+215|0;b[a>>0]=b[a>>0]|2;return}if(f[d+8>>2]|0){f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;h=a+32|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d)}h=f[g>>2]|0;b[e>>0]=c;g=a+215|0;b[g>>0]=b[g>>0]|2;if(!h)return;f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;h=a+32|0;d=f[h>>2]|0;f[h>>2]=0;if(!d)return;iOb(d);return}function _Ha(a,c){a=a|0;c=c|0;var d=0;d=a+152|0;if(+n[d>>2]==+n[c>>2])if(+n[a+156>>2]==+n[c+4>>2])if(+n[a+160>>2]==+n[c+8>>2])if(+n[a+164>>2]==+n[c+12>>2])return;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];d=a+215|0;b[d>>0]=b[d>>0]|2;if(!(f[a+88>>2]|0))return;f[a+12>>2]=0;d=a+16|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;a=a+32|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function $Ha(a,b){a=a|0;b=+b;n[a+184>>2]=b;return}function aIa(a,b){a=a|0;b=+b;n[a+180>>2]=b;return}function bIa(a,b){a=a|0;b=+b;var c=0,d=0.0,e=0,g=0;e=a+188|0;d=+n[e>>2];if(d==b)return;c=f[a+120>>2]|0;if(c|0)if(f[c+8>>2]|0)if(b>0.0^d>0.0){f[a+12>>2]=0;g=a+16|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;g=a+32|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c)}n[e>>2]=b;return}function cIa(a,b,c){a=a|0;b=b|0;c=c|0;VHa(a,c);f[f[a>>2]>>2]=b;return}function dIa(a){a=a|0;var b=0,c=0;f[a+44>>2]=0;c=a+48|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+52>>2]=0;c=a+56|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+60>>2]=0;c=a+64|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+68>>2]=0;c=a+72|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+12>>2]=0;c=a+16|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+20>>2]=0;c=a+24|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+28>>2]=0;c=a+32|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+36>>2]=0;c=a+40|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function eIa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;if(!(b[a+215>>0]&1)){g=f[a+88>>2]|0;if(g|0)if(f[g+8>>2]|0)if((f[g+24>>2]|0)==10497)if(!(Zwb(g)|0)){f[a+12>>2]=0;h=a+16|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+20>>2]=0;h=a+24|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+28>>2]=0;h=a+32|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+36>>2]=0;h=a+40|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g)}}g=a+76|0;if((f[g>>2]|0)==(c|0)){e=e&255;h=d&255;h=a+12+(e<<4)+(h<<3)|0;return h|0}f[g>>2]=c;dIa(a);e=e&255;h=d&255;h=a+12+(e<<4)+(h<<3)|0;return h|0}function fIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+76|0;if((f[d>>2]|0)!=(b|0)){f[d>>2]=b;dIa(a)}return a+44+((c&255)<<3)|0}function gIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+76|0;if((f[d>>2]|0)!=(b|0)){f[d>>2]=b;dIa(a)}return a+60+((c&255)<<3)|0}function hIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+180>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&4){e=+n[a+780>>2];return +e}a=f[d>>2]|0;if(!a){e=0.0;return +e}if(!(b[a+788>>0]&4)){e=0.0;return +e}e=+n[a+780>>2];return +e}function iIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+184>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&8){e=+n[a+784>>2];return +e}a=f[d>>2]|0;if(!a){e=1.0;return +e}if(!(b[a+788>>0]&8)){e=1.0;return +e}e=+n[a+784>>2];return +e}function jIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+188>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&2){e=+n[a+776>>2];return +e}a=f[d>>2]|0;if(!a){e=0.0;return +e}if(!(b[a+788>>0]&2)){e=0.0;return +e}e=+n[a+776>>2];return +e}function kIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+120|0;if(f[d>>2]|0)return d|0;a=f[b>>2]|0;if(a|0){a=a+760|0;if(f[a>>2]|0){d=a;return d|0}}a=f[c>>2]|0;if(a|0){a=a+760|0;if(f[a>>2]|0){d=a;return d|0}}return d|0}function lIa(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;o=c+76|0;if((f[o>>2]|0)!=(d|0)){f[o>>2]=d;dIa(c)}if((e&255)<3)b[m>>0]=256>>>((e&255)<<3&16777215);b[m+1>>0]=b[c+212>>0]|0;r=m+4|0;s=g&255;o=s<<3&8;d=o|1;o=o|2049;g=l?o:d;w=g|16;g=k?w:g;f[r>>2]=k?w:l?o:d;k=c+88|0;d=f[k>>2]|0;if(d|0)if(f[d+8>>2]|0){o=g|32;f[r>>2]=o;l=c+213|0;if((b[l>>0]|0)==1){o=g|96;f[r>>2]=o}if(+n[c+96>>2]!=1.0)q=15;else if(+n[c+100>>2]!=0.0)q=15;else if(+n[c+104>>2]!=0.0)q=15;else if(+n[c+108>>2]!=1.0)q=15;else if(+n[c+112>>2]!=0.0)q=15;else if(+n[c+116>>2]!=0.0)q=15;if((q|0)==15)f[r>>2]=o|256;if((f[d+24>>2]|0)==10497)if(Zwb(d)|0)q=19;else{f[r>>2]=f[r>>2]|128;w=c+215|0;o=b[w>>0]|1;b[w>>0]=o}else q=19;if((q|0)==19){w=c+215|0;o=b[w>>0]&-2;b[w>>0]=o}if(j<<24>>24==1){g=c+215|0;if(o&2){d=f[k>>2]|0;a:do if(!d){d=+n[c+164>>2]<1.0;q=29}else switch(b[l>>0]|0){case 0:{if(+n[c+164>>2]<1.0){d=1;q=29;break a}d=(f[d+12>>2]|2|0)==6410;q=29;break a}case 1:{if(!(+n[c+164>>2]<1.0)){d=0;q=29;break a}d=(f[d+12>>2]|2|0)==6410;q=29;break a}default:break a}while(0);if((q|0)==29){o=(d&1)<<2&255|o&-5;b[g>>0]=o}o=o&-3;b[g>>0]=o}if(o&4)f[r>>2]=f[r>>2]|1024}}p=+n[c+188>>2];do if(!(p>=0.0)){o=f[h>>2]|0;if(!o)q=36;else if(!(b[o+788>>0]&2))q=36;if((q|0)==36){o=f[i>>2]|0;if(!o)break;if(!(b[o+788>>0]&2))break}p=+n[o+776>>2];q=39}else q=39;while(0);b:do if((q|0)==39)if(p>0.0){o=f[c+120>>2]|0;do if(!o){o=f[h>>2]|0;if(o|0){o=f[o+760>>2]|0;if(o|0)break}o=f[i>>2]|0;if(!o)break b;o=f[o+760>>2]|0;if(!o)break b}while(0);if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|512}while(0);o=f[c+128>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|131072;o=f[c+136>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|262144;o=f[c+144>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|524288;qhb(t,jhb()|0,m,1);w=f[t>>2]|0;d=w;if(!w){f[a>>2]=0;d=t+4|0;o=a+4|0}else{o=e&255;k=t+4|0;g=f[k>>2]|0;if(g|0)gOb(g);f[c+12+(s<<4)+(o<<3)>>2]=d;w=c+12+(s<<4)+(o<<3)+4|0;o=f[w>>2]|0;f[w>>2]=g;if(o|0)iOb(o);f[a>>2]=f[t>>2];f[a+4>>2]=f[k>>2];f[t>>2]=0;d=k;o=k}f[o>>2]=0;o=f[d>>2]|0;if(!o){u=v;return}iOb(o);u=v;return}function mIa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;k=l;i=c+76|0;if((f[i>>2]|0)!=(d|0)){f[i>>2]=d;dIa(c)}b[h>>0]=0;b[h+1>>0]=0;i=h+4|0;j=e&255;e=j<<3&8;m=e|2048;d=g?m:e;f[i>>2]=g?m:e;if(f[c+80>>2]|0){f[i>>2]=d|32768;if((b[c+214>>0]&-2)<<24>>24==2)f[i>>2]=d|98304}m=h+16|0;d=f[m>>2]|0;f[m>>2]=0;qhb(k,jhb()|0,h,1);f[m>>2]=d>>>0<4?d:4;m=f[k>>2]|0;d=m;if(!m){f[a>>2]=0;i=k+4|0;d=a+4|0}else{e=k+4|0;i=f[e>>2]|0;if(i|0)gOb(i);f[c+44+(j<<3)>>2]=d;m=c+44+(j<<3)+4|0;d=f[m>>2]|0;f[m>>2]=i;if(d|0)iOb(d);f[a>>2]=f[k>>2];f[a+4>>2]=f[e>>2];f[k>>2]=0;i=e;d=e}f[d>>2]=0;d=f[i>>2]|0;if(!d){u=l;return}iOb(d);u=l;return}function nIa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;m=o;k=c+76|0;if((f[k>>2]|0)!=(d|0)){f[k>>2]=d;dIa(c)}b[j>>0]=0;b[j+1>>0]=0;k=j+4|0;l=e&255;p=l<<3&8;e=p|2;p=p|2050;d=i?p:e;f[k>>2]=i?p:e;switch(g<<24>>24){case 2:case 5:{d=d|4096;f[k>>2]=d;break}default:{}}switch(h<<24>>24){case 1:{f[k>>2]=d|8192;n=8;break}case 2:{f[k>>2]=d|16384;qhb(m,jhb()|0,j,1);e=f[m>>2]|0;k=f[m+4>>2]|0;break}default:n=8}if((n|0)==8){p=j+16|0;n=f[p>>2]|0;f[p>>2]=0;qhb(m,jhb()|0,j,1);e=f[m>>2]|0;k=f[m+4>>2]|0;f[p>>2]=n>>>0<4?n:4}if(!e){f[a>>2]=0;f[a+4>>2]=0;if(!k){u=o;return}iOb(k);u=o;return}if(k|0)gOb(k);f[c+60+(l<<3)>>2]=e;p=c+60+(l<<3)+4|0;d=f[p>>2]|0;f[p>>2]=k;if(d|0)iOb(d);f[a>>2]=e;f[a+4>>2]=k;u=o;return}function oIa(a,c){a=a|0;c=c|0;var d=0;d=a+212|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+12>>2]=0;d=a+16|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;a=a+32|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function pIa(a,b){a=a|0;b=b|0;a=a+168|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];return}function qIa(a,b){a=a|0;b=+b;n[a+192>>2]=b;return}function rIa(a,b){a=a|0;b=+b;n[a+196>>2]=b;return}function sIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+80|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+44>>2]=0;e=a+48|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+52>>2]=0;e=a+56|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+84|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function tIa(a){a=a|0;var c=0;c=f[a+88>>2]|0;a:do if(!c)c=+n[a+164>>2]<1.0;else switch(b[a+213>>0]|0){case 0:{if(+n[a+164>>2]<1.0){c=1;break a}c=(f[c+12>>2]|2|0)==6410;break a}case 1:{if(!(+n[a+164>>2]<1.0)){c=0;break a}c=(f[c+12>>2]|2|0)==6410;break a}default:{c=a+215|0;a=c;c=b[c>>0]|0;c=c&-3;b[a>>0]=c;return}}while(0);a=a+215|0;c=b[a>>0]&-5|(c&1)<<2&255;b[a>>0]=c;c=c&-3;b[a>>0]=c;return}function uIa(a,b){a=a|0;b=b|0;switch(b|0){case 0:{ZHa(a,0);return}case 1:{ZHa(a,1);return}default:return}}function vIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+32|0;d=c;Twb(a);Lwb(d);Nwb(d,9728,0);Mwb(d,10497,0);e=f[b>>2]|0;$wb(f[a>>2]|0,6409,(f[b+4>>2]|0)-e|0,1,6409,5121,e,d);u=c;return}function wIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+128|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+20>>2]=0;e=a+24|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+36>>2]=0;e=a+40|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+132|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function xIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+136|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+140|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function yIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+144|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+148|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function zIa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;i=u;u=u+64|0;g=i;f[g>>2]=f[a>>2];w=a+4|0;f[g+4>>2]=f[w>>2];v=a+8|0;f[g+8>>2]=f[v>>2];t=a+12|0;f[g+12>>2]=f[t>>2];s=a+16|0;f[g+16>>2]=f[s>>2];r=a+20|0;f[g+20>>2]=f[r>>2];q=a+24|0;f[g+24>>2]=f[q>>2];p=a+28|0;f[g+28>>2]=f[p>>2];o=a+32|0;f[g+32>>2]=f[o>>2];n=a+36|0;f[g+36>>2]=f[n>>2];m=a+40|0;f[g+40>>2]=f[m>>2];l=a+44|0;f[g+44>>2]=f[l>>2];k=a+48|0;f[g+48>>2]=f[k>>2];j=a+52|0;f[g+52>>2]=f[j>>2];d=a+56|0;f[g+56>>2]=f[d>>2];e=a+60|0;f[g+60>>2]=f[e>>2];f[a>>2]=f[c>>2];f[w>>2]=f[c+4>>2];f[v>>2]=f[c+8>>2];f[t>>2]=f[c+12>>2];f[s>>2]=f[c+16>>2];f[r>>2]=f[c+20>>2];f[q>>2]=f[c+24>>2];f[p>>2]=f[c+28>>2];f[o>>2]=f[c+32>>2];f[n>>2]=f[c+36>>2];f[m>>2]=f[c+40>>2];f[l>>2]=f[c+44>>2];f[k>>2]=f[c+48>>2];f[j>>2]=f[c+52>>2];f[d>>2]=f[c+56>>2];f[e>>2]=f[c+60>>2];c=a+120|0;b[c>>0]=b[c>>0]|28;c=f[a+64>>2]|0;e=f[a+68>>2]|0;if((c|0)==(e|0)){u=i;return}do{d=f[c>>2]|0;w=d+200|0;w=ZPb(f[w>>2]|0,(h[w+4>>0]|0)&255|0,26)|0;if((f[d+72+((w&3)<<3)>>2]|0)==(a|0))nJa(d,g,a);c=c+4|0}while((c|0)!=(e|0));u=i;return}function AIa(a){a=a|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0;g=+n[a>>2];e=+n[a+4>>2];i=+n[a+8>>2];d=+n[a+16>>2];f=+n[a+20>>2];h=+n[a+24>>2];k=+n[a+32>>2];j=+n[a+36>>2];l=+n[a+40>>2];p=f*l-h*j;o=h*k-d*l;m=d*j-f*k;c=1.0/(g*p+(i*m+e*o));n[a+76>>2]=p*c;n[a+80>>2]=o*c;n[a+84>>2]=m*c;n[a+88>>2]=(i*j-e*l)*c;n[a+92>>2]=(g*l-i*k)*c;n[a+96>>2]=(e*k-g*j)*c;n[a+100>>2]=(e*h-i*f)*c;n[a+104>>2]=(i*d-g*h)*c;n[a+108>>2]=(g*f-e*d)*c;a=a+120|0;b[a>>0]=b[a>>0]&-5;return}function BIa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0;i=+n[a+20>>2];g=+n[a+40>>2];e=+n[a+36>>2];h=+n[a+24>>2];f=+n[a+4>>2];d=+n[a+8>>2];c=a+120|0;b[c>>0]=b[c>>0]&-10|+n[a+32>>2]*(h*f-i*d)+(+n[a>>2]*(i*g-e*h)-+n[a+16>>2]*(g*f-e*d))<0.0;return}function CIa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;g=+n[a>>2];f=+n[a+4>>2];h=+n[a+8>>2];h=g*g+(f*f+h*h);f=+n[a+16>>2];g=+n[a+20>>2];d=+n[a+24>>2];d=f*f+(g*g+d*d);g=+n[a+32>>2];f=+n[a+36>>2];e=+n[a+40>>2];e=g*g+(f*f+e*e);f=(h+0.0+d+e)*.3333333432674408;g=f*9.999999747378752e-05;if(+K(+(h-f))>g)c=2;else if(+K(+(d-f))>g)c=2;else if(+K(+(e-f))>g)c=2;else c=0;a=a+120|0;b[a>>0]=b[a>>0]&-19|c;return}function DIa(a){a=a|0;var b=0;b=pOb(136)|0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=37360;f[b+76>>2]=0;f[b+80>>2]=0;f[b+84>>2]=0;f[b+124>>2]=0;f[b+128>>2]=-1;f[a>>2]=b+12;f[a+4>>2]=b;return}function EIa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37360;b=f[a+76>>2]|0;if(!b){aOb(a);return}c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function FIa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37360;b=f[a+76>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function GIa(a){a=a|0;var b=0,c=0;c=f[a+76>>2]|0;if(!c)return;a=a+80|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function HIa(a){a=a|0;sOb(a);return}function IIa(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(136)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37360;e=d+12|0;f[e>>2]=f[c>>2];f[d+16>>2]=f[c+4>>2];f[d+20>>2]=f[c+8>>2];f[d+24>>2]=f[c+12>>2];f[d+28>>2]=f[c+16>>2];f[d+32>>2]=f[c+20>>2];f[d+36>>2]=f[c+24>>2];f[d+40>>2]=f[c+28>>2];f[d+44>>2]=f[c+32>>2];f[d+48>>2]=f[c+36>>2];f[d+52>>2]=f[c+40>>2];f[d+56>>2]=f[c+44>>2];f[d+60>>2]=f[c+48>>2];f[d+64>>2]=f[c+52>>2];f[d+68>>2]=f[c+56>>2];f[d+72>>2]=f[c+60>>2];f[d+76>>2]=0;f[d+80>>2]=0;f[d+84>>2]=0;f[d+124>>2]=0;f[d+128>>2]=-1;c=d+132|0;b[c>>0]=b[c>>0]|28;f[a>>2]=e;f[a+4>>2]=d;return}function JIa(a){a=a|0;var c=0,d=0,e=0;if(!(b[257320]|0))if(MPb(257320)|0){c=pOb(136)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37360;d=c+12|0;f[d>>2]=1065353216;e=c+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+32>>2]=1065353216;e=c+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+52>>2]=1065353216;e=c+56|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+72>>2]=1065353216;f[c+76>>2]=0;f[c+80>>2]=0;f[c+84>>2]=0;f[c+124>>2]=0;f[c+128>>2]=-1;b[c+132>>0]=-1;f[64666]=d;f[64667]=c}f[a>>2]=f[64666];c=f[64667]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}function KIa(a){a=a|0;var b=0,c=0;b=f[a+64>>2]|0;c=f[a+68>>2]|0;if((b|0)==(c|0)){c=0;return c|0}else a=b;while(1){b=f[a>>2]|0;if(f[b+196>>2]&524288|0){b=b+200|0;if((f[b>>2]&-268435456|0)==0&0==0){a=1;b=5;break}}a=a+4|0;if((a|0)==(c|0)){a=0;b=5;break}}if((b|0)==5)return a|0;return 0}function LIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;c=i;f[c>>2]=b;d=a+64|0;e=a+68|0;g=f[e>>2]|0;h=g-(f[d>>2]|0)>>2;if((f[a+72>>2]|0)>>>0>g>>>0){f[g>>2]=b;f[e>>2]=(f[e>>2]|0)+4;u=i;return h|0}else{MIa(d,c);u=i;return h|0}return 0}function MIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function NIa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=a;OIa(a+64|0,b,d);u=c;return}function OIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=a+4|0;d=f[h>>2]|0;g=f[a>>2]|0;e=d-g>>2;if(e>>>0<=b>>>0)return;if((b+1|0)>>>0<e>>>0){gJa(f[d+-4>>2]|0,b,e+-1|0,f[c>>2]|0);g=(f[h>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;d=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=d;e=f[a>>2]|0;d=f[h>>2]|0;b=e}else{b=g;e=g}d=d+-4|0;f[h>>2]=d;if((b|0)!=(d|0))return;c=a+8|0;b=d-e|0;d=b>>2;if((f[c>>2]|0)-e>>2>>>0<=d>>>0)return;do if(!d){i=0;j=0}else if(d>>>0>1073741823)vd();else{j=pOb(b)|0;i=j;break}while(0);d=i+(d<<2)|0;if((b|0)>0)bQb(j|0,e|0,b|0)|0;f[a>>2]=i;f[h>>2]=d;f[c>>2]=d;if(!e)return;sOb(e);return}function PIa(a){a=a|0;var b=0,c=0,d=0;d=a+196|0;b=a+72|0;c=f[b>>2]|0;if(c|0){NIa(c,f[a+132>>2]|0);f[b>>2]=0;c=a+76|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b)}b=a+80|0;c=f[b>>2]|0;if(c|0){NIa(c,f[a+136>>2]|0);f[b>>2]=0;c=a+84|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b)}c=a+88|0;b=f[c>>2]|0;if(b|0){NIa(b,f[a+140>>2]|0);b=f[c>>2]|0;if((f[b+64>>2]|0)==(f[b+68>>2]|0))if((f[b+112>>2]|0)==-1){if(!(f[d>>2]&262144))b=(f[a>>2]|0)+8|0;else b=a;wSa(f[b>>2]|0,c)}f[c>>2]=0;d=a+92|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)iOb(b)}c=a+4|0;b=f[c>>2]|0;if(b|0){QIa((f[b+44>>2]|0)+112|0,f[a+128>>2]|0);f[c>>2]=0;d=a+8|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)iOb(b)}b=f[a+112>>2]|0;if(b|0)iOb(b);d=a+104|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){RIa(b);sOb(b)}b=f[a+100>>2]|0;if(b|0)iOb(b);b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+84>>2]|0;if(b|0)iOb(b);b=f[a+76>>2]|0;if(b|0)iOb(b);d=a+68|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=a+64|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+56>>2]|0;if(b|0)iOb(b);b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function QIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=a+4|0;d=f[g>>2]|0;e=f[a>>2]|0;c=d-e>>2;if(c>>>0<=b>>>0)return;if((b+1|0)>>>0<c>>>0){IMa(f[d+-4>>2]|0,b,c+-1|0);c=(f[g>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=b;e=f[a>>2]|0;b=f[g>>2]|0;c=e}else{b=d;c=e}b=b+-4|0;f[g>>2]=b;if((c|0)!=(b|0))return;d=a+8|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0<=b>>>0)return;do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,e|0,c|0)|0;f[a>>2]=h;f[g>>2]=b;f[d>>2]=b;if(!e)return;sOb(e);return}function RIa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+296>>2]|0;if(b|0)iOb(b);e=a+288|0;g=f[e>>2]|0;f[e>>2]=0;if(g|0){b=f[g+16>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=g+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}sOb(g)}SIa(a+240|0);SIa(a+192|0);SIa(a+144|0);TIa(a+96|0);TIa(a+48|0);TIa(a);return}function SIa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a>>2]|0;if(!b)return;e=a+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-16|0;f[e>>2]=d;c=f[c+-12>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function TIa(a){a=a|0;var b=0,c=0,d=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function UIa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=pOb(220)|0;f[h+4>>2]=0;f[h+8>>2]=0;f[h>>2]=37388;i=h+12|0;d=h+132|0;e=h+16|0;g=e+116|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[d>>2]=-1;f[h+136>>2]=0;f[h+140>>2]=-1;f[h+168>>2]=0;f[h+172>>2]=0;f[h+176>>2]=0;b[h+204>>0]=7;b[h+205>>0]=0;f[h+208>>2]=393472;g=h+212|0;f[g>>2]=50331648;b[g+4>>0]=1;f[i>>2]=c;n[h+192>>2]=1.0;n[h+196>>2]=1.0;n[h+200>>2]=1.0;g=h+144|0;f[g>>2]=-1;f[g+4>>2]=-1;f[g+8>>2]=-1;f[a>>2]=i;f[a+4>>2]=h;return}function VIa(a){a=a|0;f[a>>2]=37388;PIa(a+12|0);aOb(a);return}function WIa(a){a=a|0;f[a>>2]=37388;PIa(a+12|0);aOb(a);sOb(a);return}function XIa(a){a=a|0;PIa(a+12|0);return}function YIa(a){a=a|0;sOb(a);return}function ZIa(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+16|0;d=o;j=a+196|0;b=f[j>>2]|0;c=b&2;k=(c|0)!=0;l=(b&4|0)!=0;m=(b&1|0)!=0;i=a+200|0;i=ZPb(f[i>>2]|0,(h[i+4>>0]|0)&255|0,28)|0;i=i&15;if(m){e=+n[a+148>>2];g=+n[a+144>>2]}else{e=0.0;g=0.0}if(c){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=cSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}b=b&-259|256;f[j>>2]=b}if(b&4){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=bSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}b=b&-261|256;f[j>>2]=b}if(b&1|0){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=aSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}f[j>>2]=b&-258|256}_Ia(a,0)|0;f[j>>2]=f[j>>2]|524288;$Ia(a);aJa(a,k);bJa(a,l);if(!m){_Ia(a,i)|0;u=o;return}cJa(a,g,e);_Ia(a,i)|0;u=o;return}function _Ia(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;e=f[a+196>>2]|0;g=(e&524288|0)!=0;i=(c+-1|0)>>>0>12&g?((e&100663296|0)==0?0:14):c;j=a+200|0;c=f[j>>2]|0;d=h[j+4>>0]|0;k=ZPb(c|0,d&255|0,28)|0;if((k&15|0)==(i|0)|i>>>0>15){k=0;return k|0}do if(g){if(!(f[a+116>>2]|0))if((f[a+120>>2]|0)==-1)break;if(!(e&262144))c=(f[a>>2]|0)+8|0;else c=a;d=AQa(f[c>>2]|0)|0;c=ZPb(f[j>>2]|0,(h[j+4>>0]|0)&255|0,28)|0;c=c&15;if(c|0){c=W9a(d,c,0)|0;if(c|0)leb(c,a)|0}k=(h[j+4>>0]|0)&255;f[j>>2]=f[j>>2]&268435455|i<<28;b[j+4>>0]=k;$Ia(a);if(!i){k=1;return k|0}c=ZPb(f[j>>2]|0,(h[j+4>>0]|0)&255|0,28)|0;c=W9a(d,c&15,1)|0;if(c|0)if(keb(c,a)|0){k=1;return k|0}k=(h[j+4>>0]|0)&255;f[j>>2]=f[j>>2]&268435455;b[j+4>>0]=k;$Ia(a);k=0;return k|0}while(0);f[j>>2]=c&268435455|i<<28;b[j+4>>0]=d;k=1;return k|0}function $Ia(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;k=f[a+196>>2]|0;if(!(k&524288))return;if(!(f[a+116>>2]|0))if((f[a+120>>2]|0)==-1)return;l=a+200|0;d=f[l>>2]|0;g=h[l+4>>0]|0;m=g&255;j=m&3;do if((d&-268435456|0)==0&0==0){if(k&33556504|0){c=g&252;break}if((d&201326592|0)!=0|0!=0|(k&262144|0)!=0)e=10;else if(!(b[(f[(f[a+4>>2]|0)+44>>2]|0)+148>>0]&8)){c=0;i=1}else e=10;if((e|0)==10){c=0;i=2}d=d|c;c=g&252|i}else c=g|3;while(0);f[l>>2]=d;b[l+4>>0]=c;i=c&3;if((i|0)!=2&(i|0)==(j|0))return;if(!(k&262144))c=(f[a>>2]|0)+8|0;else c=a;c=f[c>>2]|0;switch(m&3){case 0:{eSa(c,f[a+124>>2]|0);break}case 2:{iSa(c,a);break}default:{}}switch((h[l+4>>0]|0)&3){case 0:{m=dSa(c,a)|0;f[a+124>>2]=m;return}case 2:{hSa(c,a);return}default:return}}function aJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;d=s;r=a+196|0;c=f[r>>2]|0;if(!((c&2|0)!=0^b)){u=s;return}a:do if(c&524288|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;p=cSa(f[c>>2]|0)|0;if(!b){f[d>>2]=a;sDa(p,d)|0;break}j=a;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=p+4|0;l=f[k>>2]|0;m=(l|0)==0;b:do if(m)c=0;else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(d){if(e)while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0)))break b;if((f[d+8>>2]|0)==(a|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0))break b}if((f[d+8>>2]|0)==(a|0))break a}}}while(0);a=pOb(12)|0;f[a+8>>2]=j;f[a+4>>2]=o;f[a>>2]=0;i=p+12|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[p+16>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=p+8|0;f[a>>2]=f[c>>2];f[c>>2]=a;f[d>>2]=c;c=f[a>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;q=36}}else{f[a>>2]=f[c>>2];q=36}if((q|0)==36)f[c>>2]=a;f[i>>2]=(f[i>>2]|0)+1}while(0);q=f[r>>2]|0;f[r>>2]=(b&1)<<1|q&134217469|q&-134217728|256;u=s;return}function bJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;d=s;r=a+196|0;c=f[r>>2]|0;if(!((c&4|0)!=0^b)){u=s;return}a:do if(c&524288|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;p=bSa(f[c>>2]|0)|0;if(!b){f[d>>2]=a;sDa(p,d)|0;break}j=a;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=p+4|0;l=f[k>>2]|0;m=(l|0)==0;b:do if(m)c=0;else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(d){if(e)while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0)))break b;if((f[d+8>>2]|0)==(a|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0))break b}if((f[d+8>>2]|0)==(a|0))break a}}}while(0);a=pOb(12)|0;f[a+8>>2]=j;f[a+4>>2]=o;f[a>>2]=0;i=p+12|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[p+16>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=p+8|0;f[a>>2]=f[c>>2];f[c>>2]=a;f[d>>2]=c;c=f[a>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;q=36}}else{f[a>>2]=f[c>>2];q=36}if((q|0)==36)f[c>>2]=a;f[i>>2]=(f[i>>2]|0)+1}while(0);q=f[r>>2]|0;f[r>>2]=(b&1)<<2|q&134217467|q&-134217728|256;u=s;return}function cJa(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=a+196|0;d=f[t>>2]|0;if(d&1|0){s=d;r=a+144|0;n[r>>2]=b;a=a+148|0;n[a>>2]=c;a=s|256;f[t>>2]=a;return}a:do if(d&524288|0){if(!(d&262144))d=(f[a>>2]|0)+8|0;else d=a;r=aSa(f[d>>2]|0)|0;k=a;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=r+4|0;m=f[l>>2]|0;o=(m|0)==0;b:do if(o)d=0;else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&p;else if(p>>>0<m>>>0)d=p;else d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(e){if(g)while(1){e=f[e>>2]|0;if(!e)break b;q=f[e+4>>2]|0;if(!((q|0)==(p|0)|(q&j|0)==(d|0)))break b;if((f[e+8>>2]|0)==(a|0))break a}while(1){e=f[e>>2]|0;if(!e)break b;g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0))break b}if((f[e+8>>2]|0)==(a|0))break a}}}while(0);q=pOb(12)|0;f[q+8>>2]=k;f[q+4>>2]=p;f[q>>2]=0;j=r+12|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[r+16>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=r+8|0;f[q>>2]=f[d>>2];f[d>>2]=q;f[e>>2]=d;d=f[q>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;s=35}}else{f[q>>2]=f[d>>2];s=35}if((s|0)==35)f[d>>2]=q;f[j>>2]=(f[j>>2]|0)+1}while(0);s=f[t>>2]|1;f[t>>2]=s;r=a+144|0;n[r>>2]=b;a=a+148|0;n[a>>2]=c;a=s|256;f[t>>2]=a;return}function dJa(a){a=a|0;var b=0,c=0,d=0,e=0;e=u;u=u+16|0;c=e;d=a+196|0;b=f[d>>2]|0;if(!(b&1)){u=e;return}if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=aSa(f[b>>2]|0)|0;f[c>>2]=a;sDa(b,c)|0;b=f[d>>2]|0}f[d>>2]=b&-258|256;u=e;return}function eJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+80|0;i=l+72|0;j=l;k=a+4|0;d=f[k>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0)){u=l;return}if(d){QIa((f[d+44>>2]|0)+112|0,f[a+128>>2]|0);c=f[b>>2]|0}if(c){m=f[c+44>>2]|0;f[i>>2]=a;c=m+112|0;d=m+116|0;e=f[d>>2]|0;g=e-(f[c>>2]|0)>>2;if((f[m+120>>2]|0)>>>0>e>>>0){f[e>>2]=a;f[d>>2]=(f[d>>2]|0)+4}else MIa(c,i);f[a+128>>2]=g;c=f[b>>2]|0}d=f[b+4>>2]|0;if(d|0)gOb(d);f[k>>2]=c;m=a+8|0;e=f[m>>2]|0;f[m>>2]=d;if(e){iOb(e);c=f[k>>2]|0}m=a+196|0;f[m>>2]=f[m>>2]|256;if(c|0)if(f[c+36>>2]|0){g=a+96|0;e=a+200|0;b=f[e>>2]|0;c=h[e+4>>0]|0;m=ZPb(b|0,c&255|0,26)|0;m=(f[g>>2]|0)==(f[a+72+((m&3)<<3)>>2]|0);c=ZPb(b|0,c&255|0,26)|0;if(m){DIa(i);m=f[i>>2]|0;d=i+4|0;b=f[d>>2]|0;f[i>>2]=0;f[d>>2]=0;f[g>>2]=m;m=a+100|0;c=f[m>>2]|0;f[m>>2]=b;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,26)|0}c=f[a+72+((c&3)<<3)>>2]|0;if(c|0){i=f[g>>2]|0;m=f[(f[k>>2]|0)+36>>2]|0;f[j>>2]=c;f[j+4>>2]=m;m=j+8|0;gma(m,j)|0;zIa(i,m)}fJa(a);u=l;return}d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,26)|0;d=d&3;c=f[a+72+(d<<3)>>2]|0;d=f[a+72+(d<<3)+4>>2]|0;if(d|0)gOb(d);f[a+96>>2]=c;m=a+100|0;c=f[m>>2]|0;f[m>>2]=d;if(!c){u=l;return}iOb(c);u=l;return}function fJa(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0;if(!(f[a+196>>2]&134217728))return;d=a+104|0;c=f[d>>2]|0;if(b[c+364>>0]&1)return;a=f[a+96>>2]|0;if(b[a+120>>0]&4){AIa(a);c=f[d>>2]|0}j=+n[c+300>>2];e=+n[c+304>>2];g=+n[c+308>>2];i=+n[a+76>>2]*j+ +n[a+88>>2]*e+ +n[a+100>>2]*g;h=j*+n[a+80>>2]+e*+n[a+92>>2]+g*+n[a+104>>2];g=j*+n[a+84>>2]+e*+n[a+96>>2]+g*+n[a+108>>2];e=+L(+(i*i+(h*h+g*g)));n[c+312>>2]=i/e;n[c+316>>2]=h/e;n[c+320>>2]=g/e;return}function gJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+132|0;if((f[e>>2]|0)==(c|0)){if((f[a+72>>2]|0)!=(d|0))g=4}else g=4;do if((g|0)==4){e=a+136|0;if((f[e>>2]|0)==(c|0))if((f[a+80>>2]|0)==(d|0))break;e=a+140|0;if((f[e>>2]|0)!=(c|0))return;if((f[a+88>>2]|0)!=(d|0))return}while(0);f[e>>2]=b;return}function hJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;b=b&255;d=f[c>>2]|0;c=f[c+4>>2]|0;if(c|0)gOb(c);f[a+36+(b<<3)>>2]=d;a=a+36+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=c;if(!b)return;iOb(b);return}function iJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+80|0;d=g;c=f[b+4>>2]|0;if(!c)e=4;else{c=f[c+36>>2]|0;if(!c)e=4;else{f[d>>2]=f[b+72>>2];f[d+4>>2]=c;c=d+8|0;gma(c,d)|0}}if((e|0)==4)c=f[b+72>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];u=g;return}function jJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=a+104|0;c=f[d>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[d>>2]=c}e=f[b>>2]|0;g=b+4|0;d=f[g>>2]|0;f[b>>2]=0;f[g>>2]=0;f[c+292>>2]=e;b=c+296|0;c=f[b>>2]|0;f[b>>2]=d;if(!c){g=a+196|0;e=f[g>>2]|0;e=e|1049600;f[g>>2]=e;return}iOb(c);g=a+196|0;e=f[g>>2]|0;e=e|1049600;f[g>>2]=e;return}function kJa(a){a=a|0;var b=0,c=0,d=0;d=a+104|0;b=f[d>>2]|0;if(!b)return;f[b+292>>2]=0;c=b+296|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);b=a+196|0;c=f[b>>2]|0;f[b>>2]=c&-1048577;b=f[d>>2]|0;if(!b)return;a=a+200|0;if(!((c&679477248|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[d>>2]=0;RIa(b);sOb(b);return}function lJa(a){a=a|0;return (f[a+104>>2]|0)+292|0}function mJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;i=l+16|0;j=l+8|0;k=l;g=a+200|0;e=(h[g+4>>0]|0)&255;f[g>>2]=f[g>>2]&-16773121;b[g+4>>0]=e;g=a+196|0;e=f[g>>2]|0;f[g>>2]=e|256;if(!(e&524288)){u=l;return}if(!(e&262144))e=(f[a>>2]|0)+8|0;else e=a;U8a(AQa(f[e>>2]|0)|0,a,c,d);if(!(f[g>>2]&262144)){e=f[(f[a>>2]|0)+8>>2]|0;f[k>>2]=f[a+116>>2];f[i>>2]=f[k>>2];IQa(j,e,i);if(f[j>>2]|0){k=f[a>>2]|0;hpb(k,j,BSa(e)|0)}e=f[j+4>>2]|0;if(e|0)iOb(e)}$Ia(a);u=l;return}function nJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0.0,r=0.0;m=u;u=u+80|0;k=m;e=a+200|0;g=f[e>>2]|0;j=h[e+4>>0]|0;f[e>>2]=g|50331648;b[e+4>>0]=j;e=f[a+4>>2]|0;if(!e)l=5;else{i=f[e+36>>2]|0;if(!i)l=5;else{e=ZPb(g|0,j&255|0,26)|0;e=f[a+72+((e&3)<<3)>>2]|0;if(e|0){g=f[a+96>>2]|0;f[k>>2]=e;f[k+4>>2]=i;j=k+8|0;gma(j,k)|0;zIa(g,j)}}}if((l|0)==5){g=ZPb(g|0,j&255|0,26)|0;g=g&3;e=f[a+72+(g<<3)>>2]|0;g=f[a+72+(g<<3)+4>>2]|0;if(g|0)gOb(g);f[a+96>>2]=e;l=a+100|0;e=f[l>>2]|0;f[l>>2]=g;if(e|0)iOb(e)}e=a+196|0;if(!(f[e>>2]&268435456)){fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}if(!((c|0)==0|(d|0)==0)){q=+n[c>>2];r=+n[c+4>>2];o=+n[c+8>>2];o=+L(+(q*q+(r*r+o*o)));r=+n[d>>2];q=+n[d+4>>2];p=+n[d+8>>2];if(!(o==0.0?1:+K(+(1.0-+L(+(r*r+(q*q+p*p)))/o))>9.999999747378752e-05)){p=+n[c+16>>2];o=+n[c+20>>2];r=+n[c+24>>2];r=+L(+(p*p+(o*o+r*r)));o=+n[d+16>>2];p=+n[d+20>>2];q=+n[d+24>>2];if(!(r==0.0?1:+K(+(1.0-+L(+(o*o+(p*p+q*q)))/r))>9.999999747378752e-05)){p=+n[c+32>>2];o=+n[c+36>>2];r=+n[c+40>>2];r=+L(+(p*p+(o*o+r*r)));o=+n[d+32>>2];p=+n[d+36>>2];q=+n[d+40>>2];if(!(r==0.0?1:+K(+(1.0-+L(+(o*o+(p*p+q*q)))/r))>9.999999747378752e-05)){fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}}}}oJa(a);fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}function oJa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=a+196|0;if(!(f[h>>2]&536870912))return;i=a+104|0;e=(f[i>>2]|0)+288|0;g=f[e>>2]|0;f[e>>2]=0;if(g|0){b=f[g+16>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=g+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}sOb(g)}c=f[h>>2]|0;f[h>>2]=c&-536870913;b=f[i>>2]|0;if(!b)return;a=a+200|0;if(!((c&143654912|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[i>>2]=0;RIa(b);sOb(b);return}function pJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;o=p;j=a+72+(c<<3)|0;e=f[j>>2]|0;if((e|0)==(f[d>>2]|0)){u=p;return}k=a+200|0;g=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,26)|0;g=g&3;l=f[a+72+(g<<3)>>2]|0;f[o>>2]=l;n=o+4|0;g=f[a+72+(g<<3)+4>>2]|0;f[n>>2]=g;m=l;if(g){gOb(g);e=f[j>>2]|0}if(e|0)NIa(e,f[a+132+(c<<2)>>2]|0);e=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[j>>2]=e;q=a+72+(c<<3)+4|0;i=f[q>>2]|0;f[q>>2]=g;if(i){iOb(i);e=f[j>>2]|0}if(e|0){q=LIa(e,a)|0;f[a+132+(c<<2)>>2]=q}q=(f[d>>2]|0)==0;j=f[k>>2]|0;i=h[k+4>>0]|0;g=ZPb(j|0,i&255|0,26)|0;g=g&3;a:do if(q){e=ZPb(j|0,i&255|0,26)|0;if((g|0)==(c|0)){e=ZPb(j|0,i&255|0,26)|0;if(!((j&201326592|0)==0&0==0)){g=j;do{q=ZPb(g|0,i&255|0,26)|0;q=(f[a+72+((q&3)<<3)>>2]|0)==0;e=ZPb(g|0,i&255|0,26)|0;if(!q)break a;q=g+201326592&201326592;i=i&255;g=g&-201326593|q;f[k>>2]=g;b[k+4>>0]=i;e=ZPb(g|0,i|0,26)|0}while((q|0)!=0)}}}else if(g>>>0<c>>>0){e=i&255;q=j&-201326593|c<<26&201326592;f[k>>2]=q;b[k+4>>0]=e;e=ZPb(q|0,e|0,26)|0;break}else{e=ZPb(j|0,i&255|0,26)|0;break}while(0);g=e&3;e=f[a+72+(g<<3)>>2]|0;g=f[a+72+(g<<3)+4>>2]|0;i=(g|0)==0;if(!i)gOb(g);if((e|0)!=(m|0)){nJa(a,m,e);if(!((c|0)!=2|(l|0)==0))if((f[m+64>>2]|0)==(f[m+68>>2]|0))if((f[m+112>>2]|0)==-1){if(!(f[a+196>>2]&262144))a=(f[a>>2]|0)+8|0;wSa(f[a>>2]|0,o)}}if(!i)iOb(g);a=f[n>>2]|0;if(a|0)iOb(a);u=p;return}function qJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;c=a+196|0;d=f[c>>2]|0;if(!(d&262144))if((f[a>>2]|0)==(b|0))return;f[a>>2]=b;f[c>>2]=d&-262145;return}function rJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&8|0)!=0^b))return;f[c>>2]=d&134217719|(b&1)<<3|d&-134217728;$Ia(a);f[c>>2]=f[c>>2]|256;return}function sJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&16|0)!=0^b))return;f[c>>2]=d&134217711|(b&1)<<4|d&-134217728;$Ia(a);f[c>>2]=f[c>>2]|256;return}function tJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&33554432|0)!=0^b))return;f[c>>2]=d&100663295|(b&1)<<25|d&-134217728;d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,28)|0;_Ia(a,d&15)|0;return}function uJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&67108864|0)!=0^b))return;f[c>>2]=d&67108863|(b&1)<<26|d&-134217728;d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,28)|0;_Ia(a,d&15)|0;return}function vJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=a+196|0;c=f[d>>2]|0;if(!((c&32|0)!=0^b))return;if(b){f[a+156>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0}else if(f[a+4>>2]|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;e=tSa(f[c>>2]|0)|0;c=f[d>>2]|0;if(!((c&32|0)!=0|(c&2048|0)==0&(e^1))){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;qSa(f[c>>2]|0,a);c=f[d>>2]|0}}f[d>>2]=(b&1)<<5|c&134217439|c&-134217728|256;return}function wJa(a,b){a=a|0;b=b|0;f[a+156>>2]=f[b>>2];f[a+160>>2]=f[b+4>>2];f[a+164>>2]=f[b+8>>2];return}function xJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;f[a>>2]=c&134217663|(b&1)<<6|c&-134217728;return}function yJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&8192|0)!=0^b))return;f[a>>2]=(b&1)<<13|c&134209279|c&-134217728|256;return}function zJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&16384|0)!=0^b))return;f[a>>2]=(b&1)<<14|c&134200831|c&-134217728|512;return}function AJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&32768|0)!=0^b))return;f[a>>2]=(b&1)<<15|c&134184703|c&-134217728|256;return}function BJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;f[a>>2]=c&134152191|(b&1)<<16|c&-134217728;return}function CJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&2097152|0)!=0^b))return;f[a>>2]=(b&1)<<21|c&132120319|c&-134217728|256;return}function DJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&4194304|0)!=0^b))return;f[a>>2]=(b&1)<<22|c&130023167|c&-134217728|256;return}function EJa(a){a=a|0;a=a+196|0;f[a>>2]=f[a>>2]|16777216;return}function FJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&2048|0)!=0^b))return;f[c>>2]=d&134215679|(b&1)<<11|d&-134217728;if(!(d&524288))return;if(!b){f[a+156>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0}$Ia(a);return}function GJa(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n+24|0;k=n+16|0;d=n+12|0;g=n+8|0;j=n;e=a+196|0;if(!(f[e>>2]&262144))c=(f[a>>2]|0)+8|0;else c=a;l=f[c>>2]|0;c=(zQa(l)|0)+229|0;if(!(b[c>>0]|0))m=6;else if(!(f[e>>2]&16777216)){f[d>>2]=f[a+116>>2];f[i>>2]=f[d>>2];IQa(k,l,i);c=f[k>>2]|0;d=a+120|0;f[g>>2]=f[d>>2];f[i>>2]=f[g>>2];c=aGa(c,i)|0;if(!c)m=10;else{c=f[c+12>>2]|0;if((c|0)==-1)m=10;else d=c&255}if((m|0)==10){d=f[d>>2]|0;f[i>>2]=f[(f[k>>2]|0)+8>>2];f[i+4>>2]=d;BRa(j,l,i);d=b[(f[j>>2]|0)+192>>0]&7;c=f[j+4>>2]|0;if(c|0)iOb(c)}c=f[k+4>>2]|0;if(c|0)iOb(c)}else m=6;if((m|0)==6)d=b[a+192>>0]&7;c=AQa(l)|0;m=a+200|0;if(!((f[m>>2]&-268435456|0)==0&0==0)){a=d&255;a=a&255;u=n;return a|0}a=((h[a+192>>0]|0)>>>3&7|b[c+224>>0])&d&255;a=a&255;u=n;return a|0}function HJa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+193|0;h=c&7;if(e)b[g>>0]=b[g>>0]|h;c=a+192|0;e=b[c>>0]|0;if(!((e&h)<<24>>24!=0^d)){d=0;return d|0}b[c>>0]=e^h;d=a+196|0;f[d>>2]=f[d>>2]|256;d=1;return d|0}function IJa(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+192|0;e=b[d>>0]|0;if(((e&255)>>>3&7)==c<<24>>24)return;b[d>>0]=e&-57|c<<3&56;e=a+196|0;f[e>>2]=f[e>>2]|256;return}function JJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0;d=u;u=u+32|0;g=d+12|0;e=d;o=f[(f[a+4>>2]|0)+44>>2]|0;m=+n[o+124>>2];l=+n[o+136>>2];n[g>>2]=m-l;k=+n[o+128>>2];j=+n[o+140>>2];n[g+4>>2]=k-j;i=+n[o+132>>2];h=+n[o+144>>2];n[g+8>>2]=i-h;n[e>>2]=m+l;n[e+4>>2]=k+j;n[e+8>>2]=i+h;KJa(g,e,f[a+96>>2]|0,b,c);u=d;return}function KJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0;E=u;u=u+32|0;C=E;k=f[a>>2]|0;f[C>>2]=k;l=f[a+4>>2]|0;f[C+4>>2]=l;m=f[a+8>>2]|0;f[C+8>>2]=m;f[C+12>>2]=f[b>>2];f[C+16>>2]=f[b+4>>2];f[C+20>>2]=f[b+8>>2];F=(f[s>>2]=k,+n[s>>2]);k=c+16|0;h=(f[s>>2]=l,+n[s>>2]);l=c+32|0;j=(f[s>>2]=m,+n[s>>2]);m=c+4|0;o=c+20|0;p=c+36|0;q=c+8|0;r=c+24|0;t=c+40|0;v=c+48|0;g=+n[c>>2]*F+ +n[k>>2]*h+ +n[l>>2]*j+ +n[v>>2];w=c+52|0;i=+n[m>>2]*F+ +n[o>>2]*h+ +n[p>>2]*j+ +n[w>>2];x=c+56|0;j=+n[q>>2]*F+ +n[r>>2]*h+ +n[t>>2]*j+ +n[x>>2];n[e>>2]=g;y=e+4|0;n[y>>2]=i;z=e+8|0;n[z>>2]=j;n[d>>2]=g;A=d+4|0;f[A>>2]=f[y>>2];B=d+8|0;f[B>>2]=f[z>>2];a=1;while(1){G=+n[C+((a&1)*12|0)>>2];F=+n[C+((a>>>1&1)*12|0)+4>>2];j=+n[C+((a>>>2&1)*12|0)+8>>2];h=+n[v>>2]+(G*+n[c>>2]+F*+n[k>>2]+j*+n[l>>2]);i=+n[w>>2]+(G*+n[m>>2]+F*+n[o>>2]+j*+n[p>>2]);j=+n[x>>2]+(G*+n[q>>2]+F*+n[r>>2]+j*+n[t>>2]);if(h<g){b=d;D=5}else if(h>+n[e>>2]){b=e;D=5}if((D|0)==5){D=0;n[b>>2]=h}if(i<+n[A>>2]){b=d;D=8}else if(i>+n[y>>2]){b=e;D=8}if((D|0)==8){D=0;n[b+4>>2]=i}if(j<+n[B>>2]){b=d;D=11}else if(j>+n[z>>2]){b=e;D=11}if((D|0)==11){D=0;n[b+8>>2]=j}a=a+1|0;if((a|0)==8)break;g=+n[d>>2]}u=E;return}function LJa(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,i=0.0,j=0.0,k=0;c=f[a+96>>2]|0;k=f[(f[a+4>>2]|0)+44>>2]|0;j=+n[k+124>>2];i=+n[k+128>>2];g=+n[k+132>>2];e=j*+n[c+4>>2]+i*+n[c+20>>2]+g*+n[c+36>>2];d=j*+n[c+8>>2]+i*+n[c+24>>2]+g*+n[c+40>>2];n[a+168>>2]=+n[c>>2]*j+ +n[c+16>>2]*i+ +n[c+32>>2]*g+ +n[c+48>>2];n[a+172>>2]=e+ +n[c+52>>2];n[a+176>>2]=d+ +n[c+56>>2];a=a+200|0;c=(h[a+4>>0]|0)&255;f[a>>2]=f[a>>2]&-33554433;b[a+4>>0]=c;return}function MJa(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,i=0.0,j=0.0,k=0;c=f[a+96>>2]|0;k=f[(f[a+4>>2]|0)+44>>2]|0;j=+n[k+136>>2];i=+n[k+140>>2];d=+n[k+144>>2];g=+n[c>>2]*j+ +n[c+16>>2]*i+ +n[c+32>>2]*d;e=j*+n[c+4>>2]+i*+n[c+20>>2]+d*+n[c+36>>2];d=j*+n[c+8>>2]+i*+n[c+24>>2]+d*+n[c+40>>2];n[a+152>>2]=g*g+(e*e+d*d);a=a+200|0;c=(h[a+4>>0]|0)&255;f[a>>2]=f[a>>2]&-16777217;b[a+4>>0]=c;return}function NJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;e=h;g=b+88|0;d=f[g>>2]|0;if(!d){f[a>>2]=0;f[a+4>>2]=-1;u=h;return}if((f[d+112>>2]|0)==-1){xSa(e,c,g);pJa(b,2,e);d=f[e+4>>2]|0;if(d|0)iOb(d);d=f[g>>2]|0}e=d+112|0;g=f[e+4>>2]|0;f[a>>2]=f[e>>2];f[a+4>>2]=g;u=h;return}function OJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;PJa(a,b,c,d,e)|0;return}function PJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;if(g){g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[j>>2]=d;f[j+4>>2]=e;if(!(QJa(i+144+(g*48|0)+12|0,j)|0)){a=0;u=m;return a|0}k=1<<g;e=a+200|0;c=f[e>>2]|0;d=h[e+4>>0]|0;j=ZPb(c|0,d&255|0,3)|0;l=ZPb(c|0,d&255|0,15)|0;f[e>>2]=c&-229433|(k|j)<<3&56|((k^7)&l)<<15&229376;b[e+4>>0]=d;a=a+196|0;f[a>>2]=f[a>>2]|512;a=1;u=m;return a|0}k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,3)|0;g=c&255;i=1<<g;if(!(i&7&l)){a=0;u=m;return a|0}l=a+104|0;c=f[l>>2]|0;j=c+144+(g*48|0)+12|0;if(!(RJa(j,d,e)|0)){a=0;u=m;return a|0}if((f[j>>2]|0)==(f[c+144+(g*48|0)+16>>2]|0)){g=i^7;e=f[k>>2]|0;i=h[k+4>>0]|0;c=ZPb(e|0,i&255|0,3)|0;i=i&255;c=e&-57|(g&c)<<3&56;f[k>>2]=c;b[k+4>>0]=i}else{g=i^7;i=h[k+4>>0]|0;c=f[k>>2]|0}e=ZPb(c|0,i&255|0,15)|0;f[k>>2]=c&-229377|(g&e)<<15&229376;b[k+4>>0]=i;i=a+196|0;g=f[i>>2]|0;f[i>>2]=g|512;i=f[l>>2]|0;if(!i){a=1;u=m;return a|0}if(!((g&680525824|0)==0&((c&4095|0)==0&0==0))){a=1;u=m;return a|0}f[l>>2]=0;RIa(i);sOb(i);a=1;u=m;return a|0}function QJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;r=w+12|0;v=w+8|0;s=w+4|0;c=w;p=b+4|0;j=f[p>>2]|0;if(!j){v=0;u=w;return v|0}i=f[a>>2]|0;t=a+4|0;o=f[t>>2]|0;d=o-i>>3;n=f[b>>2]|0;do if(!d){d=i;k=i;i=d;m=j+n|0;j=n}else{k=i;e=i;while(1){m=(d|0)/2|0;h=e+(m<<3)|0;g=(f[h>>2]|0)>>>0<n>>>0;h=h+8|0;k=g?h:k;d=g?d+-1-m|0:m;if(!d)break;else e=g?h:e}l=k;g=j+n|0;if((k|0)==(i|0)){i=l;m=g;j=n;d=l}else{h=k+-8|0;e=h;h=f[h>>2]|0;d=(f[k+-4>>2]|0)+h|0;if(n>>>0>d>>>0){i=l;m=g;j=n;d=l}else if(d>>>0<g>>>0){f[b>>2]=h;f[p>>2]=g-h;i=e;m=g;j=h;d=l;break}else{v=0;u=w;return v|0}}}while(0);a:do if((k|0)==(o|0)){h=d;g=d}else{h=d;g=d;e=k;while(1){d=f[e>>2]|0;if(m>>>0<=d>>>0)break;d=(f[e+4>>2]|0)+d|0;g=g+8|0;if(d>>>0>m>>>0){q=14;break}d=e+8|0;h=d;if((d|0)==(o|0))break a;else e=d}if((q|0)==14){f[p>>2]=d-j;break}if((m|0)==(d|0)){f[p>>2]=(f[e+4>>2]|0)+m-j;g=g+8|0}}while(0);e=i;d=g;if((e|0)==(d|0)){f[s>>2]=h;f[r>>2]=f[s>>2];d=SJa(a,r,b)|0}else{s=f[b+4>>2]|0;h=i;f[h>>2]=f[b>>2];f[h+4>>2]=s;h=e+8|0;if((h|0)==(d|0))c=v;else{c=h+(g-h>>3<<3)|0;d=f[t>>2]|0;e=d-c|0;g=e>>3;if(g){cQb(h|0,c|0,e|0)|0;d=f[t>>2]|0}c=h+(g<<3)|0;if((d|0)==(c|0)){d=h;c=v}else{f[t>>2]=d+(~((d+-8-c|0)>>>3)<<3);d=h;c=v}}}f[c>>2]=d;v=1;u=w;return v|0}function RJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;m=r+12|0;n=r;o=r+8|0;if(!c){q=0;u=r;return q|0}l=f[a>>2]|0;q=a+4|0;p=f[q>>2]|0;d=p-l>>3;e=p;if(!d){k=l;c=c+b|0;j=l}else{k=l;g=l;while(1){j=(d|0)/2|0;i=g+(j<<3)|0;h=(f[i>>2]|0)>>>0<b>>>0;i=i+8|0;k=h?i:k;d=h?d+-1-j|0:j;if(!d)break;else g=h?i:g}j=k;c=c+b|0;if((k|0)!=(l|0)){d=f[k+-8>>2]|0;g=k+-4|0;h=(f[g>>2]|0)+d|0;if(h>>>0>=b>>>0){f[g>>2]=b-d;if(h>>>0>c>>>0){f[n>>2]=c;f[n+4>>2]=h-c;f[o>>2]=j;f[m>>2]=f[o>>2];SJa(a,m,n)|0;q=1;u=r;return q|0}}}}a:do if((k|0)==(e|0)){g=0;d=j}else{d=j;g=k;while(1){h=f[g>>2]|0;if(c>>>0<=h>>>0){g=0;break a}i=g+4|0;h=(f[i>>2]|0)+h|0;if(h>>>0>c>>>0)break;d=d+8|0;g=g+8|0;if((g|0)==(e|0)){g=0;break a}}f[g>>2]=c;f[i>>2]=h-c;g=1}while(0);if((k|0)==(d|0)){q=g;u=r;return q|0}g=k+(d-j>>3<<3)|0;d=p-g|0;h=d>>3;if(h){cQb(k|0,g|0,d|0)|0;e=f[q>>2]|0}d=k+(h<<3)|0;if((e|0)==(d|0)){q=1;u=r;return q|0}f[q>>2]=e+(~((e+-8-d|0)>>>3)<<3);q=1;u=r;return q|0}function SJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>3<<3)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){n=f[c+4>>2]|0;a=o;f[a>>2]=f[c>>2];f[a+4>>2]=n;f[p>>2]=(f[p>>2]|0)+8;p=o;return p|0}e=b-(o+8)|0;g=e>>3;b=o+(g<<3)|0;if(b>>>0<h>>>0){d=h;do{m=b;n=f[m+4>>2]|0;a=d;f[a>>2]=f[m>>2];f[a+4>>2]=n;b=b+8|0;d=(f[p>>2]|0)+8|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<3)|0,o|0,e|0)|0;n=c;a=f[n+4>>2]|0;p=o;f[p>>2]=f[n>>2];f[p+4>>2]=a;p=o;return p|0}b=(b-e>>3)+1|0;if(b>>>0>536870911)AMb(a);m=d-e|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;m=o;h=j>>3;do if(!d){k=0;l=0}else if(d>>>0>536870911)vd();else{l=pOb(d<<3)|0;k=l;break}while(0);b=k+(h<<3)|0;e=b;i=k+(d<<3)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)<<3)|0;e=b;break}d=d<<3>>2;d=(d|0)==0?1:d;if(d>>>0>536870911)vd();j=pOb(d<<3)|0;b=j+(d>>>2<<3)|0;e=b;d=j+(d<<3)|0;if(!k)i=d;else{sOb(l);i=d;g=f[a>>2]|0}}while(0);h=c;d=f[h+4>>2]|0;f[b>>2]=f[h>>2];f[b+4>>2]=d;b=e+8|0;d=m-g|0;h=e+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[p>>2]|0)-m|0;if((d|0)>0){bQb(b|0,o|0,d|0)|0;b=b+(d>>>3<<3)|0}d=f[a>>2]|0;f[a>>2]=h;f[p>>2]=b;f[n>>2]=i;if(!d){p=e;return p|0}sOb(d);p=e;return p|0}function TJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;UJa(a,b,c,d,e)|0;return}function UJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;if(g){g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[j>>2]=d;f[j+4>>2]=e;if(!(QJa(i+144+(g*48|0)+36|0,j)|0)){a=0;u=m;return a|0}k=1<<g;e=a+200|0;c=f[e>>2]|0;d=h[e+4>>0]|0;j=ZPb(c|0,d&255|0,9)|0;l=ZPb(c|0,d&255|0,21)|0;f[e>>2]=c&-14683649|(k|j)<<9&3584|((k^7)&l)<<21&14680064;b[e+4>>0]=d;a=a+196|0;f[a>>2]=f[a>>2]|256;a=1;u=m;return a|0}k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,9)|0;g=c&255;i=1<<g;if(!(i&7&l)){a=0;u=m;return a|0}l=a+104|0;c=f[l>>2]|0;j=c+144+(g*48|0)+36|0;if(!(RJa(j,d,e)|0)){a=0;u=m;return a|0}if((f[j>>2]|0)==(f[c+144+(g*48|0)+40>>2]|0)){g=i^7;e=f[k>>2]|0;i=h[k+4>>0]|0;c=ZPb(e|0,i&255|0,9)|0;i=i&255;c=e&-3585|(g&c)<<9&3584;f[k>>2]=c;b[k+4>>0]=i}else{g=i^7;i=h[k+4>>0]|0;c=f[k>>2]|0}e=ZPb(c|0,i&255|0,21)|0;f[k>>2]=c&-14680065|(g&e)<<21&14680064;b[k+4>>0]=i;i=a+196|0;g=f[i>>2]|0;f[i>>2]=g|256;i=f[l>>2]|0;if(!i){a=1;u=m;return a|0}if(!((g&680525824|0)==0&((c&4095|0)==0&0==0))){a=1;u=m;return a|0}f[l>>2]=0;RIa(i);sOb(i);a=1;u=m;return a|0}function VJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+32|0;l=o+8|0;k=o+4|0;j=o;n[l>>2]=0.0;n[k>>2]=0.0;n[j>>2]=0.0;m=f[(+n[g>>2]>0.0?g:l)>>2]|0;i=g+4|0;k=f[(+n[i>>2]>0.0?i:k)>>2]|0;g=g+8|0;j=f[(+n[g>>2]>0.0?g:j)>>2]|0;g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[l>>2]=m;f[l+4>>2]=k;f[l+8>>2]=j;f[l+12>>2]=d;f[l+16>>2]=e;if(!(WJa(i+144+(g*48|0)+24|0,l)|0)){m=0;u=o;return m|0}d=1<<g;m=a+200|0;j=f[m>>2]|0;l=h[m+4>>0]|0;k=ZPb(j|0,l&255|0,6)|0;e=ZPb(j|0,l&255|0,18)|0;f[m>>2]=j&-1835457|(d|k)<<6&448|((d^7)&e)<<18&1835008;b[m+4>>0]=l;m=a+196|0;f[m>>2]=f[m>>2]|256;m=1;u=o;return m|0}function WJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;x=B+60|0;p=B+16|0;r=B+56|0;A=B+8|0;y=B+4|0;c=B;v=b+16|0;l=f[v>>2]|0;if(!l){A=0;u=B;return A|0}k=f[a>>2]|0;z=a+4|0;t=f[z>>2]|0;s=b+12|0;d=t-k|0;do if(!d){h=k;d=k;k=h;e=l+(f[s>>2]|0)|0}else{i=f[s>>2]|0;e=(d|0)/20|0;d=k;g=k;while(1){q=(e|0)/2|0;h=(f[g+(q*20|0)+12>>2]|0)>>>0<i>>>0;j=g+(q*20|0)+20|0;d=h?j:d;e=h?e+-1-q|0:q;if(!e)break;else g=h?j:g}q=d;e=l+i|0;if((d|0)==(k|0)){k=q;h=q}else{g=d+-20|0;h=g;o=f[d+-8>>2]|0;k=d+-4|0;l=(f[k>>2]|0)+o|0;if(i>>>0>l>>>0){k=q;h=q}else{m=l>>>0<e>>>0;if(+n[b>>2]==+n[g>>2])if(+n[b+4>>2]==+n[d+-16>>2])j=+n[b+8>>2]==+n[d+-12>>2];else j=0;else j=0;if(m){if(j){f[s>>2]=o;i=e;g=b}else h=q;f[g+16>>2]=i-o;k=h;h=q;break}if(j){A=0;u=B;return A|0}f[k>>2]=i-o;if(l>>>0>e>>>0){f[p>>2]=f[b>>2];f[p+4>>2]=f[b+4>>2];f[p+8>>2]=f[b+8>>2];f[p+12>>2]=f[b+12>>2];f[p+16>>2]=f[b+16>>2];A=p+20|0;f[A>>2]=f[g>>2];f[A+4>>2]=f[g+4>>2];f[A+8>>2]=f[g+8>>2];f[p+32>>2]=e;f[p+36>>2]=l-e;f[r>>2]=q;f[x>>2]=f[r>>2];XJa(a,x,p,p+40|0)|0;A=1;u=B;return A|0}else{k=q;h=q}}}}while(0);a:do if((d|0)==(t|0))g=h;else{g=h;while(1){j=d+12|0;i=f[j>>2]|0;if(e>>>0<=i>>>0){w=20;break}i=(f[d+16>>2]|0)+i|0;if(i>>>0>e>>>0)break;h=h+20|0;d=d+20|0;g=d;if((d|0)==(t|0))break a}if((w|0)==20){if((e|0)!=(i|0))break;if(!(+n[b>>2]==+n[d>>2]))break;if(!(+n[b+4>>2]==+n[d+4>>2]))break;if(!(+n[b+8>>2]==+n[d+8>>2]))break;f[v>>2]=(f[d+16>>2]|0)+e-(f[s>>2]|0);h=h+20|0;break}if(+n[b>>2]==+n[d>>2])if(+n[b+4>>2]==+n[d+4>>2])if(+n[b+8>>2]==+n[d+8>>2]){e=f[s>>2]|0;d=b;h=h+20|0}else w=30;else w=30;else w=30;if((w|0)==30)f[j>>2]=e;f[d+16>>2]=i-e}while(0);e=k;d=h;if((e|0)==(d|0)){f[y>>2]=g;f[x>>2]=f[y>>2];d=YJa(a,x,b)|0}else{g=k;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[b+12>>2];f[g+16>>2]=f[b+16>>2];g=e+20|0;if((g|0)==(d|0))c=A;else{c=g+(((h-g|0)/20|0)*20|0)|0;d=f[z>>2]|0;e=d-c|0;if(e){cQb(g|0,c|0,e|0)|0;d=f[z>>2]|0}c=g+(((e|0)/20|0)*20|0)|0;if((d|0)==(c|0)){d=g;c=A}else{f[z>>2]=d+(~(((d+-20-c|0)>>>0)/20|0)*20|0);d=g;c=A}}}f[c>>2]=d;A=1;u=B;return A|0}function XJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;g=m;i=(f[b>>2]|0)-g|0;p=m+(((i|0)/20|0)*20|0)|0;h=d;k=c;q=h-k|0;j=(q|0)/20|0;if((q|0)<=0){q=p;return q|0}o=a+8|0;e=f[o>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((j|0)<=((e-b|0)/20|0|0)){g=b-p|0;b=(g|0)/20|0;if((j|0)>(b|0)){e=c+(b*20|0)|0;b=h-e|0;if((b|0)>0){bQb(n|0,e|0,b|0)|0;b=(f[q>>2]|0)+(((b>>>0)/20|0)*20|0)|0;f[q>>2]=b}else b=n;if((g|0)>0){d=e;h=b}else{q=p;return q|0}}else h=n;g=h-(p+(j*20|0))|0;b=p+(((g|0)/20|0)*20|0)|0;if(b>>>0<n>>>0){e=h;do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];b=b+20|0;e=(f[q>>2]|0)+20|0;f[q>>2]=e}while(b>>>0<n>>>0)}if(g|0)cQb(h+(((g|0)/-20|0)*20|0)|0,p|0,g|0)|0;b=d-k|0;if(!b){q=p;return q|0}cQb(p|0,c|0,b|0)|0;q=p;return q|0}b=((b-g|0)/20|0)+j|0;if(b>>>0>214748364)AMb(a);j=(e-g|0)/20|0;g=j<<1;g=j>>>0<107374182?(g>>>0<b>>>0?b:g):214748364;j=p;b=(i|0)/20|0;do if(!g)l=0;else if(g>>>0>214748364)vd();else{l=pOb(g*20|0)|0;break}while(0);k=l+(b*20|0)|0;e=k;i=l+(g*20|0)|0;if((c|0)==(d|0))b=m;else{b=c;g=k;do{f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[b+12>>2];f[g+16>>2]=f[b+16>>2];g=e+20|0;e=g;b=b+20|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(((g|0)/-20|0)*20|0)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[q>>2]|0)-j|0;if((g|0)>0){bQb(e|0,p|0,g|0)|0;e=e+(((g>>>0)/20|0)*20|0)|0;b=f[a>>2]|0}f[a>>2]=h;f[q>>2]=e;f[o>>2]=i;if(!b){q=k;return q|0}sOb(b);q=k;return q|0}function YJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;p=g+(((j|0)/20|0)*20|0)|0;q=a+4|0;h=f[q>>2]|0;o=a+8|0;n=f[o>>2]|0;b=h;d=n;if(h>>>0<n>>>0){if((p|0)==(h|0)){f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];f[p+12>>2]=f[c+12>>2];f[p+16>>2]=f[c+16>>2];f[q>>2]=(f[q>>2]|0)+20;q=p;return q|0}e=b-(p+20)|0;b=p+(((e|0)/20|0)*20|0)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];f[d+16>>2]=f[b+16>>2];b=b+20|0;d=(f[q>>2]|0)+20|0;f[q>>2]=d}while(b>>>0<h>>>0)}if(!e)b=p;else{cQb(h+(((e|0)/-20|0)*20|0)|0,p|0,e|0)|0;b=p};f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];q=p;return q|0}b=((b-e|0)/20|0)+1|0;if(b>>>0>214748364)AMb(a);n=(d-e|0)/20|0;d=n<<1;d=n>>>0<107374182?(d>>>0<b>>>0?b:d):214748364;n=p;h=(j|0)/20|0;do if(!d){l=0;m=0}else if(d>>>0>214748364)vd();else{m=pOb(d*20|0)|0;l=m;break}while(0);b=l+(h*20|0)|0;e=b;i=l+(d*20|0)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)*20|0)|0;e=b;break}d=d*20|0;d=(d|0)==0?1:((d|0)/20|0)<<1;b=d>>>2;do if(!d)k=0;else if(d>>>0>214748364)vd();else{k=pOb(d*20|0)|0;break}while(0);b=k+(b*20|0)|0;e=b;d=k+(d*20|0)|0;if(!l)i=d;else{sOb(m);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];b=e+20|0;d=n-g|0;h=e+(((d|0)/-20|0)*20|0)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[q>>2]|0)-n|0;if((d|0)>0){bQb(b|0,p|0,d|0)|0;b=b+(((d>>>0)/20|0)*20|0)|0}d=f[a>>2]|0;f[a>>2]=h;f[q>>2]=b;f[o>>2]=i;if(!d){q=e;return q|0}sOb(d);q=e;return q|0}function ZJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return _Ja(a,b,c,d)|0}function _Ja(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0;k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,6)|0;j=c&255;c=1<<j;if(!(c&7&l)){l=0;return l|0}l=a+104|0;g=f[l>>2]|0;i=g+144+(j*48|0)+24|0;if(!($Ja(i,d,e)|0)){l=0;return l|0}if((f[i>>2]|0)==(f[g+144+(j*48|0)+28>>2]|0)){c=c^7;e=f[k>>2]|0;g=h[k+4>>0]|0;i=ZPb(e|0,g&255|0,6)|0;g=g&255;i=e&-449|(c&i)<<6&448;f[k>>2]=i;b[k+4>>0]=g}else{c=c^7;g=h[k+4>>0]|0;i=f[k>>2]|0}e=ZPb(i|0,g&255|0,18)|0;f[k>>2]=i&-1835009|(c&e)<<18&1835008;b[k+4>>0]=g;g=a+196|0;c=f[g>>2]|0;f[g>>2]=c|256;g=f[l>>2]|0;if(!g){l=1;return l|0}if(!((c&680525824|0)==0&((i&4095|0)==0&0==0))){l=1;return l|0}f[l>>2]=0;RIa(g);sOb(g);l=1;return l|0}function $Ja(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;n=s+24|0;o=s+4|0;p=s;if(!c){r=0;u=s;return r|0}l=f[a>>2]|0;r=a+4|0;q=f[r>>2]|0;d=q-l|0;e=q;if(!d){m=l;j=c+b|0;k=l}else{d=(d|0)/20|0;m=l;g=l;while(1){k=(d|0)/2|0;h=(f[g+(k*20|0)+12>>2]|0)>>>0<b>>>0;i=g+(k*20|0)+20|0;m=h?i:m;d=h?d+-1-k|0:k;if(!d)break;else g=h?i:g}k=m;j=c+b|0;if((m|0)!=(l|0)){d=m+-20|0;g=f[m+-8>>2]|0;h=m+-4|0;i=(f[h>>2]|0)+g|0;if(i>>>0>=b>>>0){f[h>>2]=b-g;if(i>>>0>j>>>0){f[o>>2]=f[d>>2];f[o+4>>2]=f[d+4>>2];f[o+8>>2]=f[d+8>>2];f[o+12>>2]=j;f[o+16>>2]=i-j;f[p>>2]=k;f[n>>2]=f[p>>2];YJa(a,n,o)|0;r=1;u=s;return r|0}}}}a:do if((m|0)==(e|0)){g=0;d=k}else{d=k;c=m;while(1){h=c+12|0;g=f[h>>2]|0;if(j>>>0<=g>>>0){g=0;break a}i=c+16|0;g=(f[i>>2]|0)+g|0;if(g>>>0>j>>>0)break;d=d+20|0;c=c+20|0;if((c|0)==(e|0)){g=0;break a}}f[h>>2]=j;f[i>>2]=g-j;g=1}while(0);if((m|0)==(d|0)){r=g;u=s;return r|0}d=m+(((d-k|0)/20|0)*20|0)|0;g=q-d|0;if(g){cQb(m|0,d|0,g|0)|0;e=f[r>>2]|0}d=m+(((g|0)/20|0)*20|0)|0;if((e|0)==(d|0)){r=1;u=s;return r|0}f[r>>2]=e+(~(((e+-20-d|0)>>>0)/20|0)*20|0);r=1;u=s;return r|0}function aKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;d=n+4|0;l=n;k=a+200|0;k=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,3)|0;b=b&255;if(!(1<<b&7&k)){m=0;u=n;return m|0}k=f[a+104>>2]|0;j=f[k+144+(b*48|0)+12>>2]|0;k=f[k+144+(b*48|0)+16>>2]|0;f[l>>2]=k;b=k-j>>3;if(!b)b=j;else{a=b;b=j;e=j;while(1){o=(a|0)/2|0;i=e+(o<<3)|0;g=(f[i>>2]|0)>>>0<c>>>0;i=i+8|0;b=g?i:b;a=g?a+-1-o|0:o;if(!a)break;else e=g?i:e}}f[d>>2]=b;if((b|0)==(k|0))m=6;else if((f[b>>2]|0)!=(c|0))m=6;if((m|0)==6)if((b|0)==(j|0))d=l;else{o=b+-8|0;f[d>>2]=o;d=((f[b+-4>>2]|0)+(f[o>>2]|0)|0)>>>0>c>>>0?d:l}o=(f[d>>2]|0)!=(k|0);u=n;return o|0}function bKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;d=n+4|0;l=n;k=a+200|0;k=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,9)|0;b=b&255;if(!(1<<b&7&k)){m=0;u=n;return m|0}k=f[a+104>>2]|0;j=f[k+144+(b*48|0)+36>>2]|0;k=f[k+144+(b*48|0)+40>>2]|0;f[l>>2]=k;b=k-j>>3;if(!b)b=j;else{a=b;b=j;e=j;while(1){o=(a|0)/2|0;i=e+(o<<3)|0;g=(f[i>>2]|0)>>>0<c>>>0;i=i+8|0;b=g?i:b;a=g?a+-1-o|0:o;if(!a)break;else e=g?i:e}}f[d>>2]=b;if((b|0)==(k|0))m=6;else if((f[b>>2]|0)!=(c|0))m=6;if((m|0)==6)if((b|0)==(j|0))d=l;else{o=b+-8|0;f[d>>2]=o;d=((f[b+-4>>2]|0)+(f[o>>2]|0)|0)>>>0>c>>>0?d:l}o=(f[d>>2]|0)!=(k|0);u=n;return o|0}function cKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;p=u;u=u+16|0;e=p+4|0;m=p;l=b+200|0;l=ZPb(f[l>>2]|0,(h[l+4>>0]|0)&255|0,6)|0;c=c&255;if(1<<c&7&l|0){l=f[b+104>>2]|0;k=f[l+144+(c*48|0)+24>>2]|0;l=f[l+144+(c*48|0)+28>>2]|0;f[m>>2]=l;c=l-k|0;if(!c)c=k;else{b=(c|0)/20|0;c=k;g=k;while(1){q=(b|0)/2|0;i=(f[g+(q*20|0)+12>>2]|0)>>>0<d>>>0;j=g+(q*20|0)+20|0;c=i?j:c;b=i?b+-1-q|0:q;if(!b)break;else g=i?j:g}}f[e>>2]=c;if((c|0)==(l|0))o=7;else if((f[c+12>>2]|0)!=(d|0))o=7;if((o|0)==7)if((c|0)==(k|0))e=m;else{f[e>>2]=c+-20;e=((f[c+-4>>2]|0)+(f[c+-8>>2]|0)|0)>>>0>d>>>0?e:m}e=f[e>>2]|0;if(!((e|0)==(l|0)|(e|0)==0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];u=p;return}}n[a>>2]=-1.0;n[a+4>>2]=-1.0;n[a+8>>2]=-1.0;u=p;return}function dKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;e=n+4|0;l=n;k=b+200|0;c=c&255;if(1<<c&7&f[k>>2]|0){k=f[b+104>>2]|0;j=f[k+144+(c*48|0)>>2]|0;k=f[k+144+(c*48|0)+4>>2]|0;f[l>>2]=k;c=k-j>>4;if(!c)c=j;else{b=c;c=j;g=j;while(1){o=(b|0)/2|0;h=(f[g+(o<<4)+8>>2]|0)>>>0<d>>>0;i=g+(o<<4)+16|0;c=h?i:c;b=h?b+-1-o|0:o;if(!b)break;else g=h?i:g}}f[e>>2]=c;if((c|0)==(k|0))m=6;else if((f[c+8>>2]|0)!=(d|0))m=6;if((m|0)==6)if((c|0)==(j|0))e=l;else{f[e>>2]=c+-16;e=((f[c+-4>>2]|0)+(f[c+-8>>2]|0)|0)>>>0>d>>>0?e:l}e=f[e>>2]|0;if(!((e|0)==(k|0)|(e|0)==0)){f[a>>2]=f[e>>2];e=f[e+4>>2]|0;f[a+4>>2]=e;if(!e){u=n;return}gOb(e);u=n;return}}f[a>>2]=0;f[a+4>>2]=0;u=n;return}function eKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;e=v+12|0;o=v+8|0;t=v;r=b+200|0;r=ZPb(f[r>>2]|0,(h[r+4>>0]|0)&255|0,6)|0;s=c&255;if(1<<s&7&r|0){r=f[b+104>>2]|0;p=f[r+144+(s*48|0)+24>>2]|0;r=f[r+144+(s*48|0)+28>>2]|0;f[o>>2]=r;g=r-p|0;if(!g)g=p;else{j=(g|0)/20|0;g=p;k=p;while(1){w=(j|0)/2|0;l=(f[k+(w*20|0)+12>>2]|0)>>>0<d>>>0;m=k+(w*20|0)+20|0;g=l?m:g;j=l?j+-1-w|0:w;if(!j)break;else k=l?m:k}}f[e>>2]=g;if((g|0)==(r|0))q=7;else if((f[g+12>>2]|0)!=(d|0))q=7;if((q|0)==7)if((g|0)==(p|0))e=o;else{f[e>>2]=g+-20;e=((f[g+-4>>2]|0)+(f[g+-8>>2]|0)|0)>>>0>d>>>0?e:o}e=f[e>>2]|0;if(!((e|0)==(r|0)|(e|0)==0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];u=v;return}}if(f[b+196>>2]&8388608|0){e=f[b+104>>2]|0;i=+n[e+328+(s*12|0)>>2];if(i>=0.0){w=f[e+328+(s*12|0)+8>>2]|0;t=f[e+328+(s*12|0)+4>>2]|0;n[a>>2]=i;f[a+4>>2]=t;f[a+8>>2]=w;u=v;return}}dKa(t,b,c,d);e=f[t>>2]|0;j=t+4|0;g=f[j>>2]|0;if(!e){if(g|0)iOb(g);g=b+12+(s<<3)|0;e=f[g>>2]|0;if(!e){fKa(b,c);e=f[g>>2]|0}f[t>>2]=e;g=f[b+12+(s<<3)+4>>2]|0;f[j>>2]=g;if(!g)g=0;else gOb(g)}f[a>>2]=f[e+152>>2];f[a+4>>2]=f[e+156>>2];f[a+8>>2]=f[e+160>>2];if(!g){u=v;return}iOb(g);u=v;return}function fKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;j=k+16|0;h=k+8|0;g=k;i=b&255;c=a+36+(i<<3)|0;d=f[c>>2]|0;e=d;if(!d){u=k;return}b=a+60+(i<<2)|0;if(!(f[b>>2]|0)){c=f[a+36+(i<<3)+4>>2]|0;if(c|0)gOb(c);f[a+12+(i<<3)>>2]=e;j=a+12+(i<<3)+4|0;b=f[j>>2]|0;f[j>>2]=c;if(!b){u=k;return}iOb(b);u=k;return}hGa(j,d);if(gKa(f[b>>2]|0,j)|0){if(!(f[a+196>>2]&262144))b=(f[a>>2]|0)+8|0;else b=a;b=AQa(f[b>>2]|0)|0;d=f[j>>2]|0;f[j>>2]=0;f[g>>2]=d;c=pOb(16)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37416;f[c+12>>2]=d;d=g+4|0;f[d>>2]=c;i9a(h,b,g);b=f[h>>2]|0;c=h+4|0;g=f[c>>2]|0;f[h>>2]=0;f[c>>2]=0;f[a+12+(i<<3)>>2]=b;a=a+12+(i<<3)+4|0;b=f[a>>2]|0;f[a>>2]=g;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if(b|0)iOb(b)}else{b=f[c>>2]|0;c=f[a+36+(i<<3)+4>>2]|0;if(c|0)gOb(c);f[a+12+(i<<3)>>2]=b;a=a+12+(i<<3)+4|0;b=f[a>>2]|0;f[a>>2]=c;if(b|0)iOb(b)}b=f[j>>2]|0;f[j>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=k;return}function gKa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0;m=0;o=u;u=u+1248|0;g=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;a:do if(!g)c=0;else{c=f[b>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[b>>2]=c;e=b}else e=b;b:while(1){switch(Rg[f[(f[c>>2]|0)+104>>2]&255](c,g)|0){case 1:{c=1;break a}case 0:break b;case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;c=f[b>>2]|0;f[e>>2]=p;if(!c)f[(o+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[b>>2]|0}c=0}while(0);e=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;c:while(1){switch(Qg[f[(f[e>>2]|0)+108>>2]&15](e,i)|0){case 0:{m=26;break c}case 1:{h=1;break c}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==26)h=0;c=c|h}e=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;d:while(1){switch(Qg[f[(f[e>>2]|0)+112>>2]&15](e,i)|0){case 0:{m=40;break d}case 1:{j=1;break d}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==40)j=0;c=c|j}e=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;e:while(1){switch(Qg[f[(f[e>>2]|0)+116>>2]&15](e,i)|0){case 0:{m=54;break e}case 1:{k=1;break e}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==54)k=0;c=c|k}h=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;if(h){e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;f:while(1){switch(Rg[f[(f[e>>2]|0)+120>>2]&255](e,h)|0){case 0:{m=68;break f}case 1:{l=1;break f}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==68)l=0;c=c|l}p=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;f[o+32>>2]=a;f[o+40>>2]=b;f[o+168>>2]=c;f[o+520>>2]=p;f[o+1192>>2]=m;f[o+1200>>2]=0;f[o+1204>>2]=0;YMa(o);G=f[o+1200>>2]|0;D=f[o+1204>>2]|0;H=+n[o+1204>>2];f[o+1200>>2]=0;f[o+1204>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function hKa(a){a=a|0;aOb(a);sOb(a);return}function iKa(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jKa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==189081?a+12|0:0)|0}function kKa(a){a=a|0;sOb(a);return}function lKa(a,b){a=a|0;b=b|0;return mKa(a,b)|0}function mKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,3)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+12>>2]|0;c=e+144+(c*48|0)+16|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~((d+-8-i|0)>>>3)<<3);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,3)|0;k=ZPb(c|0,g&255|0,15)|0;d=c&-229433|(j&d)<<3&56;f[m>>2]=d|(j&k)<<15&229376;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|512;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function nKa(a,b){a=a|0;b=b|0;return oKa(a,b)|0}function oKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,9)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+36>>2]|0;c=e+144+(c*48|0)+40|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~((d+-8-i|0)>>>3)<<3);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,9)|0;k=ZPb(c|0,g&255|0,21)|0;d=c&-14683649|(j&d)<<9&3584;f[m>>2]=d|(j&k)<<21&14680064;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function pKa(a,b){a=a|0;b=b|0;return qKa(a,b)|0}function qKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,6)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+24>>2]|0;c=e+144+(c*48|0)+28|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~(((d+-20-i|0)>>>0)/20|0)*20|0);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,6)|0;k=ZPb(c|0,g&255|0,18)|0;d=c&-1835457|(j&d)<<6&448;f[m>>2]=d|(j&k)<<18&1835008;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function rKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+200|0;e=f[m>>2]|0;c=c&255;l=1<<c;k=l&7;if(!(k&e)){n=0;return n|0}n=a+104|0;g=f[n>>2]|0;j=f[g+144+(c*48|0)>>2]|0;i=g+144+(c*48|0)+4|0;d=f[i>>2]|0;if((d|0)==(j|0)){c=e;e=h[m+4>>0]|0}else{while(1){c=d+-16|0;f[i>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[i>>2]|0}if((c|0)==(j|0))break;else d=c}c=f[m>>2]|0;e=h[m+4>>0]|0;g=f[n>>2]|0}j=ZPb(c|0,e&255|0,12)|0;d=c&-28680|(k^7)&c;f[m>>2]=d|((l^7)&j)<<12&28672;b[m+4>>0]=e;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!g){n=1;return n|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){n=1;return n|0}f[n>>2]=0;RIa(g);sOb(g);n=1;return n|0}function sKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&56|0)==0&0==0){b=0;return b|0}mKa(a,0)|0;mKa(a,1)|0;mKa(a,2)|0;b=1;return b|0}function tKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&3584|0)==0&0==0){b=0;return b|0}oKa(a,0)|0;oKa(a,1)|0;oKa(a,2)|0;b=1;return b|0}function uKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&448|0)==0&0==0){b=0;return b|0}qKa(a,0)|0;qKa(a,1)|0;qKa(a,2)|0;b=1;return b|0}function vKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;m=p+40|0;l=p+36|0;n=p+32|0;o=p+28|0;i=p+16|0;j=p+8|0;k=p;if(!(f[a+196>>2]&262144))e=(f[a>>2]|0)+8|0;else e=a;h=f[e>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=f[c+4>>2];f[i+8>>2]=f[c+8>>2];e=f[b>>2]|0;if(e|0)f[i>>2]=e;e=f[b+4>>2]|0;if(e|0)f[i+4>>2]=e;e=f[b+8>>2]|0;if(e|0)f[i+8>>2]=e;e=f[d>>2]|0;if(e|0)f[i>>2]=e;e=f[d+4>>2]|0;if(e|0)f[i+4>>2]=e;e=f[d+8>>2]|0;if(e|0)f[i+8>>2]=e;b=a+4|0;d=j+4|0;g=k+4|0;e=f[i>>2]|0;if(!e)rKa(a,0)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)e=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,0,l,m);e=0}c=f[g>>2]|0;if(c|0)iOb(c);if(e|0){o=0;u=p;return o|0}}e=f[i+4>>2]|0;if(!e)rKa(a,1)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)e=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,1,l,m);e=0}c=f[g>>2]|0;if(c|0)iOb(c);if(e|0){o=0;u=p;return o|0}}e=f[i+8>>2]|0;if(!e)rKa(a,2)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)c=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,2,l,m);c=0}e=f[g>>2]|0;if(e|0)iOb(e);if(c|0){o=0;u=p;return o|0}}o=1;u=p;return o|0}function wKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;p=f[d>>2]|0;s=f[e>>2]|0;j=p;k=s;if((p|0)==(s|0)){rKa(a,c)|0;u=v;return}g=c&255;q=1<<g;r=a+200|0;c=f[r>>2]|0;e=(h[r+4>>0]|0)&255;f[r>>2]=c&-8|(q|c)&7;b[r+4>>0]=e;e=a+104|0;c=f[e>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[e>>2]=c}m=c+144+(g*48|0)|0;i=f[m>>2]|0;f[m>>2]=0;o=c+144+(g*48|0)+4|0;e=f[o>>2]|0;f[o>>2]=0;l=c+144+(g*48|0)+8|0;f[l>>2]=0;g=i;if(i|0){if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-16|0;if(c|0)iOb(c)}while((e|0)!=(g|0));sOb(i)}xKa(m,k-j>>4);g=t+4|0;i=t+8|0;j=t+12|0;c=p;do{f[t>>2]=f[c>>2];e=f[c+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[i>>2]=f[c+8>>2];f[j>>2]=f[c+12>>2];e=f[o>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){f[e>>2]=f[t>>2];f[e+4>>2]=f[g>>2];f[t>>2]=0;f[g>>2]=0;w=i;k=f[w+4>>2]|0;p=e+8|0;f[p>>2]=f[w>>2];f[p+4>>2]=k;f[o>>2]=(f[o>>2]|0)+16}else{yKa(m,t);e=f[g>>2]|0;if(e|0)iOb(e)}c=c+16|0;f[d>>2]=c}while((c|0)!=(s|0));d=f[r>>2]|0;w=h[r+4>>0]|0;t=ZPb(d|0,w&255|0,12)|0;f[r>>2]=d&-28673|((q^7)&t)<<12&28672;b[r+4>>0]=w;w=a+196|0;f[w>>2]=f[w>>2]|256;u=v;return}function xKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;d=f[a>>2]|0;c=d;if((f[k>>2]|0)-d>>4>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>268435455)vd();g=f[l>>2]|0;i=pOb(b<<4)|0;h=i+(g-d>>4<<4)|0;j=h;i=i+(b<<4)|0;d=g;if((d|0)==(c|0))e=j;else{e=j;b=h;do{m=d;d=d+-16|0;f[b+-16>>2]=f[d>>2];g=m+-12|0;f[b+-12>>2]=f[g>>2];f[d>>2]=0;f[g>>2]=0;m=m+-8|0;g=f[m+4>>2]|0;h=b+-8|0;f[h>>2]=f[m>>2];f[h+4>>2]=g;b=e+-16|0;e=b}while((d|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=f[c+-12>>2]|0;c=c+-16|0;if(d|0)iOb(d)}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function yKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;g=f[n>>2]|0;c=f[a>>2]|0;j=g-c>>4;d=j+1|0;l=c;e=g;if(d>>>0>268435455)AMb(a);m=a+8|0;k=(f[m>>2]|0)-c|0;h=k>>3;h=k>>4>>>0<134217727?(h>>>0<d>>>0?d:h):268435455;do if(!h)i=0;else if(h>>>0>268435455)vd();else{i=pOb(h<<4)|0;break}while(0);d=i+(j<<4)|0;c=d;k=i+(h<<4)|0;f[d>>2]=f[b>>2];o=b+4|0;f[i+(j<<4)+4>>2]=f[o>>2];f[b>>2]=0;f[o>>2]=0;o=b+8|0;b=f[o+4>>2]|0;h=i+(j<<4)+8|0;f[h>>2]=f[o>>2];f[h+4>>2]=b;h=d+16|0;if((e|0)!=(l|0)){do{i=e;e=e+-16|0;f[d+-16>>2]=f[e>>2];j=i+-12|0;f[d+-12>>2]=f[j>>2];f[e>>2]=0;f[j>>2]=0;i=i+-8|0;j=f[i+4>>2]|0;o=d+-8|0;f[o>>2]=f[i>>2];f[o+4>>2]=j;d=c+-16|0;c=d}while((e|0)!=(l|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-12>>2]|0;c=c+-16|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function zKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;e=d+12|0;g=d+8|0;i=d+4|0;h=d;f[i>>2]=f[c>>2];f[h>>2]=f[c+4>>2];f[g>>2]=f[i>>2];f[e>>2]=f[h>>2];wKa(a,b,g,e);u=d;return}function AKa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+64|0;j=q+56|0;m=q+48|0;k=q+44|0;l=q+40|0;e=q;p=q+32|0;o=q+24|0;n=q+8|0;g=a+196|0;d=f[g>>2]|0;h=a+116|0;c=h;b=f[c>>2]|0;c=f[c+4>>2]|0;if(!(d&131072)){f[e>>2]=f[(f[a+4>>2]|0)+28>>2];f[e+4>>2]=c}else{i=e;f[i>>2]=b;f[i+4>>2]=c}if(!(d&262144))b=(f[a>>2]|0)+8|0;else b=a;i=f[b>>2]|0;yRa(p,i,e);e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](j,e);xRa(o,i,j);e=f[o>>2]|0;e=e|0?e:258672;i=f[p>>2]|0;i=i|0?i:258672;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;b=f[g>>2]|0;if(!(b&131072)){c=h;d=f[c+4>>2]|0;if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=f[b>>2]|0;f[k>>2]=f[c>>2];f[j>>2]=f[k>>2];IQa(m,b,j);b=f[m>>2]|0;f[l>>2]=d;f[j>>2]=f[l>>2];b=aGa(b,j)|0;if(b|0){f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2]}b=f[m+4>>2]|0;if(b|0)iOb(b)}c=vKa(a,i,e,n)|0;b=f[o+4>>2]|0;if(b|0)iOb(b);b=f[p+4>>2]|0;if(!b){u=q;return c|0}iOb(b);u=q;return c|0}function BKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;j=c&255;l=d+(j*48|0)+12|0;c=a+200|0;i=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(i|0,e&255|0,15)|0;f[c>>2]=i&-229377|(1<<j|k)<<15&229376;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(j*48|0)+16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(j*12|0)>>2]|0;c=f[c+72+(j*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;i=(c-k|0)/12|0;c=f[a+144+(j*48|0)+12>>2]|0;a=f[a+144+(j*48|0)+16>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;while(1){d=f[c>>2]|0;if(d>>>0>=i>>>0){c=10;break}e=(f[c+4>>2]|0)+d|0;e=i>>>0<e>>>0?i:e;if(d>>>0<e>>>0)do{j=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[k+(d*12|0)>>2];f[g>>2]=j;QJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+8|0;if((c|0)==(a|0)){c=10;break}}if((c|0)==10){u=n;return}}function CKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;j=c&255;l=d+(j*48|0)+36|0;c=a+200|0;i=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(i|0,e&255|0,21)|0;f[c>>2]=i&-14680065|(1<<j|k)<<21&14680064;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(j*48|0)+40|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(j*12|0)>>2]|0;c=f[c+72+(j*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;i=(c-k|0)/12|0;c=f[a+144+(j*48|0)+36>>2]|0;a=f[a+144+(j*48|0)+40>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;while(1){d=f[c>>2]|0;if(d>>>0>=i>>>0){c=10;break}e=(f[c+4>>2]|0)+d|0;e=i>>>0<e>>>0?i:e;if(d>>>0<e>>>0)do{j=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[k+(d*12|0)>>2];f[g>>2]=j;QJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+8|0;if((c|0)==(a|0)){c=10;break}}if((c|0)==10){u=n;return}}function DKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;m=n;g=a+104|0;d=f[g>>2]|0;i=c&255;l=d+(i*48|0)+24|0;c=a+200|0;j=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(j|0,e&255|0,18)|0;f[c>>2]=j&-1835009|(1<<i|k)<<18&1835008;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(i*48|0)+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-20-c|0)>>>0)/20|0)*20|0);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(i*12|0)>>2]|0;c=f[c+72+(i*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;j=(c-k|0)/12|0;c=f[a+144+(i*48|0)+24>>2]|0;a=f[a+144+(i*48|0)+28>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+12|0;i=m+16|0;while(1){d=f[c+12>>2]|0;if(d>>>0>=j>>>0){c=11;break}e=(f[c+16>>2]|0)+d|0;e=j>>>0<e>>>0?j:e;if(d>>>0<e>>>0)do{p=f[k+(d*12|0)>>2]|0;o=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[c>>2];f[m+4>>2]=f[c+4>>2];f[m+8>>2]=f[c+8>>2];f[g>>2]=p;f[i>>2]=o;WJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+20|0;if((c|0)==(a|0)){c=11;break}}if((c|0)==11){u=n;return}}function EKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;i=c&255;l=d+(i*48|0)|0;c=a+200|0;j=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(j|0,e&255|0,12)|0;f[c>>2]=j&-28673|(1<<i|k)<<12&28672;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(i*48|0)+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(i*12|0)>>2]|0;c=f[c+72+(i*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;j=(c-k|0)/12|0;c=f[a+144+(i*48|0)>>2]|0;a=f[a+144+(i*48|0)+4>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;i=m+8|0;while(1){d=f[c+8>>2]|0;if(d>>>0>=j>>>0){c=11;break}e=(f[c+12>>2]|0)+d|0;e=j>>>0<e>>>0?j:e;if(d>>>0<e>>>0)do{p=f[k+(d*12|0)>>2]|0;o=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[c>>2];f[g>>2]=p;f[i>>2]=o;FKa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+16|0;if((c|0)==(a|0)){c=11;break}}if((c|0)==11){u=n;return}}function FKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;v=z+44|0;n=z+16|0;p=z+40|0;y=z+8|0;w=z+4|0;c=z;s=b+8|0;l=f[s>>2]|0;if(!l){y=0;u=z;return y|0}k=f[a>>2]|0;x=a+4|0;r=f[x>>2]|0;q=b+4|0;d=r-k|0;do if(!d){h=k;d=k;k=h;e=l+(f[q>>2]|0)|0}else{i=f[q>>2]|0;e=(d|0)/12|0;d=k;g=k;while(1){o=(e|0)/2|0;h=(f[g+(o*12|0)+4>>2]|0)>>>0<i>>>0;j=g+(o*12|0)+12|0;d=h?j:d;e=h?e+-1-o|0:o;if(!e)break;else g=h?j:g}o=d;e=l+i|0;if((d|0)==(k|0)){k=o;h=o}else{g=d+-12|0;h=g;m=f[d+-8>>2]|0;j=d+-4|0;k=(f[j>>2]|0)+m|0;if(i>>>0>k>>>0){k=o;h=o}else{l=(f[b>>2]|0)==(f[g>>2]|0);if(k>>>0<e>>>0){if(l){f[q>>2]=m;i=e;g=b}else h=o;f[g+8>>2]=i-m;k=h;h=o;break}if(l){y=0;u=z;return y|0}f[j>>2]=i-m;if(k>>>0>e>>>0){f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2];f[n+12>>2]=f[g>>2];f[n+16>>2]=e;f[n+20>>2]=k-e;f[p>>2]=o;f[v>>2]=f[p>>2];GKa(a,v,n,n+24|0)|0;y=1;u=z;return y|0}else{k=o;h=o}}}}while(0);a:do if((d|0)==(r|0))g=h;else{g=h;while(1){j=d+4|0;i=f[j>>2]|0;if(e>>>0<=i>>>0){t=17;break}i=(f[d+8>>2]|0)+i|0;if(i>>>0>e>>>0)break;h=h+12|0;d=d+12|0;g=d;if((d|0)==(r|0))break a}if((t|0)==17){if((e|0)!=(i|0))break;if((f[b>>2]|0)!=(f[d>>2]|0))break;f[s>>2]=(f[d+8>>2]|0)+e-(f[q>>2]|0);h=h+12|0;break}if((f[b>>2]|0)==(f[d>>2]|0)){e=f[q>>2]|0;d=b;h=h+12|0}else f[j>>2]=e;f[d+8>>2]=i-e}while(0);e=k;d=h;if((e|0)==(d|0)){f[w>>2]=g;f[v>>2]=f[w>>2];d=HKa(a,v,b)|0}else{g=k;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];g=e+12|0;if((g|0)==(d|0))c=y;else{c=g+(((h-g|0)/12|0)*12|0)|0;d=f[x>>2]|0;e=d-c|0;if(e){cQb(g|0,c|0,e|0)|0;d=f[x>>2]|0}c=g+(((e|0)/12|0)*12|0)|0;if((d|0)==(c|0)){d=g;c=y}else{f[x>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);d=g;c=y}}}f[c>>2]=d;y=1;u=z;return y|0}function GKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;g=m;i=(f[b>>2]|0)-g|0;p=m+(((i|0)/12|0)*12|0)|0;h=d;k=c;q=h-k|0;j=(q|0)/12|0;if((q|0)<=0){q=p;return q|0}o=a+8|0;e=f[o>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((j|0)<=((e-b|0)/12|0|0)){g=b-p|0;b=(g|0)/12|0;if((j|0)>(b|0)){e=c+(b*12|0)|0;b=h-e|0;if((b|0)>0){bQb(n|0,e|0,b|0)|0;b=(f[q>>2]|0)+(((b>>>0)/12|0)*12|0)|0;f[q>>2]=b}else b=n;if((g|0)>0){d=e;h=b}else{q=p;return q|0}}else h=n;g=h-(p+(j*12|0))|0;b=p+(((g|0)/12|0)*12|0)|0;if(b>>>0<n>>>0){e=h;do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];b=b+12|0;e=(f[q>>2]|0)+12|0;f[q>>2]=e}while(b>>>0<n>>>0)}if(g|0)cQb(h+(((g|0)/-12|0)*12|0)|0,p|0,g|0)|0;b=d-k|0;if(!b){q=p;return q|0}cQb(p|0,c|0,b|0)|0;q=p;return q|0}b=((b-g|0)/12|0)+j|0;if(b>>>0>357913941)AMb(a);j=(e-g|0)/12|0;g=j<<1;g=j>>>0<178956970?(g>>>0<b>>>0?b:g):357913941;j=p;b=(i|0)/12|0;do if(!g)l=0;else if(g>>>0>357913941)vd();else{l=pOb(g*12|0)|0;break}while(0);k=l+(b*12|0)|0;e=k;i=l+(g*12|0)|0;if((c|0)==(d|0))b=m;else{b=c;g=k;do{f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];g=e+12|0;e=g;b=b+12|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(((g|0)/-12|0)*12|0)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[q>>2]|0)-j|0;if((g|0)>0){bQb(e|0,p|0,g|0)|0;e=e+(((g>>>0)/12|0)*12|0)|0;b=f[a>>2]|0}f[a>>2]=h;f[q>>2]=e;f[o>>2]=i;if(!b){q=k;return q|0}sOb(b);q=k;return q|0}function HKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;p=g+(((j|0)/12|0)*12|0)|0;q=a+4|0;h=f[q>>2]|0;o=a+8|0;n=f[o>>2]|0;b=h;d=n;if(h>>>0<n>>>0){if((p|0)==(h|0)){f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];f[q>>2]=(f[q>>2]|0)+12;q=p;return q|0}e=b-(p+12)|0;b=p+(((e|0)/12|0)*12|0)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];b=b+12|0;d=(f[q>>2]|0)+12|0;f[q>>2]=d}while(b>>>0<h>>>0)}if(!e)b=p;else{cQb(h+(((e|0)/-12|0)*12|0)|0,p|0,e|0)|0;b=p};f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];q=p;return q|0}b=((b-e|0)/12|0)+1|0;if(b>>>0>357913941)AMb(a);n=(d-e|0)/12|0;d=n<<1;d=n>>>0<178956970?(d>>>0<b>>>0?b:d):357913941;n=p;h=(j|0)/12|0;do if(!d){l=0;m=0}else if(d>>>0>357913941)vd();else{m=pOb(d*12|0)|0;l=m;break}while(0);b=l+(h*12|0)|0;e=b;i=l+(d*12|0)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)*12|0)|0;e=b;break}d=d*12|0;d=(d|0)==0?1:((d|0)/12|0)<<1;b=d>>>2;do if(!d)k=0;else if(d>>>0>357913941)vd();else{k=pOb(d*12|0)|0;break}while(0);b=k+(b*12|0)|0;e=b;d=k+(d*12|0)|0;if(!l)i=d;else{sOb(m);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];b=e+12|0;d=n-g|0;h=e+(((d|0)/-12|0)*12|0)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[q>>2]|0)-n|0;if((d|0)>0){bQb(b|0,p|0,d|0)|0;b=b+(((d>>>0)/12|0)*12|0)|0}d=f[a>>2]|0;f[a>>2]=h;f[q>>2]=b;f[o>>2]=i;if(!d){q=e;return q|0}sOb(d);q=e;return q|0}function IKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,15)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{BKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+12|0;return e|0}function JKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,21)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{CKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+36|0;return e|0}function KKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,18)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{DKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+24|0;return e|0}function LKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;e=a+200|0;d=f[e>>2]|0;g=h[e+4>>0]|0;i=ZPb(d|0,g&255|0,12)|0;m=c&255;j=1<<m;l=a+104|0;do if(!(j&7&i)){k=f[l>>2]|0;if(!k){m=0;return m|0}if(!(f[a+60+(m<<2)>>2]|0)){EKa(a,c);break}f[e>>2]=d&-28673|(j|i)<<12&28672;b[e+4>>0]=g;c=f[k+(m*48|0)>>2]|0;d=k+(m*48|0)+4|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~(((a+-12-c|0)>>>0)/12|0)*12|0)}while(0);m=(f[l>>2]|0)+(m*48|0)|0;return m|0}function MKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i+12|0;d=i+8|0;g=i+4|0;h=i;j=c+200|0;if((f[j>>2]&7|0)==0&0==0){rKa(a,b)|0;u=i;return}else{c=f[c+104>>2]|0;j=b&255;f[g>>2]=f[c+144+(j*48|0)>>2];f[h>>2]=f[c+144+(j*48|0)+4>>2];f[d>>2]=f[g>>2];f[e>>2]=f[h>>2];NKa(a,b,d,e);u=i;return}}function NKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;p=f[d>>2]|0;s=f[e>>2]|0;j=p;k=s;if((p|0)==(s|0)){rKa(a,c)|0;u=v;return}g=c&255;q=1<<g;r=a+200|0;c=f[r>>2]|0;e=(h[r+4>>0]|0)&255;f[r>>2]=c&-8|(q|c)&7;b[r+4>>0]=e;e=a+104|0;c=f[e>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[e>>2]=c}m=c+144+(g*48|0)|0;i=f[m>>2]|0;f[m>>2]=0;o=c+144+(g*48|0)+4|0;e=f[o>>2]|0;f[o>>2]=0;l=c+144+(g*48|0)+8|0;f[l>>2]=0;g=i;if(i|0){if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-16|0;if(c|0)iOb(c)}while((e|0)!=(g|0));sOb(i)}xKa(m,k-j>>4);g=t+4|0;i=t+8|0;j=t+12|0;c=p;do{f[t>>2]=f[c>>2];e=f[c+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[i>>2]=f[c+8>>2];f[j>>2]=f[c+12>>2];e=f[o>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){f[e>>2]=f[t>>2];f[e+4>>2]=f[g>>2];f[t>>2]=0;f[g>>2]=0;w=i;k=f[w+4>>2]|0;p=e+8|0;f[p>>2]=f[w>>2];f[p+4>>2]=k;f[o>>2]=(f[o>>2]|0)+16}else{yKa(m,t);e=f[g>>2]|0;if(e|0)iOb(e)}c=c+16|0;f[d>>2]=c}while((c|0)!=(s|0));d=f[r>>2]|0;w=h[r+4>>0]|0;t=ZPb(d|0,w&255|0,12)|0;f[r>>2]=d&-28673|((q^7)&t)<<12&28672;b[r+4>>0]=w;w=a+196|0;f[w>>2]=f[w>>2]|256;u=v;return}function OKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;e=a+108|0;c=f[b>>2]|0;if((f[e>>2]|0)==(c|0))return;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=c;g=a+112|0;b=f[g>>2]|0;f[g>>2]=d;if(b){iOb(b);c=f[e>>2]|0}g=a+196|0;f[g>>2]=f[g>>2]&-4353|((c|0)!=0&1)<<12|256;return}function PKa(a,c,d){a=a|0;c=c|0;d=+d;var e=0,g=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j+4|0;g=j+8|0;k=j;n[i>>2]=d;n[g>>2]=0.0;n[k>>2]=1.0;k=d<1.0?i:k;g=f[(+n[k>>2]>0.0?k:g)>>2]|0;f[i>>2]=g;i=a+200|0;k=ZPb(f[i>>2]|0,(h[i+4>>0]|0)&255|0,34)|0;c=c&255;e=1<<c;if(!(e&7&k))c=a+180+(c<<2)|0;else{c=a+180+(c<<2)|0;if(+n[c>>2]==(f[s>>2]=g,+n[s>>2])){k=0;u=j;return k|0}}f[c>>2]=g;g=f[i>>2]|0;k=h[i+4>>0]|0;c=ZPb(g|0,k&255|0,34)|0;e=_Pb((e|c)&7|0,0,34)|0;f[i>>2]=e|g;b[i+4>>0]=I|k&227;k=a+196|0;f[k>>2]=f[k>>2]|256;k=1;u=j;return k|0}function QKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;j=a+200|0;d=f[j>>2]|0;g=h[j+4>>0]|0;k=ZPb(d|0,g&255|0,34)|0;c=c&255;e=1<<c;i=e&7;if(!(i&k)){k=0;return k|0}c=a+180+(c<<2)|0;if(+n[c>>2]==1.0)c=g;else{f[c>>2]=1065353216;d=f[j>>2]|0;c=h[j+4>>0]|0;k=ZPb(d|0,c&255|0,34)|0;k=_Pb((e|k)&7|0,0,34)|0;d=k|d;c=I|c&227;f[j>>2]=d;b[j+4>>0]=c;k=a+196|0;f[k>>2]=f[k>>2]|256}k=ZPb(d|0,c&255|0,34)|0;k=_Pb((i^7)&k|0,0,34)|0;f[j>>2]=k|d;b[j+4>>0]=I|c&227;k=1;return k|0}function RKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;d=b&255;e=+n[a+180+(d<<2)>>2];d=a+12+(d<<3)|0;c=f[d>>2]|0;if(!c){fKa(a,b);c=f[d>>2]|0}return +(e*+n[c+164>>2])}function SKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;g=l+8|0;h=l+4|0;j=l;d=a+104|0;e=f[d>>2]|0;if(!e){k=pOb(368)|0;dQb(k|0,0,300)|0;n[k+328>>2]=-1.0;n[k+332>>2]=-1.0;n[k+336>>2]=-1.0;n[k+340>>2]=-1.0;n[k+344>>2]=-1.0;n[k+348>>2]=-1.0;n[k+352>>2]=-1.0;n[k+356>>2]=-1.0;n[k+360>>2]=-1.0;f[d>>2]=k}else k=e;n[g>>2]=0.0;n[h>>2]=0.0;n[j>>2]=0.0;i=f[(+n[c>>2]>0.0?c:g)>>2]|0;g=c+4|0;g=f[(+n[g>>2]>0.0?g:h)>>2]|0;e=c+8|0;e=f[(+n[e>>2]>0.0?e:j)>>2]|0;d=b&255;if(+n[k+328+(d*12|0)>>2]==(f[s>>2]=i,+n[s>>2]))if(+n[k+328+(d*12|0)+4>>2]==(f[s>>2]=g,+n[s>>2]))if(!(+n[k+328+(d*12|0)+8>>2]!=(f[s>>2]=e,+n[s>>2]))){a=0;u=l;return a|0}f[k+328+(d*12|0)>>2]=i;f[k+328+(d*12|0)+4>>2]=g;f[k+328+(d*12|0)+8>>2]=e;a=a+196|0;f[a>>2]=f[a>>2]|8388864;a=1;u=l;return a|0}function TKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=a+196|0;if(!(f[g>>2]&8388608)){h=0;return h|0}h=a+104|0;c=f[h>>2]|0;e=b&255;b=c+328+(e*12|0)|0;if(!(+n[b>>2]>=0.0)){h=0;return h|0}n[b>>2]=-1.0;n[c+328+(e*12|0)+4>>2]=-1.0;n[c+328+(e*12|0)+8>>2]=-1.0;b=f[g>>2]|0;c=b|256;f[g>>2]=c;d=f[h>>2]|0;if(+n[d+328+(e*12|0)>>2]>=0.0){h=1;return h|0}f[g>>2]=c&-8388609;if(!d){h=1;return h|0}g=a+200|0;if(!((b&672137216|0)==0&((f[g>>2]&4095|0)==0&0==0))){h=1;return h|0}f[h>>2]=0;RIa(d);sOb(d);h=1;return h|0}function UKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0;if(+n[d>>2]==0.0)if(+n[d+4>>2]==0.0)if(+n[d+8>>2]==0.0)return;h=a+104|0;g=f[h>>2]|0;if(!g){g=pOb(368)|0;dQb(g|0,0,300)|0;n[g+328>>2]=-1.0;n[g+332>>2]=-1.0;n[g+336>>2]=-1.0;n[g+340>>2]=-1.0;n[g+344>>2]=-1.0;n[g+348>>2]=-1.0;n[g+352>>2]=-1.0;n[g+356>>2]=-1.0;n[g+360>>2]=-1.0;f[h>>2]=g}m=a+196|0;f[m>>2]=f[m>>2]|134217728;g=g+364|0;b[g>>0]=b[g>>0]&-2|c&1;k=+n[d>>2];j=+n[d+4>>2];l=+n[d+8>>2];i=+L(+(k*k+(j*j+l*l)));k=k/i;j=j/i;i=l/i;d=f[h>>2]|0;n[d+312>>2]=k;n[d+316>>2]=j;n[d+320>>2]=i;n[d+300>>2]=k;n[d+304>>2]=j;n[d+308>>2]=i;e=+N(+(e*.01745329238474369));n[d+324>>2]=e;fJa(a);return}function VKa(a){a=a|0;var b=0,c=0,d=0;c=a+196|0;b=f[c>>2]|0;f[c>>2]=b&-134217729;c=a+104|0;d=f[c>>2]|0;if(!d)return;a=a+200|0;if(!((b&546308096|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[c>>2]=0;RIa(d);sOb(d);return}function WKa(a){a=a|0;return +(+Q(+(+n[(f[a+104>>2]|0)+324>>2]))*57.295780181884766)}function XKa(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+136>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function YKa(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+76>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function ZKa(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+140>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function _Ka(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+84>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function $Ka(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+144>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function aLa(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+92>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function bLa(a,b,c,e){a=a|0;b=b|0;c=+c;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=a+64|0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;a:while(1){switch(Rg[f[(f[g>>2]|0)+124>>2]&255](g,b)|0){case 0:{j=12;break a}case 1:{i=1;break a}case 2:{i=f[l>>2]|0;oh[f[(f[i>>2]|0)+100>>2]&1023](k,i);i=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=i;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==12)i=0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;b:while(1){switch(Qg[f[(f[g>>2]|0)+128>>2]&15](g,c)|0){case 0:{j=24;break b}case 1:{b=1;break b}case 2:{b=f[l>>2]|0;oh[f[(f[b>>2]|0)+100>>2]&1023](k,b);b=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=b;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==24)b=0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;c:while(1){switch(Rg[f[(f[g>>2]|0)+132>>2]&255](g,e)|0){case 0:{j=37;break c}case 1:{j=36;break c}case 2:{j=f[l>>2]|0;oh[f[(f[j>>2]|0)+100>>2]&1023](k,j);j=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=j;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==36){l=a+196|0;f[l>>2]=f[l>>2]|268435456;oJa(a)}else if((j|0)==37){l=a+196|0;f[l>>2]=f[l>>2]|268435456;if(!(i|b)){l=0;u=m;return l|0}}f[a+20>>2]=0;l=a+24|0;g=f[l>>2]|0;f[l>>2]=0;if(!g){l=1;u=m;return l|0}iOb(g);l=1;u=m;return l|0}function cLa(a){a=a|0;var b=0,c=0,e=0,g=0;c=a+196|0;if(!(f[c>>2]&268435456)){e=0;return e|0}e=a+64|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+52>>2]&1023](g)|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+60>>2]&1023](g)|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+68>>2]&1023](g)|0;f[c>>2]=f[c>>2]&-268435457;f[a+20>>2]=0;g=a+24|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(!(d[b+4>>1]&2047)){f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}if((f[c>>2]&805306368|0)!=536870912){g=1;return g|0}oJa(a);g=1;return g|0}function dLa(a){a=a|0;if(!(f[a+196>>2]&536870912)){a=f[(f[a+4>>2]|0)+44>>2]|0;return a|0}else{a=f[(f[a+104>>2]|0)+288>>2]|0;return a|0}return 0}function eLa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+640|0;s=y+528|0;t=y+136|0;v=y;w=y+400|0;x=y+272|0;o=a+196|0;h=f[o>>2]|0;if(!(h&268435456)){u=y;return}q=(f[a+4>>2]|0)+44|0;i=f[q>>2]|0;if(!(f[i+28>>2]|0)){u=y;return}if(!(b[i+148>>0]&2)){u=y;return}r=(h&536870912|0)!=0;if(!r){m=a+104|0;h=f[m>>2]|0;if(!h){h=pOb(368)|0;dQb(h|0,0,300)|0;n[h+328>>2]=-1.0;n[h+332>>2]=-1.0;n[h+336>>2]=-1.0;n[h+340>>2]=-1.0;n[h+344>>2]=-1.0;n[h+348>>2]=-1.0;n[h+352>>2]=-1.0;n[h+356>>2]=-1.0;n[h+360>>2]=-1.0;f[m>>2]=h}j=pOb(56)|0;mMa(j);k=h+288|0;l=f[k>>2]|0;f[k>>2]=j;if(l|0){h=f[l+16>>2]|0;if(h|0)iOb(h);h=f[l>>2]|0;if(h|0){k=l+4|0;i=f[k>>2]|0;if((i|0)!=(h|0)){do{j=i+-28|0;f[k>>2]=j;i=f[i+-24>>2]|0;if(!i)i=j;else{iOb(i);i=f[k>>2]|0}}while((i|0)!=(h|0));h=f[l>>2]|0}sOb(h)}sOb(l)}f[o>>2]=f[o>>2]|536870912;l=f[(f[m>>2]|0)+288>>2]|0;k=f[q>>2]|0;f[l+52>>2]=f[k+52>>2];pMa(l,0,f[k+24>>2]|0);pMa(l,1,f[(f[q>>2]|0)+28>>2]|0);pMa(l,2,f[(f[q>>2]|0)+32>>2]|0);qMa(l,0,0);qMa(l,1,(f[l+24>>2]|0)+(f[l+36>>2]|0)|0);qMa(l,2,(f[l+28>>2]|0)+(f[l+40>>2]|0)|0);iub(s,34962);rMa(l,s,0);k=f[(f[l>>2]|0)+20>>2]|0;q=k+4|0;m=l+4|0;h=f[m>>2]|0;if(h>>>0<(f[l+8>>2]|0)>>>0){f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;i=(f[m>>2]|0)+28|0;f[m>>2]=i}else{fLa(l);i=f[m>>2]|0}h=f[s>>2]|0;o=s+4|0;j=f[o>>2]|0;if(j|0)gOb(j);f[i+-28>>2]=h;z=i+-24|0;h=f[z>>2]|0;f[z>>2]=j;if(h|0)iOb(h);f[i+-20>>2]=k;f[i+-16>>2]=8;f[i+-12>>2]=5126;f[i+-8>>2]=q;b[i+-4>>0]=1;b[i+-3>>0]=1;h=f[l>>2]|0;i=f[m>>2]|0;if((h|0)!=(i|0))do{f[h+20>>2]=q;h=h+28|0}while((h|0)!=(i|0));h=f[o>>2]|0;if(h|0)iOb(h)}i=a+20|0;h=f[i>>2]|0;if(!h){fKa(a,1);h=f[i>>2]|0}switch(b[h+214>>0]|0){case 0:{if(r){u=y;return}z=s+8|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;n[s+36>>2]=1.0;n[s+40>>2]=0.0;gLa(a,0,s);u=y;return}case 1:{if(r){u=y;return}j=f[a+96>>2]|0;k=f[j+4>>2]|0;l=f[j+8>>2]|0;m=f[j+12>>2]|0;o=f[j+16>>2]|0;q=f[j+20>>2]|0;r=f[j+24>>2]|0;c=f[j+28>>2]|0;d=f[j+32>>2]|0;e=f[j+36>>2]|0;g=f[j+40>>2]|0;t=f[j+44>>2]|0;v=f[j+48>>2]|0;w=f[j+52>>2]|0;x=f[j+56>>2]|0;z=f[j+60>>2]|0;f[s>>2]=f[j>>2];f[s+4>>2]=k;f[s+8>>2]=l;f[s+12>>2]=m;f[s+16>>2]=o;f[s+20>>2]=q;f[s+24>>2]=r;f[s+28>>2]=c;f[s+32>>2]=d;f[s+36>>2]=e;f[s+40>>2]=g;f[s+44>>2]=t;f[s+48>>2]=v;f[s+52>>2]=w;f[s+56>>2]=x;f[s+60>>2]=z;z=s+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;n[s+92>>2]=1.0;n[s+96>>2]=0.0;hLa(a,0,s);u=y;return}case 2:{if(!(r^1|c)){u=y;return}TAa(w,1.0,+(g|0)/+(e|0));k=JAa(d,e,g)|0;f[v>>2]=w;f[v+4>>2]=k;k=v+8|0;yAa(k,v)|0;j=f[a+96>>2]|0;n[t>>2]=+p[k>>3];n[t+4>>2]=+p[v+16>>3];n[t+8>>2]=+p[v+24>>3];n[t+12>>2]=+p[v+32>>3];n[t+16>>2]=+p[v+40>>3];n[t+20>>2]=+p[v+48>>3];n[t+24>>2]=+p[v+56>>3];n[t+28>>2]=+p[v+64>>3];n[t+32>>2]=+p[v+72>>3];n[t+36>>2]=+p[v+80>>3];n[t+40>>2]=+p[v+88>>3];n[t+44>>2]=+p[v+96>>3];n[t+48>>2]=+p[v+104>>3];n[t+52>>2]=+p[v+112>>3];n[t+56>>2]=+p[v+120>>3];n[t+60>>2]=+p[v+128>>3];f[t+64>>2]=j;iLa(s,t)|0;j=f[s+4>>2]|0;k=f[s+8>>2]|0;l=f[s+12>>2]|0;m=f[s+16>>2]|0;o=f[s+20>>2]|0;q=f[s+24>>2]|0;r=f[s+28>>2]|0;c=f[s+32>>2]|0;d=f[s+36>>2]|0;e=f[s+40>>2]|0;g=f[s+44>>2]|0;v=f[s+48>>2]|0;w=f[s+52>>2]|0;x=f[s+56>>2]|0;z=f[s+60>>2]|0;f[t>>2]=f[s>>2];f[t+4>>2]=j;f[t+8>>2]=k;f[t+12>>2]=l;f[t+16>>2]=m;f[t+20>>2]=o;f[t+24>>2]=q;f[t+28>>2]=r;f[t+32>>2]=c;f[t+36>>2]=d;f[t+40>>2]=e;f[t+44>>2]=g;f[t+48>>2]=v;f[t+52>>2]=w;f[t+56>>2]=x;f[t+60>>2]=z;z=t+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;n[t+84>>2]=1.0;n[t+88>>2]=0.0;jLa(a,1,t);u=y;return}case 3:{if(!(r^1|c)){u=y;return}TAa(x,+(e|0)/+(g|0),1.0);k=JAa(d,e,g)|0;f[v>>2]=x;f[v+4>>2]=k;k=v+8|0;yAa(k,v)|0;j=f[a+96>>2]|0;n[t>>2]=+p[k>>3];n[t+4>>2]=+p[v+16>>3];n[t+8>>2]=+p[v+24>>3];n[t+12>>2]=+p[v+32>>3];n[t+16>>2]=+p[v+40>>3];n[t+20>>2]=+p[v+48>>3];n[t+24>>2]=+p[v+56>>3];n[t+28>>2]=+p[v+64>>3];n[t+32>>2]=+p[v+72>>3];n[t+36>>2]=+p[v+80>>3];n[t+40>>2]=+p[v+88>>3];n[t+44>>2]=+p[v+96>>3];n[t+48>>2]=+p[v+104>>3];n[t+52>>2]=+p[v+112>>3];n[t+56>>2]=+p[v+120>>3];n[t+60>>2]=+p[v+128>>3];f[t+64>>2]=j;iLa(s,t)|0;j=f[s+4>>2]|0;k=f[s+8>>2]|0;l=f[s+12>>2]|0;m=f[s+16>>2]|0;o=f[s+20>>2]|0;q=f[s+24>>2]|0;r=f[s+28>>2]|0;c=f[s+32>>2]|0;d=f[s+36>>2]|0;e=f[s+40>>2]|0;g=f[s+44>>2]|0;v=f[s+48>>2]|0;w=f[s+52>>2]|0;x=f[s+56>>2]|0;z=f[s+60>>2]|0;f[t>>2]=f[s>>2];f[t+4>>2]=j;f[t+8>>2]=k;f[t+12>>2]=l;f[t+16>>2]=m;f[t+20>>2]=o;f[t+24>>2]=q;f[t+28>>2]=r;f[t+32>>2]=c;f[t+36>>2]=d;f[t+40>>2]=e;f[t+44>>2]=g;f[t+48>>2]=v;f[t+52>>2]=w;f[t+56>>2]=x;f[t+60>>2]=z;z=t+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;n[t+84>>2]=1.0;n[t+88>>2]=0.0;jLa(a,1,t);u=y;return}default:{u=y;return}}}function fLa(a){a=a|0;var b=0,c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;k=f[l>>2]|0;c=f[a>>2]|0;i=(k-c|0)/28|0;e=i+1|0;b=c;g=k;if(e>>>0>153391689)AMb(a);m=a+8|0;c=((f[m>>2]|0)-c|0)/28|0;h=c<<1;h=c>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)j=0;else if(h>>>0>153391689)vd();else{j=pOb(h*28|0)|0;break}while(0);c=j+(i*28|0)|0;e=c;h=j+(h*28|0)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;i=c+28|0;if((g|0)==(b|0))g=k;else{do{j=g;g=g+-28|0;f[c+-28>>2]=f[g>>2];k=j+-24|0;f[c+-24>>2]=f[k>>2];f[g>>2]=0;f[k>>2]=0;k=c+-20|0;j=j+-20|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];d[k+16>>1]=d[j+16>>1]|0;c=e+-28|0;e=c}while((g|0)!=(b|0));g=f[a>>2]|0;b=f[l>>2]|0}f[a>>2]=e;f[l>>2]=i;f[m>>2]=h;e=g;if((b|0)!=(e|0))do{c=f[b+-24>>2]|0;b=b+-28|0;if(c|0)iOb(c)}while((b|0)!=(e|0));if(!g)return;sOb(g);return}function gLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0;x=(f[a+4>>2]|0)+44|0;D=f[x>>2]|0;d=D+68|0;y=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[y+20>>2]|0;z=a>>>2;A=z+-1|0;B=A<<2;D=X((f[D+28>>2]|0)+(f[D+24>>2]|0)+(f[D+32>>2]|0)|0,z)|0;C=D<<2;D=qOb(D>>>0>1073741823?-1:D<<2)|0;E=zLa(d)|0;E=qOb(E>>>0>1073741823?-1:E<<2)|0;CLa(d,E)|0;if(!(ALa(d)|0)){s=c+8|0;t=c+16|0;u=c+24|0;v=c+36|0;r=c+32|0;k=a+-4&-4;a=f[x>>2]|0;g=f[a+24>>2]|0;if(!g){d=E;g=D}else{d=E+(A<<2)+(X(k,g+-1|0)|0)|0;h=X(z,g)|0;a=0;c=E;e=D;while(1){bQb(e|0,c|0,B|0)|0;n[e+(A<<2)>>2]=0.0;a=a+1|0;if((a|0)==(g|0))break;else{c=c+(A<<2)|0;e=e+(z<<2)|0}}g=D+(h<<2)|0;a=f[x>>2]|0}q=f[a+28>>2]|0;if(q){e=d+(A<<2)+(X(k,q+-1|0)|0)|0;h=X(z,q)|0;c=0;a=g;while(1){bQb(a|0,d|0,B|0)|0;l=+n[d>>2];m=+n[d+4>>2];o=+n[d+8>>2];i=+p[s>>3];if(i==l)if(+p[t>>3]==m)if(+p[u>>3]==o){n[v>>2]=0.0;i=+n[r>>2]}else w=16;else w=16;else w=16;do if((w|0)==16){w=0;if(+n[v>>2]==0.0){G=l-i;F=m-+p[t>>3];i=o-+p[u>>3];i=+L(+(G*G+(F*F+i*i)));n[v>>2]=i;i=+n[r>>2]+i;n[r>>2]=i;break}else{n[r>>2]=0.0;n[v>>2]=0.0;i=0.0;break}}while(0);p[s>>3]=l;p[t>>3]=m;p[u>>3]=o;n[a+(A<<2)>>2]=i;c=c+1|0;if((c|0)==(q|0))break;else{d=d+(A<<2)|0;a=a+(z<<2)|0}}d=e;g=g+(h<<2)|0;a=f[x>>2]|0}e=f[a+32>>2]|0;if(!e){B=f[y>>2]|0;b=b?35040:35044;nub(B,C,D,b);tOb(E);tOb(D);return}else{c=0;a=g}while(1){bQb(a|0,d|0,B|0)|0;n[a+(A<<2)>>2]=0.0;c=c+1|0;if((c|0)==(e|0))break;else{d=d+(A<<2)|0;a=a+(z<<2)|0}}B=f[y>>2]|0;b=b?35040:35044;nub(B,C,D,b);tOb(E);tOb(D);return}else{v=ALa(d)|0;v=qOb(v>>>0>2147483647?-1:v<<1)|0;DLa(d,v)|0;r=c+8|0;s=c+16|0;t=c+24|0;u=c+36|0;q=c+32|0;a=f[x>>2]|0;h=f[a+24>>2]|0;if(!h){g=D;d=v}else{e=X(z,h)|0;a=0;d=v;c=D;while(1){bQb(c|0,E+((X(A,j[d>>1]|0)|0)<<2)|0,B|0)|0;n[c+(A<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;c=c+(z<<2)|0}}g=D+(e<<2)|0;d=v+(h<<1)|0;a=f[x>>2]|0}k=f[a+28>>2]|0;if(k){h=X(z,k)|0;a=0;c=d;e=g;while(1){H=E+((X(A,j[c>>1]|0)|0)<<2)|0;bQb(e|0,H|0,B|0)|0;l=+n[H>>2];m=+n[H+4>>2];o=+n[H+8>>2];i=+p[r>>3];if(i==l)if(+p[s>>3]==m)if(+p[t>>3]==o){n[u>>2]=0.0;i=+n[q>>2]}else w=29;else w=29;else w=29;do if((w|0)==29){w=0;if(+n[u>>2]==0.0){F=l-i;G=m-+p[s>>3];i=o-+p[t>>3];i=+L(+(F*F+(G*G+i*i)));n[u>>2]=i;i=+n[q>>2]+i;n[q>>2]=i;break}else{n[q>>2]=0.0;n[u>>2]=0.0;i=0.0;break}}while(0);p[r>>3]=l;p[s>>3]=m;p[t>>3]=o;n[e+(A<<2)>>2]=i;a=a+1|0;if((a|0)==(k|0))break;else{c=c+2|0;e=e+(z<<2)|0}}g=g+(h<<2)|0;d=d+(k<<1)|0;a=f[x>>2]|0}e=f[a+32>>2]|0;if(e|0){c=0;a=g;while(1){bQb(a|0,E+((X(A,j[d>>1]|0)|0)<<2)|0,B|0)|0;n[a+(A<<2)>>2]=0.0;c=c+1|0;if((c|0)==(e|0))break;else{d=d+2|0;a=a+(z<<2)|0}}}tOb(v);B=f[y>>2]|0;H=b?35040:35044;nub(B,C,D,H);tOb(E);tOb(D);return}}function hLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0.0,w=0;m=(f[a+4>>2]|0)+44|0;t=f[m>>2]|0;d=t+68|0;o=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[o+20>>2]|0;p=a>>>2;q=p+-1|0;r=q<<2;t=X((f[t+28>>2]|0)+(f[t+24>>2]|0)+(f[t+32>>2]|0)|0,p)|0;s=t<<2;t=qOb(t>>>0>1073741823?-1:t<<2)|0;u=zLa(d)|0;u=qOb(u>>>0>1073741823?-1:u<<2)|0;CLa(d,u)|0;if(!(ALa(d)|0)){l=a+-4&-4;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){d=u;h=t}else{d=u+(q<<2)+(X(l,h+-1|0)|0)|0;i=X(p,h)|0;a=0;e=u;g=t;while(1){bQb(g|0,e|0,r|0)|0;n[g+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{e=e+(q<<2)|0;g=g+(p<<2)|0}}h=t+(i<<2)|0;a=f[m>>2]|0}k=f[a+28>>2]|0;if(k){g=d+(q<<2)+(X(l,k+-1|0)|0)|0;i=X(p,k)|0;e=0;a=h;while(1){bQb(a|0,d|0,r|0)|0;v=+lLa(c,d);n[a+(q<<2)>>2]=v;e=e+1|0;if((e|0)==(k|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}d=g;h=h+(i<<2)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(!g){r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{e=0;a=h}while(1){bQb(a|0,d|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{l=ALa(d)|0;l=qOb(l>>>0>2147483647?-1:l<<1)|0;DLa(d,l)|0;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){k=t;d=l}else{g=X(p,h)|0;a=0;d=l;e=t;while(1){bQb(e|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[e+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;e=e+(p<<2)|0}}k=t+(g<<2)|0;d=l+(h<<1)|0;a=f[m>>2]|0}i=f[a+28>>2]|0;if(!i)h=k;else{h=X(p,i)|0;a=0;e=d;g=k;while(1){w=u+((X(q,j[e>>1]|0)|0)<<2)|0;bQb(g|0,w|0,r|0)|0;v=+lLa(c,w);n[g+(q<<2)>>2]=v;a=a+1|0;if((a|0)==(i|0))break;else{e=e+2|0;g=g+(p<<2)|0}}h=k+(h<<2)|0;d=d+(i<<1)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(g|0){e=0;a=h;while(1){bQb(a|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+2|0;a=a+(p<<2)|0}}}tOb(l);r=f[o>>2]|0;w=b?35040:35044;nub(r,s,t,w);tOb(u);tOb(t);return}}function iLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;h=b+64|0;r=f[h>>2]|0;u=b+16|0;t=b+32|0;s=b+48|0;n[a>>2]=+n[b>>2]*+n[r>>2]+ +n[u>>2]*+n[r+4>>2]+ +n[t>>2]*+n[r+8>>2]+ +n[s>>2]*+n[r+12>>2];r=f[h>>2]|0;q=b+4|0;p=b+20|0;o=b+36|0;m=b+52|0;n[a+4>>2]=+n[q>>2]*+n[r>>2]+ +n[p>>2]*+n[r+4>>2]+ +n[o>>2]*+n[r+8>>2]+ +n[m>>2]*+n[r+12>>2];r=f[h>>2]|0;l=b+8|0;k=b+24|0;j=b+40|0;i=b+56|0;n[a+8>>2]=+n[l>>2]*+n[r>>2]+ +n[k>>2]*+n[r+4>>2]+ +n[j>>2]*+n[r+8>>2]+ +n[i>>2]*+n[r+12>>2];r=f[h>>2]|0;g=b+12|0;e=b+28|0;d=b+44|0;c=b+60|0;n[a+12>>2]=+n[g>>2]*+n[r>>2]+ +n[e>>2]*+n[r+4>>2]+ +n[d>>2]*+n[r+8>>2]+ +n[c>>2]*+n[r+12>>2];r=f[h>>2]|0;n[a+16>>2]=+n[b>>2]*+n[r+16>>2]+ +n[u>>2]*+n[r+20>>2]+ +n[t>>2]*+n[r+24>>2]+ +n[s>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+20>>2]=+n[q>>2]*+n[r+16>>2]+ +n[p>>2]*+n[r+20>>2]+ +n[o>>2]*+n[r+24>>2]+ +n[m>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+24>>2]=+n[l>>2]*+n[r+16>>2]+ +n[k>>2]*+n[r+20>>2]+ +n[j>>2]*+n[r+24>>2]+ +n[i>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+28>>2]=+n[g>>2]*+n[r+16>>2]+ +n[e>>2]*+n[r+20>>2]+ +n[d>>2]*+n[r+24>>2]+ +n[c>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+32>>2]=+n[b>>2]*+n[r+32>>2]+ +n[u>>2]*+n[r+36>>2]+ +n[t>>2]*+n[r+40>>2]+ +n[s>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+36>>2]=+n[q>>2]*+n[r+32>>2]+ +n[p>>2]*+n[r+36>>2]+ +n[o>>2]*+n[r+40>>2]+ +n[m>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+40>>2]=+n[l>>2]*+n[r+32>>2]+ +n[k>>2]*+n[r+36>>2]+ +n[j>>2]*+n[r+40>>2]+ +n[i>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+44>>2]=+n[g>>2]*+n[r+32>>2]+ +n[e>>2]*+n[r+36>>2]+ +n[d>>2]*+n[r+40>>2]+ +n[c>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+48>>2]=+n[b>>2]*+n[r+48>>2]+ +n[u>>2]*+n[r+52>>2]+ +n[t>>2]*+n[r+56>>2]+ +n[s>>2]*+n[r+60>>2];b=f[h>>2]|0;n[a+52>>2]=+n[q>>2]*+n[b+48>>2]+ +n[p>>2]*+n[b+52>>2]+ +n[o>>2]*+n[b+56>>2]+ +n[m>>2]*+n[b+60>>2];b=f[h>>2]|0;n[a+56>>2]=+n[l>>2]*+n[b+48>>2]+ +n[k>>2]*+n[b+52>>2]+ +n[j>>2]*+n[b+56>>2]+ +n[i>>2]*+n[b+60>>2];b=f[h>>2]|0;n[a+60>>2]=+n[g>>2]*+n[b+48>>2]+ +n[e>>2]*+n[b+52>>2]+ +n[d>>2]*+n[b+56>>2]+ +n[c>>2]*+n[b+60>>2];return a|0}function jLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0.0,w=0;m=(f[a+4>>2]|0)+44|0;t=f[m>>2]|0;d=t+68|0;o=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[o+20>>2]|0;p=a>>>2;q=p+-1|0;r=q<<2;t=X((f[t+28>>2]|0)+(f[t+24>>2]|0)+(f[t+32>>2]|0)|0,p)|0;s=t<<2;t=qOb(t>>>0>1073741823?-1:t<<2)|0;u=zLa(d)|0;u=qOb(u>>>0>1073741823?-1:u<<2)|0;CLa(d,u)|0;if(!(ALa(d)|0)){l=a+-4&-4;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){d=u;h=t}else{d=u+(q<<2)+(X(l,h+-1|0)|0)|0;i=X(p,h)|0;a=0;e=u;g=t;while(1){bQb(g|0,e|0,r|0)|0;n[g+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{e=e+(q<<2)|0;g=g+(p<<2)|0}}h=t+(i<<2)|0;a=f[m>>2]|0}k=f[a+28>>2]|0;if(k){g=d+(q<<2)+(X(l,k+-1|0)|0)|0;i=X(p,k)|0;e=0;a=h;while(1){bQb(a|0,d|0,r|0)|0;v=+kLa(c,d);n[a+(q<<2)>>2]=v;e=e+1|0;if((e|0)==(k|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}d=g;h=h+(i<<2)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(!g){r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{e=0;a=h}while(1){bQb(a|0,d|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{l=ALa(d)|0;l=qOb(l>>>0>2147483647?-1:l<<1)|0;DLa(d,l)|0;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){k=t;d=l}else{g=X(p,h)|0;a=0;d=l;e=t;while(1){bQb(e|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[e+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;e=e+(p<<2)|0}}k=t+(g<<2)|0;d=l+(h<<1)|0;a=f[m>>2]|0}i=f[a+28>>2]|0;if(!i)h=k;else{h=X(p,i)|0;a=0;e=d;g=k;while(1){w=u+((X(q,j[e>>1]|0)|0)<<2)|0;bQb(g|0,w|0,r|0)|0;v=+kLa(c,w);n[g+(q<<2)>>2]=v;a=a+1|0;if((a|0)==(i|0))break;else{e=e+2|0;g=g+(p<<2)|0}}h=k+(h<<2)|0;d=d+(i<<1)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(g|0){e=0;a=h;while(1){bQb(a|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+2|0;a=a+(p<<2)|0}}}tOb(l);r=f[o>>2]|0;w=b?35040:35044;nub(r,s,t,w);tOb(u);tOb(t);return}}function kLa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0.0,i=0.0;i=+n[b>>2];h=+n[b+4>>2];g=+n[b+8>>2];e=+n[a+60>>2]+(i*+n[a+12>>2]+h*+n[a+28>>2]+g*+n[a+44>>2]);e=1.0/(e<9.999999747378752e-06?9.999999747378752e-06:e);d=(+n[a+48>>2]+(i*+n[a>>2]+h*+n[a+16>>2]+g*+n[a+32>>2]))*e;e=(+n[a+52>>2]+(i*+n[a+4>>2]+h*+n[a+20>>2]+g*+n[a+36>>2]))*e;f=a+64|0;g=+p[f>>3];if(g==d){c=a+72|0;b=a+84|0;if(+p[c>>3]==e){n[b>>2]=0.0;i=+n[a+80>>2];a=c;p[f>>3]=d;p[a>>3]=e;return +i}}else b=a+84|0;if(+n[b>>2]==0.0){h=d-g;c=a+72|0;i=e-+p[c>>3];i=+L(+(h*h+i*i));n[b>>2]=i;a=a+80|0;i=+n[a>>2]+i;n[a>>2]=i;a=c;p[f>>3]=d;p[a>>3]=e;return +i}else{n[a+80>>2]=0.0;n[b>>2]=0.0;i=0.0;a=a+72|0;p[f>>3]=d;p[a>>3]=e;return +i}return 0.0}function lLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,f=0.0,g=0.0,h=0,i=0.0,j=0,k=0.0,l=0.0;k=+n[b>>2];i=+n[b+4>>2];g=+n[b+8>>2];e=+n[a>>2]*k+ +n[a+16>>2]*i+ +n[a+32>>2]*g+ +n[a+48>>2];f=+n[a+4>>2]*k+ +n[a+20>>2]*i+ +n[a+36>>2]*g+ +n[a+52>>2];g=+n[a+8>>2]*k+ +n[a+24>>2]*i+ +n[a+40>>2]*g+ +n[a+56>>2];h=a+64|0;i=+p[h>>3];if(i==e){c=a+72|0;if(+p[c>>3]==f){d=a+80|0;b=a+92|0;if(+p[d>>3]==g){n[b>>2]=0.0;k=+n[a+88>>2];j=d;a=c;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +k}}else j=3}else j=3;if((j|0)==3)b=a+92|0;if(+n[b>>2]==0.0){l=e-i;d=a+72|0;i=f-+p[d>>3];j=a+80|0;k=g-+p[j>>3];k=+L(+(l*l+(i*i+k*k)));n[b>>2]=k;a=a+88|0;k=+n[a>>2]+k;n[a>>2]=k;a=d;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +k}else{n[a+88>>2]=0.0;n[b>>2]=0.0;l=0.0;j=a+80|0;a=a+72|0;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +l}return 0.0}function mLa(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;return}function nLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;j=f[d>>2]|0;k=j;if(!j){pLa(a,b,c)|0;u=n;return}l=a+4|0;g=f[l>>2]|0;if((f[a>>2]|0)!=(g|0)){e=g+-4|0;h=f[e>>2]|0;i=h+(f[g+-8>>2]|0)|0;if(i>>>0>=b>>>0){if((i|0)!=(b|0)){f[m>>2]=k;g=m+4|0;e=f[d+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[m+8>>2]=b;f[m+12>>2]=c;oLa(a,m)|0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}if((f[g+-16>>2]|0)==(j|0)){f[e>>2]=h+c;u=n;return}f[m>>2]=k;i=m+4|0;h=f[d+4>>2]|0;f[i>>2]=h;if(h){gOb(h);g=f[l>>2]|0}e=m+8|0;f[e>>2]=b;f[m+12>>2]=c;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=k;f[g+4>>2]=h;f[m>>2]=0;f[i>>2]=0;b=e;c=f[b+4>>2]|0;m=g+8|0;f[m>>2]=f[b>>2];f[m+4>>2]=c;f[l>>2]=(f[l>>2]|0)+16}else{yKa(a,m);e=f[i>>2]|0;if(e|0)iOb(e)}u=n;return}}f[m>>2]=k;i=m+4|0;h=f[d+4>>2]|0;f[i>>2]=h;if(h){gOb(h);g=f[l>>2]|0}e=m+8|0;f[e>>2]=b;f[m+12>>2]=c;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=k;f[g+4>>2]=h;f[m>>2]=0;f[i>>2]=0;b=e;c=f[b+4>>2]|0;m=g+8|0;f[m>>2]=f[b>>2];f[m+4>>2]=c;f[l>>2]=(f[l>>2]|0)+16}else{yKa(a,m);e=f[i>>2]|0;if(e|0)iOb(e)}u=n;return}function oLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;w=A+52|0;q=A+16|0;p=A+48|0;z=A+8|0;v=A+4|0;c=A;s=b+12|0;l=f[s>>2]|0;if(!l){z=0;u=A;return z|0}k=f[a>>2]|0;y=a+4|0;r=f[y>>2]|0;x=b+8|0;d=r-k>>4;i=f[x>>2]|0;do if(!d){e=k;d=k;k=e;g=l+i|0}else{e=d;d=k;g=k;while(1){o=(e|0)/2|0;h=(f[g+(o<<4)+8>>2]|0)>>>0<i>>>0;j=g+(o<<4)+16|0;d=h?j:d;e=h?e+-1-o|0:o;if(!e)break;else g=h?j:g}o=d;g=l+i|0;if((d|0)==(k|0)){k=o;e=o}else{e=d+-16|0;h=e;n=f[d+-8>>2]|0;j=d+-4|0;m=(f[j>>2]|0)+n|0;if(i>>>0>m>>>0){k=o;e=o}else{l=f[b>>2]|0;k=(l|0)==(f[e>>2]|0);if(m>>>0<g>>>0){if(k){f[x>>2]=n;i=g;e=b}else h=o;f[e+12>>2]=i-n;k=h;e=o;break}if(k){z=0;u=A;return z|0}f[j>>2]=i-n;if(m>>>0>g>>>0){f[q>>2]=l;y=b+4|0;f[q+4>>2]=f[y>>2];f[b>>2]=0;f[y>>2]=0;y=x;z=f[y+4>>2]|0;c=q+8|0;f[c>>2]=f[y>>2];f[c+4>>2]=z;f[q+16>>2]=f[e>>2];c=f[d+-12>>2]|0;f[q+20>>2]=c;if(c|0)gOb(c);f[q+24>>2]=g;f[q+28>>2]=m-g;f[p>>2]=o;f[w>>2]=f[p>>2];sLa(a,w,q,q+32|0)|0;c=f[q+20>>2]|0;if(c|0)iOb(c);c=f[q+4>>2]|0;if(c|0)iOb(c);z=1;u=A;return z|0}else{k=o;e=o}}}}while(0);a:do if((d|0)==(r|0)){h=e;g=e}else{h=e;while(1){j=d+8|0;i=f[j>>2]|0;if(g>>>0<=i>>>0){t=20;break}i=(f[d+12>>2]|0)+i|0;if(i>>>0>g>>>0)break;e=e+16|0;d=d+16|0;h=d;if((d|0)==(r|0)){g=e;break a}}if((t|0)==20){if((g|0)!=(i|0)){g=e;break}if((f[b>>2]|0)!=(f[d>>2]|0)){g=e;break}f[s>>2]=(f[d+12>>2]|0)+g-(f[x>>2]|0);g=e+16|0;break}if((f[b>>2]|0)==(f[d>>2]|0)){g=f[x>>2]|0;d=b;e=e+16|0}else f[j>>2]=g;f[d+12>>2]=i-g;g=e}while(0);e=k;d=g;if((e|0)==(d|0)){f[v>>2]=h;f[w>>2]=f[v>>2];d=qLa(a,w,b)|0}else{a=f[b>>2]|0;c=b+4|0;w=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[k>>2]=a;a=e+4|0;c=f[a>>2]|0;f[a>>2]=w;if(c|0)iOb(c);a=x;x=f[a+4>>2]|0;h=e+8|0;f[h>>2]=f[a>>2];f[h+4>>2]=x;h=e+16|0;if((h|0)==(d|0))c=z;else{c=h+(g-h>>4<<4)|0;g=f[y>>2]|0;if((c|0)==(g|0))d=h;else{d=h;do{x=f[c>>2]|0;e=c+4|0;a=f[e>>2]|0;f[c>>2]=0;f[e>>2]=0;f[d>>2]=x;x=d+4|0;e=f[x>>2]|0;f[x>>2]=a;if(e|0)iOb(e);w=c+8|0;a=f[w+4>>2]|0;x=d+8|0;f[x>>2]=f[w>>2];f[x+4>>2]=a;c=c+16|0;d=d+16|0}while((c|0)!=(g|0));c=f[y>>2]|0}if((c|0)==(d|0)){d=h;c=z}else{do{e=c+-16|0;f[y>>2]=e;c=f[c+-12>>2]|0;if(!c)c=e;else{iOb(c);c=f[y>>2]|0}}while((c|0)!=(d|0));d=h;c=z}}}f[c>>2]=d;z=1;u=A;return z|0}function pLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;n=r+24|0;o=r+8|0;p=r;if(!c){q=0;u=r;return q|0}m=f[a>>2]|0;q=a+4|0;d=f[q>>2]|0;e=d-m>>4;if(!e){g=m;k=c+b|0;l=m}else{g=m;h=m;while(1){l=(e|0)/2|0;i=(f[h+(l<<4)+8>>2]|0)>>>0<b>>>0;j=h+(l<<4)+16|0;g=i?j:g;e=i?e+-1-l|0:l;if(!e)break;else h=i?j:h}l=g;k=c+b|0;if((g|0)!=(m|0)){e=g+-16|0;h=f[g+-8>>2]|0;i=g+-4|0;j=(f[i>>2]|0)+h|0;if(j>>>0>=b>>>0){f[i>>2]=b-h;if(j>>>0>k>>>0){f[o>>2]=f[e>>2];e=o+4|0;d=f[g+-12>>2]|0;f[e>>2]=d;if(d|0)gOb(d);f[o+8>>2]=k;f[o+12>>2]=j-k;f[p>>2]=l;f[n>>2]=f[p>>2];qLa(a,n,o)|0;d=f[e>>2]|0;if(d|0)iOb(d);q=1;u=r;return q|0}}}}a:do if((g|0)==(d|0)){h=0;e=l}else{e=l;c=g;while(1){i=c+8|0;h=f[i>>2]|0;if(k>>>0<=h>>>0){h=0;break a}j=c+12|0;h=(f[j>>2]|0)+h|0;if(h>>>0>k>>>0)break;e=e+16|0;c=c+16|0;if((c|0)==(d|0)){h=0;break a}}f[i>>2]=k;f[j>>2]=h-k;h=1}while(0);if((g|0)==(e|0)){q=h;u=r;return q|0}e=g+(e-l>>4<<4)|0;if((e|0)!=(d|0)){do{p=f[e>>2]|0;h=e+4|0;o=f[h>>2]|0;f[e>>2]=0;f[h>>2]=0;f[g>>2]=p;p=g+4|0;h=f[p>>2]|0;f[p>>2]=o;if(h|0)iOb(h);a=e+8|0;o=f[a+4>>2]|0;p=g+8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o;e=e+16|0;g=g+16|0}while((e|0)!=(d|0));d=f[q>>2]|0}if((d|0)==(g|0)){q=1;u=r;return q|0}do{e=d+-16|0;f[q>>2]=e;d=f[d+-12>>2]|0;if(!d)d=e;else{iOb(d);d=f[q>>2]|0}}while((d|0)!=(g|0));d=1;u=r;return d|0}function qLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+32|0;p=q;k=f[a>>2]|0;g=k;h=(f[b>>2]|0)-g|0;j=h>>4;n=k+(j<<4)|0;o=a+4|0;d=f[o>>2]|0;m=a+8|0;l=f[m>>2]|0;b=d;e=l;if(d>>>0<l>>>0){if((n|0)==(d|0)){f[n>>2]=f[c>>2];m=c+4|0;f[k+(j<<4)+4>>2]=f[m>>2];f[c>>2]=0;f[m>>2]=0;m=c+8|0;a=f[m+4>>2]|0;p=k+(j<<4)+8|0;f[p>>2]=f[m>>2];f[p+4>>2]=a;f[o>>2]=(f[o>>2]|0)+16;p=n;u=q;return p|0}e=b-(n+16)>>4;h=n+(e<<4)|0;if(h>>>0<d>>>0){b=h;g=d;do{f[g>>2]=f[b>>2];m=b+4|0;f[g+4>>2]=f[m>>2];f[b>>2]=0;f[m>>2]=0;m=b+8|0;a=f[m+4>>2]|0;p=g+8|0;f[p>>2]=f[m>>2];f[p+4>>2]=a;b=b+16|0;g=(f[o>>2]|0)+16|0;f[o>>2]=g}while(b>>>0<d>>>0)}if(e|0)do{b=h;h=h+-16|0;e=d;d=d+-16|0;p=f[h>>2]|0;g=b+-12|0;o=f[g>>2]|0;f[h>>2]=0;f[g>>2]=0;f[d>>2]=p;p=e+-12|0;g=f[p>>2]|0;f[p>>2]=o;if(g|0)iOb(g);a=b+-8|0;o=f[a+4>>2]|0;p=e+-8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o}while((h|0)!=(n|0));p=f[c>>2]|0;b=c+4|0;o=f[b>>2]|0;f[c>>2]=0;f[b>>2]=0;f[n>>2]=p;p=k+(j<<4)+4|0;b=f[p>>2]|0;f[p>>2]=o;if(b|0)iOb(b);a=c+8|0;o=f[a+4>>2]|0;p=k+(j<<4)+8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o;p=n;u=q;return p|0}b=(b-g>>4)+1|0;if(b>>>0>268435455)AMb(a);l=e-g|0;d=l>>3;d=l>>4>>>0<134217727?(d>>>0<b>>>0?b:d):268435455;b=h>>4;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!d)i=0;else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;break}while(0);f[p>>2]=i;k=i+(b<<4)|0;l=p+8|0;f[l>>2]=k;j=p+4|0;f[j>>2]=k;k=p+12|0;f[k>>2]=i+(d<<4);rLa(p,c);i=f[j>>2]|0;e=f[a>>2]|0;if((e|0)==(n|0))b=i;else{d=n;b=i;do{h=d;d=d+-16|0;f[b+-16>>2]=f[d>>2];c=h+-12|0;f[b+-12>>2]=f[c>>2];f[d>>2]=0;f[c>>2]=0;h=h+-8|0;c=f[h+4>>2]|0;b=b+-8|0;f[b>>2]=f[h>>2];f[b+4>>2]=c;b=(f[j>>2]|0)+-16|0;f[j>>2]=b}while((d|0)!=(e|0))}d=f[o>>2]|0;if((d|0)==(n|0)){g=j;h=l;e=f[l>>2]|0}else{b=n;e=f[l>>2]|0;do{f[e>>2]=f[b>>2];h=b+4|0;f[e+4>>2]=f[h>>2];f[b>>2]=0;f[h>>2]=0;h=b+8|0;c=f[h+4>>2]|0;n=e+8|0;f[n>>2]=f[h>>2];f[n+4>>2]=c;b=b+16|0;e=(f[l>>2]|0)+16|0;f[l>>2]=e}while((b|0)!=(d|0));g=j;h=l;b=f[j>>2]|0;d=f[o>>2]|0}n=f[a>>2]|0;f[a>>2]=b;f[g>>2]=n;f[o>>2]=e;f[h>>2]=d;b=f[m>>2]|0;f[m>>2]=f[k>>2];f[k>>2]=b;f[p>>2]=n;b=n;if((d|0)!=(b|0)){do{e=d+-16|0;f[l>>2]=e;d=f[d+-12>>2]|0;if(!d)d=e;else{iOb(d);d=f[l>>2]|0}}while((d|0)!=(b|0));b=f[p>>2]|0}if(b|0)sOb(b);p=i;u=q;return p|0}function rLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=a+8|0;m=f[o>>2]|0;l=a+12|0;n=f[l>>2]|0;g=n;do if((m|0)==(n|0)){n=a+4|0;e=f[n>>2]|0;c=f[a>>2]|0;d=c;if(e>>>0>c>>>0){g=((e-d>>4)+1|0)/-2|0;d=e+(g<<4)|0;if((e|0)==(m|0))c=m;else{do{l=f[e>>2]|0;c=e+4|0;a=f[c>>2]|0;f[e>>2]=0;f[c>>2]=0;f[d>>2]=l;l=d+4|0;c=f[l>>2]|0;f[l>>2]=a;if(c|0)iOb(c);k=e+8|0;a=f[k+4>>2]|0;l=d+8|0;f[l>>2]=f[k>>2];f[l+4>>2]=a;e=e+16|0;d=d+16|0}while((e|0)!=(m|0));c=f[n>>2]|0}f[o>>2]=d;f[n>>2]=c+(g<<4);break}d=g-d>>3;d=(d|0)==0?1:d;if(d>>>0>268435455)vd();i=pOb(d<<4)|0;j=i;g=i+(d>>>2<<4)|0;k=g;i=i+(d<<4)|0;if((e|0)==(m|0)){f[a>>2]=j;f[n>>2]=k;f[o>>2]=k;f[l>>2]=i}else{h=k;c=g;do{f[c>>2]=f[e>>2];p=e+4|0;f[c+4>>2]=f[p>>2];f[e>>2]=0;f[p>>2]=0;p=e+8|0;d=f[p+4>>2]|0;g=c+8|0;f[g>>2]=f[p>>2];f[g+4>>2]=d;c=h+16|0;h=c;e=e+16|0}while((e|0)!=(m|0));c=f[a>>2]|0;g=f[n>>2]|0;d=f[o>>2]|0;f[a>>2]=j;f[n>>2]=k;f[o>>2]=h;f[l>>2]=i;if((d|0)!=(g|0))do{e=f[d+-12>>2]|0;d=d+-16|0;if(e|0)iOb(e)}while((d|0)!=(g|0))}if(c|0)sOb(c)}while(0);p=f[o>>2]|0;f[p>>2]=f[b>>2];n=b+4|0;f[p+4>>2]=f[n>>2];f[b>>2]=0;f[n>>2]=0;n=b+8|0;b=f[n+4>>2]|0;p=p+8|0;f[p>>2]=f[n>>2];f[p+4>>2]=b;f[o>>2]=(f[o>>2]|0)+16;return}function sLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;h=f[a>>2]|0;i=h;j=(f[b>>2]|0)-i|0;b=h+(j>>4<<4)|0;o=d-c|0;l=o>>4;if((o|0)<=0){o=b;return o|0}n=a+8|0;g=f[n>>2]|0;o=a+4|0;m=f[o>>2]|0;e=m;if((l|0)<=(g-e>>4|0)){j=e-b|0;e=j>>4;if((l|0)>(e|0)){i=c+(e<<4)|0;if((i|0)==(d|0))g=m;else{h=i;g=m;do{f[g>>2]=f[h>>2];e=f[h+4>>2]|0;f[g+4>>2]=e;if(e|0)gOb(e);n=h+8|0;a=f[n+4>>2]|0;g=g+8|0;f[g>>2]=f[n>>2];f[g+4>>2]=a;h=h+16|0;g=(f[o>>2]|0)+16|0;f[o>>2]=g}while((h|0)!=(d|0))}if((j|0)>0)k=i;else{o=b;return o|0}}else{k=d;g=m}h=g-(b+(l<<4))>>4;j=b+(h<<4)|0;if(j>>>0<m>>>0){e=j;i=g;do{f[i>>2]=f[e>>2];d=e+4|0;f[i+4>>2]=f[d>>2];f[e>>2]=0;f[d>>2]=0;d=e+8|0;n=f[d+4>>2]|0;a=i+8|0;f[a>>2]=f[d>>2];f[a+4>>2]=n;e=e+16|0;i=(f[o>>2]|0)+16|0;f[o>>2]=i}while(e>>>0<m>>>0)}if(h|0)do{e=j;j=j+-16|0;h=g;g=g+-16|0;o=f[j>>2]|0;i=e+-12|0;a=f[i>>2]|0;f[j>>2]=0;f[i>>2]=0;f[g>>2]=o;o=h+-12|0;i=f[o>>2]|0;f[o>>2]=a;if(i|0)iOb(i);n=e+-8|0;a=f[n+4>>2]|0;o=h+-8|0;f[o>>2]=f[n>>2];f[o+4>>2]=a}while((j|0)!=(b|0));if((k|0)==(c|0)){o=b;return o|0}else g=b;while(1){e=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0)gOb(h);f[g>>2]=e;o=g+4|0;e=f[o>>2]|0;f[o>>2]=h;if(e|0)iOb(e);n=c+8|0;a=f[n+4>>2]|0;o=g+8|0;f[o>>2]=f[n>>2];f[o+4>>2]=a;c=c+16|0;if((c|0)==(k|0))break;else g=g+16|0}return b|0}e=(e-i>>4)+l|0;if(e>>>0>268435455)AMb(a);m=g-i|0;g=m>>3;g=m>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;e=j>>4;do if(!g)k=0;else if(g>>>0>268435455)vd();else{k=pOb(g<<4)|0;break}while(0);l=k+(e<<4)|0;j=l;k=k+(g<<4)|0;if((c|0)==(d|0))i=j;else{e=j;g=l;do{f[g>>2]=f[c>>2];h=f[c+4>>2]|0;f[g+4>>2]=h;if(h|0)gOb(h);h=c+8|0;i=f[h+4>>2]|0;m=g+8|0;f[m>>2]=f[h>>2];f[m+4>>2]=i;g=e+16|0;e=g;c=c+16|0}while((c|0)!=(d|0));i=e;h=f[a>>2]|0}if((h|0)==(b|0)){e=l;h=j}else{g=b;c=j;e=l;do{m=g;g=g+-16|0;f[e+-16>>2]=f[g>>2];d=m+-12|0;f[e+-12>>2]=f[d>>2];f[g>>2]=0;f[d>>2]=0;m=m+-8|0;d=f[m+4>>2]|0;e=e+-8|0;f[e>>2]=f[m>>2];f[e+4>>2]=d;e=c+-16|0;c=e}while((g|0)!=(h|0));h=c}g=f[o>>2]|0;if((g|0)==(b|0))c=i;else{c=i;e=i;do{f[e>>2]=f[b>>2];j=b+4|0;f[e+4>>2]=f[j>>2];f[b>>2]=0;f[j>>2]=0;j=b+8|0;m=f[j+4>>2]|0;d=e+8|0;f[d>>2]=f[j>>2];f[d+4>>2]=m;b=b+16|0;e=c+16|0;c=e}while((b|0)!=(g|0));e=h;b=f[o>>2]|0}g=f[a>>2]|0;f[a>>2]=e;f[o>>2]=c;f[n>>2]=k;if((b|0)!=(g|0))do{e=f[b+-12>>2]|0;b=b+-16|0;if(e|0)iOb(e)}while((b|0)!=(g|0));if(!g){o=l;return o|0}sOb(g);o=l;return o|0}function tLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=e;e=a+4|0;c=b+4|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+8|0;b=b+8|0;a=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=a;return}function uLa(a){a=a|0;var b=0;b=Qb()|0;f[a>>2]=b;return}function vLa(a){a=a|0;Rb(f[a>>2]|0);return}function wLa(a){a=a|0;Pb(f[a>>2]|0);return}function xLa(a,b,c){a=a|0;b=b|0;c=c|0;return (Nb(f[a>>2]|0,b|0,c|0)|0)!=0|0}function yLa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return (Ob(f[a>>2]|0,b|0,c|0,d|0,e|0)|0)!=0|0}function zLa(a){a=a|0;return _b(f[a>>2]|0)|0}function ALa(a){a=a|0;return Ub(f[a>>2]|0)|0}function BLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return (Zb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0|0}function CLa(a,b){a=a|0;b=b|0;return (Tb(f[a>>2]|0,b|0)|0)!=0|0}function DLa(a,b){a=a|0;b=b|0;return (Sb(f[a>>2]|0,b|0)|0)!=0|0}function ELa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;c=f[c>>2]|0;if(!c){b=0;return b|0}switch(f[c+4>>2]|0){case 34962:{d=f[64754]|0;Yvb(258928,f[c>>2]|0)|0;b=(Xb(f[a>>2]|0,b|0)|0)!=0;Yvb(258928,d)|0;return b|0}case 34963:{e=f[64755]|0;Zvb(258928,f[c>>2]|0)|0;d=(Vb(f[a>>2]|0,b|0)|0)!=0;Zvb(258928,e)|0;return d|0}default:{e=0;return e|0}}return 0}function FLa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;e=f[e>>2]|0;if(!e){d=0;return d|0}switch(f[e+4>>2]|0){case 34962:{g=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;d=(Yb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0;Yvb(258928,g)|0;return d|0}case 34963:{h=f[64755]|0;Zvb(258928,f[e>>2]|0)|0;g=(Wb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0;Zvb(258928,h)|0;return g|0}default:{h=0;return h|0}}return 0}function GLa(a){a=a|0;var b=0;f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function HLa(a){a=a|0;yf()}function ILa(a,b){a=a|0;b=b|0;var c=0,d=0;d=b+28|0;c=f[d+4>>2]|0;b=a;f[b>>2]=f[d>>2];f[b+4>>2]=c;return}function JLa(a){a=a|0;return 0}function KLa(a){a=a|0;return 1}function LLa(a,b,c){a=a|0;b=b|0;c=c|0;return 0}function MLa(a){a=a|0;return 0}function NLa(a){a=a|0;return f[a+44>>2]|0}function OLa(a){a=a|0;var b=0;f[a>>2]=37492;b=f[a+204>>2]|0;if(b|0)iOb(b);ZLa(a+48|0);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function PLa(a){a=a|0;var b=0;f[a>>2]=37492;b=f[a+204>>2]|0;if(b|0)iOb(b);ZLa(a+48|0);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function QLa(a){a=a|0;return 0}function RLa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;k=a+200|0;if(f[k>>2]|0){m=0;u=n;return m|0}if(!(f[a+28>>2]|0)){m=0;u=n;return m|0}if(c){ULa(m,a);d=m+4|0;e=d;c=f[m>>2]|0;d=f[d>>2]|0}else{d=pOb(220)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37540;c=d+12|0;e=d+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[d+44>>2]=-1;f[d+48>>2]=0;f[d+52>>2]=0;e=d+56|0;f[e>>2]=0;f[c>>2]=37492;g=d+60|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[d+108>>2]=5123;h=d+112|0;i=d+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;uLa(d+128|0);h=d+208|0;i=d+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[h>>0]=b[h>>0]&-16|2;f[d+212>>2]=0;f[d+216>>2]=0;f[e>>2]=g;f[m>>2]=c;e=m+4|0;f[e>>2]=d;gOb(d);iOb(d)}f[m>>2]=0;f[e>>2]=0;f[k>>2]=c;l=a+204|0;c=f[l>>2]|0;f[l>>2]=d;if(c|0)iOb(c);c=f[(f[k>>2]|0)+44>>2]|0;i=a+164|0;e=f[i>>2]|0;j=a+160|0;d=f[j>>2]|0;f[a+44>>2]=c;if((e|0)==(d|0)){m=1;u=n;return m|0}k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=d;d=e;a:while(1){while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[m>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,m);f[e+128>>2]=d;QIa(j,g);d=f[i>>2]|0;c=f[j>>2]|0;if(g>>>0>=d-c>>2>>>0){c=1;d=17;break a}}g=g+1|0;if(g>>>0>=d-c>>2>>>0){c=1;d=17;break}}if((d|0)==17){u=n;return c|0}return 0}function SLa(a){a=a|0;return 1}function TLa(a){a=a|0;return a+48|0}function ULa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=pOb(220)|0;f[k+4>>2]=0;f[k+8>>2]=0;f[k>>2]=37540;h=k+12|0;d=k+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[k+44>>2]=-1;f[k+48>>2]=0;f[k+52>>2]=0;d=k+56|0;f[d>>2]=0;f[h>>2]=37492;e=k+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[k+108>>2]=5123;g=k+112|0;i=k+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(k+128|0);g=k+208|0;i=k+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[g>>0]=b[g>>0]&-16|2;f[k+212>>2]=0;f[k+216>>2]=0;f[d>>2]=e;f[a>>2]=h;f[a+4>>2]=k;gOb(k);iOb(k);a=f[c+36>>2]|0;d=f[c+40>>2]|0;if(d|0)gOb(d);f[k+48>>2]=a;j=k+52|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+4>>2]|0;d=f[c+8>>2]|0;if(d|0)gOb(d);f[k+16>>2]=a;j=k+20|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+12>>2]|0;d=f[c+16>>2]|0;if(d|0)gOb(d);f[k+24>>2]=a;j=k+28|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+20>>2]|0;d=f[c+24>>2]|0;if(d|0)gOb(d);f[k+32>>2]=a;k=k+36|0;a=f[k>>2]|0;f[k>>2]=d;if(!a)return;iOb(a);return}function VLa(a){a=a|0;var b=0,c=0;f[a>>2]=37540;b=a+12|0;f[b>>2]=37492;c=f[a+216>>2]|0;if(c|0)iOb(c);ZLa(a+60|0);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function WLa(a){a=a|0;var b=0,c=0;f[a>>2]=37540;b=a+12|0;f[b>>2]=37492;c=f[a+216>>2]|0;if(c|0)iOb(c);ZLa(a+60|0);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);sOb(a);return}iOb(b);aOb(a);sOb(a);return}function XLa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function YLa(a){a=a|0;sOb(a);return}function ZLa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+96>>2]|0;if(b|0){c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+84>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+72>>2]|0;if(b|0){c=a+76|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}vLa(a+68|0);d=f[a+56>>2]|0;if(d|0){b=a+60|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d)}b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a>>2]|0;if(!b)return;e=a+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function _La(a){a=a|0;var b=0;f[a>>2]=37568;b=f[a+52>>2]|0;if(b|0)iOb(b);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function $La(a){a=a|0;var b=0;f[a>>2]=37568;b=f[a+52>>2]|0;if(b|0)iOb(b);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function aMa(a){a=a|0;return 0}function bMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;p=s+8|0;k=s;m=a+48|0;n=f[m>>2]|0;if(!(f[n+28>>2]|0))if((f[n+32>>2]|0)==-1){r=0;u=s;return r|0}l=a+52|0;q=f[l>>2]|0;r=(q|0)==0;if(!r)gOb(q);if(c){ULa(k,a);c=f[k>>2]|0;d=k+4|0;g=f[d>>2]|0;e=g;if(!g)o=d;else h=8}else{j=pOb(220)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37540;c=j+12|0;d=j+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[j+44>>2]=-1;f[j+48>>2]=0;f[j+52>>2]=0;d=j+56|0;f[d>>2]=0;f[c>>2]=37492;e=j+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[j+108>>2]=5123;g=j+112|0;h=j+84|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(j+128|0);g=j+208|0;h=j+132|0;i=h+76|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=b[g>>0]&-16|2;f[j+212>>2]=0;f[j+216>>2]=0;f[d>>2]=e;f[k>>2]=c;d=k+4|0;f[d>>2]=j;gOb(j);iOb(j);g=j;e=j;h=8}if((h|0)==8){gOb(g);o=d}f[m>>2]=c;d=f[l>>2]|0;f[l>>2]=e;if(d){iOb(d);c=f[m>>2]|0}c=f[c+44>>2]|0;f[a+44>>2]=c;j=f[n+44>>2]|0;i=j+112|0;j=j+116|0;e=f[j>>2]|0;d=f[i>>2]|0;a:do if((e|0)!=(d|0)){k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=d;d=e;do{while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[p>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,p);f[e+128>>2]=d;QIa(i,g);d=f[j>>2]|0;c=f[i>>2]|0;if(g>>>0>=d-c>>2>>>0)break a}g=g+1|0}while(g>>>0<d-c>>2>>>0)}while(0);c=f[o>>2]|0;if(c|0)iOb(c);if(r){r=1;u=s;return r|0}iOb(q);r=1;u=s;return r|0}function cMa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37616;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function dMa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37616;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function eMa(a){a=a|0;return (f[a+56>>2]|0)-(f[a+52>>2]|0)>>2>>>0>1|0}function fMa(a,b){a=a|0;b=b|0;var c=0,d=0;d=(f[b+64>>2]|0)+28|0;c=f[d+4>>2]|0;b=a;f[b>>2]=f[d>>2];f[b+4>>2]=c;return}function gMa(a){a=a|0;var b=0,c=0,d=0;d=f[(f[a+64>>2]|0)+32>>2]|0;b=f[a+56>>2]|0;a=f[a+52>>2]|0;c=a;if((b|0)==(a|0)){d=0;return d|0}b=b-a>>2;a=0;while(1){if((f[c+(a<<2)>>2]|0)==(d|0)){b=5;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=5;break}}if((b|0)==5)return a|0;return 0}function hMa(a){a=a|0;return (f[a+56>>2]|0)-(f[a+52>>2]|0)>>2|0}function iMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;p=w+16|0;v=w+8|0;q=w;e=f[a+52>>2]|0;if((f[a+56>>2]|0)-e>>2>>>0<=c>>>0){v=0;u=w;return v|0}r=a+48|0;t=f[r>>2]|0;c=f[e+(c<<2)>>2]|0;f[p>>2]=f[a+28>>2];f[p+4>>2]=c;zRa(v,t,p);c=f[v>>2]|0;do if(!c)e=0;else{g=a+64|0;h=f[g>>2]|0;if((c|0)==(h|0))e=0;else{if(!d){t=f[c+44>>2]|0;if((f[t+32>>2]|0)==(0-((f[t+24>>2]|0)+(f[t+28>>2]|0))|0)){e=0;break}}d=a+68|0;s=f[d>>2]|0;t=(s|0)==0;if(!t){gOb(s);c=f[v>>2]|0}i=f[c+44>>2]|0;n=v+4|0;e=f[n>>2]|0;if(e|0)gOb(e);f[g>>2]=c;c=f[d>>2]|0;f[d>>2]=e;if(c|0)iOb(c);o=a+44|0;a:do if((f[o>>2]|0)!=(i|0)){f[o>>2]=i;k=f[h+44>>2]|0;j=k+112|0;k=k+116|0;e=f[k>>2]|0;c=f[j>>2]|0;if((e|0)!=(c|0)){l=i+112|0;m=i+116|0;h=i+120|0;g=0;do{while(1){d=f[c+(g<<2)>>2]|0;if((f[d+4>>2]|0)!=(a|0))break;f[p>>2]=d;c=f[m>>2]|0;e=c-(f[l>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=d;f[m>>2]=(f[m>>2]|0)+4}else MIa(l,p);f[d+128>>2]=e;QIa(j,g);e=f[k>>2]|0;c=f[j>>2]|0;if(g>>>0>=e-c>>2>>>0)break a}g=g+1|0}while(g>>>0<e-c>>2>>>0)}}while(0);f[q>>2]=f[v>>2];c=f[n>>2]|0;f[q+4>>2]=c;if(!c)kMa(a,q);else{gOb(c);kMa(a,q);iOb(c)}c=f[o>>2]|0;e=f[c+112>>2]|0;d=f[c+116>>2]|0;if((e|0)!=(d|0)){c=e;do{q=f[c>>2]|0;mJa(q,0,0);nJa(q,0,0);c=c+4|0}while((c|0)!=(d|0));c=f[o>>2]|0}if(b[c+148>>0]&2){d=ySa(f[r>>2]|0)|0;e=f[o>>2]|0;c=f[e+112>>2]|0;e=f[e+116>>2]|0;if((c|0)!=(e|0))do{xDa(d,f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0))}if(t)e=1;else{iOb(s);e=1}}}while(0);c=f[v+4>>2]|0;if(c|0)iOb(c);v=e;u=w;return v|0}function jMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;p=v+8|0;k=v;m=a+64|0;n=f[m>>2]|0;if(!(f[n+28>>2]|0))if((f[n+32>>2]|0)==-1){t=0;u=v;return t|0}l=a+68|0;s=f[l>>2]|0;t=(s|0)==0;if(!t)gOb(s);if(c){ULa(k,a);c=f[k>>2]|0;d=k+4|0;e=f[d>>2]|0;g=e;if(!e){o=d;e=g}else h=8}else{j=pOb(220)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37540;c=j+12|0;d=j+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[j+44>>2]=-1;f[j+48>>2]=0;f[j+52>>2]=0;d=j+56|0;f[d>>2]=0;f[c>>2]=37492;e=j+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[j+108>>2]=5123;g=j+112|0;h=j+84|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(j+128|0);g=j+208|0;h=j+132|0;i=h+76|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=b[g>>0]&-16|2;f[j+212>>2]=0;f[j+216>>2]=0;f[d>>2]=e;f[k>>2]=c;d=k+4|0;f[d>>2]=j;gOb(j);iOb(j);g=j;e=j;h=8}if((h|0)==8){gOb(e);o=d;e=g}f[m>>2]=c;d=f[l>>2]|0;f[l>>2]=e;if(d){iOb(d);c=f[m>>2]|0}c=f[c+44>>2]|0;f[a+44>>2]=c;j=f[n+44>>2]|0;i=j+112|0;j=j+116|0;d=f[j>>2]|0;e=f[i>>2]|0;a:do if((d|0)!=(e|0)){k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=e;do{while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[p>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,p);f[e+128>>2]=d;QIa(i,g);d=f[j>>2]|0;c=f[i>>2]|0;if(g>>>0>=d-c>>2>>>0)break a}g=g+1|0}while(g>>>0<d-c>>2>>>0)}while(0);h=a+52|0;i=f[h>>2]|0;j=a+56|0;c=f[j>>2]|0;g=i;if((c|0)!=(i|0)){c=c+(~((c+-4-g|0)>>>2)<<2)|0;f[j>>2]=c}e=a+60|0;d=c-g|0;c=d>>2;if((f[e>>2]|0)-g>>2>>>0>c>>>0){do if(!c){q=0;r=0}else if(c>>>0>1073741823)vd();else{r=pOb(d)|0;q=r;break}while(0);c=q+(c<<2)|0;if((d|0)>0)bQb(r|0,i|0,d|0)|0;f[h>>2]=q;f[j>>2]=c;f[e>>2]=c;if(i|0)sOb(i)}c=f[o>>2]|0;if(c|0)iOb(c);if(t){t=1;u=v;return t|0}iOb(s);t=1;u=v;return t|0}function kMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[b>>2]|0;c=f[d+36>>2]|0;d=f[d+40>>2]|0;if(d|0)gOb(d);f[a+36>>2]=c;e=a+40|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+4>>2]|0;d=f[d+8>>2]|0;if(d|0)gOb(d);f[a+4>>2]=c;e=a+8|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;e=a+16|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+20>>2]|0;d=f[d+24>>2]|0;if(d|0)gOb(d);f[a+20>>2]=c;e=a+24|0;c=f[e>>2]|0;f[e>>2]=d;if(!c)return;iOb(c);return}function lMa(a){a=a|0;var b=0;b=f[a>>2]|0;a=(b&4096|0)==0?3:6;return (b>>>14&1)+((b&8192|0)==0?a:a+2|0)|0}function mMa(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+48>>2]=5123;f[a+52>>2]=0;a=a+24|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function nMa(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;c=a+16|0;b=f[c>>2]|0;f[c>>2]=d;if(!b)return;iOb(b);return}function oMa(a,b){a=a|0;b=b|0;f[a+20>>2]=b;return}function pMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+24+((b&255)<<2)>>2]=c;return}function qMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+36+((b&255)<<2)>>2]=c;return}function rMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;h=f[a>>2]|0;n=a+4|0;e=f[n>>2]|0;if((e|0)!=(h|0)){g=e;while(1){e=g+-28|0;f[n>>2]=e;g=f[g+-24>>2]|0;if(g){iOb(g);e=f[n>>2]|0}if((e|0)==(h|0))break;else g=e}}j=a+52|0;m=f[j>>2]|0;e=m>>>12&1;sMa(a,((m&8192|0)==0?e+1|0:e|2)+(m>>>14&1)|0);m=f[j>>2]|0;e=(m&4096|0)==0?3:6;m=((m&8192|0)==0?e:e+2|0)+(m>>>14&1)<<2;e=f[n>>2]|0;k=a+8|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;l=c+4|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;i=g+-24|0;e=f[i>>2]|0;f[i>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=d;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=3;f[g+-16>>2]=0;e=f[j>>2]|0;if(!(e&4096))i=3;else{e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;i=g+-24|0;e=f[i>>2]|0;f[i>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=d+12;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=3;f[g+-16>>2]=1;i=6;e=f[j>>2]|0}if(e&8192){e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;o=g+-24|0;e=f[o>>2]|0;f[o>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=(i<<2)+d;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=2;f[g+-16>>2]=4;i=i+2|0;e=f[j>>2]|0}if(!(e&16384))return;e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;h=(f[n>>2]|0)+28|0;f[n>>2]=h}else{fLa(a);h=f[n>>2]|0}e=f[c>>2]|0;g=f[l>>2]|0;if(g|0)gOb(g);f[h+-28>>2]=e;o=h+-24|0;e=f[o>>2]|0;f[o>>2]=g;if(e|0)iOb(e);f[h+-20>>2]=(i<<2)+d;f[h+-8>>2]=m;b[h+-4>>0]=1;f[h+-16>>2]=3;b[h+-3>>0]=4;f[h+-12>>2]=5121;return}function sMa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+8|0;e=f[a>>2]|0;c=e;if((((f[l>>2]|0)-e|0)/28|0)>>>0>=b>>>0)return;m=a+4|0;if(b>>>0>153391689)vd();h=f[m>>2]|0;j=pOb(b*28|0)|0;i=j+(((h-e|0)/28|0)*28|0)|0;k=i;j=j+(b*28|0)|0;e=h;if((e|0)==(c|0))g=k;else{g=k;b=i;do{h=e;e=e+-28|0;f[b+-28>>2]=f[e>>2];i=h+-24|0;f[b+-24>>2]=f[i>>2];f[e>>2]=0;f[i>>2]=0;i=b+-20|0;h=h+-20|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];d[i+16>>1]=d[h+16>>1]|0;b=g+-28|0;g=b}while((e|0)!=(c|0));h=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=g;f[m>>2]=k;f[l>>2]=j;b=h;if((c|0)!=(b|0))do{e=f[c+-24>>2]|0;c=c+-28|0;if(e|0)iOb(e)}while((c|0)!=(b|0));if(!h)return;sOb(h);return}function tMa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=pOb(220)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37540;g=c+12|0;h=c+16|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;f[c+44>>2]=-1;f[c+48>>2]=0;f[c+52>>2]=0;h=c+56|0;f[h>>2]=0;f[g>>2]=37492;d=c+60|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[c+108>>2]=5123;e=c+112|0;i=c+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;uLa(c+128|0);e=c+208|0;i=c+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[e>>0]=b[e>>0]&-16|2;f[c+212>>2]=0;f[c+216>>2]=0;f[h>>2]=d;f[a>>2]=g;f[a+4>>2]=c;gOb(c);iOb(c);return}function uMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=f[b>>2]|0;if(!c){f[a>>2]=0;f[a+4>>2]=0;return}g=pOb(68)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=37664;h=g+12|0;e=g+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[g+44>>2]=-1;f[g+48>>2]=0;f[g+52>>2]=0;e=g+56|0;f[e>>2]=0;f[h>>2]=37568;d=g+60|0;f[d>>2]=c;b=f[b+4>>2]|0;f[g+64>>2]=b;if(b){gOb(b);c=f[d>>2]|0}d=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;f[e>>2]=d;f[a>>2]=h;f[a+4>>2]=g;gOb(g);iOb(g);return}function vMa(a){a=a|0;var b=0,c=0;f[a>>2]=37664;b=a+12|0;f[b>>2]=37568;c=f[a+64>>2]|0;if(c|0)iOb(c);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function wMa(a){a=a|0;var b=0,c=0;f[a>>2]=37664;b=a+12|0;f[b>>2]=37568;c=f[a+64>>2]|0;if(c|0)iOb(c);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);sOb(a);return}iOb(b);aOb(a);sOb(a);return}function xMa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function yMa(a){a=a|0;sOb(a);return}function zMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;if(f[d>>2]|0)if((f[c>>2]|0)!=(f[c+4>>2]|0)){e=pOb(84)|0;f[e+4>>2]=0;f[e+8>>2]=0;f[e>>2]=37692;g=e+12|0;AMa(g,b,c,d);f[a>>2]=g;f[a+4>>2]=e;gOb(e);iOb(e);return}f[a>>2]=0;f[a+4>>2]=0;return}function AMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;i=a+4|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+24>>2]=0;f[a+32>>2]=-1;f[a+36>>2]=0;f[a+40>>2]=0;i=a+44|0;f[i>>2]=0;f[a>>2]=37616;f[a+48>>2]=b;e=a+52|0;f[e>>2]=0;g=a+56|0;f[g>>2]=0;f[a+60>>2]=0;f[e>>2]=f[c>>2];e=c+4|0;f[g>>2]=f[e>>2];g=c+8|0;f[a+60>>2]=f[g>>2];f[g>>2]=0;f[e>>2]=0;f[c>>2]=0;c=a+64|0;e=f[d>>2]|0;f[c>>2]=e;g=a+68|0;b=f[d+4>>2]|0;f[g>>2]=b;if(!b){d=e;c=e;b=0}else{gOb(b);c=f[c>>2]|0;d=c;b=f[g>>2]|0}f[i>>2]=f[d+44>>2];f[h>>2]=c;f[h+4>>2]=b;if(!b){kMa(a,h);u=j;return}else{gOb(b);kMa(a,h);iOb(b);u=j;return}}function BMa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=37692;e=a+12|0;f[e>>2]=37616;b=f[a+80>>2]|0;if(b|0)iOb(b);b=f[a+64>>2]|0;if(b|0){c=a+68|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[e>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function CMa(a){a=a|0;BMa(a);sOb(a);return}function DMa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function EMa(a){a=a|0;sOb(a);return}function FMa(a,b){a=a|0;b=b|0;var c=0;Rg[f[(f[a>>2]|0)+28>>2]&255](a,0)|0;GMa(a,b,1)|0;b=f[a+44>>2]|0;a=f[b+112>>2]|0;b=f[b+116>>2]|0;if((a|0)==(b|0))return;do{c=f[a>>2]|0;mJa(c,0,0);nJa(c,0,0);a=a+4|0}while((a|0)!=(b|0));return}function GMa(a,b,c){a=a|0;b=b|0;c=c|0;if(!c)if(!(f[a+28>>2]|0)){a=0;return a|0}b=HMa(f[a+44>>2]|0,b,c)|0;if(!(b&c)){a=b;return a|0}f[a+36>>2]=0;c=a+40|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+4>>2]=0;c=a+8|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+12>>2]=0;c=a+16|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+20>>2]=0;a=a+24|0;b=f[a>>2]|0;f[a>>2]=0;if(!b){a=1;return a|0}iOb(b);a=1;return a|0}function HMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+112|0;a:do if(d)g=a+116|0;else{e=f[j>>2]|0;g=a+116|0;i=f[g>>2]|0;if((e|0)!=(i|0)){while(1){h=f[e>>2]|0;if(f[h+196>>2]&131072|0)if(!(f[h+116>>2]|0)){e=0;break}e=e+4|0;if((e|0)==(i|0))break a}return e|0}}while(0);i=ySa(c)|0;e=f[j>>2]|0;h=f[g>>2]|0;if((e|0)!=(h|0))do{g=f[e>>2]|0;if(!(f[g+196>>2]&131072))rDa(i,g);e=e+4|0}while((e|0)!=(h|0));j=a+56|0;k=f[j>>2]|0;l=a+60|0;e=f[l>>2]|0;i=k;if((e|0)!=(k|0)){e=e+(~(((e+-24-i|0)>>>0)/24|0)*24|0)|0;f[l>>2]=e}c=a+64|0;g=e-i|0;h=(g|0)/24|0;if((((f[c>>2]|0)-i|0)/24|0)>>>0>h>>>0){do if(!g)m=0;else if(h>>>0>178956970)vd();else{m=pOb(g)|0;break}while(0);g=m+(h*24|0)|0;h=g;if((e|0)==(k|0))e=h;else{do{m=g;g=g+-24|0;i=e;e=e+-24|0;f[g>>2]=f[e>>2];f[m+-20>>2]=f[i+-20>>2];f[m+-16>>2]=f[i+-16>>2];f[m+-12>>2]=f[i+-12>>2];f[m+-8>>2]=f[i+-8>>2];f[m+-4>>2]=f[i+-4>>2]}while((e|0)!=(k|0));e=g}f[j>>2]=e;f[l>>2]=h;f[c>>2]=h;if(k|0)sOb(k)}m=a+148|0;b[m>>0]=b[m>>0]&-5;j=a+72|0;k=f[j>>2]|0;l=a+76|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+80|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}j=a+84|0;k=f[j>>2]|0;l=a+88|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+92|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}j=a+96|0;k=f[j>>2]|0;l=a+100|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+104|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}wLa(a+68|0);b[m>>0]=b[m>>0]|2;f[a+108>>2]=0;i=f[a>>2]|0;h=a+4|0;e=f[h>>2]|0;if((e|0)!=(i|0))do{g=e+-28|0;f[h>>2]=g;e=f[e+-24>>2]|0;if(!e)e=g;else{iOb(e);e=f[h>>2]|0}}while((e|0)!=(i|0));f[a+12>>2]=0;l=a+16|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)iOb(e);l=a+20|0;f[a+52>>2]=0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;if(!d){d=1;return d|0}b[m>>0]=b[m>>0]&-10|8;d=a+124|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;d=1;return d|0}function IMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+128>>2]=b;return}function JMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=d&1;h=a+148|0;if(!((b[h>>0]&2)!=0|d^1)){e=ySa(c)|0;c=f[a+112>>2]|0;a=f[a+116>>2]|0;if((c|0)!=(a|0))do{d=f[c>>2]|0;if(!(f[d+196>>2]&131072))qDa(e,d);c=c+4|0}while((c|0)!=(a|0))}b[h>>0]=b[h>>0]&-3|g<<1&255;return}function KMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,f=0,g=0.0,h=0.0;h=+n[b>>2]*.5+ +n[c>>2]*.5;n[a+124>>2]=h;f=b+4|0;g=+n[f>>2]*.5+ +n[c+4>>2]*.5;n[a+128>>2]=g;d=b+8|0;e=+n[d>>2]*.5+ +n[c+8>>2]*.5;n[a+132>>2]=e;n[a+136>>2]=h-+n[b>>2];n[a+140>>2]=g-+n[f>>2];n[a+144>>2]=e-+n[d>>2];return}function LMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[a+112>>2]|0;a=f[a+116>>2]|0;if((e|0)==(a|0)){c=0;return c|0}if(d){do{d=f[e>>2]|0;mJa(d,b,c);nJa(d,0,0);e=e+4|0}while((e|0)!=(a|0));e=1;return e|0}else{do{mJa(f[e>>2]|0,b,c);e=e+4|0}while((e|0)!=(a|0));e=1;return e|0}return 0}function MMa(a){a=a|0;switch(a|0){case 2:case 3:{a=5;break}case 0:{a=10;break}case 4:{a=3;break}case 6:{a=4;break}case 8:{a=1;break}case 7:{a=7;break}case 1:{a=8;break}default:a=6}return a|0}function NMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k+12|0;h=k+8|0;d=k;e=pOb(2624)|0;f[e>>2]=a;c=e+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;n[e+28>>2]=1.0;c=e+32|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+48>>2]=1.0;c=e+52|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[e+76>>2]=1065353216;f[e+80>>2]=1065353216;f[e+84>>2]=1065353216;c=e+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;f[e+120>>2]=1065353216;f[e+124>>2]=1065353216;f[e+128>>2]=1065353216;c=e+180|0;i=e+132|0;j=i+48|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));n[c>>2]=1.0;c=e+184|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+200>>2]=1.0;c=e+204|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+220>>2]=1.0;c=e+224|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+240>>2]=1.0;f[e+244>>2]=-1;f[e+248>>2]=1;f[e+252>>2]=1;f[e+256>>2]=1;f[e+260>>2]=1;f[e+264>>2]=1;c=e+364|0;i=e+268|0;j=i+96|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));n[c>>2]=1.0;c=e+368|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[e+392>>2]=1065353216;f[e+396>>2]=1065353216;f[e+400>>2]=1065353216;f[e+404>>2]=0;f[e+408>>2]=0;f[e+412>>2]=0;b[e+416>>0]=6;c=e+420|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;n[e+448>>2]=1.0;n[e+452>>2]=0.0;f[e+456>>2]=0;f[e+460>>2]=0;zBa(e+464|0,a);c=e+1840|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;n[e+1864>>2]=1.0;eAa(e+1872|0);f[a>>2]=e;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;JIa(d);f[h>>2]=f[64671];f[g>>2]=f[64672];OMa(e,0,h,g,d,2)|0;c=f[d+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function OMa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;w=z+16|0;h=z+12|0;i=z+8|0;j=z;x=z+4|0;y=PMa(a+32|0,c)|0;if(f[y>>2]|0){y=0;u=z;return y|0}s=pOb(144)|0;f[s+4>>2]=0;f[s+8>>2]=0;f[s>>2]=37720;v=s+12|0;f[i>>2]=f[c>>2];f[j>>2]=f[d>>2];f[h>>2]=f[i>>2];f[w>>2]=f[j>>2];RFa(v,b,h,w,e,g);f[y>>2]=v;v=y+4|0;h=f[v>>2]|0;f[v>>2]=s;if(h|0)iOb(h);i=a+52|0;j=a+56|0;h=f[i>>2]|0;do if((((f[j>>2]|0)-h|0)/20|0)>>>0<=b>>>0){g=b+1|0;h=((f[a+60>>2]|0)-h|0)/20|0;h=h>>>0>4?h:4;a:do if(h>>>0<g>>>0)do{if(h>>>0>2147483646){h=g;break a}h=h<<1}while(h>>>0<g>>>0);while(0);QMa(i,h);h=f[j>>2]|0;c=f[i>>2]|0;e=(h-c|0)/20|0;if(g>>>0>e>>>0){RMa(i,g-e|0);break}if(g>>>0<e>>>0){e=c+(g*20|0)|0;if((e|0)!=(h|0))do{c=h+-20|0;f[j>>2]=c;h=f[h+-12>>2]|0;if(h|0)do{s=h;h=f[h>>2]|0;sOb(s)}while((h|0)!=0);h=f[c>>2]|0;f[c>>2]=0;if(h|0)sOb(h);h=f[j>>2]|0}while((h|0)!=(e|0))}}while(0);r=f[i>>2]|0;s=r+(b*20|0)|0;i=f[y>>2]|0;j=i;q=X(j,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=r+(b*20|0)+4|0;o=f[m>>2]|0;p=(o|0)==0;b:do if(p){h=0;t=33}else{g=o+-1|0;e=(g&o|0)==0;if(e)h=q&g;else if(q>>>0<o>>>0)h=q;else h=(q>>>0)%(o>>>0)|0;c=f[(f[s>>2]|0)+(h<<2)>>2]|0;if(!c)t=33;else{if(e)while(1){c=f[c>>2]|0;if(!c){t=33;break b}e=f[c+4>>2]|0;if(!((e|0)==(q|0)|(e&g|0)==(h|0))){t=33;break b}if((f[c+8>>2]|0)==(i|0))break b}do{c=f[c>>2]|0;if(!c){t=33;break b}e=f[c+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=o>>>0)e=(e>>>0)%(o>>>0)|0;if((e|0)!=(h|0)){t=33;break b}}}while((f[c+8>>2]|0)!=(i|0))}}while(0);if((t|0)==33){i=pOb(12)|0;f[i+8>>2]=j;f[i+4>>2]=q;f[i>>2]=0;g=r+(b*20|0)+12|0;k=+(((f[g>>2]|0)+1|0)>>>0);l=+n[r+(b*20|0)+16>>2];do if(p|l*+(o>>>0)<k){h=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;c=~~+W(+(k/l))>>>0;SMa(s,h>>>0<c>>>0?c:h);h=f[m>>2]|0;c=h+-1|0;if(!(c&h)){e=h;h=c&q;break}if(q>>>0<h>>>0){e=h;h=q}else{e=h;h=(q>>>0)%(h>>>0)|0}}else e=o;while(0);c=(f[s>>2]|0)+(h<<2)|0;h=f[c>>2]|0;if(!h){h=r+(b*20|0)+8|0;f[i>>2]=f[h>>2];f[h>>2]=i;f[c>>2]=h;h=f[i>>2]|0;if(h|0){h=f[h+4>>2]|0;c=e+-1|0;if(!(c&e))h=h&c;else if(h>>>0>=e>>>0)h=(h>>>0)%(e>>>0)|0;h=(f[s>>2]|0)+(h<<2)|0;t=46}}else{f[i>>2]=f[h>>2];t=46}if((t|0)==46)f[h>>2]=i;f[g>>2]=(f[g>>2]|0)+1}i=f[d>>2]|0;f[x>>2]=i;f[w>>2]=f[x>>2];g=TMa(a,w)|0;e=g+12|0;h=f[e>>2]|0;if((h|0)==(f[g+16>>2]|0))UMa(g+8|0,y);else{f[h>>2]=f[y>>2];c=f[v>>2]|0;f[h+4>>2]=c;if(c){gOb(c);h=f[e>>2]|0}f[e>>2]=h+8}c=f[y>>2]|0;h=f[g+68>>2]|0;if(h|0)do{VMa(0,c,f[h+12>>2]|0);h=f[h>>2]|0}while((h|0)!=0);h=f[g+228>>2]|0;if(h|0)do{WMa(0,c,f[h+12>>2]|0);h=f[h>>2]|0}while((h|0)!=0);h=f[g+4>>2]|0;if(h|0){SFa(c,h);XMa(a+64|0,c);uDa(a+464|0,c)}h=f[g+28>>2]|0;if(!h){y=1;u=z;return y|0}if(!i){do{ZMa(a,y,f[h+16>>2]|0,0);h=f[h>>2]|0}while((h|0)!=0);h=1;u=z;return h|0}else{do{x=h;ZMa(a,y,f[x+16>>2]|0,x+24|0);h=f[h>>2]|0}while((h|0)!=0);h=1;u=z;return h|0}return 0}function PMa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;FNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function QMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=a+8|0;c=f[a>>2]|0;d=c;if((((f[o>>2]|0)-c|0)/20|0)>>>0>=b>>>0)return;p=a+4|0;if(b>>>0>214748364)vd();e=f[p>>2]|0;m=pOb(b*20|0)|0;g=m+(((e-c|0)/20|0)*20|0)|0;n=g;m=m+(b*20|0)|0;c=e;if((c|0)==(d|0))c=n;else{l=n;do{r=c;c=c+-20|0;q=f[c>>2]|0;f[c>>2]=0;i=r+-16|0;h=f[i>>2]|0;f[i>>2]=0;f[g+-20>>2]=q;f[g+-16>>2]=h;i=g+-12|0;j=r+-12|0;b=f[j>>2]|0;f[i>>2]=b;k=r+-8|0;e=f[k>>2]|0;f[g+-8>>2]=e;f[g+-4>>2]=f[r+-4>>2];g=q;if(e|0){b=f[b+4>>2]|0;e=h+-1|0;if(!(e&h))b=b&e;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;f[g+(b<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}g=l+-20|0;l=g}while((c|0)!=(d|0));c=l;e=f[a>>2]|0;d=f[p>>2]|0}f[a>>2]=c;f[p>>2]=n;f[o>>2]=m;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function RMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;p=a+8|0;g=f[p>>2]|0;q=a+4|0;c=f[q>>2]|0;if(((g-c|0)/20|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;c=(f[q>>2]|0)+20|0;f[q>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/20|0;c=e+b|0;if(c>>>0>214748364)AMb(a);m=(g-d|0)/20|0;o=m<<1;c=m>>>0<107374182?(o>>>0<c>>>0?c:o):214748364;do if(!c)h=0;else if(c>>>0>214748364)vd();else{h=pOb(c*20|0)|0;break}while(0);g=h+(e*20|0)|0;e=g;d=h+(c*20|0)|0;o=e;c=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;c=o+20|0;o=c;b=b+-1|0}while((b|0)!=0);m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=e;e=m;b=m}else{l=e;b=g;do{s=c;c=c+-20|0;h=f[c>>2]|0;f[c>>2]=0;i=s+-16|0;g=f[i>>2]|0;f[i>>2]=0;f[b+-20>>2]=h;f[b+-16>>2]=g;i=b+-12|0;j=s+-12|0;e=f[j>>2]|0;f[i>>2]=e;k=s+-8|0;r=f[k>>2]|0;f[b+-8>>2]=r;f[b+-4>>2]=f[s+-4>>2];if(r|0){b=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))b=b&e;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;f[h+(b<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}b=l+-20|0;l=b}while((c|0)!=(m|0));c=l;e=f[a>>2]|0;b=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[p>>2]=d;d=e;if((b|0)!=(d|0))do{c=f[b+-12>>2]|0;b=b+-20|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);c=f[b>>2]|0;f[b>>2]=0;if(c|0)sOb(c)}while((b|0)!=(d|0));if(!e)return;sOb(e);return}function SMa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){zNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;zNa(a,b);return}function TMa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;p=a+12|0;m=f[b>>2]|0;l=a+16|0;k=f[l>>2]|0;a:do if(!k){b=0;c=0;e=1;g=p}else{j=k+-1|0;i=(j&k|0)==0;if(i)e=j&m;else if(m>>>0<k>>>0)e=m;else e=(m>>>0)%(k>>>0)|0;g=f[p>>2]|0;b=f[g+(e<<2)>>2]|0;b:do if(b|0){b=f[b>>2]|0;if(b|0){if(i){while(1){q=f[b+4>>2]|0;c=(q|0)==(m|0);if(!(c|(q&j|0)==(e|0)))break b;if(c)if((f[b+8>>2]|0)==(m|0))break;b=f[b>>2]|0;if(!b)break b}q=b+12|0;return q|0}while(1){c=f[b+4>>2]|0;if((c|0)==(m|0)){if((f[b+8>>2]|0)==(m|0))break}else{if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(e|0))break b}b=f[b>>2]|0;if(!b)break b}q=b+12|0;return q|0}}while(0);if(i)e=j&m;else if(m>>>0<k>>>0)e=m;else e=(m>>>0)%(k>>>0)|0;b=f[g+(e<<2)>>2]|0;if(!b){b=e;c=k;e=0;g=p}else{if(i){do{b=f[b>>2]|0;if(!b){b=e;c=k;e=0;g=p;break a}q=f[b+4>>2]|0;if(!((q|0)==(m|0)|(q&j|0)==(e|0))){b=e;c=k;e=0;g=p;break a}}while((f[b+8>>2]|0)!=(m|0));q=b+12|0;return q|0}do{b=f[b>>2]|0;if(!b){b=e;c=k;e=0;g=p;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(e|0)){b=e;c=k;e=0;g=p;break a}}}while((f[b+8>>2]|0)!=(m|0));q=b+12|0;return q|0}}while(0);i=pOb(292)|0;f[i+8>>2]=m;f[i+12>>2]=m;j=i+16|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;n[i+48>>2]=1.0;j=i+52|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+68>>2]=1.0;j=i+72|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+88>>2]=1.0;j=i+92|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+108>>2]=1.0;j=i+112|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+128>>2]=1.0;j=i+132|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+148>>2]=1.0;j=i+152|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+168>>2]=1.0;j=i+172|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+188>>2]=1.0;j=i+192|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+208>>2]=1.0;j=i+212|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+228>>2]=1.0;j=i+232|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+248>>2]=1.0;j=i+252|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+268>>2]=1.0;j=i+272|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+288>>2]=1.0;f[i+4>>2]=m;f[i>>2]=0;j=a+24|0;h=+(((f[j>>2]|0)+1|0)>>>0);d=+n[a+28>>2];do if(e|d*+(c>>>0)<h){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;c=~~+W(+(h/d))>>>0;xNa(g,b>>>0<c>>>0?c:b);b=f[l>>2]|0;c=b+-1|0;if(!(c&b)){e=b;b=c&m;break}if(m>>>0<b>>>0){e=b;b=m}else{e=b;b=(m>>>0)%(b>>>0)|0}}else e=c;while(0);c=(f[p>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+20|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=e+-1|0;if(!(c&e))b=b&c;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;b=(f[p>>2]|0)+(b<<2)|0;o=48}}else{f[i>>2]=f[b>>2];o=48}if((o|0)==48)f[b>>2]=i;f[j>>2]=(f[j>>2]|0)+1;q=i;q=q+12|0;return q|0}function UMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+96|0;g=d+80|0;e=d+8|0;a=d;f[e>>2]=f[b+12>>2];f[e+4>>2]=c;h=e+8|0;gma(h,e)|0;IIa(g,h);h=f[c+116>>2]|0;f[a>>2]=f[b+4>>2];f[a+4>>2]=h;h=a;e=f[h+4>>2]|0;c=(f[g>>2]|0)+112|0;f[c>>2]=f[h>>2];f[c+4>>2]=e;c=$Ma(b+88|0,a+4|0)|0;b=f[g>>2]|0;a=g+4|0;e=f[a>>2]|0;f[g>>2]=0;f[a>>2]=0;f[c>>2]=b;c=c+4|0;b=f[c>>2]|0;f[c>>2]=e;if(b|0)iOb(b);a=f[a>>2]|0;if(!a){u=d;return}iOb(a);u=d;return}function WMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;e=i+8|0;g=i;Rpb(h);f[e>>2]=b;f[e+4>>2]=h;a=f[c+24>>2]|0;d=f[c+28>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));a=f[c>>2]|0;d=f[c+4>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));a=f[c+12>>2]|0;d=f[c+16>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));c=f[c+40>>2]|0;f[g>>2]=f[b+4>>2];f[g+4>>2]=c;c=g;d=f[c+4>>2]|0;a=(f[h>>2]|0)+36|0;f[a>>2]=f[c>>2];f[a+4>>2]=d;a=aNa(b+108|0,g+4|0)|0;b=f[h>>2]|0;d=h+4|0;c=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[a>>2]=b;h=a+4|0;a=f[h>>2]|0;f[h>>2]=c;if(a|0)iOb(a);a=f[d>>2]|0;if(!a){u=i;return}iOb(a);u=i;return}function XMa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+32|0;j=o+24|0;m=o;cGa(m,c);k=a+4|0;d=f[k>>2]|0;i=f[a>>2]|0;a:do if((i|0)==(d|0))l=5;else{h=0;while(1){d=d+-4|0;g=f[d>>2]|0;if(jNa(g,m)|0)break;h=h+1|0;if(!((i|0)!=(d|0)&h>>>0<32)){l=5;break a}}if(!g)l=5}while(0);if((l|0)==5){i=pOb(52)|0;d=i+49|0;g=i;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));b[d>>0]=1;f[j>>2]=i;d=f[k>>2]|0;if(d>>>0<(f[a+8>>2]|0)>>>0){f[d>>2]=i;d=d+4|0;f[k>>2]=d}else{kNa(a,j);d=f[k>>2]|0}g=f[d+-4>>2]|0;f[g+40>>2]=0;f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[g+12>>2]=f[m+12>>2];f[g+16>>2]=f[m+16>>2];f[g+20>>2]=f[m+20>>2]}e=+n[m>>2];if(e<+n[g>>2]){d=g;l=11}else{d=g+12|0;if(e>+n[d>>2])l=11}if((l|0)==11)n[d>>2]=e;e=+n[m+4>>2];h=g+4|0;if(e<+n[h>>2]){d=g;l=14}else if(e>+n[g+16>>2]){d=g+12|0;l=14}if((l|0)==14)n[d+4>>2]=e;e=+n[m+8>>2];i=g+8|0;if(e<+n[i>>2]){d=g;l=17}else if(e>+n[g+20>>2]){d=g+12|0;l=17}if((l|0)==17)n[d+8>>2]=e;e=+n[m+12>>2];if(e<+n[g>>2]){d=g;l=20}else{d=g+12|0;if(e>+n[d>>2])l=20}if((l|0)==20)n[d>>2]=e;e=+n[m+16>>2];if(e<+n[h>>2]){d=g;l=23}else if(e>+n[g+16>>2]){d=g+12|0;l=23}if((l|0)==23)n[d+4>>2]=e;e=+n[m+20>>2];if(e<+n[i>>2])d=g;else if(e>+n[g+20>>2])d=g+12|0;else{l=a+12|0;f[l>>2]=1065353216;l=a+16|0;f[l>>2]=1065353216;l=a+20|0;f[l>>2]=1065353216;l=a+24|0;f[l>>2]=0;l=a+28|0;f[l>>2]=0;a=a+32|0;f[a>>2]=0;lNa(g,m,c);u=o;return}n[d+8>>2]=e;l=a+12|0;f[l>>2]=1065353216;l=a+16|0;f[l>>2]=1065353216;l=a+20|0;f[l>>2]=1065353216;l=a+24|0;f[l>>2]=0;l=a+28|0;f[l>>2]=0;a=a+32|0;f[a>>2]=0;lNa(g,m,c);u=o;return}function YMa(a){a=a|0;var c=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;o=f[a+32>>2]|0;q=f[a+40>>2]|0;c=f[a+168>>2]|0;e=f[a+520>>2]|0;r=f[a+1192>>2]|0;a:{if(e){f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+8>>2]=0;g=f[e>>2]|0;e=(f[e+4>>2]|0)-g|0;do if(e|0)if((e|0)<0)AMb(a);else{s=pOb(e)|0;f[(a+4|0)>>2]=s;f[a>>2]=s;f[a+8>>2]=s+e|0;bQb(s|0,g|0,e|0)|0;f[(a+4|0)>>2]=s+e|0;break}while(0);e=f[q>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[q>>2]=e;g=q}else g=q;b:while(1){switch(Rg[f[(f[e>>2]|0)+124>>2]&255](e,a)|0){case 0:{r=86;break b}case 1:{h=1;break b}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;e=f[q>>2]|0;f[g>>2]=s;if(!e)f[(a+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[q>>2]|0}if((r|0)==86)h=0;c=c|h;e=f[a>>2]|0;if(e|0){if((f[(a+4|0)>>2]|0)!=(e|0))f[(a+4|0)>>2]=e;sOb(e)}}e=Pg[f[(f[o>>2]|0)+64>>2]&1023](o)|0;if(!e)e=c;else{i=+n[e>>2];e=f[q>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[q>>2]=e;g=q}else g=q;c:while(1){switch(Qg[f[(f[e>>2]|0)+128>>2]&15](e,i)|0){case 0:{r=104;break c}case 1:{j=1;break c}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;e=f[q>>2]|0;f[g>>2]=s;if(!e)f[(a+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[q>>2]|0}if((r|0)==104)j=0;e=c|j}c=Pg[f[(f[o>>2]|0)+72>>2]&1023](o)|0;if(c){h=b[c>>0]|0;c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;d:while(1){switch(Rg[f[(f[c>>2]|0)+132>>2]&255](c,h)|0){case 0:{r=118;break d}case 1:{k=1;break d}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==118)k=0;e=e|k}h=Pg[f[(f[o>>2]|0)+80>>2]&1023](o)|0;if(h){c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;e:while(1){switch(Rg[f[(f[c>>2]|0)+136>>2]&255](c,h)|0){case 0:{r=132;break e}case 1:{l=1;break e}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==132)l=0;e=e|l}h=Pg[f[(f[o>>2]|0)+88>>2]&1023](o)|0;if(!h)h=e;else{c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;f:while(1){switch(Rg[f[(f[c>>2]|0)+140>>2]&255](c,h)|0){case 0:{r=146;break f}case 1:{m=1;break f}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==146)m=0;h=e|m}c=Pg[f[(f[o>>2]|0)+96>>2]&1023](o)|0;if(!c){s=h;u=a;f[a+1200>>2]=6;f[a+1204>>2]=s|0;break a}g=b[c>>0]|0;c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;e=q}else e=q;g:while(1){switch(Rg[f[(f[c>>2]|0)+144>>2]&255](c,g)|0){case 0:{r=160;break g}case 1:{p=1;break g}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[e>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==160)p=0;s=h|p;u=a;f[a+1200>>2]=6;f[a+1204>>2]=s|0;break a}f[a+1192>>2]=r}
+function dqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){d=c;do{h=d+-36|0;f[i>>2]=h;c=f[d+-12>>2]|0;if(c|0)iOb(c);c=f[d+-20>>2]|0;if(c|0)iOb(c);c=f[h>>2]|0;if(c|0){g=d+-32|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-8|0;f[g>>2]=e;d=f[d+-4>>2]|0;if(!d)d=e;else{iOb(d);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}d=f[i>>2]|0}while((d|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function eqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;a:do switch(b[c+32>>0]|0){case 1:{d=b[c+33>>0]|0;e=d&255;g=a+(e*12|0)+4|0;h=f[g>>2]|0;if(h>>>0<(f[a+(e*12|0)+8>>2]|0)>>>0){f[h>>2]=0;i=h+4|0;f[i>>2]=0;f[h+8>>2]=0;f[h>>2]=f[c>>2];e=c+4|0;f[i>>2]=f[e>>2];i=c+8|0;f[h+8>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[c>>2]=0;e=c+12|0;f[h+12>>2]=f[e>>2];i=c+16|0;f[h+16>>2]=f[i>>2];f[e>>2]=0;f[i>>2]=0;i=c+20|0;f[h+20>>2]=f[i>>2];e=c+24|0;f[h+24>>2]=f[e>>2];f[i>>2]=0;f[e>>2]=0;f[h+28>>2]=f[c+28>>2];b[h+32>>0]=1;b[h+33>>0]=d;f[g>>2]=(f[g>>2]|0)+36;break a}else{fqb(a+(e*12|0)|0,c);break a}}case 0:{d=a+28|0;e=f[d>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=0;h=e+4|0;f[h>>2]=0;f[e+8>>2]=0;f[e>>2]=f[c>>2];i=c+4|0;f[h>>2]=f[i>>2];h=c+8|0;f[e+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;i=c+12|0;f[e+12>>2]=f[i>>2];h=c+16|0;f[e+16>>2]=f[h>>2];f[i>>2]=0;f[h>>2]=0;h=c+20|0;f[e+20>>2]=f[h>>2];i=c+24|0;f[e+24>>2]=f[i>>2];f[h>>2]=0;f[i>>2]=0;f[e+28>>2]=f[c+28>>2];b[e+32>>0]=0;b[e+33>>0]=b[c+33>>0]|0;f[d>>2]=(f[d>>2]|0)+36;break a}else{fqb(a+24|0,c);break a}}default:{}}while(0);e=a+68|0;if(b[e>>0]&1)return;f[a+44>>2]=0;i=a+48|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)iOb(d);f[a+60>>2]=0;f[a+52>>2]=0;i=a+56|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)iOb(d);f[a+64>>2]=0;b[e>>0]=b[e>>0]|1;return}function fqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;m=o;n=a+4|0;d=f[a>>2]|0;h=((f[n>>2]|0)-d|0)/36|0;e=h+1|0;if(e>>>0>119304647)AMb(a);l=a+8|0;k=((f[l>>2]|0)-d|0)/36|0;d=k<<1;d=k>>>0<59652323?(d>>>0<e>>>0?e:d):119304647;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>119304647)vd();else{g=pOb(d*36|0)|0;break}while(0);f[m>>2]=g;e=g+(h*36|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=e;p=g+(d*36|0)|0;i=m+12|0;f[i>>2]=p;f[g+(h*36|0)+8>>2]=0;f[e>>2]=f[c>>2];d=c+4|0;f[g+(h*36|0)+4>>2]=f[d>>2];q=c+8|0;f[g+(h*36|0)+8>>2]=f[q>>2];f[q>>2]=0;f[d>>2]=0;f[c>>2]=0;d=c+12|0;f[g+(h*36|0)+12>>2]=f[d>>2];q=c+16|0;f[g+(h*36|0)+16>>2]=f[q>>2];f[d>>2]=0;f[q>>2]=0;q=c+20|0;f[g+(h*36|0)+20>>2]=f[q>>2];d=c+24|0;f[g+(h*36|0)+24>>2]=f[d>>2];f[q>>2]=0;f[d>>2]=0;f[g+(h*36|0)+28>>2]=f[c+28>>2];b[g+(h*36|0)+32>>0]=b[c+32>>0]|0;b[g+(h*36|0)+33>>0]=b[c+33>>0]|0;g=e+36|0;f[j>>2]=g;c=f[a>>2]|0;d=f[n>>2]|0;h=p;if((d|0)==(c|0)){q=c;p=d;c=e;f[a>>2]=c;f[k>>2]=q;f[n>>2]=g;f[j>>2]=p;p=f[l>>2]|0;f[l>>2]=h;f[i>>2]=p;f[m>>2]=q;gqb(m);u=o;return}do{e=e+-36|0;d=d+-36|0;wNa(e,d)}while((d|0)!=(c|0));f[k>>2]=e;c=e;q=f[a>>2]|0;p=f[n>>2]|0;f[a>>2]=c;f[k>>2]=q;f[n>>2]=g;f[j>>2]=p;p=f[l>>2]|0;f[l>>2]=h;f[i>>2]=p;f[m>>2]=q;gqb(m);u=o;return}function gqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+4>>2]|0;i=a+8|0;b=f[i>>2]|0;if((b|0)!=(h|0)){c=b;do{g=c+-36|0;f[i>>2]=g;b=f[c+-12>>2]|0;if(b|0)iOb(b);b=f[c+-20>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=c+-32|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-8|0;f[e>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}c=f[i>>2]|0}while((c|0)!=(h|0))}b=f[a>>2]|0;if(!b)return;sOb(b);return}function hqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0;W=u;u=u+48|0;K=W+32|0;N=W+24|0;O=W;P=K+4|0;Q=K+8|0;R=N+4|0;S=K+8|0;T=O+4|0;U=O+8|0;L=O+12|0;M=O+16|0;J=0;a:while(1){m=a+(J*12|0)|0;p=a+(J*12|0)+4|0;if((((f[p>>2]|0)-(f[m>>2]|0)|0)/36|0)>>>0>=2){f[K>>2]=0;f[P>>2]=0;f[Q>>2]=0;iub(N,34962);I=f[64754]|0;Yvb(258928,f[f[N>>2]>>2]|0)|0;c=f[m>>2]|0;o=f[p>>2]|0;if((c|0)!=(o|0)){d=0;while(1){e=f[c>>2]|0;l=f[c+4>>2]|0;if((e|0)==(l|0))H=d;else{do{i=f[e>>2]|0;j=i+40|0;h=f[j>>2]|0;k=i+44|0;g=f[k>>2]|0;if((h|0)==(g|0)){Npb(i);h=f[j>>2]|0;g=f[k>>2]|0}d=((g-h|0)/12|0)+d|0;e=e+8|0}while((e|0)!=(l|0));H=d}c=c+36|0;if((c|0)==(o|0))break;else d=H}if(H|0){nub(f[N>>2]|0,H*12|0,0,35044);d=f[m>>2]|0;G=f[p>>2]|0;if((d|0)!=(G|0)){c=0;do{e=d+12|0;g=f[e>>2]|0;if(!g)V=20;else{n[O>>2]=9.999999747378752e-06;if(BWa(g,O)|0)V=20;else{C=f[e>>2]|0;e=f[d>>2]|0;D=f[d+4>>2]|0;if((e|0)!=(D|0)){E=C+16|0;F=C+32|0;m=C+4|0;o=C+20|0;p=C+36|0;r=C+8|0;s=C+24|0;t=C+40|0;v=C+12|0;w=C+28|0;x=C+44|0;y=C+48|0;z=C+52|0;A=C+56|0;B=C+60|0;do{k=f[K>>2]|0;g=f[P>>2]|0;l=k;if((g|0)!=(k|0))f[P>>2]=g+(~(((g+-12-l|0)>>>0)/12|0)*12|0);h=f[e>>2]|0;i=h+40|0;j=f[i>>2]|0;k=h+44|0;g=f[k>>2]|0;if((j|0)==(g|0)){Npb(h);j=f[i>>2]|0;g=f[k>>2]|0;l=f[K>>2]|0}g=g-j|0;h=(g|0)/12|0;j=l;do if((((f[S>>2]|0)-l|0)/12|0)>>>0<h>>>0){if(h>>>0>357913941){V=37;break a}X=f[P>>2]|0;i=pOb(g)|0;g=i+(((X-l|0)/12|0)*12|0)|0;k=g;i=i+(h*12|0)|0;h=X;if((h|0)==(j|0))g=k;else do{X=g;g=g+-12|0;Y=h;h=h+-12|0;f[g>>2]=f[h>>2];f[X+-8>>2]=f[Y+-8>>2];f[X+-4>>2]=f[Y+-4>>2]}while((h|0)!=(j|0));f[K>>2]=g;f[P>>2]=k;f[S>>2]=i;if(!l)break;sOb(l)}while(0);h=f[e>>2]|0;i=h+40|0;g=f[i>>2]|0;j=h+44|0;k=f[j>>2]|0;if((g|0)==(k|0)){Npb(h);g=f[i>>2]|0;i=f[j>>2]|0}else i=k;if((g|0)!=(i|0))do{ba=+n[g>>2];aa=+n[g+4>>2];q=+n[g+8>>2];$=ba*+n[m>>2]+aa*+n[o>>2]+q*+n[p>>2];_=ba*+n[r>>2]+aa*+n[s>>2]+q*+n[t>>2];Z=ba*+n[v>>2]+aa*+n[w>>2]+q*+n[x>>2];q=+n[C>>2]*ba+ +n[E>>2]*aa+ +n[F>>2]*q+ +n[y>>2];n[O>>2]=q;n[T>>2]=$+ +n[z>>2];n[U>>2]=_+ +n[A>>2];n[L>>2]=Z+ +n[B>>2];f[M>>2]=0;h=f[P>>2]|0;if(h>>>0<(f[S>>2]|0)>>>0){n[h>>2]=q;f[h+4>>2]=f[T>>2];f[h+8>>2]=f[U>>2];f[P>>2]=h+12}else iqb(K,O);g=g+12|0}while((g|0)!=(i|0));X=f[K>>2]|0;Y=(f[P>>2]|0)-X|0;oub(f[N>>2]|0,c,Y,X);c=Y+c|0;e=e+8|0}while((e|0)!=(D|0))}}}if((V|0)==20){V=0;e=f[d>>2]|0;m=f[d+4>>2]|0;if((e|0)!=(m|0))do{j=f[e>>2]|0;g=j+40|0;h=f[g>>2]|0;i=j+44|0;k=f[i>>2]|0;if((h|0)==(k|0)){Npb(j);l=f[e>>2]|0;h=f[g>>2]|0;g=f[i>>2]|0;j=l;l=f[l+44>>2]|0}else{g=k;l=k}i=g-h|0;k=f[N>>2]|0;h=j+40|0;g=f[h>>2]|0;if((g|0)==(l|0)){Npb(j);g=f[h>>2]|0}oub(k,c,i,g);c=i+c|0;e=e+8|0}while((e|0)!=(m|0))}d=d+36|0}while((d|0)!=(G|0))}c=f[N>>2]|0;d=f[R>>2]|0;if(d|0)gOb(d);f[a+44+(J<<3)>>2]=c;Y=a+44+(J<<3)+4|0;c=f[Y>>2]|0;f[Y>>2]=d;if(c|0)iOb(c);f[a+60+(J<<2)>>2]=H}}Yvb(258928,I)|0;c=f[R>>2]|0;if(c|0)iOb(c);c=f[K>>2]|0;if(c|0){d=f[P>>2]|0;if((d|0)!=(c|0))f[P>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}}J=J+1|0;if(J>>>0>=2){V=2;break}}if((V|0)==2){Y=a+68|0;b[Y>>0]=b[Y>>0]&-2;u=W;return}else if((V|0)==37)vd()}function iqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;d=f[b+16>>2]|0;f[c>>2]=f[b+(d<<2)>>2];f[g+(h*12|0)+4>>2]=f[b+(d+1<<2)>>2];f[g+(h*12|0)+8>>2]=f[b+(d+2<<2)>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function jqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=pOb(68)|0;f[e+4>>2]=0;f[e+8>>2]=0;f[e>>2]=42088;g=e+12|0;f[g>>2]=f[c>>2];h=c+4|0;f[e+16>>2]=f[h>>2];i=c+8|0;f[e+20>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[c>>2]=0;f[e+24>>2]=f[d>>2];c=d+4|0;f[e+28>>2]=f[c>>2];h=d+8|0;f[e+32>>2]=f[h>>2];f[h>>2]=0;f[c>>2]=0;f[d>>2]=0;f[e+36>>2]=0;f[e+40>>2]=-1;d=e+44|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;b[d+20>>0]=0;f[a>>2]=g;f[a+4>>2]=e;return}function kqb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=42088;b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);aOb(a);return}function lqb(a){a=a|0;kqb(a);sOb(a);return}function mqb(a){a=a|0;var b=0,c=0,d=0;b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+12>>2]|0;if(!d)return;b=a+16|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function nqb(a){a=a|0;sOb(a);return}function oqb(){var a=0,b=0;b=pOb(128)|0;f[64722]=b;a=b+128|0;f[64724]=a;p[b>>3]=-1.0;p[b+8>>3]=-0.0;p[b+16>>3]=0.0;p[b+24>>3]=-1.0;p[b+32>>3]=1.0;p[b+40>>3]=-0.0;p[b+48>>3]=0.0;p[b+56>>3]=-1.0;p[b+64>>3]=0.0;p[b+72>>3]=-1.0;p[b+80>>3]=0.0;p[b+88>>3]=-1.0;p[b+96>>3]=0.0;p[b+104>>3]=1.0;p[b+112>>3]=0.0;p[b+120>>3]=-1.0;f[64723]=a;p[32183]=-1.0;p[32184]=-1.0;p[32185]=1.0;p[32186]=1.0;return}function pqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=f[b>>2]|0;h=f[b+4>>2]|0;if((c|0)==(h|0)){e=-2147483648;d=2147483647;c=-2147483648;b=2147483647}else{e=-2147483648;d=2147483647;g=-2147483648;b=2147483647;do{i=f[c>>2]|0;d=(d|0)>(i|0)?i:d;e=(e|0)<(i|0)?i:e;i=f[c+4>>2]|0;b=(b|0)>(i|0)?i:b;g=(g|0)<(i|0)?i:g;c=c+12|0}while((c|0)!=(h|0));c=g}f[a>>2]=d;f[a+4>>2]=b;f[a+8>>2]=e;f[a+12>>2]=c;return}function qqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0.0;if(!c){g=-1797693134862315708145274.0e284;f=1797693134862315708145274.0e284;e=-1797693134862315708145274.0e284;d=1797693134862315708145274.0e284}else{h=0;g=-1797693134862315708145274.0e284;f=1797693134862315708145274.0e284;e=-1797693134862315708145274.0e284;d=1797693134862315708145274.0e284;do{i=+p[b+(h*24|0)>>3];f=f>i?i:f;g=g<i?i:g;i=+p[b+(h*24|0)+8>>3];d=d>i?i:d;e=e<i?i:e;h=h+1|0}while((h|0)!=(c|0))}p[a>>3]=f;p[a+8>>3]=d;p[a+16>>3]=g;p[a+24>>3]=e;return}function rqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+32|0;c=l+24|0;d=l+16|0;g=l+8|0;i=l;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;k=b+4|0;h=f[k>>2]|0;f[c>>2]=f[b>>2];f[c+4>>2]=h;h=a+8|0;T6a(a,c);c=f[j>>2]|0;m=f[h>>2]|0;e=b+12|0;n=f[e>>2]|0;f[d>>2]=f[b>>2];f[d+4>>2]=n;if((c|0)==(m|0)){T6a(a,d);c=f[j>>2]|0}else{m=d;n=f[m+4>>2]|0;f[c>>2]=f[m>>2];f[c+4>>2]=n;c=(f[j>>2]|0)+8|0;f[j>>2]=c}d=b+8|0;n=f[e>>2]|0;f[g>>2]=f[d>>2];f[g+4>>2]=n;if((c|0)==(f[h>>2]|0)){T6a(a,g);c=f[j>>2]|0}else{m=g;n=f[m+4>>2]|0;f[c>>2]=f[m>>2];f[c+4>>2]=n;c=(f[j>>2]|0)+8|0;f[j>>2]=c}n=f[k>>2]|0;f[i>>2]=f[d>>2];f[i+4>>2]=n;if((c|0)==(f[h>>2]|0)){T6a(a,i);u=l;return}else{k=i;m=f[k+4>>2]|0;n=c;f[n>>2]=f[k>>2];f[n+4>>2]=m;f[j>>2]=(f[j>>2]|0)+8;u=l;return}}function sqb(a){a=a|0;return +((+p[a+16>>3]+ +p[a+40>>3]+ +p[a+64>>3])*.3333333333333333)}function tqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+176|0;s=w+160|0;t=w;g=w+156|0;o=w+152|0;r=w+148|0;v=w+144|0;i=+p[a>>3];h=i<1797693134862315708145274.0e284?i:1797693134862315708145274.0e284;i=i>-1797693134862315708145274.0e284?i:-1797693134862315708145274.0e284;j=+p[a+8>>3];k=j<1797693134862315708145274.0e284?j:1797693134862315708145274.0e284;j=j>-1797693134862315708145274.0e284?j:-1797693134862315708145274.0e284;l=+p[a+24>>3];h=h>l?l:h;i=i<l?l:i;l=+p[a+32>>3];k=k>l?l:k;j=j<l?l:j;l=+p[a+48>>3];h=h>l?l:h;i=i<l?l:i;l=+p[a+56>>3];k=k>l?l:k;j=j<l?l:j;l=+p[32183];if(h>=l){m=+p[32184];if(k>=m){n=+p[32185];if(h<=n){h=+p[32186];if(!(!(i>=l)|!(k<=h)))if(j>=m&i<=n&j<=h){v=0;u=w;return v|0}}}}d=f[c>>2]|0;q=c+4|0;e=f[q>>2]|0;if((e|0)!=(d|0))f[q>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);d=bCa(f[64722]|0,a,t)|0;f[g>>2]=f[q>>2];f[s>>2]=f[g>>2];ZBa(c,s,t,t+(d*24|0)|0)|0;d=f[q>>2]|0;g=f[c>>2]|0;e=g;if((d|0)!=(g|0)){g=b+4|0;a=0;do{d=bCa((f[64722]|0)+32|0,e+(a*24|0)|0,t)|0;f[o>>2]=f[g>>2];f[s>>2]=f[o>>2];ZBa(b,s,t,t+(d*24|0)|0)|0;a=a+3|0;d=f[q>>2]|0;x=f[c>>2]|0;e=x}while(a>>>0<((d-x|0)/24|0)>>>0)}if((e|0)!=(d|0))f[q>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);g=b+4|0;d=f[g>>2]|0;x=f[b>>2]|0;e=x;if((d|0)!=(x|0)){a=0;d=e;while(1){d=bCa((f[64722]|0)+64|0,d+(a*24|0)|0,t)|0;f[r>>2]=f[q>>2];f[s>>2]=f[r>>2];ZBa(c,s,t,t+(d*24|0)|0)|0;a=a+3|0;d=f[g>>2]|0;x=f[b>>2]|0;e=x;if(a>>>0>=((d-x|0)/24|0)>>>0)break;else d=e}}if((e|0)!=(d|0))f[g>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);d=f[c>>2]|0;if((f[q>>2]|0)!=(d|0)){e=0;do{x=bCa((f[64722]|0)+96|0,d+(e*24|0)|0,t)|0;f[v>>2]=f[g>>2];f[s>>2]=f[v>>2];ZBa(b,s,t,t+(x*24|0)|0)|0;e=e+3|0;d=f[c>>2]|0}while(e>>>0<(((f[q>>2]|0)-d|0)/24|0)>>>0)}x=1;u=w;return x|0}function uqb(a,b){a=a|0;b=b|0;return vqb(a,258888,257464,b)|0}function vqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0,w=0;w=u;u=u+32|0;v=w;j=+p[a>>3];q=j<1797693134862315708145274.0e284?j:1797693134862315708145274.0e284;r=j>-1797693134862315708145274.0e284?j:-1797693134862315708145274.0e284;h=a+8|0;s=+p[h>>3];t=s<1797693134862315708145274.0e284?s:1797693134862315708145274.0e284;s=s>-1797693134862315708145274.0e284?s:-1797693134862315708145274.0e284;o=+p[a+24>>3];q=q>o?o:q;r=r<o?o:r;k=a+32|0;o=+p[k>>3];t=t>o?o:t;s=s<o?o:s;l=d+4|0;e=f[l>>2]|0;i=d+8|0;g=f[i>>2]|0;if((e|0)==(g|0)){jlb(d,a);h=f[l>>2]|0;g=f[i>>2]|0}else{p[e>>3]=j;p[e+8>>3]=+p[h>>3];p[e+16>>3]=+p[a+16>>3];h=e+24|0;f[l>>2]=h}e=a+24|0;if((h|0)==(g|0))jlb(d,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[k>>3];p[h+16>>3]=+p[a+40>>3];f[l>>2]=h+24}m=+p[c>>3];if(q>=m){n=+p[c+8>>3];if(t>=n){o=+p[c+16>>3];if(q<=o){j=+p[c+24>>3];if(!(!(r>=m)|!(t<=j)))if(s>=n&r<=o&s<=j){v=0;u=w;return v|0}}}}e=f[b>>2]|0;a=f[b+4>>2]|0;if((e|0)==(a|0)){v=0;u=w;return v|0}k=v+8|0;l=v+16|0;while(1){g=f[d>>2]|0;r=+p[e>>3];s=+p[e+8>>3];t=+p[e+16>>3];q=+p[e+24>>3];h=g+24|0;i=q+(r*+p[g>>3]+(s*+p[g+8>>3]+t*+p[g+16>>3]))>=0.0;if(i^q+(r*+p[h>>3]+(s*+p[g+32>>3]+t*+p[g+40>>3]))>=0.0){cCa(v,e,g,h);b=(i^1)&1;t=+p[v>>3];c=g+(b*24|0)|0;p[v>>3]=+p[c>>3];p[c>>3]=t;t=+p[k>>3];c=g+(b*24|0)+8|0;p[k>>3]=+p[c>>3];p[c>>3]=t;p[g+(b*24|0)+16>>3]=+p[l>>3]}else if(i){e=1;g=18;break}e=e+32|0;if((e|0)==(a|0)){e=0;g=18;break}}if((g|0)==18){u=w;return e|0}return 0}function wqb(a){a=a|0;var b=0,c=0.0,d=0.0,e=0;b=u;u=u+32|0;e=b;Kha(e);d=+(f[e>>2]|0);c=+(f[e+4>>2]|0);f[a>>2]=0;f[a+4>>2]=0;n[a+8>>2]=d;n[a+12>>2]=c;u=b;return}function xqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+160|0;d=j+136|0;g=j;h=g+4|0;f[g>>2]=15100;i=g+56|0;f[i>>2]=15120;tEb(g+56|0,h);f[g+128>>2]=0;f[g+132>>2]=-1;f[g>>2]=39656;f[g+56>>2]=39676;xEb(h);f[h>>2]=39692;e=g+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[g+52>>2]=16;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;k3a(h,d);if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);f[g+(f[(f[g>>2]|0)+-12>>2]|0)+76>>2]=48;d=g+(f[(f[g>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-75|8;d=m3a(g,240469,1)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;d=LEb(d,$Cb(+n[c>>2]*255.0)|0)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;d=LEb(d,$Cb(+n[c+4>>2]*255.0)|0)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;LEb(d,$Cb(+n[c+8>>2]*255.0)|0)|0;c=$Cb(+n[c+12>>2]*255.0)|0;if((c|0)<255){f[g+(f[(f[g>>2]|0)+-12>>2]|0)+12>>2]=2;LEb(g,c)|0}l3a(a,h);f[g>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[e+11>>0]|0)>=0){oDb(h);kEb(g,39752);jDb(i);u=j;return}sOb(f[e>>2]|0);oDb(h);kEb(g,39752);jDb(i);u=j;return}function yqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;if(!b){n[a>>2]=1.0;n[a+4>>2]=0.0;n[a+8>>2]=1.0;d=a+12|0;n[d>>2]=1.0;u=e;return}else{eKa(d,b,0,c);f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];d=a+12|0;n[d>>2]=1.0;u=e;return}}function zqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;i=k;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;c=f[b>>2]|0;g=f[b+4>>2]|0;if((c|0)==(g|0)){u=k;return}h=i+4|0;e=a+8|0;b=c;c=0;d=0;while(1){l=f[b+4>>2]|0;f[i>>2]=f[b>>2];f[h>>2]=l;if((c|0)==(d|0))T6a(a,i);else{m=i;d=f[m+4>>2]|0;l=c;f[l>>2]=f[m>>2];f[l+4>>2]=d;f[j>>2]=(f[j>>2]|0)+8}b=b+12|0;if((b|0)==(g|0))break;c=f[j>>2]|0;d=f[e>>2]|0}u=k;return}function Aqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,t=0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0.0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0;B=u;u=u+144|0;y=B;f[d>>2]=0;z=a+16|0;U=+p[z>>3];A=+p[a>>3];w=U-A;t=a+24|0;r=a+8|0;G=+p[t>>3];v=+p[r>>3];J=G-v;I=+L(+(w*w+J*J));w=w/I;x=J/I;I=-J/I;J=A*I+v*w;k=b+16|0;P=+p[k>>3];q=+p[b>>3];g=P-q;j=b+24|0;S=+p[j>>3];l=b+8|0;h=+p[l>>3];O=S-h;Q=+L(+(g*g+O*O));O=O/Q;M=O*.5;F=q+M;D=-g/Q*.5;R=h+D;D=S+D-R;M=P+M-F;H=+L(+(M*M+D*D));D=-D/H;H=M/H;F=R*H+F*D;R=A*D+v*H-F;M=+p[b+32>>3];K=+p[b+40>>3];p[y>>3]=-R/(w*D+x*H);p[y+8>>3]=-(I*q+w*h-J)/(I*(g/Q)+w*O);p[y+16>>3]=Q;e=y+24|0;p[e>>3]=D*M+H*K-F;C=y+32|0;p[C>>3]=R;n=y+40|0;p[n>>3]=U*D+H*G-F;F=M-P;G=K-S;H=+L(+(F*F+G*G));G=G/H;D=G*.5;U=P+D;R=-F/H*.5;Q=S+R;R=K+R-Q;D=M+D-U;O=+L(+(D*D+R*R));R=-R/O;O=D/O;U=Q*O+U*R;Q=+p[a>>3];D=+p[r>>3];g=Q*R+D*O-U;h=+p[z>>3];q=+p[t>>3];i=h*R+O*q-U;N=+p[b>>3];T=+p[l>>3];E=R*N+O*T-U;p[y+48>>3]=-(A*R+v*O-U)/(w*R+x*O);p[y+56>>3]=-(I*P+w*S-J)/(I*(F/H)+w*G);p[y+64>>3]=H;p[y+72>>3]=E;p[y+80>>3]=g;p[y+88>>3]=i;H=N-M;G=T-K;F=+L(+(H*H+G*G));G=G/F;S=G*.5;P=M+S;O=-H/F*.5;R=K+O;O=T+O-R;S=N+S-P;N=+L(+(S*S+O*O));O=-O/N;N=S/N;P=R*N+P*O;D=Q*O+D*N-P;q=h*O+N*q-P;h=O*+p[k>>3]+N*+p[j>>3]-P;p[y+96>>3]=-(A*O+v*N-P)/(w*O+x*N);p[y+104>>3]=-(I*M+w*K-J)/(I*(H/F)+w*G);p[y+112>>3]=F;p[y+120>>3]=h;p[y+128>>3]=D;p[y+136>>3]=q;e=(f[e+4>>2]|0)<0;p[s>>3]=E;j=f[s+4>>2]|0;p[s>>3]=D;b=f[s+4>>2]|0;p[s>>3]=h;k=f[s+4>>2]|0;p[s>>3]=i;l=f[s+4>>2]|0;p[s>>3]=q;m=f[s+4>>2]|0;if((f[C+4>>2]|0)<0^e)b=0;else{p[s>>3]=g;if((f[s+4>>2]|0)<0^(j|0)<0)b=0;else b=((b|0)<0^(k|0)<0^1)&1}if((f[n+4>>2]|0)<0^e)o=6;else if((l|0)<0^(j|0)<0)o=6;else{e=(m|0)<0^(k|0)<0;b=b<<24>>24==0;if(b|e)k=e;else{C=1;u=B;return C|0}}if((o|0)==6){b=b<<24>>24==0;k=1}U=+p[z>>3]-+p[a>>3];q=+p[t>>3]-+p[r>>3];q=+L(+(U*U+q*q));if(b){b=0;e=0;j=0;do{h=+p[y+(j*48|0)>>3];do if(!(!(h>=0.0)|!(h<=q))){g=+p[y+(j*48|0)+8>>3];if(g>=0.0)if(g<=+p[y+(j*48|0)+16>>3]){i=A+w*h;g=v+x*h;e=(f[y+(j*48|0)+24+4>>2]|0)<0;if(e^(f[y+(j*48|0)+32+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=+p[a>>3];p[c+(b<<4)+8>>3]=+p[r>>3];p[c+(e<<4)>>3]=i;p[c+(e<<4)+8>>3]=g;e=1;b=b+2|0;break}if(k)if(e^(f[y+(j*48|0)+40+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=i;p[c+(b<<4)+8>>3]=g;p[c+(e<<4)>>3]=+p[z>>3];p[c+(e<<4)+8>>3]=+p[t>>3];e=1;b=b+2|0}else e=1;else e=1}}while(0);j=j+1|0}while((b|0)!=4&j>>>0<3)}else{b=0;e=0;j=0;do{i=+p[y+(j*48|0)>>3];if(!(!(i>=0.0)|!(i<=q))){g=+p[y+(j*48|0)+8>>3];if(g>=0.0)if(g<=+p[y+(j*48|0)+16>>3]){h=A+w*i;g=v+x*i;if(k)if((f[y+(j*48|0)+24+4>>2]|0)<0^(f[y+(j*48|0)+40+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=h;p[c+(b<<4)+8>>3]=g;p[c+(e<<4)>>3]=+p[z>>3];p[c+(e<<4)+8>>3]=+p[t>>3];e=1;b=b+2|0}else e=1;else e=1}}j=j+1|0}while((b|0)!=4&j>>>0<3)}f[d>>2]=b>>>1;C=e;u=B;return C|0}function Bqb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=+j;var k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,M=0,N=0,O=0.0,P=0.0,Q=0;N=u;u=u+608|0;M=N+544|0;J=N+80|0;G=N+48|0;H=N;f[h>>2]=0;if(!(+p[c+16>>3]>=+p[e>>3])){h=0;u=N;return h|0}if(!(+p[c>>3]<=+p[e+16>>3])){h=0;u=N;return h|0}if(!(+p[c+24>>3]>=+p[e+8>>3])){h=0;u=N;return h|0}if(!(+p[c+8>>3]<=+p[e+24>>3])){h=0;u=N;return h|0}r=a+32|0;C=a+8|0;w=+p[r>>3];z=+p[C>>3];o=w-z;l=+p[a+64>>3];x=+p[a+16>>3];n=l-x;q=+p[a+40>>3];P=q-x;D=a+56|0;k=+p[D>>3];O=k-z;m=o*n-P*O;E=a+48|0;v=+p[E>>3];y=+p[a>>3];B=v-y;F=a+24|0;t=+p[F>>3];A=t-y;n=P*B-n*A;B=O*A-o*B;o=+L(+(m*m+(n*n+B*B)));m=m/o*j;y=y+m;n=n/o*j;z=z+n;o=B/o*j;x=x+o;j=v+m-y;k=k+n-z;l=l+o-x;m=t+m-y;n=w+n-z;o=q+o-x;q=k*o-l*n;w=m*l-j*o;t=j*n-m*k;v=+L(+(q*q+(t*t+w*w)));if(!(v<=+L(+(j*j+(k*k+l*l)))*+L(+(m*m+(n*n+o*o)))*2.220446049250313e-16)){B=q/v;A=t/v;v=w/v}else{p[M>>3]=j;p[M+16>>3]=k;p[M+32>>3]=l;p[M+8>>3]=m;p[M+24>>3]=n;p[M+40>>3]=o;b[J+152>>0]=0;b[J+153>>0]=0;b[J+154>>0]=0;f[J+160>>2]=0;f[J+168>>2]=-1;f[J+172>>2]=-1;b[J+304>>0]=0;b[J+305>>0]=0;g7a(J,M,16)|0;B=+p[J+80>>3];A=+p[J+96>>3];v=+p[J+88>>3]}l=y*B+(x*A+z*v);if(+K(+(0.0-v))<1.0e-12)if(+K(+(0.0-A))<1.0e-12){h=0;u=N;return h|0}q=+p[d>>3];t=+p[d+8>>3];j=+p[d+24>>3];k=+p[d+32>>3];w=+p[d+16>>3]-i;x=+p[d+40>>3]-i;o=B*q+(v*t+A*w)-l;p[s>>3]=o;e=ZPb(f[s>>2]|0,f[s+4>>2]|0,63)|0;Q=I;p[s>>3]=B*j+(v*k+A*x)-l;c=ZPb(f[s>>2]|0,f[s+4>>2]|0,63)|0;d=(e|0)==0;if((c|e|0)==0&(I|Q|0)==0){Q=0;u=N;return Q|0}l=j-q;m=k-t;P=x-w;n=+L(+(l*l+(m*m+P*P)));l=l/n;m=m/n;n=P/n;if((e|0)==(c|0)){c=0;A=q;z=t;y=w}else{P=-o/(B*l+(v*m+A*n));i=q+l*P;O=t+m*P;P=w+n*P;p[g>>3]=d?q:i;p[g+8>>3]=d?t:O;p[g+16>>3]=d?w:P;p[g+24>>3]=d?i:j;p[g+32>>3]=d?O:k;p[g+40>>3]=d?P:x;c=2;A=d?i:q;z=d?O:t;y=d?P:w;j=d?j:i;k=d?k:O;x=d?x:P}p[G>>3]=A;p[G+8>>3]=z;p[G+16>>3]=j;p[G+24>>3]=k;p[H>>3]=+p[a>>3];p[H+8>>3]=+p[C>>3];p[H+16>>3]=+p[F>>3];p[H+24>>3]=+p[r>>3];p[H+32>>3]=+p[E>>3];p[H+40>>3]=+p[D>>3];if(Aqb(G,H,M,J)|0){e=f[J>>2]|0;if(e&2147483647){w=j-A;t=k-z;v=t*t+w*w;d=e<<1;q=x-y;r=c+((d>>>0>2?d:2)+-1&-2)|0;e=0;while(1){n=+p[M+(e<<4)>>3];o=+p[M+(e<<4)+8>>3];j=(w*(n-A)+t*(o-z))/v;if(j<0.0|+K(+j)<1.0e-10)k=y;else if(j>1.0)k=x;else if(+K(+(j+-1.0))<1.0e-10)k=x;else k=y+q*j;Q=e|1;l=+p[M+(Q<<4)>>3];m=+p[M+(Q<<4)+8>>3];j=(w*(l-A)+t*(m-z))/v;if(j<0.0|+K(+j)<1.0e-10)j=y;else if(j>1.0)j=x;else if(+K(+(j+-1.0))<1.0e-10)j=x;else j=y+q*j;Q=c|1;p[g+(c*24|0)>>3]=n;p[g+(c*24|0)+8>>3]=o;p[g+(c*24|0)+16>>3]=k;p[g+(Q*24|0)>>3]=l;p[g+(Q*24|0)+8>>3]=m;p[g+(Q*24|0)+16>>3]=j;e=e+2|0;if(e>>>0>=d>>>0)break;else c=c+2|0}c=r+2|0}f[h>>2]=c>>>1;c=1}else{Q=c|1;p[g+(c*24|0)>>3]=A;p[g+(c*24|0)+8>>3]=z;p[g+(c*24|0)+16>>3]=y;p[g+(Q*24|0)>>3]=j;p[g+(Q*24|0)+8>>3]=k;p[g+(Q*24|0)+16>>3]=x;c=0}Q=c;u=N;return Q|0}function Cqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0;w=0;E=u;u=u+1664|0;A=(E+44|0)+4|0;f[A>>2]=0;B=(E+44|0)+8|0;f[B>>2]=0;C=(E+44|0)+4|0;f[(E+44|0)>>2]=C;d=f[b>>2]|0;p=f[b+4>>2]|0;do if((d|0)==(p|0)){v=C;t=C;z=E+44|0}else{a:while(1){b=f[d>>2]|0;o=f[d+4>>2]|0;if((b|0)!=(o|0))do{e=f[b>>2]|0;l=f[e>>2]|0;m=f[e+4>>2]|0;f[E>>2]=l;f[E+4>>2]=m;f[(E+8|0)>>2]=0;f[(E+12|0)>>2]=0;f[(E+16|0)>>2]=0;g=(f[b+4>>2]|0)-e|0;if(!(g>>3)){j=0;k=0;g=0}else{if(g>>3>>>0>536870911){w=11;break a}h=pOb(g)|0;f[(E+12|0)>>2]=h;f[(E+8|0)>>2]=h;f[(E+16|0)>>2]=h+(g>>3<<3)|0;if((g|0)>0){bQb(h|0,e|0,g|0)|0;f[(E+12|0)>>2]=h+(g>>>3<<3)|0;j=h;k=h+(g>>>3<<3)|0;g=h+(g>>3<<3)|0}else{j=h;k=h;g=h+(g>>3<<3)|0}}e=pOb(36)|0;f[(e+16|0)>>2]=l;f[(e+16|0)+4>>2]=m;f[e+24>>2]=j;f[e+28>>2]=k;f[e+32>>2]=g;f[(E+16|0)>>2]=0;f[(E+12|0)>>2]=0;f[(E+8|0)>>2]=0;g=f[C>>2]|0;do if(!g){q=C;r=C}else{while(1){w=f[g+16>>2]|0;if((w|0)==(l|0)?(f[g+20>>2]|0)>(m|0):(w|0)>(l|0)){h=f[g>>2]|0;if(!h){w=17;break}else g=h}else{s=g+4|0;h=f[s>>2]|0;if(!h){w=20;break}else g=h}}if((w|0)==17){q=g;r=g;break}else if((w|0)==20){q=g;r=s;break}}while(0);f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=q;f[r>>2]=e;g=f[f[(E+44|0)>>2]>>2]|0;if(g){f[(E+44|0)>>2]=g;e=f[r>>2]|0}r_a(f[A>>2]|0,e);f[B>>2]=(f[B>>2]|0)+1;e=f[(E+8|0)>>2]|0;if(e|0){g=f[(E+12|0)>>2]|0;if((g|0)!=(e|0))f[(E+12|0)>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}b=b+12|0}while((b|0)!=(o|0));d=d+12|0;if((d|0)==(p|0)){w=4;break}}if((w|0)==4){t=f[(E+44|0)>>2]|0;v=t;z=E+44|0;break}else if((w|0)==11)AMb(E+8|0)}while(0);do{b=1;if(b){b=0;if((C|0)==(v|0))i=t;else b=1}if(b)if(1){o=(E+28|0)+4|0;k=v;b:while(1){l=k;m=f[(l+28|0)>>2]|0;h=f[m+-8>>2]|0;j=f[m+-4>>2]|0;d=f[C>>2]|0;c:do if(!d){y=C;w=45}else{b=C;d:while(1){g=d;while(1){d=f[g+16>>2]|0;e=f[g+20>>2]|0;if((d|0)==(h|0)?(e|0)>(j|0):(d|0)>(h|0))break;if(!((d|0)==(h|0)?(e|0)<(j|0):(d|0)<(h|0)))break d;d=f[g+4>>2]|0;if(!d){y=b;w=45;break c}else g=d}d=f[g>>2]|0;if(!d){y=g;w=45;break c}else b=g}d=f[g>>2]|0;e:do if(!d)c=g;else{c=g;while(1){e=d;while(1){x=f[e+16>>2]|0;if(!((x|0)==(h|0)?(f[e+20>>2]|0)<(j|0):(x|0)<(h|0)))break;d=f[e+4>>2]|0;if(!d)break e;else e=d}d=f[e>>2]|0;if(!d){c=e;break}else c=e}}while(0);e=f[g+4>>2]|0;f:do if(e)while(1){d=e;while(1){x=f[d+16>>2]|0;if((x|0)==(h|0)?(f[d+20>>2]|0)>(j|0):(x|0)>(h|0))break;d=f[d+4>>2]|0;if(!d)break f}e=f[d>>2]|0;if(!e){b=d;break}else b=d}while(0);x=b}while(0);if((w|0)==45){w=0;x=y;c=x}t=c;v=x;f[E+464>>2]=z;f[E+488>>2]=c;f[E+544>>2]=k;f[E+576>>2]=l;f[E+584>>2]=m;f[E+672>>2]=t;f[E+680>>2]=v;f[E+896>>2]=o;f[E+1456>>2]=A;f[E+1496>>2]=B;f[E+1536>>2]=C;f[E+1576>>2]=w;f[E+1600>>2]=0;f[E+1604>>2]=0;$rb(E);k=f[E+544>>2]|0;w=f[E+1576>>2]|0;G=f[E+1600>>2]|0;D=f[E+1604>>2]|0;H=+n[E+1604>>2];f[E+1600>>2]=0;f[E+1604>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b}}if((w|0)==55)AMb(E+28|0);else if((w|0)==82)AMb(E+8|0);else if((w|0)==123){i=f[(E+44|0)>>2]|0;break}}}while(0);f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+8>>2]=0;if((i|0)==(C|0)){C=f[C>>2]|0;Eqb(E+44|0,C);u=E;return}d=0;b=0;j=0;while(1){c=i+24|0;if((d|0)==(b|0))H7a(a,c);else{f[d>>2]=0;g=d+4|0;f[g>>2]=0;f[d+8>>2]=0;e=i+28|0;b=(f[e>>2]|0)-(f[c>>2]|0)|0;if(b>>3|0){if(b>>3>>>0>536870911){w=130;break}h=pOb(b)|0;f[g>>2]=h;f[d>>2]=h;f[d+8>>2]=h+(b>>3<<3);c=f[c>>2]|0;b=(f[e>>2]|0)-c|0;if((b|0)>0){bQb(h|0,c|0,b|0)|0;f[g>>2]=h+(b>>>3<<3)}}f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+12}b=f[i+4>>2]|0;if(!b){c=i+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(i|0))do{B=f[c>>2]|0;c=B+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(B|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((b|0)==(C|0)){w=126;break}j=f[(a+4|0)>>2]|0;i=b;d=j;b=f[(a+8|0)>>2]|0}if((w|0)==126){C=f[C>>2]|0;Eqb(E+44|0,C);u=E;return}else if((w|0)==130)AMb(j)}function Dqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;i=m;j=(f[b>>2]|0)-i|0;b=m+(j>>3<<3)|0;o=f[c>>2]|0;g=f[d>>2]|0;q=g-o|0;k=q>>3;d=o;o=g;if((q|0)<=0){q=b;return q|0}p=a+8|0;h=f[p>>2]|0;q=a+4|0;n=f[q>>2]|0;e=n;if((k|0)<=(h-e>>3|0)){i=e-b|0;e=i>>3;if((k|0)>(e|0)){h=d+(e<<3)|0;g=h;if((h|0)==(o|0))e=n;else{e=n;do{p=h;a=f[p+4>>2]|0;f[e>>2]=f[p>>2];f[e+4>>2]=a;h=h+8|0;e=(f[q>>2]|0)+8|0;f[q>>2]=e}while((h|0)!=(o|0))}if((i|0)<=0){q=b;return q|0}}else e=n;j=e-(b+(k<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<n>>>0){i=e;do{o=h;p=f[o+4>>2]|0;a=i;f[a>>2]=f[o>>2];f[a+4>>2]=p;h=h+8|0;i=(f[q>>2]|0)+8|0;f[q>>2]=i}while(h>>>0<n>>>0)}if(k){cQb(e+(0-k<<3)|0,b|0,j|0)|0;d=f[c>>2]|0}if((d|0)==(g|0)){q=b;return q|0}else e=b;while(1){c=d;a=f[c+4>>2]|0;q=e;f[q>>2]=f[c>>2];f[q+4>>2]=a;d=d+8|0;if((d|0)==(g|0))break;else e=e+8|0}return b|0}e=(e-i>>3)+k|0;if(e>>>0>536870911)AMb(a);k=h-i|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;k=b;e=j>>3;do if(!g)l=0;else if(g>>>0>536870911)vd();else{l=pOb(g<<3)|0;break}while(0);j=l+(e<<3)|0;e=j;i=l+(g<<3)|0;if((o|0)==(d|0)){d=e;g=m}else{g=j;do{m=d;n=f[m+4>>2]|0;c=g;f[c>>2]=f[m>>2];f[c+4>>2]=n;g=e+8|0;e=g;d=d+8|0}while((d|0)!=(o|0));d=e;g=f[a>>2]|0}e=k-g|0;h=j+(0-(e>>3)<<3)|0;if((e|0)>0)bQb(h|0,g|0,e|0)|0;e=(f[q>>2]|0)-k|0;if((e|0)>0){bQb(d|0,b|0,e|0)|0;d=d+(e>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[q>>2]=d;f[p>>2]=i;if(!b){q=j;return q|0}sOb(b);q=j;return q|0}function Eqb(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;Eqb(a,f[b>>2]|0);Eqb(a,f[b+4>>2]|0);c=f[b+24>>2]|0;if(c|0){d=b+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-8-c|0)>>>3)<<3);sOb(c)}sOb(b);return}function Fqb(a){a=a|0;var c=0,d=0,e=0;c=a+48|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.20000000298023224;e=a+64|0;b[e>>0]=b[e>>0]|1;return}function Gqb(a){a=a|0;return (f[a+24>>2]|0)==(f[a+28>>2]|0)|0}function Hqb(a,b){a=a|0;b=b|0;a=a+36|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Iqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(c|0){e=a+64|0;if(!d)return;Jqb(a+24|0,d,d+((c<<1)*12|0)|0);b[e>>0]=b[e>>0]|1;return}j=a+24|0;k=f[j>>2]|0;l=a+28|0;e=f[l>>2]|0;g=k;if((e|0)==(k|0))c=e;else{c=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}i=a+32|0;e=c-g|0;d=(e|0)/12|0;if((((f[i>>2]|0)-g|0)/12|0)>>>0>d>>>0){do if(!e)h=0;else if(d>>>0>357913941)vd();else{h=pOb(e)|0;break}while(0);e=h+(d*12|0)|0;d=e;if((c|0)==(k|0))e=d;else do{h=e;e=e+-12|0;g=c;c=c+-12|0;f[e>>2]=f[c>>2];f[h+-8>>2]=f[g+-8>>2];f[h+-4>>2]=f[g+-4>>2]}while((c|0)!=(k|0));f[j>>2]=e;f[l>>2]=d;f[i>>2]=d;if(k|0)sOb(k)}f[a+8>>2]=0;l=a+12|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)iOb(e);f[a+16>>2]=0;a=a+20|0;e=f[a>>2]|0;f[a>>2]=0;if(!e)return;iOb(e);return}function Jqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=(c-b|0)/12|0;k=a+8|0;d=f[k>>2]|0;i=f[a>>2]|0;e=i;if(j>>>0>((d-i|0)/12|0)>>>0){h=i;if(i){d=a+4|0;g=f[d>>2]|0;if((g|0)!=(e|0))f[d>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(h);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(j>>>0>357913941)AMb(a);i=(d|0)/12|0;e=i<<1;e=i>>>0<178956970?(e>>>0<j>>>0?j:e):357913941;if(e>>>0>357913941)AMb(a);d=pOb(e*12|0)|0;g=a+4|0;f[g>>2]=d;f[a>>2]=d;f[k>>2]=d+(e*12|0);if((b|0)==(c|0))return;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];b=b+12|0;d=d+12|0}while((b|0)!=(c|0));f[g>>2]=d;return}else{a=a+4|0;k=f[a>>2]|0;d=(k-i|0)/12|0;h=j>>>0>d>>>0;d=b+(d*12|0)|0;g=h?d:c;i=k;if((g|0)==(b|0))b=e;else{do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];b=b+12|0;e=e+12|0}while((b|0)!=(g|0));b=e}if(!h){if((b|0)==(i|0))return;f[a>>2]=i+(~(((i+-12-b|0)>>>0)/12|0)*12|0);return}if((g|0)==(c|0))return;b=f[a>>2]|0;do{f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];d=d+12|0;b=b+12|0}while((d|0)!=(c|0));f[a>>2]=b;return}}function Kqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;b=g+24|0;e=g;if(f[a>>2]|0){u=g;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,240471,240505,e,1);h=f[b>>2]|0;c=b+4|0;i=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[a>>2]=h;h=a+4|0;b=f[h>>2]|0;f[h>>2]=i;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);i=Jvb(f[a>>2]|0,240539)|0;f[a+52>>2]=i;i=Kvb(f[a>>2]|0,240548)|0;f[a+56>>2]=i;i=Kvb(f[a>>2]|0,240573)|0;f[a+60>>2]=i;u=g;return}function Lqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0;v=u;u=u+16|0;q=v;r=a+48|0;if(+n[r>>2]<=0.0){u=v;return}s=a+24|0;t=a+28|0;if(((f[t>>2]|0)-(f[s>>2]|0)|0)>>>0>65536)if(fvb()|0){Mqb(a);p=5125}else e=5;else e=5;if((e|0)==5){Nqb(a);p=5123}e=a+8|0;if(!(f[e>>2]|0)){u=v;return}Kqb(a);o=f[64754]|0;Yvb(258928,f[f[e>>2]>>2]|0)|0;k=f[64755]|0;Zvb(258928,f[f[a+16>>2]>>2]|0)|0;l=f[64756]|0;bwb(258928,f[f[a>>2]>>2]|0)|0;m=b[259206]|0;Hwb(258928,d)|0;e=b[259052]|0;kwb(258928,0)|0;d=b[259204]|0;g=f[64773]|0;h=f[64775]|0;i=f[64774]|0;j=f[64776]|0;if(+n[r>>2]<1.0){pwb(258928,1,771)|0;Fwb(258928,1)|0}nf(f[a+56>>2]|0,1,0,c|0);c=f[a+60>>2]|0;w=+n[r>>2];y=w*+n[a+40>>2];x=w*+n[a+44>>2];n[q>>2]=+n[a+36>>2]*w;n[q+4>>2]=y;n[q+8>>2]=x;n[q+12>>2]=w;lf(c|0,1,q|0);r=a+52|0;sf(f[r>>2]|0,3,5126,0,0,0);r=f[r>>2]|0;re(r|0);oe(1,(f[t>>2]|0)-(f[s>>2]|0)|0,p|0,0);ke(r|0);owb(258928,g,h,i,j)|0;Fwb(258928,d<<24>>24!=0)|0;kwb(258928,e<<24>>24!=0)|0;Hwb(258928,m<<24>>24!=0)|0;bwb(258928,l)|0;Zvb(258928,k)|0;Yvb(258928,o)|0;u=v;return}function Mqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;o=u;u=u+16|0;j=o;n=a+64|0;if(!(b[n>>0]&1)){u=o;return}g=a+24|0;e=f[g>>2]|0;i=a+28|0;h=f[i>>2]|0;c=h;d=e;if((e|0)==(h|0)){u=o;return}k=c-d|0;m=k>>>0>1073741823?-1:k<<2;l=qOb(m)|0;m=qOb(m)|0;if(k){d=l;c=e;while(1){f[d>>2]=f[c>>2];r=c+4|0;f[d+4>>2]=f[r>>2];e=c+8|0;f[d+8>>2]=f[e>>2];q=c+12|0;f[d+12>>2]=f[q>>2];f[d+16>>2]=f[r>>2];f[d+20>>2]=f[e>>2];f[d+24>>2]=f[c>>2];p=c+16|0;f[d+28>>2]=f[p>>2];f[d+32>>2]=f[e>>2];f[d+36>>2]=f[q>>2];f[d+40>>2]=f[p>>2];f[d+44>>2]=f[e>>2];f[d+48>>2]=f[c>>2];f[d+52>>2]=f[r>>2];e=c+20|0;f[d+56>>2]=f[e>>2];f[d+60>>2]=f[q>>2];f[d+64>>2]=f[r>>2];f[d+68>>2]=f[e>>2];f[d+72>>2]=f[c>>2];f[d+76>>2]=f[p>>2];f[d+80>>2]=f[e>>2];f[d+84>>2]=f[q>>2];f[d+88>>2]=f[p>>2];f[d+92>>2]=f[e>>2];c=c+24|0;if((c|0)==(h|0))break;else d=d+96|0}d=f[g>>2]|0;c=f[i>>2]|0}g=((c-d|0)/12|0)>>>1;if(g|0){c=0;d=0;e=m;while(1){f[e>>2]=d;s=d|1;f[e+4>>2]=s;f[e+8>>2]=s;i=d|5;f[e+12>>2]=i;f[e+16>>2]=i;q=d|4;f[e+20>>2]=q;f[e+24>>2]=q;f[e+28>>2]=d;t=d|2;f[e+32>>2]=t;h=d|3;f[e+36>>2]=h;f[e+40>>2]=h;p=d|7;f[e+44>>2]=p;f[e+48>>2]=p;r=d|6;f[e+52>>2]=r;f[e+56>>2]=r;f[e+60>>2]=t;f[e+64>>2]=d;f[e+68>>2]=t;f[e+72>>2]=s;f[e+76>>2]=h;f[e+80>>2]=i;f[e+84>>2]=p;f[e+88>>2]=q;f[e+92>>2]=r;c=c+1|0;if((c|0)==(g|0))break;else{d=d+8|0;e=e+96|0}}}g=a+8|0;if(!(f[g>>2]|0)){iub(j,34962);t=f[j>>2]|0;c=j+4|0;s=f[c>>2]|0;f[j>>2]=0;f[c>>2]=0;f[g>>2]=t;t=a+12|0;d=f[t>>2]|0;f[t>>2]=s;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}}e=a+16|0;if(!(f[e>>2]|0)){iub(j,34963);t=f[j>>2]|0;d=j+4|0;s=f[d>>2]|0;f[j>>2]=0;f[d>>2]=0;f[e>>2]=t;t=a+20|0;c=f[t>>2]|0;f[t>>2]=s;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}}t=k<<2;nub(f[g>>2]|0,t,l,35048);nub(f[e>>2]|0,t,m,35048);b[n>>0]=b[n>>0]&-2;tOb(m);tOb(l);u=o;return}function Nqb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;p=u;u=u+16|0;k=p;o=a+64|0;if(!(b[o>>0]&1)){u=p;return}h=a+24|0;g=f[h>>2]|0;j=a+28|0;i=f[j>>2]|0;c=i;e=g;if((g|0)==(i|0)){u=p;return}l=c-e|0;m=qOb(l>>>0>1073741823?-1:l<<2)|0;n=qOb(l>>>0>2147483647?-1:l<<1)|0;if(l){e=m;c=g;while(1){f[e>>2]=f[c>>2];s=c+4|0;f[e+4>>2]=f[s>>2];g=c+8|0;f[e+8>>2]=f[g>>2];r=c+12|0;f[e+12>>2]=f[r>>2];f[e+16>>2]=f[s>>2];f[e+20>>2]=f[g>>2];f[e+24>>2]=f[c>>2];q=c+16|0;f[e+28>>2]=f[q>>2];f[e+32>>2]=f[g>>2];f[e+36>>2]=f[r>>2];f[e+40>>2]=f[q>>2];f[e+44>>2]=f[g>>2];f[e+48>>2]=f[c>>2];f[e+52>>2]=f[s>>2];g=c+20|0;f[e+56>>2]=f[g>>2];f[e+60>>2]=f[r>>2];f[e+64>>2]=f[s>>2];f[e+68>>2]=f[g>>2];f[e+72>>2]=f[c>>2];f[e+76>>2]=f[q>>2];f[e+80>>2]=f[g>>2];f[e+84>>2]=f[r>>2];f[e+88>>2]=f[q>>2];f[e+92>>2]=f[g>>2];c=c+24|0;if((c|0)==(i|0))break;else e=e+96|0}e=f[h>>2]|0;c=f[j>>2]|0}h=((c-e|0)/12|0)>>>1;if(h|0){c=0;e=0;g=n;while(1){i=e&65535;d[g>>1]=e;v=i+1&65535;d[g+2>>1]=v;d[g+4>>1]=v;j=i+5&65535;d[g+6>>1]=j;d[g+8>>1]=j;r=i+4&65535;d[g+10>>1]=r;d[g+12>>1]=r;d[g+14>>1]=e;w=i+2&65535;d[g+16>>1]=w;t=i+3&65535;d[g+18>>1]=t;d[g+20>>1]=t;q=i+7&65535;d[g+22>>1]=q;d[g+24>>1]=q;s=i+6&65535;d[g+26>>1]=s;d[g+28>>1]=s;d[g+30>>1]=w;d[g+32>>1]=e;d[g+34>>1]=w;d[g+36>>1]=v;d[g+38>>1]=t;d[g+40>>1]=j;d[g+42>>1]=q;d[g+44>>1]=r;d[g+46>>1]=s;c=c+1|0;if((c|0)==(h|0))break;else{e=i+8&65535;g=g+48|0}}}h=a+8|0;if(!(f[h>>2]|0)){iub(k,34962);w=f[k>>2]|0;c=k+4|0;v=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[h>>2]=w;w=a+12|0;e=f[w>>2]|0;f[w>>2]=v;if(e|0){iOb(e);c=f[c>>2]|0;if(c|0)iOb(c)}}g=a+16|0;if(!(f[g>>2]|0)){iub(k,34963);w=f[k>>2]|0;e=k+4|0;v=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[g>>2]=w;w=a+20|0;c=f[w>>2]|0;f[w>>2]=v;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}}nub(f[h>>2]|0,l<<2,m,35048);nub(f[g>>2]|0,l<<1,n,35048);b[o>>0]=b[o>>0]&-2;tOb(n);tOb(m);u=p;return}function Oqb(a){a=a|0;var c=0,d=0;c=pOb(224)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42116;d=c+12|0;f[c+212>>2]=0;f[c+216>>2]=0;b[c+220>>0]=0;dQb(d|0,-1,200)|0;f[a>>2]=d;f[a+4>>2]=c;return}function Pqb(a){a=a|0;var b=0;f[a>>2]=42116;b=f[a+216>>2]|0;if(b|0)iOb(b);aOb(a);return}function Qqb(a){a=a|0;var b=0;f[a>>2]=42116;b=f[a+216>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function Rqb(a){a=a|0;a=f[a+216>>2]|0;if(!a)return;iOb(a);return}function Sqb(a){a=a|0;sOb(a);return}function Tqb(a,c,d){a=a|0;c=+c;d=d|0;p[a>>3]=c;f[a+8>>2]=d;b[a+12>>0]=0;return}function Uqb(a,c,d){a=a|0;c=+c;d=d|0;p[a>>3]=c;f[a+8>>2]=d;b[a+12>>0]=1;return}function Vqb(a,b){a=a|0;b=b|0;return +p[a>>3]<+p[b>>3]|0}function Wqb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;d=+W(+c);p[a+400>>3]=d;Xqb(a,d-b,d-c);return}function Xqb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;if(c==0.0)if(b<2.2250738585072014e-308){b=2.2250738585072014e-308;c=2.2250738585072014e-308}else c=2.2250738585072014e-308;d=+U(+((+V(+b)-+V(+c))/31.0));p[a+16>>3]=c;c=d*(d*(d*c));p[a+40>>3]=c;c=d*c;p[a+64>>3]=c;c=d*c;p[a+88>>3]=c;c=d*c;p[a+112>>3]=c;c=d*c;p[a+136>>3]=c;c=d*c;p[a+160>>3]=c;c=d*c;p[a+184>>3]=c;c=d*c;p[a+208>>3]=c;c=d*c;p[a+232>>3]=c;c=d*c;p[a+256>>3]=c;c=d*c;p[a+280>>3]=c;c=d*c;p[a+304>>3]=c;c=d*c;p[a+328>>3]=c;p[a+352>>3]=d*c;p[a+376>>3]=b;return}function Yqb(a){a=a|0;return (f[a>>2]|0)==0|0}function Zqb(a){a=a|0;_qb(a);return}function _qb(a){a=a|0;var b=0,c=0,d=0;b=f[a+24>>2]|0;c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+48>>2]|0;c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+72>>2]|0;c=a+76|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+96>>2]|0;c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+120>>2]|0;c=a+124|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+144>>2]|0;c=a+148|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+168>>2]|0;c=a+172|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+192>>2]|0;c=a+196|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+216>>2]|0;c=a+220|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+240>>2]|0;c=a+244|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+264>>2]|0;c=a+268|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+288>>2]|0;c=a+292|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+312>>2]|0;c=a+316|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+336>>2]|0;c=a+340|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+360>>2]|0;c=a+364|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+384>>2]|0;c=a+388|0;d=f[c>>2]|0;if((d|0)==(b|0)){d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}function $qb(a,b){a=a|0;b=b|0;arb(a,b);return}function arb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;f[c>>2]=(f[c>>2]|0)+-1;t=c+4|0;d=f[t>>2]|0;a:do if(d|0){g=f[c+16+(d*24|0)+8>>2]|0;e=f[c+16+(d*24|0)+12>>2]|0;if((g|0)==(e|0)){do{d=d+-1|0;f[t>>2]=d;if(!d)break a;g=f[c+16+(d*24|0)+8>>2]|0;e=f[c+16+(d*24|0)+12>>2]|0}while((g|0)==(e|0));h=e-g|0;r=h>>4;if((h|0)>16){s=(r+-2|0)/2|0;if((h|0)>=32){q=s;while(1){l=g+(q<<4)|0;d=q<<4;if((s|0)>=(d>>4|0)){d=d>>3|1;e=g+(d<<4)|0;i=e;h=d+1|0;if((h|0)<(r|0)){j=e+16|0;if(+p[e>>3]<+p[j>>3]){d=h;e=j}else e=i}else e=i;o=+p[l>>3];if(!(+p[e>>3]<o)){n=g+(q<<4)+8|0;m=f[n>>2]|0;n=f[n+4>>2]|0;while(1){k=l;l=e;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];b[k+12>>0]=b[l+12>>0]|0;if((s|0)<(d|0))break;d=d<<1|1;i=g+(d<<4)|0;h=i;j=d+1|0;if((j|0)<(r|0)){k=i+16|0;if(+p[i>>3]<+p[k>>3]){d=j;h=k}}if(+p[h>>3]<o)break;else e=h}l=e;p[l>>3]=o;l=l+8|0;f[l>>2]=m;b[l+4>>0]=n}}if((q|0)>0)q=q+-1|0;else break}g=f[t>>2]|0;d=g;e=f[c+16+(g*24|0)+12>>2]|0;g=f[c+16+(g*24|0)+8>>2]|0}}}s=c+16+(d*24|0)+12|0;i=e-g|0;d=i>>4;if((i|0)>16){r=e+-16|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[g>>2]=f[r>>2];f[g+4>>2]=f[r+4>>2];f[g+8>>2]=f[r+8>>2];b[g+12>>0]=b[r+12>>0]|0;f[r>>2]=f[v>>2];f[r+4>>2]=f[v+4>>2];f[r+8>>2]=f[v+8>>2];b[r+12>>0]=b[v+12>>0]|0;r=d+-1|0;if((d|0)!=2){q=(d+-3|0)/2|0;d=g+16|0;h=d;if((i|0)>48){e=g+32|0;if(+p[d>>3]<+p[e>>3])d=2;else{d=1;e=h}}else{d=1;e=h}o=+p[g>>3];if(!(+p[e>>3]<o)){n=g+8|0;m=f[n>>2]|0;n=f[n+4>>2]|0;l=g;while(1){v=l;l=e;f[v>>2]=f[l>>2];f[v+4>>2]=f[l+4>>2];f[v+8>>2]=f[l+8>>2];b[v+12>>0]=b[l+12>>0]|0;if((q|0)<(d|0))break;d=d<<1|1;i=g+(d<<4)|0;h=i;j=d+1|0;if((j|0)<(r|0)){k=i+16|0;if(+p[i>>3]<+p[k>>3]){d=j;h=k}}if(+p[h>>3]<o)break;else e=h}v=e;p[v>>3]=o;v=v+8|0;f[v>>2]=m;b[v+4>>0]=n}}}v=(f[s>>2]|0)+-16|0;f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];f[s>>2]=v;u=w;return}while(0);h=c+8|0;t=f[h>>2]|0;i=f[c+24>>2]|0;d=i+(t<<4)|0;f[v>>2]=f[d>>2];f[v+4>>2]=f[d+4>>2];f[v+8>>2]=f[d+8>>2];f[v+12>>2]=f[d+12>>2];t=t+1|0;f[h>>2]=t;d=c+28|0;c=f[d>>2]|0;e=i;g=c;if((t|0)==(c-e>>4|0)){f[h>>2]=0;if((i|0)!=(g|0))f[d>>2]=g+(~((g+-16-e|0)>>>4)<<4)};f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];u=w;return}function brb(a,b){a=a|0;b=b|0;return +(+p[a+400>>3]-+p[b>>3])}function crb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=42144;lSa(f[a+8>>2]|0);b=f[a+472>>2]|0;if(b|0){c=a+476|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}Mjb(a+80|0);return}function drb(a){a=a|0;yf()}function erb(){f[64725]=0;f[64726]=0;f[64727]=0;return}function frb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0;f[a>>2]=42144;b[a+4>>0]=b[c>>0]|0;j=a+8|0;f[j>>2]=d;c=a+12|0;f[c>>2]=e;i=a+16|0;f[i>>2]=0;d=a+20|0;f[d>>2]=0;h=a+24|0;f[h>>2]=0;f[a+28>>2]=g;b[a+57>>0]=0;b[a+58>>0]=0;f[a+64>>2]=0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+88>>2]=0;f[a+92>>2]=0;f[a+96>>2]=0;f[a+112>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;f[a+144>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0;f[a+168>>2]=0;f[a+184>>2]=0;f[a+188>>2]=0;f[a+192>>2]=0;f[a+208>>2]=0;f[a+212>>2]=0;f[a+216>>2]=0;f[a+232>>2]=0;f[a+236>>2]=0;f[a+240>>2]=0;f[a+256>>2]=0;f[a+260>>2]=0;f[a+264>>2]=0;f[a+280>>2]=0;f[a+284>>2]=0;f[a+288>>2]=0;f[a+304>>2]=0;f[a+308>>2]=0;f[a+312>>2]=0;f[a+328>>2]=0;f[a+332>>2]=0;f[a+336>>2]=0;f[a+352>>2]=0;f[a+356>>2]=0;f[a+360>>2]=0;f[a+376>>2]=0;f[a+380>>2]=0;f[a+384>>2]=0;f[a+400>>2]=0;f[a+404>>2]=0;f[a+408>>2]=0;f[a+424>>2]=0;f[a+428>>2]=0;f[a+432>>2]=0;f[a+448>>2]=0;f[a+452>>2]=0;f[a+456>>2]=0;p[a+80>>3]=2.2250738585072014e-308;p[a+104>>3]=8.938889586303288e-249;p[a+128>>3]=6.5957363400673356e-229;p[a+152>>3]=4.8667944097154903e-209;p[a+176>>3]=3.5910604374152623e-189;p[a+200>>3]=2.6497349136888998e-169;p[a+224>>3]=1.9551592726396706e-149;p[a+248>>3]=1.4426529090289578e-129;p[a+272>>3]=1.0644899600019857e-109;p[a+296>>3]=7.85454954447594e-90;p[a+320>>3]=5.795634610448756e-70;p[a+344>>3]=4.2764235361472415e-50;p[a+368>>3]=3.1554436208838314e-30;p[a+392>>3]=2.3283064365385257e-10;p[a+416>>3]=17179869183.998657;p[a+440>>3]=1797693134862315708145274.0e284;g=a+472|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;b[g+16>>0]=0;kSa(f[j>>2]|0);c=f[c>>2]|0;if(!c){j=a+32|0;f[j>>2]=0;j=a+40|0;p[j>>3]=-1.0;return}o=+p[e+32>>3]-+p[c+56>>3];m=+p[e+40>>3]-+p[c+64>>3];l=+p[e+48>>3]-+p[c+72>>3];k=+L(+(o*o+(m*m+l*l)));n[i>>2]=o/k;n[d>>2]=m/k;n[h>>2]=l/k;j=a+32|0;f[j>>2]=0;j=a+40|0;p[j>>3]=-1.0;return}function grb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;h=n+20|0;g=n+16|0;e=n+12|0;i=n+8|0;k=n+4|0;l=n;m=aSa(f[a+8>>2]|0)|0;if(!(b[a+4>>0]|0)){b[a+56>>0]=0;c=0}else{d=(f[m+12>>2]|0)!=0;j=a+56|0;c=d&1;b[j>>0]=c;if(d){c=f[64725]|0;o=f[64726]|0;d=o+(~((o+-4-c|0)>>>2)<<2)|0;if((o|0)!=(c|0)){f[64726]=d;c=d}f[i>>2]=c;f[k>>2]=f[m+8>>2];f[l>>2]=0;f[e>>2]=f[i>>2];f[g>>2]=f[k>>2];f[h>>2]=f[l>>2];hrb(258900,e,g,h)|0;irb(f[64725]|0,f[64726]|0);f[a+60>>2]=f[64725];c=b[j>>0]|0}}f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(c<<24>>24)){krb(a);u=n;return}else{jrb(a,0);u=n;return}}function hrb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=f[a>>2]|0;j=n;k=(f[b>>2]|0)-j|0;b=n+(k>>2<<2)|0;n=f[c>>2]|0;q=f[d>>2]|0;i=q;g=n;if((n|0)==(q|0)){r=b;return r|0}h=0;d=n;while(1){l=h+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else h=l}if((h|0)<=-1){r=b;return r|0}p=a+8|0;e=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((h|0)<(e-d>>2|0)){e=d-b|0;d=e>>2;if((h|0)<(d|0)){g=i;d=o}else{h=(e|0)>0;if(h)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{e=g;d=o;do{f[d>>2]=f[e+8>>2];e=f[e>>2]|0;d=(f[r>>2]|0)+4|0;f[r>>2]=d}while((q|0)!=(e|0))}if(!h){r=b;return r|0}}i=d-(b+(l<<2))|0;j=i>>2;e=b+(j<<2)|0;if(e>>>0<o>>>0){h=d;do{f[h>>2]=f[e>>2];e=e+4|0;h=(f[r>>2]|0)+4|0;f[r>>2]=h}while(e>>>0<o>>>0)}if(j|0)cQb(d+(0-j<<2)|0,b|0,i|0)|0;d=f[c>>2]|0;if((g|0)==(d|0)){r=b;return r|0}else e=b;while(1){f[e>>2]=f[d+8>>2];d=f[d>>2]|0;if((g|0)==(d|0))break;else e=e+4|0}return b|0}d=(d-j>>2)+l|0;if(d>>>0>1073741823)AMb(a);l=e-j|0;e=l>>1;e=l>>2>>>0<536870911?(e>>>0<d>>>0?d:e):1073741823;l=b;d=k>>2;do if(!e)m=0;else if(e>>>0>1073741823)vd();else{m=pOb(e<<2)|0;break}while(0);k=m+(d<<2)|0;j=m+(e<<2)|0;g=k;d=k;h=n;e=n;while(1){f[g>>2]=f[e+8>>2];i=d+4|0;d=i;e=f[h>>2]|0;if((q|0)==(e|0))break;else{g=i;h=e}}g=f[a>>2]|0;e=l-g|0;h=k+(0-(e>>2)<<2)|0;if((e|0)>0)bQb(h|0,g|0,e|0)|0;e=(f[r>>2]|0)-l|0;if((e|0)>0){bQb(i|0,b|0,e|0)|0;d=i+(e>>>2<<2)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=d;f[p>>2]=j;if(!b){r=k;return r|0}sOb(b);r=k;return r|0}function irb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0.0;a:while(1){p=b;r=b+-4|0;q=b+-8|0;while(1){b:while(1){o=a;c=p-o|0;d=c>>2;switch(d|0){case 2:{s=5;break a}case 3:{s=9;break a}case 4:{s=10;break a}case 5:{s=11;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<124){s=13;break a}l=a+(((d|0)/2|0)<<2)|0;if((c|0)>3996){c=(d|0)/4|0;c=Jrb(a,a+(c<<2)|0,l,l+(c<<2)|0,r)|0}else c=Hrb(a,l,r)|0;j=f[a>>2]|0;d=f[l>>2]|0;m=+n[j+144>>2];m=!(m<=4.827976454180316e-07)?m:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;if(m<g){d=r;break}if(!(m>g)){t=+n[j+148>>2];e=+n[d+148>>2];if((!(t>=.9999995231628418)?t:1.0)<(!(e>=.9999995231628418)?e:1.0)){d=r;break}}if((a|0)!=(q|0)){i=d+148|0;d=q;do{h=f[d>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(e<g){s=59;break b}if(!(e>g)){e=+n[h+148>>2];t=+n[i>>2];if((!(e>=.9999995231628418)?e:1.0)<(!(t>=.9999995231628418)?t:1.0)){s=59;break b}}d=d+-4|0}while((a|0)!=(d|0))}c=a+4|0;d=f[r>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;i=d;do if(!(m<e)){if(!(m>e)){g=+n[j+148>>2];t=+n[d+148>>2];if((!(g>=.9999995231628418)?g:1.0)<(!(t>=.9999995231628418)?t:1.0))break}if((c|0)==(r|0)){s=84;break a}h=j+148|0;while(1){d=f[c>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(m<e)break;if(!(m>e)){g=+n[h>>2];t=+n[d+148>>2];if((!(g>=.9999995231628418)?g:1.0)<(!(t>=.9999995231628418)?t:1.0))break}c=c+4|0;if((c|0)==(r|0)){s=84;break a}}f[c>>2]=i;f[r>>2]=d;c=c+4|0}while(0);if((c|0)==(r|0)){s=84;break a}else d=r;while(1){j=f[a>>2]|0;h=f[c>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;c:do if(!(g<e)){i=j+148|0;do{if(!(g>e)){m=+n[i>>2];t=+n[h+148>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))break c}c=c+4|0;h=f[c>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0}while(!(g<e))}while(0);i=j+148|0;while(1){d=d+-4|0;h=f[d>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(g<e)continue;if(g>e)break;m=+n[i>>2];t=+n[h+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}if(c>>>0>=d>>>0){a=c;continue b}o=f[c>>2]|0;f[c>>2]=h;f[d>>2]=o;c=c+4|0}}if((s|0)==59){s=0;f[a>>2]=h;f[d>>2]=j;c=c+1|0}h=a+4|0;d:do if(h>>>0<d>>>0)while(1){k=f[l>>2]|0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;k=k+148|0;while(1){i=f[h>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(!(e<g)){if(e>g)break;m=+n[i+148>>2];t=+n[k>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}h=h+4|0}d=d+-4|0;j=f[d>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;e:do if(!(e<g))do{if(!(e>g)){m=+n[j+148>>2];t=+n[k>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))break e}d=d+-4|0;j=f[d>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0}while(!(e<g));while(0);if(h>>>0>d>>>0)break d;f[h>>2]=f[d>>2];f[d>>2]=i;l=(l|0)==(h|0)?d:l;h=h+4|0;c=c+1|0}while(0);do if((h|0)!=(l|0)){d=f[l>>2]|0;i=f[h>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[i+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=i;k=d;if(!(e<g)){if(e>g)break;m=+n[d+148>>2];t=+n[i+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}f[h>>2]=k;f[l>>2]=j;c=c+1|0}while(0);if(!c){c=Krb(a,h)|0;d=h+4|0;if(Krb(d,b)|0){s=83;break}if(c){a=d;continue}}l=h;if((l-o|0)>=(p-l|0)){s=82;break}irb(a,h);a=h+4|0}if((s|0)==82){s=0;irb(h+4|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){d=f[r>>2]|0;h=f[a>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[h+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;b=h;c=d;if(!(e<g)){if(e>g)return;m=+n[d+148>>2];t=+n[h+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))return}f[a>>2]=c;f[r>>2]=b;return}else if((s|0)==9){Hrb(a,a+4|0,r)|0;return}else if((s|0)==10){Irb(a,a+4|0,a+8|0,r)|0;return}else if((s|0)==11){Jrb(a,a+4|0,a+8|0,a+12|0,r)|0;return}else if((s|0)==13){d=a+8|0;Hrb(a,a+4|0,d)|0;c=a+12|0;if((c|0)==(b|0))return;while(1){h=f[c>>2]|0;i=f[d>>2]|0;g=+n[h+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;l=h;j=i;if(g<e){h=h+148|0;s=18}else if(!(g>e)){h=h+148|0;m=+n[h>>2];t=+n[i+148>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))s=18}if((s|0)==18){s=0;f[c>>2]=j;f:do if((d|0)!=(a|0))while(1){i=d+-4|0;j=f[i>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;k=j;if(!(g<e)){if(g>e)break f;m=+n[h>>2];t=+n[j+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break f}f[d>>2]=k;if((i|0)==(a|0)){d=i;break}else d=i}while(0);f[d>>2]=l}d=c+4|0;if((d|0)==(b|0))break;else{r=c;c=d;d=r}}return}else if((s|0)==84)return}function jrb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0.0,r=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0;X=u;u=u+48|0;y=X;E=X+40|0;N=a+8|0;O=(AQa(f[N>>2]|0)|0)+112|0;P=+p[O>>3];P=!(P<=4.827976454180316e-07)?P:0.0;O=(n[s>>2]=P,f[s>>2]|0);e=(AQa(f[N>>2]|0)|0)+120|0;Q=+p[e>>3];Q=!(Q>=.9999995231628418)?Q:1.0;e=(n[s>>2]=Q,f[s>>2]|0);x=f[64726]|0;R=a+58|0;z=a+472|0;A=a+476|0;B=a+60|0;S=a+57|0;T=a+484|0;U=a+488|0;V=a+32|0;w=a+60|0;C=a+472|0;D=a+12|0;F=a+28|0;G=y+8|0;H=y+16|0;I=y+24|0;J=a+480|0;K=a+32|0;L=a+40|0;M=a+48|0;while(1){if(b[R>>0]|0)if(!(b[S>>0]|0)){yrb(a);if(f[V>>2]|0){W=52;break}b[S>>0]=1}h=f[z>>2]|0;g=f[A>>2]|0;if((h|0)==(g|0)){g=f[B>>2]|0;if((g|0)!=(x|0)){v=f[g>>2]|0;d=+n[v+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;j=+n[v+148>>2];j=!(j>=.9999995231628418)?j:1.0;r=P-d+(Q-j);v=r+9.999999747378752e-06<0.0?1:r+-9.999999747378752e-06>0.0?2:0;g=(v|0)!=0;if((b[S>>0]|0)==0&(v|0)!=2){if(!(b[R>>0]|0)){if(!(g&c)){f[T>>2]=0;b[R>>0]=1;b[U>>0]=0;W=12}}else W=12;if((W|0)==12){W=0;yrb(a);if(f[V>>2]|0){W=52;break}}b[S>>0]=1}if(g&c){W=52;break}g=f[w>>2]|0;v=g;while(1){h=v+4|0;f[B>>2]=h;if((h|0)==(x|0))break;t=f[h>>2]|0;q=+n[t+144>>2];r=+n[t+148>>2];r=(!(q<=4.827976454180316e-07)?q:0.0)-d+((!(r>=.9999995231628418)?r:1.0)-j);if(!(r+-9.999999747378752e-06>0.0)&!(r+9.999999747378752e-06<0.0))v=h;else break}b[U>>0]=0;if((g|0)!=(h|0))while(1){t=f[g>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,t)|0){h=t+196|0;if(!(f[h>>2]&64)){i=f[(f[t+4>>2]|0)+44>>2]|0;if((f[i+32>>2]|0)!=(0-((f[i+24>>2]|0)+(f[i+28>>2]|0))|0))if(zLa(i+68|0)|0){Vib(y,f[N>>2]|0,f[D>>2]|0,t,0);a:do if(!(f[h>>2]&2)){o=f[F>>2]|0;i=f[o>>2]|0;o=f[o+4>>2]|0;if((i|0)==(o|0))W=32;else{d=+p[y>>3];j=+p[G>>3];q=+p[H>>3];r=+p[I>>3];h=0;do{k=f[i>>2]|0;m=f[i+4>>2]|0;if((k|0)==(m|0))h=(h|0)>0?h:0;else{l=2;do{Z=+p[k+24>>3]+(d*+p[k>>3]+(j*+p[k+8>>3]+q*+p[k+16>>3]));Y=!(Z*Z>=r)?1:Z<0.0?0:2;l=(Y|0)<(l|0)?Y:l;k=k+32|0}while((k|0)!=(m|0));if((l|0)==2)break a;else h=(h|0)<(l|0)?l:h}i=i+12|0}while((i|0)!=(o|0));if((h|0)!=2)W=32}}else W=32;while(0);if((W|0)==32){W=0;d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,y);if(d>=0.0){p[y>>3]=d;f[E>>2]=t;h=f[A>>2]|0;if(h>>>0<(f[J>>2]|0)>>>0){p[h>>3]=d;f[h+8>>2]=t;f[A>>2]=h+16}else lrb(z,y,E);break}}}}}while(0);if((g|0)==(v|0))break;else g=g+4|0}zrb(f[C>>2]|0,f[A>>2]|0);f[T>>2]=3;b[U>>0]=1;h=f[z>>2]|0;g=f[A>>2]|0;W=40}}else W=40;if((W|0)==40){W=0;if((h|0)!=(g|0)){f[K>>2]=f[g+-8>>2];p[L>>3]=+p[g+-16>>3];f[M>>2]=f[T>>2];f[A>>2]=g+-16;if(f[V>>2]|0){W=52;break}}}if((f[w>>2]|0)==(x|0)){W=43;break}}if((W|0)==43){if(!(b[S>>0]|0)){g=f[64726]|0;if((f[64725]|0)==(g|0))g=O;else{e=f[g+-4>>2]|0;d=+n[e+144>>2];g=!(d<=4.827976454180316e-07)?(n[s>>2]=d,f[s>>2]|0):0;d=+n[e+148>>2];e=!(d>=.9999995231628418)?(n[s>>2]=d,f[s>>2]|0):1065353216}d=(f[s>>2]=g,+n[s>>2]);d=P-d+(Q-(f[s>>2]=e,+n[s>>2]));if(!(b[R>>0]|0)){if(!((d+9.999999747378752e-06<0.0|d+-9.999999747378752e-06>0.0)&c)){f[T>>2]=0;b[R>>0]=1;b[U>>0]=0;W=49}}else W=49;if((W|0)==49){yrb(a);if(f[V>>2]|0){u=X;return}}b[S>>0]=1}f[T>>2]=4;u=X;return}else if((W|0)==52){u=X;return}}function krb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0;y=0;z=u;u=u+1792|0;if(!(b[(a+488|0)>>0]|0))if(tSa(f[(a+8|0)>>2]|0)|0){c=(IRa(f[(a+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;a:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break a}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);b:do if(c|0)c:while(1){do{s=f[d+12>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))if(zLa(e+68|0)|0){Vib(z+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);d:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0))y=22;else{g=+p[(z+16|0)>>3];o=+p[((z+16|0)+8|0)>>3];q=+p[((z+16|0)+16|0)>>3];r=+p[((z+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{A=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));x=!(A*A>=r)?1:A<0.0?0:2;k=(x|0)<(k|0)?x:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break d;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)y=22}}else y=22;while(0);if((y|0)==22){y=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,z+16|0);if(g>=0.0){p[(z+16|0)>>3]=g;f[z>>2]=s;e=f[(a+476|0)>>2]|0;if(e>>>0<(f[(a+480|0)>>2]|0)>>>0){p[e>>3]=g;f[e+8>>2]=s;f[(a+476|0)>>2]=e+16}else lrb(a+472|0,z+16|0,z);break}}}}while(0);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break b;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}while(0);mrb(f[a+472>>2]|0,f[(a+476|0)>>2]|0);f[a+484>>2]=3;b[(a+488|0)>>0]=1}c=f[(a+484|0)>>2]|0;if((c|0)==3){c=f[(a+476|0)>>2]|0;if((f[a+472>>2]|0)==(c|0))c=f[a+32>>2]|0;else{y=f[c+-8>>2]|0;f[a+32>>2]=y;p[a+40>>3]=+p[c+-16>>3];f[a+48>>2]=3;f[(a+476|0)>>2]=c+-16;c=y}if(c|0){u=z;return}b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=4;u=z;return}x=f[(a+12|0)>>2]|0?a+16|0:0;e:{d=1;c=c|0;if(d)switch(c|0){case 0:{f[(z+56|0)>>2]=z+80|0;if(!(b[(a+488|0)>>0]|0)){if(!(Rg[f[(f[a>>2]|0)+8>>2]&255](a,a+64|0)|0)){f[(a+484|0)>>2]=4;u=z;return}c=FQa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(z+72|0)>>2]=f[c>>2];f[(z+68|0)>>2]=f[(c+4|0)>>2];f[(z+76|0)>>2]=f[(z+72|0)>>2];f[z>>2]=f[(z+68|0)>>2];b[(z+16|0)>>0]=b[(z+81|0)>>0]|0;d=cDa(z+76|0,z,z+16|0)|0;f[(z+64|0)>>2]=d;f[(z+60|0)>>2]=f[(c+4|0)>>2];f[z>>2]=f[(z+64|0)>>2];f[(z+16|0)>>2]=f[(z+60|0)>>2];dDa(c,z,z+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{nrb(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));c=gSa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(z+72|0)>>2]=f[c>>2];f[(z+68|0)>>2]=f[(c+4|0)>>2];f[(z+76|0)>>2]=f[(z+72|0)>>2];f[z>>2]=f[(z+68|0)>>2];b[(z+16|0)>>0]=b[(z+81|0)>>0]|0;d=aDa(z+76|0,z,z+16|0)|0;f[(z+64|0)>>2]=d;f[(z+60|0)>>2]=f[(c+4|0)>>2];f[z>>2]=f[(z+64|0)>>2];f[(z+16|0)>>2]=f[(z+60|0)>>2];bDa(c,z,z+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{orb(a,f[c>>2]|0,z+56|0);c=c+4|0}while((c|0)!=(d|0));b[(a+488|0)>>0]=1}f:do if(!(Yqb(a+64|0)|0)){g:while(1){$qb(z,a+64|0);switch(b[(z+12|0)>>0]|0){case 0:break g;case 1:{e=f[(z+8|0)>>2]|0;c=f[e+12>>2]|0;d=f[e+16>>2]|0;if((c|0)!=(d|0))do{qrb(a,c);c=c+72|0}while((c|0)!=(d|0));w=f[(a+12|0)>>2]|0?a+16|0:0;c=f[e+24>>2]|0;v=f[e+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;h:do if(0==0?(h[s+200+4>>0]&3|0)==1:0)if(!(f[(s+196|0)>>2]&2))if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0)){if(!(zLa(e+68|0)|0))break;Vib(z+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);i:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0)){y=76;break}g=+p[(z+16|0)>>3];o=+p[((z+16|0)+8|0)>>3];q=+p[((z+16|0)+16|0)>>3];r=+p[((z+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{A=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));B=!(A*A>=r)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break i;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)y=76}else y=76;while(0);do if((y|0)==76){y=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,z+16|0);if(!(g>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break h}while(0);prb(a+64|0,+p[(a+464|0)>>3]-g,s);break h}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(a+64|0)|0)break f}f[a+32>>2]=f[z+8>>2];A=+brb(a+64|0,z);p[a+40>>3]=A;f[a+48>>2]=f[(a+484|0)>>2]}while(0);if(!(f[a+32>>2]|0)){b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=1;y=89;break e}u=z;return}default:d=1}if(d)switch(c|0){case 1:{if(!(b[(a+488|0)>>0]|0))y=89;else y=113;break}case 2:{if(!(b[(a+488|0)>>0]|0))y=148;break}default:{u=z;return}}}f[z+112>>2]=a;f[z+672>>2]=x;f[z+1680>>2]=y;f[z+1704>>2]=0;f[z+1708>>2]=0;asb(z);G=f[z+1704>>2]|0;D=f[z+1708>>2]|0;H=+n[z+1708>>2];f[z+1704>>2]=0;f[z+1708>>2]=0;if((G|0)==5)return}function lrb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>4;d=m+1|0;if(d>>>0>268435455)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>3;d=n>>4>>>0<134217727?(e>>>0<d>>>0?d:e):268435455;do if(!d){h=0;j=0}else if(d>>>0>268435455)vd();else{j=pOb(d<<4)|0;h=j;break}while(0);e=h+(m<<4)|0;p[e>>3]=+p[b>>3];f[h+(m<<4)+8>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+16;f[g>>2]=h+(d<<4);if(!k)return;sOb(k);return}function mrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=wrb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=xrb(a,h)|0;g=h+16|0;if(xrb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}mrb(a,h);a=h+16|0}if((s|0)==82){s=0;mrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){wrb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;wrb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function nrb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;g=u;u=u+48|0;d=g;l=+n[c+4>>2];k=+n[c+8>>2];j=+n[c+12>>2];i=+n[c+16>>2];h=+n[c+20>>2];p[d>>3]=+n[c>>2];p[d+8>>3]=l;p[d+16>>3]=k;p[d+24>>3]=j;p[d+32>>3]=i;p[d+40>>3]=h;if((urb(f[a+28>>2]|0,d)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,d)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(d,c,b[c+48>>0]|0,+n[c+44>>2]);e=f[e>>2]|0;f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[e+12>>2]=f[d+12>>2];f[e+16>>2]=f[d+16>>2];f[e+20>>2]=f[d+20>>2];f[e+52>>2]=f[d+24>>2];f[e+56>>2]=f[d+28>>2];f[e+60>>2]=f[d+32>>2];f[e+64>>2]=f[d+36>>2];f[e+68>>2]=f[d+40>>2];f[e+72>>2]=f[d+44>>2];nrb(a,e);nrb(a,e+52|0)}vrb(a,c);u=g;return}u=g;return}function orb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0;I=u;u=u+48|0;G=I;J=+n[c+4>>2];g=+n[c+8>>2];l=+n[c+12>>2];m=+n[c+16>>2];o=+n[c+20>>2];p[G>>3]=+n[c>>2];p[G+8>>3]=J;p[G+16>>3]=g;p[G+24>>3]=l;p[G+32>>3]=m;p[G+40>>3]=o;F=a+28|0;if((urb(f[F>>2]|0,G)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,G)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(G,c,b[c+48>>0]|0,+n[c+44>>2]);E=f[e>>2]|0;f[E>>2]=f[G>>2];f[E+4>>2]=f[G+4>>2];f[E+8>>2]=f[G+8>>2];f[E+12>>2]=f[G+12>>2];f[E+16>>2]=f[G+16>>2];f[E+20>>2]=f[G+20>>2];f[E+52>>2]=f[G+24>>2];f[E+56>>2]=f[G+28>>2];f[E+60>>2]=f[G+32>>2];f[E+64>>2]=f[G+36>>2];f[E+68>>2]=f[G+40>>2];f[E+72>>2]=f[G+44>>2];orb(a,E,d);orb(a,E+52|0,d)}D=a+12|0;E=f[D>>2]|0?a+16|0:0;d=f[c+24>>2]|0;s=f[c+28>>2]|0;if((d|0)==(s|0)){u=I;return}t=a+8|0;v=G+8|0;w=G+16|0;x=G+24|0;y=(E|0)==0;z=a+64|0;A=a+464|0;B=E+4|0;C=E+8|0;do{r=f[d>>2]|0;q=r+196|0;do if(!(f[q>>2]&2))if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,r)|0)if(!(f[q>>2]&64)){e=f[(f[r+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))if(zLa(e+68|0)|0){Vib(G,f[t>>2]|0,f[D>>2]|0,r,0);a:do if(!(f[q>>2]&2)){k=f[F>>2]|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if((c|0)==(k|0))H=22;else{g=+p[G>>3];l=+p[v>>3];m=+p[w>>3];o=+p[x>>3];e=0;do{h=f[c>>2]|0;j=f[c+4>>2]|0;if((h|0)==(j|0))e=(e|0)>0?e:0;else{i=2;do{J=+p[h+24>>3]+(g*+p[h>>3]+(l*+p[h+8>>3]+m*+p[h+16>>3]));K=!(J*J>=o)?1:J<0.0?0:2;i=(K|0)<(i|0)?K:i;h=h+32|0}while((h|0)!=(j|0));if((i|0)==2)break a;else e=(e|0)<(i|0)?i:e}c=c+12|0}while((c|0)!=(k|0));if((e|0)!=2)H=22}}else H=22;while(0);if((H|0)==22){H=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,G);if(g>=0.0){if(!y)if(f[q>>2]&134217728|0){K=f[r+104>>2]|0;if(+n[E>>2]*+n[K+312>>2]+(+n[B>>2]*+n[K+316>>2]+ +n[C>>2]*+n[K+320>>2])<+n[K+324>>2])break}prb(z,+p[A>>3]-g,r);break}}}}while(0);d=d+4|0}while((d|0)!=(s|0));u=I;return}u=I;return}function prb(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l+8|0;g=l;p[g>>3]=c;f[a>>2]=(f[a>>2]|0)+1;if(+p[a+16>>3]>c)h=0;else if(+p[a+40>>3]>c)h=1;else if(+p[a+64>>3]>c)h=2;else if(+p[a+88>>3]>c)h=3;else if(+p[a+112>>3]>c)h=4;else if(+p[a+136>>3]>c)h=5;else if(+p[a+160>>3]>c)h=6;else if(+p[a+184>>3]>c)h=7;else if(+p[a+208>>3]>c)h=8;else if(+p[a+232>>3]>c)h=9;else if(+p[a+256>>3]>c)h=10;else if(+p[a+280>>3]>c)h=11;else if(+p[a+304>>3]>c)h=12;else if(+p[a+328>>3]>c)h=13;else if(+p[a+352>>3]>c)h=14;else h=15;i=a+16+(h*24|0)+8|0;j=a+16+(h*24|0)+12|0;e=f[j>>2]|0;if(e>>>0<(f[a+16+(h*24|0)+16>>2]|0)>>>0){Tqb(e,c,d);f[j>>2]=(f[j>>2]|0)+16}else trb(i,g,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=l;return}if(!((h|0)!=0&(h|0)==(e|0))){u=l;return}h=f[i>>2]|0;e=f[j>>2]|0;a=e-h|0;if((a|0)<=16){u=l;return}d=((a>>>4)+-2|0)/2|0;g=h+(d<<4)|0;a=e+-16|0;if(!(Vqb(g,a)|0)){u=l;return};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];e=g;while(1){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];b[a+12>>0]=b[e+12>>0]|0;if(!d)break;d=(d+-1|0)/2|0;a=h+(d<<4)|0;if(!(Vqb(a,k)|0))break;else{j=e;e=a;a=j}}f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];b[e+12>>0]=b[k+12>>0]|0;u=l;return}function qrb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;l=q;Xib(l,b);m=f[a+28>>2]|0;e=f[m>>2]|0;m=f[m+4>>2]|0;a:do if((e|0)==(m|0))o=9;else{n=+p[l>>3];c=+p[l+8>>3];j=+p[l+16>>3];k=+p[l+24>>3];d=0;do{g=f[e>>2]|0;i=f[e+4>>2]|0;if((g|0)==(i|0))d=(d|0)>0?d:0;else{h=2;do{s=+p[g+24>>3]+(n*+p[g>>3]+(c*+p[g+8>>3]+j*+p[g+16>>3]));r=!(s*s>=k)?1:s<0.0?0:2;h=(r|0)<(h|0)?r:h;g=g+32|0}while((g|0)!=(i|0));if((h|0)==2)break a;else d=(d|0)<(h|0)?h:d}e=e+12|0}while((e|0)!=(m|0));if((d|0)!=2)o=9}while(0);if((o|0)==9){c=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,l);if(c>=0.0){rrb(a+64|0,+p[a+464>>3]-c,b);u=q;return}}u=q;return}function rrb(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l+8|0;g=l;p[g>>3]=c;f[a>>2]=(f[a>>2]|0)+1;if(+p[a+16>>3]>c)h=0;else if(+p[a+40>>3]>c)h=1;else if(+p[a+64>>3]>c)h=2;else if(+p[a+88>>3]>c)h=3;else if(+p[a+112>>3]>c)h=4;else if(+p[a+136>>3]>c)h=5;else if(+p[a+160>>3]>c)h=6;else if(+p[a+184>>3]>c)h=7;else if(+p[a+208>>3]>c)h=8;else if(+p[a+232>>3]>c)h=9;else if(+p[a+256>>3]>c)h=10;else if(+p[a+280>>3]>c)h=11;else if(+p[a+304>>3]>c)h=12;else if(+p[a+328>>3]>c)h=13;else if(+p[a+352>>3]>c)h=14;else h=15;i=a+16+(h*24|0)+8|0;j=a+16+(h*24|0)+12|0;e=f[j>>2]|0;if(e>>>0<(f[a+16+(h*24|0)+16>>2]|0)>>>0){Uqb(e,c,d);f[j>>2]=(f[j>>2]|0)+16}else srb(i,g,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=l;return}if(!((h|0)!=0&(h|0)==(e|0))){u=l;return}h=f[i>>2]|0;e=f[j>>2]|0;a=e-h|0;if((a|0)<=16){u=l;return}d=((a>>>4)+-2|0)/2|0;g=h+(d<<4)|0;a=e+-16|0;if(!(Vqb(g,a)|0)){u=l;return};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];e=g;while(1){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];b[a+12>>0]=b[e+12>>0]|0;if(!d)break;d=(d+-1|0)/2|0;a=h+(d<<4)|0;if(!(Vqb(a,k)|0))break;else{j=e;e=a;a=j}}f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];b[e+12>>0]=b[k+12>>0]|0;u=l;return}function srb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[a>>2]|0;g=(f[l>>2]|0)-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(a);j=a+8|0;h=(f[j>>2]|0)-d|0;i=h>>3;i=h>>4>>>0<134217727?(i>>>0<e>>>0?e:i):268435455;do if(!i)k=0;else if(i>>>0>268435455)vd();else{k=pOb(i<<4)|0;break}while(0);h=k+(g<<4)|0;Uqb(h,+p[b>>3],c);d=f[a>>2]|0;e=(f[l>>2]|0)-d|0;g=h+(0-(e>>4)<<4)|0;if((e|0)>0)bQb(g|0,d|0,e|0)|0;f[a>>2]=g;f[l>>2]=h+16;f[j>>2]=k+(i<<4);if(!d)return;sOb(d);return}function trb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[a>>2]|0;g=(f[l>>2]|0)-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(a);j=a+8|0;h=(f[j>>2]|0)-d|0;i=h>>3;i=h>>4>>>0<134217727?(i>>>0<e>>>0?e:i):268435455;do if(!i)k=0;else if(i>>>0>268435455)vd();else{k=pOb(i<<4)|0;break}while(0);h=k+(g<<4)|0;Tqb(h,+p[b>>3],c);d=f[a>>2]|0;e=(f[l>>2]|0)-d|0;g=h+(0-(e>>4)<<4)|0;if((e|0)>0)bQb(g|0,d|0,e|0)|0;f[a>>2]=g;f[l>>2]=h+16;f[j>>2]=k+(i<<4);if(!d)return;sOb(d);return}function urb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0.0;V=u;u=u+192|0;U=V;c=f[a>>2]|0;Q=f[a+4>>2]|0;if((c|0)==(Q|0)){U=0;u=V;return U|0}R=b+24|0;S=b+32|0;T=b+8|0;q=b+40|0;r=b+16|0;s=U+8|0;t=U+16|0;v=U+24|0;w=U+32|0;x=U+40|0;y=U+48|0;z=U+56|0;A=U+64|0;B=U+72|0;C=U+80|0;D=U+88|0;E=U+96|0;F=U+104|0;G=U+112|0;H=U+120|0;I=U+128|0;J=U+136|0;K=U+144|0;L=U+152|0;M=U+160|0;N=U+168|0;O=U+176|0;P=U+184|0;a=0;while(1){d=f[c>>2]|0;o=f[c+4>>2]|0;if((d|0)==(o|0))a=(a|0)>0?a:0;else{n=2;do{g=+p[R>>3];h=+p[b>>3];Y=(g-h)*.5;i=+p[S>>3];j=+p[T>>3];X=(i-j)*.5;k=+p[q>>3];l=+p[r>>3];W=(k-l)*.5;m=+p[d+24>>3]+((h+Y)*+p[d>>3]+((j+X)*+p[d+8>>3]+(l+W)*+p[d+16>>3]));if(!(m*m>=Y*Y+(X*X+W*W))){p[U>>3]=h;p[s>>3]=j;p[t>>3]=l;p[v>>3]=g;p[w>>3]=j;p[x>>3]=l;p[y>>3]=h;p[z>>3]=i;p[A>>3]=l;p[B>>3]=g;p[C>>3]=i;p[D>>3]=l;p[E>>3]=h;p[F>>3]=j;p[G>>3]=k;p[H>>3]=g;p[I>>3]=j;p[J>>3]=k;p[K>>3]=h;p[L>>3]=i;p[M>>3]=k;p[N>>3]=g;p[O>>3]=i;p[P>>3]=k;e=gDa(d,U)|0}else e=m<0.0?0:2;n=(e|0)<(n|0)?e:n;d=d+32|0}while((d|0)!=(o|0));if((n|0)==2){a=2;c=11;break}else a=(a|0)<(n|0)?n:a}c=c+12|0;if((c|0)==(Q|0)){c=11;break}}if((c|0)==11){u=V;return a|0}return 0}function vrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0;y=u;u=u+48|0;x=y;c=f[b+24>>2]|0;t=f[b+28>>2]|0;if((c|0)==(t|0)){u=y;return}v=a+28|0;w=a+64|0;o=a+464|0;q=x+8|0;r=x+16|0;s=x+24|0;do{n=XFa(f[c>>2]|0)|0;Xib(x,n);j=f[v>>2]|0;e=f[j>>2]|0;j=f[j+4>>2]|0;a:do if((e|0)==(j|0))b=12;else{d=+p[x>>3];k=+p[q>>3];l=+p[r>>3];m=+p[s>>3];b=0;do{g=f[e>>2]|0;i=f[e+4>>2]|0;if((g|0)==(i|0))b=(b|0)>0?b:0;else{h=2;do{A=+p[g+24>>3]+(d*+p[g>>3]+(k*+p[g+8>>3]+l*+p[g+16>>3]));z=!(A*A>=m)?1:A<0.0?0:2;h=(z|0)<(h|0)?z:h;g=g+32|0}while((g|0)!=(i|0));if((h|0)==2){b=13;break a}else b=(b|0)<(h|0)?h:b}e=e+12|0}while((e|0)!=(j|0));if((b|0)==2)b=13;else b=12}while(0);if((b|0)==12){b=0;d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,x);if(!(d>=0.0))b=13;else rrb(w,+p[o>>3]-d,n)}c=c+4|0}while((c|0)!=(t|0));u=y;return}function wrb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function xrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{wrb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;wrb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function yrb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0;A=0;B=u;u=u+1920|0;f[(B+56|0)>>2]=a;if(!(b[(a+488|0)>>0]|0))if(tSa(f[(a+8|0)>>2]|0)|0){c=(IRa(f[(a+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;a:do if(!c)A=7;else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){A=7;break a}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);b:while(1){do{e=f[d+12>>2]|0;g=+Crb(a,e,f[(B+56|0)>>2]|0);if(g>=0.0){p[(B+16|0)>>3]=g;f[B>>2]=e;i=f[(a+476|0)>>2]|0;if(i>>>0<(f[(a+480|0)>>2]|0)>>>0){p[i>>3]=g;f[i+8>>2]=e;f[(a+476|0)>>2]=i+16}else lrb(a+472|0,B+16|0,B)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c){e=a+476|0;break a}d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}while(0);if((A|0)==7)e=a+476|0;Drb(f[a+472>>2]|0,f[e>>2]|0);f[a+484>>2]=3;b[(a+488|0)>>0]=1}c=f[(a+484|0)>>2]|0;if((c|0)==3){c=f[(a+476|0)>>2]|0;if((f[a+472>>2]|0)==(c|0))c=f[a+32>>2]|0;else{A=f[c+-8>>2]|0;f[a+32>>2]=A;p[a+40>>3]=+p[c+-16>>3];f[a+48>>2]=3;f[(a+476|0)>>2]=c+-16;c=A}if(c|0){u=B;return}b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=4;u=B;return}z=f[(a+12|0)>>2]|0?a+16|0:0;c:{d=1;c=c|0;if(d)switch(c|0){case 0:{f[(B+60|0)>>2]=B+56|0;if(!(b[(a+488|0)>>0]|0)){if(!(Rg[f[(f[a>>2]|0)+8>>2]&255](a,a+64|0)|0)){f[(a+484|0)>>2]=4;u=B;return}c=FQa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(B+76|0)>>2]=f[c>>2];f[(B+72|0)>>2]=f[(c+4|0)>>2];f[(B+80|0)>>2]=f[(B+76|0)>>2];f[B>>2]=f[(B+72|0)>>2];b[(B+16|0)>>0]=b[(B+84|0)>>0]|0;d=cDa(B+80|0,B,B+16|0)|0;f[(B+68|0)>>2]=d;f[(B+64|0)>>2]=f[(c+4|0)>>2];f[B>>2]=f[(B+68|0)>>2];f[(B+16|0)>>2]=f[(B+64|0)>>2];dDa(c,B,B+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{nrb(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));c=gSa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(B+76|0)>>2]=f[c>>2];f[(B+72|0)>>2]=f[(c+4|0)>>2];f[(B+80|0)>>2]=f[(B+76|0)>>2];f[B>>2]=f[(B+72|0)>>2];b[(B+16|0)>>0]=b[(B+84|0)>>0]|0;d=aDa(B+80|0,B,B+16|0)|0;f[(B+68|0)>>2]=d;f[(B+64|0)>>2]=f[(c+4|0)>>2];f[B>>2]=f[(B+68|0)>>2];f[(B+16|0)>>2]=f[(B+64|0)>>2];bDa(c,B,B+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{Erb(a,f[c>>2]|0,B+60|0);c=c+4|0}while((c|0)!=(d|0));b[(a+488|0)>>0]=1}d:do if(!(Yqb(a+64|0)|0)){e:while(1){$qb(B,a+64|0);x=1;y=b[(B+12|0)>>0]|0;if(x)switch(y|0){case 0:break e;default:x=1}if(x){x=0;switch(y|0){case 1:{e=f[(B+8|0)>>2]|0;c=f[e+12>>2]|0;d=f[e+16>>2]|0;if((c|0)!=(d|0))do{qrb(a,c);c=c+72|0}while((c|0)!=(d|0));w=f[(a+12|0)>>2]|0?a+16|0:0;c=f[e+24>>2]|0;v=f[e+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;f:do if(0==0?(h[s+200+4>>0]&3|0)==1:0){e=f[(s+196|0)>>2]|0;if(!(e&2)){if(e&1|0){m=(f[(B+56|0)>>2]|0)+8|0;l=(AQa(f[m>>2]|0)|0)+112|0;g=+p[l>>3];m=(AQa(f[m>>2]|0)|0)+120|0;q=+p[m>>3];o=+n[s+144>>2];r=+n[s+148>>2];r=(!(g<=4.827976454180316e-07)?g:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(r>=.9999995231628418)?r:1.0));if(!(!(r+-9.999999747378752e-06>0.0)&!(r+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)==(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))break;if(!(zLa(e+68|0)|0))break;Vib(B+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);g:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0)){A=65;break}g=+p[(B+16|0)>>3];o=+p[((B+16|0)+8|0)>>3];q=+p[((B+16|0)+16|0)>>3];r=+p[((B+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{E=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));C=!(E*E>=r)?1:E<0.0?0:2;k=(C|0)<(k|0)?C:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break g;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)A=65}else A=65;while(0);do if((A|0)==65){A=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,B+16|0);if(!(g>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;C=f[s+104>>2]|0;if(+n[w>>2]*+n[C+312>>2]+(+n[(w+4|0)>>2]*+n[C+316>>2]+ +n[(w+8|0)>>2]*+n[C+320>>2])<+n[C+324>>2])break f}while(0);prb(a+64|0,+p[(a+464|0)>>3]-g,s);break f}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(a+64|0)|0)break d}f[a+32>>2]=f[B+8>>2];E=+brb(a+64|0,B);p[a+40>>3]=E;f[a+48>>2]=f[(a+484|0)>>2]}while(0);if(!(f[a+32>>2]|0)){b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=1;A=78;break c}u=B;return}default:d=1}if(d)switch(c|0){case 1:{if(!(b[(a+488|0)>>0]|0))A=78;else A=106;break}case 2:{if(!(b[(a+488|0)>>0]|0))A=145;break}default:{u=B;return}}}f[B+112>>2]=a;f[B+1744>>2]=z;f[B+1768>>2]=A;f[B+1840>>2]=0;f[B+1844>>2]=0;bsb(B);G=f[B+1840>>2]|0;D=f[B+1844>>2]|0;H=+n[B+1844>>2];f[B+1840>>2]=0;f[B+1844>>2]=0;if((G|0)==5)return}function zrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Arb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Brb(a,h)|0;g=h+16|0;if(Brb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}zrb(a,h);a=h+16|0}if((s|0)==82){s=0;zrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Arb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Arb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Arb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Brb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Arb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Arb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Crb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;m=q;e=b+196|0;if(f[e>>2]&1|0){i=c+8|0;h=(AQa(f[i>>2]|0)|0)+112|0;d=+p[h>>3];i=(AQa(f[i>>2]|0)|0)+120|0;k=+p[i>>3];j=+n[b+144>>2];l=+n[b+148>>2];l=(!(d<=4.827976454180316e-07)?d:0.0)-(!(j<=4.827976454180316e-07)?j:0.0)+((!(k>=.9999995231628418)?k:1.0)-(!(l>=.9999995231628418)?l:1.0));if(!(!(l+-9.999999747378752e-06>0.0)&!(l+9.999999747378752e-06<0.0))){l=-1.0;u=q;return +l}}if(!(Rg[f[(f[a>>2]|0)+12>>2]&255](a,b)|0)){l=-1.0;u=q;return +l}if(f[e>>2]&64|0){l=-1.0;u=q;return +l}c=f[(f[b+4>>2]|0)+44>>2]|0;if((f[c+32>>2]|0)==(0-((f[c+24>>2]|0)+(f[c+28>>2]|0))|0)){l=-1.0;u=q;return +l}if(!(zLa(c+68|0)|0)){l=-1.0;u=q;return +l}Vib(m,f[a+8>>2]|0,f[a+12>>2]|0,b,0);a:do if(!(f[e>>2]&2)){i=f[a+28>>2]|0;b=f[i>>2]|0;i=f[i+4>>2]|0;if((b|0)==(i|0))o=16;else{d=+p[m>>3];j=+p[m+8>>3];k=+p[m+16>>3];l=+p[m+24>>3];c=0;do{e=f[b>>2]|0;h=f[b+4>>2]|0;if((e|0)==(h|0))c=(c|0)>0?c:0;else{g=2;do{s=+p[e+24>>3]+(d*+p[e>>3]+(j*+p[e+8>>3]+k*+p[e+16>>3]));r=!(s*s>=l)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;e=e+32|0}while((e|0)!=(h|0));if((g|0)==2)break a;else c=(c|0)<(g|0)?g:c}b=b+12|0}while((b|0)!=(i|0));if((c|0)!=2)o=16}}else o=16;while(0);if((o|0)==16){d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,m);if(d>=0.0){s=d;u=q;return +s}}s=-1.0;u=q;return +s}function Drb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Frb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Grb(a,h)|0;g=h+16|0;if(Grb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}Drb(a,h);a=h+16|0}if((s|0)==82){s=0;Drb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Frb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Frb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Erb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0;J=u;u=u+48|0;H=J;K=+n[c+4>>2];g=+n[c+8>>2];m=+n[c+12>>2];o=+n[c+16>>2];q=+n[c+20>>2];p[H>>3]=+n[c>>2];p[H+8>>3]=K;p[H+16>>3]=g;p[H+24>>3]=m;p[H+32>>3]=o;p[H+40>>3]=q;G=a+28|0;if((urb(f[G>>2]|0,H)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,H)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(H,c,b[c+48>>0]|0,+n[c+44>>2]);F=f[e>>2]|0;f[F>>2]=f[H>>2];f[F+4>>2]=f[H+4>>2];f[F+8>>2]=f[H+8>>2];f[F+12>>2]=f[H+12>>2];f[F+16>>2]=f[H+16>>2];f[F+20>>2]=f[H+20>>2];f[F+52>>2]=f[H+24>>2];f[F+56>>2]=f[H+28>>2];f[F+60>>2]=f[H+32>>2];f[F+64>>2]=f[H+36>>2];f[F+68>>2]=f[H+40>>2];f[F+72>>2]=f[H+44>>2];Erb(a,F,d);Erb(a,F+52|0,d)}E=a+12|0;F=f[E>>2]|0?a+16|0:0;e=f[c+24>>2]|0;t=f[c+28>>2]|0;if((e|0)==(t|0)){u=J;return}v=a+8|0;w=H+8|0;x=H+16|0;y=H+24|0;z=(F|0)==0;A=a+64|0;B=a+464|0;C=F+4|0;D=F+8|0;do{r=f[e>>2]|0;c=f[d>>2]|0;s=r+196|0;h=f[s>>2]|0;do if(!(h&2)){if(h&1|0){l=(f[c>>2]|0)+8|0;k=(AQa(f[l>>2]|0)|0)+112|0;m=+p[k>>3];l=(AQa(f[l>>2]|0)|0)+120|0;q=+p[l>>3];o=+n[r+144>>2];K=+n[r+148>>2];K=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(K>=.9999995231628418)?K:1.0));if(!(!(K+-9.999999747378752e-06>0.0)&!(K+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,r)|0)if(!(f[s>>2]&64)){c=f[(f[r+4>>2]|0)+44>>2]|0;if((f[c+32>>2]|0)!=(0-((f[c+24>>2]|0)+(f[c+28>>2]|0))|0))if(zLa(c+68|0)|0){Vib(H,f[v>>2]|0,f[E>>2]|0,r,0);a:do if(!(f[s>>2]&2)){l=f[G>>2]|0;h=f[l>>2]|0;l=f[l+4>>2]|0;if((h|0)==(l|0))I=24;else{g=+p[H>>3];m=+p[w>>3];o=+p[x>>3];q=+p[y>>3];c=0;do{i=f[h>>2]|0;k=f[h+4>>2]|0;if((i|0)==(k|0))c=(c|0)>0?c:0;else{j=2;do{K=+p[i+24>>3]+(g*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));L=!(K*K>=q)?1:K<0.0?0:2;j=(L|0)<(j|0)?L:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break a;else c=(c|0)<(j|0)?j:c}h=h+12|0}while((h|0)!=(l|0));if((c|0)!=2)I=24}}else I=24;while(0);if((I|0)==24){I=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,H);if(g>=0.0){if(!z)if(f[s>>2]&134217728|0){L=f[r+104>>2]|0;if(+n[F>>2]*+n[L+312>>2]+(+n[C>>2]*+n[L+316>>2]+ +n[D>>2]*+n[L+320>>2])<+n[L+324>>2])break}prb(A,+p[B>>3]-g,r);break}}}}}while(0);e=e+4|0}while((e|0)!=(t|0));u=J;return}u=J;return}function Frb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Grb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Frb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Frb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Hrb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0.0;h=f[b>>2]|0;m=f[a>>2]|0;d=+n[h+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;l=+n[m+144>>2];l=!(l<=4.827976454180316e-07)?l:0.0;k=h;o=m;if(d<l)i=1;else if(d>l)i=0;else{p=+n[h+148>>2];e=+n[m+148>>2];i=(!(p>=.9999995231628418)?p:1.0)<(!(e>=.9999995231628418)?e:1.0)}g=f[c>>2]|0;e=+n[g+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;j=g;if(e<d)g=1;else if(e>d)g=0;else{e=+n[g+148>>2];p=+n[h+148>>2];g=(!(e>=.9999995231628418)?e:1.0)<(!(p>=.9999995231628418)?p:1.0)}if(!i){if(!g){b=0;return b|0}f[b>>2]=j;f[c>>2]=k;g=f[b>>2]|0;h=f[a>>2]|0;d=+n[g+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;i=h;j=g;if(!(d<e)){if(d>e){b=1;return b|0}l=+n[g+148>>2];p=+n[h+148>>2];if(!((!(l>=.9999995231628418)?l:1.0)<(!(p>=.9999995231628418)?p:1.0))){b=1;return b|0}}f[a>>2]=j;f[b>>2]=i;b=2;return b|0}if(g){f[a>>2]=j;f[c>>2]=o;b=1;return b|0}f[a>>2]=k;f[b>>2]=o;g=f[c>>2]|0;d=+n[g+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;h=g;if(!(d<l)){if(d>l){b=1;return b|0}l=+n[g+148>>2];p=+n[m+148>>2];if(!((!(l>=.9999995231628418)?l:1.0)<(!(p>=.9999995231628418)?p:1.0))){b=1;return b|0}}f[b>>2]=h;f[c>>2]=o;b=2;return b|0}function Irb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0;l=Hrb(a,b,c)|0;j=f[d>>2]|0;k=f[c>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=k;i=j;if(!(e<g)){if(e>g)return l|0;e=+n[j+148>>2];g=+n[k+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0)))return l|0}f[c>>2]=i;f[d>>2]=h;h=l+1|0;i=f[c>>2]|0;d=f[b>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=d;k=i;if(!(e<g)){if(e>g){l=h;return l|0}e=+n[i+148>>2];g=+n[d+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0))){l=h;return l|0}}f[b>>2]=k;f[c>>2]=j;h=l+2|0;i=f[b>>2]|0;d=f[a>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=d;k=i;if(!(e<g)){if(e>g){l=h;return l|0}e=+n[i+148>>2];g=+n[d+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0))){l=h;return l|0}}f[a>>2]=k;f[b>>2]=j;l=l+3|0;return l|0}function Jrb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0;m=Irb(a,b,c,d)|0;k=f[e>>2]|0;l=f[d>>2]|0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[l+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;i=l;j=k;if(!(g<h)){if(g>h)return m|0;g=+n[k+148>>2];h=+n[l+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0)))return m|0}f[d>>2]=j;f[e>>2]=i;i=m+1|0;j=f[d>>2]|0;e=f[c>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[c>>2]=l;f[d>>2]=k;i=m+2|0;j=f[c>>2]|0;e=f[b>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[b>>2]=l;f[c>>2]=k;i=m+3|0;j=f[b>>2]|0;e=f[a>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[a>>2]=l;f[b>>2]=k;m=m+4|0;return m|0}function Krb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;switch(b-a>>2|0){case 2:{e=b+-4|0;i=f[e>>2]|0;j=f[a>>2]|0;g=+n[i+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[j+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;c=j;d=i;if(!(g<h)){if(g>h){a=1;return a|0}g=+n[i+148>>2];h=+n[j+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){a=1;return a|0}}f[a>>2]=d;f[e>>2]=c;a=1;return a|0}case 3:{Hrb(a,a+4|0,b+-4|0)|0;a=1;return a|0}case 4:{Irb(a,a+4|0,a+8|0,b+-4|0)|0;a=1;return a|0}case 5:{Jrb(a,a+4|0,a+8|0,a+12|0,b+-4|0)|0;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{e=a+8|0;Hrb(a,a+4|0,e)|0;c=a+12|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){i=f[c>>2]|0;j=f[e>>2]|0;h=+n[i+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;m=i;k=j;if(h<g){i=i+148|0;o=14}else if(!(h>g)){i=i+148|0;p=+n[i>>2];g=+n[j+148>>2];if((!(p>=.9999995231628418)?p:1.0)<(!(g>=.9999995231628418)?g:1.0))o=14}if((o|0)==14){o=0;f[c>>2]=k;b:do if((e|0)!=(a|0)){j=e;while(1){l=e;e=j+-4|0;j=f[e>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;k=j;if(!(h<g)){if(h>g){e=l;break b}g=+n[i>>2];p=+n[j+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(p>=.9999995231628418)?p:1.0))){e=l;break b}}f[l>>2]=k;if((e|0)==(a|0))break;else j=e}}while(0);f[e>>2]=m;d=d+1|0;if((d|0)==8){d=0;c=(c+4|0)==(b|0);break a}}e=c+4|0;if((e|0)==(b|0)){d=1;c=0;break}else{m=c;c=e;e=m}}}while(0);a=c|d;return a|0}}return 0}function Lrb(a,c){a=a|0;c=c|0;f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(b[a+56>>0]|0)){krb(a);return}else{jrb(a,c);return}}function Mrb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0;F=u;u=u+48|0;B=F;C=F+40|0;E=a+56|0;b[E>>0]=0;d=f[c>>2]|0;r=f[c+4>>2]|0;if((d|0)==(r|0))c=a+476|0;else{x=a+8|0;y=a+12|0;z=a+28|0;A=B+8|0;s=B+16|0;t=B+24|0;c=a+476|0;v=a+480|0;w=a+472|0;do{q=f[d>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,q)|0){e=q+196|0;if(!(f[e>>2]&64)){g=f[(f[q+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(B,f[x>>2]|0,f[y>>2]|0,q,0);a:do if(!(f[e>>2]&2)){l=f[z>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))D=17;else{h=+p[B>>3];m=+p[A>>3];n=+p[s>>3];o=+p[t>>3];e=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))e=(e|0)>0?e:0;else{j=2;do{H=+p[i+24>>3]+(h*+p[i>>3]+(m*+p[i+8>>3]+n*+p[i+16>>3]));G=!(H*H>=o)?1:H<0.0?0:2;j=(G|0)<(j|0)?G:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break a;else e=(e|0)<(j|0)?j:e}g=g+12|0}while((g|0)!=(l|0));if((e|0)!=2)D=17}}else D=17;while(0);if((D|0)==17){D=0;h=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,B);if(h>=0.0){p[B>>3]=h;f[C>>2]=q;e=f[c>>2]|0;if(e>>>0<(f[v>>2]|0)>>>0){p[e>>3]=h;f[e+8>>2]=q;f[c>>2]=e+16}else lrb(w,B,C);break}}}}}while(0);d=d+4|0}while((d|0)!=(r|0))}Nrb(f[a+472>>2]|0,f[c>>2]|0);f[a+484>>2]=3;b[a+488>>0]=1;f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(b[E>>0]|0)){krb(a);u=F;return}else{jrb(a,0);u=F;return}}function Nrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Orb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Prb(a,h)|0;g=h+16|0;if(Prb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}Nrb(a,h);a=h+16|0}if((s|0)==82){s=0;Nrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Orb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Orb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Orb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Prb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Orb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Orb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Qrb(a){a=a|0;return f[a+12>>2]|0}function Rrb(a,b,c){a=a|0;b=b|0;c=c|0;p[b>>3]=+p[a+40>>3];f[c>>2]=f[a+48>>2];return f[a+32>>2]|0}function Srb(a){a=a|0;var c=0,d=0;b[a+488>>0]=0;d=a+484|0;switch(f[d>>2]|0){case 3:{a=0;c=4;break}case 0:{a=1;c=1;break}case 1:{a=1;c=2;break}case 2:{a=0;c=4;break}default:{d=0;return d|0}}f[d>>2]=c;d=a;return d|0}function Trb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0;l=u;u=u+48|0;i=l;if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){k=+Fib(f[a+60>>2]|0,c);u=l;return +k}e=f[f[a+56>>2]>>2]|0;g=+p[c>>3];h=+p[c+8>>3];j=+p[c+16>>3];k=+K(+(g*+p[e+328>>3]+h*+p[e+336>>3]+(j*+p[e+344>>3]+ +p[e+352>>3])));k=+p[e+360>>3]*k;e=c+32|0;d=+p[e>>3];if(d==-1.0){d=+L(+(+p[c+24>>3]));p[e>>3]=d}k=k+d;a=f[a+60>>2]|0;p[i>>3]=g;p[i+8>>3]=h;p[i+16>>3]=j;p[i+24>>3]=k*k;p[i+32>>3]=-1.0;k=+Fib(a,i);u=l;return +k}function Urb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;e=u;u=u+48|0;d=e;if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){g=+Gib(f[a+60>>2]|0,c);u=e;return +g}j=+p[c>>3];m=(+p[c+24>>3]-j)*.5;i=+p[c+8>>3];l=(+p[c+32>>3]-i)*.5;h=+p[c+16>>3];k=(+p[c+40>>3]-h)*.5;j=j+m;i=i+l;h=h+k;c=f[f[a+56>>2]>>2]|0;g=+K(+(j*+p[c+328>>3]+i*+p[c+336>>3]+(h*+p[c+344>>3]+ +p[c+352>>3])));g=+L(+(m*m+(l*l+k*k)))+ +p[c+360>>3]*g;c=f[a+60>>2]|0;p[d>>3]=j;p[d+8>>3]=i;p[d+16>>3]=h;p[d+24>>3]=g*g;p[d+32>>3]=-1.0;g=+Fib(c,d);u=e;return +g}function Vrb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;q=0;r=u;u=u+5808|0;g=f[(a+48|0)>>2]|0;do{c=1;if(c){c=0;if(!(b[a+109>>0]|0))q=5;else c=1}if(c)if(1){c=f[(a+120|0)>>2]|0;d=f[(a+124|0)>>2]|0;e=1;if(e){e=0;if((c|0)==(d|0)){if((f[(a+156|0)>>2]|0)==(f[a+160>>2]|0)){q=5;break}f[(r+248|0)>>2]=a;i=r+248|0;q=17}else e=1}f[r+320>>2]=a;f[r+1360>>2]=g;f[r+2808>>2]=c;f[r+3320>>2]=d;f[r+3408>>2]=i;f[r+5320>>2]=o;f[r+5336>>2]=s;f[r+5344>>2]=t;f[r+5424>>2]=q;f[r+5440>>2]=e;f[r+5576>>2]=0;f[r+5580>>2]=0;gsb(r);o=f[r+5320>>2]|0;s=f[r+5336>>2]|0;t=f[r+5344>>2]|0;q=f[r+5424>>2]|0}}while(0);if((q|0)==5)if(!(f[a+104>>2]|0))p[a+112>>3]=C;c=b[(a+110|0)>>0]|0;if(!(c<<24>>24)){if(b[a+111>>0]|0)q=94}else q=94;if((q|0)==94){if(b[a+12>>0]|0){g=f[(a+48|0)>>2]|0;d=f[a+120>>2]|0;i=f[a+124>>2]|0;if((d|0)!=(i|0)){do{ARa(r+144|0,g,d);c=f[(r+144|0)>>2]|0;e=f[((r+144|0)+4|0)>>2]|0;if(e|0)iOb(e);m=ZPb(f[(c+200|0)>>2]|0,h[(c+200|0)+4>>0]&255|0,28)|0;if((m&15|0)==(f[(a+104|0)>>2]|0))if((f[c+196>>2]&24576|0)!=24576)Lsb(a,2,c,0.0);d=d+192|0}while((d|0)!=(i|0));c=b[(a+110|0)>>0]|0}}if(c<<24>>24){m=f[(a+48|0)>>2]|0;c=f[(a+132|0)>>2]|0;d=f[(a+136|0)>>2]|0;if((c|0)!=(d|0)){osb(c,d);if(!(b[a+23>>0]|0)){c=f[(a+136|0)>>2]|0;d=c}else{g=f[(a+48|0)>>2]|0;i=b[a+32>>0]|0;c=f[(a+132|0)>>2]|0;j=f[(a+136|0)>>2]|0;a:do if((c|0)==(j|0)){k=c;q=112}else{do{if(!(FSa(g,c,i)|0)){k=c;q=112;break a}c=c+208|0}while((c|0)!=(j|0));l=j}while(0);b:do if((q|0)==112){d=k;if((k|0)==(j|0))l=d;else{c=d;e=d;while(1){do{d=c+208|0;c=d;if((d|0)==(j|0)){l=e;break b}}while(!(FSa(g,d,i)|0));l=e;psb(l,d)|0;e=l+208|0}}}while(0);d=l;e=f[(a+136|0)>>2]|0;c=f[(a+132|0)>>2]|0;c=c+(((l-c|0)/208|0)*208|0)|0;if((e|0)==(d|0))c=e;else{d=c+(((e-l|0)/208|0)*208|0)|0;if((d|0)==(e|0)){g=c;c=e;d=e}else{do{psb(c,d)|0;d=d+208|0;c=c+208|0}while((d|0)!=(e|0));d=f[(a+136|0)>>2]|0;g=c;c=d}if((d|0)!=(g|0)){while(1){c=d+-208|0;f[(a+136|0)>>2]=c;e=f[d+-120>>2]|0;if(e){c=d+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[(a+136|0)>>2]|0}if((c|0)==(g|0))break;else d=c}d=g;c=g}}}k=f[(a+132|0)>>2]|0;l=c-k|0;f[r+320>>2]=a;f[r+3432>>2]=d;f[r+4752>>2]=m;f[r+4936>>2]=k;f[r+4944>>2]=l;f[r+4952>>2]=c;f[r+5424>>2]=q;f[r+5552>>2]=0;f[r+5556>>2]=0;dsb(r);q=f[r+5424>>2]|0}}}f[r+320>>2]=a;f[r+5320>>2]=o;f[r+5336>>2]=s;f[r+5344>>2]=t;f[r+5424>>2]=q;f[r+5568>>2]=0;f[r+5572>>2]=0;fsb(r);G=f[r+5568>>2]|0;D=f[r+5572>>2]|0;H=+n[r+5572>>2];f[r+5568>>2]=0;f[r+5572>>2]=0;if((G|0)==5)return}function Wrb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0,r=0.0;i=u;u=u+32|0;e=i;g=i+8|0;l=f[c+4>>2]|0;q=d+64|0;r=+p[q>>3];j=d+72|0;o=+p[j>>3];k=d+80|0;n=+p[k>>3];m=+L(+(r*r+(o*o+n*n)));p[q>>3]=r/m;p[j>>3]=o/m;p[k>>3]=n/m;k=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;f[d+16>>2]=k;oh[f[(f[l>>2]|0)+12>>2]&1023](e,l);l=e;k=f[l+4>>2]|0;j=d+8|0;f[j>>2]=f[l>>2];f[j+4>>2]=k;j=c+200|0;j=ZPb(f[j>>2]|0,h[j+4>>0]&255|0,28)|0;f[d+32>>2]=j&15;if(!(b[(f[a>>2]|0)+25>>0]|0)){f[d+88>>2]=1065353216;f[d+92>>2]=1065353216;f[d+96>>2]=1065353216;f[d+100>>2]=0;f[d+104>>2]=0;f[d+108>>2]=0;u=i;return}else{f[e>>2]=f[d+24>>2];cEa(g,c,0,e,1);k=d+88|0;q=f[g>>2]|0;f[g>>2]=f[k>>2];f[k>>2]=q;k=g+4|0;q=f[k>>2]|0;l=d+92|0;f[k>>2]=f[l>>2];f[l>>2]=q;l=g+8|0;q=f[l>>2]|0;k=d+96|0;f[l>>2]=f[k>>2];f[k>>2]=q;k=d+100|0;q=g+12|0;l=f[q>>2]|0;f[q>>2]=f[k>>2];f[k>>2]=l;k=g+16|0;l=f[k>>2]|0;q=d+104|0;f[k>>2]=f[q>>2];f[q>>2]=l;f[d+108>>2]=f[g+20>>2];u=i;return}}function Xrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0;M=0;N=u;u=u+6864|0;a:while(1){R=b;m=b+-240|0;Q=b+-480|0;o=b+-24|0;p=b+-16|0;q=b+-200|0;r=b+-192|0;s=b+-184|0;c=b+-176|0;d=b+-168|0;e=b+-160|0;g=b+-152|0;h=b+-148|0;i=b+-144|0;j=b+-140|0;k=b+-136|0;l=b+-132|0;f[N+352>>2]=a;f[N+400>>2]=b;f[N+432>>2]=t;f[N+1720>>2]=c;f[N+1784>>2]=d;f[N+1808>>2]=e;f[N+1848>>2]=g;f[N+1880>>2]=h;f[N+1920>>2]=i;f[N+1936>>2]=j;f[N+1968>>2]=k;f[N+1992>>2]=l;f[N+2016>>2]=v;f[N+2040>>2]=R;f[N+2048>>2]=w;f[N+2064>>2]=x;f[N+2096>>2]=y;f[N+2160>>2]=z;f[N+2232>>2]=A;f[N+2296>>2]=B;f[N+2368>>2]=C;f[N+2432>>2]=E;f[N+2504>>2]=F;f[N+2568>>2]=I;f[N+2640>>2]=m;f[N+2648>>2]=J;f[N+2720>>2]=K;f[N+3080>>2]=Q;f[N+3584>>2]=o;f[N+4176>>2]=p;f[N+4832>>2]=q;f[N+5368>>2]=r;f[N+5936>>2]=s;f[N+6544>>2]=L;f[N+6560>>2]=O;f[N+6568>>2]=P;f[N+6576>>2]=M;f[N+6640>>2]=0;f[N+6644>>2]=0;ksb(N);a=f[N+352>>2]|0;b=f[N+400>>2]|0;t=f[N+432>>2]|0;v=f[N+2016>>2]|0;w=f[N+2048>>2]|0;x=f[N+2064>>2]|0;y=f[N+2096>>2]|0;z=f[N+2160>>2]|0;A=f[N+2232>>2]|0;B=f[N+2296>>2]|0;C=f[N+2368>>2]|0;E=f[N+2432>>2]|0;F=f[N+2504>>2]|0;I=f[N+2568>>2]|0;J=f[N+2648>>2]|0;K=f[N+2720>>2]|0;L=f[N+6544>>2]|0;O=f[N+6560>>2]|0;P=f[N+6568>>2]|0;M=f[N+6576>>2]|0;G=f[N+6640>>2]|0;D=f[N+6644>>2]|0;H=+n[N+6644>>2];f[N+6640>>2]=0;f[N+6644>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break a}if((G|0)==3)continue}R=1;f[N+400>>2]=b;f[N+432>>2]=t;f[N+1720>>2]=c;f[N+1784>>2]=d;f[N+1808>>2]=e;f[N+1848>>2]=g;f[N+1880>>2]=h;f[N+1920>>2]=i;f[N+1936>>2]=j;f[N+1968>>2]=k;f[N+1992>>2]=l;f[N+2016>>2]=v;f[N+2048>>2]=w;f[N+2064>>2]=x;f[N+2096>>2]=y;f[N+2160>>2]=z;f[N+2232>>2]=A;f[N+2296>>2]=B;f[N+2368>>2]=C;f[N+2432>>2]=E;f[N+2504>>2]=F;f[N+2568>>2]=I;f[N+2640>>2]=m;f[N+2648>>2]=J;f[N+2720>>2]=K;f[N+3584>>2]=o;f[N+4176>>2]=p;f[N+4832>>2]=q;f[N+5368>>2]=r;f[N+5936>>2]=s;f[N+6544>>2]=L;f[N+6560>>2]=O;f[N+6568>>2]=P;f[N+6576>>2]=M;f[N+6584>>2]=R;f[N+6648>>2]=0;f[N+6652>>2]=0;lsb(N);G=f[N+6648>>2]|0;D=f[N+6652>>2]|0;H=+n[N+6652>>2];f[N+6648>>2]=0;f[N+6652>>2]=0;if((G|0)==5)return}function Yrb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0;j=f[a>>2]|0;e=f[c>>2]|0;j=j+(((e-j|0)/240|0)*240|0)|0;c=f[d>>2]|0;if((c|0)==(e|0))return j|0;c=j+(((c-e|0)/240|0)*240|0)|0;i=a+4|0;h=f[i>>2]|0;if((c|0)==(h|0))d=j;else{d=j;do{e=d;a=c;g=e+36|0;do{f[e>>2]=f[a>>2];e=e+4|0;a=a+4|0}while((e|0)<(g|0));a=c+40|0;k=+p[a>>3];g=d+40|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+48|0;k=+p[g>>3];a=d+48|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+56|0;k=+p[a>>3];g=d+56|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+64|0;k=+p[g>>3];a=d+64|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+72|0;k=+p[a>>3];g=d+72|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+80|0;k=+p[g>>3];a=d+80|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=d+88|0;g=c+88|0;e=f[g>>2]|0;f[g>>2]=f[a>>2];f[a>>2]=e;a=c+92|0;e=f[a>>2]|0;g=d+92|0;f[a>>2]=f[g>>2];f[g>>2]=e;g=c+96|0;e=f[g>>2]|0;a=d+96|0;f[g>>2]=f[a>>2];f[a>>2]=e;a=d+100|0;e=c+100|0;g=f[e>>2]|0;f[e>>2]=f[a>>2];f[a>>2]=g;a=c+104|0;g=f[a>>2]|0;e=d+104|0;f[a>>2]=f[e>>2];f[e>>2]=g;e=c+108|0;g=f[e>>2]|0;a=d+108|0;f[e>>2]=f[a>>2];f[a>>2]=g;a=c+112|0;k=+p[a>>3];g=d+112|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+120|0;k=+p[g>>3];a=d+120|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+128|0;k=+p[a>>3];g=d+128|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+136|0;k=+p[g>>3];a=d+136|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+144|0;k=+p[a>>3];g=d+144|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+152|0;k=+p[g>>3];a=d+152|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+160|0;k=+p[a>>3];g=d+160|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+168|0;k=+p[g>>3];a=d+168|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+176|0;k=+p[a>>3];g=d+176|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=d+184|0;a=c+184|0;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];g=c+200|0;k=+p[g>>3];a=d+200|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+208|0;k=+p[a>>3];g=d+208|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=d+216|0;a=c+216|0;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;c=c+240|0;d=d+240|0}while((c|0)!=(h|0));c=f[i>>2]|0}if((c|0)==(d|0))return j|0;f[i>>2]=c+(~(((c+-240-d|0)>>>0)/240|0)*240|0);return j|0}function Zrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;i=j;g=f[a+8>>2]|0;d=a+4|0;c=f[d>>2]|0;if(((g-c|0)/240|0)>>>0>=b>>>0){do{dQb(c|0,0,240)|0;c=(f[d>>2]|0)+240|0;f[d>>2]=c;b=b+-1|0}while((b|0)!=0);u=j;return}d=f[a>>2]|0;e=(c-d|0)/240|0;c=e+b|0;if(c>>>0>17895697)AMb(a);d=(g-d|0)/240|0;g=d<<1;c=d>>>0<8947848?(g>>>0<c>>>0?c:g):17895697;f[i+12>>2]=0;f[i+16>>2]=a+8;do if(!c)h=0;else if(c>>>0>17895697)vd();else{h=pOb(c*240|0)|0;break}while(0);f[i>>2]=h;e=h+(e*240|0)|0;d=i+8|0;g=i+4|0;f[g>>2]=e;f[i+12>>2]=h+(c*240|0);dQb(e|0,0,b*240|0)|0;f[d>>2]=e+(b*240|0);B0(a,i);c=f[g>>2]|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);c=f[i>>2]|0;if(c|0)sOb(c);u=j;return}function _rb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=f[b+16>>2];vsb(a,f[b+4>>2]|0);b=f[b+8>>2]|0;if(!b)return;p=a+4|0;q=a+12|0;s=a+16|0;t=a+8|0;r=b;c=f[p>>2]|0;while(1){k=f[b+8>>2]|0;m=X(k,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;l=(c|0)==0;j=k;a:do if(l){b=0;o=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)b=m&i;else if(m>>>0<c>>>0)b=m;else b=(m>>>0)%(c>>>0)|0;d=f[(f[a>>2]|0)+(b<<2)>>2]|0;if(!d)o=19;else{if(h)while(1){d=f[d>>2]|0;if(!d){o=19;break a}h=f[d+4>>2]|0;if(!((h|0)==(m|0)|(h&i|0)==(b|0))){o=19;break a}if((f[d+8>>2]|0)==(j|0))break a}do{d=f[d>>2]|0;if(!d){o=19;break a}h=f[d+4>>2]|0;if((h|0)!=(m|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(b|0)){o=19;break a}}}while((f[d+8>>2]|0)!=(j|0))}}while(0);if((o|0)==19){o=0;h=pOb(12)|0;f[h+8>>2]=k;f[h+4>>2]=m;f[h>>2]=0;e=+(((f[q>>2]|0)+1|0)>>>0);g=+n[s>>2];do if(l|g*+(c>>>0)<e){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;d=~~+W(+(e/g))>>>0;vsb(a,b>>>0<d>>>0?d:b);b=f[p>>2]|0;d=b+-1|0;if(!(d&b)){c=b;b=d&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}while(0);d=(f[a>>2]|0)+(b<<2)|0;b=f[d>>2]|0;if(!b){f[h>>2]=f[t>>2];f[t>>2]=h;f[d>>2]=t;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;d=c+-1|0;if(!(d&c))b=b&d;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=32}}else{f[h>>2]=f[b>>2];o=32}if((o|0)==32){o=0;f[b>>2]=h}f[q>>2]=(f[q>>2]|0)+1}b=f[r>>2]|0;if(!b)break;else r=b}return}function $rb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;o=f[a+464>>2]|0;d=f[a+488>>2]|0;u=f[a+544>>2]|0;j=f[a+576>>2]|0;h=f[a+584>>2]|0;g=f[a+672>>2]|0;i=f[a+680>>2]|0;s=f[a+896>>2]|0;p=f[a+1456>>2]|0;q=f[a+1496>>2]|0;v=f[a+1536>>2]|0;t=f[a+1576>>2]|0;a:{b:do{e=1;if(e){e=0;if((g|0)==(i|0)){c=u;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)==(c|0))break;else c=c+8|0;do{k=f[c>>2]|0;c=k+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(k|0))}else{while(1){c=f[b>>2]|0;if(!c)break;else b=c}break}}else e=1}if(e)if(1){k=d;while(1){e=k;if((e|0)!=(j|0))break;c=k;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)!=(c|0)){c=c+8|0;do{d=f[c>>2]|0;c=d+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(d|0))}}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((b|0)==(i|0)){t=118;break}else{k=b;g=b}}if((t|0)==118){t=0;c=u;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)==(c|0))break;else c=c+8|0;while(1){s=f[c>>2]|0;c=s+8|0;b=f[c>>2]|0;if((f[b>>2]|0)==(s|0))break b}}else{while(1){c=f[b>>2]|0;if(!c)break;else b=c}break}}f[(a+28|0)>>2]=0;f[s>>2]=0;f[((a+28|0)+8|0)>>2]=0;c=h-(f[(j+24|0)>>2]|0)|0;if(!(c>>3))b=0;else{if(c>>3>>>0>536870911){t=55;f[a+1600>>2]=2;f[a+1604>>2]=4;break a}b=pOb(c)|0;f[s>>2]=b;f[(a+28|0)>>2]=b;f[((a+28|0)+8|0)>>2]=b+(c>>3<<3);d=f[(j+24|0)>>2]|0;c=(f[(j+28|0)>>2]|0)-d|0;if((c|0)>0){bQb(b|0,d|0,c|0)|0;f[s>>2]=b+(c>>>3<<3)|0;b=b+(c>>>3<<3)|0}}f[(a+40|0)>>2]=b;f[(a+24|0)>>2]=(f[e+24>>2]|0)+8;f[(a+20|0)>>2]=f[e+28>>2];f[(a+56|0)>>2]=f[(a+40|0)>>2];f[(a+60|0)>>2]=f[(a+24|0)>>2];f[a>>2]=f[(a+20|0)>>2];Dqb(a+28|0,a+56|0,a+60|0,a)|0;b=f[g+4>>2]|0;if(!b){c=g+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(k|0))do{j=f[c>>2]|0;c=j+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(j|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[(a+44|0)>>2]|0)==(g|0))f[o>>2]=b;f[q>>2]=(f[q>>2]|0)+-1;n_a(f[p>>2]|0,k);d=f[g+24>>2]|0;if(d|0){b=g+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d)}sOb(k);d=u;b=f[d+4>>2]|0;if(!b){b=f[(d+8|0)>>2]|0;if((f[b>>2]|0)!=(u|0)){c=d+8|0;do{k=f[c>>2]|0;c=k+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(k|0))}}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[(a+44|0)>>2]|0)==(d|0))f[o>>2]=b;f[q>>2]=(f[q>>2]|0)+-1;n_a(f[p>>2]|0,u);b=f[d+24>>2]|0;if(b|0){c=f[(d+28|0)>>2]|0;if((c|0)!=(b|0))f[(d+28|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}sOb(u);b=f[(a+28|0)>>2]|0;h=f[b>>2]|0;i=f[b+4>>2]|0;f[a>>2]=h;f[a+4>>2]=i;f[(a+8|0)>>2]=0;f[(a+12|0)>>2]=0;f[(a+16|0)>>2]=0;c=(f[s>>2]|0)-b|0;if(!(c>>3)){e=0;g=0;c=0}else{if(c>>3>>>0>536870911){t=82;f[a+1600>>2]=2;f[a+1604>>2]=4;break a}d=pOb(c)|0;f[(a+12|0)>>2]=d;f[(a+8|0)>>2]=d;f[(a+16|0)>>2]=d+(c>>3<<3)|0;if((c|0)>0){bQb(d|0,b|0,c|0)|0;f[(a+12|0)>>2]=d+(c>>>3<<3)|0;e=d;g=d+(c>>>3<<3)|0;c=d+(c>>3<<3)|0}else{e=d;g=d;c=d+(c>>3<<3)|0}}b=pOb(36)|0;f[(b+16|0)>>2]=h;f[(b+16|0)+4>>2]=i;f[b+24>>2]=e;f[b+28>>2]=g;f[b+32>>2]=c;f[(a+16|0)>>2]=0;f[(a+12|0)>>2]=0;f[(a+8|0)>>2]=0;c=f[v>>2]|0;do if(!c){l=v;n=v}else{while(1){t=f[c+16>>2]|0;if((t|0)==(h|0)?(f[c+20>>2]|0)>(i|0):(t|0)>(h|0)){d=f[c>>2]|0;if(!d){t=88;break}else c=d}else{m=c+4|0;d=f[m>>2]|0;if(!d){t=91;break}else c=d}}if((t|0)==88){t=0;l=c;n=c;break}else if((t|0)==91){t=0;l=c;n=m;break}}while(0);f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=l;f[n>>2]=b;c=f[f[(a+44|0)>>2]>>2]|0;if(c){f[o>>2]=c;b=f[n>>2]|0}r_a(f[p>>2]|0,b);f[q>>2]=(f[q>>2]|0)+1;b=f[(a+8|0)>>2]|0;if(b|0){c=f[(a+12|0)>>2]|0;if((c|0)!=(b|0))f[(a+12|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}h=f[(a+28|0)>>2]|0;e=f[h>>2]|0;g=f[h+4>>2]|0;c=f[v>>2]|0;do if(!c)t=105;else{b=v;c:while(1){d=c;while(1){q=f[d+16>>2]|0;if(!((q|0)==(e|0)?(f[d+20>>2]|0)<(g|0):(q|0)<(e|0)))break;c=f[d+4>>2]|0;if(!c)break c;else d=c}c=f[d>>2]|0;if(!c){b=d;break}else b=d}if((b|0)==(v|0)){t=105;break}q=f[b+16>>2]|0;if((q|0)==(e|0)?(f[b+20>>2]|0)>(g|0):(q|0)>(e|0))t=105;else r=b}while(0);if((t|0)==105){t=0;r=v}if(h|0){b=f[s>>2]|0;if((b|0)!=(h|0))f[s>>2]=b+(~((b+-8-h|0)>>>3)<<3);sOb(h)}b=r}}while(0);if((v|0)==(b|0)){t=123;f[a+1600>>2]=1;break a}else u=b}f[a+544>>2]=u;f[a+1576>>2]=t}function asb(a){a=a|0;var c=0,d=0,e=0.0,g=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0;y=f[a+112>>2]|0;x=f[a+672>>2]|0;z=f[a+1680>>2]|0;a:{if((z|0)==89){c=(cSa(f[(y+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;if(c|0)do{r=f[c+8>>2]|0;do if((f[(r+200|0)>>2]&-268435456|0)==0&0==0&(0!=0|(h[(r+200|0)+4>>0]&3|0)!=0))if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,r,0);b:do if(!(f[(r+196|0)>>2]&2)){l=f[(y+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))z=106;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{A=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));w=!(A*A>=q)?1:A<0.0?0:2;j=(w|0)<(j|0)?w:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break b;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)z=106}}else z=106;while(0);if((z|0)==106){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(e>=0.0){if(x)if(f[(r+196|0)>>2]&134217728|0){w=f[r+104>>2]|0;if(+n[x>>2]*+n[w+312>>2]+(+n[(x+4|0)>>2]*+n[w+316>>2]+ +n[(x+8|0)>>2]*+n[w+320>>2])<+n[w+324>>2])break}prb(y+64|0,+p[(y+464|0)>>3]-e,r);break}}}}while(0);c=f[c>>2]|0}while((c|0)!=0);b[(y+488|0)>>0]=1;z=113}do if((z|0)==113){c:do if(!(Yqb(y+64|0)|0)){d:while(1){$qb(a,y+64|0);switch(b[(a+12|0)>>0]|0){case 0:break d;case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(y,c);c=c+72|0}while((c|0)!=(d|0));w=f[(y+12|0)>>2]|0?y+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;e:do if((f[(s+200|0)>>2]&-268435456|0)==0?(h[(s+200|0)+4>>0]&3|0)==1:0)if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,s,0);f:do if(!(f[(s+196|0)>>2]&2)){r=f[(y+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){z=136;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{A=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break f;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)z=136}else z=136;while(0);do if((z|0)==136){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break e}while(0);prb(y+64|0,+p[(y+464|0)>>3]-e,s);break e}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(y+64|0)|0)break c}f[y+32>>2]=f[a+8>>2];A=+brb(y+64|0,a);p[y+40>>3]=A;f[y+48>>2]=f[(y+484|0)>>2]}while(0);if(!(f[y+32>>2]|0)){b[(y+488|0)>>0]=0;f[(y+484|0)>>2]=2;z=148;break}else{u=a;f[a+1704>>2]=5;break a}}while(0);if((z|0)==148){s=fSa(f[(y+8|0)>>2]|0)|0;c=f[s>>2]|0;s=f[s+4>>2]|0;if((c|0)!=(s|0))do{r=f[c>>2]|0;do if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,r,0);g:do if(!(f[(r+196|0)>>2]&2)){l=f[(y+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))z=164;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{A=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;j=(B|0)<(j|0)?B:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break g;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)z=164}}else z=164;while(0);if((z|0)==164){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(e>=0.0){if(x)if(f[(r+196|0)>>2]&134217728|0){B=f[r+104>>2]|0;if(+n[x>>2]*+n[B+312>>2]+(+n[(x+4|0)>>2]*+n[B+316>>2]+ +n[(x+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break}prb(y+64|0,+p[(y+464|0)>>3]-e,r);break}}}}while(0);c=c+4|0}while((c|0)!=(s|0));b[(y+488|0)>>0]=1}h:do if(!(Yqb(y+64|0)|0)){i:while(1){$qb(a,y+64|0);switch(b[(a+12|0)>>0]|0){case 0:break i;case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(y,c);c=c+72|0}while((c|0)!=(d|0));w=f[(y+12|0)>>2]|0?y+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;j:do if(0==0?(h[s+200+4>>0]&3|0)==1:0)if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,s,0);k:do if(!(f[(s+196|0)>>2]&2)){r=f[(y+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){z=194;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{A=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break k;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)z=194}else z=194;while(0);do if((z|0)==194){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break j}while(0);prb(y+64|0,+p[(y+464|0)>>3]-e,s);break j}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(y+64|0)|0)break h}f[y+32>>2]=f[a+8>>2];A=+brb(y+64|0,a);p[y+40>>3]=A;f[y+48>>2]=f[(y+484|0)>>2]}while(0);if(f[y+32>>2]|0){u=a;f[a+1704>>2]=5;break a}b[(y+488|0)>>0]=0;f[(y+484|0)>>2]=4;u=a;f[a+1704>>2]=5;break a}f[a+1680>>2]=z}function bsb(a){a=a|0;var c=0,d=0,e=0.0,g=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0;A=f[a+112>>2]|0;z=f[a+1744>>2]|0;B=f[a+1768>>2]|0;a:{if((B|0)==78){c=(cSa(f[(A+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;if(c|0)do{r=f[c+8>>2]|0;d=f[(r+200|0)>>2]|0;y=h[(r+200|0)+4>>0]|0;do if(!(0==0&(y&3|0)==0)){if(f[(r+196|0)>>2]&1){y=(f[(a+56|0)>>2]|0)+8|0;x=(AQa(f[y>>2]|0)|0)+112|0;e=+p[x>>3];y=(AQa(f[y>>2]|0)|0)+120|0;o=+p[y>>3];m=+n[r+144>>2];q=+n[r+148>>2];q=(!(e<=4.827976454180316e-07)?e:0.0)-(!(m<=4.827976454180316e-07)?m:0.0)+((!(o>=.9999995231628418)?o:1.0)-(!(q>=.9999995231628418)?q:1.0));if(!(!(q+-9.999999747378752e-06>0.0)&!(q+9.999999747378752e-06<0.0)))break;d=f[(r+200|0)>>2]|0}if((d&-268435456|0)==0&0==0)if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,r,0);b:do if(!(f[(r+196|0)>>2]&2)){l=f[(A+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))B=99;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{C=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));y=!(C*C>=q)?1:C<0.0?0:2;j=(y|0)<(j|0)?y:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break b;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)B=99}}else B=99;while(0);if((B|0)==99){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(e>=0.0){if(z)if(f[(r+196|0)>>2]&134217728|0){y=f[r+104>>2]|0;if(+n[z>>2]*+n[y+312>>2]+(+n[(z+4|0)>>2]*+n[y+316>>2]+ +n[(z+8|0)>>2]*+n[y+320>>2])<+n[y+324>>2])break}prb(A+64|0,+p[(A+464|0)>>3]-e,r);break}}}}}while(0);c=f[c>>2]|0}while((c|0)!=0);b[(A+488|0)>>0]=1;B=106}do if((B|0)==106){c:do if(!(Yqb(A+64|0)|0)){d:while(1){$qb(a,A+64|0);x=1;y=b[(a+12|0)>>0]|0;if(x)switch(y|0){case 0:break d;default:x=1}if(x){x=0;switch(y|0){case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(A,c);c=c+72|0}while((c|0)!=(d|0));w=f[(A+12|0)>>2]|0?A+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;g=f[(s+200|0)>>2]|0;r=h[(s+200|0)+4>>0]|0;e:do if(0==0&(r&3|0)==1){if(f[(s+196|0)>>2]&1){r=(f[(a+56|0)>>2]|0)+8|0;l=(AQa(f[r>>2]|0)|0)+112|0;m=+p[l>>3];r=(AQa(f[r>>2]|0)|0)+120|0;q=+p[r>>3];o=+n[s+144>>2];C=+n[s+148>>2];C=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(C>=.9999995231628418)?C:1.0));if(!(!(C+-9.999999747378752e-06>0.0)&!(C+9.999999747378752e-06<0.0)))break;g=f[(s+200|0)>>2]|0}if((g&-268435456|0)==0&0==0)if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0)){if(!(zLa(g+68|0)|0))break;Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,s,0);f:do if(!(f[(s+196|0)>>2]&2)){r=f[(A+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){B=133;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{C=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));D=!(C*C>=q)?1:C<0.0?0:2;k=(D|0)<(k|0)?D:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break f;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)B=133}else B=133;while(0);do if((B|0)==133){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;D=f[s+104>>2]|0;if(+n[w>>2]*+n[D+312>>2]+(+n[(w+4|0)>>2]*+n[D+316>>2]+ +n[(w+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break e}while(0);prb(A+64|0,+p[(A+464|0)>>3]-e,s);break e}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(A+64|0)|0)break c}f[A+32>>2]=f[a+8>>2];C=+brb(A+64|0,a);p[A+40>>3]=C;f[A+48>>2]=f[(A+484|0)>>2]}while(0);if(!(f[A+32>>2]|0)){b[(A+488|0)>>0]=0;f[(A+484|0)>>2]=2;B=145;break}else{u=a;f[a+1840>>2]=5;break a}}while(0);if((B|0)==145){g=fSa(f[A+8>>2]|0)|0;c=f[g>>2]|0;g=f[g+4>>2]|0;g:do if((c|0)!=(g|0)){if(!z)while(1){d=f[c>>2]|0;e=+Crb(A,d,f[(a+56|0)>>2]|0);if(e>=0.0)prb(A+64|0,+p[(A+464|0)>>3]-e,d);c=c+4|0;if((c|0)==(g|0))break g}do{d=f[c>>2]|0;e=+Crb(A,d,f[(a+56|0)>>2]|0);do if(e>=0.0){if(f[d+196>>2]&134217728|0){D=f[d+104>>2]|0;if(+n[z>>2]*+n[D+312>>2]+(+n[(z+4|0)>>2]*+n[D+316>>2]+ +n[(z+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break}prb(A+64|0,+p[(A+464|0)>>3]-e,d)}while(0);c=c+4|0}while((c|0)!=(g|0))}while(0);b[(A+488|0)>>0]=1}h:do if(!(Yqb(A+64|0)|0)){i:while(1){$qb(a,A+64|0);x=1;y=b[(a+12|0)>>0]|0;if(x)switch(y|0){case 0:break i;default:x=1}if(x){x=0;switch(y|0){case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(A,c);c=c+72|0}while((c|0)!=(d|0));w=f[(A+12|0)>>2]|0?A+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;j:do if(0==0?(h[s+200+4>>0]&3|0)==1:0){if(f[(s+196|0)>>2]&1|0){D=(f[(a+56|0)>>2]|0)+8|0;z=(AQa(f[D>>2]|0)|0)+112|0;m=+p[z>>3];D=(AQa(f[D>>2]|0)|0)+120|0;q=+p[D>>3];o=+n[s+144>>2];C=+n[s+148>>2];C=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(C>=.9999995231628418)?C:1.0));if(!(!(C+-9.999999747378752e-06>0.0)&!(C+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,s,0);k:do if(!(f[(s+196|0)>>2]&2)){r=f[(A+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){B=181;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{C=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));D=!(C*C>=q)?1:C<0.0?0:2;k=(D|0)<(k|0)?D:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break k;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)B=181}else B=181;while(0);do if((B|0)==181){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;D=f[s+104>>2]|0;if(+n[w>>2]*+n[D+312>>2]+(+n[(w+4|0)>>2]*+n[D+316>>2]+ +n[(w+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break j}while(0);prb(A+64|0,+p[(A+464|0)>>3]-e,s);break j}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(A+64|0)|0)break h}f[A+32>>2]=f[a+8>>2];C=+brb(A+64|0,a);p[A+40>>3]=C;f[A+48>>2]=f[(A+484|0)>>2]}while(0);if(f[A+32>>2]|0){u=a;f[a+1840>>2]=5;break a}b[(A+488|0)>>0]=0;f[(A+484|0)>>2]=4;u=a;f[a+1840>>2]=5;break a}f[a+1768>>2]=B}function csb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0;x=f[a+320>>2]|0;v=f[a+2024>>2]|0;d=f[a+2344>>2]|0;s=f[a+2352>>2]|0;j=f[a+2360>>2]|0;q=f[a+3456>>2]|0;y=f[a+5320>>2]|0;A=f[a+5336>>2]|0;B=f[a+5344>>2]|0;z=f[a+5424>>2]|0;a:do{l=1;if(l){l=0;if(!(b[x+8>>0]|0))if(((s|0)/120|0)>>>0>1&(b[x+20>>0]|0)!=0){i=1;k=+p[d+96>>3];while(1){C=k;k=+p[d+(i*120|0)+96>>3];if(!(!(C<k)|!(k>=1.0)))break;i=i+1|0;if(i>>>0>=((s|0)/120|0)>>>0){i=q;break a}}if(i>>>0>((s|0)/120|0)>>>0){tsb(x+144|0,i-((s|0)/120|0)|0);i=f[(x+148|0)>>2]|0;break}if(i>>>0<((s|0)/120|0)>>>0){i=d+(i*120|0)|0;if((i|0)==(j|0))i=q;else{f[(x+148|0)>>2]=j+(~(((j+-120-i|0)>>>0)/120|0)*120|0)|0;i=j+(~(((j+-120-i|0)>>>0)/120|0)*120|0)|0}}else i=q}else i=q;else l=1}if(l)if(1){do{i=1;if(i){i=0;if(!s){m=d;o=q}else i=1}if(i)if(1){i=0;while(1){if(i|0?+p[d+(i*120|0)+96>>3]<1.0:0)r=d;else{if(!(Usb(x,d+(i*120|0)|0)|0))break;r=f[(x+144|0)>>2]|0}b[d+(i*120|0)+112>>0]=1;d=i+1|0;if(d>>>0<((s|0)/120|0)>>>0){i=d;d=r}else{z=280;break}}if((z|0)==280){m=r;o=f[(x+148|0)>>2]|0;break}d=i+1|0;b:do if(d>>>0<((s|0)/120|0)>>>0){j=d;while(1){d=f[(x+144|0)>>2]|0;C=+p[d+(j*120|0)+96>>3];if(!((C>=1.0?!(+p[d+(i*120|0)+96>>3]<C):1)|(b[(x+20|0)>>0]|0)==0))break;r=(Usb(x,d+(j*120|0)|0)|0)&1;b[d+(j*120|0)+112>>0]=r;d=j+1|0;if(d>>>0<((s|0)/120|0)>>>0){i=j;j=d}else break b}i=f[(x+148|0)>>2]|0;if(j>>>0>((i-d|0)/120|0)>>>0){tsb(x+144|0,j-((i-d|0)/120|0)|0);break}if(j>>>0<((i-d|0)/120|0)>>>0){d=d+(j*120|0)|0;if((d|0)!=(i|0))f[(x+148|0)>>2]=i+(~(((i+-120-d|0)>>>0)/120|0)*120|0)}}while(0);i=f[(x+144|0)>>2]|0;j=f[(x+148|0)>>2]|0;c:do if((i|0)==(j|0)){u=i;z=294}else{d=i;do{if(b[d+112>>0]|0){u=d;z=294;break c}d=d+120|0}while((d|0)!=(j|0));g=j;t=i;c=j}while(0);if((z|0)==294){d=u;if((u|0)==(j|0)){g=d;t=i;c=j}else{c=d;g=d;d:while(1){do{d=c;c=d+120|0;if((d+120|0|0)==(j|0))break d}while((b[d+232>>0]|0)!=0);i=g;y=g;A=d+120|0;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));C=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(i+40|0)>>3];p[(i+40|0)>>3]=C;C=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(i+48|0)>>3];p[(i+48|0)>>3]=C;C=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(i+56|0)>>3];p[(i+56|0)>>3]=C;f[(i+64|0)>>2]=f[(d+184|0)>>2];f[(i+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(i+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(i+64|0)+12>>2]=f[(d+184|0)+12>>2];C=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(i+80|0)>>3];p[(i+80|0)>>3]=C;C=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(i+88|0)>>3];p[(i+88|0)>>3]=C;f[(i+96|0)>>2]=f[(d+216|0)>>2];f[(i+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(i+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(i+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(i+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;g=i+120|0}t=f[(x+144|0)>>2]|0;c=f[(x+148|0)>>2]|0}}d=t+(((g-t|0)/120|0)*120|0)|0;if((c|0)==(g|0)){i=c;break a}g=d+(((c-g|0)/120|0)*120|0)|0;if((g|0)!=(c|0)){do{y=d;A=g;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));t=g+40|0;C=+p[t>>3];u=d+40|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=g+48|0;C=+p[u>>3];t=d+48|0;p[u>>3]=+p[t>>3];p[t>>3]=C;t=g+56|0;C=+p[t>>3];u=d+56|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=d+64|0;t=g+64|0;f[u>>2]=f[t>>2];f[u+4>>2]=f[t+4>>2];f[u+8>>2]=f[t+8>>2];f[u+12>>2]=f[t+12>>2];u=g+80|0;C=+p[u>>3];t=d+80|0;p[u>>3]=+p[t>>3];p[t>>3]=C;t=g+88|0;C=+p[t>>3];u=d+88|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=d+96|0;t=g+96|0;f[u>>2]=f[t>>2];f[u+4>>2]=f[t+4>>2];f[u+8>>2]=f[t+8>>2];f[u+12>>2]=f[t+12>>2];b[u+16>>0]=b[t+16>>0]|0;g=g+120|0;d=d+120|0}while((g|0)!=(c|0));c=f[(x+148|0)>>2]|0}if((c|0)==(d|0)){i=c;break a}i=c+(~(((c+-120-d|0)>>>0)/120|0)*120|0)|0;f[(x+148|0)>>2]=i;break a}}while(0);if((o|0)==(m|0))i=o;else{i=o+(~(((o+-120-m|0)>>>0)/120|0)*120|0)|0;f[(x+148|0)>>2]=i}}}while(0);c=f[(x+144|0)>>2]|0;if((c|0)!=(i|0))do{ARa(a+296|0,v,c);d=f[(a+296|0)>>2]|0;g=f[((a+296|0)+4|0)>>2]|0;if(g|0)iOb(g);t=f[d+4>>2]|0;u=Pg[f[(f[t>>2]|0)+16>>2]&1023](t)|0;f[c+16>>2]=u;oh[f[(f[t>>2]|0)+12>>2]&1023](a+144|0,t);t=f[(a+144|0)+4>>2]|0;u=c+8|0;f[u>>2]=f[(a+144|0)>>2];f[u+4>>2]=t;u=ZPb(f[(d+200|0)>>2]|0,h[(d+200|0)+4>>0]&255|0,28)|0;f[c+32>>2]=u&15;p[c+64>>3]=+p[c+96>>3];p[c+72>>3]=+p[c+104>>3];c=c+120|0}while((c|0)!=(i|0));if(b[x+22>>0]|0){f[(a+272|0)>>2]=0;f[(a+272|0)+4>>2]=0;f[(a+272|0)+8>>2]=0;f[(a+272|0)+12>>2]=0;n[(a+272|0)+16>>2]=1.0;_rb(a+120|0,a+272|0);c=f[(x+144|0)>>2]|0;i=f[(x+148|0)>>2]|0;f[(a+144|0)>>2]=v;f[(a+144|0)+4>>2]=a+120|0;e:do if((c|0)==(i|0)){w=c;z=316}else{do{if(usb(a+144|0,c)|0){w=c;z=316;break e}c=c+120|0}while((c|0)!=(i|0));e=i}while(0);f:do if((z|0)==316){c=w;if((w|0)==(i|0))e=c;else{d=c;e=c;while(1){c=d;do{d=c;c=d+120|0;if((d+120|0|0)==(i|0))break f}while(usb(a+144|0,d+120|0)|0);g=e;y=e;A=d+120|0;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));C=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=C;C=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=C;C=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=C;f[(g+64|0)>>2]=f[(d+184|0)>>2];f[(g+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(g+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(g+64|0)+12>>2]=f[(d+184|0)+12>>2];C=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=C;C=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(g+88|0)>>3];p[(g+88|0)>>3]=C;f[(g+96|0)>>2]=f[(d+216|0)>>2];f[(g+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(g+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(g+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(g+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;d=c;e=g+120|0}}}while(0);c=f[(x+148|0)>>2]|0;d=f[(x+144|0)>>2]|0;d=d+(((e-d|0)/120|0)*120|0)|0;if((c|0)!=(e|0)){e=d+(((c-e|0)/120|0)*120|0)|0;if((e|0)!=(c|0)){do{y=d;A=e;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));v=e+40|0;C=+p[v>>3];w=d+40|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=e+48|0;C=+p[w>>3];v=d+48|0;p[w>>3]=+p[v>>3];p[v>>3]=C;v=e+56|0;C=+p[v>>3];w=d+56|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=d+64|0;v=e+64|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];w=e+80|0;C=+p[w>>3];v=d+80|0;p[w>>3]=+p[v>>3];p[v>>3]=C;v=e+88|0;C=+p[v>>3];w=d+88|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=d+96|0;v=e+96|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];b[w+16>>0]=b[v+16>>0]|0;e=e+120|0;d=d+120|0}while((e|0)!=(c|0));c=f[(x+148|0)>>2]|0}if((c|0)!=(d|0))f[(x+148|0)>>2]=c+(~(((c+-120-d|0)>>>0)/120|0)*120|0)}c=f[(a+120|0)+8>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);c=f[(a+120|0)>>2]|0;f[(a+120|0)>>2]=0;if(c|0)sOb(c);c=f[(a+272|0)+8>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);c=f[(a+272|0)>>2]|0;f[(a+272|0)>>2]=0;if(c|0)sOb(c)}f[a+5320>>2]=y;f[a+5336>>2]=A;f[a+5344>>2]=B;f[a+5424>>2]=z}function dsb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0,A=0,B=0,D=0,E=0,F=0.0,G=0.0,H=0.0;D=f[a+320>>2]|0;r=f[a+3432>>2]|0;A=f[a+4752>>2]|0;t=f[a+4936>>2]|0;w=f[a+4944>>2]|0;i=f[a+4952>>2]|0;E=f[a+5424>>2]|0;a:do{q=1;if(q){q=0;if(!(b[(D+8|0)>>0]|0))if(((w|0)/208|0)>>>0>1&(b[D+20>>0]|0)!=0){d=1;j=+p[t+184>>3];while(1){k=j;j=+p[t+(d*208|0)+184>>3];if(!(!(k<j)|!(j>=1.0)))break;d=d+1|0;if(d>>>0>=((w|0)/208|0)>>>0){d=r;break a}}if(d>>>0>((w|0)/208|0)>>>0){qsb(D+132|0,d-((w|0)/208|0)|0);d=f[(D+136|0)>>2]|0;break}if(d>>>0<((w|0)/208|0)>>>0){d=t+(d*208|0)|0;if((d|0)==(i|0))d=r;else{m=i;while(1){i=m+-208|0;f[(D+136|0)>>2]=i;o=f[m+-120>>2]|0;if(o){i=m+-116|0;m=f[i>>2]|0;if((m|0)!=(o|0))f[i>>2]=m+(~(((m+-12-o|0)>>>0)/12|0)*12|0);sOb(o);i=f[(D+136|0)>>2]|0}if((i|0)==(d|0))break;else m=i}}}else d=r}else d=r;else q=1}if(q)if(1){do{d=1;if(d){d=0;if(!w){v=t;s=r}else d=1}if(d)if(1){i=0;d=t;while(1){if(i|0?+p[d+(i*208|0)+184>>3]<1.0:0)u=d;else{if(!(Psb(D,d+(i*208|0)|0)|0))break;u=f[(D+132|0)>>2]|0}b[d+(i*208|0)+200>>0]=1;d=i+1|0;if(d>>>0<((w|0)/208|0)>>>0){i=d;d=u}else{E=149;break}}if((E|0)==149){v=u;s=f[(D+136|0)>>2]|0;break}d=i+1|0;b:do if(d>>>0<((w|0)/208|0)>>>0){o=d;while(1){m=f[(D+132|0)>>2]|0;k=+p[m+(o*208|0)+184>>3];if(!((k>=1.0?!(+p[m+(i*208|0)+184>>3]<k):1)|(b[(D+20|0)>>0]|0)==0))break;d=(Psb(D,m+(o*208|0)|0)|0)&1;b[m+(o*208|0)+200>>0]=d;d=o+1|0;if(d>>>0<((w|0)/208|0)>>>0){i=o;o=d}else break b}d=f[(D+136|0)>>2]|0;if(o>>>0>((d-m|0)/208|0)>>>0){qsb(D+132|0,o-((d-m|0)/208|0)|0);break}if(o>>>0<((d-m|0)/208|0)>>>0){o=m+(o*208|0)|0;if((o|0)!=(d|0)){i=d;while(1){d=i+-208|0;f[(D+136|0)>>2]=d;m=f[i+-120>>2]|0;if(m){d=i+-116|0;i=f[d>>2]|0;if((i|0)!=(m|0))f[d>>2]=i+(~(((i+-12-m|0)>>>0)/12|0)*12|0);sOb(m);d=f[(D+136|0)>>2]|0}if((d|0)==(o|0))break;else i=d}}}}while(0);i=f[(D+132|0)>>2]|0;m=f[(D+136|0)>>2]|0;c:do if((i|0)==(m|0)){y=i;E=171}else{d=i;do{if(b[d+200>>0]|0){y=d;E=171;break c}d=d+208|0}while((d|0)!=(m|0));g=m;c=m;x=i}while(0);if((E|0)==171){g=y;if((y|0)==(m|0)){c=m;x=i}else{c=g;d:while(1){do{d=c;c=d+208|0;if((d+208|0|0)==(m|0))break d}while((b[d+408>>0]|0)!=0);y=g;psb(y,d+208|0)|0;g=y+208|0}c=f[(D+136|0)>>2]|0;x=f[(D+132|0)>>2]|0}}d=x+(((g-x|0)/208|0)*208|0)|0;if((c|0)==(g|0)){d=c;break a}g=d+(((c-g|0)/208|0)*208|0)|0;if((g|0)!=(c|0)){do{psb(d,g)|0;g=g+208|0;d=d+208|0}while((g|0)!=(c|0));c=f[(D+136|0)>>2]|0}if((c|0)==(d|0)){d=c;break a}while(1){g=c+-208|0;f[(D+136|0)>>2]=g;i=f[c+-120>>2]|0;if(!i)c=g;else{c=c+-116|0;g=f[c>>2]|0;if((g|0)!=(i|0))f[c>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(i);c=f[(D+136|0)>>2]|0}if((c|0)==(d|0))break a}}}while(0);if((s|0)==(v|0))d=s;else{d=s;while(1){c=d+-208|0;f[(D+136|0)>>2]=c;g=f[d+-120>>2]|0;if(g){c=d+-116|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~(((d+-12-g|0)>>>0)/12|0)*12|0);sOb(g);c=f[(D+136|0)>>2]|0}if((c|0)==(v|0)){d=v;break}else d=c}}}}while(0);c=f[(D+132|0)>>2]|0;if((c|0)!=(d|0))do{ARa(a+296|0,A,c);t=f[(a+296|0)>>2]|0;g=f[((a+296|0)+4|0)>>2]|0;if(g|0)iOb(g);m=f[(t+4|0)>>2]|0;i=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;f[c+16>>2]=i;oh[f[(f[m>>2]|0)+12>>2]&1023](a+144|0,m);m=f[(a+144|0)+4>>2]|0;i=c+8|0;f[i>>2]=f[(a+144|0)>>2];f[i+4>>2]=m;i=ZPb(f[(t+200|0)>>2]|0,h[(t+200|0)+4>>0]&255|0,28)|0;f[c+32>>2]=i&15;p[c+104>>3]=+p[c+184>>3];p[c+112>>3]=+p[c+192>>3];i=c+36|0;f[i>>2]=1065353216;m=c+40|0;f[m>>2]=1065353216;o=c+44|0;f[o>>2]=1065353216;q=c+48|0;f[q>>2]=0;r=c+52|0;f[r>>2]=0;s=c+56|0;f[s>>2]=0;g=f[c+24>>2]|0;if((g|0)>-1){f[(a+272|0)>>2]=g;if(b[(D+25|0)>>0]|0){cEa(a+144|0,t,1,a+272|0,1);g=f[(a+144|0)>>2]|0;f[(a+144|0)>>2]=f[i>>2];f[i>>2]=g;g=f[((a+144|0)+4|0)>>2]|0;f[((a+144|0)+4|0)>>2]=f[m>>2];f[m>>2]=g;g=f[((a+144|0)+8|0)>>2]|0;f[((a+144|0)+8|0)>>2]=f[o>>2];f[o>>2]=g;g=f[((a+144|0)+12|0)>>2]|0;f[((a+144|0)+12|0)>>2]=f[q>>2];f[q>>2]=g;g=f[((a+144|0)+16|0)>>2]|0;f[((a+144|0)+16|0)>>2]=f[r>>2];f[r>>2]=g;f[s>>2]=f[((a+144|0)+20|0)>>2];g=f[(a+272|0)>>2]|0}r=c+88|0;_Da(f[(f[(t+4|0)>>2]|0)+44>>2]|0,g,r);Ksb(a+144|0,D,f[t+96>>2]|0,t);o=f[r>>2]|0;q=f[c+92>>2]|0;if((o|0)!=(q|0)){g=o;do{H=+n[g>>2];x=g+4|0;G=+n[x>>2];y=g+8|0;F=+n[y>>2];j=H*+n[((a+144|0)+4|0)>>2]+G*+n[((a+144|0)+20|0)>>2]+F*+n[((a+144|0)+36|0)>>2]+ +n[((a+144|0)+52|0)>>2];k=H*+n[((a+144|0)+8|0)>>2]+G*+n[((a+144|0)+24|0)>>2]+F*+n[((a+144|0)+40|0)>>2]+ +n[((a+144|0)+56|0)>>2];n[g>>2]=+n[(a+144|0)>>2]*H+ +n[((a+144|0)+16|0)>>2]*G+ +n[((a+144|0)+32|0)>>2]*F+ +n[((a+144|0)+48|0)>>2];n[x>>2]=j;n[y>>2]=k;g=g+12|0}while((g|0)!=(q|0))}e:do if(!(q-o|0)){j=C;g=c+100|0}else{g=c+100|0;i=0;j=C;k=C;m=o;while(1){p[(a+144|0)>>3]=+n[m+(i*12|0)>>2];p[((a+144|0)+8|0)>>3]=+n[m+(i*12|0)+4>>2];p[((a+144|0)+16|0)>>3]=+n[m+(i*12|0)+8>>2];m=f[(t+108|0)>>2]|0;if(!m)E=203;else if(Wtb(D,m,a+144|0)|0)E=203;else{z=j;l=k}if((E|0)==203){E=0;eub(a+120|0,D,a+144|0,0);do if(b[(a+120|0)>>0]|0){l=+p[((a+120|0)+16|0)>>3];if(!(l<j))break;k=+p[((a+120|0)+8|0)>>3];f[g>>2]=i;j=l}while(0);z=j;l=k}i=i+1|0;if(i>>>0>=((q-o|0|0)/12|0)>>>0){j=l;break e}j=z;k=l;m=f[r>>2]|0}}while(0);i=f[g>>2]|0;if((i|0)>-1){y=f[r>>2]|0;p[(a+144|0)>>3]=+n[y+(i*12|0)>>2];p[((a+144|0)+8|0)>>3]=+n[y+(i*12|0)+4>>2];p[((a+144|0)+16|0)>>3]=+n[y+(i*12|0)+8>>2];sjb(a+120|0,f[(D+56|0)>>2]|0,a+144|0);b[(a+112|0)>>0]=0;p[(a+40|0)>>3]=+p[(a+144|0)>>3];p[(a+48|0)>>3]=+p[((a+144|0)+8|0)>>3];p[(a+56|0)>>3]=+p[((a+144|0)+16|0)>>3];G=+p[(a+120|0)>>3];p[(a+80|0)>>3]=G;H=+p[((a+120|0)+8|0)>>3];p[(a+88|0)>>3]=H;y=f[(D+56|0)>>2]|0;G=G-+p[y+24>>3];H=H-+p[y+32>>3];p[(a+96|0)>>3]=G*G+H*H;p[(a+104|0)>>3]=j;do if(b[(D+8|0)>>0]|0){if(!(Usb(D,a)|0))break;f[g>>2]=-1}while(0)}}c=c+208|0}while((c|0)!=(d|0));if(b[D+22>>0]|0){f[(a+272|0)>>2]=0;f[(a+272|0)+4>>2]=0;f[(a+272|0)+8>>2]=0;f[(a+272|0)+12>>2]=0;n[(a+272|0)+16>>2]=1.0;_rb(a+252|0,a+272|0);c=f[(D+132|0)>>2]|0;g=f[(D+136|0)>>2]|0;f[(a+144|0)>>2]=A;f[(a+144|0)+4>>2]=a+252|0;f:do if((c|0)==(g|0)){B=c;E=219}else{do{if(rsb(a+144|0,c)|0){B=c;E=219;break f}c=c+208|0}while((c|0)!=(g|0));e=g}while(0);g:do if((E|0)==219){d=B;if((B|0)==(g|0))e=d;else{c=d;e=d;while(1){do{d=c+208|0;c=d;if((d|0)==(g|0))break g}while(rsb(a+144|0,d)|0);B=e;psb(B,d)|0;e=B+208|0}}}while(0);c=f[(D+136|0)>>2]|0;d=f[(D+132|0)>>2]|0;d=d+(((e-d|0)/208|0)*208|0)|0;if((c|0)!=(e|0)){e=d+(((c-e|0)/208|0)*208|0)|0;if((e|0)!=(c|0)){do{psb(d,e)|0;e=e+208|0;d=d+208|0}while((e|0)!=(c|0));c=f[(D+136|0)>>2]|0}if((c|0)!=(d|0))do{e=c+-208|0;f[(D+136|0)>>2]=e;g=f[c+-120>>2]|0;if(!g)c=e;else{c=c+-116|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g);c=f[(D+136|0)>>2]|0}}while((c|0)!=(d|0))}c=f[(a+252|0)+8>>2]|0;if(c|0)do{D=c;c=f[c>>2]|0;sOb(D)}while((c|0)!=0);c=f[(a+252|0)>>2]|0;f[(a+252|0)>>2]=0;if(c|0)sOb(c);c=f[(a+272|0)+8>>2]|0;if(c|0)do{D=c;c=f[c>>2]|0;sOb(D)}while((c|0)!=0);c=f[(a+272|0)>>2]|0;f[(a+272|0)>>2]=0;if(c|0)sOb(c)}f[a+5424>>2]=E}function esb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0;t=f[a+320>>2]|0;l=f[a+816>>2]|0;u=f[a+1360>>2]|0;c=f[a+3408>>2]|0;v=f[a+5320>>2]|0;y=f[a+5336>>2]|0;z=f[a+5344>>2]|0;w=f[a+5424>>2]|0;x=f[a+5448>>2]|0;if(x){x=0;if(1){k=f[(t+48|0)>>2]|0;l=b[t+32>>0]|0;d=f[(t+156|0)>>2]|0;m=f[(t+160|0)>>2]|0;a:do if((d|0)==(m|0)){i=d;w=23}else{do{if(!(FSa(k,d,l)|0)){i=d;w=23;break a}d=d+240|0}while((d|0)!=(m|0));h=m}while(0);b:do if((w|0)==23){e=i;d=1;if(d){d=0;if((i|0)==(m|0))h=e;else d=1}if(d)if(1){d=e;h=e;while(1){do{e=d;d=e+240|0;if((e+240|0|0)==(m|0))break b}while(!(FSa(k,e+240|0,l)|0));i=h;v=h;y=e+240|0;z=v+36|0;do{f[v>>2]=f[y>>2];v=v+4|0;y=y+4|0}while((v|0)<(z|0));j=+p[(e+280|0)>>3];p[(e+280|0)>>3]=+p[(i+40|0)>>3];p[(i+40|0)>>3]=j;j=+p[(e+288|0)>>3];p[(e+288|0)>>3]=+p[(i+48|0)>>3];p[(i+48|0)>>3]=j;j=+p[(e+296|0)>>3];p[(e+296|0)>>3]=+p[(i+56|0)>>3];p[(i+56|0)>>3]=j;j=+p[(e+304|0)>>3];p[(e+304|0)>>3]=+p[(i+64|0)>>3];p[(i+64|0)>>3]=j;j=+p[(e+312|0)>>3];p[(e+312|0)>>3]=+p[(i+72|0)>>3];p[(i+72|0)>>3]=j;j=+p[(e+320|0)>>3];p[(e+320|0)>>3]=+p[(i+80|0)>>3];p[(i+80|0)>>3]=j;h=f[(e+328|0)>>2]|0;f[(e+328|0)>>2]=f[(i+88|0)>>2];f[(i+88|0)>>2]=h;h=f[(e+332|0)>>2]|0;f[(e+332|0)>>2]=f[(i+92|0)>>2];f[(i+92|0)>>2]=h;h=f[(e+336|0)>>2]|0;f[(e+336|0)>>2]=f[(i+96|0)>>2];f[(i+96|0)>>2]=h;h=f[(e+340|0)>>2]|0;f[(e+340|0)>>2]=f[(i+100|0)>>2];f[(i+100|0)>>2]=h;h=f[(e+344|0)>>2]|0;f[(e+344|0)>>2]=f[(i+104|0)>>2];f[(i+104|0)>>2]=h;h=f[(e+348|0)>>2]|0;f[(e+348|0)>>2]=f[(i+108|0)>>2];f[(i+108|0)>>2]=h;j=+p[(e+352|0)>>3];p[(e+352|0)>>3]=+p[(i+112|0)>>3];p[(i+112|0)>>3]=j;j=+p[(e+360|0)>>3];p[(e+360|0)>>3]=+p[(i+120|0)>>3];p[(i+120|0)>>3]=j;j=+p[(e+368|0)>>3];p[(e+368|0)>>3]=+p[(i+128|0)>>3];p[(i+128|0)>>3]=j;j=+p[(e+376|0)>>3];p[(e+376|0)>>3]=+p[(i+136|0)>>3];p[(i+136|0)>>3]=j;j=+p[(e+384|0)>>3];p[(e+384|0)>>3]=+p[(i+144|0)>>3];p[(i+144|0)>>3]=j;j=+p[(e+392|0)>>3];p[(e+392|0)>>3]=+p[(i+152|0)>>3];p[(i+152|0)>>3]=j;j=+p[(e+400|0)>>3];p[(e+400|0)>>3]=+p[(i+160|0)>>3];p[(i+160|0)>>3]=j;j=+p[(e+408|0)>>3];p[(e+408|0)>>3]=+p[(i+168|0)>>3];p[(i+168|0)>>3]=j;j=+p[(e+416|0)>>3];p[(e+416|0)>>3]=+p[(i+176|0)>>3];p[(i+176|0)>>3]=j;f[(i+184|0)>>2]=f[(e+424|0)>>2];f[(i+184|0)+4>>2]=f[(e+424|0)+4>>2];f[(i+184|0)+8>>2]=f[(e+424|0)+8>>2];f[(i+184|0)+12>>2]=f[(e+424|0)+12>>2];j=+p[(e+440|0)>>3];p[(e+440|0)>>3]=+p[(i+200|0)>>3];p[(i+200|0)>>3]=j;j=+p[(e+448|0)>>3];p[(e+448|0)>>3]=+p[(i+208|0)>>3];p[(i+208|0)>>3]=j;f[(i+216|0)>>2]=f[(e+456|0)>>2];f[(i+216|0)+4>>2]=f[(e+456|0)+4>>2];f[(i+216|0)+8>>2]=f[(e+456|0)+8>>2];f[(i+216|0)+12>>2]=f[(e+456|0)+12>>2];b[(i+216|0)+16>>0]=b[(e+456|0)+16>>0]|0;h=i+240|0}}}while(0);f[(a+272|0)>>2]=h;f[(a+120|0)>>2]=f[(t+160|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];Yrb(t+156|0,a+296|0,a+144|0)|0;l=t+160|0}else x=1}i=f[l>>2]|0;d=f[(t+156|0)>>2]|0;k=(i-d|0|0)/240|0;c:do{h=1;if(h){h=0;if(!(b[t+8>>0]|0)){if(k>>>0>1&(b[t+20>>0]|0)!=0){e=1;j=+p[d+216>>3];while(1){A=j;j=+p[d+(e*240|0)+216>>3];if(!(!(A<j)|!(j>=1.0)))break;e=e+1|0;if(e>>>0>=k>>>0)break c}if(e>>>0>k>>>0){Zrb(t+156|0,e-k|0);break}if(e>>>0<k>>>0){e=d+(e*240|0)|0;if((e|0)!=(i|0))f[(t+160|0)>>2]=i+(~(((i+-240-e|0)>>>0)/240|0)*240|0)}}}else h=1}if(h)if(1){do{e=1;if(e){e=0;if(!(i-d|0)){n=d;o=i}else e=1}if(e)if(1){e=0;while(1){if(e|0?+p[d+(e*240|0)+216>>3]<1.0:0)q=d;else{if(!(Vsb(t,d+(e*240|0)|0)|0))break;q=f[(t+156|0)>>2]|0}b[d+(e*240|0)+232>>0]=1;d=e+1|0;if(d>>>0<k>>>0){e=d;d=q}else{w=46;break}}if((w|0)==46){n=q;o=f[(t+160|0)>>2]|0;break}d=e+1|0;d:do if(d>>>0<k>>>0){h=d;while(1){d=f[(t+156|0)>>2]|0;A=+p[d+(h*240|0)+216>>3];if(!((A>=1.0?!(+p[d+(e*240|0)+216>>3]<A):1)|(b[(t+20|0)>>0]|0)==0))break;q=(Vsb(t,d+(h*240|0)|0)|0)&1;b[d+(h*240|0)+232>>0]=q;d=h+1|0;if(d>>>0<k>>>0){e=h;h=d}else break d}e=f[l>>2]|0;if(h>>>0>((e-d|0)/240|0)>>>0){Zrb(t+156|0,h-((e-d|0)/240|0)|0);break}if(h>>>0<((e-d|0)/240|0)>>>0){d=d+(h*240|0)|0;if((d|0)!=(e|0))f[(t+160|0)>>2]=e+(~(((e+-240-d|0)>>>0)/240|0)*240|0)}}while(0);d=f[(t+156|0)>>2]|0;i=f[(t+160|0)>>2]|0;e:do if((d|0)==(i|0)){r=d;w=59}else while(1){if(b[d+232>>0]|0){r=d;w=59;break e}d=d+240|0;if((d|0)==(i|0)){g=i;s=i;break}}while(0);if((w|0)==59){e=r;d=1;if(d){d=0;if((r|0)==(i|0)){g=e;s=i}else d=1}if(d)if(1){d=e;g=e;f:while(1){do{e=d;d=e+240|0;if((e+240|0|0)==(i|0))break f}while((b[e+472>>0]|0)!=0);h=g;v=g;y=e+240|0;z=v+36|0;do{f[v>>2]=f[y>>2];v=v+4|0;y=y+4|0}while((v|0)<(z|0));A=+p[(e+280|0)>>3];p[(e+280|0)>>3]=+p[(h+40|0)>>3];p[(h+40|0)>>3]=A;A=+p[(e+288|0)>>3];p[(e+288|0)>>3]=+p[(h+48|0)>>3];p[(h+48|0)>>3]=A;A=+p[(e+296|0)>>3];p[(e+296|0)>>3]=+p[(h+56|0)>>3];p[(h+56|0)>>3]=A;A=+p[(e+304|0)>>3];p[(e+304|0)>>3]=+p[(h+64|0)>>3];p[(h+64|0)>>3]=A;A=+p[(e+312|0)>>3];p[(e+312|0)>>3]=+p[(h+72|0)>>3];p[(h+72|0)>>3]=A;A=+p[(e+320|0)>>3];p[(e+320|0)>>3]=+p[(h+80|0)>>3];p[(h+80|0)>>3]=A;g=f[(e+328|0)>>2]|0;f[(e+328|0)>>2]=f[(h+88|0)>>2];f[(h+88|0)>>2]=g;g=f[(e+332|0)>>2]|0;f[(e+332|0)>>2]=f[(h+92|0)>>2];f[(h+92|0)>>2]=g;g=f[(e+336|0)>>2]|0;f[(e+336|0)>>2]=f[(h+96|0)>>2];f[(h+96|0)>>2]=g;g=f[(e+340|0)>>2]|0;f[(e+340|0)>>2]=f[(h+100|0)>>2];f[(h+100|0)>>2]=g;g=f[(e+344|0)>>2]|0;f[(e+344|0)>>2]=f[(h+104|0)>>2];f[(h+104|0)>>2]=g;g=f[(e+348|0)>>2]|0;f[(e+348|0)>>2]=f[(h+108|0)>>2];f[(h+108|0)>>2]=g;A=+p[(e+352|0)>>3];p[(e+352|0)>>3]=+p[(h+112|0)>>3];p[(h+112|0)>>3]=A;A=+p[(e+360|0)>>3];p[(e+360|0)>>3]=+p[(h+120|0)>>3];p[(h+120|0)>>3]=A;A=+p[(e+368|0)>>3];p[(e+368|0)>>3]=+p[(h+128|0)>>3];p[(h+128|0)>>3]=A;A=+p[(e+376|0)>>3];p[(e+376|0)>>3]=+p[(h+136|0)>>3];p[(h+136|0)>>3]=A;A=+p[(e+384|0)>>3];p[(e+384|0)>>3]=+p[(h+144|0)>>3];p[(h+144|0)>>3]=A;A=+p[(e+392|0)>>3];p[(e+392|0)>>3]=+p[(h+152|0)>>3];p[(h+152|0)>>3]=A;A=+p[(e+400|0)>>3];p[(e+400|0)>>3]=+p[(h+160|0)>>3];p[(h+160|0)>>3]=A;A=+p[(e+408|0)>>3];p[(e+408|0)>>3]=+p[(h+168|0)>>3];p[(h+168|0)>>3]=A;A=+p[(e+416|0)>>3];p[(e+416|0)>>3]=+p[(h+176|0)>>3];p[(h+176|0)>>3]=A;f[(h+184|0)>>2]=f[(e+424|0)>>2];f[(h+184|0)+4>>2]=f[(e+424|0)+4>>2];f[(h+184|0)+8>>2]=f[(e+424|0)+8>>2];f[(h+184|0)+12>>2]=f[(e+424|0)+12>>2];A=+p[(e+440|0)>>3];p[(e+440|0)>>3]=+p[(h+200|0)>>3];p[(h+200|0)>>3]=A;A=+p[(e+448|0)>>3];p[(e+448|0)>>3]=+p[(h+208|0)>>3];p[(h+208|0)>>3]=A;f[(h+216|0)>>2]=f[(e+456|0)>>2];f[(h+216|0)+4>>2]=f[(e+456|0)+4>>2];f[(h+216|0)+8>>2]=f[(e+456|0)+8>>2];f[(h+216|0)+12>>2]=f[(e+456|0)+12>>2];b[(h+216|0)+16>>0]=b[(e+456|0)+16>>0]|0;g=h+240|0}s=f[l>>2]|0}}f[a>>2]=g;f[(a+252|0)>>2]=s;f[(a+296|0)>>2]=f[a>>2];f[(a+144|0)>>2]=f[(a+252|0)>>2];Yrb(t+156|0,a+296|0,a+144|0)|0;break c}}while(0);if((o|0)!=(n|0))f[(t+160|0)>>2]=o+(~(((o+-240-n|0)>>>0)/240|0)*240|0)}}while(0);d=f[(t+156|0)>>2]|0;h=f[(t+160|0)>>2]|0;if((d|0)!=(h|0))do{ARa(a+232|0,u,d);e=f[(a+232|0)>>2]|0;g=f[((a+232|0)+4|0)>>2]|0;if(g|0)iOb(g);C=+p[d+120>>3];j=+p[d+144>>3]-C;E=+p[d+128>>3];D=+p[d+176>>3]-E;E=+p[d+152>>3]-E;C=+p[d+168>>3]-C;B=+p[d+112>>3];A=+p[d+160>>3]-B;B=+p[d+136>>3]-B;p[d+64>>3]=j*D-E*C;p[d+72>>3]=E*A-D*B;p[d+80>>3]=C*B-j*A;p[d+184>>3]=+p[d+216>>3];p[d+192>>3]=+p[d+224>>3];Wrb(a+248|0,e,d);d=d+240|0}while((d|0)!=(h|0));f[a+816>>2]=l;f[a+3416>>2]=c;f[a+5320>>2]=v;f[a+5336>>2]=y;f[a+5344>>2]=z;f[a+5424>>2]=w;f[a+5448>>2]=x}function fsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0;q=f[a+320>>2]|0;r=f[a+5320>>2]|0;t=f[a+5336>>2]|0;v=f[a+5344>>2]|0;s=f[a+5424>>2]|0;a:{if(b[q+111>>0]|0){n=f[(q+48|0)>>2]|0;c=f[(q+144|0)>>2]|0;h=f[(q+148|0)>>2]|0;if((c|0)!=(h|0)){ssb(c,h);c=1;if(c){c=0;if(!(b[q+23>>0]|0)){g=f[(q+148|0)>>2]|0;d=g}else c=1}if(c)if(1){j=f[(q+48|0)>>2]|0;k=b[q+32>>0]|0;c=f[(q+144|0)>>2]|0;l=f[(q+148|0)>>2]|0;b:do if((c|0)==(l|0)){i=c;s=252}else{do{if(!(FSa(j,c,k)|0)){i=c;s=252;break b}c=c+120|0}while((c|0)!=(l|0));m=l}while(0);c:do if((s|0)==252){c=i;if((i|0)==(l|0))m=c;else{d=c;g=c;while(1){c=d;do{d=c;c=d+120|0;if((d+120|0|0)==(l|0)){m=g;break c}}while(!(FSa(j,d+120|0,k)|0));h=g;r=g;t=d+120|0;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));w=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(h+40|0)>>3];p[(h+40|0)>>3]=w;w=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(h+48|0)>>3];p[(h+48|0)>>3]=w;w=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(h+56|0)>>3];p[(h+56|0)>>3]=w;f[(h+64|0)>>2]=f[(d+184|0)>>2];f[(h+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(h+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(h+64|0)+12>>2]=f[(d+184|0)+12>>2];w=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(h+80|0)>>3];p[(h+80|0)>>3]=w;w=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(h+88|0)>>3];p[(h+88|0)>>3]=w;f[(h+96|0)>>2]=f[(d+216|0)>>2];f[(h+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(h+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(h+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(h+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;d=c;g=h+120|0}}}while(0);g=m;h=f[(q+148|0)>>2]|0;c=f[(q+144|0)>>2]|0;c=c+(((m-c|0)/120|0)*120|0)|0;if((h|0)==(g|0))d=h;else{d=c+(((h-m|0)/120|0)*120|0)|0;if((d|0)==(h|0)){g=h;d=h}else{do{r=c;t=d;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));l=d+40|0;w=+p[l>>3];m=c+40|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=d+48|0;w=+p[m>>3];l=c+48|0;p[m>>3]=+p[l>>3];p[l>>3]=w;l=d+56|0;w=+p[l>>3];m=c+56|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=c+64|0;l=d+64|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];m=d+80|0;w=+p[m>>3];l=c+80|0;p[m>>3]=+p[l>>3];p[l>>3]=w;l=d+88|0;w=+p[l>>3];m=c+88|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=c+96|0;l=d+96|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];b[m+16>>0]=b[l+16>>0]|0;d=d+120|0;c=c+120|0}while((d|0)!=(h|0));d=f[(q+148|0)>>2]|0;g=d}if((g|0)!=(c|0)){g=g+(~(((g+-120-c|0)>>>0)/120|0)*120|0)|0;f[(q+148|0)>>2]=g;d=g}}}l=f[(q+144|0)>>2]|0;m=d-l|0;f[a+320>>2]=q;f[a+2024>>2]=n;f[a+2344>>2]=l;f[a+2352>>2]=m;f[a+2360>>2]=d;f[a+3456>>2]=g;f[a+5320>>2]=r;f[a+5336>>2]=t;f[a+5344>>2]=v;f[a+5424>>2]=s;f[a+5544>>2]=0;f[a+5548>>2]=0;csb(a);r=f[a+5320>>2]|0;t=f[a+5336>>2]|0;v=f[a+5344>>2]|0;s=f[a+5424>>2]|0}}if(!(b[q+23>>0]|0)){u=a;f[a+5568>>2]=5;break a}h=f[(q+48|0)>>2]|0;i=b[q+32>>0]|0;c=f[(q+120|0)>>2]|0;j=f[(q+124|0)>>2]|0;d:do if((c|0)==(j|0)){o=c;s=342}else{do{if(!(FSa(h,c,i)|0)){o=c;s=342;break d}c=c+192|0}while((c|0)!=(j|0));e=j}while(0);e:do if((s|0)==342){d=o;c=1;if(c){c=0;if((o|0)==(j|0))e=d;else c=1}if(c)if(1){c=d;e=d;while(1){do{d=c;c=d+192|0;if((d+192|0|0)==(j|0))break e}while(!(FSa(h,d+192|0,i)|0));g=e;r=e;t=d+192|0;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));w=+p[(d+232|0)>>3];p[(d+232|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=w;w=+p[(d+240|0)>>3];p[(d+240|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=w;w=+p[(d+248|0)>>3];p[(d+248|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=w;w=+p[(d+256|0)>>3];p[(d+256|0)>>3]=+p[(g+64|0)>>3];p[(g+64|0)>>3]=w;w=+p[(d+264|0)>>3];p[(d+264|0)>>3]=+p[(g+72|0)>>3];p[(g+72|0)>>3]=w;w=+p[(d+272|0)>>3];p[(d+272|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=w;e=f[(d+280|0)>>2]|0;f[(d+280|0)>>2]=f[(g+88|0)>>2];f[(g+88|0)>>2]=e;e=f[(d+284|0)>>2]|0;f[(d+284|0)>>2]=f[(g+92|0)>>2];f[(g+92|0)>>2]=e;e=f[(d+288|0)>>2]|0;f[(d+288|0)>>2]=f[(g+96|0)>>2];f[(g+96|0)>>2]=e;e=f[(d+292|0)>>2]|0;f[(d+292|0)>>2]=f[(g+100|0)>>2];f[(g+100|0)>>2]=e;e=f[(d+296|0)>>2]|0;f[(d+296|0)>>2]=f[(g+104|0)>>2];f[(g+104|0)>>2]=e;e=f[(d+300|0)>>2]|0;f[(d+300|0)>>2]=f[(g+108|0)>>2];f[(g+108|0)>>2]=e;w=+p[(d+304|0)>>3];p[(d+304|0)>>3]=+p[(g+112|0)>>3];p[(g+112|0)>>3]=w;w=+p[(d+312|0)>>3];p[(d+312|0)>>3]=+p[(g+120|0)>>3];p[(g+120|0)>>3]=w;w=+p[(d+320|0)>>3];p[(d+320|0)>>3]=+p[(g+128|0)>>3];p[(g+128|0)>>3]=w;w=+p[(d+328|0)>>3];p[(d+328|0)>>3]=+p[(g+136|0)>>3];p[(g+136|0)>>3]=w;w=+p[(d+336|0)>>3];p[(d+336|0)>>3]=+p[(g+144|0)>>3];p[(g+144|0)>>3]=w;w=+p[(d+344|0)>>3];p[(d+344|0)>>3]=+p[(g+152|0)>>3];p[(g+152|0)>>3]=w;w=+p[(d+352|0)>>3];p[(d+352|0)>>3]=+p[(g+160|0)>>3];p[(g+160|0)>>3]=w;w=+p[(d+360|0)>>3];p[(d+360|0)>>3]=+p[(g+168|0)>>3];p[(g+168|0)>>3]=w;w=+p[(d+368|0)>>3];p[(d+368|0)>>3]=+p[(g+176|0)>>3];p[(g+176|0)>>3]=w;e=f[(d+376|0)+4>>2]|0;f[(g+184|0)>>2]=f[(d+376|0)>>2];f[(g+184|0)+4>>2]=e;e=g+192|0}}}while(0);f[(a+272|0)>>2]=e;f[(a+120|0)>>2]=f[(q+124|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];nsb(q+120|0,a+296|0,a+144|0)|0;u=a;f[a+5568>>2]=5;break a}f[a+5320>>2]=r;f[a+5336>>2]=t;f[a+5344>>2]=v;f[a+5424>>2]=s}function gsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0;A=f[a+320>>2]|0;y=f[a+1360>>2]|0;c=f[a+2808>>2]|0;v=f[a+3320>>2]|0;B=f[a+3408>>2]|0;C=f[a+5320>>2]|0;F=f[a+5336>>2]|0;G=f[a+5344>>2]|0;D=f[a+5424>>2]|0;E=f[a+5440>>2]|0;if(E){E=0;if(1){f[(a+248|0)>>2]=A;do{ARa(a+240|0,y,c);u=f[(a+240|0)>>2]|0;d=f[((a+240|0)+4|0)>>2]|0;if(d|0)iOb(d);d=c+144|0;g=c+120|0;K=+p[g>>3];I=+p[d>>3]-K;h=c+176|0;i=c+128|0;M=+p[i>>3];L=+p[h>>3]-M;j=c+152|0;M=+p[j>>3]-M;k=c+168|0;K=+p[k>>3]-K;l=c+160|0;m=c+112|0;J=+p[m>>3];H=+p[l>>3]-J;o=c+136|0;J=+p[o>>3]-J;q=c+64|0;p[q>>3]=I*L-M*K;r=c+72|0;p[r>>3]=M*H-L*J;s=c+80|0;p[s>>3]=K*J-I*H;t=c+190|0;if(!(b[t>>0]|0)){Ksb(a+144|0,A,f[u+96>>2]|0,u);V=+n[(a+144|0)>>2];R=+n[((a+144|0)+4|0)>>2];H=+n[((a+144|0)+8|0)>>2];U=+n[((a+144|0)+16|0)>>2];Q=+n[((a+144|0)+20|0)>>2];J=+n[((a+144|0)+24|0)>>2];T=+n[((a+144|0)+32|0)>>2];P=+n[((a+144|0)+36|0)>>2];L=+n[((a+144|0)+40|0)>>2];S=+n[((a+144|0)+48|0)>>2];O=+n[((a+144|0)+52|0)>>2];M=+n[((a+144|0)+56|0)>>2];N=1.0/((Q*L-J*P)*V+((U*P-Q*T)*H+(J*T-U*L)*R));K=+p[q>>3];I=+p[r>>3];W=+p[s>>3];p[q>>3]=W*((R*J-H*Q)*N)+(K*((Q*L-J*P)*N)+I*((H*P-R*L)*N));p[r>>3]=W*((H*U-V*J)*N)+(K*((J*T-U*L)*N)+I*((V*L-H*T)*N));p[s>>3]=W*((V*Q-R*U)*N)+(K*((U*P-Q*T)*N)+I*((R*T-V*P)*N));N=+p[m>>3];I=+p[g>>3];K=+p[i>>3];p[m>>3]=N*V+I*U+K*T+S;p[g>>3]=N*R+I*Q+K*P+O;p[i>>3]=N*H+I*J+K*L+M;K=+p[o>>3];I=+p[d>>3];N=+p[j>>3];p[o>>3]=K*V+I*U+N*T+S;p[d>>3]=K*R+I*Q+N*P+O;p[j>>3]=K*H+I*J+N*L+M;N=+p[l>>3];I=+p[k>>3];K=+p[h>>3];p[l>>3]=N*V+I*U+K*T+S;p[k>>3]=N*R+I*Q+K*P+O;p[h>>3]=N*H+I*J+K*L+M;b[t>>0]=1}Wrb(a+248|0,u,c);u=f[(A+60|0)>>2]|0;U=+p[(A+112|0)>>3];V=+p[u+8>>3]+U*+p[u+32>>3];W=+p[u+16>>3]+U*+p[u+40>>3];p[c+40>>3]=+p[u>>3]+U*+p[u+24>>3];p[c+48>>3]=V;p[c+56>>3]=W;c=c+192|0}while((c|0)!=(v|0));if((f[(A+120|0)>>2]|0)==(f[(A+124|0)>>2]|0)){B=a+248|0;D=17}else if(!(b[A+20>>0]|0)){B=a+248|0;D=17}else{c=f[(A+156|0)>>2]|0;d=f[(A+160|0)>>2]|0;if((d|0)==(c|0))w=a+248|0;else{f[(A+160|0)>>2]=d+(~(((d+-240-c|0)>>>0)/240|0)*240|0);w=a+248|0}}}else E=1}if((D|0)==17){Xrb(f[(A+156|0)>>2]|0,f[(A+160|0)>>2]|0);c=1;if(c){c=0;if(!(b[A+23>>0]|0))x=A+160|0;else c=1}f[a+320>>2]=A;f[a+816>>2]=x;f[a+1360>>2]=y;f[a+3408>>2]=B;f[a+3416>>2]=w;f[a+5320>>2]=C;f[a+5336>>2]=F;f[a+5344>>2]=G;f[a+5424>>2]=D;f[a+5448>>2]=c;f[a+5560>>2]=0;f[a+5564>>2]=0;esb(a);C=f[a+5320>>2]|0;F=f[a+5336>>2]|0;G=f[a+5344>>2]|0;D=f[a+5424>>2]|0}if(b[A+22>>0]|0){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[a+16>>2]=1.0;_rb(a+208|0,a);c=f[(A+120|0)>>2]|0;h=f[(A+124|0)>>2]|0;f[(a+144|0)>>2]=y;f[(a+144|0)+4>>2]=a+208|0;a:do if((c|0)==(h|0)){z=c;D=76}else{do{if(msb(a+144|0,c)|0){z=c;D=76;break a}c=c+192|0}while((c|0)!=(h|0));e=h}while(0);b:do if((D|0)==76){d=z;c=1;if(c){c=0;if((z|0)==(h|0))e=d;else c=1}if(c)if(1){c=d;e=d;while(1){do{d=c;c=d+192|0;if((d+192|0|0)==(h|0))break b}while(msb(a+144|0,d+192|0)|0);g=e;C=e;F=d+192|0;G=C+36|0;do{f[C>>2]=f[F>>2];C=C+4|0;F=F+4|0}while((C|0)<(G|0));W=+p[(d+232|0)>>3];p[(d+232|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=W;W=+p[(d+240|0)>>3];p[(d+240|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=W;W=+p[(d+248|0)>>3];p[(d+248|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=W;W=+p[(d+256|0)>>3];p[(d+256|0)>>3]=+p[(g+64|0)>>3];p[(g+64|0)>>3]=W;W=+p[(d+264|0)>>3];p[(d+264|0)>>3]=+p[(g+72|0)>>3];p[(g+72|0)>>3]=W;W=+p[(d+272|0)>>3];p[(d+272|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=W;e=f[(d+280|0)>>2]|0;f[(d+280|0)>>2]=f[(g+88|0)>>2];f[(g+88|0)>>2]=e;e=f[(d+284|0)>>2]|0;f[(d+284|0)>>2]=f[(g+92|0)>>2];f[(g+92|0)>>2]=e;e=f[(d+288|0)>>2]|0;f[(d+288|0)>>2]=f[(g+96|0)>>2];f[(g+96|0)>>2]=e;e=f[(d+292|0)>>2]|0;f[(d+292|0)>>2]=f[(g+100|0)>>2];f[(g+100|0)>>2]=e;e=f[(d+296|0)>>2]|0;f[(d+296|0)>>2]=f[(g+104|0)>>2];f[(g+104|0)>>2]=e;e=f[(d+300|0)>>2]|0;f[(d+300|0)>>2]=f[(g+108|0)>>2];f[(g+108|0)>>2]=e;W=+p[(d+304|0)>>3];p[(d+304|0)>>3]=+p[(g+112|0)>>3];p[(g+112|0)>>3]=W;W=+p[(d+312|0)>>3];p[(d+312|0)>>3]=+p[(g+120|0)>>3];p[(g+120|0)>>3]=W;W=+p[(d+320|0)>>3];p[(d+320|0)>>3]=+p[(g+128|0)>>3];p[(g+128|0)>>3]=W;W=+p[(d+328|0)>>3];p[(d+328|0)>>3]=+p[(g+136|0)>>3];p[(g+136|0)>>3]=W;W=+p[(d+336|0)>>3];p[(d+336|0)>>3]=+p[(g+144|0)>>3];p[(g+144|0)>>3]=W;W=+p[(d+344|0)>>3];p[(d+344|0)>>3]=+p[(g+152|0)>>3];p[(g+152|0)>>3]=W;W=+p[(d+352|0)>>3];p[(d+352|0)>>3]=+p[(g+160|0)>>3];p[(g+160|0)>>3]=W;W=+p[(d+360|0)>>3];p[(d+360|0)>>3]=+p[(g+168|0)>>3];p[(g+168|0)>>3]=W;W=+p[(d+368|0)>>3];p[(d+368|0)>>3]=+p[(g+176|0)>>3];p[(g+176|0)>>3]=W;e=f[(d+376|0)+4>>2]|0;f[(g+184|0)>>2]=f[(d+376|0)>>2];f[(g+184|0)+4>>2]=e;e=g+192|0}}}while(0);f[(a+272|0)>>2]=e;f[(a+120|0)>>2]=f[(A+124|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];nsb(A+120|0,a+296|0,a+144|0)|0;c=f[(a+208|0)+8>>2]|0;if(c|0)do{A=c;c=f[c>>2]|0;sOb(A)}while((c|0)!=0);c=f[(a+208|0)>>2]|0;f[(a+208|0)>>2]=0;if(c|0)sOb(c);c=f[a+8>>2]|0;if(c|0)do{A=c;c=f[c>>2]|0;sOb(A)}while((c|0)!=0);c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c)}f[a+3408>>2]=B;f[a+5320>>2]=C;f[a+5336>>2]=F;f[a+5344>>2]=G;f[a+5424>>2]=D;f[a+5440>>2]=E}function hsb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;c=f[a+408>>2]|0;k=f[a+416>>2]|0;l=f[a+432>>2]|0;J=f[a+1832>>2]|0;K=f[a+1840>>2]|0;m=f[a+1856>>2]|0;n=f[a+1864>>2]|0;L=f[a+1872>>2]|0;M=f[a+1888>>2]|0;N=f[a+1896>>2]|0;o=f[a+1904>>2]|0;O=f[a+1912>>2]|0;q=f[a+1928>>2]|0;I=c+40|0;f[J>>2]=f[I>>2];f[J+4>>2]=f[I+4>>2];f[J+8>>2]=f[I+8>>2];f[J+12>>2]=f[I+12>>2];f[J+16>>2]=f[I+16>>2];f[J+20>>2]=f[I+20>>2];p[J>>3]=+p[I>>3];p[((a+64|0)+48|0)>>3]=+p[c+48>>3];p[((a+64|0)+56|0)>>3]=+p[c+56>>3];J=c+64|0;f[K>>2]=f[J>>2];f[K+4>>2]=f[J+4>>2];f[K+8>>2]=f[J+8>>2];f[K+12>>2]=f[J+12>>2];f[K+16>>2]=f[J+16>>2];f[K+20>>2]=f[J+20>>2];p[K>>3]=+p[J>>3];p[((a+64|0)+72|0)>>3]=+p[c+72>>3];p[((a+64|0)+80|0)>>3]=+p[c+80>>3];K=c+88|0;f[m>>2]=f[K>>2];f[m+4>>2]=f[K+4>>2];f[m+8>>2]=f[K+8>>2];f[m>>2]=f[K>>2];f[((a+64|0)+92|0)>>2]=f[c+92>>2];f[((a+64|0)+96|0)>>2]=f[c+96>>2];K=c+100|0;f[n>>2]=f[K>>2];f[n+4>>2]=f[K+4>>2];f[n+8>>2]=f[K+8>>2];f[n>>2]=f[K>>2];f[((a+64|0)+104|0)>>2]=f[c+104>>2];f[((a+64|0)+108|0)>>2]=f[c+108>>2];K=c+112|0;f[L>>2]=f[K>>2];f[L+4>>2]=f[K+4>>2];f[L+8>>2]=f[K+8>>2];f[L+12>>2]=f[K+12>>2];f[L+16>>2]=f[K+16>>2];f[L+20>>2]=f[K+20>>2];p[L>>3]=+p[K>>3];p[((a+64|0)+120|0)>>3]=+p[c+120>>3];p[((a+64|0)+128|0)>>3]=+p[c+128>>3];L=c+136|0;f[M>>2]=f[L>>2];f[M+4>>2]=f[L+4>>2];f[M+8>>2]=f[L+8>>2];f[M+12>>2]=f[L+12>>2];f[M+16>>2]=f[L+16>>2];f[M+20>>2]=f[L+20>>2];p[M>>3]=+p[L>>3];p[((a+64|0)+144|0)>>3]=+p[c+144>>3];p[((a+64|0)+152|0)>>3]=+p[c+152>>3];M=c+160|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];f[N+16>>2]=f[M+16>>2];f[N+20>>2]=f[M+20>>2];p[N>>3]=+p[M>>3];p[((a+64|0)+168|0)>>3]=+p[c+168>>3];p[((a+64|0)+176|0)>>3]=+p[c+176>>3];N=c+184|0;f[o>>2]=f[N>>2];f[o+4>>2]=f[N+4>>2];f[o+8>>2]=f[N+8>>2];f[o+12>>2]=f[N+12>>2];N=c+200|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];p[O>>3]=+p[N>>3];p[((a+64|0)+208|0)>>3]=+p[c+208>>3];O=c+216|0;f[q>>2]=f[O>>2];f[q+4>>2]=f[O+4>>2];f[q+8>>2]=f[O+8>>2];f[q+12>>2]=f[O+12>>2];b[q+16>>0]=b[O+16>>0]|0;while(1){d=c;h=k;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));r=k+40|0;g=+p[r>>3];s=c+40|0;p[r>>3]=+p[s>>3];p[s>>3]=g;s=k+48|0;g=+p[s>>3];t=c+48|0;p[s>>3]=+p[t>>3];p[t>>3]=g;t=k+56|0;g=+p[t>>3];u=c+56|0;p[t>>3]=+p[u>>3];p[u>>3]=g;u=k+64|0;g=+p[u>>3];v=c+64|0;p[u>>3]=+p[v>>3];p[v>>3]=g;v=k+72|0;g=+p[v>>3];w=c+72|0;p[v>>3]=+p[w>>3];p[w>>3]=g;w=k+80|0;g=+p[w>>3];y=c+80|0;p[w>>3]=+p[y>>3];p[y>>3]=g;y=c+88|0;x=k+88|0;A=f[x>>2]|0;f[x>>2]=f[y>>2];f[y>>2]=A;y=k+92|0;A=f[y>>2]|0;z=c+92|0;f[y>>2]=f[z>>2];f[z>>2]=A;z=k+96|0;A=f[z>>2]|0;B=c+96|0;f[z>>2]=f[B>>2];f[B>>2]=A;B=c+100|0;A=k+100|0;E=f[A>>2]|0;f[A>>2]=f[B>>2];f[B>>2]=E;B=k+104|0;E=f[B>>2]|0;C=c+104|0;f[B>>2]=f[C>>2];f[C>>2]=E;C=k+108|0;E=f[C>>2]|0;D=c+108|0;f[C>>2]=f[D>>2];f[D>>2]=E;D=k+112|0;g=+p[D>>3];E=c+112|0;p[D>>3]=+p[E>>3];p[E>>3]=g;E=k+120|0;g=+p[E>>3];F=c+120|0;p[E>>3]=+p[F>>3];p[F>>3]=g;F=k+128|0;g=+p[F>>3];G=c+128|0;p[F>>3]=+p[G>>3];p[G>>3]=g;G=k+136|0;g=+p[G>>3];H=c+136|0;p[G>>3]=+p[H>>3];p[H>>3]=g;H=k+144|0;g=+p[H>>3];I=c+144|0;p[H>>3]=+p[I>>3];p[I>>3]=g;I=k+152|0;g=+p[I>>3];J=c+152|0;p[I>>3]=+p[J>>3];p[J>>3]=g;J=k+160|0;g=+p[J>>3];K=c+160|0;p[J>>3]=+p[K>>3];p[K>>3]=g;K=k+168|0;g=+p[K>>3];L=c+168|0;p[K>>3]=+p[L>>3];p[L>>3]=g;L=k+176|0;g=+p[L>>3];N=c+176|0;p[L>>3]=+p[N>>3];p[N>>3]=g;N=c+184|0;M=k+184|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];N=k+200|0;g=+p[N>>3];O=c+200|0;p[N>>3]=+p[O>>3];p[O>>3]=g;O=k+208|0;g=+p[O>>3];i=c+208|0;p[O>>3]=+p[i>>3];p[i>>3]=g;i=c+216|0;j=k+216|0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];b[i+16>>0]=b[j+16>>0]|0;if((k|0)==(l|0))break;h=k+-240|0;c=~~+p[((a+64|0)+216|0)>>3]>>>0;d=~~+p[k+-24>>3]>>>0;if(c>>>0<d>>>0){c=k;k=h;continue}if(c>>>0>d>>>0)break;e=+p[((a+64|0)+224|0)>>3];g=+p[k+-16>>3];if(e<g){c=k;k=h;continue}if(e>g)break;if(fub(a+64|0,h)|0){c=k;k=h}else break}d=k;h=a+64|0;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));g=+p[((a+64|0)+40|0)>>3];p[((a+64|0)+40|0)>>3]=+p[r>>3];p[r>>3]=g;g=+p[((a+64|0)+48|0)>>3];p[((a+64|0)+48|0)>>3]=+p[s>>3];p[s>>3]=g;g=+p[((a+64|0)+56|0)>>3];p[((a+64|0)+56|0)>>3]=+p[t>>3];p[t>>3]=g;g=+p[((a+64|0)+64|0)>>3];p[((a+64|0)+64|0)>>3]=+p[u>>3];p[u>>3]=g;g=+p[((a+64|0)+72|0)>>3];p[((a+64|0)+72|0)>>3]=+p[v>>3];p[v>>3]=g;g=+p[((a+64|0)+80|0)>>3];p[((a+64|0)+80|0)>>3]=+p[w>>3];p[w>>3]=g;w=f[m>>2]|0;f[m>>2]=f[x>>2];f[x>>2]=w;x=f[((a+64|0)+92|0)>>2]|0;f[((a+64|0)+92|0)>>2]=f[y>>2];f[y>>2]=x;y=f[((a+64|0)+96|0)>>2]|0;f[((a+64|0)+96|0)>>2]=f[z>>2];f[z>>2]=y;z=f[n>>2]|0;f[n>>2]=f[A>>2];f[A>>2]=z;A=f[((a+64|0)+104|0)>>2]|0;f[((a+64|0)+104|0)>>2]=f[B>>2];f[B>>2]=A;B=f[((a+64|0)+108|0)>>2]|0;f[((a+64|0)+108|0)>>2]=f[C>>2];f[C>>2]=B;g=+p[((a+64|0)+112|0)>>3];p[((a+64|0)+112|0)>>3]=+p[D>>3];p[D>>3]=g;g=+p[((a+64|0)+120|0)>>3];p[((a+64|0)+120|0)>>3]=+p[E>>3];p[E>>3]=g;g=+p[((a+64|0)+128|0)>>3];p[((a+64|0)+128|0)>>3]=+p[F>>3];p[F>>3]=g;g=+p[((a+64|0)+136|0)>>3];p[((a+64|0)+136|0)>>3]=+p[G>>3];p[G>>3]=g;g=+p[((a+64|0)+144|0)>>3];p[((a+64|0)+144|0)>>3]=+p[H>>3];p[H>>3]=g;g=+p[((a+64|0)+152|0)>>3];p[((a+64|0)+152|0)>>3]=+p[I>>3];p[I>>3]=g;g=+p[((a+64|0)+160|0)>>3];p[((a+64|0)+160|0)>>3]=+p[J>>3];p[J>>3]=g;g=+p[((a+64|0)+168|0)>>3];p[((a+64|0)+168|0)>>3]=+p[K>>3];p[K>>3]=g;g=+p[((a+64|0)+176|0)>>3];p[((a+64|0)+176|0)>>3]=+p[L>>3];p[L>>3]=g;f[M>>2]=f[o>>2];f[M+4>>2]=f[o+4>>2];f[M+8>>2]=f[o+8>>2];f[M+12>>2]=f[o+12>>2];g=+p[((a+64|0)+200|0)>>3];p[((a+64|0)+200|0)>>3]=+p[N>>3];p[N>>3]=g;g=+p[((a+64|0)+208|0)>>3];p[((a+64|0)+208|0)>>3]=+p[O>>3];p[O>>3]=g;f[j>>2]=f[q>>2];f[j+4>>2]=f[q+4>>2];f[j+8>>2]=f[q+8>>2];f[j+12>>2]=f[q+12>>2];b[j+16>>0]=b[q+16>>0]|0;f[a+6544>>2]=d;f[a+6560>>2]=h;f[a+6568>>2]=i}function isb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0.0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0.0;sa=f[a+336>>2]|0;ta=f[a+400>>2]|0;ua=f[a+432>>2]|0;i=f[a+496>>2]|0;k=f[a+520>>2]|0;ma=f[a+592>>2]|0;va=f[a+2040>>2]|0;wa=f[a+2784>>2]|0;d=f[a+3024>>2]|0;c=f[a+5112>>2]|0;xa=f[a+6520>>2]|0;ya=f[a+6544>>2]|0;Aa=f[a+6560>>2]|0;Ba=f[a+6568>>2]|0;za=f[a+6576>>2]|0;a:{b:{h=1;if(h)if(c>>>0<i>>>0)while(1){o=d+216|0;q=d+224|0;while(1){h=~~+p[c+216>>3]>>>0;j=+p[o>>3];if(h>>>0>=~~j>>>0>>>0){if(h>>>0>~~j>>>0>>>0){qa=j;break}e=+p[c+224>>3];g=+p[q>>3];if(!(e<g)){if(e>g){qa=j;break}if(!(fub(c,d)|0)){za=87;break}}}c=c+240|0}if((za|0)==87){za=0;qa=+p[o>>3]}m=i+-240|0;h=~~+p[i+-24>>3]>>>0;l=~~qa>>>0;c:do if(h>>>0>=l>>>0){j=qa;n=m;while(1){if(h>>>0>l>>>0)e=j;else{e=+p[i+-16>>3];g=+p[q>>3];if(e<g){m=n;break c}if(e>g)e=j;else{if(fub(n,d)|0){m=n;break c}e=+p[o>>3]}}m=n+-240|0;h=~~+p[n+-24>>3]>>>0;l=~~e>>>0;if(h>>>0<l>>>0){i=n;break}else{i=n;j=e;n=m}}}while(0);if(c>>>0>m>>>0){na=d;la=k;ma=c;break b}ya=a+24|0;Aa=c;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));h=c+40|0;l=c+48|0;n=c+56|0;e=+p[h>>3];g=+p[l>>3];j=+p[n>>3];o=c+64|0;q=c+72|0;r=c+80|0;S=+p[o>>3];T=+p[q>>3];U=+p[r>>3];s=c+88|0;t=c+92|0;u=c+96|0;_=f[s>>2]|0;ka=f[t>>2]|0;la=f[u>>2]|0;v=c+100|0;w=c+104|0;x=c+108|0;ma=f[v>>2]|0;na=f[w>>2]|0;oa=f[x>>2]|0;y=c+112|0;A=c+120|0;C=c+128|0;$=+p[y>>3];aa=+p[A>>3];ba=+p[C>>3];E=c+136|0;G=c+144|0;I=c+152|0;ca=+p[E>>3];da=+p[G>>3];ea=+p[I>>3];K=c+160|0;M=c+168|0;O=c+176|0;fa=+p[K>>3];ga=+p[M>>3];ha=+p[O>>3];Q=c+184|0;f[(a+64|0)>>2]=f[Q>>2];f[(a+64|0)+4>>2]=f[Q+4>>2];f[(a+64|0)+8>>2]=f[Q+8>>2];f[(a+64|0)+12>>2]=f[Q+12>>2];V=c+200|0;X=c+208|0;ia=+p[V>>3];ja=+p[X>>3];Z=c+216|0;f[a>>2]=f[Z>>2];f[a+4>>2]=f[Z+4>>2];f[a+8>>2]=f[Z+8>>2];f[a+12>>2]=f[Z+12>>2];b[a+16>>0]=b[Z+16>>0]|0;ya=c;Aa=m;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));pa=i+-200|0;Ca=+p[pa>>3];p[pa>>3]=e;p[h>>3]=Ca;Y=i+-192|0;Ca=+p[Y>>3];p[Y>>3]=+p[l>>3];p[l>>3]=Ca;W=i+-184|0;Ca=+p[W>>3];p[W>>3]=+p[n>>3];p[n>>3]=Ca;R=i+-176|0;Ca=+p[R>>3];p[R>>3]=+p[o>>3];p[o>>3]=Ca;P=i+-168|0;Ca=+p[P>>3];p[P>>3]=+p[q>>3];p[q>>3]=Ca;N=i+-160|0;Ca=+p[N>>3];p[N>>3]=+p[r>>3];p[r>>3]=Ca;L=i+-152|0;J=f[L>>2]|0;f[L>>2]=_;f[s>>2]=J;J=i+-148|0;H=f[J>>2]|0;f[J>>2]=f[t>>2];f[t>>2]=H;H=i+-144|0;F=f[H>>2]|0;f[H>>2]=f[u>>2];f[u>>2]=F;F=i+-140|0;D=f[F>>2]|0;f[F>>2]=f[v>>2];f[v>>2]=D;D=i+-136|0;B=f[D>>2]|0;f[D>>2]=f[w>>2];f[w>>2]=B;B=i+-132|0;f[x>>2]=f[B>>2];z=i+-128|0;Ca=+p[z>>3];p[z>>3]=+p[y>>3];p[y>>3]=Ca;x=i+-120|0;Ca=+p[x>>3];p[x>>3]=+p[A>>3];p[A>>3]=Ca;w=i+-112|0;Ca=+p[w>>3];p[w>>3]=+p[C>>3];p[C>>3]=Ca;v=i+-104|0;Ca=+p[v>>3];p[v>>3]=+p[E>>3];p[E>>3]=Ca;u=i+-96|0;Ca=+p[u>>3];p[u>>3]=+p[G>>3];p[G>>3]=Ca;t=i+-88|0;Ca=+p[t>>3];p[t>>3]=+p[I>>3];p[I>>3]=Ca;s=i+-80|0;Ca=+p[s>>3];p[s>>3]=+p[K>>3];p[K>>3]=Ca;r=i+-72|0;Ca=+p[r>>3];p[r>>3]=+p[M>>3];p[M>>3]=Ca;q=i+-64|0;Ca=+p[q>>3];p[q>>3]=+p[O>>3];p[O>>3]=Ca;o=i+-56|0;f[Q>>2]=f[o>>2];f[Q+4>>2]=f[o+4>>2];f[Q+8>>2]=f[o+8>>2];f[Q+12>>2]=f[o+12>>2];n=i+-40|0;Ca=+p[n>>3];p[n>>3]=+p[V>>3];p[V>>3]=Ca;l=i+-32|0;p[X>>3]=+p[l>>3];h=i+-24|0;f[Z>>2]=f[h>>2];f[Z+4>>2]=f[h+4>>2];f[Z+8>>2]=f[h+8>>2];f[Z+12>>2]=f[h+12>>2];b[Z+16>>0]=b[h+16>>0]|0;ya=m;Aa=a+24|0;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));p[pa>>3]=e;p[Y>>3]=g;p[W>>3]=j;p[R>>3]=S;p[P>>3]=T;p[N>>3]=U;f[L>>2]=_;f[J>>2]=ka;f[H>>2]=la;f[F>>2]=ma;f[D>>2]=na;f[B>>2]=oa;p[z>>3]=$;p[x>>3]=aa;p[w>>3]=ba;p[v>>3]=ca;p[u>>3]=da;p[t>>3]=ea;p[s>>3]=fa;p[r>>3]=ga;p[q>>3]=ha;f[o>>2]=f[(a+64|0)>>2];f[o+4>>2]=f[(a+64|0)+4>>2];f[o+8>>2]=f[(a+64|0)+8>>2];f[o+12>>2]=f[(a+64|0)+12>>2];p[n>>3]=ia;p[l>>3]=ja;f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];b[h+16>>0]=b[a+16>>0]|0;d=(d|0)==(c|0)?m:d;i=m;c=c+240|0;k=k+1|0}else h=1;if(h)if(1){na=d;la=k;ma=c}}do{c=1;if(c){c=0;if((ma|0)==(na|0))ra=la;else c=1}if(c)if(1){c=~~+p[na+216>>3]>>>0;d=~~+p[ma+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){ra=la;break}e=+p[na+224>>3];g=+p[ma+224>>3];if(!(e<g)){if(e>g){ra=la;break}if(!(fub(na,ma)|0)){ra=la;break}}}ya=a+24|0;Aa=ma;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));c=ma+40|0;d=ma+48|0;h=ma+56|0;e=+p[c>>3];g=+p[d>>3];j=+p[h>>3];i=ma+64|0;k=ma+72|0;l=ma+80|0;S=+p[i>>3];T=+p[k>>3];U=+p[l>>3];m=ma+88|0;n=ma+92|0;o=ma+96|0;V=f[m>>2]|0;W=f[n>>2]|0;X=f[o>>2]|0;q=ma+100|0;r=ma+104|0;s=ma+108|0;Y=f[q>>2]|0;Z=f[r>>2]|0;_=f[s>>2]|0;t=ma+112|0;v=ma+120|0;x=ma+128|0;$=+p[t>>3];aa=+p[v>>3];ba=+p[x>>3];z=ma+136|0;B=ma+144|0;D=ma+152|0;ca=+p[z>>3];da=+p[B>>3];ea=+p[D>>3];F=ma+160|0;H=ma+168|0;J=ma+176|0;fa=+p[F>>3];ga=+p[H>>3];ha=+p[J>>3];L=ma+184|0;f[(a+64|0)>>2]=f[L>>2];f[(a+64|0)+4>>2]=f[L+4>>2];f[(a+64|0)+8>>2]=f[L+8>>2];f[(a+64|0)+12>>2]=f[L+12>>2];N=ma+200|0;P=ma+208|0;ia=+p[N>>3];ja=+p[P>>3];R=ma+216|0;f[a>>2]=f[R>>2];f[a+4>>2]=f[R+4>>2];f[a+8>>2]=f[R+8>>2];f[a+12>>2]=f[R+12>>2];b[a+16>>0]=b[R+16>>0]|0;ya=ma;Aa=na;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));ka=na+40|0;Ca=+p[ka>>3];p[ka>>3]=e;p[c>>3]=Ca;Q=na+48|0;Ca=+p[Q>>3];p[Q>>3]=+p[d>>3];p[d>>3]=Ca;O=na+56|0;Ca=+p[O>>3];p[O>>3]=+p[h>>3];p[h>>3]=Ca;M=na+64|0;Ca=+p[M>>3];p[M>>3]=+p[i>>3];p[i>>3]=Ca;K=na+72|0;Ca=+p[K>>3];p[K>>3]=+p[k>>3];p[k>>3]=Ca;I=na+80|0;Ca=+p[I>>3];p[I>>3]=+p[l>>3];p[l>>3]=Ca;G=na+88|0;E=f[G>>2]|0;f[G>>2]=V;f[m>>2]=E;E=na+92|0;C=f[E>>2]|0;f[E>>2]=f[n>>2];f[n>>2]=C;C=na+96|0;A=f[C>>2]|0;f[C>>2]=f[o>>2];f[o>>2]=A;A=na+100|0;y=f[A>>2]|0;f[A>>2]=f[q>>2];f[q>>2]=y;y=na+104|0;f[r>>2]=f[y>>2];w=na+108|0;f[s>>2]=f[w>>2];u=na+112|0;Ca=+p[u>>3];p[u>>3]=+p[t>>3];p[t>>3]=Ca;s=na+120|0;Ca=+p[s>>3];p[s>>3]=+p[v>>3];p[v>>3]=Ca;r=na+128|0;Ca=+p[r>>3];p[r>>3]=+p[x>>3];p[x>>3]=Ca;q=na+136|0;Ca=+p[q>>3];p[q>>3]=+p[z>>3];p[z>>3]=Ca;o=na+144|0;Ca=+p[o>>3];p[o>>3]=+p[B>>3];p[B>>3]=Ca;n=na+152|0;Ca=+p[n>>3];p[n>>3]=+p[D>>3];p[D>>3]=Ca;m=na+160|0;Ca=+p[m>>3];p[m>>3]=+p[F>>3];p[F>>3]=Ca;l=na+168|0;Ca=+p[l>>3];p[l>>3]=+p[H>>3];p[H>>3]=Ca;k=na+176|0;Ca=+p[k>>3];p[k>>3]=+p[J>>3];p[J>>3]=Ca;i=na+184|0;f[L>>2]=f[i>>2];f[L+4>>2]=f[i+4>>2];f[L+8>>2]=f[i+8>>2];f[L+12>>2]=f[i+12>>2];h=na+200|0;p[N>>3]=+p[h>>3];d=na+208|0;p[P>>3]=+p[d>>3];c=na+216|0;f[R>>2]=f[c>>2];f[R+4>>2]=f[c+4>>2];f[R+8>>2]=f[c+8>>2];f[R+12>>2]=f[c+12>>2];b[R+16>>0]=b[c+16>>0]|0;ya=na;Aa=a+24|0;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));p[ka>>3]=e;p[Q>>3]=g;p[O>>3]=j;p[M>>3]=S;p[K>>3]=T;p[I>>3]=U;f[G>>2]=V;f[E>>2]=W;f[C>>2]=X;f[A>>2]=Y;f[y>>2]=Z;f[w>>2]=_;p[u>>3]=$;p[s>>3]=aa;p[r>>3]=ba;p[q>>3]=ca;p[o>>3]=da;p[n>>3]=ea;p[m>>3]=fa;p[l>>3]=ga;p[k>>3]=ha;f[i>>2]=f[(a+64|0)>>2];f[i+4>>2]=f[(a+64|0)+4>>2];f[i+8>>2]=f[(a+64|0)+8>>2];f[i+12>>2]=f[(a+64|0)+12>>2];p[h>>3]=ia;p[d>>3]=ja;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;ra=la+1|0}}while(0);if(!ra){xa=Isb(ua,ma)|0;c=ma+240|0;if(Isb(c,ta)|0){za=110;f[a+6624>>2]=1;break a}if(xa){sa=c;f[a+6624>>2]=3;break a}}ta=ma;if(((ta-wa|0)/240|0|0)>=((va-ta|0)/240|0|0)){za=109;f[a+6624>>2]=1;break a}Xrb(ua,ma);sa=ma+240|0}f[a+336>>2]=sa;f[a+592>>2]=ma;f[a+6520>>2]=xa;f[a+6544>>2]=ya;f[a+6560>>2]=Aa;f[a+6568>>2]=Ba;f[a+6576>>2]=za}function jsb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0.0;za=f[a+432>>2]|0;O=f[a+1720>>2]|0;P=f[a+1784>>2]|0;ca=f[a+1808>>2]|0;da=f[a+1848>>2]|0;ea=f[a+1880>>2]|0;fa=f[a+1920>>2]|0;ga=f[a+1936>>2]|0;ha=f[a+1968>>2]|0;ia=f[a+1992>>2]|0;ja=f[a+2016>>2]|0;ka=f[a+2048>>2]|0;la=f[a+2064>>2]|0;ma=f[a+2096>>2]|0;na=f[a+2160>>2]|0;oa=f[a+2232>>2]|0;pa=f[a+2296>>2]|0;qa=f[a+2368>>2]|0;ra=f[a+2432>>2]|0;sa=f[a+2504>>2]|0;ta=f[a+2568>>2]|0;k=f[a+2640>>2]|0;ua=f[a+2648>>2]|0;va=f[a+2720>>2]|0;Aa=f[a+3032>>2]|0;m=f[a+3104>>2]|0;g=f[a+3112>>2]|0;h=f[a+3120>>2]|0;l=f[a+4176>>2]|0;wa=f[a+4832>>2]|0;xa=f[a+5368>>2]|0;ya=f[a+5936>>2]|0;Ba=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0;Ca=f[a+6576>>2]|0;a:{do{i=1;if(i){i=0;if(g>>>0<h>>>0)c=m;else i=1}if(i)if(1){if(g>>>0<=h>>>0){e=+p[za+224>>3];d=+p[l>>3];if(e<d){c=m;break}if(!(e>d))if(fub(za,k)|0){c=m;break}}if((m|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}i=za+224|0;c=m;while(1){g=~~+p[Aa>>3]>>>0;h=~~+p[c+216>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[i>>3];e=+p[c+224>>3];if(d<e)break;if(!(d>e))if(fub(za,c)|0)break}c=c+240|0;if((c|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}}Ba=a+24|0;Da=c;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));q=c+40|0;D=c+48|0;g=c+56|0;d=+p[q>>3];e=+p[D>>3];j=+p[g>>3];h=c+64|0;i=c+72|0;l=c+80|0;Q=+p[h>>3];R=+p[i>>3];S=+p[l>>3];G=c+88|0;m=c+92|0;n=c+96|0;H=f[G>>2]|0;I=f[m>>2]|0;J=f[n>>2]|0;K=c+100|0;o=c+104|0;r=c+108|0;L=f[K>>2]|0;M=f[o>>2]|0;N=f[r>>2]|0;s=c+112|0;t=c+120|0;u=c+128|0;T=+p[s>>3];U=+p[t>>3];V=+p[u>>3];v=c+136|0;w=c+144|0;x=c+152|0;W=+p[v>>3];X=+p[w>>3];Y=+p[x>>3];y=c+160|0;z=c+168|0;A=c+176|0;Z=+p[y>>3];_=+p[z>>3];$=+p[A>>3];B=c+184|0;f[(a+64|0)>>2]=f[B>>2];f[(a+64|0)+4>>2]=f[B+4>>2];f[(a+64|0)+8>>2]=f[B+8>>2];f[(a+64|0)+12>>2]=f[B+12>>2];C=c+200|0;E=c+208|0;aa=+p[C>>3];ba=+p[E>>3];F=c+216|0;f[a>>2]=f[F>>2];f[a+4>>2]=f[F+4>>2];f[a+8>>2]=f[F+8>>2];f[a+12>>2]=f[F+12>>2];b[a+16>>0]=b[F+16>>0]|0;Ba=c;Da=k;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));Fa=+p[wa>>3];p[wa>>3]=d;p[q>>3]=Fa;Fa=+p[xa>>3];p[xa>>3]=+p[D>>3];p[D>>3]=Fa;Fa=+p[ya>>3];p[ya>>3]=+p[g>>3];p[g>>3]=Fa;Fa=+p[O>>3];p[O>>3]=+p[h>>3];p[h>>3]=Fa;Fa=+p[P>>3];p[P>>3]=+p[i>>3];p[i>>3]=Fa;Fa=+p[ca>>3];p[ca>>3]=+p[l>>3];p[l>>3]=Fa;Ba=f[da>>2]|0;f[da>>2]=H;f[G>>2]=Ba;Ba=f[ea>>2]|0;f[ea>>2]=f[m>>2];f[m>>2]=Ba;Ba=f[fa>>2]|0;f[fa>>2]=f[n>>2];f[n>>2]=Ba;Ba=f[ga>>2]|0;f[ga>>2]=f[K>>2];f[K>>2]=Ba;Ba=f[ha>>2]|0;f[ha>>2]=f[o>>2];f[o>>2]=Ba;f[r>>2]=f[ia>>2];Fa=+p[ja>>3];p[ja>>3]=+p[s>>3];p[s>>3]=Fa;Fa=+p[ka>>3];p[ka>>3]=+p[t>>3];p[t>>3]=Fa;Fa=+p[la>>3];p[la>>3]=+p[u>>3];p[u>>3]=Fa;Fa=+p[ma>>3];p[ma>>3]=+p[v>>3];p[v>>3]=Fa;Fa=+p[na>>3];p[na>>3]=+p[w>>3];p[w>>3]=Fa;Fa=+p[oa>>3];p[oa>>3]=+p[x>>3];p[x>>3]=Fa;Fa=+p[pa>>3];p[pa>>3]=+p[y>>3];p[y>>3]=Fa;Fa=+p[qa>>3];p[qa>>3]=+p[z>>3];p[z>>3]=Fa;Fa=+p[ra>>3];p[ra>>3]=+p[A>>3];p[A>>3]=Fa;f[B>>2]=f[sa>>2];f[B+4>>2]=f[sa+4>>2];f[B+8>>2]=f[sa+8>>2];f[B+12>>2]=f[sa+12>>2];Fa=+p[ta>>3];p[ta>>3]=+p[C>>3];p[C>>3]=Fa;p[E>>3]=+p[ua>>3];f[F>>2]=f[va>>2];f[F+4>>2]=f[va+4>>2];f[F+8>>2]=f[va+8>>2];f[F+12>>2]=f[va+12>>2];b[F+16>>0]=b[va+16>>0]|0;Ba=k;Da=a+24|0;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));p[wa>>3]=d;p[xa>>3]=e;p[ya>>3]=j;p[O>>3]=Q;p[P>>3]=R;p[ca>>3]=S;f[da>>2]=H;f[ea>>2]=I;f[fa>>2]=J;f[ga>>2]=L;f[ha>>2]=M;f[ia>>2]=N;p[ja>>3]=T;p[ka>>3]=U;p[la>>3]=V;p[ma>>3]=W;p[na>>3]=X;p[oa>>3]=Y;p[pa>>3]=Z;p[qa>>3]=_;p[ra>>3]=$;f[sa>>2]=f[(a+64|0)>>2];f[sa+4>>2]=f[(a+64|0)+4>>2];f[sa+8>>2]=f[(a+64|0)+8>>2];f[sa+12>>2]=f[(a+64|0)+12>>2];p[ta>>3]=aa;p[ua>>3]=ba;f[va>>2]=f[a>>2];f[va+4>>2]=f[a+4>>2];f[va+8>>2]=f[a+8>>2];f[va+12>>2]=f[a+12>>2];b[va+16>>0]=b[a+16>>0]|0;c=c+240|0}}while(0);if((c|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}oa=za+224|0;while(1){d=+p[Aa>>3];g=~~+p[c+216>>3]>>>0;b:do if(~~d>>>0>>>0>=g>>>0){j=d;i=~~d>>>0;h=g;while(1){if(i>>>0>h>>>0)d=j;else{d=+p[oa>>3];e=+p[c+224>>3];if(d<e)break b;if(d>e)d=j;else{if(fub(za,c)|0)break b;d=+p[Aa>>3]}}g=c+240|0;i=~~d>>>0;h=~~+p[c+456>>3]>>>0;if(i>>>0<h>>>0){c=g;break}else{c=g;j=d}}}while(0);while(1){na=k+-240|0;g=~~+p[Aa>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=na;continue}if(g>>>0>h>>>0)break;d=+p[oa>>3];e=+p[k+-16>>3];if(d<e){k=na;continue}if(d>e)break;if(fub(za,na)|0)k=na;else break}if(c>>>0>=na>>>0){za=c;f[a+6632>>2]=4;f[a+6636>>2]=5;break a}Ba=a+24|0;Da=c;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));g=c+40|0;h=c+48|0;i=c+56|0;d=+p[g>>3];e=+p[h>>3];j=+p[i>>3];l=c+64|0;m=c+72|0;n=c+80|0;Q=+p[l>>3];R=+p[m>>3];S=+p[n>>3];o=c+88|0;q=c+92|0;r=c+96|0;ga=f[o>>2]|0;ha=f[q>>2]|0;ia=f[r>>2]|0;s=c+100|0;t=c+104|0;u=c+108|0;ja=f[s>>2]|0;ka=f[t>>2]|0;la=f[u>>2]|0;v=c+112|0;x=c+120|0;z=c+128|0;T=+p[v>>3];U=+p[x>>3];V=+p[z>>3];B=c+136|0;D=c+144|0;F=c+152|0;W=+p[B>>3];X=+p[D>>3];Y=+p[F>>3];H=c+160|0;J=c+168|0;L=c+176|0;Z=+p[H>>3];_=+p[J>>3];$=+p[L>>3];N=c+184|0;f[(a+64|0)>>2]=f[N>>2];f[(a+64|0)+4>>2]=f[N+4>>2];f[(a+64|0)+8>>2]=f[N+8>>2];f[(a+64|0)+12>>2]=f[N+12>>2];P=c+200|0;da=c+208|0;aa=+p[P>>3];ba=+p[da>>3];fa=c+216|0;f[a>>2]=f[fa>>2];f[a+4>>2]=f[fa+4>>2];f[a+8>>2]=f[fa+8>>2];f[a+12>>2]=f[fa+12>>2];b[a+16>>0]=b[fa+16>>0]|0;Ba=c;Da=na;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));ma=k+-200|0;Fa=+p[ma>>3];p[ma>>3]=d;p[g>>3]=Fa;ea=k+-192|0;Fa=+p[ea>>3];p[ea>>3]=+p[h>>3];p[h>>3]=Fa;ca=k+-184|0;Fa=+p[ca>>3];p[ca>>3]=+p[i>>3];p[i>>3]=Fa;O=k+-176|0;Fa=+p[O>>3];p[O>>3]=+p[l>>3];p[l>>3]=Fa;M=k+-168|0;Fa=+p[M>>3];p[M>>3]=+p[m>>3];p[m>>3]=Fa;K=k+-160|0;Fa=+p[K>>3];p[K>>3]=+p[n>>3];p[n>>3]=Fa;I=k+-152|0;G=f[I>>2]|0;f[I>>2]=ga;f[o>>2]=G;G=k+-148|0;E=f[G>>2]|0;f[G>>2]=f[q>>2];f[q>>2]=E;E=k+-144|0;C=f[E>>2]|0;f[E>>2]=f[r>>2];f[r>>2]=C;C=k+-140|0;A=f[C>>2]|0;f[C>>2]=f[s>>2];f[s>>2]=A;A=k+-136|0;y=f[A>>2]|0;f[A>>2]=f[t>>2];f[t>>2]=y;y=k+-132|0;f[u>>2]=f[y>>2];w=k+-128|0;Fa=+p[w>>3];p[w>>3]=+p[v>>3];p[v>>3]=Fa;u=k+-120|0;Fa=+p[u>>3];p[u>>3]=+p[x>>3];p[x>>3]=Fa;t=k+-112|0;Fa=+p[t>>3];p[t>>3]=+p[z>>3];p[z>>3]=Fa;s=k+-104|0;Fa=+p[s>>3];p[s>>3]=+p[B>>3];p[B>>3]=Fa;r=k+-96|0;Fa=+p[r>>3];p[r>>3]=+p[D>>3];p[D>>3]=Fa;q=k+-88|0;Fa=+p[q>>3];p[q>>3]=+p[F>>3];p[F>>3]=Fa;o=k+-80|0;Fa=+p[o>>3];p[o>>3]=+p[H>>3];p[H>>3]=Fa;n=k+-72|0;Fa=+p[n>>3];p[n>>3]=+p[J>>3];p[J>>3]=Fa;m=k+-64|0;Fa=+p[m>>3];p[m>>3]=+p[L>>3];p[L>>3]=Fa;l=k+-56|0;f[N>>2]=f[l>>2];f[N+4>>2]=f[l+4>>2];f[N+8>>2]=f[l+8>>2];f[N+12>>2]=f[l+12>>2];i=k+-40|0;Fa=+p[i>>3];p[i>>3]=+p[P>>3];p[P>>3]=Fa;h=k+-32|0;p[da>>3]=+p[h>>3];g=k+-24|0;f[fa>>2]=f[g>>2];f[fa+4>>2]=f[g+4>>2];f[fa+8>>2]=f[g+8>>2];f[fa+12>>2]=f[g+12>>2];b[fa+16>>0]=b[g+16>>0]|0;Ba=na;Da=a+24|0;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));p[ma>>3]=d;p[ea>>3]=e;p[ca>>3]=j;p[O>>3]=Q;p[M>>3]=R;p[K>>3]=S;f[I>>2]=ga;f[G>>2]=ha;f[E>>2]=ia;f[C>>2]=ja;f[A>>2]=ka;f[y>>2]=la;p[w>>3]=T;p[u>>3]=U;p[t>>3]=V;p[s>>3]=W;p[r>>3]=X;p[q>>3]=Y;p[o>>3]=Z;p[n>>3]=_;p[m>>3]=$;f[l>>2]=f[(a+64|0)>>2];f[l+4>>2]=f[(a+64|0)+4>>2];f[l+8>>2]=f[(a+64|0)+8>>2];f[l+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=aa;p[h>>3]=ba;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;k=na;c=c+240|0}}f[a+432>>2]=za;f[a+6544>>2]=Ba;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6576>>2]=Ca}function ksb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0.0,la=0.0,ma=0.0,na=0.0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0,Ga=0,Ha=0,Ia=0,Ja=0,Ka=0,La=0,Ma=0,Na=0,Oa=0,Pa=0,Qa=0,Ra=0,Sa=0,Ta=0,Ua=0,Va=0,Wa=0,Xa=0,Ya=0,Za=0,_a=0,$a=0,ab=0,bb=0,cb=0,db=0,eb=0,fb=0,gb=0.0;qa=f[a+352>>2]|0;ta=f[a+400>>2]|0;wa=f[a+1720>>2]|0;xa=f[a+1784>>2]|0;ya=f[a+1808>>2]|0;za=f[a+1848>>2]|0;Aa=f[a+1880>>2]|0;Ba=f[a+1920>>2]|0;Ca=f[a+1936>>2]|0;Da=f[a+1968>>2]|0;Ea=f[a+1992>>2]|0;Ga=f[a+2040>>2]|0;Ra=f[a+2640>>2]|0;Wa=f[a+3080>>2]|0;Xa=f[a+3584>>2]|0;Ya=f[a+4176>>2]|0;_a=f[a+4832>>2]|0;$a=f[a+5368>>2]|0;ab=f[a+5936>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;a:{Fa=ta+-128|0;Ha=ta+-120|0;Ia=ta+-112|0;Ja=ta+-104|0;Ka=ta+-96|0;La=ta+-88|0;Ma=ta+-80|0;Na=ta+-72|0;Oa=ta+-64|0;Pa=ta+-56|0;Qa=ta+-40|0;Sa=ta+-32|0;Ta=ta+-24|0;pa=qa;while(1){ua=pa;b:while(1){Ua=ua;switch((Ga-Ua|0|0)/240|0|0){case 2:{db=5;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 3:{db=11;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 4:{db=12;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 5:{db=13;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 1:case 0:{db=111;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}default:{}}if((Ga-Ua|0|0)<1680){db=15;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}Va=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)|0;if((Ga-Ua|0|0)>239760)sa=Hsb(ua,ua+((((Ga-Ua|0)>>>0)/960|0)*240|0)|0,Va,Va+((((Ga-Ua|0)>>>0)/960|0)*240|0)|0,Ra)|0;else sa=Fsb(ua,Va,Ra)|0;k=ua+216|0;c=~~+p[k>>3]>>>0;l=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+216|0;d=~~+p[l>>3]>>>0;if(c>>>0<d>>>0){i=Ra;j=sa;break}if(c>>>0<=d>>>0){e=+p[ua+224>>3];g=+p[ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+224>>3];if(e<g){i=Ra;j=sa;break}if(!(e>g))if(fub(ua,Va)|0){i=Ra;j=sa;break}}if((ua|0)!=(Wa|0)){h=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+224|0;ra=Ra;Za=Wa;while(1){c=~~+p[ra+-24>>3]>>>0;d=~~+p[l>>3]>>>0;if(c>>>0<d>>>0){db=78;break b}if(c>>>0<=d>>>0){e=+p[ra+-16>>3];g=+p[h>>3];if(e<g){db=78;break b}if(!(e>g))if(fub(Za,Va)|0){db=78;break b}}c=Za+-240|0;if((ua|0)==(c|0))break;else{ra=Za;Za=c}}}ba=ua+240|0;ca=~~+p[k>>3]>>>0;oa=~~+p[Xa>>3]>>>0;f[a+432>>2]=ua;f[a+1720>>2]=wa;f[a+1784>>2]=xa;f[a+1808>>2]=ya;f[a+1848>>2]=za;f[a+1880>>2]=Aa;f[a+1920>>2]=Ba;f[a+1936>>2]=Ca;f[a+1968>>2]=Da;f[a+1992>>2]=Ea;f[a+2016>>2]=Fa;f[a+2048>>2]=Ha;f[a+2064>>2]=Ia;f[a+2096>>2]=Ja;f[a+2160>>2]=Ka;f[a+2232>>2]=La;f[a+2296>>2]=Ma;f[a+2368>>2]=Na;f[a+2432>>2]=Oa;f[a+2504>>2]=Pa;f[a+2568>>2]=Qa;f[a+2640>>2]=Ra;f[a+2648>>2]=Sa;f[a+2720>>2]=Ta;f[a+3032>>2]=k;f[a+3104>>2]=ba;f[a+3112>>2]=ca;f[a+3120>>2]=oa;f[a+4176>>2]=Ya;f[a+4832>>2]=_a;f[a+5368>>2]=$a;f[a+5936>>2]=ab;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db;f[a+6632>>2]=0;f[a+6636>>2]=0;jsb(a);ua=f[a+432>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;G=f[a+6632>>2]|0;D=f[a+6636>>2]|0;H=+n[a+6636>>2];f[a+6632>>2]=0;f[a+6636>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:{f[a+6640>>2]=2;f[a+6644>>2]=8;break a}}if((G|0)==3)continue;if((G|0)==4)switch(D|0){case 5:continue b}}if((db|0)==78){db=0;cb=a+24|0;eb=ua;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));c=ua+40|0;d=ua+48|0;h=ua+56|0;e=+p[c>>3];g=+p[d>>3];V=+p[h>>3];i=ua+64|0;j=ua+72|0;k=ua+80|0;W=+p[i>>3];X=+p[j>>3];Y=+p[k>>3];l=ua+88|0;m=ua+92|0;o=ua+96|0;Z=f[l>>2]|0;_=f[m>>2]|0;$=f[o>>2]|0;q=ua+100|0;r=ua+104|0;s=ua+108|0;aa=f[q>>2]|0;ba=f[r>>2]|0;ca=f[s>>2]|0;t=ua+112|0;v=ua+120|0;x=ua+128|0;da=+p[t>>3];ea=+p[v>>3];fa=+p[x>>3];z=ua+136|0;B=ua+144|0;E=ua+152|0;ga=+p[z>>3];ha=+p[B>>3];ia=+p[E>>3];I=ua+160|0;K=ua+168|0;M=ua+176|0;ja=+p[I>>3];ka=+p[K>>3];la=+p[M>>3];O=ua+184|0;f[(a+64|0)>>2]=f[O>>2];f[(a+64|0)+4>>2]=f[O+4>>2];f[(a+64|0)+8>>2]=f[O+8>>2];f[(a+64|0)+12>>2]=f[O+12>>2];Q=ua+200|0;S=ua+208|0;ma=+p[Q>>3];na=+p[S>>3];U=ua+216|0;f[a>>2]=f[U>>2];f[a+4>>2]=f[U+4>>2];f[a+8>>2]=f[U+8>>2];f[a+12>>2]=f[U+12>>2];b[a+16>>0]=b[U+16>>0]|0;cb=ua;eb=Za;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));oa=ra+-200|0;gb=+p[oa>>3];p[oa>>3]=e;p[c>>3]=gb;T=ra+-192|0;gb=+p[T>>3];p[T>>3]=+p[d>>3];p[d>>3]=gb;R=ra+-184|0;gb=+p[R>>3];p[R>>3]=+p[h>>3];p[h>>3]=gb;P=ra+-176|0;gb=+p[P>>3];p[P>>3]=+p[i>>3];p[i>>3]=gb;N=ra+-168|0;gb=+p[N>>3];p[N>>3]=+p[j>>3];p[j>>3]=gb;L=ra+-160|0;gb=+p[L>>3];p[L>>3]=+p[k>>3];p[k>>3]=gb;J=ra+-152|0;F=f[J>>2]|0;f[J>>2]=Z;f[l>>2]=F;F=ra+-148|0;C=f[F>>2]|0;f[F>>2]=f[m>>2];f[m>>2]=C;C=ra+-144|0;A=f[C>>2]|0;f[C>>2]=f[o>>2];f[o>>2]=A;A=ra+-140|0;y=f[A>>2]|0;f[A>>2]=f[q>>2];f[q>>2]=y;y=ra+-136|0;w=f[y>>2]|0;f[y>>2]=f[r>>2];f[r>>2]=w;w=ra+-132|0;f[s>>2]=f[w>>2];u=ra+-128|0;gb=+p[u>>3];p[u>>3]=+p[t>>3];p[t>>3]=gb;s=ra+-120|0;gb=+p[s>>3];p[s>>3]=+p[v>>3];p[v>>3]=gb;r=ra+-112|0;gb=+p[r>>3];p[r>>3]=+p[x>>3];p[x>>3]=gb;q=ra+-104|0;gb=+p[q>>3];p[q>>3]=+p[z>>3];p[z>>3]=gb;o=ra+-96|0;gb=+p[o>>3];p[o>>3]=+p[B>>3];p[B>>3]=gb;m=ra+-88|0;gb=+p[m>>3];p[m>>3]=+p[E>>3];p[E>>3]=gb;l=ra+-80|0;gb=+p[l>>3];p[l>>3]=+p[I>>3];p[I>>3]=gb;k=ra+-72|0;gb=+p[k>>3];p[k>>3]=+p[K>>3];p[K>>3]=gb;j=ra+-64|0;gb=+p[j>>3];p[j>>3]=+p[M>>3];p[M>>3]=gb;i=ra+-56|0;f[O>>2]=f[i>>2];f[O+4>>2]=f[i+4>>2];f[O+8>>2]=f[i+8>>2];f[O+12>>2]=f[i+12>>2];h=ra+-40|0;gb=+p[h>>3];p[h>>3]=+p[Q>>3];p[Q>>3]=gb;d=ra+-32|0;p[S>>3]=+p[d>>3];c=ra+-24|0;f[U>>2]=f[c>>2];f[U+4>>2]=f[c+4>>2];f[U+8>>2]=f[c+8>>2];f[U+12>>2]=f[c+12>>2];b[U+16>>0]=b[c+16>>0]|0;cb=Za;eb=a+24|0;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));p[oa>>3]=e;p[T>>3]=g;p[R>>3]=V;p[P>>3]=W;p[N>>3]=X;p[L>>3]=Y;f[J>>2]=Z;f[F>>2]=_;f[C>>2]=$;f[A>>2]=aa;f[y>>2]=ba;f[w>>2]=ca;p[u>>3]=da;p[s>>3]=ea;p[r>>3]=fa;p[q>>3]=ga;p[o>>3]=ha;p[m>>3]=ia;p[l>>3]=ja;p[k>>3]=ka;p[j>>3]=la;f[i>>2]=f[(a+64|0)>>2];f[i+4>>2]=f[(a+64|0)+4>>2];f[i+8>>2]=f[(a+64|0)+8>>2];f[i+12>>2]=f[(a+64|0)+12>>2];p[h>>3]=ma;p[d>>3]=na;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;i=Za;j=sa+1|0}sa=ua+240|0;f[a+336>>2]=pa;f[a+400>>2]=ta;f[a+432>>2]=ua;f[a+496>>2]=i;f[a+520>>2]=j;f[a+592>>2]=va;f[a+2040>>2]=Ga;f[a+2784>>2]=Ua;f[a+3024>>2]=Va;f[a+5112>>2]=sa;f[a+6520>>2]=bb;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db;f[a+6624>>2]=0;f[a+6628>>2]=0;isb(a);pa=f[a+336>>2]|0;va=f[a+592>>2]|0;bb=f[a+6520>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;G=f[a+6624>>2]|0;D=f[a+6628>>2]|0;H=+n[a+6628>>2];f[a+6624>>2]=0;f[a+6628>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if((db|0)==109){db=0;Xrb(va+240|0,ta);qa=ua;ta=va;f[a+6640>>2]=3;break a}else if((db|0)==110){db=0;if(bb){db=111;f[a+6640>>2]=1;break a}else{qa=ua;ta=va;f[a+6640>>2]=3;break a}}}f[a+352>>2]=qa;f[a+400>>2]=ta;f[a+432>>2]=ua;f[a+2016>>2]=Fa;f[a+2048>>2]=Ha;f[a+2064>>2]=Ia;f[a+2096>>2]=Ja;f[a+2160>>2]=Ka;f[a+2232>>2]=La;f[a+2296>>2]=Ma;f[a+2368>>2]=Na;f[a+2432>>2]=Oa;f[a+2504>>2]=Pa;f[a+2568>>2]=Qa;f[a+2648>>2]=Sa;f[a+2720>>2]=Ta;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db}function lsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0.0;v=f[a+400>>2]|0;za=f[a+432>>2]|0;$=f[a+1720>>2]|0;aa=f[a+1784>>2]|0;ba=f[a+1808>>2]|0;ca=f[a+1848>>2]|0;da=f[a+1880>>2]|0;ea=f[a+1920>>2]|0;fa=f[a+1936>>2]|0;ga=f[a+1968>>2]|0;ha=f[a+1992>>2]|0;ia=f[a+2016>>2]|0;ja=f[a+2048>>2]|0;ka=f[a+2064>>2]|0;la=f[a+2096>>2]|0;ma=f[a+2160>>2]|0;na=f[a+2232>>2]|0;oa=f[a+2296>>2]|0;pa=f[a+2368>>2]|0;qa=f[a+2432>>2]|0;ra=f[a+2504>>2]|0;sa=f[a+2568>>2]|0;ta=f[a+2640>>2]|0;ua=f[a+2648>>2]|0;va=f[a+2720>>2]|0;c=f[a+3584>>2]|0;e=f[a+4176>>2]|0;wa=f[a+4832>>2]|0;xa=f[a+5368>>2]|0;ya=f[a+5936>>2]|0;Aa=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0;Ba=f[a+6576>>2]|0;Ca=f[a+6584>>2]|0;a:{if(Ca){Ca=0;if((Ba|0)==5){c=~~+p[c>>3]>>>0;d=~~+p[za+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){u=a;f[a+6648>>2]=5;break a}h=+p[e>>3];i=+p[za+224>>3];if(!(h<i)){if(h>i){u=a;f[a+6648>>2]=5;break a}if(!(fub(ta,za)|0)){u=a;f[a+6648>>2]=5;break a}}}Aa=a+24|0;Da=za;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));m=za+40|0;B=za+48|0;c=za+56|0;h=+p[m>>3];i=+p[B>>3];E=+p[c>>3];d=za+64|0;e=za+72|0;g=za+80|0;F=+p[d>>3];G=+p[e>>3];H=+p[g>>3];I=za+88|0;j=za+92|0;k=za+96|0;J=f[I>>2]|0;K=f[j>>2]|0;L=f[k>>2]|0;M=za+100|0;l=za+104|0;n=za+108|0;N=f[M>>2]|0;O=f[l>>2]|0;P=f[n>>2]|0;o=za+112|0;q=za+120|0;r=za+128|0;Q=+p[o>>3];R=+p[q>>3];S=+p[r>>3];s=za+136|0;t=za+144|0;v=za+152|0;T=+p[s>>3];U=+p[t>>3];V=+p[v>>3];w=za+160|0;x=za+168|0;y=za+176|0;W=+p[w>>3];X=+p[x>>3];Y=+p[y>>3];z=za+184|0;f[(a+64|0)>>2]=f[z>>2];f[(a+64|0)+4>>2]=f[z+4>>2];f[(a+64|0)+8>>2]=f[z+8>>2];f[(a+64|0)+12>>2]=f[z+12>>2];A=za+200|0;C=za+208|0;Z=+p[A>>3];_=+p[C>>3];D=za+216|0;f[a>>2]=f[D>>2];f[a+4>>2]=f[D+4>>2];f[a+8>>2]=f[D+8>>2];f[a+12>>2]=f[D+12>>2];b[a+16>>0]=b[D+16>>0]|0;Aa=za;Da=ta;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));Fa=+p[wa>>3];p[wa>>3]=h;p[m>>3]=Fa;Fa=+p[xa>>3];p[xa>>3]=+p[B>>3];p[B>>3]=Fa;Fa=+p[ya>>3];p[ya>>3]=+p[c>>3];p[c>>3]=Fa;Fa=+p[$>>3];p[$>>3]=+p[d>>3];p[d>>3]=Fa;Fa=+p[aa>>3];p[aa>>3]=+p[e>>3];p[e>>3]=Fa;Fa=+p[ba>>3];p[ba>>3]=+p[g>>3];p[g>>3]=Fa;Aa=f[ca>>2]|0;f[ca>>2]=J;f[I>>2]=Aa;Aa=f[da>>2]|0;f[da>>2]=f[j>>2];f[j>>2]=Aa;Aa=f[ea>>2]|0;f[ea>>2]=f[k>>2];f[k>>2]=Aa;Aa=f[fa>>2]|0;f[fa>>2]=f[M>>2];f[M>>2]=Aa;Aa=f[ga>>2]|0;f[ga>>2]=f[l>>2];f[l>>2]=Aa;f[n>>2]=f[ha>>2];Fa=+p[ia>>3];p[ia>>3]=+p[o>>3];p[o>>3]=Fa;Fa=+p[ja>>3];p[ja>>3]=+p[q>>3];p[q>>3]=Fa;Fa=+p[ka>>3];p[ka>>3]=+p[r>>3];p[r>>3]=Fa;Fa=+p[la>>3];p[la>>3]=+p[s>>3];p[s>>3]=Fa;Fa=+p[ma>>3];p[ma>>3]=+p[t>>3];p[t>>3]=Fa;Fa=+p[na>>3];p[na>>3]=+p[v>>3];p[v>>3]=Fa;Fa=+p[oa>>3];p[oa>>3]=+p[w>>3];p[w>>3]=Fa;Fa=+p[pa>>3];p[pa>>3]=+p[x>>3];p[x>>3]=Fa;Fa=+p[qa>>3];p[qa>>3]=+p[y>>3];p[y>>3]=Fa;f[z>>2]=f[ra>>2];f[z+4>>2]=f[ra+4>>2];f[z+8>>2]=f[ra+8>>2];f[z+12>>2]=f[ra+12>>2];Fa=+p[sa>>3];p[sa>>3]=+p[A>>3];p[A>>3]=Fa;p[C>>3]=+p[ua>>3];f[D>>2]=f[va>>2];f[D+4>>2]=f[va+4>>2];f[D+8>>2]=f[va+8>>2];f[D+12>>2]=f[va+12>>2];b[D+16>>0]=b[va+16>>0]|0;Aa=ta;Da=a+24|0;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));p[wa>>3]=h;p[xa>>3]=i;p[ya>>3]=E;p[$>>3]=F;p[aa>>3]=G;p[ba>>3]=H;f[ca>>2]=J;f[da>>2]=K;f[ea>>2]=L;f[fa>>2]=N;f[ga>>2]=O;f[ha>>2]=P;p[ia>>3]=Q;p[ja>>3]=R;p[ka>>3]=S;p[la>>3]=T;p[ma>>3]=U;p[na>>3]=V;p[oa>>3]=W;p[pa>>3]=X;p[qa>>3]=Y;f[ra>>2]=f[(a+64|0)>>2];f[ra+4>>2]=f[(a+64|0)+4>>2];f[ra+8>>2]=f[(a+64|0)+8>>2];f[ra+12>>2]=f[(a+64|0)+12>>2];p[sa>>3]=Z;p[ua>>3]=_;f[va>>2]=f[a>>2];f[va+4>>2]=f[a+4>>2];f[va+8>>2]=f[a+8>>2];f[va+12>>2]=f[a+12>>2];b[va+16>>0]=b[a+16>>0]|0;u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==11){Fsb(za,za+240|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else if((Ba|0)==12){Gsb(za,za+240|0,za+480|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else if((Ba|0)==13){Hsb(za,za+240|0,za+480|0,za+720|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==15){d=za+480|0;Fsb(za,za+240|0,d)|0;c=za+720|0;if((c|0)==(v|0)){u=a;f[a+6648>>2]=5;break a}j=(a+64|0)+40|0;k=(a+64|0)+64|0;l=(a+64|0)+88|0;m=(a+64|0)+100|0;n=(a+64|0)+112|0;o=(a+64|0)+136|0;q=(a+64|0)+160|0;r=(a+64|0)+184|0;s=(a+64|0)+200|0;t=(a+64|0)+216|0;while(1){e=~~+p[c+216>>3]>>>0;g=~~+p[d+216>>3]>>>0;if(e>>>0<g>>>0)Ba=22;else if(e>>>0<=g>>>0){h=+p[c+224>>3];i=+p[d+224>>3];if(h<i)Ba=22;else if(!(h>i))if(fub(c,d)|0)Ba=22}if((Ba|0)==22){Ba=0;Aa=a+64|0;Da=c;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));f[a+408>>2]=c;f[a+416>>2]=d;f[a+432>>2]=za;f[a+1832>>2]=j;f[a+1840>>2]=k;f[a+1856>>2]=l;f[a+1864>>2]=m;f[a+1872>>2]=n;f[a+1888>>2]=o;f[a+1896>>2]=q;f[a+1904>>2]=r;f[a+1912>>2]=s;f[a+1928>>2]=t;f[a+6544>>2]=Aa;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6616>>2]=0;f[a+6620>>2]=0;hsb(a);Aa=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0}d=c+240|0;if((d|0)==(v|0))break;else{ya=c;c=d;d=ya}}u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==111)if(1){u=a;f[a+6648>>2]=5;break a}else Ca=1}}f[a+6544>>2]=Aa;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6576>>2]=Ba;f[a+6584>>2]=Ca}
+function Ijb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=b;i=c-l>>5;j=a+8|0;d=f[j>>2]|0;h=f[a>>2]|0;k=h;if(i>>>0>d-h>>5>>>0){g=h;if(h){d=a+4|0;e=f[d>>2]|0;if((e|0)!=(k|0))f[d>>2]=e+(~((e+-32-h|0)>>>5)<<5);sOb(g);f[j>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(i>>>0>134217727)AMb(a);k=d>>4;d=d>>5>>>0<67108863?(k>>>0<i>>>0?i:k):134217727;if(d>>>0>134217727)AMb(a);g=pOb(d<<5)|0;h=a+4|0;f[h>>2]=g;f[a>>2]=g;f[j>>2]=g+(d<<5);if((b|0)==(c|0))return;e=c+-32-l|0;d=g;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(c|0))break;else d=d+32|0}f[h>>2]=g+((e>>>5)+1<<5);return}j=a+4|0;e=f[j>>2]|0;a=e-h>>5;g=i>>>0>a>>>0;a=b+(a<<5)|0;i=g?a:c;h=e;if((i|0)==(b|0))b=k;else{e=i+-32-l|0;d=k;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(i|0))break;else d=d+32|0}b=k+((e>>>5)+1<<5)|0}if(!g){if((b|0)==(h|0))return;f[j>>2]=h+(~((h+-32-b|0)>>>5)<<5);return}if((i|0)==(c|0))return;g=f[j>>2]|0;e=c+-32-i|0;b=a;d=g;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(c|0))break;else d=d+32|0}f[j>>2]=g+((e>>>5)+1<<5);return}function Jjb(a){a=a|0;var b=0,c=0,d=0;Kjb(a+744|0);c=a+584|0;b=f[a+604>>2]|0;if(b|0)Ljb(b,c);b=f[a+592>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);Mjb(a+184|0);B$(a+120|0);c=a+64|0;b=f[a+84>>2]|0;if(b|0)Njb(b,c);b=f[a+72>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(!b)return;sOb(b);return}function Kjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=a+16|0;b=f[a+28>>2]|0;if(b|0)Qjb(b,h);b=f[h>>2]|0;if(b|0){g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[g>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[h>>2]|0}sOb(b)}b=f[a+12>>2]|0;if(b|0)Qjb(b,a);b=f[a>>2]|0;if(!b)return;g=a+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function Ljb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257384]|0))if(MPb(257384)|0){f[64699]=0;f[64700]=0;f[64701]=0}a=f[64700]|0;if(a>>>0>=(f[64701]|0)>>>0){Pjb(258796,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64700]=(f[64700]|0)+20;return}function Mjb(a){a=a|0;var b=0,c=0,d=0;b=f[a+368>>2]|0;if(b|0){c=a+372|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+344>>2]|0;if(b|0){c=a+348|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+320>>2]|0;if(b|0){c=a+324|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+296>>2]|0;if(b|0){c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+272>>2]|0;if(b|0){c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+248>>2]|0;if(b|0){c=a+252|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+224>>2]|0;if(b|0){c=a+228|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+200>>2]|0;if(b|0){c=a+204|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+176>>2]|0;if(b|0){c=a+180|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+152>>2]|0;if(b|0){c=a+156|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+128>>2]|0;if(b|0){c=a+132|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+104>>2]|0;if(b|0){c=a+108|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+80>>2]|0;if(b|0){c=a+84|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+56>>2]|0;if(b|0){c=a+60|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-16-d|0)>>>4)<<4);sOb(d);return}function Njb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257376]|0))if(MPb(257376)|0){f[64695]=0;f[64696]=0;f[64697]=0}a=f[64696]|0;if(a>>>0>=(f[64697]|0)>>>0){Ojb(258780,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64696]=(f[64696]|0)+20;return}function Ojb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function Pjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function Qjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0)){d=a;while(1){a=d+-12|0;f[i>>2]=a;e=f[a>>2]|0;if(e){a=d+-8|0;d=f[a>>2]|0;if((d|0)!=(e|0))f[a>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);a=f[i>>2]|0}if((a|0)==(g|0))break;else d=a}}if(!(b[257392]|0))if(MPb(257392)|0){f[64702]=0;f[64703]=0;f[64704]=0}a=f[64703]|0;if(a>>>0<(f[64704]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64703]=a+12;return}else{Rjb(258808,c);return}}function Rjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-c|0)/12|0;c=l<<1;c=l>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;l=b;d=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;l=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;i=l;if((d|0)!=(i|0)){h=d;do{d=h;h=h+-12|0;c=f[h>>2]|0;if(c|0){g=d+-8|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[g>>2]=e;b=f[e>>2]|0;if(!b)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(b|0))f[d>>2]=e+(~((e+-32-b|0)>>>5)<<5);sOb(b);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}}while((h|0)!=(i|0))}if(!l)return;sOb(l);return}function Sjb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0.0,v=0.0,w=0.0;m=a;l=m+48|0;do{f[m>>2]=f[c>>2];m=m+4|0;c=c+4|0}while((m|0)<(l|0));f[a+48>>2]=e;r=a+52|0;b[r>>0]=b[g>>0]|0;b[r+1>>0]=b[g+1>>0]|0;b[r+2>>0]=b[g+2>>0]|0;g=(zQa(e)|0)+229|0;b[a+55>>0]=b[g>>0]|0;g=a+56|0;if(!(b[i+4>>0]|0)){c=f[i>>2]|0;f[g>>2]=c;c=c+56|0}else{f[g>>2]=0;c=f[i>>2]|0}o=a+60|0;f[o>>2]=c;ljb(a+64|0);q=a+104|0;njb(q,j);n=a+108|0;b[n>>0]=d;i=a+112|0;p[i>>3]=C;f[a+192>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+224>>2]=0;f[a+240>>2]=0;f[a+244>>2]=0;f[a+248>>2]=0;f[a+264>>2]=0;f[a+268>>2]=0;f[a+272>>2]=0;f[a+288>>2]=0;f[a+292>>2]=0;f[a+296>>2]=0;f[a+312>>2]=0;f[a+316>>2]=0;f[a+320>>2]=0;f[a+336>>2]=0;f[a+340>>2]=0;f[a+344>>2]=0;f[a+360>>2]=0;f[a+364>>2]=0;f[a+368>>2]=0;f[a+384>>2]=0;f[a+388>>2]=0;f[a+392>>2]=0;f[a+408>>2]=0;f[a+412>>2]=0;f[a+416>>2]=0;f[a+432>>2]=0;f[a+436>>2]=0;f[a+440>>2]=0;f[a+456>>2]=0;f[a+460>>2]=0;f[a+464>>2]=0;f[a+480>>2]=0;f[a+484>>2]=0;f[a+488>>2]=0;f[a+504>>2]=0;f[a+508>>2]=0;f[a+512>>2]=0;f[a+528>>2]=0;f[a+532>>2]=0;f[a+536>>2]=0;f[a+552>>2]=0;f[a+556>>2]=0;f[a+560>>2]=0;c=a+184|0;m=a+120|0;l=m+60|0;do{f[m>>2]=0;m=m+4|0}while((m|0)<(l|0));p[c>>3]=2.2250738585072014e-308;p[a+208>>3]=8.938889586303288e-249;p[a+232>>3]=6.5957363400673356e-229;p[a+256>>3]=4.8667944097154903e-209;p[a+280>>3]=3.5910604374152623e-189;p[a+304>>3]=2.6497349136888998e-169;p[a+328>>3]=1.9551592726396706e-149;p[a+352>>3]=1.4426529090289578e-129;p[a+376>>3]=1.0644899600019857e-109;p[a+400>>3]=7.85454954447594e-90;p[a+424>>3]=5.795634610448756e-70;p[a+448>>3]=4.2764235361472415e-50;p[a+472>>3]=3.1554436208838314e-30;p[a+496>>3]=2.3283064365385257e-10;p[a+520>>3]=17179869183.998657;p[a+544>>3]=1797693134862315708145274.0e284;if(!j)c=hjb(e)|0;else c=2;f[a+576>>2]=c;vjb(a+584|0,f[64698]|0);f[a+608>>2]=0;j=a+744|0;wjb(j,f[64698]|0);m=a+760|0;wjb(m,f[64698]|0);fjb(e,m);xjb(j,f[m>>2]|0,f[a+764>>2]|0);m=(f[g>>2]|0)==0;if(m){b[a+8>>0]=0;b[a+9>>0]=0;b[a+10>>0]=1;f[a+16>>2]=-1;b[a+11>>0]=0;b[a+12>>0]=0;b[a+13>>0]=0}c=a+40|0;k=+p[c>>3];if(k<0.0)p[c>>3]=C;else{p[s>>3]=k;if(!((f[s>>2]|0)==0?(f[s+4>>2]&2147483647|0)==2146435072:0)){e=f[o>>2]|0;w=+p[e+24>>3];v=+p[e+32>>3];u=+p[e+40>>3];k=k/+L(+(w*w+(v*v+u*u)));p[i>>3]=k}}i=h[n>>0]|0;n=a+109|0;g=i&1;b[n>>0]=g;d=a+110|0;c=i>>>1&1;b[d>>0]=c;l=a+111|0;i=i>>>2&1;b[l>>0]=i;if(m)t=14;else if((f[a+16>>2]|0)<0)t=14;if((t|0)==14){b[d>>0]=0;b[l>>0]=0;i=0;c=0}m=(b[a+24>>0]|0)==0;if(m)l=c;else if(!(f[q>>2]|0)){if(!(b[a+53>>0]|0))if(!(b[a+27>>0]|0)){b[d>>0]=0;c=0}if(!(b[a+54>>0]|0))if(!(b[a+28>>0]|0)){b[l>>0]=0;l=c;i=0}else l=c;else l=c}else l=c;d=l<<24>>24==0;do if((l|i)<<24>>24){if(!(b[a+8>>0]|0))if(!(b[a+12>>0]|0))break;b[n>>0]=1;g=1}while(0);if(m)t=32;else if(!(f[q>>2]|0))if(!(b[r>>0]|0)){c=a+26|0;if(!(b[c>>0]|0)){b[n>>0]=0;t=34}else t=32}else t=32;else t=32;if((t|0)==32)if(!(g<<24>>24)){c=a+26|0;t=34}else c=1;if((t|0)==34){b[c>>0]=0;b[a+12>>0]=0;c=0}if(d)b[a+27>>0]=0;if(!(i<<24>>24))b[a+28>>0]=0;if(c<<24>>24){if((l|i)<<24>>24)return;if(b[a+9>>0]|0)return}b[a+8>>0]=0;return}function Tjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;f[a>>2]=0;c=a+4|0;f[c>>2]=0;f[a+8>>2]=0;f[a>>2]=f[b>>2];d=b+4|0;f[c>>2]=f[d>>2];c=b+8|0;f[a+8>>2]=f[c>>2];f[c>>2]=0;f[d>>2]=0;f[b>>2]=0;d=a+12|0;c=b+12|0;f[d>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[d>>2]=f[c>>2];d=b+16|0;f[e>>2]=f[d>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[c>>2]=0;c=a+24|0;d=b+24|0;f[c>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[c>>2]=f[d>>2];c=b+28|0;f[e>>2]=f[c>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[c>>2]=0;f[d>>2]=0;d=a+36|0;c=b+36|0;f[d>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[d>>2]=f[c>>2];d=b+40|0;f[e>>2]=f[d>>2];b=b+44|0;f[a+44>>2]=f[b>>2];f[b>>2]=0;f[d>>2]=0;f[c>>2]=0;return}function Ujb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=a+4|0;if(!c)c=a+8|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);sOb(c);c=a+8|0;f[c>>2]=0;f[e>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];i=b+4|0;f[e>>2]=f[i>>2];j=b+8|0;f[c>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;i=b+12|0;j=a+12|0;d=f[j>>2]|0;if(!d){c=a+16|0;d=a+20|0}else{c=a+16|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-208|0;f[c>>2]=g;h=f[e+-120>>2]|0;if(!h)e=g;else{e=e+-116|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h);e=f[c>>2]|0}}while((e|0)!=(d|0));d=f[j>>2]|0}sOb(d);d=a+20|0;f[d>>2]=0;f[c>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];g=b+16|0;f[c>>2]=f[g>>2];h=b+20|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;g=b+24|0;h=a+24|0;c=f[h>>2]|0;e=a+28|0;if(!c)c=a+32|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-120-c|0)>>>0)/120|0)*120|0);sOb(c);c=a+32|0;f[c>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];d=b+28|0;f[e>>2]=f[d>>2];e=b+32|0;f[c>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[g>>2]=0;d=b+36|0;e=a+36|0;g=f[e>>2]|0;c=a+40|0;if(!g){j=a+44|0;a=f[d>>2]|0;f[e>>2]=a;a=b+40|0;i=f[a>>2]|0;f[c>>2]=i;b=b+44|0;i=f[b>>2]|0;f[j>>2]=i;f[b>>2]=0;f[a>>2]=0;f[d>>2]=0;return}h=f[c>>2]|0;if((h|0)!=(g|0))f[c>>2]=h+(~(((h+-240-g|0)>>>0)/240|0)*240|0);sOb(g);j=a+44|0;f[j>>2]=0;f[c>>2]=0;f[e>>2]=0;a=f[d>>2]|0;f[e>>2]=a;a=b+40|0;i=f[a>>2]|0;f[c>>2]=i;b=b+44|0;i=f[b>>2]|0;f[j>>2]=i;f[b>>2]=0;f[a>>2]=0;f[d>>2]=0;return}function Vjb(a){a=a|0;if((f[a>>2]|0)!=(f[a+4>>2]|0)){a=0;return a|0}if((f[a+12>>2]|0)!=(f[a+16>>2]|0)){a=0;return a|0}if((f[a+24>>2]|0)!=(f[a+28>>2]|0)){a=0;return a|0}a=(f[a+36>>2]|0)==(f[a+40>>2]|0);return a|0}function Wjb(){f[64705]=0;f[64706]=0;f[64707]=0;return}function Xjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+512|0;m=q+496|0;n=q;o=q+504|0;if(b[a+20>>0]|0)if(b[a+109>>0]|0)if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){e=a+56|0;d=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(d|0)!=0&1;if(!d)d=0;else d=f[f[d>>2]>>2]|0;l=a+104|0;frb(n,m,f[a+48>>2]|0,d,(f[l>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;Mrb(n,c);if(!(f[e>>2]|0))k=1;else k=b[a+12>>0]|0?1:3;d=Rrb(n,m,o)|0;a:do if(d|0){g=a+112|0;j=a+120|0;e=0;c=4;do{while(1){i=+p[m>>3];if(!(+p[g>>3]<i?(c|0)==(f[o>>2]|0):0))break;if(!(Srb(n)|0))break a;Lrb(n,e);d=Rrb(n,m,o)|0;if(!d)break a}c=d+200|0;c=ZPb(f[c>>2]|0,h[c+4>>0]&255|0,28)|0;if((c&15|0)==(f[l>>2]|0))Lsb(a,k,d,i);if(e)e=1;else e=(Vjb(j)|0)^1;Lrb(n,e);c=f[o>>2]|0;d=Rrb(n,m,o)|0}while((d|0)!=0)}while(0);crb(n);u=q;return}e=a+56|0;d=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(d|0)!=0&1;if(!d)d=0;else d=f[f[d>>2]>>2]|0;j=a+104|0;frb(n,m,f[a+48>>2]|0,d,(f[j>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;Mrb(n,c);if(!(f[e>>2]|0))c=1;else c=b[a+12>>0]|0?1:3;e=Rrb(n,m,o)|0;if(e|0){g=a+120|0;d=0;do{l=e+200|0;l=ZPb(f[l>>2]|0,h[l+4>>0]&255|0,28)|0;if((l&15|0)==(f[j>>2]|0))Lsb(a,c,e,+p[m>>3]);if(d)d=1;else d=(Vjb(g)|0)^1;Lrb(n,d);e=Rrb(n,m,o)|0}while((e|0)!=0)}crb(n);u=q;return}function Yjb(a){a=a|0;crb(a);sOb(a);return}function Zjb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0;q=u;u=u+48|0;c=q;a=a+492|0;if(!(CEa(f[(f[a>>2]|0)+48>>2]|0,c)|0)){b=0;u=q;return b|0}a=f[(f[a>>2]|0)+60>>2]|0;e=+p[c>>3];l=(+p[c+24>>3]-e)*.5;h=+p[c+8>>3];g=(+p[c+32>>3]-h)*.5;j=+p[c+16>>3];n=(+p[c+40>>3]-j)*.5;e=e+l;h=h+g;j=j+n;n=l*l+(g*g+n*n);g=+p[a>>3];l=e-g;i=+p[a+8>>3];m=h-i;k=+p[a+16>>3];d=j-k;o=l*+p[a+24>>3]+(m*+p[a+32>>3]+d*+p[a+40>>3]);d=n-(l*l+(m*m+d*d)-o*o);if(d<0.0){b=1;u=q;return b|0}l=+L(+d);m=o+l;g=g-e;e=i-h;d=k-j;if(!(m>=0.0)){b=1;u=q;return b|0}Wqb(b,g*g+(e*e+d*d)<=n?0.0:o-l,m);b=1;u=q;return b|0}function _jb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=f[a+492>>2]|0;g=d+52|0;e=(b[d+24>>0]|0)!=0;h=f[d+104>>2]|0;if(e)a=(b[d+26>>0]|0)==0;else a=0;if(cjb(g,a,h,c)|0){c=1;return c|0}if(e)a=(b[d+27>>0]|0)==0;else a=0;if(djb(g,a,h,c)|0){c=1;return c|0}if(e)a=(b[d+28>>0]|0)==0;else a=0;c=ejb(g,a,h,c)|0;return c|0}function $jb(a,b){a=a|0;b=b|0;return +(+Urb(f[a+492>>2]|0,b))}function akb(a,b){a=a|0;b=b|0;return +(+Trb(f[a+492>>2]|0,b))}function bkb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+512|0;m=q+496|0;n=q;o=q+504|0;e=a+56|0;if(f[e>>2]|0)if(!(b[a+10>>0]|0))Wsb(a);d=a+109|0;if(!(b[d>>0]|0))if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){u=q;return}if(!(f[e>>2]|0))c=9;else if(!(b[a+13>>0]|0))c=9;do if((c|0)==9){l=a+120|0;if(Vjb(l)|0){if(!((b[a+20>>0]|0)==0|(b[d>>0]|0)==0))if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){c=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(c|0)!=0&1;if(!c)c=0;else c=f[f[c>>2]>>2]|0;k=a+104|0;frb(n,m,f[a+48>>2]|0,c,(f[k>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;grb(n);if(!(f[e>>2]|0))j=1;else j=b[a+12>>0]|0?1:3;c=Rrb(n,m,o)|0;a:do if(c|0){i=a+112|0;d=0;e=4;do{while(1){g=+p[m>>3];if(!(+p[i>>3]<g?(e|0)==(f[o>>2]|0):0))break;if(!(Srb(n)|0))break a;Lrb(n,d);c=Rrb(n,m,o)|0;if(!c)break a}e=c+200|0;e=ZPb(f[e>>2]|0,h[e+4>>0]&255|0,28)|0;if((e&15|0)==(f[k>>2]|0))Lsb(a,j,c,g);if(d)d=1;else d=(Vjb(l)|0)^1;Lrb(n,d);e=f[o>>2]|0;c=Rrb(n,m,o)|0}while((c|0)!=0)}while(0);crb(n);break}c=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(c|0)!=0&1;if(!c)c=0;else c=f[f[c>>2]>>2]|0;i=a+104|0;frb(n,m,f[a+48>>2]|0,c,(f[i>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;grb(n);if(!(f[e>>2]|0))e=1;else e=b[a+12>>0]|0?1:3;c=Rrb(n,m,o)|0;if(c|0){d=0;do{k=c+200|0;k=ZPb(f[k>>2]|0,h[k+4>>0]&255|0,28)|0;if((k&15|0)==(f[i>>2]|0))Lsb(a,e,c,+p[m>>3]);if(d)d=1;else d=(Vjb(l)|0)^1;Lrb(n,d);c=Rrb(n,m,o)|0}while((c|0)!=0)}crb(n)}}while(0);Vrb(a);u=q;return}function ckb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=u;u=u+608|0;h=e+584|0;j=e+216|0;g=e+16|0;i=e;p[h>>3]=+n[d>>2];p[h+8>>3]=+n[d+4>>2];ojb(j,a9a(AQa(b)|0)|0,h,0);p[i>>3]=+n[c>>2];p[i+8>>3]=+n[c+4>>2];qjb(g,j,i,h);f[a>>2]=f[g+104>>2];f[a+4>>2]=f[g+108>>2];f[a+8>>2]=f[g+112>>2];f[a+12>>2]=f[g+116>>2];f[a+16>>2]=f[g+120>>2];f[a+20>>2]=f[g+124>>2];u=e;return}function dkb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0.0,la=0.0,ma=0.0;X=u;u=u+1456|0;v=X+1408|0;Z=X+1392|0;V=X+1024|0;W=X+664|0;T=X+464|0;U=X+24|0;H=X;h=+n[d>>2];j=+n[c>>2];L=h-j;i=+n[d+4>>2];J=+n[c+4>>2];K=i-J;n[v>>2]=j;n[v+4>>2]=J;o=v+8|0;n[o>>2]=j+0.0;m=v+12|0;n[m>>2]=K+J;n[v+16>>2]=h;t=v+20|0;n[t>>2]=i;N=v+24|0;n[N>>2]=L+j;M=v+28|0;n[M>>2]=J+0.0;aa=v+32|0;n[aa>>2]=j+L*.5;$=v+36|0;n[$>>2]=J+K*.5;p[Z>>3]=+n[e>>2];p[Z+8>>3]=+n[e+4>>2];ojb(V,a9a(AQa(b)|0)|0,Z,0);_=U+8|0;Y=T+56|0;R=T+64|0;S=T+72|0;D=T+80|0;E=T+88|0;F=T+96|0;B=T+104|0;x=T+108|0;w=T+112|0;G=T+116|0;I=T+120|0;C=T+124|0;p[U>>3]=+n[v>>2];p[_>>3]=J;qjb(T,V,U,Z);p[W>>3]=+p[Y>>3];b=W+8|0;p[b>>3]=+p[R>>3];c=W+16|0;p[c>>3]=+p[S>>3];Q=W+24|0;p[Q>>3]=+p[D>>3];P=W+32|0;p[P>>3]=+p[E>>3];O=W+40|0;p[O>>3]=+p[F>>3];f[W+48>>2]=f[B>>2];f[W+52>>2]=f[x>>2];f[W+56>>2]=f[w>>2];f[W+60>>2]=f[G>>2];f[W+64>>2]=f[I>>2];f[W+68>>2]=f[C>>2];p[U>>3]=+n[o>>2];p[_>>3]=+n[m>>2];qjb(T,V,U,Z);p[W+72>>3]=+p[Y>>3];m=W+80|0;p[m>>3]=+p[R>>3];o=W+88|0;p[o>>3]=+p[S>>3];e=W+96|0;p[e>>3]=+p[D>>3];l=W+104|0;p[l>>3]=+p[E>>3];d=W+112|0;p[d>>3]=+p[F>>3];f[W+120>>2]=f[B>>2];f[W+124>>2]=f[x>>2];f[W+128>>2]=f[w>>2];f[W+132>>2]=f[G>>2];f[W+136>>2]=f[I>>2];f[W+140>>2]=f[C>>2];p[U>>3]=+n[v+16>>2];p[_>>3]=+n[t>>2];qjb(T,V,U,Z);p[W+144>>3]=+p[Y>>3];t=W+152|0;p[t>>3]=+p[R>>3];v=W+160|0;p[v>>3]=+p[S>>3];q=W+168|0;p[q>>3]=+p[D>>3];r=W+176|0;p[r>>3]=+p[E>>3];s=W+184|0;p[s>>3]=+p[F>>3];f[W+192>>2]=f[B>>2];f[W+196>>2]=f[x>>2];f[W+200>>2]=f[w>>2];f[W+204>>2]=f[G>>2];f[W+208>>2]=f[I>>2];f[W+212>>2]=f[C>>2];p[U>>3]=+n[N>>2];p[_>>3]=+n[M>>2];qjb(T,V,U,Z);p[W+216>>3]=+p[Y>>3];M=W+224|0;p[M>>3]=+p[R>>3];N=W+232|0;p[N>>3]=+p[S>>3];y=W+240|0;p[y>>3]=+p[D>>3];z=W+248|0;p[z>>3]=+p[E>>3];A=W+256|0;p[A>>3]=+p[F>>3];f[W+264>>2]=f[B>>2];f[W+268>>2]=f[x>>2];f[W+272>>2]=f[w>>2];f[W+276>>2]=f[G>>2];f[W+280>>2]=f[I>>2];f[W+284>>2]=f[C>>2];p[U>>3]=+n[aa>>2];p[_>>3]=+n[$>>2];qjb(T,V,U,Z);J=+p[Y>>3];p[W+288>>3]=J;K=+p[R>>3];R=W+296|0;p[R>>3]=K;L=+p[S>>3];S=W+304|0;p[S>>3]=L;j=+p[D>>3];p[W+312>>3]=j;i=+p[E>>3];p[W+320>>3]=i;h=+p[F>>3];p[W+328>>3]=h;B=f[B>>2]|0;f[W+336>>2]=B;x=f[x>>2]|0;f[W+340>>2]=x;w=f[w>>2]|0;f[W+344>>2]=w;f[W+348>>2]=f[G>>2];f[W+352>>2]=f[I>>2];f[W+356>>2]=f[C>>2];f[g>>2]=B;f[g+4>>2]=x;f[g+8>>2]=w;J=j+J;K=i+K;L=h+L;w=H+8|0;x=H+16|0;B=U+8|0;C=U+16|0;I=U+24|0;p[H>>3]=+p[W>>3]+ +p[Q>>3];p[w>>3]=+p[b>>3]+ +p[P>>3];p[x>>3]=+p[c>>3]+ +p[O>>3];f7a(U,W,H,W+72|0);h=+p[U>>3];p[T>>3]=h;i=+p[B>>3];O=T+8|0;p[O>>3]=i;j=+p[C>>3];P=T+16|0;p[P>>3]=j;k=+p[I>>3];Q=T+24|0;p[Q>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[W>>3]*h+(+p[b>>3]*i+ +p[c>>3]*j));p[T>>3]=h;p[O>>3]=i;p[P>>3]=j;p[Q>>3]=k}b=W+72|0;p[H>>3]=+p[b>>3]+ +p[e>>3];p[w>>3]=+p[m>>3]+ +p[l>>3];p[x>>3]=+p[o>>3]+ +p[d>>3];f7a(U,b,H,W+144|0);h=+p[U>>3];D=T+32|0;p[D>>3]=h;i=+p[B>>3];E=T+40|0;p[E>>3]=i;j=+p[C>>3];F=T+48|0;p[F>>3]=j;k=+p[I>>3];G=T+56|0;p[G>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[b>>3]*h+(+p[m>>3]*i+ +p[o>>3]*j));p[D>>3]=h;p[E>>3]=i;p[F>>3]=j;p[G>>3]=k}b=W+144|0;p[H>>3]=+p[b>>3]+ +p[q>>3];p[w>>3]=+p[t>>3]+ +p[r>>3];p[x>>3]=+p[v>>3]+ +p[s>>3];f7a(U,b,H,W+216|0);h=+p[U>>3];l=T+64|0;p[l>>3]=h;i=+p[B>>3];m=T+72|0;p[m>>3]=i;j=+p[C>>3];o=T+80|0;p[o>>3]=j;k=+p[I>>3];q=T+88|0;p[q>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[b>>3]*h+(+p[t>>3]*i+ +p[v>>3]*j));p[l>>3]=h;p[m>>3]=i;p[o>>3]=j;p[q>>3]=k}g=W+216|0;p[H>>3]=+p[g>>3]+ +p[y>>3];p[w>>3]=+p[M>>3]+ +p[z>>3];p[x>>3]=+p[N>>3]+ +p[A>>3];f7a(U,g,H,W);k=+p[U>>3];e=T+96|0;p[e>>3]=k;j=+p[B>>3];d=T+104|0;p[d>>3]=j;i=+p[C>>3];c=T+112|0;p[c>>3]=i;h=+p[I>>3];b=T+120|0;p[b>>3]=h;if(h+(J*k+(K*j+L*i))<0.0){k=-k;j=-j;i=-i;h=-(+p[g>>3]*k+(+p[M>>3]*j+ +p[N>>3]*i));p[e>>3]=k;p[d>>3]=j;p[c>>3]=i;p[b>>3]=h}ja=+p[V+8>>3];ka=+p[V+16>>3];la=+p[V+24>>3];ma=-(ja*+p[W+288>>3]+(ka*+p[R>>3]+la*+p[S>>3]));p[T+128>>3]=ja;p[T+136>>3]=ka;p[T+144>>3]=la;p[T+152>>3]=ma;p[U>>3]=+p[T>>3];B=U+8|0;p[B>>3]=+p[O>>3];C=U+16|0;p[C>>3]=+p[P>>3];H=U+24|0;p[H>>3]=+p[Q>>3];I=U+32|0;p[I>>3]=+p[D>>3];M=U+40|0;p[M>>3]=+p[E>>3];N=U+48|0;p[N>>3]=+p[F>>3];O=U+56|0;p[O>>3]=+p[G>>3];P=U+64|0;p[P>>3]=+p[l>>3];Q=U+72|0;p[Q>>3]=+p[m>>3];R=U+80|0;p[R>>3]=+p[o>>3];S=U+88|0;p[S>>3]=+p[q>>3];T=U+96|0;p[T>>3]=k;V=U+104|0;p[V>>3]=j;W=U+112|0;p[W>>3]=i;Y=U+120|0;p[Y>>3]=h;Z=U+128|0;p[Z>>3]=ja;_=U+136|0;p[_>>3]=ka;$=U+144|0;p[$>>3]=la;aa=U+152|0;p[aa>>3]=ma;ekb(U);ma=+p[B>>3];la=+p[C>>3];ka=-+p[H>>3];ja=+p[I>>3];ia=+p[M>>3];ha=+p[N>>3];ga=-+p[O>>3];fa=+p[P>>3];ea=+p[Q>>3];da=+p[R>>3];ca=-+p[S>>3];ba=+p[T>>3];h=+p[V>>3];i=+p[W>>3];j=-+p[Y>>3];k=+p[Z>>3];J=+p[_>>3];K=+p[$>>3];L=-+p[aa>>3];n[a>>2]=+p[U>>3];n[a+4>>2]=ma;n[a+8>>2]=la;n[a+12>>2]=ka;n[a+16>>2]=ja;n[a+20>>2]=ia;n[a+24>>2]=ha;n[a+28>>2]=ga;n[a+32>>2]=fa;n[a+36>>2]=ea;n[a+40>>2]=da;n[a+44>>2]=ca;n[a+48>>2]=ba;n[a+52>>2]=h;n[a+56>>2]=i;n[a+60>>2]=j;n[a+64>>2]=k;n[a+68>>2]=J;n[a+72>>2]=K;n[a+76>>2]=L;fkb(a);u=X;return}function ekb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;s=a+24|0;p[s>>3]=-+p[s>>3];e=+p[a>>3];f=+K(+e);p[a+160>>3]=f;s=a+8|0;f=+p[s>>3];g=+K(+f);p[a+168>>3]=g;r=a+16|0;g=+p[r>>3];d=+K(+g);p[a+176>>3]=d;p[a+280>>3]=e>=0.0?1.0:-1.0;p[a+288>>3]=f>=0.0?1.0:-1.0;p[a+296>>3]=g>=0.0?1.0:-1.0;q=a+56|0;p[q>>3]=-+p[q>>3];q=a+32|0;g=+p[q>>3];f=+K(+g);p[a+184>>3]=f;o=a+40|0;f=+p[o>>3];e=+K(+f);p[a+192>>3]=e;n=a+48|0;e=+p[n>>3];d=+K(+e);p[a+200>>3]=d;p[a+304>>3]=g>=0.0?1.0:-1.0;p[a+312>>3]=f>=0.0?1.0:-1.0;p[a+320>>3]=e>=0.0?1.0:-1.0;m=a+88|0;p[m>>3]=-+p[m>>3];m=a+64|0;e=+p[m>>3];f=+K(+e);p[a+208>>3]=f;l=a+72|0;f=+p[l>>3];g=+K(+f);p[a+216>>3]=g;k=a+80|0;g=+p[k>>3];d=+K(+g);p[a+224>>3]=d;p[a+328>>3]=e>=0.0?1.0:-1.0;p[a+336>>3]=f>=0.0?1.0:-1.0;p[a+344>>3]=g>=0.0?1.0:-1.0;t=a+120|0;p[t>>3]=-+p[t>>3];g=+p[a+96>>3];f=+K(+g);p[a+232>>3]=f;f=+p[a+104>>3];e=+K(+f);p[a+240>>3]=e;e=+p[a+112>>3];d=+K(+e);p[a+248>>3]=d;p[a+352>>3]=g>=0.0?1.0:-1.0;p[a+360>>3]=f>=0.0?1.0:-1.0;p[a+368>>3]=e>=0.0?1.0:-1.0;t=a+152|0;p[t>>3]=-+p[t>>3];d=+p[a+128>>3];c=+K(+d);p[a+256>>3]=c;c=+p[a+136>>3];b=+K(+c);p[a+264>>3]=b;b=+p[a+144>>3];j=+K(+b);p[a+272>>3]=j;p[a+376>>3]=d>=0.0?1.0:-1.0;p[a+384>>3]=c>=0.0?1.0:-1.0;p[a+392>>3]=b>=0.0?1.0:-1.0;j=+p[a>>3];i=+p[s>>3];h=+p[r>>3];h=j*j+(i*i+h*h);p[a+400>>3]=h==0.0?0.0:1.0/h;h=+p[q>>3];i=+p[o>>3];j=+p[n>>3];j=h*h+(i*i+j*j);p[a+408>>3]=j==0.0?0.0:1.0/j;j=+p[m>>3];i=+p[l>>3];h=+p[k>>3];h=j*j+(i*i+h*h);p[a+416>>3]=h==0.0?0.0:1.0/h;e=g*g+(f*f+e*e);p[a+424>>3]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);p[a+432>>3]=b==0.0?0.0:1.0/b;return}function fkb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;s=a+12|0;n[s>>2]=-+n[s>>2];e=+n[a>>2];f=+K(+e);n[a+80>>2]=f;s=a+4|0;f=+n[s>>2];g=+K(+f);n[a+84>>2]=g;r=a+8|0;g=+n[r>>2];d=+K(+g);n[a+88>>2]=d;n[a+140>>2]=e>=0.0?1.0:-1.0;n[a+144>>2]=f>=0.0?1.0:-1.0;n[a+148>>2]=g>=0.0?1.0:-1.0;q=a+28|0;n[q>>2]=-+n[q>>2];q=a+16|0;g=+n[q>>2];f=+K(+g);n[a+92>>2]=f;p=a+20|0;f=+n[p>>2];e=+K(+f);n[a+96>>2]=e;o=a+24|0;e=+n[o>>2];d=+K(+e);n[a+100>>2]=d;n[a+152>>2]=g>=0.0?1.0:-1.0;n[a+156>>2]=f>=0.0?1.0:-1.0;n[a+160>>2]=e>=0.0?1.0:-1.0;m=a+44|0;n[m>>2]=-+n[m>>2];m=a+32|0;e=+n[m>>2];f=+K(+e);n[a+104>>2]=f;l=a+36|0;f=+n[l>>2];g=+K(+f);n[a+108>>2]=g;k=a+40|0;g=+n[k>>2];d=+K(+g);n[a+112>>2]=d;n[a+164>>2]=e>=0.0?1.0:-1.0;n[a+168>>2]=f>=0.0?1.0:-1.0;n[a+172>>2]=g>=0.0?1.0:-1.0;t=a+60|0;n[t>>2]=-+n[t>>2];g=+n[a+48>>2];f=+K(+g);n[a+116>>2]=f;f=+n[a+52>>2];e=+K(+f);n[a+120>>2]=e;e=+n[a+56>>2];d=+K(+e);n[a+124>>2]=d;n[a+176>>2]=g>=0.0?1.0:-1.0;n[a+180>>2]=f>=0.0?1.0:-1.0;n[a+184>>2]=e>=0.0?1.0:-1.0;t=a+76|0;n[t>>2]=-+n[t>>2];d=+n[a+64>>2];c=+K(+d);n[a+128>>2]=c;c=+n[a+68>>2];b=+K(+c);n[a+132>>2]=b;b=+n[a+72>>2];j=+K(+b);n[a+136>>2]=j;n[a+188>>2]=d>=0.0?1.0:-1.0;n[a+192>>2]=c>=0.0?1.0:-1.0;n[a+196>>2]=b>=0.0?1.0:-1.0;j=+n[a>>2];i=+n[s>>2];h=+n[r>>2];h=j*j+(i*i+h*h);n[a+200>>2]=h==0.0?0.0:1.0/h;h=+n[q>>2];i=+n[p>>2];j=+n[o>>2];j=h*h+(i*i+j*j);n[a+204>>2]=j==0.0?0.0:1.0/j;j=+n[m>>2];i=+n[l>>2];h=+n[k>>2];h=j*j+(i*i+h*h);n[a+208>>2]=h==0.0?0.0:1.0/h;e=g*g+(f*f+e*e);n[a+212>>2]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);n[a+216>>2]=b==0.0?0.0:1.0/b;return}function gkb(a,b){a=a|0;b=b|0;b=(Kkb(DSa(a)|0,b)|0)+24|0;b=f[b>>2]|0;return Pg[f[(f[b>>2]|0)+8>>2]&1023](b)|0}function hkb(a,b){a=a|0;b=b|0;return Kkb(DSa(a)|0,b)|0}function ikb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;t=u;u=u+32|0;q=t+16|0;r=t;l=(Kkb(DSa(b)|0,c)|0)+24|0;l=f[l>>2]|0;e=f[l+4>>2]|0;l=(f[l+8>>2]|0)-e|0;d=(l|0)/88|0;f[r>>2]=0;s=r+4|0;f[s>>2]=0;f[r+8>>2]=0;if(!l){b=0;g=0;c=0;d=0}else{if(d>>>0>134217727)AMb(r);i=pOb(d<<5)|0;f[r>>2]=i;g=i+(d<<5)|0;f[r+8>>2]=g;f[s>>2]=g;b=i;c=0;do{p[i+(c<<5)>>3]=+p[e+(c*88|0)>>3];p[i+(c<<5)+8>>3]=+p[e+(c*88|0)+8>>3];p[i+(c<<5)+16>>3]=+p[e+(c*88|0)+16>>3];p[i+(c<<5)+24>>3]=-+p[e+(c*88|0)+24>>3];c=c+1|0}while(c>>>0<d>>>0);c=i;d=i}f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;e=g-b|0;i=e>>5;l=a+8|0;do if(!i){o=0;m=0}else if(i>>>0>268435455)vd();else{m=pOb(e>>1)|0;j=m;o=m+(i<<4)|0;f[a>>2]=j;f[k>>2]=j;f[l>>2]=o;break}while(0);if((b|0)!=(g|0)){e=q+4|0;i=q+8|0;j=q+12|0;d=m;c=o;while(1){h=+p[b>>3];n[q>>2]=h;n[e>>2]=+p[b+8>>3];n[i>>2]=+p[b+16>>3];n[j>>2]=+p[b+24>>3];if(d>>>0<c>>>0){n[d>>2]=h;f[d+4>>2]=f[e>>2];f[d+8>>2]=f[i>>2];f[d+12>>2]=f[j>>2];f[k>>2]=d+16}else jkb(a,q);b=b+32|0;if((b|0)==(g|0))break;d=f[k>>2]|0;c=f[l>>2]|0}c=f[r>>2]|0;d=c}if(!d){u=t;return}b=f[s>>2]|0;if((b|0)!=(d|0))f[s>>2]=b+(~((b+-32-d|0)>>>5)<<5);sOb(c);u=t;return}function jkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;f[c>>2]=f[b>>2];f[g+(h<<4)+4>>2]=f[b+4>>2];f[g+(h<<4)+8>>2]=f[b+8>>2];f[g+(h<<4)+12>>2]=f[b+12>>2];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;n=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[n+-12>>2];f[h+-8>>2]=f[n+-8>>2];f[h+-4>>2]=f[n+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function kkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;e=+p[c+40>>3];d=+p[c+48>>3];n[a>>2]=+p[c+32>>3];n[a+4>>2]=e;n[a+8>>2]=d;return}function lkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;g=+p[c+16>>3];e=+p[c+24>>3];d=+p[c+32>>3];n[a>>2]=+p[c+8>>3];n[a+4>>2]=g;n[a+8>>2]=e;n[a+12>>2]=d;n[a+16>>2]=-1.0;return}function mkb(a,b,c){a=a|0;b=b|0;c=c|0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;n[a>>2]=+p[c+448>>3];n[a+4>>2]=+p[c+456>>3];n[a+8>>2]=+p[c+464>>3];n[a+12>>2]=+p[c+472>>3];n[a+16>>2]=+p[c+480>>3];n[a+20>>2]=+p[c+488>>3];return}function nkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;v=+p[c+40>>3];u=+p[c+48>>3];t=+p[c+56>>3];s=+p[c+64>>3];r=+p[c+72>>3];q=+p[c+80>>3];o=+p[c+88>>3];m=+p[c+96>>3];l=+p[c+104>>3];k=+p[c+112>>3];j=+p[c+120>>3];i=+p[c+128>>3];h=+p[c+136>>3];g=+p[c+144>>3];e=+p[c+152>>3];d=+p[c+160>>3];y=+p[c+16>>3];x=+p[c+24>>3];w=-+p[c+32>>3];n[a>>2]=+p[c+8>>3];n[a+4>>2]=y;n[a+8>>2]=x;n[a+12>>2]=w;n[a+16>>2]=v;n[a+20>>2]=u;n[a+24>>2]=t;n[a+28>>2]=-s;n[a+32>>2]=r;n[a+36>>2]=q;n[a+40>>2]=o;n[a+44>>2]=-m;n[a+48>>2]=l;n[a+52>>2]=k;n[a+56>>2]=j;n[a+60>>2]=-i;n[a+64>>2]=h;n[a+68>>2]=g;n[a+72>>2]=e;n[a+76>>2]=-d;return}function okb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+64|0;l=o+40|0;j=o+24|0;k=o+28|0;i=o;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;if(c|0){z5a(l,c);h=f[l>>2]|0;g=0;do{f[h+(g*44|0)>>2]=f[d+(g<<4)>>2];f[h+(g*44|0)+4>>2]=f[d+(g<<4)+4>>2];f[h+(g*44|0)+8>>2]=f[d+(g<<4)+8>>2];f[h+(g*44|0)+12>>2]=f[d+(g<<4)+12>>2];g=g+1|0}while((g|0)!=(c|0))}A5a(l);h=pOb(56)|0;B5a(k,l);p[i>>3]=+n[e>>2];p[i+8>>3]=+n[e+4>>2];p[i+16>>3]=+n[e+8>>2];Mlb(h,k,i);f[j>>2]=h;h=pkb(a,b,j)|0;g=f[j>>2]|0;f[j>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);b=f[k>>2]|0;if(b|0){g=k+4|0;a=f[g>>2]|0;if((a|0)!=(b|0))f[g>>2]=a+(~(((a+-88-b|0)>>>0)/88|0)*88|0);sOb(b)}g=f[l>>2]|0;if(!g){u=o;return h|0}a=f[m>>2]|0;if((a|0)!=(g|0))f[m>>2]=a+(~(((a+-44-g|0)>>>0)/44|0)*44|0);sOb(g);u=o;return h|0}function pkb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+64|0;m=r+59|0;t=r+56|0;s=r+52|0;l=r;q=r+48|0;o=DSa(c)|0;bjb(t,c,(b[a+5>>0]|0)!=0,(b[a+6>>0]|0)!=0,(b[a+7>>0]|0)!=0);n=pOb(80)|0;v=f[d>>2]|0;f[d>>2]=0;f[s>>2]=v;Skb(n,a,c,t,s);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);a=l+24|0;if(CEa(c,l)|0){k=+p[l>>3];g=+p[a>>3];h=+p[l+8>>3];i=+p[l+32>>3];j=+p[l+16>>3];e=+p[l+40>>3]}else{f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;p[a>>3]=1.0;p[l+32>>3]=1.0;p[l+40>>3]=1.0;k=0.0;g=1.0;h=0.0;i=1.0;j=0.0;e=1.0}t=pOb(520)|0;b[m>>0]=0;frb(t,m,f[n+16>>2]|0,0,n+64|0);f[t>>2]=40732;f[t+492>>2]=n;p[t+496>>3]=g-k;p[t+504>>3]=i-h;p[t+512>>3]=e-j;v=n+28|0;a=f[v>>2]|0;f[v>>2]=t;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);f[q>>2]=n;a=Lkb(o,q)|0;d=f[q>>2]|0;f[q>>2]=0;if(!d){u=r;return a|0}Rkb(d);sOb(d);u=r;return a|0}function qkb(a){a=a|0;crb(a);sOb(a);return}function rkb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+496>>3];d=+p[a+504>>3];c=+p[a+512>>3];Wqb(b,0.0,e*e+(d*d+c*c));return 1}function skb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=f[a+492>>2]|0;g=d+20|0;e=(b[d+1>>0]|0)!=0;if(e)a=(b[d+2>>0]|0)==0;else a=0;if(cjb(g,a,0,c)|0){c=1;return c|0}if(e)a=(b[d+3>>0]|0)==0;else a=0;if(djb(g,a,0,c)|0){c=1;return c|0}if(e)a=(b[d+4>>0]|0)==0;else a=0;c=ejb(g,a,0,c)|0;return c|0}function tkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0;d=u;u=u+32|0;c=d;a=f[(f[a+492>>2]|0)+24>>2]|0;if((Rg[f[(f[a>>2]|0)+24>>2]&255](a,b)|0)==1){e=-1.0;u=d;return +e}j=+p[b>>3];i=+p[b+8>>3];h=(+p[b+32>>3]-i)*.5;g=+p[b+16>>3];e=(+p[b+40>>3]-g)*.5;p[c>>3]=j+(+p[b+24>>3]-j)*.5;p[c+8>>3]=i+h;p[c+16>>3]=g+e;e=+Ng[f[(f[a>>2]|0)+16>>2]&31](a,c);u=d;return +e}function ukb(a,b){a=a|0;b=b|0;var c=0.0;a=f[(f[a+492>>2]|0)+24>>2]|0;if((Rg[f[(f[a>>2]|0)+28>>2]&255](a,b)|0)==1){c=-1.0;return +c}c=+Ng[f[(f[a>>2]|0)+16>>2]&31](a,b);return +c}function vkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0;d=u;u=u+48|0;e=d+40|0;h=d;g=pOb(48)|0;k=+n[c+4>>2];j=+n[c+8>>2];i=+n[c+12>>2];p[h>>3]=+n[c>>2];p[h+8>>3]=k;p[h+16>>3]=j;p[h+24>>3]=i;p[h+32>>3]=-1.0;Nlb(g,h);f[e>>2]=g;a=pkb(a,b,e)|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=d;return a|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=d;return a|0}function wkb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;e=u;u=u+720|0;F=e+492|0;g=e+488|0;i=e+440|0;h=e;f[F>>2]=f[d>>2];Y=F+4|0;f[Y>>2]=f[d+4>>2];X=F+8|0;f[X>>2]=f[d+8>>2];W=F+12|0;f[W>>2]=f[d+12>>2];V=F+16|0;f[V>>2]=f[d+16>>2];U=F+20|0;f[U>>2]=f[d+20>>2];T=F+24|0;f[T>>2]=f[d+24>>2];S=F+28|0;f[S>>2]=f[d+28>>2];R=F+32|0;f[R>>2]=f[d+32>>2];Q=F+36|0;f[Q>>2]=f[d+36>>2];P=F+40|0;f[P>>2]=f[d+40>>2];O=F+44|0;f[O>>2]=f[d+44>>2];N=F+48|0;f[N>>2]=f[d+48>>2];M=F+52|0;f[M>>2]=f[d+52>>2];L=F+56|0;f[L>>2]=f[d+56>>2];K=F+60|0;f[K>>2]=f[d+60>>2];J=F+64|0;f[J>>2]=f[d+64>>2];I=F+68|0;f[I>>2]=f[d+68>>2];H=F+72|0;f[H>>2]=f[d+72>>2];G=F+76|0;f[G>>2]=f[d+76>>2];fkb(F);d=pOb(656)|0;p[i>>3]=+n[c>>2];p[i+8>>3]=+n[c+4>>2];p[i+16>>3]=+n[c+8>>2];p[i+24>>3]=+n[c+12>>2];p[i+32>>3]=+n[c+16>>2];p[i+40>>3]=+n[c+20>>2];E=+n[Y>>2];D=+n[X>>2];C=-+n[W>>2];B=+n[V>>2];A=+n[U>>2];z=+n[T>>2];y=-+n[S>>2];x=+n[R>>2];w=+n[Q>>2];v=+n[P>>2];t=-+n[O>>2];s=+n[N>>2];r=+n[M>>2];q=+n[L>>2];o=-+n[K>>2];m=+n[J>>2];l=+n[I>>2];k=+n[H>>2];j=-+n[G>>2];p[h>>3]=+n[F>>2];p[h+8>>3]=E;p[h+16>>3]=D;p[h+24>>3]=C;p[h+32>>3]=B;p[h+40>>3]=A;p[h+48>>3]=z;p[h+56>>3]=y;p[h+64>>3]=x;p[h+72>>3]=w;p[h+80>>3]=v;p[h+88>>3]=t;p[h+96>>3]=s;p[h+104>>3]=r;p[h+112>>3]=q;p[h+120>>3]=o;p[h+128>>3]=m;p[h+136>>3]=l;p[h+144>>3]=k;p[h+152>>3]=j;ekb(h);Olb(d,i,h);f[g>>2]=d;a=pkb(a,b,g)|0;b=f[g>>2]|0;f[g>>2]=0;if(!b){u=e;return a|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=e;return a|0}function xkb(a,b){a=a|0;b=b|0;return (Kkb(DSa(a)|0,b)|0)!=0|0}function ykb(a,b){a=a|0;b=b|0;b=(Kkb(DSa(a)|0,b)|0)+28|0;grb(f[b>>2]|0);return}function zkb(a,b){a=a|0;b=b|0;Pkb(DSa(a)|0,b);return}function Akb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+32|0;d=Kkb(DSa(a)|0,b)|0;if(!(Bkb(a,Qrb(f[d+28>>2]|0)|0,d,c,e)|0)){u=e;return}b=c+116|0;a=d+56|0;c=f[a>>2]|0;if((c|0)==(f[d+60>>2]|0)){GG(d+52|0,b);u=e;return}else{g=b;b=f[g+4>>2]|0;d=c;f[d>>2]=f[g>>2];f[d+4>>2]=b;f[a>>2]=(f[a>>2]|0)+8;u=e;return}}function Bkb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+48|0;h=t;s=d+32|0;q=e+116|0;if(kib(s,q)|0){s=0;u=t;return s|0}if(f[e+196>>2]&33554456|0){s=0;u=t;return s|0}p=(b[d>>0]|0)==0;Vib(h,a,c,e,0);a=Qlb(d,e,h,g,0,0,0,0,0)|0;if(p)if(!(a&2))a=0;else r=6;else if((a|0)==2)r=6;else a=0;a:do if((r|0)==6){k=f[q>>2]|0;e=f[e+120>>2]|0;p=e+-1640531527+(k<<6)+(k>>>2)^k;l=d+36|0;m=f[l>>2]|0;o=(m|0)==0;b:do if(o)a=0;else{h=m+-1|0;g=(h&m|0)==0;if(g)a=p&h;else if(p>>>0<m>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;c=f[(f[s>>2]|0)+(a<<2)>>2]|0;if(c){c=f[c>>2]|0;if(c){if(g)while(1){g=f[c+4>>2]|0;if(!((g|0)==(p|0)|(g&h|0)==(a|0)))break b;if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(e|0)){a=1;break a}c=f[c>>2]|0;if(!c)break b}do{g=f[c+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(a|0))break b}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(e|0)){a=1;break a}c=f[c>>2]|0}while((c|0)!=0)}}}while(0);e=pOb(16)|0;k=q;q=f[k+4>>2]|0;h=e+8|0;f[h>>2]=f[k>>2];f[h+4>>2]=q;f[e+4>>2]=p;f[e>>2]=0;h=d+44|0;i=+(((f[h>>2]|0)+1|0)>>>0);j=+n[d+48>>2];do if(o|j*+(m>>>0)<i){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;c=~~+W(+(i/j))>>>0;vza(s,a>>>0<c>>>0?c:a);a=f[l>>2]|0;c=a+-1|0;if(!(c&a)){g=a;a=c&p;break}if(p>>>0<a>>>0){g=a;a=p}else{g=a;a=(p>>>0)%(a>>>0)|0}}else g=m;while(0);c=(f[s>>2]|0)+(a<<2)|0;a=f[c>>2]|0;if(!a){a=d+40|0;f[e>>2]=f[a>>2];f[a>>2]=e;f[c>>2]=a;a=f[e>>2]|0;if(a|0){a=f[a+4>>2]|0;c=g+-1|0;if(!(c&g))a=a&c;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;a=(f[s>>2]|0)+(a<<2)|0;r=38}}else{f[e>>2]=f[a>>2];r=38}if((r|0)==38)f[a>>2]=e;f[h>>2]=(f[h>>2]|0)+1;a=1}while(0);s=a;u=t;return s|0}function Ckb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;w=A+32|0;y=A+48|0;q=A+44|0;r=A+8|0;s=A;t=A+40|0;v=Kkb(DSa(a)|0,b)|0;n=f[v+28>>2]|0;o=Qrb(n)|0;g=f[v+44>>2]|0;f[y>>2]=0;z=y+4|0;f[z>>2]=0;f[y+8>>2]=0;x=d+4|0;b=f[x>>2]|0;h=f[d>>2]|0;i=h;e=b;do if(b-h>>3>>>0<c>>>0){i=d+8|0;l=v+24|0;m=y+8|0;b=(g|0)!=0;while(1){e=Rrb(n,w,q)|0;if(!e){g=13;break}if(Bkb(a,o,v,e,r)|0){b=e+116|0;e=f[x>>2]|0;if((e|0)==(f[i>>2]|0))GG(d,b);else{g=b;h=f[g+4>>2]|0;k=e;f[k>>2]=f[g>>2];f[k+4>>2]=h;f[x>>2]=(f[x>>2]|0)+8}b=f[l>>2]|0;j=+Ng[f[(f[b>>2]|0)+16>>2]&31](b,r);p[s>>3]=j;b=f[z>>2]|0;e=b-(f[y>>2]|0)>>4;f[t>>2]=e;if((f[m>>2]|0)>>>0>b>>>0){p[b>>3]=j;f[b+8>>2]=e;f[z>>2]=b+16}else Dkb(y,s,t);b=1}Lrb(n,b);k=f[x>>2]|0;h=f[d>>2]|0;if(k-h>>3>>>0>=c>>>0){g=14;break}}if((g|0)==13){h=f[d>>2]|0;b=f[x>>2]|0;i=h;e=b;break}else if((g|0)==14){i=h;e=k;b=k;break}}while(0);a:do if((i|0)==(e|0)){i=v+52|0;if(b-h>>3>>>0<c>>>0){g=v+56|0;h=d+8|0;b=f[g>>2]|0;do{if((f[i>>2]|0)==(b|0))break a;b=b+-8|0;if((e|0)==(f[h>>2]|0))GG(d,b);else{t=b;v=f[t+4>>2]|0;w=e;f[w>>2]=f[t>>2];f[w+4>>2]=v;f[x>>2]=(f[x>>2]|0)+8}b=(f[g>>2]|0)+-8|0;f[g>>2]=b;e=f[x>>2]|0}while(e-(f[d>>2]|0)>>3>>>0<c>>>0)}}else{Ekb(f[y>>2]|0,f[z>>2]|0,w);g=f[x>>2]|0;b=f[d>>2]|0;if((g|0)!=(b|0)){k=0;i=f[y>>2]|0;e=b;h=g;while(1){g=f[i+(k<<4)+8>>2]|0;b=f[i+(g<<4)+8>>2]|0;if((g|0)==(b|0)){b=i;g=h}else{while(1){w=e+(g<<3)|0;e=e+(b<<3)|0;g=w;c=f[g>>2]|0;g=f[g+4>>2]|0;v=e;b=f[v+4>>2]|0;f[w>>2]=f[v>>2];f[w+4>>2]=b;f[e>>2]=c;f[e+4>>2]=g;e=f[y>>2]|0;g=e+(k<<4)+8|0;c=f[g>>2]|0;w=e+(k<<4)|0;b=e+(c<<4)|0;j=+p[w>>3];p[w>>3]=+p[b>>3];p[b>>3]=j;b=e+(c<<4)+8|0;f[g>>2]=f[b>>2];f[b>>2]=c;g=f[g>>2]|0;b=f[e+(g<<4)+8>>2]|0;if((g|0)==(b|0))break;e=f[d>>2]|0}b=e;e=f[d>>2]|0;g=f[x>>2]|0}k=k+1|0;if(k>>>0>=g-e>>3>>>0)break;else{i=b;h=g}}}}while(0);b=f[y>>2]|0;if(!b){u=A;return}e=f[z>>2]|0;if((e|0)!=(b|0))f[z>>2]=e+(~((e+-16-b|0)>>>4)<<4);sOb(b);u=A;return}function Dkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>4;d=m+1|0;if(d>>>0>268435455)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>3;d=n>>4>>>0<134217727?(e>>>0<d>>>0?d:e):268435455;do if(!d){h=0;j=0}else if(d>>>0>268435455)vd();else{j=pOb(d<<4)|0;h=j;break}while(0);e=h+(m<<4)|0;p[e>>3]=+p[b>>3];f[h+(m<<4)+8>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+16;f[g>>2]=h+(d<<4);if(!k)return;sOb(k);return}function Ekb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0,u=0;a:while(1){q=b;r=b+-16|0;s=b+-32|0;t=b+-8|0;while(1){b:while(1){o=a;d=q-o|0;e=d>>4;switch(e|0){case 2:{u=5;break a}case 3:{u=10;break a}case 4:{u=11;break a}case 5:{u=12;break a}case 1:case 0:{u=90;break a}default:{}}if((d|0)<112){u=14;break a}g=(e|0)/2|0;m=a+(g<<4)|0;if((d|0)>15984){d=(e|0)/4|0;d=Hkb(a,a+(d<<4)|0,m,m+(d<<4)|0,r,c)|0}else d=Fkb(a,m,r,c)|0;n=+p[a>>3];i=+p[m>>3];if(n<i){e=r;break}if(!(i<n))if((f[a+8>>2]|0)>>>0<(f[a+(g<<4)+8>>2]|0)>>>0){e=r;break}if((a|0)!=(s|0)){k=a+(g<<4)+8|0;g=r;e=s;while(1){h=+p[e>>3];if(h<i){u=60;break b}if(!(i<h)){j=g+-8|0;g=f[j>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){u=64;break b}}g=e+-16|0;if((a|0)==(g|0))break;else{l=e;e=g;g=l}}}d=a+16|0;i=+p[r>>3];do if(!(n<i)){if(!(i<n))if((f[a+8>>2]|0)>>>0<(f[t>>2]|0)>>>0)break;if((d|0)==(r|0)){u=90;break a}j=a+8|0;while(1){h=+p[d>>3];if(n<h){u=41;break}if(!(h<n)){g=d+8|0;e=f[g>>2]|0;if((f[j>>2]|0)>>>0<e>>>0)break}d=d+16|0;if((d|0)==(r|0)){u=90;break a}}if((u|0)==41){u=0;e=d+8|0;g=e;e=f[e>>2]|0}p[d>>3]=i;p[r>>3]=h;f[g>>2]=f[t>>2];f[t>>2]=e;d=d+16|0}while(0);if((d|0)==(r|0)){u=90;break a}k=a+8|0;e=r;while(1){n=+p[a>>3];h=+p[d>>3];if(n<h){j=d;g=d}else{do{if(!(h<n))if((f[k>>2]|0)>>>0<(f[d+8>>2]|0)>>>0)break;d=d+16|0;h=+p[d>>3]}while(!(n<h));j=d;g=d}d=e;while(1){e=d+-16|0;i=+p[e>>3];if(n<i){d=e;continue}if(i<n)break;if((f[k>>2]|0)>>>0<(f[d+-8>>2]|0)>>>0)d=e;else break}if(j>>>0>=e>>>0){a=j;continue b}p[g>>3]=i;p[e>>3]=h;m=j+8|0;d=d+-8|0;o=f[m>>2]|0;f[m>>2]=f[d>>2];f[d>>2]=o;d=j+16|0}}if((u|0)==60){g=g+-8|0;j=g;g=f[g>>2]|0;u=64}if((u|0)==64){u=0;p[a>>3]=h;p[e>>3]=n;k=a+8|0;l=f[k>>2]|0;f[k>>2]=g;f[j>>2]=l;d=d+1|0}g=a+16|0;c:do if(g>>>0<e>>>0)while(1){i=+p[m>>3];l=m+8|0;while(1){n=+p[g>>3];if(!(n<i)){if(i<n)break;if((f[g+8>>2]|0)>>>0>=(f[l>>2]|0)>>>0)break}g=g+16|0}j=e+-16|0;h=+p[j>>3];d:do if(h<i)l=j;else{k=j;while(1){if(!(i<h))if((f[e+-8>>2]|0)>>>0<(f[l>>2]|0)>>>0){l=k;j=k;break d}j=k+-16|0;h=+p[j>>3];if(h<i){e=k;l=j;break}else{e=k;k=j}}}while(0);if(g>>>0>j>>>0)break c;p[g>>3]=h;p[l>>3]=n;k=g+8|0;e=e+-8|0;l=f[k>>2]|0;f[k>>2]=f[e>>2];f[e>>2]=l;m=(m|0)==(g|0)?j:m;e=j;g=g+16|0;d=d+1|0}while(0);do if((g|0)!=(m|0)){h=+p[m>>3];i=+p[g>>3];if(h<i){j=g+8|0;l=m+8|0;e=l;k=j;l=f[l>>2]|0;j=f[j>>2]|0}else{if(i<h)break;e=m+8|0;l=f[e>>2]|0;k=g+8|0;j=f[k>>2]|0;if(l>>>0>=j>>>0)break}p[g>>3]=h;p[m>>3]=i;f[k>>2]=l;f[e>>2]=j;d=d+1|0}while(0);if(!d){d=Ikb(a,g,c)|0;e=g+16|0;if(Ikb(e,b,c)|0){u=89;break}if(d){a=e;continue}}m=g;if((m-o|0)>=(q-m|0)){u=88;break}Ekb(a,g,c);a=g+16|0}if((u|0)==88){u=0;Ekb(g+16|0,b,c);b=g;continue}else if((u|0)==89){u=0;if(d){u=90;break}else{b=g;continue}}}if((u|0)==5){g=b+-16|0;h=+p[g>>3];i=+p[a>>3];if(h<i){d=a+8|0;b=d;e=f[t>>2]|0;d=f[d>>2]|0}else{if(i<h)return;e=f[t>>2]|0;b=a+8|0;d=f[b>>2]|0;if(e>>>0>=d>>>0)return}p[a>>3]=h;p[g>>3]=i;f[b>>2]=e;f[t>>2]=d;return}else if((u|0)==10){Fkb(a,a+16|0,r,c)|0;return}else if((u|0)==11){Gkb(a,a+16|0,a+32|0,r,c)|0;return}else if((u|0)==12){Hkb(a,a+16|0,a+32|0,a+48|0,r,c)|0;return}else if((u|0)==14){e=a+32|0;Fkb(a,a+16|0,e,c)|0;d=a+48|0;if((d|0)==(b|0))return;while(1){i=+p[d>>3];h=+p[e>>3];if(i<h){l=d+8|0;j=e+8|0;g=j;k=l;l=f[l>>2]|0;j=f[j>>2]|0;u=19}else if(!(h<i)){k=d+8|0;l=f[k>>2]|0;g=e+8|0;j=f[g>>2]|0;if(l>>>0<j>>>0)u=19}if((u|0)==19){u=0;p[d>>3]=h;f[k>>2]=j;e:do if((e|0)!=(a|0)){m=e;while(1){e=m+-16|0;h=+p[e>>3];if(i<h){j=m+-8|0;g=j;j=f[j>>2]|0}else{if(h<i){e=m;break e}k=m+-8|0;j=f[k>>2]|0;if(l>>>0<j>>>0)g=k;else{e=m;break e}}p[m>>3]=h;f[m+8>>2]=j;if((a|0)==(e|0))break;else m=e}}while(0);p[e>>3]=i;f[g>>2]=l}e=d+16|0;if((e|0)==(b|0))break;else{t=d;d=e;e=t}}return}else if((u|0)==90)return}function Fkb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0,j=0,k=0.0;h=+p[b>>3];k=+p[a>>3];if(h<k)d=1;else if(k<h)d=0;else d=(f[b+8>>2]|0)>>>0<(f[a+8>>2]|0)>>>0;g=+p[c>>3];if(g<h)e=1;else if(h<g)e=0;else e=(f[c+8>>2]|0)>>>0<(f[b+8>>2]|0)>>>0;if(!d){if(!e){b=0;return b|0}p[b>>3]=g;p[c>>3]=h;j=b+8|0;c=c+8|0;i=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=i;g=+p[b>>3];h=+p[a>>3];if(g<h){e=a+8|0;d=e;i=f[j>>2]|0;e=f[e>>2]|0}else{if(h<g){b=1;return b|0}i=f[j>>2]|0;d=a+8|0;e=f[d>>2]|0;if(i>>>0>=e>>>0){b=1;return b|0}}p[a>>3]=g;p[b>>3]=h;f[d>>2]=i;f[j>>2]=e;b=2;return b|0}if(e){p[a>>3]=g;p[c>>3]=k;j=a+8|0;b=c+8|0;a=f[j>>2]|0;f[j>>2]=f[b>>2];f[b>>2]=a;b=1;return b|0}p[a>>3]=h;p[b>>3]=k;a=a+8|0;i=b+8|0;j=f[a>>2]|0;f[a>>2]=f[i>>2];f[i>>2]=j;g=+p[c>>3];if(g<k){e=c+8|0;d=e;e=f[e>>2]|0}else{if(k<g){b=1;return b|0}d=c+8|0;e=f[d>>2]|0;if(e>>>0>=j>>>0){b=1;return b|0}}k=+p[b>>3];p[b>>3]=g;p[c>>3]=k;f[i>>2]=e;f[d>>2]=j;b=2;return b|0}function Gkb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0;m=Fkb(a,b,c,e)|0;j=+p[d>>3];k=+p[c>>3];if(j<k){g=c+8|0;h=d+8|0;e=h;l=g;h=f[h>>2]|0;g=f[g>>2]|0}else{if(k<j){b=m;return b|0}e=d+8|0;i=f[e>>2]|0;h=c+8|0;g=f[h>>2]|0;if(i>>>0<g>>>0){l=h;h=i}else{b=m;return b|0}}p[c>>3]=j;p[d>>3]=k;f[l>>2]=h;f[e>>2]=g;g=m+1|0;j=+p[c>>3];k=+p[b>>3];if(j<k){e=b+8|0;d=e;g=f[l>>2]|0;e=f[e>>2]|0}else{if(k<j){b=g;return b|0}i=f[l>>2]|0;h=b+8|0;e=f[h>>2]|0;if(i>>>0<e>>>0){d=h;g=i}else{b=g;return b|0}}p[b>>3]=j;p[c>>3]=k;f[d>>2]=g;f[l>>2]=e;g=m+2|0;j=+p[b>>3];k=+p[a>>3];if(j<k){e=a+8|0;h=e;g=f[d>>2]|0;e=f[e>>2]|0}else{if(k<j){b=g;return b|0}i=f[d>>2]|0;h=a+8|0;e=f[h>>2]|0;if(i>>>0<e>>>0)g=i;else{b=g;return b|0}}p[a>>3]=j;p[b>>3]=k;f[h>>2]=g;f[d>>2]=e;b=m+3|0;return b|0}function Hkb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0,n=0,o=0;o=Gkb(a,b,c,d,g)|0;k=+p[e>>3];l=+p[d>>3];if(k<l){h=d+8|0;i=e+8|0;g=i;n=h;i=f[i>>2]|0;h=f[h>>2]|0}else{if(l<k){b=o;return b|0}g=e+8|0;j=f[g>>2]|0;i=d+8|0;h=f[i>>2]|0;if(j>>>0<h>>>0){n=i;i=j}else{b=o;return b|0}}p[d>>3]=k;p[e>>3]=l;f[n>>2]=i;f[g>>2]=h;h=o+1|0;k=+p[d>>3];l=+p[c>>3];if(k<l){g=c+8|0;m=g;h=f[n>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[n>>2]|0;i=c+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0){m=i;h=j}else{b=h;return b|0}}p[c>>3]=k;p[d>>3]=l;f[m>>2]=h;f[n>>2]=g;h=o+2|0;k=+p[c>>3];l=+p[b>>3];if(k<l){g=b+8|0;e=g;h=f[m>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[m>>2]|0;i=b+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0){e=i;h=j}else{b=h;return b|0}}p[b>>3]=k;p[c>>3]=l;f[e>>2]=h;f[m>>2]=g;h=o+3|0;k=+p[b>>3];l=+p[a>>3];if(k<l){g=a+8|0;i=g;h=f[e>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[e>>2]|0;i=a+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0)h=j;else{b=h;return b|0}}p[a>>3]=k;p[b>>3]=l;f[i>>2]=h;f[e>>2]=g;b=o+4|0;return b|0}function Ikb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,n=0;switch(b-a>>4|0){case 2:{h=b+-16|0;j=+p[h>>3];k=+p[a>>3];if(j<k){d=a+8|0;g=b+-8|0;c=d;e=g;g=f[g>>2]|0;d=f[d>>2]|0}else{if(k<j){a=1;return a|0}e=b+-8|0;g=f[e>>2]|0;c=a+8|0;d=f[c>>2]|0;if(g>>>0>=d>>>0){a=1;return a|0}}p[a>>3]=j;p[h>>3]=k;f[c>>2]=g;f[e>>2]=d;a=1;return a|0}case 3:{Fkb(a,a+16|0,b+-16|0,c)|0;a=1;return a|0}case 4:{Gkb(a,a+16|0,a+32|0,b+-16|0,c)|0;a=1;return a|0}case 5:{Hkb(a,a+16|0,a+32|0,a+48|0,b+-16|0,c)|0;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{e=a+32|0;Fkb(a,a+16|0,e,c)|0;c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){k=+p[c>>3];j=+p[e>>3];if(k<j){l=c+8|0;h=e+8|0;g=h;i=l;l=f[l>>2]|0;h=f[h>>2]|0;n=15}else if(!(j<k)){i=c+8|0;l=f[i>>2]|0;g=e+8|0;h=f[g>>2]|0;if(l>>>0<h>>>0)n=15}if((n|0)==15){n=0;p[c>>3]=j;f[i>>2]=h;b:do if((e|0)!=(a|0)){m=e;i=g;while(1){e=m+-16|0;j=+p[e>>3];if(k<j){h=m+-8|0;g=h;h=f[h>>2]|0}else{if(j<k){g=i;e=m;break b}g=m+-8|0;h=f[g>>2]|0;if(l>>>0>=h>>>0){g=i;e=m;break b}}p[m>>3]=j;f[m+8>>2]=h;if((e|0)==(a|0))break;else{m=e;i=g}}}while(0);p[e>>3]=k;f[g>>2]=l;d=d+1|0;if((d|0)==8){d=0;c=(c+16|0)==(b|0);break a}}e=c+16|0;if((e|0)==(b|0)){d=1;c=0;break}else{m=c;c=e;e=m}}}while(0);a=c|d;return a|0}}return 0}function Jkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;q=a+20|0;c=f[q>>2]|0;if(!c)return;r=a+16|0;s=a+12|0;t=a+8|0;u=a+16|0;do{p=f[r>>2]|0;R0a(b,f[p+8>>2]|0);n=c;c=f[q>>2]|0;if((c|0)==(n|0)){o=f[p+12>>2]|0;k=f[s>>2]|0;d=f[p+4>>2]|0;l=k+-1|0;m=(l&k|0)==0;if(m)d=l&d;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;g=(f[t>>2]|0)+(d<<2)|0;j=f[g>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(p|0))break;else j=e}if((j|0)==(u|0))i=17;else{e=f[j+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0))g=p;else i=17}do if((i|0)==17){e=f[p>>2]|0;if(e|0){e=f[e+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0)){g=p;break}}f[g>>2]=0;g=p}while(0);e=f[g>>2]|0;h=e;if(!e)i=31;else{e=f[e+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0))i=31;else{f[(f[t>>2]|0)+(e<<2)>>2]=j;f[j>>2]=f[p>>2];f[g>>2]=0;f[q>>2]=n+-1;i=32}}if((i|0)==31){i=0;f[j>>2]=h;f[g>>2]=0;f[q>>2]=n+-1;if(p|0)i=32}if((i|0)==32){i=0;sOb(p)}if(o|0){Rkb(o);sOb(o)}}}while((c|0)!=0);t=a+4|0;u=(f[t>>2]|0)+1|0;f[t>>2]=u;f[a>>2]=u;return}function Kkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=f[a+12>>2]|0;if(!g){b=0;return b|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&b;else if(g>>>0>b>>>0)h=b;else h=(b>>>0)%(g>>>0)|0;c=f[(f[a+8>>2]|0)+(h<<2)>>2]|0;if(!c){b=0;return b|0}c=f[c>>2]|0;if(!c){b=0;return b|0}a:do if(d){while(1){g=f[c+4>>2]|0;d=(g|0)==(b|0);if(!(d|(g&e|0)==(h|0))){c=0;d=22;break}if(d)if((f[c+8>>2]|0)==(b|0)){i=c;break a}c=f[c>>2]|0;if(!c){c=0;d=22;break}}if((d|0)==22)return c|0}else{while(1){d=f[c+4>>2]|0;if((d|0)==(b|0)){if((f[c+8>>2]|0)==(b|0)){i=c;break a}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=0;d=22;break}}c=f[c>>2]|0;if(!c){c=0;d=22;break}}if((d|0)==22)return c|0}while(0);c=f[i+12>>2]|0;if((f[a>>2]|0)>>>0<=b>>>0)if((Ukb(c)|0)==(b|0)){b=c;return b|0}b=0;return b|0}function Lkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;c=d;e=f[b>>2]|0;f[b>>2]=0;g=a+4|0;b=(f[g>>2]|0)+1|0;f[g>>2]=b;Tkb(e,b);f[c>>2]=b;b=Mkb(a+8|0,c)|0;f[b>>2]=e;u=d;return f[c>>2]|0}function Mkb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;Nkb(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Nkb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Okb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Okb(a,b);return}function Okb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Pkb(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;f[c>>2]=b;b=Kkb(a,b)|0;if(!b){u=d;return}Qkb(a+8|0,c)|0;Rkb(b);sOb(b);u=d;return}function Qkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function Rkb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+64|0;b=f[g>>2]|0;if(b|0){h=a+68|0;c=f[h>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[h>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[g>>2]|0}sOb(b)}b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+40>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+32|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);h=a+28|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);a=a+24|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Skb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;i=b[c+14>>0]|0;h=b[c+15>>0]|0;j=h<<24>>24==0?b[c+13>>0]|0:1;cQb(a|0,c|0,13)|0;b[a+13>>0]=j;b[a+14>>0]=i;b[a+15>>0]=h;h=a+16|0;f[h>>2]=d;i=a+20|0;b[i>>0]=b[e>>0]|0;b[i+1>>0]=b[e+1>>0]|0;b[i+2>>0]=b[e+2>>0]|0;if(!(b[c+12>>0]|0))c=0;else{c=(zQa(d)|0)+229|0;c=b[c>>0]|0}b[a+23>>0]=c;j=f[g>>2]|0;f[g>>2]=0;f[a+24>>2]=j;j=a+28|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;n[a+48>>2]=1.0;j=a+52|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;f[j+20>>2]=0;f[j+24>>2]=0;if(b[a+11>>0]|0)return;fjb(f[h>>2]|0,a+64|0);return}function Tkb(a,b){a=a|0;b=b|0;f[a+76>>2]=b;return}function Ukb(a){a=a|0;return f[a+76>>2]|0}function Vkb(a){a=a|0;return (b[a+8>>0]|0)!=0|0}function Wkb(a){a=a|0;return (b[a+9>>0]|0)!=0|0}function Xkb(a){a=a|0;return (b[a+10>>0]|0)!=0|0}function Ykb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=40764;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-88-d|0)>>>0)/88|0)*88|0);sOb(d);return}function Zkb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=40764;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-88-b|0)>>>0)/88|0)*88|0);sOb(b);sOb(a);return}function _kb(a){a=a|0;return 0}function $kb(a){a=a|0;return 1}function alb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+32>>3]-+p[b>>3];d=+p[a+40>>3]-+p[b+8>>3];c=+p[a+48>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function blb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0,h=0;h=f[a+4>>2]|0;a=(f[a+8>>2]|0)-h|0;g=(a|0)/88|0;if(!a){h=1;return h|0}d=+p[b>>3];e=+p[b+8>>3];c=+p[b+16>>3];a=0;while(1){if(d*+p[h+(a*88|0)>>3]+(e*+p[h+(a*88|0)+8>>3]+c*+p[h+(a*88|0)+16>>3])-+p[h+(a*88|0)+24>>3]<0.0){a=0;b=5;break}a=a+1|0;if(a>>>0>=g>>>0){a=1;b=5;break}}if((b|0)==5)return a|0;return 0}function clb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0;j=+p[b>>3];n=(+p[b+24>>3]-j)*.5;k=+p[b+8>>3];m=(+p[b+32>>3]-k)*.5;l=+p[b+16>>3];i=(+p[b+40>>3]-l)*.5;j=j+n;k=k+m;l=l+i;h=f[a+4>>2]|0;a=(f[a+8>>2]|0)-h|0;g=(a|0)/88|0;if(!a){h=2;return h|0}else{b=2;a=0}while(1){c=j*+p[h+(a*88|0)>>3]+(k*+p[h+(a*88|0)+8>>3]+l*+p[h+(a*88|0)+16>>3]);d=n*+p[h+(a*88|0)+32>>3]+(m*+p[h+(a*88|0)+40>>3]+i*+p[h+(a*88|0)+48>>3]);e=+p[h+(a*88|0)+24>>3];if(c+d<=e){b=1;a=4;break}b=c-d<e?3:b;a=a+1|0;if(a>>>0>=g>>>0){a=4;break}}if((a|0)==4)return b|0;return 0}function dlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0;m=+p[b+24>>3];g=f[a+4>>2]|0;a=(f[a+8>>2]|0)-g|0;j=(a|0)/88|0;if(!a){l=2;return l|0}h=+p[b>>3];i=+p[b+8>>3];d=+p[b+16>>3];a=0;while(1){c=h*+p[g+(a*88|0)>>3]+(i*+p[g+(a*88|0)+8>>3]+d*+p[g+(a*88|0)+16>>3])-+p[g+(a*88|0)+24>>3];if(c<0.0)if(c*c*+p[g+(a*88|0)+80>>3]>=m){e=1;k=9;break}a=a+1|0;if(a>>>0>=j>>>0){l=0;break}}if((k|0)==9)return e|0;while(1){c=h*+p[g+(l*88|0)>>3]+(i*+p[g+(l*88|0)+8>>3]+d*+p[g+(l*88|0)+16>>3])-+p[g+(l*88|0)+24>>3];if(c<0.0){e=3;k=9;break}if(c*c*+p[g+(l*88|0)+80>>3]<m){e=3;k=9;break}l=l+1|0;if(l>>>0>=j>>>0){e=2;k=9;break}}if((k|0)==9)return e|0;return 0}function elb(a,c,d){a=a|0;c=c|0;d=d|0;p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];if(!(b[257400]|0))if(MPb(257400)|0){f[64708]=0;f[64709]=0;f[64710]=0;f[64711]=0;f[64712]=0;f[64713]=0}return ilb(258832,a+4|0,a+16|0,c)|0}function flb(a,b,c){a=a|0;b=b|0;c=c|0;return glb(a+4|0,a+16|0,b,c)|0}function glb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;t=w;v=a+4|0;o=f[a>>2]|0;m=(f[v>>2]|0)-o|0;q=(m|0)/88|0;r=d+8|0;s=d+16|0;h=+p[c>>3];if(!m){p[d>>3]=h;p[r>>3]=+p[c+8>>3];p[s>>3]=+p[c+16>>3];p[d>>3]=+p[c+24>>3];p[r>>3]=+p[c+32>>3];p[s>>3]=+p[c+40>>3];v=2;u=w;return v|0}g=c+8|0;i=+p[g>>3];k=c+16|0;j=+p[k>>3];e=0;while(1){if(h*+p[o+(e*88|0)>>3]+(i*+p[o+(e*88|0)+8>>3]+j*+p[o+(e*88|0)+16>>3])-+p[o+(e*88|0)+24>>3]<0.0){g=0;k=1;break}e=e+1|0;if(e>>>0>=q>>>0){n=7;break}}if((n|0)==7){p[d>>3]=h;p[r>>3]=+p[g>>3];p[s>>3]=+p[k>>3];g=1;k=0}j=+p[c+24>>3];l=c+32|0;h=+p[l>>3];m=c+40|0;i=+p[m>>3];e=0;while(1){if(j*+p[o+(e*88|0)>>3]+(h*+p[o+(e*88|0)+8>>3]+i*+p[o+(e*88|0)+16>>3])-+p[o+(e*88|0)+24>>3]<0.0){n=4;break}e=e+1|0;if(e>>>0>=q>>>0){n=9;break}}if((n|0)==4){if(!g){e=f[b>>2]|0;m=f[b+4>>2]|0;a:do if((e|0)==(m|0))e=1;else{n=t+8|0;o=t+16|0;b:while(1){c:do if(hlb(e,c,t)|0){l=f[a>>2]|0;b=(f[v>>2]|0)-l|0;k=(b|0)/88|0;h=+p[t>>3];i=+p[n>>3];j=+p[o>>3];if(!b)break b;else g=0;while(1){if(h*+p[l+(g*88|0)>>3]+(i*+p[l+(g*88|0)+8>>3]+j*+p[l+(g*88|0)+16>>3])-+p[l+(g*88|0)+24>>3]<0.0)break c;g=g+1|0;if(g>>>0>=k>>>0)break b}}while(0);e=e+32|0;if((e|0)==(m|0)){e=1;break a}}p[d>>3]=h;p[r>>3]=i;p[s>>3]=j;e=3}while(0);v=e;u=w;return v|0}}else if((n|0)==9){p[d>>3]=j;p[r>>3]=+p[l>>3];p[s>>3]=+p[m>>3];if(!k){v=2;u=w;return v|0}}v=3;u=w;return v|0}function hlb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0;s=b+24|0;f=b;g=s;d=+p[b>>3];e=+p[s>>3];if(d<e)h=6;else if(d>e)b=g;else{d=+p[b+8>>3];e=+p[b+32>>3];if(d<e)h=6;else if(d>e)b=g;else if(+p[b+16>>3]<+p[b+40>>3])h=6;else b=g}if((h|0)==6){b=f;f=g}o=+p[a>>3];q=+p[a+8>>3];r=+p[a+16>>3];n=-+p[a+24>>3]/(o*o+(q*q+r*r));s=b;b=f;j=+p[b>>3];k=+p[s>>3]-j;f=b+8|0;d=+p[f>>3];l=+p[s+8>>3]-d;b=b+16|0;e=+p[b>>3];m=+p[s+16>>3]-e;i=o*k+(q*l+r*m);if(i==0.0){s=0;return s|0}d=(o*(o*n-j)+(q*(q*n-d)+r*(r*n-e)))/i;if(!(d>=-1.0e-07&d<=1.0000001)){s=0;return s|0}p[c>>3]=j+k*d;p[c+8>>3]=l*d+ +p[f>>3];p[c+16>>3]=m*d+ +p[b>>3];s=1;return s|0}function ilb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+160|0;s=w+148|0;t=w;v=w+144|0;m=f[b>>2]|0;r=(f[b+4>>2]|0)-m|0;l=(r|0)/88|0;if(!r){a=2;u=w;return a|0}i=+p[d>>3];j=+p[d+8>>3];k=+p[d+16>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0){h=0;break}b=b+1|0;if(b>>>0>=l>>>0){h=1;break}}i=+p[d+24>>3];j=+p[d+32>>3];k=+p[d+40>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0){g=0;break}b=b+1|0;if(b>>>0>=l>>>0){g=1;break}}e=h&g;i=+p[d+48>>3];j=+p[d+56>>3];k=+p[d+64>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0)break;b=b+1|0;if(b>>>0>=l>>>0){n=44;break}}if((n|0)==44){a=e?2:3;u=w;return a|0}if(h|g){a=3;u=w;return a|0}k=+p[d>>3];i=+p[d+24>>3];if(k==i)if(+p[d+8>>3]==+p[d+32>>3])if(+p[d+16>>3]==+p[d+40>>3]){a=1;u=w;return a|0}j=+p[d+48>>3];if(k==j)if(+p[d+8>>3]==+p[d+56>>3])if(+p[d+16>>3]==+p[d+64>>3]){a=1;u=w;return a|0}if(i==j)if(+p[d+32>>3]==+p[d+56>>3])if(+p[d+40>>3]==+p[d+64>>3]){a=1;u=w;return a|0}o=a+12|0;r=a+16|0;q=a+20|0;b=f[r>>2]|0;e=f[q>>2]|0;if((b|0)==(e|0)){jlb(o,d);g=f[r>>2]|0;e=f[q>>2]|0}else{p[b>>3]=k;p[b+8>>3]=+p[d+8>>3];p[b+16>>3]=+p[d+16>>3];g=b+24|0;f[r>>2]=g}b=d+24|0;if((g|0)==(e|0)){jlb(o,b);g=f[r>>2]|0;e=f[q>>2]|0}else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[d+32>>3];p[g+16>>3]=+p[d+40>>3];g=g+24|0;f[r>>2]=g}b=d+48|0;if((g|0)==(e|0))jlb(o,b);else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[d+56>>3];p[g+16>>3]=+p[d+64>>3];f[r>>2]=g+24}b=f[c>>2]|0;n=f[c+4>>2]|0;a:do if((b|0)!=(n|0)){d=a+4|0;c=a+8|0;do{m=f[o>>2]|0;l=f[r>>2]|0;g=m;h=l;if((m|0)==(l|0))break a;l=f[a>>2]|0;f[a>>2]=g;f[o>>2]=l;e=f[d>>2]|0;f[d>>2]=h;f[r>>2]=e;x=f[c>>2]|0;f[c>>2]=f[q>>2];f[q>>2]=x;if((l|0)!=(e|0))f[r>>2]=e+(~(((e+-24-l|0)>>>0)/24|0)*24|0);x=h-g|0;g=(x|0)/24|0;if(x|0){e=0;do{x=t+((bCa(b,m+(e*24|0)|0,t)|0)*24|0)|0;f[v>>2]=f[r>>2];f[s>>2]=f[v>>2];ZBa(o,s,t,x)|0;e=e+3|0}while(e>>>0<g>>>0)}b=b+32|0}while((b|0)!=(n|0))}while(0);b=f[o>>2]|0;e=f[r>>2]|0;h=(b|0)==(e|0);if(!h)f[r>>2]=e+(~(((e+-24-b|0)>>>0)/24|0)*24|0);g=f[a>>2]|0;b=a+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-24-g|0)>>>0)/24|0)*24|0);x=h?1:3;u=w;return x|0}function jlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function klb(a){a=a|0;return}function llb(a){a=a|0;sOb(a);return}function mlb(a){a=a|0;return 1}function nlb(a){a=a|0;return 1}function olb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+8>>3]-+p[b>>3];d=+p[a+16>>3]-+p[b+8>>3];c=+p[a+24>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function plb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[b>>3]-+p[a+8>>3];d=+p[b+8>>3]-+p[a+16>>3];c=+p[b+16>>3]-+p[a+24>>3];return e*e+(d*d+c*c)<=+p[a+32>>3]|0}function qlb(a,b){a=a|0;b=b|0;return wlb(a+8|0,b)|0}function rlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+p[a+8>>3]-+p[b>>3];f=+p[a+16>>3]-+p[b+8>>3];g=+p[a+24>>3]-+p[b+16>>3];d=+p[a+32>>3];e=+p[b+24>>3];if(d>=e)if(h*h+(f*f+g*g)<=d){b=2;return b|0}a=a+40|0;c=+p[a>>3];if(c==-1.0){d=+L(+d);p[a>>3]=d}else d=c;a=b+32|0;c=+p[a>>3];if(c==-1.0){c=+L(+e);p[a>>3]=c}e=d+c;b=!(h*h+(f*f+g*g)<=e*e)?1:3;return b|0}function slb(a,b,c){a=a|0;b=b|0;c=c|0;p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];return vlb(a+8|0,b)|0}function tlb(a,b,c){a=a|0;b=b|0;c=c|0;p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];return ulb(a+8|0,b)|0}function ulb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;k=+p[a>>3];l=+p[a+8>>3];m=+p[a+16>>3];n=+p[a+24>>3];r=+p[b>>3];e=r-k;o=+p[b+8>>3];h=o-l;q=+p[b+16>>3];d=q-m;f=e*e+(h*h+d*d)<=n;d=+p[b+24>>3];h=d-k;e=+p[b+32>>3];i=e-l;c=+p[b+40>>3];j=c-m;a=h*h+(i*i+j*j)<=n;if(f|a){f=f&a?2:3;return f|0}h=d-r;i=e-o;c=c-q;g=h*h+(i*i+c*c);j=+L(+g);h=h/j;i=i/j;j=c/j;k=k-r;l=l-o;c=m-q;e=h*k+(i*l+j*c);c=n-(k*k+(l*l+c*c)-e*e);if(c<0.0){d=-1.0;c=-1.0}else{c=+L(+c);d=e+c;c=e-c}c=c>=0.0?c:d;if(c>=0.0){n=r-(r+h*c);o=o-(o+i*c);r=q-(q+j*c);if(g>=n*n+(o*o+r*r)){f=3;return f|0}}f=1;return f|0}function vlb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0,M=0.0,N=0,O=0,P=0,Q=0,R=0.0;Q=u;u=u+80|0;B=Q;r=b+32|0;n=b+8|0;d=+p[n>>3];E=+p[r>>3]-d;N=b+64|0;o=b+16|0;e=+p[o>>3];D=+p[N>>3]-e;s=b+40|0;H=+p[s>>3]-e;I=b+56|0;x=+p[I>>3]-d;C=E*D-H*x;J=b+48|0;M=+p[b>>3];v=+p[J>>3]-M;q=b+24|0;w=+p[q>>3]-M;D=H*v-D*w;v=x*w-E*v;E=+L(+(C*C+(D*D+v*v)));C=C/E;D=D/E;E=v/E;v=+p[a>>3];O=a+8|0;w=+p[O>>3];P=a+16|0;x=+p[P>>3];e=+K(+(C*(v-M)+((w-d)*D+E*(x-e))));c=a+32|0;d=+p[c>>3];if(d==-1.0){d=+L(+(+p[a+24>>3]));p[c>>3]=d}if(e>=d){P=1;u=Q;return P|0}t=+p[a+24>>3];M=+p[b>>3];A=M-v;H=+p[n>>3];e=H-w;G=+p[o>>3];F=G-x;o=A*A+(e*e+F*F)<=t;F=+p[q>>3];e=F-v;A=+p[r>>3];k=A-w;y=+p[s>>3];d=y-x;n=e*e+(k*k+d*d)<=t;d=+p[J>>3];k=d-v;e=+p[I>>3];l=e-w;f=+p[N>>3];m=f-x;c=k*k+(l*l+m*m)<=t;if(o|n|c){P=o&n&c?2:3;u=Q;return P|0}if(M==F&H==A&G==y){P=1;u=Q;return P|0}if(M==d&H==e&G==f){P=1;u=Q;return P|0}if(F==d&A==e&y==f){P=1;u=Q;return P|0}c=0;g=M;h=H;i=G;while(1){n=c+1|0;s=(n|0)==3?0:n;d=+p[b+(s*24|0)>>3]-g;e=+p[b+(s*24|0)+8>>3]-h;R=+p[b+(s*24|0)+16>>3]-i;j=d*d+(e*e+R*R);m=+L(+j);k=d/m;l=e/m;m=R/m;p[B+(c*24|0)>>3]=d;p[B+(c*24|0)+8>>3]=e;p[B+(c*24|0)+16>>3]=R;R=v-g;e=w-h;d=x-i;f=R*k+(e*l+d*m);d=t-(R*R+(e*e+d*d)-f*f);if(d<0.0){e=-1.0;d=-1.0}else{d=+L(+d);e=f+d;d=f-d}d=d>=0.0?d:e;if(d>=0.0){k=g-(g+d*k);l=h-(h+d*l);R=i-(i+d*m);if(j>=k*k+(l*l+R*R)){c=3;break}}if(n>>>0>=3){z=16;break}c=n;g=+p[b+(n*24|0)>>3];h=+p[b+(n*24|0)+8>>3];i=+p[b+(n*24|0)+16>>3]}do if((z|0)==16){x=+p[B+16>>3];R=+p[B+8>>3];w=D*x-E*R;l=+p[B>>3];x=E*l-C*x;l=C*R-D*l;R=+L(+(w*w+(x*x+l*l)));w=w/R;x=x/R;R=l/R;l=+p[B+40>>3];m=+p[B+32>>3];k=D*l-E*m;i=+p[B+24>>3];l=E*i-C*l;i=C*m-D*i;m=+L(+(k*k+(l*l+i*i)));k=k/m;l=l/m;m=i/m;i=+p[B+64>>3];j=+p[B+56>>3];h=D*i-E*j;g=+p[B+48>>3];i=E*g-C*i;g=C*j-D*g;j=+L(+(h*h+(i*i+g*g)));h=h/j;i=i/j;j=g/j;g=h*+p[J>>3]+(i*+p[I>>3]+j*+p[N>>3]);f=+p[a>>3];e=+p[O>>3];d=+p[P>>3];if(!(w*f+(x*e+R*d)-(w*M+(x*H+R*G))<0.0))if(!(f*k+(e*l+d*m)-(k*F+(l*A+m*y))<0.0))if(!(h*f+(i*e+j*d)-g<0.0)){c=3;break}c=1}while(0);P=c;u=Q;return P|0}function wlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0;o=u;u=u+192|0;k=o;h=+p[b+24>>3];n=+p[a>>3];d=+p[b>>3];r=h<n?h:n;i=+p[b+32>>3];j=+p[a+8>>3];e=+p[b+8>>3];q=i<j?i:j;l=+p[b+40>>3];m=+p[a+16>>3];c=+p[b+16>>3];f=l<m?l:m;r=(d<r?r:d)-n;q=(e<q?q:e)-j;f=(c<f?f:c)-m;g=+p[a+24>>3];if(r*r+q*q+f*f>g){k=1;u=o;return k|0}p[k>>3]=d;p[k+8>>3]=e;p[k+16>>3]=c;p[k+24>>3]=h;p[k+32>>3]=e;p[k+40>>3]=c;p[k+48>>3]=d;p[k+56>>3]=i;p[k+64>>3]=c;p[k+72>>3]=h;p[k+80>>3]=i;p[k+88>>3]=c;p[k+96>>3]=d;p[k+104>>3]=e;p[k+112>>3]=l;p[k+120>>3]=h;p[k+128>>3]=e;p[k+136>>3]=l;p[k+144>>3]=d;p[k+152>>3]=i;p[k+160>>3]=l;p[k+168>>3]=h;p[k+176>>3]=i;p[k+184>>3]=l;f=d-n;f=f*f;e=e-j;d=c-m;d=d*d;e=e*e+d;if(!(f+e<=g))b=3;else{c=h-n;c=c*c;if(!(c+e<=g))b=3;else{r=i-j;r=r*r+d;if(!(f+r<=g)|!(c+r<=g))b=3;else{q=+p[k+104>>3]-j;r=+p[k+112>>3]-m;if(!(f+(q*q+r*r)<=g))b=3;else{i=+p[k+120>>3]-n;q=+p[k+128>>3]-j;r=+p[k+136>>3]-m;if(!(i*i+(q*q+r*r)<=g))b=3;else{i=+p[k+144>>3]-n;q=+p[k+152>>3]-j;r=+p[k+160>>3]-m;if(!(i*i+(q*q+r*r)<=g))b=3;else{n=+p[k+168>>3]-n;q=+p[k+176>>3]-j;r=l-m;if(!(n*n+(q*q+r*r)<=g))b=3;else b=2}}}}}}k=b;u=o;return k|0}function xlb(a){a=a|0;return}function ylb(a){a=a|0;sOb(a);return}function zlb(a){a=a|0;return 2}function Alb(a){a=a|0;return 0}function Blb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+448>>3]-+p[b>>3];d=+p[a+456>>3]-+p[b+8>>3];c=+p[a+464>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function Clb(a,b){a=a|0;b=b|0;return Ilb(a+8|0,b)|0}function Dlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0;c=u;u=u+48|0;d=c+24|0;e=c;k=+p[b>>3];j=(+p[b+24>>3]-k)*.5;p[d>>3]=j;i=+p[b+8>>3];h=(+p[b+32>>3]-i)*.5;p[d+8>>3]=h;g=+p[b+16>>3];f=(+p[b+40>>3]-g)*.5;p[d+16>>3]=f;p[e>>3]=k+j;p[e+8>>3]=i+h;p[e+16>>3]=g+f;b=Llb(a+8|0,e,d)|0;u=c;return ((b|0)==2?2:(b|0)==1?3:1)|0}function Elb(a,b){a=a|0;b=b|0;var c=0;a=a+8|0;c=b+24|0;if(!(Jlb(a,b,+p[c>>3])|0)){b=1;return b|0}b=Klb(a,b,+p[c>>3])|0;b=b?2:3;return b|0}function Flb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,f=0.0,g=0.0,h=0;h=u;u=u+32|0;e=h;f=+p[b>>3];g=+p[b+24>>3];if(f==g)if(+p[b+8>>3]==+p[b+32>>3])if(+p[b+16>>3]==+p[b+40>>3]){e=1;u=h;return e|0}d=+p[b+48>>3];if(f==d)if(+p[b+8>>3]==+p[b+56>>3])if(+p[b+16>>3]==+p[b+64>>3]){e=1;u=h;return e|0}if(g==d)if(+p[b+32>>3]==+p[b+56>>3])if(+p[b+40>>3]==+p[b+64>>3]){e=1;u=h;return e|0}if(Pib(a+448|0,b,e)|0){p[c>>3]=+p[e>>3];p[c+8>>3]=+p[e+8>>3];p[c+16>>3]=+p[e+16>>3];a=3}else a=1;e=a;u=h;return e|0}function Glb(a,b,c){a=a|0;b=b|0;c=c|0;return Hlb(a+8|0,a+496|0,b,c)|0}function Hlb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;h=k;i=d+8|0;j=d+16|0;if(Ilb(a,c)|0){p[d>>3]=+p[c>>3];p[i>>3]=+p[c+8>>3];p[j>>3]=+p[c+16>>3];f=1;e=0}else{f=0;e=1}g=c+24|0;if(Ilb(a,g)|0){p[d>>3]=+p[g>>3];p[i>>3]=+p[c+32>>3];p[j>>3]=+p[c+40>>3]}else if(f)e=1;else{if(hlb(b,c,h)|0)if(Ilb(a,h)|0)f=7;else f=8;else f=8;do if((f|0)==8){if(hlb(b+32|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+64|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+96|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+128|0,c,h)|0)if(Ilb(a,h)|0)f=7;else e=1;else e=1}while(0);if((f|0)==7){p[d>>3]=+p[h>>3];p[i>>3]=+p[h+8>>3];p[j>>3]=+p[h+16>>3];e=3}j=e;u=k;return j|0}j=e?3:2;u=k;return j|0}function Ilb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;d=+p[b>>3];e=+p[b+8>>3];c=+p[b+16>>3];if(+p[a>>3]*d+(+p[a+8>>3]*e+ +p[a+16>>3]*c)-+p[a+24>>3]<0.0){a=0;return a|0}if(+p[a+32>>3]*d+(+p[a+40>>3]*e+ +p[a+48>>3]*c)-+p[a+56>>3]<0.0){a=0;return a|0}if(+p[a+64>>3]*d+(+p[a+72>>3]*e+ +p[a+80>>3]*c)-+p[a+88>>3]<0.0){a=0;return a|0}if(+p[a+96>>3]*d+(+p[a+104>>3]*e+ +p[a+112>>3]*c)-+p[a+120>>3]<0.0){a=0;return a|0}if(+p[a+128>>3]*d+(+p[a+136>>3]*e+ +p[a+144>>3]*c)-+p[a+152>>3]<0.0){a=0;return a|0}a=1;return a|0}function Jlb(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0)if(d*d*+p[a+400>>3]>=c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0)if(d*d*+p[a+408>>3]>=c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0)if(d*d*+p[a+416>>3]>=c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0)if(d*d*+p[a+424>>3]>=c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0)if(d*d*+p[a+432>>3]>=c){a=0;return a|0}a=1;return a|0}function Klb(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+400>>3]<c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+408>>3]<c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+416>>3]<c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+424>>3]<c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+432>>3]<c){a=0;return a|0}a=1;return a|0}function Llb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0;f=+p[b>>3];h=+p[b+8>>3];e=+p[b+16>>3];i=+p[c>>3];g=+p[c+8>>3];d=+p[c+16>>3];m=+p[a>>3]*f+(+p[a+8>>3]*h+ +p[a+16>>3]*e);n=+p[a+160>>3]*i+(+p[a+168>>3]*g+ +p[a+176>>3]*d);o=+p[a+24>>3];if(m+n<=o){a=0;return a|0}q=+p[a+32>>3]*f+(+p[a+40>>3]*h+ +p[a+48>>3]*e);r=+p[a+184>>3]*i+(+p[a+192>>3]*g+ +p[a+200>>3]*d);s=+p[a+56>>3];if(q+r<=s){a=0;return a|0}t=+p[a+64>>3]*f+(+p[a+72>>3]*h+ +p[a+80>>3]*e);u=+p[a+208>>3]*i+(+p[a+216>>3]*g+ +p[a+224>>3]*d);v=+p[a+88>>3];if(t+u<=v){a=0;return a|0}j=+p[a+96>>3]*f+(+p[a+104>>3]*h+ +p[a+112>>3]*e);k=+p[a+232>>3]*i+(+p[a+240>>3]*g+ +p[a+248>>3]*d);l=+p[a+120>>3];if(j+k<=l){a=0;return a|0}f=+p[a+128>>3]*f+(+p[a+136>>3]*h+ +p[a+144>>3]*e);e=+p[a+256>>3]*i+(+p[a+264>>3]*g+ +p[a+272>>3]*d);d=+p[a+152>>3];if(f+e<=d){a=0;return a|0}a=f-e<d|(j-k<l|(t-u<v|(q-r<s|m-n<o)))?1:2;return a|0}function Mlb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,n=0.0;k=u;u=u+16|0;d=k;f[a>>2]=40764;g=a+4|0;f[g>>2]=0;h=a+8|0;f[h>>2]=0;f[a+12>>2]=0;f[g>>2]=f[b>>2];i=b+4|0;f[h>>2]=f[i>>2];j=b+8|0;f[a+12>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;i=a+16|0;f[i>>2]=0;j=a+20|0;f[j>>2]=0;f[a+24>>2]=0;p[a+32>>3]=+p[c>>3];p[a+40>>3]=+p[c+8>>3];p[a+48>>3]=+p[c+16>>3];g=f[g>>2]|0;h=(f[h>>2]|0)-g|0;e=(h|0)/88|0;f[d>>2]=0;b=d+4|0;f[b>>2]=0;f[d+8>>2]=0;if(!h){b=0;c=0}else{if(e>>>0>134217727)AMb(d);h=pOb(e<<5)|0;f[d>>2]=h;c=h+(e<<5)|0;f[d+8>>2]=c;f[b>>2]=c;b=h;d=0;do{p[h+(d<<5)>>3]=+p[g+(d*88|0)>>3];p[h+(d<<5)+8>>3]=+p[g+(d*88|0)+8>>3];p[h+(d<<5)+16>>3]=+p[g+(d*88|0)+16>>3];p[h+(d<<5)+24>>3]=-+p[g+(d*88|0)+24>>3];d=d+1|0}while(d>>>0<e>>>0)}f[i>>2]=b;f[j>>2]=c;f[a+24>>2]=c;if((b|0)==(c|0)){u=k;return}do{i=b+8|0;n=-+p[i>>3];j=b+16|0;m=-+p[j>>3];a=b+24|0;l=-+p[a>>3];p[b>>3]=-+p[b>>3];p[i>>3]=n;p[j>>3]=m;p[a>>3]=l;b=b+32|0}while((b|0)!=(c|0));u=k;return}function Nlb(a,b){a=a|0;b=b|0;f[a>>2]=40812;p[a+8>>3]=+p[b>>3];p[a+16>>3]=+p[b+8>>3];p[a+24>>3]=+p[b+16>>3];a=a+32|0;b=b+24|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Olb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0;f[a>>2]=40860;q=a+8|0;p[q>>3]=+p[c>>3];z=a+16|0;p[z>>3]=+p[c+8>>3];e=a+24|0;p[e>>3]=+p[c+16>>3];g=a+32|0;p[g>>3]=+p[c+24>>3];h=a+40|0;p[h>>3]=+p[c+32>>3];i=a+48|0;p[i>>3]=+p[c+40>>3];j=a+56|0;p[j>>3]=+p[c+48>>3];k=a+64|0;p[k>>3]=+p[c+56>>3];l=a+72|0;p[l>>3]=+p[c+64>>3];m=a+80|0;p[m>>3]=+p[c+72>>3];n=a+88|0;p[n>>3]=+p[c+80>>3];o=a+96|0;p[o>>3]=+p[c+88>>3];r=a+104|0;p[r>>3]=+p[c+96>>3];s=a+112|0;p[s>>3]=+p[c+104>>3];t=a+120|0;p[t>>3]=+p[c+112>>3];u=a+128|0;p[u>>3]=+p[c+120>>3];v=a+136|0;p[v>>3]=+p[c+128>>3];w=a+144|0;p[w>>3]=+p[c+136>>3];x=a+152|0;p[x>>3]=+p[c+144>>3];y=a+160|0;p[y>>3]=+p[c+152>>3];p[a+168>>3]=+p[c+160>>3];p[a+176>>3]=+p[c+168>>3];p[a+184>>3]=+p[c+176>>3];p[a+192>>3]=+p[c+184>>3];p[a+200>>3]=+p[c+192>>3];p[a+208>>3]=+p[c+200>>3];p[a+216>>3]=+p[c+208>>3];p[a+224>>3]=+p[c+216>>3];p[a+232>>3]=+p[c+224>>3];p[a+240>>3]=+p[c+232>>3];p[a+248>>3]=+p[c+240>>3];p[a+256>>3]=+p[c+248>>3];p[a+264>>3]=+p[c+256>>3];p[a+272>>3]=+p[c+264>>3];p[a+280>>3]=+p[c+272>>3];p[a+288>>3]=+p[c+280>>3];p[a+296>>3]=+p[c+288>>3];p[a+304>>3]=+p[c+296>>3];p[a+312>>3]=+p[c+304>>3];p[a+320>>3]=+p[c+312>>3];p[a+328>>3]=+p[c+320>>3];p[a+336>>3]=+p[c+328>>3];p[a+344>>3]=+p[c+336>>3];p[a+352>>3]=+p[c+344>>3];p[a+360>>3]=+p[c+352>>3];p[a+368>>3]=+p[c+360>>3];p[a+376>>3]=+p[c+368>>3];p[a+384>>3]=+p[c+376>>3];p[a+392>>3]=+p[c+384>>3];p[a+400>>3]=+p[c+392>>3];A=a+408|0;c=c+400|0;d=A+40|0;do{f[A>>2]=f[c>>2];A=A+4|0;c=c+4|0}while((A|0)<(d|0));p[a+448>>3]=+p[b>>3];p[a+456>>3]=+p[b+8>>3];p[a+464>>3]=+p[b+16>>3];p[a+472>>3]=+p[b+24>>3];p[a+480>>3]=+p[b+32>>3];p[a+488>>3]=+p[b+40>>3];N=+p[q>>3];M=+p[z>>3];L=+p[e>>3];K=+p[g>>3];J=+p[h>>3];I=+p[i>>3];H=+p[j>>3];G=+p[k>>3];F=+p[l>>3];D=+p[m>>3];C=+p[n>>3];B=+p[o>>3];E=+p[r>>3];T=+p[t>>3];S=-+p[u>>3];R=+p[v>>3];Q=+p[w>>3];P=+p[x>>3];O=-+p[y>>3];p[a+600>>3]=+p[s>>3];p[a+608>>3]=T;p[a+616>>3]=S;p[a+624>>3]=R;p[a+632>>3]=Q;p[a+640>>3]=P;p[a+648>>3]=O;p[a+496>>3]=-N;p[a+504>>3]=-M;p[a+512>>3]=-L;p[a+520>>3]=K;p[a+528>>3]=-J;p[a+536>>3]=-I;p[a+544>>3]=-H;p[a+552>>3]=G;p[a+560>>3]=-F;p[a+568>>3]=-D;p[a+576>>3]=-C;p[a+584>>3]=B;z=a+600|0;B=-+p[z>>3];y=a+608|0;C=-+p[y>>3];x=a+616|0;D=-+p[x>>3];p[a+592>>3]=-E;p[z>>3]=B;p[y>>3]=C;p[x>>3]=D;x=a+624|0;y=a+632|0;D=-+p[y>>3];z=a+640|0;C=-+p[z>>3];A=a+648|0;B=-+p[A>>3];p[x>>3]=-+p[x>>3];p[y>>3]=D;p[z>>3]=C;p[A>>3]=B;return}function Plb(){if(!(b[257144]|0))MPb(257144)|0;f[64714]=262921;return}function Qlb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0;x=0;z=u;u=u+3872|0;if(b[a+23>>0]|0)if(!(f[c+196>>2]&16777216)){y=0;u=z;return y|0}if(b[a+15>>0]|0)if(!(FSa(f[(a+16|0)>>2]|0,c+116|0,b[a+14>>0]|0)|0)){y=0;u=z;return y|0}v=f[c+96>>2]|0;f[(z+488|0)>>2]=f[v>>2];f[((z+488|0)+4|0)>>2]=f[v+4>>2];f[((z+488|0)+8|0)>>2]=f[v+8>>2];f[((z+488|0)+12|0)>>2]=f[v+12>>2];f[((z+488|0)+16|0)>>2]=f[v+16>>2];f[((z+488|0)+20|0)>>2]=f[v+20>>2];f[((z+488|0)+24|0)>>2]=f[v+24>>2];f[((z+488|0)+28|0)>>2]=f[v+28>>2];f[((z+488|0)+32|0)>>2]=f[v+32>>2];f[((z+488|0)+36|0)>>2]=f[v+36>>2];f[((z+488|0)+40|0)>>2]=f[v+40>>2];f[((z+488|0)+44|0)>>2]=f[v+44>>2];f[((z+488|0)+48|0)>>2]=f[v+48>>2];f[((z+488|0)+52|0)>>2]=f[v+52>>2];f[((z+488|0)+56|0)>>2]=f[v+56>>2];f[((z+488|0)+60|0)>>2]=f[v+60>>2];QDa(f[(a+16|0)>>2]|0,0,c,z+488|0);f[z>>2]=a;f[(z+4|0)>>2]=c;c=f[c+4>>2]|0;f[(z+8|0)>>2]=c;jEa(z+12|0,f[c+44>>2]|0);p[(z+96|0)>>3]=+n[(z+488|0)>>2];p[(z+104|0)>>3]=+n[((z+488|0)+4|0)>>2];p[(z+112|0)>>3]=+n[((z+488|0)+8|0)>>2];p[z+120>>3]=+n[((z+488|0)+12|0)>>2];p[(z+128|0)>>3]=+n[((z+488|0)+16|0)>>2];p[(z+136|0)>>3]=+n[((z+488|0)+20|0)>>2];p[(z+144|0)>>3]=+n[((z+488|0)+24|0)>>2];p[z+152>>3]=+n[((z+488|0)+28|0)>>2];p[(z+160|0)>>3]=+n[((z+488|0)+32|0)>>2];p[(z+168|0)>>3]=+n[((z+488|0)+36|0)>>2];p[(z+176|0)>>3]=+n[((z+488|0)+40|0)>>2];p[z+184>>3]=+n[((z+488|0)+44|0)>>2];p[(z+192|0)>>3]=+n[((z+488|0)+48|0)>>2];p[(z+200|0)>>3]=+n[((z+488|0)+52|0)>>2];p[(z+208|0)>>3]=+n[((z+488|0)+56|0)>>2];p[z+216>>3]=+n[((z+488|0)+60|0)>>2];p[(z+248|0)>>3]=C;f[(z+256|0)>>2]=g;f[(z+260|0)>>2]=h;f[(z+264|0)>>2]=i;f[(z+268|0)>>2]=j;f[(z+272|0)>>2]=k;g=f[z>>2]|0;c=(b[g+1>>0]|0)!=0;if(Vkb(g)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+24>>2]|0))v=0;else{if(c)a=(b[(f[z>>2]|0)+2>>0]|0)==0;else a=0;v=cjb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else v=0;if(Wkb(f[z>>2]|0)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+28>>2]|0))t=0;else{if(c)a=(b[(f[z>>2]|0)+3>>0]|0)==0;else a=0;t=djb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else t=0;if(Xkb(f[z>>2]|0)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+32>>2]|0))r=0;else{if(c)a=(b[(f[z>>2]|0)+4>>0]|0)==0;else a=0;r=ejb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else r=0;a:do{s=1;if(s){s=0;if(v|t|r){if((f[(z+256|0)>>2]|0)==0&(f[(z+260|0)>>2]|0)==0&(f[(z+264|0)>>2]|0)==0&(f[(z+268|0)>>2]|0)==0)k=(f[(z+272|0)>>2]|0)!=0;else k=1;a=f[(f[z>>2]|0)+24>>2]|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,d)|0;b:do switch(a|0){case 1:case 0:{y=a;break a}case 2:{if(!k){j=f[(f[z>>2]|0)+24>>2]|0;if(Pg[f[(f[j>>2]|0)+12>>2]&1023](j)|0){j=f[z>>2]|0;a=f[j+64>>2]|0;j=f[j+68>>2]|0;if((a|0)==(j|0)){y=2;break a}m=+p[d>>3];o=+p[d+8>>3];q=+p[d+16>>3];l=+p[d+24>>3];i=0;while(1){c=f[a>>2]|0;h=f[a+4>>2]|0;if((c|0)==(h|0))w=(i|0)>0?i:0;else{g=2;do{A=+p[c+24>>3]+(m*+p[c>>3]+(o*+p[c+8>>3]+q*+p[c+16>>3]));d=!(A*A>=l)?1:A<0.0?0:2;g=(d|0)<(g|0)?d:g;c=c+32|0}while((c|0)!=(h|0));if((g|0)==2)break;else w=(i|0)<(g|0)?g:i}a=a+12|0;if((a|0)==(j|0)){x=33;break}else i=w}if((x|0)==33)switch(w|0){case 1:case 0:{y=2;break a}case 2:break;default:break b}y=1;break a}}break}default:{}}while(0);w=1;f[z+648>>2]=e;f[z+1072>>2]=y;f[z+2184>>2]=k;f[z+2240>>2]=t;f[z+2248>>2]=v;f[z+2256>>2]=r;f[z+3608>>2]=x;f[z+3624>>2]=w;f[z+3720>>2]=0;f[z+3724>>2]=0;$mb(z);y=f[z+1072>>2]|0;G=f[z+3720>>2]|0;D=f[z+3724>>2]|0;H=+n[z+3724>>2];f[z+3720>>2]=0;f[z+3724>>2]=0;if((G|0)==1)break}else s=1}if(s)if(1)y=0}while(0);a=f[z+72>>2]|0;if(a|0)RBa(a,z+60|0);a=f[(z+60|0)>>2]|0;if(a|0){c=f[(z+64|0)>>2]|0;if((c|0)!=(a|0))f[(z+64|0)>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}a=f[z+56>>2]|0;if(a|0)SBa(a,z+44|0);a=f[(z+44|0)>>2]|0;if(a|0){c=f[(z+48|0)>>2]|0;if((c|0)!=(a|0))f[(z+48|0)>>2]=c+(~((c+-2-a|0)>>>1)<<1);sOb(a)}u=z;return y|0}function Rlb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=d+4|0;g=f[r>>2]|0;q=d+8|0;h=f[q>>2]|0;if((g|0)==(h|0)){jlb(d,b);i=f[r>>2]|0;h=f[q>>2]|0}else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[b+8>>3];p[g+16>>3]=+p[b+16>>3];i=g+24|0;f[r>>2]=i}g=b+24|0;if((i|0)==(h|0)){jlb(d,g);i=f[r>>2]|0;h=f[q>>2]|0}else{p[i>>3]=+p[g>>3];p[i+8>>3]=+p[b+32>>3];p[i+16>>3]=+p[b+40>>3];i=i+24|0;f[r>>2]=i}g=b+48|0;if((i|0)==(h|0))jlb(d,g);else{p[i>>3]=+p[g>>3];p[i+8>>3]=+p[b+56>>3];p[i+16>>3]=+p[b+64>>3];f[r>>2]=i+24}g=f[e>>2]|0;o=e+4|0;h=f[o>>2]|0;if((h|0)!=(g|0))f[o>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);h=f[a>>2]|0;n=a+4|0;g=f[n>>2]|0;if((h|0)!=(g|0)){k=e;l=d;while(1){m=k;i=f[m>>2]|0;b=m+4|0;j=f[b>>2]|0;if((j|0)!=(i|0))f[b>>2]=j+(~(((j+-24-i|0)>>>0)/24|0)*24|0);j=l;i=f[j>>2]|0;j=(f[j+4>>2]|0)-(f[l>>2]|0)|0;b=i+(((j|0)/24|0)*24|0)|0;if(j|0)do{_Ba(h,i,c,m,0);i=i+72|0}while((i|0)!=(b|0));h=h+12|0;if((h|0)==(g|0))break;else{m=l;l=k;k=m}}h=f[a>>2]|0;g=f[n>>2]|0}if(!(((g-h|0)/12|0)&1)){c=f[d>>2]|0;f[d>>2]=f[e>>2];f[e>>2]=c;c=f[r>>2]|0;f[r>>2]=f[o>>2];f[o>>2]=c;e=e+8|0;c=f[q>>2]|0;f[q>>2]=f[e>>2];f[e>>2]=c}g=f[d>>2]|0;h=f[r>>2]|0;if((h|0)==(g|0))return;f[r>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);return}function Slb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;I=u;u=u+96|0;F=I;H=c+4|0;e=f[H>>2]|0;G=c+8|0;g=f[G>>2]|0;if((e|0)==(g|0)){jlb(c,b);h=f[H>>2]|0;g=f[G>>2]|0}else{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];h=e+24|0;f[H>>2]=h}e=b+24|0;if((h|0)==(g|0))jlb(c,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[b+32>>3];p[h+16>>3]=+p[b+40>>3];f[H>>2]=h+24}e=f[d>>2]|0;E=d+4|0;g=f[E>>2]|0;if((g|0)!=(e|0))f[E>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);g=f[a>>2]|0;D=a+4|0;e=f[D>>2]|0;if((g|0)!=(e|0)){r=F+24|0;s=F+48|0;t=F+72|0;v=F+80|0;w=F+88|0;x=F+56|0;y=F+64|0;z=F+32|0;A=F+40|0;B=F+8|0;C=F+16|0;m=d;n=c;while(1){o=m;h=f[o>>2]|0;q=o+4|0;b=f[q>>2]|0;if((b|0)!=(h|0))f[q>>2]=b+(~(((b+-24-h|0)>>>0)/24|0)*24|0);l=n;h=f[l>>2]|0;l=(f[l+4>>2]|0)-(f[n>>2]|0)|0;k=h+(((l|0)/24|0)*24|0)|0;if(l|0){l=o+8|0;do{j=dCa(g,h,F)|0;do if(j|0){i=f[q>>2]|0;b=f[l>>2]|0;if((i|0)==(b|0)){jlb(o,F);b=f[l>>2]|0;i=f[q>>2]|0}else{p[i>>3]=+p[F>>3];p[i+8>>3]=+p[B>>3];p[i+16>>3]=+p[C>>3];i=i+24|0;f[q>>2]=i}if((i|0)==(b|0))jlb(o,r);else{p[i>>3]=+p[r>>3];p[i+8>>3]=+p[z>>3];p[i+16>>3]=+p[A>>3];f[q>>2]=i+24}if((j|0)==2){b=f[q>>2]|0;i=f[l>>2]|0;if((b|0)==(i|0)){jlb(o,s);j=f[q>>2]|0;b=f[l>>2]|0}else{p[b>>3]=+p[s>>3];p[b+8>>3]=+p[x>>3];p[b+16>>3]=+p[y>>3];j=b+24|0;f[q>>2]=j;b=i}if((j|0)==(b|0)){jlb(o,t);break}else{p[j>>3]=+p[t>>3];p[j+8>>3]=+p[v>>3];p[j+16>>3]=+p[w>>3];f[q>>2]=j+24;break}}}while(0);h=h+48|0}while((h|0)!=(k|0))}g=g+12|0;if((g|0)==(e|0))break;else{q=n;n=m;m=q}}g=f[a>>2]|0;e=f[D>>2]|0}if(!(((e-g|0)/12|0)&1)){F=f[c>>2]|0;f[c>>2]=f[d>>2];f[d>>2]=F;F=f[H>>2]|0;f[H>>2]=f[E>>2];f[E>>2]=F;d=d+8|0;F=f[G>>2]|0;f[G>>2]=f[d>>2];f[d>>2]=F}e=f[c>>2]|0;g=f[H>>2]|0;if((g|0)==(e|0)){u=I;return}f[H>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);u=I;return}function Tlb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;f[a>>2]=40908;k=a+8|0;j=f[k>>2]|0;l=a+12|0;c=f[l>>2]|0;d=j;if((c|0)!=(j|0))f[l>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);f[a+4>>2]=d;i=a+24|0;j=a+28|0;d=f[j>>2]|0;g=f[i>>2]|0;e=g;c=d;if((d|0)!=(g|0)){h=0;do{e=f[e+(h<<2)>>2]|0;if(e){tOb(e);c=f[j>>2]|0;g=f[i>>2]|0;d=c}h=h+1|0;e=g}while(h>>>0<d-g>>2>>>0);d=g}if((c|0)!=(e|0))f[j>>2]=c+(~((c+-4-d|0)>>>2)<<2);b[a+20>>0]=0;b[a+37>>0]=0;c=f[a+56>>2]|0;if(c|0){d=a+60|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+40>>2]|0;if(c|0){d=a+44|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+24>>2]|0;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[k>>2]|0;if(!c)return;d=f[l>>2]|0;if((d|0)!=(c|0))f[l>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function Ulb(a){a=a|0;Tlb(a);sOb(a);return}function Vlb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;r=0;s=u;u=u+1120|0;if((c|0)==1&(d^1)){r=m3a(260024,239638,36)|0;vEb(s+12|0,r+(f[(f[r>>2]|0)+-12>>2]|0)|0);d=XFb(s+12|0,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,10)|0;YFb(s+12|0);OEb(r,d)|0;AEb(r)|0;r=0;u=s;return r|0}i=f[b>>2]|0;e=(f[b+4>>2]|0)-i|0;a:do if((e|0)>8&d){h=f[i>>2]|0;e=(e>>3)+-1|0;while(1){if((f[i+(e<<3)>>2]|0)!=(h|0))break a;if((f[i+(e<<3)+4>>2]|0)!=(f[(i+4|0)>>2]|0))break a;g=e+-1|0;if((e|0)>1)e=g;else{e=g;break}}}else e=(e>>3)+-1|0;while(0);while(1){if((e|0)<=0)break;g=e+-1|0;if((f[i+(e<<3)>>2]|0)!=(f[i+(g<<3)>>2]|0))break;if((f[i+(e<<3)+4>>2]|0)==(f[i+(g<<3)+4>>2]|0))e=g;else break}if(d?(e|0)<2:(e|0)<1){r=0;u=s;return r|0}h=e+1|0;p=qOb(h>>>0>48806446?-1:h*88|0)|0;if(!h)g=i;else{g=p;do{f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;g=g+88|0}while((g|0)!=(p+(h*88|0)|0|0));g=f[b>>2]|0}f[(s+12|0)>>2]=p;m=g+8|0;o=f[m+4>>2]|0;f[(p+96|0)>>2]=f[m>>2];f[(p+96|0)+4>>2]=o;b:do{o=1;if(o){o=0;if(amb(g,a+20|0)|0){if(!(amb((f[b>>2]|0)+(e<<3)|0,a+20|0)|0)){tOb(p);q=0;break}g=p+(e*88|0)|0;j=f[b>>2]|0;l=p;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+56>>2]=p+88|0;f[p+60>>2]=g;h=f[j+4>>2]|0;f[(p+8|0)>>2]=f[j>>2];f[(p+8|0)+4>>2]=h;f[p+52>>2]=-1;h=e+-1|0;i=j+(e<<3)|0;l=g;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+(e*88|0)+56>>2]=p;f[p+(e*88|0)+60>>2]=p+(h*88|0)|0;l=f[i+4>>2]|0;m=p+(e*88|0)+8|0;f[m>>2]=f[i>>2];f[m+4>>2]=l;f[p+(e*88|0)+52>>2]=-1;if((e|0)>1){g=j;do{amb(g+(h<<3)|0,a+20|0)|0;i=p+((h+1|0)*88|0)|0;e=h;h=h+-1|0;j=p+(h*88|0)|0;g=f[b>>2]|0;k=g+(e<<3)|0;l=p+(e*88|0)|0;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+(e*88|0)+56>>2]=i;f[p+(e*88|0)+60>>2]=j;m=f[k+4>>2]|0;f[(p+(e*88|0)+8|0)>>2]=f[k>>2];f[(p+(e*88|0)+8|0)+4>>2]=m;f[p+(e*88|0)+52>>2]=-1}while((e|0)>1)}m=p;b=p;f[s+32>>2]=a;f[s+48>>2]=c;f[s+56>>2]=d;f[s+112>>2]=m;f[s+136>>2]=b;f[s+224>>2]=q;f[s+920>>2]=p;f[s+1048>>2]=r;f[s+1064>>2]=0;f[s+1068>>2]=0;anb(s);q=f[s+224>>2]|0;G=f[s+1064>>2]|0;D=f[s+1068>>2]|0;H=+n[s+1068>>2];f[s+1064>>2]=0;f[s+1068>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b}}else o=1}if(o)if(1){tOb(p);q=0}}while(0);r=q;u=s;return r|0}function Wlb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[a+8>>2]|0;c=a+12|0;d=f[c>>2]|0;e=j;if((d|0)!=(j|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);f[a+4>>2]=e;i=a+24|0;j=a+28|0;d=f[j>>2]|0;g=f[i>>2]|0;e=g;c=d;if((d|0)!=(g|0)){h=0;do{e=f[e+(h<<2)>>2]|0;if(e){tOb(e);c=f[j>>2]|0;g=f[i>>2]|0;d=c}h=h+1|0;e=g}while(h>>>0<d-g>>2>>>0);d=g}if((c|0)==(e|0)){j=a+20|0;b[j>>0]=0;a=a+37|0;b[a>>0]=0;return}f[j>>2]=c+(~((c+-4-d|0)>>>2)<<2);j=a+20|0;b[j>>0]=0;a=a+37|0;b[a>>0]=0;return}function Xlb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;m=q;n=a+8|0;b=f[n>>2]|0;p=a+4|0;f[p>>2]=b;o=a+12|0;c=f[o>>2]|0;if((c|0)==(b|0)){u=q;return}Ylb(b,c,m);l=a+56|0;c=f[l>>2]|0;k=a+60|0;if(!c)b=a+64|0;else{b=f[k>>2]|0;if((b|0)!=(c|0))f[k>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);b=a+64|0;f[b>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=0;f[k>>2]=0;f[b>>2]=0;b=f[n>>2]|0;if((b|0)!=(f[o>>2]|0)){j=a+64|0;d=0;e=0;while(1){c=f[b>>2]|0;f[m>>2]=c;if((d|0)==(e|0)){Zlb(l,m);d=f[k>>2]|0}else{f[d>>2]=c;d=d+4|0;f[k>>2]=d}i=f[l>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{r=g;g=c;c=r}}f[g>>2]=h}}c=f[b+4>>2]|0;if(c|0){h=c;i=f[h+4>>2]|0;r=c+8|0;f[r>>2]=f[h>>2];f[r+4>>2]=i;f[c+36>>2]=1;f[c+52>>2]=-1}c=f[b+8>>2]|0;if(c|0){h=c;i=f[h+4>>2]|0;r=c+8|0;f[r>>2]=f[h>>2];f[r+4>>2]=i;f[c+36>>2]=2;f[c+52>>2]=-1}b=b+12|0;if((b|0)==(f[o>>2]|0))break;d=f[k>>2]|0;e=f[j>>2]|0}b=f[n>>2]|0}f[a+52>>2]=0;f[p>>2]=b;u=q;return}function Ylb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=0;l=u;u=u+736|0;j=b;a:while(1){d=j;i=j+-12|0;b=a;while(1){k=b;f[l+48>>2]=c;f[l+56>>2]=b;f[l+120>>2]=j;f[l+152>>2]=k;f[l+288>>2]=e;f[l+408>>2]=g;f[l+464>>2]=d;f[l+512>>2]=i;f[l+640>>2]=h;f[l+664>>2]=0;f[l+668>>2]=0;bnb(l);b=f[l+56>>2]|0;k=f[l+152>>2]|0;e=f[l+288>>2]|0;g=f[l+408>>2]|0;h=f[l+640>>2]|0;G=f[l+664>>2]|0;D=f[l+668>>2]|0;H=+n[l+668>>2];f[l+664>>2]=0;f[l+668>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((h|0)==81){h=0;Ylb(e+12|0,j,c);a=k;j=e;continue}else if((h|0)==82){h=0;if(g){h=83;break}else{a=k;j=e;continue}}}a=1;if(a)if((h|0)==5){if((f[k>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return}else if((h|0)==7){a=k+12|0;j=f[a>>2]|0;b=(j|0)<(f[i>>2]|0);if((f[k>>2]|0)>=(j|0)){if(!b){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];if((f[k>>2]|0)>=(f[a>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];u=l;return}if(b){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];if((f[a>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return}else if((h|0)==15){_lb(k,k+12|0,k+24|0,i,c)|0;u=l;return}else a=1;if(a)if((h|0)==16){a=k+12|0;b=k+24|0;d=k+36|0;_lb(k,a,b,d,c)|0;if((f[d>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[d>>2];f[l+4>>2]=f[d+4>>2];f[l+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];if((f[b>>2]|0)>=(f[d>>2]|0)){u=l;return};f[l>>2]=f[b>>2];f[l+4>>2]=f[b+4>>2];f[l+8>>2]=f[b+8>>2];f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];if((f[a>>2]|0)>=(f[b>>2]|0)){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];if((f[k>>2]|0)>=(f[a>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];u=l;return}else a=1;if(a)if((h|0)==22){b=k+24|0;a=k+12|0;d=f[k>>2]|0;e=f[a>>2]|0;g=f[b>>2]|0;do if((d|0)<(e|0)){if((e|0)<(g|0)){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];break};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];if((f[a>>2]|0)<(g|0)){f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2]}}else if((e|0)<(g|0)){f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];if((d|0)<(f[a>>2]|0)){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2]}}while(0);a=k+36|0;if((a|0)==(j|0)){u=l;return}while(1){e=f[a>>2]|0;if((f[b>>2]|0)<(e|0)){h=a+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;d=a;while(1){f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];if((b|0)==(k|0)){b=k;break}d=b+-12|0;if((f[d>>2]|0)<(e|0)){i=b;b=d;d=i}else break}f[b>>2]=e;i=b+4|0;f[i>>2]=g;f[i+4>>2]=h}b=a+12|0;if((b|0)==(j|0))break;else{i=a;a=b;b=i}}u=l;return}else a=1;if(a)if((h|0)==83)if(1){u=l;return}}function Zlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function _lb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;h=u;u=u+16|0;g=h;i=f[b>>2]|0;e=(i|0)<(f[c>>2]|0);do if((f[a>>2]|0)<(i|0)){if(e){f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];e=1;break};f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];if((f[b>>2]|0)<(f[c>>2]|0)){f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];e=2}else e=1}else if(e){f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];if((f[a>>2]|0)<(f[b>>2]|0)){f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];e=2}else e=1}else e=0;while(0);if((f[c>>2]|0)>=(f[d>>2]|0)){i=e;u=h;return i|0};f[g>>2]=f[c>>2];f[g+4>>2]=f[c+4>>2];f[g+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[g>>2];f[d+4>>2]=f[g+4>>2];f[d+8>>2]=f[g+8>>2];if((f[b>>2]|0)>=(f[c>>2]|0)){i=e+1|0;u=h;return i|0};f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];if((f[a>>2]|0)>=(f[b>>2]|0)){i=e+2|0;u=h;return i|0};f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];i=e+3|0;u=h;return i|0}function $lb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;switch((b-a|0)/12|0|0){case 2:{d=b+-12|0;if((f[a>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 3:{e=a+12|0;d=b+-12|0;b=f[e>>2]|0;c=(b|0)<(f[d>>2]|0);if((f[a>>2]|0)>=(b|0)){if(!c){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[a>>2]|0)>=(f[e>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];i=1;u=j;return i|0}if(c){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];if((f[e>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 4:{_lb(a,a+12|0,a+24|0,b+-12|0,c)|0;i=1;u=j;return i|0}case 5:{e=a+12|0;g=a+24|0;h=a+36|0;d=b+-12|0;_lb(a,e,g,h,c)|0;if((f[h>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=f[d>>2];f[h+4>>2]=f[d+4>>2];f[h+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[g>>2]|0)>=(f[h>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];if((f[e>>2]|0)>=(f[g>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];if((f[a>>2]|0)>=(f[e>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 1:case 0:{i=1;u=j;return i|0}default:{e=a+24|0;d=a+12|0;c=f[a>>2]|0;k=f[d>>2]|0;g=f[e>>2]|0;h=(k|0)<(g|0);do if((c|0)<(k|0)){if(h){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];break};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[d>>2]|0)<(g|0)){f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2]}}else if(h){f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];if((c|0)<(f[d>>2]|0)){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2]}}while(0);d=a+36|0;a:do if((d|0)==(b|0)){c=1;d=0}else{c=0;while(1){h=f[d>>2]|0;if((f[e>>2]|0)<(h|0)){l=d+4|0;k=f[l+4>>2]|0;g=i;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=d;while(1){f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];if((e|0)==(a|0)){e=a;break}g=e+-12|0;if((f[g>>2]|0)<(h|0)){l=e;e=g;g=l}else break}f[e>>2]=h;h=i;k=f[h+4>>2]|0;l=e+4|0;f[l>>2]=f[h>>2];f[l+4>>2]=k;c=c+1|0;if((c|0)==8){c=0;d=(d+12|0)==(b|0);break a}}e=d+12|0;if((e|0)==(b|0)){c=1;d=0;break}else{l=d;d=e;e=l}}}while(0);l=d|c;u=j;return l|0}}return 0}function amb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h;e=f[a>>2]|0;g=(e|0)>32767;if(!(b[c>>0]|0)){if(!g)if(!((e|0)<-32767?1:((f[a+4>>2]|0)+32767|0)>>>0>65534)){g=1;u=h;return g|0}b[c>>0]=1;g=amb(a,c)|0;u=h;return g|0}else{c=a+4|0;if(!g)if(!((e|0)<-32767?1:((f[c>>2]|0)+32767|0)>>>0>65534)){g=1;u=h;return g|0}g=m3a(260024,239675,45)|0;g=m3a(JEb(g,f[a>>2]|0)|0,239721,3)|0;g=JEb(g,f[c>>2]|0)|0;vEb(d,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);e=XFb(d,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(d);OEb(g,e)|0;AEb(g)|0;g=0;u=h;return g|0}return 0}function bmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function cmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function dmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;if((f[b+52>>2]|0)==-2){a:do if(c){d=b;while(1){e=f[d+56>>2]|0;if((f[d+20>>2]|0)==(f[e+4>>2]|0))d=e;else break}if((d|0)!=(b|0))do{if(!(+p[d+24>>3]==-1.e+40)){h=11;break a}d=f[d+60>>2]|0}while((d|0)!=(b|0))}else{d=b;while(1){e=f[d+60>>2]|0;if((f[d+20>>2]|0)==(f[e+4>>2]|0))d=e;else break}if((d|0)!=(b|0))do{if(!(+p[d+24>>3]==-1.e+40)){h=11;break a}d=f[d+56>>2]|0}while((d|0)!=(b|0))}while(0);if((h|0)==11)if((d|0)!=(b|0)){d=f[(c?b+56|0:b+60|0)>>2]|0;f[i>>2]=f[d+4>>2];f[i+4>>2]=0;f[i+8>>2]=d;f[d+40>>2]=0;d=dmb(a,d,c)|0;e=a+12|0;h=f[e>>2]|0;if((h|0)==(f[a+16>>2]|0))bmb(a+8|0,i);else{f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[e>>2]=(f[e>>2]|0)+12}b=d;u=j;return b|0}if(c){b=f[b+56>>2]|0;u=j;return b|0}else{b=f[b+60>>2]|0;u=j;return b|0}}g=+p[b+24>>3];do if(g==-1.e+40){d=f[(c?b+60|0:b+56|0)>>2]|0;e=f[b>>2]|0;h=(f[d>>2]|0)!=(e|0);if(!(+p[d+24>>3]==-1.e+40)){if(!h)break;a=b+16|0;i=f[a>>2]|0;f[a>>2]=e;f[b>>2]=i;break}if(h)if((f[d+16>>2]|0)!=(e|0)){a=b+16|0;i=f[a>>2]|0;f[a>>2]=e;f[b>>2]=i}}while(0);if(c){e=b;while(1){h=f[e+56>>2]|0;if((f[e+20>>2]|0)!=(f[h+4>>2]|0))break;if((f[h+52>>2]|0)==-2)break;else e=h}if(+p[e+24>>3]==-1.e+40)if((f[h+52>>2]|0)!=-2){d=e;do d=f[d+60>>2]|0;while(+p[d+24>>3]==-1.e+40);e=(f[d+16>>2]|0)>(f[h+16>>2]|0)?d:e}if((e|0)!=(b|0)){a=b;while(1){h=f[a+56>>2]|0;f[a+64>>2]=h;if(!((a|0)==(b|0)|g!=-1.e+40)){d=f[a>>2]|0;if((d|0)!=(f[(f[a+60>>2]|0)+16>>2]|0)){i=a+16|0;c=f[i>>2]|0;f[i>>2]=d;f[a>>2]=c}}if((e|0)==(h|0))break;a=h;g=+p[h+24>>3]}if(!((e|0)==(b|0)?1:+p[e+24>>3]!=-1.e+40)){d=f[e>>2]|0;if((d|0)!=(f[(f[e+60>>2]|0)+16>>2]|0)){c=e+16|0;b=f[c>>2]|0;f[c>>2]=d;f[e>>2]=b}}}d=e+56|0}else{e=b;while(1){h=f[e+60>>2]|0;if((f[e+20>>2]|0)!=(f[h+4>>2]|0))break;if((f[h+52>>2]|0)==-2)break;else e=h}if(+p[e+24>>3]==-1.e+40)if((f[h+52>>2]|0)!=-2){d=e;do d=f[d+56>>2]|0;while(+p[d+24>>3]==-1.e+40);e=(f[d+16>>2]|0)>=(f[h+16>>2]|0)?d:e}if((e|0)!=(b|0)){a=b;while(1){h=f[a+60>>2]|0;f[a+64>>2]=h;if(!((a|0)==(b|0)|g!=-1.e+40)){d=f[a>>2]|0;if((d|0)!=(f[(f[a+56>>2]|0)+16>>2]|0)){i=a+16|0;c=f[i>>2]|0;f[i>>2]=d;f[a>>2]=c}}if((e|0)==(h|0))break;a=h;g=+p[h+24>>3]}if(!((e|0)==(b|0)?1:+p[e+24>>3]!=-1.e+40)){d=f[e>>2]|0;if((d|0)!=(f[(f[e+56>>2]|0)+16>>2]|0)){c=e+16|0;b=f[c>>2]|0;f[c>>2]=d;f[e>>2]=b}}}d=e+60|0}b=f[d>>2]|0;u=j;return b|0}function emb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;r=s+4|0;p=s;q=a+76|0;Xlb(q);f[r>>2]=r;d=r+4|0;f[d>>2]=r;e=r+8|0;f[e>>2]=0;g=a+44|0;h=a+52|0;if(f[h>>2]|0){c=f[a+48>>2]|0;o=(f[g>>2]|0)+4|0;n=f[c>>2]|0;f[n+4>>2]=f[o>>2];f[f[o>>2]>>2]=n;f[h>>2]=0;if((c|0)!=(g|0)){do{o=c;c=f[c+4>>2]|0;sOb(o)}while((c|0)!=(g|0));c=f[e>>2]|0;if(c|0){m=f[d>>2]|0;n=f[r>>2]|0;o=n+4|0;l=f[m>>2]|0;f[l+4>>2]=f[o>>2];f[f[o>>2]>>2]=l;l=f[g>>2]|0;f[l+4>>2]=m;f[m>>2]=l;f[g>>2]=n;f[o>>2]=g;f[h>>2]=(f[h>>2]|0)+c;f[e>>2]=0}}}k=a+56|0;f[k>>2]=0;do if(jmb(q,r)|0){c=f[r>>2]|0;kmb(a,c);l=a+88|0;m=a+80|0;n=a+16|0;o=a+20|0;a:while(1){if(!(jmb(q,p)|0))if((f[m>>2]|0)==(f[l>>2]|0)){p=26;break}while(1){d=f[k>>2]|0;if(!d)break;e=d+80|0;g=f[e>>2]|0;h=d+76|0;i=f[h>>2]|0;f[(g|0?g+76|0:k)>>2]=i;if(i|0)f[i+80>>2]=g;f[h>>2]=0;f[e>>2]=0;if(!(lmb(a,d)|0)){p=23;break a}}c=f[o>>2]|0;d=f[n>>2]|0;if((c|0)!=(d|0)){g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[o>>2]|0;d=f[n>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if(!((d|0)==(c|0)|(e|0)==0))f[o>>2]=c+(~((c+-4-d|0)>>>2)<<2)}c=f[p>>2]|0;if(!(mmb(a,c)|0)){p=25;break}if(!(nmb(a,c)|0)){p=25;break}kmb(a,c)}if((p|0)==23){f[r>>2]=c;p=24;break}else if((p|0)==25){k=0;break}else if((p|0)==26){n=a+116|0;o=a+120|0;e=f[o>>2]|0;d=f[n>>2]|0;c=d;if((e|0)!=(d|0)){l=a+72|0;m=e-d>>2;i=0;do{g=f[c+(i<<2)>>2]|0;k=f[g+16>>2]|0;if(k|0)if(!(b[g+5>>0]|0)){h=b[l>>0]^b[g+4>>0];j=0.0;g=k;do{r=f[g+16>>2]|0;j=j+ +((f[g+4>>2]|0)+(f[r+4>>2]|0)|0)*+((f[r+8>>2]|0)-(f[g+8>>2]|0)|0);g=f[g+12>>2]|0}while((g|0)!=(k|0));if((h&255|0)==(j*.5>0.0|0)){g=k;do{q=g+12|0;r=g;g=f[q>>2]|0;r=r+16|0;f[q>>2]=f[r>>2];f[r>>2]=g}while((g|0)!=(k|0))}}i=i+1|0}while(i>>>0<m>>>0)}if((f[a+4>>2]|0)!=(f[a+8>>2]|0)){omb(a);c=f[n>>2]|0;e=f[o>>2]|0;d=c}if((e|0)!=(d|0)){h=0;do{c=f[c+(h<<2)>>2]|0;g=c+16|0;d=f[g>>2]|0;do if(d|0){if(!(b[c+5>>0]|0)){pmb(a,c);break}c=f[d+16>>2]|0;b:do if((c|0)==(d|0))c=d;else while(1){while(1){d=f[d+12>>2]|0;e=f[d+16>>2]|0;if((f[d+4>>2]|0)==(f[e+4>>2]|0))if((f[d+8>>2]|0)==(f[e+8>>2]|0))break;if((c|0)==(d|0))break b}c=(d|0)==(c|0)?e:c;r=d+12|0;f[e+12>>2]=f[r>>2];f[(f[r>>2]|0)+16>>2]=e;sOb(d);if((c|0)==(e|0)){c=e;break}else d=e}while(0);if((f[c+16>>2]|0)==(c|0)){sOb(c);f[g>>2]=0}}while(0);h=h+1|0;c=f[n>>2]|0}while(h>>>0<(f[o>>2]|0)-c>>2>>>0)}if(!(b[a+74>>0]|0)){k=1;break}qmb(a);k=1;break}}else p=24;while(0);if((p|0)==24)k=0;h=a+4|0;i=a+8|0;c=f[i>>2]|0;d=f[h>>2]|0;if((c|0)!=(d|0)){g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[i>>2]|0;d=f[h>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if(!((d|0)==(c|0)|(e|0)==0))f[i>>2]=c+(~((c+-4-d|0)>>>2)<<2)}h=a+16|0;i=a+20|0;c=f[i>>2]|0;d=f[h>>2]|0;if((c|0)==(d|0)){u=s;return k|0}else g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[i>>2]|0;d=f[h>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if((d|0)==(c|0)|(e|0)==0){u=s;return k|0}f[i>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=s;return k|0}function fmb(a){a=a|0;q4a(a,40996);Tlb(a+76|0);return}function gmb(a){a=a|0;q4a(a,40996);Tlb(a+76|0);sOb(a);return}function hmb(a){a=a|0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;q4a(a,40996);Tlb(a+76|0);return}function imb(a){a=a|0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;q4a(a,40996);Tlb(a+76|0);sOb(a);return}function jmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=f[a+56>>2]|0;p=a+60|0;a=f[p>>2]|0;if((r|0)==(a|0)){r=0;return r|0}f[b>>2]=f[r>>2];q=r;d=a-q|0;c=d>>2;k=a+-4|0;if((d|0)>4){j=f[r>>2]|0;f[r>>2]=f[k>>2];f[k>>2]=j;j=c+-1|0;if((c|0)!=2){i=(c+-3|0)/2|0;a=r+4|0;c=a;if((d|0)>12){o=r+8|0;n=(f[a>>2]|0)<(f[o>>2]|0);a=n?2:1;c=n?o:c}else a=1;d=f[c>>2]|0;h=f[r>>2]|0;if((d|0)>=(h|0)){g=r;do{o=g;g=c;f[o>>2]=d;if((i|0)<(a|0))break;a=a<<1|1;d=r+(a<<2)|0;c=d;e=a+1|0;if((e|0)<(j|0)){o=d+4|0;n=(f[d>>2]|0)<(f[o>>2]|0);a=n?e:a;c=n?o:c}d=f[c>>2]|0}while((d|0)>=(h|0));f[g>>2]=h}}}f[p>>2]=k;if((r|0)==(k|0)){r=1;return r|0}l=r+4|0;m=l;n=r+8|0;o=n;while(1){a=f[b>>2]|0;if((a|0)!=(f[r>>2]|0)){a=1;c=26;break}d=k-q|0;c=d>>2;k=k+-4|0;if((d|0)>4){f[r>>2]=f[k>>2];f[k>>2]=a;j=c+-1|0;if((c|0)!=2){i=(c+-3|0)/2|0;if((d|0)>12){c=(f[l>>2]|0)<(f[n>>2]|0);a=c?2:1;c=c?o:m}else{a=1;c=m}d=f[c>>2]|0;h=f[r>>2]|0;if((d|0)>=(h|0)){g=r;do{e=g;g=c;f[e>>2]=d;if((i|0)<(a|0))break;a=a<<1|1;d=r+(a<<2)|0;c=d;e=a+1|0;if((e|0)<(j|0)){s=d+4|0;d=(f[d>>2]|0)<(f[s>>2]|0);a=d?e:a;c=d?s:c}d=f[c>>2]|0}while((d|0)>=(h|0));f[g>>2]=h}}}f[p>>2]=k;if((r|0)==(k|0)){a=1;c=26;break}}if((c|0)==26)return a|0;return 0}function kmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0,I=0;F=u;u=u+16|0;A=F;B=a+88|0;C=a+80|0;c=f[C>>2]|0;if((c|0)==(f[B>>2]|0)){u=F;return}D=a+132|0;E=a+136|0;r=a+140|0;s=a+128|0;t=a+56|0;v=a+8|0;w=a+12|0;x=a+4|0;y=a+16|0;z=a+20|0;while(1){if((f[c>>2]|0)!=(b|0)){c=107;break}f[C>>2]=c+12;o=f[c+4>>2]|0;q=f[c+8>>2]|0;n=(o|0)!=0;do if(n){Rmb(a,o,0);if(!q){Smb(a,o);if(Tmb(a,o)|0)j=Amb(a,o,o)|0;else j=0;c=f[o+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}break}if(!(f[s>>2]|0)){f[q+72>>2]=0;f[q+68>>2]=0;c=s}else{i=q+20|0;j=q+16|0;k=q+24|0;l=q+4|0;c=o+68|0;d=f[c>>2]|0;a:do if(!d){e=o;d=0}else{m=f[q+8>>2]|0;e=o;while(1){g=f[d+8>>2]|0;do if((m|0)==(g|0)){g=f[i>>2]|0;h=f[d+20>>2]|0;if((g|0)>(h|0)){G=+p[d+24>>3]*+(g-(f[d+4>>2]|0)|0);if((f[j>>2]|0)<((f[d>>2]|0)+~~(G+(G<0.0?-.5:.5))|0))break a;else break}if((g|0)==(h|0))g=f[j>>2]|0;else{G=+p[k>>3]*+(h-(f[l>>2]|0)|0);g=(f[q>>2]|0)+~~(G+(G<0.0?-.5:.5))|0}if((f[d+16>>2]|0)>(g|0))break a}else if((m|0)<(g|0))break a;while(0);c=d+68|0;e=f[c>>2]|0;if(!e){e=d;d=0;break}else{h=d;d=e;e=h}}}while(0);f[q+68>>2]=d;d=f[c>>2]|0;if(d|0)f[d+72>>2]=q;f[q+72>>2]=e}f[c>>2]=q;Smb(a,o);f[q+44>>2]=f[o+44>>2];f[q+48>>2]=f[o+48>>2];if(Tmb(a,o)|0)j=Gmb(a,o,q,o)|0;else j=0;c=f[o+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}else{Rmb(a,q,0);Smb(a,q);if(Tmb(a,q)|0)j=Amb(a,q,q)|0;else j=0}while(0);if(q|0){k=q+24|0;if(+p[k>>3]==-1.e+40){c=f[t>>2]|0;if(!c){f[t>>2]=q;f[q+80>>2]=0;c=0}else{f[q+80>>2]=0;f[c+80>>2]=q;f[t>>2]=q}f[q+76>>2]=c;c=f[q+64>>2]|0;if(c|0){c=f[c+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}}else{c=f[q+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}if(n){if(j|0)if(+p[k>>3]==-1.e+40){d=f[z>>2]|0;c=f[y>>2]|0;if((d|0)!=(c|0))if(f[q+40>>2]|0){i=q+16|0;h=0;do{e=f[c+(h<<2)>>2]|0;g=f[e>>2]|0;m=f[g+4>>2]|0;e=e+8|0;n=f[e>>2]|0;k=f[q>>2]|0;H=f[i>>2]|0;l=(m|0)>(n|0);I=(k|0)>(H|0);if(((l?n:m)|0)<((I?k:H)|0)?((I?H:k)|0)<((l?m:n)|0):0){I=e;H=f[I>>2]|0;I=f[I+4>>2]|0;d=pOb(16)|0;f[A>>2]=d;f[d>>2]=g;f[d+4>>2]=j;c=d+8|0;f[c>>2]=H;f[c+4>>2]=I;c=f[v>>2]|0;if((c|0)==(f[w>>2]|0))Bmb(x,A);else{f[c>>2]=d;f[v>>2]=(f[v>>2]|0)+4}c=f[y>>2]|0;d=f[z>>2]|0}h=h+1|0}while(h>>>0<d-c>>2>>>0)}}if((f[o+52>>2]|0)>-1){c=f[o+72>>2]|0;if(c|0)if((f[c+8>>2]|0)==(f[o>>2]|0))if((f[c+52>>2]|0)>-1){H=c;I=c+16|0;m=o+8|0;d=o+16|0;n=d;if((X((f[m>>2]|0)-(f[n>>2]|0)|0,(f[H+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[m+4>>2]|0)-(f[n+4>>2]|0)|0,(f[H>>2]|0)-(f[I>>2]|0)|0)|0))if(f[o+40>>2]|0)if(f[c+40>>2]|0){n=Amb(a,c,o)|0;I=d;H=f[I>>2]|0;I=f[I+4>>2]|0;c=pOb(16)|0;f[A>>2]=c;f[c>>2]=j;f[c+4>>2]=n;d=c+8|0;f[d>>2]=H;f[d+4>>2]=I;d=f[v>>2]|0;if((d|0)==(f[w>>2]|0))Bmb(x,A);else{f[d>>2]=c;f[v>>2]=(f[v>>2]|0)+4}}}}g=o+68|0;c=f[g>>2]|0;if((c|0)!=(q|0)){if((f[q+52>>2]|0)>-1){d=f[q+72>>2]|0;if((f[d+52>>2]|0)>-1){H=d+8|0;I=d+16|0;m=q+8|0;e=q+16|0;n=e;if((X((f[m>>2]|0)-(f[n>>2]|0)|0,(f[H+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[m+4>>2]|0)-(f[n+4>>2]|0)|0,(f[H>>2]|0)-(f[I>>2]|0)|0)|0))if(f[q+40>>2]|0)if(f[d+40>>2]|0){c=Amb(a,d,q)|0;I=e;H=f[I>>2]|0;I=f[I+4>>2]|0;d=pOb(16)|0;f[A>>2]=d;f[d>>2]=j;f[d+4>>2]=c;c=d+8|0;f[c>>2]=H;f[c+4>>2]=I;c=f[v>>2]|0;if((c|0)==(f[w>>2]|0))Bmb(x,A);else{f[c>>2]=d;f[v>>2]=(f[v>>2]|0)+4}c=f[g>>2]|0}}}if(!((c|0)==0|(c|0)==(q|0))){d=o+8|0;do{Dmb(a,q,c,d);c=f[c+68>>2]|0}while((c|0)!=(q|0))}}}}c=f[C>>2]|0;if((c|0)==(f[B>>2]|0)){c=107;break}}if((c|0)==107){u=F;return}}function lmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0;s=0;t=u;u=u+1632|0;f[t>>2]=b;m=(f[b+40>>2]|0)==0;o=f[b>>2]|0;q=f[b+16>>2]|0;k=(o|0)<(q|0)?o:q;r=(o|0)<(q|0)?q:o;l=b;while(1){c=f[l+64>>2]|0;if(!c){s=4;break}if(+p[c+24>>3]==-1.e+40)l=c;else{j=0;break}}do if((s|0)==4){c=f[l+56>>2]|0;d=f[l+16>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[l+20>>2]|0))if(!(f[c+64>>2]|0)){j=c;break}c=f[l+60>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[l+20>>2]|0))if(!(f[c+64>>2]|0)){j=c;break}j=0}while(0);a:do if(!(f[(a+52|0)>>2]|0)){h=a+48|0;i=a+44|0;c=0;d=0}else{if((o|0)<(q|0)){d=f[(a+48|0)>>2]|0;if((a+44|0|0)==(d|0)){h=a+48|0;i=a+44|0;c=d;d=0;break}else c=d;while(1){e=f[c+8>>2]|0;if((e|0)>(o|0))break;c=f[d+4>>2]|0;d=c;if((a+44|0|0)==(d|0)){h=a+48|0;i=a+44|0;d=0;break a}}h=a+48|0;i=a+44|0;c=(e|0)<(f[l+16>>2]|0)?c:a+44|0;d=0;break}g=f[(a+48|0)>>2]|0;if((g|0)==(a+44|0|0)){h=a+48|0;i=a+44|0;c=0;d=a+44|0}else{d=a+44|0;c=a+44|0;while(1){if((f[(f[d>>2]|0)+8>>2]|0)<=(o|0))break;e=f[d>>2]|0;if((g|0)==(e|0)){h=a+48|0;i=a+44|0;c=0;d=e;break a}else{d=e;c=e}}if((c|0)==(g|0)){h=a+48|0;i=a+44|0;c=0}else{h=a+48|0;i=a+44|0;c=0;d=(f[(f[d>>2]|0)+8>>2]|0)>(f[l+16>>2]|0)?d:g}}}while(0);v=0;e=(o|0)<(q|0);g=k;k=r;o=c;q=d;r=b;f[t+32>>2]=a;f[t+80>>2]=l;f[t+88>>2]=j;f[t+96>>2]=v;f[t+144>>2]=e;f[t+152>>2]=g;f[t+160>>2]=k;f[t+208>>2]=h;f[t+216>>2]=i;f[t+272>>2]=o;f[t+368>>2]=q;f[t+456>>2]=r;f[t+1456>>2]=m;f[t+1528>>2]=s;f[t+1560>>2]=0;f[t+1564>>2]=0;cnb(t);G=f[t+1560>>2]|0;D=f[t+1564>>2]|0;H=+n[t+1564>>2];f[t+1560>>2]=0;f[t+1564>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function mmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;if(!(f[a+128>>2]|0)){a=1;return a|0}Hmb(a,b);h=a+28|0;i=a+32|0;b=f[i>>2]|0;c=f[h>>2]|0;switch(b-c>>2|0){case 1:{d=b;break}case 0:{a=1;return a|0}default:e=3}do if((e|0)==3)if(Imb(a)|0){d=f[i>>2]|0;c=f[h>>2]|0;break}else{a=0;return a|0}while(0);b=c;if((d|0)==(c|0)){d=b;b=c}else{g=a+76|0;e=0;while(1){b=f[b+(e<<2)>>2]|0;d=b+4|0;Dmb(a,f[b>>2]|0,f[d>>2]|0,b+8|0);Emb(g,f[b>>2]|0,f[d>>2]|0);if(b|0)sOb(b);e=e+1|0;b=f[i>>2]|0;c=f[h>>2]|0;d=c;if(e>>>0>=b-c>>2>>>0)break;else b=d}}if((d|0)!=(b|0))f[i>>2]=b+(~((b+-4-c|0)>>>2)<<2);f[a+56>>2]=0;a=1;return a|0}function nmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;H=u;u=u+32|0;E=H+28|0;t=H+8|0;v=H+24|0;w=H+20|0;x=H;F=H+16|0;G=a+76|0;D=a+128|0;d=f[D>>2]|0;f[F>>2]=d;a:do if(!d){C=a+44|0;B=a+52|0;A=a+56|0}else{k=a+74|0;l=a+44|0;m=a+52|0;o=a+56|0;q=a+8|0;r=a+12|0;s=a+4|0;b:while(1){h=d;c:do if((f[d+20>>2]|0)==(c|0))if(!(f[d+64>>2]|0)){d=f[h+56>>2]|0;e=f[h+16>>2]|0;if((f[d+16>>2]|0)==(e|0))if((f[d+20>>2]|0)==(f[h+20>>2]|0))if(!(f[d+64>>2]|0)){j=d;y=13}else y=10;else y=10;else y=10;if((y|0)==10){y=0;d=f[h+60>>2]|0;if((f[d+16>>2]|0)==(e|0))if((f[d+20>>2]|0)==(f[h+20>>2]|0))if(!(f[d+64>>2]|0)){j=d;y=13}}do if((y|0)==13){y=0;if((f[j+52>>2]|0)!=-2){n=+p[j+24>>3];if((f[j+68>>2]|0)==(f[j+72>>2]|0))if(n==-1.e+40){y=20;break c}else break;else if(n!=-1.e+40)break;else{y=20;break c}}}while(0);if(b[k>>0]|0){g=pOb(12)|0;f[g+8>>2]=f[h+16>>2];f[g+4>>2]=l;e=f[l>>2]|0;f[g>>2]=e;f[e+4>>2]=g;f[l>>2]=g;f[m>>2]=(f[m>>2]|0)+1}d=f[h+72>>2]|0;g=ymb(a,h)|0;if(g)g=(d|0)==0?D:d+68|0;else{z=0;y=84;break b}}else y=20;else y=20;while(0);if((y|0)==20){y=0;do if((f[h+20>>2]|0)==(c|0))if(!(f[h+64>>2]|0))y=29;else if(+p[(f[h+64>>2]|0)+24>>3]==-1.e+40){if(!(zmb(G,F)|0)){z=0;y=84;break b}d=f[F>>2]|0;if((f[d+52>>2]|0)>-1)Amb(a,d,d)|0;e=f[o>>2]|0;if(!e){f[o>>2]=d;f[d+80>>2]=0;f[d+76>>2]=0;i=d;break}else{f[d+76>>2]=e;f[d+80>>2]=0;f[e+80>>2]=d;f[o>>2]=d;i=d;break}}else y=29;else y=29;while(0);if((y|0)==29){y=0;if((f[h+20>>2]|0)==(c|0))d=f[h+16>>2]|0;else{n=+p[h+24>>3]*+(c-(f[h+4>>2]|0)|0);d=(f[h>>2]|0)+~~(n+(n<0.0?-.5:.5))|0}f[h+8>>2]=d;f[h+12>>2]=c;i=h}if(!(b[k>>0]|0))d=i;else{d=f[i+72>>2]|0;if((f[i+52>>2]|0)>-1)if((d|0)!=0&(f[i+40>>2]|0)!=0)if((f[d+52>>2]|0)>-1)if((f[d+8>>2]|0)==(f[i+8>>2]|0))if(!(f[d+40>>2]|0))d=i;else{h=i+8|0;g=f[h>>2]|0;h=f[h+4>>2]|0;I=t;f[I>>2]=g;f[I+4>>2]=h;I=Amb(a,d,t)|0;e=Amb(a,i,t)|0;d=pOb(16)|0;f[E>>2]=d;f[d>>2]=I;f[d+4>>2]=e;e=d+8|0;f[e>>2]=g;f[e+4>>2]=h;e=f[q>>2]|0;if((e|0)==(f[r>>2]|0))Bmb(s,E);else{f[e>>2]=d;f[q>>2]=(f[q>>2]|0)+4}d=f[F>>2]|0}else d=i;else d=i;else d=i;else d=i}g=d+68|0}d=f[g>>2]|0;f[F>>2]=d;if(!d){C=l;B=m;A=o;break a}}if((y|0)==84){u=H;return z|0}}while(0);j=a+48|0;f[v>>2]=f[j>>2];f[w>>2]=C;I=f[B>>2]|0;f[t>>2]=f[v>>2];f[E>>2]=f[w>>2];Cmb(t,E,I,x)|0;while(1){d=f[A>>2]|0;if(!d)break;e=d+80|0;g=f[e>>2]|0;h=d+76|0;i=f[h>>2]|0;f[(g|0?g+76|0:A)>>2]=i;if(i|0)f[i+80>>2]=g;f[h>>2]=0;f[e>>2]=0;if(!(lmb(a,d)|0)){z=0;y=84;break}}if((y|0)==84){u=H;return z|0}if(f[B>>2]|0){d=f[j>>2]|0;I=(f[a+44>>2]|0)+4|0;A=f[d>>2]|0;f[A+4>>2]=f[I>>2];f[f[I>>2]>>2]=A;f[B>>2]=0;if((d|0)!=(C|0))do{I=d;d=f[d+4>>2]|0;sOb(I)}while((d|0)!=(C|0))}d=f[D>>2]|0;f[F>>2]=d;if(!d){I=1;u=H;return I|0}k=a+8|0;l=a+12|0;m=a+4|0;d:while(1){e=d;do if((f[d+20>>2]|0)==(c|0))if(!(f[d+64>>2]|0))d=e;else{if((f[e+52>>2]|0)>-1)j=Amb(a,e,e+16|0)|0;else j=0;if(!(zmb(G,F)|0)){z=0;y=84;break d}d=f[F>>2]|0;g=f[d+72>>2]|0;i=f[d+68>>2]|0;if(g|0){h=g+8|0;if((f[h>>2]|0)==(f[d>>2]|0)){e=f[g+12>>2]|0;if(j|0?(e|0)==(f[d+4>>2]|0):0)if((f[g+52>>2]|0)>-1)if((e|0)>(f[g+20>>2]|0)){D=d+8|0;e=d+16|0;I=e;B=h;C=g+16|0;if((X((f[B>>2]|0)-(f[C>>2]|0)|0,(f[D+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[B+4>>2]|0)-(f[C+4>>2]|0)|0,(f[D>>2]|0)-(f[I>>2]|0)|0)|0))if(f[d+40>>2]|0)if(f[g+40>>2]|0){C=Amb(a,g,d)|0;I=e;D=f[I>>2]|0;I=f[I+4>>2]|0;g=pOb(16)|0;f[E>>2]=g;f[g>>2]=j;f[g+4>>2]=C;e=g+8|0;f[e>>2]=D;f[e+4>>2]=I;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0))Bmb(m,E);else{f[e>>2]=g;f[k>>2]=(f[k>>2]|0)+4}break}}}}if(i){g=i+8|0;if((f[g>>2]|0)==(f[d>>2]|0)){e=f[i+12>>2]|0;if(j|0?(e|0)==(f[d+4>>2]|0):0)if((f[i+52>>2]|0)>-1)if((e|0)>(f[i+20>>2]|0)){D=d+8|0;e=d+16|0;I=e;B=g;C=i+16|0;if((X((f[B>>2]|0)-(f[C>>2]|0)|0,(f[D+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[B+4>>2]|0)-(f[C+4>>2]|0)|0,(f[D>>2]|0)-(f[I>>2]|0)|0)|0))if(f[d+40>>2]|0)if(f[i+40>>2]|0){C=Amb(a,i,d)|0;I=e;D=f[I>>2]|0;I=f[I+4>>2]|0;g=pOb(16)|0;f[E>>2]=g;f[g>>2]=j;f[g+4>>2]=C;e=g+8|0;f[e>>2]=D;f[e+4>>2]=I;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0))Bmb(m,E);else{f[e>>2]=g;f[k>>2]=(f[k>>2]|0)+4}}}}}}else d=e;while(0);d=f[d+68>>2]|0;f[F>>2]=d;if(!d){z=1;y=84;break}}if((y|0)==84){u=H;return z|0}return 0}function omb(a){a=a|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+16|0;s=C;x=a+4|0;y=a+8|0;c=f[x>>2]|0;if((f[y>>2]|0)==(c|0)){u=C;return}z=a+116|0;A=a+116|0;B=a+120|0;t=a+124|0;v=a+73|0;w=a+72|0;r=0;do{j=f[c+(r<<2)>>2]|0;e=f[z>>2]|0;p=f[e+(f[f[j>>2]>>2]<<2)>>2]|0;while(1){c=f[e+(f[p>>2]<<2)>>2]|0;if((p|0)==(c|0))break;else p=c}k=j+4|0;i=f[e+(f[f[k>>2]>>2]<<2)>>2]|0;while(1){c=f[e+(f[i>>2]<<2)>>2]|0;if((i|0)==(c|0))break;else i=c}n=p+16|0;a:do if(f[n>>2]|0){g=i+16|0;if(f[g>>2]|0)if(!(b[p+5>>0]|0))if(!(b[i+5>>0]|0)){h=(p|0)==(i|0);b:do if(h){e=p;l=p}else{c=p;while(1){c=f[c+8>>2]|0;if((c|0)==(i|0)){e=i;l=i;break b}if(!c){c=i;break}}do{c=f[c+8>>2]|0;if((c|0)==(p|0)){e=p;l=i;break b}}while((c|0)!=0);e=umb(p,i)|0;l=i}while(0);if(vmb(a,j,p,l)|0){if(!h){f[g>>2]=0;f[l+20>>2]=0;f[i>>2]=f[p>>2];b[p+4>>0]=b[e+4>>0]|0;c=l+8|0;if((e|0)==(l|0))f[p+8>>2]=f[c>>2];f[c>>2]=p;if(!(b[v>>0]|0))break;c=f[B>>2]|0;e=f[A>>2]|0;j=e;if((c|0)==(e|0))break;g=c-e>>2;e=0;while(1){h=f[j+(e<<2)>>2]|0;i=h+8|0;c=f[i>>2]|0;c:do if(!c)c=0;else while(1){if(f[c+16>>2]|0)break c;c=f[c+8>>2]|0;if(!c){c=0;break}}while(0);if((c|0)==(l|0)&(f[h+16>>2]|0)!=0)f[i>>2]=p;e=e+1|0;if(e>>>0>=g>>>0)break a}}f[n>>2]=f[j>>2];f[p+20>>2]=0;c=pOb(24)|0;f[s>>2]=c;b[c+4>>0]=0;b[c+5>>0]=0;e=c+8|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;e=f[B>>2]|0;if((e|0)==(f[t>>2]|0)){rmb(A,s);m=f[B>>2]|0}else{f[e>>2]=c;m=(f[B>>2]|0)+4|0;f[B>>2]=m}j=f[A>>2]|0;o=f[s>>2]|0;f[o>>2]=(m-j>>2)+-1;g=f[k>>2]|0;i=o+16|0;f[i>>2]=g;e=f[o>>2]|0;c=g;do{f[c>>2]=e;c=f[c+16>>2]|0}while((c|0)!=(g|0));h=f[n>>2]|0;c=g;do{e=smb(c+4|0,h)|0;if((e|0)>-1){q=28;break}c=f[c+12>>2]|0}while((c|0)!=(g|0));if((q|0)==28){q=0;if(!e){c=h;while(1){i=smb(c+4|0,g)|0;if((i|0)>-1){q=39;break}c=f[c+12>>2]|0;if((c|0)==(h|0)){q=38;break}}if((q|0)==38){q=0;e=p+4|0;c=b[e>>0]|0;b[o+4>>0]=c}else if((q|0)==39){q=0;e=p+4|0;c=b[e>>0]|0;b[o+4>>0]=c;if(!i){f[o+8>>2]=f[p+8>>2];if(!(b[v>>0]|0))break;l=j;if((m|0)==(j|0))break;j=m-j>>2;i=0;while(1){e=f[l+(i<<2)>>2]|0;k=e+8|0;c=f[k>>2]|0;d:do if(!c)c=0;else while(1){if(f[c+16>>2]|0)break d;c=f[c+8>>2]|0;if(!c){c=0;break}}while(0);h=f[e+16>>2]|0;do if((c|0)==(p|0)&(h|0)!=0){c=h;do{e=smb(c+4|0,g)|0;if((e|0)>-1){q=56;break}c=f[c+12>>2]|0}while((c|0)!=(h|0));if((q|0)==56){q=0;if(!e)break}f[k>>2]=o}while(0);i=i+1|0;if(i>>>0>=j>>>0)break a}}}c=c^1;b[e>>0]=c;m=p+8|0;f[o+8>>2]=f[m>>2];f[m>>2]=o;if(b[v>>0]|0){tmb(a,p,o);c=b[e>>0]|0;h=f[n>>2]|0}e=(b[w>>0]^c)&255;g=(h|0)==0;if(g)d=0.0;else{d=0.0;c=h;do{p=f[c+16>>2]|0;d=d+ +((f[c+4>>2]|0)+(f[p+4>>2]|0)|0)*+((f[p+8>>2]|0)-(f[c+8>>2]|0)|0);c=f[c+12>>2]|0}while((c|0)!=(h|0));d=d*.5}if((e|0)!=(d>0.0|0)|g)break;else c=h;while(1){o=c+12|0;p=c;c=f[o>>2]|0;p=p+16|0;f[o>>2]=f[p>>2];f[p>>2]=c;if((c|0)==(h|0))break a}}}e=o+4|0;c=b[p+4>>0]^1;b[e>>0]=c;f[o+8>>2]=p;if(b[v>>0]|0){tmb(a,o,p);c=b[e>>0]|0;g=f[i>>2]|0}e=(b[w>>0]^c)&255;if(!g)d=0.0;else{d=0.0;c=g;do{p=f[c+16>>2]|0;d=d+ +((f[c+4>>2]|0)+(f[p+4>>2]|0)|0)*+((f[p+8>>2]|0)-(f[c+8>>2]|0)|0);c=f[c+12>>2]|0}while((c|0)!=(g|0));d=d*.5}if(!((e|0)!=(d>0.0|0)|(g|0)==0)){c=g;do{o=c+12|0;p=c;c=f[o>>2]|0;p=p+16|0;f[o>>2]=f[p>>2];f[p>>2]=c}while((c|0)!=(g|0))}}}}while(0);r=r+1|0;c=f[x>>2]|0}while(r>>>0<(f[y>>2]|0)-c>>2>>>0);u=C;return}function pmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;f[c+20>>2]=0;r=c+16|0;d=f[r>>2]|0;if(!(b[a+112>>0]|0))e=(b[a+74>>0]|0)!=0;else e=1;c=d;g=c+16|0;a=f[g>>2]|0;a:do if((a|0)==(c|0)){a=c;q=22}else{if(e){e=0;p=g}else{e=0;l=g;b:while(1){i=c+12|0;j=f[i>>2]|0;k=j;if((a|0)==(j|0))break a;g=c+4|0;h=f[g>>2]|0;if((h|0)==(f[j+4>>2]|0))if((f[c+8>>2]|0)==(f[j+8>>2]|0))q=30;else q=27;else q=27;do if((q|0)==27){q=0;if((h|0)==(f[a+4>>2]|0))if((f[c+8>>2]|0)==(f[a+8>>2]|0)){q=30;break}o=a+4|0;m=g;p=f[m>>2]|0;m=f[m+4>>2]|0;n=j+4|0;if((X(p-(f[n>>2]|0)|0,(f[o+4>>2]|0)-m|0)|0)==(X(m-(f[n+4>>2]|0)|0,(f[o>>2]|0)-p|0)|0))q=30;else{if((e|0)==(c|0))break b;e=(e|0)==0?c:e;d=k}}while(0);if((q|0)==30){q=0;f[a+12>>2]=k;f[(f[i>>2]|0)+16>>2]=f[l>>2];p=f[l>>2]|0;sOb(d);e=0;d=p}c=d;l=c+16|0;a=f[l>>2]|0;if((a|0)==(c|0)){a=c;q=22;break a}}f[r>>2]=c;return}c:while(1){n=c+12|0;i=f[n>>2]|0;o=i;if((a|0)==(i|0))break a;h=c+4|0;g=f[h>>2]|0;if((g|0)==(f[i+4>>2]|0))if((f[c+8>>2]|0)==(f[i+8>>2]|0))q=19;else q=8;else q=8;d:do if((q|0)==8){q=0;if((g|0)==(f[a+4>>2]|0))if((f[c+8>>2]|0)==(f[a+8>>2]|0)){q=19;break}m=a+4|0;l=f[m>>2]|0;m=f[m+4>>2]|0;k=h;j=f[k>>2]|0;k=f[k+4>>2]|0;h=i+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;do if((X(j-g|0,m-k|0)|0)==(X(k-h|0,l-j|0)|0)){i=(l|0)==(g|0);if(i&(m|0)==(h|0)){q=19;break d}if((l|0)==(j|0)&(m|0)==(k|0)){q=19;break d}if((j|0)==(g|0)&(k|0)==(h|0)){q=19;break d}if(i)if((m|0)<(k|0)^(k|0)<(h|0)){q=19;break d}else break;else if((l|0)<(j|0)^(j|0)<(g|0)){q=19;break d}else break}while(0);if((e|0)==(c|0))break c;e=(e|0)==0?c:e;d=o}while(0);if((q|0)==19){q=0;f[a+12>>2]=o;f[(f[n>>2]|0)+16>>2]=f[p>>2];p=f[p>>2]|0;sOb(d);e=0;d=p}c=d;p=c+16|0;a=f[p>>2]|0;if((a|0)==(c|0)){a=c;q=22;break a}}f[r>>2]=c;return}while(0);if((q|0)==22)if(!d){q=0;f[r>>2]=q;return}else c=a;f[a+12>>2]=0;do{q=c;c=f[c+12>>2]|0;sOb(q)}while((c|0)!=0);c=0;f[r>>2]=c;return}function qmb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+16|0;y=D;z=a+116|0;A=a+120|0;c=f[z>>2]|0;if((f[A>>2]|0)==(c|0)){u=D;return}B=a+124|0;C=a+73|0;x=0;do{r=f[c+(x<<2)>>2]|0;x=x+1|0;s=r+16|0;c=f[s>>2]|0;a:do if(c|0)if(!(b[r+5>>0]|0)){t=r+4|0;v=r+8|0;q=c;do{p=q+12|0;d=f[p>>2]|0;if((d|0)==(c|0))break a;m=q+4|0;n=q+8|0;o=q+16|0;c=d;do{b:do if((f[m>>2]|0)==(f[c+4>>2]|0))if((f[n>>2]|0)==(f[c+8>>2]|0))if((f[c+12>>2]|0)!=(q|0)){d=c+16|0;e=f[d>>2]|0;if((e|0)!=(q|0)){l=f[o>>2]|0;f[o>>2]=e;f[e+12>>2]=q;f[d>>2]=l;f[l+12>>2]=c;f[s>>2]=q;d=pOb(24)|0;f[y>>2]=d;b[d+4>>0]=0;b[d+5>>0]=0;e=d+8|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;e=f[A>>2]|0;if((e|0)==(f[B>>2]|0)){rmb(z,y);i=f[A>>2]|0}else{f[e>>2]=d;i=(f[A>>2]|0)+4|0;f[A>>2]=i}h=f[z>>2]|0;l=f[y>>2]|0;f[l>>2]=(i-h>>2)+-1;f[l+16>>2]=c;e=f[l>>2]|0;d=c;do{f[d>>2]=e;d=f[d+16>>2]|0}while((d|0)!=(c|0));g=f[s>>2]|0;d=c;do{e=smb(d+4|0,g)|0;if((e|0)>-1){w=21;break}d=f[d+12>>2]|0}while((d|0)!=(c|0));if((w|0)==21){w=0;if(!e){d=g;while(1){e=smb(d+4|0,c)|0;if((e|0)>-1){w=27;break}d=f[d+12>>2]|0;if((d|0)==(g|0)){w=26;break}}if((w|0)==26){w=0;c=b[t>>0]|0;b[l+4>>0]=c}else if((w|0)==27){w=0;d=b[t>>0]|0;b[l+4>>0]=d;if(!e){f[l+8>>2]=f[v>>2];if(!(b[C>>0]|0)){c=q;break}k=h;if((i|0)==(h|0)){c=q;break}i=i-h>>2;h=0;while(1){e=f[k+(h<<2)>>2]|0;j=e+8|0;d=f[j>>2]|0;c:do if(!d)d=0;else while(1){if(f[d+16>>2]|0)break c;d=f[d+8>>2]|0;if(!d){d=0;break}}while(0);g=f[e+16>>2]|0;do if((d|0)==(r|0)&(g|0)!=0){d=g;do{e=smb(d+4|0,c)|0;if((e|0)>-1){w=39;break}d=f[d+12>>2]|0}while((d|0)!=(g|0));if((w|0)==39){w=0;if(!e)break}f[j>>2]=l}while(0);h=h+1|0;if(h>>>0>=i>>>0){c=q;break b}}}else c=d}b[t>>0]=c^1;f[l+8>>2]=f[v>>2];f[v>>2]=l;if(!(b[C>>0]|0)){c=q;break}tmb(a,r,l);c=q;break}}b[l+4>>0]=b[t>>0]^1;f[l+8>>2]=r;if(!(b[C>>0]|0))c=q;else{tmb(a,l,r);c=q}}}while(0);c=f[c+12>>2]|0}while((c|0)!=(f[s>>2]|0));q=f[p>>2]|0}while((q|0)!=(c|0))}while(0);c=f[z>>2]|0}while(x>>>0<(f[A>>2]|0)-c>>2>>>0);u=D;return}function rmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function smb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=f[a+4>>2]|0;k=f[a>>2]|0;j=b;a=0;a:while(1){g=j;j=f[j+12>>2]|0;i=f[j+8>>2]|0;if((i|0)==(l|0)){e=f[j+4>>2]|0;if((e|0)==(k|0)){a=-1;m=16;break}c=f[g+8>>2]|0;if((c|0)==(l|0)){if(!((e|0)>(k|0)^(f[g+4>>2]|0)<(k|0))){a=-1;m=16;break}if((i|0)<(l|0)){c=l;m=9}}else m=8}else{c=f[g+8>>2]|0;m=8}if((m|0)==8){m=0;if((c|0)<(l|0)^(i|0)<(l|0))m=9}do if((m|0)==9){m=0;e=f[g+4>>2]|0;g=f[j+4>>2]|0;h=(g|0)>(k|0);if((e|0)<(k|0)){if(!h)break;d=+(i-l|0)*+(e-k|0)-+(c-l|0)*+(g-k|0);if(d!=0.0){a=(i|0)>(c|0)^d>0.0?a:1-a|0;break}else{a=-1;m=16;break a}}if(h){a=1-a|0;break}else{d=+(i-l|0)*+(e-k|0)-+(c-l|0)*+(g-k|0);if(d!=0.0){a=(i|0)>(c|0)^d>0.0?a:1-a|0;break}else{a=-1;m=16;break a}}}while(0);if((j|0)==(b|0)){m=16;break}}if((m|0)==16)return a|0;return 0}function tmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=f[c+8>>2]|0;d=f[a+120>>2]|0;a=f[a+116>>2]|0;l=a;if((d|0)==(a|0))return;m=b+16|0;n=c+16|0;k=d-a>>2;j=0;do{a=f[l+(j<<2)>>2]|0;h=f[a+16>>2]|0;a:do if(!((a|0)==(b|0)|((a|0)==(c|0)|(h|0)==0))){i=a+8|0;g=f[i>>2]|0;b:do if(!g)a=0;else{a=g;while(1){if(f[a+16>>2]|0)break b;a=f[a+8>>2]|0;if(!a){a=0;break}}}while(0);if((a|0)==(c|0)|((a|0)==(o|0)|(a|0)==(b|0))){d=f[m>>2]|0;a=h;while(1){e=smb(a+4|0,d)|0;if((e|0)>-1){p=12;break}a=f[a+12>>2]|0;if((a|0)==(h|0)){a=b;break}}c:do if((p|0)==12){p=0;if(!e){d=f[n>>2]|0;a=h;while(1){e=smb(a+4|0,d)|0;if((e|0)>-1)break;a=f[a+12>>2]|0;if((a|0)==(h|0)){a=c;break c}}if(!e)if((g|0)==(b|0)|(g|0)==(c|0))a=o;else break a;else a=c}else a=b}while(0);f[i>>2]=a}}while(0);j=j+1|0}while(j>>>0<k>>>0);return}function umb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+20|0;c=f[l>>2]|0;if(!c){e=f[a+16>>2]|0;d=f[e+12>>2]|0;a:do if((d|0)==(e|0))c=e;else{c=e;h=f[e+8>>2]|0;b:while(1){i=c+4|0;j=0;c:while(1){g=d;while(1){e=f[g+8>>2]|0;if((e|0)>(h|0))break c;if((e|0)==(h|0)){d=f[g+4>>2]|0;e=f[i>>2]|0;if((d|0)<=(e|0)){if((d|0)<(e|0)){e=h;break c}d=f[g+12>>2]|0;if((d|0)!=(c|0))break}}d=f[g+12>>2]|0;if((d|0)==(c|0))break b;else g=d}j=(f[g+16>>2]|0)==(c|0)?j:g}d=f[g+12>>2]|0;if((d|0)==(g|0)){c=g;break a}else{c=g;h=e}}if(!((j|0)==0|(j|0)==(c|0))){d=c;e=j;do{g=xmb(c,e)|0;d=g?d:e;g=f[d+4>>2]|0;h=f[d+8>>2]|0;while(1){e=f[e+12>>2]|0;if((f[e+4>>2]|0)!=(g|0))continue;if((f[e+8>>2]|0)==(h|0))break}}while((e|0)!=(c|0));c=d}}while(0);f[l>>2]=c}k=b+20|0;d=f[k>>2]|0;if(!d){e=f[b+16>>2]|0;c=f[e+12>>2]|0;d:do if((c|0)==(e|0))d=e;else{d=e;i=f[e+8>>2]|0;e:while(1){h=d+4|0;j=0;f:while(1){g=c;while(1){e=f[g+8>>2]|0;if((e|0)>(i|0))break f;if((e|0)==(i|0)){c=f[g+4>>2]|0;e=f[h>>2]|0;if((c|0)<=(e|0)){if((c|0)<(e|0)){e=i;break f}c=f[g+12>>2]|0;if((c|0)!=(d|0))break}}c=f[g+12>>2]|0;if((c|0)==(d|0))break e;else g=c}j=(f[g+16>>2]|0)==(d|0)?j:g}c=f[g+12>>2]|0;if((c|0)==(g|0)){d=g;break d}else{d=g;i=e}}if(!((j|0)==0|(j|0)==(d|0))){c=d;e=j;do{g=xmb(d,e)|0;c=g?c:e;g=f[c+4>>2]|0;h=f[c+8>>2]|0;while(1){e=f[e+12>>2]|0;if((f[e+4>>2]|0)!=(g|0))continue;if((f[e+8>>2]|0)==(h|0))break}}while((e|0)!=(d|0));d=c}}while(0);f[k>>2]=d;c=f[l>>2]|0}e=f[c+8>>2]|0;g=f[d+8>>2]|0;if((e|0)>(g|0)){b=a;return b|0}if((e|0)<(g|0))return b|0;e=f[c+4>>2]|0;g=f[d+4>>2]|0;if((e|0)<(g|0)){b=a;return b|0}if((e|0)>(g|0))return b|0;if((f[c+12>>2]|0)==(c|0))return b|0;if((f[d+12>>2]|0)==(d|0)){b=a;return b|0}l=xmb(c,d)|0;b=l?a:b;return b|0}function vmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+32|0;x=B+24|0;s=B+16|0;t=B+12|0;v=B+8|0;w=B;q=f[b>>2]|0;A=b+4|0;m=f[A>>2]|0;z=q+4|0;j=f[q+8>>2]|0;i=b+8|0;if((j|0)!=(f[b+12>>2]|0)){r=q+12|0;a=f[r>>2]|0;g=a+4|0;h=f[g>>2]|0;e=f[z>>2]|0;a:do if((h|0)==(e|0))while(1){if((a|0)==(q|0)?1:(f[a+8>>2]|0)!=(j|0)){h=a;a=g;break a}a=f[a+12>>2]|0;g=a+4|0;if((f[g>>2]|0)!=(h|0)){h=a;a=g;break}}else{h=a;a=g}while(0);if((f[h+8>>2]|0)>(j|0))y=42;else{v=z;g=f[v>>2]|0;w=a;x=f[w>>2]|0;w=f[w+4>>2]|0;e=i;a=f[e>>2]|0;e=f[e+4>>2]|0;if((X(x-a|0,(f[v+4>>2]|0)-w|0)|0)==(X(w-e|0,g-x|0)|0))p=0;else{e=g;y=42}}if((y|0)==42){h=q;do{h=f[h+16>>2]|0;a=h+4|0;g=f[h+8>>2]|0;if((f[a>>2]|0)!=(e|0))break}while(!((h|0)==(q|0)|(g|0)!=(j|0)));if((g|0)>(j|0)){b=0;u=B;return b|0}w=z;v=a;x=f[v>>2]|0;v=f[v+4>>2]|0;e=i;a=f[e>>2]|0;e=f[e+4>>2]|0;if((X(x-a|0,(f[w+4>>2]|0)-v|0)|0)==(X(v-e|0,(f[w>>2]|0)-x|0)|0))p=1;else{b=0;u=B;return b|0}}n=m+12|0;g=f[n>>2]|0;i=g+4|0;o=m+4|0;j=f[i>>2]|0;k=f[o>>2]|0;l=f[m+8>>2]|0;b:do if((j|0)==(k|0))while(1){if((g|0)==(m|0)?1:(f[g+8>>2]|0)!=(l|0)){j=g;break b}g=f[g+12>>2]|0;i=g+4|0;if((f[i>>2]|0)!=(j|0)){j=g;break}}else j=g;while(0);if((f[j+8>>2]|0)>(l|0))y=52;else{v=o;g=f[v>>2]|0;w=i;x=f[w>>2]|0;w=f[w+4>>2]|0;if((X(x-a|0,(f[v+4>>2]|0)-w|0)|0)==(X(w-e|0,g-x|0)|0)){a=j;e=0}else{k=g;y=52}}if((y|0)==52){g=m;do{g=f[g+16>>2]|0;i=g+4|0;j=f[g+8>>2]|0;if((f[i>>2]|0)!=(k|0))break}while(!((g|0)==(m|0)|(j|0)!=(l|0)));if((j|0)>(l|0)){b=0;u=B;return b|0}x=o;w=i;y=f[w>>2]|0;w=f[w+4>>2]|0;if((X(y-a|0,(f[x+4>>2]|0)-w|0)|0)==(X(w-e|0,(f[x>>2]|0)-y|0)|0)){a=g;e=1}else{b=0;u=B;return b|0}}if((h|0)==(a|0)|((h|0)==(q|0)|(a|0)==(m|0))){b=0;u=B;return b|0}if(!((c|0)!=(d|0)|p^e)){b=0;u=B;return b|0}a=pOb(20)|0;c=z;d=f[c+4>>2]|0;z=a+4|0;f[z>>2]=f[c>>2];f[z+4>>2]=d;f[a>>2]=f[q>>2];if(p){c=q+16|0;z=f[c>>2]|0;f[a+16>>2]=z;d=a+12|0;f[d>>2]=q;f[z+12>>2]=a;f[c>>2]=a;z=pOb(20)|0;w=o;x=f[w+4>>2]|0;y=z+4|0;f[y>>2]=f[w>>2];f[y+4>>2]=x;f[z>>2]=f[m>>2];y=f[n>>2]|0;f[z+12>>2]=y;f[y+16>>2]=z;f[c>>2]=m;f[n>>2]=q;f[d>>2]=z;f[z+16>>2]=a;f[b>>2]=q;f[A>>2]=a;b=1;u=B;return b|0}else{z=f[r>>2]|0;f[a+12>>2]=z;d=a+16|0;f[d>>2]=q;f[z+16>>2]=a;f[r>>2]=a;z=pOb(20)|0;x=o;y=f[x+4>>2]|0;c=z+4|0;f[c>>2]=f[x>>2];f[c+4>>2]=y;f[z>>2]=f[m>>2];c=m+16|0;y=f[c>>2]|0;f[z+16>>2]=y;f[y+12>>2]=z;f[r>>2]=m;f[c>>2]=q;f[d>>2]=z;f[z+12>>2]=a;f[b>>2]=q;f[A>>2]=a;b=1;u=B;return b|0}}g=f[i>>2]|0;if((g|0)==(f[z>>2]|0))if((g|0)==(f[m+4>>2]|0))if((j|0)==(f[m+8>>2]|0)){if((c|0)==(d|0))a=q;else{b=0;u=B;return b|0}do{a=f[a+12>>2]|0;if((a|0)==(q|0)){a=q;break}if((f[a+4>>2]|0)!=(g|0))break}while((f[a+8>>2]|0)==(j|0));e=(f[a+8>>2]|0)>(j|0);a=m;do{a=f[a+12>>2]|0;if((a|0)==(m|0)){a=m;break}if((f[a+4>>2]|0)!=(g|0))break}while((f[a+8>>2]|0)==(j|0));if(!(e^(f[a+8>>2]|0)>(j|0))){b=0;u=B;return b|0}k=pOb(20)|0;c=z;d=f[c+4>>2]|0;z=k+4|0;f[z>>2]=f[c>>2];f[z+4>>2]=d;f[k>>2]=f[q>>2];if(e){h=q+16|0;i=f[h>>2]|0;f[k+16>>2]=i;e=k+12|0;f[e>>2]=q;f[i+12>>2]=k;f[h>>2]=k;i=pOb(20)|0;a=m+4|0;j=f[a+4>>2]|0;g=i+4|0;f[g>>2]=f[a>>2];f[g+4>>2]=j;f[i>>2]=f[m>>2];g=m+12|0;j=f[g>>2]|0;f[i+12>>2]=j;a=i+16|0;f[a>>2]=m;j=j+16|0}else{h=q+12|0;i=f[h>>2]|0;f[k+12>>2]=i;e=k+16|0;f[e>>2]=q;f[i+16>>2]=k;f[h>>2]=k;i=pOb(20)|0;a=m+4|0;j=f[a+4>>2]|0;g=i+4|0;f[g>>2]=f[a>>2];f[g+4>>2]=j;f[i>>2]=f[m>>2];g=m+16|0;j=f[g>>2]|0;f[i+16>>2]=j;a=i+12|0;f[a>>2]=m;j=j+12|0}f[j>>2]=i;f[h>>2]=m;f[g>>2]=q;f[e>>2]=i;f[a>>2]=k;f[b>>2]=q;f[A>>2]=k;b=1;u=B;return b|0}else r=q;else r=q;else r=q;while(1){a=f[r+16>>2]|0;if((a|0)==(m|0)|((a|0)==(q|0)?1:(f[a+8>>2]|0)!=(j|0))){a=j;break}else r=a}while(1){e=f[q+12>>2]|0;z=a;a=f[e+8>>2]|0;g=(e|0)==(r|0);if(!((e|0)!=(m|0)&((g|(a|0)!=(z|0))^1)))break;else q=e}o=r+4|0;p=q+4|0;if(g|(e|0)==(m|0)){b=0;u=B;return b|0}e=f[m+8>>2]|0;n=m;while(1){a=f[n+16>>2]|0;if((a|0)==(q|0)|((a|0)==(m|0)?1:(f[a+8>>2]|0)!=(e|0)))break;else n=a}while(1){a=f[m+12>>2]|0;z=e;e=f[a+8>>2]|0;g=(a|0)==(n|0);if(!((a|0)!=(r|0)&((g|(e|0)!=(z|0))^1)))break;else m=a}k=n+4|0;l=m+4|0;if(g|(a|0)==(r|0)){b=0;u=B;return b|0}h=f[o>>2]|0;i=f[p>>2]|0;j=f[k>>2]|0;e=f[l>>2]|0;f[x>>2]=h;f[s>>2]=i;f[t>>2]=j;f[v>>2]=e;a=(j|0)<(e|0);do if((h|0)<(i|0))if(a){g=(h|0)<(j|0)?j:h;a=(e|0)<(i|0)?v:s;break}else{g=(h|0)<(e|0)?e:h;a=(j|0)<(i|0)?t:s;break}else if(a){g=(i|0)<(j|0)?j:i;a=(e|0)<(h|0)?v:x;break}else{g=(i|0)<(e|0)?e:i;a=(j|0)<(h|0)?t:x;break}while(0);a=f[a>>2]|0;if((g|0)>=(a|0)){b=0;u=B;return b|0}if((h|0)<(g|0)|(h|0)>(a|0))if((j|0)<(g|0)|(j|0)>(a|0)){a=(i|0)<(g|0)|(i|0)>(a|0);e=a?k:o;g=a?l:p;a=a?l:p}else{e=l;g=k;a=k}else{e=p;g=o;a=o}d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;z=(f[g>>2]|0)>(f[e>>2]|0);f[b>>2]=r;f[A>>2]=n;b=w;f[b>>2]=c;f[b+4>>2]=d;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];b=wmb(r,q,n,m,x,z)|0;u=B;return b|0}function wmb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=(f[a+4>>2]|0)<=(f[b+4>>2]|0);n=(f[c+4>>2]|0)<=(f[d+4>>2]|0);if(!(q^n)){g=0;return g|0}m=f[e>>2]|0;p=e+4|0;do if(q){b=a;while(1){d=f[b+12>>2]|0;a=f[d+4>>2]|0;if((a|0)>(m|0))break;if((a|0)<(f[b+4>>2]|0))break;if((f[d+8>>2]|0)==(f[p>>2]|0))b=d;else break}if(g)b=(f[b+4>>2]|0)==(m|0)?b:d;l=pOb(20)|0;j=l+4|0;i=b+4|0;h=f[i>>2]|0;i=f[i+4>>2]|0;k=j;f[k>>2]=h;f[k+4>>2]=i;k=f[b>>2]|0;f[l>>2]=k;if(g){d=b+16|0;a=f[d>>2]|0;f[l+16>>2]=a;f[l+12>>2]=b;a=a+12|0}else{d=b+12|0;a=f[d>>2]|0;f[l+12>>2]=a;f[l+16>>2]=b;a=a+16|0}f[a>>2]=l;f[d>>2]=l;if((m|0)==(h|0))if((f[p>>2]|0)==(i|0)){a=l;o=b;h=m;break}m=e;h=f[m>>2]|0;m=f[m+4>>2]|0;a=j;f[a>>2]=h;f[a+4>>2]=m;a=pOb(20)|0;o=a+4|0;f[o>>2]=h;f[o+4>>2]=m;f[a>>2]=k;if(g){b=l+16|0;d=f[b>>2]|0;f[a+16>>2]=d;f[a+12>>2]=l;d=d+12|0}else{b=l+12|0;d=f[b>>2]|0;f[a+12>>2]=d;f[a+16>>2]=l;d=d+16|0}f[d>>2]=a;f[b>>2]=a;o=l}else{b=a;while(1){d=f[b+12>>2]|0;a=f[d+4>>2]|0;if((a|0)<(m|0))break;if((a|0)>(f[b+4>>2]|0))break;if((f[d+8>>2]|0)==(f[p>>2]|0))b=d;else break}if(!g)b=(f[b+4>>2]|0)==(m|0)?b:d;l=pOb(20)|0;j=l+4|0;i=b+4|0;h=f[i>>2]|0;i=f[i+4>>2]|0;k=j;f[k>>2]=h;f[k+4>>2]=i;k=f[b>>2]|0;f[l>>2]=k;if(g){d=b+12|0;a=f[d>>2]|0;f[l+12>>2]=a;f[l+16>>2]=b;a=a+16|0}else{d=b+16|0;a=f[d>>2]|0;f[l+16>>2]=a;f[l+12>>2]=b;a=a+12|0}f[a>>2]=l;f[d>>2]=l;if((m|0)==(h|0))if((f[p>>2]|0)==(i|0)){a=l;o=b;h=m;break}m=e;h=f[m>>2]|0;m=f[m+4>>2]|0;a=j;f[a>>2]=h;f[a+4>>2]=m;a=pOb(20)|0;o=a+4|0;f[o>>2]=h;f[o+4>>2]=m;f[a>>2]=k;if(g){b=l+12|0;d=f[b>>2]|0;f[a+12>>2]=d;f[a+16>>2]=l;d=d+16|0}else{b=l+16|0;d=f[b>>2]|0;f[a+16>>2]=d;f[a+12>>2]=l;d=d+12|0}f[d>>2]=a;f[b>>2]=a;o=l}while(0);do if(n){while(1){b=f[c+12>>2]|0;d=f[b+4>>2]|0;if((d|0)>(h|0))break;if((d|0)<(f[c+4>>2]|0))break;if((f[b+8>>2]|0)==(f[p>>2]|0))c=b;else break}if(g)c=(f[c+4>>2]|0)==(h|0)?c:b;m=pOb(20)|0;i=m+4|0;k=c+4|0;j=f[k>>2]|0;k=f[k+4>>2]|0;l=i;f[l>>2]=j;f[l+4>>2]=k;l=f[c>>2]|0;f[m>>2]=l;if(g){b=c+16|0;d=f[b>>2]|0;f[m+16>>2]=d;f[m+12>>2]=c;d=d+12|0}else{b=c+12|0;d=f[b>>2]|0;f[m+12>>2]=d;f[m+16>>2]=c;d=d+16|0}f[d>>2]=m;f[b>>2]=m;if((h|0)==(j|0))if((f[p>>2]|0)==(k|0)){d=m;break}p=e;n=f[p>>2]|0;p=f[p+4>>2]|0;d=i;f[d>>2]=n;f[d+4>>2]=p;d=pOb(20)|0;e=d+4|0;f[e>>2]=n;f[e+4>>2]=p;f[d>>2]=l;if(g){c=m+16|0;b=f[c>>2]|0;f[d+16>>2]=b;f[d+12>>2]=m;b=b+12|0}else{c=m+12|0;b=f[c>>2]|0;f[d+12>>2]=b;f[d+16>>2]=m;b=b+16|0}f[b>>2]=d;f[c>>2]=d;c=m}else{while(1){b=f[c+12>>2]|0;d=f[b+4>>2]|0;if((d|0)<(h|0))break;if((d|0)>(f[c+4>>2]|0))break;if((f[b+8>>2]|0)==(f[p>>2]|0))c=b;else break}if(!g)c=(f[c+4>>2]|0)==(h|0)?c:b;m=pOb(20)|0;i=m+4|0;k=c+4|0;j=f[k>>2]|0;k=f[k+4>>2]|0;l=i;f[l>>2]=j;f[l+4>>2]=k;l=f[c>>2]|0;f[m>>2]=l;if(g){b=c+12|0;d=f[b>>2]|0;f[m+12>>2]=d;f[m+16>>2]=c;d=d+16|0}else{b=c+16|0;d=f[b>>2]|0;f[m+16>>2]=d;f[m+12>>2]=c;d=d+12|0}f[d>>2]=m;f[b>>2]=m;if((h|0)==(j|0))if((f[p>>2]|0)==(k|0)){d=m;break}p=e;n=f[p>>2]|0;p=f[p+4>>2]|0;d=i;f[d>>2]=n;f[d+4>>2]=p;d=pOb(20)|0;e=d+4|0;f[e>>2]=n;f[e+4>>2]=p;f[d>>2]=l;if(g){c=m+12|0;b=f[c>>2]|0;f[d+12>>2]=b;f[d+16>>2]=m;b=b+16|0}else{c=m+16|0;b=f[c>>2]|0;f[d+16>>2]=b;f[d+12>>2]=m;b=b+12|0}f[b>>2]=d;f[c>>2]=d;c=m}while(0);if(q^g){f[o+12>>2]=c;f[c+16>>2]=o;f[a+16>>2]=d;c=d+12|0}else{f[o+16>>2]=c;f[c+12>>2]=o;f[a+12>>2]=d;c=d+16|0}f[c>>2]=a;g=1;return g|0}function xmb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0.0,m=0.0;e=a+4|0;g=f[e>>2]|0;k=a+8|0;d=a;do{d=f[d+16>>2]|0;h=d+4|0;if((f[h>>2]|0)!=(g|0))break}while(!((d|0)==(a|0)?1:(f[d+8>>2]|0)!=(f[k>>2]|0)));i=e;g=f[i>>2]|0;i=f[i+4>>2]|0;d=h;e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);m=+K(+c);e=a;do{e=f[e+12>>2]|0;d=e+4|0;if((f[d>>2]|0)!=(g|0))break}while(!((e|0)==(a|0)?1:(f[e+8>>2]|0)!=(f[k>>2]|0)));e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);l=+K(+c);e=b+4|0;g=f[e>>2]|0;k=b+8|0;d=b;do{d=f[d+16>>2]|0;h=d+4|0;if((f[h>>2]|0)!=(g|0))break}while(!((d|0)==(b|0)?1:(f[d+8>>2]|0)!=(f[k>>2]|0)));i=e;g=f[i>>2]|0;i=f[i+4>>2]|0;d=h;e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);j=+K(+c);e=b;do{e=f[e+12>>2]|0;d=e+4|0;if((f[d>>2]|0)!=(g|0))break}while(!((e|0)==(b|0)?1:(f[e+8>>2]|0)!=(f[k>>2]|0)));e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);c=+K(+c);if((m<l?l:m)==(j<c?c:j))if((l<m?l:m)==(c<j?c:j)){if(!a){a=0;return a|0}else{c=0.0;d=a}do{b=f[d+16>>2]|0;c=c+ +((f[d+4>>2]|0)+(f[b+4>>2]|0)|0)*+((f[b+8>>2]|0)-(f[d+8>>2]|0)|0);d=f[d+12>>2]|0}while((d|0)!=(a|0));a=c*.5>0.0;return a|0}if(!(!(m>=j)|!(m>=c))){a=1;return a|0}if(!(l>=j)){a=0;return a|0}a=l>=c;return a|0}function ymb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+16|0;h=q;c=f[b+56>>2]|0;d=f[b+16>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[b+20>>2]|0))if(!(f[c+64>>2]|0))m=7;else m=4;else m=4;else m=4;if((m|0)==4){c=f[b+60>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[b+20>>2]|0))if(!(f[c+64>>2]|0))m=7}do if((m|0)==7){k=c+52|0;if((f[k>>2]|0)!=-2){n=c+68|0;o=c+72|0;if((f[n>>2]|0)==(f[o>>2]|0))if(!(+p[c+24>>3]==-1.e+40))break;l=b+68|0;d=f[l>>2]|0;if((d|0)!=(c|0)&(d|0)!=0){e=b+16|0;g=a+76|0;do{Dmb(a,b,d,e);Emb(g,b,d);d=f[l>>2]|0}while((d|0)!=(c|0)&(d|0)!=0)}g=b+52|0;e=f[g>>2]|0;if((e|0)==-1)if((f[k>>2]|0)==-1){e=b+72|0;g=f[e>>2]|0;h=(g|0)!=0;i=(d|0)!=0;j=a+128|0;if(i|h)m=24;else if((f[j>>2]|0)==(b|0))m=24;if((m|0)==24){f[(h?g+68|0:j)>>2]=d;if(i)f[d+72>>2]=g;f[l>>2]=0;f[e>>2]=0}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}else e=0;else if((e|0)>-1)if((f[k>>2]|0)>-1){d=b+16|0;Amb(a,b,d)|0;if(!(f[c+40>>2]|0))Amb(a,c,d)|0;d=f[g>>2]|0;e=f[k>>2]|0;do if((d|0)==(e|0)){f[g>>2]=-1;f[k>>2]=-1}else if((d|0)<(e|0)){Fmb(a,b,c);break}else{Fmb(a,c,b);break}while(0);d=b+72|0;e=f[d>>2]|0;g=f[l>>2]|0;h=(e|0)!=0;i=(g|0)!=0;j=a+128|0;if(h|i)m=43;else if((f[j>>2]|0)==(b|0))m=43;if((m|0)==43){f[(h?e+68|0:j)>>2]=g;if(i)f[g+72>>2]=e;f[l>>2]=0;f[d>>2]=0}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}else e=1;else e=0;if(f[b+40>>2]|0){o=m3a(260024,239785,14)|0;vEb(h,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(h,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(h);OEb(o,n)|0;AEb(o)|0;o=0;u=q;return o|0}if(e){Amb(a,b,b+16|0)|0;f[g>>2]=-1;d=f[l>>2]|0}e=b+72|0;g=f[e>>2]|0;h=(g|0)!=0;i=(d|0)!=0;j=a+128|0;if(h|i)m=56;else if((f[j>>2]|0)==(b|0))m=56;if((m|0)==56){f[(h?g+68|0:j)>>2]=d;if(i)f[d+72>>2]=g;f[l>>2]=0;f[e>>2]=0}if((f[k>>2]|0)>-1){Amb(a,c,b+16|0)|0;f[k>>2]=-1}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}}while(0);if((f[b+52>>2]|0)>-1)Amb(a,b,b+16|0)|0;d=b+72|0;e=f[d>>2]|0;g=b+68|0;h=f[g>>2]|0;i=(e|0)!=0;j=(h|0)!=0;c=a+128|0;if(!(i|j))if((f[c>>2]|0)!=(b|0)){o=1;u=q;return o|0}f[(i?e+68|0:c)>>2]=h;if(j)f[h+72>>2]=e;f[g>>2]=0;f[d>>2]=0;o=1;u=q;return o|0}function zmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;g=h;c=f[b>>2]|0;e=f[c+64>>2]|0;if(!e){a=m3a(260024,239753,31)|0;vEb(g,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);e=XFb(g,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(g);OEb(a,e)|0;AEb(a)|0;g=0;u=h;return g|0}f[e+52>>2]=f[c+52>>2];d=f[c+72>>2]|0;c=f[c+68>>2]|0;f[(d|0?d+68|0:a+52|0)>>2]=e;if(c|0)f[c+72>>2]=f[(f[b>>2]|0)+64>>2];j=f[b>>2]|0;e=f[j+64>>2]|0;f[e+36>>2]=f[j+36>>2];f[e+40>>2]=f[j+40>>2];f[e+44>>2]=f[j+44>>2];f[e+48>>2]=f[j+48>>2];f[b>>2]=e;j=e;i=f[j+4>>2]|0;e=e+8|0;f[e>>2]=f[j>>2];f[e+4>>2]=i;f[(f[b>>2]|0)+72>>2]=d;f[(f[b>>2]|0)+68>>2]=c;c=f[b>>2]|0;if(+p[c+24>>3]==-1.e+40){j=1;u=h;return j|0}c=f[c+20>>2]|0;f[g>>2]=c;e=a+56|0;b=a+60|0;d=f[b>>2]|0;if((d|0)==(f[a+64>>2]|0)){Zlb(e,g);b=f[b>>2]|0}else{f[d>>2]=c;j=d+4|0;f[b>>2]=j;b=j}g=f[e>>2]|0;c=b-g|0;if((c|0)>4){d=((c>>>2)+-2|0)/2|0;e=g+(d<<2)|0;c=b+-4|0;b=f[e>>2]|0;a=f[c>>2]|0;if((b|0)<(a|0)){while(1){f[c>>2]=b;if(!d)break;d=(d+-1|0)/2|0;c=g+(d<<2)|0;b=f[c>>2]|0;if((b|0)>=(a|0))break;else{j=e;e=c;c=j}}f[e>>2]=a}}j=1;u=h;return j|0}function Amb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;j=l;k=c+52|0;e=f[k>>2]|0;if((e|0)>=0){h=f[(f[a+116>>2]|0)+(e<<2)>>2]|0;a=h+16|0;i=f[a>>2]|0;g=(f[c+36>>2]|0)==1;if(g){if((f[d>>2]|0)==(f[i+4>>2]|0))if((f[d+4>>2]|0)==(f[i+8>>2]|0)){k=i;u=l;return k|0}}else{e=f[i+16>>2]|0;if((f[d>>2]|0)==(f[e+4>>2]|0))if((f[d+4>>2]|0)==(f[e+8>>2]|0)){k=e;u=l;return k|0}}e=pOb(20)|0;k=e+4|0;f[k>>2]=0;f[e+8>>2]=0;f[e>>2]=f[h>>2];c=d;d=f[c+4>>2]|0;f[k>>2]=f[c>>2];f[k+4>>2]=d;f[e+12>>2]=i;k=i+16|0;d=f[k>>2]|0;f[e+16>>2]=d;f[d+12>>2]=e;f[k>>2]=e;if(!g){k=e;u=l;return k|0}f[a>>2]=e;k=e;u=l;return k|0}h=pOb(24)|0;f[j>>2]=h;b[h+4>>0]=0;b[h+5>>0]=0;g=h+8|0;i=a+116|0;e=a+120|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;g=f[e>>2]|0;if((g|0)==(f[a+124>>2]|0)){rmb(i,j);e=f[e>>2]|0}else{f[g>>2]=h;a=(f[e>>2]|0)+4|0;f[e>>2]=a;e=a}a=f[i>>2]|0;j=f[j>>2]|0;f[j>>2]=(e-a>>2)+-1;h=j+5|0;b[h>>0]=(f[c+40>>2]|0)==0&1;i=pOb(20)|0;m=i+4|0;f[m>>2]=0;f[i+8>>2]=0;f[j+16>>2]=i;f[i>>2]=f[j>>2];e=d;g=f[e+4>>2]|0;d=m;f[d>>2]=f[e>>2];f[d+4>>2]=g;f[i+12>>2]=i;f[i+16>>2]=i;if(!(b[h>>0]|0)){g=f[c+72>>2]|0;if(!g){e=0;g=0}else{e=0;a:do{while(1){h=f[g+52>>2]|0;if((h|0)>-1)if(f[g+40>>2]|0)break;g=f[g+72>>2]|0;if(!g)break a}if(!e)e=g;else e=(f[e+52>>2]|0)==(h|0)?0:e;g=f[g+72>>2]|0}while((g|0)!=0);if(!e){e=0;g=0}else{g=f[a+(f[e+52>>2]<<2)>>2]|0;e=b[g+4>>0]^1}}f[j+8>>2]=g;b[j+4>>0]=e}f[k>>2]=f[j>>2];m=i;u=l;return m|0}function Bmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Cmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;l=p+20|0;k=p+16|0;i=p+12|0;j=p+8|0;n=p+4|0;o=p;switch(c|0){case 1:case 0:{a=f[a>>2]|0;u=p;return a|0}case 2:{h=f[f[b>>2]>>2]|0;f[b>>2]=h;e=f[a>>2]|0;g=h;if((f[h+8>>2]|0)>=(f[e+8>>2]|0)){a=e;u=p;return a|0}a=g+4|0;o=f[g>>2]|0;f[o+4>>2]=f[a>>2];f[f[a>>2]>>2]=o;o=f[e>>2]|0;f[o+4>>2]=g;f[h>>2]=o;f[e>>2]=g;f[a>>2]=e;a=f[b>>2]|0;u=p;return a|0}default:{m=c>>>1;e=f[a>>2]|0;h=e;if(m){g=m;while(1){e=f[e+4>>2]|0;if((g|0)>1)g=g+-1|0;else break}}g=e;f[i>>2]=h;f[j>>2]=g;f[k>>2]=f[i>>2];f[l>>2]=f[j>>2];e=Cmb(k,l,m,d)|0;f[a>>2]=e;f[n>>2]=g;b=f[b>>2]|0;f[o>>2]=b;f[k>>2]=f[n>>2];f[l>>2]=f[o>>2];j=Cmb(k,l,c-m|0,d)|0;i=f[e+8>>2]|0;n=b;if((f[j+8>>2]|0)<(i|0)){g=f[j+4>>2]|0;h=g;a:do if((n|0)==(h|0))h=n;else while(1){if((f[g+8>>2]|0)>=(i|0))break a;g=f[h+4>>2]|0;h=g;if((n|0)==(h|0)){h=n;break}}while(0);o=f[h>>2]|0;b=o+4|0;h=f[j>>2]|0;f[h+4>>2]=f[b>>2];f[f[b>>2]>>2]=h;h=f[e+4>>2]|0;d=f[e>>2]|0;f[d+4>>2]=j;f[j>>2]=d;f[e>>2]=o;f[b>>2]=e;e=j}else{h=f[e+4>>2]|0;g=j}f[a>>2]=h;j=h;i=g;if((j|0)==(i|0)){a=e;u=p;return a|0}else{d=g;m=g;g=j}b:while(1){c=m;if((n|0)==(c|0)){g=23;break}j=f[m+8>>2]|0;while(1){if((j|0)<(f[h+8>>2]|0))break;h=f[g+4>>2]|0;f[a>>2]=h;g=h;if((i|0)==(g|0)){g=23;break b}}j=f[c+4>>2]|0;k=j;c:do if((n|0)==(k|0))h=n;else{l=f[h+8>>2]|0;h=k;while(1){if((f[j+8>>2]|0)>=(l|0))break c;j=f[h+4>>2]|0;h=j;if((n|0)==(h|0)){h=n;break}}}while(0);o=f[h>>2]|0;b=o+4|0;h=f[c>>2]|0;f[h+4>>2]=f[b>>2];f[f[b>>2]>>2]=h;h=f[g+4>>2]|0;d=(i|0)==(c|0)?j:d;l=f[g>>2]|0;f[l+4>>2]=c;f[m>>2]=l;f[g>>2]=o;f[b>>2]=g;f[a>>2]=h;g=h;i=d;if((g|0)==(i|0)){g=23;break}else m=j}if((g|0)==23){u=p;return e|0}}}return 0}function Dmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=b+52|0;p=f[v>>2]|0;r=(p|0)>-1;w=c+52|0;q=f[w>>2]|0;u=(q|0)>-1;l=f[b+40>>2]|0;h=(l|0)==0;o=c+40|0;e=f[o>>2]|0;g=(e|0)==0;if(h){if(g)return}else if(g)e=0;else{s=f[b+32>>2]|0;n=f[c+32>>2]|0;t=(s|0)==(n|0);do if(t){j=a+68|0;k=a+64|0;i=(s|0)==0?j:k;g=b+44|0;h=f[g>>2]|0;if(!(f[i>>2]|0)){e=c+44|0;f[g>>2]=f[e>>2];f[e>>2]=h;h=i;g=j;e=k;break}e=h+e|0;f[g>>2]=(e|0)==0?0-h|0:e;g=c+44|0;h=f[g>>2]|0;e=h-l|0;if(!e){f[g>>2]=0-h;h=i;g=j;e=k;break}else{f[g>>2]=e;h=i;g=j;e=k;break}}else{i=a+68|0;j=a+64|0;g=b+48|0;h=f[g>>2]|0;f[g>>2]=(f[((n|0)==0?i:j)>>2]|0)==0?(h|0)==0&1:h+e|0;e=(s|0)==0?i:j;g=c+48|0;h=f[g>>2]|0;if(!(f[e>>2]|0)){f[g>>2]=(h|0)==0&1;h=e;g=i;e=j;break}else{f[g>>2]=h-l;h=e;g=i;e=j;break}}while(0);m=(s|0)==0;l=f[(m?e:g)>>2]|0;n=(n|0)==0;k=f[(n?e:g)>>2]|0;e=f[(n?g:e)>>2]|0;switch(f[h>>2]|0){case 2:{g=f[b+44>>2]|0;break}case 3:{g=0-(f[b+44>>2]|0)|0;break}default:{g=f[b+44>>2]|0;g=(g|0)<0?0-g|0:g}}switch(e|0){case 2:{j=f[c+44>>2]|0;break}case 3:{j=0-(f[c+44>>2]|0)|0;break}default:{j=f[c+44>>2]|0;j=(j|0)<0?0-j|0:j}}if((q|p|0)>=0){do if((j|g)>>>0<=1){if(!t)if((f[a+40>>2]|0)!=3)break;Amb(a,b,d)|0;Amb(a,c,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}while(0);Amb(a,b,d)|0;if(!(f[o>>2]|0))Amb(a,c,d)|0;e=f[v>>2]|0;g=f[w>>2]|0;if((e|0)==(g|0)){f[v>>2]=-1;f[w>>2]=-1;return}if((e|0)<(g|0)){Fmb(a,b,c);return}else{Fmb(a,c,b);return}}if(r){if(j>>>0>=2)return;Amb(a,b,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}i=(g|0)==1;e=g>>>0<2;if(u){if(!e)return;Amb(a,c,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}if(!e)return;h=(j|0)==1;if(j>>>0>=2)return;switch(l|0){case 2:{g=f[b+48>>2]|0;break}case 3:{g=0-(f[b+48>>2]|0)|0;break}default:{g=f[b+48>>2]|0;g=(g|0)<0?0-g|0:g}}switch(k|0){case 2:{e=f[c+48>>2]|0;break}case 3:{e=0-(f[c+48>>2]|0)|0;break}default:{e=f[c+48>>2]|0;e=(e|0)<0?0-e|0:e}}if(!t){Gmb(a,b,c,d)|0;return}if(!(i&h)){a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;return}switch(f[a+40>>2]|0){case 0:{if(!((g|0)>0&(e|0)>0))return;Gmb(a,b,c,d)|0;return}case 1:{if(!((g|0)<1&(e|0)<1))return;Gmb(a,b,c,d)|0;return}case 2:{if(!((e|0)>0&((g|0)>0&(s|0)==1)))if(!((e|0)<1&((g|0)<1&m)))return;Gmb(a,b,c,d)|0;return}case 3:{Gmb(a,b,c,d)|0;return}default:return}}if((f[b+32>>2]|0)==(f[c+32>>2]|0)){if((l|0)==(e|0))return;if((f[a+40>>2]|0)!=1)return;if(h){if(!u)return;Amb(a,b,d)|0;if(!r)return;f[v>>2]=-1;return}else{if(!r)return;Amb(a,c,d)|0;if(!u)return;f[w>>2]=-1;return}}do if(h){t=f[c+44>>2]|0;if((((t|0)>-1?t:0-t|0)|0)==1){if((f[a+40>>2]|0)==1)if(f[c+48>>2]|0)break;Amb(a,b,d)|0;if(!r)return;f[v>>2]=-1;return}}while(0);if(e|0)return;v=f[b+44>>2]|0;if((((v|0)>-1?v:0-v|0)|0)!=1)return;if((f[a+40>>2]|0)==1)if(f[b+48>>2]|0)return;Amb(a,c,d)|0;if(!u)return;f[w>>2]=-1;return}function Emb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=b+68|0;i=f[h>>2]|0;l=b+72|0;d=f[l>>2]|0;if((i|0)==(d|0))return;k=c+68|0;g=f[k>>2]|0;j=c+72|0;e=f[j>>2]|0;if((g|0)==(e|0))return;if((i|0)==(c|0)){if(g){f[g+72>>2]=b;d=f[l>>2]|0}if(d|0)f[d+68>>2]=c;f[j>>2]=d;f[k>>2]=b;f[l>>2]=c;f[h>>2]=g;d=f[j>>2]|0}else{if((g|0)==(b|0)){if(!i)d=e;else{f[i+72>>2]=c;d=f[j>>2]|0}if(d|0)f[d+68>>2]=b;f[l>>2]=d;f[h>>2]=c;f[j>>2]=b;f[k>>2]=i;d=b}else{f[h>>2]=g;if(g){f[g+72>>2]=b;e=f[j>>2]|0}f[l>>2]=e;if(e|0)f[e+68>>2]=b;f[k>>2]=i;if(i|0)f[i+72>>2]=c;f[j>>2]=d;if(!d)d=0;else f[d+68>>2]=c}if(!(f[l>>2]|0)){f[a+52>>2]=b;return}}if(d|0)return;f[a+52>>2]=c;return}function Fmb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;o=c+52|0;r=f[a+116>>2]|0;s=f[r+(f[o>>2]<<2)>>2]|0;p=d+52|0;r=f[r+(f[p>>2]<<2)>>2]|0;e=s;while(1){e=f[e+8>>2]|0;if((e|0)==(r|0)){m=r;break}if(!e){e=r;t=4;break}}a:do if((t|0)==4){while(1){t=0;e=f[e+8>>2]|0;if((e|0)==(s|0)){m=s;break a}if(!e)break;else t=4}m=umb(s,r)|0}while(0);h=s+16|0;i=f[h>>2]|0;j=i+16|0;k=f[j>>2]|0;n=r+16|0;e=f[n>>2]|0;g=e+16|0;l=f[g>>2]|0;q=f[c+36>>2]|0;c=f[d+36>>2]|0;do if((q|0)==1){if((c|0)==1){if(e|0){c=e;do{g=c+12|0;d=c;c=f[g>>2]|0;d=d+16|0;f[g>>2]=f[d>>2];f[d>>2]=c}while((c|0)!=(e|0))}f[e+12>>2]=i;f[j>>2]=e;f[k+12>>2]=l;f[l+16>>2]=k;e=l}else{f[l+12>>2]=i;f[j>>2]=l;f[g>>2]=k;f[k+12>>2]=e}f[h>>2]=e}else{if((c|0)!=2){f[k+12>>2]=e;f[g>>2]=k;f[j>>2]=l;f[l+12>>2]=i;break}if(e|0){c=e;do{d=c+12|0;h=c;c=f[d>>2]|0;h=h+16|0;f[d>>2]=f[h>>2];f[h>>2]=c}while((c|0)!=(e|0))}f[k+12>>2]=l;f[l+16>>2]=k;f[e+12>>2]=i;f[j>>2]=e}while(0);f[s+20>>2]=0;c=r+8|0;if((m|0)==(r|0)){e=f[c>>2]|0;if((e|0)!=(s|0))f[s+8>>2]=e;b[s+4>>0]=b[r+4>>0]|0}f[n>>2]=0;f[r+20>>2]=0;f[c>>2]=s;g=f[o>>2]|0;d=f[p>>2]|0;f[o>>2]=-1;f[p>>2]=-1;e=f[a+128>>2]|0;if(!e){t=f[s>>2]|0;f[r>>2]=t;return}while(1){c=e+52|0;if((f[c>>2]|0)==(d|0))break;e=f[e+68>>2]|0;if(!e){t=27;break}}if((t|0)==27){t=f[s>>2]|0;f[r>>2]=t;return}f[c>>2]=g;f[e+36>>2]=q;t=f[s>>2]|0;f[r>>2]=t;return}function Gmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;i=+p[c+24>>3];if(i==-1.e+40)h=3;else if(+p[b+24>>3]>i)h=3;else{e=Amb(a,c,d)|0;f[b+52>>2]=f[c+52>>2];f[b+36>>2]=2;f[c+36>>2]=1;g=f[c+72>>2]|0;if((g|0)==(b|0)){k=e;j=c;g=f[b+72>>2]|0}else{k=e;j=c}}if((h|0)==3){e=Amb(a,b,d)|0;f[c+52>>2]=f[b+52>>2];f[b+36>>2]=1;f[c+36>>2]=2;g=f[b+72>>2]|0;if((g|0)==(c|0)){k=e;j=b;g=f[c+72>>2]|0}else{k=e;j=b}}if(!g){u=m;return k|0}if((f[g+52>>2]|0)<=-1){u=m;return k|0}e=f[d+4>>2]|0;if((f[g+20>>2]|0)>=(e|0)){u=m;return k|0}h=j+16|0;if((f[j+20>>2]|0)>=(e|0)){u=m;return k|0}i=+p[g+24>>3]*+(e-(f[g+4>>2]|0)|0);b=(f[g>>2]|0)+~~(i+(i<0.0?-.5:.5))|0;i=+p[j+24>>3]*+(e-(f[j+4>>2]|0)|0);if((b|0)!=((f[j>>2]|0)+~~(i+(i<0.0?-.5:.5))|0)){u=m;return k|0}if(!(f[j+40>>2]|0)){u=m;return k|0}if(!(f[g+40>>2]|0)){u=m;return k|0}j=g+16|0;c=h;if((X(b-(f[c>>2]|0)|0,e-(f[j+4>>2]|0)|0)|0)!=(X(e-(f[c+4>>2]|0)|0,b-(f[j>>2]|0)|0)|0)){u=m;return k|0}g=Amb(a,g,d)|0;d=f[h>>2]|0;h=f[h+4>>2]|0;e=pOb(16)|0;f[l>>2]=e;f[e>>2]=k;f[e+4>>2]=g;g=e+8|0;f[g>>2]=d;f[g+4>>2]=h;g=a+8|0;h=f[g>>2]|0;if((h|0)==(f[a+12>>2]|0))Bmb(a+4|0,l);else{f[h>>2]=e;f[g>>2]=(f[g>>2]|0)+4}u=m;return k|0}function Hmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0;q=u;u=u+16|0;m=q;n=q+8|0;g=f[a+128>>2]|0;if(!g){u=q;return}o=a+56|0;f[o>>2]=g;c=g;do{f[c+80>>2]=f[c+72>>2];d=c;c=f[c+68>>2]|0;f[d+76>>2]=c;if((f[d+20>>2]|0)==(b|0))e=f[d+16>>2]|0;else{r=+p[d+24>>3]*+(b-(f[d+4>>2]|0)|0);e=(f[d>>2]|0)+~~(r+(r<0.0?-.5:.5))|0}f[d+8>>2]=e}while((c|0)!=0);k=m+4|0;l=a+32|0;i=a+36|0;j=a+28|0;c=g;while(1){e=f[c+76>>2]|0;if(!e)d=0;else{d=0;do{f[m>>2]=0;f[k>>2]=0;if((f[c+8>>2]|0)>(f[e+8>>2]|0)){Pmb(c,e,m);if((f[k>>2]|0)<(b|0)){if((f[c+20>>2]|0)==(b|0))d=f[c+16>>2]|0;else{r=+p[c+24>>3]*+(b-(f[c+4>>2]|0)|0);d=(f[c>>2]|0)+~~(r+(r<0.0?-.5:.5))|0}g=m;f[g>>2]=d;f[g+4>>2]=b;g=b}else{g=m;d=f[g>>2]|0;g=f[g+4>>2]|0}h=pOb(16)|0;f[n>>2]=h;f[h>>2]=c;f[h+4>>2]=e;s=h+8|0;f[s>>2]=d;f[s+4>>2]=g;d=f[l>>2]|0;if((d|0)==(f[i>>2]|0))Qmb(j,n);else{f[d>>2]=h;f[l>>2]=(f[l>>2]|0)+4}Lmb(a,c,e);d=1}else c=e;e=f[c+76>>2]|0}while((e|0)!=0)}c=f[c+80>>2]|0;if(!c)break;f[c+76>>2]=0;if(!d)break;c=f[o>>2]|0}f[o>>2]=0;u=q;return}function Imb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;c=j;b=f[a+128>>2]|0;f[a+56>>2]=b;if(b|0)do{f[b+80>>2]=f[b+72>>2];i=b;b=f[b+68>>2]|0;f[i+76>>2]=b}while((b|0)!=0);i=a+28|0;e=f[i>>2]|0;h=a+32|0;g=f[h>>2]|0;f[c>>2]=221;Kmb(e,g,c);c=f[i>>2]|0;h=(f[h>>2]|0)-c>>2;if(!h){a=1;u=j;return a|0}b=0;while(1){e=f[c+(b<<2)>>2]|0;d=f[e>>2]|0;e=f[e+4>>2]|0;if((f[d+76>>2]|0)!=(e|0))if((f[d+80>>2]|0)!=(e|0)){d=b;do{d=d+1|0;if(d>>>0>=h>>>0)break;g=f[c+(d<<2)>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;if((f[e+76>>2]|0)==(g|0))break}while((f[e+80>>2]|0)!=(g|0));if((d|0)==(h|0)){b=0;c=14;break}e=c+(b<<2)|0;c=c+(d<<2)|0;g=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=g;c=f[i>>2]|0}g=f[c+(b<<2)>>2]|0;Lmb(a,f[g>>2]|0,f[g+4>>2]|0);b=b+1|0;if(b>>>0>=h>>>0){b=1;c=14;break}c=f[i>>2]|0}if((c|0)==14){u=j;return b|0}return 0}function Jmb(a,b){a=a|0;b=b|0;return (f[b+12>>2]|0)<(f[a+12>>2]|0)|0}function Kmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;a:while(1){k=b;m=b+-4|0;while(1){b:while(1){j=a;d=k-j|0;e=d>>2;switch(e|0){case 2:{l=5;break a}case 3:{l=7;break a}case 4:{l=15;break a}case 5:{l=16;break a}case 1:case 0:{l=68;break a}default:{}}if((d|0)<124){l=22;break a}i=a+(((e|0)/2|0)<<2)|0;do if((d|0)>3996){e=(e|0)/4|0;h=a+(e<<2)|0;e=i+(e<<2)|0;d=Mmb(a,h,i,e,c)|0;if(Rg[f[c>>2]&255](f[m>>2]|0,f[e>>2]|0)|0){g=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=g;g=d+1|0;if(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0){g=f[i>>2]|0;f[i>>2]=f[e>>2];f[e>>2]=g;e=d+2|0;if(Rg[f[c>>2]&255](f[i>>2]|0,f[h>>2]|0)|0){g=f[h>>2]|0;f[h>>2]=f[i>>2];f[i>>2]=g;if(Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0){g=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=g;d=d+4|0}else d=d+3|0}else d=e}else d=g}}else{h=Rg[f[c>>2]&255](f[i>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[m>>2]|0,f[i>>2]|0)|0;if(!h){if(!d){d=0;break}h=f[i>>2]|0;f[i>>2]=f[m>>2];f[m>>2]=h;if(!(Rg[f[c>>2]&255](f[i>>2]|0,f[a>>2]|0)|0)){d=1;break}d=f[a>>2]|0;f[a>>2]=f[i>>2];f[i>>2]=d;d=2;break}e=f[a>>2]|0;if(d){f[a>>2]=f[m>>2];f[m>>2]=e;d=1;break}f[a>>2]=f[i>>2];f[i>>2]=e;if(Rg[f[c>>2]&255](f[m>>2]|0,e)|0){d=f[i>>2]|0;f[i>>2]=f[m>>2];f[m>>2]=d;d=2}else d=1}while(0);if(Rg[f[c>>2]&255](f[a>>2]|0,f[i>>2]|0)|0){e=m;break}else e=m;while(1){e=e+-4|0;if((a|0)==(e|0))break;if(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0){l=51;break b}}d=a+4|0;if(!(Rg[f[c>>2]&255](f[a>>2]|0,f[m>>2]|0)|0)){if((d|0)==(m|0)){l=68;break a}while(1){if(Rg[f[c>>2]&255](f[a>>2]|0,f[d>>2]|0)|0)break;d=d+4|0;if((d|0)==(m|0)){l=68;break a}}j=f[d>>2]|0;f[d>>2]=f[m>>2];f[m>>2]=j;d=d+4|0}if((d|0)==(m|0)){l=68;break a}else e=m;while(1){while(1){g=d+4|0;if(Rg[f[c>>2]&255](f[a>>2]|0,f[d>>2]|0)|0)break;else d=g}do e=e+-4|0;while(Rg[f[c>>2]&255](f[a>>2]|0,f[e>>2]|0)|0);if(d>>>0>=e>>>0){a=d;continue b}j=f[d>>2]|0;f[d>>2]=f[e>>2];f[e>>2]=j;d=g}}if((l|0)==51){l=0;h=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=h;d=d+1|0}g=a+4|0;c:do if(g>>>0<e>>>0)while(1){while(1){h=g+4|0;if(Rg[f[c>>2]&255](f[g>>2]|0,f[i>>2]|0)|0)g=h;else break}do e=e+-4|0;while(!(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0));if(g>>>0>e>>>0){e=i;break c}n=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=n;i=(i|0)==(g|0)?e:i;g=h;d=d+1|0}else e=i;while(0);if((g|0)!=(e|0))if(Rg[f[c>>2]&255](f[e>>2]|0,f[g>>2]|0)|0){n=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=n;d=d+1|0}if(!d){d=Omb(a,g,c)|0;e=g+4|0;if(Omb(e,b,c)|0){l=67;break}if(d){a=e;continue}}n=g;if((n-j|0)>=(k-n|0)){l=66;break}Kmb(a,g,c);a=g+4|0}if((l|0)==66){l=0;Kmb(g+4|0,b,c);b=g;continue}else if((l|0)==67){l=0;if(d){l=68;break}else{b=g;continue}}}if((l|0)==5){if(!(Rg[f[c>>2]&255](f[m>>2]|0,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[m>>2];f[m>>2]=n;return}else if((l|0)==7){b=a+4|0;n=Rg[f[c>>2]&255](f[b>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[m>>2]|0,f[b>>2]|0)|0;if(!n){if(!d)return;n=f[b>>2]|0;f[b>>2]=f[m>>2];f[m>>2]=n;if(!(Rg[f[c>>2]&255](f[b>>2]|0,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=n;return}e=f[a>>2]|0;if(d){f[a>>2]=f[m>>2];f[m>>2]=e;return}f[a>>2]=f[b>>2];f[b>>2]=e;if(!(Rg[f[c>>2]&255](f[m>>2]|0,e)|0))return;n=f[b>>2]|0;f[b>>2]=f[m>>2];f[m>>2]=n;return}else if((l|0)==15){Mmb(a,a+4|0,a+8|0,m,c)|0;return}else if((l|0)==16){b=a+4|0;d=a+8|0;e=a+12|0;Mmb(a,b,d,e,c)|0;if(!(Rg[f[c>>2]&255](f[m>>2]|0,f[e>>2]|0)|0))return;n=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=n;if(!(Rg[f[c>>2]&255](f[e>>2]|0,f[d>>2]|0)|0))return;m=f[d>>2]|0;n=f[e>>2]|0;f[d>>2]=n;f[e>>2]=m;if(!(Rg[f[c>>2]&255](n,f[b>>2]|0)|0))return;m=f[b>>2]|0;n=f[d>>2]|0;f[b>>2]=n;f[d>>2]=m;if(!(Rg[f[c>>2]&255](n,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=n;return}else if((l|0)==22){Nmb(a,b,c);return}else if((l|0)==68)return}function Lmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=b+76|0;k=f[j>>2]|0;i=(k|0)==0;if(i)if(!(f[b+80>>2]|0))return;l=c+76|0;g=f[l>>2]|0;e=(g|0)==0;if(e)if(!(f[c+80>>2]|0))return;if((k|0)==(c|0)){if(!e)f[g+80>>2]=b;d=b+80|0;e=f[d>>2]|0;if(e|0)f[e+76>>2]=c;f[c+80>>2]=e;f[l>>2]=b;f[d>>2]=c;f[j>>2]=g}else{if((g|0)==(b|0)){if(!i)f[k+80>>2]=c;d=c+80|0;e=f[d>>2]|0;if(e|0)f[e+76>>2]=b;i=b+80|0;f[i>>2]=e;f[j>>2]=c;f[d>>2]=b;f[l>>2]=k;d=i}else{d=b+80|0;h=f[d>>2]|0;f[j>>2]=g;if(!e)f[g+80>>2]=b;e=c+80|0;g=f[e>>2]|0;f[d>>2]=g;if(g|0)f[g+76>>2]=b;f[l>>2]=k;if(!i)f[k+80>>2]=c;f[e>>2]=h;if(h)f[h+76>>2]=c}if(!(f[d>>2]|0)){f[a+56>>2]=b;return}}if(f[c+80>>2]|0)return;f[a+56>>2]=c;return}function Mmb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0;g=Rg[f[e>>2]&255](f[c>>2]|0,f[b>>2]|0)|0;do if(h){h=f[a>>2]|0;if(g){f[a>>2]=f[c>>2];f[c>>2]=h;g=1;break}f[a>>2]=f[b>>2];f[b>>2]=h;if(Rg[f[e>>2]&255](f[c>>2]|0,h)|0){g=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=g;g=2}else g=1}else if(g){h=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=h;if(Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0){g=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=g;g=2}else g=1}else g=0;while(0);if(!(Rg[f[e>>2]&255](f[d>>2]|0,f[c>>2]|0)|0)){e=g;return e|0}h=f[c>>2]|0;f[c>>2]=f[d>>2];f[d>>2]=h;if(!(Rg[f[e>>2]&255](f[c>>2]|0,f[b>>2]|0)|0)){e=g+1|0;return e|0}d=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=d;if(!(Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0)){e=g+2|0;return e|0}e=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=e;e=g+3|0;return e|0}function Nmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+8|0;h=a+4|0;i=Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[e>>2]|0,f[h>>2]|0)|0;do if(i){g=f[a>>2]|0;if(d){f[a>>2]=f[e>>2];f[e>>2]=g;break}f[a>>2]=f[h>>2];f[h>>2]=g;if(Rg[f[c>>2]&255](f[e>>2]|0,g)|0){i=f[h>>2]|0;f[h>>2]=f[e>>2];f[e>>2]=i}}else if(d){g=f[h>>2]|0;i=f[e>>2]|0;f[h>>2]=i;f[e>>2]=g;if(Rg[f[c>>2]&255](i,f[a>>2]|0)|0){i=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=i}}while(0);d=a+12|0;if((d|0)==(b|0))return;while(1){if(Rg[f[c>>2]&255](f[d>>2]|0,f[e>>2]|0)|0){h=f[d>>2]|0;i=h;g=d;while(1){f[g>>2]=f[e>>2];if((e|0)==(a|0))break;g=e+-4|0;if(Rg[f[c>>2]&255](i,f[g>>2]|0)|0){j=e;e=g;g=j}else break}f[e>>2]=h}e=d+4|0;if((e|0)==(b|0))break;else{j=d;d=e;e=j}}return}function Omb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;switch(b-a>>2|0){case 2:{d=b+-4|0;if(!(Rg[f[c>>2]&255](f[d>>2]|0,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[d>>2];f[d>>2]=c;c=1;return c|0}case 3:{h=a+4|0;d=b+-4|0;b=Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0;e=Rg[f[c>>2]&255](f[d>>2]|0,f[h>>2]|0)|0;if(!b){if(!e){c=1;return c|0}b=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=b;if(!(Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=c;c=1;return c|0}g=f[a>>2]|0;if(e){f[a>>2]=f[d>>2];f[d>>2]=g;c=1;return c|0}f[a>>2]=f[h>>2];f[h>>2]=g;if(!(Rg[f[c>>2]&255](f[d>>2]|0,g)|0)){c=1;return c|0}c=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=c;c=1;return c|0}case 4:{Mmb(a,a+4|0,a+8|0,b+-4|0,c)|0;c=1;return c|0}case 5:{e=a+4|0;g=a+8|0;h=a+12|0;d=b+-4|0;Mmb(a,e,g,h,c)|0;if(!(Rg[f[c>>2]&255](f[d>>2]|0,f[h>>2]|0)|0)){c=1;return c|0}b=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=b;if(!(Rg[f[c>>2]&255](f[h>>2]|0,f[g>>2]|0)|0)){c=1;return c|0}j=f[g>>2]|0;b=f[h>>2]|0;f[g>>2]=b;f[h>>2]=j;if(!(Rg[f[c>>2]&255](b,f[e>>2]|0)|0)){c=1;return c|0}j=f[e>>2]|0;b=f[g>>2]|0;f[e>>2]=b;f[g>>2]=j;if(!(Rg[f[c>>2]&255](b,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=c;c=1;return c|0}case 1:case 0:{c=1;return c|0}default:{h=a+8|0;d=a+4|0;j=Rg[f[c>>2]&255](f[d>>2]|0,f[a>>2]|0)|0;e=Rg[f[c>>2]&255](f[h>>2]|0,f[d>>2]|0)|0;do if(j){g=f[a>>2]|0;if(e){f[a>>2]=f[h>>2];f[h>>2]=g;break}f[a>>2]=f[d>>2];f[d>>2]=g;if(Rg[f[c>>2]&255](f[h>>2]|0,g)|0){j=f[d>>2]|0;f[d>>2]=f[h>>2];f[h>>2]=j}}else if(e){i=f[d>>2]|0;j=f[h>>2]|0;f[d>>2]=j;f[h>>2]=i;if(Rg[f[c>>2]&255](j,f[a>>2]|0)|0){j=f[a>>2]|0;f[a>>2]=f[d>>2];f[d>>2]=j}}while(0);d=a+12|0;a:do if((d|0)==(b|0)){e=1;d=0}else{j=d;d=0;e=h;while(1){if(Rg[f[c>>2]&255](f[j>>2]|0,f[e>>2]|0)|0){h=f[j>>2]|0;i=h;g=j;while(1){f[g>>2]=f[e>>2];if((e|0)==(a|0))break;g=e+-4|0;if(Rg[f[c>>2]&255](i,f[g>>2]|0)|0){k=e;e=g;g=k}else break}f[e>>2]=h;d=d+1|0;if((d|0)==8){e=0;d=(j+4|0)==(b|0);break a}}e=j+4|0;if((e|0)==(b|0)){e=1;d=0;break}else{k=j;j=e;e=k}}}while(0);k=d|e;return k|0}}return 0}function Pmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+p[a+24>>3];i=+p[b+24>>3];do if(j==i){d=f[a+12>>2]|0;f[c+4>>2]=d;if((f[a+20>>2]|0)==(d|0)){d=f[a+16>>2]|0;break}else{j=j*+(d-(f[a+4>>2]|0)|0);d=(f[a>>2]|0)+~~(j+(j<0.0?-.5:.5))|0;break}}else{do if(j==0.0){e=f[a>>2]|0;f[c>>2]=e;d=f[b+4>>2]|0;if(!(i==-1.e+40)){k=+(e|0)/i+(+(d|0)-+(f[b>>2]|0)/i);d=~~(k+(k<0.0?-.5:.5))}h=c+4|0;f[h>>2]=d}else{if(!(i==0.0)){m=+(f[a>>2]|0)-j*+(f[a+4>>2]|0);l=+(f[b>>2]|0)-i*+(f[b+4>>2]|0);k=(l-m)/(j-i);d=~~(k+(k<0.0?-.5:.5));h=c+4|0;f[h>>2]=d;g=+K(+j)<+K(+i);k=(g?m:l)+k*(g?j:i);f[c>>2]=~~(k+(k<0.0?-.5:.5));break}e=f[b>>2]|0;f[c>>2]=e;d=f[a+4>>2]|0;if(!(j==-1.e+40)){m=+(e|0)/j+(+(d|0)-+(f[a>>2]|0)/j);d=~~(m+(m<0.0?-.5:.5))}h=c+4|0;f[h>>2]=d}while(0);g=f[a+20>>2]|0;e=f[b+20>>2]|0;if((d|0)<(g|0)|(d|0)<(e|0)){d=(g|0)>(e|0)?g:e;f[h>>2]=d;e=+K(+j)<+K(+i);e=e?a:b;if((f[e+20>>2]|0)==(d|0))e=f[e+16>>2]|0;else{m=+p[e+24>>3]*+(d-(f[e+4>>2]|0)|0);e=(f[e>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}f[c>>2]=e}e=f[a+12>>2]|0;if((d|0)<=(e|0))return;f[h>>2]=e;d=+K(+j)>+K(+i);d=d?b:a;if((f[d+20>>2]|0)==(e|0)){d=f[d+16>>2]|0;break}else{m=+p[d+24>>3]*+(e-(f[d+4>>2]|0)|0);d=(f[d>>2]|0)+~~(m+(m<0.0?-.5:.5))|0;break}}while(0);f[c>>2]=d;return}function Qmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Rmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0;e=a+128|0;d=f[e>>2]|0;g=d;if(!d){f[b+72>>2]=0;f[b+68>>2]=0;l=e;f[l>>2]=b;return}h=b+8|0;a:do if(!c){a=f[h>>2]|0;c=f[d+8>>2]|0;do if((a|0)==(c|0)){a=f[b+20>>2]|0;c=f[d+20>>2]|0;if((a|0)>(c|0)){m=+p[d+24>>3]*+(a-(f[d+4>>2]|0)|0);if((f[b+16>>2]|0)<((f[d>>2]|0)+~~(m+(m<0.0?-.5:.5))|0))break;else break a}if((a|0)==(c|0))a=f[b+16>>2]|0;else{m=+p[b+24>>3]*+(c-(f[b+4>>2]|0)|0);a=(f[b>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}if((f[d+16>>2]|0)<=(a|0))break a}else if((a|0)>=(c|0))break a;while(0);f[b+72>>2]=0;f[b+68>>2]=g;f[d+72>>2]=b;l=e;f[l>>2]=b;return}else d=c;while(0);i=b+20|0;j=b+16|0;k=b+24|0;l=b+4|0;c=d+68|0;a=f[c>>2]|0;b:do if(a){h=f[h>>2]|0;g=a;while(1){a=f[g+8>>2]|0;do if((h|0)==(a|0)){a=f[i>>2]|0;e=f[g+20>>2]|0;if((a|0)>(e|0)){m=+p[g+24>>3]*+(a-(f[g+4>>2]|0)|0);if((f[j>>2]|0)<((f[g>>2]|0)+~~(m+(m<0.0?-.5:.5))|0)){a=g;break b}else break}if((a|0)==(e|0))a=f[j>>2]|0;else{m=+p[k>>3]*+(e-(f[l>>2]|0)|0);a=(f[b>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}if((f[g+16>>2]|0)>(a|0)){a=g;break b}}else if((h|0)<(a|0)){a=g;break b}while(0);c=g+68|0;a=f[c>>2]|0;if(!a){d=g;break}else{d=g;g=a}}}while(0);f[b+68>>2]=a;a=f[c>>2]|0;if(a|0)f[a+72>>2]=b;f[b+72>>2]=d;l=c;f[l>>2]=b;return}function Smb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=f[b+72>>2]|0;a:do if(!c)j=6;else{g=f[b+32>>2]|0;while(1){if((f[c+32>>2]|0)==(g|0)){i=f[c+40>>2]|0;if(i|0)break}c=f[c+72>>2]|0;if(!c){j=6;break a}}d=f[b+40>>2]|0;e=(d|0)==0;if(e)if((f[a+40>>2]|0)!=1){f[b+44>>2]=1;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i;break}if(!(f[((g|0)==0?a+68|0:a+64|0)>>2]|0)){if(e){e=1;d=c;b:while(1){do{d=f[d+72>>2]|0;if(!d)break b}while((f[d+32>>2]|0)!=(g|0));e=e^(f[d+40>>2]|0)!=0}d=(e^1)&1}f[b+44>>2]=d;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i;break}h=f[c+44>>2]|0;do if((X(i,h)|0)<0)if((((h|0)<0?0-h|0:h)|0)>1){i=(X(d,i)|0)<0;d=(i?0:d)+h|0;break}else{d=e?1:d;break}else if(e){d=(h>>31|1)+h|0;break}else{i=(X(d,i)|0)<0;d=(i?0:d)+h|0;break}while(0);f[b+44>>2]=d;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i}while(0);if((j|0)==6){c=f[b+40>>2]|0;d=f[b+32>>2]|0;if(!c)c=(f[((d|0)==0?a+68|0:a+64|0)>>2]|0)==3?-1:1;f[b+44>>2]=c;f[b+48>>2]=0;e=a+128|0;c=0;g=d}d=f[e>>2]|0;e=(d|0)==(b|0);if(f[((g|0)==0?a+64|0:a+68|0)>>2]|0){if(e)return;e=b+48|0;do{c=c+(f[d+40>>2]|0)|0;d=f[d+68>>2]|0}while((d|0)!=(b|0));f[e>>2]=c;return}if(e)return;e=b+48|0;do{if(f[d+40>>2]|0){c=(c|0)==0&1;f[e>>2]=c}d=f[d+68>>2]|0}while((d|0)!=(b|0));return}function Tmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;d=(f[b+32>>2]|0)==0;h=a+68|0;g=a+64|0;c=f[(d?g:h)>>2]|0;switch(f[(d?h:g)>>2]|0){case 0:{if(!(f[b+40>>2]|0))if((f[b+44>>2]|0)==1)e=7;else c=0;else e=7;break}case 1:{h=f[b+44>>2]|0;if((((h|0)<0?0-h|0:h)|0)==1)e=7;else c=0;break}case 2:{if((f[b+44>>2]|0)==1)e=7;else c=0;break}default:if((f[b+44>>2]|0)==-1)e=7;else c=0}a:do if((e|0)==7)switch(f[a+40>>2]|0){case 0:switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)!=0;break a}case 2:{c=(f[b+48>>2]|0)>0;break a}default:{c=(f[b+48>>2]|0)<0;break a}}case 1:switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}case 2:if(d)switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}else switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)!=0;break a}case 2:{c=(f[b+48>>2]|0)>0;break a}default:{c=(f[b+48>>2]|0)<0;break a}}case 3:{if(f[b+40>>2]|0){c=1;break a}switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}}default:{c=1;break a}}while(0);return c|0}function Umb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+48|0;h=a+52|0;b=f[h>>2]|0;c=f[g>>2]|0;if((b|0)!=(c|0)){e=0;do{d=f[c+(e<<2)>>2]|0;if(d){gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=f[h>>2]|0;c=f[g>>2]|0}e=e+1|0;d=b-c>>2}while(e>>>0<d>>>0);if(!((c|0)==(b|0)|(d|0)==0))f[h>>2]=b+(~((b+-4-c|0)>>>2)<<2)}d=a+20|0;h=f[d>>2]|0;b=f[a+16>>2]|0;c=h;if((h|0)==(b|0)|(b|0)==(c|0))return;f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);return}function Vmb(a){a=a|0;f[a>>2]=39984;a=a+4|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;b[a+32>>0]=0;return}function Wmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=b+4|0;g=f[b>>2]|0;if((f[i>>2]|0)==(g|0)){i=0;return i|0}h=0;e=0;do{e=e|(Tg[f[(f[a>>2]|0)+8>>2]&15](a,g+(h*12|0)|0,c,d)|0);h=h+1|0;g=f[b>>2]|0}while(h>>>0<(((f[i>>2]|0)-g|0)/12|0)>>>0);return e|0}function Xmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;f[a+100>>2]=0;f[a+104>>2]=0;f[a+108>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+124>>2]=0;f[a+132>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;d=a+80|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[a>>2]=40940;f[a+76>>2]=40976;d=a+44|0;e=a+4|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[d>>2]=d;f[a+48>>2]=d;f[a+52>>2]=0;b[a+60>>0]=0;b[a+96>>0]=0;b[a+72>>0]=c&1;b[a+74>>0]=c>>>1&1;b[a+112>>0]=c>>>2&1;b[a+113>>0]=0;return}function Ymb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;h=p;o=a+60|0;if(b[o>>0]|0){o=0;u=p;return o|0}if(b[a+113>>0]|0){o=m3a(260024,239823,56)|0;vEb(h,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(h,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(h);OEb(o,n)|0;AEb(o)|0;o=0;u=p;return o|0}b[o>>0]=1;k=d+4|0;j=f[k>>2]|0;m=f[d>>2]|0;l=m;h=j;if(!((j|0)==(m|0)|(l|0)==(h|0)))do{i=h+-12|0;f[k>>2]=i;j=f[i>>2]|0;if(!j)h=i;else{h=h+-8|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-8-j|0)>>>3)<<3);sOb(j);h=f[k>>2]|0}}while((h|0)!=(l|0));f[a+68>>2]=e;f[a+64>>2]=g;f[a+40>>2]=c;b[a+73>>0]=0;m=emb(a)|0;if(m)dnb(a,d);e=a+116|0;g=a+120|0;h=f[g>>2]|0;d=f[e>>2]|0;i=d;if((h|0)!=(d|0)){c=a+116|0;l=0;do{j=f[i+(l<<2)>>2]|0;k=j+16|0;h=f[k>>2]|0;if(!h){if(j)n=21}else{f[(f[h+16>>2]|0)+12>>2]=0;h=f[k>>2]|0;if(!h)n=21;else{do{f[k>>2]=f[h+12>>2];sOb(h);h=f[k>>2]|0}while((h|0)!=0);n=21}}if((n|0)==21){n=0;sOb(j);i=f[c>>2]|0}f[i+(l<<2)>>2]=0;l=l+1|0;h=f[g>>2]|0;a=f[e>>2]|0;i=a}while(l>>>0<h-a>>2>>>0)}if((i|0)!=(h|0))f[g>>2]=h+(~((h+-4-i|0)>>>2)<<2);b[o>>0]=0;o=m;u=p;return o|0}function Zmb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;J=f[a+728>>2]|0;H=f[a+776>>2]|0;K=f[a+888>>2]|0;L=f[a+1016>>2]|0;M=f[a+1072>>2]|0;N=f[a+2184>>2]|0;G=f[a+2200>>2]|0;O=f[a+3608>>2]|0;a:{b:while(1){d=wEa(a+568|0)|0;u=+n[d+4>>2];w=+n[d+8>>2];t=+n[d+12>>2];v=+n[d+16>>2];s=+n[d+20>>2];p[(a+352|0)>>3]=+n[d>>2];p[((a+352|0)+8|0)>>3]=u;p[((a+352|0)+16|0)>>3]=w;p[((a+352|0)+24|0)>>3]=t;p[((a+352|0)+32|0)>>3]=v;p[((a+352|0)+40|0)>>3]=s;UBa(a+400|0,a+352|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;s=+p[(a+400|0)>>3];v=(+p[((a+400|0)+24|0)>>3]-s)*.5;t=+p[((a+400|0)+8|0)>>3];w=(+p[((a+400|0)+32|0)>>3]-t)*.5;u=+p[((a+400|0)+16|0)>>3];x=(+p[((a+400|0)+40|0)>>3]-u)*.5;p[(a+448|0)>>3]=s+v;p[((a+448|0)+8|0)>>3]=t+w;p[((a+448|0)+16|0)>>3]=u+x;p[((a+448|0)+24|0)>>3]=v*v+(w*w+x*x);d=f[(f[a>>2]|0)+24>>2]|0;do{e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=K|1;else e=1}if(e)if(1){nEa(a+568|0,a+552|0);d=f[(a+552|0)>>2]|0;C=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(C|0)){c=d;do{t=+p[c>>3];A=c+8|0;u=+p[A>>3];B=c+16|0;v=+p[B>>3];w=t*+p[(a+104|0)>>3]+u*+p[(a+136|0)>>3]+v*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];x=t*+p[(a+112|0)>>3]+u*+p[(a+144|0)>>3]+v*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v+ +p[(a+192|0)>>3];p[A>>3]=w;p[B>>3]=x;c=c+24|0}while((c|0)!=(C|0))}B=f[(f[a>>2]|0)+24>>2]|0;cBa(a+584|0,f[64714]|0);cBa(a+280|0,f[64714]|0);c:{c=1;if(c){c=0;if((d|0)==(C|0))g=0;else c=1}if(c)if(1){A=J;z=d;y=0;while(1){c=Sg[f[(f[B>>2]|0)+36>>2]&255](B,z,a+352|0)|0;d:do{d=1;if(d){d=0;if((c|0)==1)D=y;else d=1}if(d)if(1){d=f[a>>2]|0;g=f[d+64>>2]|0;r=f[d+68>>2]|0;e:do if((g|0)!=(r|0)){s=+p[z>>3];t=+p[z+8>>3];u=+p[z+16>>3];v=+p[z+24>>3];w=+p[z+32>>3];x=+p[z+40>>3];e=0;do{i=f[g>>2]|0;q=f[g+4>>2]|0;if((i|0)==(q|0))e=(e|0)>0?e:0;else{k=2;do{h=+p[i>>3];l=+p[i+8>>3];m=+p[i+16>>3];o=+p[i+24>>3];if(!(o+(v*h+(w*l+x*m))<0.0)){E=!(o+(s*h+(t*l+u*m))<0.0)?2:1;O=151}else if(!(o+(s*h+(t*l+u*m))<0.0))F=1;else{E=0;O=151}if((O|0)==151){O=0;F=(E|0)==0?0:(E|0)==2?2:1}k=(F|0)<(k|0)?F:k;i=i+32|0}while((i|0)!=(q|0));if((k|0)==2){D=y;break d}else e=(e|0)<(k|0)?k:e}g=g+12|0}while((g|0)!=(r|0));switch(e|0){case 2:{D=y;break d}case 1:break;default:break e}Slb(d+64|0,z,a+584|0,a+280|0);c=f[(a+280|0)>>2]|0;e=f[((a+280|0)+4|0)>>2]|0;if((c|0)==(e|0)){D=y;break d}if((e-c|0)>0){d=c;c=0;do{c=Sg[f[(f[B>>2]|0)+36>>2]&255](B,d,a+352|0)|0|c;d=d+48|0}while(d>>>0<e>>>0);if((c|0)==1){D=y;break d}}else c=0;d=f[a>>2]|0}while(0);e=c|y;y=f[d+24>>2]|0;h=+Ng[f[(f[y>>2]|0)+16>>2]&31](y,a+352|0);if(h<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=h;p[(a+224|0)>>3]=+p[(a+352|0)>>3];p[(a+232|0)>>3]=+p[((a+352|0)+8|0)>>3];p[(a+240|0)>>3]=+p[((a+352|0)+16|0)>>3]}if(f[(a+260|0)>>2]|0){D=IEa(f[(a+8|0)>>2]|0,A)|0;d=f[(a+260|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=z;f[(a+400|0)>>2]=D;d=f[d+16>>2]|0;if(!d){O=165;break b}Fh[f[(f[d>>2]|0)+24>>2]&255](d,a+448|0,c,a+400|0);D=e;break}y=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[y>>2]|0)+12>>2]&1023](y)|0)){D=e;break}if((e|0)==3){g=3;break c}if((e|0)==2?(b[f[a>>2]>>0]|0)==0:0){g=2;break c}else D=e}}while(0);z=z+48|0;if((z|0)==(C|0)){g=D;break}else{A=A+1|0;y=D}}}}e=(g|0)==0?1:g;c=f[((a+280|0)+12|0)>>2]|0;if(c|0)xCa(c,a+280|0);c=f[(a+280|0)>>2]|0;if(c|0){d=f[((a+280|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+280|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[((a+584|0)+12|0)>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=e|K;if(G)break;C=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[C>>2]|0)+12>>2]&1023](C)|0))break;if((c|0)==3){I=3;break b}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){I=2;break b}}}while(0);if(!(uEa(a+568|0)|0)){I=c;break}vEa(a+568|0);J=J+512|0;K=c}if((O|0)==165)vd();if(f[(a+272|0)>>2]|0){c=f[(a+4|0)>>2]|0;if(f[c+196>>2]&1048576|0){k=lJa(c)|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if(k)gOb(k);f[(a+400|0)>>2]=0;f[((a+400|0)+4|0)>>2]=0;f[(a+400|0)+8>>2]=0;f[(a+352|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)+8>>2]=0;RDa(a+584|0,f[(c+44|0)>>2]|0,1,a+400|0,a+352|0);i=f[(f[(c+44|0)>>2]|0)+28>>2]|0;G=f[(a+584|0)>>2]|0;f:do if((f[G>>2]|0)==(f[G+4>>2]|0)){g=f[(a+584|0)+12>>2]|0;if(i|0){e=0;c=0;while(1){G=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,e+g|0)|0)<<2)|0;t=+n[G>>2];u=+n[G+4>>2];v=+n[G+8>>2];w=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*t+ +p[(a+136|0)>>3]*u+ +p[(a+168|0)>>3]*v);x=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*t+ +p[(a+144|0)>>3]*u+ +p[(a+176|0)>>3]*v);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v);p[(a+280|0)+(c*24|0)+8>>3]=w;p[(a+280|0)+(c*24|0)+16>>3]=x;c=c+1|0;if((c|0)==2){d=f[(a+272|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}else{g=f[(a+584|0)+16>>2]|0;if(i|0){e=0;c=0;while(1){G=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,j[g+(e<<1)>>1]|0)|0)<<2)|0;t=+n[G>>2];u=+n[G+4>>2];v=+n[G+8>>2];w=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*t+ +p[(a+136|0)>>3]*u+ +p[(a+168|0)>>3]*v);x=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*t+ +p[(a+144|0)>>3]*u+ +p[(a+176|0)>>3]*v);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v);p[(a+280|0)+(c*24|0)+8>>3]=w;p[(a+280|0)+(c*24|0)+16>>3]=x;c=c+1|0;if((c|0)==2){d=f[(a+272|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}while(0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(a+400|0)>>2]|0;if(c|0){d=f[((a+400|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+400|0)+4|0)>>2]=d+(~((d+-2-c|0)>>>1)<<1);sOb(c)}if(k)iOb(k)}}c=f[(a+552|0)+12>>2]|0;if(c|0)xCa(c,a+552|0);c=f[(a+552|0)>>2]|0;if(c|0){d=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+552|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=I|H;if(N)L=c;else{N=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[N>>2]|0)+12>>2]&1023](N)|0){if((c|0)==3){M=3;f[a+3704>>2]=1;break a}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){M=2;f[a+3704>>2]=1;break a}else L=c}else L=c}}f[a+728>>2]=J;f[a+888>>2]=K;f[a+1016>>2]=L;f[a+1072>>2]=M;f[a+3608>>2]=O}function _mb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0.0,u=0,v=0.0,w=0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;O=f[a+720>>2]|0;P=f[a+776>>2]|0;Q=f[a+880>>2]|0;R=f[a+1072>>2]|0;T=f[a+2184>>2]|0;N=f[a+2192>>2]|0;U=f[a+3608>>2]|0;a:{b:while(1){d=wEa(a+568|0)|0;A=+n[d+4>>2];C=+n[d+8>>2];z=+n[d+12>>2];B=+n[d+16>>2];y=+n[d+20>>2];p[(a+352|0)>>3]=+n[d>>2];p[((a+352|0)+8|0)>>3]=A;p[((a+352|0)+16|0)>>3]=C;p[((a+352|0)+24|0)>>3]=z;p[((a+352|0)+32|0)>>3]=B;p[((a+352|0)+40|0)>>3]=y;UBa(a+400|0,a+352|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;y=+p[(a+400|0)>>3];B=(+p[((a+400|0)+24|0)>>3]-y)*.5;z=+p[((a+400|0)+8|0)>>3];C=(+p[((a+400|0)+32|0)>>3]-z)*.5;A=+p[((a+400|0)+16|0)>>3];D=(+p[((a+400|0)+40|0)>>3]-A)*.5;p[(a+448|0)>>3]=y+B;p[((a+448|0)+8|0)>>3]=z+C;p[((a+448|0)+16|0)>>3]=A+D;p[((a+448|0)+24|0)>>3]=B*B+(C*C+D*D);d=f[(f[a>>2]|0)+24>>2]|0;do{e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=Q|1;else e=1}if(e)if(1){nEa(a+568|0,a+552|0);d=f[(a+552|0)>>2]|0;I=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(I|0)){c=d;do{z=+p[c>>3];G=c+8|0;A=+p[G>>3];H=c+16|0;B=+p[H>>3];C=z*+p[(a+104|0)>>3]+A*+p[(a+136|0)>>3]+B*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];D=z*+p[(a+112|0)>>3]+A*+p[(a+144|0)>>3]+B*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B+ +p[(a+192|0)>>3];p[G>>3]=C;p[H>>3]=D;c=c+24|0}while((c|0)!=(I|0))}H=f[(f[a>>2]|0)+24>>2]|0;cBa(a+584|0,f[64714]|0);cBa(a+280|0,f[64714]|0);c:{c=1;if(c){c=0;if((d|0)==(I|0))g=0;else c=1}if(c)if(1){E=0;G=O;F=d;while(1){c=Sg[f[(f[H>>2]|0)+32>>2]&255](H,F,a+352|0)|0;d:do{d=1;if(d){d=0;if((c|0)==1)J=E;else d=1}if(d)if(1){d=f[a>>2]|0;g=f[d+64>>2]|0;s=f[d+68>>2]|0;e:do if((g|0)!=(s|0)){t=+p[F>>3];u=F+8|0;v=+p[u>>3];w=F+16|0;x=+p[w>>3];y=+p[F+24>>3];z=+p[F+32>>3];A=+p[F+40>>3];B=+p[F+48>>3];C=+p[F+56>>3];D=+p[F+64>>3];e=0;do{i=f[g>>2]|0;r=f[g+4>>2]|0;if((i|0)==(r|0))e=(e|0)>0?e:0;else{q=2;k=i;do{h=+p[k>>3];l=+p[k+8>>3];m=+p[k+16>>3];o=+p[k+24>>3];if(!(o+(y*h+(z*l+A*m))<0.0)){M=!(o+(t*h+(v*l+x*m))<0.0)?2:1;U=52}else if(!(o+(t*h+(v*l+x*m))<0.0))K=1;else{M=0;U=52}do if((U|0)==52){U=0;if(!(o+(B*h+(C*l+D*m))<0.0))i=M+1|0;else if(!M)i=0;else{K=1;break}K=(i|0)==0?0:(i|0)==3?2:1}while(0);q=(K|0)<(q|0)?K:q;k=k+32|0}while((k|0)!=(r|0));if((q|0)==2){J=E;break d}else e=(e|0)<(q|0)?q:e}g=g+12|0}while((g|0)!=(s|0));switch(e|0){case 2:{J=E;break d}case 1:break;default:break e}o=(z-v)*(D-x)-(A-x)*(C-v);A=(A-x)*(B-t)-(y-t)*(D-x);C=(y-t)*(C-v)-(z-v)*(B-t);D=+L(+(o*o+(C*C+A*A)));p[(a+448|0)>>3]=o/D;p[((a+448|0)+8|0)>>3]=A/D;p[((a+448|0)+16|0)>>3]=C/D;p[((a+448|0)+24|0)>>3]=-(o/D*+p[F>>3]+(A/D*+p[u>>3]+C/D*+p[w>>3]));Rlb(d+64|0,F,a+448|0,a+584|0,a+280|0);d=f[(a+280|0)>>2]|0;e=f[((a+280|0)+4|0)>>2]|0;do if((d|0)!=(e|0)){if((e-d|0)>0){c=0;do{c=Sg[f[(f[H>>2]|0)+32>>2]&255](H,d,a+352|0)|0|c;d=d+72|0}while(d>>>0<e>>>0);if((c|0)==1)break}else c=0;d=f[a>>2]|0;break e}while(0);J=E;break d}while(0);e=c|E;E=f[d+24>>2]|0;h=+Ng[f[(f[E>>2]|0)+16>>2]&31](E,a+352|0);if(h<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=h;p[(a+224|0)>>3]=+p[(a+352|0)>>3];p[(a+232|0)>>3]=+p[((a+352|0)+8|0)>>3];p[(a+240|0)>>3]=+p[((a+352|0)+16|0)>>3]}if(f[(a+256|0)>>2]|0){J=HEa(f[(a+8|0)>>2]|0,G)|0;d=f[(a+256|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=F;f[(a+400|0)>>2]=J;d=f[d+16>>2]|0;if(!d){U=70;break b}Fh[f[(f[d>>2]|0)+24>>2]&255](d,a+448|0,c,a+400|0);J=e;break}E=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[E>>2]|0)+12>>2]&1023](E)|0)){J=e;break}if((e|0)==3){g=3;break c}if((e|0)==2?(b[f[a>>2]>>0]|0)==0:0){g=2;break c}else J=e}}while(0);F=F+72|0;if((F|0)==(I|0)){g=J;break}else{E=J;G=G+1|0}}}}e=(g|0)==0?1:g;c=f[((a+280|0)+12|0)>>2]|0;if(c|0)xCa(c,a+280|0);c=f[(a+280|0)>>2]|0;if(c|0){d=f[((a+280|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+280|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[((a+584|0)+12|0)>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=e|Q;if(N)break;I=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[I>>2]|0)+12>>2]&1023](I)|0))break;if((c|0)==3){S=3;break b}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){S=2;break b}}}while(0);if(!(uEa(a+568|0)|0)){S=c;break}vEa(a+568|0);O=O+512|0;Q=c}if((U|0)==70)vd();if(f[(a+268|0)>>2]|0){c=f[(a+4|0)>>2]|0;if(f[c+196>>2]&1048576|0){k=lJa(c)|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if(k)gOb(k);f[(a+400|0)>>2]=0;f[((a+400|0)+4|0)>>2]=0;f[(a+400|0)+8>>2]=0;f[(a+352|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)+8>>2]=0;RDa(a+584|0,f[(c+44|0)>>2]|0,0,a+400|0,a+352|0);i=f[(f[(c+44|0)>>2]|0)+24>>2]|0;N=f[(a+584|0)>>2]|0;f:do if((f[N>>2]|0)==(f[N+4>>2]|0)){g=f[(a+584|0)+12>>2]|0;if(i|0){e=0;c=0;while(1){N=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,e+g|0)|0)<<2)|0;z=+n[N>>2];A=+n[N+4>>2];B=+n[N+8>>2];C=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*z+ +p[(a+136|0)>>3]*A+ +p[(a+168|0)>>3]*B);D=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*z+ +p[(a+144|0)>>3]*A+ +p[(a+176|0)>>3]*B);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B);p[(a+280|0)+(c*24|0)+8>>3]=C;p[(a+280|0)+(c*24|0)+16>>3]=D;c=c+1|0;if((c|0)==3){d=f[(a+268|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}else{g=f[(a+584|0)+16>>2]|0;if(i|0){e=0;c=0;while(1){N=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,j[g+(e<<1)>>1]|0)|0)<<2)|0;z=+n[N>>2];A=+n[N+4>>2];B=+n[N+8>>2];C=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*z+ +p[(a+136|0)>>3]*A+ +p[(a+168|0)>>3]*B);D=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*z+ +p[(a+144|0)>>3]*A+ +p[(a+176|0)>>3]*B);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B);p[(a+280|0)+(c*24|0)+8>>3]=C;p[(a+280|0)+(c*24|0)+16>>3]=D;c=c+1|0;if((c|0)==3){d=f[(a+268|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}while(0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(a+400|0)>>2]|0;if(c|0){d=f[((a+400|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+400|0)+4|0)>>2]=d+(~((d+-2-c|0)>>>1)<<1);sOb(c)}if(k)iOb(k)}}c=f[(a+552|0)+12>>2]|0;if(c|0)xCa(c,a+552|0);c=f[(a+552|0)>>2]|0;if(c|0){d=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+552|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}if(T)P=S;else{T=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[T>>2]|0)+12>>2]&1023](T)|0){if((S|0)==3){R=3;f[a+3712>>2]=1;break a}if((S|0)==2?(b[f[a>>2]>>0]|0)==0:0){R=2;f[a+3712>>2]=1;break a}else P=S}else P=S}}f[a+720>>2]=O;f[a+776>>2]=P;f[a+880>>2]=Q;f[a+1072>>2]=R;f[a+3608>>2]=U}function $mb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0.0,I=0.0,J=0.0,K=0;B=f[a+648>>2]|0;j=f[a+1072>>2]|0;k=f[a+2184>>2]|0;h=f[a+2240>>2]|0;d=f[a+2248>>2]|0;r=f[a+2256>>2]|0;C=f[a+3608>>2]|0;E=f[a+3624>>2]|0;a:{if(E){E=0;if(d){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)d=(f[(a+272|0)>>2]|0)!=0;else d=1;rEa(a+568|0,a+12|0);cBa(a+552|0,f[64714]|0);x=0;y=0;f[a+720>>2]=x;f[a+776>>2]=i;f[a+880>>2]=y;f[a+1072>>2]=j;f[a+2184>>2]=k;f[a+2192>>2]=d;f[a+3608>>2]=C;f[a+3712>>2]=0;f[a+3716>>2]=0;_mb(a);i=f[a+776>>2]|0;j=f[a+1072>>2]|0;C=f[a+3608>>2]|0;G=f[a+3712>>2]|0;D=f[a+3716>>2]|0;H=+n[a+3716>>2];f[a+3712>>2]=0;f[a+3716>>2]=0;if((G|0)==1){f[a+3720>>2]=1;break a}}else E=1}if(E){E=0;if(1)i=0;else E=1}e=1;if(e){e=0;if(h){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)d=(f[(a+272|0)>>2]|0)!=0;else d=1;sEa(a+568|0,a+12|0);cBa(a+552|0,f[64714]|0);x=0;y=0;f[a+728>>2]=x;f[a+776>>2]=i;f[a+888>>2]=y;f[a+1016>>2]=z;f[a+1072>>2]=j;f[a+2184>>2]=k;f[a+2200>>2]=d;f[a+3608>>2]=C;f[a+3704>>2]=0;f[a+3708>>2]=0;Zmb(a);z=f[a+1016>>2]|0;j=f[a+1072>>2]|0;C=f[a+3608>>2]|0;G=f[a+3704>>2]|0;D=f[a+3708>>2]|0;H=+n[a+3708>>2];f[a+3704>>2]=0;f[a+3708>>2]=0;if((G|0)==1){f[a+3720>>2]=1;break a}}else e=1}if(e)if(1)z=i;y=1;if(y){y=0;if(r){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)x=(f[(a+272|0)>>2]|0)!=0;else x=1;tEa(a+352|0,a+12|0);cBa(a+584|0,f[64714]|0);w=0;v=0;b:while(1){d=wEa(a+352|0)|0;F=+n[d+4>>2];s=+n[d+8>>2];I=+n[d+12>>2];g=+n[d+16>>2];J=+n[d+20>>2];p[(a+280|0)>>3]=+n[d>>2];p[((a+280|0)+8|0)>>3]=F;p[((a+280|0)+16|0)>>3]=s;p[((a+280|0)+24|0)>>3]=I;p[((a+280|0)+32|0)>>3]=g;p[((a+280|0)+40|0)>>3]=J;UBa(a+400|0,a+280|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;J=+p[(a+400|0)>>3];g=(+p[((a+400|0)+24|0)>>3]-J)*.5;I=+p[((a+400|0)+8|0)>>3];s=(+p[((a+400|0)+32|0)>>3]-I)*.5;F=+p[((a+400|0)+16|0)>>3];t=(+p[((a+400|0)+40|0)>>3]-F)*.5;p[(a+448|0)>>3]=J+g;p[((a+448|0)+8|0)>>3]=I+s;p[((a+448|0)+16|0)>>3]=F+t;p[((a+448|0)+24|0)>>3]=g*g+(s*s+t*t);d=f[(f[a>>2]|0)+24>>2]|0;e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=v|1;else e=1}if(e)if(1){nEa(a+352|0,a+584|0);r=f[(a+584|0)>>2]|0;u=f[((a+584|0)+4|0)>>2]|0;c:do if((r|0)==(u|0))c=0;else{c=r;do{s=+p[c>>3];o=c+8|0;t=+p[o>>3];q=c+16|0;F=+p[q>>3];I=s*+p[(a+104|0)>>3]+t*+p[(a+136|0)>>3]+F*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];J=s*+p[(a+112|0)>>3]+t*+p[(a+144|0)>>3]+F*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*s+ +p[(a+128|0)>>3]*t+ +p[(a+160|0)>>3]*F+ +p[(a+192|0)>>3];p[o>>3]=I;p[q>>3]=J;c=c+24|0}while((c|0)!=(u|0));q=f[(f[a>>2]|0)+24>>2]|0;o=r;c=0;do{m=Rg[f[(f[q>>2]|0)+20>>2]&255](q,o)|0;k=m?2:1;d:do if(m){m=f[a>>2]|0;e=f[m+64>>2]|0;l=f[m+68>>2]|0;if((e|0)!=(l|0)){g=+p[o>>3];s=+p[o+8>>3];t=+p[o+16>>3];d=0;do{h=f[e>>2]|0;j=f[e+4>>2]|0;if((h|0)==(j|0))d=(d|0)>0?d:0;else{i=2;do{K=+p[h+24>>3]+(g*+p[h>>3]+(s*+p[h+8>>3]+t*+p[h+16>>3]))<0.0?0:2;i=(K|0)<(i|0)?K:i;h=h+32|0}while((h|0)!=(j|0));if((i|0)==2)break d;else d=(d|0)<(i|0)?i:d}e=e+12|0}while((e|0)!=(l|0));if((d|0)==2)break}c=k|c;K=f[m+24>>2]|0;g=+Ng[f[(f[K>>2]|0)+16>>2]&31](K,o);if(g<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=g;p[(a+224|0)>>3]=+p[o>>3];p[(a+232|0)>>3]=+p[o+8>>3];p[(a+240|0)>>3]=+p[o+16>>3]}if(f[(a+264|0)>>2]|0){K=JEa(f[(a+8|0)>>2]|0,(o+(w*24|0)-r|0)/24|0)|0;e=f[(a+264|0)>>2]|0;d=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=K;e=f[e+16>>2]|0;if(!e){C=251;break b}Fh[f[(f[e>>2]|0)+24>>2]&255](e,o,d,a+448|0);break}K=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[K>>2]|0)+12>>2]&1023](K)|0))break;if((c|0)==3){c=3;break c}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){c=2;break c}}while(0);o=o+24|0}while((o|0)!=(u|0))}while(0);c=((c|0)==0?1:c)|v;if(!x){K=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[K>>2]|0)+12>>2]&1023](K)|0){if((c|0)==3){A=3;break}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){A=2;break}}}}if(!(uEa(a+352|0)|0)){A=c;break}vEa(a+352|0);w=w+512|0;v=c}if((C|0)==251)vd();c=f[(a+584|0)+12>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}l=A|z;m=a+224|0;o=a+232|0;q=a+240|0}else y=1}if(y)if(1){l=z;m=a+224|0;o=a+232|0;q=a+240|0}p[B>>3]=+p[m>>3];p[B+8>>3]=+p[o>>3];p[B+16>>3]=+p[q>>3];j=l}f[a+1072>>2]=j;f[a+3608>>2]=C;f[a+3624>>2]=E}function anb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;D=f[a+32>>2]|0;u=f[a+48>>2]|0;B=f[a+56>>2]|0;E=f[a+112>>2]|0;F=f[a+136>>2]|0;v=f[a+920>>2]|0;a:{b:while(1){c:do if(B){h=E;d:while(1){i=h+8|0;e=h+56|0;d=f[e>>2]|0;if((f[i>>2]|0)==(f[d+8>>2]|0))if((f[h+12>>2]|0)==(f[d+12>>2]|0))break c;l=h+60|0;m=f[l>>2]|0;if((m|0)==(d|0)){r=h;l=48;break b}n=f[(m+8|0)>>2]|0;o=f[(m+8|0)+4>>2]|0;q=f[i>>2]|0;i=f[i+4>>2]|0;j=f[(d+8|0)>>2]|0;k=f[(d+8|0)+4>>2]|0;do if((X(q-j|0,o-i|0)|0)==(X(i-k|0,n-q|0)|0)){if(!(b[(D+36|0)>>0]|0))break d;if((n|0)==(j|0)&(o|0)==(k|0))break d;if((n|0)==(q|0)&(o|0)==(i|0))break d;if((q|0)==(j|0)&(i|0)==(k|0))break d;if((n|0)==(j|0))if((o|0)<(i|0)^(i|0)<(k|0))break d;else break;else if((n|0)<(q|0)^(q|0)<(j|0))break d;else break}while(0);if((d|0)==(E|0)){r=E;l=48;break b}else h=d}f[m+56>>2]=d;E=(f[e>>2]|0)+60|0;f[E>>2]=m;f[l>>2]=0;E=f[E>>2]|0;F=(h|0)==(F|0)?d:F;continue b}else{e=E;d=f[E+56>>2]|0;h=f[E+8>>2]|0;while(1){q=h;h=f[d+8>>2]|0;if((q|0)==(h|0))if(!((d|0)==(F|0)?1:(f[e+12>>2]|0)!=(f[d+12>>2]|0)))break;if((f[e+60>>2]|0)==(d|0)){r=e;l=48;break b}if((d|0)==(E|0)){r=E;l=48;break b}e=f[d+56>>2]|0;if((e|0)==(F|0)){s=d;t=F;l=50;break b}else{q=d;d=e;e=q}}h=e;e=e+56|0}while(0);if((h|0)==(d|0)){r=d;l=48;break}q=h+60|0;o=f[q>>2]|0;f[o+56>>2]=f[e>>2];E=f[e>>2]|0;f[E+60>>2]=o;f[q>>2]=0;F=(h|0)==(F|0)?d:F}do if((l|0)==48)if(B)if((f[r+60>>2]|0)==(f[r+56>>2]|0)){l=52;break}else break;else{s=r;t=f[r+56>>2]|0;l=50;break}while(0);if((l|0)==50)if((s|0)==(t|0))l=52;else{b[D+37>>0]=1;f[(f[F+60>>2]|0)+52>>2]=-2}if((l|0)==52){tOb(v);c=0;f[a+1064>>2]=1;break a}k=F+12|0;d=1;j=F;do{e=j+8|0;i=j+56|0;h=f[i>>2]|0;if((f[j+12>>2]|0)<(f[h+12>>2]|0)){s=f[e+4>>2]|0;t=j+16|0;f[t>>2]=f[e>>2];f[t+4>>2]=s;e=j}else{s=f[e+4>>2]|0;t=j;f[t>>2]=f[e>>2];f[t+4>>2]=s;e=j+16|0}t=f[(h+8|0)+4>>2]|0;f[e>>2]=f[(h+8|0)>>2];f[e+4>>2]=t;e=(f[j+20>>2]|0)-(f[j+4>>2]|0)|0;if(!e)g=-1.e+40;else g=+((f[j+16>>2]|0)-(f[j>>2]|0)|0)/+(e|0);p[j+24>>3]=g;f[j+32>>2]=u;j=f[i>>2]|0;if(d)d=(f[j+12>>2]|0)==(f[k>>2]|0);else d=0}while((j|0)!=(F|0));if(d){if(B){tOb(v);c=0;f[a+1064>>2]=1;break a}d=f[F+60>>2]|0;f[d+52>>2]=-2;f[a>>2]=f[F+4>>2];f[a+4>>2]=0;f[a+8>>2]=F;f[F+36>>2]=2;f[F+40>>2]=0;e=F;while(1){c=f[e>>2]|0;if((c|0)!=(f[d+16>>2]|0)){B=e+16|0;C=f[B>>2]|0;f[B>>2]=c;f[e>>2]=C}c=f[e+56>>2]|0;if((f[c+52>>2]|0)==-2)break;f[e+64>>2]=c;e=c;d=f[c+60>>2]|0}c=f[(D+12|0)>>2]|0;if((c|0)==(f[D+16>>2]|0))bmb(D+8|0,a);else{f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[(D+12|0)>>2]=(f[(D+12|0)>>2]|0)+12}c=f[(D+28|0)>>2]|0;if((c|0)==(f[D+32>>2]|0))cmb(D+24|0,a+12|0);else{f[c>>2]=f[(a+12|0)>>2];f[(D+28|0)>>2]=(f[(D+28|0)>>2]|0)+4}c=1;f[a+1064>>2]=1;break a}d=f[(D+28|0)>>2]|0;if((d|0)==(f[D+32>>2]|0))cmb(D+24|0,a+12|0);else{f[d>>2]=v;f[(D+28|0)>>2]=(f[(D+28|0)>>2]|0)+4}d=f[F+60>>2]|0;if((f[d>>2]|0)==(f[d+16>>2]|0))if((f[d+4>>2]|0)==(f[d+20>>2]|0))d=f[F+56>>2]|0;else d=F;else d=F;i=0;while(1){while(1){while(1){e=f[d+60>>2]|0;if((f[d>>2]|0)==(f[e>>2]|0))if((f[d+4>>2]|0)==(f[e+4>>2]|0)){if((f[d+8>>2]|0)!=(f[d+16>>2]|0))break;if((f[d+12>>2]|0)!=(f[d+20>>2]|0))break}d=f[d+56>>2]|0}g=+p[d+24>>3];h=+p[e+24>>3]==-1.e+40;if(g==-1.e+40)if(h){C=e;l=95}else{y=d;c=e;x=g}else if(h){C=e;l=95}else{z=d;break}if((l|0)==95){while(1){l=0;c=f[C+60>>2]|0;if(+p[c+24>>3]==-1.e+40)C=c;else break}y=C;x=+p[C+24>>3]}if(x==-1.e+40){d=y;do d=f[d+56>>2]|0;while(+p[d+24>>3]==-1.e+40);w=d;d=f[d+60>>2]|0}else{w=y;d=c}if((f[w+20>>2]|0)==(f[d+4>>2]|0))d=w;else{l=101;break}}if((l|0)==101){l=0;z=(f[c>>2]|0)<(f[w>>2]|0)?y:w}if((z|0)==(i|0)){c=1;f[a+1064>>2]=2;f[a+1068>>2]=4;break a}i=(i|0)==0?z:i;f[a>>2]=f[z+4>>2];d=f[z+60>>2]|0;if(+p[z+24>>3]<+p[d+24>>3]){f[(a+4|0)>>2]=d;f[(a+8|0)>>2]=z;j=0;h=d;d=z}else{f[(a+4|0)>>2]=z;f[(a+8|0)>>2]=d;j=1;h=z}if(B)e=(f[h+56>>2]|0)==(d|0)?-1:1;else e=0;f[h+40>>2]=e;f[d+40>>2]=0-e;d=dmb(D,h,j)|0;if((f[d+52>>2]|0)==-2)d=dmb(D,d,j)|0;e=j^1;h=dmb(D,f[(a+8|0)>>2]|0,e)|0;if((f[h+52>>2]|0)==-2)h=dmb(D,h,e)|0;if((f[(f[(a+4|0)>>2]|0)+52>>2]|0)==-2){A=a+4|0;l=114}else if((f[(f[(a+8|0)>>2]|0)+52>>2]|0)==-2){A=a+8|0;l=114}if((l|0)==114){l=0;f[A>>2]=0}e=f[(D+12|0)>>2]|0;if((e|0)==(f[(D+16|0)>>2]|0))bmb(D+8|0,a);else{f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[(D+12|0)>>2]=(f[(D+12|0)>>2]|0)+12}d=j?d:h}}f[a+112>>2]=E;f[a+136>>2]=F;f[a+224>>2]=c;f[a+1048>>2]=l}function bnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;s=f[a+48>>2]|0;o=f[a+56>>2]|0;p=f[a+120>>2]|0;q=f[a+152>>2]|0;c=f[a+288>>2]|0;r=f[a+408>>2]|0;t=f[a+464>>2]|0;m=f[a+512>>2]|0;u=f[a+640>>2]|0;a:{b:while(1){n=q;switch((t-n|0|0)/12|0|0){case 2:{u=5;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 3:{u=7;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 4:{u=15;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 5:{u=16;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 1:case 0:{u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}default:{}}if((t-n|0|0)<372){u=22;f[a+664>>2]=2;f[a+668>>2]=11;break a}j=q+((((t-n|0)>>>0)/24|0)*12|0)|0;do{i=1;if(i){i=0;if((t-n|0|0)>11988){e=q+((((t-n|0)>>>0)/48|0)*12|0)|0;g=j+((((t-n|0)>>>0)/48|0)*12|0)|0;h=_lb(q,e,j,g,s)|0;if((f[g>>2]|0)>=(f[m>>2]|0)){k=j;break};f[a>>2]=f[g>>2];f[a+4>>2]=f[g+4>>2];f[a+8>>2]=f[g+8>>2];f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];if((f[j>>2]|0)<(f[g>>2]|0)){f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];if((f[e>>2]|0)<(f[j>>2]|0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[j>>2];f[e+4>>2]=f[j+4>>2];f[e+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];if((f[q>>2]|0)<(f[e>>2]|0)){f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[e>>2];f[q+4>>2]=f[e+4>>2];f[q+8>>2]=f[e+8>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];h=h+4|0;k=j}else{h=h+3|0;k=j}}else{h=h+2|0;k=j}}else{h=h+1|0;k=j}}else i=1}if(i)if(1){k=f[j>>2]|0;e=(k|0)<(f[m>>2]|0);if((f[q>>2]|0)>=(k|0)){if(!e){h=0;k=j;break};f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[m>>2];f[j+4>>2]=f[m+4>>2];f[j+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];if((f[q>>2]|0)>=(f[j>>2]|0)){h=1;k=j;break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[j>>2];f[q+4>>2]=f[j+4>>2];f[q+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];h=2;k=j;break}if(e){f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[m>>2];f[q+4>>2]=f[m+4>>2];f[q+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];h=1;k=j;break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[j>>2];f[q+4>>2]=f[j+4>>2];f[q+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];if((f[j>>2]|0)<(f[m>>2]|0)){f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[m>>2];f[j+4>>2]=f[m+4>>2];f[j+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];h=2;k=j}else{h=1;k=j}}}while(0);e=f[k>>2]|0;g=f[q>>2]|0;if((e|0)<(g|0)){d=m;b=h;break}else l=m;while(1){l=l+-12|0;if((q|0)==(l|0))break;if((e|0)<(f[l>>2]|0)){u=66;break b}}e=q+12|0;if((f[m>>2]|0)>=(g|0)){if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}while(1){if((f[e>>2]|0)<(g|0))break;e=e+12|0;if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}}f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[m>>2];f[e+4>>2]=f[m+4>>2];f[e+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];e=e+12|0}if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}else g=m;while(1){j=f[q>>2]|0;while(1){i=e+12|0;if((f[e>>2]|0)<(j|0))break;else e=i}do g=g+-12|0;while((f[g>>2]|0)<(j|0));if(e>>>0>=g>>>0){q=e;continue b};f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];e=i}}if((u|0)==66){u=0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[l>>2];f[q+4>>2]=f[l+4>>2];f[q+8>>2]=f[l+8>>2];f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];d=l;b=h+1|0}c=q+12|0;c:do if(c>>>0<d>>>0){h=j;while(1){g=f[h>>2]|0;while(1){e=c+12|0;if((g|0)<(f[c>>2]|0))c=e;else break}do d=d+-12|0;while((g|0)>=(f[d>>2]|0));if(c>>>0>d>>>0){d=h;break c};f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];h=(h|0)==(c|0)?d:h;c=e;b=b+1|0}}else d=j;while(0);if((c|0)!=(d|0))if((f[c>>2]|0)<(f[d>>2]|0)){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];b=b+1|0}if(!b){r=$lb(q,c,s)|0;b=c+12|0;if($lb(b,p,s)|0){u=82;f[a+664>>2]=1;break a}if(r){o=b;f[a+664>>2]=3;break a}}p=c;if(((p-n|0)/12|0|0)>=((t-p|0)/12|0|0)){u=81;f[a+664>>2]=1;break a}Ylb(q,c,s);o=c+12|0}f[a+56>>2]=o;f[a+152>>2]=q;f[a+288>>2]=c;f[a+408>>2]=r;f[a+640>>2]=u}function cnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;L=f[a+32>>2]|0;n=f[a+80>>2]|0;D=f[a+88>>2]|0;F=f[a+96>>2]|0;G=f[a+144>>2]|0;H=f[a+152>>2]|0;I=f[a+160>>2]|0;o=f[a+208>>2]|0;q=f[a+216>>2]|0;J=f[a+272>>2]|0;K=f[a+368>>2]|0;E=f[a+456>>2]|0;z=f[a+1456>>2]|0;a:{b:while(1){m=(E|0)!=(n|0);b=f[(G?E+68|0:E+72|0)>>2]|0;e=1;if(e){e=0;if(!b){B=F;h=J;g=K;c=E}else e=1}if(e)if(1){l=b;b=F;e=J;g=K;while(1){c:do if(!(f[(L+52|0)>>2]|0)){k=e;j=g;A=45}else if(G){h=e;if((q|0)==(h|0)){s=e;w=g;A=46;break}j=l+8|0;if(z){i=f[j>>2]|0;while(1){if((f[e+8>>2]|0)>=(i|0)){k=e;j=g;A=45;break c}e=f[h+4>>2]|0;h=e;if((q|0)==(h|0)){k=e;j=g;A=45;break c}}}while(1){i=f[e+8>>2]|0;if((i|0)>=(f[j>>2]|0)){k=e;j=g;A=45;break c}e=f[a>>2]|0;if((f[e+52>>2]|0)>=0){A=f[e+4>>2]|0;f[(a+8|0)>>2]=i;f[((a+8|0)+4|0)>>2]=A;Amb(L,e,a+8|0)|0}e=f[h+4>>2]|0;h=e;if((q|0)==(h|0)){k=e;j=g;A=45;break}}}else{h=f[o>>2]|0;if((h|0)==(g|0)){t=e;x=g;A=47;break}k=l+8|0;if(z){i=f[k>>2]|0;while(1){if((f[(f[g>>2]|0)+8>>2]|0)<=(i|0)){k=e;j=g;A=45;break c}g=f[g>>2]|0;if((h|0)==(g|0)){k=e;j=g;A=45;break c}}}while(1){i=f[(f[g>>2]|0)+8>>2]|0;if((i|0)<=(f[k>>2]|0)){k=e;j=g;A=45;break c}j=f[a>>2]|0;if((f[j+52>>2]|0)>=0){h=f[j+4>>2]|0;f[(a+8|0)>>2]=i;f[((a+8|0)+4|0)>>2]=h;Amb(L,j,a+8|0)|0;h=f[o>>2]|0}g=f[g>>2]|0;if((h|0)==(g|0)){k=e;j=g;A=45;break}}}while(0);if((A|0)==45)if(G){s=k;w=j;A=46}else{t=k;x=j;A=47}if((A|0)==46){e=f[l+8>>2]|0;if((e|0)>(I|0)){c=s;d=w;break}else{r=s;v=w;y=e}}else if((A|0)==47){e=f[l+8>>2]|0;if((e|0)<(H|0)){c=t;d=x;break}else{r=t;v=x;y=e}}i=l+8|0;e=f[a>>2]|0;if((y|0)==(f[e+16>>2]|0)){g=f[e+64>>2]|0;if(g|0)if(+p[l+24>>3]<+p[g+24>>3]){c=r;d=v;break}}if(!(z|(f[e+52>>2]|0)<0)){b=Amb(L,e,i)|0;e=f[(L+56|0)>>2]|0;if(e|0)do{g=f[e+52>>2]|0;if((g|0)>-1){A=f[a>>2]|0;M=f[A>>2]|0;A=f[A+16>>2]|0;N=f[e>>2]|0;h=e+16|0;O=f[h>>2]|0;if((((M|0)>(A|0)?A:M)|0)<(((N|0)>(O|0)?N:O)|0)?(((N|0)>(O|0)?O:N)|0)<(((M|0)>(A|0)?M:A)|0):0){g=f[(f[(f[(L+116|0)>>2]|0)+(g<<2)>>2]|0)+16>>2]|0;if((f[e+36>>2]|0)!=1)g=f[g+16>>2]|0;N=f[h>>2]|0;O=f[h+4>>2]|0;h=pOb(16)|0;f[(a+8|0)>>2]=h;f[h>>2]=g;f[h+4>>2]=b;f[(h+8|0)>>2]=N;f[(h+8|0)+4>>2]=O;g=f[(L+8|0)>>2]|0;if((g|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[g>>2]=h;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}e=f[e+76>>2]|0}while((e|0)!=0);g=f[a>>2]|0;O=f[g>>2]|0;g=f[g+4>>2]|0;e=pOb(16)|0;f[(a+8|0)>>2]=e;f[e>>2]=b;f[e+4>>2]=0;f[(e+8|0)>>2]=O;f[(e+8|0)+4>>2]=g;g=f[(L+20|0)>>2]|0;if((g|0)==(f[(L+24|0)>>2]|0))Bmb(L+16|0,a+8|0);else{f[g>>2]=e;f[(L+20|0)>>2]=(f[(L+20|0)>>2]|0)+4}}if(!(m|(l|0)!=(D|0))){A=67;break b}if(G){O=f[a>>2]|0;N=f[O+12>>2]|0;f[(a+8|0)>>2]=f[i>>2];f[((a+8|0)+4|0)>>2]=N;Dmb(L,O,l,a+8|0)}else{O=f[a>>2]|0;N=f[O+12>>2]|0;f[(a+8|0)>>2]=f[i>>2];f[((a+8|0)+4|0)>>2]=N;Dmb(L,l,O,a+8|0)}O=l;l=f[(G?l+68|0:l+72|0)>>2]|0;Emb(L+76|0,f[a>>2]|0,O);if(!l){c=r;d=v;break}else{e=r;g=v}}B=b;h=c;g=d;c=f[a>>2]|0}d=f[c+64>>2]|0;if(!d){A=96;break}if(!(+p[d+24>>3]==-1.e+40)){A=96;break}if(!(zmb(L+76|0,a)|0)){C=0;A=150;break}b=f[a>>2]|0;if((f[b+52>>2]|0)>-1){Amb(L,b,b)|0;b=f[a>>2]|0}I=f[b>>2]|0;J=f[b+16>>2]|0;F=B;G=(I|0)<(J|0);H=(I|0)<(J|0)?I:J;I=(I|0)<(J|0)?J:I;J=h;K=g;E=b}b=1;if(b)if((A|0)==67){b=f[a>>2]|0;do if((f[(b+52|0)>>2]|0)>-1){Amb(L,b,b+16|0)|0;if(!(f[D+40>>2]|0))Amb(L,D,b+16|0)|0;c=f[(b+52|0)>>2]|0;d=D+52|0;e=f[d>>2]|0;if((c|0)==(e|0)){f[(b+52|0)>>2]=-1;f[d>>2]=-1;break}if((c|0)<(e|0)){Fmb(L,b,D);break}else{Fmb(L,D,b);break}}while(0);b=f[a>>2]|0;c=f[(b+72|0)>>2]|0;d=f[(b+68|0)>>2]|0;if((c|0)!=0|(d|0)!=0)A=77;else if((f[(L+128|0)>>2]|0)==(b|0))A=77;if((A|0)==77){f[((c|0)!=0?c+68|0:L+128|0)>>2]=d;if(d)f[d+72>>2]=c;f[(b+68|0)>>2]=0;f[(b+72|0)>>2]=0}b=D+72|0;c=f[b>>2]|0;d=D+68|0;e=f[d>>2]|0;if(!((c|0)!=0|(e|0)!=0))if((f[(L+128|0)>>2]|0)!=(D|0)){O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}f[((c|0)!=0?c+68|0:L+128|0)>>2]=e;if(e)f[e+72>>2]=c;f[d>>2]=0;f[b>>2]=0;O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}else b=1;if(b)if((A|0)==96){b=f[c+52>>2]|0;if(!((B|0)!=0|(b|0)<0)){b=f[(f[(f[(L+116|0)>>2]|0)+(b<<2)>>2]|0)+16>>2]|0;if((f[c+36>>2]|0)!=1)b=f[b+16>>2]|0;d=f[(L+56|0)>>2]|0;if(d){do{c=f[d+52>>2]|0;if((c|0)>-1){O=f[a>>2]|0;N=f[O>>2]|0;O=f[O+16>>2]|0;M=f[d>>2]|0;e=d+16|0;D=f[e>>2]|0;if((((N|0)>(O|0)?O:N)|0)<(((M|0)>(D|0)?M:D)|0)?(((M|0)>(D|0)?D:M)|0)<(((N|0)>(O|0)?N:O)|0):0){c=f[(f[(f[(L+116|0)>>2]|0)+(c<<2)>>2]|0)+16>>2]|0;if((f[d+36>>2]|0)!=1)c=f[c+16>>2]|0;N=f[e>>2]|0;O=f[e+4>>2]|0;e=pOb(16)|0;f[(a+8|0)>>2]=e;f[e>>2]=c;f[e+4>>2]=b;f[(e+8|0)>>2]=N;f[(e+8|0)+4>>2]=O;c=f[(L+8|0)>>2]|0;if((c|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[c>>2]=e;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}d=f[d+76>>2]|0}while((d|0)!=0);c=f[a>>2]|0}O=c+16|0;N=f[O>>2]|0;O=f[O+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=b;f[c+4>>2]=0;f[(c+8|0)>>2]=N;f[(c+8|0)+4>>2]=O;b=f[(L+20|0)>>2]|0;if((b|0)==(f[(L+24|0)>>2]|0))Bmb(L+16|0,a+8|0);else{f[b>>2]=c;f[(L+20|0)>>2]=(f[(L+20|0)>>2]|0)+4}c=f[a>>2]|0;d=f[c+64>>2]|0;b=f[c+52>>2]|0}i=(b|0)>-1;do{j=1;if(j){j=0;if(!d){if(i){Amb(L,c,c+16|0)|0;d=f[a>>2]|0}else d=c;b=d+72|0;e=f[b>>2]|0;g=d+68|0;h=f[g>>2]|0;if(!((e|0)!=0|(h|0)!=0))if((f[(L+128|0)>>2]|0)!=(d|0))break;f[((e|0)!=0?e+68|0:L+128|0)>>2]=h;if(h)f[h+72>>2]=e;f[g>>2]=0;f[b>>2]=0}else j=1}if(j)if(1){if(!i){if(zmb(L+76|0,a)|0)break;else C=0;u=a;f[a+1560>>2]=6;f[a+1564>>2]=C|0;break a}i=Amb(L,c,c+16|0)|0;if(!(zmb(L+76|0,a)|0)){O=0;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}g=f[a>>2]|0;if(!(f[g+40>>2]|0)){O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}b=f[g+72>>2]|0;h=f[g+68>>2]|0;if(b|0){c=f[b+8>>2]|0;if((c|0)==(f[g>>2]|0)){d=f[b+12>>2]|0;if((d|0)==(f[g+4>>2]|0))if(f[b+40>>2]|0)if((f[b+52>>2]|0)>-1){e=f[b+20>>2]|0;if((d|0)>(e|0)){O=X((f[b+16>>2]|0)-(f[b>>2]|0)|0,(f[g+20>>2]|0)-d|0)|0;if((O|0)==(X(e-(f[b+4>>2]|0)|0,(f[g+16>>2]|0)-c|0)|0)){N=Amb(L,b,g)|0;b=(f[a>>2]|0)+16|0;O=f[b>>2]|0;b=f[b+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=i;f[c+4>>2]=N;f[(c+8|0)>>2]=O;f[(c+8|0)+4>>2]=b;b=f[(L+8|0)>>2]|0;if((b|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[b>>2]=c;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}break}}}}}if(h|0){b=f[h+8>>2]|0;if((b|0)==(f[g>>2]|0)){c=f[h+12>>2]|0;if((c|0)==(f[g+4>>2]|0))if(f[h+40>>2]|0)if((f[h+52>>2]|0)>-1){d=f[h+20>>2]|0;if((c|0)>(d|0)){O=X((f[h+16>>2]|0)-(f[h>>2]|0)|0,(f[g+20>>2]|0)-c|0)|0;if((O|0)==(X(d-(f[h+4>>2]|0)|0,(f[g+16>>2]|0)-b|0)|0)){N=Amb(L,h,g)|0;b=(f[a>>2]|0)+16|0;O=f[b>>2]|0;b=f[b+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=i;f[c+4>>2]=N;f[(c+8|0)>>2]=O;f[(c+8|0)+4>>2]=b;b=f[(L+8|0)>>2]|0;if((b|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[b>>2]=c;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}}}}}}while(0);O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}else b=1;if(b)if((A|0)==150)if(1){u=a;f[a+1560>>2]=6;f[a+1564>>2]=C|0;break a}f[a+1560>>2]=6;f[a+1564>>2]=0;break a}f[a+96>>2]=F;f[a+144>>2]=G;f[a+152>>2]=H;f[a+160>>2]=I;f[a+272>>2]=J;f[a+368>>2]=K;f[a+456>>2]=E;f[a+1528>>2]=A}
+function yha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,n=0;j=u;u=u+16|0;d=j+4|0;e=j;g=j+8|0;i=b[c>>0]|0;h=a+4|0;l=f[h>>2]|0;k=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,1,g)|0;b[(f[a>>2]|0)+k>>0]=i;k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+32|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+56|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+8|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));n=c+208|0;i=f[n>>2]|0;n=f[n+4>>2]|0;l=f[h>>2]|0;k=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;k=(f[a>>2]|0)+k|0;l=k;b[l>>0]=i;b[l+1>>0]=i>>8;b[l+2>>0]=i>>16;b[l+3>>0]=i>>24;k=k+4|0;b[k>>0]=n;b[k+1>>0]=n>>8;b[k+2>>0]=n>>16;b[k+3>>0]=n>>24;k=c+216|0;n=f[k>>2]|0;k=f[k+4>>2]|0;l=f[h>>2]|0;i=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;i=(f[a>>2]|0)+i|0;l=i;b[l>>0]=n;b[l+1>>0]=n>>8;b[l+2>>0]=n>>16;b[l+3>>0]=n>>24;i=i+4|0;b[i>>0]=k;b[i+1>>0]=k>>8;b[i+2>>0]=k>>16;b[i+3>>0]=k>>24;m=+pAa(c);i=f[h>>2]|0;k=i-(f[a>>2]|0)|0;f[e>>2]=i;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;k=(f[a>>2]|0)+k|0;p[s>>3]=m;b[k>>0]=b[s>>0];b[k+1>>0]=b[s+1>>0];b[k+2>>0]=b[s+2>>0];b[k+3>>0]=b[s+3>>0];b[k+4>>0]=b[s+4>>0];b[k+5>>0]=b[s+5>>0];b[k+6>>0]=b[s+6>>0];b[k+7>>0]=b[s+7>>0];k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,128,g)|0;i=(f[a>>2]|0)+i|0;k=c+80|0;l=i+128|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));u=j;return}function zha(a,c,d,e,g,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0;o=u;u=u+16|0;q=o+4|0;r=o;p=o+8|0;s=a+4|0;v=f[s>>2]|0;t=v-(f[a>>2]|0)|0;f[r>>2]=v;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,4,p)|0;t=(f[a>>2]|0)+t|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[t>>0]=c;b[t+1>>0]=c>>8;b[t+2>>0]=c>>16;b[t+3>>0]=c>>24;t=f[s>>2]|0;c=t-(f[a>>2]|0)|0;f[r>>2]=t;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+c>>0]=b[d>>0]|0;d=f[s>>2]|0;c=d-(f[a>>2]|0)|0;f[r>>2]=d;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;d=e;t=d;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=(f[a>>2]|0)+c|0;c=e;b[c>>0]=t;b[c+1>>0]=t>>8;b[c+2>>0]=t>>16;b[c+3>>0]=t>>24;e=e+4|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=f[s>>2]|0;d=e-(f[a>>2]|0)|0;f[r>>2]=e;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+d>>0]=b[g>>0]|0;d=f[s>>2]|0;g=d-(f[a>>2]|0)|0;f[r>>2]=d;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;d=i;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=(f[a>>2]|0)+g|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;g=f[s>>2]|0;i=g-(f[a>>2]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+i>>0]=b[j>>0]|0;j=f[s>>2]|0;i=j-(f[a>>2]|0)|0;f[r>>2]=j;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;j=k;g=j;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=(f[a>>2]|0)+i|0;i=k;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;k=k+4|0;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;k=f[s>>2]|0;j=k-(f[a>>2]|0)|0;f[r>>2]=k;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+j>>0]=b[l>>0]|0;j=f[s>>2]|0;l=j-(f[a>>2]|0)|0;f[r>>2]=j;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;j=m;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=(f[a>>2]|0)+l|0;k=l;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;l=l+4|0;b[l>>0]=m;b[l+1>>0]=m>>8;b[l+2>>0]=m>>16;b[l+3>>0]=m>>24;l=f[s>>2]|0;m=l-(f[a>>2]|0)|0;f[r>>2]=l;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+m>>0]=b[n>>0]|0;u=o;return}function Aha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function Bha(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b,c,d,e);return}function Cha(){f[64564]=1;f[64565]=0;f[64566]=0;f[64567]=0;f[64568]=0;n[64569]=1.0;f[64570]=0;f[64571]=0;f[64572]=0;f[64573]=0;pi(0);return}function Dha(){f[64599]=0;return}function Eha(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;if((a|0)<1|(b|0)<1)return;f[2690]=a;f[2691]=b;if(c>=1.0&d>=1.0)p[1346]=c;else{p[1346]=+(a|0);d=+(b|0)}p[1347]=d;if((f[64600]|0)<=0)return;Tvb(258928,0,0,a,b)|0;return}function Fha(){var a=0,b=0;if((f[64600]|0)<=0){a=0;return a|0}a=f[64737]|0;b=f[64738]|0;a=b>>>0<a>>>0?b:a;return a|0}function Gha(){return +(+Bd())}function Hha(a,b,c){a=a|0;b=b|0;c=c|0;ac(a|0,b|0,c|0);return}function Iha(){bc();return}function Jha(a){a=a|0;return}function Kha(a){a=a|0;f[a>>2]=f[2690];f[a+4>>2]=f[2691];f[a+8>>2]=f[2692];f[a+12>>2]=f[2693];f[a+16>>2]=f[2694];f[a+20>>2]=f[2695];return}function Lha(){var a=0.0,b=0.0,c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+32|0;c=e+24|0;d=e+20|0;i=e+16|0;h=e+8|0;g=e;f[c>>2]=0;f[d>>2]=0;f[i>>2]=0;Ad(c|0,d|0,i|0);p[h>>3]=0.0;p[g>>3]=0.0;zd(1,h|0,g|0)|0;c=f[c>>2]|0;d=f[d>>2]|0;b=+p[h>>3];a=+p[g>>3];if((c|0)<1|(d|0)<1){rc();u=e;return 0}f[2690]=c;f[2691]=d;if(b>=1.0&a>=1.0)p[1346]=b;else{p[1346]=+(c|0);a=+(d|0)}p[1347]=a;if((f[64600]|0)<=0){rc();u=e;return 0}Tvb(258928,0,0,c,d)|0;rc();u=e;return 0}function Mha(){var a=0,c=0,d=0,e=0;d=u;u=u+1264|0;a=pOb(248)|0;OSa(a,38);c=f[64599]|0;f[64599]=a;if(c){gh[f[(f[c>>2]|0)+4>>2]&2047](c);a=f[64599]|0}c=f[a+240>>2]|0;w9a(c);f[d>>2]=31648;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+4|0)>>2]|0;if(a>>>0<(f[c+8>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+4|0)>>2]|0;b[a+24>>0]=0;f[(c+4|0)>>2]=e+32}else Oha(c,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31692;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+52|0)>>2]|0;if(a>>>0<(f[c+56>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+52|0)>>2]|0;b[a+24>>0]=0;f[(c+52|0)>>2]=e+32}else Pha(c+48|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31736;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+28|0)>>2]|0;if(a>>>0<(f[c+32>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+28|0)>>2]|0;b[a+24>>0]=0;f[(c+28|0)>>2]=e+32}else Qha(c+24|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31780;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+16|0)>>2]|0;if(a>>>0<(f[c+20>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+16|0)>>2]|0;b[a+24>>0]=0;f[(c+16|0)>>2]=e+32}else Qha(c+12|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);c=f[64599]|0;f[d>>2]=31824;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+8|0)>>2]|0;if(a>>>0<(f[c+12>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+8|0)>>2]|0;b[a+24>>0]=0;f[(c+8|0)>>2]=e+32}else Qha(c+4|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31868;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+24|0)>>2]|0;if(c>>>0<(f[a+28>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+24|0)>>2]|0;b[c+24>>0]=0;f[(a+24|0)>>2]=e+32}else Qha(a+20|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31912;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+48|0)>>2]|0;if(c>>>0<(f[a+52>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+48|0)>>2]|0;b[c+24>>0]=0;f[(a+48|0)>>2]=e+32}else Oha(a+44|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31956;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+60|0)>>2]|0;if(c>>>0<(f[a+64>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+60|0)>>2]|0;b[c+24>>0]=0;f[(a+60|0)>>2]=e+32}else Oha(a+56|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=32e3;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+72|0)>>2]|0;if(c>>>0<(f[a+76>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+72|0)>>2]|0;b[c+24>>0]=0;f[(a+72|0)>>2]=e+32}else Oha(a+68|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32044;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+96|0)>>2]|0;if(c>>>0<(f[a+100>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+96|0)>>2]|0;b[c+24>>0]=0;f[(a+96|0)>>2]=e+32}else Qha(a+92|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32088;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+108|0)>>2]|0;if(c>>>0<(f[a+112>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+108|0)>>2]|0;b[c+24>>0]=0;f[(a+108|0)>>2]=e+32}else Qha(a+104|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32132;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+132|0)>>2]|0;if(c>>>0<(f[a+136>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+132|0)>>2]|0;b[c+24>>0]=0;f[(a+132|0)>>2]=e+32}else Rha(a+128|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32176;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+192|0)>>2]|0;if(c>>>0<(f[a+196>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+192|0)>>2]|0;b[c+24>>0]=0;f[(a+192|0)>>2]=e+32}else Sha(a+188|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32220;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+144|0)>>2]|0;if(c>>>0<(f[a+148>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+144|0)>>2]|0;b[c+24>>0]=0;f[(a+144|0)>>2]=e+32}else Tha(a+140|0,d,d+24|0);e=f[(d+16|0)>>2]|0;f[d+192>>2]=e;f[d+1176>>2]=0;f[d+1180>>2]=0;rua(d);G=f[d+1176>>2]|0;D=f[d+1180>>2]|0;H=+n[d+1180>>2];f[d+1176>>2]=0;f[d+1180>>2]=0;if((G|0)==5)return}function Nha(){var a=0,c=0;c=pOb(256)|0;oWa(c,f[64599]|0);a=f[64599]|0;f[64599]=c;if(!a){b[262919]=2;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);b[262919]=2;return}function Oha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Pha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Qha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Rha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Sha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Tha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Uha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Vha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Wha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Xha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Yha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Zha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function _ha(a){a=a|0;var b=0,c=0;f[a>>2]=26212;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function $ha(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;h=g+12|0;i=g+8|0;l=g+4|0;k=g;j=f[64599]|0;f[l>>2]=b;f[k>>2]=c;f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];N3a(a,j,i,h,d,e);ic(b|0,c|0,d|0,e|0);u=g;return}function aia(a){a=a|0;var b=0;f[a>>2]=32572;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b)return;a=a+12|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function bia(a){a=a|0;var b=0,c=0;f[a>>2]=32572;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function cia(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;b=pOb(24)|0;f[b>>2]=32572;d=b+4|0;f[d>>2]=26212;e=b+8|0;f[e>>2]=0;g=b+12|0;f[g>>2]=0;h=b+16|0;f[h>>2]=0;i=f[a+8>>2]|0;c=(f[a+12>>2]|0)-i|0;if(!c){i=b+20|0;h=a+20|0;h=f[h>>2]|0;f[i>>2]=h;f[d>>2]=32616;return b|0}if((c|0)<0)AMb(e);j=pOb(c)|0;f[g>>2]=j;f[e>>2]=j;e=j+c|0;f[h>>2]=e;bQb(j|0,i|0,c|0)|0;f[g>>2]=e;i=b+20|0;h=a+20|0;h=f[h>>2]|0;f[i>>2]=h;f[d>>2]=32616;return b|0}function dia(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;f[b>>2]=32572;j=b+4|0;f[j>>2]=26212;d=b+8|0;e=a+8|0;f[d>>2]=0;k=b+12|0;f[k>>2]=0;g=b+16|0;f[g>>2]=0;h=a+12|0;c=(f[h>>2]|0)-(f[e>>2]|0)|0;if(c|0){if((c|0)<0)AMb(d);i=pOb(c)|0;f[k>>2]=i;f[d>>2]=i;f[g>>2]=i+c;d=f[e>>2]|0;c=(f[h>>2]|0)-d|0;if((c|0)>0){bQb(i|0,d|0,c|0)|0;f[k>>2]=i+c}}f[b+20>>2]=f[a+20>>2];f[j>>2]=32616;return}function eia(a){a=a|0;var b=0;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b)return;a=a+12|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function fia(a){a=a|0;var b=0,c=0;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function gia(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;b=f[b>>2]|0;c=f[c>>2]|0;d=f[64599]|0;d=Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0;f[a+20>>2]=d;sob(a+4|0,b,c);return}function hia(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==149724?a+4|0:0)|0}function iia(a){a=a|0;return 10816}function jia(a){a=a|0;return}function kia(a){a=a|0;sOb(a);return}function lia(a){a=a|0;a=pOb(8)|0;f[a>>2]=32528;return a|0}function mia(a,b){a=a|0;b=b|0;f[b>>2]=32528;return}function nia(a){a=a|0;return}function oia(a){a=a|0;sOb(a);return}function pia(a){a=a|0;ec();return}function qia(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==149872?a+4|0:0)|0}function ria(a){a=a|0;return 10848}function sia(a){a=a|0;return}function tia(a){a=a|0;sOb(a);return}function uia(a){a=a|0;a=pOb(8)|0;f[a>>2]=32484;return a|0}function via(a,b){a=a|0;b=b|0;f[b>>2]=32484;return}function wia(a){a=a|0;return}function 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Fla(a,c){a=a|0;c=c|0;if(!a){b[262920]=0;return}a=f[64599]|0;if(a|0)if(!(kYa(a)|0))lYa(f[64599]|0);ac(938,0,50);return}function Gla(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;g=u;u=u+16|0;e=g;if((b[262919]|0)!=2){u=g;return}h=f[64599]|0;i=f[c>>2]|0;f[c>>2]=0;f[e>>2]=i;KWa(h,a,e,d);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=g;return}tOb(a);u=g;return}function Hla(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;k=o+8|0;n=o+4|0;m=o;if((b[262919]|2)<<24>>24!=2){n=f[a>>2]|0;m=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=2;oh[m&1023](n,k);u=o;return}if(!(Dla()|0)){n=f[a>>2]|0;m=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=1;oh[m&1023](n,k);u=o;return}if(!(b[262919]|0)){k=pOb(256)|0;oWa(k,f[64599]|0);l=f[64599]|0;f[64599]=k;if(l){gh[f[(f[l>>2]|0)+4>>2]&2047](l);k=f[64599]|0}x9a(f[k+240>>2]|0,0);b[262919]=2}k=f[64599]|0;l=pOb(8)|0;p=f[a>>2]|0;f[a>>2]=0;f[l>>2]=32640;f[l+4>>2]=p;f[n>>2]=l;a=f[d>>2]|0;f[d>>2]=0;f[m>>2]=a;CWa(k,n,c,m,e,g,h,i,j);k=f[m>>2]|0;f[m>>2]=0;if(k|0)tOb(k);k=f[n>>2]|0;f[n>>2]=0;if(k|0)gh[f[(f[k>>2]|0)+4>>2]&2047](k);if(b[262920]|0){u=o;return}b[262920]=1;ac(938,0,50);u=o;return}function Ila(a){a=a|0;var b=0;f[a>>2]=32640;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Jla(a){a=a|0;var b=0,c=0;f[a>>2]=32640;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Kla(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function Lla(a,b){a=a|0;b=b|0;return}function Mla(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Nla(a){a=a|0;return 0}function Ola(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=+q;var r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+48|0;r=E+36|0;s=E+35|0;t=E+34|0;v=E+33|0;w=E+32|0;x=E+31|0;y=E+30|0;z=E+29|0;A=E+28|0;B=E+16|0;C=E+12|0;D=E;b[r>>0]=e&1;b[s>>0]=g&1;b[t>>0]=h&1;b[v>>0]=i&1;b[w>>0]=j&1;b[x>>0]=k&1;b[y>>0]=l&1;b[z>>0]=m&1;b[A>>0]=n&1;if(b[262919]|0){D=2;u=E;return D|0}if(!(Dla()|0)){D=1;u=E;return D|0}b[262919]=1;h=pOb(252)|0;$Xa(h,f[64599]|0);m=f[64599]|0;f[64599]=h;if(!m)m=h;else{gh[f[(f[m>>2]|0)+4>>2]&2047](m);m=f[64599]|0}x9a(f[m+240>>2]|0,0);if(i)b[(f[64599]|0)+229>>0]=1;f[B>>2]=0;g=B+4|0;f[g>>2]=0;f[B+8>>2]=0;f[C>>2]=1;e=B+8|0;Pla(B,C,r);n=f[g>>2]|0;m=f[e>>2]|0;f[C>>2]=2;if(n>>>0<m>>>0){f[n>>2]=2;b[n+4>>0]=b[s>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,s);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=4;if(n>>>0<m>>>0){f[n>>2]=4;b[n+4>>0]=b[t>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,t);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=8;if(n>>>0<m>>>0){f[n>>2]=8;b[n+4>>0]=b[v>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,v);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=16;if(n>>>0<m>>>0){f[n>>2]=16;b[n+4>>0]=b[w>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,w);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=32;if(n>>>0<m>>>0){f[n>>2]=32;b[n+4>>0]=b[x>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,x);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=64;if(n>>>0<m>>>0){f[n>>2]=64;b[n+4>>0]=b[y>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,y);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=128;if(n>>>0<m>>>0){f[n>>2]=128;b[n+4>>0]=b[z>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,z);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=256;if(n>>>0<m>>>0){f[n>>2]=256;b[n+4>>0]=b[A>>0]|0;f[g>>2]=n+8}else Pla(B,C,A);g1a(f[h+244>>2]|0,B,o,p,q);m=f[B>>2]|0;if(m|0){n=f[g>>2]|0;if((n|0)!=(m|0))f[g>>2]=n+(~((n+-8-m|0)>>>3)<<3);sOb(m)}aYa(D,h,(b[c+11>>0]|0)<0?f[c>>2]|0:c,(b[a+11>>0]|0)<0?f[a>>2]|0:a,(b[d+11>>0]|0)<0?f[d>>2]|0:d);if((b[D+11>>0]|0)<0)sOb(f[D>>2]|0);if(b[262920]|0){D=0;u=E;return D|0}b[262920]=1;ac(938,0,50);D=0;u=E;return D|0}function Pla(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;j=a+4|0;l=f[a>>2]|0;m=(f[j>>2]|0)-l|0;n=m>>3;e=n+1|0;if(e>>>0>536870911)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>2;e=o>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!e){i=0;k=0}else if(e>>>0>536870911)vd();else{k=pOb(e<<3)|0;i=k;break}while(0);g=i+(n<<3)|0;f[g>>2]=f[c>>2];b[i+(n<<3)+4>>0]=b[d>>0]|0;if((m|0)>0)bQb(k|0,l|0,m|0)|0;f[a>>2]=i;f[j>>2]=g+8;f[h>>2]=i+(e<<3);if(!l)return;sOb(l);return}function Qla(){lYa(f[64599]|0);return}function Rla(){if(!(b[257144]|0))MPb(257144)|0;f[64601]=262921;return}function Sla(a,b){a=a|0;b=b|0;a=f[a>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Tla(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];BCb(153675,c)|0;u=b;return}function Ula(){return}function Vla(a,b){a=+a;b=+b;var c=0;c=Bla()|0;ih[f[(f[c>>2]|0)+12>>2]&15](c,a,b);return}function Wla(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+16|0;c=b;d=(Bla()|0)+244|0;d=f[d>>2]|0;e=f[a>>2]|0;f[a>>2]=0;f[c>>2]=e;u$a(d,c);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=b;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=b;return}function Xla(a){a=a|0;var b=0;b=(Bla()|0)+232|0;return kDa(ySa(f[b>>2]|0)|0,a)|0}function Yla(){var a=0;a=(Bla()|0)+240|0;x9a(f[a>>2]|0,0);return}function Zla(){var a=0;a=(Bla()|0)+240|0;w9a(f[a>>2]|0);return}function _la(){return 69}function $la(){return uyb()|0}function ama(){var a=0;a=(Bla()|0)+232|0;return BQa(f[a>>2]|0)|0}function bma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;s=w+20|0;q=w+8|0;o=w+4|0;p=w;f[s>>2]=0;v=s+4|0;f[v>>2]=0;f[s+8>>2]=0;f[q>>2]=0;t=q+4|0;f[t>>2]=0;f[q+8>>2]=0;d=b+4|0;c=f[d>>2]|0;n=q+8|0;do if(c|0)if(c>>>0>1073741823)vd();else{m=pOb(c<<2)|0;f[q>>2]=m;f[t>>2]=m;f[n>>2]=m+(c<<2);break}while(0);m=(Bla()|0)+232|0;m=GQa(f[m>>2]|0)|0;c=f[b>>2]|0;l=f[d>>2]|0;j=c+(l<<2)|0;if(!l){c=f[a>>2]|0;r=35}else{k=m+4|0;l=s+8|0;i=c;do{h=f[i>>2]|0;f[o>>2]=h;e=f[k>>2]|0;a:do if(!e)r=27;else{d=e+-1|0;b=(d&e|0)==0;if(b)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;c=f[(f[m>>2]|0)+(g<<2)>>2]|0;if(!c)r=27;else{c=f[c>>2]|0;if(!c)r=27;else{b:do if(b)while(1){e=f[c+4>>2]|0;b=(h|0)==(e|0);if(!(b|(e&d|0)==(g|0))){r=27;break a}if(b)if((f[c+8>>2]|0)==(h|0))break b;c=f[c>>2]|0;if(!c){r=27;break a}}else while(1){b=f[c+4>>2]|0;if((h|0)==(b|0)){if((f[c+8>>2]|0)==(h|0))break b}else{if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)!=(g|0)){r=27;break a}}c=f[c>>2]|0;if(!c){r=27;break a}}while(0);c=f[(f[c+12>>2]|0)+8>>2]|0;f[p>>2]=c;b=f[t>>2]|0;if(b>>>0<(f[n>>2]|0)>>>0){f[b>>2]=c;f[t>>2]=b+4}else cma(q,p)}}}while(0);do if((r|0)==27){r=0;c=f[v>>2]|0;if((c|0)==(f[l>>2]|0)){GE(s,o);break}else{f[c>>2]=h;f[v>>2]=c+4;break}}while(0);i=i+4|0}while((i|0)!=(j|0));c=f[a>>2]|0;if((f[s>>2]|0)==(f[v>>2]|0))r=35;else oh[f[(f[c>>2]|0)+12>>2]&1023](c,s)}if((r|0)==35)oh[f[(f[c>>2]|0)+8>>2]&1023](c,q);c=f[q>>2]|0;if(c|0){b=f[t>>2]|0;if((b|0)!=(c|0))f[t>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}c=f[s>>2]|0;if(!c){u=w;return}b=f[v>>2]|0;if((b|0)!=(c|0))f[v>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);u=w;return}function cma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function dma(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+32|0;s=x+16|0;w=x;t=x+12|0;i=f[d+4>>2]|0;r=(i>>>0)/12|0;if((i>>>0)%12|0|0){w=f[a>>2]|0;oh[f[(f[w>>2]|0)+12>>2]&1023](w,s);u=x;return}f[w>>2]=0;v=w+4|0;f[v>>2]=0;f[w+8>>2]=0;n=w+8|0;do if(i>>>0>11)if(i>>>0>460175075)vd();else{j=pOb(r*112|0)|0;q=j;k=j+(r*112|0)|0;f[w>>2]=q;f[v>>2]=q;f[n>>2]=k;q=8;break}else if(i|0){j=0;k=0;q=8}while(0);a:do if((q|0)==8){d=f[d>>2]|0;m=d+(i<<3)|0;i=d;d=k;while(1){if(j>>>0<d>>>0){f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;d=j+16|0;l=d+96|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));j=(f[v>>2]|0)+112|0;f[v>>2]=j}else{ema(w);j=f[v>>2]|0}d=j+-96|0;k=i;l=d+96|0;do{f[d>>2]=f[k>>2];d=d+4|0;k=k+4|0}while((d|0)<(l|0));i=i+96|0;if((i|0)==(m|0))break a;d=f[n>>2]|0}}while(0);d=f[c>>2]|0;m=f[c+4>>2]|0;n=d+m|0;c=s+11|0;o=s+8|0;p=s+4|0;b:do if(!m)i=0;else{i=0;j=d;while(1){m=j;while(1){if(!(b[m>>0]|0))break;d=m+1|0;if((d|0)==(n|0))break b;else m=d}f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;l=m-j|0;if(l>>>0>4294967279){q=20;break}if(l>>>0<11){b[c>>0]=l;d=s}else{k=l+16&-16;d=pOb(k)|0;f[s>>2]=d;f[o>>2]=k|-2147483648;f[p>>2]=l}if((j|0)!=(m|0)){k=d;while(1){b[k>>0]=b[j>>0]|0;j=j+1|0;if((j|0)==(m|0))break;else k=k+1|0}d=d+l|0}b[d>>0]=0;l=f[w>>2]|0;d=l;if((((f[v>>2]|0)-l|0)/112|0)>>>0<=i>>>0)break;k=d+(i*112|0)|0;j=k+11|0;if((b[j>>0]|0)<0){b[f[k>>2]>>0]=0;f[d+(i*112|0)+4>>2]=0;d=k}else{b[k>>0]=0;b[j>>0]=0;d=k}EOb(k,0);f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];i=i+1|0;j=m+1|0;if((j|0)==(n|0))break b}if((q|0)==20)vOb(s);if((b[c>>0]|0)<0)sOb(f[s>>2]|0)}while(0);if((i|0)==(r|0)){s=Bla()|0;i=f[s+244>>2]|0;Jkb(DSa(f[s+232>>2]|0)|0,i);s=f[a>>2]|0;f[a>>2]=0;f[t>>2]=s;B$a(i,t,e,w,g,h);i=f[t>>2]|0;f[t>>2]=0;if(i|0)gh[f[(f[i>>2]|0)+4>>2]&2047](i)}else{t=f[a>>2]|0;oh[f[(f[t>>2]|0)+12>>2]&1023](t,s)}i=f[w>>2]|0;if(i|0){d=f[v>>2]|0;if((d|0)!=(i|0)){do{d=d+-112|0;f[v>>2]=d;if((b[d+11>>0]|0)<0){sOb(f[d>>2]|0);d=f[v>>2]|0}}while((d|0)!=(i|0));i=f[w>>2]|0}sOb(i)}u=x;return}function ema(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;k=f[n>>2]|0;d=f[a>>2]|0;i=(k-d|0)/112|0;e=i+1|0;c=d;g=k;if(e>>>0>38347922)AMb(a);o=a+8|0;l=((f[o>>2]|0)-d|0)/112|0;m=l<<1;e=l>>>0<19173961?(m>>>0<e>>>0?e:m):38347922;do if(!e)h=0;else if(e>>>0>38347922)vd();else{h=pOb(e*112|0)|0;break}while(0);d=h+(i*112|0)|0;j=d;m=h+(e*112|0)|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;h=h+(i*112|0)+16|0;i=h+96|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));l=d+112|0;if((g|0)==(c|0)){d=j;e=k}else{e=j;do{h=d+-112|0;i=g;g=g+-112|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;h=d+-96|0;d=i+-96|0;i=h+96|0;do{f[h>>2]=f[d>>2];h=h+4|0;d=d+4|0}while((h|0)<(i|0));d=e+-112|0;e=d}while((g|0)!=(c|0));d=e;e=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=d;f[n>>2]=l;f[o>>2]=m;d=e;if((c|0)!=(d|0))do{c=c+-112|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0)}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function fma(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0.0,P=0,Q=0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0;v=u;u=u+320|0;l=v+248|0;k=v+176|0;y=v+96|0;Q=v+168|0;j=v+16|0;s=v;x=v+164|0;w=v+160|0;i=v+88|0;g=v+80|0;m=v+12|0;o=v+8|0;q=Bla()|0;h=f[q+232>>2]|0;r=f[q+240>>2]|0;t=Pg[f[(f[q>>2]|0)+24>>2]&1023](q)|0;M=f[a>>2]|0;Y=+p[M+24>>3];V=+p[M+48>>3];S=+p[M+72>>3];_=+p[M+8>>3];X=+p[M+32>>3];U=+p[M+56>>3];R=+p[M+80>>3];Z=+p[M+16>>3];W=+p[M+40>>3];T=+p[M+64>>3];O=+p[M+88>>3];n[y>>2]=+p[M>>3];M=y+4|0;n[M>>2]=_;L=y+8|0;n[L>>2]=Z;K=y+12|0;n[K>>2]=0.0;J=y+16|0;n[J>>2]=Y;I=y+20|0;n[I>>2]=X;H=y+24|0;n[H>>2]=W;G=y+28|0;n[G>>2]=0.0;F=y+32|0;n[F>>2]=V;E=y+36|0;n[E>>2]=U;D=y+40|0;n[D>>2]=T;C=y+44|0;n[C>>2]=0.0;B=y+48|0;n[B>>2]=S;A=y+52|0;n[A>>2]=R;z=y+56|0;n[z>>2]=O;a=y+60|0;n[a>>2]=1.0;N=f[q+244>>2]|0;P=f[(f[N>>2]|0)+192>>2]|0;f[Q>>2]=f[c>>2];f[l>>2]=f[Q>>2];O=+Ng[P&31](N,l);d=d==0.0|O==0.0?1.0:O/d;N=j+4|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;N=j+24|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;N=j+44|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;n[j>>2]=d;n[j+20>>2]=d;n[j+40>>2]=d;n[j+60>>2]=1.0;f[k>>2]=y;f[k+4>>2]=j;gma(l,k)|0;f[y>>2]=f[l>>2];f[M>>2]=f[l+4>>2];f[L>>2]=f[l+8>>2];f[K>>2]=f[l+12>>2];f[J>>2]=f[l+16>>2];f[I>>2]=f[l+20>>2];f[H>>2]=f[l+24>>2];f[G>>2]=f[l+28>>2];f[F>>2]=f[l+32>>2];f[E>>2]=f[l+36>>2];f[D>>2]=f[l+40>>2];f[C>>2]=f[l+44>>2];f[B>>2]=f[l+48>>2];f[A>>2]=f[l+52>>2];f[z>>2]=f[l+56>>2];f[a>>2]=f[l+60>>2];hma(j,y);tRa(s,h,j);f[x>>2]=t;j=f[c>>2]|0;f[w>>2]=j;f[k>>2]=f[x>>2];f[l>>2]=f[w>>2];JQa(h,b,k,l,s,e?0:2)|0;if(e){f[g>>2]=t;f[l>>2]=f[g>>2];IQa(i,h,l);c=f[i>>2]|0;a=f[i+4>>2]|0;if(a|0)iOb(a);a=f[c+56>>2]|0;if(a|0)do{Q=f[a+12>>2]|0;HJa(Q,1,0,1)|0;HJa(Q,2,0,1)|0;HJa(Q,4,0,1)|0;a=f[a>>2]|0}while((a|0)!=0)}f[m>>2]=t;f[o>>2]=j;f[k>>2]=f[m>>2];f[l>>2]=f[o>>2];ima(q+152|0,b,k,l);u9a(r);a=f[s+4>>2]|0;if(!a){u=v;return t|0}iOb(a);u=v;return t|0}function gma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;d=b+4|0;c=f[d>>2]|0;n[a>>2]=+n[e>>2]*+n[c>>2]+ +n[e+16>>2]*+n[c+4>>2]+ +n[e+32>>2]*+n[c+8>>2]+ +n[e+48>>2]*+n[c+12>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+4>>2]=+n[c+4>>2]*+n[e>>2]+ +n[c+20>>2]*+n[e+4>>2]+ +n[c+36>>2]*+n[e+8>>2]+ +n[c+52>>2]*+n[e+12>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+8>>2]=+n[e+8>>2]*+n[c>>2]+ +n[e+24>>2]*+n[c+4>>2]+ +n[e+40>>2]*+n[c+8>>2]+ +n[e+56>>2]*+n[c+12>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+12>>2]=+n[c+12>>2]*+n[e>>2]+ +n[c+28>>2]*+n[e+4>>2]+ +n[c+44>>2]*+n[e+8>>2]+ +n[c+60>>2]*+n[e+12>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+16>>2]=+n[e>>2]*+n[c+16>>2]+ +n[e+16>>2]*+n[c+20>>2]+ +n[e+32>>2]*+n[c+24>>2]+ +n[e+48>>2]*+n[c+28>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+20>>2]=+n[c+4>>2]*+n[e+16>>2]+ +n[c+20>>2]*+n[e+20>>2]+ +n[c+36>>2]*+n[e+24>>2]+ +n[c+52>>2]*+n[e+28>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+24>>2]=+n[e+8>>2]*+n[c+16>>2]+ +n[e+24>>2]*+n[c+20>>2]+ +n[e+40>>2]*+n[c+24>>2]+ +n[e+56>>2]*+n[c+28>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+28>>2]=+n[c+12>>2]*+n[e+16>>2]+ +n[c+28>>2]*+n[e+20>>2]+ +n[c+44>>2]*+n[e+24>>2]+ +n[c+60>>2]*+n[e+28>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+32>>2]=+n[e>>2]*+n[c+32>>2]+ +n[e+16>>2]*+n[c+36>>2]+ +n[e+32>>2]*+n[c+40>>2]+ +n[e+48>>2]*+n[c+44>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+36>>2]=+n[c+4>>2]*+n[e+32>>2]+ +n[c+20>>2]*+n[e+36>>2]+ +n[c+36>>2]*+n[e+40>>2]+ +n[c+52>>2]*+n[e+44>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+40>>2]=+n[e+8>>2]*+n[c+32>>2]+ +n[e+24>>2]*+n[c+36>>2]+ +n[e+40>>2]*+n[c+40>>2]+ +n[e+56>>2]*+n[c+44>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+44>>2]=+n[c+12>>2]*+n[e+32>>2]+ +n[c+28>>2]*+n[e+36>>2]+ +n[c+44>>2]*+n[e+40>>2]+ +n[c+60>>2]*+n[e+44>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+48>>2]=+n[e>>2]*+n[c+48>>2]+ +n[e+16>>2]*+n[c+52>>2]+ +n[e+32>>2]*+n[c+56>>2]+ +n[e+48>>2]*+n[c+60>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+52>>2]=+n[c+4>>2]*+n[e+48>>2]+ +n[c+20>>2]*+n[e+52>>2]+ +n[c+36>>2]*+n[e+56>>2]+ +n[c+52>>2]*+n[e+60>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+56>>2]=+n[e+8>>2]*+n[c+48>>2]+ +n[e+24>>2]*+n[c+52>>2]+ +n[e+40>>2]*+n[c+56>>2]+ +n[e+56>>2]*+n[c+60>>2];c=f[b>>2]|0;b=f[d>>2]|0;n[a+60>>2]=+n[c+12>>2]*+n[b+48>>2]+ +n[c+28>>2]*+n[b+52>>2]+ +n[c+44>>2]*+n[b+56>>2]+ +n[c+60>>2]*+n[b+60>>2];return a|0}function hma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;e=u;u=u+32|0;d=e+16|0;c=e;IIa(d,b);b=(Bla()|0)+232|0;PQa(c,f[b>>2]|0,d);b=f[c+8>>2]|0;if(!b){f[a>>2]=0;f[a+4>>2]=-1}else{g=b+112|0;b=(Bla()|0)+244|0;b1a(f[b>>2]|0,1,g);b=f[g+4>>2]|0;f[a>>2]=f[g>>2];f[a+4>>2]=b}b=f[c+12>>2]|0;if(b|0)iOb(b);b=f[c+4>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function ima(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+16|0;l=q+8|0;m=q;g=f[a>>2]|0;p=a+4|0;n=f[p>>2]|0;if((g|0)==(n|0)){u=q;return}j=f[d>>2]|0;h=f[e>>2]|0;i=k+16|0;do{e=g+16|0;d=f[e>>2]|0;if(d|0){f[l>>2]=h;f[m>>2]=j;f[k>>2]=c;Fh[f[(f[d>>2]|0)+24>>2]&255](d,k,m,l);if(b[g+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((g|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;o=15}else if((k|0)==(d|0)){f[e>>2]=g;o=f[i>>2]|0;oh[f[(f[o>>2]|0)+12>>2]&1023](o,g);o=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((o|0)==15){o=0;e=f[i>>2]|0;d=e}if((k|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}g=g+32|0}while((g|0)!=(n|0));d=f[p>>2]|0;if((f[a>>2]|0)==(d|0)){u=q;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{o=30;break}d=d+-32|0;while(1){o=e+-32|0;f[p>>2]=o;if((o|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[p>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){o=30;break}}if((o|0)==30){u=q;return}}function jma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;g=Bla()|0;e=f[g+244>>2]|0;Jkb(DSa(f[g+232>>2]|0)|0,e);g=f[a>>2]|0;f[a>>2]=0;f[d>>2]=g;F$a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function kma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=(Bla()|0)+244|0;g=f[g>>2]|0;h=f[a>>2]|0;f[a>>2]=0;f[e>>2]=h;G$a(g,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function lma(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32672;b[g+8>>0]=e&1;mma(g,0,c,d&1);return}function mma(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;H=u;u=u+64|0;w=H+52|0;t=H;G=H+32|0;E=H+20|0;C=H+16|0;D=H+12|0;B=H+8|0;j=a;x=Bla()|0;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;f[G+12>>2]=0;f[G+16>>2]=0;f[E>>2]=0;F=E+4|0;f[F>>2]=0;f[E+8>>2]=0;s=(Bla()|0)+232|0;s=GQa(f[s>>2]|0)|0;f[w>>2]=0;y=w+4|0;f[y>>2]=0;f[w+8>>2]=0;z=d+4|0;g=f[z>>2]|0;v=w+8|0;if(!g){i=G+8|0;m=i;g=0;h=0;k=0;l=0;n=0;o=0;p=0}else{if(g>>>0>536870911)vd();n=pOb(g<<3)|0;o=n;f[w>>2]=o;f[y>>2]=o;f[v>>2]=n+(g<<3);n=f[d>>2]|0;o=n+(g<<3)|0;p=s+4|0;q=E+8|0;r=t+4|0;do{l=f[n>>2]|0;k=f[p>>2]|0;a:do if(!k)A=34;else{i=k+-1|0;h=(i&k|0)==0;if(h)m=i&l;else if(l>>>0<k>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;g=f[(f[s>>2]|0)+(m<<2)>>2]|0;if(!g)A=34;else{g=f[g>>2]|0;if(!g)A=34;else{b:do if(h)while(1){k=f[g+4>>2]|0;h=(l|0)==(k|0);if(!(h|(k&i|0)==(m|0))){A=34;break a}if(h)if((f[g+8>>2]|0)==(l|0))break b;g=f[g>>2]|0;if(!g){A=34;break a}}else while(1){h=f[g+4>>2]|0;if((l|0)==(h|0)){if((f[g+8>>2]|0)==(l|0))break b}else{if(h>>>0>=k>>>0)h=(h>>>0)%(k>>>0)|0;if((h|0)!=(m|0)){A=34;break a}}g=f[g>>2]|0;if(!g){A=34;break a}}while(0);m=f[n+4>>2]|0;f[t>>2]=f[(f[g+12>>2]|0)+8>>2];f[r>>2]=m;g=f[y>>2]|0;if(g>>>0<(f[v>>2]|0)>>>0){k=t;l=f[k+4>>2]|0;m=g;f[m>>2]=f[k>>2];f[m+4>>2]=l;f[y>>2]=(f[y>>2]|0)+8}else nma(w,t)}}}while(0);do if((A|0)==34){A=0;g=f[F>>2]|0;if((g|0)==(f[q>>2]|0)){GG(E,n);break}else{k=n;l=f[k+4>>2]|0;m=g;f[m>>2]=f[k>>2];f[m+4>>2]=l;f[F>>2]=(f[F>>2]|0)+8;break}}while(0);n=n+8|0}while((n|0)!=(o|0));n=f[w>>2]|0;o=f[y>>2]|0;i=G+8|0;l=f[i>>2]|0;m=i;g=n;h=o;k=l;p=f[v>>2]|0}q=g;f[v>>2]=0;f[y>>2]=0;f[w>>2]=0;f[G>>2]=(g|0)==(h|0)?0:q;f[G+4>>2]=h-q>>3;q=G+12|0;if(!k){g=G+16|0;i=0;k=0}else{g=f[q>>2]|0;if((g|0)!=(k|0))f[q>>2]=g+(~((g+-8-k|0)>>>3)<<3);sOb(l);g=G+16|0;f[g>>2]=0;f[q>>2]=0;f[i>>2]=0;k=f[w>>2]|0;i=k}f[m>>2]=n;f[q>>2]=o;f[g>>2]=p;g=(f[E>>2]|0)==(f[F>>2]|0);if(i|0){h=f[y>>2]|0;if((h|0)!=(i|0))f[y>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(k)}if(g)A=45;else if(Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0)A=45;else oh[f[(f[a>>2]|0)+12>>2]&1023](a,E);c:do if((A|0)==45){g=f[x+244>>2]|0;switch(c<<24>>24){case 0:{D=pOb(32)|0;f[D>>2]=32704;f[D+4>>2]=j;f[D+8>>2]=f[d>>2];f[D+12>>2]=f[z>>2];B=d+8|0;f[D+16>>2]=f[B>>2];A=d+12|0;f[D+20>>2]=f[A>>2];z=d+16|0;f[D+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[B>>2]=0;f[d>>2]=0;f[D+28>>2]=e;f[C>>2]=D;o0a(g,C,G,e);g=f[C>>2]|0;f[C>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}case 1:{C=pOb(36)|0;f[C>>2]=32736;f[C+4>>2]=j;f[C+8>>2]=f[d>>2];f[C+12>>2]=f[z>>2];B=d+8|0;f[C+16>>2]=f[B>>2];A=d+12|0;f[C+20>>2]=f[A>>2];z=d+16|0;f[C+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[B>>2]=0;f[d>>2]=0;f[C+28>>2]=e;b[C+32>>0]=0;f[D>>2]=C;n0a(g,D,G,e,0);g=f[D>>2]|0;f[D>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}case 2:{D=pOb(36)|0;f[D>>2]=32736;f[D+4>>2]=j;f[D+8>>2]=f[d>>2];f[D+12>>2]=f[z>>2];C=d+8|0;f[D+16>>2]=f[C>>2];A=d+12|0;f[D+20>>2]=f[A>>2];z=d+16|0;f[D+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[C>>2]=0;f[d>>2]=0;f[D+28>>2]=e;b[D+32>>0]=1;f[B>>2]=D;n0a(g,B,G,e,1);g=f[B>>2]|0;f[B>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}default:break c}}while(0);g=f[E>>2]|0;if(g|0){h=f[F>>2]|0;if((h|0)!=(g|0))f[F>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}i=G+8|0;g=f[i>>2]|0;if((g|0)==(f[q>>2]|0)){h=f[G>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(g|0){h=f[q>>2]|0;if((h|0)!=(g|0))f[q>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}if(!j){u=H;return}gh[f[(f[j>>2]|0)+4>>2]&2047](j);u=H;return}function nma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function oma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32736;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function pma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32736;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function qma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+64|0;z=B+48|0;x=B+36|0;w=B+16|0;r=B+8|0;s=B;t=h[a+32>>0]|0;k=(Bla()|0)+232|0;k=f[k>>2]|0;l=GQa(k)|0;f[z>>2]=0;A=z+4|0;f[A>>2]=0;f[z+8>>2]=0;f[x>>2]=0;y=x+4|0;f[y>>2]=0;f[x+8>>2]=0;b=f[a+8>>2]|0;v=f[a+12>>2]|0;m=b+(v<<3)|0;if(!v){e=x+8|0;b=0;c=0;g=0;i=0;d=0}else{n=l+4|0;o=w+4|0;p=r+4|0;q=s+4|0;v=x+8|0;do{j=f[b>>2]|0;g=f[n>>2]|0;a:do if(!g)c=0;else{e=g+-1|0;d=(e&g|0)==0;if(d)i=e&j;else if(j>>>0<g>>>0)i=j;else i=(j>>>0)%(g>>>0)|0;c=f[(f[l>>2]|0)+(i<<2)>>2]|0;if(!c)c=0;else{c=f[c>>2]|0;if(!c)c=0;else{if(d)while(1){g=f[c+4>>2]|0;d=(j|0)==(g|0);if(!(d|(g&e|0)==(i|0))){c=0;break a}if(d)if((f[c+8>>2]|0)==(j|0))break a;c=f[c>>2]|0;if(!c){c=0;break a}}while(1){d=f[c+4>>2]|0;if((j|0)==(d|0)){if((f[c+8>>2]|0)==(j|0))break a}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){c=0;break a}}c=f[c>>2]|0;if(!c){c=0;break}}}}}while(0);i=f[b+4>>2]|0;f[w>>2]=f[(f[c+12>>2]|0)+8>>2];f[o>>2]=i;CRa(r,k,w);c=f[r>>2]|0;if(c|0)pFa(c,k,t,z);c=f[z>>2]|0;e=f[A>>2]|0;if((c|0)!=(e|0))do{d=f[c+4>>2]|0;f[s>>2]=j;f[q>>2]=d;d=f[y>>2]|0;if(d>>>0<(f[v>>2]|0)>>>0){C=s;g=f[C+4>>2]|0;i=d;f[i>>2]=f[C>>2];f[i+4>>2]=g;f[y>>2]=(f[y>>2]|0)+8}else vma(x,s);c=c+8|0}while((c|0)!=(e|0));c=f[p>>2]|0;if(c|0)iOb(c);b=b+8|0}while((b|0)!=(m|0));g=f[x>>2]|0;i=f[y>>2]|0;e=v;b=g;c=i;d=f[v>>2]|0}C=f[a+4>>2]|0;a=f[(f[C>>2]|0)+8>>2]|0;f[w>>2]=(b|0)==(c|0)?0:b;f[w+4>>2]=c-b>>3;j=w+12|0;f[w+8>>2]=g;f[j>>2]=i;f[w+16>>2]=d;f[e>>2]=0;f[y>>2]=0;f[x>>2]=0;oh[a&1023](C,w);d=w+8|0;b=f[d>>2]|0;if((b|0)==(f[j>>2]|0)){c=f[w>>2]|0;if(c){tOb(c);b=f[d>>2]|0}}if(b|0){c=f[j>>2]|0;if((c|0)!=(b|0))f[j>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[x>>2]|0;if(b|0){c=f[y>>2]|0;if((c|0)!=(b|0))f[y>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[z>>2]|0;if(!b){u=B;return}c=f[A>>2]|0;if((c|0)!=(b|0))f[A>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=B;return}function rma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;n=z+16|0;t=z+8|0;v=z;w=(f[a+28>>2]&1|0)!=0;k=h[a+32>>0]|0;l=(Bla()|0)+232|0;l=f[l>>2]|0;m=GQa(l)|0;f[n>>2]=0;y=n+4|0;f[y>>2]=0;f[n+8>>2]=0;b=f[a+8>>2]|0;s=f[a+12>>2]|0;o=b+(s<<3)|0;if(s|0){p=m+4|0;q=n+8|0;r=t+4|0;s=v+4|0;do{i=f[b>>2]|0;g=f[p>>2]|0;a:do if(!g)x=26;else{e=g+-1|0;d=(e&g|0)==0;if(d)j=e&i;else if(i>>>0<g>>>0)j=i;else j=(i>>>0)%(g>>>0)|0;c=f[(f[m>>2]|0)+(j<<2)>>2]|0;if(!c)x=26;else{c=f[c>>2]|0;if(!c)x=26;else{b:do if(d)while(1){g=f[c+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(j|0))){x=26;break a}if(d)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c){x=26;break a}}else while(1){d=f[c+4>>2]|0;if((i|0)==(d|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(j|0)){x=26;break a}}c=f[c>>2]|0;if(!c){x=26;break a}}while(0);j=f[b+4>>2]|0;f[t>>2]=f[(f[c+12>>2]|0)+8>>2];f[r>>2]=j;CRa(v,l,t);c=f[v>>2]|0;if(!c)x=31;else if(!(lFa(c,l,k,w)|0))x=31;do if((x|0)==31){x=0;c=f[y>>2]|0;if((c|0)==(f[q>>2]|0)){uma(n,b);break}else{g=b;i=f[g+4>>2]|0;j=c;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[y>>2]=(f[y>>2]|0)+8;break}}while(0);c=f[s>>2]|0;if(c|0)iOb(c)}}}while(0);do if((x|0)==26){x=0;c=f[y>>2]|0;if((c|0)==(f[q>>2]|0)){uma(n,b);break}else{g=b;i=f[g+4>>2]|0;j=c;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[y>>2]=(f[y>>2]|0)+8;break}}while(0);b=b+8|0}while((b|0)!=(o|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,n);b=f[n>>2]|0;if(!b){u=z;return}c=f[y>>2]|0;if((c|0)!=(b|0))f[y>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=z;return}function sma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function tma(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function uma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function vma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function wma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32704;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function xma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32704;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function yma(a,b){a=a|0;b=b|0;b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,a+8|0);return}function zma(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;h=m+8|0;j=m;d=f[a+28>>2]|0;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[h>>2]=0;l=h+4|0;f[l>>2]=0;f[h+8>>2]=0;c=f[a+8>>2]|0;i=f[a+12>>2]|0;e=c+(i<<3)|0;a:do if(i|0){g=h+8|0;i=j+4|0;if(!(d&1))while(1){ARa(j,k,c);do if(!(f[j>>2]|0)){d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{o=c;n=f[o+4>>2]|0;f[d>>2]=f[o>>2];f[d+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(e|0))break a}do{ARa(j,k,c);d=f[j>>2]|0;do if(!d){d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{p=c;n=f[p+4>>2]|0;o=d;f[o>>2]=f[p>>2];f[o+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}else{d=f[d+4>>2]|0;if(d|0)if(b[(f[d+44>>2]|0)+148>>0]&2)break;d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{n=c;o=f[n+4>>2]|0;p=d;f[p>>2]=f[n>>2];f[p+4>>2]=o;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0}while((c|0)!=(e|0))}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,h);c=f[h>>2]|0;if(!c){u=m;return}d=f[l>>2]|0;if((d|0)!=(c|0))f[l>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=m;return}function Ama(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Bma(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function Cma(a){a=a|0;var b=0;f[a>>2]=32768;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Dma(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ema(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Fma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Gma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Hma(a){a=a|0;return (b[a+8>>0]|0)!=0|0}function Ima(a){a=a|0;yf()}function Jma(a){a=a|0;return 0}function Kma(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=32800;mma(e,d?2:1,b,c&1);return}function Lma(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Mma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32832;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[e>>2]=g;s0a(a,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Nma(a){a=a|0;var b=0;f[a>>2]=32864;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Oma(a){a=a|0;var b=0,c=0;f[a>>2]=32864;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pma(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Qma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Rma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Sma(a){a=a|0;return 0}function Tma(a){a=a|0;yf()}function Uma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32896;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[e>>2]=g;J0a(a,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Vma(a){a=a|0;var b=0;f[a>>2]=32928;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Wma(a){a=a|0;var b=0,c=0;f[a>>2]=32928;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Xma(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Yma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Zma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function _ma(a){a=a|0;return 0}function $ma(a){a=a|0;yf()}function ana(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=32960;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function bna(a){a=a|0;var b=0;f[a>>2]=32992;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function cna(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function dna(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function ena(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function fna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function gna(a){a=a|0;return 0}function hna(a){a=a|0;yf()}function ina(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;h=pOb(8)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=33024;a=c&1;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[g>>2]=h;h0a(c,g,5,d?a|2:a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function jna(a){a=a|0;var b=0;f[a>>2]=33056;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function kna(a){a=a|0;var b=0,c=0;f[a>>2]=33056;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function lna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function mna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function nna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ona(a){a=a|0;return 0}function pna(a){a=a|0;yf()}function qna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;h=pOb(8)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=33088;a=c&1;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[g>>2]=h;h0a(c,g,1,d?a|2:a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function rna(a){a=a|0;var b=0;f[a>>2]=33120;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function sna(a){a=a|0;var b=0,c=0;f[a>>2]=33120;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function una(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function vna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wna(a){a=a|0;yf()}function xna(a){a=a|0;var b=0;b=(Bla()|0)+240|0;yna(a,a9a(f[b>>2]|0)|0);return}function yna(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;b[a>>0]=b[c>>0]|0;p[a+8>>3]=+p[c+8>>3];p[a+16>>3]=+p[c+16>>3];p[a+24>>3]=+p[c+24>>3];p[a+32>>3]=+p[c+32>>3];p[a+40>>3]=+p[c+40>>3];p[a+48>>3]=+p[c+48>>3];p[a+56>>3]=+p[c+56>>3];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];p[a+88>>3]=+p[c+88>>3];p[a+96>>3]=+p[c+96>>3];p[a+104>>3]=+p[c+104>>3];p[a+112>>3]=+p[c+112>>3];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];p[a+184>>3]=+p[c+184>>3];p[a+192>>3]=+p[c+192>>3];p[a+200>>3]=+p[c+200>>3];d=a+208|0;e=c+208|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+248>>3]=+p[c+248>>3];p[a+256>>3]=+p[c+256>>3];p[a+264>>3]=+p[c+264>>3];p[a+272>>3]=+p[c+272>>3];p[a+280>>3]=+p[c+280>>3];p[a+288>>3]=+p[c+288>>3];p[a+296>>3]=+p[c+296>>3];p[a+304>>3]=+p[c+304>>3];p[a+312>>3]=+p[c+312>>3];p[a+320>>3]=+p[c+320>>3];p[a+328>>3]=+p[c+328>>3];p[a+336>>3]=+p[c+336>>3];p[a+344>>3]=+p[c+344>>3];p[a+352>>3]=+p[c+352>>3];p[a+360>>3]=+p[c+360>>3];p[a+368>>3]=+p[c+368>>3];f[a+376>>2]=f[c+376>>2];f[a+380>>2]=f[c+380>>2];f[a+384>>2]=f[c+384>>2];f[a+388>>2]=f[c+388>>2];f[a+392>>2]=f[c+392>>2];f[a+396>>2]=f[c+396>>2];f[a+400>>2]=f[c+400>>2];f[a+404>>2]=f[c+404>>2];f[a+408>>2]=f[c+408>>2];f[a+412>>2]=f[c+412>>2];f[a+416>>2]=f[c+416>>2];f[a+420>>2]=f[c+420>>2];f[a+424>>2]=f[c+424>>2];f[a+428>>2]=f[c+428>>2];f[a+432>>2]=f[c+432>>2];f[a+436>>2]=f[c+436>>2];p[a+440>>3]=+p[c+440>>3];p[a+448>>3]=+p[c+448>>3];p[a+456>>3]=+p[c+456>>3];p[a+464>>3]=+p[c+464>>3];p[a+472>>3]=+p[c+472>>3];p[a+480>>3]=+p[c+480>>3];p[a+488>>3]=+p[c+488>>3];p[a+496>>3]=+p[c+496>>3];p[a+504>>3]=+p[c+504>>3];p[a+512>>3]=+p[c+512>>3];p[a+520>>3]=+p[c+520>>3];p[a+528>>3]=+p[c+528>>3];p[a+536>>3]=+p[c+536>>3];p[a+544>>3]=+p[c+544>>3];p[a+552>>3]=+p[c+552>>3];p[a+560>>3]=+p[c+560>>3];p[a+568>>3]=+p[c+568>>3];p[a+576>>3]=+p[c+576>>3];p[a+584>>3]=+p[c+584>>3];p[a+592>>3]=+p[c+592>>3];p[a+600>>3]=+p[c+600>>3];p[a+608>>3]=+p[c+608>>3];p[a+616>>3]=+p[c+616>>3];p[a+624>>3]=+p[c+624>>3];p[a+632>>3]=+p[c+632>>3];p[a+640>>3]=+p[c+640>>3];p[a+648>>3]=+p[c+648>>3];p[a+656>>3]=+p[c+656>>3];p[a+664>>3]=+p[c+664>>3];p[a+672>>3]=+p[c+672>>3];p[a+680>>3]=+p[c+680>>3];p[a+688>>3]=+p[c+688>>3];f[a+696>>2]=f[c+696>>2];f[a+700>>2]=f[c+700>>2];f[a+704>>2]=f[c+704>>2];f[a+708>>2]=f[c+708>>2];f[a+712>>2]=f[c+712>>2];f[a+716>>2]=f[c+716>>2];f[a+720>>2]=f[c+720>>2];f[a+724>>2]=f[c+724>>2];f[a+728>>2]=f[c+728>>2];g=a+732|0;e=c+732|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];b[g+12>>0]=b[e+12>>0]|0;return}function zna(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;X8a(b,a,0);q9a(b);return}function Ana(a){a=a|0;var b=0,c=0;f[a>>2]=1065353216;f[a+4>>2]=1065353216;f[a+8>>2]=1065353216;b=a+12|0;f[b>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;c=(Bla()|0)+232|0;_Ra(f[c>>2]|0,a,b)|0;return}function Bna(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=Bla()|0;j=f[k+232>>2]|0;a=(IRa(j)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{h=c;g=d;while(1){i=b+12|0;c=f[i>>2]|0;d=c+196|0;e=f[d>>2]|0;if(!(e&128)){d=c+200|0;e=h;d=f[d>>2]|0}else{f[d>>2]=e&-641|512;c=f[i>>2]|0;d=c+200|0;d=f[d>>2]|0;e=1;g=g&((d&-268435456|0)!=0|0!=0)}if((d&56|0)==0&0==0){c=e;d=g}else{sKa(c)|0;d=(f[i>>2]|0)+200|0;c=1;d=g&((f[d>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0;if(!b)break;else{h=c;g=d}}do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(j)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;i=(f[j>>2]|0)+196|0;f[i>>2]=f[i>>2]&-641|512;sKa(f[j>>2]|0)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[k+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{s9a(a);return}}function Cna(){var a=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=Bla()|0;j=f[k+232>>2]|0;a=(IRa(j)|0)+8|0;a=f[a>>2]|0;a:do if(!a){c=0;a=0}else{c=f[(f[a+12>>2]|0)+56>>2]|0;if(!c)do{a=f[a>>2]|0;if(!a){c=0;a=0;break a}c=f[(f[a+12>>2]|0)+56>>2]|0}while((c|0)==0)}while(0);if(!a){g=0;e=1}else{g=0;e=1;do{do{i=c+12|0;d=f[i>>2]|0;if(!(f[d+196>>2]&2097152)){l=d+200|0;h=g;g=f[l>>2]|0}else{CJa(d,0);d=f[i>>2]|0;g=d+200|0;g=f[g>>2]|0;h=1;e=e&((g&-268435456|0)!=0|0!=0)}if((g&3584|0)==0&0==0)g=h;else{tKa(d)|0;l=(f[i>>2]|0)+200|0;g=1;e=e&((f[l>>2]&-268435456|0)!=0|0!=0)}c=f[c>>2]|0}while((c|0)!=0);do{a=f[a>>2]|0;if(!a){c=0;a=0;break}c=f[(f[a+12>>2]|0)+56>>2]|0}while((c|0)==0)}while((a|0)!=0)}a=(JRa(j)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){c=f[(f[a+12>>2]|0)+76>>2]|0;if(!c)do{a=f[a>>2]|0;if(!a)break b;c=f[(f[a+12>>2]|0)+76>>2]|0}while((c|0)==0);c:while(1){do{l=c+12|0;CJa(f[l>>2]|0,0);tKa(f[l>>2]|0)|0;c=f[c>>2]|0}while((c|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;c=f[(f[a+12>>2]|0)+76>>2]|0;if(c)continue c}}}while(0);a=f[k+240>>2]|0;if((b[a+226>>0]|0)!=3|g^1)return;if(e){u9a(a);return}else{Y8a(a);return}}function Dna(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=Bla()|0;h=f[i+232>>2]|0;a=(IRa(h)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{do{g=b+12|0;j=TKa(f[g>>2]|0,0)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=TKa(e,1)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=TKa(e,2)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}if(uKa(e)|0){j=(f[g>>2]|0)+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0}while((b|0)!=0);do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(h)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;TKa(f[j>>2]|0,0)|0;TKa(f[j>>2]|0,1)|0;TKa(f[j>>2]|0,2)|0;uKa(f[j>>2]|0)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[i+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{t9a(a);return}}function Ena(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=Bla()|0;h=f[i+232>>2]|0;a=(IRa(h)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{do{g=b+12|0;j=QKa(f[g>>2]|0,0)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=QKa(e,1)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}if(QKa(e,2)|0){j=(f[g>>2]|0)+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0}while((b|0)!=0);do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(h)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;QKa(f[j>>2]|0,0)|0;QKa(f[j>>2]|0,1)|0;QKa(f[j>>2]|0,2)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[i+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{Y8a(a);return}}function Fna(){var a=0;a=(Bla()|0)+232|0;a=QRa(f[a>>2]|0)|0;return +(+(a>>>0)+4294967296.0*+(I>>>0))}function Gna(){var a=0;a=(Bla()|0)+232|0;a=RRa(f[a>>2]|0)|0;return +(+(a>>>0)+4294967296.0*+(I>>>0))}function Hna(a){a=a|0;var b=0;b=(Bla()|0)+232|0;b=QRa(f[b>>2]|0)|0;p[a>>3]=+(b>>>0)+4294967296.0*+(I>>>0);b=(Bla()|0)+232|0;b=RRa(f[b>>2]|0)|0;p[a+8>>3]=+(b>>>0)+4294967296.0*+(I>>>0);return}function Ina(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+144|0;e=k+96|0;g=k;h=k+48|0;i=(Bla()|0)+232|0;i=f[i>>2]|0;j=g;d=j+48|0;do{f[j>>2]=f[b>>2];j=j+4|0;b=b+4|0}while((j|0)<(d|0));p[h>>3]=+p[c>>3];p[h+8>>3]=+p[c+8>>3];p[h+16>>3]=+p[c+16>>3];p[h+24>>3]=+p[c+24>>3];p[h+32>>3]=+p[c+32>>3];p[h+40>>3]=+p[c+40>>3];j=e;b=g;d=j+48|0;do{f[j>>2]=f[b>>2];j=j+4|0;b=b+4|0}while((j|0)<(d|0));$ib(a,e,i,h);u=k;return}function Jna(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;o=u;u=u+160|0;l=o+80|0;r=o+128|0;q=o+32|0;n=o+16|0;m=o;f[q>>2]=f[b>>2];f[q+4>>2]=f[b+4>>2];f[q+8>>2]=f[b+8>>2];f[q+12>>2]=f[b+12>>2];k=b+20|0;f[r>>2]=f[k>>2];f[r+4>>2]=f[k+4>>2];f[r+8>>2]=f[k+8>>2];f[r+12>>2]=f[k+12>>2];f[r+16>>2]=f[k+16>>2];f[r+20>>2]=f[k+20>>2];f[r+24>>2]=f[k+24>>2];k=Bla()|0;j=f[k+232>>2]|0;k=a9a(f[k+240>>2]|0)|0;f[q+16>>2]=i;b=q+20|0;f[b>>2]=f[r>>2];f[b+4>>2]=f[r+4>>2];f[b+8>>2]=f[r+8>>2];f[b+12>>2]=f[r+12>>2];f[b+16>>2]=f[r+16>>2];f[b+20>>2]=f[r+20>>2];f[b+24>>2]=f[r+24>>2];p[n>>3]=+(d>>>0);p[n+8>>3]=+(e>>>0);p[m>>3]=+(g>>>0);p[m+8>>3]=+(h>>>0);b=l;d=q;e=b+48|0;do{f[b>>2]=f[d>>2];b=b+4|0;d=d+4|0}while((b|0)<(e|0));ajb(a,l,c,j,k,n,m);u=o;return}function Kna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+16|0;k=o+12|0;l=o;j=f[c+4>>2]|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;if(!j){g=0;e=0}else{if(j>>>0>268435455)AMb(l);i=pOb(j<<4)|0;f[l>>2]=i;e=i+(j<<4)|0;f[l+8>>2]=e;f[m>>2]=e;g=i;h=f[c>>2]|0;c=0;do{n[i+(c<<4)>>2]=+p[h+(c<<5)>>3];n[i+(c<<4)+4>>2]=+p[h+(c<<5)+8>>3];n[i+(c<<4)+8>>2]=+p[h+(c<<5)+16>>3];n[i+(c<<4)+12>>2]=+p[h+(c<<5)+24>>3];c=c+1|0}while((c|0)!=(j|0))}j=(Bla()|0)+244|0;j=f[j>>2]|0;i=f[a>>2]|0;f[a>>2]=0;f[k>>2]=i;O0a(j,k,b,e-g>>4,g,d);e=f[k>>2]|0;f[k>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;if(!e){u=o;return}g=f[m>>2]|0;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-16-e|0)>>>4)<<4);sOb(e);u=o;return}function Lna(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;j=u;u=u+368|0;k=j+352|0;s=j+344|0;r=j+336|0;q=j+328|0;l=j+316|0;p=j+96|0;o=j+16|0;m=j;t=(Bla()|0)+232|0;t=f[t>>2]|0;n[s>>2]=+(c>>>0);n[s+4>>2]=+(d>>>0);n[r>>2]=+(e>>>0);n[r+4>>2]=+(g>>>0);n[q>>2]=+(h>>>0);n[q+4>>2]=+(i>>>0);dkb(p,t,s,r,q,l);f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];n[o+12>>2]=-+n[p+12>>2];f[o+16>>2]=f[p+16>>2];f[o+20>>2]=f[p+20>>2];f[o+24>>2]=f[p+24>>2];n[o+28>>2]=-+n[p+28>>2];f[o+32>>2]=f[p+32>>2];f[o+36>>2]=f[p+36>>2];f[o+40>>2]=f[p+40>>2];n[o+44>>2]=-+n[p+44>>2];f[o+48>>2]=f[p+48>>2];f[o+52>>2]=f[p+52>>2];f[o+56>>2]=f[p+56>>2];n[o+60>>2]=-+n[p+60>>2];f[o+64>>2]=f[p+64>>2];f[o+68>>2]=f[p+68>>2];f[o+72>>2]=f[p+72>>2];n[o+76>>2]=-+n[p+76>>2];g=m+4|0;h=pOb(80)|0;f[g>>2]=h;f[m>>2]=h;i=h+80|0;f[m+8>>2]=i;f[h>>2]=f[o>>2];f[h+4>>2]=f[o+4>>2];f[h+8>>2]=f[o+8>>2];f[h+12>>2]=f[o+12>>2];f[h+16>>2]=f[o+16>>2];f[h+20>>2]=f[o+20>>2];f[h+24>>2]=f[o+24>>2];f[h+28>>2]=f[o+28>>2];f[h+32>>2]=f[o+32>>2];f[h+36>>2]=f[o+36>>2];f[h+40>>2]=f[o+40>>2];f[h+44>>2]=f[o+44>>2];f[h+48>>2]=f[o+48>>2];f[h+52>>2]=f[o+52>>2];f[h+56>>2]=f[o+56>>2];f[h+60>>2]=f[o+60>>2];f[h+64>>2]=f[o+64>>2];f[h+68>>2]=f[o+68>>2];f[h+72>>2]=f[o+72>>2];f[h+76>>2]=f[o+76>>2];f[g>>2]=i;c=(Bla()|0)+244|0;c=f[c>>2]|0;e=f[a>>2]|0;f[a>>2]=0;f[k>>2]=e;e=f[m>>2]|0;d=e;O0a(c,k,b,i-e>>4,d,l);c=f[k>>2]|0;f[k>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);if(!e){u=j;return}if((i|0)!=(d|0))f[g>>2]=i+(~((h+64-e|0)>>>4)<<4);sOb(e);u=j;return}function Mna(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+384|0;v=z+368|0;w=z+360|0;x=z+352|0;i=z+344|0;j=z+320|0;k=z+88|0;y=z;l=z+8|0;o=Bla()|0;m=f[o+232>>2]|0;o=f[o+244>>2]|0;p=e+c|0;q=g+-1|0;r=e+d|0;t=h+-1|0;n[v>>2]=+(c>>>0);n[v+4>>2]=+(d>>>0);c=c>>>0<e>>>0?0:(n[s>>2]=+((c-e|0)>>>0),f[s>>2]|0);e=d>>>0<e>>>0?0:(n[s>>2]=+((d-e|0)>>>0),f[s>>2]|0);f[w>>2]=c;f[w+4>>2]=e;n[x>>2]=+((q>>>0<p>>>0?q:p)>>>0);n[x+4>>2]=+((t>>>0<r>>>0?t:r)>>>0);n[i>>2]=+(g>>>0);n[i+4>>2]=+(h>>>0);ckb(j,m,v,i);dkb(k,m,w,x,i,z+308|0);c=f[a>>2]|0;f[a>>2]=0;f[y>>2]=c;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];n[l+12>>2]=-+n[k+12>>2];f[l+16>>2]=f[k+16>>2];f[l+20>>2]=f[k+20>>2];f[l+24>>2]=f[k+24>>2];n[l+28>>2]=-+n[k+28>>2];f[l+32>>2]=f[k+32>>2];f[l+36>>2]=f[k+36>>2];f[l+40>>2]=f[k+40>>2];n[l+44>>2]=-+n[k+44>>2];f[l+48>>2]=f[k+48>>2];f[l+52>>2]=f[k+52>>2];f[l+56>>2]=f[k+56>>2];n[l+60>>2]=-+n[k+60>>2];f[l+64>>2]=f[k+64>>2];f[l+68>>2]=f[k+68>>2];f[l+72>>2]=f[k+72>>2];n[l+76>>2]=-+n[k+76>>2];P0a(o,y,b,j,l);c=f[y>>2]|0;f[y>>2]=0;if(!c){u=z;return}gh[f[(f[c>>2]|0)+4>>2]&2047](c);u=z;return}function Nna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0;e=u;u=u+32|0;h=e+4|0;g=e;i=(Bla()|0)+244|0;i=f[i>>2]|0;f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];f[h+8>>2]=f[c+8>>2];n[h+12>>2]=d*d;n[h+16>>2]=d;c=f[a>>2]|0;f[a>>2]=0;f[g>>2]=c;Q0a(i,g,b,h);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ona(a){a=a|0;var b=0;b=(Bla()|0)+244|0;R0a(f[b>>2]|0,a);return}function Pna(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;e=g;d=(Bla()|0)+244|0;d=f[d>>2]|0;if((f[d+12>>2]|0)!=2){e=f[a>>2]|0;oh[f[(f[e>>2]|0)+16>>2]&1023](e,0);u=g;return}h=f[a>>2]|0;f[a>>2]=0;f[e>>2]=h;S0a(d,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Qna(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;d=n+16|0;k=n;f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;e=f[b+4>>2]|0;if((e>>>0)%3|0|0){u=n;return}g=(e>>>0)/3|0;h=f[b>>2]|0;i=g+1|0;f[k>>2]=0;m=k+4|0;f[m>>2]=0;f[k+8>>2]=0;if(e>>>0<48){f[d>>2]=g;if(e>>>0>2)j=5}else{Rna(k,i);d=f[k>>2]|0;f[d>>2]=g;j=5}if((j|0)==5){b=0;do{j=b;b=b+1|0;f[d+(b<<2)>>2]=j}while(b>>>0<g>>>0)}if(!(e8a(h,d,i,c,1,a)|0)){d=f[a>>2]|0;b=f[l>>2]|0;if((b|0)!=(d|0))f[l>>2]=b+(~((b+-4-d|0)>>>2)<<2)}d=f[k>>2]|0;if(d|0){b=f[m>>2]|0;if((b|0)!=(d|0))f[m>>2]=b+(~((b+-4-d|0)>>>2)<<2);sOb(d)}u=n;return}function Rna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function Sna(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;i=a+4|0;b=f[i>>2]|0;h=a+8|0;l=f[h>>2]|0;if((b|0)==(l|0)){Tna(a,c);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[c>>2];g=b+4|0;f[i>>2]=g}b=c+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=c+8|0;if((g|0)==(l|0)){Tna(a,b);b=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];b=g+4|0;f[i>>2]=b}if((b|0)==(l|0)){Tna(a,d);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[d>>2];g=b+4|0;f[i>>2]=g}b=d+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=d+8|0;if((g|0)==(l|0)){Tna(a,b);b=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];b=g+4|0;f[i>>2]=b}if((b|0)==(l|0)){Tna(a,e);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[e>>2];g=b+4|0;f[i>>2]=g}b=e+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=e+8|0;if((g|0)==(l|0)){Tna(a,b);return}else{f[g>>2]=f[b>>2];f[i>>2]=g+4;return}}function Tna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Una(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;p[a>>3]=+p[b+112>>3];p[a+8>>3]=+p[b+120>>3];return}function Vna(a,b){a=+a;b=+b;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;V9a(c,a,b);t9a(c);return}function Wna(a){a=a|0;return 0}function Xna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33152;f[d>>2]=g;D0a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function Yna(a){a=a|0;var b=0;f[a>>2]=33184;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Zna(a){a=a|0;var b=0,c=0;f[a>>2]=33184;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function _na(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;j=p+16|0;k=p+8|0;l=p+4|0;m=p;n=(Bla()|0)+232|0;n=f[n>>2]|0;f[j>>2]=0;o=j+4|0;f[o>>2]=0;f[j+8>>2]=0;c=f[b+4>>2]|0;i=j+8|0;if(c|0){if(c>>>0>536870911)vd();e=pOb(c<<3)|0;f[j>>2]=e;f[o>>2]=e;f[i>>2]=e+(c<<3);e=f[b>>2]|0;g=e+(c<<3)|0;h=k+4|0;do{DRa(k,n,e);b=f[k>>2]|0;if(!b){f[l>>2]=0;f[m>>2]=0;b=f[o>>2]|0;if(b>>>0<(f[i>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[o>>2]=b+8}else coa(j,l,m)}else{d=f[b+8>>2]|0;f[l>>2]=d;b=(f[b+12>>2]|0)-d|0;f[m>>2]=b;c=f[o>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=d;f[c+4>>2]=b;f[o>>2]=c+8}else boa(j,l,m)}b=f[h>>2]|0;if(b|0)iOb(b);e=e+8|0}while((e|0)!=(g|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,j);b=f[j>>2]|0;if(!b){u=p;return}c=f[o>>2]|0;if((c|0)!=(b|0))f[o>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=p;return}function $na(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function aoa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function boa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function coa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;h=f[a>>2]|0;i=(f[g>>2]|0)-h|0;j=i>>3;b=j+1|0;if(b>>>0>536870911)AMb(a);e=a+8|0;m=(f[e>>2]|0)-h|0;d=m>>2;b=m>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;do if(!b){k=0;l=0}else if(b>>>0>536870911)vd();else{l=pOb(b<<3)|0;k=l;break}while(0);d=k+(j<<3)|0;m=f[c>>2]|0;f[d>>2]=0;f[k+(j<<3)+4>>2]=m;if((i|0)>0)bQb(l|0,h|0,i|0)|0;f[a>>2]=k;f[g>>2]=d+8;f[e>>2]=k+(b<<3);if(!h)return;sOb(h);return}function doa(a){a=a|0;yf()}function eoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33216;f[d>>2]=g;D0a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function foa(a){a=a|0;var b=0;f[a>>2]=33248;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function goa(a){a=a|0;var b=0,c=0;f[a>>2]=33248;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function hoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;e=(Bla()|0)+232|0;e=f[e>>2]|0;c=f[b>>2]|0;h=f[b+4>>2]|0;b=c+(h<<3)|0;if(h|0)do{qRa(e,c)|0;c=c+8|0}while((c|0)!=(b|0));h=f[a+4>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,d);u=g;return}function ioa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function joa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function koa(a){a=a|0;yf()}function loa(a){a=a|0;f[a>>2]=6;f[a+4>>2]=4;return}function moa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+16|0;m=s+12|0;n=s;o=Bla()|0;q=f[o+232>>2]|0;r=f[o+244>>2]|0;h=f[c>>2]|0;l=c+4|0;d=f[l>>2]|0;i=h+(d<<5)|0;f[n>>2]=0;k=n+4|0;f[k>>2]=0;f[n+8>>2]=0;j=h;c=d<<5;e=c>>5;if(e|0){if(e>>>0>134217727)AMb(n);g=pOb(c)|0;f[k>>2]=g;f[n>>2]=g;f[n+8>>2]=g+(e<<5);if(d|0){e=i+-32|0;c=h;d=g;while(1){p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];c=c+32|0;if((c|0)==(i|0))break;else d=d+32|0}f[k>>2]=g+(((e-j|0)>>>5)+1<<5)}}c=TRa(q,n)|0;f[m>>2]=c;d=f[n>>2]|0;if(d){c=f[k>>2]|0;if((c|0)!=(d|0))f[k>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);c=f[m>>2]|0}if((c|0)==-1){b[n>>0]=(f[l>>2]|0)>>>0<5&1;r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,n);u=s;return}else{oDa(ySa(q)|0);Y8a(f[o+240>>2]|0);Jkb(DSa(q)|0,r);J$a(r);r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,m);u=s;return}}function noa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;l=r+24|0;m=r+12|0;i=r+4|0;j=r+8|0;n=r;o=Bla()|0;p=f[o+232>>2]|0;e=f[o+244>>2]|0;f[m>>2]=0;q=m+4|0;f[q>>2]=0;f[m+8>>2]=0;c=f[b>>2]|0;k=b+4|0;h=f[k>>2]|0;g=c+(h<<2)|0;if(h|0){h=m+8|0;do{d=f[c>>2]|0;f[i>>2]=d;f[j>>2]=d;f[l>>2]=f[j>>2];do if(!(WRa(p,l)|0)){d=f[q>>2]|0;if((d|0)==(f[h>>2]|0)){xD(m,i);break}else{f[d>>2]=f[i>>2];f[q>>2]=d+4;break}}while(0);c=c+4|0}while((c|0)!=(g|0));if(f[k>>2]|0){Jkb(DSa(p)|0,e);J$a(e)}}if((f[m>>2]|0)==(f[q>>2]|0)){c=f[b>>2]|0;k=f[k>>2]|0;d=c+(k<<2)|0;if(k|0)do{f[n>>2]=f[c>>2];f[l>>2]=f[n>>2];VRa(p,l)|0;c=c+4|0}while((c|0)!=(d|0));oDa(ySa(p)|0);Y8a(f[o+240>>2]|0);p=f[a>>2]|0;oh[f[(f[p>>2]|0)+8>>2]&1023](p,l)}else{p=f[a>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,m)}c=f[m>>2]|0;if(!c){u=r;return}d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=r;return}function ooa(){var a=0,b=0,c=0;a=Bla()|0;b=f[a+232>>2]|0;c=f[a+244>>2]|0;if(!(SRa(b)|0))return;Jkb(DSa(b)|0,c);J$a(c);oDa(ySa(b)|0);Y8a(f[a+240>>2]|0);return}function poa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+32|0;n=s+16|0;k=s;l=s+4|0;o=Bla()|0;q=f[o+232>>2]|0;r=f[o+244>>2]|0;f[k>>2]=f[c>>2];g=f[b>>2]|0;d=f[b+4>>2]|0;i=g+(d<<5)|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;j=g;b=d<<5;e=b>>5;if(e|0){if(e>>>0>134217727)AMb(l);h=pOb(b)|0;f[m>>2]=h;f[l>>2]=h;f[l+8>>2]=h+(e<<5);if(d|0){e=i+-32|0;b=g;d=h;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(i|0))break;else d=d+32|0}f[m>>2]=h+(((e-j|0)>>>5)+1<<5)}};f[n>>2]=f[k>>2];e=URa(q,n,l)|0;b=f[l>>2]|0;if(b|0){d=f[m>>2]|0;if((d|0)!=(b|0))f[m>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}if(e){Jkb(DSa(q)|0,r);J$a(r);oDa(ySa(q)|0);v9a(f[o+240>>2]|0);r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,n);u=s;return}else{r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,c);u=s;return}}function qoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+48|0;m=v+32|0;s=v+20|0;r=v+4|0;h=v+16|0;n=v;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[s>>2]=0;t=s+4|0;f[t>>2]=0;f[s+8>>2]=0;c=f[b>>2]|0;j=b+4|0;q=f[j>>2]|0;e=c+(q<<2)|0;if(!q)i=9;else{g=s+8|0;do{q=f[c>>2]|0;f[r>>2]=q;f[h>>2]=q;f[m>>2]=f[h>>2];do if(!(WRa(o,m)|0)){d=f[t>>2]|0;if((d|0)==(f[g>>2]|0)){xD(s,r);break}else{f[d>>2]=f[r>>2];f[t>>2]=d+4;break}}while(0);c=c+4|0}while((c|0)!=(e|0));if((f[s>>2]|0)==(f[t>>2]|0))i=9;else{r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,s)}}if((i|0)==9){f[r>>2]=0;q=r+4|0;f[q>>2]=0;f[r+8>>2]=0;rS(r,f[j>>2]|0);c=f[b>>2]|0;l=f[j>>2]|0;k=c+(l<<2)|0;a:do if(l|0){l=r+8|0;while(1){f[n>>2]=f[c>>2];f[m>>2]=f[n>>2];g=XRa(o,m)|0;d=f[q>>2]|0;if((d|0)==(f[l>>2]|0))roa(r,g);else{f[d>>2]=0;j=d+4|0;f[j>>2]=0;f[d+8>>2]=0;i=g+4|0;e=(f[i>>2]|0)-(f[g>>2]|0)|0;h=e>>5;if(h){if(h>>>0>134217727)break;b=pOb(e)|0;f[j>>2]=b;f[d>>2]=b;f[d+8>>2]=b+(h<<5);h=f[g>>2]|0;g=f[i>>2]|0;if((h|0)!=(g|0)){d=h;e=b;while(1){p[e>>3]=+p[d>>3];p[e+8>>3]=+p[d+8>>3];p[e+16>>3]=+p[d+16>>3];p[e+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(g|0))break;else e=e+32|0}f[j>>2]=b+(((g+-32-h|0)>>>5)+1<<5);d=f[q>>2]|0}}f[q>>2]=d+12}c=c+4|0;if((c|0)==(k|0))break a}AMb(d)}while(0);c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,r);c=f[r>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[q>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[q>>2]|0}}while((d|0)!=(c|0));c=f[r>>2]|0}sOb(c)}}c=f[s>>2]|0;if(!c){u=v;return}d=f[t>>2]|0;if((d|0)!=(c|0))f[t>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=v;return}function roa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;t=a+4|0;e=f[t>>2]|0;h=f[a>>2]|0;o=(e-h|0)/12|0;c=o+1|0;q=h;if(c>>>0>357913941)AMb(a);s=a+8|0;r=((f[s>>2]|0)-h|0)/12|0;g=r<<1;g=r>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)m=0;else if(g>>>0>357913941)vd();else{m=pOb(g*12|0)|0;break}while(0);d=m+(o*12|0)|0;c=d;r=m+(g*12|0)|0;f[d>>2]=0;n=m+(o*12|0)+4|0;f[n>>2]=0;f[m+(o*12|0)+8>>2]=0;l=f[b+4>>2]|0;k=f[b>>2]|0;b=l-k|0;i=b>>5;g=k;if(i|0){if(i>>>0>134217727)AMb(d);j=pOb(b)|0;f[n>>2]=j;f[d>>2]=j;f[m+(o*12|0)+8>>2]=j+(i<<5);if((g|0)!=(l|0)){b=j;while(1){p[b>>3]=+p[g>>3];p[b+8>>3]=+p[g+8>>3];p[b+16>>3]=+p[g+16>>3];p[b+24>>3]=+p[g+24>>3];g=g+32|0;if((g|0)==(l|0))break;else b=b+32|0}f[n>>2]=j+(((l+-32-k|0)>>>5)+1<<5)}}g=d+12|0;if((e|0)!=(q|0)){do{o=d+-12|0;n=e;e=e+-12|0;f[o>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[o>>2]=f[e>>2];o=n+-8|0;f[m>>2]=f[o>>2];n=n+-4|0;f[d+-4>>2]=f[n>>2];f[n>>2]=0;f[o>>2]=0;f[e>>2]=0;d=c+-12|0;c=d}while((e|0)!=(q|0));h=f[a>>2]|0}f[a>>2]=c;c=f[t>>2]|0;f[t>>2]=g;f[s>>2]=r;b=h;if((c|0)!=(b|0)){e=c;do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-32-g|0)>>>5)<<5);sOb(g)}}while((e|0)!=(b|0))}if(!h)return;sOb(h);return}function soa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+32|0;i=h+20|0;g=h;l=pOb(16)|0;k=l+16|0;j=b;e=f[j+4>>2]|0;m=l;f[m>>2]=f[j>>2];f[m+4>>2]=e;m=c;e=f[m+4>>2]|0;j=l+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=e;j=pOb(28)|0;e=f[a>>2]|0;f[a>>2]=0;f[j+4>>2]=e;f[j>>2]=33280;n[j+8>>2]=d;e=f[b+4>>2]|0;a=j+12|0;f[a>>2]=f[b>>2];f[a+4>>2]=e;a=f[c+4>>2]|0;e=j+20|0;f[e>>2]=f[c>>2];f[e+4>>2]=a;f[g>>2]=l;f[g+4>>2]=2;e=g+12|0;f[g+8>>2]=l;f[e>>2]=k;f[g+16>>2]=k;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[i>>2]=j;t0a(a,i,g);a=f[i>>2]|0;f[i>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=g+8|0;a=f[c>>2]|0;if((a|0)==(f[e>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(!a){u=h;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function toa(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function uoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;e=u;u=u+32|0;d=e+8|0;b=e;c=Bla()|0;g=f[c+232>>2]|0;h=ySa(g)|0;vRa(d,g,a+12|0);vRa(b,g,a+20|0);g=Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0;if(FBa(h,d,b,+n[a+8>>2],g)|0)Y8a(f[c+240>>2]|0);h=f[a+4>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,e+16|0);b=f[b+4>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function voa(a){a=a|0;return 1}function woa(){var a=0;a=Bla()|0;if(!(yBa(ySa(f[a+232>>2]|0)|0)|0))return;Y8a(f[a+240>>2]|0);return}function xoa(){var a=0;a=(Bla()|0)+232|0;lDa(ySa(f[a>>2]|0)|0);return}function yoa(){var a=0;a=(Bla()|0)+232|0;mDa(ySa(f[a>>2]|0)|0);return}function zoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+32|0;p=C+24|0;t=C+16|0;v=C+8|0;w=C+4|0;x=C;A=Bla()|0;y=f[A+232>>2]|0;z=f[A+244>>2]|0;A=f[A+240>>2]|0;c=f[b>>2]|0;B=b+4|0;s=f[B>>2]|0;q=c+(s<<3)|0;a:do if(!s){h=0;e=c;d=c;c=0}else{r=t+4|0;s=v+4|0;h=0;d=0;e=0;o=c;i=-1;while(1){LRa(t,y,o);n=f[t>>2]|0;c=f[r>>2]|0;if(c|0)iOb(c);b:do if(!(f[n+196>>2]&16777216)){EJa(n);g=f[n+116>>2]|0;if((i|0)!=(g|0)){f[w>>2]=g;f[p>>2]=f[w>>2];IQa(v,y,p);d=f[v>>2]|0;c=f[s>>2]|0;if(c|0)iOb(c);if(!d){d=0;e=0;c=-1;break}f[x>>2]=f[d+8>>2];f[p>>2]=f[x>>2];e=mSa(y,p)|0;i=g}if(!e){e=0;c=i}else{l=f[n+120>>2]|0;k=f[e+24>>2]|0;if(!k)c=i;else{j=k+-1|0;g=(j&k|0)==0;if(g)m=j&l;else if(l>>>0<k>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;c=f[(f[e+20>>2]|0)+(m<<2)>>2]|0;if(!c)c=i;else{c=f[c>>2]|0;if(!c)c=i;else{c:do if(g)while(1){k=f[c+4>>2]|0;g=(l|0)==(k|0);if(!(g|(k&j|0)==(m|0))){c=i;break b}if(g)if((f[c+8>>2]|0)==(l|0))break c;c=f[c>>2]|0;if(!c){c=i;break b}}else while(1){g=f[c+4>>2]|0;if((l|0)==(g|0)){if((f[c+8>>2]|0)==(l|0))break c}else{if(g>>>0>=k>>>0)g=(g>>>0)%(k>>>0)|0;if((g|0)!=(m|0)){c=i;break b}}c=f[c>>2]|0;if(!c){c=i;break b}}while(0);NQa(y,f[c+16>>2]|0,n,d);U8a(A,n,0,0);h=1;c=i}}}}}else{c=o;f[c>>2]=0;f[c+4>>2]=-1;c=i}while(0);o=o+8|0;if((o|0)==(q|0))break;else i=c}g=f[b>>2]|0;c=f[B>>2]|0;i=g+(c<<3)|0;d:do if(!c){d=g;c=0}else{d=g;while(1){if((f[d>>2]|0)==0?(f[d+4>>2]|0)==-1:0)break d;d=d+8|0;if((d|0)==(i|0)){e=i;d=g;break a}}}while(0);if((d|0)==(i|0)){e=i;d=g}else{c=d;e=d;e:while(1){do{d=c;c=c+8|0;if((c|0)==(i|0))break e}while((f[c>>2]|0)==0?(f[d+12>>2]|0)==-1:0);w=c;x=f[w+4>>2]|0;y=e;f[y>>2]=f[w>>2];f[y+4>>2]=x;e=e+8|0}d=f[b>>2]|0;c=f[B>>2]|0}}while(0);f[B>>2]=c-(d+(c<<3)-e>>3);k$a(z,a,b,1);if(!h){u=C;return}u9a(A);u=C;return}function Aoa(a){a=a|0;var b=0;b=(Bla()|0)+244|0;l$a(f[b>>2]|0,a);return}function Boa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=Bla()|0;d=f[c+232>>2]|0;e=f[c+244>>2]|0;$0a(e,a,b);if(!(GSa(d,a,b)|0))return;Jkb(DSa(d)|0,e);Y8a(f[c+240>>2]|0);return}function Coa(a){a=a|0;var b=0;b=(Bla()|0)+244|0;r$a(f[b>>2]|0,a);return}function Doa(a){a=+a;var b=0;b=(Bla()|0)+244|0;s$a(f[b>>2]|0,a);return}function Eoa(a){a=a|0;var c=0,d=0,e=0,g=0;c=Bla()|0;d=f[c+240>>2]|0;e=d+224|0;if(!((b[e>>0]&1)!=0^a))return;g=f[c+244>>2]|0;c=f[c+232>>2]|0;y9a(d,a);BDa(ySa(c)|0);e=b[e>>0]|0;m$a(g,a,(e&2)!=0,(e&4)!=0);Y8a(d);return}function Foa(a){a=a|0;var c=0,d=0;c=Bla()|0;d=b[(f[c+240>>2]|0)+224>>0]|0;if(!((d&2)!=0^a))return;m$a(f[c+244>>2]|0,(d&1)!=0,a,(d&4)!=0);c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!((b[c+224>>0]&2)!=0^a))return;z9a(c,a);Y8a(c);return}function Goa(a){a=a|0;var c=0,d=0;c=Bla()|0;d=b[(f[c+240>>2]|0)+224>>0]|0;if(!((d&4)!=0^a))return;m$a(f[c+244>>2]|0,(d&1)!=0,(d&2)!=0,a);c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!((b[c+224>>0]&4)!=0^a))return;A9a(c,a);Y8a(c);return}function Hoa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&1)!=0|0}function Ioa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&2)!=0|0}function Joa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&4)!=0|0}function Koa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&1|0)!=0|0}function Loa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&1|0)!=0^a))return;B9a(b,a);Y8a(b);return}function Moa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&2|0)!=0|0}function Noa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&2|0)!=0^a))return;D9a(b,a);Y8a(b);return}function Ooa(){var a=0;a=(Bla()|0)+240|0;return E9a(f[a>>2]|0)|0}function Poa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;F9a(b,a);Y8a(b);return}function Qoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+48>>2]&1023](b,a);return}function Roa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+60>>2]&63](b,a);return}function Soa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+52>>2]&63](b,a);return}function Toa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+64>>2]&63](b,a);return}function Uoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+68>>2]&1023](b,a);return}function Voa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,a);return}function Woa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+20>>2]&1023](b,a);return}function Xoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+44>>2]&1023](b,a);return}function Yoa(){var a=0.0,b=0.0,c=0;c=(Bla()|0)+240|0;c=f[(f[c>>2]|0)+72>>2]|0;a=+Mg[f[(f[c>>2]|0)+28>>2]&63](c);b=+Mg[f[(f[c>>2]|0)+32>>2]&63](c);return +(b<a?b:a)}function Zoa(){var a=0;a=(Bla()|0)+240|0;a=f[(f[a>>2]|0)+72>>2]|0;return Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0}function _oa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;f[g>>2]=33312;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[d>>2]=g;x$a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function $oa(a){a=a|0;var b=0;f[a>>2]=33312;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function apa(a){a=a|0;var b=0,c=0;f[a>>2]=33312;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function bpa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;k=o+8|0;j=o;l=c+11|0;e=b[l>>0]|0;h=e<<24>>24<0;m=c+4|0;g=h?f[c>>2]|0:c;h=h?f[m>>2]|0:e&255;i=g+h|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;f[k+8>>2]=0;if(h){if((h|0)<0)AMb(k);p=pOb(h)|0;f[n>>2]=p;f[k>>2]=p;f[k+8>>2]=p+h;e=g;g=p;do{b[g>>0]=b[e>>0]|0;e=e+1|0;g=(f[n>>2]|0)+1|0;f[n>>2]=g}while((e|0)!=(i|0));e=b[l>>0]|0};f[j>>2]=0;d[j+4>>1]=0;b[j+6>>0]=0;if(e<<24>>24<0){b[f[c>>2]>>0]=0;f[m>>2]=0}else{b[c>>0]=0;b[l>>0]=0}EOb(c,0);f[c>>2]=0;e=c+4|0;f[e>>2]=f[j>>2];d[e+4>>1]=d[j+4>>1]|0;b[e+6>>0]=b[j+6>>0]|0;b[c+11>>0]=0;e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,k);e=f[k>>2]|0;if(!e){u=o;return}if((f[n>>2]|0)!=(e|0))f[n>>2]=e;sOb(e);u=o;return}function cpa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;k=o+8|0;j=o;l=c+11|0;e=b[l>>0]|0;h=e<<24>>24<0;m=c+4|0;g=h?f[c>>2]|0:c;h=h?f[m>>2]|0:e&255;i=g+h|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;f[k+8>>2]=0;if(h){if((h|0)<0)AMb(k);p=pOb(h)|0;f[n>>2]=p;f[k>>2]=p;f[k+8>>2]=p+h;e=g;g=p;do{b[g>>0]=b[e>>0]|0;e=e+1|0;g=(f[n>>2]|0)+1|0;f[n>>2]=g}while((e|0)!=(i|0));e=b[l>>0]|0};f[j>>2]=0;d[j+4>>1]=0;b[j+6>>0]=0;if(e<<24>>24<0){b[f[c>>2]>>0]=0;f[m>>2]=0}else{b[c>>0]=0;b[l>>0]=0}EOb(c,0);f[c>>2]=0;e=c+4|0;f[e>>2]=f[j>>2];d[e+4>>1]=d[j+4>>1]|0;b[e+6>>0]=b[j+6>>0]|0;b[c+11>>0]=0;e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,k);e=f[k>>2]|0;if(!e){u=o;return}if((f[n>>2]|0)!=(e|0))f[n>>2]=e;sOb(e);u=o;return}function dpa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function epa(a){a=a|0;return 0}function fpa(a){a=a|0;var c=0,d=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;d=b[c+226>>0]|0;if(d<<24>>24==a<<24>>24)return;gab(c,a);if(!(a<<24>>24==1&d<<24>>24==0))if(!(d<<24>>24==1&a<<24>>24==0)){Y8a(c);return}u9a(c);return}function gpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;nab(b,a);s9a(b);return}function hpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;oab(b,a);u9a(b);return}function ipa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;pab(b,a);u9a(b);return}function jpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;qab(b,a);u9a(b);return}function kpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;rab(b,a);u9a(b);return}function lpa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+227>>0]|0)==a<<24>>24)return;kab(c,a);u9a(c);return}function mpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if((lab(b)|0)<<24>>24==a<<24>>24)return;mab(b,a);u9a(b);return}function npa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+228>>0]|0)==a<<24>>24)return;J9a(c,a);t9a(c);return}function opa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;xab(b,a);u9a(b);return}function ppa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;yab(b,a);u9a(b);return}function qpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;zab(b,a);u9a(b);return}function rpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Aab(b,a);u9a(b);return}function spa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Bab(b,a);u9a(b);return}function tpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Cab(b,a);u9a(b);return}function upa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;eab(b,a);u9a(b);return}function vpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;sab(b,a);u9a(b);return}function wpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;tab(b,a);u9a(b);return}function xpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;uab(b,a);u9a(b);return}function ypa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;vab(b,a);u9a(b);return}function zpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;wab(b,a);u9a(b);return}function Apa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&16|0)!=0|0}function Bpa(){var a=0;a=(Bla()|0)+240|0;return +(+Eab(f[a>>2]|0))}function Cpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Dab(b,a);u9a(b);return}function Dpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Fab(b,a);u9a(b);return}function Epa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Gab(b,a);u9a(b);return}function Fpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Hab(b,a);u9a(b);return}function Gpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Iab(b,a);u9a(b);return}function Hpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Jab(b,a);u9a(b);return}function Ipa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Kab(b,a);u9a(b);return}function Jpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Lab(b,a);u9a(b);return}function Kpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Mab(b,a);u9a(b);return}function Lpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Nab(b,a);u9a(b);return}function Mpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Oab(b,a);u9a(b);return}function Npa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;bab(b,a);u9a(b);return}function Opa(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;cab(c,a,b);u9a(c);return}function Ppa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;dab(f[b>>2]|0,a,a+16|0);return}function Qpa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=u;u=u+16|0;b=d+8|0;e=d;c=Bla()|0;g=f[c+232>>2]|0;c=f[c+240>>2]|0;h=BQa(g)|0;a=f[a>>2]|0;f[e>>2]=h;f[e+4>>2]=a;ERa(b,g,e);a=f[b>>2]|0;if(a|0)if((f[c+216>>2]|0)!=(a|0)){U9a(c,b,0);t9a(c)}a=f[b+4>>2]|0;if(!a){u=d;return}iOb(a);u=d;return}function Rpa(){var a=0,b=0,c=0,d=0;c=u;u=u+16|0;a=c;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(f[b+216>>2]|0)){u=c;return}f[a>>2]=0;d=a+4|0;f[d>>2]=0;U9a(b,a,0);a=f[d>>2]|0;if(a|0)iOb(a);t9a(b);u=c;return}function Spa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(s8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Tpa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(r8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Upa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(q8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Vpa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+16|0;d=e+8|0;b=e;g=Bla()|0;c=f[g+240>>2]|0;sRa(d,f[g+232>>2]|0,a);a=f[d>>2]|0;if(a|0){QFa(b,a);if(f[b>>2]|0)if(p8a(f[c+208>>2]|0,b)|0)t9a(c);a=f[b+4>>2]|0;if(a|0)iOb(a)}a=f[d+4>>2]|0;if(!a){u=e;return}iOb(a);u=e;return}function Wpa(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(t8a(f[a+208>>2]|0)|0))return;t9a(a);return}function Xpa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&128|0)!=0^a))return;T9a(b,a);t9a(b);return}function Ypa(){var a=0;a=(Bla()|0)+240|0;Y8a(f[a>>2]|0);return}function Zpa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=Bla()|0;e=f[c+232>>2]|0;d=f[c+244>>2]|0;c=f[c+240>>2]|0;Jkb(DSa(e)|0,d);uSa(e,f[a>>2]|0,f[a+4>>2]|0,b);o$a(d,a,b);v9a(c);return}function _pa(a){a=+a;var b=0,c=0;b=Bla()|0;c=f[b+244>>2]|0;Jkb(DSa(f[b+232>>2]|0)|0,c);q$a(c,a);c=Bla()|0;b=f[c+240>>2]|0;pSa(f[c+232>>2]|0,a);v9a(b);return}function $pa(){var a=0,b=0,c=0;a=Bla()|0;c=f[a+232>>2]|0;b=f[a+244>>2]|0;a=f[a+240>>2]|0;Jkb(DSa(c)|0,b);oSa(c);p$a(b);v9a(a);return}function aqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=(Bla()|0)+232|0;d=f[d>>2]|0;c=f[a>>2]|0;e=f[a+4>>2]|0;a=c+(e<<3)|0;if(!e)return;do{ESa(d,c,b);c=c+8|0}while((c|0)!=(a|0));return}function bqa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;m=u;u=u+32|0;q=m+16|0;l=m+8|0;r=m;p=((f[h+4>>2]|0)>>>0)/3|0;o=((f[i+4>>2]|0)>>>0)/3|0;n=((f[j+4>>2]|0)>>>0)/3|0;s=(b&3|0)==3?b&-4:b;s=(s&3|0)==0?s|4:s;s=(s&4096|0)==0?s&-585:s;s=(s&8192|0)==0?s&-1169:s;b=Bla()|0;k=f[b+232>>2]|0;f[r>>2]=(s&16384|0)==0?s&-2337:s;g=f[g>>2]|0;h=f[h>>2]|0;i=f[i>>2]|0;j=f[j>>2]|0;f[q>>2]=f[r>>2];JDa(l,k,q,c,d,e,g,h,p,i,o,j,n);if(!(f[l>>2]|0)){f[a>>2]=0;f[a+4>>2]=-1}else{r=f[b+244>>2]|0;s=f[(f[r>>2]|0)+28>>2]|0;q=ORa(k)|0;oh[s&1023](r,q);q=(f[l>>2]|0)+28|0;r=f[q+4>>2]|0;s=a;f[s>>2]=f[q>>2];f[s+4>>2]=r}b=f[l+4>>2]|0;if(!b){u=m;return}iOb(b);u=m;return}function cqa(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0;l=(Bla()|0)+244|0;z$a(f[l>>2]|0,b,7,1);l=pOb(104)|0;f[l>>2]=33344;m=f[a>>2]|0;f[a>>2]=0;f[l+4>>2]=m;f[l+8>>2]=c;f[l+12>>2]=d;f[l+16>>2]=e;f[l+20>>2]=g;f[l+24>>2]=f[h>>2];f[l+28>>2]=f[h+4>>2];g=h+8|0;f[l+32>>2]=f[g>>2];e=h+12|0;f[l+36>>2]=f[e>>2];d=h+16|0;f[l+40>>2]=f[d>>2];f[d>>2]=0;f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[l+44>>2]=f[i>>2];f[l+48>>2]=f[i+4>>2];h=i+8|0;f[l+52>>2]=f[h>>2];g=i+12|0;f[l+56>>2]=f[g>>2];e=i+16|0;f[l+60>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;f[l+64>>2]=f[j>>2];f[l+68>>2]=f[j+4>>2];i=j+8|0;f[l+72>>2]=f[i>>2];h=j+12|0;f[l+76>>2]=f[h>>2];g=j+16|0;f[l+80>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;f[l+84>>2]=f[k>>2];f[l+88>>2]=f[k+4>>2];j=k+8|0;f[l+92>>2]=f[j>>2];i=k+12|0;f[l+96>>2]=f[i>>2];h=k+16|0;f[l+100>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;dqa(l,b);return}function dqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;c=g+20|0;d=g;h=pOb(8)|0;f[h>>2]=33376;f[h+4>>2]=a;i=pOb(8)|0;e=f[b+4>>2]|0;a=i;f[a>>2]=f[b>>2];f[a+4>>2]=e;a=i+8|0;f[d>>2]=i;f[d+4>>2]=1;e=d+12|0;f[d+8>>2]=i;f[e>>2]=a;f[d+16>>2]=a;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[c>>2]=h;E0a(a,c,d);a=f[c>>2]|0;f[c>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=d+8|0;a=f[c>>2]|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(!a){u=g;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=g;return}function eqa(a){a=a|0;var b=0;f[a>>2]=33376;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function fqa(a){a=a|0;var b=0,c=0;f[a>>2]=33376;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function gqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function hqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,f[b>>2]|0);return}function iqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function jqa(a){a=a|0;return 0}function kqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33344;b=a+92|0;c=f[b>>2]|0;e=a+96|0;if((c|0)==(f[e>>2]|0)){d=f[a+84>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}c=a+72|0;b=f[c>>2]|0;e=a+76|0;if((b|0)==(f[e>>2]|0)){d=f[a+64>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=a+52|0;b=f[c>>2]|0;e=a+56|0;if((b|0)==(f[e>>2]|0)){d=f[a+44>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=a+32|0;b=f[c>>2]|0;e=a+36|0;if((b|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function lqa(a){a=a|0;kqa(a);sOb(a);return}function mqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;c=u;u=u+48|0;g=c+16|0;d=c+8|0;B=c;v=((f[a+48>>2]|0)>>>0)/3|0;s=((f[a+68>>2]|0)>>>0)/3|0;q=((f[a+88>>2]|0)>>>0)/3|0;A=f[a+8>>2]|0;A=(A&3|0)==3?A&-4:A;A=(A&3|0)==0?A|4:A;A=(A&4096|0)==0?A&-585:A;A=(A&8192|0)==0?A&-1169:A;e=Bla()|0;h=f[e+232>>2]|0;p=f[e+240>>2]|0;zRa(d,h,b);f[B>>2]=(A&16384|0)==0?A&-2337:A;A=f[a+12>>2]|0;z=f[a+16>>2]|0;y=f[a+20>>2]|0;x=f[a+24>>2]|0;w=f[a+44>>2]|0;t=f[a+64>>2]|0;r=f[a+84>>2]|0;f[g>>2]=f[B>>2];HDa(h,d,g,A,z,y,x,w,v,t,s,r,q)|0;Y8a(p);p=f[(f[d>>2]|0)+44>>2]|0;o=+n[p+124>>2];m=+n[p+136>>2];l=+n[p+128>>2];k=+n[p+140>>2];j=+n[p+132>>2];i=+n[p+144>>2];n[g>>2]=o-m;n[g+4>>2]=l-k;n[g+8>>2]=j-i;n[g+12>>2]=o+m;n[g+16>>2]=l+k;n[g+20>>2]=j+i;e=f[e+244>>2]|0;Jkb(DSa(h)|0,e);A$a(e,b,g);g=f[(f[e>>2]|0)+28>>2]|0;b=ORa(h)|0;oh[g&1023](e,b);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,c+40|0);a=f[d+4>>2]|0;if(!a){u=c;return}iOb(a);u=c;return}function nqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=0;oh[e&1023](a,d);u=c;return}function oqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function pqa(a){a=a|0;return 0}function qqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;f[e>>2]=33408;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;E0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function rqa(a){a=a|0;var b=0;f[a>>2]=33408;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function sqa(a){a=a|0;var b=0,c=0;f[a>>2]=33408;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;p=t+36|0;q=Bla()|0;r=f[q+232>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(gRa(r,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{wqa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{wqa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{wqa(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=21}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(x|0)do{lRa(r,e)|0;e=e+8|0}while((e|0)!=(g|0));x=f[q+244>>2]|0;w=f[(f[x>>2]|0)+28>>2]|0;g=ORa(r)|0;oh[w&1023](x,g);Y8a(f[q+240>>2]|0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}c=f[c>>2]|0;if(c|0){d=s+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function uqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else wqa(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function vqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function xqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(12)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=33440;f[d+8>>2]=c;dqa(d,b);return}function yqa(a){a=a|0;var b=0;f[a>>2]=33472;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function zqa(a){a=a|0;var b=0,c=0;f[a>>2]=33472;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Aqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+32|0;e=g+16|0;d=g;c=(Bla()|0)+232|0;zRa(e,f[c>>2]|0,b);b=f[e>>2]|0;if(!b){b=f[a+4>>2]|0;a=f[(f[b>>2]|0)+8>>2]|0;f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;oh[a&1023](b,d);b=f[d>>2]|0;if(b|0){a=f[c>>2]|0;if((a|0)!=(b|0))f[c>>2]=a+(~(((a+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}else{f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;_Da(f[b+44>>2]|0,f[a+8>>2]|0,d);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,d);b=f[d>>2]|0;if(b|0){a=f[c>>2]|0;if((a|0)!=(b|0))f[c>>2]=a+(~(((a+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function Bqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Cqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Dqa(a){a=a|0;yf()}function Eqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=pOb(28)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=33504;f[d+8>>2]=f[b>>2];f[d+12>>2]=f[b+4>>2];a=b+8|0;f[d+16>>2]=f[a>>2];e=b+12|0;f[d+20>>2]=f[e>>2];g=b+16|0;f[d+24>>2]=f[g>>2];f[g>>2]=0;f[e>>2]=0;f[a>>2]=0;f[b>>2]=0;dqa(d,c);return}function Fqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33504;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=33536;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Gqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33504;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=33536;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;g=i;c=(Bla()|0)+232|0;zRa(h,f[c>>2]|0,b);b=f[h>>2]|0;c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;if(!b){f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;oh[d&1023](c,g);b=f[g>>2]|0;if(b|0){a=f[e>>2]|0;if((a|0)!=(b|0))f[e>>2]=a+(~((a+-4-b|0)>>>2)<<2);sOb(b)}}else{dEa(g,b,f[a+8>>2]|0,f[a+12>>2]|0);oh[d&1023](c,g);c=f[g>>2]|0;if(c|0){b=g+4|0;a=f[b>>2]|0;if((a|0)!=(c|0))f[b>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}}b=f[h+4>>2]|0;if(!b){u=i;return}iOb(b);u=i;return}function Iqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Jqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Kqa(a){a=a|0;var b=0;f[a>>2]=33536;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Lqa(a){a=a|0;yf()}function Mqa(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=33568;dqa(c,b);return}function Nqa(a){a=a|0;var b=0;f[a>>2]=33600;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Oqa(a){a=a|0;var b=0,c=0;f[a>>2]=33600;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pqa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+160|0;s=v+144|0;t=v;h=v+152|0;r=(Bla()|0)+232|0;zRa(s,f[r>>2]|0,c);c=f[s>>2]|0;do if(!c){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[t>>0]=1;oh[r&1023](a,t)}else{g=c+44|0;if(!(b[(f[g>>2]|0)+148>>0]&2)){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[t>>0]=3;oh[r&1023](a,t);break}c=t+60|0;d=t;e=d+60|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=1.0;k=t+80|0;l=t+64|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[k>>2]=1.0;m=t+100|0;o=t+84|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;n[m>>2]=1.0;p=t+120|0;q=t+104|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;n[p>>2]=1.0;r=t+124|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;j=(f[g>>2]|0)+68|0;if(!(zLa(j)|0)){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[h>>0]=2;oh[r&1023](a,h)}else{if(zLa(j)|0){d=zLa(j)|0;g=t+4|0;h=f[g>>2]|0;c=f[t>>2]|0;e=h-c>>2;if(d>>>0>e>>>0){Sqa(t,d-e|0);c=f[t>>2]|0}else if(d>>>0<e>>>0){d=c+(d<<2)|0;if((d|0)!=(h|0))f[g>>2]=h+(~((h+-4-d|0)>>>2)<<2)}CLa(j,c)|0}if(ALa(j)|0){d=t+12|0;e=ALa(j)|0;h=t+16|0;i=f[h>>2]|0;c=f[d>>2]|0;g=i-c>>1;if(e>>>0>g>>>0){Tqa(d,e-g|0);c=f[d>>2]|0}else if(e>>>0<g>>>0){d=c+(e<<1)|0;if((d|0)!=(i|0))f[h>>2]=i+(~((i+-2-d|0)>>>1)<<1)}DLa(j,c)|0}c=f[s>>2]|0;g=f[c+44>>2]|0;d=g+72|0;e=t+24|0;if((e|0)==(d|0))e=g;else{Uqa(e,f[d>>2]|0,f[g+76>>2]|0);e=f[s>>2]|0;c=e;e=f[e+44>>2]|0}d=e+84|0;g=t+36|0;if((g|0)==(d|0))g=e;else{Uqa(g,f[d>>2]|0,f[e+88>>2]|0);c=f[s>>2]|0;g=f[c+44>>2]|0}d=g+96|0;e=t+48|0;if((e|0)!=(d|0)){Uqa(e,f[d>>2]|0,f[g+100>>2]|0);c=f[s>>2]|0}e=f[c+36>>2]|0;d=f[c+40>>2]|0;c=(d|0)==0;if(!c)gOb(d);if(e|0){f[t+60>>2]=f[e>>2];f[l>>2]=f[e+4>>2];f[t+68>>2]=f[e+8>>2];f[t+72>>2]=f[e+12>>2];f[t+76>>2]=f[e+16>>2];f[k>>2]=f[e+20>>2];f[o>>2]=f[e+24>>2];f[t+88>>2]=f[e+28>>2];f[t+92>>2]=f[e+32>>2];f[t+96>>2]=f[e+36>>2];f[m>>2]=f[e+40>>2];f[q>>2]=f[e+44>>2];f[t+108>>2]=f[e+48>>2];f[t+112>>2]=f[e+52>>2];f[t+116>>2]=f[e+56>>2];f[p>>2]=f[e+60>>2]}if(!c)iOb(d);q=f[(f[s>>2]|0)+44>>2]|0;f[r>>2]=f[q+24>>2];f[t+128>>2]=f[q+28>>2];f[t+132>>2]=f[q+32>>2];f[t+136>>2]=f[q+52>>2];a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,t)}dO(t)}while(0);c=f[s+4>>2]|0;if(!c){u=v;return}iOb(c);u=v;return}function Qqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=1;oh[e&1023](a,d);u=c;return}function Rqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=0;oh[e&1023](a,d);u=c;return}function Sqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function Tqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>1>>>0>=b>>>0){dQb(c|0,0,b<<1|0)|0;f[l>>2]=c+(b<<1);return}h=f[a>>2]|0;g=c-h|0;e=g>>1;c=e+b|0;if((c|0)<0)AMb(a);d=d-h|0;d=d>>1>>>0<1073741823?(d>>>0<c>>>0?c:d):2147483647;do if(!d){j=0;k=0}else if((d|0)<0)vd();else{k=pOb(d<<1)|0;j=k;break}while(0);c=j+(e<<1)|0;dQb(c|0,0,b<<1|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<1);f[i>>2]=j+(d<<1);if(!h)return;sOb(h);return}function Uqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;i=b;h=j-i|0;g=(h|0)/12|0;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=((d-m|0)/12|0)>>>0){h=a+4|0;e=((f[h>>2]|0)-m|0)/12|0;a=g>>>0>e>>>0;g=a?b+(e*12|0)|0:c;e=g;d=e-i|0;if(d|0)cQb(m|0,b|0,d|0)|0;c=l+(((d|0)/12|0)*12|0)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[h>>2]|0,g|0,d|0)|0;f[h>>2]=(f[h>>2]|0)+(((d>>>0)/12|0)*12|0);return}else{d=f[h>>2]|0;if((d|0)==(c|0))return;f[h>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~(((c+-12-m|0)>>>0)/12|0)*12|0);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>357913941)AMb(a);m=(d|0)/12|0;d=m<<1;d=m>>>0<178956970?(d>>>0<g>>>0?g:d):357913941;if(d>>>0>357913941)AMb(a);c=pOb(d*12|0)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d*12|0);if((h|0)<=0)return;bQb(c|0,b|0,h|0)|0;f[e>>2]=c+(((h>>>0)/12|0)*12|0);return}function Vqa(a){a=a|0;yf()}function Wqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Xqa(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;r=s+28|0;q=s+16|0;o=s+8|0;p=s;kvb(r);hvb(q);l=(e|1|0)==5;m=l?1:h;l=l?f[c+4>>2]|0:g;h=(i|1|0)==5;g=f[d+4>>2]|0;if(!g)n=3;else{h=ODa(i,0,r,q,h?g:j,h?1:k,f[d>>2]|0)|0;if(!h)n=3}if((n|0)==3)h=ODa(e,0,r,q,l,m,f[c>>2]|0)|0;switch(h|0){case 4:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=3;oh[a&1023](p,o);break}case 1:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=0;oh[a&1023](p,o);break}case 2:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=1;oh[a&1023](p,o);break}case 3:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=2;oh[a&1023](p,o);break}default:{l=(Bla()|0)+232|0;l=f[l>>2]|0;qFa(o,l);OQa(p,l,o);l=f[p>>2]|0;h=p+4|0;n=f[h>>2]|0;f[p>>2]=0;f[h>>2]=0;f[o>>2]=l;l=o+4|0;g=f[l>>2]|0;f[l>>2]=n;if(g|0){iOb(g);h=f[h>>2]|0;if(h|0)iOb(h)}if(!(f[o>>2]|0)){n=f[a>>2]|0;e=f[(f[n>>2]|0)+12>>2]|0;b[p>>0]=4;oh[e&1023](n,p)}if(f[r>>2]|0)LFa(f[o>>2]|0,r);if(f[q>>2]|0)MFa(f[o>>2]|0,q);h=f[a>>2]|0;a=f[(f[h>>2]|0)+8>>2]|0;e=(f[o>>2]|0)+4|0;n=f[e+4>>2]|0;o=p;f[o>>2]=f[e>>2];f[o+4>>2]=n;oh[a&1023](h,p);h=f[l>>2]|0;if(h|0)iOb(h)}}h=f[q>>2]|0;f[q>>2]=0;if(h|0)tOb(h);h=f[r>>2]|0;f[r>>2]=0;if(!h){u=s;return}tOb(h);u=s;return}function Yqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;s=u;u=u+48|0;r=s;p=s+36|0;q=(Bla()|0)+232|0;q=f[q>>2]|0;c=r;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=r;h=r+4|0;i=5}else{h=r+16|0;i=r+20|0;j=r+12|0;k=r+28|0;l=r+32|0;m=r+24|0;c=r+4|0;n=r+8|0;do{a:do switch(kRa(q,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){v=d;t=f[v+4>>2]|0;f[e>>2]=f[v>>2];f[e+4>>2]=t;f[h>>2]=(f[h>>2]|0)+8;break a}else{Zqa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){w=d;t=f[w+4>>2]|0;v=e;f[v>>2]=f[w>>2];f[v+4>>2]=t;f[k>>2]=(f[k>>2]|0)+8;break a}else{Zqa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){t=d;v=f[t+4>>2]|0;w=e;f[w>>2]=f[t>>2];f[w+4>>2]=v;f[c>>2]=(f[c>>2]|0)+8;break a}else{Zqa(r,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[r>>2]|0)==(f[c>>2]|0)){d=r;h=c;i=5}else{d=r;i=21}}if((i|0)==5)if((f[r+12>>2]|0)==(f[r+16>>2]|0)){c=r+24|0;if((f[c>>2]|0)==(f[r+28>>2]|0)){e=f[b>>2]|0;w=f[o>>2]|0;g=e+(w<<3)|0;if(w|0)do{pRa(q,e)|0;e=e+8|0}while((e|0)!=(g|0));g=f[a>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,r);g=d;h=c;c=r+24|0}c=f[c>>2]|0;if(c|0){d=r+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[r+12>>2]|0;if(e|0){c=r+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=s;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=s;return}function Zqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function _qa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+16|0;b=e+8|0;d=e;PHa(b);c=(Bla()|0)+232|0;QQa(d,f[c>>2]|0,b);c=(f[d>>2]|0)==0;d=f[d+4>>2]|0;if(d|0)iOb(d);if(c){f[a>>2]=0;f[a+4>>2]=-1}else{g=(f[b>>2]|0)+204|0;c=f[g+4>>2]|0;d=a;f[d>>2]=f[g>>2];f[d+4>>2]=c}a=f[b+4>>2]|0;if(!a){u=e;return}iOb(a);u=e;return}function $qa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;f[e>>2]=33632;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function ara(a){a=a|0;var b=0;f[a>>2]=33632;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function bra(a){a=a|0;var b=0,c=0;f[a>>2]=33632;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function cra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;p=t+36|0;q=Bla()|0;r=f[q+232>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(jRa(r,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{fra(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{fra(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{fra(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=21}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(x|0)do{oRa(r,e)|0;e=e+8|0}while((e|0)!=(g|0));Y8a(f[q+240>>2]|0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}d=f[c>>2]|0;if(d|0){e=s+28|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function dra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else fra(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function era(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function fra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function gra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33664;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function hra(a){a=a|0;var b=0;f[a>>2]=33696;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ira(a){a=a|0;var b=0,c=0;f[a>>2]=33696;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function jra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;c=f[b+4>>2]|0;h=i+8|0;if(c|0){if(c>>>0>134217727)vd();g=pOb(c<<5)|0;f[i>>2]=g;f[l>>2]=g;f[h>>2]=g+(c<<5);g=f[b>>2]|0;d=g+(c<<3)|0;e=j+4|0;c=g;do{vRa(j,k,c);g=f[j>>2]|0;b=f[e>>2]|0;if(b|0)iOb(b);b=f[l>>2]|0;if(b>>>0<(f[h>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;b=b+32|0;f[l>>2]=b}else{mra(i);b=f[l>>2]|0}p=b+-32|0;o=g+152|0;f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];p=f[g+172>>2]|0;o=f[g+176>>2]|0;f[b+-16>>2]=f[g+168>>2];f[b+-12>>2]=p;f[b+-8>>2]=o;n[b+-4>>2]=1.0;c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-32-b|0)>>>5)<<5);sOb(b);u=m;return}function kra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function lra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function mra(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=a+4|0;i=f[a>>2]|0;j=(f[e>>2]|0)-i|0;d=j>>5;b=d+1|0;if(b>>>0>134217727)AMb(a);k=a+8|0;l=(f[k>>2]|0)-i|0;c=l>>4;c=l>>5>>>0<67108863?(c>>>0<b>>>0?b:c):134217727;do if(!c){g=0;h=0}else if(c>>>0>134217727)vd();else{h=pOb(c<<5)|0;g=h;break}while(0);b=g+(d<<5)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;if((j|0)>0)bQb(h|0,i|0,j|0)|0;f[a>>2]=g;f[e>>2]=b+32;f[k>>2]=g+(c<<5);if(!i)return;sOb(i);return}function nra(a){a=a|0;yf()}function ora(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33728;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function pra(a){a=a|0;var b=0;f[a>>2]=33760;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function qra(a){a=a|0;var b=0,c=0;f[a>>2]=33760;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function rra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;c=f[b+4>>2]|0;h=i+8|0;if(c|0){if(c>>>0>268435455)vd();d=pOb(c<<4)|0;f[i>>2]=d;f[l>>2]=d;f[h>>2]=d+(c<<4);d=f[b>>2]|0;e=d+(c<<3)|0;g=j+4|0;do{vRa(j,k,d);b=(f[j>>2]|0)+152|0;c=f[l>>2]|0;if((c|0)==(f[h>>2]|0))ura(i,b);else{f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[l>>2]=c+16}b=f[g>>2]|0;if(b|0)iOb(b);d=d+8|0}while((d|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-16-b|0)>>>4)<<4);sOb(b);u=m;return}function sra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function tra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ura(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function vra(a){a=a|0;yf()}function wra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33792;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function xra(a){a=a|0;var b=0,c=0;f[a>>2]=33760;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function yra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+24|0;l=q+16|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;f[k+8>>2]=0;c=f[b+4>>2]|0;j=k+8|0;if(c|0){if(c>>>0>268435455)vd();d=pOb(c<<4)|0;f[k>>2]=d;f[p>>2]=d;f[j>>2]=d+(c<<4);b=f[b>>2]|0;d=b+(c<<3)|0;e=m+4|0;g=m+8|0;h=m+12|0;i=l+4|0;c=b;do{vRa(l,o,c);b=f[l>>2]|0;f[m>>2]=f[b+168>>2];f[e>>2]=f[b+172>>2];f[g>>2]=f[b+176>>2];n[h>>2]=1.0;b=f[p>>2]|0;if(b>>>0<(f[j>>2]|0)>>>0){f[b>>2]=f[m>>2];f[b+4>>2]=f[m+4>>2];f[b+8>>2]=f[m+8>>2];f[b+12>>2]=f[m+12>>2];f[p>>2]=b+16}else BI(k,m);b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,k);b=f[k>>2]|0;if(!b){u=q;return}c=f[p>>2]|0;if((c|0)!=(b|0))f[p>>2]=c+(~((c+-16-b|0)>>>4)<<4);sOb(b);u=q;return}function zra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+16|0;d=e;if(!(f[b+4>>2]|0)){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);u=e;return}g=pOb(24)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33824;a=g+8|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=g;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ara(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Bra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;q=r;m=Bla()|0;o=f[m+232>>2]|0;c=f[b>>2]|0;k=f[b+4>>2]|0;l=c+(k<<3)|0;do if(k|0){g=a+8|0;h=a+12|0;i=a+16|0;j=a+20|0;k=q+4|0;e=0;d=1;do{vRa(q,o,c);b=f[q>>2]|0;if(+n[b+152>>2]==+n[g>>2])if(+n[b+156>>2]==+n[h>>2])if(+n[b+160>>2]==+n[i>>2]){if(!(+n[b+164>>2]==+n[j>>2]))p=8}else p=8;else p=8;else p=8;if((p|0)==8){p=0;if(d){d=(fRa(o,q)|0)^1;b=f[q>>2]|0}else d=0;_Ha(b,g);e=1}b=f[k>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(l|0));if(e){b=f[m+240>>2]|0;if(d){u9a(b);break}else{Y8a(b);break}}}while(0);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,q);u=r;return}function Cra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;d=e;if(!(f[b+4>>2]|0)){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);u=e;return}g=f[c+8>>2]|0;h=f[c+4>>2]|0;i=f[c>>2]|0;c=pOb(20)|0;j=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=j;f[c>>2]=33856;f[c+8>>2]=i;f[c+12>>2]=h;f[c+16>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=c;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Dra(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Era(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;p=q;l=Bla()|0;m=f[l+232>>2]|0;c=f[b>>2]|0;j=f[b+4>>2]|0;k=c+(j<<3)|0;do if(j|0){g=a+8|0;h=a+12|0;i=a+16|0;j=p+4|0;e=0;d=1;do{vRa(p,m,c);b=f[p>>2]|0;if(+n[b+168>>2]==+n[g>>2])if(+n[b+172>>2]==+n[h>>2]){if(!(+n[b+176>>2]==+n[i>>2]))o=7}else o=7;else o=7;if((o|0)==7){o=0;if(d){d=(fRa(m,p)|0)^1;b=f[p>>2]|0}else d=0;pIa(b,g);e=1}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(k|0));if(e){b=f[l+240>>2]|0;if(d){u9a(b);break}else{Y8a(b);break}}}while(0);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,p);u=q;return}function Fra(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+64|0;c=b;n[c>>2]=1.0;d=c+4|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+20>>2]=1.0;d=c+24|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+40>>2]=1.0;d=c+44|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+60>>2]=1.0;hma(a,c);u=b;return}function Gra(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;f[c>>2]=33888;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;Hra(c,b);return}function Hra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;r=B+44|0;p=B;A=B+24|0;y=B+12|0;w=B+8|0;v=a;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;f[A+16>>2]=0;f[y>>2]=0;z=y+4|0;f[z>>2]=0;f[y+8>>2]=0;o=(Bla()|0)+232|0;o=GQa(f[o>>2]|0)|0;f[r>>2]=0;s=r+4|0;f[s>>2]=0;f[r+8>>2]=0;t=b+4|0;c=f[t>>2]|0;q=r+8|0;if(!c){e=A+8|0;i=e;c=0;d=0;g=0;h=0;j=0;k=0;l=0}else{if(c>>>0>536870911)vd();j=pOb(c<<3)|0;k=j;f[r>>2]=k;f[s>>2]=k;f[q>>2]=j+(c<<3);j=f[b>>2]|0;k=j+(c<<3)|0;l=o+4|0;m=y+8|0;n=p+4|0;do{h=f[j>>2]|0;g=f[l>>2]|0;a:do if(!g)x=34;else{e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;c=f[(f[o>>2]|0)+(i<<2)>>2]|0;if(!c)x=34;else{c=f[c>>2]|0;if(!c)x=34;else{b:do if(d)while(1){g=f[c+4>>2]|0;d=(h|0)==(g|0);if(!(d|(g&e|0)==(i|0))){x=34;break a}if(d)if((f[c+8>>2]|0)==(h|0))break b;c=f[c>>2]|0;if(!c){x=34;break a}}else while(1){d=f[c+4>>2]|0;if((h|0)==(d|0)){if((f[c+8>>2]|0)==(h|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){x=34;break a}}c=f[c>>2]|0;if(!c){x=34;break a}}while(0);i=f[j+4>>2]|0;f[p>>2]=f[(f[c+12>>2]|0)+8>>2];f[n>>2]=i;c=f[s>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){g=p;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[s>>2]=(f[s>>2]|0)+8}else Ira(r,p)}}}while(0);do if((x|0)==34){x=0;c=f[z>>2]|0;if((c|0)==(f[m>>2]|0)){RF(y,j);break}else{g=j;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[z>>2]=(f[z>>2]|0)+8;break}}while(0);j=j+8|0}while((j|0)!=(k|0));j=f[r>>2]|0;k=f[s>>2]|0;e=A+8|0;h=f[e>>2]|0;i=e;c=j;d=k;g=h;l=f[q>>2]|0}m=c;f[q>>2]=0;f[s>>2]=0;f[r>>2]=0;f[A>>2]=(c|0)==(d|0)?0:m;f[A+4>>2]=d-m>>3;m=A+12|0;if(!g){c=A+16|0;e=0;g=0}else{c=f[m>>2]|0;if((c|0)!=(g|0))f[m>>2]=c+(~((c+-8-g|0)>>>3)<<3);sOb(h);c=A+16|0;f[c>>2]=0;f[m>>2]=0;f[e>>2]=0;g=f[r>>2]|0;e=g}f[i>>2]=j;f[m>>2]=k;f[c>>2]=l;c=(f[y>>2]|0)==(f[z>>2]|0);if(e|0){d=f[s>>2]|0;if((d|0)!=(e|0))f[s>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(g)}if(c)x=45;else if(Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0)x=45;else oh[f[(f[a>>2]|0)+12>>2]&1023](a,y);if((x|0)==45){c=(Bla()|0)+244|0;c=f[c>>2]|0;x=pOb(28)|0;f[x>>2]=33920;f[x+4>>2]=v;f[x+8>>2]=f[b>>2];f[x+12>>2]=f[t>>2];v=b+8|0;f[x+16>>2]=f[v>>2];t=b+12|0;f[x+20>>2]=f[t>>2];s=b+16|0;f[x+24>>2]=f[s>>2];f[s>>2]=0;f[t>>2]=0;f[v>>2]=0;f[b>>2]=0;f[w>>2]=x;y0a(c,w,A);c=f[w>>2]|0;f[w>>2]=0;if(!c)a=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);a=0}}c=f[y>>2]|0;if(c|0){d=f[z>>2]|0;if((d|0)!=(c|0))f[z>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}e=A+8|0;c=f[e>>2]|0;if((c|0)==(f[m>>2]|0)){d=f[A>>2]|0;if(d){tOb(d);c=f[e>>2]|0}}if(c|0){d=f[m>>2]|0;if((d|0)!=(c|0))f[m>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}if(!a){u=B;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=B;return}function Ira(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Jra(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33920;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Kra(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33920;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lra(a,b){a=a|0;b=b|0;b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,a+8|0);return}function Mra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;b=f[a+8>>2]|0;h=f[a+12>>2]|0;e=b+(h<<3)|0;if(h|0){g=j+4|0;h=i+8|0;do{tRa(j,k,b);c=(f[j>>2]|0)==0;d=f[g>>2]|0;if(d|0)iOb(d);do if(c){c=f[l>>2]|0;if((c|0)==(f[h>>2]|0)){RF(i,b);break}else{o=b;n=f[o+4>>2]|0;d=c;f[d>>2]=f[o>>2];f[d+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);b=b+8|0}while((b|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=m;return}function Nra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Ora(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function Pra(a){a=a|0;var b=0;f[a>>2]=33888;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Qra(a){a=a|0;var b=0,c=0;f[a>>2]=33888;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;q=t+36|0;r=Bla()|0;p=f[r+232>>2]|0;r=f[r+244>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(iRa(p,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{Vra(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{Vra(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{Vra(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=22}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(!x)g=0;else{do{nRa(p,e)|0;e=e+8|0}while((e|0)!=(g|0));g=f[o>>2]|0;e=f[b>>2]|0}f1a(r,g,e);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,q);g=d}else{c=h;i=22}}else{c=h;i=22}if((i|0)==22){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}e=f[c>>2]|0;if(e|0){c=s+28|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function Sra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else Vra(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function Tra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Ura(a){a=a|0;return 0}function Vra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Wra(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=33952;Hra(c,b);return}function Xra(a){a=a|0;var b=0;f[a>>2]=33984;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Yra(a){a=a|0;var b=0,c=0;f[a>>2]=33984;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Zra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;h=b+4|0;vF(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;e=b+(h<<3)|0;if(h|0){g=i+8|0;h=j+4|0;do{tRa(j,k,b);c=f[j>>2]|0;d=f[l>>2]|0;if((d|0)==(f[g>>2]|0))asa(i,c);else{f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];f[d+24>>2]=f[c+24>>2];f[d+28>>2]=f[c+28>>2];f[d+32>>2]=f[c+32>>2];f[d+36>>2]=f[c+36>>2];f[d+40>>2]=f[c+40>>2];f[d+44>>2]=f[c+44>>2];f[d+48>>2]=f[c+48>>2];f[d+52>>2]=f[c+52>>2];f[d+56>>2]=f[c+56>>2];f[d+60>>2]=f[c+60>>2];f[l>>2]=d+64}c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0}while((b|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-64-b|0)>>>6)<<6);sOb(b);u=m;return}function _ra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function $ra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function asa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;g=(f[j>>2]|0)-c>>6;d=g+1|0;if(d>>>0>67108863)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>5;c=i>>6>>>0<33554431?(c>>>0<d>>>0?d:c):67108863;do if(!c)e=0;else if(c>>>0>67108863)vd();else{e=pOb(c<<6)|0;break}while(0);d=e+(g<<6)|0;i=e+(c<<6)|0;f[d>>2]=f[b>>2];f[e+(g<<6)+4>>2]=f[b+4>>2];f[e+(g<<6)+8>>2]=f[b+8>>2];f[e+(g<<6)+12>>2]=f[b+12>>2];f[e+(g<<6)+16>>2]=f[b+16>>2];f[e+(g<<6)+20>>2]=f[b+20>>2];f[e+(g<<6)+24>>2]=f[b+24>>2];f[e+(g<<6)+28>>2]=f[b+28>>2];f[e+(g<<6)+32>>2]=f[b+32>>2];f[e+(g<<6)+36>>2]=f[b+36>>2];f[e+(g<<6)+40>>2]=f[b+40>>2];f[e+(g<<6)+44>>2]=f[b+44>>2];f[e+(g<<6)+48>>2]=f[b+48>>2];f[e+(g<<6)+52>>2]=f[b+52>>2];f[e+(g<<6)+56>>2]=f[b+56>>2];f[e+(g<<6)+60>>2]=f[b+60>>2];h=d+64|0;g=f[a>>2]|0;b=f[j>>2]|0;c=g;if((b|0)!=(g|0)){e=b+-64-c|0;c=b;b=d;do{l=b;b=b+-64|0;m=c;c=c+-64|0;f[b>>2]=f[c>>2];f[l+-60>>2]=f[m+-60>>2];f[l+-56>>2]=f[m+-56>>2];f[l+-52>>2]=f[m+-52>>2];f[l+-48>>2]=f[m+-48>>2];f[l+-44>>2]=f[m+-44>>2];f[l+-40>>2]=f[m+-40>>2];f[l+-36>>2]=f[m+-36>>2];f[l+-32>>2]=f[m+-32>>2];f[l+-28>>2]=f[m+-28>>2];f[l+-24>>2]=f[m+-24>>2];f[l+-20>>2]=f[m+-20>>2];f[l+-16>>2]=f[m+-16>>2];f[l+-12>>2]=f[m+-12>>2];f[l+-8>>2]=f[m+-8>>2];f[l+-4>>2]=f[m+-4>>2]}while((c|0)!=(g|0));d=d+(~(e>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;if(!c)return;sOb(c);return}function bsa(a){a=a|0;yf()}function csa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(72)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34016;f[d+8>>2]=f[c>>2];f[d+12>>2]=f[c+4>>2];f[d+16>>2]=f[c+8>>2];f[d+20>>2]=f[c+12>>2];f[d+24>>2]=f[c+16>>2];f[d+28>>2]=f[c+20>>2];f[d+32>>2]=f[c+24>>2];f[d+36>>2]=f[c+28>>2];f[d+40>>2]=f[c+32>>2];f[d+44>>2]=f[c+36>>2];f[d+48>>2]=f[c+40>>2];f[d+52>>2]=f[c+44>>2];f[d+56>>2]=f[c+48>>2];f[d+60>>2]=f[c+52>>2];f[d+64>>2]=f[c+56>>2];f[d+68>>2]=f[c+60>>2];Hra(d,b);return}function dsa(a){a=a|0;var b=0;f[a>>2]=34048;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function esa(a){a=a|0;var b=0,c=0;f[a>>2]=34048;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function fsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+48|0;w=y+32|0;t=y+20|0;v=y;r=Bla()|0;s=f[r+232>>2]|0;o=ySa(s)|0;f[w>>2]=0;x=w+4|0;f[x>>2]=0;f[w+8>>2]=0;c=f[b>>2]|0;p=b+4|0;q=f[p>>2]|0;e=c+(q<<3)|0;if(!q)h=10;else{g=w+8|0;do{do if(f[c>>2]|0){d=f[x>>2]|0;if((d|0)==(f[g>>2]|0)){RF(w,c);break}else{m=c;n=f[m+4>>2]|0;q=d;f[q>>2]=f[m>>2];f[q+4>>2]=n;f[x>>2]=(f[x>>2]|0)+8;break}}while(0);c=c+8|0}while((c|0)!=(e|0));if((f[w>>2]|0)==(f[x>>2]|0))h=10;else{v=f[a+4>>2]|0;oh[f[(f[v>>2]|0)+12>>2]&1023](v,w)}}if((h|0)==10){f[t>>2]=0;q=t+4|0;f[q>>2]=0;f[t+8>>2]=0;c=f[b>>2]|0;n=f[p>>2]|0;l=c+(n<<3)|0;if(!n){j=0;i=1;e=t+8|0;d=0}else{m=a+8|0;n=v+4|0;e=t+8|0;k=0;d=1;do{tRa(v,s,c);zIa(f[v>>2]|0,m);if(d)d=(KIa(f[v>>2]|0)|0)^1;else d=0;j=f[v>>2]|0;g=f[j+64>>2]|0;j=f[j+68>>2]|0;k=k|(g|0)!=(j|0);if((g|0)!=(j|0))do{h=f[g>>2]|0;wDa(o,h);h=h+116|0;i=f[q>>2]|0;if(i>>>0<(f[e>>2]|0)>>>0){z=h;h=f[z+4>>2]|0;f[i>>2]=f[z>>2];f[i+4>>2]=h;f[q>>2]=(f[q>>2]|0)+8}else isa(t,h);g=g+4|0}while((g|0)!=(j|0));g=f[n>>2]|0;if(g|0)iOb(g);c=c+8|0}while((c|0)!=(l|0));j=k;i=d;d=f[p>>2]|0;c=f[b>>2]|0}h=f[r+244>>2]|0;b1a(h,d,c);c=f[t>>2]|0;d=f[q>>2]|0;f[v>>2]=(c|0)==(d|0)?0:c;f[v+4>>2]=d-c>>3;g=v+12|0;f[v+8>>2]=c;f[g>>2]=d;f[v+16>>2]=f[e>>2];f[e>>2]=0;f[q>>2]=0;f[t>>2]=0;t$a(h,v);d=v+8|0;c=f[d>>2]|0;if((c|0)==(f[g>>2]|0)){e=f[v>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}if(!i)Jkb(DSa(s)|0,h);c=f[r+240>>2]|0;do if(j)if(i){u9a(c);break}else{v9a(c);break}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,v);c=f[t>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}c=f[w>>2]|0;if(!c){u=y;return}d=f[x>>2]|0;if((d|0)!=(c|0))f[x>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=y;return}function gsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function hsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function isa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function jsa(a){a=a|0;yf()}function ksa(){return 13}function lsa(a){a=a|0;var b=0,c=0,d=0,e=0;if(a>>>0>13)return;b=Bla()|0;c=f[b+232>>2]|0;d=f[b+240>>2]|0;e=W9a(d,a,1)|0;if(e|0)if((f[e>>2]|0)!=(f[e+4>>2]|0)){e=DSa(c)|0;Jkb(e,f[b+244>>2]|0)}if(!(Y9a(d,a)|0))return;Y8a(d);return}function msa(a,b){a=a|0;b=b|0;var c=0;if(a>>>0>13)return;c=(Bla()|0)+240|0;c=f[c>>2]|0;a=W9a(c,a,1)|0;if(!a)return;neb(a,b);u9a(c);return}function nsa(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=+c;d=d|0;e=+e;g=g|0;h=+h;i=i|0;j=+j;k=k|0;var l=0;if(a>>>0>13)return;l=(Bla()|0)+240|0;l=f[l>>2]|0;a=W9a(l,a,1)|0;if(!a)return;oeb(a,b,c,d,e,g,h,i,j,k);u9a(l);return}function osa(a,b){a=a|0;b=b|0;var c=0;if(a>>>0>13)return;c=(Bla()|0)+240|0;c=f[c>>2]|0;a=W9a(c,a,1)|0;if(!a)return;meb(a,b);u9a(c);return}function psa(){return 2}function qsa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34080;mma(d,b,c,0);return}function rsa(a){a=a|0;var b=0;f[a>>2]=34112;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ssa(a){a=a|0;var b=0,c=0;f[a>>2]=34112;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0;t=u;u=u+48|0;o=t+32|0;p=t+24|0;q=t;r=(Bla()|0)+232|0;r=f[r>>2]|0;f[o>>2]=0;s=o+4|0;f[s>>2]=0;f[o+8>>2]=0;c=f[b+4>>2]|0;m=o+8|0;if(c|0){if(c>>>0>178956970)vd();d=pOb(c*24|0)|0;e=d;f[o>>2]=e;f[s>>2]=e;f[m>>2]=d+(c*24|0);d=f[b>>2]|0;e=d+(c<<3)|0;g=q+4|0;h=q+8|0;i=q+12|0;j=q+16|0;k=q+20|0;l=p+4|0;do{ARa(p,r,d);b=f[p>>2]|0;if(!b){f[q>>2]=1065353216;f[g>>2]=1065353216;f[h>>2]=1065353216;f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;b=f[s>>2]|0;if(b>>>0<(f[m>>2]|0)>>>0){f[b>>2]=f[q>>2];f[b+4>>2]=f[q+4>>2];f[b+8>>2]=f[q+8>>2];f[b>>2]=1065353216;f[b+4>>2]=f[g>>2];f[b+8>>2]=f[h>>2];c=b+12|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c>>2]=f[i>>2];f[b+16>>2]=f[j>>2];f[b+20>>2]=f[k>>2];f[s>>2]=(f[s>>2]|0)+24}else xsa(o,q)}else{c=f[b+4>>2]|0;b=f[s>>2]|0;if(b>>>0<(f[m>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;b=b+24|0;f[s>>2]=b}else{wsa(o);b=f[s>>2]|0}y=f[c+44>>2]|0;x=y+124|0;c=y+136|0;B=y+128|0;A=y+140|0;v=+n[B>>2]-+n[A>>2];z=y+132|0;y=y+144|0;w=+n[z>>2]-+n[y>>2];n[b+-24>>2]=+n[x>>2]-+n[c>>2];n[b+-20>>2]=v;n[b+-16>>2]=w;w=+n[B>>2]+ +n[A>>2];v=+n[z>>2]+ +n[y>>2];n[b+-12>>2]=+n[x>>2]+ +n[c>>2];n[b+-8>>2]=w;n[b+-4>>2]=v}b=f[l>>2]|0;if(b|0)iOb(b);d=d+8|0}while((d|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,o);b=f[o>>2]|0;if(!b){u=t;return}c=f[s>>2]|0;if((c|0)!=(b|0))f[s>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);sOb(b);u=t;return}function usa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function vsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wsa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=a+4|0;h=f[j>>2]|0;l=f[a>>2]|0;d=(h-l|0)/24|0;b=d+1|0;i=l;if(b>>>0>178956970)AMb(a);k=a+8|0;g=((f[k>>2]|0)-l|0)/24|0;c=g<<1;c=g>>>0<89478485?(c>>>0<b>>>0?b:c):178956970;do if(!c)e=0;else if(c>>>0>178956970)vd();else{e=pOb(c*24|0)|0;break}while(0);b=e+(d*24|0)|0;e=e+(c*24|0)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;g=b+24|0;if((h|0)!=(i|0)){d=h;while(1){c=b+-24|0;h=d;d=d+-24|0;f[c>>2]=f[d>>2];f[b+-20>>2]=f[h+-20>>2];f[b+-16>>2]=f[h+-16>>2];f[b+-12>>2]=f[h+-12>>2];f[b+-8>>2]=f[h+-8>>2];f[b+-4>>2]=f[h+-4>>2];if((d|0)==(i|0)){b=c;break}else b=c}}f[a>>2]=b;f[j>>2]=g;f[k>>2]=e;if(!l)return;sOb(l);return}function xsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;d=i<<1;d=i>>>0<89478485?(d>>>0<c>>>0?c:d):178956970;do if(!d)g=0;else if(d>>>0>178956970)vd();else{g=pOb(d*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(d*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*24|0)+4>>2]=f[b+4>>2];f[g+(h*24|0)+8>>2]=f[b+8>>2];d=g+(h*24|0)+12|0;n=b+12|0;f[d>>2]=f[n>>2];f[d+4>>2]=f[n+4>>2];f[d+8>>2]=f[n+8>>2];f[d>>2]=f[n>>2];f[g+(h*24|0)+16>>2]=f[b+16>>2];f[g+(h*24|0)+20>>2]=f[b+20>>2];b=c+24|0;if((e|0)!=(j|0))while(1){d=c+-24|0;n=e;e=e+-24|0;f[d>>2]=f[e>>2];f[c+-20>>2]=f[n+-20>>2];f[c+-16>>2]=f[n+-16>>2];f[c+-12>>2]=f[n+-12>>2];f[c+-8>>2]=f[n+-8>>2];f[c+-4>>2]=f[n+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function ysa(a){a=a|0;yf()}function zsa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;p=s+8|0;i=s+4|0;r=s;q=Bla()|0;g=f[q+232>>2]|0;f[p>>2]=1065353216;j=p+4|0;f[j>>2]=1065353216;k=p+8|0;f[k>>2]=1065353216;l=p+12|0;f[l>>2]=0;m=p+16|0;f[m>>2]=0;n=p+20|0;f[n>>2]=0;o=b+4|0;h=f[o>>2]|0;do if(!h)zEa(g,c,d,e,p);else{f[i>>2]=h;AEa(g,f[b>>2]|0,i,c,d,e,p);g=f[i>>2]|0;if(g|0){i=f[o>>2]|0;f[o>>2]=i-(i-g<<3>>3);break}r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,p);u=s;return}while(0);g=f[q+244>>2]|0;q=pOb(32)|0;o=f[a>>2]|0;f[a>>2]=0;f[q+4>>2]=o;f[q>>2]=34144;f[q+8>>2]=f[p>>2];f[q+12>>2]=f[j>>2];f[q+16>>2]=f[k>>2];f[q+20>>2]=f[l>>2];f[q+24>>2]=f[m>>2];f[q+28>>2]=f[n>>2];f[r>>2]=q;K$a(g,r,b,c,d,e);g=f[r>>2]|0;f[r>>2]=0;if(!g){u=s;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=s;return}function Asa(a){a=a|0;var b=0;f[a>>2]=34176;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Bsa(a){a=a|0;var b=0,c=0;f[a>>2]=34176;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Csa(a,b){a=a|0;b=b|0;var c=0;c=a+8|0;Fsa(c,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);return}function Dsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Esa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Fsa(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0;c=+n[a>>2];e=+n[a+12>>2];if(!(c<=e)){f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[a+16>>2]=f[b+16>>2];f[a+20>>2]=f[b+20>>2];return}g=+n[b>>2];j=b+12|0;if(!(g<=+n[j>>2]))return;if(g<c){d=a;k=5}else if(g>e){d=a+12|0;k=5}if((k|0)==5)n[d>>2]=g;c=+n[b+4>>2];h=a+4|0;if(c<+n[h>>2]){d=a;k=8}else if(c>+n[a+16>>2]){d=a+12|0;k=8}if((k|0)==8)n[d+4>>2]=c;c=+n[b+8>>2];i=a+8|0;if(c<+n[i>>2]){d=a;k=11}else if(c>+n[a+20>>2]){d=a+12|0;k=11}if((k|0)==11)n[d+8>>2]=c;c=+n[j>>2];if(c<+n[a>>2]){d=a;k=14}else{d=a+12|0;if(c>+n[d>>2])k=14}if((k|0)==14)n[d>>2]=c;c=+n[b+16>>2];if(c<+n[h>>2]){d=a;k=17}else if(c>+n[a+16>>2]){d=a+12|0;k=17}if((k|0)==17)n[d+4>>2]=c;c=+n[b+20>>2];if(!(c<+n[i>>2]))if(c>+n[a+20>>2])a=a+12|0;else return;n[a+8>>2]=c;return}function Gsa(a){a=a|0;yf()}function Hsa(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=34208;mma(c,0,b,0);return}function Isa(a){a=a|0;var b=0;f[a>>2]=34240;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Jsa(a){a=a|0;var b=0,c=0;f[a>>2]=34240;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ksa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;y=E+32|0;z=E+24|0;A=E;C=Bla()|0;B=f[C+232>>2]|0;C=f[C+240>>2]|0;f[y>>2]=1065353216;s=y+4|0;f[s>>2]=1065353216;t=y+8|0;f[t>>2]=1065353216;v=y+12|0;f[v>>2]=0;w=y+16|0;f[w>>2]=0;x=y+20|0;f[x>>2]=0;c=f[b>>2]|0;r=f[b+4>>2]|0;i=c+(r<<3)|0;if(!r){D=a+4|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+8|0;C=f[C>>2]|0;oh[C&1023](D,y);u=E;return}j=z+4|0;k=y+12|0;l=A+4|0;m=A+8|0;o=A+12|0;p=A+16|0;q=A+20|0;r=A+12|0;do{ARa(z,B,c);if(f[z>>2]|0){b=a9a(C)|0;Rib(A,B,b,f[z>>2]|0,0);d=+n[y>>2];e=+n[k>>2];do if(!(d<=e)){f[y>>2]=f[A>>2];f[s>>2]=f[l>>2];f[t>>2]=f[m>>2];f[v>>2]=f[o>>2];f[w>>2]=f[p>>2];f[x>>2]=f[q>>2]}else{g=+n[A>>2];h=+n[r>>2];if(g<=h){if(g<d){b=y;D=9}else if(g>e){b=v;D=9}if((D|0)==9){D=0;n[b>>2]=g}d=+n[l>>2];if(d<+n[s>>2]){b=y;D=12}else if(d>+n[w>>2]){b=v;D=12}if((D|0)==12){D=0;n[b+4>>2]=d}d=+n[m>>2];if(d<+n[t>>2]){b=y;D=15}else if(d>+n[x>>2]){b=v;D=15}if((D|0)==15){D=0;n[b+8>>2]=d}if(h<+n[y>>2]){b=y;D=18}else if(h>+n[v>>2]){b=v;D=18}if((D|0)==18){D=0;n[b>>2]=h}d=+n[p>>2];if(d<+n[s>>2]){b=y;D=21}else if(d>+n[w>>2]){b=v;D=21}if((D|0)==21){D=0;n[b+4>>2]=d}d=+n[q>>2];if(d<+n[t>>2])b=y;else if(d>+n[x>>2])b=v;else break;n[b+8>>2]=d}}while(0)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(i|0));D=a+4|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+8|0;C=f[C>>2]|0;oh[C&1023](D,y);u=E;return}function Lsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Msa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Nsa(a){a=a|0;yf()}function Osa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34272;mma(d,b,c,0);return}function Psa(a){a=a|0;var b=0;f[a>>2]=34304;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Qsa(a){a=a|0;var b=0,c=0;f[a>>2]=34304;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+32|0;i=n+16|0;j=n+8|0;k=n;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[i>>2]=0;m=i+4|0;f[m>>2]=0;f[i+8>>2]=0;c=f[b>>2]|0;h=f[b+4>>2]|0;d=c+(h<<3)|0;if(h|0){e=k+4|0;g=i+8|0;h=j+4|0;do{ARa(j,l,c);b=f[j>>2]|0;if(!b){f[k>>2]=0;f[e>>2]=-1}else{p=(f[b+4>>2]|0)+28|0;o=f[p+4>>2]|0;b=k;f[b>>2]=f[p>>2];f[b+4>>2]=o}b=f[m>>2]|0;if(b>>>0<(f[g>>2]|0)>>>0){q=k;o=f[q+4>>2]|0;p=b;f[p>>2]=f[q>>2];f[p+4>>2]=o;f[m>>2]=(f[m>>2]|0)+8}else Usa(i,k);b=f[h>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=n;return}function Ssa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Tsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Usa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Vsa(a){a=a|0;yf()}function Wsa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34336;mma(d,b,c,0);return}function Xsa(a){a=a|0;var b=0;f[a>>2]=34368;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Ysa(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Zsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&1|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function _sa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function $sa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ata(a){a=a|0;yf()}function bta(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;l=Bla()|0;k=f[l+232>>2]|0;l=f[l+240>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(i|0){i=j+4|0;b=1;while(1){LRa(j,k,a);g=f[j>>2]|0;if(!(f[g+4>>2]|0))e=b;else{e=g+200|0;e=b&((f[e>>2]&-268435456|0)!=0|0!=0)}cJa(g,c,d);b=f[i>>2]|0;if(b|0)iOb(b);a=a+8|0;if((a|0)==(h|0))break;else b=e}if(!e){t9a(l);u=m;return}}u9a(l);u=m;return}function cta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j;i=Bla()|0;h=f[i+232>>2]|0;i=f[i+240>>2]|0;c=f[b>>2]|0;e=f[b+4>>2]|0;d=c+(e<<3)|0;if(e|0){e=g+4|0;a=1;do{KRa(g,h,c);b=f[g>>2]|0;if(b){if(f[b+4>>2]|0){k=b+200|0;a=a&((f[k>>2]&-268435456|0)!=0|0!=0)}dJa(b)}b=f[e>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0));if(!a){t9a(i);u=j;return}}u9a(i);u=j;return}function dta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;f[d>>2]=34400;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;mma(d,b,c,0);return}function eta(a){a=a|0;var b=0;f[a>>2]=34400;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function fta(a){a=a|0;var b=0,c=0;f[a>>2]=34400;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function gta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;v=u;u=u+48|0;t=v+8|0;p=v;r=v+44|0;q=Bla()|0;s=f[q+232>>2]|0;c=t;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=t;h=t+4|0;n=5}else{h=t+16|0;i=t+20|0;j=t+12|0;k=t+28|0;l=t+32|0;m=t+24|0;c=t+4|0;n=t+8|0;do{a:do switch(hRa(s,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){x=d;w=f[x+4>>2]|0;f[e>>2]=f[x>>2];f[e+4>>2]=w;f[h>>2]=(f[h>>2]|0)+8;break a}else{isa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){y=d;w=f[y+4>>2]|0;x=e;f[x>>2]=f[y>>2];f[x+4>>2]=w;f[k>>2]=(f[k>>2]|0)+8;break a}else{isa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){w=d;x=f[w+4>>2]|0;y=e;f[y>>2]=f[w>>2];f[y+4>>2]=x;f[c>>2]=(f[c>>2]|0)+8;break a}else{isa(t,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[t>>2]|0)==(f[c>>2]|0)){d=t;h=c;n=5}else{d=t;n=18}}if((n|0)==5)if((f[t+12>>2]|0)==(f[t+16>>2]|0)){c=t+24|0;if((f[c>>2]|0)==(f[t+28>>2]|0)){e=f[o>>2]|0;do if(e|0){m=f[q+244>>2]|0;y=f[b>>2]|0;g=y+(e<<3)|0;i=p+4|0;l=1;e=y;do{KRa(p,s,e);j=f[p>>2]|0;k=f[i>>2]|0;if(k|0)iOb(k);y=j+200|0;l=l&((f[y>>2]&-268435456|0)!=0|0!=0);z$a(m,(f[j+4>>2]|0)+28|0,7,0);mRa(s,e)|0;e=e+8|0}while((e|0)!=(g|0));e=f[q+240>>2]|0;if(l){u9a(e);break}else{Jkb(DSa(s)|0,m);Y8a(e);break}}while(0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,r);g=d}else{c=h;n=18}}else{c=h;n=18}if((n|0)==18){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,t);g=d;h=c;c=t+24|0}c=f[c>>2]|0;if(c|0){d=t+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[t+12>>2]|0;if(e|0){c=t+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=v;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=v;return}function hta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+48|0;d=g;e=d+12|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;e=d+4|0;c=b+4|0;j=f[c>>2]|0;h=b+8|0;i=f[h>>2]|0;f[d>>2]=f[b>>2];f[e>>2]=j;f[d+8>>2]=i;f[h>>2]=0;f[c>>2]=0;f[b>>2]=0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,d);a=f[d+24>>2]|0;if(a|0){b=d+28|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[d+12>>2]|0;if(a|0){b=d+16|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[d>>2]|0;if(!a){u=g;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=g;return}function ita(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function jta(a,c,e,g,h,i,j,k){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;s=u;u=u+64|0;q=s+32|0;p=s+20|0;r=s;x=g;y=f[x>>2]|0;x=f[x+4>>2]|0;g=h;w=f[g>>2]|0;g=f[g+4>>2]|0;m=i;h=f[m>>2]|0;m=f[m+4>>2]|0;n=p+4|0;l=pOb(24)|0;f[p>>2]=l;t=l+24|0;o=p+8|0;f[o>>2]=t;v=l;f[v>>2]=y;f[v+4>>2]=x;v=l+8|0;f[v>>2]=w;f[v+4>>2]=g;v=l+16|0;f[v>>2]=h;f[v+4>>2]=m;v=l+24|0;f[n>>2]=v;m=pOb(56)|0;h=f[a>>2]|0;f[a>>2]=0;f[m+4>>2]=h;a=m+24|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[m+44>>2]=3;b[m+48>>0]=0;f[m>>2]=34432;d[m+50>>1]=j;f[m+52>>2]=k;a=pOb(8)|0;f[a>>2]=34448;f[a+4>>2]=m;dqa(a,c);a=pOb(8)|0;f[a>>2]=34480;f[a+4>>2]=m;h=pOb(8)|0;f[h>>2]=34512;f[h+4>>2]=a;a=pOb(8)|0;g=f[e+4>>2]|0;i=a;f[i>>2]=f[e>>2];f[i+4>>2]=g;i=a+8|0;f[q>>2]=a;f[q+4>>2]=1;g=q+12|0;f[q+8>>2]=a;f[g>>2]=i;f[q+16>>2]=i;Hra(h,q);h=f[q+8>>2]|0;i=f[g>>2]|0;a=(h|0)==(i|0);e=v;j=t;if(a){c=f[q>>2]|0;if(c|0)tOb(c)}if(h|0){if(!a)f[g>>2]=i+(~((i+-8-h|0)>>>3)<<3);sOb(h)}y=pOb(8)|0;f[y>>2]=34544;f[y+4>>2]=m;f[r>>2]=l;f[r+4>>2]=3;a=r+12|0;f[r+8>>2]=f[p>>2];f[a>>2]=e;f[r+16>>2]=j;f[o>>2]=0;f[n>>2]=0;f[p>>2]=0;g=(Bla()|0)+244|0;g=f[g>>2]|0;f[q>>2]=y;t0a(g,q,r);g=f[q>>2]|0;f[q>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);i=r+8|0;g=f[i>>2]|0;if((g|0)==(f[a>>2]|0)){h=f[r>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(!g){u=s;return}h=f[a>>2]|0;if((h|0)!=(g|0))f[a>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);u=s;return}function kta(a){a=a|0;return}function lta(a){a=a|0;sOb(a);return}function mta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=a+4|0;d=f[h>>2]|0;f[d+24>>2]=f[b>>2];f[d+28>>2]=f[b+4>>2];i=b+8|0;g=d+32|0;a=f[g>>2]|0;e=d+36|0;if(!a)a=d+40|0;else{c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);a=d+40|0;f[a>>2]=0;f[e>>2]=0;f[g>>2]=0}f[g>>2]=f[i>>2];g=b+12|0;f[e>>2]=f[g>>2];e=b+16|0;f[a>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;pta(f[h>>2]|0);return}function nta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;a=f[g+4>>2]|0;i=f[(f[a>>2]|0)+12>>2]|0;d=e+8|0;b[e>>0]=2;j=c+4|0;m=f[j>>2]|0;k=c+8|0;l=f[k>>2]|0;f[e+4>>2]=f[c>>2];f[d>>2]=m;f[e+12>>2]=l;f[k>>2]=0;f[j>>2]=0;f[c>>2]=0;oh[i&1023](a,e);a=f[e+4>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}l=g+44|0;m=(f[l>>2]|0)+-1|0;f[l>>2]=m;if(m|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function ota(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function pta(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+128|0;s=t+112|0;r=t+80|0;q=t+48|0;o=t+32|0;n=t;m=a+44|0;p=(f[m>>2]|0)+-1|0;f[m>>2]=p;if(p|0){u=t;return}if(!(b[a+48>>0]|0)){k=a+8|0;c=a+16|0;l=Bla()|0;m=f[l+232>>2]|0;zRa(s,m,k);if(!(f[s>>2]|0)){q=f[a+4>>2]|0;p=f[(f[q>>2]|0)+12>>2]|0;c=r+4|0;f[c>>2]=0;g=r+8|0;f[g>>2]=0;f[r+12>>2]=0;b[r>>0]=1;m=k;n=f[m+4>>2]|0;o=r+16|0;f[o>>2]=f[m>>2];f[o+4>>2]=n;oh[p&1023](q,r);c=f[c>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}else{tRa(r,m,c);if(!(f[r>>2]|0)){o=f[a+4>>2]|0;n=f[(f[o>>2]|0)+12>>2]|0;p=q+4|0;f[p>>2]=0;g=q+8|0;f[g>>2]=0;f[q+12>>2]=0;b[q>>0]=2;l=c;m=f[l+4>>2]|0;c=q+24|0;f[c>>2]=f[l>>2];f[c+4>>2]=m;oh[n&1023](o,q);c=f[p>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}else{g=a+24|0;vRa(q,m,f[g>>2]|0);h=q+8|0;vRa(h,m,(f[g>>2]|0)+8|0);i=q+16|0;vRa(i,m,(f[g>>2]|0)+16|0);f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;j=o+8|0;if(!(f[q>>2]|0))$E(o,f[g>>2]|0);do if(!(f[q+8>>2]|0)){c=(f[g>>2]|0)+8|0;e=f[p>>2]|0;if((e|0)==(f[j>>2]|0)){$E(o,c);break}else{v=c;c=f[v+4>>2]|0;f[e>>2]=f[v>>2];f[e+4>>2]=c;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);do if(!(f[q+16>>2]|0)){c=(f[g>>2]|0)+16|0;e=f[p>>2]|0;if((e|0)==(f[j>>2]|0)){$E(o,c);break}else{g=f[c+4>>2]|0;v=e;f[v>>2]=f[c>>2];f[v+4>>2]=g;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);e=f[o>>2]|0;c=f[p>>2]|0;if((e|0)==(c|0)){KDa(n,m,s,r,q,h,i,7);v=n+8|0;g=f[v>>2]|0;c=n+12|0;h=f[c>>2]|0;f[v>>2]=0;f[c>>2]=0;c=f[n+4>>2]|0;if(c|0)iOb(c);if(!g){v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+8>>2]|0;f[n>>2]=0;f[n+4>>2]=-1;oh[m&1023](v,n)}else{e=f[l+244>>2]|0;z$a(e,k,7,1);v=d[a+50>>1]|0;c=v&65535;do if(v<<16>>16){if(c&4|0)aJa(g,1);if(c&1|0)sJa(g,1);if(c&2|0)rJa(g,1);if(c&8|0)vJa(g,1);if(c&16|0)xJa(g,1);if(c&32|0)yJa(g,1);if(c&64|0)zJa(g,1);if(c&128|0)BJa(g,1);if(c&256|0)AJa(g,1);if(c&512|0){HJa(g,1,0,1)|0;HJa(g,2,0,1)|0;HJa(g,4,0,1)|0}if(c&1024|0)DJa(g,1);if(c&2048|0)bJa(g,1);if(c&4096|0)IJa(g,7);if(c&8192|0)tJa(g,1);if(!(c&16384))break;uJa(g,1)}while(0);c=f[a+52>>2]|0;if(!c)Jkb(DSa(m)|0,e);else _Ia(g,c)|0;u9a(f[l+240>>2]|0);v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+8>>2]|0;j=g+116|0;k=f[j+4>>2]|0;l=n;f[l>>2]=f[j>>2];f[l+4>>2]=k;oh[m&1023](v,n)}if(h|0)iOb(h)}else{v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+12>>2]|0;g=n+8|0;b[n>>0]=2;l=f[j>>2]|0;f[n+4>>2]=e;f[g>>2]=c;f[n+12>>2]=l;f[j>>2]=0;f[p>>2]=0;f[o>>2]=0;oh[m&1023](v,n);c=f[n+4>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}c=f[o>>2]|0;if(c|0){e=f[p>>2]|0;if((e|0)!=(c|0))f[p>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}c=f[q+20>>2]|0;if(c|0)iOb(c);c=f[q+12>>2]|0;if(c|0)iOb(c);c=f[q+4>>2]|0;if(c|0)iOb(c)}c=f[r+4>>2]|0;if(c|0)iOb(c)}c=f[s+4>>2]|0;if(c|0)iOb(c)}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=t;return}function qta(a){a=a|0;var b=0;f[a>>2]=34512;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function rta(a){a=a|0;var b=0,c=0;f[a>>2]=34512;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function sta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function tta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function uta(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function vta(a){a=a|0;return}function wta(a){a=a|0;sOb(a);return}function xta(a,b){a=a|0;b=b|0;var c=0,d=0;a=a+4|0;d=b;c=f[d+4>>2]|0;b=(f[a>>2]|0)+16|0;f[b>>2]=f[d>>2];f[b+4>>2]=c;pta(f[a>>2]|0);return}function yta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;i=f[g+4>>2]|0;j=f[(f[i>>2]|0)+12>>2]|0;a=e+4|0;f[a>>2]=0;d=e+8|0;f[d>>2]=0;f[e+12>>2]=0;b[e>>0]=2;l=c;k=f[l+4>>2]|0;c=e+24|0;f[c>>2]=f[l>>2];f[c+4>>2]=k;oh[j&1023](i,e);a=f[a>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}k=g+44|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;if(l|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function zta(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Ata(a){a=a|0;return 0}function Bta(a){a=a|0;return}function Cta(a){a=a|0;sOb(a);return}function Dta(a,b){a=a|0;b=b|0;var c=0,d=0;a=a+4|0;d=b;c=f[d+4>>2]|0;b=(f[a>>2]|0)+8|0;f[b>>2]=f[d>>2];f[b+4>>2]=c;pta(f[a>>2]|0);return}function Eta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;i=f[g+4>>2]|0;j=f[(f[i>>2]|0)+12>>2]|0;a=e+4|0;f[a>>2]=0;d=e+8|0;f[d>>2]=0;f[e+12>>2]=0;b[e>>0]=1;l=c;k=f[l+4>>2]|0;c=e+16|0;f[c>>2]=f[l>>2];f[c+4>>2]=k;oh[j&1023](i,e);a=f[a>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}k=g+44|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;if(l|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function Fta(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Gta(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Hta(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ita(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Jta(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i;k=f[a>>2]|0;f[a>>2]=0;f[j>>2]=k;jta(j,b,c,d,e,g,h,0);a=f[j>>2]|0;f[j>>2]=0;if(!a){u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=i;return}function Kta(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h;j=f[a>>2]|0;f[a>>2]=0;f[i>>2]=j;jta(i,b,c,d,e,g,0,0);a=f[i>>2]|0;f[i>>2]=0;if(!a){u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=h;return}function Lta(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;n=r;p=Bla()|0;q=c+4|0;a:do if(!(f[q>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{o=f[p+232>>2]|0;m=ySa(o)|0;if(e)a=(b[p+229>>0]|0)!=0;else a=0;h=f[c>>2]|0;l=f[q>>2]|0;k=h+(l<<3)|0;if(!l){g=h;e=h;a=0}else{l=n+4|0;if(a){e=1;a=0;j=h;do{LRa(n,o,j);i=f[n>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);if(!(f[i+196>>2]&16777216)){i=j;f[i>>2]=0;f[i+4>>2]=-1}else{s=i+200|0;e=e&((f[s>>2]&-268435456|0)!=0|0!=0);s=HJa(i,1,d,1)|0;g=HJa(i,2,d,1)|0;h=HJa(i,4,d,1)|0;if(s){zDa(m,i);g=1}else g=g|h;a=a|g}j=j+8|0}while((j|0)!=(k|0))}else{e=1;a=0;j=h;do{LRa(n,o,j);i=f[n>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);s=i+200|0;e=e&((f[s>>2]&-268435456|0)!=0|0!=0);s=HJa(i,1,d,1)|0;g=HJa(i,2,d,1)|0;h=HJa(i,4,d,1)|0;if(s){zDa(m,i);g=1}else g=g|h;a=a|g;j=j+8|0}while((j|0)!=(k|0))}do if(a){a=f[p+240>>2]|0;if(e){u9a(a);break}else{s=DSa(o)|0;Jkb(s,f[p+244>>2]|0);Y8a(a);break}}while(0);a=f[q>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);o=a;p=f[o+4>>2]|0;s=g;f[s>>2]=f[o>>2];f[s+4>>2]=p;g=g+8|0}e=f[c>>2]|0;a=f[q>>2]|0}}}while(0);s=a-(e+(a<<3)-g>>3)|0;f[q>>2]=s;if(!s){u=r;return}s=(Bla()|0)+244|0;n$a(f[s>>2]|0,c,7,d);u=r;return}function Mta(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;m=q;n=Bla()|0;p=c+4|0;a:do if(!(f[p>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{o=f[n+232>>2]|0;j=ySa(o)|0;h=f[c>>2]|0;l=f[p>>2]|0;k=h+(l<<3)|0;if(!l){g=h;e=h;a=0}else{l=m+4|0;if(!(b[n+229>>0]|0)){e=1;a=0;do{LRa(m,o,h);i=f[m>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);g=HJa(i,1,d,1)|0;if(g)zDa(j,i);a=a|g;h=h+8|0}while((h|0)!=(k|0))}else{e=1;a=0;do{LRa(m,o,h);i=f[m>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);if(!(f[i+196>>2]&16777216)){i=h;f[i>>2]=0;f[i+4>>2]=-1}else{g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);g=HJa(i,1,d,1)|0;if(g)zDa(j,i);a=a|g}h=h+8|0}while((h|0)!=(k|0))}do if(a){a=f[n+240>>2]|0;if(e){u9a(a);break}else{o=DSa(o)|0;Jkb(o,f[n+244>>2]|0);Y8a(a);break}}while(0);a=f[p>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);m=a;n=f[m+4>>2]|0;o=g;f[o>>2]=f[m>>2];f[o+4>>2]=n;g=g+8|0}e=f[c>>2]|0;a=f[p>>2]|0}}}while(0);o=a-(e+(a<<3)-g>>3)|0;f[p>>2]=o;if(!o){u=q;return}p=(Bla()|0)+244|0;n$a(f[p>>2]|0,c,1,d);u=q;return}function Nta(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;l=p;m=Bla()|0;o=c+4|0;a:do if(!(f[o>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{n=f[m+232>>2]|0;ySa(n)|0;h=f[c>>2]|0;k=f[o>>2]|0;j=h+(k<<3)|0;if(!k){g=h;e=h;a=0}else{k=l+4|0;if(!(b[m+229>>0]|0)){e=1;a=0;do{LRa(l,n,h);i=f[l>>2]|0;g=f[k>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(i,2,d,1)|0);h=h+8|0}while((h|0)!=(j|0))}else{e=1;a=0;i=h;do{LRa(l,n,i);g=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(!(f[g+196>>2]&16777216)){h=i;f[h>>2]=0;f[h+4>>2]=-1}else{h=g+200|0;e=e&((f[h>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(g,2,d,1)|0)}i=i+8|0}while((i|0)!=(j|0))}do if(a){a=f[m+240>>2]|0;if(e){u9a(a);break}else{n=DSa(n)|0;Jkb(n,f[m+244>>2]|0);Y8a(a);break}}while(0);a=f[o>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);l=a;m=f[l+4>>2]|0;n=g;f[n>>2]=f[l>>2];f[n+4>>2]=m;g=g+8|0}e=f[c>>2]|0;a=f[o>>2]|0}}}while(0);n=a-(e+(a<<3)-g>>3)|0;f[o>>2]=n;if(!n){u=p;return}o=(Bla()|0)+244|0;n$a(f[o>>2]|0,c,2,d);u=p;return}function Ota(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;l=p;m=Bla()|0;o=c+4|0;a:do if(!(f[o>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{n=f[m+232>>2]|0;ySa(n)|0;h=f[c>>2]|0;k=f[o>>2]|0;j=h+(k<<3)|0;if(!k){g=h;e=h;a=0}else{k=l+4|0;if(!(b[m+229>>0]|0)){e=1;a=0;do{LRa(l,n,h);i=f[l>>2]|0;g=f[k>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(i,4,d,1)|0);h=h+8|0}while((h|0)!=(j|0))}else{e=1;a=0;i=h;do{LRa(l,n,i);g=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(!(f[g+196>>2]&16777216)){h=i;f[h>>2]=0;f[h+4>>2]=-1}else{h=g+200|0;e=e&((f[h>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(g,4,d,1)|0)}i=i+8|0}while((i|0)!=(j|0))}do if(a){a=f[m+240>>2]|0;if(e){u9a(a);break}else{n=DSa(n)|0;Jkb(n,f[m+244>>2]|0);Y8a(a);break}}while(0);a=f[o>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);l=a;m=f[l+4>>2]|0;n=g;f[n>>2]=f[l>>2];f[n+4>>2]=m;g=g+8|0}e=f[c>>2]|0;a=f[o>>2]|0}}}while(0);n=a-(e+(a<<3)-g>>3)|0;f[o>>2]=n;if(!n){u=p;return}o=(Bla()|0)+244|0;n$a(f[o>>2]|0,c,4,d);u=p;return}function Pta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;l=q;o=Bla()|0;m=f[o+232>>2]|0;n=ySa(m)|0;d=f[a>>2]|0;p=a+4|0;d=HSa(m,d,d+(f[p>>2]<<3)|0,c)|0;if(c)e=(b[o+229>>0]|0)!=0;else e=0;g=f[a>>2]|0;k=f[p>>2]|0;j=g+(k<<3)|0;a:do if(k){k=l+4|0;if(!e)while(1){LRa(l,m,g);i=f[l>>2]|0;e=f[k>>2]|0;if(e|0)iOb(e);r=HJa(i,1,c,1)|0;e=HJa(i,2,c,1)|0;h=HJa(i,4,c,1)|0;if(r){zDa(n,i);e=1}else e=e|h;d=d|e;g=g+8|0;if((g|0)==(j|0))break a}do{LRa(l,m,g);i=f[l>>2]|0;e=f[k>>2]|0;if(e|0)iOb(e);if(f[i+196>>2]&16777216){r=HJa(i,1,c,1)|0;e=HJa(i,2,c,1)|0;h=HJa(i,4,c,1)|0;if(r){zDa(n,i);e=1}else e=e|h;d=d|e}g=g+8|0}while((g|0)!=(j|0))}while(0);if(d)Y8a(f[o+240>>2]|0);if(!(f[p>>2]|0)){u=q;return}r=(Bla()|0)+244|0;n$a(f[r>>2]|0,a,7,c);u=q;return}function Qta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34592;mma(d,b,c,0);return}function Rta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Sta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&1)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Tta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34624;mma(d,b,c,0);return}function Uta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Vta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&2)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Wta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34656;mma(d,b,c,0);return}function Xta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Yta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&4)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Zta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);bJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function _ta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34688;mma(d,b,c,0);return}function $ta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function aua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&4|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function bua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;i=l;a=b+4|0;if(!(f[a>>2]|0)){u=l;return}j=Bla()|0;k=f[j+232>>2]|0;h=ySa(k)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[j+240>>2]|0;else{g=i+4|0;a=1;while(1){LRa(i,k,b);d=f[i>>2]|0;if(!d)d=a;else{m=d+200|0;a=a&((f[m>>2]&-268435456|0)!=0|0!=0);if((f[d+196>>2]&2|0)!=0^c){aJa(d,c);yDa(h,d);d=a}else d=a}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0;if((b|0)==(e|0))break;else a=d}a=f[j+240>>2]|0;if(!d){Y8a(a);u=l;return}}u9a(a);u=l;return}function cua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34720;mma(d,b,c,0);return}function dua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function eua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&2|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function fua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);sJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function gua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34752;mma(d,b,c,0);return}function hua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function iua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&16|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function jua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);rJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function kua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34784;mma(d,b,c,0);return}function lua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function mua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&8|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function nua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);tJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function oua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34816;mma(d,b,c,0);return}function pua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function qua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&33554432|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function rua(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;c=f[a+192>>2]|0;a:{do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32264;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+156|0)>>2]|0;if(d>>>0<(f[c+160>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+156|0)>>2]|0;b[d+24>>0]=0;f[(c+156|0)>>2]=e+32}else Uha(c+152|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32308;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+84|0)>>2]|0;if(d>>>0<(f[c+88>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+84|0)>>2]|0;b[d+24>>0]=0;f[(c+84|0)>>2]=e+32}else Vha(c+80|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32352;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+168|0)>>2]|0;if(d>>>0<(f[c+172>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+168|0)>>2]|0;b[d+24>>0]=0;f[(c+168|0)>>2]=e+32}else Wha(c+164|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32396;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+180|0)>>2]|0;if(d>>>0<(f[c+184>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+180|0)>>2]|0;b[d+24>>0]=0;f[(c+180|0)>>2]=e+32}else Xha(c+176|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32440;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+36|0)>>2]|0;if(d>>>0<(f[c+40>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+36|0)>>2]|0;b[d+24>>0]=0;f[(c+36|0)>>2]=e+32}else Yha(c+32|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32484;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+204|0)>>2]|0;if(d>>>0<(f[c+208>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+204|0)>>2]|0;b[d+24>>0]=0;f[(c+204|0)>>2]=e+32}else Rha(c+200|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32528;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+216|0)>>2]|0;if(d>>>0<(f[c+220>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+216|0)>>2]|0;b[d+24>>0]=0;f[(c+216|0)>>2]=e+32}else Qha(c+212|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);d=f[64599]|0;e=pOb(24)|0;f[e>>2]=32572;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;c=f[(d+120|0)>>2]|0;f[e+20>>2]=0;f[e+4>>2]=32616;f[(a+16|0)>>2]=e;b[(a+24|0)>>0]=0;if(c>>>0<(f[d+124>>2]|0)>>>0){f[c+16>>2]=e;f[(a+16|0)>>2]=0;b[c+24>>0]=0;f[(d+120|0)>>2]=c+32;c=0;d=0}else{Zha(d+116|0,a,a+24|0);d=f[(a+16|0)>>2]|0;c=d}if((a|0)==(c|0)){gh[f[(f[d>>2]|0)+16>>2]&2047](d);e=f[64599]|0;e=e+240|0;e=f[e>>2]|0;M9a(e)|0;n[(a+24|0)>>2]=.07500000298023224;d=(a+24|0)+4|0;n[d>>2]=.07500000298023224;d=(a+24|0)+8|0;n[d>>2]=.07500000298023224;L9a(e,a+24|0);d=(a+24|0)+4|0;c=(a+24|0)+8|0;g=(a+24|0)+12|0;h=(a+24|0)+16|0;i=(a+24|0)+20|0;j=(a+24|0)+24|0;b[j>>0]=0;j=(a+24|0)+25|0;b[j>>0]=1;j=(a+24|0)+28|0;k=f[65704]|0;l=k+1|0;f[65704]=l;f[j>>2]=k;f[(a+24|0)>>2]=1053885931;f[d>>2]=1053885931;f[c>>2]=1062274539;n[g>>2]=.925000011920929;n[h>>2]=.925000011920929;n[i>>2]=.925000011920929;N9a(e,a+24|0)|0;i=(a+24|0)+4|0;h=(a+24|0)+8|0;g=(a+24|0)+12|0;c=(a+24|0)+16|0;d=(a+24|0)+20|0;j=(a+24|0)+24|0;b[j>>0]=0;j=(a+24|0)+25|0;b[j>>0]=1;j=(a+24|0)+28|0;k=f[65704]|0;l=k+1|0;f[65704]=l;f[j>>2]=k;f[(a+24|0)>>2]=-1093597717;f[i>>2]=-1093597717;f[h>>2]=1062274539;n[g>>2]=.10000000149011612;n[c>>2]=.10000000149011612;n[d>>2]=.20000000298023224;N9a(e,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}if(!d){l=f[64599]|0;l=l+240|0;l=f[l>>2]|0;M9a(l)|0;n[(a+24|0)>>2]=.07500000298023224;k=(a+24|0)+4|0;n[k>>2]=.07500000298023224;k=(a+24|0)+8|0;n[k>>2]=.07500000298023224;L9a(l,a+24|0);k=(a+24|0)+4|0;j=(a+24|0)+8|0;i=(a+24|0)+12|0;h=(a+24|0)+16|0;g=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=1053885931;f[k>>2]=1053885931;f[j>>2]=1062274539;n[i>>2]=.925000011920929;n[h>>2]=.925000011920929;n[g>>2]=.925000011920929;N9a(l,a+24|0)|0;g=(a+24|0)+4|0;h=(a+24|0)+8|0;i=(a+24|0)+12|0;j=(a+24|0)+16|0;k=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=-1093597717;f[g>>2]=-1093597717;f[h>>2]=1062274539;n[i>>2]=.10000000149011612;n[j>>2]=.10000000149011612;n[k>>2]=.20000000298023224;N9a(l,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}gh[f[(f[d>>2]|0)+20>>2]&2047](d);l=f[64599]|0;l=l+240|0;l=f[l>>2]|0;M9a(l)|0;n[(a+24|0)>>2]=.07500000298023224;k=(a+24|0)+4|0;n[k>>2]=.07500000298023224;k=(a+24|0)+8|0;n[k>>2]=.07500000298023224;L9a(l,a+24|0);k=(a+24|0)+4|0;j=(a+24|0)+8|0;i=(a+24|0)+12|0;h=(a+24|0)+16|0;g=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=1053885931;f[k>>2]=1053885931;f[j>>2]=1062274539;n[i>>2]=.925000011920929;n[h>>2]=.925000011920929;n[g>>2]=.925000011920929;N9a(l,a+24|0)|0;g=(a+24|0)+4|0;h=(a+24|0)+8|0;i=(a+24|0)+12|0;j=(a+24|0)+16|0;k=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=-1093597717;f[g>>2]=-1093597717;f[h>>2]=1062274539;n[i>>2]=.10000000149011612;n[j>>2]=.10000000149011612;n[k>>2]=.20000000298023224;N9a(l,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}}
+function WQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=aOa((TMa(a,d)|0)+100|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+204|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function XQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=jOa((TMa(a,d)|0)+120|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function YQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=dOa((TMa(a,d)|0)+140|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function ZQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=gOa((TMa(a,d)|0)+160|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function _Qa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=mOa((TMa(a,d)|0)+40|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+28|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function $Qa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return tOa(f[a>>2]|0,b,c,d)|0}function aRa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;a=f[a>>2]|0;f[h>>2]=f[b>>2];f[g>>2]=f[h>>2];a=YOa((TMa(a,g)|0)+240|0,b+4|0)|0;if(f[a>>2]|0){h=0;u=e;return h|0}g=pOb(36)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=37776;h=g+12|0;OEa(h,b,c,d);f[a>>2]=h;h=a+4|0;a=f[h>>2]|0;f[h>>2]=g;if(!a){h=1;u=e;return h|0}iOb(a);h=1;u=e;return h|0}function bRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g+4|0;h=g;e=f[a>>2]|0;f[h>>2]=f[c>>2];f[d>>2]=f[h>>2];e=YNa((TMa(e,d)|0)+180|0,c+4|0)|0;if(f[e>>2]|0){h=0;u=g;return h|0}n8a(f[b>>2]|0,c,d);a=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=a;h=e+4|0;a=f[h>>2]|0;f[h>>2]=d;if(!a){h=1;u=g;return h|0}iOb(a);h=1;u=g;return h|0}function cRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=pOa((TMa(a,d)|0)+200|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+24|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function dRa(a,b,c){a=a|0;b=b|0;c=c|0;return sOa(f[a>>2]|0,b,c)|0}function eRa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;dPa(a,f[b>>2]|0,c,d,e);return}function fRa(a,b){a=a|0;b=b|0;a=f[a>>2]|0;if(nDa(a+464|0,b)|0){b=1;return b|0}b=c9a(f[(f[a+4>>2]|0)+240>>2]|0,b)|0;return b|0}function gRa(a,b){a=a|0;b=b|0;return ROa(f[a>>2]|0,b)|0}function hRa(a,b){a=a|0;b=b|0;return SOa(f[a>>2]|0,b)|0}function iRa(a,b){a=a|0;b=b|0;return sPa(f[a>>2]|0,b)|0}function jRa(a,b){a=a|0;b=b|0;return qPa(f[a>>2]|0,b)|0}function kRa(a,b){a=a|0;b=b|0;return tPa(f[a>>2]|0,b)|0}function lRa(a,b){a=a|0;b=b|0;return QOa(f[a>>2]|0,b)|0}function mRa(a,b){a=a|0;b=b|0;return OOa(f[a>>2]|0,b)|0}function nRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[a>>2]|0;a=sPa(e,b)|0;if(a|0){b=a;return b|0}a=b+4|0;c=e+316|0;d=f[c>>2]|0;if((d|0)==(f[e+320>>2]|0))uPa(e+312|0,a);else{f[d>>2]=f[a>>2];f[c>>2]=d+4}b=PMa(e+32|0,b)|0;vPa((f[b>>2]|0)+88|0,a)|0;b=0;return b|0}function oRa(a,b){a=a|0;b=b|0;return wPa(f[a>>2]|0,b)|0}function pRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;g=i+4|0;h=i;e=f[a>>2]|0;a=tPa(e,b)|0;if(a|0){h=a;u=i;return h|0}a=b+4|0;c=e+280|0;d=f[c>>2]|0;if((d|0)==(f[e+284>>2]|0))yPa(e+276|0,a);else{f[d>>2]=f[a>>2];f[c>>2]=d+4}f[h>>2]=f[b>>2];f[g>>2]=f[h>>2];zPa((TMa(e,g)|0)+80|0,a)|0;h=0;u=i;return h|0}function qRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;d=g+4|0;e=g;a=f[a>>2]|0;c=rPa(a,b)|0;if(c|0){b=c;u=g;return b|0}f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];d=TMa(a,d)|0;e=f[b+4>>2]|0;a=f[d+264>>2]|0;c=a+-1|0;if(!(c&a)){a=f[(f[d+260>>2]|0)+((c&e)<<2)>>2]|0;while(1){a=f[a>>2]|0;if((f[a+4>>2]|0)!=(e|0))continue;if((f[a+8>>2]|0)==(e|0))break}}else{if(e>>>0<a>>>0)a=e;else a=(e>>>0)%(a>>>0)|0;a=f[(f[d+260>>2]|0)+(a<<2)>>2]|0;while(1){a=f[a>>2]|0;if((f[a+4>>2]|0)!=(e|0))continue;if((f[a+8>>2]|0)==(e|0))break}}c=f[a+12>>2]|0;a=f[c+8>>2]|0;c=c+12|0;if((f[c>>2]|0)==(a|0)){b=0;u=g;return b|0}f[c>>2]=a;b=0;u=g;return b|0}function rRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;c=f[a>>2]|0;APa(d,c,b);a=f[d>>2]|0;if(!a)b=0;else b=GMa(a,f[c>>2]|0,0)|0;a=f[d+4>>2]|0;if(!a){u=e;return b|0}iOb(a);u=e;return b|0}function sRa(a,b,c){a=a|0;b=b|0;c=c|0;BPa(a,f[b>>2]|0,c);return}function tRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+4|0;e=h;g=f[b>>2]|0;switch(f[c>>2]|0){case 0:case -1:{f[e>>2]=f[c+4>>2];f[d>>2]=f[e>>2];IPa(a,g,d);if(f[a>>2]|0){u=h;return}b=f[a+4>>2]|0;if(b|0)iOb(b);break}default:{}}JPa(a,g,c);u=h;return}function uRa(a,b,c){a=a|0;b=b|0;c=c|0;CPa(a,f[b>>2]|0,c);return}function vRa(a,b,c){a=a|0;b=b|0;c=c|0;DPa(a,f[b>>2]|0,c);return}function wRa(a,b,c){a=a|0;b=b|0;c=c|0;EPa(a,f[b>>2]|0,c);return}function xRa(a,b,c){a=a|0;b=b|0;c=c|0;FPa(a,f[b>>2]|0,c);return}function yRa(a,b,c){a=a|0;b=b|0;c=c|0;GPa(a,f[b>>2]|0,c);return}function zRa(a,b,c){a=a|0;b=b|0;c=c|0;APa(a,f[b>>2]|0,c);return}function ARa(a,b,c){a=a|0;b=b|0;c=c|0;pPa(a,f[b>>2]|0,c);return}function BRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;KPa(d,f[b>>2]|0,c);b=f[d>>2]|0;do if(!b){f[a>>2]=0;f[a+4>>2]=0;b=d+4|0}else{f[a>>2]=b;b=d+4|0;c=f[b>>2]|0;f[a+4>>2]=c;if(!c){u=e;return}else{gOb(c);break}}while(0);b=f[b>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function CRa(a,b,c){a=a|0;b=b|0;c=c|0;NPa(a,f[b>>2]|0,c);return}function DRa(a,b,c){a=a|0;b=b|0;c=c|0;HPa(a,f[b>>2]|0,c);return}function ERa(a,b,c){a=a|0;b=b|0;c=c|0;OPa(a,f[b>>2]|0,c);return}function FRa(a,b,c){a=a|0;b=b|0;c=c|0;PPa(a,f[b>>2]|0,c);return}function GRa(a,b,c){a=a|0;b=b|0;c=c|0;QPa(a,f[b>>2]|0,c);return}function HRa(a,b,c){a=a|0;b=b|0;c=c|0;RPa(a,f[b>>2]|0,c);return}function IRa(a){a=a|0;return (f[a>>2]|0)+32|0}function JRa(a){a=a|0;return (f[a>>2]|0)+32|0}function KRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+16|0;e=g;b=f[b>>2]|0;pPa(e,b,c);d=f[e>>2]|0;if(d|0){f[a>>2]=d;c=e+4|0;f[a+4>>2]=f[c>>2];f[e>>2]=0;f[c>>2]=0;u=g;return}LPa(a,b,c);b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function LRa(a,b,c){a=a|0;b=b|0;c=c|0;MPa(a,f[b>>2]|0,c);return}function MRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;g=d+8|0;h=d+4|0;e=d;a=f[a>>2]|0;f[h>>2]=f[b>>2];b=f[c>>2]|0;f[c>>2]=0;f[e>>2]=b;f[g>>2]=f[h>>2];a=SPa(a,g,e)|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=d;return a|0}TFa(b);sOb(b);u=d;return a|0}function NRa(a){a=a|0;return f[(f[a>>2]|0)+456>>2]|0}function ORa(a){a=a|0;return (f[(f[a>>2]|0)+456>>2]|0)>>>10|0}function PRa(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+456>>2]=b;return}function QRa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;a=f[(f[a>>2]|0)+40>>2]|0;if(!a){c=0;d=0;I=c;return d|0}b=f[(f[a+12>>2]|0)+56>>2]|0;a:do if(!b){while(1){a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b){c=0;d=0;break a}}I=b;return a|0}else{c=0;d=0}while(0);b:while(1){do{e=f[(f[(f[b+12>>2]|0)+4>>2]|0)+44>>2]|0;g=QPb(c|0,d|0,(f[e+24>>2]|0)!=0|0,0)|0;g=QPb(g|0,I|0,(f[e+28>>2]|0)!=0|0,0)|0;c=QPb(g|0,I|0,(f[e+32>>2]|0)!=0|0,0)|0;d=I;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a){b=d;a=c;break b}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b)continue b}}I=b;return a|0}function RRa(a){a=a|0;var b=0,c=0,d=0;a=f[(f[a>>2]|0)+40>>2]|0;if(!a){c=0;d=0;I=c;return d|0}b=f[(f[a+12>>2]|0)+56>>2]|0;a:do if(!b){while(1){a=f[a>>2]|0;if(!a){a=0;b=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b){c=0;d=0;break a}}I=a;return b|0}else{c=0;d=0}while(0);b:while(1){do{c=QPb(c|0,d|0,f[(f[(f[(f[b+12>>2]|0)+4>>2]|0)+44>>2]|0)+24>>2]|0,0)|0;d=I;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+56>>2]|0;if(b)continue b}}d=XPb(c|0,d|0,3,0)|0;c=I;I=c;return d|0}function SRa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;g=f[a>>2]|0;d=f[g+368>>2]|0;e=g+372|0;a=f[e>>2]|0;if((d|0)==(a|0)){g=0;return g|0}else b=a;while(1){a=b+-12|0;f[e>>2]=a;c=f[a>>2]|0;if(c){a=b+-8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);a=f[e>>2]|0}if((a|0)==(d|0))break;else b=a}a=f[g+380>>2]|0;b=g+384|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-4-a|0)>>>2)<<2);C9a(f[(f[g+4>>2]|0)+240>>2]|0);g=1;return g|0}function TRa(a,b){a=a|0;b=b|0;return mQa(f[a>>2]|0,b)|0}function URa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a>>2]|0;h=f[b>>2]|0;k=c+4|0;a=f[k>>2]|0;b=f[c>>2]|0;if(a-b>>5>>>0>4){c=0;return c|0}g=f[i+380>>2]|0;e=(f[i+384>>2]|0)-g>>2;if(!e){c=0;return c|0}else d=0;while(1){if((f[g+(d<<2)>>2]|0)==(h|0))break;d=d+1|0;if(d>>>0>=e>>>0){a=0;j=11;break}}if((j|0)==11)return a|0;e=f[i+368>>2]|0;i=e+(d*12|0)|0;g=f[i>>2]|0;h=e+(d*12|0)+4|0;if(!g)d=e+(d*12|0)+8|0;else{a=f[h>>2]|0;if((a|0)!=(g|0))f[h>>2]=a+(~((a+-32-g|0)>>>5)<<5);sOb(g);d=e+(d*12|0)+8|0;f[d>>2]=0;f[h>>2]=0;f[i>>2]=0;b=f[c>>2]|0;a=f[k>>2]|0}f[i>>2]=b;f[h>>2]=a;j=c+8|0;f[d>>2]=f[j>>2];f[j>>2]=0;f[k>>2]=0;f[c>>2]=0;c=1;return c|0}function VRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];b=nQa(a,d)|0;u=c;return b|0}function WRa(a,b){a=a|0;b=b|0;var c=0,d=0;d=f[a>>2]|0;c=f[b>>2]|0;b=f[d+380>>2]|0;d=(f[d+384>>2]|0)-b>>2;a:do if(!d)a=-1;else{a=0;while(1){if((f[b+(a<<2)>>2]|0)==(c|0))break a;a=a+1|0;if(a>>>0>=d>>>0){a=-1;break}}}while(0);return (a|0)!=-1|0}function XRa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=f[a>>2]|0;d=f[c>>2]|0;c=f[g+380>>2]|0;e=(f[g+384>>2]|0)-c>>2;a:do if(e|0){a=0;while(1){if((f[c+(a<<2)>>2]|0)==(d|0))break;a=a+1|0;if(a>>>0>=e>>>0)break a}g=(f[g+368>>2]|0)+(a*12|0)|0;return g|0}while(0);if(b[257344]|0){g=258724;return g|0}if(!(MPb(257344)|0)){g=258724;return g|0}f[64681]=0;f[64682]=0;f[64683]=0;g=258724;return g|0}function YRa(a){a=a|0;return (f[a>>2]|0)+368|0}function ZRa(a,b,c){a=a|0;b=b|0;c=c|0;a=f[a>>2]|0;f[a+392>>2]=f[b>>2];f[a+396>>2]=f[b+4>>2];f[a+400>>2]=f[b+8>>2];f[a+404>>2]=f[c>>2];f[a+408>>2]=f[c+4>>2];f[a+412>>2]=f[c+8>>2];return}function _Ra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0;a=f[a>>2]|0;g=+n[a+392>>2];h=a+404|0;if(g>+n[h>>2]){c=0;return c|0}i=a+396|0;d=a+408|0;if(+n[i>>2]>+n[d>>2]){c=0;return c|0}e=a+400|0;a=a+412|0;if(+n[e>>2]>+n[a>>2]){c=0;return c|0}n[b>>2]=g;f[b+4>>2]=f[i>>2];f[b+8>>2]=f[e>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[d>>2];f[c+8>>2]=f[a>>2];c=1;return c|0}function $Ra(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+8>>2]=b;return}function aSa(a){a=a|0;return (f[a>>2]|0)+164|0}function bSa(a){a=a|0;return (f[a>>2]|0)+184|0}function cSa(a){a=a|0;return (f[a>>2]|0)+204|0}function dSa(a,b){a=a|0;b=b|0;var 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xTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function yTa(a,b,c){a=a|0;b=b|0;c=c|0;return}function zTa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function ATa(a,b,c){a=a|0;b=b|0;c=c|0;return}function BTa(a){a=a|0;return}function CTa(a,b){a=a|0;b=b|0;return}function DTa(a,b){a=a|0;b=b|0;return}function ETa(a,b){a=a|0;b=b|0;return}function FTa(a){a=a|0;var b=0,c=0;f[a>>2]=38080;c=a+252|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){Qob(b);sOb(b)}c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);eYa(a);return}function GTa(a){a=a|0;var b=0,c=0;f[a>>2]=38080;c=a+252|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){Qob(b);sOb(b)}c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);eYa(a);sOb(a);return}function HTa(a){a=a|0;return}function ITa(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0.0;a=f[a+244>>2]|0;d=a+432|0;e=+p[d>>3];p[d>>3]=e<b?b:e;b=+Gha();p[a+416>>3]=b;a=a+424|0;if(+p[a>>3]-b>=c)return;p[a>>3]=b+c;return}function JTa(a){a=a|0;return dpb(f[a+252>>2]|0)|0}function KTa(a){a=a|0;return cpb(f[a+252>>2]|0)|0}function LTa(a){a=a|0;return 1}function MTa(a){a=a|0;return 0}function NTa(a){a=a|0;var b=0,c=0;f[a>>2]=38124;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){F1a(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);F1a(a);return}function OTa(a){a=a|0;var b=0,c=0;f[a>>2]=38124;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);F1a(a);sOb(a);return}function PTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;f[(f[(f[a+8>>2]|0)+244>>2]|0)+168>>2]=c;g=f[a+12>>2]|0;if(!g){H1a(a,b,c,d,e);return}else{Lh[f[(f[g>>2]|0)+8>>2]&255](g,b,c,d,e);return}}function QTa(a,b){a=a|0;b=b|0;var c=0;c=f[a+12>>2]|0;if(!c)I1a(a,b);else oh[f[(f[c>>2]|0)+12>>2]&1023](c,b);if(b|0)return;a=f[(f[a+8>>2]|0)+244>>2]|0;b=a+28|0;switch(f[b>>2]|0){case 0:{f[b>>2]=1;QUa(a);return}case 1:{f[b>>2]=2;O_a(a,7);O_a(a,2);O_a(a,3);RUa(a);return}default:return}}function RTa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[a+12>>2]|0;if(!d){J1a(a,b,c);return}else{xh[f[(f[d>>2]|0)+16>>2]&127](d,b,c);return}}function STa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;var k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+256|0;l=x+120|0;m=x+48|0;s=x+128|0;t=x+56|0;v=x+24|0;k=x;p[l>>3]=h;p[m>>3]=i;o=f[(f[a+8>>2]|0)+244>>2]|0;if(b[o+180>>0]|0){KUa(t,o,0);p[s>>3]=+n[t>>2];p[s+8>>3]=+n[t+4>>2];p[s+16>>3]=+n[t+8>>2];p[s+24>>3]=+n[t+12>>2];p[s+32>>3]=+n[t+16>>2];p[s+40>>3]=+n[t+20>>2];p[s+48>>3]=+n[t+24>>2];p[s+56>>3]=+n[t+28>>2];p[s+64>>3]=+n[t+32>>2];p[s+72>>3]=+n[t+36>>2];p[s+80>>3]=+n[t+40>>2];p[s+88>>3]=+n[t+44>>2];p[s+96>>3]=+n[t+48>>2];p[s+104>>3]=+n[t+52>>2];p[s+112>>3]=+n[t+56>>2];p[s+120>>3]=+n[t+60>>2];p[t>>3]=+p[d>>3];p[t+8>>3]=+p[d+8>>3];p[t+16>>3]=+p[d+16>>3];p[v>>3]=+p[e>>3];p[v+8>>3]=+p[e+8>>3];p[v+16>>3]=+p[e+16>>3];p[k>>3]=+p[g>>3];p[k+8>>3]=+p[g+8>>3];p[k+16>>3]=+p[g+16>>3];OUa(t,v,k,l,m,s);d=f[a+12>>2]|0;if(!d)K1a(a,c,t,v,k,+p[l>>3],+p[m>>3],j);else Oh[f[(f[d>>2]|0)+20>>2]&3](d,c,t,v,k,+p[l>>3],+p[m>>3],j);u=x;return}q=s+4|0;f[q>>2]=f[d>>2];f[q+4>>2]=f[d+4>>2];f[q+8>>2]=f[d+8>>2];f[q+12>>2]=f[d+12>>2];f[q+16>>2]=f[d+16>>2];f[q+20>>2]=f[d+20>>2];f[t>>2]=f[e>>2];f[t+4>>2]=f[e+4>>2];f[t+8>>2]=f[e+8>>2];f[t+12>>2]=f[e+12>>2];f[t+16>>2]=f[e+16>>2];f[t+20>>2]=f[e+20>>2];f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[v+16>>2]=f[g+16>>2];f[v+20>>2]=f[g+20>>2];q=o+276|0;r=o+280|0;d=f[r>>2]|0;l=o+284|0;o=f[l>>2]|0;e=o;if((d|0)==(o|0)){m=f[q>>2]|0;k=d-m|0;a=(k|0)/104|0;d=a+1|0;if(d>>>0>41297762)AMb(q);o=(e-m|0)/104|0;e=o<<1;e=o>>>0<20648881?(e>>>0<d>>>0?d:e):41297762;do if(!e)w=0;else if(e>>>0>41297762)vd();else{w=pOb(e*104|0)|0;break}while(0);g=w+(a*104|0)|0;f[g>>2]=c;d=w+(a*104|0)+4|0;f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];f[d+12>>2]=f[s+12>>2];f[d+16>>2]=f[s+16>>2];f[d+20>>2]=f[s+20>>2];f[d+24>>2]=f[s+24>>2];d=w+(a*104|0)+32|0;f[d>>2]=f[t>>2];f[d+4>>2]=f[t+4>>2];f[d+8>>2]=f[t+8>>2];f[d+12>>2]=f[t+12>>2];f[d+16>>2]=f[t+16>>2];f[d+20>>2]=f[t+20>>2];d=w+(a*104|0)+56|0;f[d>>2]=f[v>>2];f[d+4>>2]=f[v+4>>2];f[d+8>>2]=f[v+8>>2];f[d+12>>2]=f[v+12>>2];f[d+16>>2]=f[v+16>>2];f[d+20>>2]=f[v+20>>2];p[w+(a*104|0)+80>>3]=h;p[w+(a*104|0)+88>>3]=i;f[w+(a*104|0)+96>>2]=j;d=g+(((k|0)/-104|0)*104|0)|0;if((k|0)>0)bQb(d|0,m|0,k|0)|0;f[q>>2]=d;f[r>>2]=g+104;f[l>>2]=w+(e*104|0);if(m|0)sOb(m)}else{f[d>>2]=c;w=d+4|0;f[w>>2]=f[s>>2];f[w+4>>2]=f[s+4>>2];f[w+8>>2]=f[s+8>>2];f[w+12>>2]=f[s+12>>2];f[w+16>>2]=f[s+16>>2];f[w+20>>2]=f[s+20>>2];f[w+24>>2]=f[s+24>>2];w=d+32|0;f[w>>2]=f[t>>2];f[w+4>>2]=f[t+4>>2];f[w+8>>2]=f[t+8>>2];f[w+12>>2]=f[t+12>>2];f[w+16>>2]=f[t+16>>2];f[w+20>>2]=f[t+20>>2];w=d+56|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];f[w+16>>2]=f[v+16>>2];f[w+20>>2]=f[v+20>>2];p[d+80>>3]=h;p[d+88>>3]=i;f[d+96>>2]=j;f[r>>2]=(f[r>>2]|0)+104}u=x;return}function TTa(a,c,d,e,g,h,i){a=a|0;c=+c;d=+d;e=+e;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+32|0;v=x;q=f[(f[a+8>>2]|0)+244>>2]|0;if(b[q+180>>0]|0){j=f[a+12>>2]|0;if(!j){L1a(a,c,d,e,g,h,i);u=x;return}else{kh[f[(f[j>>2]|0)+24>>2]&3](j,c,d,e,g,h,i);u=x;return}}m=g+(h<<2)|0;f[v>>2]=0;w=v+4|0;f[w>>2]=0;f[v+8>>2]=0;o=g;j=h<<2;a=j>>2;if(!a){g=0;m=0;p=0}else{if(a>>>0>1073741823)AMb(v);k=pOb(j)|0;f[w>>2]=k;f[v>>2]=k;p=k+(a<<2)|0;f[v+8>>2]=p;l=k;if(!h){g=l;m=l}else{h=m+-4|0;j=g;a=k;while(1){f[a>>2]=f[j>>2];j=j+4|0;if((j|0)==(m|0))break;else a=a+4|0}m=k+(((h-o|0)>>>2)+1<<2)|0;f[w>>2]=m;g=l}}l=v+12|0;n[l>>2]=c;n[v+16>>2]=d;n[v+20>>2]=e;f[v+24>>2]=i;r=q+288|0;s=q+292|0;j=f[s>>2]|0;i=q+296|0;q=f[i>>2]|0;a=q;if(j>>>0<q>>>0){f[j>>2]=0;t=j+4|0;f[t>>2]=0;f[j+8>>2]=0;f[j>>2]=f[v>>2];f[t>>2]=f[w>>2];t=v+8|0;f[j+8>>2]=f[t>>2];f[t>>2]=0;f[w>>2]=0;f[v>>2]=0;t=j+12|0;f[t>>2]=f[l>>2];f[t+4>>2]=f[l+4>>2];f[t+8>>2]=f[l+8>>2];f[t+12>>2]=f[l+12>>2];f[s>>2]=(f[s>>2]|0)+28}else{h=f[r>>2]|0;k=(j-h|0)/28|0;j=k+1|0;if(j>>>0>153391689)AMb(r);q=(a-h|0)/28|0;a=q<<1;a=q>>>0<76695844?(a>>>0<j>>>0?j:a):153391689;do if(!a)t=0;else if(a>>>0>153391689)vd();else{t=pOb(a*28|0)|0;break}while(0);h=t+(k*28|0)|0;j=h;o=t+(a*28|0)|0;f[t+(k*28|0)+8>>2]=0;f[h>>2]=g;f[t+(k*28|0)+4>>2]=m;f[t+(k*28|0)+8>>2]=p;f[v+8>>2]=0;f[w>>2]=0;f[v>>2]=0;k=t+(k*28|0)+12|0;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];f[k+12>>2]=f[l+12>>2];l=h+28|0;k=f[r>>2]|0;a=f[s>>2]|0;if((a|0)==(k|0)){m=k;h=k}else{do{t=h+-28|0;q=a;a=a+-28|0;f[t>>2]=0;g=h+-24|0;f[g>>2]=0;f[h+-20>>2]=0;f[t>>2]=f[a>>2];t=q+-24|0;f[g>>2]=f[t>>2];g=q+-20|0;f[h+-20>>2]=f[g>>2];f[g>>2]=0;f[t>>2]=0;f[a>>2]=0;t=h+-16|0;q=q+-16|0;f[t>>2]=f[q>>2];f[t+4>>2]=f[q+4>>2];f[t+8>>2]=f[q+8>>2];f[t+12>>2]=f[q+12>>2];h=j+-28|0;j=h}while((a|0)!=(k|0));m=f[r>>2]|0;h=f[s>>2]|0}f[r>>2]=j;f[s>>2]=l;f[i>>2]=o;l=m;if((h|0)!=(l|0))do{j=h;h=h+-28|0;k=f[h>>2]|0;if(k|0){j=j+-24|0;a=f[j>>2]|0;if((a|0)!=(k|0))f[j>>2]=a+(~((a+-4-k|0)>>>2)<<2);sOb(k)}}while((h|0)!=(l|0));if(m|0)sOb(m)}j=f[v>>2]|0;if(j|0){a=f[w>>2]|0;if((a|0)!=(j|0))f[w>>2]=a+(~((a+-4-j|0)>>>2)<<2);sOb(j)}u=x;return}function UTa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+32|0;m=q+16|0;n=q;i=f[(f[a+8>>2]|0)+244>>2]|0;if(b[i+180>>0]|0){h=f[a+12>>2]|0;if(!h){M1a(a,c,d,e,g);u=q;return}else{Lh[f[(f[h>>2]|0)+28>>2]&255](h,c,d,e,g);u=q;return}};f[m>>2]=f[d>>2];f[m+4>>2]=f[d+4>>2];f[m+8>>2]=f[d+8>>2];f[n>>2]=f[e>>2];f[n+4>>2]=f[e+4>>2];f[n+8>>2]=f[e+8>>2];k=i+300|0;l=i+304|0;h=f[l>>2]|0;i=i+308|0;j=f[i>>2]|0;a=j;if((h|0)==(j|0)){j=f[k>>2]|0;d=h-j|0;e=d>>5;h=e+1|0;if(h>>>0>134217727)AMb(k);r=a-j|0;a=r>>4;h=r>>5>>>0<67108863?(a>>>0<h>>>0?h:a):134217727;do if(!h){o=0;p=0}else if(h>>>0>134217727)vd();else{p=pOb(h<<5)|0;o=p;break}while(0);a=o+(e<<5)|0;f[a>>2]=c;r=o+(e<<5)+4|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];r=o+(e<<5)+16|0;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];f[o+(e<<5)+28>>2]=g;if((d|0)>0)bQb(p|0,j|0,d|0)|0;f[k>>2]=o;f[l>>2]=a+32;f[i>>2]=o+(h<<5);if(j|0)sOb(j)}else{f[h>>2]=c;r=h+4|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];r=h+16|0;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];f[h+28>>2]=g;f[l>>2]=(f[l>>2]|0)+32}u=q;return}function VTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;g=f[a+12>>2]|0;if(!g){N1a(a,b,c,d,e);return}else{Lh[f[(f[g>>2]|0)+32>>2]&255](g,b,c,d,e);return}}function WTa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;if(!b)b=f[(f[(f[a+8>>2]|0)+244>>2]|0)+172>>2]|0;e=f[a+12>>2]|0;if(!e){O1a(a,b,c,d);return}else{Fh[f[(f[e>>2]|0)+36>>2]&255](e,b,c,d);return}}function XTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var 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j=(w>>>0)%(i>>>0)|0;b=f[(f[a+352>>2]|0)+(j<<2)>>2]|0;if(!b){u=y;return}b=f[b>>2]|0;if(!b){u=y;return}b:do if(d){while(1){x=f[b+4>>2]|0;d=(x|0)==(w|0);if(!(d|(x&e|0)==(j|0))){v=91;break}if(d)if((f[b+8>>2]|0)==(w|0)){s=b;break b}b=f[b>>2]|0;if(!b){v=91;break}}if((v|0)==91){u=y;return}}else{while(1){d=f[b+4>>2]|0;if((d|0)==(w|0)){if((f[b+8>>2]|0)==(w|0)){s=b;break b}}else{if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(j|0)){v=91;break}}b=f[b>>2]|0;if(!b){v=91;break}}if((v|0)==91){u=y;return}}while(0);f[r>>2]=f[c>>2];h=+p[s+16>>3];f[q>>2]=f[r>>2];JUa(a,q,h);u=y;return}}while(0);i=pOb(12)|0;f[i+8>>2]=w;f[i+4>>2]=w;f[i>>2]=0;j=a+324|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+328>>2];do if(m|h*+(l>>>0)<g){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;HUa(o,b>>>0<d>>>0?d:b);b=f[k>>2]|0;d=b+-1|0;if(!(d&b)){e=b;b=d&w;break}if(w>>>0<b>>>0){e=b;b=w}else{e=b;b=(w>>>0)%(b>>>0)|0}}else e=l;while(0);b=(f[o>>2]|0)+(b<<2)|0;d=f[b>>2]|0;if(!d){c=a+320|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;d=e+-1|0;if(!(d&e))b=b&d;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;t=(f[o>>2]|0)+(b<<2)|0;v=37}}else{f[i>>2]=f[d>>2];t=d;v=37}if((v|0)==37)f[t>>2]=i;f[j>>2]=(f[j>>2]|0)+1;q=a+332|0;o=(w<<6)+-1640531526+(w>>>2)^w;j=a+336|0;k=f[j>>2]|0;l=(k|0)==0;c:do if(l)b=0;else{i=k+-1|0;e=(i&k|0)==0;if(e)b=o&i;else if(o>>>0<k>>>0)b=o;else b=(o>>>0)%(k>>>0)|0;d=f[(f[q>>2]|0)+(b<<2)>>2]|0;if(d){d=f[d>>2]|0;if(d){if(e){while(1){t=f[d+4>>2]|0;if(!((t|0)==(o|0)|(t&i|0)==(b|0)))break c;if((f[d+8>>2]|0)==(w|0))if((f[d+12>>2]|0)==1)break;d=f[d>>2]|0;if(!d)break c}u=y;return}while(1){e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)!=(b|0))break c}if((f[d+8>>2]|0)==(w|0))if((f[d+12>>2]|0)==1)break;d=f[d>>2]|0;if(!d)break c}u=y;return}}}while(0);m=pOb(16)|0;i=m+8|0;f[i>>2]=w;f[i+4>>2]=1;f[m+4>>2]=o;f[m>>2]=0;i=a+344|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[a+348>>2];do if(l|h*+(k>>>0)<g){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(g/h))>>>0;IUa(q,b>>>0<d>>>0?d:b);b=f[j>>2]|0;d=b+-1|0;if(!(d&b)){e=b;b=d&o;break}if(o>>>0<b>>>0){e=b;b=o}else{e=b;b=(o>>>0)%(b>>>0)|0}}else e=k;while(0);b=(f[q>>2]|0)+(b<<2)|0;d=f[b>>2]|0;if(!d){a=a+340|0;f[m>>2]=f[a>>2];f[a>>2]=m;f[b>>2]=a;b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;d=e+-1|0;if(!(d&e))b=b&d;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;x=(f[q>>2]|0)+(b<<2)|0;v=70}}else{f[m>>2]=f[d>>2];x=d;v=70}if((v|0)==70)f[x>>2]=m;f[i>>2]=(f[i>>2]|0)+1;u=y;return}function GUa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;e=+n[c>>2];do if(i|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(d/e))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;g=j}else if(!(b+-1&b))g=j;else{b=hDb(b)|0;g=f[k>>2]|0}if(b>>>0>g>>>0)NUa(a,b);else if(b>>>0<g>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(g>>>0>2&(g+-1&g|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<g>>>0)NUa(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(b>>>0>m>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function HUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){MUa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;MUa(a,b);return}function IUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){LUa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;LUa(a,b);return}function JUa(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=0;l=u;u=u+2032|0;g=f[b>>2]|0;i=f[(a+376|0)>>2]|0;if(!i){u=l;return}if(!((i+-1|0)&i))h=(i+-1|0)&g;else if(i>>>0>g>>>0)h=g;else h=(g>>>0)%(i>>>0)|0;d=f[(f[(a+372|0)>>2]|0)+(h<<2)>>2]|0;if(!d){u=l;return}d=f[d>>2]|0;if(!d){u=l;return}a:do if(!((i+-1|0)&i)){while(1){e=f[d+4>>2]|0;if(!((e|0)==(g|0)|(e&(i+-1|0)|0)==(h|0))){k=167;break}if((e|0)==(g|0))if((f[d+8>>2]|0)==(g|0)){j=d;break a}d=f[d>>2]|0;if(!d){k=167;break}}if((k|0)==167){u=l;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(g|0)){if((f[d+8>>2]|0)==(g|0)){j=d;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(h|0)){k=167;break}}d=f[d>>2]|0;if(!d){k=167;break}}if((k|0)==167){u=l;return}}while(0);h=j+12|0;i=f[a+8>>2]|0;e=f[i+232>>2]|0;i=f[i+248>>2]|0;if((f[a+168>>2]|0)>>>0>68){g=a+176|0;d=f[(a+176|0)>>2]|0}else{g=a+176|0;d=BQa(e)|0}f[(l+140|0)>>2]=f[j+16>>2];f[(l+136|0)>>2]=d;f[(l+144|0)>>2]=f[(l+140|0)>>2];f[(l+208|0)>>2]=f[(l+136|0)>>2];d=EQa(e,l+144|0,l+208|0)|0;d=f[d>>2]|0;e=1;if(e){e=0;if((f[h>>2]|0)==(f[g>>2]|0)){KUa(l+208|0,a,d);m=f[(l+208|0)>>2]|0;f[(l+208|0)>>2]=f[(l+144|0)>>2];f[(l+144|0)>>2]=m;m=f[((l+208|0)+4|0)>>2]|0;f[((l+208|0)+4|0)>>2]=f[((l+144|0)+4|0)>>2];f[((l+144|0)+4|0)>>2]=m;m=f[((l+208|0)+8|0)>>2]|0;f[((l+208|0)+8|0)>>2]=f[((l+144|0)+8|0)>>2];f[((l+144|0)+8|0)>>2]=m;m=f[((l+208|0)+12|0)>>2]|0;f[((l+208|0)+12|0)>>2]=f[((l+144|0)+12|0)>>2];f[((l+144|0)+12|0)>>2]=m;m=f[((l+208|0)+16|0)>>2]|0;f[((l+208|0)+16|0)>>2]=f[((l+144|0)+16|0)>>2];f[((l+144|0)+16|0)>>2]=m;m=f[((l+208|0)+20|0)>>2]|0;f[((l+208|0)+20|0)>>2]=f[((l+144|0)+20|0)>>2];f[((l+144|0)+20|0)>>2]=m;m=f[((l+208|0)+24|0)>>2]|0;f[((l+208|0)+24|0)>>2]=f[((l+144|0)+24|0)>>2];f[((l+144|0)+24|0)>>2]=m;m=f[((l+208|0)+28|0)>>2]|0;f[((l+208|0)+28|0)>>2]=f[((l+144|0)+28|0)>>2];f[((l+144|0)+28|0)>>2]=m;m=f[((l+208|0)+32|0)>>2]|0;f[((l+208|0)+32|0)>>2]=f[((l+144|0)+32|0)>>2];f[((l+144|0)+32|0)>>2]=m;m=f[((l+208|0)+36|0)>>2]|0;f[((l+208|0)+36|0)>>2]=f[((l+144|0)+36|0)>>2];f[((l+144|0)+36|0)>>2]=m;m=f[((l+208|0)+40|0)>>2]|0;f[((l+208|0)+40|0)>>2]=f[((l+144|0)+40|0)>>2];f[((l+144|0)+40|0)>>2]=m;m=f[((l+208|0)+44|0)>>2]|0;f[((l+208|0)+44|0)>>2]=f[((l+144|0)+44|0)>>2];f[((l+144|0)+44|0)>>2]=m;m=f[((l+208|0)+48|0)>>2]|0;f[((l+208|0)+48|0)>>2]=f[((l+144|0)+48|0)>>2];f[((l+144|0)+48|0)>>2]=m;m=f[((l+208|0)+52|0)>>2]|0;f[((l+208|0)+52|0)>>2]=f[((l+144|0)+52|0)>>2];f[((l+144|0)+52|0)>>2]=m;m=f[((l+208|0)+56|0)>>2]|0;f[((l+208|0)+56|0)>>2]=f[((l+144|0)+56|0)>>2];f[((l+144|0)+56|0)>>2]=m;f[(l+144|0)+60>>2]=f[(l+208|0)+60>>2]}else e=1}f[l+288>>2]=a;f[l+296>>2]=b;n[l+304>>2]=c;f[l+552>>2]=g;f[l+592>>2]=j;f[l+1288>>2]=h;f[l+1480>>2]=i;f[l+1672>>2]=d;f[l+1912>>2]=k;f[l+1920>>2]=e;f[l+1928>>2]=0;f[l+1932>>2]=0;HYa(l);G=f[l+1928>>2]|0;D=f[l+1932>>2]|0;H=+n[l+1932>>2];f[l+1928>>2]=0;f[l+1932>>2]=0;if((G|0)==5)return}function KUa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0;r=u;u=u+208|0;m=r+136|0;o=r+64|0;q=r;if(!(b[c+260>>0]|0)){n[a>>2]=1.0;k=a+4|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+20>>2]=1.0;k=a+24|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+40>>2]=1.0;k=a+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+60>>2]=1.0}else{f[a>>2]=f[c+196>>2];f[a+4>>2]=f[c+200>>2];f[a+8>>2]=f[c+204>>2];f[a+12>>2]=f[c+208>>2];f[a+16>>2]=f[c+212>>2];f[a+20>>2]=f[c+216>>2];f[a+24>>2]=f[c+220>>2];f[a+28>>2]=f[c+224>>2];f[a+32>>2]=f[c+228>>2];f[a+36>>2]=f[c+232>>2];f[a+40>>2]=f[c+236>>2];f[a+44>>2]=f[c+240>>2];f[a+48>>2]=f[c+244>>2];f[a+52>>2]=f[c+248>>2];f[a+56>>2]=f[c+252>>2];f[a+60>>2]=f[c+256>>2]}if(d|0){f[o>>2]=a;f[o+4>>2]=d;gma(m,o)|0;f[a>>2]=f[m>>2];f[a+4>>2]=f[m+4>>2];f[a+8>>2]=f[m+8>>2];f[a+12>>2]=f[m+12>>2];f[a+16>>2]=f[m+16>>2];f[a+20>>2]=f[m+20>>2];f[a+24>>2]=f[m+24>>2];f[a+28>>2]=f[m+28>>2];f[a+32>>2]=f[m+32>>2];f[a+36>>2]=f[m+36>>2];f[a+40>>2]=f[m+40>>2];f[a+44>>2]=f[m+44>>2];f[a+48>>2]=f[m+48>>2];f[a+52>>2]=f[m+52>>2];f[a+56>>2]=f[m+56>>2];f[a+60>>2]=f[m+60>>2]}l=+p[c+184>>3];j=f[c+176>>2]|0;i=f[c+356>>2]|0;a:do if(!i)e=1.0;else{h=i+-1|0;g=(h&i|0)==0;if(g)k=h&j;else if(j>>>0<i>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;d=f[(f[c+352>>2]|0)+(k<<2)>>2]|0;if(!d)e=1.0;else{d=f[d>>2]|0;if(!d)e=1.0;else{b:do if(g)while(1){i=f[d+4>>2]|0;c=(j|0)==(i|0);if(!(c|(i&h|0)==(k|0))){e=1.0;break a}if(c)if((f[d+8>>2]|0)==(j|0))break b;d=f[d>>2]|0;if(!d){e=1.0;break a}}else while(1){c=f[d+4>>2]|0;if((j|0)==(c|0)){if((f[d+8>>2]|0)==(j|0))break b}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(k|0)){e=1.0;break a}}d=f[d>>2]|0;if(!d){e=1.0;break a}}while(0);e=+p[d+16>>3];if(e==0.0)e=l}}}while(0);d=l==0.0|e==0.0;e=e/l;if(!((d?1.0:e)!=1.0)){u=r;return}l=d?1.0:e;k=q+4|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;k=q+24|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;k=q+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[q>>2]=l;n[q+20>>2]=l;n[q+40>>2]=l;n[q+60>>2]=1.0;f[o>>2]=a;f[o+4>>2]=q;gma(m,o)|0;f[a>>2]=f[m>>2];f[a+4>>2]=f[m+4>>2];f[a+8>>2]=f[m+8>>2];f[a+12>>2]=f[m+12>>2];f[a+16>>2]=f[m+16>>2];f[a+20>>2]=f[m+20>>2];f[a+24>>2]=f[m+24>>2];f[a+28>>2]=f[m+28>>2];f[a+32>>2]=f[m+32>>2];f[a+36>>2]=f[m+36>>2];f[a+40>>2]=f[m+40>>2];f[a+44>>2]=f[m+44>>2];f[a+48>>2]=f[m+48>>2];f[a+52>>2]=f[m+52>>2];f[a+56>>2]=f[m+56>>2];f[a+60>>2]=f[m+60>>2];u=r;return}function LUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function MUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function NUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function OUa(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0.0,r=0,s=0.0,t=0,v=0.0,w=0.0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0;g=u;u=u+16|0;h=g;p[h>>3]=1.0e-12;if(PUa(f,h)|0){u=g;return}l=+p[d>>3];O=+K(+l);j=+p[e>>3];E=+K(+j);S=+p[c>>3];n=c+8|0;i=+p[n>>3];h=c+16|0;Q=+p[h>>3];m=+L(+(S*S+(i*i+Q*Q)));S=E*(S/m);i=E*(i/m);m=E*(Q/m);Q=+p[b>>3];E=+p[a>>3]-Q;F=a+8|0;t=b+8|0;R=+p[t>>3];C=+p[F>>3]-R;x=a+16|0;r=b+16|0;s=+p[r>>3];A=+p[x>>3]-s;o=i*A-m*C;q=m*E-S*A;P=S*C-i*E;k=+L(+(o*o+(P*P+q*q)));o=Q+O*(o/k);q=R+O*(q/k);k=s+O*(P/k);S=Q+S;i=i+R;m=m+s;E=Q+E;C=R+C;A=s+A;P=+p[f>>3];O=+p[f+32>>3];N=+p[f+64>>3];J=+p[f+8>>3];I=+p[f+40>>3];H=+p[f+72>>3];D=+p[f+16>>3];B=+p[f+48>>3];z=+p[f+80>>3];M=+p[f+96>>3];w=Q*P+R*O+s*N+M;G=+p[f+104>>3];v=Q*J+R*I+s*H+G;y=+p[f+112>>3];s=Q*D+R*B+s*z+y;R=N*k+(P*o+O*q)+M-w;Q=J*o+q*I+k*H+G-v;k=o*D+q*B+k*z+y-s;q=S*P+i*O+m*N+M-w;o=S*J+i*I+m*H+G-v;m=S*D+i*B+m*z+y-s;i=+L(+(q*q+(o*o+m*m)));k=+L(+(R*R+(Q*Q+k*k)));p[a>>3]=w+(E*P+C*O+A*N+M-w);p[F>>3]=v+(E*J+C*I+A*H+G-v);p[x>>3]=s+(E*D+C*B+A*z+y-s);p[b>>3]=w;p[t>>3]=v;p[r>>3]=s;p[c>>3]=q/i;p[n>>3]=o/i;p[h>>3]=m/i;p[d>>3]=l<0.0?-k:k;p[e>>3]=j<0.0?-i:i;u=g;return}function PUa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;c=+p[b>>3];d=+p[a>>3];e=+K(+(d+-1.0));d=+K(+d);if(!(e<=(d>1.0?1.0:d)*c)){a=0;return a|0}if(!(+K(+(+p[a+8>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+16>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+24>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+32>>3]))<=c)){a=0;return a|0}e=+p[a+40>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+p[a+48>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+56>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+64>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+72>>3]))<=c)){a=0;return a|0}e=+p[a+80>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+p[a+88>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+96>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+104>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+112>>3]))<=c)){a=0;return a|0}e=+p[a+120>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}a=1;return a|0}function QUa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0;m=u;u=u+32|0;j=m+16|0;k=m+4|0;l=m;g=a+344|0;b=f[g>>2]|0;if(!b)if(!(f[a+384>>2]|0)){O_a(a,8);O_a(a,1);O_a(a,0);O_a(a,4);O_a(a,6);P_a(a);RUa(a);u=m;return}e=a+340|0;c=f[e>>2]|0;if(c){d=a+352|0;b=c;do{i=XUa(d,b+8|0)|0;p[i>>3]=0.0;b=f[b>>2]|0}while((b|0)!=0);b=f[g>>2]|0}if(b|0){b=f[e>>2]|0;if(b|0)do{i=b;b=f[b>>2]|0;sOb(i)}while((b|0)!=0);f[e>>2]=0;c=f[a+336>>2]|0;if(c|0){d=a+332|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}WUa(a);f[k>>2]=0;i=k+4|0;f[i>>2]=0;f[k+8>>2]=0;b=f[a+380>>2]|0;if(b|0){h=k+8|0;e=0;g=0;while(1){d=b;c=d+8|0;d=d+12|0;if(e>>>0<g>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];f[e+4>>2]=g;f[i>>2]=e+8}else YUa(k,c,d);b=f[b>>2]|0;if(!b)break;e=f[i>>2]|0;g=f[h>>2]|0}c=f[k>>2]|0;b=f[i>>2]|0;if((c|0)!=(b|0)){d=a+352|0;do{h=XUa(d,c+4|0)|0;n=+p[h>>3];f[l>>2]=f[c>>2];f[j>>2]=f[l>>2];JUa(a,j,n);c=c+8|0}while((c|0)!=(b|0));b=f[k>>2]|0}if(b|0){c=f[i>>2]|0;if((c|0)!=(b|0))f[i>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}O_a(a,8);O_a(a,1);O_a(a,0);O_a(a,4);O_a(a,6);P_a(a);RUa(a);u=m;return}function RUa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+96|0;x=y+64|0;t=y+32|0;w=y+8|0;r=y+4|0;s=y;h=y+60|0;m=y+56|0;n=y+52|0;o=y+48|0;p=y+44|0;v=a+8|0;j=f[v>>2]|0;switch(f[a+28>>2]|0){case 1:{h=a+52|0;i=a+56|0;if((f[h>>2]|0)!=(f[i>>2]|0)){e=f[j+232>>2]|0;c=f[j+248>>2]|0;f[x>>2]=1065353216;f[x+4>>2]=1065353216;f[x+8>>2]=1065353216;d=x+12|0;f[d>>2]=0;f[x+16>>2]=0;f[x+20>>2]=0;xEa(e,1,0,0,x);e=f[a+176>>2]|0;g=f[c+12>>2]|0;if(!g)x2a(c,e,x,d,0,1);else Th[f[(f[g>>2]|0)+184>>2]&127](g,e,x,d,0,1)}d=a+48|0;c=f[d>>2]|0;if(c|0)if(!(b[a+64>>0]|0)){oh[f[(f[c>>2]|0)+8>>2]&1023](c,h);c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[h>>2]|0;if(!c)c=a+60|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);c=a+60|0;f[c>>2]=0;f[i>>2]=0;f[h>>2]=0}f[h>>2]=0;f[i>>2]=0;f[c>>2]=0}SUa(j+200|0,f[a+172>>2]|0);q=a+100|0;c=f[q>>2]|0;p=a+104|0;j=f[p>>2]|0;if((c|0)!=(j|0)){k=w+4|0;l=w+8|0;m=w+12|0;n=w+16|0;o=w+20|0;do{i=(b[c+20>>0]|0)!=0;d=(b[c+21>>0]|0)!=0;e=(b[c+22>>0]|0)!=0;g=f[c+24>>2]|0;h=f[(f[v>>2]|0)+232>>2]|0;z=f[c+4>>2]|0;f[t>>2]=z;f[w>>2]=1065353216;f[k>>2]=1065353216;f[l>>2]=1065353216;f[m>>2]=0;f[n>>2]=0;f[o>>2]=0;if(!z)xEa(h,i,d,e,w);else AEa(h,f[c>>2]|0,t,i,d,e,w);f[r>>2]=g;f[x>>2]=f[r>>2];D1a(a,x,w);f[s>>2]=g;f[x>>2]=f[s>>2];h1a(a,x,16);c=c+28|0}while((c|0)!=(j|0));c=f[q>>2]|0}if(!c)c=a+108|0;else{d=f[p>>2]|0;if((d|0)!=(c|0)){do{e=d+-28|0;f[p>>2]=e;g=d+-20|0;h=f[g>>2]|0;i=d+-16|0;if((h|0)==(f[i>>2]|0)){d=f[e>>2]|0;if(!d)d=h;else{tOb(d);d=f[g>>2]|0}}else d=h;if(d|0){e=f[i>>2]|0;if((e|0)!=(d|0))f[i>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}d=f[p>>2]|0}while((d|0)!=(c|0));c=f[q>>2]|0}sOb(c);c=a+108|0;f[c>>2]=0;f[p>>2]=0;f[q>>2]=0}f[q>>2]=0;f[p>>2]=0;f[c>>2]=0;u=y;return}case 2:{l=f[j+232>>2]|0;g=a+136|0;d=a+144|0;c=f[d>>2]|0;if(c|0)do{z=c;Fh[f[(f[a>>2]|0)+116>>2]&255](a,f[z+8>>2]|0,f[z+12>>2]|0,f[z+16>>2]|0);c=f[c>>2]|0}while((c|0)!=0);e=a+148|0;if(f[e>>2]|0){c=f[d>>2]|0;if(c|0)do{z=c;c=f[c>>2]|0;sOb(z)}while((c|0)!=0);f[d>>2]=0;d=f[a+140>>2]|0;if(d|0){c=0;do{f[(f[g>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[e>>2]=0}c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);f[a+140>>2]=0;f[e>>2]=0;f[a+152>>2]=1065353216;f[a+144>>2]=0;g=a+68|0;d=a+76|0;c=f[d>>2]|0;if(c|0)do{z=c;TUa(a,l,z+12|0,f[z+8>>2]|0);c=f[c>>2]|0}while((c|0)!=0);e=a+80|0;if(f[e>>2]|0){c=f[d>>2]|0;if(c|0)do{z=c;c=f[c>>2]|0;sOb(z)}while((c|0)!=0);f[d>>2]=0;d=f[a+72>>2]|0;if(d|0){c=0;do{f[(f[g>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[e>>2]=0}c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);f[a+72>>2]=0;f[e>>2]=0;f[a+84>>2]=1065353216;f[a+76>>2]=0;e=a+88|0;c=f[e>>2]|0;g=a+92|0;d=f[g>>2]|0;if((c|0)!=(d|0)){do{f[h>>2]=f[c>>2];z=f[c+4>>2]|0;f[x>>2]=f[h>>2];h1a(a,x,z);c=c+8|0}while((c|0)!=(d|0));c=f[e>>2]|0}if(!c)c=a+96|0;else{d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);c=a+96|0;f[c>>2]=0;f[g>>2]=0;f[e>>2]=0}f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;j=a+156|0;c=f[j>>2]|0;k=a+160|0;g=f[k>>2]|0;if((c|0)!=(g|0)){h=t+4|0;i=t+8|0;do{d=c+4|0;if(xkb(l,f[d>>2]|0)|0){f[t>>2]=0;f[h>>2]=0;f[i>>2]=0;Ckb(l,f[d>>2]|0,f[c+8>>2]|0,t);f[m>>2]=f[c>>2];z=f[t>>2]|0;d=(f[h>>2]|0)-z>>3;f[x>>2]=f[m>>2];x1a(a,x,z,d);f[n>>2]=f[c>>2];f[x>>2]=f[n>>2];h1a(a,x,11);d=f[t>>2]|0;if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}c=c+12|0}while((c|0)!=(g|0));c=f[j>>2]|0}if(!c)c=a+164|0;else{d=f[k>>2]|0;if((d|0)!=(c|0))f[k>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=a+164|0;f[c>>2]=0;f[k>>2]=0;f[j>>2]=0}f[j>>2]=0;f[k>>2]=0;f[c>>2]=0;i=a+112|0;c=f[i>>2]|0;j=a+116|0;h=f[j>>2]|0;if((c|0)!=(h|0)){do{g=f[c>>2]|0;d=(GQa(f[(f[v>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;a:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break a}s=f[v>>2]|0;r=f[s+232>>2]|0;z=f[s+240>>2]|0;f[t>>2]=f[e+4>>2];f[x>>2]=f[t>>2];KQa(r,s,x)|0;Y8a(z)}while(0);f[w>>2]=g;f[x>>2]=f[w>>2];h1a(a,x,14);c=c+4|0}while((c|0)!=(h|0));c=f[i>>2]|0}if(!c)c=a+120|0;else{d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+120|0;f[c>>2]=0;f[j>>2]=0;f[i>>2]=0}f[i>>2]=0;f[j>>2]=0;f[c>>2]=0;e=a+124|0;c=f[e>>2]|0;g=a+128|0;d=f[g>>2]|0;if((c|0)!=(d|0)){do{f[o>>2]=f[c>>2];f[x>>2]=f[o>>2];h1a(a,x,17);c=c+4|0}while((c|0)!=(d|0));c=f[e>>2]|0}if(!c)c=a+132|0;else{d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+132|0;f[c>>2]=0;f[g>>2]=0;f[e>>2]=0}f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;h=a+32|0;c=f[h>>2]|0;i=a+36|0;e=f[i>>2]|0;if((c|0)!=(e|0)){g=a+44|0;do{d=f[c>>2]|0;if(b[g>>0]|0){b[g>>0]=0;y$a(a,1)}z=f[(f[a>>2]|0)+52>>2]|0;f[p>>2]=d;f[x>>2]=f[p>>2];oh[z&1023](a,x);c=c+4|0}while((c|0)!=(e|0));c=f[h>>2]|0}if(!c)c=a+40|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+40|0;f[c>>2]=0;f[i>>2]=0;f[h>>2]=0}f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;d=a+48|0;c=f[d>>2]|0;if(!c)e=a+52|0;else{e=a+52|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,e);c=f[d>>2]|0;f[d>>2]=0;if(c)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}c=a+52|0;d=f[c>>2]|0;h=a+56|0;if(!d)c=a+60|0;else{g=f[h>>2]|0;if((g|0)!=(d|0))f[h>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d);z=a+60|0;f[z>>2]=0;f[h>>2]=0;f[c>>2]=0;c=z}f[e>>2]=0;f[h>>2]=0;f[c>>2]=0;c=a+44|0;if(!(b[c>>0]|0)){u=y;return}b[c>>0]=0;y$a(a,0);u=y;return}default:{u=y;return}}}function SUa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){f[h>>2]=c;oh[f[(f[e>>2]|0)+24>>2]&1023](e,h);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function TUa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;e=l+32|0;g=l+24|0;h=l+16|0;i=l+8|0;j=l;switch(d|0){case 0:{CRa(j,b,c);b=(f[j>>2]|0)!=0;e=f[j+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 2:{if(UUa(b,c)|0){u=l;return}break}case 4:{vRa(e,b,c);b=(f[e>>2]|0)!=0;e=f[e+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 6:{if(VUa(b,c)|0){u=l;return}break}case 8:{DRa(g,b,c);b=(f[g>>2]|0)!=0;e=f[g+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 7:{zRa(h,b,c);b=(f[h>>2]|0)!=0;e=f[h+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 1:{sRa(i,b,c);b=(f[i>>2]|0)!=0;e=f[i+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}default:{}}if((k|0)==14)if(b){u=l;return}d=MMa(d)|0;k=(B_a(a,c,d)|0)<<24>>24==2;m1a(a,c,d,k?1:2);u=l;return}function UUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];a=mSa(a,g)|0;if(!a){g=0;u=h;return g|0}g=f[b+4>>2]|0;d=f[a+24>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+20>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(g|0)==(d|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((g|0)==(b|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);g=(a|0)!=0;u=h;return g|0}function VUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];a=mSa(a,g)|0;if(!a){g=0;u=h;return g|0}g=f[b+4>>2]|0;d=f[a+64>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+60>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(g|0)==(d|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((g|0)==(b|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);g=(a|0)!=0;u=h;return g|0}function WUa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=f[(f[a+8>>2]|0)+248>>2]|0;c=a+276|0;b=f[c>>2]|0;e=a+280|0;d=f[e>>2]|0;if((b|0)!=(d|0)){do{Oh[f[(f[h>>2]|0)+20>>2]&3](h,f[b>>2]|0,b+8|0,b+32|0,b+56|0,+p[b+80>>3],+p[b+88>>3],f[b+96>>2]|0);b=b+104|0}while((b|0)!=(d|0));b=f[c>>2]|0;c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~(((c+-104-b|0)>>>0)/104|0)*104|0)}c=a+288|0;b=f[c>>2]|0;g=a+292|0;d=f[g>>2]|0;if((b|0)!=(d|0)){do{e=f[b>>2]|0;kh[f[(f[h>>2]|0)+24>>2]&3](h,+n[b+12>>2],+n[b+16>>2],+n[b+20>>2],e,(f[b+4>>2]|0)-e>>2,f[b+24>>2]|0);b=b+28|0}while((b|0)!=(d|0));e=f[c>>2]|0;b=f[g>>2]|0;if((b|0)!=(e|0))do{c=b+-28|0;f[g>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-24|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);b=f[g>>2]|0}}while((b|0)!=(e|0))}d=a+300|0;b=f[d>>2]|0;e=a+304|0;c=f[e>>2]|0;if((b|0)==(c|0))return;do{Lh[f[(f[h>>2]|0)+28>>2]&255](h,f[b>>2]|0,b+4|0,b+16|0,f[b+28>>2]|0);b=b+32|0}while((b|0)!=(c|0));b=f[d>>2]|0;c=f[e>>2]|0;if((c|0)==(b|0))return;f[e>>2]=c+(~((c+-32-b|0)>>>5)<<5);return}function XUa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}}while(0);h=pOb(24)|0;f[h+8>>2]=m;p[h+16>>3]=0.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;ZUa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+16|0;return a|0}function YUa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function ZUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_Ua(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_Ua(a,b);return}function _Ua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $Ua(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=38324;b=f[a+408>>2]|0;if((a+392|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[a+380>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0){e=c+24|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-40-d|0)>>>0)/40|0)*40|0);sOb(d)}sOb(c)}while((b|0)!=0);j=a+372|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+360>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+352|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+340>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+332|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+320>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+312|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+300>>2]|0;if(b|0){c=a+304|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}g=a+288|0;b=f[g>>2]|0;if(b|0){h=a+292|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-24|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}b=f[a+276>>2]|0;if(b|0){c=a+280|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-104-b|0)>>>0)/104|0)*104|0);sOb(b)}h=a+264|0;b=f[h>>2]|0;if(b|0){g=a+268|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}b=f[a+156>>2]|0;if(b|0){c=a+160|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+144>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+136|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+124>>2]|0;if(b|0){c=a+128|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}i=a+100|0;b=f[i>>2]|0;if(b|0){j=a+104|0;c=f[j>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[j>>2]=d;e=c+-20|0;g=f[e>>2]|0;h=c+-16|0;do if((g|0)==(f[h>>2]|0)){c=f[d>>2]|0;if(!c){c=g;break}tOb(c);c=f[e>>2]|0}else c=g;while(0);if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[j>>2]|0}while((c|0)!=(b|0));b=f[i>>2]|0}sOb(b)}b=f[a+88>>2]|0;if(b|0){c=a+92|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+76>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+68|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}j=a+48|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}e=a+16|0;b=f[e>>2]|0;if(!b){pYa(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{j=c+-4|0;f[g>>2]=j;d=f[j>>2]|0;f[j>>2]=0;if(d|0){nWa((f[d+4>>2]|0)+44|0,d+72|0);j=d+8|0;c=f[j>>2]|0;f[j>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(d)}c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);pYa(a);return}function aVa(a){a=a|0;$Ua(a);sOb(a);return}function bVa(a){a=a|0;var b=0,c=0;c=a+48|0;b=f[c>>2]|0;if(b|0){oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);b=f[c>>2]|0;f[c>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}rYa(a);return}function cVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=a+56|0;d=f[c>>2]|0;if((d|0)==(f[a+60>>2]|0)){mWa(a+52|0,b);sYa(a,b);return}else{g=b;e=f[g+4>>2]|0;f[d>>2]=f[g>>2];f[d+4>>2]=e;f[c>>2]=(f[c>>2]|0)+8;sYa(a,b);return}}function dVa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+96|0;B=C+48|0;r=C+40|0;s=C+32|0;t=C+4|0;v=C;tYa(a,c,d);z=a+332|0;A=a+344|0;if(!(f[A>>2]|0)){u=C;return}q=eWa(z,c)|0;if(!q){u=C;return}w=a+336|0;l=f[w>>2]|0;e=f[q+4>>2]|0;m=l+-1|0;o=(m&l|0)==0;if(o)e=m&e;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;j=(f[z>>2]|0)+(e<<2)|0;p=f[j>>2]|0;while(1){g=f[p>>2]|0;if((g|0)==(q|0))break;else p=g}x=a+340|0;if((p|0)==(x|0))y=16;else{g=f[p+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0))k=q;else y=16}do if((y|0)==16){g=f[q>>2]|0;if(g|0){g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0)){k=q;break}}f[j>>2]=0;k=q}while(0);g=f[k>>2]|0;j=g;if(!g)e=j;else{g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0))e=j;else{f[(f[z>>2]|0)+(g<<2)>>2]=p;e=f[q>>2]|0}}f[p>>2]=e;f[k>>2]=0;f[A>>2]=(f[A>>2]|0)+-1;sOb(q);if(d<<24>>24){f[r>>2]=f[c>>2];f[B>>2]=f[r>>2];fWa(a,B,0);u=C;return}g=c+4|0;do if((f[g>>2]|0)==1){DRa(s,f[(f[a+8>>2]|0)+232>>2]|0,c);vnb(B,(f[s>>2]|0)+8|0);e=f[s+4>>2]|0;if(e|0)iOb(e);d=t+4|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;e=t+20|0;f[e>>2]=0;if(!(Mnb(B,t)|0)){if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);e=B+12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);break}m=f[c>>2]|0;l=f[e>>2]|0;q=l+-1640531527+(m<<6)+(m>>>2)^m;o=f[w>>2]|0;p=(o|0)==0;a:do if(p){e=0;y=55}else{k=o+-1|0;j=(k&o|0)==0;if(j)e=q&k;else if(q>>>0<o>>>0)e=q;else e=(q>>>0)%(o>>>0)|0;g=f[(f[z>>2]|0)+(e<<2)>>2]|0;if(!g)y=55;else{g=f[g>>2]|0;if(!g)y=55;else{if(j)while(1){v=f[g+4>>2]|0;if(!((v|0)==(q|0)|(v&k|0)==(e|0))){y=55;break a}if((f[g+8>>2]|0)==(m|0))if((f[g+12>>2]|0)==(l|0))break a;g=f[g>>2]|0;if(!g){y=55;break a}}while(1){j=f[g+4>>2]|0;if((j|0)!=(q|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0)){y=55;break a}}if((f[g+8>>2]|0)==(m|0))if((f[g+12>>2]|0)==(l|0))break a;g=f[g>>2]|0;if(!g){y=55;break}}}}}while(0);if((y|0)==55){k=pOb(16)|0;v=k+8|0;f[v>>2]=m;f[v+4>>2]=l;f[k+4>>2]=q;f[k>>2]=0;i=+(((f[A>>2]|0)+1|0)>>>0);h=+n[a+348>>2];do if(p|h*+(o>>>0)<i){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(i/h))>>>0;IUa(z,e>>>0<g>>>0?g:e);e=f[w>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&q;break}if(q>>>0<e>>>0){j=e;e=q}else{j=e;e=(q>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[z>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[x>>2];f[x>>2]=k;f[g>>2]=x;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;if(!(g&j))e=e&g;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;e=(f[z>>2]|0)+(e<<2)|0;y=68}}else{f[k>>2]=f[e>>2];y=68}if((y|0)==68)f[e>>2]=k;f[A>>2]=(f[A>>2]|0)+1}if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);e=B+12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);u=C;return}while(0);f[v>>2]=f[c>>2];f[B>>2]=f[v>>2];fWa(a,B,g);u=C;return}function eVa(a){a=a|0;return 1}function fVa(a){a=a|0;return}function gVa(a){a=a|0;return 1}function hVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function iVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=u;u=u+16|0;c=e+4|0;d=e;if((f[a+28>>2]|0)==2){f[d>>2]=f[b>>2];f[c>>2]=f[d>>2];h1a(a,c,17);u=e;return}d=a+128|0;c=f[d>>2]|0;if((c|0)==(f[a+132>>2]|0)){dWa(a+124|0,b);u=e;return}else{f[c>>2]=f[b>>2];f[d>>2]=c+4;u=e;return}}function jVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;return}function kVa(a){a=a|0;var c=0;c=a+44|0;b[c>>0]=1;if((f[a+28>>2]|0)!=2)return;b[c>>0]=0;y$a(a,0);return}function lVa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;d=k+4|0;e=k;do if((f[a+28>>2]|0)==2){j=f[(f[a+8>>2]|0)+244>>2]|0;f[e>>2]=f[c>>2];f[d>>2]=f[e>>2];h1a(j,d,18)}else{d=a+36|0;e=f[d>>2]|0;if((e|0)==(f[a+40>>2]|0)){dWa(a+32|0,c);break}else{f[e>>2]=f[c>>2];f[d>>2]=e+4;break}}while(0);f[a+176>>2]=-1;b[a+180>>0]=0;g=f[a+264>>2]|0;h=a+268|0;d=f[h>>2]|0;if((d|0)!=(g|0))do{e=d+-20|0;f[h>>2]=e;c=f[e>>2]|0;if(!c)d=e;else{d=d+-16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);d=f[h>>2]|0}}while((d|0)!=(g|0));d=f[a+276>>2]|0;e=a+280|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~(((c+-104-d|0)>>>0)/104|0)*104|0);g=f[a+288>>2]|0;h=a+292|0;d=f[h>>2]|0;if((d|0)!=(g|0))do{e=d+-28|0;f[h>>2]=e;c=f[e>>2]|0;if(!c)d=e;else{d=d+-24|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);d=f[h>>2]|0}}while((d|0)!=(g|0));d=f[a+300>>2]|0;e=a+304|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~((c+-32-d|0)>>>5)<<5);g=a+324|0;if(f[g>>2]|0){e=a+320|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+316>>2]|0;if(e|0){c=a+312|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}g=a+344|0;if(f[g>>2]|0){e=a+340|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+336>>2]|0;if(e|0){c=a+332|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}g=a+364|0;if(f[g>>2]|0){e=a+360|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+356>>2]|0;if(e|0){c=a+352|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}j=a+384|0;if(!(f[j>>2]|0)){u=k;return}i=a+380|0;d=f[i>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;c=f[e+20>>2]|0;if(c|0){g=e+24|0;h=f[g>>2]|0;if((h|0)!=(c|0))f[g>>2]=h+(~(((h+-40-c|0)>>>0)/40|0)*40|0);sOb(c)}sOb(e)}while((d|0)!=0);f[i>>2]=0;c=f[a+376>>2]|0;if(c|0){e=a+372|0;d=0;do{f[(f[e>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0))}f[j>>2]=0;u=k;return}function mVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function nVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function oVa(a,b){a=a|0;b=b|0;return}function pVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function qVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function rVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function sVa(a){a=a|0;return}function tVa(a,b){a=a|0;b=+b;return}function uVa(a,b){a=a|0;b=b|0;return}function vVa(a,b){a=a|0;b=+b;return}function wVa(a,b){a=a|0;b=b|0;return}function xVa(a,b){a=a|0;b=b|0;return}function yVa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;g=u;u=u+16|0;d=g+4|0;c=g;f[c>>2]=f[b>>2];f[d>>2]=f[c>>2];h1a(a,d,12);u=g;return}function zVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;j=n+16|0;k=n+4|0;l=n;g=n+12|0;i=n+8|0;m=a+8|0;d=(GQa(f[(f[m>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;a:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break a}h=f[e+4>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;g=d+(c<<2)|0;if(c|0){e=0;do{c=(f[d>>2]|0)==(h|0);e=e|c;d=d+4|0}while(!(c|(d|0)==(g|0)));if(e){if((f[a+28>>2]|0)!=2){d=a+116|0;e=f[d>>2]|0;if((e|0)==(f[a+120>>2]|0)){dWa(a+112|0,b);u=n;return}else{f[e>>2]=f[b>>2];f[d>>2]=e+4;u=n;return}}g=f[b>>2]|0;d=(GQa(f[(f[m>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;b:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break b}b=f[m>>2]|0;i=f[b+232>>2]|0;m=f[b+240>>2]|0;f[k>>2]=f[e+4>>2];f[j>>2]=f[k>>2];KQa(i,b,j)|0;Y8a(m)}while(0);f[l>>2]=g;f[j>>2]=f[l>>2];h1a(a,j,14);u=n;return}}f[i>>2]=f[b>>2];f[j>>2]=f[i>>2];h1a(a,j,14);u=n;return}while(0);f[g>>2]=f[b>>2];f[j>>2]=f[g>>2];h1a(a,j,14);u=n;return}function AVa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;j=s+36|0;k=s+32|0;l=s+8|0;m=s+4|0;n=s;o=e&1;p=g&1;q=h&1;if((f[a+28>>2]|0)>=1){c=f[c>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;r=f[d+4>>2]|0;f[k>>2]=r;f[l>>2]=1065353216;f[l+4>>2]=1065353216;f[l+8>>2]=1065353216;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;if(!r)xEa(i,e,g,h,l);else AEa(i,f[d>>2]|0,k,e,g,h,l);f[m>>2]=c;f[j>>2]=f[m>>2];D1a(a,j,l);f[n>>2]=c;f[j>>2]=f[n>>2];h1a(a,j,16);u=s;return}n=a+100|0;g=f[c>>2]|0;m=a+104|0;c=f[m>>2]|0;l=a+108|0;i=f[l>>2]|0;if(c>>>0<i>>>0){f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];a=c+8|0;r=d+8|0;f[a>>2]=0;n=c+12|0;f[n>>2]=0;f[c+16>>2]=0;f[a>>2]=f[r>>2];a=d+12|0;f[n>>2]=f[a>>2];n=d+16|0;f[c+16>>2]=f[n>>2];f[n>>2]=0;f[a>>2]=0;f[r>>2]=0;f[d>>2]=0;b[c+20>>0]=o;b[c+21>>0]=p;b[c+22>>0]=q;f[c+24>>2]=g;f[m>>2]=(f[m>>2]|0)+28;u=s;return}j=f[n>>2]|0;e=(c-j|0)/28|0;c=e+1|0;if(c>>>0>153391689)AMb(n);a=(i-j|0)/28|0;i=a<<1;i=a>>>0<76695844?(i>>>0<c>>>0?c:i):153391689;do if(!i)r=0;else if(i>>>0>153391689)vd();else{r=pOb(i*28|0)|0;break}while(0);j=r+(e*28|0)|0;c=j;h=r+(i*28|0)|0;f[j>>2]=f[d>>2];f[r+(e*28|0)+4>>2]=f[d+4>>2];i=d+8|0;f[r+(e*28|0)+16>>2]=0;f[r+(e*28|0)+8>>2]=f[i>>2];a=d+12|0;f[r+(e*28|0)+12>>2]=f[a>>2];k=d+16|0;f[r+(e*28|0)+16>>2]=f[k>>2];f[k>>2]=0;f[a>>2]=0;f[i>>2]=0;f[d>>2]=0;b[r+(e*28|0)+20>>0]=o;b[r+(e*28|0)+21>>0]=p;b[r+(e*28|0)+22>>0]=q;f[r+(e*28|0)+24>>2]=g;g=j+28|0;e=f[n>>2]|0;i=f[m>>2]|0;if((i|0)==(e|0)){k=e;i=e}else{do{d=i;i=i+-28|0;f[j+-28>>2]=f[i>>2];f[j+-24>>2]=f[d+-24>>2];q=j+-20|0;r=d+-20|0;f[q>>2]=0;p=j+-16|0;f[p>>2]=0;f[j+-12>>2]=0;f[q>>2]=f[r>>2];q=d+-16|0;f[p>>2]=f[q>>2];p=d+-12|0;f[j+-12>>2]=f[p>>2];f[p>>2]=0;f[q>>2]=0;f[r>>2]=0;f[i>>2]=0;b[j+-8>>0]=b[d+-8>>0]|0;b[j+-7>>0]=b[d+-7>>0]|0;b[j+-6>>0]=b[d+-6>>0]|0;f[j+-4>>2]=f[d+-4>>2];j=c+-28|0;c=j}while((i|0)!=(e|0));k=f[n>>2]|0;i=f[m>>2]|0}f[n>>2]=c;f[m>>2]=g;f[l>>2]=h;h=k;if((i|0)!=(h|0)){e=i;do{i=e+-20|0;c=f[i>>2]|0;g=e+-16|0;e=e+-28|0;if((c|0)==(f[g>>2]|0)){j=f[e>>2]|0;if(j){tOb(j);c=f[i>>2]|0}}if(c|0){i=f[g>>2]|0;if((i|0)!=(c|0))f[g>>2]=i+(~((i+-8-c|0)>>>3)<<3);sOb(c)}}while((e|0)!=(h|0))}if(!k){u=s;return}sOb(k);u=s;return}function BVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;g=t+8|0;h=t+4|0;i=t;if((f[a+28>>2]|0)>=2){e=f[a+408>>2]|0;if(!e){ZVa(a,b,c,d);u=t;return}else{f[g>>2]=b;f[h>>2]=c;f[i>>2]=d;Fh[f[(f[e>>2]|0)+24>>2]&255](e,g,h,i);u=t;return}}r=a+136|0;q=c+-1640531527+(b<<6)+(b>>>2)^b;q=d+-1640531527+(q<<6)+(q>>>2)^q;l=a+140|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o)e=0;else{i=m+-1|0;h=(i&m|0)==0;if(h)e=i&q;else if(q>>>0<m>>>0)e=q;else e=(q>>>0)%(m>>>0)|0;g=f[(f[r>>2]|0)+(e<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){if(h){while(1){p=f[g+4>>2]|0;if(!((p|0)==(q|0)|(p&i|0)==(e|0)))break a;if((f[g+8>>2]|0)==(b|0))if((f[g+12>>2]|0)==(c|0))if((f[g+16>>2]|0)==(d|0))break;g=f[g>>2]|0;if(!g)break a}u=t;return}while(1){h=f[g+4>>2]|0;if((h|0)!=(q|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(e|0))break a}if((f[g+8>>2]|0)==(b|0))if((f[g+12>>2]|0)==(c|0))if((f[g+16>>2]|0)==(d|0))break;g=f[g>>2]|0;if(!g)break a}u=t;return}}}while(0);p=pOb(20)|0;f[p+8>>2]=b;f[p+12>>2]=c;f[p+16>>2]=d;f[p+4>>2]=q;f[p>>2]=0;i=a+148|0;j=+(((f[i>>2]|0)+1|0)>>>0);k=+n[a+152>>2];do if(o|k*+(m>>>0)<j){e=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;g=~~+W(+(j/k))>>>0;YVa(r,e>>>0<g>>>0?g:e);e=f[l>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&q;break}if(q>>>0<e>>>0){h=e;e=q}else{h=e;e=(q>>>0)%(e>>>0)|0}}else h=m;while(0);g=(f[r>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=a+144|0;f[p>>2]=f[e>>2];f[e>>2]=p;f[g>>2]=e;e=f[p>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[r>>2]|0)+(e<<2)|0;s=36}}else{f[p>>2]=f[e>>2];s=36}if((s|0)==36)f[e>>2]=p;f[i>>2]=(f[i>>2]|0)+1;u=t;return}function CVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i+4|0;h=i;if((f[a+28>>2]|0)!=2){u=i;return}b=f[b>>2]|0;d=f[c>>2]|0;e=f[c+4>>2]|0;if((d|0)!=(e|0))do{j=MMa(3)|0;c=(B_a(a,d,j)|0)<<24>>24==2;m1a(a,d,j,c?1:2);d=d+8|0}while((d|0)!=(e|0));f[h>>2]=b;f[g>>2]=f[h>>2];h1a(a,g,3);u=i;return}function DVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+4|0;h=z;if((f[a+28>>2]|0)==2){g=f[b>>2]|0;e=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;if((d|0)!=(c|0))do{if(!(UUa(e,d)|0)){x=MMa(2)|0;b=(B_a(a,d,x)|0)<<24>>24==2;m1a(a,d,x,b?1:2)}d=d+8|0}while((d|0)!=(c|0));f[h>>2]=g;f[y>>2]=f[h>>2];h1a(a,y,2);u=z;return}f[y>>2]=2;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{l=p;k=f[l>>2]|0;l=f[l+4>>2]|0;m=k+-1640531399|0;o=m^2;o=l+-1640531527+(m>>>2)+(o<<6)^o;m=(d|0)==0;a:do if(m){c=0;x=34}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=34;else{e=f[e>>2]|0;if(!e)x=34;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=34;break a}if((f[e+8>>2]|0)==2)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){x=34;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=34;break a}}if((f[e+8>>2]|0)==2)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){x=34;break}}}}}while(0);if((x|0)==34){x=0;g=pOb(20)|0;f[g+8>>2]=2;h=g+12|0;f[h>>2]=k;f[h+4>>2]=l;f[g+4>>2]=o;f[g>>2]=0;i=+(((f[t>>2]|0)+1|0)>>>0);j=+n[v>>2];do if(m|j*+(d>>>0)<i){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;m=~~+W(+(i/j))>>>0;c=c>>>0<m>>>0?m:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=58}}else{f[g>>2]=f[c>>2];x=58}if((x|0)==58){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=2;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function EVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{CRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(0)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,0);u=z;return}f[y>>2]=0;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531527|0;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if(!(f[e+8>>2]|0))if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if(!(f[e+8>>2]|0))if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=0;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=0;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function FVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{vRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(4)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,4);u=z;return}f[y>>2]=4;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531270^4;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==4)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==4)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=4;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=4;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function GVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+4|0;h=z;if((f[a+28>>2]|0)==2){g=f[b>>2]|0;e=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;if((d|0)!=(c|0))do{if(!(VUa(e,d)|0)){x=MMa(6)|0;b=(B_a(a,d,x)|0)<<24>>24==2;m1a(a,d,x,b?1:2)}d=d+8|0}while((d|0)!=(c|0));f[h>>2]=g;f[y>>2]=f[h>>2];h1a(a,y,6);u=z;return}f[y>>2]=6;d=f[c>>2]|0;r=f[c+4>>2]|0;if((d|0)!=(r|0)){s=a+68|0;t=a+72|0;v=a+80|0;w=a+84|0;x=a+76|0;p=d;d=f[t>>2]|0;do{l=p;k=f[l>>2]|0;l=f[l+4>>2]|0;o=k+-1640531142^6;o=l+-1640531527+(o<<6)+(o>>>2)^o;m=(d|0)==0;a:do if(m){c=0;q=34}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[s>>2]|0)+(c<<2)>>2]|0;if(!e)q=34;else{e=f[e>>2]|0;if(!e)q=34;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){q=34;break a}if((f[e+8>>2]|0)==6)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){q=34;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){q=34;break a}}if((f[e+8>>2]|0)==6)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){q=34;break}}}}}while(0);if((q|0)==34){q=0;g=pOb(20)|0;f[g+8>>2]=6;h=g+12|0;f[h>>2]=k;f[h+4>>2]=l;f[g+4>>2]=o;f[g>>2]=0;i=+(((f[v>>2]|0)+1|0)>>>0);j=+n[w>>2];do if(m|j*+(d>>>0)<i){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;m=~~+W(+(i/j))>>>0;c=c>>>0<m>>>0?m:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[t>>2]|0}if(c>>>0>d>>>0)XVa(s,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[v>>2]|0)>>>0)/+n[w>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(s,c)}c=f[t>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[s>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[x>>2];f[x>>2]=g;f[e>>2]=x;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[s>>2]|0)+(c<<2)|0;q=58}}else{f[g>>2]=f[c>>2];q=58}if((q|0)==58){q=0;f[c>>2]=g}f[v>>2]=(f[v>>2]|0)+1}p=p+8|0}while((p|0)!=(r|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=6;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function HVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{DRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(8)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,8);u=z;return}f[y>>2]=8;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531013^8;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==8)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==8)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=8;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=8;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function IVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{zRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(7)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,7);u=z;return}f[y>>2]=7;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531078^7;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==7)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==7)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=7;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=7;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function JVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{sRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(1)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,1);u=z;return}f[y>>2]=1;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;k=i+-1640531463|0;o=k^1;o=j+-1640531527+(k>>>2)+(o<<6)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==1)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==1)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=1;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=1;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function KVa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];h1a(a,g,13);u=h;return}function LVa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=u;u=u+16|0;e=g+4|0;d=g;f[d>>2]=f[b>>2];f[e>>2]=f[d>>2];h1a(a,e,13);u=g;return}function MVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;e=u;u=u+16|0;d=e+4|0;c=e;f[c>>2]=f[b>>2];f[d>>2]=f[c>>2];h1a(a,d,13);u=e;return}function NVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];h1a(a,d,15);u=c;return}function OVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+8|0;e=i+4|0;g=i;if((f[a+28>>2]|0)==2){d=f[b>>2]|0;f[e>>2]=d;f[h>>2]=f[e>>2];x1a(a,h,0,0);f[g>>2]=d;f[h>>2]=f[g>>2];h1a(a,h,11);u=i;return}f[h>>2]=f[b>>2];f[h+4>>2]=c;f[h+8>>2]=d;b=a+160|0;c=f[b>>2]|0;if(c>>>0<(f[a+164>>2]|0)>>>0){f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[b>>2]=(f[b>>2]|0)+12}else VVa(a+156|0,h);u=i;return}function PVa(a,c,d){a=a|0;c=c|0;d=d|0;b[a+192>>0]=d;return}function QVa(a){a=a|0;return}function RVa(a,b){a=a|0;b=b|0;return}function SVa(a,b){a=a|0;b=b|0;return}function TVa(a,b){a=a|0;b=b|0;return}function UVa(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[b>>2]|0;g=f[a+356>>2]|0;if(!g){c=0.0;return +c}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[a+352>>2]|0)+(h<<2)>>2]|0;if(!b){c=0.0;return +c}b=f[b>>2]|0;if(!b){c=0.0;return +c}a:do if(d){while(1){g=f[b+4>>2]|0;a=(i|0)==(g|0);if(!(a|(g&e|0)==(h|0))){c=0.0;b=20;break}if(a)if((f[b+8>>2]|0)==(i|0)){j=b;break a}b=f[b>>2]|0;if(!b){c=0.0;b=20;break}}if((b|0)==20)return +c}else{while(1){a=f[b+4>>2]|0;if((i|0)==(a|0)){if((f[b+8>>2]|0)==(i|0)){j=b;break a}}else{if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;if((a|0)!=(h|0)){c=0.0;b=20;break}}b=f[b>>2]|0;if(!b){c=0.0;b=20;break}}if((b|0)==20)return +c}while(0);c=+p[j+16>>3];return +c}function VVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function WVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function XVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function YVa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cWa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cWa(a,b);return}function ZVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+64|0;x=G+44|0;B=G+48|0;E=G+28|0;e=G+40|0;C=G+8|0;z=G+4|0;A=G;D=(c&2|0)!=0;y=f[(f[a+8>>2]|0)+232>>2]|0;f[E>>2]=0;F=E+4|0;f[F>>2]=0;f[E+8>>2]=0;do if(!(c&1)){r=C+16|0;f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;f[C+12>>2]=0;n[r>>2]=1.0;e=(HQa(y,d)|0)+8|0;e=f[e>>2]|0;a:do if(e|0){s=C+4|0;t=C+12|0;v=C+8|0;w=E+8|0;k=0;b:while(1){p=f[(f[e+8>>2]|0)+8>>2]|0;f[z>>2]=p;o=(k|0)==0;c:do if(o){g=0;q=46}else{j=k+-1|0;i=(j&k|0)==0;if(i)g=j&p;else if(p>>>0<k>>>0)g=p;else g=(p>>>0)%(k>>>0)|0;h=f[(f[C>>2]|0)+(g<<2)>>2]|0;if(!h)q=46;else{if(i)while(1){h=f[h>>2]|0;if(!h){q=46;break c}i=f[h+4>>2]|0;if(!((i|0)==(p|0)|(i&j|0)==(g|0))){q=46;break c}if((f[h+8>>2]|0)==(p|0))break c}do{h=f[h>>2]|0;if(!h){q=46;break c}i=f[h+4>>2]|0;if((i|0)!=(p|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(g|0)){q=46;break c}}}while((f[h+8>>2]|0)!=(p|0))}}while(0);d:do if((q|0)==46){q=0;j=pOb(12)|0;f[j+8>>2]=p;f[j+4>>2]=p;f[j>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[r>>2];do if(o|m*+(k>>>0)<l){g=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;h=~~+W(+(l/m))>>>0;HUa(C,g>>>0<h>>>0?h:g);g=f[s>>2]|0;h=g+-1|0;if(!(h&g)){i=g;g=h&p;break}if(p>>>0<g>>>0){i=g;g=p}else{i=g;g=(p>>>0)%(g>>>0)|0}}else i=k;while(0);h=(f[C>>2]|0)+(g<<2)|0;g=f[h>>2]|0;if(!g){f[j>>2]=f[v>>2];f[v>>2]=j;f[h>>2]=v;g=f[j>>2]|0;if(g|0){g=f[g+4>>2]|0;h=i+-1|0;if(!(h&i))g=g&h;else if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;g=(f[C>>2]|0)+(g<<2)|0;q=59}}else{f[j>>2]=f[g>>2];q=59}if((q|0)==59){q=0;f[g>>2]=j}p=(f[t>>2]|0)+1|0;f[t>>2]=p;if(p>>>0>1){f[x>>2]=-1;g=f[F>>2]|0;if(g>>>0<(f[w>>2]|0)>>>0){f[g>>2]=-1;f[F>>2]=g+4}else bWa(E,x)}g=f[F>>2]|0;if((g|0)==(f[w>>2]|0))_Va(E,z);else{f[g>>2]=f[z>>2];f[F>>2]=g+4}f[A>>2]=f[z>>2];f[x>>2]=f[A>>2];j=mSa(y,x)|0;switch(b|0){case 1:break;case 5:{$Va(B,j,E);break d}default:break d}h=f[j+272>>2]|0;k=f[E>>2]|0;i=(f[w>>2]|0)-k>>2;g=i>>>0>4?i:4;e:do if(g>>>0<h>>>0)do{if(g>>>0>2147483646){g=h;break e}g=g<<1}while(g>>>0<h>>>0);while(0);if(i>>>0<g>>>0){if(g>>>0>1073741823)break b;h=(f[F>>2]|0)-k|0;i=pOb(g<<2)|0;if((h|0)>0)bQb(i|0,k|0,h|0)|0;f[E>>2]=i;f[F>>2]=i+(h>>2<<2);f[w>>2]=i+(g<<2);if(k|0)sOb(k)}g=f[j+268>>2]|0;if(g|0)do{h=g+8|0;i=f[F>>2]|0;if((i|0)==(f[w>>2]|0))_Va(E,h);else{f[i>>2]=f[h>>2];f[F>>2]=i+4}g=f[g>>2]|0}while((g|0)!=0)}while(0);e=f[e>>2]|0;if(!e)break a;k=f[s>>2]|0}vd()}while(0);if(D){e=f[C+12>>2]|0;if(!e){g=E;i=0}else{g=E;i=(X(e,-2)|0|1)+((f[F>>2]|0)-(f[E>>2]|0)>>2)|0}B=f[F>>2]|0;D=f[g>>2]|0;g=B;e=D;switch(B-D>>2|0){case 0:{aWa(E,1);e=f[E>>2]|0;break}case 1:break;default:{h=e+4|0;if((h|0)!=(g|0))f[F>>2]=g+(~((g+-4-h|0)>>>2)<<2)}}f[e>>2]=i}e=f[C+8>>2]|0;if(e|0)do{D=e;e=f[e>>2]|0;sOb(D)}while((e|0)!=0);e=f[C>>2]|0;f[C>>2]=0;if(e|0)sOb(e);q=100}else{f[e>>2]=d;f[x>>2]=f[e>>2];j=mSa(y,x)|0;if(!j){w1a(a,b,c,d,0,0,0);break}switch(b|0){case 1:{g=f[j+272>>2]|0;k=E+8|0;i=f[E>>2]|0;h=(f[k>>2]|0)-i>>2;e=h>>>0>4?h:4;f:do if(e>>>0<g>>>0)do{if(e>>>0>2147483646){e=g;break f}e=e<<1}while(e>>>0<g>>>0);while(0);if(h>>>0<e>>>0){if(e>>>0>1073741823)vd();g=(f[F>>2]|0)-i|0;h=pOb(e<<2)|0;if((g|0)>0)bQb(h|0,i|0,g|0)|0;f[E>>2]=h;f[F>>2]=h+(g>>2<<2);f[k>>2]=h+(e<<2);if(i|0)sOb(i)}e=f[j+268>>2]|0;if(e|0)do{g=e+8|0;h=f[F>>2]|0;if((h|0)==(f[k>>2]|0))_Va(E,g);else{f[h>>2]=f[g>>2];f[F>>2]=h+4}e=f[e>>2]|0}while((e|0)!=0);break}case 5:{$Va(B,j,E);break}default:{}}if(D){g=f[F>>2]|0;e=f[E>>2]|0;i=g-e>>2;switch(i|0){case 0:{aWa(E,1);e=f[E>>2]|0;break}case 1:break;default:{h=e+4|0;if((h|0)!=(g|0))f[F>>2]=g+(~((g+-4-h|0)>>>2)<<2)}}f[e>>2]=i;q=100}else q=100}while(0);if((q|0)==100){D=f[E>>2]|0;w1a(a,b,c,d,D,(f[F>>2]|0)-D>>2,1)}e=f[E>>2]|0;if(!e){u=G;return}g=f[F>>2]|0;if((g|0)!=(e|0))f[F>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);u=G;return}function _Va(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function $Va(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=f[b+32>>2]|0;i=c+8|0;h=f[c>>2]|0;e=(f[i>>2]|0)-h>>2;a=e>>>0>4?e:4;a:do if(a>>>0<d>>>0)do{if(a>>>0>2147483646){a=d;break a}a=a<<1}while(a>>>0<d>>>0);while(0);if(e>>>0<a>>>0){d=c+4|0;if(a>>>0>1073741823)vd();e=(f[d>>2]|0)-h|0;g=pOb(a<<2)|0;if((e|0)>0)bQb(g|0,h|0,e|0)|0;f[c>>2]=g;f[d>>2]=g+(e>>2<<2);f[i>>2]=g+(a<<2);if(h|0)sOb(h)}a=f[b+28>>2]|0;if(!a)return;g=c+4|0;do{d=a;b=f[(f[(f[d+16>>2]|0)+4>>2]|0)+44>>2]|0;do if((f[b+32>>2]|0)!=(0-((f[b+24>>2]|0)+(f[b+28>>2]|0))|0)){d=d+8|0;e=f[g>>2]|0;if((e|0)==(f[i>>2]|0)){_Va(c,d);break}else{f[e>>2]=f[d>>2];f[g>>2]=e+4;break}}while(0);a=f[a>>2]|0}while((a|0)!=0);return}function aWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(g-c>>2>>>0>=b>>>0){do{f[c>>2]=0;c=(f[k>>2]|0)+4|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=c-d>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);g=g-d|0;i=g>>1;c=g>>2>>>0<536870911?(i>>>0<c>>>0?c:i):1073741823;do if(!c)h=0;else if(c>>>0>1073741823)vd();else{h=pOb(c<<2)|0;break}while(0);i=h+(e<<2)|0;g=h+(c<<2)|0;e=i;c=i;do{f[c>>2]=0;c=e+4|0;e=c;b=b+-1|0}while((b|0)!=0);b=f[a>>2]|0;d=(f[k>>2]|0)-b|0;c=i+(0-(d>>2)<<2)|0;if((d|0)>0)bQb(c|0,b|0,d|0)|0;f[a>>2]=c;f[k>>2]=e;f[j>>2]=g;if(!b)return;sOb(b);return}function bWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function cWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function dWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function eWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function fWa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;j=n+32|0;h=n+16|0;k=n+4|0;l=n+20|0;m=n;f[h>>2]=d;d=f[(f[a+8>>2]|0)+232>>2]|0;f[k>>2]=h;f[k+4>>2]=c;f[k+8>>2]=d;i=+gWa(k);d=XUa(a+352|0,c)|0;p[d>>3]=i;d=a+180|0;if((f[c>>2]|0)==(f[a+176>>2]|0)){b[d>>0]=1;WUa(a)}if(!(b[d>>0]|0)){u=n;return}f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;d=f[a+380>>2]|0;if(d|0){h=l+8|0;do{g=d;e=f[g+8>>2]|0;f[j>>2]=e;do if((f[g+12>>2]|0)==(f[c>>2]|0)){g=f[k>>2]|0;if((g|0)==(f[h>>2]|0)){GE(l,j);break}else{f[g>>2]=e;f[k>>2]=g+4;break}}while(0);d=f[d>>2]|0}while((d|0)!=0);e=f[l>>2]|0;d=f[k>>2]|0;if((e|0)!=(d|0)){do{f[m>>2]=f[e>>2];f[j>>2]=f[m>>2];JUa(a,j,i);e=e+4|0}while((e|0)!=(d|0));d=f[l>>2]|0}if(d|0){e=f[k>>2]|0;if((e|0)!=(d|0))f[k>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}}u=n;return}function gWa(a){a=a|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+368|0;d=j+352|0;h=j+312|0;e=j+304|0;i=j;g=f[f[a>>2]>>2]|0;if(!g){c=0.0;u=j;return +c}g=f[g>>2]|0;f[d>>2]=f[f[a+4>>2]>>2];f[d+4>>2]=g;DRa(e,f[a+8>>2]|0,d);vnb(h,(f[e>>2]|0)+8|0);a=f[e+4>>2]|0;if(a|0)iOb(a);a=i+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+84>>2]=0;a=i+92|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+108>>2]=0;a=i+116|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+128>>2]=-1;f[i+132>>2]=-1;a=i+136|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;n[i+164>>2]=1.0;a=i+256|0;d=i+300|0;e=i+172|0;g=e+76|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));e=a;g=e+44|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[d>>2]=1.0;a=_nb(h,i)|0;c=a?+p[i+248>>3]:0.0;hWa(i);a=h+12|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);u=j;return +c}function hWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=f[a+292>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=d+8|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);sOb(d)}while((c|0)!=0);h=a+284|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)sOb(c);iWa(a+272|0);g=a+260|0;c=f[g>>2]|0;if(c|0){h=a+264|0;d=f[h>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[h>>2]=e;d=d+-12|0;if((b[d+11>>0]|0)<0){sOb(f[d>>2]|0);d=f[h>>2]|0}else d=e}while((d|0)!=(c|0));c=f[g>>2]|0}sOb(c)}h=a+256|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)sOb(c);jWa(a+236|0);e=a+224|0;c=f[e>>2]|0;if(c|0){g=a+228|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{h=d+-96|0;f[g>>2]=h;kWa(h);d=f[g>>2]|0}while((d|0)!=(c|0));c=f[e>>2]|0}sOb(c)}e=a+212|0;c=f[e>>2]|0;if(c|0){g=a+216|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{h=d+-180|0;f[g>>2]=h;lWa(h);d=f[g>>2]|0}while((d|0)!=(c|0));c=f[e>>2]|0}sOb(c)}c=f[a+172>>2]|0;if(!c){lWa(a);return}d=a+176|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);lWa(a);return}function iWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=f[a>>2]|0;if(!c)return;i=a+4|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{f[i>>2]=d+-52;h=f[d+-12>>2]|0;if(h|0){e=d+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h)}e=f[d+-28>>2]|0;if(e|0){g=d+-24|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);sOb(e)}d=d+-48|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);d=f[i>>2]|0}while((d|0)!=(c|0));c=f[a>>2]|0}sOb(c);return}function jWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=f[a>>2]|0;if(!c)return;j=a+4|0;d=f[j>>2]|0;if((d|0)!=(c|0)){do{f[j>>2]=d+-56;h=f[d+-12>>2]|0;if(h|0){e=d+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h)}h=d+-36|0;e=f[h>>2]|0;if(e|0){i=d+-32|0;g=f[i>>2]|0;if((g|0)!=(e|0)){do{k=g+-180|0;f[i>>2]=k;lWa(k);g=f[i>>2]|0}while((g|0)!=(e|0));e=f[h>>2]|0}sOb(e)}d=d+-52|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);d=f[j>>2]|0}while((d|0)!=(c|0));c=f[a>>2]|0}sOb(c);return}function kWa(a){a=a|0;var c=0,d=0,e=0;c=f[a+80>>2]|0;if(c|0){d=a+84|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);sOb(c)}c=f[a+68>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;sOb(e)}while((c|0)!=0);e=a+60|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=f[a+48>>2]|0;if(c|0){d=a+52|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+36>>2]|0;if(c|0){d=a+40|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){lWa(c);sOb(c)}c=f[a+20>>2]|0;if(c|0){d=a+24|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=a+4|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function lWa(a){a=a|0;var c=0,d=0,e=0,g=0;c=f[a+156>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0){g=d+20|0;if((f[g>>2]|0)!=(e|0))f[g>>2]=e;sOb(e)}sOb(d)}while((c|0)!=0);g=a+148|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);c=a+136|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+116|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+92|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+8|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function mWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function nWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j;c=f[b>>2]|0;i=a+4|0;e=f[a>>2]|0;b=e;if(c>>>0>=(f[i>>2]|0)-e>>5>>>0){u=j;return}d=g+16|0;f[d>>2]=0;e=b+(c<<5)|0;c=b+(c<<5)+16|0;b=f[c>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);f[c>>2]=0;b=f[d>>2]|0;do if(!b){f[c>>2]=0;h=11}else if((g|0)==(b|0)){f[c>>2]=e;h=f[d>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,e);h=11;break}else{f[c>>2]=b;f[d>>2]=0;b=0;c=0;break}while(0);if((h|0)==11){c=f[d>>2]|0;b=c}if((g|0)==(b|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);b=f[i>>2]|0;if((f[a>>2]|0)==(b|0)){u=j;return}while(1){if(!(f[b+-16>>2]|0)){c=b;d=0;e=0}else{h=25;break}b=b+-32|0;while(1){h=c+-32|0;f[i>>2]=h;if((h|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);c=f[i>>2]|0;if((c|0)==(b|0))break;e=f[c+-16>>2]|0;d=e}if((f[a>>2]|0)==(b|0)){h=25;break}}if((h|0)==25){u=j;return}}function oWa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;f[a>>2]=38080;e=pOb(448)|0;bZa(e,a);f[e>>2]=38324;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[e+28>>2]=2;g=e+32|0;d=e+48|0;h=e+68|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;b[g+12>>0]=0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;b[d+16>>0]=0;n[e+84>>2]=1.0;d=e+152|0;g=e+88|0;h=g+64|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;d=e+156|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[e+176>>2]=-1;b[e+180>>0]=0;p[e+184>>3]=0.0;b[e+192>>0]=2;b[e+260>>0]=0;d=e+328|0;g=e+264|0;h=g+64|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;d=e+332|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+348>>2]=1.0;d=e+352|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+368>>2]=1.0;d=e+372|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+388>>2]=1.0;f[e+408>>2]=0;d=e+416|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;p[e+432>>3]=-1.0;b[e+440>>0]=0;f[i>>2]=e;jYa(a,i,c);d=f[i>>2]|0;f[i>>2]=0;if(!d){f[a>>2]=38080;i=a+248|0;h=pOb(16)|0;M3a(h,a);f[h>>2]=38124;g=h+8|0;f[g>>2]=a;g=h+12|0;f[g>>2]=0;g=h;f[i>>2]=g;i=a+252|0;a=pOb(4)|0;Pob(a,h,0);f[i>>2]=a;u=j;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);f[a>>2]=38080;i=a+248|0;h=pOb(16)|0;M3a(h,a);f[h>>2]=38124;g=h+8|0;f[g>>2]=a;g=h+12|0;f[g>>2]=0;g=h;f[i>>2]=g;i=a+252|0;a=pOb(4)|0;Pob(a,h,0);f[i>>2]=a;u=j;return}function pWa(a,b){a=a|0;b=b|0;if(!a)return;yWa(b,1);return}function qWa(a){a=a|0;sOb(a);return}function rWa(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=38528;f[b+4>>2]=f[a+4>>2];return b|0}function sWa(a,b){a=a|0;b=b|0;f[b>>2]=38528;f[b+4>>2]=f[a+4>>2];return}function tWa(a){a=a|0;return}function uWa(a){a=a|0;sOb(a);return}function vWa(a,c){a=a|0;c=c|0;c=(f[a+4>>2]|0)+80|0;b[c>>0]=b[c>>0]|8;return}function wWa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==190104?a+4|0:0)|0}function xWa(a){a=a|0;return 14848}function yWa(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+16|0;z=A;if(c){b[a+440>>0]=0;c=a+432|0;if(+p[c>>3]!=-1.0){s=+Gha();p[a+416>>3]=s;if(!(+p[a+424>>3]-s>0.0))p[c>>3]=-1.0}}v=a+16|0;w=a+20|0;if((f[v>>2]|0)==(f[w>>2]|0)){u=A;return}s=+Gha();x=a+28|0;y=a+8|0;j=s;s=!(0.0-s>=16.0)?s+16.0:0.0;while(1){t=f[f[v>>2]>>2]|0;l=t+4|0;m=t+80|0;n=t+76|0;o=t+8|0;q=t+12|0;r=t+64|0;d=j;while(1){c=f[l>>2]|0;g=c+252|0;e=b[m>>0]|0;if(e&1){b[m>>0]=e&-2;$ob(f[g>>2]|0,f[n>>2]|0,0);k=f[c+244>>2]|0;c=f[o>>2]|0;f[o>>2]=0;f[z>>2]=c;c=b[m>>0]|0;zWa(k,z,f[n>>2]|0,q,+p[r>>3],(c&2)!=0,(c&4)!=0);c=f[z>>2]|0;f[z>>2]=0;if(c)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}i=Tob(f[g>>2]|0)|0;k=i+4|0;h=f[k>>2]|0;c=f[i>>2]|0;e=h-c|0;if(e>>>0<16384){AWa(i,16384-e|0);c=f[i>>2]|0}else if((e|0)!=16384){e=c+16384|0;if((e|0)!=(h|0))f[k>>2]=e}e=f[t>>2]|0;e=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c,16384)|0;h=f[k>>2]|0;c=f[i>>2]|0;if(e>>>0<(h-c|0)>>>0){c=c+e|0;if((c|0)!=(h|0))f[k>>2]=c}Uob(f[g>>2]|0,i)|0;if(b[m>>0]&8){k=21;break}if(!e){k=25;break}d=+Gha();if(!(s-d>0.0)){k=24;break}}if((k|0)==21){d=s;k=26}else if((k|0)==24){k=0;d=s}else if((k|0)==25){k=0;bpb(f[g>>2]|0);t=f[t>>2]|0;if(!(Pg[f[(f[t>>2]|0)+16>>2]&1023](t)|0))k=26}if((k|0)==26){k=0;t=f[v>>2]|0;e=f[t>>2]|0;f[t>>2]=0;if(e|0){nWa((f[e+4>>2]|0)+44|0,e+72|0);t=e+8|0;c=f[t>>2]|0;f[t>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(e)}e=f[v>>2]|0;c=e+4|0;i=f[w>>2]|0;if((c|0)==(i|0))k=41;else{do{t=f[c>>2]|0;f[c>>2]=0;h=f[e>>2]|0;f[e>>2]=t;if(h|0){nWa((f[h+4>>2]|0)+44|0,h+72|0);t=h+8|0;g=f[t>>2]|0;f[t>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[h>>2]|0;f[h>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(h)}c=c+4|0;e=e+4|0}while((c|0)!=(i|0));c=f[w>>2]|0;if((c|0)!=(e|0))k=41}if((k|0)==41){k=0;do{t=c+-4|0;f[w>>2]=t;g=f[t>>2]|0;f[t>>2]=0;if(g|0){nWa((f[g+4>>2]|0)+44|0,g+72|0);t=g+8|0;c=f[t>>2]|0;f[t>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g>>2]|0;f[g>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(g)}c=f[w>>2]|0}while((c|0)!=(e|0))}f[x>>2]=1;RUa(a);f[x>>2]=2;RUa(a);b9a(f[(f[y>>2]|0)+240>>2]|0,1);lQa((f[y>>2]|0)+104|0)}if((f[v>>2]|0)==(f[w>>2]|0)){k=55;break}j=+Gha();if(!(d-j>0.0))break;else s=d}if((k|0)==55){u=A;return}if((f[v>>2]|0)==(f[w>>2]|0)){u=A;return}c=a+440|0;if(b[c>>0]|0){u=A;return}b[c>>0]=1;Hha(940,a,~~+p[a+432>>3]);u=A;return}function zWa(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;k=u;u=u+16|0;j=k;f[a+28>>2]=0;l=a+48|0;m=f[c>>2]|0;f[c>>2]=0;c=f[l>>2]|0;f[l>>2]=m;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);f[a+172>>2]=d;b[a+192>>0]=h?0:2;f[a+176>>2]=-1;b[a+180>>0]=0;p[a+184>>3]=g;b[a+64>>0]=i&1;c=f[e>>2]|0;m=(c|0)!=0;d=a+260|0;b[d>>0]=m&1;if(!m){m=a+8|0;m=f[m>>2]|0;m=m+232|0;m=f[m>>2]|0;DQa(m);u=k;return}m=a+196|0;f[m>>2]=f[c>>2];f[a+212>>2]=f[c+12>>2];f[a+228>>2]=f[c+24>>2];f[a+244>>2]=f[c+36>>2];f[a+200>>2]=f[c+4>>2];f[a+216>>2]=f[c+16>>2];f[a+232>>2]=f[c+28>>2];f[a+248>>2]=f[c+40>>2];f[a+204>>2]=f[c+8>>2];f[a+220>>2]=f[c+20>>2];f[a+236>>2]=f[c+32>>2];f[a+252>>2]=f[c+44>>2];f[a+208>>2]=0;f[a+224>>2]=0;f[a+240>>2]=0;f[a+256>>2]=1065353216;n[j>>2]=9.999999747378752e-06;m=((BWa(m,j)|0)^1)&1;b[d>>0]=m;m=a+8|0;m=f[m>>2]|0;m=m+232|0;m=f[m>>2]|0;DQa(m);u=k;return}function AWa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;d=f[k>>2]|0;if((g-d|0)>>>0>=c>>>0){do{b[d>>0]=0;d=(f[k>>2]|0)+1|0;f[k>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;h=d-e|0;d=h+c|0;if((d|0)<0)AMb(a);g=g-e|0;i=g<<1;d=g>>>0<1073741823?(i>>>0<d>>>0?d:i):2147483647;if(!d)e=0;else e=pOb(d)|0;i=e+h|0;h=e+d|0;g=i;d=i;do{b[d>>0]=0;d=g+1|0;g=d;c=c+-1|0}while((c|0)!=0);c=f[a>>2]|0;e=(f[k>>2]|0)-c|0;d=i+(0-e)|0;if((e|0)>0)bQb(d|0,c|0,e|0)|0;f[a>>2]=d;f[k>>2]=g;f[j>>2]=h;if(!c)return;sOb(c);return}function BWa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;c=+n[b>>2];d=+n[a>>2];e=+K(+(d+-1.0));d=+K(+d);if(!(e<=(d>1.0?1.0:d)*c)){a=0;return a|0}if(!(+K(+(+n[a+4>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+8>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+12>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+16>>2]))<=c)){a=0;return a|0}e=+n[a+20>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+n[a+24>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+28>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+32>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+36>>2]))<=c)){a=0;return a|0}e=+n[a+40>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+n[a+44>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+48>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+52>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+56>>2]))<=c)){a=0;return a|0}e=+n[a+60>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}a=1;return a|0}function CWa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0;l=u;u=u+16|0;k=l+4|0;m=l;a=f[a+244>>2]|0;n=f[b>>2]|0;f[b>>2]=0;f[k>>2]=n;b=f[d>>2]|0;f[d>>2]=0;f[m>>2]=b;DWa(a,k,c,m,e,g,h,i,j);a=f[m>>2]|0;f[m>>2]=0;if(a|0)tOb(a);a=f[k>>2]|0;f[k>>2]=0;if(!a){u=l;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=l;return}function DWa(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;q=y+28|0;r=y;n=y+24|0;l=f[e>>2]|0;x=(l|0)==0;v=(g|0)==0;o=pOb(24)|0;f[o>>2]=38572;m=o+4|0;f[m>>2]=m;f[o+8>>2]=m;f[o+12>>2]=0;f[o+16>>2]=0;b[o+20>>0]=((v|x)^1)&1;if(!(v|x)){f[e>>2]=0;f[n>>2]=l;EWa(m,n,g);l=f[n>>2]|0;f[n>>2]=0;if(l|0)tOb(l)}v=f[a+8>>2]|0;x=a+16|0;n=pOb(88)|0;f[n>>2]=o;f[n+4>>2]=v;f[n+8>>2]=0;f[n+12>>2]=0;p[n+64>>3]=1.0;f[n+76>>2]=0;b[n+80>>0]=0;g=v+44|0;t=n;e=r+16|0;f[r>>2]=38528;f[r+4>>2]=t;f[e>>2]=r;b[q>>0]=0;l=v+48|0;m=f[l>>2]|0;if(m>>>0<(f[v+52>>2]|0)>>>0){f[m+16>>2]=m;v=f[e>>2]|0;oh[f[(f[v>>2]|0)+12>>2]&1023](v,m);v=f[l>>2]|0;b[m+24>>0]=0;m=v+32|0;f[l>>2]=m}else{Oha(g,r,q);m=f[l>>2]|0}l=f[e>>2]|0;f[n+72>>2]=(m-(f[g>>2]|0)>>5)+-1;if((r|0)==(l|0))gh[f[(f[l>>2]|0)+16>>2]&2047](l);else if(l|0)gh[f[(f[l>>2]|0)+20>>2]&2047](l);v=a+20|0;m=f[v>>2]|0;s=a+24|0;r=f[s>>2]|0;l=r;if(m>>>0<r>>>0){f[m>>2]=t;f[v>>2]=m+4}else{o=f[x>>2]|0;n=m-o>>2;e=n+1|0;r=o;if(e>>>0>1073741823)AMb(x);q=l-o|0;g=q>>1;g=q>>2>>>0<536870911?(g>>>0<e>>>0?e:g):1073741823;do if(!g)w=0;else if(g>>>0>1073741823)vd();else{w=pOb(g<<2)|0;break}while(0);l=w+(n<<2)|0;e=l;q=w+(g<<2)|0;f[l>>2]=t;g=l+4|0;if((m|0)==(r|0))n=o;else{do{m=m+-4|0;w=f[m>>2]|0;f[m>>2]=0;f[l+-4>>2]=w;l=e+-4|0;e=l}while((m|0)!=(r|0));n=f[x>>2]|0;m=f[v>>2]|0}f[x>>2]=e;f[v>>2]=g;f[s>>2]=q;g=n;if((m|0)!=(g|0))do{m=m+-4|0;e=f[m>>2]|0;f[m>>2]=0;if(e|0){nWa((f[e+4>>2]|0)+44|0,e+72|0);x=e+8|0;l=f[x>>2]|0;f[x>>2]=0;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);l=f[e>>2]|0;f[e>>2]=0;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);sOb(e)}}while((m|0)!=(g|0));if(n|0)sOb(n)}o=f[(f[v>>2]|0)+-4>>2]|0;x=f[c>>2]|0;f[c>>2]=0;n=j&1;g=k&1;k=o+8|0;l=f[k>>2]|0;f[k>>2]=x;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);f[o+76>>2]=d;if(!h)l=0;else{l=o+16|0;e=l;m=e+48|0;do{f[e>>2]=f[h>>2];e=e+4|0;h=h+4|0}while((e|0)<(m|0))}f[o+12>>2]=l;p[o+64>>3]=i;l=o+80|0;b[l>>0]=n<<1&255|g<<2&255|b[l>>0]&-16|1;l=a+440|0;if(b[l>>0]|0){u=y;return}b[l>>0]=1;Hha(940,a,~~+p[a+432>>3]);u=y;return}function EWa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(16)|0;e=f[b>>2]|0;f[b>>2]=0;f[d+8>>2]=e;f[d+12>>2]=c;f[d+4>>2]=a;b=f[a>>2]|0;f[d>>2]=b;f[b+4>>2]=d;f[a>>2]=d;b=a+8|0;f[b>>2]=(f[b>>2]|0)+1;return}function FWa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=38572;d=a+4|0;b=a+12|0;if(!(f[b>>2]|0))return;a=f[a+8>>2]|0;c=(f[d>>2]|0)+4|0;e=f[a>>2]|0;f[e+4>>2]=f[c>>2];f[f[c>>2]>>2]=e;f[b>>2]=0;if((a|0)==(d|0))return;do{b=a;a=f[a+4>>2]|0;e=b+8|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)tOb(c);sOb(b)}while((a|0)!=(d|0));return}function GWa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=38572;e=a+4|0;b=a+12|0;if(!(f[b>>2]|0)){sOb(a);return}c=f[a+8>>2]|0;d=(f[e>>2]|0)+4|0;g=f[c>>2]|0;f[g+4>>2]=f[d>>2];f[f[d>>2]>>2]=g;f[b>>2]=0;if((c|0)==(e|0)){sOb(a);return}do{b=c;c=f[c+4>>2]|0;g=b+8|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)tOb(d);sOb(b)}while((c|0)!=(e|0));sOb(a);return}function HWa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+12|0;if(!((c|0)!=0&(f[i>>2]|0)!=0)){c=0;return c|0}h=a+8|0;g=a+16|0;a=0;d=f[g>>2]|0;do{k=f[h>>2]|0;e=k+12|0;j=(f[e>>2]|0)-d|0;l=c-a|0;j=l>>>0<j>>>0?l:j;bQb(b+a|0,(f[k+8>>2]|0)+d|0,j|0)|0;d=(f[g>>2]|0)+j|0;f[g>>2]=d;a=j+a|0;if((d|0)==(f[e>>2]|0)){d=f[h>>2]|0;l=d+4|0;e=f[d>>2]|0;f[e+4>>2]=f[l>>2];f[f[l>>2]>>2]=e;f[i>>2]=(f[i>>2]|0)+-1;l=d+8|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)tOb(e);sOb(d);f[g>>2]=0;d=0}}while(a>>>0<c>>>0&(f[i>>2]|0)!=0);return a|0}function IWa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=f[c>>2]|0;if((d|0)!=0&(e|0)!=0){g=a+4|0;h=pOb(16)|0;f[c>>2]=0;f[h+8>>2]=e;f[h+12>>2]=d;f[h+4>>2]=g;e=f[g>>2]|0;f[h>>2]=e;f[e+4>>2]=h;f[g>>2]=h;e=a+12|0;f[e>>2]=(f[e>>2]|0)+1;return}else{b[a+20>>0]=1;return}}function JWa(a){a=a|0;if(!(b[a+20>>0]|0)){a=1;return a|0}a=(f[a+12>>2]|0)!=0;return a|0}function KWa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;h=i;j=f[a+244>>2]|0;e=f[c>>2]|0;f[c>>2]=0;a=f[j+16>>2]|0;c=f[j+20>>2]|0;a:do if((a|0)==(c|0))g=4;else do{if((f[(f[a>>2]|0)+76>>2]|0)==(b|0)){g=4;break a}a=a+4|0}while((a|0)!=(c|0));while(0);if((g|0)==4)if((a|0)!=(c|0)){a=f[f[a>>2]>>2]|0;j=f[(f[a>>2]|0)+12>>2]|0;f[h>>2]=e;xh[j&127](a,h,d);a=f[h>>2]|0;f[h>>2]=0;if(a|0)tOb(a);u=i;return}if(!e){u=i;return}tOb(e);u=i;return}function LWa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+64|0;g=e;d=e+4|0;b=f[a+244>>2]|0;c=a+252|0;$ob(f[c>>2]|0,0,0);f[g>>2]=0;f[d>>2]=0;zWa(b,g,0,d,1.0,0,0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);Zob(f[c>>2]|0);lQa(a+20|0);lQa(a+104|0);g=b+28|0;f[g>>2]=1;RUa(b);f[g>>2]=2;RUa(b);u=e;return}function MWa(a){a=a|0;var b=0,c=0;f[a>>2]=38600;c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);return}TWa(b);sOb(b);eYa(a);return}function NWa(a){a=a|0;var b=0,c=0;f[a>>2]=38600;c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){TWa(b);sOb(b)}eYa(a);sOb(a);return}function OWa(a){a=a|0;return}function PWa(a,b,c){a=a|0;b=+b;c=+c;return}function QWa(a){a=a|0;return dpb(f[(f[f[a+248>>2]>>2]|0)+8>>2]|0)|0}function RWa(a){a=a|0;var c=0,d=0,e=0;c=a+248|0;d=f[c>>2]|0;e=d+41|0;if(b[e>>0]|0)return 1;b[e>>0]=1;SWa((f[a+240>>2]|0)+36|0,d+44|0);e=f[a+244>>2]|0;gh[f[(f[e>>2]|0)+8>>2]&2047](e);zxb((f[f[c>>2]>>2]|0)+56|0);return 1}function SWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j;c=f[b>>2]|0;i=a+4|0;e=f[a>>2]|0;b=e;if(c>>>0>=(f[i>>2]|0)-e>>5>>>0){u=j;return}d=g+16|0;f[d>>2]=0;e=b+(c<<5)|0;c=b+(c<<5)+16|0;b=f[c>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);f[c>>2]=0;b=f[d>>2]|0;do if(!b){f[c>>2]=0;h=11}else if((g|0)==(b|0)){f[c>>2]=e;h=f[d>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,e);h=11;break}else{f[c>>2]=b;f[d>>2]=0;b=0;c=0;break}while(0);if((h|0)==11){c=f[d>>2]|0;b=c}if((g|0)==(b|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);b=f[i>>2]|0;if((f[a>>2]|0)==(b|0)){u=j;return}while(1){if(!(f[b+-16>>2]|0)){c=b;d=0;e=0}else{h=25;break}b=b+-32|0;while(1){h=c+-32|0;f[i>>2]=h;if((h|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);c=f[i>>2]|0;if((c|0)==(b|0))break;e=f[c+-16>>2]|0;d=e}if((f[a>>2]|0)==(b|0)){h=25;break}}if((h|0)==25){u=j;return}}function TWa(a){a=a|0;var c=0,d=0;c=a+28|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+16|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+4|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);d=f[a>>2]|0;f[a>>2]=0;if(!d)return;uxb(d+56|0);f[d+12>>2]=38644;c=d+44|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=d+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);a=d+8|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){Qob(c);sOb(c)}a=d+4|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(d);return}function UWa(a){a=a|0;var c=0;f[a>>2]=38644;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);a=a+20|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function VWa(a){a=a|0;var c=0;f[a>>2]=38644;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+20|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function WWa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0.0;m=u;u=u+32|0;g=m;l=a+4|0;f[l>>2]=0;switch(e|0){case 0:{f[a+8>>2]=1;f[l>>2]=0;mYa(f[a+12>>2]|0);Kha(g);n=+(f[g+4>>2]|0);o=+(f[g>>2]|0);Hxb(a,0,n/o,o,n);f[l>>2]=1;u=m;return}case 2:{j=a+16|0;k=Tob(f[j>>2]|0)|0;h=k+4|0;i=f[h>>2]|0;e=f[k>>2]|0;g=i-e|0;if(g>>>0<d>>>0){AWa(k,d-g|0);e=f[k>>2]|0}else if(g>>>0>d>>>0){g=e+d|0;if((g|0)!=(i|0))f[h>>2]=g}bQb(e|0,c|0,d|0)|0;Uob(f[j>>2]|0,k)|0;f[l>>2]=(f[l>>2]|0)+d;SUa((f[a+12>>2]|0)+128|0,d);u=m;return}case 3:{l=a+12|0;d=f[l>>2]|0;c=f[d+248>>2]|0;b[c+41>>0]=1;SWa((f[d+240>>2]|0)+36|0,c+44|0);d=f[d+244>>2]|0;gh[f[(f[d>>2]|0)+8>>2]&2047](d);l=f[l>>2]|0;gh[f[(f[l>>2]|0)+16>>2]&2047](l);u=m;return}default:{u=m;return}}}function XWa(a,b){a=a|0;b=b|0;xOb(a,b+32|0);return}function YWa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0;n=u;u=u+128|0;l=n+24|0;d=n;a=a+248|0;if(!(b[(f[a>>2]|0)+40>>0]|0)){u=n;return}i=+p[c+208>>3];j=+p[c+216>>3];Kha(d);k=+(f[d+4>>2]|0);g=+(f[d>>2]|0);h=k/g;switch(b[c>>0]|0){case 0:{e=0.0;m=5;break}case 1:{e=1.0;m=5;break}case 2:{e=2.0;m=5;break}default:{}}if((m|0)==5)p[l>>3]=e;p[l+8>>3]=+p[c+32>>3];p[l+16>>3]=+p[c+40>>3];p[l+24>>3]=+p[c+48>>3];p[l+32>>3]=+p[c+56>>3];p[l+40>>3]=+p[c+64>>3];p[l+48>>3]=+p[c+72>>3];p[l+56>>3]=+p[c+8>>3];p[l+64>>3]=+p[c+16>>3];p[l+72>>3]=+p[c+24>>3];p[l+80>>3]=i;p[l+88>>3]=j;Hxb((f[f[a>>2]>>2]|0)+12|0,l,h,g,k);u=n;return}function ZWa(a){a=a|0;sOb(a);return}function _Wa(a){a=a|0;var b=0,c=0;b=pOb(16)|0;c=a+4|0;f[b>>2]=38872;a=b+4|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];return b|0}function $Wa(a,b){a=a|0;b=b|0;a=a+4|0;f[b>>2]=38872;b=b+4|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return}function aXa(a){a=a|0;return}function bXa(a){a=a|0;sOb(a);return}function cXa(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a+4>>2]|0;d=f[a+8>>2]|0;a=(f[a+12>>2]|0)+(d>>1)|0;if(!(d&1)){d=c;oh[d&1023](a,b);return}else{d=f[(f[a>>2]|0)+c>>2]|0;oh[d&1023](a,b);return}}function dXa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==190629?a+4|0:0)|0}function eXa(a){a=a|0;return 14936}function fXa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=38668;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+20>>2]|0;if(!b){pYa(a);return}c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);pYa(a);return}function gXa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=38668;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+20>>2]|0;if(!b){pYa(a);sOb(a);return}c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);pYa(a);sOb(a);return}function hXa(a){a=a|0;a=f[a+16>>2]|0;Fxb(a,a+20|0,a+32|0);return}function iXa(a,b){a=a|0;b=b|0;dyb(f[a+16>>2]|0,b);return}function jXa(a){a=a|0;return 0}function kXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;qyb(f[a+16>>2]|0,f[b>>2]|0,f[b+4>>2]|0,c,d);return}function lXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;ryb(f[a+16>>2]|0,f[c>>2]|0,f[c+4>>2]|0,d,f[b>>2]|0);return}function mXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;Gxb(f[a+16>>2]|0,b,c,d,e);return}function nXa(a){a=a|0;oyb(f[a+16>>2]|0);return}function oXa(a,b){a=a|0;b=b|0;pyb(f[a+16>>2]|0,f[b>>2]|0);return}function pXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[c>>2]|0;e=f[a+16>>2]|0;a=(f[c+4>>2]|0)-g>>3;if(!(b<<24>>24)){Jxb(e,a,g,d);return}else{Mxb(e,a,g,d,b<<24>>24==2);return}}function qXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[c>>2]|0;e=f[a+16>>2]|0;a=(f[c+4>>2]|0)-g>>3;if(!(b<<24>>24)){Lxb(e,a,g,d);return}else{Nxb(e,a,g,d,b<<24>>24==2);return}}function rXa(a,b){a=a|0;b=b|0;Oxb(f[a+16>>2]|0,b);return}function sXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;gyb(f[a+16>>2]|0,b,c,d);return}function tXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;if(!b)return;hyb(f[a+16>>2]|0,b,c,d,e);return}function uXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;jyb(f[a+16>>2]|0,b,c,d);return}function vXa(a){a=a|0;kyb(f[a+16>>2]|0);return}function wXa(a,b){a=a|0;b=+b;lyb(f[a+16>>2]|0,b);return}function xXa(a,b){a=a|0;b=b|0;myb(f[a+16>>2]|0,b);return}function yXa(a,b){a=a|0;b=+b;nyb(f[a+16>>2]|0,b);return}function zXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0;F=u;u=u+80|0;D=F+56|0;x=F+48|0;y=F+36|0;z=F+24|0;A=F+12|0;B=F;t=f[(f[a+8>>2]|0)+232>>2]|0;f[D>>2]=0;E=D+4|0;f[E>>2]=0;f[D+8>>2]=0;C=b+4|0;d=f[C>>2]|0;e=f[b>>2]|0;g=d-e>>2;v=D+8|0;i=e;w=d;do if(!g)c=0;else if(g>>>0>357913941)vd();else{c=pOb(g*12|0)|0;s=c;f[D>>2]=s;f[E>>2]=s;f[v>>2]=c+(g*12|0);break}while(0);if((i|0)!=(w|0)){e=y+4|0;g=y+4|0;j=x+4|0;k=z+4|0;l=y+4|0;m=A+4|0;o=z+8|0;p=y+8|0;q=A+8|0;r=B+4|0;s=B+8|0;do{ARa(x,t,i);c=f[x>>2]|0;if(!c){f[e>>2]=0;d=f[E>>2]|0;c=f[v>>2]|0;if(d>>>0<c>>>0){f[d>>2]=0;f[d+4>>2]=f[e>>2];f[d+8>>2]=f[e>>2];d=d+12|0;f[E>>2]=d}else{_Xa(D,y);c=f[v>>2]|0;d=f[E>>2]|0}f[g>>2]=0;if(d>>>0<c>>>0){f[d>>2]=0;f[d+4>>2]=f[g>>2];f[d+8>>2]=f[g>>2];f[E>>2]=d+12}else _Xa(D,y)}else{JJa(c,y,z);K=+n[y>>2];h=(+n[z>>2]-K)*.5;n[A>>2]=h;J=+n[l>>2];I=(+n[k>>2]-J)*.5;n[m>>2]=I;H=+n[p>>2];G=(+n[o>>2]-H)*.5;n[q>>2]=G;h=K+h;n[B>>2]=h;n[r>>2]=J+I;n[s>>2]=H+G;d=f[E>>2]|0;c=f[v>>2]|0;if(d>>>0<c>>>0){n[d>>2]=h;f[d+4>>2]=f[r>>2];f[d+8>>2]=f[s>>2];d=d+12|0;f[E>>2]=d}else{ZXa(D,B);d=f[E>>2]|0;c=f[v>>2]|0}if(d>>>0<c>>>0){f[d>>2]=f[A>>2];f[d+4>>2]=f[m>>2];f[d+8>>2]=f[q>>2];f[E>>2]=d+12}else ZXa(D,A)}c=f[j>>2]|0;if(c|0)iOb(c);i=i+8|0}while((i|0)!=(w|0));e=f[b>>2]|0;d=f[C>>2]|0;c=f[D>>2]|0}Qxb(f[a+16>>2]|0,d-e>>3,e,c);c=f[D>>2]|0;if(!c){u=F;return}d=f[E>>2]|0;if((d|0)!=(c|0))f[E>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=F;return}function AXa(a,b){a=a|0;b=b|0;var c=0;c=f[b>>2]|0;Sxb(f[a+16>>2]|0,(f[b+4>>2]|0)-c>>3,c);return}function BXa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;byb(f[a+16>>2]|0,c,d,e,g,f[b>>2]|0);return}function CXa(a,b,c){a=a|0;b=b|0;c=c|0;ayb(f[a+16>>2]|0,f[c+4>>2]|0,f[c>>2]|0,f[b>>2]|0);return}function DXa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h$a(a);Pxb(f[a+16>>2]|0,f[c+4>>2]|0,f[c>>2]|0,d,e,g,f[b>>2]|0);return}function EXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;syb(f[a+16>>2]|0,(c&1|0)!=0,(c&2|0)!=0,d,b);return}function FXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;g=f[c>>2]|0;tyb(f[a+16>>2]|0,d?31:32,(f[c+4>>2]|0)-g>>3,g,e,f[b>>2]|0);return}function GXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,d?29:30,(f[c+4>>2]|0)-e>>3,e,0,f[b>>2]|0);return}function HXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,24,(f[c+4>>2]|0)-e>>3,e,d,f[b>>2]|0);return}function IXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,25,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function JXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,26,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function KXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,21,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function LXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,22,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function MXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,23,(f[c+4>>2]|0)-e>>3,e,d,f[b>>2]|0);return}function NXa(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;p=r;h$a(a);o=h[e>>0]|0;o=(b[e+1>>0]|0)==0?o:o|2;o=(b[e+8>>0]|0)==0?o:o|4;o=(b[e+9>>0]|0)==0?o:o|8;o=(b[e+10>>0]|0)==0?o:o|16;o=(b[e+11>>0]|0)==0?o:o|32;o=(b[e+12>>0]|0)==0?o:o|64;o=(b[e+2>>0]|0)==0?o:o|128;o=(b[e+3>>0]|0)==0?o:o|256;o=(b[e+4>>0]|0)==0?o:o|512;o=(b[e+5>>0]|0)==0?o:o|1024;o=(b[e+6>>0]|0)==0?o:o|2048;o=(b[e+7>>0]|0)==0?o:o|4096;f[p>>2]=0;q=p+4|0;f[q>>2]=0;f[p+8>>2]=0;e=g<<2;n=p+8|0;do if(!e){k=0;l=0;m=0}else if(e>>>0>1073741823)vd();else{m=pOb(g<<4)|0;l=m+(e<<2)|0;f[p>>2]=m;f[q>>2]=m;f[n>>2]=l;k=m;break}while(0);if(g){k=0;while(1){e=i+(k<<4)|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+4|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+8|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+12|0;if((m|0)==(l|0))Tna(p,e);else{f[m>>2]=f[e>>2];f[q>>2]=m+4}k=k+1|0;if((k|0)==(g|0))break;m=f[q>>2]|0;l=f[n>>2]|0}k=f[p>>2]|0}Txb(f[a+16>>2]|0,f[c>>2]|0,d,o,g,k,j);k=f[p>>2]|0;if(!k){u=r;return}e=f[q>>2]|0;if((e|0)!=(k|0))f[q>>2]=e+(~((e+-4-k|0)>>>2)<<2);sOb(k);u=r;return}function OXa(a,c,d,e,g,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+80|0;k=j;h$a(a);l=h[e>>0]|0;l=(b[e+1>>0]|0)==0?l:l|2;l=(b[e+8>>0]|0)==0?l:l|4;l=(b[e+9>>0]|0)==0?l:l|8;l=(b[e+10>>0]|0)==0?l:l|16;l=(b[e+11>>0]|0)==0?l:l|32;l=(b[e+12>>0]|0)==0?l:l|64;l=(b[e+2>>0]|0)==0?l:l|128;l=(b[e+3>>0]|0)==0?l:l|256;l=(b[e+4>>0]|0)==0?l:l|512;l=(b[e+5>>0]|0)==0?l:l|1024;l=(b[e+6>>0]|0)==0?l:l|2048;e=b[e+7>>0]|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[k+12>>2]=f[i+12>>2];f[k+16>>2]=f[i+16>>2];f[k+20>>2]=f[i+20>>2];f[k+24>>2]=f[i+24>>2];f[k+28>>2]=f[i+28>>2];f[k+32>>2]=f[i+32>>2];f[k+36>>2]=f[i+36>>2];f[k+40>>2]=f[i+40>>2];f[k+44>>2]=f[i+44>>2];f[k+48>>2]=f[i+48>>2];f[k+52>>2]=f[i+52>>2];f[k+56>>2]=f[i+56>>2];f[k+60>>2]=f[i+60>>2];f[k+64>>2]=f[i+64>>2];f[k+68>>2]=f[i+68>>2];f[k+72>>2]=f[i+72>>2];f[k+76>>2]=f[i+76>>2];Uxb(f[a+16>>2]|0,f[c>>2]|0,d,e<<24>>24==0?l:l|4096,g,g+12|0,k);u=j;return}function PXa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0.0,j=0,k=0;h$a(a);k=h[e>>0]|0;k=(b[e+1>>0]|0)==0?k:k|2;k=(b[e+8>>0]|0)==0?k:k|4;k=(b[e+9>>0]|0)==0?k:k|8;k=(b[e+10>>0]|0)==0?k:k|16;k=(b[e+11>>0]|0)==0?k:k|32;k=(b[e+12>>0]|0)==0?k:k|64;k=(b[e+2>>0]|0)==0?k:k|128;k=(b[e+3>>0]|0)==0?k:k|256;k=(b[e+4>>0]|0)==0?k:k|512;k=(b[e+5>>0]|0)==0?k:k|1024;k=(b[e+6>>0]|0)==0?k:k|2048;k=(b[e+7>>0]|0)==0?k:k|4096;j=f[a+16>>2]|0;e=f[c>>2]|0;a=g+16|0;i=+n[a>>2];if(!(i==-1.0)){Vxb(j,e,d,k,g,i);return}i=+L(+(+n[g+12>>2]));n[a>>2]=i;Vxb(j,e,d,k,g,i);return}function QXa(a,b,c){a=a|0;b=b|0;c=c|0;Wxb(f[a+16>>2]|0,f[b>>2]|0,c);return}function RXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;h$a(a);Xxb(f[a+16>>2]|0,f[b>>2]|0,c,d);return}function SXa(a,b,c){a=a|0;b=b|0;c=c|0;eyb(f[a+16>>2]|0,b,c);return}function TXa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+784|0;k=q+768|0;o=q;l=YRa(f[(f[a+8>>2]|0)+232>>2]|0)|0;c=f[l>>2]|0;l=f[l+4>>2]|0;m=l;n=c;if((c|0)==(l|0)){l=a+16|0;l=f[l>>2]|0;n=m-n|0;n=(n|0)/12|0;iyb(l,n,k,o);u=q;return}else{j=k;b=o}do{i=f[c+4>>2]|0;d=f[c>>2]|0;f[j>>2]=i-d>>5;j=j+4|0;g=d;if((g|0)!=(i|0)){h=(i+-32+(0-d)|0)>>>5<<2;e=b;d=g;while(1){p[e>>3]=+p[d>>3];p[e+8>>3]=+p[d+8>>3];p[e+16>>3]=+p[d+16>>3];p[e+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(i|0))break;else e=e+32|0}b=b+32+(h<<3)|0}c=c+12|0}while((c|0)!=(l|0));l=a+16|0;l=f[l>>2]|0;n=m-n|0;n=(n|0)/12|0;iyb(l,n,k,o);u=q;return}function UXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;p=v+8|0;q=v;s=a+20|0;t=a+32|0;r=f[(f[a+8>>2]|0)+232>>2]|0;b=f[b+8>>2]|0;if(!b)d=a+24|0;else{k=p+4|0;d=a+24|0;l=a+28|0;m=a+36|0;n=a+40|0;o=q+4|0;do{j=b;c=j+8|0;KRa(p,r,c);if(f[p>>2]|0){e=f[d>>2]|0;g=f[l>>2]|0;if((e|0)==(g|0)){fBa(s,c);i=f[d>>2]|0;e=f[l>>2]|0}else{f[e>>2]=f[c>>2];i=e+4|0;f[d>>2]=i;e=g}c=j+12|0;if((i|0)==(e|0))fBa(s,c);else{f[i>>2]=f[c>>2];f[d>>2]=i+4}e=f[p>>2]|0;g=e+200|0;c=f[g>>2]|0;if((c&201326592|0)==0&0==0){c=0;e=-1}else{c=ZPb(c|0,(h[g+4>>0]|0)&255|0,26)|0;e=(f[e+72+((c&3)<<3)>>2]|0)+112|0;c=f[e>>2]|0;e=f[e+4>>2]|0}j=q;f[j>>2]=c;f[j+4>>2]=e;if((c|0)==-1){f[q>>2]=0;c=0}e=f[m>>2]|0;g=f[n>>2]|0;if((e|0)==(g|0)){fBa(t,q);e=f[m>>2]|0;c=f[n>>2]|0}else{f[e>>2]=c;e=e+4|0;f[m>>2]=e;c=g}if((e|0)==(c|0))fBa(t,o);else{f[e>>2]=f[o>>2];f[m>>2]=e+4}}c=f[k>>2]|0;if(c|0)iOb(c);b=f[b>>2]|0}while((b|0)!=0)}b=f[s>>2]|0;Yxb(f[a+16>>2]|0,(f[d>>2]|0)-b>>2>>>1,b,f[t>>2]|0);b=f[s>>2]|0;c=f[d>>2]|0;if((c|0)!=(b|0))f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);d=f[t>>2]|0;b=a+36|0;c=f[b>>2]|0;if((c|0)==(d|0)){u=v;return}f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=v;return}function VXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+96|0;x=G+80|0;z=G+32|0;A=G+24|0;B=G+16|0;C=G+8|0;D=G;E=a+20|0;F=a+44|0;y=f[(f[a+8>>2]|0)+232>>2]|0;b=f[b+8>>2]|0;if(!b)d=a+24|0;else{g=B+4|0;h=C+4|0;d=a+24|0;i=a+28|0;j=z+4|0;k=z+8|0;l=z+12|0;m=z+16|0;n=z+20|0;o=z+24|0;p=z+28|0;q=z+32|0;r=z+36|0;s=z+40|0;t=z+44|0;v=a+48|0;w=z+48|0;do{c=f[b+8>>2]|0;f[A>>2]=c;f[B>>2]=0;f[g>>2]=c;tRa(C,y,B);c=f[C>>2]|0;if(c|0){e=f[d>>2]|0;if((e|0)==(f[i>>2]|0)){fBa(E,A);c=f[C>>2]|0}else{f[e>>2]=f[A>>2];f[d>>2]=e+4}f[z>>2]=f[c>>2];f[j>>2]=f[c+4>>2];f[k>>2]=f[c+8>>2];f[l>>2]=f[c+16>>2];f[m>>2]=f[c+20>>2];f[n>>2]=f[c+24>>2];f[o>>2]=f[c+32>>2];f[p>>2]=f[c+36>>2];f[q>>2]=f[c+40>>2];f[r>>2]=f[c+48>>2];f[s>>2]=f[c+52>>2];f[t>>2]=f[c+56>>2];f[D>>2]=f[v>>2];f[x>>2]=f[D>>2];YXa(F,x,z,w)|0}c=f[h>>2]|0;if(c|0)iOb(c);b=f[b>>2]|0}while((b|0)!=0)}b=f[E>>2]|0;Zxb(f[a+16>>2]|0,(f[d>>2]|0)-b>>2,b,f[F>>2]|0);b=f[E>>2]|0;c=f[d>>2]|0;if((c|0)!=(b|0))f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);d=f[F>>2]|0;b=a+48|0;c=f[b>>2]|0;if((c|0)==(d|0)){u=G;return}f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=G;return}function WXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;d=u;u=u+32|0;g=d+20|0;h=d+16|0;i=d+12|0;l=d+8|0;k=d+4|0;j=d;e=a+20|0;c=a+24|0;f[l>>2]=f[c>>2];f[k>>2]=f[b+8>>2];f[j>>2]=0;f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];f[g>>2]=f[j>>2];XXa(e,i,h,g)|0;b=f[e>>2]|0;$xb(f[a+16>>2]|0,(f[c>>2]|0)-b>>2,b);a=f[e>>2]|0;b=f[c>>2]|0;if((b|0)==(a|0)){u=d;return}f[c>>2]=b+(~((b+-4-a|0)>>>2)<<2);u=d;return}function XXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;q=f[a>>2]|0;k=q;m=(f[b>>2]|0)-k|0;b=q+(m>>2<<2)|0;e=f[c>>2]|0;t=f[d>>2]|0;j=t;g=e;if((e|0)==(t|0)){u=b;return u|0}i=0;d=e;while(1){p=i+1|0;d=f[d>>2]|0;if((t|0)==(d|0))break;else i=p}if((i|0)<=-1){u=b;return u|0}o=a+8|0;h=f[o>>2]|0;u=a+4|0;s=f[u>>2]|0;l=s;if((i|0)>=(h-l>>2|0)){d=(l-k>>2)+p|0;if(d>>>0>1073741823)AMb(a);i=h-k|0;g=i>>1;g=i>>2>>>0<536870911?(g>>>0<d>>>0?d:g):1073741823;i=b;d=m>>2;do if(!g){n=0;r=0}else if(g>>>0>1073741823)vd();else{r=pOb(g<<2)|0;n=r;break}while(0);k=r+(d<<2)|0;j=r+(g<<2)|0;g=k;h=e;while(1){f[g>>2]=f[e+8>>2];e=g+4|0;d=f[h>>2]|0;if((t|0)==(d|0))break;else{g=e;h=d;e=d}}if((m|0)>0)bQb(n|0,q|0,m|0)|0;d=l-i|0;if((d|0)>0){bQb(e|0,b|0,d|0)|0;e=e+(d>>>2<<2)|0;b=f[a>>2]|0}else b=q;f[a>>2]=r;f[u>>2]=e;f[o>>2]=j;if(!b){u=k;return u|0}sOb(b);u=k;return u|0}m=b;h=l-m|0;d=h>>2;if((i|0)<(d|0)){g=j;d=s}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((t|0)==(g|0))d=s;else{h=g;d=s;do{f[d>>2]=f[h+8>>2];h=f[h>>2]|0;d=d+4|0;f[u>>2]=d}while((t|0)!=(h|0))}if(!i){u=b;return u|0}}k=d-(b+(p<<2))|0;l=k>>2;h=b+(l<<2)|0;if(h>>>0<s>>>0){j=(s+(0-l<<2)+~m|0)>>>2;i=d;while(1){f[i>>2]=f[h>>2];h=h+4|0;if(h>>>0>=s>>>0)break;else i=i+4|0}f[u>>2]=d+(j+1<<2)}if(l){cQb(d+(0-l<<2)|0,b|0,k|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){u=b;return u|0}d=b;h=e;while(1){f[d>>2]=f[h+8>>2];e=f[e>>2]|0;if((g|0)==(e|0))break;else{d=d+4|0;h=e}}return b|0}function YXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;t=c;r=f[a>>2]|0;p=r;l=(f[b>>2]|0)-p|0;m=l>>2;u=r+(m<<2)|0;h=d;v=h-t|0;i=v>>2;if((v|0)<=0){v=u;return v|0}o=a+8|0;e=f[o>>2]|0;v=a+4|0;q=f[v>>2]|0;k=q;if((i|0)<=(e-k>>2|0)){g=k-u|0;b=g>>2;if((i|0)>(b|0)){e=c+(b<<2)|0;b=h-e|0;if((b|0)>0){bQb(q|0,e|0,b|0)|0;b=(f[v>>2]|0)+(b>>>2<<2)|0;f[v>>2]=b}else b=q;if((g|0)>0){d=e;j=b}else{v=u;return v|0}}else j=q;h=j-(u+(i<<2))|0;i=h>>2;b=u+(i<<2)|0;if(b>>>0<q>>>0){g=((q+(0-i-m<<2)+~p|0)>>>2)+1|0;e=j;while(1){f[e>>2]=f[b>>2];b=b+4|0;if(b>>>0>=q>>>0)break;else e=e+4|0}f[v>>2]=j+(g<<2)}if(i|0)cQb(j+(0-i<<2)|0,u|0,h|0)|0;b=d-t|0;if(!b){v=u;return v|0}cQb(u|0,c|0,b|0)|0;v=u;return v|0}b=(k-p>>2)+i|0;if(b>>>0>1073741823)AMb(a);e=e-p|0;h=e>>1;b=e>>2>>>0<536870911?(h>>>0<b>>>0?b:h):1073741823;h=u;e=l>>2;do if(!b){s=0;n=0}else if(b>>>0>1073741823)vd();else{n=pOb(b<<2)|0;s=n;break}while(0);j=s+(e<<2)|0;i=s+(b<<2)|0;if((c|0)==(d|0))b=j;else{g=e+((d+-4-t|0)>>>2)+1|0;b=c;e=j;while(1){f[e>>2]=f[b>>2];b=b+4|0;if((b|0)==(d|0))break;else e=e+4|0}b=s+(g<<2)|0}if((l|0)>0)bQb(n|0,r|0,l|0)|0;e=k-h|0;if((e|0)>0){bQb(b|0,u|0,e|0)|0;b=b+(e>>>2<<2)|0}f[a>>2]=s;f[v>>2]=b;f[o>>2]=i;if(!r){v=j;return v|0}sOb(r);v=j;return v|0}function ZXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function _Xa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;b=f[b+4>>2]|0;f[c>>2]=b;f[g+(h*12|0)+4>>2]=b;f[g+(h*12|0)+8>>2]=b;b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function $Xa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k+28|0;j=k;e=k+24|0;f[a>>2]=38600;g=pOb(56)|0;bZa(g,a);f[g>>2]=38668;d=g;g=g+16|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=d;jYa(a,e,c);c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);f[a>>2]=38600;c=a+248|0;d=pOb(48)|0;b[d+41>>0]=0;g=d;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[c>>2]=d;h=f[a+240>>2]|0;e=h+36|0;g=j+16|0;f[j>>2]=38872;f[j+4>>2]=941;f[j+8>>2]=0;f[j+12>>2]=a;f[g>>2]=j;b[i>>0]=0;c=h+40|0;d=f[c>>2]|0;if(d>>>0<(f[h+44>>2]|0)>>>0){f[d+16>>2]=d;i=f[g>>2]|0;oh[f[(f[i>>2]|0)+12>>2]&1023](i,d);i=f[c>>2]|0;b[d+24>>0]=0;i=i+32|0;f[c>>2]=i;c=i}else{Pha(e,j,i);c=f[c>>2]|0}d=a+248|0;f[(f[d>>2]|0)+44>>2]=(c-(f[e>>2]|0)>>5)+-1;c=f[g>>2]|0;if((j|0)==(c|0)){gh[f[(f[c>>2]|0)+16>>2]&2047](c);j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}if(!c){j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}gh[f[(f[c>>2]|0)+20>>2]&2047](c);j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}function aYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=f[c+248>>2]|0;m=pOb(68)|0;f[m>>2]=c;i=m+4|0;f[i>>2]=0;j=m+8|0;f[j>>2]=0;k=m+12|0;Axb(k);f[k>>2]=38644;h=m+32|0;n=m+36|0;f[n>>2]=0;f[n+4>>2]=0;b[m+43>>0]=3;b[h>>0]=b[191059]|0;b[h+1>>0]=b[191060]|0;b[h+2>>0]=b[191061]|0;b[m+35>>0]=0;h=m+44|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;wxb(m+56|0);h=f[m>>2]|0;n=pOb(12)|0;M3a(n,h);f[n>>2]=38916;f[n+8>>2]=h;h=f[i>>2]|0;f[i>>2]=n;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);n=f[j>>2]|0;h=n;if(!n){h=pOb(4)|0;Pob(h,f[i>>2]|0,0);i=f[j>>2]|0;f[j>>2]=h;if(i){Qob(i);sOb(i);h=f[j>>2]|0}}b[m+64>>0]=0;f[m+28>>2]=h;f[m+24>>2]=c;f[(f[c+244>>2]|0)+16>>2]=k;i=f[l>>2]|0;f[l>>2]=m;if(!i){bYa(a,c,d,e,g);return}uxb(i+56|0);f[i+12>>2]=38644;h=i+44|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);h=i+32|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);n=i+8|0;h=f[n>>2]|0;f[n>>2]=0;if(h|0){Qob(h);sOb(h)}n=i+4|0;h=f[n>>2]|0;f[n>>2]=0;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);sOb(i);bYa(a,c,d,e,g);return}function bYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=c+248|0;FOb((f[i>>2]|0)+4|0,e)|0;FOb((f[i>>2]|0)+16|0,d)|0;FOb((f[i>>2]|0)+28|0,g)|0;c=f[f[i>>2]>>2]|0;FOb(c+32|0,d)|0;FOb(c+44|0,g)|0;h=xxb(c+56|0,e,c+12|0)|0;b[c+64>>0]=h&1;if(h){d=0;h=0;c=0}else{d=pOb(32)|0;c=d;e=191063;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));b[d+16>>0]=0;h=16;c=-2147483616}g=c>>>24;if(!(((g&255)<<24>>24<0?h:g)|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0}else{i=f[i>>2]|0;g=f[i>>2]|0;f[i>>2]=0;if(g|0){uxb(g+56|0);f[g+12>>2]=38644;e=g+44|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);e=g+32|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);i=g+8|0;e=f[i>>2]|0;f[i>>2]=0;if(e|0){Qob(e);sOb(e)}i=g+4|0;e=f[i>>2]|0;f[i>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(g)}f[a>>2]=d;f[a+4>>2]=h;f[a+8>>2]=c;d=0;c=0}if((c>>>24&255)<<24>>24>=0)return;sOb(d);return}function cYa(a){a=a|0;F1a(a);sOb(a);return}function dYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;b[(f[(f[a+8>>2]|0)+248>>2]|0)+40>>0]=1;return n2a(a,c,d,e,g)|0}function eYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39116;b=f[a+232>>2]|0;if(b|0)QNa(b);e=a+244|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=a+240|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){x8a(b);sOb(b)}b=f[a+236>>2]|0;if(b|0)iOb(b);d=a+212|0;b=f[d>>2]|0;if(b|0){e=a+216|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+200|0;b=f[d>>2]|0;if(b|0){e=a+204|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+188|0;b=f[d>>2]|0;if(b|0){e=a+192|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+176|0;b=f[d>>2]|0;if(b|0){e=a+180|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+164|0;b=f[d>>2]|0;if(b|0){e=a+168|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+152|0;b=f[d>>2]|0;if(b|0){e=a+156|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+140|0;b=f[d>>2]|0;if(b|0){e=a+144|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+128|0;b=f[d>>2]|0;if(b|0){e=a+132|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+116|0;b=f[d>>2]|0;if(b|0){e=a+120|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+104|0;b=f[d>>2]|0;if(b|0){e=a+108|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+92|0;b=f[d>>2]|0;if(b|0){e=a+96|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+80|0;b=f[d>>2]|0;if(b|0){e=a+84|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+68|0;b=f[d>>2]|0;if(b|0){e=a+72|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+56|0;b=f[d>>2]|0;if(b|0){e=a+60|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+44|0;b=f[d>>2]|0;if(b|0){e=a+48|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+32|0;b=f[d>>2]|0;if(b|0){e=a+36|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+20|0;b=f[d>>2]|0;if(b|0){e=a+24|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+4|0;b=f[e>>2]|0;if(!b)return;d=a+8|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function fYa(a){a=a|0;yf()}function gYa(a){a=a|0;b[a+228>>0]=1;return}function hYa(a){a=a|0;return -1}function iYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;f[a>>2]=39116;e=a+4|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;b[e+12>>0]=0;dQb(a+20|0,0,204)|0;f[a+224>>2]=d;b[a+228>>0]=0;b[a+229>>0]=0;d=a+232|0;LNa(d);e=pOb(400)|0;u8a(e,d);f[a+240>>2]=e;e=f[c>>2]|0;f[c>>2]=0;f[a+244>>2]=e;yQa(f[d>>2]|0,a);return}function jYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;f[a>>2]=39116;e=a+4|0;g=d+4|0;f[e>>2]=0;i=a+8|0;f[i>>2]=0;f[a+12>>2]=0;f[e>>2]=f[g>>2];e=d+8|0;f[i>>2]=f[e>>2];i=d+12|0;f[a+12>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;b[a+16>>0]=b[d+16>>0]|0;g=a+20|0;e=d+20|0;f[g>>2]=0;i=a+24|0;f[i>>2]=0;f[a+28>>2]=0;f[g>>2]=f[e>>2];g=d+24|0;f[i>>2]=f[g>>2];i=d+28|0;f[a+28>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+32|0;g=d+32|0;f[e>>2]=0;i=a+36|0;f[i>>2]=0;f[a+40>>2]=0;f[e>>2]=f[g>>2];e=d+36|0;f[i>>2]=f[e>>2];i=d+40|0;f[a+40>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+44|0;e=d+44|0;f[g>>2]=0;i=a+48|0;f[i>>2]=0;f[a+52>>2]=0;f[g>>2]=f[e>>2];g=d+48|0;f[i>>2]=f[g>>2];i=d+52|0;f[a+52>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+56|0;g=d+56|0;f[e>>2]=0;i=a+60|0;f[i>>2]=0;f[a+64>>2]=0;f[e>>2]=f[g>>2];e=d+60|0;f[i>>2]=f[e>>2];i=d+64|0;f[a+64>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+68|0;e=d+68|0;f[g>>2]=0;i=a+72|0;f[i>>2]=0;f[a+76>>2]=0;f[g>>2]=f[e>>2];g=d+72|0;f[i>>2]=f[g>>2];i=d+76|0;f[a+76>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+80|0;g=d+80|0;f[e>>2]=0;i=a+84|0;f[i>>2]=0;f[a+88>>2]=0;f[e>>2]=f[g>>2];e=d+84|0;f[i>>2]=f[e>>2];i=d+88|0;f[a+88>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+92|0;e=d+92|0;f[g>>2]=0;i=a+96|0;f[i>>2]=0;f[a+100>>2]=0;f[g>>2]=f[e>>2];g=d+96|0;f[i>>2]=f[g>>2];i=d+100|0;f[a+100>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+104|0;g=d+104|0;f[e>>2]=0;i=a+108|0;f[i>>2]=0;f[a+112>>2]=0;f[e>>2]=f[g>>2];e=d+108|0;f[i>>2]=f[e>>2];i=d+112|0;f[a+112>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+116|0;e=d+116|0;f[g>>2]=0;i=a+120|0;f[i>>2]=0;f[a+124>>2]=0;f[g>>2]=f[e>>2];g=d+120|0;f[i>>2]=f[g>>2];i=d+124|0;f[a+124>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+128|0;g=d+128|0;f[e>>2]=0;i=a+132|0;f[i>>2]=0;f[a+136>>2]=0;f[e>>2]=f[g>>2];e=d+132|0;f[i>>2]=f[e>>2];i=d+136|0;f[a+136>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+140|0;e=d+140|0;f[g>>2]=0;i=a+144|0;f[i>>2]=0;f[a+148>>2]=0;f[g>>2]=f[e>>2];g=d+144|0;f[i>>2]=f[g>>2];i=d+148|0;f[a+148>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+152|0;g=d+152|0;f[e>>2]=0;i=a+156|0;f[i>>2]=0;f[a+160>>2]=0;f[e>>2]=f[g>>2];e=d+156|0;f[i>>2]=f[e>>2];i=d+160|0;f[a+160>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+164|0;e=d+164|0;f[g>>2]=0;i=a+168|0;f[i>>2]=0;f[a+172>>2]=0;f[g>>2]=f[e>>2];g=d+168|0;f[i>>2]=f[g>>2];i=d+172|0;f[a+172>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+176|0;g=d+176|0;f[e>>2]=0;i=a+180|0;f[i>>2]=0;f[a+184>>2]=0;f[e>>2]=f[g>>2];e=d+180|0;f[i>>2]=f[e>>2];i=d+184|0;f[a+184>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+188|0;e=d+188|0;f[g>>2]=0;i=a+192|0;f[i>>2]=0;f[a+196>>2]=0;f[g>>2]=f[e>>2];g=d+192|0;f[i>>2]=f[g>>2];i=d+196|0;f[a+196>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+200|0;g=d+200|0;f[e>>2]=0;i=a+204|0;f[i>>2]=0;f[a+208>>2]=0;f[e>>2]=f[g>>2];e=d+204|0;f[i>>2]=f[e>>2];i=d+208|0;f[a+208>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+212|0;e=d+212|0;f[g>>2]=0;i=a+216|0;f[i>>2]=0;f[a+220>>2]=0;f[g>>2]=f[e>>2];g=d+216|0;f[i>>2]=f[g>>2];i=d+220|0;f[a+220>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;f[a+224>>2]=f[d+224>>2];b[a+228>>0]=b[d+228>>0]|0;b[a+229>>0]=0;e=a+232|0;g=d+232|0;f[e>>2]=f[g>>2];i=d+236|0;h=f[i>>2]|0;f[a+236>>2]=h;if(h|0)gOb(h);j=d+240|0;h=f[j>>2]|0;f[j>>2]=0;f[a+240>>2]=h;h=a+244|0;j=f[c>>2]|0;f[c>>2]=0;f[h>>2]=j;yQa(f[e>>2]|0,a);cZa(f[h>>2]|0,f[d+244>>2]|0);f[g>>2]=0;a=f[i>>2]|0;f[i>>2]=0;if(!a)return;iOb(a);return}function kYa(a){a=a|0;if(b[a+228>>0]|0){a=0;return a|0}M_a(f[a+244>>2]|0);a=1;return a|0}function lYa(a){a=a|0;b[a+228>>0]=0;if(!(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0))return;bh[f[a+224>>2]&63]();return}function mYa(a){a=a|0;dZa(f[a+244>>2]|0);return}function nYa(a){a=a|0;return eZa(f[a+244>>2]|0)|0}function oYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a+244>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];N_a(a,d);u=c;return}function pYa(a){a=a|0;var b=0;f[a>>2]=39160;b=a+4|0;zYa(f[b>>2]|0,a);a=f[b>>2]|0;if(!a)return;_Ya(a);sOb(a);return}function qYa(a){a=a|0;yf()}function rYa(a){a=a|0;zYa(f[a+4>>2]|0,a);return}function sYa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;e=GQa(f[(f[a+8>>2]|0)+232>>2]|0)|0;g=f[c>>2]|0;c=f[e+4>>2]|0;d=c+-1|0;if(!(d&c)){c=f[(f[e>>2]|0)+((d&g)<<2)>>2]|0;while(1){c=f[c>>2]|0;if((g|0)!=(f[c+4>>2]|0))continue;if((f[c+8>>2]|0)==(g|0))break}}else{if(g>>>0<c>>>0)c=g;else c=(g>>>0)%(c>>>0)|0;c=f[(f[e>>2]|0)+(c<<2)>>2]|0;while(1){c=f[c>>2]|0;if((g|0)!=(f[c+4>>2]|0))continue;if((f[c+8>>2]|0)==(g|0))break}}f[h>>2]=f[(f[c+12>>2]|0)+8>>2];h=xYa((f[a+4>>2]|0)+776|0,h)|0;b[h>>0]=1;u=i;return}function tYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+136|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+140>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+144|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+148|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=vYa(l,c+4|0)|0;b[q>>0]=d;return}function uYa(a,b){a=a|0;b=b|0;return 0.0}function vYa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)wYa(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)wYa(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function wYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{d=j+-1|0;c=(d&j|0)==0;if(c)h=d&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&d|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(156)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[h+32>>2]=1.0;l=h+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+52>>2]=1.0;l=h+56|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+72>>2]=1.0;l=h+76|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+92>>2]=1.0;l=h+96|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+112>>2]=1.0;l=h+116|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+132>>2]=1.0;l=h+136|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+152>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;e=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;g=+n[c>>2];do if(i|g*+(j>>>0)<e){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(e/g))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;d=j}else if(!(b+-1&b))d=j;else{b=hDb(b)|0;d=f[k>>2]|0}if(b>>>0>d>>>0)yYa(a,b);else if(b>>>0<d>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<d>>>0)yYa(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&m;break}if(b>>>0>m>>>0){d=b;b=m}else{d=b;b=(m>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function yYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function zYa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;AYa(a,c,a+816|0);f[a+476>>2]=0;b[a+480>>0]=0;n[a+484>>2]=1.0;b[a+488>>0]=0;b[a+489>>0]=0;b[a+490>>0]=0;h=f[a+504>>2]|0;i=a+508|0;d=f[i>>2]|0;if((d|0)!=(h|0))do{e=d+-20|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-16|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(h|0));h=f[a+492>>2]|0;i=a+496|0;d=f[i>>2]|0;if((d|0)!=(h|0))do{e=d+-16|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(h|0));h=a+528|0;if(f[h>>2]|0){e=a+524|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+520>>2]|0;if(e|0){g=a+516|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}b[a+536>>0]=0;h=a+552|0;if(f[h>>2]|0){e=a+548|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+544>>2]|0;if(e|0){g=a+540|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+572|0;if(f[h>>2]|0){e=a+568|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+564>>2]|0;if(e|0){g=a+560|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+592|0;if(f[h>>2]|0){e=a+588|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+584>>2]|0;if(e|0){g=a+580|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}d=f[a+600>>2]|0;e=a+604|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~((g+-8-d|0)>>>3)<<3);h=a+636|0;if(f[h>>2]|0){e=a+632|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+628>>2]|0;if(e|0){g=a+624|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+656|0;if(f[h>>2]|0){e=a+652|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+648>>2]|0;if(e|0){g=a+644|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+676|0;if(f[h>>2]|0){e=a+672|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+668>>2]|0;if(e|0){g=a+664|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+696|0;if(f[h>>2]|0){e=a+692|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+688>>2]|0;if(e|0){g=a+684|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+716|0;if(f[h>>2]|0){e=a+712|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+708>>2]|0;if(e|0){g=a+704|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+736|0;if(f[h>>2]|0){e=a+732|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+728>>2]|0;if(e|0){g=a+724|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+756|0;if(f[h>>2]|0){e=a+752|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+748>>2]|0;if(e|0){g=a+744|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}e=a+764|0;d=f[e>>2]|0;if(d|0){oh[f[(f[d>>2]|0)+16>>2]&1023](d,1);d=f[e>>2]|0;f[e>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}c=c+4|0;d=f[(f[c>>2]|0)+768>>2]|0;if(!d){u=k;return}e=f[(f[d>>2]|0)+12>>2]|0;g=pOb(32)|0;f[j>>2]=g;f[j+8>>2]=-2147483616;f[j+4>>2]=20;h=g;i=191136;a=h+20|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(a|0));b[g+20>>0]=0;oh[e&1023](d,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);j=(f[c>>2]|0)+768|0;d=f[j>>2]|0;f[j>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);j=(f[c>>2]|0)+772|0;d=f[j>>2]|0;f[j>>2]=0;if(!d){u=k;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);u=k;return}function AYa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+1600|0;k=0;if(!(f[a+12>>2]|0)){if((f[a+20>>2]|0)!=(f[a+24>>2]|0))k=3}else k=3;if((k|0)==3){d=f[a+8>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,10);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+20>>2]|0;e=f[a+24>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));CYa(a)}if(!(f[a+44>>2]|0)){if((f[a+52>>2]|0)!=(f[a+56>>2]|0))k=16}else k=16;if((k|0)==16){d=f[a+40>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,8);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+52>>2]|0;e=f[a+56>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));DYa(a+32|0)}EYa(b,a+64|0);EYa(b,a+96|0);if(!(f[a+140>>2]|0)){if((f[a+148>>2]|0)!=(f[a+152>>2]|0))k=29}else k=29;if((k|0)==29){d=f[a+136>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,3);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+148>>2]|0;e=f[a+152>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));FYa(a+128|0)}if(!(f[a+172>>2]|0)){if((f[a+180>>2]|0)!=(f[a+184>>2]|0))k=42}else k=42;if((k|0)==42){d=f[a+168>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,4);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+180>>2]|0;e=f[a+184>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));GYa(a+160|0)}if(!(f[a+204>>2]|0)){if((f[a+212>>2]|0)!=(f[a+216>>2]|0))k=55}else k=55;if((k|0)==55){d=f[a+200>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,7);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+212>>2]|0;e=f[a+216>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));KYa(a+192|0)}if(!(f[a+236>>2]|0)){if((f[a+244>>2]|0)!=(f[a+248>>2]|0))k=68}else k=68;if((k|0)==68){d=f[a+232>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,1);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}k=f[e+24>>2]|0;oh[f[(f[k>>2]|0)+16>>2]&1023](k,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+244>>2]|0;e=f[a+248>>2]|0;if((d|0)!=(e|0))do{b=f[d+24>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);d=d+28|0}while((d|0)!=(e|0));LYa(a+224|0)}d=f[(a+284|0)>>2]|0;if(d|0)do{b=f[d+12>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);d=f[d>>2]|0}while((d|0)!=0);if(f[(a+288|0)>>2]|0){d=f[(a+284|0)>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[(e+12|0)>>2]|0;f[(e+12|0)>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(e)}while((d|0)!=0);f[(a+284|0)>>2]=0;e=f[a+280>>2]|0;if(e|0){d=0;do{f[(f[(a+276|0)>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[(a+288|0)>>2]=0}b=f[(a+264|0)>>2]|0;f[l+16>>2]=a;f[l+32>>2]=c;f[l+712>>2]=b;f[l+1536>>2]=0;f[l+1540>>2]=0;IYa(l);G=f[l+1536>>2]|0;D=f[l+1540>>2]|0;H=+n[l+1540>>2];f[l+1536>>2]=0;f[l+1540>>2]=0;if((G|0)==5){u=l;return}u=l}function BYa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+1392|0;l=0;a=f[a+4>>2]|0;e=f[b>>2]|0;i=f[a+780>>2]|0;if(!i){u=q;return}if(!((i+-1|0)&i))g=(i+-1|0)&e;else if(i>>>0>e>>>0)g=e;else g=(e>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(g<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}a:do if(!((i+-1|0)&i)){while(1){d=f[a+4>>2]|0;if(!((d|0)==(e|0)|(d&(i+-1|0)|0)==(g|0))){l=262;break}if((d|0)==(e|0))if((f[a+8>>2]|0)==(e|0)){p=a;break a}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(e|0)){if((f[a+8>>2]|0)==(e|0)){p=a;break a}}else{if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(g|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);if((h[p+12>>0]|0)>1){u=q;return}k=f[b+4>>2]|0;d=1;a=c|0;if(d)switch(a|0){case 5:{i=p+56|0;e=f[p+60>>2]|0;if(!e){u=q;return}if(!((e+-1|0)&e))g=(e+-1|0)&k;else if(e>>>0>k>>>0)g=k;else g=(k>>>0)%(e>>>0)|0;a=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}b:do if(!((e+-1|0)&e)){while(1){d=f[a+4>>2]|0;if(!((d|0)==(k|0)|(d&(e+-1|0)|0)==(g|0))){l=262;break}if((d|0)==(k|0))if((f[a+8>>2]|0)==(k|0)){j=a;break b}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(k|0)){if((f[a+8>>2]|0)==(k|0)){j=a;break b}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);XYa(i,j)|0;u=q;return}default:d=1}if(d)switch(a|0){case 3:{j=p+76|0;b=f[p+80>>2]|0;if(!b){u=q;return}c=((b+-1|0)&b|0)==0;if(c)e=(b+-1|0)&k;else if(b>>>0>k>>>0)e=k;else e=(k>>>0)%(b>>>0)|0;g=f[j>>2]|0;a=f[g+(e<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}c:do if(c){while(1){d=f[a+4>>2]|0;if(!((d|0)==(k|0)|(d&(b+-1|0)|0)==(e|0))){l=262;break}if((d|0)==(k|0))if((f[a+8>>2]|0)==(k|0)){o=a;break c}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(k|0)){if((f[a+8>>2]|0)==(k|0)){o=a;break c}}else{if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(e|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);if(c)i=(b+-1|0)&k;else if(b>>>0>k>>>0)i=k;else i=(k>>>0)%(b>>>0)|0;d=g+(i<<2)|0;e=f[d>>2]|0;while(1){a=f[e>>2]|0;if((a|0)==(o|0))break;else e=a}if((e|0)==(p+84|0))l=71;else{a=f[e+4>>2]|0;if(c)a=a&(b+-1|0);else if(a>>>0>=b>>>0)a=(a>>>0)%(b>>>0)|0;if((a|0)==(i|0))m=o;else l=71}do if((l|0)==71){a=f[o>>2]|0;if(a|0){a=f[a+4>>2]|0;if(c)a=a&(b+-1|0);else if(a>>>0>=b>>>0)a=(a>>>0)%(b>>>0)|0;if((a|0)==(i|0)){m=o;break}}f[d>>2]=0;m=o}while(0);a=f[m>>2]|0;if(a){d=f[a+4>>2]|0;if(c)d=d&(b+-1|0);else if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(i|0)){f[(f[j>>2]|0)+(d<<2)>>2]=e;a=f[o>>2]|0}}f[e>>2]=a;f[m>>2]=0;p=p+88|0;f[p>>2]=(f[p>>2]|0)+-1;sOb(o);u=q;return}default:d=1}f[q+304>>2]=p;f[q+1160>>2]=k;f[q+1304>>2]=l;f[q+1312>>2]=d;f[q+1320>>2]=a;f[q+1328>>2]=0;f[q+1332>>2]=0;JYa(q);G=f[q+1328>>2]|0;D=f[q+1332>>2]|0;H=+n[q+1332>>2];f[q+1328>>2]=0;f[q+1332>>2]=0;if((G|0)==5){u=q;return}u=q}function CYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;WYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function DYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;VYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function EYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;if(!(f[b+12>>2]|0))if((f[b+20>>2]|0)==(f[b+24>>2]|0))return;c=f[b+8>>2]|0;if(c|0)do{h=c;d=f[h+12>>2]|0;h=f[h+16>>2]|0;if((d|0)!=(h|0))do{e=f[d>>2]|0;i=f[d+4>>2]|0;g=e+(i<<3)|0;if(i|0)do{if(f[e>>2]|0)BYa(a,e,5);e=e+8|0}while((e|0)!=(g|0));i=f[d+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);d=d+28|0}while((d|0)!=(h|0));c=f[c>>2]|0}while((c|0)!=0);c=f[b+20>>2]|0;d=f[b+24>>2]|0;if((c|0)!=(d|0))do{i=f[c+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);c=c+28|0}while((c|0)!=(d|0));TYa(b);return}function FYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;SYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function GYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;RYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function HYa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;G=f[a+288>>2]|0;l=f[a+296>>2]|0;w=+n[a+304>>2];e=f[a+552>>2]|0;D=f[a+592>>2]|0;m=f[a+1288>>2]|0;F=f[a+1480>>2]|0;g=f[a+1672>>2]|0;H=f[a+1920>>2]|0;a:{if(H){H=0;if(1){KUa(a+208|0,G,0);h=f[(a+208|0)>>2]|0;f[(a+208|0)>>2]=f[(a+144|0)>>2];f[(a+144|0)>>2]=h;h=f[((a+208|0)+4|0)>>2]|0;f[((a+208|0)+4|0)>>2]=f[((a+144|0)+4|0)>>2];f[((a+144|0)+4|0)>>2]=h;h=f[((a+208|0)+8|0)>>2]|0;f[((a+208|0)+8|0)>>2]=f[((a+144|0)+8|0)>>2];f[((a+144|0)+8|0)>>2]=h;h=f[((a+208|0)+12|0)>>2]|0;f[((a+208|0)+12|0)>>2]=f[((a+144|0)+12|0)>>2];f[((a+144|0)+12|0)>>2]=h;h=f[((a+208|0)+16|0)>>2]|0;f[((a+208|0)+16|0)>>2]=f[((a+144|0)+16|0)>>2];f[((a+144|0)+16|0)>>2]=h;h=f[((a+208|0)+20|0)>>2]|0;f[((a+208|0)+20|0)>>2]=f[((a+144|0)+20|0)>>2];f[((a+144|0)+20|0)>>2]=h;h=f[((a+208|0)+24|0)>>2]|0;f[((a+208|0)+24|0)>>2]=f[((a+144|0)+24|0)>>2];f[((a+144|0)+24|0)>>2]=h;h=f[((a+208|0)+28|0)>>2]|0;f[((a+208|0)+28|0)>>2]=f[((a+144|0)+28|0)>>2];f[((a+144|0)+28|0)>>2]=h;h=f[((a+208|0)+32|0)>>2]|0;f[((a+208|0)+32|0)>>2]=f[((a+144|0)+32|0)>>2];f[((a+144|0)+32|0)>>2]=h;h=f[((a+208|0)+36|0)>>2]|0;f[((a+208|0)+36|0)>>2]=f[((a+144|0)+36|0)>>2];f[((a+144|0)+36|0)>>2]=h;h=f[((a+208|0)+40|0)>>2]|0;f[((a+208|0)+40|0)>>2]=f[((a+144|0)+40|0)>>2];f[((a+144|0)+40|0)>>2]=h;h=f[((a+208|0)+44|0)>>2]|0;f[((a+208|0)+44|0)>>2]=f[((a+144|0)+44|0)>>2];f[((a+144|0)+44|0)>>2]=h;h=f[((a+208|0)+48|0)>>2]|0;f[((a+208|0)+48|0)>>2]=f[((a+144|0)+48|0)>>2];f[((a+144|0)+48|0)>>2]=h;h=f[((a+208|0)+52|0)>>2]|0;f[((a+208|0)+52|0)>>2]=f[((a+144|0)+52|0)>>2];f[((a+144|0)+52|0)>>2]=h;h=f[((a+208|0)+56|0)>>2]|0;f[((a+208|0)+56|0)>>2]=f[((a+144|0)+56|0)>>2];f[((a+144|0)+56|0)>>2]=h;f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2];f[(a+64|0)>>2]=a+144|0;f[(a+64|0)+4>>2]=g;gma(a+208|0,a+64|0)|0;f[(a+144|0)>>2]=f[(a+208|0)>>2];f[((a+144|0)+4|0)>>2]=f[(a+208|0)+4>>2];f[((a+144|0)+8|0)>>2]=f[(a+208|0)+8>>2];f[((a+144|0)+12|0)>>2]=f[(a+208|0)+12>>2];f[((a+144|0)+16|0)>>2]=f[(a+208|0)+16>>2];f[((a+144|0)+20|0)>>2]=f[(a+208|0)+20>>2];f[((a+144|0)+24|0)>>2]=f[(a+208|0)+24>>2];f[((a+144|0)+28|0)>>2]=f[(a+208|0)+28>>2];f[((a+144|0)+32|0)>>2]=f[(a+208|0)+32>>2];f[((a+144|0)+36|0)>>2]=f[(a+208|0)+36>>2];f[((a+144|0)+40|0)>>2]=f[(a+208|0)+40>>2];f[((a+144|0)+44|0)>>2]=f[(a+208|0)+44>>2];f[((a+144|0)+48|0)>>2]=f[(a+208|0)+48>>2];f[((a+144|0)+52|0)>>2]=f[(a+208|0)+52>>2];f[((a+144|0)+56|0)>>2]=f[(a+208|0)+56>>2];f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2];h=f[e>>2]|0;i=f[G+356>>2]|0;b:do if(!i)j=1.0;else{if(!((i+-1|0)&i))k=(i+-1|0)&h;else if(h>>>0<i>>>0)k=h;else k=(h>>>0)%(i>>>0)|0;e=f[(f[G+352>>2]|0)+(k<<2)>>2]|0;if(!e)j=1.0;else{e=f[e>>2]|0;if(!e)j=1.0;else{c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((h|0)==(g|0)|(g&(i+-1|0)|0)==(k|0))){j=1.0;break b}if((h|0)==(g|0))if((f[e+8>>2]|0)==(h|0))break c;e=f[e>>2]|0;if(!e){j=1.0;break b}}else while(1){g=f[e+4>>2]|0;if((h|0)==(g|0)){if((f[e+8>>2]|0)==(h|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(k|0)){j=1.0;break b}}e=f[e>>2]|0;if(!e){j=1.0;break b}}while(0);j=+p[e+16>>3];if(j==0.0)j=+p[G+184>>3]}}}while(0);e=w==0.0|j==0.0;j=w/j;if((e?1.0:j)!=1.0){w=e?1.0:j;f[(a+4|0)>>2]=0;f[(a+4|0)+4>>2]=0;f[(a+4|0)+8>>2]=0;f[(a+4|0)+12>>2]=0;f[(a+24|0)>>2]=0;f[(a+24|0)+4>>2]=0;f[(a+24|0)+8>>2]=0;f[(a+24|0)+12>>2]=0;f[(a+44|0)>>2]=0;f[(a+44|0)+4>>2]=0;f[(a+44|0)+8>>2]=0;f[(a+44|0)+12>>2]=0;n[a>>2]=w;n[a+20>>2]=w;n[a+40>>2]=w;n[a+60>>2]=1.0;f[(a+64|0)>>2]=a+144|0;f[(a+64|0)+4>>2]=a;gma(a+208|0,a+64|0)|0;f[(a+144|0)>>2]=f[(a+208|0)>>2];f[((a+144|0)+4|0)>>2]=f[(a+208|0)+4>>2];f[((a+144|0)+8|0)>>2]=f[(a+208|0)+8>>2];f[((a+144|0)+12|0)>>2]=f[(a+208|0)+12>>2];f[((a+144|0)+16|0)>>2]=f[(a+208|0)+16>>2];f[((a+144|0)+20|0)>>2]=f[(a+208|0)+20>>2];f[((a+144|0)+24|0)>>2]=f[(a+208|0)+24>>2];f[((a+144|0)+28|0)>>2]=f[(a+208|0)+28>>2];f[((a+144|0)+32|0)>>2]=f[(a+208|0)+32>>2];f[((a+144|0)+36|0)>>2]=f[(a+208|0)+36>>2];f[((a+144|0)+40|0)>>2]=f[(a+208|0)+40>>2];f[((a+144|0)+44|0)>>2]=f[(a+208|0)+44>>2];f[((a+144|0)+48|0)>>2]=f[(a+208|0)+48>>2];f[((a+144|0)+52|0)>>2]=f[(a+208|0)+52>>2];f[((a+144|0)+56|0)>>2]=f[(a+208|0)+56>>2];f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2]}}else H=1}IIa(a+208|0,a+144|0);i=f[G+172>>2]|0;x=f[l>>2]|0;e=f[m>>2]|0;g=b[G+192>>0]|0;h=f[(F+12|0)>>2]|0;if(!h)w2a(F,i,x,e,a+208|0,g);else Th[f[(f[h>>2]|0)+180>>2]&127](h,i,x,e,a+208|0,g);y=D+20|0;e=f[y>>2]|0;z=D+24|0;v=f[z>>2]|0;if((e|0)!=(v|0))do{g=f[e>>2]|0;h=f[e+4>>2]|0;i=f[e+8>>2]|0;k=f[e+12>>2]|0;l=f[e+16>>2]|0;m=f[e+20>>2]|0;o=f[e+24>>2]|0;q=f[e+28>>2]|0;r=f[e+32>>2]|0;s=f[e+36>>2]|0;t=f[(F+12|0)>>2]|0;if(!t)g2a(F,x,g,h,i,k,l,m,o,q,r,s);else ai[f[(f[t>>2]|0)+116>>2]&7](t,x,g,h,i,k,l,m,o,q,r,s);e=e+40|0}while((e|0)!=(v|0));k=f[D>>2]|0;m=f[(G+376|0)>>2]|0;e=f[D+4>>2]|0;o=((m+-1|0)&m|0)==0;if(o)e=(m+-1|0)&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(G+372|0)>>2]|0)+(e<<2)|0;l=f[i>>2]|0;while(1){g=f[l>>2]|0;if((g|0)==(D|0))break;else l=g}if((l|0)==(G+380|0))v=63;else{g=f[l+4>>2]|0;if(o)g=g&(m+-1|0);else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){A=k;v=71}else v=63}do if((v|0)==63){if(k|0){g=f[k+4>>2]|0;if(o)h=g&(m+-1|0);else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){c=g;C=k;v=73;break}}f[i>>2]=0;A=f[D>>2]|0;v=71}while(0);if((v|0)==71){g=A;if(!A)B=g;else{c=f[A+4>>2]|0;C=g;v=73}}if((v|0)==73){if(o)c=c&(m+-1|0);else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))B=C;else{f[(f[(G+372|0)>>2]|0)+(c<<2)>>2]=l;B=f[D>>2]|0}}f[l>>2]=B;f[D>>2]=0;f[(G+384|0)>>2]=(f[(G+384|0)>>2]|0)+-1;c=f[y>>2]|0;if(c|0){e=f[z>>2]|0;if((e|0)!=(c|0))f[z>>2]=e+(~(((e+-40-c|0)>>>0)/40|0)*40|0);sOb(c)}sOb(D);e=f[G+264>>2]|0;c=f[(G+268|0)>>2]|0;if((e|0)!=(c|0)){d:while(1){r=f[e>>2]|0;m=f[e+4>>2]|0;if((r|0)==(m|0)){E=r;v=110;break}o=f[(G+376|0)>>2]|0;if(!o){E=m;v=110;break}q=f[(G+372|0)>>2]|0;e:do if(!((o+-1|0)&o)){k=r;while(1){i=f[k>>2]|0;g=f[q+((i&(o+-1|0))<<2)>>2]|0;f:do if(g|0){g=f[g>>2]|0;if(!g)break;do{h=f[g+4>>2]|0;if(!((h|0)==(i|0)|(h&(o+-1|0)|0)==(i&(o+-1|0)|0)))break f;if((h|0)==(i|0))if((f[g+8>>2]|0)==(i|0))break e;g=f[g>>2]|0}while((g|0)!=0)}while(0);k=k+4|0;if((k|0)==(m|0)){E=m;v=110;break d}}}else{k=r;while(1){i=f[k>>2]|0;if(o>>>0>i>>>0)l=i;else l=(i>>>0)%(o>>>0)|0;g=f[q+(l<<2)>>2]|0;g:do if(g|0){g=f[g>>2]|0;if(!g)break;do{h=f[g+4>>2]|0;if((h|0)==(i|0)){if((f[g+8>>2]|0)==(i|0))break e}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(l|0))break g}g=f[g>>2]|0}while((g|0)!=0)}while(0);k=k+4|0;if((k|0)==(m|0)){E=m;v=110;break d}}}while(0);g=e+20|0;if((g|0)==(c|0)){d=c;break}else e=g}h:do if((v|0)==110){i=f[e+12>>2]|0;d=E-r>>2;g=f[e+16>>2]|0;h=f[(F+12|0)>>2]|0;if(!h)X1a(F,i,d,r,g);else Lh[f[(f[h>>2]|0)+72>>2]&255](h,i,d,r,g);d=e;if((e|0)!=(c|0)){g=e+20|0;if((g|0)!=(c|0))while(1){t=g;i:while(1){s=f[t>>2]|0;r=e+24|0;g=f[r>>2]|0;j:do if((s|0)==(g|0))g=s;else{o=f[(G+376|0)>>2]|0;if(!o)break;q=f[(G+372|0)>>2]|0;if(!((o+-1|0)&o)){l=s;while(1){k=f[l>>2]|0;h=f[q+((k&(o+-1|0))<<2)>>2]|0;k:do if(h|0){h=f[h>>2]|0;if(!h)break;do{i=f[h+4>>2]|0;if(!((i|0)==(k|0)|(i&(o+-1|0)|0)==(k&(o+-1|0)|0)))break k;if((i|0)==(k|0))if((f[h+8>>2]|0)==(k|0))break i;h=f[h>>2]|0}while((h|0)!=0)}while(0);l=l+4|0;if((l|0)==(g|0))break j}}else l=s;do{k=f[l>>2]|0;if(o>>>0>k>>>0)m=k;else m=(k>>>0)%(o>>>0)|0;h=f[q+(m<<2)>>2]|0;l:do if(h|0){h=f[h>>2]|0;if(!h)break;do{i=f[h+4>>2]|0;if((i|0)==(k|0)){if((f[h+8>>2]|0)==(k|0))break i}else{if(i>>>0>=o>>>0)i=(i>>>0)%(o>>>0)|0;if((i|0)!=(m|0))break l}h=f[h>>2]|0}while((h|0)!=0)}while(0);l=l+4|0}while((l|0)!=(g|0))}while(0);i=f[e+32>>2]|0;h=g-s>>2;e=f[e+36>>2]|0;g=f[(F+12|0)>>2]|0;if(!g)X1a(F,i,h,s,e);else Lh[f[(f[g>>2]|0)+72>>2]&255](g,i,h,s,e);e=t+20|0;if((e|0)==(c|0))break h;else{E=t;t=e;e=E}}k=d;h=f[k>>2]|0;if(!h){i=k+8|0;h=s}else{g=f[(k+4|0)>>2]|0;if((g|0)!=(h|0))f[(k+4|0)>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h);f[(k+8|0)>>2]=0;f[(k+4|0)>>2]=0;f[k>>2]=0;i=k+8|0;h=f[t>>2]|0;g=f[r>>2]|0}f[d>>2]=h;f[(k+4|0)>>2]=g;E=e+28|0;f[i>>2]=f[E>>2];f[E>>2]=0;f[r>>2]=0;f[t>>2]=0;E=e+32|0;g=f[E+4>>2]|0;f[(k+12|0)>>2]=f[E>>2];f[(k+12|0)+4>>2]=g;g=t+20|0;if((g|0)==(c|0)){d=k+20|0;break}else{d=k+20|0;e=t}}}}while(0);if((c|0)!=(d|0)){i=f[(G+268|0)>>2]|0;if((i|0)!=(c|0)){do{e=f[d>>2]|0;h=d+4|0;if(!e)e=d+8|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);e=d+8|0;f[e>>2]=0;f[h>>2]=0;f[d>>2]=0}f[d>>2]=f[c>>2];D=c+4|0;f[h>>2]=f[D>>2];E=c+8|0;f[e>>2]=f[E>>2];f[E>>2]=0;f[D>>2]=0;f[c>>2]=0;D=c+12|0;E=f[D+4>>2]|0;F=d+12|0;f[F>>2]=f[D>>2];f[F+4>>2]=E;c=c+20|0;d=d+20|0}while((c|0)!=(i|0));c=f[(G+268|0)>>2]|0}if((c|0)!=(d|0))do{e=c+-20|0;f[(G+268|0)>>2]=e;g=f[e>>2]|0;if(!g)c=e;else{c=c+-16|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g);c=f[(G+268|0)>>2]|0}}while((c|0)!=(d|0))}}c=f[(a+208|0)+4>>2]|0;if(c|0)iOb(c);u=a;f[a+1928>>2]=5;break a}f[a+1912>>2]=v;f[a+1920>>2]=H}function IYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+16>>2]|0;i=f[a+32>>2]|0;b=f[a+712>>2]|0;a:{if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+268|0)>>2]|0){b=f[(h+264|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);f[(h+264|0)>>2]=0;c=f[h+260>>2]|0;if(c|0){b=0;do{f[(f[(h+256|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+268|0)>>2]=0}b=f[(h+304|0)>>2]|0;if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+308|0)>>2]|0){b=f[(h+304|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);f[(h+304|0)>>2]=0;c=f[h+300>>2]|0;if(c|0){b=0;do{f[(f[(h+296|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+308|0)>>2]=0}b=f[(h+324|0)>>2]|0;if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+328|0)>>2]|0){MYa(f[(h+324|0)>>2]|0);f[(h+324|0)>>2]=0;c=f[h+320>>2]|0;if(c|0){b=0;do{f[(f[(h+316|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+328|0)>>2]=0}b=f[(h+344|0)>>2]|0;if(b|0)do{d=b;c=f[d+20>>2]|0;d=f[d+24>>2]|0;if((c|0)!=(d|0))do{g=f[c>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);c=c+4|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);if(f[(h+348|0)>>2]|0){b=f[(h+344|0)>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[(e+20|0)>>2]|0;if(c|0){d=f[(e+24|0)>>2]|0;if((d|0)!=(c|0)){do{g=d+-4|0;f[(e+24|0)>>2]=g;d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(e+24|0)>>2]|0}while((d|0)!=(c|0));c=f[(e+20|0)>>2]|0}sOb(c)}sOb(e)}while((b|0)!=0);f[(h+344|0)>>2]=0;c=f[h+340>>2]|0;if(c|0){b=0;do{f[(f[(h+336|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+348|0)>>2]=0}b=f[(h+364|0)>>2]|0;if(b|0)do{c=f[b+20>>2]|0;if(c|0)do{g=f[c+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);c=f[c>>2]|0}while((c|0)!=0);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+368|0)>>2]|0){b=f[(h+364|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[(g+32|0)>>2]|0;f[(g+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(g+12|0)>>2]|0;f[(g+12|0)>>2]=0;if(c|0)sOb(c);sOb(g)}while((b|0)!=0);f[(h+364|0)>>2]=0;c=f[h+360>>2]|0;if(c|0){b=0;do{f[(f[(h+356|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+368|0)>>2]=0}b=f[h+376>>2]|0;c=f[(h+380|0)>>2]|0;if((c|0)!=(b|0))f[(h+380|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);if(f[(h+400|0)>>2]|0){b=f[(h+396|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=f[(c+16|0)>>2]|0;if((e|0)!=(d|0))f[(c+16|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}sOb(c)}while((b|0)!=0);f[(h+396|0)>>2]=0;c=f[h+392>>2]|0;if(c|0){b=0;do{f[(f[(h+388|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+400|0)>>2]=0}if(f[(h+420|0)>>2]|0){b=f[(h+416|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);f[(h+416|0)>>2]=0;c=f[h+412>>2]|0;if(c|0){b=0;do{f[(f[(h+408|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+420|0)>>2]=0}if(!(f[(h+456|0)>>2]|0)){g=h+464|0;c=h+468|0;e=f[c>>2]|0;NYa(g,e);e=h+472|0;f[e>>2]=0;f[g>>2]=c;f[c>>2]=0;c=h+428|0;g=h+432|0;e=f[g>>2]|0;OYa(c,e);e=h+436|0;f[e>>2]=0;f[c>>2]=g;f[g>>2]=0;g=f[i>>2]|0;c=g+1|0;e=i+4|0;d=f[e>>2]|0;d=d+-1|0;f[e>>2]=d;e=i+8|0;f[e>>2]=c;e=i+12|0;f[e>>2]=d;g=g+2|0;f[i>>2]=g;i=h+440|0;f[i>>2]=g;f[a+1536>>2]=5;break a}b=f[(h+452|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);f[(h+452|0)>>2]=0;c=f[h+448>>2]|0;if(c|0){b=0;do{f[(f[(h+444|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+456|0)>>2]=0;g=h+464|0;c=h+468|0;e=f[c>>2]|0;NYa(g,e);e=h+472|0;f[e>>2]=0;f[g>>2]=c;f[c>>2]=0;c=h+428|0;g=h+432|0;e=f[g>>2]|0;OYa(c,e);e=h+436|0;f[e>>2]=0;f[c>>2]=g;f[g>>2]=0;g=f[i>>2]|0;c=g+1|0;e=i+4|0;d=f[e>>2]|0;d=d+-1|0;f[e>>2]=d;e=i+8|0;f[e>>2]=c;e=i+12|0;f[e>>2]=d;g=g+2|0;f[i>>2]=g;i=h+440|0;f[i>>2]=g;f[a+1536>>2]=5;break a}}function JYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=f[a+304>>2]|0;q=f[a+1160>>2]|0;s=f[a+1304>>2]|0;t=f[a+1312>>2]|0;b=f[a+1320>>2]|0;a:{if(t){t=0;switch(b|0){case 4:{j=r+96|0;h=f[r+100>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}b:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){n=b;break b}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){n=b;break b}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(n|0))break;else d=b}if((d|0)==(r+104|0))s=117;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))k=n;else s=117}do if((s|0)==117){b=f[n>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){k=n;break}}f[c>>2]=0;k=n}while(0);b=f[k>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[n>>2]|0}}f[d>>2]=b;f[k>>2]=0;r=r+108|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(n);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 1:{j=r+136|0;h=f[r+140>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}c:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){p=b;break c}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){p=b;break c}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(p|0))break;else d=b}if((d|0)==(r+144|0))s=163;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))l=p;else s=163}do if((s|0)==163){b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){l=p;break}}f[c>>2]=0;l=p}while(0);b=f[l>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[p>>2]|0}}f[d>>2]=b;f[l>>2]=0;r=r+148|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(p);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 7:{j=r+116|0;h=f[r+120>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}d:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){o=b;break d}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){o=b;break d}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(o|0))break;else d=b}if((d|0)==(r+124|0))s=209;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))m=o;else s=209}do if((s|0)==209){b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){m=o;break}}f[c>>2]=0;m=o}while(0);b=f[m>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[o>>2]|0}}f[d>>2]=b;f[m>>2]=0;r=r+128|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(o);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 8:{g=r+36|0;d=f[r+40>>2]|0;if(!d){f[a+1328>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&q;else if(d>>>0>q>>>0)e=q;else e=(q>>>0)%(d>>>0)|0;b=f[(f[g>>2]|0)+(e<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}e:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(d+-1|0)|0)==(e|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){i=b;break e}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){i=b;break e}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);YYa(g,i)|0;f[a+1328>>2]=5;break a}case 10:{g=r+16|0;d=f[r+20>>2]|0;if(!d){f[a+1328>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&q;else if(d>>>0>q>>>0)e=q;else e=(q>>>0)%(d>>>0)|0;b=f[(f[g>>2]|0)+(e<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}f:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(d+-1|0)|0)==(e|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){h=b;break f}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){h=b;break f}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);ZYa(g,h)|0;f[a+1328>>2]=5;break a}default:{f[a+1328>>2]=5;break a}}}}f[a+1304>>2]=s;f[a+1312>>2]=t}
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g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Z0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_0a(a,b);return}function _0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $0a(a,b,c){a=a|0;b=b|0;c=c|0;xh[f[(f[a>>2]|0)+172>>2]&127](a,b,c);return}function a1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;w=a+560|0;if(!b)return;t=a+564|0;u=a+572|0;v=a+576|0;s=a+568|0;r=0;do{l=c+(r<<3)|0;j=f[l>>2]|0;a:do if(j|0){k=f[c+(r<<3)+4>>2]|0;p=k+-1640531527+(j<<6)+(j>>>2)^j;m=f[t>>2]|0;o=(m|0)==0;b:do if(o)a=0;else{i=m+-1|0;h=(i&m|0)==0;if(h)a=p&i;else if(p>>>0<m>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;d=f[(f[w>>2]|0)+(a<<2)>>2]|0;if(d){d=f[d>>2]|0;if(d){if(h)while(1){h=f[d+4>>2]|0;if(!((h|0)==(p|0)|(h&i|0)==(a|0)))break b;if((f[d+8>>2]|0)==(j|0))if((f[d+12>>2]|0)==(k|0))break a;d=f[d>>2]|0;if(!d)break b}do{h=f[d+4>>2]|0;if((h|0)!=(p|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(a|0))break b}if((f[d+8>>2]|0)==(j|0))if((f[d+12>>2]|0)==(k|0))break a;d=f[d>>2]|0}while((d|0)!=0)}}}while(0);i=pOb(16)|0;j=l;k=f[j+4>>2]|0;l=i+8|0;f[l>>2]=f[j>>2];f[l+4>>2]=k;f[i+4>>2]=p;f[i>>2]=0;e=+(((f[u>>2]|0)+1|0)>>>0);g=+n[v>>2];do if(o|g*+(m>>>0)<e){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;vza(w,a>>>0<d>>>0?d:a);a=f[t>>2]|0;d=a+-1|0;if(!(d&a)){h=a;a=d&p;break}if(p>>>0<a>>>0){h=a;a=p}else{h=a;a=(p>>>0)%(a>>>0)|0}}else h=m;while(0);d=(f[w>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[s>>2];f[s>>2]=i;f[d>>2]=s;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=h+-1|0;if(!(d&h))a=a&d;else if(a>>>0>=h>>>0)a=(a>>>0)%(h>>>0)|0;a=(f[w>>2]|0)+(a<<2)|0;q=37}}else{f[i>>2]=f[a>>2];q=37}if((q|0)==37){q=0;f[a>>2]=i}f[u>>2]=(f[u>>2]|0)+1}while(0);r=r+1|0}while((r|0)!=(b|0));return}function b1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;u=a+580|0;if(!b)return;q=a+516|0;r=a+584|0;s=a+592|0;t=a+596|0;p=a+588|0;o=0;do{l=c+(o<<3)+4|0;c1a(q,l)|0;l=f[l>>2]|0;j=f[r>>2]|0;k=(j|0)==0;a:do if(k){a=0;m=20}else{i=j+-1|0;e=(i&j|0)==0;if(e)a=i&l;else if(l>>>0<j>>>0)a=l;else a=(l>>>0)%(j>>>0)|0;d=f[(f[u>>2]|0)+(a<<2)>>2]|0;if(!d)m=20;else{if(e)while(1){d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if(!((e|0)==(l|0)|(e&i|0)==(a|0))){m=20;break a}if((f[d+8>>2]|0)==(l|0))break a}do{d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if((e|0)!=(l|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(a|0)){m=20;break a}}}while((f[d+8>>2]|0)!=(l|0))}}while(0);if((m|0)==20){m=0;i=pOb(12)|0;f[i+8>>2]=l;f[i+4>>2]=l;f[i>>2]=0;g=+(((f[s>>2]|0)+1|0)>>>0);h=+n[t>>2];do if(k|h*+(j>>>0)<g){a=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(g/h))>>>0;d1a(u,a>>>0<d>>>0?d:a);a=f[r>>2]|0;d=a+-1|0;if(!(d&a)){e=a;a=d&l;break}if(l>>>0<a>>>0){e=a;a=l}else{e=a;a=(l>>>0)%(a>>>0)|0}}else e=j;while(0);d=(f[u>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[p>>2];f[p>>2]=i;f[d>>2]=p;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=e+-1|0;if(!(d&e))a=a&d;else if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;a=(f[u>>2]|0)+(a<<2)|0;m=33}}else{f[i>>2]=f[a>>2];m=33}if((m|0)==33){m=0;f[a>>2]=i}f[s>>2]=(f[s>>2]|0)+1}o=o+1|0}while((o|0)!=(b|0));return}function c1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function d1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){e1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;e1a(a,b);return}function e1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function f1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;v=a+516|0;if(!b)return;r=a+520|0;s=a+528|0;t=a+532|0;u=a+524|0;p=a+580|0;o=0;do{q=c+(o<<3)+4|0;l=f[q>>2]|0;j=f[r>>2]|0;k=(j|0)==0;a:do if(k){a=0;m=20}else{i=j+-1|0;e=(i&j|0)==0;if(e)a=i&l;else if(l>>>0<j>>>0)a=l;else a=(l>>>0)%(j>>>0)|0;d=f[(f[v>>2]|0)+(a<<2)>>2]|0;if(!d)m=20;else{if(e)while(1){d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if(!((e|0)==(l|0)|(e&i|0)==(a|0))){m=20;break a}if((f[d+8>>2]|0)==(l|0))break a}do{d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if((e|0)!=(l|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(a|0)){m=20;break a}}}while((f[d+8>>2]|0)!=(l|0))}}while(0);if((m|0)==20){m=0;i=pOb(12)|0;f[i+8>>2]=l;f[i+4>>2]=l;f[i>>2]=0;g=+(((f[s>>2]|0)+1|0)>>>0);h=+n[t>>2];do if(k|h*+(j>>>0)<g){a=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(g/h))>>>0;d1a(v,a>>>0<d>>>0?d:a);a=f[r>>2]|0;d=a+-1|0;if(!(d&a)){e=a;a=d&l;break}if(l>>>0<a>>>0){e=a;a=l}else{e=a;a=(l>>>0)%(a>>>0)|0}}else e=j;while(0);d=(f[v>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[u>>2];f[u>>2]=i;f[d>>2]=u;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=e+-1|0;if(!(d&e))a=a&d;else if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;a=(f[v>>2]|0)+(a<<2)|0;m=33}}else{f[i>>2]=f[a>>2];m=33}if((m|0)==33){m=0;f[a>>2]=i}f[s>>2]=(f[s>>2]|0)+1}c1a(p,q)|0;o=o+1|0}while((o|0)!=(b|0));return}function g1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0;if(((f[a+12>>2]|0)+-1|0)>>>0<2){Gh[f[(f[a>>2]|0)+44>>2]&3](a,b,c,d,e);return}j=a+4|0;a=f[j>>2]|0;k=a+600|0;g=f[k>>2]|0;i=a+604|0;if(!g)a=a+608|0;else{h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);a=a+608|0;f[a>>2]=0;f[i>>2]=0;f[k>>2]=0}f[k>>2]=f[b>>2];k=b+4|0;f[i>>2]=f[k>>2];i=b+8|0;f[a>>2]=f[i>>2];f[i>>2]=0;f[k>>2]=0;f[b>>2]=0;b=f[j>>2]|0;f[b+612>>2]=c;f[b+616>>2]=d;n[b+620>>2]=e;return}function h1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;p=0;t=u;u=u+3296|0;d=f[b>>2]|0;if((c|0)==17&(d|0)==0){q=f[(f[(f[a+4>>2]|0)+428>>2]|0)+16>>2]|0;f[b>>2]=q}else q=d;s=f[(a+4|0)>>2]|0;if(q>>>0<=(f[s+816>>2]|0)>>>0){if(q>>>0<=(f[s+824>>2]|0)>>>0){u=t;return}i=f[(f[a+8>>2]|0)+232>>2]|0;b=f[(s+468|0)>>2]|0;do if(!b){k=s+468|0;l=s+468|0}else{e=s+468|0;a:while(1){d=f[b+16>>2]|0;do if(d>>>0>q>>>0)p=11;else{if(d>>>0>=q>>>0){d=f[b+20>>2]|0;if((d|0)>(c|0)){p=11;break}if((d|0)>=(c|0)){p=16;break a}}j=b+4|0;d=f[j>>2]|0;if(!d){p=15;break a}else{h=j;g=d}}while(0);if((p|0)==11){p=0;d=f[b>>2]|0;if(!d){p=12;break}else{h=b;g=d}}e=h;b=g}if((p|0)==12){k=b;l=b;break}else if((p|0)==15){k=b;l=j;break}else if((p|0)==16){k=b;l=e;break}}while(0);if(!(f[l>>2]|0)){b=pOb(24)|0;f[(b+16|0)>>2]=q;f[(b+16|0)+4>>2]=c;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=k;f[l>>2]=b;d=f[f[(s+464|0)>>2]>>2]|0;if(d){f[(s+464|0)>>2]=d;b=f[l>>2]|0}r_a(f[s+468>>2]|0,b);f[(s+472|0)>>2]=(f[(s+472|0)>>2]|0)+1}fZa(s,a,i);u=t;return}if(q>>>0>=(f[s+828>>2]|0)>>>0){u=t;return}r=f[(f[a+8>>2]|0)+232>>2]|0;f[t>>2]=q;b:do{m=1;l=c|0;if(m){m=0;switch(l|0){case 14:{e=f[(s+300|0)>>2]|0;if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&q;else if(e>>>0>q>>>0)g=q;else g=(q>>>0)%(e>>>0)|0;b=f[(f[(s+296|0)>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){c:do if(!((e+-1|0)&e))while(1){c=f[b+4>>2]|0;d=(c|0)==(q|0);if(!(d|(c&(e+-1|0)|0)==(g|0)))break b;if(d)if((f[b+8>>2]|0)==(q|0)){j=b;break c}b=f[b>>2]|0;if(!b)break b}else while(1){d=f[b+4>>2]|0;if((d|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){j=b;break c}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break b}b=f[b>>2]|0;if(!b)break b}while(0);k=j+12|0;e=f[k>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,t+8|0);e=f[(s+300|0)>>2]|0;b=f[j+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&b;else if(b>>>0<e>>>0)h=b;else h=(b>>>0)%(e>>>0)|0;d=(f[(s+296|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){b=f[i>>2]|0;if((b|0)==(j|0))break;else i=b}if((i|0)==(s+304|0))p=56;else{b=f[i+4>>2]|0;if(g)b=b&(e+-1|0);else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)==(h|0))o=j;else p=56}do if((p|0)==56){b=f[j>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&(e+-1|0);else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)==(h|0)){o=j;break}}f[d>>2]=0;o=j}while(0);b=f[o>>2]|0;if(b){d=f[b+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(s+296|0)>>2]|0)+(d<<2)>>2]=i;b=f[j>>2]|0}}f[i>>2]=b;f[o>>2]=0;f[(s+308|0)>>2]=(f[(s+308|0)>>2]|0)+-1;b=f[k>>2]|0;f[k>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(j)}}}break}default:m=1}}f[t+48>>2]=a;f[t+1200>>2]=s;f[t+1232>>2]=q;f[t+2352>>2]=r;f[t+3104>>2]=p;f[t+3112>>2]=m;f[t+3120>>2]=l;f[t+3152>>2]=0;f[t+3156>>2]=0;_4a(t);p=f[t+3104>>2]|0;m=f[t+3112>>2]|0;G=f[t+3152>>2]|0;D=f[t+3156>>2]|0;H=+n[t+3156>>2];f[t+3152>>2]=0;f[t+3156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break b}if(m){m=0;switch(l|0){case 11:{b=f[s+364>>2]|0;if(b|0){o=b;f[t+656>>2]=o;f[t+1200>>2]=s;f[t+1232>>2]=q;f[t+2352>>2]=r;f[t+3104>>2]=p;f[t+3144>>2]=0;f[t+3148>>2]=0;Z4a(t);G=f[t+3144>>2]|0;D=f[t+3148>>2]|0;H=+n[t+3148>>2];f[t+3144>>2]=0;f[t+3148>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break b}}break}default:m=1}}if(m)switch(l|0){case 17:{g=f[(s+432|0)>>2]|0;if(g|0){e=s+432|0;d=g;d:while(1){b=d;while(1){if((f[b+16>>2]|0)>>>0<=q>>>0)break;b=f[b+4>>2]|0;if(!b)break d}d=f[b>>2]|0;if(!d){e=b;break}else e=b}if((e|0)!=(s+432|0|0))if((f[e+16>>2]|0)>>>0>=q>>>0){b=f[e+4>>2]|0;if(!b){d=e+8|0;b=f[d>>2]|0;if((f[b>>2]|0)!=(e|0))do{q=f[d>>2]|0;d=q+8|0;b=f[d>>2]|0}while((f[b>>2]|0)!=(q|0))}else while(1){d=f[b>>2]|0;if(!d)break;else b=d}if((f[(s+428|0)>>2]|0)==(e|0))f[(s+428|0)>>2]=b;f[(s+436|0)>>2]=(f[(s+436|0)>>2]|0)+-1;n_a(g,e);sOb(e);if(!(f[(s+436|0)>>2]|0)){b=f[(s+376|0)>>2]|0;d=f[s+380>>2]|0;if((b|0)==(d|0))break b;while(1){s=f[b+4>>2]|0;q=f[(a+4|0)>>2]|0;f[(t+4|0)>>2]=f[b>>2];f[(t+8|0)>>2]=f[(t+4|0)>>2];K0a(q,r,s,t+8|0);b=b+8|0;if((b|0)==(d|0))break b}}i=f[(f[(s+428|0)>>2]|0)+16>>2]|0;b=f[(s+376|0)>>2]|0;d=f[(s+380|0)>>2]|0;if((b|0)!=(d|0)){e=d;while(1){d=f[b>>2]|0;if(i>>>0<d>>>0){h=f[b+4>>2]|0;q=f[(a+4|0)>>2]|0;f[(t+4|0)>>2]=d;f[(t+8|0)>>2]=f[(t+4|0)>>2];K0a(q,r,h,t+8|0);h=b+8|0;d=f[(s+380|0)>>2]|0;if((h|0)==(d|0))e=d+-8|0;else{e=h;g=b;while(1){f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];e=e+8|0;if((e|0)==(d|0))break;else g=g+8|0}b=b+((((d+-8|0)-h|0)>>>3)+1<<3)|0;e=d+-8|0}e=d+(~((e-b|0)>>>3)<<3)|0;if((d|0)==(b|0))b=h;else{f[(s+380|0)>>2]=e;b=h;d=e}}else{b=b+8|0;d=e}if((b|0)==(d|0))break;else e=d}}}}break}default:{}}}while(0);u=t;return}function i1a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(36)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;k1a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function j1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function k1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){l1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;l1a(a,b);return}function l1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function m1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+16|0;k=m+4|0;l=m;switch(d|0){case 1:{xh[f[(f[a>>2]|0)+16>>2]&127](a,c,e);u=m;return}case 3:{n1a(a,c,e);u=m;return}case 4:{o1a(a,c,e);u=m;return}case 5:{p1a(a,c,e,0);u=m;return}case 7:{q1a(f[a+4>>2]|0,f[(f[a+8>>2]|0)+232>>2]|0,c,e);u=m;return}case 8:{r1a(a,c,e);u=m;return}case 10:{s1a(a,c,e);u=m;return}case 9:{j=a+4|0;h=xYa((f[j>>2]|0)+776|0,c)|0;g=h+36|0;if(f[g>>2]|0){d=h+32|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+28>>2]|0;if(d|0){e=h+24|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+56|0;if(f[g>>2]|0){d=h+52|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+48>>2]|0;if(d|0){e=h+44|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+16|0;if(f[g>>2]|0){d=h+12|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+8>>2]|0;if(d|0){e=h+4|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+76|0;if(f[g>>2]|0){d=h+72|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+68>>2]|0;if(d|0){e=h+64|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+96|0;if(f[g>>2]|0){d=h+92|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+88>>2]|0;if(d|0){e=h+84|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+116|0;if(f[g>>2]|0){d=h+112|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+108>>2]|0;if(d|0){e=h+104|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+136|0;if(f[g>>2]|0){d=h+132|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+128>>2]|0;if(d|0){e=h+124|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}b[h>>0]=3;h=k+4|0;i=k+8|0;e=f[c>>2]|0;d=f[j>>2]|0;f[k>>2]=9;f[h>>2]=3;f[i>>2]=e;d=t1a(d+336|0,k)|0;g=d;if(d|0){a=f[d+20>>2]|0;d=f[d+24>>2]|0;if((a|0)!=(d|0))do{n=f[a>>2]|0;o=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=e;oh[o&1023](n,k);a=a+4|0}while((a|0)!=(d|0));o=(f[j>>2]|0)+336|0;f[l>>2]=g;f[k>>2]=f[l>>2];u1a(o,k)|0}g=f[c>>2]|0;d=f[j>>2]|0;f[k>>2]=9;f[h>>2]=1;f[i>>2]=g;d=t1a(d+336|0,k)|0;e=d;if(!d){u=m;return}a=f[d+20>>2]|0;d=f[d+24>>2]|0;if((a|0)!=(d|0))do{o=f[a>>2]|0;n=f[(f[o>>2]|0)+12>>2]|0;f[k>>2]=g;oh[n&1023](o,k);a=a+4|0}while((a|0)!=(d|0));o=(f[j>>2]|0)+336|0;f[l>>2]=e;f[k>>2]=f[l>>2];u1a(o,k)|0;u=m;return}default:{u=m;return}}}function n1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+76|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+80>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+84|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+88|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=v0a(l,c+4|0)|0;b[q>>0]=d;return}function o1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+96|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+100>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+104|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+108|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=A0a(l,c+4|0)|0;b[q>>0]=d;return}function p1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+32|0;q=t+16|0;r=t;p=t+8|0;s=a+4|0;g=f[s>>2]|0;n=f[c>>2]|0;k=f[g+780>>2]|0;a:do if(k|0){j=k+-1|0;i=(j&k|0)==0;if(i)l=j&n;else if(k>>>0>n>>>0)l=n;else l=(n>>>0)%(k>>>0)|0;g=f[(f[g+776>>2]|0)+(l<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(i)while(1){o=f[g+4>>2]|0;i=(o|0)==(n|0);if(!(i|(o&j|0)==(l|0)))break a;if(i)if((f[g+8>>2]|0)==(n|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){i=f[g+4>>2]|0;if((i|0)==(n|0)){if((f[g+8>>2]|0)==(n|0))break b}else{if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(l|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);o=g+56|0;if((h[g+12>>0]|0)<=1){switch(d<<24>>24){case 0:{m=c+4|0;l=f[m>>2]|0;j=f[g+60>>2]|0;if(!j)break a;i=j+-1|0;g=(i&j|0)==0;if(g)k=i&l;else if(j>>>0>l>>>0)k=l;else k=(l>>>0)%(j>>>0)|0;d=f[(f[o>>2]|0)+(k<<2)>>2]|0;if(!d)break a;d=f[d>>2]|0;if(!d)break a;c:do if(g)while(1){j=f[d+4>>2]|0;g=(j|0)==(l|0);if(!(g|(j&i|0)==(k|0)))break a;if(g)if((f[d+8>>2]|0)==(l|0)){k=d;break c}d=f[d>>2]|0;if(!d)break a}else while(1){g=f[d+4>>2]|0;if((g|0)==(l|0)){if((f[d+8>>2]|0)==(l|0)){k=d;break c}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(k|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);do if(b[k+12>>0]|0){i=f[(f[a+8>>2]|0)+232>>2]|0;f[r>>2]=n;f[q>>2]=f[r>>2];i=mSa(i,q)|0;j=f[m>>2]|0;d=f[i+24>>2]|0;g=d+-1|0;if(!(g&d)){d=f[(f[i+20>>2]|0)+((g&j)<<2)>>2]|0;while(1){d=f[d>>2]|0;if((j|0)!=(f[d+4>>2]|0))continue;if((f[d+8>>2]|0)==(j|0))break}}else{if(j>>>0<d>>>0)d=j;else d=(j>>>0)%(d>>>0)|0;d=f[(f[i+20>>2]|0)+(d<<2)>>2]|0;while(1){d=f[d>>2]|0;if((j|0)!=(f[d+4>>2]|0))continue;if((f[d+8>>2]|0)==(j|0))break}}d=f[(f[d+16>>2]|0)+4>>2]|0;if(!d)break a;else if(!(b[(f[d+44>>2]|0)+148>>0]&2))break a;else break}while(0);XYa(o,k)|0;break a}case 2:case 1:break;default:d=2}o=(P$a(o,c+4|0)|0)+1|0;b[o>>0]=d}}}}while(0);if(!e){u=t;return}m=f[(f[a+8>>2]|0)+232>>2]|0;n=ySa(m)|0;f[p>>2]=f[c>>2];f[q>>2]=f[p>>2];l=mSa(m,q)|0;d=f[l+8>>2]|0;l=f[l+12>>2]|0;if((d|0)==(l|0)){u=t;return}i=c+4|0;j=q+4|0;k=r+4|0;g=d;do{d=f[i>>2]|0;f[q>>2]=f[(f[g>>2]|0)+4>>2];f[j>>2]=d;ARa(r,m,q);qDa(n,f[r>>2]|0);d=f[(f[s>>2]|0)+364>>2]|0;if(d|0)do{Akb(m,f[d+8>>2]|0,f[r>>2]|0);d=f[d>>2]|0}while((d|0)!=0);d=f[k>>2]|0;if(d|0)iOb(d);g=g+8|0}while((g|0)!=(l|0));u=t;return}function q1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;t=y+24|0;v=y+16|0;w=y+8|0;x=y;l=f[d>>2]|0;k=f[a+780>>2]|0;if(!k){u=y;return}j=k+-1|0;i=(j&k|0)==0;if(i)m=j&l;else if(k>>>0>l>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;g=f[(f[a+776>>2]|0)+(m<<2)>>2]|0;if(!g){u=y;return}g=f[g>>2]|0;if(!g){u=y;return}a:do if(i){while(1){p=f[g+4>>2]|0;i=(p|0)==(l|0);if(!(i|(p&j|0)==(m|0))){q=80;break}if(i)if((f[g+8>>2]|0)==(l|0)){s=g;break a}g=f[g>>2]|0;if(!g){q=80;break}}if((q|0)==80){u=y;return}}else{while(1){i=f[g+4>>2]|0;if((i|0)==(l|0)){if((f[g+8>>2]|0)==(l|0)){s=g;break a}}else{if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(m|0)){q=80;break}}g=f[g>>2]|0;if(!g){q=80;break}}if((q|0)==80){u=y;return}}while(0);p=s+116|0;if((h[s+12>>0]|0)>1){u=y;return}switch(e<<24>>24){case 0:{j=f[d+4>>2]|0;m=f[s+120>>2]|0;b:do if(m|0){n=m+-1|0;o=(n&m|0)==0;if(o)i=n&j;else if(m>>>0>j>>>0)i=j;else i=(j>>>0)%(m>>>0)|0;k=f[p>>2]|0;e=f[k+(i<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(o)while(1){l=f[e+4>>2]|0;g=(l|0)==(j|0);if(!(g|(l&n|0)==(i|0)))break b;if(g)if((f[e+8>>2]|0)==(j|0)){l=e;break c}e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(j|0)){if((f[e+8>>2]|0)==(j|0)){l=e;break c}}else{if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(i|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);if(o)j=n&j;else if(m>>>0<=j>>>0)j=(j>>>0)%(m>>>0)|0;g=k+(j<<2)|0;i=f[g>>2]|0;while(1){e=f[i>>2]|0;if((e|0)==(l|0))break;else i=e}if((i|0)==(s+124|0))q=52;else{e=f[i+4>>2]|0;if(o)e=e&n;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;if((e|0)==(j|0))r=l;else q=52}do if((q|0)==52){e=f[l>>2]|0;if(e|0){e=f[e+4>>2]|0;do if(o)e=e&n;else{if(e>>>0<m>>>0)break;e=(e>>>0)%(m>>>0)|0}while(0);if((e|0)==(j|0)){r=l;break}}f[g>>2]=0;r=l}while(0);g=f[r>>2]|0;e=g;if(g){g=f[g+4>>2]|0;if(o)g=g&n;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(j|0)){f[(f[p>>2]|0)+(g<<2)>>2]=i;e=f[l>>2]|0}}f[i>>2]=e;f[r>>2]=0;s=s+128|0;f[s>>2]=(f[s>>2]|0)+-1;sOb(l)}}}while(0);zRa(v,c,d);l=f[(f[v>>2]|0)+44>>2]|0;e=f[l+112>>2]|0;l=f[l+116>>2]|0;if((e|0)!=(l|0)){m=t+4|0;j=a+832|0;k=w+4|0;do{g=f[e>>2]|0;i=g+116|0;if(!(f[g+196>>2]&131072)){f[x>>2]=f[i>>2];f[t>>2]=f[x>>2];IQa(w,c,t);g=f[g+120>>2]|0;f[t>>2]=f[(f[w>>2]|0)+8>>2];f[m>>2]=g;p1a(f[j>>2]|0,t,0,1);g=f[k>>2]|0;if(g|0)iOb(g)}else p1a(f[j>>2]|0,i,0,1);e=e+4|0}while((e|0)!=(l|0))}e=f[v+4>>2]|0;if(e|0)iOb(e);u=y;return}case 2:case 1:break;default:e=2}x=G0a(p,d+4|0)|0;b[x>>0]=e;u=y;return}function r1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;e=f[a+4>>2]|0;k=f[c>>2]|0;j=f[e+780>>2]|0;if(!j){u=p;return}i=j+-1|0;g=(i&j|0)==0;if(g)l=i&k;else if(j>>>0>k>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;e=f[(f[e+776>>2]|0)+(l<<2)>>2]|0;if(!e){u=p;return}e=f[e>>2]|0;if(!e){u=p;return}a:do if(g){while(1){j=f[e+4>>2]|0;g=(j|0)==(k|0);if(!(g|(j&i|0)==(l|0))){e=47;break}if(g)if((f[e+8>>2]|0)==(k|0)){m=e;break a}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0)){m=e;break a}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(l|0)){e=47;break}}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}while(0);l=m+36|0;if((h[m+12>>0]|0)>1){u=p;return}switch(d<<24>>24){case 0:{k=f[c+4>>2]|0;i=f[m+40>>2]|0;if(!i){u=p;return}g=i+-1|0;e=(g&i|0)==0;if(e)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;d=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!d){u=p;return}d=f[d>>2]|0;if(!d){u=p;return}b:do if(e){while(1){m=f[d+4>>2]|0;e=(m|0)==(k|0);if(!(e|(m&g|0)==(j|0))){e=47;break}if(e)if((f[d+8>>2]|0)==(k|0)){o=d;break b}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0)){o=d;break b}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(j|0)){e=47;break}}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}while(0);if(!(b[o+12>>0]|0)){sRa(n,f[(f[a+8>>2]|0)+232>>2]|0,c);e=f[n>>2]|0;d=f[n+4>>2]|0;if(d|0)iOb(d);if(NFa(e)|0){u=p;return}}YYa(l,o)|0;u=p;return}case 2:case 1:break;default:d=2}o=(b0a(l,c+4|0)|0)+1|0;b[o>>0]=d;u=p;return}function s1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;e=f[a+4>>2]|0;k=f[c>>2]|0;j=f[e+780>>2]|0;if(!j){u=p;return}i=j+-1|0;g=(i&j|0)==0;if(g)l=i&k;else if(j>>>0>k>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;e=f[(f[e+776>>2]|0)+(l<<2)>>2]|0;if(!e){u=p;return}e=f[e>>2]|0;if(!e){u=p;return}a:do if(g){while(1){j=f[e+4>>2]|0;g=(j|0)==(k|0);if(!(g|(j&i|0)==(l|0))){e=47;break}if(g)if((f[e+8>>2]|0)==(k|0)){m=e;break a}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0)){m=e;break a}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(l|0)){e=47;break}}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}while(0);l=m+16|0;if((h[m+12>>0]|0)>1){u=p;return}switch(d<<24>>24){case 0:{k=f[c+4>>2]|0;i=f[m+20>>2]|0;if(!i){u=p;return}g=i+-1|0;e=(g&i|0)==0;if(e)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;d=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!d){u=p;return}d=f[d>>2]|0;if(!d){u=p;return}b:do if(e){while(1){m=f[d+4>>2]|0;e=(m|0)==(k|0);if(!(e|(m&g|0)==(j|0))){e=47;break}if(e)if((f[d+8>>2]|0)==(k|0)){o=d;break b}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0)){o=d;break b}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(j|0)){e=47;break}}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}while(0);if(b[o+12>>0]|0){g=f[(f[a+8>>2]|0)+232>>2]|0;CRa(n,g,c);e=f[n>>2]|0;d=f[n+4>>2]|0;if(d|0)iOb(d);if(!(lFa(e,g,1,0)|0)){u=p;return}}ZYa(l,o)|0;u=p;return}case 2:case 1:break;default:d=2}o=(W$a(l,c+4|0)|0)+1|0;b[o>>0]=d;u=p;return}function t1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[b+4>>2]|0;g=l+-1640531527+(k<<6)+(k>>>2)^k;e=f[b+8>>2]|0;g=e+-1640531527+(g<<6)+(g>>>2)^g;h=f[a+4>>2]|0;if(!h){l=0;return l|0}d=h+-1|0;c=(d&h|0)==0;if(c)i=g&d;else if(g>>>0<h>>>0)i=g;else i=(g>>>0)%(h>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){l=0;return l|0}b=f[b>>2]|0;if(!b){l=0;return l|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(g|0);if(!(a|(c&d|0)==(i|0))){b=0;a=23;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(l|0))if((f[b+16>>2]|0)==(e|0)){a=23;break}b=f[b>>2]|0;if(!b){b=0;a=23;break}}if((a|0)==23)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(g|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(l|0))if((f[j+16>>2]|0)==(e|0)){b=j;a=23;break}}else{if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)!=(i|0)){b=0;a=23;break}}j=f[j>>2]|0;if(!j){b=0;a=23;break}}if((a|0)==23)return b|0;return 0}function u1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;d=k+20|0;b=f[d>>2]|0;if(b|0){e=k+24|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{a=c+-4|0;f[e>>2]=a;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}sOb(k);return l|0}function v1a(a,b,c){a=a|0;b=b|0;c=c|0;q1a(f[a+4>>2]|0,f[(f[a+8>>2]|0)+232>>2]|0,b,c);return}function w1a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;w=y+4|0;x=y;v=a+4|0;t=f[v>>2]|0;f[w>>2]=b;f[w+4>>2]=c;f[w+8>>2]=d;b=t1a(t+336|0,w)|0;t=b;if(!b){u=y;return}a=f[b+20>>2]|0;s=f[b+24>>2]|0;a:do if((a|0)!=(s|0)){l=e+(g<<2)|0;m=w+4|0;n=w+8|0;k=g<<2;o=k>>2;p=(o|0)==0;q=o>>>0>1073741823;r=w+8|0;i=(g|0)==0;j=((l+-4-e|0)>>>2)+1|0;if(!h)while(1){e=f[a>>2]|0;r=f[(f[e>>2]|0)+12>>2]|0;f[w>>2]=d;oh[r&1023](e,w);a=a+4|0;if((a|0)==(s|0))break a}while(1){c=f[a>>2]|0;g=f[(f[c>>2]|0)+8>>2]|0;f[w>>2]=0;f[m>>2]=0;f[n>>2]=0;if(!p){if(q)break;h=pOb(k)|0;f[m>>2]=h;f[w>>2]=h;f[r>>2]=h+(o<<2);if(!i){b=e;d=h;while(1){f[d>>2]=f[b>>2];b=b+4|0;if((b|0)==(l|0))break;else d=d+4|0}f[m>>2]=h+(j<<2)}}oh[g&1023](c,w);b=f[w>>2]|0;if(b|0){c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}a=a+4|0;if((a|0)==(s|0))break a}AMb(w)}while(0);v=(f[v>>2]|0)+336|0;f[x>>2]=t;f[w>>2]=f[x>>2];u1a(v,w)|0;u=y;return}function x1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+16|0;m=n+4|0;e=n;a=f[a+4>>2]|0;if((f[b>>2]|0)>>>0>=(f[a+828>>2]|0)>>>0){u=n;return}l=y1a(a+388|0,b)|0;k=l+4|0;a=f[k>>2]|0;if((f[l>>2]|0)!=(a|0)){f[e>>2]=a;f[m>>2]=f[e>>2];z1a(l,m,c,c+(d<<3)|0)|0;u=n;return}h=c+(d<<3)|0;f[m>>2]=0;j=m+4|0;f[j>>2]=0;f[m+8>>2]=0;b=d<<3;a=b>>3;if(!a){a=0;e=0}else{if(a>>>0>536870911)AMb(m);i=pOb(b)|0;f[j>>2]=i;f[m>>2]=i;f[m+8>>2]=i+(a<<3);e=i;if(!d)a=e;else{g=((b+-8|0)>>>3)+1|0;a=c;b=i;d=i;while(1){p=a;o=f[p+4>>2]|0;c=b;f[c>>2]=f[p>>2];f[c+4>>2]=o;a=a+8|0;d=d+8|0;if((a|0)==(h|0))break;else b=d}a=i+(g<<3)|0;f[j>>2]=a}}b=f[l>>2]|0;if(!b){d=l+8|0;b=e}else{a=f[k>>2]|0;if((a|0)!=(b|0))f[k>>2]=a+(~((a+-8-b|0)>>>3)<<3);sOb(b);d=l+8|0;f[d>>2]=0;f[k>>2]=0;f[l>>2]=0;b=f[m>>2]|0;a=f[j>>2]|0}f[l>>2]=b;f[k>>2]=a;f[d>>2]=f[m+8>>2];u=n;return}function y1a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(24)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;A1a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function z1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=f[a>>2]|0;g=l;h=(f[b>>2]|0)-g|0;o=l+(h>>3<<3)|0;k=c;p=d-k|0;j=p>>3;if((p|0)<=0){p=o;return p|0}n=a+8|0;e=f[n>>2]|0;p=a+4|0;m=f[p>>2]|0;b=m;if((j|0)<=(e-b>>3|0)){h=b-o|0;b=h>>3;if((j|0)>(b|0)){g=c+(b<<3)|0;if((g|0)==(d|0))b=m;else{e=g;b=m;do{n=e;a=f[n+4>>2]|0;f[b>>2]=f[n>>2];f[b+4>>2]=a;e=e+8|0;b=(f[p>>2]|0)+8|0;f[p>>2]=b}while((e|0)!=(d|0))}if((h|0)>0)d=g;else{p=o;return p|0}}else b=m;h=b-(o+(j<<3))|0;i=h>>3;e=o+(i<<3)|0;if(e>>>0<m>>>0){g=b;do{l=e;n=f[l+4>>2]|0;a=g;f[a>>2]=f[l>>2];f[a+4>>2]=n;e=e+8|0;g=(f[p>>2]|0)+8|0;f[p>>2]=g}while(e>>>0<m>>>0)}if(i|0)cQb(b+(0-i<<3)|0,o|0,h|0)|0;b=d-k|0;if(!b){p=o;return p|0}cQb(o|0,c|0,b|0)|0;p=o;return p|0}b=(b-g>>3)+j|0;if(b>>>0>536870911)AMb(a);j=e-g|0;g=j>>2;g=j>>3>>>0<268435455?(g>>>0<b>>>0?b:g):536870911;j=o;b=h>>3;do if(!g)i=0;else if(g>>>0>536870911)vd();else{i=pOb(g<<3)|0;break}while(0);k=i+(b<<3)|0;e=k;i=i+(g<<3)|0;if((c|0)==(d|0))b=l;else{b=c;g=k;do{l=b;m=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=m;g=e+8|0;e=g;b=b+8|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(0-(g>>3)<<3)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[p>>2]|0)-j|0;if((g|0)>0){bQb(e|0,o|0,g|0)|0;e=e+(g>>>3<<3)|0;b=f[a>>2]|0}f[a>>2]=h;f[p>>2]=e;f[n>>2]=i;if(!b){p=k;return p|0}sOb(b);p=k;return p|0}function A1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){B1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;B1a(a,b);return}function B1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function C1a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;a=f[(f[a+4>>2]|0)+364>>2]|0;if(!a)return;j=f[c>>2]|0;a:while(1){i=a;if((f[i+36>>2]|0)==(j|0))break;if((f[i+40>>2]|0)==(j|0))break;c=i+12|0;g=f[i+16>>2]|0;b:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&j;else if(j>>>0<g>>>0)h=j;else h=(j>>>0)%(g>>>0)|0;c=f[(f[c>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){if(d)while(1){g=f[c+4>>2]|0;d=(g|0)==(j|0);if(!(d|(g&e|0)==(h|0)))break b;if(d)if((f[c+8>>2]|0)==(j|0))break a;c=f[c>>2]|0;if(!c)break b}do{d=f[c+4>>2]|0;if((d|0)==(j|0)){if((f[c+8>>2]|0)==(j|0))break a}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break b}c=f[c>>2]|0}while((c|0)!=0)}}}while(0);a=f[a>>2]|0;if(!a){k=25;break}}if((k|0)==25)return;b[i+44>>0]=1;return}function D1a(a,b,c){a=a|0;b=b|0;c=c|0;a=f[a+4>>2]|0;if((f[b>>2]|0)>>>0>=(f[a+828>>2]|0)>>>0)return;b=i1a(a+408|0,b)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];f[b+20>>2]=f[c+20>>2];return}function E1a(a,b){a=a|0;b=b|0;return}function F1a(a){a=a|0;var b=0;f[a>>2]=39368;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;K3a(a);sOb(a);return}function G1a(a){a=a|0;var b=0,c=0;f[a>>2]=39368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}K3a(b);sOb(b);sOb(a);return}function H1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;i=a+4|0;c=f[i>>2]|0;a=c+116|0;h=b[a>>0]|0;if(h&4){b[a>>0]=h&-5;lQa((f[c>>2]|0)+92|0);c=f[i>>2]|0}c=f[c>>2]|0;if(d>>>0<69&(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)){g=f[(f[i>>2]|0)+4>>2]|0;f[j>>2]=f[9952];CQa(g,j);u=k;return}if((e|0)!=-2){u=k;return}if(!(nYa(c)|0)){u=k;return}f[(f[i>>2]|0)+100>>2]=g;u=k;return}function I1a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j+24|0;i=j;if((c|0)!=2){u=j;return}g=a+4|0;a=(f[g>>2]|0)+116|0;c=b[a>>0]|0;if(c&4){u=j;return}b[a>>0]=c|4;a=(f[g>>2]|0)+116|0;c=b[a>>0]|0;do if(c&8){b[a>>0]=c&-9;d=f[g>>2]|0;a=f[d>>2]|0;d=f[d+4>>2]|0;if((zSa(d)|0)<=0){Y8a(f[a+240>>2]|0);break}e=i+16|0;f[i>>2]=39772;f[i+4>>2]=a;f[e>>2]=i;b[h>>0]=1;a=d+8|0;c=f[a>>2]|0;if(c>>>0<(f[d+12>>2]|0)>>>0){f[c+16>>2]=c;h=f[e>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,c);h=f[a>>2]|0;b[c+24>>0]=1;f[a>>2]=h+32}else Qha(d+4|0,i,h);a=f[e>>2]|0;if((i|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);lQa((f[f[g>>2]>>2]|0)+104|0);u=j;return}function J1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+16|0;d=g+4|0;e=g;if(!c){u=g;return}do switch(c&-2113929217|0){case 1:{c=8;break}case 2:{c=5;break}case 3:{c=4;break}case 4:{c=6;break}case 5:{c=c>>>30|2;break}case 6:{c=9;break}case 7:{c=7;break}case 8:{c=1;break}case 9:{c=10;break}case 10:{c=0;break}case 11:{c=14;break}case 12:{c=16;break}default:{u=g;return}}while(0);a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,c);u=g;return}function K1a(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;var k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+848|0;o=w+832|0;q=w+824|0;r=w+72|0;s=w+48|0;t=w+24|0;v=w;m=a+4|0;a=f[m>>2]|0;k=a+116|0;l=b[k>>0]|0;if(l&4){b[k>>0]=l&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=w;return}n=f[(f[m>>2]|0)+4>>2]|0;a=BQa(n)|0;f[o>>2]=a;f[o+4>>2]=j;ERa(q,n,o);a=f[q>>2]|0;if(!a){i8a(r,f[(f[f[m>>2]>>2]|0)+240>>2]|0);k=f[r>>2]|0;a=r+4|0;j=f[a>>2]|0;f[r>>2]=0;f[a>>2]=0;f[q>>2]=k;k=q+4|0;l=f[k>>2]|0;f[k>>2]=j;if(l|0){iOb(l);a=f[a>>2]|0;if(a|0)iOb(a)}bRa(n,q,o)|0;a=f[q>>2]|0}else k=q+4|0;p[s>>3]=+p[d>>3];p[s+8>>3]=+p[d+8>>3];p[s+16>>3]=+p[d+16>>3];p[t>>3]=+p[e>>3];p[t+8>>3]=+p[e+8>>3];p[t+16>>3]=+p[e+16>>3];p[v>>3]=+p[g>>3];p[v+8>>3]=+p[g+8>>3];p[v+16>>3]=+p[g+16>>3];aAa(r,(c|0)==3?2:(c|0)!=1&1,s,t,v,h,i,0.0);o8a(a,r);a=f[k>>2]|0;if(a|0)iOb(a);u=w;return}function L1a(a,b,c,d,e,g,h){a=a|0;b=+b;c=+c;d=+d;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+48|0;m=p+32|0;l=p+24|0;k=p+16|0;o=p+8|0;n=p;i=a+4|0;j=f[(f[i>>2]|0)+4>>2]|0;a=BQa(j)|0;f[k>>2]=a;f[k+4>>2]=h;ERa(o,j,k);if(!(f[o>>2]|0)){i8a(m,f[(f[f[i>>2]>>2]|0)+240>>2]|0);q=f[m>>2]|0;a=m+4|0;r=f[a>>2]|0;f[m>>2]=0;f[a>>2]=0;f[o>>2]=q;q=o+4|0;h=f[q>>2]|0;f[q>>2]=r;if(h|0){iOb(h);a=f[a>>2]|0;if(a|0)iOb(a)}bRa(j,o,k)|0}if(b>=0.0)q8a(f[o>>2]|0,b)|0;if(c>=0.0)r8a(f[o>>2]|0,c)|0;if(d>=0.0)s8a(f[o>>2]|0,d)|0;h=f[i>>2]|0;a=BQa(j)|0;do if(!g){f[n>>2]=0;f[n+4>>2]=0}else{if(!e){f[n>>2]=0;f[n+4>>2]=0;break}if((g|0)!=1){f[n>>2]=0;f[n+4>>2]=0;break}r=f[h+4>>2]|0;q=f[e>>2]|0;f[l>>2]=a;f[l+4>>2]=q;sRa(m,r,l);a=f[m>>2]|0;if(!a){f[n>>2]=0;f[n+4>>2]=0}else QFa(n,a);a=f[m+4>>2]|0;if(a|0)iOb(a);if(f[n>>2]|0)p8a(f[o>>2]|0,n)|0}while(0);a=f[n+4>>2]|0;if(a|0)iOb(a);a=f[o+4>>2]|0;if(!a){u=p;return}iOb(a);u=p;return}function M1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;i=h;f[i>>2]=g;Th[f[(f[a>>2]|0)+184>>2]&127](a,c,d,e,i,(b[(f[a+4>>2]|0)+116>>0]&64)!=0);u=h;return}function N1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;d=u;u=u+48|0;h=d+32|0;i=d;g=d+8|0;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[i>>2]=e;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[c>>2];f[g+16>>2]=f[c+4>>2];f[g+20>>2]=f[c+8>>2];f[h>>2]=f[i>>2];D1a(a,h,g);u=d;return}function O1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=u;u=u+32|0;g=h;if(!e){u=h;return}if(b[d+(e+-1)>>0]|0){u=h;return}e=d+e+-1|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;if((e|0)!=(d|0)){do{d=d3a(g,d,e)|0;if(!d)break;e3a(a,c,g)|0}while((d|0)!=(e|0));if((b[g+12+11>>0]|0)<0)sOb(f[g+12>>2]|0)}d=f[g>>2]|0;if(d|0){c=g+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{a=e+-24|0;f[c>>2]=a;e=e+-12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);e=f[c>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}u=h;return}function P1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=a+4|0;a=f[h>>2]|0;i=a+116|0;j=b[i>>0]|0;if(j&4){b[i>>0]=j&-5;lQa((f[a>>2]|0)+92|0);a=f[h>>2]|0}j=f[(f[a>>2]|0)+240>>2]|0;fab(j,d,e,c,g);u9a(j);return}function Q1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l;a=a+4|0;h=f[a>>2]|0;i=h+116|0;j=b[i>>0]|0;if(j&4){b[i>>0]=j&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=l;return}f[k>>2]=c;f[k+4>>2]=d;if(aRa(f[(f[a>>2]|0)+4>>2]|0,k,e,g)|0)s1a(f[(f[f[a>>2]>>2]|0)+244>>2]|0,k,0);u=l;return}function R1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g;if(!b){u=g;return}f[e>>2]=b;f[e+4>>2]=c;m1a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,e,d&-134217729,d&134217728|0?1:2);u=g;return}function S1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+8|0;h=j+4|0;i=j;a=f[a+4>>2]|0;e=f[a>>2]|0;a=f[a+4>>2]|0;if((d|0)<11){switch(d|0){case 9:break;default:{u=j;return}}f[i>>2]=c;f[g>>2]=f[i>>2];oYa(e,g);u=j;return}if((d|0)<536870919){switch(d|0){case 11:break;default:{u=j;return}}f[h>>2]=c;f[g>>2]=f[h>>2];KQa(a,e,g)|0;u=j;return}else{switch(d|0){case 536870919:break;default:{u=j;return}}f[g>>2]=b;f[g+4>>2]=c;rRa(a,g)|0;u=j;return}}function T1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=e&268435456;if(!(h|b))return;do switch(e&-2113929217|0){case 1:{g=8;break}case 2:{g=5;break}case 3:{g=4;break}case 4:{g=6;break}case 5:{g=2;break}case 6:{g=9;break}case 7:{g=7;break}case 8:{g=1;break}case 9:{g=10;break}case 10:{g=0;break}case 11:{g=14;break}case 12:{g=16;break}default:return}while(0);g=MMa(g)|0;w1a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,g,(h>>>28|e>>>24&2)^1,b,d,c,1);return}function U1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;k=l;i=l+8|0;a=f[a+4>>2]|0;g=f[a>>2]|0;j=f[g+240>>2]|0;switch(e|0){case 1:{a=f[a+4>>2]|0;f[h>>2]=b;f[h+4>>2]=c;zRa(k,a,h);a=f[k>>2]|0;if(a|0)if(Sg[f[(f[a>>2]|0)+24>>2]&255](a,d,1)|0){g=f[(f[k>>2]|0)+44>>2]|0;a=f[g+112>>2]|0;g=f[g+116>>2]|0;if((a|0)!=(g|0))do{AKa(f[a>>2]|0)|0;a=a+4|0}while((a|0)!=(g|0));Y8a(j)}a=f[k+4>>2]|0;if(a|0)iOb(a);u=l;return}case 3:{k=f[g+244>>2]|0;f[i>>2]=c;f[h>>2]=f[i>>2];S_a(k,d,h);u=l;return}default:{u=l;return}}}function V1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=u;u=u+32|0;h=g+20|0;i=g+16|0;j=g+12|0;m=g+8|0;l=g+4|0;k=g;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[m>>2]=b;f[l>>2]=c;f[k>>2]=d;f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];c$a(a,e,j,i,h);u=g;return}function W1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;b=u;u=u+32|0;g=b+16|0;h=b+12|0;l=b+8|0;j=b+4|0;i=b;a=a+4|0;k=f[(f[a>>2]|0)+4>>2]|0;f[l>>2]=c;f[g>>2]=f[l>>2];CQa(k,g);a=f[(f[f[a>>2]>>2]|0)+244>>2]|0;f[j>>2]=c;f[i>>2]=d;f[h>>2]=f[j>>2];f[g>>2]=f[i>>2];U_a(a,e,h,g);u=b;return}function X1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;k=n+16|0;j=n;l=n+12|0;m=n+8|0;a=a+4|0;d=f[a>>2]|0;h=f[d>>2]|0;i=f[d+4>>2]|0;c=f[h+240>>2]|0;d=d+116|0;e=b[d>>0]|0;if(!(e&16)){e=BQa(i)|0;a=f[(f[a>>2]|0)+100>>2]|0;f[j>>2]=e;f[j+4>>2]=a;ERa(k,i,j);if(f[k>>2]|0)U9a(c,k,1);c=f[k+4>>2]|0;if(c|0)iOb(c)}else b[d>>0]=e&-65;j=f[h+244>>2]|0;Jkb(DSa(i)|0,j);f[l>>2]=g;f[k>>2]=f[l>>2];f[m>>2]=g;f[k>>2]=f[m>>2];h1a(j,k,12);u=n;return}function Y1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=a+4|0;a=f[e>>2]|0;g=a+116|0;h=b[g>>0]|0;if(h&4){b[g>>0]=h&-5;lQa((f[a>>2]|0)+92|0);a=f[e>>2]|0}c3a((f[a>>2]|0)+116|0,c,d);return}function Z1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;j=s+32|0;o=s+24|0;p=s+8|0;q=s;n=a+4|0;a=f[n>>2]|0;h=a+116|0;i=b[h>>0]|0;if(i&4){b[h>>0]=i&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=s;return}f[j>>2]=c;f[j+4>>2]=d;if(e|0){wRa(o,f[(f[n>>2]|0)+4>>2]|0,j);a=f[o>>2]|0;if(!a){l=pOb(24)|0;f[l+4>>2]=0;f[l+8>>2]=0;f[l>>2]=39624;m=l+12|0;mLa(m);f[o>>2]=m;m=o+4|0;a=f[m>>2]|0;f[m>>2]=l;if(a|0)iOb(a);XQa(f[(f[n>>2]|0)+4>>2]|0,o,j)|0;a=f[o>>2]|0}mLa(p);tLa(p,a);h=f[p>>2]|0;if(h|0){j=p+4|0;i=f[j>>2]|0;if((i|0)!=(h|0)){do{d=i+-16|0;f[j>>2]=d;i=f[i+-12>>2]|0;if(!i)i=d;else{iOb(i);i=f[j>>2]|0}}while((i|0)!=(h|0));h=f[p>>2]|0}sOb(h)}if(g|0){k=p+4|0;l=q+4|0;d=0;while(1){i=e+(d<<2)|0;j=d;do{j=j+1|0;m=j>>>0<g>>>0;if(!m){r=23;break}h=f[i>>2]|0}while((f[e+(j<<2)>>2]|0)==(h|0));if((r|0)==23){r=0;h=f[i>>2]|0}if((h|0)!=-1){f[p>>2]=c;f[k>>2]=h;vRa(q,f[(f[n>>2]|0)+4>>2]|0,p);if(f[q>>2]|0)nLa(a,d,j-d|0,q);h=f[l>>2]|0;if(h|0)iOb(h)}if(m)d=j;else break}}a=f[o+4>>2]|0;if(a|0)iOb(a)}u=s;return}function _1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;j=o+32|0;l=o+24|0;m=o+8|0;n=o;k=a+4|0;a=f[k>>2]|0;h=a+116|0;i=b[h>>0]|0;if(i&4){b[h>>0]=i&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=o;return}f[j>>2]=c;f[j+4>>2]=d;if(e|0){wRa(l,f[(f[k>>2]|0)+4>>2]|0,j);a=f[l>>2]|0;if(!a){i=pOb(24)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=39624;d=i+12|0;mLa(d);f[l>>2]=d;d=l+4|0;a=f[d>>2]|0;f[d>>2]=i;if(a|0)iOb(a);XQa(f[(f[k>>2]|0)+4>>2]|0,l,j)|0;a=f[l>>2]|0}mLa(m);tLa(m,a);h=f[m>>2]|0;if(h|0){j=m+4|0;i=f[j>>2]|0;if((i|0)!=(h|0)){do{d=i+-16|0;f[j>>2]=d;i=f[i+-12>>2]|0;if(!i)i=d;else{iOb(i);i=f[j>>2]|0}}while((i|0)!=(h|0));h=f[m>>2]|0}sOb(h)}if(g|0){i=m+4|0;d=n+4|0;h=0;do{j=f[e+(h*12|0)+8>>2]|0;f[m>>2]=c;f[i>>2]=j;vRa(n,f[(f[k>>2]|0)+4>>2]|0,m);if(f[n>>2]|0)nLa(a,f[e+(h*12|0)>>2]|0,f[e+(h*12|0)+4>>2]|0,n);j=f[d>>2]|0;if(j|0)iOb(j);h=h+1|0}while((h|0)!=(g|0))}a=f[l+4>>2]|0;if(a|0)iOb(a)}u=o;return}function $1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+80|0;i=m+16|0;l=m+8|0;j=m;k=a+4|0;g=f[k>>2]|0;h=g+116|0;a=b[h>>0]|0;if(a&4){b[h>>0]=a&-5;lQa((f[g>>2]|0)+92|0)}if(!c){u=m;return}f[i>>2]=f[e>>2];f[i+16>>2]=f[e+12>>2];f[i+32>>2]=f[e+24>>2];f[i+48>>2]=f[e+36>>2];f[i+4>>2]=f[e+4>>2];f[i+20>>2]=f[e+16>>2];f[i+36>>2]=f[e+28>>2];f[i+52>>2]=f[e+40>>2];f[i+8>>2]=f[e+8>>2];f[i+24>>2]=f[e+20>>2];f[i+40>>2]=f[e+32>>2];f[i+56>>2]=f[e+44>>2];f[i+12>>2]=0;f[i+28>>2]=0;f[i+44>>2]=0;f[i+60>>2]=1065353216;f[l>>2]=c;f[l+4>>2]=d;g=f[(f[k>>2]|0)+4>>2]|0;IIa(j,i);g=UQa(g,j,l)|0;a=f[j+4>>2]|0;if(a|0)iOb(a);if(g)o1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,l,0);u=m;return}function a2a(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;r=s+24|0;p=s+16|0;q=s;n=a+4|0;a=f[n>>2]|0;j=a+116|0;k=b[j>>0]|0;if(k&4){b[j>>0]=k&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=s;return}f[r>>2]=0;o=r+4|0;f[o>>2]=0;f[r+8>>2]=0;if(!g)a=0;else{fEa(r,g);a=f[r>>2]|0}bQb(a|0,i|0,g*12|0)|0;i=h+(e<<2)|0;f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;l=h;a=e<<2;j=a>>2;if(j|0){if(j>>>0>1073741823)AMb(q);g=pOb(a)|0;f[m>>2]=g;f[q>>2]=g;f[q+8>>2]=g+(j<<2);if(e|0){k=i+-4|0;a=h;j=g;while(1){f[j>>2]=f[a>>2];a=a+4|0;if((a|0)==(i|0))break;else j=j+4|0}f[m>>2]=g+(((k-l|0)>>>2)+1<<2)}}jqb(p,r,q);a=f[q>>2]|0;if(a|0){j=f[m>>2]|0;if((j|0)!=(a|0))f[m>>2]=j+(~((j+-4-a|0)>>>2)<<2);sOb(a)}a=f[(f[n>>2]|0)+4>>2]|0;f[q>>2]=c;f[q+4>>2]=d;cRa(a,p,q)|0;a=f[p+4>>2]|0;if(a|0)iOb(a);a=f[r>>2]|0;if(a|0){j=f[o>>2]|0;if((j|0)!=(a|0))f[o>>2]=j+(~(((j+-12-a|0)>>>0)/12|0)*12|0);sOb(a)}u=s;return}function b2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+64|0;r=w+56|0;s=w+16|0;t=w+8|0;v=w;q=a+4|0;h=f[q>>2]|0;a=h+116|0;g=b[a>>0]|0;if(g&4){b[a>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=w;return}Rpb(r);a=f[e>>2]|0;i=f[e+4>>2]|0;if((a|0)!=(i|0)){j=s+24|0;k=s+16|0;l=s+4|0;m=t+4|0;n=v+4|0;o=t+4|0;p=v+4|0;do{Gpb(s);h=a+16|0;g=f[h>>2]|0;if(g&2){Jpb(s,1);g=f[h>>2]|0}if(g&1|0)Hpb(s,1);g=f[a+12>>2]|0;if(g|0){f[t>>2]=c;f[o>>2]=g;uRa(v,f[(f[q>>2]|0)+4>>2]|0,t);if(f[v>>2]|0)Ipb(s,v);g=f[p>>2]|0;if(g|0)iOb(g)}g=f[a>>2]|0;e=f[a+4>>2]|0;if((g|0)!=(e|0))do{h=f[g>>2]|0;f[t>>2]=c;f[m>>2]=h;FRa(v,f[(f[q>>2]|0)+4>>2]|0,t);if(f[v>>2]|0)Kpb(s,v);h=f[n>>2]|0;if(h|0)iOb(h);g=g+4|0}while((g|0)!=(e|0));eqb(f[r>>2]|0,s);g=f[j>>2]|0;if(g|0)iOb(g);g=f[k>>2]|0;if(g|0)iOb(g);g=f[s>>2]|0;if(g|0){h=f[l>>2]|0;if((h|0)!=(g|0)){do{e=h+-8|0;f[l>>2]=e;h=f[h+-4>>2]|0;if(!h)h=e;else{iOb(h);h=f[l>>2]|0}}while((h|0)!=(g|0));g=f[s>>2]|0}sOb(g)}a=a+20|0}while((a|0)!=(i|0))}a=f[(f[q>>2]|0)+4>>2]|0;f[s>>2]=c;f[s+4>>2]=d;dRa(a,r,s)|0;a=f[r+4>>2]|0;if(a|0)iOb(a);u=w;return}function c2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;h=n+24|0;i=n+8|0;j=n;k=a+4|0;l=f[k>>2]|0;m=l+116|0;g=b[m>>0]|0;if(g&4){b[m>>0]=g&-5;lQa((f[l>>2]|0)+92|0)}if(!c){u=n;return}PHa(h);g=f[e+4>>2]|0;l=f[e+8>>2]|0;m=f[e+12>>2]|0;f[i>>2]=f[e>>2];f[i+4>>2]=g;f[i+8>>2]=l;f[i+12>>2]=m;_Ha(f[h>>2]|0,i);f[j>>2]=c;f[j+4>>2]=d;if(WQa(f[(f[k>>2]|0)+4>>2]|0,h,j)|0){n1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,j,0);I2a(f[k>>2]|0,a)}a=f[h+4>>2]|0;if(a|0)iOb(a);u=n;return}function d2a(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=+h;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+96|0;w=z+72|0;t=z+64|0;x=z+56|0;n=z+40|0;v=z+32|0;r=z+8|0;s=z;y=a+4|0;o=f[y>>2]|0;p=o+116|0;q=b[p>>0]|0;if(q&4){b[p>>0]=q&-5;lQa((f[o>>2]|0)+92|0)}if(!c){u=z;return}PHa(x);o=f[e+4>>2]|0;p=f[e+8>>2]|0;q=f[e+12>>2]|0;f[n>>2]=f[e>>2];f[n+4>>2]=o;f[n+8>>2]=p;f[n+12>>2]=q;_Ha(f[x>>2]|0,n);$Ha(f[x>>2]|0,i);aIa(f[x>>2]|0,h);bIa(f[x>>2]|0,g);if((l|0)!=0&(m|0)!=0){DDa(w,f[l+8>>2]|0);m=f[l+4>>2]|0;if(m|0){f[t>>2]=c;f[t+4>>2]=m;uRa(v,f[(f[y>>2]|0)+4>>2]|0,t);m=f[v>>2]|0;if(m|0){e=f[x>>2]|0;f[r>>2]=f[m>>2];f[r+8>>2]=f[m+16>>2];f[r+16>>2]=f[m+48>>2];f[r+4>>2]=f[m+4>>2];f[r+12>>2]=f[m+20>>2];f[r+20>>2]=f[m+52>>2];YHa(e,r)}m=f[v+4>>2]|0;if(m|0)iOb(m)}l=f[l>>2]|0;f[t>>2]=c;f[t+4>>2]=l;sRa(v,f[(f[y>>2]|0)+4>>2]|0,t);if(f[v>>2]|0){Lwb(r);FDa(w,r);PFa(s,f[v>>2]|0,r);if(f[s>>2]|0){uIa(f[x>>2]|0,f[w+16>>2]|0);XHa(f[x>>2]|0,s)}m=f[s+4>>2]|0;if(m|0)iOb(m)}m=f[v+4>>2]|0;if(m|0)iOb(m)}m=f[y>>2]|0;do if(!k){f[v>>2]=0;f[v+4>>2]=0}else{if(!j){f[v>>2]=0;f[v+4>>2]=0;break}if((k|0)!=1){f[v>>2]=0;f[v+4>>2]=0;break}m=f[m+4>>2]|0;k=f[j>>2]|0;f[t>>2]=c;f[t+4>>2]=k;sRa(w,m,t);m=f[w>>2]|0;if(!m){f[v>>2]=0;f[v+4>>2]=0}else QFa(v,m);m=f[w+4>>2]|0;if(m|0)iOb(m);if(f[v>>2]|0)WHa(f[x>>2]|0,v)}while(0);m=f[v+4>>2]|0;if(m|0)iOb(m);f[w>>2]=c;f[w+4>>2]=d;if(WQa(f[(f[y>>2]|0)+4>>2]|0,x,w)|0){n1a(f[(f[f[y>>2]>>2]|0)+244>>2]|0,w,0);I2a(f[y>>2]|0,a)}m=f[x+4>>2]|0;if(m|0)iOb(m);u=z;return}function e2a(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r,s,t,v){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=+p;q=+q;r=+r;s=+s;t=+t;v=v|0;var w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+112|0;z=D+88|0;A=D+96|0;m=D+72|0;y=D+64|0;B=D+40|0;x=D+32|0;l=D+24|0;w=D;f[z>>2]=c;C=a+4|0;n=f[C>>2]|0;v=n+116|0;k=b[v>>0]|0;if(k&4){b[v>>0]=k&-5;lQa((f[n>>2]|0)+92|0)}if(!c){u=D;return}PHa(A);oIa(f[A>>2]|0,1);v=f[o+4>>2]|0;k=f[o+8>>2]|0;c=f[o+12>>2]|0;f[m>>2]=f[o>>2];f[m+4>>2]=v;f[m+8>>2]=k;f[m+12>>2]=c;_Ha(f[A>>2]|0,m);f[y>>2]=z;f[y+4>>2]=a;if(e|0){DDa(B,f[e+8>>2]|0);uIa(f[A>>2]|0,f[B+16>>2]|0);m=f[e+4>>2]|0;if(m|0){f[x>>2]=f[z>>2];f[x+4>>2]=m;uRa(l,f[(f[C>>2]|0)+4>>2]|0,x);m=f[l>>2]|0;if(m|0){o=f[A>>2]|0;f[w>>2]=f[m>>2];f[w+8>>2]=f[m+16>>2];f[w+16>>2]=f[m+48>>2];f[w+4>>2]=f[m+4>>2];f[w+12>>2]=f[m+20>>2];f[w+20>>2]=f[m+52>>2];YHa(o,w)}m=f[l+4>>2]|0;if(m|0)iOb(m)}Z2a(x,y,e);if(f[x>>2]|0)XHa(f[A>>2]|0,x);m=f[x+4>>2]|0;if(m|0)iOb(m)}if(g|0){Z2a(B,y,g);if(f[B>>2]|0)wIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}if(h|0){Z2a(B,y,h);if(f[B>>2]|0)yIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}if((i|0)!=0|(j|0)!=0){Z2a(B,y,i);if(f[B>>2]|0)xIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}qIa(f[A>>2]|0,q);rIa(f[A>>2]|0,r);f[B>>2]=f[z>>2];f[B+4>>2]=d;if(WQa(f[(f[C>>2]|0)+4>>2]|0,A,B)|0){n1a(f[(f[f[C>>2]>>2]|0)+244>>2]|0,B,0);I2a(f[C>>2]|0,a)}m=f[A+4>>2]|0;if(m|0)iOb(m);u=D;return}function f2a(a,b,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0;s=u;u=u+64|0;r=s;f[r>>2]=b;f[r+4>>2]=c;c=r+8|0;f[c>>2]=d;f[c+4>>2]=e;f[r+16>>2]=g;f[r+20>>2]=h;f[r+24>>2]=i;f[r+28>>2]=j;f[r+32>>2]=k;f[r+36>>2]=l;f[r+40>>2]=m;f[r+44>>2]=n;f[r+48>>2]=o;f[r+52>>2]=p;f[r+56>>2]=q;if(J2a(a,r)|0){u=s;return}a=f[a+4>>2]|0;m=a+108|0;b=f[m>>2]|0;if((b|0)==(f[a+112>>2]|0)){Y2a(a+104|0,r);u=s;return}else{a=r;l=b+64|0;do{f[b>>2]=f[a>>2];b=b+4|0;a=a+4|0}while((b|0)<(l|0));f[m>>2]=(f[m>>2]|0)+64;u=s;return}}function g2a(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;r=A+56|0;z=A+40|0;q=A+48|0;s=A+16|0;y=A+24|0;v=A+8|0;w=A;x=a+4|0;a=f[x>>2]|0;o=a+116|0;p=b[o>>0]|0;if(p&4){b[o>>0]=p&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=A;return}t=f[(f[x>>2]|0)+4>>2]|0;f[q>>2]=c;f[r>>2]=f[q>>2];IQa(z,t,r);a=f[z>>2]|0;if(a|0){f[s>>2]=d;f[y>>2]=i;f[y+4>>2]=j;f[y+8>>2]=k;f[y+12>>2]=m;f[r>>2]=f[s>>2];YFa(a,r,y)}f[r>>2]=c;f[r+4>>2]=d;LRa(y,t,r);o=v+4|0;p=w+4|0;if((e|0)!=-1){d=BQa(t)|0;f[v>>2]=d;f[o>>2]=e;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,0,w);a=f[p>>2]|0;if(a|0)iOb(a)}if((g|0)!=-1){e=BQa(t)|0;f[v>>2]=e;f[o>>2]=g;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,1,w);a=f[p>>2]|0;if(a|0)iOb(a)}if((h|0)!=-1){g=BQa(t)|0;f[v>>2]=g;f[o>>2]=h;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,2,w);a=f[p>>2]|0;if(a|0)iOb(a)}o=v+4|0;p=w+4|0;if(i|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=i;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,0,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(j|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=j;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,1,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(k|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=k;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,2,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(l|0){f[v>>2]=c;f[v+4>>2]=l;GRa(w,t,v);if(f[w>>2]|0)OKa(f[y>>2]|0,w);a=f[w+4>>2]|0;if(a|0)iOb(a)}if((m|0)!=-1){o=f[y>>2]|0;a=b[o+193>>0]|0;if(!(a&1)){HJa(o,1,(m&1|0)!=0,0)|0;o=f[y>>2]|0;a=b[o+193>>0]|0}if(!(a&2)){HJa(o,2,(m&2|0)!=0,0)|0;o=f[y>>2]|0;a=b[o+193>>0]|0}if(!(a&4))HJa(o,4,(m&4|0)!=0,0)|0}K2a(f[y>>2]|0,n);if(f[(f[y>>2]|0)+4>>2]|0)Y8a(f[(f[f[x>>2]>>2]|0)+240>>2]|0);a=f[y+4>>2]|0;if(a|0)iOb(a);a=f[z+4>>2]|0;if(a|0)iOb(a);u=A;return}function h2a(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=+e;g=+g;h=+h;i=+i;j=j|0;var k=0,l=0,m=0;l=u;u=u+16|0;k=l+8|0;m=l;f[k>>2]=c;f[k+4>>2]=d;a=a+4|0;BRa(m,f[(f[a>>2]|0)+4>>2]|0,k);c=(f[m>>2]|0)==0;d=f[m+4>>2]|0;if(d|0)iOb(d);if(!c){u=l;return}m=V2a((f[a>>2]|0)+80|0,k)|0;n[m>>2]=e;n[m+4>>2]=g;n[m+8>>2]=h;n[m+12>>2]=i;b[m+16>>0]=(j|0)==1&1;u=l;return}function i2a(a,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;y=E+48|0;w=E+40|0;x=E+28|0;B=E+16|0;C=E+8|0;s=E;D=a+4|0;p=f[D>>2]|0;q=p+116|0;r=b[q>>0]|0;if(r&4){b[q>>0]=r&-5;lQa((f[p>>2]|0)+92|0)}if(!c){u=E;return}t=f[(f[D>>2]|0)+4>>2]|0;f[y>>2]=c;f[y+4>>2]=d;f[w>>2]=0;A=w+4|0;f[A>>2]=0;v=(e|0)!=0;do if(v){f[x>>2]=c;f[x+4>>2]=e;zRa(B,t,x);if(!(f[B>>2]|0)){p=f[B+4>>2]|0;if(p|0)iOb(p);break}uMa(C,B);q=f[C>>2]|0;p=C+4|0;z=f[p>>2]|0;f[C>>2]=0;f[p>>2]=0;f[w>>2]=q;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);p=f[p>>2]|0;if(p|0)iOb(p)}if(g|0){f[C>>2]=c;f[C+4>>2]=g;uRa(s,t,C);z=f[s>>2]|0;q=z;if(!z)p=s+4|0;else{r=f[w>>2]|0;p=s+4|0;n=f[p>>2]|0;if(n|0)gOb(n);f[r+36>>2]=q;z=r+40|0;q=f[z>>2]|0;f[z>>2]=n;if(q)iOb(q)}p=f[p>>2]|0;if(p|0)iOb(p)}p=f[B+4>>2]|0;if(p|0)iOb(p);z=26}else{tMa(x);q=f[x>>2]|0;p=x+4|0;z=f[p>>2]|0;f[x>>2]=0;f[p>>2]=0;f[w>>2]=q;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);p=f[p>>2]|0;if(p|0)iOb(p)}JMa(f[(f[w>>2]|0)+44>>2]|0,t,0);z=f[w>>2]|0;f[x>>2]=f[n>>2];f[x+4>>2]=f[n+4>>2];f[x+8>>2]=f[n+8>>2];f[B>>2]=f[o>>2];f[B+4>>2]=f[o+4>>2];f[B+8>>2]=f[o+8>>2];KMa(f[z+44>>2]|0,x,B);z=26}while(0);if((z|0)==26){n=x+4|0;o=B+4|0;if((h|0)!=-1){f[x>>2]=c;f[n>>2]=h;vRa(B,t,x);h=f[B>>2]|0;p=h;if(h|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+4>>2]=p;h=q+8|0;p=f[h>>2]|0;f[h>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}if((i|0)!=-1){f[x>>2]=c;f[n>>2]=i;vRa(B,t,x);i=f[B>>2]|0;p=i;if(i|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+12>>2]=p;i=q+16|0;p=f[i>>2]|0;f[i>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}if((j|0)!=-1){f[x>>2]=c;f[n>>2]=j;vRa(B,t,x);j=f[B>>2]|0;p=j;if(j|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+20>>2]=p;j=q+24|0;p=f[j>>2]|0;f[j>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}f[x>>2]=k;f[x+4>>2]=l;f[x+8>>2]=m;n=B+4|0;o=C+4|0;if(!k)r=0;else{f[B>>2]=c;f[n>>2]=k;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);r=(f[C>>2]|0)!=0;p=f[o>>2]|0;if(p|0)iOb(p)}if(l){f[B>>2]=c;f[n>>2]=l;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);p=(f[C>>2]|0)!=0;q=f[o>>2]|0;if(q|0)iOb(q);r=r|p}if(!m){if(r)z=40}else{f[B>>2]=c;f[n>>2]=m;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);q=(f[C>>2]|0)!=0;p=f[o>>2]|0;if(p|0)iOb(p);if(r|q)z=40}if((z|0)==40){m=f[(f[D>>2]|0)+4>>2]|0;l=pOb(24)|0;f[l+4>>2]=0;f[l+8>>2]=0;f[l>>2]=39568;k=l+12|0;f[k>>2]=f[x>>2];f[k+4>>2]=f[x+4>>2];f[k+8>>2]=f[x+8>>2];p=B+4|0;f[B>>2]=k;f[p>>2]=l;YQa(m,B,y)|0;p=f[p>>2]|0;if(p|0)iOb(p)}if(_Qa(t,w,y)|0){if(v){f[x>>2]=c;f[x+4>>2]=e;zRa(B,t,x);p=f[D>>2]|0;if(!(b[(f[(f[B>>2]|0)+44>>2]|0)+148>>0]&2)){o=G2a(p+60|0,x)|0;g=G2a((f[D>>2]|0)+60|0,y)|0;y=f[o>>2]|0;p=y;if(!y){n=pOb(24)|0;f[n+4>>2]=0;f[n+8>>2]=0;f[n>>2]=39596;r=n+12|0;f[r>>2]=0;f[n+16>>2]=0;f[n+20>>2]=0;f[g>>2]=r;p=g+4|0;q=f[p>>2]|0;f[p>>2]=n;if(!q){p=n;q=n;z=55}else{iOb(q);p=f[p>>2]|0;r=f[g>>2]|0;q=p;if(p)z=55}if((z|0)==55)gOb(p);f[o>>2]=r;z=o+4|0;p=f[z>>2]|0;f[z>>2]=q;if(p|0)iOb(p);p=f[g>>2]|0;f[C>>2]=e;q=p+4|0;r=f[q>>2]|0;if(r>>>0<(f[p+8>>2]|0)>>>0){f[r>>2]=e;f[q>>2]=r+4}else H2a(p,C)}else{q=f[o+4>>2]|0;if(q|0)gOb(q);f[g>>2]=p;e=g+4|0;p=f[e>>2]|0;f[e>>2]=q;if(p|0)iOb(p)}p=f[g>>2]|0;f[C>>2]=d;q=p+4|0;r=f[q>>2]|0;if(r>>>0<(f[p+8>>2]|0)>>>0){f[r>>2]=d;f[q>>2]=r+4}else H2a(p,C)}else v1a(f[(f[p>>2]|0)+244>>2]|0,y,0);p=f[B+4>>2]|0;if(p|0)iOb(p)}I2a(f[D>>2]|0,a)}}p=f[A>>2]|0;if(p|0)iOb(p);u=E;return}function j2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;m=p+32|0;o=p+24|0;n=p+16|0;l=p;f[m>>2]=b;f[m+4>>2]=c;if(!b){u=p;return}if(!((d|0)!=0&g>>>0<e>>>0)){u=p;return}k=f[(f[a+4>>2]|0)+4>>2]|0;j=f[d+(g<<2)>>2]|0;f[n>>2]=b;f[n+4>>2]=j;zRa(o,k,n);if(f[o>>2]|0){h=d+(e<<2)|0;f[l>>2]=0;j=l+4|0;f[j>>2]=0;f[l+8>>2]=0;i=d;a=e<<2;c=a>>2;if(c|0){if(c>>>0>1073741823)AMb(l);g=pOb(a)|0;f[j>>2]=g;f[l>>2]=g;f[l+8>>2]=g+(c<<2);b=h+-4|0;a=d;c=g;while(1){f[c>>2]=f[a>>2];a=a+4|0;if((a|0)==(h|0))break;else c=c+4|0}f[j>>2]=g+(((b-i|0)>>>2)+1<<2)}zMa(n,k,l,o);a=f[l>>2]|0;if(a|0){c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}if(f[n>>2]|0)_Qa(k,n,m)|0;a=f[n+4>>2]|0;if(a|0)iOb(a)}a=f[o+4>>2]|0;if(a|0)iOb(a);u=p;return}function k2a(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;v=E+48|0;D=E+40|0;A=E+32|0;B=E+24|0;C=E+16|0;x=E+8|0;y=E;z=a+4|0;a=f[z>>2]|0;s=a+116|0;t=b[s>>0]|0;if(t&4){b[s>>0]=t&-5;lQa((f[a>>2]|0)+92|0)}if((c|0)==0|(g|0)==0|(h|0)==0){u=E;return}t=k+j|0;w=t+l|0;if(!w){u=E;return}f[v>>2]=c;f[v+4>>2]=d;zRa(D,f[(f[z>>2]|0)+4>>2]|0,v);if(f[D>>2]|0){switch(e&3){case 2:{a=2;s=8;break}case 1:{a=1;s=8;break}default:{a=0;s=9}}if((s|0)==8)if(e&4)s=9;if((s|0)==9)a=a|4;if(e&268435456)a=e>>>2&64|e>>>1&8|e>>>3&512|a|4096;if(e&536870912)a=e>>>2&128|e>>>1&16|e>>>3&1024|a|8192;if(e&1073741824)a=e>>31&32768|e>>>2&256|e>>>1&32|e>>>3&2048|a|16384;f[A>>2]=a|e&196608;a=lMa(A)|0;f[B>>2]=0;s=B+4|0;f[s>>2]=0;a=X(a,h)|0;if(yLa((f[(f[D>>2]|0)+44>>2]|0)+68|0,a,g,w,i)|0){deb((f[z>>2]|0)+12|0,a<<2,B,C,64);ELa((f[(f[D>>2]|0)+44>>2]|0)+68|0,f[C>>2]|0,B)|0;a=f[(f[D>>2]|0)+44>>2]|0;f[a+108>>2]=h;pMa(a,0,j);pMa(f[(f[D>>2]|0)+44>>2]|0,1,k);pMa(f[(f[D>>2]|0)+44>>2]|0,2,l);qMa(f[(f[D>>2]|0)+44>>2]|0,0,0);qMa(f[(f[D>>2]|0)+44>>2]|0,1,j);qMa(f[(f[D>>2]|0)+44>>2]|0,2,t);IDa(f[(f[D>>2]|0)+44>>2]|0,0,m,n);IDa(f[(f[D>>2]|0)+44>>2]|0,1,o,p);IDa(f[(f[D>>2]|0)+44>>2]|0,2,q,r);f[x>>2]=0;a=x+4|0;f[a>>2]=0;deb((f[z>>2]|0)+36|0,w<<1,x,y,64);ELa((f[(f[D>>2]|0)+44>>2]|0)+68|0,f[y>>2]|0,x)|0;nMa(f[(f[D>>2]|0)+44>>2]|0,x);oMa(f[(f[D>>2]|0)+44>>2]|0,f[y>>2]|0);a=f[a>>2]|0;if(a|0)iOb(a);l=f[(f[D>>2]|0)+44>>2]|0;f[l+52>>2]=f[A>>2];rMa(l,B,f[C>>2]|0);JMa(f[(f[D>>2]|0)+44>>2]|0,f[(f[z>>2]|0)+4>>2]|0,1);D2a(f[z>>2]|0,D);if(LMa(f[(f[D>>2]|0)+44>>2]|0,0,0,0)|0)u9a(f[(f[f[z>>2]>>2]|0)+240>>2]|0)}a=f[s>>2]|0;if(a|0)iOb(a)}a=f[D+4>>2]|0;if(a|0)iOb(a);u=E;return}function l2a(a,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;r=y+24|0;x=y+16|0;t=y+12|0;v=y+8|0;w=y;s=a+4|0;a=f[s>>2]|0;p=a+116|0;q=b[p>>0]|0;if(q&4){b[p>>0]=q&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=y;return}h=h+g|0;q=h+i|0;if(!q){u=y;return}f[r>>2]=c;f[r+4>>2]=d;zRa(x,f[(f[s>>2]|0)+4>>2]|0,r);a=f[x>>2]|0;do if(a|0){a=f[(f[a+44>>2]|0)+12>>2]|0;if(a|0)if(f[a>>2]|0)break;switch(e&3){case 2:{a=2;p=10;break}case 1:{a=1;p=10;break}default:{a=0;p=11}}if((p|0)==10)if(e&4)p=11;if((p|0)==11)a=a|4;if(e&268435456)a=e>>>2&64|e>>>1&8|e>>>3&512|a|4096;if(e&536870912)a=e>>>2&128|e>>>1&16|e>>>3&1024|a|8192;if(e&1073741824)a=e>>31&32768|e>>>2&256|e>>>1&32|e>>>3&2048|a|16384;f[t>>2]=a|e&196608;a=lMa(t)|0;if(xLa((f[(f[x>>2]|0)+44>>2]|0)+68|0,X(a,q)|0,0)|0){IDa(f[(f[x>>2]|0)+44>>2]|0,0,j,k);IDa(f[(f[x>>2]|0)+44>>2]|0,1,l,m);IDa(f[(f[x>>2]|0)+44>>2]|0,2,n,o);l=f[(f[x>>2]|0)+44>>2]|0;f[l+52>>2]=f[t>>2];f[l+108>>2]=q;qMa(l,0,0);qMa(f[(f[x>>2]|0)+44>>2]|0,1,g);qMa(f[(f[x>>2]|0)+44>>2]|0,2,h);pMa(f[(f[x>>2]|0)+44>>2]|0,0,0);pMa(f[(f[x>>2]|0)+44>>2]|0,1,0);pMa(f[(f[x>>2]|0)+44>>2]|0,2,0);f[v>>2]=0;f[w>>2]=0;l=w+4|0;f[l>>2]=0;deb((f[s>>2]|0)+12|0,X(q<<2,a)|0,w,v,64);rMa(f[(f[x>>2]|0)+44>>2]|0,w,f[v>>2]|0);a=f[l>>2]|0;if(a|0)iOb(a)}}while(0);a=f[x+4>>2]|0;if(a|0)iOb(a);u=y;return}function m2a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+16|0;j=s+8|0;r=s;q=a+4|0;h=f[q>>2]|0;i=h+116|0;a=b[i>>0]|0;if(a&4){b[i>>0]=a&-5;lQa((f[h>>2]|0)+92|0)}if((c|0)==0|(e|0)==0|(g|0)==0){u=s;return}f[j>>2]=c;f[j+4>>2]=d;zRa(r,f[(f[q>>2]|0)+4>>2]|0,j);a=f[r>>2]|0;do if(a|0){a=f[a+44>>2]|0;h=f[a+12>>2]|0;if(h|0)if(f[h>>2]|0)break;h=lMa(a+52|0)|0;i=h<<2;a=(g>>>0)/(i>>>0)|0;if((X(a,i)|0)==(g|0)){c=f[(f[r>>2]|0)+44>>2]|0;d=f[c+108>>2]|0;j=f[c+40>>2]|0;k=f[c+44>>2]|0;l=f[c+24>>2]|0;m=f[c+28>>2]|0;n=f[c+32>>2]|0;p=m+l+n|0;o=d-p|0;o=a>>>0>o>>>0?o:a;if(o|0){a=j-l|0;a=a>>>0<o>>>0?a:o;t=o-a|0;j=k-j-m|0;j=j>>>0<t>>>0?j:t;m=t-j|0;n=d-k-n|0;pMa(c,0,a+l|0);l=f[(f[r>>2]|0)+44>>2]|0;pMa(l,1,(f[l+28>>2]|0)+j|0);l=f[(f[r>>2]|0)+44>>2]|0;pMa(l,2,(f[l+32>>2]|0)+(n>>>0<m>>>0?n:m)|0);BLa((f[(f[r>>2]|0)+44>>2]|0)+68|0,X(p,h)|0,X(o,h)|0,e)|0;n=f[f[(f[r>>2]|0)+44>>2]>>2]|0;oub(f[n>>2]|0,(f[n+8>>2]|0)+(X(p,i)|0)|0,g,e);if((o+p|0)>>>0>=d>>>0)JMa(f[(f[r>>2]|0)+44>>2]|0,f[(f[q>>2]|0)+4>>2]|0,1);a=f[(f[r>>2]|0)+44>>2]|0;if(b[a+148>>0]&2){D2a(f[q>>2]|0,r);a=f[(f[r>>2]|0)+44>>2]|0}if(LMa(a,p,o,0)|0)u9a(f[(f[f[q>>2]>>2]|0)+240>>2]|0)}}}while(0);a=f[r+4>>2]|0;if(a|0)iOb(a);u=s;return}function n2a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+20|0;j=m+4|0;k=m+16|0;l=m;a=a+4|0;h=f[a>>2]|0;e=h+116|0;g=b[e>>0]|0;if(g&4){b[e>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if((c|0)==0|(d|0)==0){u=m;return 0}h=pOb(72)|0;e=f[(f[a>>2]|0)+4>>2]|0;f[i>>2]=f[d+16>>2];f[i+4>>2]=f[d+20>>2];f[i+8>>2]=f[d+24>>2];f[j>>2]=f[d+28>>2];f[j+4>>2]=f[d+32>>2];f[j+8>>2]=f[d+36>>2];epb(h,e,d,i,j,f[d+8>>2]|0);A2a(f[a>>2]|0,d,h);e=f[(f[a>>2]|0)+4>>2]|0;f[k>>2]=c;f[l>>2]=h;f[i>>2]=f[k>>2];MRa(e,i,l)|0;e=f[l>>2]|0;f[l>>2]=0;if(!e){u=m;return 0}TFa(e);sOb(e);u=m;return 0}function o2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;m=h+4|0;l=h;k=f[(f[a+4>>2]|0)+4>>2]|0;f[m>>2]=e;e=BQa(k)|0;f[l>>2]=e;f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];e=EQa(k,j,i)|0;Th[f[(f[a>>2]|0)+180>>2]&127](a,b,c,d,e,g?0:2);u=h;return}function p2a(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+64|0;m=v+36|0;t=v+40|0;s=v+24|0;p=v+16|0;q=v+8|0;n=v;f[m>>2]=g;o=a+4|0;a=f[o>>2]|0;g=a+116|0;l=b[g>>0]|0;if(l&4){b[g>>0]=l&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=v;return}kvb(t);hvb(s);if(((ODa(e,m,t,s,h,i,j)|0)+-1|0)>>>0>=4){f[p>>2]=c;f[p+4>>2]=d;sRa(q,f[(f[o>>2]|0)+4>>2]|0,p);a=f[q>>2]|0;c=(a|0)!=0;if(c)r=11;else{qFa(n,f[(f[o>>2]|0)+4>>2]|0);a=f[n>>2]|0;l=n+4|0;m=f[l>>2]|0;f[n>>2]=0;f[l>>2]=0;f[q>>2]=a;a=q+4|0;g=f[a>>2]|0;f[a>>2]=m;if(g|0){iOb(g);g=f[l>>2]|0;if(g|0)iOb(g)}if(TQa(f[(f[o>>2]|0)+4>>2]|0,q,p)|0){a=f[q>>2]|0;r=11}}if((r|0)==11){OFa(a,k);if(f[t>>2]|0)LFa(f[q>>2]|0,t);if(f[s>>2]|0)MFa(f[q>>2]|0,s);if(c){r=(f[o>>2]|0)+116|0;b[r>>0]=b[r>>0]|8}r1a(f[(f[f[o>>2]>>2]|0)+244>>2]|0,p,0);a=q+4|0}a=f[a>>2]|0;if(a|0)iOb(a)}a=f[s>>2]|0;f[s>>2]=0;if(a|0)tOb(a);a=f[t>>2]|0;f[t>>2]=0;if(a|0)tOb(a);u=v;return}function q2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n+24|0;l=n+16|0;m=n+8|0;j=n;k=a+4|0;h=f[k>>2]|0;a=h+116|0;g=b[a>>0]|0;if(g&4){b[a>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=n;return}f[i>>2]=c;f[i+4>>2]=e;sRa(l,f[(f[k>>2]|0)+4>>2]|0,i);if(f[l>>2]|0){f[m>>2]=c;f[m+4>>2]=d;g=f[(f[k>>2]|0)+4>>2]|0;xFa(j,l);g=TQa(g,j,m)|0;a=f[j+4>>2]|0;if(a|0)iOb(a);if(g)r1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,m,0)}a=f[l+4>>2]|0;if(a|0)iOb(a);u=n;return}function r2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+8|0;e=h+4|0;g=h;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(c){f[e>>2]=b;f[d>>2]=f[e>>2];C1a(a,d)}f[g>>2]=b;f[d>>2]=f[g>>2];h1a(a,d,13);u=h;return}function s2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+8|0;e=h+4|0;g=h;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(c){f[e>>2]=b;f[d>>2]=f[e>>2];C1a(a,d)}f[g>>2]=b;f[d>>2]=f[g>>2];h1a(a,d,15);u=h;return}function t2a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+12|0;g=k+8|0;i=k+4|0;j=k;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(e){f[g>>2]=b;f[h>>2]=f[g>>2];C1a(a,h);c=0;d=0}f[i>>2]=b;f[h>>2]=f[i>>2];x1a(a,h,c,d);f[j>>2]=b;f[h>>2]=f[j>>2];h1a(a,h,11);u=k;return}function u2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,17);u=c;return}function v2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=a+4|0;z2a(f[a>>2]|0);a=f[(f[f[a>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,18);u=c;return}function w2a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;m=s+24|0;l=s+20|0;o=s+16|0;p=s+12|0;q=s+8|0;r=s+4|0;n=s;a=a+4|0;i=f[a>>2]|0;j=i+116|0;k=b[j>>0]|0;if(k&4){b[j>>0]=k&-5;lQa((f[i>>2]|0)+92|0)}if((d|0)==0|(e|0)==0){u=s;return}k=f[(f[a>>2]|0)+4>>2]|0;f[o>>2]=e;f[m>>2]=f[o>>2];CQa(k,m);f[p>>2]=d;f[q>>2]=e;f[l>>2]=f[p>>2];f[m>>2]=f[q>>2];if(!(JQa(k,c,l,m,g,h)|0)){u=s;return}q=f[(f[f[a>>2]>>2]|0)+244>>2]|0;p=f[(f[q>>2]|0)+12>>2]|0;f[m>>2]=d;f[m+4>>2]=e;oh[p&1023](q,m);q=(f[f[a>>2]>>2]|0)+152|0;f[r>>2]=d;f[n>>2]=e;f[l>>2]=f[r>>2];f[m>>2]=f[n>>2];ima(q,c,l,m);u9a(f[(f[f[a>>2]>>2]|0)+240>>2]|0);u=s;return}function x2a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+832|0;s=B+820|0;v=B+808|0;z=B+800|0;A=B+48|0;w=B+24|0;x=B;y=a+4|0;a=f[y>>2]|0;m=a+116|0;o=b[m>>0]|0;if(o&4){b[m>>0]=o&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=B;return}c=(f[y>>2]|0)+116|0;b[c>>0]=b[c>>0]|16;if(g|0)$Ra(f[(f[y>>2]|0)+4>>2]|0,f[g>>2]|0);f[s>>2]=f[d>>2];m=s+4|0;f[m>>2]=f[d+4>>2];g=s+8|0;f[g>>2]=f[d+8>>2];f[v>>2]=f[e>>2];o=v+4|0;f[o>>2]=f[e+4>>2];d=v+8|0;f[d>>2]=f[e+8>>2];ZRa(f[(f[y>>2]|0)+4>>2]|0,s,v);if(h){c=f[y>>2]|0;h=f[c+4>>2]|0;c=f[(f[c>>2]|0)+240>>2]|0;a=BQa(h)|0;e=f[(f[y>>2]|0)+100>>2]|0;f[A>>2]=a;f[A+4>>2]=e;ERa(z,h,A);if(!(f[z>>2]|0))t=10;else{U9a(c,z,1);a=f[z>>2]|0;if(!a)t=10;else if(!(b[a+788>>0]&1))t=10}if((t|0)==10){r=+n[s>>2];q=+n[v>>2];if(!(r>q)){l=+n[m>>2];k=+n[o>>2];if(!(l>k)){j=+n[g>>2];i=+n[d>>2];if(!(j>i))if(!(r==q&l==k&j==i)){p[w>>3]=r;p[w+8>>3]=l;p[w+16>>3]=j;p[x>>3]=q;p[x+8>>3]=k;p[x+16>>3]=i;fAa(A,w,x,1);if(!(gAa(A,a9a(c)|0)|0)){X8a(c,A,1);if(gAa(A,a9a(c)|0)|0){t9a(c);y2a(c+48|0,A)}}}}}}a=f[z+4>>2]|0;if(a|0)iOb(a)}lQa((f[f[y>>2]>>2]|0)+20|0);u=B;return}function y2a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){oh[f[(f[e>>2]|0)+24>>2]&1023](e,c);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function z2a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;i=j;f[a+100>>2]=0;h=a+72|0;if(f[h>>2]|0){g=a+68|0;c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+20>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[a+64>>2]|0;if(d|0){e=a+60|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}g=a+92|0;if(f[g>>2]|0){d=a+88|0;c=f[d>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);f[d>>2]=0;d=f[a+84>>2]|0;if(d|0){e=a+80|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[g>>2]=0}c=f[a+104>>2]|0;d=a+108|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);d=a+116|0;b[d>>0]=b[d>>0]&-128|64;ceb(i,34962,4194304,262144);f[a+12>>2]=f[i>>2];d=i+4|0;h=f[d>>2]|0;c=i+8|0;g=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[a+16>>2]=h;h=a+20|0;d=f[h>>2]|0;f[h>>2]=g;if(!d){h=a+24|0;g=i+12|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2]}else{iOb(d);c=f[c>>2]|0;h=a+24|0;g=i+12|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];if(c|0)iOb(c)}ceb(i,34963,4194304,262144);f[a+36>>2]=f[i>>2];d=i+4|0;h=f[d>>2]|0;c=i+8|0;g=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[a+40>>2]=h;h=a+44|0;d=f[h>>2]|0;f[h>>2]=g;if(!d){a=a+48|0;i=i+12|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];u=j;return}iOb(d);c=f[c>>2]|0;a=a+48|0;i=i+12|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];if(!c){u=j;return}iOb(c);u=j;return}function A2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;o=r+12|0;p=r;q=c+12|0;n=b+40|0;h=b+44|0;B2a(q,((f[h>>2]|0)-(f[n>>2]|0)|0)/56|0);b=f[n>>2]|0;h=f[h>>2]|0;if((b|0)==(h|0)){u=r;return}i=a+4|0;j=o+4|0;k=o+8|0;l=p+4|0;m=p+8|0;n=c+16|0;g=c+20|0;do{c=f[i>>2]|0;f[o>>2]=f[b+16>>2];f[j>>2]=f[b+20>>2];f[k>>2]=f[b+24>>2];f[p>>2]=f[b+28>>2];f[l>>2]=f[b+32>>2];f[m>>2]=f[b+36>>2];d=b+8|0;e=f[n>>2]|0;if(e>>>0<(f[g>>2]|0)>>>0){epb(e,c,b,o,p,f[d>>2]|0);c=(f[n>>2]|0)+72|0;f[n>>2]=c}else{C2a(q,c,b,o,p,d);c=f[n>>2]|0}A2a(a,b,c+-72|0);b=b+56|0}while((b|0)!=(h|0));u=r;return}function B2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+8|0;d=f[a>>2]|0;c=d;if((((f[k>>2]|0)-d|0)/72|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>59652323)vd();g=f[l>>2]|0;i=pOb(b*72|0)|0;h=i+(((g-d|0)/72|0)*72|0)|0;j=h;i=i+(b*72|0)|0;d=g;if((d|0)==(c|0)){e=j;b=g}else{e=j;b=h;do{d=d+-72|0;fpb(b+-72|0,d);b=e+-72|0;e=b}while((d|0)!=(c|0));b=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;d=b;if((c|0)!=(d|0))do{c=c+-72|0;TFa(c)}while((c|0)!=(d|0));if(!b)return;sOb(b);return}function C2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;i=f[a>>2]|0;j=((f[n>>2]|0)-i|0)/72|0;h=j+1|0;if(h>>>0>59652323)AMb(a);m=a+8|0;i=((f[m>>2]|0)-i|0)/72|0;l=i<<1;h=i>>>0<29826161?(l>>>0<h>>>0?h:l):59652323;do if(!h)k=0;else if(h>>>0>59652323)vd();else{k=pOb(h*72|0)|0;break}while(0);i=k+(j*72|0)|0;j=i;l=k+(h*72|0)|0;epb(i,b,c,d,e,f[g>>2]|0);b=i+72|0;k=f[a>>2]|0;h=f[n>>2]|0;if((h|0)==(k|0)){i=j;j=k;h=k}else{do{h=h+-72|0;fpb(i+-72|0,h);i=j+-72|0;j=i}while((h|0)!=(k|0));i=j;j=f[a>>2]|0;h=f[n>>2]|0}f[a>>2]=i;f[n>>2]=b;f[m>>2]=l;i=j;if((h|0)!=(i|0))do{h=h+-72|0;TFa(h)}while((h|0)!=(i|0));if(!j)return;sOb(j);return}function D2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;m=o+8|0;n=o;v1a(f[(f[a>>2]|0)+244>>2]|0,(f[b>>2]|0)+28|0,0);l=a+60|0;c=E2a(l,(f[b>>2]|0)+28|0)|0;if(!c){u=o;return}d=f[c+16>>2]|0;j=f[c+20>>2]|0;k=(j|0)==0;if(!k)gOb(j);c=f[d>>2]|0;e=f[d+4>>2]|0;if((c|0)!=(e|0)){g=m+4|0;h=a+4|0;i=n+4|0;do{p=f[c>>2]|0;d=f[b>>2]|0;f[m>>2]=f[d+28>>2];f[g>>2]=p;if((p|0)!=(f[d+32>>2]|0)){zRa(n,f[h>>2]|0,m);d=f[n>>2]|0;if(d|0)v1a(f[(f[a>>2]|0)+244>>2]|0,d+28|0,0);d=f[i>>2]|0;if(d|0)iOb(d)}F2a(l,m)|0;c=c+4|0}while((c|0)!=(e|0))}if(k){u=o;return}iOb(j);u=o;return}function E2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function F2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=E2a(a,b)|0;if(!l){l=0;return l|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;b=a+12|0;f[b>>2]=(f[b>>2]|0)+-1;b=f[l+20>>2]|0;if(b|0)iOb(b);sOb(l);l=1;return l|0}function G2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=f[b>>2]|0;l=f[b+4>>2]|0;p=l+-1640531527+(j<<6)+(j>>>2)^j;m=a+4|0;h=f[m>>2]|0;o=(h|0)==0;a:do if(o)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)k=p&i;else if(p>>>0<h>>>0)k=p;else k=(p>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(k<<2)>>2]|0;if(!c)c=k;else{c=f[c>>2]|0;if(!c)c=k;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&i|0)==(k|0))){c=k;break a}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(k|0)){c=k;break a}}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}}}while(0);j=pOb(24)|0;l=b;b=f[l+4>>2]|0;i=j+8|0;f[i>>2]=f[l>>2];f[i+4>>2]=b;f[j+16>>2]=0;f[j+20>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;Q2a(a,c>>>0<d>>>0?d:c);c=f[m>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=33}}else{f[j>>2]=f[c>>2];q=33}if((q|0)==33)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+16|0;return a|0}function H2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function I2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;s=y+8|0;t=y;v=a+104|0;w=a+108|0;c=f[w>>2]|0;if((f[v>>2]|0)==(c|0)){u=y;return}x=a+4|0;k=s+4|0;l=t+4|0;m=s+4|0;n=t+4|0;o=s+4|0;p=t+4|0;q=s+4|0;r=t+4|0;while(1){g=f[x>>2]|0;i=f[(f[a>>2]|0)+244>>2]|0;j=c+-64|0;d=f[c+-48>>2]|0;f[s>>2]=f[j>>2];f[k>>2]=d;zRa(t,g,s);d=(f[t>>2]|0)==0;e=f[l>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,5)|0;if(d<<24>>24==1)h=8;else{c=d;h=24}}else h=8;do if((h|0)==8){h=0;d=f[c+-40>>2]|0;f[s>>2]=f[j>>2];f[m>>2]=d;vRa(t,g,s);d=(f[t>>2]|0)==0;e=f[n>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,3)|0;if(d<<24>>24!=1){c=d;h=24;break}}d=f[c+-36>>2]|0;f[s>>2]=f[j>>2];f[o>>2]=d;vRa(t,g,s);d=(f[t>>2]|0)==0;e=f[p>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,3)|0;if(d<<24>>24!=1){c=d;h=24;break}}c=f[c+-32>>2]|0;f[s>>2]=f[j>>2];f[q>>2]=c;vRa(t,g,s);c=(f[t>>2]|0)==0;d=f[r>>2]|0;if(d|0)iOb(d);if(c){c=B_a(i,s,3)|0;if(c<<24>>24!=1){h=24;break}}J2a(b,j)|0}while(0);if((h|0)==24)if(!(c<<24>>24)){h=26;break}c=(f[w>>2]|0)+-64|0;f[w>>2]=c;if((f[v>>2]|0)==(c|0)){h=26;break}}if((h|0)==26){u=y;return}}function J2a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+64|0;t=x+56|0;w=x+48|0;g=x+40|0;v=x+32|0;l=x+16|0;m=x+8|0;k=x;s=a+4|0;a=f[s>>2]|0;d=a+116|0;e=b[d>>0]|0;if(e&4){b[d>>0]=e&-5;lQa((f[a>>2]|0)+92|0)}a=f[c>>2]|0;if(!a){w=1;u=x;return w|0}r=f[s>>2]|0;q=f[r+4>>2]|0;r=f[r>>2]|0;o=f[c+4>>2]|0;f[t>>2]=a;f[t+4>>2]=o;UIa(w,q);o=f[c+16>>2]|0;f[g>>2]=f[c>>2];f[g+4>>2]=o;zRa(v,q,g);do if(!(f[v>>2]|0))d=0;else{eJa(f[w>>2]|0,v);a=f[c+24>>2]|0;e=f[c+28>>2]|0;g=f[c+32>>2]|0;j=l+4|0;h=m+4|0;i=k+4|0;d=f[v>>2]|0;f[l>>2]=f[d+4>>2];d=f[d+8>>2]|0;f[j>>2]=d;if(d|0)gOb(d);if((a|0)==-1)p=19;else{f[m>>2]=f[c>>2];f[h>>2]=a;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))a=1;else p=15;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=15;else{iOb(a);p=15}}if((p|0)==15)a=0;d=f[i>>2]|0;if(d|0)iOb(d);if(!a)p=19;else a=1}if((p|0)==19){hJa(f[w>>2]|0,0,l);a=0}d=f[j>>2]|0;if(d|0)iOb(d);if(!a){a=f[v>>2]|0;f[l>>2]=f[a+12>>2];a=f[a+16>>2]|0;f[j>>2]=a;if(a|0)gOb(a);if((e|0)==-1)p=96;else{f[m>>2]=f[c>>2];f[h>>2]=e;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))a=1;else p=92;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=92;else{iOb(a);p=92}}if((p|0)==92)a=0;d=f[i>>2]|0;if(d|0)iOb(d);if(!a)p=96;else a=1}if((p|0)==96){hJa(f[w>>2]|0,1,l);a=0}d=f[j>>2]|0;if(d|0)iOb(d);if(!a){a=f[v>>2]|0;f[l>>2]=f[a+20>>2];a=f[a+24>>2]|0;f[j>>2]=a;if(a|0)gOb(a);if((g|0)==-1)p=113;else{f[m>>2]=f[c>>2];f[h>>2]=g;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))d=1;else p=109;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=109;else{iOb(a);p=109}}if((p|0)==109)d=0;a=f[i>>2]|0;if(a|0)iOb(a);if(!d)p=113;else d=1}if((p|0)==113){hJa(f[w>>2]|0,2,l);d=0}a=f[j>>2]|0;if(a|0)iOb(a);if(!d){i=f[c+36>>2]|0;f[l>>2]=i;j=f[c+40>>2]|0;f[l+4>>2]=j;o=f[c+44>>2]|0;f[l+8>>2]=o;if(i|j|o|0){o=f[v>>2]|0;if((Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0)>>>0>1){o=f[(f[s>>2]|0)+4>>2]|0;j=pOb(24)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=39568;i=j+12|0;f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];a=m+4|0;f[m>>2]=i;f[a>>2]=j;ZQa(o,m,t)|0;a=f[a>>2]|0;if(a|0)iOb(a)}}a=f[v>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](k,a);xRa(m,q,k);a=f[m>>2]|0;d=f[w>>2]|0;if(!a)vKa(d,l,258736,258736)|0;else vKa(d,l,a,258736)|0;a=f[m+4>>2]|0;if(a|0)iOb(a);o=f[c+20>>2]|0;f[l>>2]=f[c>>2];f[l+4>>2]=o;uRa(m,q,l);if(f[m>>2]|0)pJa(f[w>>2]|0,0,m);a=f[m+4>>2]|0;if(a|0)iOb(a);a=f[c+48>>2]|0;if(a|0){f[l>>2]=f[c>>2];f[l+4>>2]=a;HRa(m,q,l);if(f[m>>2]|0)OKa(f[w>>2]|0,m);a=f[m+4>>2]|0;if(a|0)iOb(a)}m=c+52|0;HJa(f[w>>2]|0,1,(f[m>>2]&1|0)!=0,0)|0;HJa(f[w>>2]|0,2,(f[m>>2]&2|0)!=0,0)|0;HJa(f[w>>2]|0,4,(f[m>>2]&4|0)!=0,0)|0;K2a(f[w>>2]|0,f[c+56>>2]|0);m=L2a((f[s>>2]|0)+80|0,t)|0;if(m|0){UKa(f[w>>2]|0,b[m+32>>0]|0,m+16|0,+n[m+28>>2]);o=f[s>>2]|0;g=f[o+84>>2]|0;a=f[m+4>>2]|0;h=g+-1|0;i=(h&g|0)==0;do if(i)k=h&a;else{if(a>>>0<g>>>0){k=a;break}k=(a>>>0)%(g>>>0)|0}while(0);j=o+80|0;d=(f[j>>2]|0)+(k<<2)|0;l=f[d>>2]|0;while(1){a=f[l>>2]|0;if((a|0)==(m|0))break;else l=a}do if((l|0)==(o+88|0))p=56;else{a=f[l+4>>2]|0;do if(i)a=a&h;else{if(a>>>0<g>>>0)break;a=(a>>>0)%(g>>>0)|0}while(0);if((a|0)!=(k|0)){p=56;break}e=m}while(0);do if((p|0)==56){a=f[m>>2]|0;if(a|0){a=f[a+4>>2]|0;do if(i)a=a&h;else{if(a>>>0<g>>>0)break;a=(a>>>0)%(g>>>0)|0}while(0);if((a|0)==(k|0)){e=m;break}}f[d>>2]=0;e=m}while(0);d=f[e>>2]|0;a=d;do if(d){d=f[d+4>>2]|0;do if(i)d=d&h;else{if(d>>>0<g>>>0)break;d=(d>>>0)%(g>>>0)|0}while(0);if((d|0)==(k|0))break;f[(f[j>>2]|0)+(d<<2)>>2]=l;a=f[m>>2]|0}while(0);f[l>>2]=a;f[e>>2]=0;p=o+92|0;f[p>>2]=(f[p>>2]|0)+-1;sOb(m)}if(!($Qa(q,w,t,c+8|0)|0)){d=1;break}c=(b[(f[(f[(f[w>>2]|0)+4>>2]|0)+44>>2]|0)+148>>0]&2)!=0;p1a(f[r+244>>2]|0,t,0,c);if(!c){d=1;break}if(b[r+229>>0]|0)if(!(f[(f[w>>2]|0)+196>>2]&16777216)){d=1;break}a=(f[s>>2]|0)+116|0;d=b[a>>0]|0;if(!(d&32)){b[a>>0]=d|32;lQa(r+212|0)}u9a(f[r+240>>2]|0);d=1}else d=0}else d=0}else d=0}while(0);a=f[v+4>>2]|0;if(a|0)iOb(a);a=f[w+4>>2]|0;if(a|0)iOb(a);w=d;u=x;return w|0}function K2a(a,b){a=a|0;b=b|0;if(b&1|0)aJa(a,1);if(b&4|0)bJa(a,1);if(b&8|0)rJa(a,1);if(b&16|0)sJa(a,1);if(b&32|0)vJa(a,1);if(b&64|0)xJa(a,1);if(b&2048|0)yJa(a,1);if(b&8192|0)zJa(a,1);if(b&16384|0)BJa(a,1);if(b&32768|0)AJa(a,1);if(b&256|0)tJa(a,1);if(b&512|0)uJa(a,1);if(!(b&4096))return;IJa(a,7);return}function L2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function M2a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39596;b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function N2a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39596;b=f[a+12>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function O2a(a){a=a|0;var b=0,c=0;c=f[a+12>>2]|0;if(!c)return;a=a+16|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function P2a(a){a=a|0;sOb(a);return}function Q2a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){R2a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;R2a(a,b);return}function R2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function S2a(a){a=a|0;aOb(a);sOb(a);return}function T2a(a){a=a|0;return}function U2a(a){a=a|0;sOb(a);return}function V2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=f[b>>2]|0;l=f[b+4>>2]|0;p=l+-1640531527+(j<<6)+(j>>>2)^j;m=a+4|0;h=f[m>>2]|0;o=(h|0)==0;a:do if(o)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)k=p&i;else if(p>>>0<h>>>0)k=p;else k=(p>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(k<<2)>>2]|0;if(!c)c=k;else{c=f[c>>2]|0;if(!c)c=k;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&i|0)==(k|0))){c=k;break a}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(k|0)){c=k;break a}}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}}}while(0);j=pOb(36)|0;l=b;b=f[l+4>>2]|0;i=j+8|0;f[i>>2]=f[l>>2];f[i+4>>2]=b;i=j+16|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;W2a(a,c>>>0<d>>>0?d:c);c=f[m>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=33}}else{f[j>>2]=f[c>>2];q=33}if((q|0)==33)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+16|0;return a|0}function W2a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){X2a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;X2a(a,b);return}function X2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Y2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;l=f[a>>2]|0;m=(f[i>>2]|0)-l|0;d=m>>6;c=d+1|0;if(c>>>0>67108863)AMb(a);n=a+8|0;g=(f[n>>2]|0)-l|0;h=g>>5;c=g>>6>>>0<33554431?(h>>>0<c>>>0?c:h):67108863;do if(!c){j=0;k=0}else if(c>>>0>67108863)vd();else{k=pOb(c<<6)|0;j=k;break}while(0);h=j+(d<<6)|0;e=j+(c<<6)|0;g=h;c=b;d=g+64|0;do{f[g>>2]=f[c>>2];g=g+4|0;c=c+4|0}while((g|0)<(d|0));if((m|0)>0)bQb(k|0,l|0,m|0)|0;f[a>>2]=j;f[i>>2]=h+64;f[n>>2]=e;if(!l)return;sOb(l);return}function Z2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+64|0;d=h+40|0;i=h+32|0;e=h+24|0;g=h;j=f[b+4>>2]|0;DDa(d,f[c+8>>2]|0);c=f[c>>2]|0;f[i>>2]=f[f[b>>2]>>2];f[i+4>>2]=c;sRa(e,f[(f[j+4>>2]|0)+4>>2]|0,i);if(!(f[e>>2]|0)){b=f[e+4>>2]|0;if(b|0)iOb(b);f[a>>2]=0;f[a+4>>2]=0;u=h;return}else{Lwb(g);FDa(d,g);PFa(a,f[e>>2]|0,g);b=f[e+4>>2]|0;if(b|0)iOb(b);u=h;return}}function _2a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39624;e=a+12|0;b=f[e>>2]|0;if(!b){aOb(a);return}g=a+16|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-16|0;f[g>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);return}function $2a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39624;e=a+12|0;b=f[e>>2]|0;if(!b){aOb(a);sOb(a);return}g=a+16|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-16|0;f[g>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);sOb(a);return}function a3a(a){a=a|0;var b=0,c=0,d=0,e=0;e=a+12|0;b=f[e>>2]|0;if(!b)return;d=a+16|0;a=f[d>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-16|0;f[d>>2]=a;c=f[c+-12>>2]|0;if(c){iOb(c);a=f[d>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[e>>2]|0}sOb(b);return}function b3a(a){a=a|0;sOb(a);return}function c3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;i=o;j=o+24|0;e=f[a>>2]|0;n=a+4|0;k=f[n>>2]|0;if((e|0)==(k|0)){u=o;return}l=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;f[j>>2]=d;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,j);if(b[e+24>>0]|0){f[l>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[l>>2]|0;do if(!g){f[h>>2]=0;m=15}else if((i|0)==(g|0)){f[h>>2]=e;m=f[l>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[h>>2]=g;f[l>>2]=0;g=0;h=0;break}while(0);if((m|0)==15){m=0;h=f[l>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(k|0));e=f[n>>2]|0;if((f[a>>2]|0)==(e|0)){u=o;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{m=30;break}e=e+-32|0;while(1){m=g+-32|0;f[n>>2]=m;if((m|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[n>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){m=30;break}}if((m|0)==30){u=o;return}}function d3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=a+12|0;k=j+11|0;if((b[k>>0]|0)<0){b[f[j>>2]>>0]=0;f[a+16>>2]=0}else{b[j>>0]=0;b[k>>0]=0}h=f[a>>2]|0;i=a+4|0;e=f[i>>2]|0;if((e|0)!=(h|0))do{g=e+-24|0;f[i>>2]=g;e=e+-12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);e=f[i>>2]|0}while((e|0)!=(h|0));f[l>>2]=c;if((c|0)==(d|0)){l=0;u=m;return l|0}e=c+1|0;f[l>>2]=e;if((b[c>>0]|0)!=60){l=0;u=m;return l|0}a:do if((e|0)==(d|0))e=d;else while(1){c=(lAb(b[e>>0]|0)|0)<<24;if(!((c|0)==1593835520|(c+-1610612737|0)>>>0<452984831))break a;c=e;e=e+1|0;f[l>>2]=e;LOb(j,b[c>>0]|0);if((e|0)==(d|0)){e=d;break}}while(0);g=b[k>>0]|0;if(g<<24>>24<0)g=f[a+16>>2]|0;else g=g&255;if((e|0)==(d|0)|(g|0)==0){l=0;u=m;return l|0}switch(b[e>>0]|0){case 32:{e=e+1|0;f[l>>2]=e;break}case 62:break;default:{l=0;u=m;return l|0}}if((e|0)==(d|0)){l=0;u=m;return l|0}while(1){k=(lAb(b[e>>0]|0)|0)<<24;if(!((k|0)==1593835520|(k+-1610612737|0)>>>0<452984831)){g=25;break}if(!(z3a(a,l,d)|0)){e=0;g=27;break}e=f[l>>2]|0;if((e|0)==(d|0)){e=0;g=27;break}}if((g|0)==25){if((b[e>>0]|0)!=62){l=0;u=m;return l|0}d=e+1|0;f[l>>2]=d;l=d;u=m;return l|0}else if((g|0)==27){u=m;return e|0}return 0}function e3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=d+12|0;h=j+11|0;g=b[h>>0]|0;i=d+16|0;e=f[i>>2]|0;do if(((g<<24>>24<0?e:g&255)|0)==24){if(MOb(j,0,-1,191518,24)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=f[d>>2]|0;g=f[d+4>>2]|0;a:do if((e|0)==(g|0))e=0;else{while(1){l=b[e+11>>0]|0;if(((l<<24>>24<0?f[e+4>>2]|0:l&255)|0)==5)if(!(MOb(e,0,-1,191543,5)|0))break;e=e+24|0;if((e|0)==(g|0)){e=0;break a}}e=$Ob(e+12|0,0,10)|0}while(0);f3a((f[f[a+4>>2]>>2]|0)+32|0,c,e);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==14){if(MOb(j,0,-1,191549,14)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}c=(f[f[a+4>>2]>>2]|0)+56|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==13){if(MOb(j,0,-1,191564,13)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=f[d>>2]|0;g=f[d+4>>2]|0;if((e|0)==(g|0)){l=1;u=m;return l|0}while(1){d=b[e+11>>0]|0;if(((d<<24>>24<0?f[e+4>>2]|0:d&255)|0)==4)if(!(MOb(e,0,-1,191578,4)|0))break;e=e+24|0;if((e|0)==(g|0)){e=1;k=55;break}}if((k|0)==55){u=m;return e|0}e=e+12|0;j=(f[f[a+4>>2]>>2]|0)+80|0;if((b[e+11>>0]|0)<0)e=f[e>>2]|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;i=pAb(e)|0;if(i>>>0>4294967279)vOb(l);if(i>>>0<11){h=l+11|0;b[h>>0]=i;if(!i){g=l;e=h}else{g=l;k=31}}else{h=i+16&-16;g=pOb(h)|0;f[l>>2]=g;f[l+8>>2]=h|-2147483648;f[l+4>>2]=i;h=l+11|0;k=31}if((k|0)==31){bQb(g|0,e|0,i|0)|0;e=h}b[g+i>>0]=0;i3a(j,c,l);if((b[e>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==11){if(MOb(j,0,-1,247514,11)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}y$a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==17){if(MOb(j,0,-1,191583,17)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=a+4|0;g=(f[e>>2]|0)+116|0;h=b[g>>0]|0;if(h&2){l=1;u=m;return l|0}b[g>>0]=h|2;c=f[f[e>>2]>>2]|0;gh[f[(f[c>>2]|0)+16>>2]&2047](c);c=(f[f[e>>2]>>2]|0)+68|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==8){if(MOb(j,0,-1,191601,8)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=a+4|0;g=(f[e>>2]|0)+116|0;h=b[g>>0]|0;if(h&1){l=1;u=m;return l|0}b[g>>0]=h|1;c=(f[f[e>>2]>>2]|0)+44|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);if(((g<<24>>24<0?e:g&255)|0)==11){l=(MOb(j,0,-1,191610,11)|0)==0;u=m;return l|0}else{l=0;u=m;return l|0}return 0}function f3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;i=o;j=o+24|0;e=f[a>>2]|0;n=a+4|0;k=f[n>>2]|0;if((e|0)==(k|0)){u=o;return}l=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;f[j>>2]=d;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,j);if(b[e+24>>0]|0){f[l>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[l>>2]|0;do if(!g){f[h>>2]=0;m=15}else if((i|0)==(g|0)){f[h>>2]=e;m=f[l>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[h>>2]=g;f[l>>2]=0;g=0;h=0;break}while(0);if((m|0)==15){m=0;h=f[l>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(k|0));e=f[n>>2]|0;if((f[a>>2]|0)==(e|0)){u=o;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{m=30;break}e=e+-32|0;while(1){m=g+-32|0;f[n>>2]=m;if((m|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[n>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){m=30;break}}if((m|0)==30){u=o;return}}function g3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;k=m;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;l=a+11|0;b[l>>0]=1;b[a>>0]=123;b[a+1>>0]=0;h=f[c>>2]|0;i=f[c+4>>2]|0;if((h|0)==(i|0))c=1;else{j=k+11|0;d=k+4|0;e=k+11|0;g=k+4|0;c=h;do{LOb(a,34);j3a(k,c);h=b[j>>0]|0;n=h<<24>>24<0;JOb(a,n?f[k>>2]|0:k,n?f[d>>2]|0:h&255)|0;if((b[j>>0]|0)<0)sOb(f[k>>2]|0);KOb(a,191622)|0;j3a(k,c+12|0);n=b[e>>0]|0;h=n<<24>>24<0;JOb(a,h?f[k>>2]|0:k,h?f[g>>2]|0:n&255)|0;if((b[e>>0]|0)<0)sOb(f[k>>2]|0);KOb(a,247179)|0;c=c+24|0}while((c|0)!=(i|0));c=b[l>>0]|0;if(c<<24>>24<0){l=a+4|0;n=(f[l>>2]|0)+-1|0;f[l>>2]=n;n=(f[a>>2]|0)+n|0;b[n>>0]=0;LOb(a,125);u=m;return}}n=(c&255)+-1|0;b[l>>0]=n;n=a+n|0;b[n>>0]=0;LOb(a,125);u=m;return}function h3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){oh[f[(f[e>>2]|0)+24>>2]&1023](e,c);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function i3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n;e=f[a>>2]|0;m=a+4|0;j=f[m>>2]|0;if((e|0)==(j|0)){u=n;return}k=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,d);if(b[e+24>>0]|0){f[k>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[k>>2]|0;do if(!g){f[h>>2]=0;l=15}else if((i|0)==(g|0)){f[h>>2]=e;l=f[k>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,e);l=15;break}else{f[h>>2]=g;f[k>>2]=0;g=0;h=0;break}while(0);if((l|0)==15){l=0;h=f[k>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(j|0));e=f[m>>2]|0;if((f[a>>2]|0)==(e|0)){u=n;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{l=30;break}e=e+-32|0;while(1){l=g+-32|0;f[m>>2]=l;if((l|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[m>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){l=30;break}}if((l|0)==30){u=n;return}}function j3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+160|0;i=m+136|0;j=m;k=j+4|0;f[j>>2]=15100;l=j+56|0;f[l>>2]=15120;tEb(j+56|0,k);f[j+128>>2]=0;f[j+132>>2]=-1;f[j>>2]=39656;f[j+56>>2]=39676;xEb(k);f[k>>2]=39692;h=j+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[j+52>>2]=16;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;k3a(k,i);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);e=b[c+11>>0]|0;g=e<<24>>24<0;d=g?f[c>>2]|0:c;e=g?f[c+4>>2]|0:e&255;g=d+e|0;a:do if(e|0)while(1){c=b[d>>0]|0;e=c<<24>>24;b:do switch(e|0){case 34:{m3a(j,191626,2)|0;break}case 92:{m3a(j,191629,2)|0;break}case 8:{m3a(j,191632,2)|0;break}case 12:{m3a(j,191635,2)|0;break}case 10:{m3a(j,191638,2)|0;break}case 13:{m3a(j,191641,2)|0;break}case 9:{m3a(j,191644,2)|0;break}default:if((c&255)<32){c=m3a(j,191647,2)|0;n=c+(f[(f[c>>2]|0)+-12>>2]|0)+4|0;f[n>>2]=f[n>>2]&-75|8;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+12>>2]=4;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+76>>2]=48;JEb(c,e)|0;break b}else{b[i>>0]=c;m3a(j,i,1)|0;break b}}while(0);d=d+1|0;if((d|0)==(g|0))break a}while(0);l3a(a,k);f[j>>2]=39656;f[l>>2]=39676;f[k>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(k);kEb(j,39752);jDb(l);u=m;return}sOb(f[h>>2]|0);oDb(k);kEb(j,39752);jDb(l);u=m;return}function k3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+32|0;AOb(e,c)|0;i=a+44|0;f[i>>2]=0;j=a+48|0;h=f[j>>2]|0;if(h&8|0){c=b[e+11>>0]|0;if(c<<24>>24<0){c=f[e>>2]|0;d=c;g=c;c=c+(f[a+36>>2]|0)|0}else{d=e;g=e;c=e+(c&255)|0}f[i>>2]=c;f[a+8>>2]=d;f[a+12>>2]=g;f[a+16>>2]=c}if(!(h&16))return;d=e+11|0;c=b[d>>0]|0;if(c<<24>>24<0){g=f[a+36>>2]|0;f[i>>2]=(f[e>>2]|0)+g;c=(f[a+40>>2]&2147483647)+-1|0}else{g=c&255;f[i>>2]=e+g;c=10}GOb(e,c,0);c=b[d>>0]|0;if(c<<24>>24<0){e=f[e>>2]|0;c=f[a+36>>2]|0}else c=c&255;d=a+24|0;f[d>>2]=e;f[a+20>>2]=e;f[a+28>>2]=e+c;if(!(f[j>>2]&3))return;f[d>>2]=e+g;return}function l3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=f[c+48>>2]|0;if(d&16|0){d=c+44|0;e=f[d>>2]|0;g=f[c+24>>2]|0;if(e>>>0<g>>>0){f[d>>2]=g;e=g}d=f[c+20>>2]|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=e-d|0;if(c>>>0>4294967279)vOb(a);if(c>>>0<11)b[a+11>>0]=c;else{h=c+16&-16;g=pOb(h)|0;f[a>>2]=g;f[a+8>>2]=h|-2147483648;f[a+4>>2]=c;a=g}if((d|0)!=(e|0)){g=a;while(1){b[g>>0]=b[d>>0]|0;d=d+1|0;if((d|0)==(e|0))break;else g=g+1|0}a=a+c|0}b[a>>0]=0;return}if(!(d&8)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;return}d=f[c+8>>2]|0;g=f[c+16>>2]|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=g-d|0;if(c>>>0>4294967279)vOb(a);if(c>>>0<11)b[a+11>>0]=c;else{e=c+16&-16;h=pOb(e)|0;f[a>>2]=h;f[a+8>>2]=e|-2147483648;f[a+4>>2]=c;a=h}if((d|0)!=(g|0)){e=a;while(1){b[e>>0]=b[d>>0]|0;d=d+1|0;if((d|0)==(g|0))break;else e=e+1|0}a=a+c|0}b[a>>0]=0;return}function m3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+12|0;k=m;l=m+8|0;BEb(k,a);if(!(b[k>>0]|0)){CEb(k);u=m;return a|0}j=(f[a>>2]|0)+-12|0;f[l>>2]=f[a+(f[j>>2]|0)+24>>2];j=a+(f[j>>2]|0)|0;g=c+d|0;h=(f[j+4>>2]&176|0)==32?g:c;e=j+76|0;d=f[e>>2]|0;if((d|0)==-1){vEb(i,j);d=XFb(i,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,32)|0;YFb(i);d=d<<24>>24;f[e>>2]=d}f[i>>2]=f[l>>2];if(n3a(i,c,h,g,j,d&255)|0){CEb(k);u=m;return a|0}l=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(l,f[l+16>>2]|5);CEb(k);u=m;return a|0}function n3a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;m=o;n=f[a>>2]|0;if(!n){n=0;u=o;return n|0}i=c;j=e-i|0;l=g+12|0;k=f[l>>2]|0;j=(k|0)>(j|0)?k-j|0:0;k=d;g=k-i|0;if((g|0)>0)if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,c,g)|0)!=(g|0)){f[a>>2]=0;n=0;u=o;return n|0}do if((j|0)>0){f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;if(j>>>0<11){c=m+11|0;b[c>>0]=j;g=m;i=m}else{c=j+16&-16;g=pOb(c)|0;f[m>>2]=g;f[m+8>>2]=c|-2147483648;f[m+4>>2]=j;c=m+11|0;i=m}dQb(g|0,h|0,j|0)|0;b[g+j>>0]=0;if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,(b[c>>0]|0)<0?f[i>>2]|0:m,j)|0)==(j|0)){if((b[c>>0]|0)<0)sOb(f[i>>2]|0);break}f[a>>2]=0;if((b[c>>0]|0)<0)sOb(f[i>>2]|0);n=0;u=o;return n|0}while(0);e=e-k|0;if((e|0)>0)if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,d,e)|0)!=(e|0)){f[a>>2]=0;n=0;u=o;return n|0}f[l>>2]=0;u=o;return n|0}function o3a(a){a=a|0;var c=0;f[a>>2]=39692;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);oDb(a);return}function p3a(a){a=a|0;var c=0;f[a>>2]=39692;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);oDb(a);sOb(a);return}function q3a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=c+44|0;j=f[i>>2]|0;m=c+24|0;n=f[m>>2]|0;k=n;if(j>>>0<n>>>0){f[i>>2]=n;l=k}else l=j;i=h&24;a:do if(!i){j=-1;i=-1}else if((g|0)==1&(i|0)==24){j=-1;i=-1}else{b:do switch(g|0){case 0:{i=0;j=0;break}case 1:if(!(h&8)){j=k-(f[c+20>>2]|0)|0;i=j;j=((j|0)<0)<<31>>31;break b}else{j=(f[c+12>>2]|0)-(f[c+8>>2]|0)|0;i=j;j=((j|0)<0)<<31>>31;break b}case 2:{i=c+32|0;if((b[i+11>>0]|0)<0)i=f[i>>2]|0;j=l-i|0;i=j;j=((j|0)<0)<<31>>31;break}default:{j=-1;i=-1;break a}}while(0);j=QPb(i|0,j|0,d|0,e|0)|0;i=I;if((i|0)<0){j=-1;i=-1}else{k=c+32|0;if((b[k+11>>0]|0)<0)k=f[k>>2]|0;e=l-k|0;d=((e|0)<0)<<31>>31;if((i|0)>(d|0)|(i|0)==(d|0)&j>>>0>e>>>0){j=-1;i=-1}else{k=h&8;if(!((j|0)==0&(i|0)==0)){if(k|0)if(!(f[c+12>>2]|0)){j=-1;i=-1;break}if((h&16|0)!=0&(n|0)==0){j=-1;i=-1;break}}if(k|0){f[c+12>>2]=(f[c+8>>2]|0)+j;f[c+16>>2]=l}if(h&16)f[m>>2]=(f[c+20>>2]|0)+j}}}while(0);n=a;f[n>>2]=0;f[n+4>>2]=0;a=a+8|0;f[a>>2]=j;f[a+4>>2]=i;return}function r3a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;c=c+8|0;Th[f[(f[b>>2]|0)+16>>2]&127](a,b,f[c>>2]|0,f[c+4>>2]|0,0,d);return}function s3a(a){a=a|0;var b=0,c=0,d=0;b=a+44|0;d=f[b>>2]|0;c=f[a+24>>2]|0;if(d>>>0<c>>>0){f[b>>2]=c;d=c}if(!(f[a+48>>2]&8)){a=-1;return a|0}b=a+16|0;c=f[b>>2]|0;if(c>>>0<d>>>0){f[b>>2]=d;c=d}b=f[a+12>>2]|0;if(b>>>0>=c>>>0){a=-1;return a|0}a=h[b>>0]|0;return a|0}function t3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=a+44|0;d=f[e>>2]|0;g=f[a+24>>2]|0;if(d>>>0<g>>>0){f[e>>2]=g;d=g}h=a+12|0;e=f[h>>2]|0;if((f[a+8>>2]|0)>>>0>=e>>>0){c=-1;return c|0}if((c|0)==-1){f[h>>2]=e+-1;f[a+16>>2]=d;c=0;return c|0}if(!(f[a+48>>2]&16)){g=c&255;e=e+-1|0;if((b[e>>0]|0)!=g<<24>>24){c=-1;return c|0}}else{g=c&255;e=e+-1|0}f[h>>2]=e;f[a+16>>2]=d;b[e>>0]=g;return c|0}function u3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;o=t;if((c|0)==-1){s=0;u=t;return s|0}p=a+12|0;q=a+8|0;r=(f[p>>2]|0)-(f[q>>2]|0)|0;s=a+24|0;k=f[s>>2]|0;m=a+28|0;d=f[m>>2]|0;if((k|0)==(d|0)){j=a+48|0;if(!(f[j>>2]&16)){s=-1;u=t;return s|0}h=a+20|0;i=f[h>>2]|0;n=a+44|0;l=(f[n>>2]|0)-i|0;g=a+32|0;LOb(g,0);d=g+11|0;if((b[d>>0]|0)<0)e=(f[a+40>>2]&2147483647)+-1|0;else e=10;GOb(g,e,0);d=b[d>>0]|0;if(d<<24>>24<0){e=f[g>>2]|0;d=f[a+36>>2]|0}else{e=g;d=d&255}d=e+d|0;f[h>>2]=e;f[m>>2]=d;k=e+(k-i)|0;f[s>>2]=k;e=e+l|0;f[n>>2]=e;l=n;g=n;i=d}else{e=a+44|0;l=e;j=a+48|0;g=e;e=f[e>>2]|0;i=d}h=k+1|0;f[o>>2]=h;e=f[(h>>>0<e>>>0?g:o)>>2]|0;f[l>>2]=e;if(f[j>>2]&8|0){d=a+32|0;if((b[d+11>>0]|0)<0)d=f[d>>2]|0;f[q>>2]=d;f[p>>2]=d+r;f[a+16>>2]=e}if((k|0)==(i|0)){s=Rg[f[(f[a>>2]|0)+52>>2]&255](a,c&255)|0;u=t;return s|0}else{f[s>>2]=h;b[k>>0]=c;s=c&255;u=t;return s|0}return 0}function v3a(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);return}function w3a(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);sOb(a);return}function x3a(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);return}function y3a(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);sOb(a);return}function z3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=a+4|0;g=f[e>>2]|0;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;g=(f[e>>2]|0)+24|0;f[e>>2]=g}else{A3a(a);g=f[e>>2]|0}e=g+-24|0;i=g+-12|0;a=f[c>>2]|0;a:do if((a|0)==(d|0))h=d;else while(1){h=(lAb(b[a>>0]|0)|0)<<24;if(!((h|0)==1593835520|(h+-1610612737|0)>>>0<452984831)){h=a;break a}f[c>>2]=a+1;LOb(e,b[a>>0]|0);a=f[c>>2]|0;if((a|0)==(d|0)){h=d;break}}while(0);a=b[e+11>>0]|0;if(a<<24>>24<0)a=f[g+-20>>2]|0;else a=a&255;if((a|0)==0|(h|0)==(d|0)){c=0;return c|0}a=h+1|0;f[c>>2]=a;if((b[h>>0]|0)!=61){c=0;return c|0}e=B3a(a,d,i)|0;f[c>>2]=e;if((e|0)==0|(e|0)==(d|0)){c=0;return c|0}a=b[e>>0]|0;if(a<<24>>24==32){f[c>>2]=e+1;c=1;return c|0}else{c=a<<24>>24==62;return c|0}return 0}function A3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;k=f[l>>2]|0;d=f[a>>2]|0;i=(k-d|0)/24|0;e=i+1|0;c=d;g=k;if(e>>>0>178956970)AMb(a);m=a+8|0;d=((f[m>>2]|0)-d|0)/24|0;h=d<<1;h=d>>>0<89478485?(h>>>0<e>>>0?e:h):178956970;do if(!h)j=0;else if(h>>>0>178956970)vd();else{j=pOb(h*24|0)|0;break}while(0);d=j+(i*24|0)|0;e=d;h=j+(h*24|0)|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;i=d+24|0;if((g|0)==(c|0))g=k;else{do{j=d+-24|0;k=g;g=g+-24|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;j=d+-12|0;k=k+-12|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;d=e+-24|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=i;f[m>>2]=h;e=g;if((c|0)!=(e|0))do{d=c+-12|0;c=c+-24|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function B3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=d+11|0;if((b[e>>0]|0)<0){b[f[d>>2]>>0]=0;f[d+4>>2]=0}else{b[d>>0]=0;b[e>>0]=0}if((a|0)==(c|0)){d=0;return d|0}e=a+1|0;i=b[a>>0]|0;switch(i<<24>>24){case 39:case 34:break;default:{d=0;return d|0}}if((e|0)==(c|0)){d=0;return d|0}a:while(1){a=b[e>>0]|0;b:do if(a<<24>>24==92){a=e+1|0;if((a|0)==(c|0)){e=0;a=29;break a}switch(b[a>>0]|0){case 34:{LOb(d,34);e=a;break b}case 8:{LOb(d,8);e=a;break b}case 12:{LOb(d,12);e=a;break b}case 10:{LOb(d,10);e=a;break b}case 13:{LOb(d,13);e=a;break b}case 9:{LOb(d,9);e=a;break b}case 92:{LOb(d,92);e=a;break b}case 117:{a=e+2|0;if((a|0)==(c|0)){e=0;a=29;break a}h=b[a>>0]|0;a=h<<24>>24;if((h+-48&255)<10)a=a+65488&65535;else{a=sAb(a)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=(a&255)+65461|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);g=e+3|0;if((g|0)==(c|0)){e=0;a=29;break a}j=b[g>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);g=e+4|0;if((g|0)==(c|0)){e=0;a=29;break a}j=b[g>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);e=e+5|0;if((e|0)==(c|0)){e=0;a=29;break a}j=b[e>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);break b}default:{e=0;a=29;break a}}}else{if(a<<24>>24==i<<24>>24){a=9;break a}if(a<<24>>24<32){e=0;a=29;break a}LOb(d,a)}while(0);e=e+1|0;if((e|0)==(c|0)){e=0;a=29;break}}if((a|0)==9){j=e+1|0;return j|0}else if((a|0)==29)return e|0;return 0}function C3a(a){a=a|0;sOb(a);return}function D3a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=39772;f[b+4>>2]=f[a+4>>2];return b|0}function E3a(a,b){a=a|0;b=b|0;f[b>>2]=39772;f[b+4>>2]=f[a+4>>2];return}function F3a(a){a=a|0;return}function G3a(a){a=a|0;sOb(a);return}function H3a(a){a=a|0;Y8a(f[(f[a+4>>2]|0)+240>>2]|0);return}function I3a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==191786?a+4|0:0)|0}function J3a(a){a=a|0;return 15176}function K3a(a){a=a|0;var b=0,c=0,d=0;b=f[a+104>>2]|0;if(b|0){c=a+108|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-64-b|0)>>>6)<<6);sOb(b)}b=f[a+88>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+80|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function L3a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function M3a(a,b){a=a|0;b=b|0;var c=0;f[a>>2]=39368;c=pOb(120)|0;f[c>>2]=b;f[c+4>>2]=f[b+232>>2];b=f[b+236>>2]|0;f[c+8>>2]=b;if(b|0)gOb(b);ceb(c+12|0,34962,4194304,262144);ceb(c+36|0,34963,4194304,262144);b=c+60|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;n[c+76>>2]=1.0;b=c+80|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;n[c+96>>2]=1.0;f[c+104>>2]=0;f[c+108>>2]=0;f[c+112>>2]=0;z2a(c);f[a+4>>2]=c;return}function N3a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=u;u=u+16|0;a=i+8|0;h=i;d=f[d>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=d;eRa(h,f[b+232>>2]|0,a,e,g);if(f[h>>2]|0){g=f[b+244>>2]|0;xh[f[(f[g>>2]|0)+16>>2]&127](g,a,0)}a=f[h+4>>2]|0;if(!a){u=i;return}iOb(a);u=i;return}function O3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;f[a>>2]=39820;c=f[a+2956>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);i=e+20|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);i=a+2948|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);h=a+2852|0;c=f[h>>2]|0;if(c|0){i=a+2856|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[i>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+2648>>2]|0;if(c|0){d=a+2652|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);sOb(c)}c=f[a+2636>>2]|0;if(c|0){d=a+2640|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}i=a+2632|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=a+100|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+88|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+40|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+12|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function P3a(a){a=a|0;O3a(a);sOb(a);return}function Q3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0,X=0.0,Y=0.0;S=u;u=u+1136|0;R=S+1080|0;D=S+1072|0;O=S+48|0;B=S+1112|0;E=S;P=gDb()|0;Q=I;wqb(B);l=a9a(AQa(c)|0)|0;M=IAa(l)|0;p[a+2664>>3]=+p[M>>3];p[a+2672>>3]=+p[M+8>>3];p[a+2680>>3]=+p[M+16>>3];p[a+2688>>3]=+p[M+24>>3];p[a+2696>>3]=+p[M+32>>3];p[a+2704>>3]=+p[M+40>>3];p[a+2712>>3]=+p[M+48>>3];p[a+2720>>3]=+p[M+56>>3];p[a+2728>>3]=+p[M+64>>3];p[a+2736>>3]=+p[M+72>>3];p[a+2744>>3]=+p[M+80>>3];p[a+2752>>3]=+p[M+88>>3];p[a+2760>>3]=+p[M+96>>3];p[a+2768>>3]=+p[M+104>>3];p[a+2776>>3]=+p[M+112>>3];p[a+2784>>3]=+p[M+120>>3];T=+p[l+32>>3];M=a+2792|0;p[M>>3]=T;g=+p[l+40>>3];N=a+2800|0;p[N>>3]=g;i=+p[l+48>>3];F=a+2808|0;p[F>>3]=i;V=+p[l+56>>3];G=a+2816|0;p[G>>3]=V;U=+p[l+64>>3];H=a+2824|0;p[H>>3]=U;j=+p[l+72>>3];J=a+2832|0;p[J>>3]=j;T=V-T;g=U-g;i=j-i;j=+L(+(T*T+(g*g+i*i)));p[a+2888>>3]=T/j;p[a+2896>>3]=g/j;p[a+2904>>3]=i/j;K=a+2848|0;b[K>>0]=b[l>>0]|0;n[a+2840>>2]=+n[B+8>>2]-+n[B>>2];n[a+2844>>2]=+n[B+12>>2]-+n[B+4>>2];B=a+2852|0;l=f[B>>2]|0;C=a+2856|0;d=f[C>>2]|0;if((d|0)!=(l|0))do{e=d+-12|0;f[C>>2]=e;k=f[e>>2]|0;if(!k)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(k|0))f[d>>2]=e+(~((e+-32-k|0)>>>5)<<5);sOb(k);d=f[C>>2]|0}}while((d|0)!=(l|0));v5a(B);z=YRa(c)|0;d=f[z>>2]|0;z=f[z+4>>2]|0;a:do if((d|0)!=(z|0)){A=a+2860|0;while(1){x=f[d>>2]|0;v=d+4|0;y=f[v>>2]|0;l=y;k=x;if((x|0)!=(y|0)){e=f[C>>2]|0;if(e>>>0<(f[A>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;w=e+12|0;f[C>>2]=w;e=l}else{w5a(B);w=f[C>>2]|0;k=f[d>>2]|0;e=f[v>>2]|0}y=w+-12|0;e=e-k|0;k=e>>5;x=w+-4|0;s=f[y>>2]|0;q=s;if((f[x>>2]|0)-s>>5>>>0<k>>>0){t=w+-8|0;if(k>>>0>134217727)break;l=f[t>>2]|0;o=pOb(e)|0;m=o+(l-s>>5<<5)|0;r=m;o=o+(k<<5)|0;e=l;if((e|0)==(q|0))e=r;else{l=e+-32|0;k=m;while(1){W=e;e=e+-32|0;p[k+-32>>3]=+p[e>>3];p[k+-24>>3]=+p[W+-24>>3];p[k+-16>>3]=+p[W+-16>>3];p[k+-8>>3]=+p[W+-8>>3];if((e|0)==(q|0))break;else k=k+-32|0}e=m+(~((l-s|0)>>>5)<<5)|0}f[y>>2]=e;f[t>>2]=r;f[x>>2]=o;if(s|0)sOb(s)}k=f[d>>2]|0;m=f[v>>2]|0;if((k|0)!=(m|0)){l=w+-8|0;e=f[l>>2]|0;do{if(e>>>0<(f[x>>2]|0)>>>0){e=e+32|0;f[l>>2]=e}else{x5a(y);e=f[l>>2]|0}p[e+-32>>3]=+p[k>>3];p[e+-24>>3]=+p[k+8>>3];p[e+-16>>3]=+p[k+16>>3];p[e+-8>>3]=+p[k+24>>3];k=k+32|0}while((k|0)!=(m|0))}}d=d+12|0;if((d|0)==(z|0))break a}vd()}while(0);if(CEa(c,E)|0){e=E+24|0;k=E;l=E+32|0;m=E+8|0;o=E+40|0;d=E+16|0}else{p[E>>3]=-1.0;m=E+8|0;p[m>>3]=-1.0;d=E+16|0;p[d>>3]=-1.0;e=E+24|0;p[e>>3]=1.0;l=E+32|0;p[l>>3]=1.0;o=E+40|0;p[o>>3]=1.0;XAb(O,1024,194680,D)|0;k=m3a(260024,O,pAb(O)|0)|0;vEb(D,k+(f[(f[k>>2]|0)+-12>>2]|0)|0);W=XFb(D,260896)|0;W=Rg[f[(f[W>>2]|0)+28>>2]&255](W,10)|0;YFb(D);OEb(k,W)|0;AEb(k)|0;k=E}U=+p[e>>3]-+p[k>>3];p[O>>3]=U;W=O+8|0;g=+p[l>>3]-+p[m>>3];p[W>>3]=g;V=+p[o>>3]-+p[d>>3];p[O+16>>3]=V;g=U<g?+p[W>>3]:+p[O>>3];g=g<V?V:g;p[a+2912>>3]=g;switch(b[K>>0]|0){case 1:{U=g*1.0e10;X=+p[G>>3];i=+p[M>>3]-X;T=+p[H>>3];V=+p[N>>3]-T;Y=+p[J>>3];j=+p[F>>3]-Y;g=+L(+(i*i+(V*V+j*j)));j=Y+U*(j/g);i=X+U*(i/g);g=T+U*(V/g);break}case 0:{j=+p[F>>3];i=+p[M>>3];g=+p[N>>3];break}default:{W=JEb(m3a(260024,194719,40)|0,h[K>>0]|0)|0;vEb(O,W+(f[(f[W>>2]|0)+-12>>2]|0)|0);K=XFb(O,260896)|0;K=Rg[f[(f[K>>2]|0)+28>>2]&255](K,10)|0;YFb(O);OEb(W,K)|0;AEb(W)|0;j=+p[F>>3];i=+p[M>>3];g=+p[N>>3]}}p[a+2864>>3]=i;p[a+2872>>3]=g;p[a+2880>>3]=j;y5a(a,c);d=gDb()|0;e=I;if(!(b[a+121>>0]|0)){u=S;return}M=RPb(d|0,e|0,P|0,Q|0)|0;M=UPb(M|0,I|0,1e6,0)|0;N=f[a+2936>>2]|0;c=f[a+2940>>2]|0;P=f[a+2928>>2]|0;Q=f[a+2932>>2]|0;W=f[a+2944>>2]|0;a=R;f[a>>2]=M;f[a+4>>2]=I;f[R+8>>2]=N;f[R+12>>2]=c;f[R+16>>2]=P;f[R+20>>2]=Q;f[R+24>>2]=W;XAb(O,1024,194760,R)|0;W=m3a(260024,O,pAb(O)|0)|0;vEb(R,W+(f[(f[W>>2]|0)+-12>>2]|0)|0);Q=XFb(R,260896)|0;Q=Rg[f[(f[Q>>2]|0)+28>>2]&255](Q,10)|0;YFb(R);OEb(W,Q)|0;AEb(W)|0;u=S;return}function R3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j;d=gDb()|0;c=a+2920|0;f[c>>2]=d;f[c+4>>2]=I;c=a+8|0;d=pOb(148)|0;f[d>>2]=c;g=d+4|0;h=d+60|0;i=d+8|0;f[g>>2]=15100;f[h>>2]=15120;tEb(h,i);f[d+132>>2]=0;f[d+136>>2]=-1;f[g>>2]=39656;f[h>>2]=39676;xEb(i);f[i>>2]=39692;h=d+40|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+56>>2]=16;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;k3a(i,e);if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);i=pOb(272)|0;f[e>>2]=d;U3a(i,e,a+2664|0,a+2636|0,a+2648|0,a+2948|0,c);h=f[e>>2]|0;f[e>>2]=0;if(h|0){c=h+4|0;f[c>>2]=39656;d=h+60|0;f[d>>2]=39676;e=h+8|0;f[e>>2]=39692;g=h+40|0;if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);oDb(e);kEb(c,39752);jDb(d);sOb(h)}c=a+2632|0;d=f[c>>2]|0;f[c>>2]=i;if(!d){a=f[i>>2]|0;a=a+8|0;a=f[a>>2]|0;gh[a&2047](i);u=j;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);i=f[c>>2]|0;a=f[i>>2]|0;a=a+8|0;a=f[a>>2]|0;gh[a&2047](i);u=j;return}function S3a(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+16|0;c=b;e=gDb()|0;e=QPb(e|0,I|0,1e9,0)|0;d=c;f[d>>2]=e;f[d+4>>2]=I;a=f[a+2632>>2]|0;a=Rg[f[(f[a>>2]|0)+12>>2]&255](a,c)|0;u=b;return a|0}function T3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;g=u;u=u+1040|0;e=g;d=g+8|0;h=c+2632|0;i=f[h>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](a,i);a=f[h>>2]|0;f[h>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);if(!(b[c+121>>0]|0)){u=g;return}h=gDb()|0;i=c+2920|0;i=RPb(h|0,I|0,f[i>>2]|0,f[i+4>>2]|0)|0;i=UPb(i|0,I|0,1e6,0)|0;p[e>>3]=(+(i>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(d,1024,192106,e)|0;i=m3a(260024,d,pAb(d)|0)|0;vEb(e,i+(f[(f[i>>2]|0)+-12>>2]|0)|0);h=XFb(e,260896)|0;h=Rg[f[(f[h>>2]|0)+28>>2]&255](h,10)|0;YFb(e);OEb(i,h)|0;AEb(i)|0;u=g;return}function U3a(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;f[a>>2]=39852;f[a+4>>2]=i;f[a+8>>2]=d;m=f[c>>2]|0;f[c>>2]=0;f[a+12>>2]=m;m=a+16|0;f[m>>2]=1e3;f[m+4>>2]=0;m=gDb()|0;m=QPb(m|0,I|0,1e9,0)|0;j=a+24|0;f[j>>2]=m;f[j+4>>2]=I;j=gDb()|0;m=a+32|0;f[m>>2]=j;f[m+4>>2]=I;m=a+40|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;b[m+12>>0]=0;m=f[h>>2]|0;f[h>>2]=0;j=h+4|0;i=f[j>>2]|0;f[j>>2]=0;f[a+56>>2]=m;f[a+60>>2]=i;j=a+64|0;k=h+8|0;c=f[k>>2]|0;f[j>>2]=c;l=h+12|0;d=f[l>>2]|0;f[a+68>>2]=d;f[a+72>>2]=f[h+16>>2];h=m;if(d|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;f[h+(c<<2)>>2]=j;f[k>>2]=0;f[l>>2]=0}i=a+80|0;c=a+164|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;i=a+104|0;h=i+60|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));n[c>>2]=1.0;c=a+212|0;f[c>>2]=0;d=a+216|0;f[d>>2]=0;f[a+220>>2]=0;i=a+168|0;h=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));f[c>>2]=f[e>>2];i=e+4|0;f[d>>2]=f[i>>2];h=e+8|0;f[a+220>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[e>>2]=0;i=a+224|0;f[i>>2]=0;h=a+228|0;f[h>>2]=0;f[a+232>>2]=0;f[i>>2]=f[g>>2];i=g+4|0;f[h>>2]=f[i>>2];h=g+8|0;f[a+232>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[g>>2]=0;i=a+236|0;h=i+36|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));return}function V3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;f[a>>2]=39852;c=f[a+260>>2]|0;if(c|0){d=a+264|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}c=f[a+248>>2]|0;if(c|0){d=a+252|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+236>>2]|0;if(c|0){d=a+240|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+224>>2]|0;if(c|0){d=a+228|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);sOb(c)}c=f[a+212>>2]|0;if(c|0){d=a+216|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}h=a+196|0;c=f[h>>2]|0;if(c|0){i=a+200|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}k=a+184|0;c=f[k>>2]|0;if(c|0){l=a+188|0;d=f[l>>2]|0;if((d|0)!=(c|0)){e=d;while(1){j=e+-12|0;f[l>>2]=j;d=f[j>>2]|0;if(!d)d=j;else{i=e+-8|0;e=f[i>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[i>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-8-h|0)>>>3)<<3);sOb(h);e=f[i>>2]|0}}while((e|0)!=(d|0));d=f[j>>2]|0}sOb(d);d=f[l>>2]|0}if((d|0)==(c|0))break;else e=d}c=f[k>>2]|0}sOb(c)}o=a+148|0;t4a(o,f[a+156>>2]|0);c=f[o>>2]|0;f[o>>2]=0;if(c|0)sOb(c);o=a+136|0;c=f[o>>2]|0;f[o>>2]=0;if(c|0){d=f[c>>2]|0;f[c>>2]=0;if(d|0){l4a(d);sOb(d)}sOb(c)}n=a+96|0;o=f[n>>2]|0;f[n>>2]=0;if(o|0){m=o+4|0;c=f[m>>2]|0;l=o+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=o+8|0;e=f[n>>2]|0;h=e;i=c;if((e|0)==(c|0)){j=0;k=o+20|0;d=0}else{k=o+20|0;j=(f[k>>2]|0)+d|0;j=(f[c+(j>>>9<<2)>>2]|0)+((j&511)<<3)|0;d=(f[g>>2]|0)+((d&511)<<3)|0}a:while(1){do{if((j|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[k>>2]=0;d=h-i>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;p=64;break}case 2:{d=512;p=64;break}default:{}}if((p|0)==64)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[o>>2]|0;if(c|0)sOb(c);sOb(o)}p=a+92|0;h=f[p>>2]|0;f[p>>2]=0;if(h|0){c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h)}p=a+88|0;c=f[p>>2]|0;f[p>>2]=0;if(c|0){W6a(c);sOb(c)}c=f[a+64>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{p=d;d=f[d>>2]|0;sOb(p)}while((d|0)!=0);p=e+20|0;d=f[p>>2]|0;f[p>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);p=a+56|0;c=f[p>>2]|0;f[p>>2]=0;if(c|0)sOb(c);a=a+12|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;d=c+4|0;f[d>>2]=39656;e=c+60|0;f[e>>2]=39676;g=c+8|0;f[g>>2]=39692;h=c+40|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);oDb(g);kEb(d,39752);jDb(e);sOb(c);return}function W3a(a){a=a|0;V3a(a);sOb(a);return}function X3a(a){a=a|0;b[a+52>>0]=0;f[a+44>>2]=943;f[a+48>>2]=0;return}function Y3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=a+44|0;g=a+48|0;h=a+52|0;do{d=f[e>>2]|0;k=f[g>>2]|0;i=a+(k>>1)|0;if(k&1)d=f[(f[i>>2]|0)+d>>2]|0;oh[d&1023](i,c);if(b[h>>0]|0){d=1;j=8;break}i=gDb()|0;l=I;k=c;d=f[k+4>>2]|0}while((l|0)<(d|0)|((l|0)==(d|0)?i>>>0<(f[k>>2]|0)>>>0:0));if((j|0)==8)return d|0;l=(b[h>>0]|0)!=0;return l|0}function Z3a(a,b){a=a|0;b=b|0;l3a(a,(f[b+12>>2]|0)+8|0);return}function _3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0;x=u;u=u+1072|0;t=x+44|0;w=x+8|0;d=x;v=x+48|0;r=x+24|0;s=a+4|0;c=f[s>>2]|0;if(!(b[c+16>>0]|0)){if(!(b[c+112>>0]|0)){w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}XAb(v,1024,192149,d)|0;w=m3a(260024,v,pAb(v)|0)|0;vEb(t,w+(f[(f[w>>2]|0)+-12>>2]|0)|0);v=XFb(t,260896)|0;v=Rg[f[(f[v>>2]|0)+28>>2]&255](v,10)|0;YFb(t);OEb(w,v)|0;AEb(w)|0;w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}o=gDb()|0;q=a+32|0;d=q;f[d>>2]=o;f[d+4>>2]=I;y=+p[(f[a+8>>2]|0)+248>>3]*1.0e-08;p[a+80>>3]=y<1.0e-06?y:1.0e-06;d=f[a+64>>2]|0;if(!d)g=0;else{l=a+228|0;m=a+232|0;o=a+224|0;c=0;do{e=d;k=e+8|0;e=f[e+28>>2]|0;if(e)do{g=e;if(a4a(a,g+64|0)|0){h=g+8|0;i=g+32|0;j=f[l>>2]|0;if(j>>>0<(f[m>>2]|0)>>>0){p[j>>3]=+p[h>>3];p[j+8>>3]=+p[g+16>>3];p[j+16>>3]=+p[g+24>>3];p[j+24>>3]=+p[i>>3];p[j+32>>3]=+p[g+40>>3];p[j+40>>3]=+p[g+48>>3];j=j+48|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[l>>2]=(f[l>>2]|0)+64}else b4a(o,h,i,k);c=c+1|0}e=f[e>>2]|0}while((e|0)!=0);d=f[d>>2]|0}while((d|0)!=0);g=c}f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;n[r+16>>2]=1.0;b[t>>0]=b[v>>0]|0;$3a(a+56|0,r,t);c=f[r+8>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{o=d;d=f[d>>2]|0;sOb(o)}while((d|0)!=0);o=e+20|0;d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);c=f[r>>2]|0;f[r>>2]=0;if(c|0)sOb(c);s=f[s>>2]|0;c=gDb()|0;d=I;if(!(b[s+112>>0]|0)){w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}s=q;s=RPb(c|0,d|0,f[s>>2]|0,f[s+4>>2]|0)|0;s=UPb(s|0,I|0,1e6,0)|0;f[w>>2]=g;p[w+8>>3]=(+(s>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(v,1024,192175,w)|0;w=m3a(260024,v,pAb(v)|0)|0;vEb(t,w+(f[(f[w>>2]|0)+-12>>2]|0)|0);v=XFb(t,260896)|0;v=Rg[f[(f[v>>2]|0)+28>>2]&255](v,10)|0;YFb(t);OEb(w,v)|0;AEb(w)|0;w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}function $3a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=a+12|0;if(f[h>>2]|0){g=a+8|0;c=f[g>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);i=e+20|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);f[g>>2]=0;d=f[a+4>>2]|0;if(d|0){c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}i=f[b>>2]|0;f[b>>2]=0;c=f[a>>2]|0;f[a>>2]=i;if(c|0)sOb(c);i=b+4|0;d=a+4|0;f[d>>2]=f[i>>2];f[i>>2]=0;i=b+12|0;e=f[i>>2]|0;f[h>>2]=e;f[a+16>>2]=f[b+16>>2];g=b+8|0;c=f[g>>2]|0;h=a+8|0;f[h>>2]=c;if(!e)return;c=f[c+4>>2]|0;d=f[d>>2]|0;e=d+-1|0;if(!(e&d))c=e&c;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=h;f[g>>2]=0;f[i>>2]=0;return}function a4a(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0;if((f[c+144>>2]|0)==1){a=1;return a|0}q=+p[c+32>>3];k=+p[c+8>>3];t=q-k;s=+p[c+40>>3];i=+p[c+64>>3]-s;d=+p[c+16>>3];s=s-d;q=+p[c+56>>3]-q;g=t*i-s*q;l=+p[c+24>>3];j=+p[c+48>>3]-l;h=+p[c>>3];l=l-h;i=s*j-i*l;j=q*l-t*j;t=+p[c+104>>3];l=+p[c+80>>3];q=t-l;s=+p[c+112>>3];r=+p[c+136>>3]-s;n=+p[c+88>>3];s=s-n;t=+p[c+128>>3]-t;o=+p[c+96>>3];u=+p[c+120>>3]-o;m=+p[c+72>>3];o=o-m;c=f[a+8>>2]|0;if((b[c+184>>0]|0)==1){n=+p[c+224>>3];h=+p[c+232>>3];d=+p[c+240>>3];i=g*n+(i*h+j*d);g=n}else{w=+p[c+200>>3];x=+p[c+208>>3];v=+p[c+216>>3];i=g*(h-w)+(i*(k-x)+j*(d-v));h=l-x;g=m-w;d=n-v}d=(q*r-s*t)*g+((t*o-q*u)*d+(s*u-r*o)*h);if(!(i>=0.0)){x=+K(+(0.0-i));e=x<+p[a+80>>3]&1}else e=1;if(!(d>=0.0)){x=+K(+(0.0-d));c=x<+p[a+80>>3]&1}else c=1;a=(e|0)!=(c|0);return a|0}function b4a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=a+4|0;e=f[q>>2]|0;g=f[a>>2]|0;k=e-g>>6;i=k+1|0;n=g;h=e;if(i>>>0>67108863)AMb(a);o=a+8|0;l=(f[o>>2]|0)-g|0;m=l>>5;i=l>>6>>>0<33554431?(m>>>0<i>>>0?i:m):67108863;do if(!i)j=0;else if(i>>>0>67108863)vd();else{j=pOb(i<<6)|0;break}while(0);l=j+(k<<6)|0;g=l;m=j+(i<<6)|0;p[l>>3]=+p[b>>3];p[j+(k<<6)+8>>3]=+p[b+8>>3];p[j+(k<<6)+16>>3]=+p[b+16>>3];p[j+(k<<6)+24>>3]=+p[c>>3];p[j+(k<<6)+32>>3]=+p[c+8>>3];p[j+(k<<6)+40>>3]=+p[c+16>>3];i=j+(k<<6)+48|0;f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];i=l+64|0;if((h|0)!=(n|0)){e=l;do{k=h;h=h+-64|0;p[e+-64>>3]=+p[h>>3];p[e+-56>>3]=+p[k+-56>>3];p[e+-48>>3]=+p[k+-48>>3];p[e+-40>>3]=+p[k+-40>>3];p[e+-32>>3]=+p[k+-32>>3];p[e+-24>>3]=+p[k+-24>>3];l=e+-16|0;k=k+-16|0;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];e=g+-64|0;g=e}while((h|0)!=(n|0));e=f[a>>2]|0}f[a>>2]=g;f[q>>2]=i;f[o>>2]=m;if(!e)return;sOb(e);return}function c4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+1040|0;h=i;e=i+8|0;d=gDb()|0;g=a+32|0;f[g>>2]=d;f[g+4>>2]=I;g=a+4|0;V6a(e,f[g>>2]|0,f[a+8>>2]|0);d=a+88|0;j=f[e>>2]|0;f[e>>2]=0;c=f[d>>2]|0;f[d>>2]=j;if(!c)f[e>>2]=0;else{W6a(c);sOb(c);c=f[e>>2]|0;f[e>>2]=0;if(c|0){W6a(c);sOb(c)}}if(b[(f[g>>2]|0)+112>>0]|0){p[h>>3]=+p[(f[d>>2]|0)+32>>3];XAb(e,1024,192226,h)|0;j=m3a(260024,e,pAb(e)|0)|0;vEb(h,j+(f[(f[j>>2]|0)+-12>>2]|0)|0);g=XFb(h,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(h);OEb(j,g)|0;AEb(j)|0}j=a+212|0;g=pOb(136)|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=f[j>>2];h=a+216|0;f[g+28>>2]=f[h>>2];e=a+220|0;f[g+32>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=0;f[j>>2]=0;f[g+36>>2]=0;f[g+112>>2]=0;f[g+116>>2]=0;f[g+120>>2]=0;b[g+128>>0]=0;j=a+92|0;h=f[j>>2]|0;f[j>>2]=g;if(!h){h=gDb()|0;e=I;g=a+16|0;j=g;j=f[j>>2]|0;g=g+4|0;g=f[g>>2]|0;g=WPb(j|0,g|0,1e6,0)|0;j=I;e=QPb(g|0,j|0,h|0,e|0)|0;h=I;j=a+24|0;g=j;f[g>>2]=e;j=j+4|0;f[j>>2]=h;j=a+44|0;f[j>>2]=945;j=a+48|0;f[j>>2]=0;u=i;return}c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h);h=gDb()|0;e=I;g=a+16|0;j=g;j=f[j>>2]|0;g=g+4|0;g=f[g>>2]|0;g=WPb(j|0,g|0,1e6,0)|0;j=I;e=QPb(g|0,j|0,h|0,e|0)|0;h=I;j=a+24|0;g=j;f[g>>2]=e;j=j+4|0;f[j>>2]=h;j=a+44|0;f[j>>2]=945;j=a+48|0;f[j>>2]=0;u=i;return}function d4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=a+4|0;b=f[i>>2]|0;k=a+16|0;c=f[k>>2]|0;d=b+(c>>>8<<2)|0;j=a+8|0;if((f[j>>2]|0)==(b|0)){h=0;g=a+20|0;b=0}else{g=a+20|0;h=c+(f[g>>2]|0)|0;h=(f[b+(h>>>8<<2)>>2]|0)+((h&255)<<4)|0;b=(f[d>>2]|0)+((c&255)<<4)|0}e=d;a:while(1){do{if((h|0)==(b|0))break a;a=f[b+4>>2]|0;if(a|0){c=b+8|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-88-a|0)>>>0)/88|0)*88|0);sOb(a)}b=b+16|0}while((b-(f[e>>2]|0)|0)!=4096);b=e+4|0;e=b;b=f[b>>2]|0}f[g>>2]=0;a=f[i>>2]|0;b=(f[j>>2]|0)-a>>2;if(b>>>0>2)do{sOb(f[a>>2]|0);a=(f[i>>2]|0)+4|0;f[i>>2]=a;b=(f[j>>2]|0)-a>>2}while(b>>>0>2);switch(b|0){case 1:{b=128;break}case 2:{b=256;break}default:return}f[k>>2]=b;return}function e4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+1088|0;i=n+48|0;k=n+40|0;h=n+16|0;e=n;m=n+64|0;j=a+88|0;l=a+92|0;o=Y6a(f[j>>2]|0,f[l>>2]|0,c)|0;g=a+4|0;d=f[g>>2]|0;c=(b[d+112>>0]|0)!=0;if(!o){if(!c){u=n;return}d=gDb()|0;e=I;c=a+24|0;o=c;l=f[o+4>>2]|0;if(!((l|0)<(e|0)|((l|0)==(e|0)?(f[o>>2]|0)>>>0<d>>>0:0))){u=n;return}o=a+16|0;o=WPb(f[o>>2]|0,f[o+4>>2]|0,1e6,0)|0;o=QPb(o|0,I|0,d|0,e|0)|0;a=c;f[a>>2]=o;f[a+4>>2]=I;a=f[j>>2]|0;o=f[a+24>>2]|0;a=f[a+8>>2]|0;f[i>>2]=a;f[i+4>>2]=o;p[i+8>>3]=+(a>>>0)/+(o>>>0)*100.0;XAb(m,1024,192261,i)|0;o=m3a(260024,m,pAb(m)|0)|0;vEb(i,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);a=XFb(i,260896)|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,10)|0;YFb(i);OEb(o,a)|0;AEb(o)|0;u=n;return}if(c){o=f[j>>2]|0;d=f[o+24>>2]|0;o=f[o+8>>2]|0;f[e>>2]=o;f[e+4>>2]=d;p[e+8>>3]=+(o>>>0)/+(d>>>0)*100.0;XAb(m,1024,192261,e)|0;d=m3a(260024,m,pAb(m)|0)|0;vEb(e,d+(f[(f[d>>2]|0)+-12>>2]|0)|0);o=XFb(e,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(e);OEb(d,o)|0;AEb(d)|0;d=f[g>>2]|0}c=f[j>>2]|0;if(b[d+113>>0]|0){i=f[c+8>>2]|0;j=f[c+12>>2]|0;o=f[c+16>>2]|0;d=f[c+20>>2]|0;f[h>>2]=f[c+4>>2];f[h+4>>2]=i;f[h+8>>2]=j;f[h+12>>2]=o;f[h+16>>2]=d;XAb(m,1024,192314,h)|0;d=m3a(260024,m,pAb(m)|0)|0;vEb(h,d+(f[(f[d>>2]|0)+-12>>2]|0)|0);o=XFb(h,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(h);OEb(d,o)|0;AEb(d)|0;d=f[g>>2]|0}c=gDb()|0;if(b[d+112>>0]|0){o=a+32|0;o=RPb(c|0,I|0,f[o>>2]|0,f[o+4>>2]|0)|0;o=UPb(o|0,I|0,1e6,0)|0;p[k>>3]=(+(o>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(m,1024,192391,k)|0;o=m3a(260024,m,pAb(m)|0)|0;vEb(k,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);m=XFb(k,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,10)|0;YFb(k);OEb(o,m)|0;AEb(o)|0}h=f[l>>2]|0;f[l>>2]=0;if(h|0){c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h)}f[a+44>>2]=946;f[a+48>>2]=0;u=n;return}function f4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+1040|0;e=h+1024|0;g=h;d=a+4|0;c=f[d>>2]|0;if(b[c+112>>0]|0){XAb(g,1024,192419,e)|0;c=m3a(260024,g,pAb(g)|0)|0;vEb(e,c+(f[(f[c>>2]|0)+-12>>2]|0)|0);i=XFb(e,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(e);OEb(c,i)|0;AEb(c)|0;c=f[d>>2]|0}e=f[a+12>>2]|0;i=(f[a+8>>2]|0)+176|0;p[g>>3]=-32767.0;p[g+8>>3]=-32767.0;p[g+16>>3]=65534.0;p[g+24>>3]=65534.0;g4a(e,i,g,c+4|0);f[a+44>>2]=947;f[a+48>>2]=0;u=h;return}function g4a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;k=l;f[a+140>>2]=f[c>>2];j=c+4|0;f[a+144>>2]=f[j>>2];g=+n[c>>2];h=+n[j>>2];j=a+4|0;if(b[f[a>>2]>>0]|0){i=m3a(j,194226,54)|0;b[k>>0]=10;m3a(i,k,1)|0}a=m3a(m3a(NEb(m3a(m3a(NEb(m3a(m3a(m3a(m3a(m3a(m3a(m3a(j,194281,4)|0,194286,14)|0,194301,19)|0,194321,35)|0,194357,43)|0,194401,45)|0,194447,8)|0,g)|0,193077,1)|0,194456,9)|0,h)|0,193077,1)|0,194466,10)|0;a=m3a(JEb(a,~~+p[d>>3])|0,193056,1)|0;c=d+8|0;a=m3a(JEb(a,~~+p[c>>3])|0,193056,1)|0;a=m3a(JEb(a,~~+p[d+16>>3])|0,193056,1)|0;a=m3a(m3a(m3a(m3a(JEb(a,~~+p[d+24>>3])|0,193077,1)|0,194477,27)|0,194505,37)|0,193142,1)|0;b[k>>0]=10;m3a(a,k,1)|0;a=e+11|0;m=b[a>>0]|0;i=e+4|0;if(!((m<<24>>24<0?f[i>>2]|0:m&255)|0)){u=l;return}j=m3a(m3a(j,194543,5)|0,194549,4)|0;j=m3a(m3a(JEb(j,~~+p[d>>3])|0,193077,1)|0,194554,4)|0;j=m3a(m3a(m3a(JEb(j,~~+p[c>>3])|0,193077,1)|0,194559,27)|0,193174,7)|0;m=b[a>>0]|0;d=m<<24>>24<0;m=m3a(m3a(m3a(j,d?f[e>>2]|0:e,d?f[i>>2]|0:m&255)|0,193077,1)|0,194587,2)|0;b[k>>0]=10;m3a(m,k,1)|0;u=l;return}function h4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+1040|0;d=r;c=r+8|0;if(b[(f[a+4>>2]|0)+112>>0]|0){XAb(c,1024,192430,d)|0;q=m3a(260024,c,pAb(c)|0)|0;vEb(d,q+(f[(f[q>>2]|0)+-12>>2]|0)|0);n=XFb(d,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(d);OEb(q,n)|0;AEb(q)|0}p[a+104>>3]=1797693134862315708145274.0e284;p[a+112>>3]=-1797693134862315708145274.0e284;m=a+120|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;m=pOb(64)|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;q=m+32|0;n=a+96|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;b[q+24>>0]=0;q=f[n>>2]|0;f[n>>2]=m;if(!q){q=a+44|0;f[q>>2]=948;a=a+48|0;f[a>>2]=0;u=r;return}m=q+4|0;c=f[m>>2]|0;l=q+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=q+8|0;e=f[n>>2]|0;h=e;i=c;if((e|0)==(c|0)){j=0;k=q+20|0;d=0}else{k=q+20|0;j=(f[k>>2]|0)+d|0;j=(f[c+(j>>>9<<2)>>2]|0)+((j&511)<<3)|0;d=(f[g>>2]|0)+((d&511)<<3)|0}a:while(1){do{if((j|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[k>>2]=0;d=h-i>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;o=17;break}case 2:{d=512;o=17;break}default:{}}if((o|0)==17)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[q>>2]|0;if(c|0)sOb(c);sOb(q);q=a+44|0;f[q>>2]=948;a=a+48|0;f[a>>2]=0;u=r;return}function i4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0;s=u;u=u+32|0;r=s;q=r+16|0;f[r>>2]=39880;f[r+4>>2]=a;f[q>>2]=r;c=a+96|0;if(j4a(f[a+88>>2]|0,f[c>>2]|0,r,b)|0){v=+p[a+104>>3];t=(+p[a+112>>3]-v)*.5;p[a+128>>3]=-(v+t);p[a+120>>3]=32767.0/t;o=f[c>>2]|0;f[c>>2]=0;if(o|0){l=o+4|0;b=f[l>>2]|0;k=o+16|0;c=f[k>>2]|0;e=b+(c>>>9<<2)|0;n=o+8|0;d=f[n>>2]|0;g=d;h=b;if((d|0)==(b|0)){i=0;j=o+20|0;c=0}else{j=o+20|0;i=(f[j>>2]|0)+c|0;i=(f[b+(i>>>9<<2)>>2]|0)+((i&511)<<3)|0;c=(f[e>>2]|0)+((c&511)<<3)|0}a:while(1){do{if((i|0)==(c|0))break a;c=c+8|0}while((c-(f[e>>2]|0)|0)!=4096);c=e+4|0;e=c;c=f[c>>2]|0}f[j>>2]=0;c=g-h>>2;if(c>>>0>2)do{sOb(f[b>>2]|0);b=(f[l>>2]|0)+4|0;f[l>>2]=b;d=f[n>>2]|0;c=d-b>>2}while(c>>>0>2);switch(c|0){case 1:{c=256;m=16;break}case 2:{c=512;m=16;break}default:{}}if((m|0)==16)f[k>>2]=c;if((b|0)!=(d|0)){do{sOb(f[b>>2]|0);b=b+4|0}while((b|0)!=(d|0));b=f[l>>2]|0;c=f[n>>2]|0;if((c|0)!=(b|0))f[n>>2]=c+(~((c+-4-b|0)>>>2)<<2)}b=f[o>>2]|0;if(b|0)sOb(b);sOb(o)}f[a+44>>2]=949;f[a+48>>2]=0}b=f[q>>2]|0;if((r|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);u=s;return}if(!b){u=s;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);u=s;return}function j4a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;s=c+56|0;if(b[s>>0]|0){t=1;return t|0}t=c+24|0;g=f[t>>2]|0;if(!g){g=f[a>>2]|0;f[t>>2]=g;if(!g){b[s>>0]=1;t=1;return t|0}}o=c+32|0;q=c+40|0;r=c+48|0;j=d+16|0;k=c+20|0;l=c+16|0;m=c+4|0;n=c+8|0;a:while(1){b:do if(!(+p[g+24>>3]+(+p[g>>3]*+p[o>>3]+(+p[g+8>>3]*+p[q>>3]+ +p[g+16>>3]*+p[r>>3]))<0.0)){if(f[g+44>>2]|0){d=f[m>>2]|0;i=(f[n>>2]|0)-d|0;a=f[l>>2]|0;h=f[k>>2]|0;if((((i|0)==0?0:(i<<7)+-1|0)|0)==(h+a|0)){i5a(c);a=f[l>>2]|0;h=f[k>>2]|0;d=f[m>>2]|0}h=h+a|0;i=h&511;h=f[d+(h>>>9<<2)>>2]|0;f[h+(i<<3)>>2]=g;f[h+(i<<3)+4>>2]=1;f[k>>2]=(f[k>>2]|0)+1;g=(f[t>>2]|0)+44|0;i=39;break}a=f[j>>2]|0;if(!a){i=12;break a}oh[f[(f[a>>2]|0)+24>>2]&1023](a,g);g=f[(f[t>>2]|0)+48>>2]|0;if(g|0){f[t>>2]=g;break}g=f[k>>2]|0;if(!g){i=16;break a}while(1){a=g+-1+(f[l>>2]|0)|0;g=f[(f[m>>2]|0)+(a>>>9<<2)>>2]|0;a=a&511;d=g+(a<<3)|0;h=f[j>>2]|0;if(!h){i=18;break a}oh[f[(f[h>>2]|0)+24>>2]&1023](h,f[d>>2]|0);d=f[d>>2]|0;g=f[((f[g+(a<<3)+4>>2]|0)==1?d+48|0:d+44|0)>>2]|0;f[t>>2]=g;d=f[k>>2]|0;f[k>>2]=d+-1;a=f[n>>2]|0;h=a-(f[m>>2]|0)|0;if((1-d-(f[l>>2]|0)+((h|0)==0?0:(h<<7)+-1|0)|0)>>>0>1023){sOb(f[a+-4>>2]|0);f[n>>2]=(f[n>>2]|0)+-4;g=f[t>>2]|0}if(g|0)break b;g=f[k>>2]|0;if(!g)break a}}else{if(f[g+48>>2]|0){d=f[m>>2]|0;i=(f[n>>2]|0)-d|0;a=f[l>>2]|0;h=f[k>>2]|0;if((((i|0)==0?0:(i<<7)+-1|0)|0)==(h+a|0)){i5a(c);a=f[l>>2]|0;h=f[k>>2]|0;d=f[m>>2]|0}h=h+a|0;i=h&511;h=f[d+(h>>>9<<2)>>2]|0;f[h+(i<<3)>>2]=g;f[h+(i<<3)+4>>2]=0;f[k>>2]=(f[k>>2]|0)+1;g=(f[t>>2]|0)+48|0;i=39;break}a=f[j>>2]|0;if(!a){i=28;break a}oh[f[(f[a>>2]|0)+24>>2]&1023](a,g);g=f[(f[t>>2]|0)+44>>2]|0;if(g|0){f[t>>2]=g;break}g=f[k>>2]|0;if(!g){i=32;break a}while(1){a=g+-1+(f[l>>2]|0)|0;g=f[(f[m>>2]|0)+(a>>>9<<2)>>2]|0;a=a&511;d=g+(a<<3)|0;h=f[j>>2]|0;if(!h){i=34;break a}oh[f[(f[h>>2]|0)+24>>2]&1023](h,f[d>>2]|0);d=f[d>>2]|0;g=f[((f[g+(a<<3)+4>>2]|0)==1?d+48|0:d+44|0)>>2]|0;f[t>>2]=g;d=f[k>>2]|0;f[k>>2]=d+-1;a=f[n>>2]|0;h=a-(f[m>>2]|0)|0;if((1-d-(f[l>>2]|0)+((h|0)==0?0:(h<<7)+-1|0)|0)>>>0>1023){sOb(f[a+-4>>2]|0);f[n>>2]=(f[n>>2]|0)+-4;g=f[t>>2]|0}if(g|0)break b;g=f[k>>2]|0;if(!g)break a}}while(0);if((i|0)==39){i=0;h=f[g>>2]|0;f[t>>2]=h;if(!h)break}d=gDb()|0;u=I;h=e;a=f[h+4>>2]|0;g=f[t>>2]|0;if(!((u|0)<(a|0)|((u|0)==(a|0)?d>>>0<(f[h>>2]|0)>>>0:0))){i=41;break}}if((i|0)==12)vd();else if((i|0)==16)f[t>>2]=0;else if((i|0)==18)vd();else if((i|0)==28)vd();else if((i|0)==32)f[t>>2]=0;else if((i|0)==34)vd();else if((i|0)==41)if(g|0){u=0;return u|0}b[s>>0]=1;u=1;return u|0}function k4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+1040|0;e=r;c=r+8|0;d=a+4|0;if(b[(f[d>>2]|0)+112>>0]|0){f[e>>2]=f[(f[a+88>>2]|0)+8>>2];XAb(c,1024,192453,e)|0;o=m3a(260024,c,pAb(c)|0)|0;vEb(e,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(e,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(e);OEb(o,n)|0;AEb(o)|0}e=gDb()|0;c=a+32|0;f[c>>2]=e;f[c+4>>2]=I;d=f[d>>2]|0;c=pOb(88)|0;f[c>>2]=0;f[c+4>>2]=-32767;f[c+8>>2]=-32767;f[c+12>>2]=32767;f[c+16>>2]=32767;f[c+20>>2]=200;f[c+24>>2]=0;f[c+28>>2]=0;f[c+32>>2]=-1;e=c+36|0;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[c+84>>2]=d;d=a+136|0;e=f[d>>2]|0;f[d>>2]=c;if(e){c=f[e>>2]|0;f[e>>2]=0;if(c|0){l4a(c);sOb(c)}sOb(e);c=f[d>>2]|0}z7a(c,15);n=f[a+8>>2]|0;m=pOb(64)|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;p[m+32>>3]=+p[n+200>>3];p[m+40>>3]=+p[n+208>>3];p[m+48>>3]=+p[n+216>>3];b[m+56>>0]=0;n=a+96|0;o=f[n>>2]|0;f[n>>2]=m;if(!o){o=a+140|0;f[o>>2]=0;o=a+144|0;f[o>>2]=0;o=gDb()|0;m=I;n=a+16|0;q=n;q=f[q>>2]|0;n=n+4|0;n=f[n>>2]|0;n=WPb(q|0,n|0,1e6,0)|0;q=I;m=QPb(n|0,q|0,o|0,m|0)|0;o=I;q=a+24|0;n=q;f[n>>2]=m;q=q+4|0;f[q>>2]=o;q=a+44|0;f[q>>2]=950;a=a+48|0;f[a>>2]=0;u=r;return}m=o+4|0;c=f[m>>2]|0;l=o+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=o+8|0;e=f[n>>2]|0;j=e;k=c;if((e|0)==(c|0)){d=0;h=0;i=o+20|0}else{i=o+20|0;h=(f[i>>2]|0)+d|0;d=(f[g>>2]|0)+((d&511)<<3)|0;h=(f[c+(h>>>9<<2)>>2]|0)+((h&511)<<3)|0}a:while(1){do{if((h|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[i>>2]=0;d=j-k>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;q=21;break}case 2:{d=512;q=21;break}default:{}}if((q|0)==21)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[o>>2]|0;if(c|0)sOb(c);sOb(o);o=a+140|0;f[o>>2]=0;o=a+144|0;f[o>>2]=0;o=gDb()|0;m=I;n=a+16|0;q=n;q=f[q>>2]|0;n=n+4|0;n=f[n>>2]|0;n=WPb(q|0,n|0,1e6,0)|0;q=I;m=QPb(n|0,q|0,o|0,m|0)|0;o=I;q=a+24|0;n=q;f[n>>2]=m;q=q+4|0;f[q>>2]=o;q=a+44|0;f[q>>2]=950;a=a+48|0;f[a>>2]=0;u=r;return}function l4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=a+40|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){l4a(b);sOb(b)}h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){l4a(b);sOb(b)}g=a+28|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){b=f[h>>2]|0;if(b|0){g=h+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}sOb(h)}g=a+24|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){b=f[h>>2]|0;if(b|0){g=h+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}sOb(h)}h=a+20|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){c=f[b>>2]|0;if(c|0){d=b+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}sOb(b)}a=a+16|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;c=f[b>>2]|0;if(c|0){d=b+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);sOb(c)}sOb(b);return}function m4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+2112|0;j=m+1056|0;e=m+1048|0;d=m+24|0;h=m+1080|0;i=m+1072|0;l=m;f[i>>2]=a;k=l+16|0;f[l>>2]=39924;f[l+4>>2]=a;f[l+8>>2]=i;f[k>>2]=l;i=a+88|0;n=j4a(f[i>>2]|0,f[a+96>>2]|0,l,c)|0;g=a+4|0;c=(b[(f[g>>2]|0)+112>>0]|0)!=0;if(n){if(c){j=f[(f[i>>2]|0)+8>>2]|0;n=f[a+140>>2]|0;f[d>>2]=n;f[d+4>>2]=j;p[d+8>>3]=+(n>>>0)/+(j>>>0)*100.0;XAb(h,1024,192495,d)|0;j=m3a(260024,h,pAb(h)|0)|0;vEb(d,j+(f[(f[j>>2]|0)+-12>>2]|0)|0);n=XFb(d,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(d);OEb(j,n)|0;AEb(j)|0;j=gDb()|0;n=a+32|0;n=RPb(j|0,I|0,f[n>>2]|0,f[n+4>>2]|0)|0;n=UPb(n|0,I|0,1e6,0)|0;p[e>>3]=(+(n>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(d,1024,192551,e)|0;n=m3a(260024,d,pAb(d)|0)|0;vEb(e,n+(f[(f[n>>2]|0)+-12>>2]|0)|0);j=XFb(e,260896)|0;j=Rg[f[(f[j>>2]|0)+28>>2]&255](j,10)|0;YFb(e);OEb(n,j)|0;AEb(n)|0}c=f[i>>2]|0;f[i>>2]=0;if(c|0){W6a(c);sOb(c)}f[a+44>>2]=951;f[a+48>>2]=0}else if(c){d=gDb()|0;e=I;c=a+24|0;n=c;o=f[n+4>>2]|0;if((o|0)<(e|0)|((o|0)==(e|0)?(f[n>>2]|0)>>>0<d>>>0:0)){o=a+16|0;o=WPb(f[o>>2]|0,f[o+4>>2]|0,1e6,0)|0;o=QPb(o|0,I|0,d|0,e|0)|0;f[c>>2]=o;f[c+4>>2]=I;c=f[(f[i>>2]|0)+8>>2]|0;if(b[(f[g>>2]|0)+112>>0]|0){o=f[a+140>>2]|0;f[j>>2]=o;f[j+4>>2]=c;p[j+8>>3]=+(o>>>0)/+(c>>>0)*100.0;XAb(h,1024,192495,j)|0;o=m3a(260024,h,pAb(h)|0)|0;vEb(j,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(j,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(j);OEb(o,n)|0;AEb(o)|0}}}c=f[k>>2]|0;if((l|0)==(c|0)){gh[f[(f[c>>2]|0)+16>>2]&2047](c);u=m;return}if(!c){u=m;return}gh[f[(f[c>>2]|0)+20>>2]&2047](c);u=m;return}function n4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+1040|0;i=j+8|0;h=j;d=j+16|0;e=a+4|0;g=f[e>>2]|0;do if(b[g+112>>0]|0){c=f[a+160>>2]|0;if(!(b[g+64>>0]|0)){f[i>>2]=c;XAb(d,1024,192630,i)|0;h=m3a(260024,d,pAb(d)|0)|0;vEb(i,h+(f[(f[h>>2]|0)+-12>>2]|0)|0);g=XFb(i,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(i);OEb(h,g)|0;AEb(h)|0;break}else{f[h>>2]=c;XAb(d,1024,192584,h)|0;i=m3a(260024,d,pAb(d)|0)|0;vEb(h,i+(f[(f[i>>2]|0)+-12>>2]|0)|0);g=XFb(h,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(h);OEb(i,g)|0;AEb(i)|0;break}}while(0);h=gDb()|0;i=a+32|0;f[i>>2]=h;f[i+4>>2]=I;i=f[e>>2]|0;o4a(f[a+12>>2]|0,+p[i+72>>3],i+80|0,i+92|0);f[a+168>>2]=f[a+156>>2];i=gDb()|0;h=I;g=a+16|0;g=WPb(f[g>>2]|0,f[g+4>>2]|0,1e6,0)|0;h=QPb(g|0,I|0,i|0,h|0)|0;i=a+24|0;f[i>>2]=h;f[i+4>>2]=I;f[a+44>>2]=952;f[a+48>>2]=0;u=j;return}function o4a(a,c,d,e){a=a|0;c=+c;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;a=a+4|0;m3a(a,193058,2)|0;g=e+11|0;k=b[g>>0]|0;h=e+4|0;if((k<<24>>24<0?f[h>>2]|0:k&255)|0){l=m3a(a,193174,7)|0;k=b[g>>0]|0;g=k<<24>>24<0;m3a(m3a(l,g?f[e>>2]|0:e,g?f[h>>2]|0:k&255)|0,193077,1)|0}e=m3a(m3a(NEb(m3a(a,193061,15)|0,c)|0,193077,1)|0,193079,9)|0;l=b[d+11>>0]|0;k=l<<24>>24<0;l=m3a(m3a(m3a(m3a(e,k?f[d>>2]|0:d,k?f[d+4>>2]|0:l&255)|0,193077,1)|0,193219,40)|0,193142,1)|0;b[i>>0]=10;m3a(l,i,1)|0;u=j;return}function p4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0;L=u;u=u+1296|0;H=L+24|0;G=L+16|0;F=L;K=L+264|0;B=L+248|0;C=L+188|0;D=L+40|0;E=a+168|0;J=a+148|0;d=f[E>>2]|0;do if(!d)if(!(b[(f[a+4>>2]|0)+112>>0]|0))d=43;else d=44;else{k=a+172|0;l=a+4|0;m=B+4|0;o=B+8|0;q=B+12|0;r=a+12|0;s=K+11|0;t=B+4|0;v=B+8|0;w=C+48|0;x=C+52|0;y=C+56|0;z=D+76|0;A=D+76|0;while(1){f[k>>2]=(f[k>>2]|0)+1;i=d+20|0;e=f[l>>2]|0;j=e+92|0;g=b[j+11>>0]|0;if(g<<24>>24<0)e=f[e+96>>2]|0;else e=g&255;if(!e){j=d+16|0;O=+(h[j+1>>0]|0)*.003921568859368563;N=+(h[j+2>>0]|0)*.003921568859368563;M=+(h[j+3>>0]|0)*.003921568859368563;n[B>>2]=+(h[j>>0]|0)*.003921568859368563;n[m>>2]=O;n[o>>2]=N;n[q>>2]=M;xqb(K,B)}else xOb(K,j);if(!(b[(f[l>>2]|0)+64>>0]|0)){e=f[i>>2]|0;g=f[d+24>>2]|0;if((e|0)!=(g|0)){d=e;do{r4a(f[r>>2]|0,d,K);d=d+12|0}while((d|0)!=(g|0))}}else{f[B>>2]=0;f[t>>2]=0;f[v>>2]=0;Vmb(C);f[C>>2]=39968;f[w>>2]=0;f[x>>2]=0;f[y>>2]=0;Xmb(D,0);e=f[i>>2]|0;g=f[d+24>>2]|0;if((e|0)!=(g|0)){d=e;do{Wmb(z,d,0,1)|0;d=d+12|0}while((d|0)!=(g|0))}Ymb(D,1,B,1,1)|0;gnb(B,1);mnb(B,1.415);q4a(D,40996);Tlb(z);Xmb(D,0);d=f[B>>2]|0;e=f[t>>2]|0;if((d|0)!=(e|0)){do{Vlb(A,d,0,1)|0;d=d+12|0}while((d|0)!=(e|0));i=f[B>>2]|0;d=f[t>>2]|0;if((d|0)!=(i|0))do{e=d+-12|0;f[t>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[t>>2]|0}}while((d|0)!=(i|0))}Ymb(D,1,B,1,1)|0;gnb(B,1);q4a(D,40996);Tlb(A);if((f[B>>2]|0)!=(f[t>>2]|0))r4a(f[r>>2]|0,B,K);s4a(C);d=f[B>>2]|0;if(d|0){e=f[t>>2]|0;if((e|0)!=(d|0)){g=e;while(1){e=g+-12|0;f[t>>2]=e;i=f[e>>2]|0;if(i){e=g+-8|0;g=f[e>>2]|0;if((g|0)!=(i|0))f[e>>2]=g+(~((g+-8-i|0)>>>3)<<3);sOb(i);e=f[t>>2]|0}if((e|0)==(d|0))break;else g=e}d=f[B>>2]|0}sOb(d)}}e=f[f[E>>2]>>2]|0;f[E>>2]=e;e=(e|0)==0;if(e)d=1;else{d=gDb()|0;i=I;j=c;g=f[j+4>>2]|0;d=(g|0)<(i|0)|((g|0)==(i|0)?(f[j>>2]|0)>>>0<d>>>0:0)}if((b[s>>0]|0)<0)sOb(f[K>>2]|0);if(d)break;d=f[E>>2]|0}d=(b[(f[l>>2]|0)+112>>0]|0)!=0;if(e)if(d){d=44;break}else{d=43;break}if(!d){u=L;return}e=gDb()|0;g=I;d=a+24|0;J=d;G=f[J+4>>2]|0;if(!((G|0)<(g|0)|((G|0)==(g|0)?(f[J>>2]|0)>>>0<e>>>0:0))){u=L;return}G=a+16|0;G=WPb(f[G>>2]|0,f[G+4>>2]|0,1e6,0)|0;G=QPb(G|0,I|0,e|0,g|0)|0;J=d;f[J>>2]=G;f[J+4>>2]=I;J=f[a+160>>2]|0;a=f[a+172>>2]|0;f[H>>2]=a;f[H+4>>2]=J;p[H+8>>3]=+(a>>>0)/+(J>>>0)*100.0;XAb(K,1024,192666,H)|0;K=m3a(260024,K,pAb(K)|0)|0;vEb(H,K+(f[(f[K>>2]|0)+-12>>2]|0)|0);a=XFb(H,260896)|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,10)|0;YFb(H);OEb(K,a)|0;AEb(K)|0;u=L;return}while(0);if((d|0)==43)g=a+160|0;else if((d|0)==44){g=a+160|0;H=f[g>>2]|0;E=f[a+172>>2]|0;f[F>>2]=E;f[F+4>>2]=H;p[F+8>>3]=+(E>>>0)/+(H>>>0)*100.0;XAb(K,1024,192666,F)|0;H=m3a(260024,K,pAb(K)|0)|0;vEb(F,H+(f[(f[H>>2]|0)+-12>>2]|0)|0);E=XFb(F,260896)|0;E=Rg[f[(f[E>>2]|0)+28>>2]&255](E,10)|0;YFb(F);OEb(H,E)|0;AEb(H)|0;F=gDb()|0;H=a+32|0;H=RPb(F|0,I|0,f[H>>2]|0,f[H+4>>2]|0)|0;H=UPb(H|0,I|0,1e6,0)|0;p[G>>3]=(+(H>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(K,1024,192730,G)|0;H=m3a(260024,K,pAb(K)|0)|0;vEb(G,H+(f[(f[H>>2]|0)+-12>>2]|0)|0);F=XFb(G,260896)|0;F=Rg[f[(f[F>>2]|0)+28>>2]&255](F,10)|0;YFb(G);OEb(H,F)|0;AEb(H)|0}if(f[g>>2]|0){e=a+156|0;t4a(J,f[e>>2]|0);f[e>>2]=0;e=f[a+152>>2]|0;if(e|0){d=0;do{f[(f[J>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}J=m3a((f[a+12>>2]|0)+4|0,192764,4)|0;b[K>>0]=10;m3a(J,K,1)|0;f[a+44>>2]=953;f[a+48>>2]=0;u=L;return}function q4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=f[b>>2]|0;f[a>>2]=d;f[a+(f[d+-12>>2]|0)>>2]=f[b+4>>2];d=a+44|0;c=a+52|0;if(f[c>>2]|0){b=f[a+48>>2]|0;e=(f[d>>2]|0)+4|0;g=f[b>>2]|0;f[g+4>>2]=f[e>>2];f[f[e>>2]>>2]=g;f[c>>2]=0;if((b|0)!=(d|0))do{g=b;b=f[b+4>>2]|0;sOb(g)}while((b|0)!=(d|0))}b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function r4a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;h=a+4|0;m3a(h,193168,5)|0;a=d+11|0;g=b[a>>0]|0;e=d+4|0;if((g<<24>>24<0?f[e>>2]|0:g&255)|0){k=m3a(h,193174,7)|0;g=b[a>>0]|0;a=g<<24>>24<0;m3a(m3a(k,a?f[d>>2]|0:d,a?f[e>>2]|0:g&255)|0,193077,1)|0}m3a(h,193182,4)|0;a=f[c>>2]|0;g=f[c+4>>2]|0;if((a|0)==(g|0)){k=m3a(h,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;u=j;return}do{e=f[a>>2]|0;c=f[a+4>>2]|0;if((e|0)!=(c|0)){d=0;do{if(!(d<<24>>24)){m3a(h,193191,3)|0;d=1}else m3a(h,193054,1)|0;k=m3a(JEb(h,f[e>>2]|0)|0,193056,1)|0;JEb(k,0-(f[e+4>>2]|0)|0)|0;e=e+8|0}while((e|0)!=(c|0))}m3a(h,193187,3)|0;a=a+12|0}while((a|0)!=(g|0));k=m3a(h,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;u=j;return}function s4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39968;Umb(a);b=f[a+48>>2]|0;if(b|0){c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function t4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(!b)return;do{l=b;b=f[b>>2]|0;j=l+20|0;a=f[j>>2]|0;if(a|0){k=l+24|0;c=f[k>>2]|0;if((c|0)!=(a|0)){d=c;while(1){c=d+-12|0;f[k>>2]=c;i=f[c>>2]|0;if(i){h=d+-8|0;d=f[h>>2]|0;if((d|0)==(i|0))c=i;else{do{e=d+-12|0;f[h>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[h>>2]|0}}while((d|0)!=(i|0));c=f[c>>2]|0}sOb(c);c=f[k>>2]|0}if((c|0)==(a|0))break;else d=c}a=f[j>>2]|0}sOb(a)}sOb(l)}while((b|0)!=0);return}function u4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+1040|0;c=h+8|0;g=h;d=h+16|0;e=f[a+4>>2]|0;if(!(b[e+17>>0]|0))if(!(b[e+112>>0]|0))c=955;else{XAb(d,1024,192808,c)|0;g=m3a(260024,d,pAb(d)|0)|0;vEb(c,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);e=XFb(c,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(c);OEb(g,e)|0;AEb(g)|0;c=955}else{c=a+224|0;if(b[e+112>>0]|0){f[g>>2]=(f[a+228>>2]|0)-(f[c>>2]|0)>>6;XAb(d,1024,192769,g)|0;e=m3a(260024,d,pAb(d)|0)|0;vEb(g,e+(f[(f[e>>2]|0)+-12>>2]|0)|0);d=XFb(g,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,10)|0;YFb(g);OEb(e,d)|0;AEb(e)|0}e=gDb()|0;g=a+32|0;f[g>>2]=e;f[g+4>>2]=I;f[a+208>>2]=f[c>>2];c=954}f[a+44>>2]=c;f[a+48>>2]=0;e=gDb()|0;g=I;d=a+16|0;d=WPb(f[d>>2]|0,f[d+4>>2]|0,1e6,0)|0;g=QPb(d|0,I|0,e|0,g|0)|0;a=a+24|0;f[a>>2]=g;f[a+4>>2]=I;u=h;return}function v4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0,fa=0;H=u;u=u+1152|0;C=H+1112|0;z=H+1104|0;y=H+1088|0;A=H+64|0;w=H+1140|0;E=H+1128|0;x=H;f[w>>2]=a;f[E>>2]=0;G=E+4|0;f[G>>2]=0;f[E+8>>2]=0;B=a+224|0;F=a+228|0;g=a+208|0;d=f[g>>2]|0;do if((d|0)==(f[F>>2]|0))D=11;else{h=a+8|0;i=A+8|0;j=A+16|0;k=A+24|0;l=A+32|0;m=A+40|0;n=A+48|0;o=x+8|0;q=x+16|0;r=x+24|0;s=x+32|0;t=x+40|0;v=x+48|0;while(1){e=f[h>>2]|0;da=+p[d>>3];ca=+p[d+8>>3];ba=+p[d+16>>3];Q=+p[d+24>>3];p[k>>3]=Q;O=+p[d+32>>3];M=+p[d+40>>3];d=d+48|0;f[n>>2]=f[d>>2];f[n+4>>2]=f[d+4>>2];f[n+8>>2]=f[d+8>>2];Y=+p[e>>3];X=+p[e+32>>3];W=+p[e+64>>3];U=+p[e+8>>3];T=+p[e+40>>3];S=+p[e+72>>3];P=+p[e+16>>3];N=+p[e+48>>3];L=+p[e+80>>3];$=+p[e+24>>3];_=+p[e+56>>3];Z=+p[e+88>>3];V=+p[e+96>>3];R=+p[e+104>>3];K=+p[e+112>>3];J=+p[e+120>>3];aa=1.0/(da*$+ca*_+ba*Z+J);p[A>>3]=(da*Y+ca*X+ba*W+V)*aa;p[i>>3]=(da*U+ca*T+ba*S+R)*aa;p[j>>3]=(da*P+ca*N+ba*L+K)*aa;J=1.0/(Q*$+O*_+M*Z+J);p[k>>3]=(Q*Y+O*X+M*W+V)*J;p[l>>3]=(Q*U+O*T+M*S+R)*J;p[m>>3]=(Q*P+O*N+M*L+K)*J;if(!(uqb(A,E)|0)){e=f[E>>2]|0;p[x>>3]=+p[e>>3];p[o>>3]=+p[e+8>>3];p[q>>3]=+p[e+16>>3];p[r>>3]=+p[e+24>>3];p[s>>3]=+p[e+32>>3];p[t>>3]=+p[e+40>>3];f[v>>2]=f[n>>2];f[v+4>>2]=f[n+4>>2];f[v+8>>2]=f[n+8>>2];x4a(w,x)}d=f[E>>2]|0;e=f[G>>2]|0;if((e|0)!=(d|0))f[G>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);e=(f[g>>2]|0)+64|0;f[g>>2]=e;if((e|0)==(f[F>>2]|0)){D=10;break}e=gDb()|0;ea=I;d=c;fa=f[d+4>>2]|0;if((fa|0)<(ea|0)|((fa|0)==(ea|0)?(f[d>>2]|0)>>>0<e>>>0:0))break;d=f[g>>2]|0}if((D|0)==10){D=11;break}e=gDb()|0;c=I;d=a+24|0;fa=d;ea=f[fa+4>>2]|0;if((ea|0)<(c|0)|((ea|0)==(c|0)?(f[fa>>2]|0)>>>0<e>>>0:0)){ea=a+16|0;ea=WPb(f[ea>>2]|0,f[ea+4>>2]|0,1e6,0)|0;ea=QPb(ea|0,I|0,e|0,c|0)|0;fa=d;f[fa>>2]=ea;f[fa+4>>2]=I;fa=(f[F>>2]|0)-(f[B>>2]|0)>>6;ea=f[a+176>>2]|0;f[C>>2]=ea;f[C+4>>2]=fa;p[C+8>>3]=+(ea>>>0)/+(fa>>>0)*100.0;XAb(A,1024,192866,C)|0;fa=m3a(260024,A,pAb(A)|0)|0;vEb(C,fa+(f[(f[fa>>2]|0)+-12>>2]|0)|0);ea=XFb(C,260896)|0;ea=Rg[f[(f[ea>>2]|0)+28>>2]&255](ea,10)|0;YFb(C);OEb(fa,ea)|0;AEb(fa)|0}}while(0);if((D|0)==11){if(b[(f[a+4>>2]|0)+112>>0]|0){ea=(f[F>>2]|0)-(f[B>>2]|0)>>6;fa=f[a+176>>2]|0;f[y>>2]=fa;f[y+4>>2]=ea;p[y+8>>3]=+(fa>>>0)/+(ea>>>0)*100.0;XAb(A,1024,192866,y)|0;ea=m3a(260024,A,pAb(A)|0)|0;vEb(y,ea+(f[(f[ea>>2]|0)+-12>>2]|0)|0);fa=XFb(y,260896)|0;fa=Rg[f[(f[fa>>2]|0)+28>>2]&255](fa,10)|0;YFb(y);OEb(ea,fa)|0;AEb(ea)|0;ea=gDb()|0;fa=a+32|0;fa=RPb(ea|0,I|0,f[fa>>2]|0,f[fa+4>>2]|0)|0;fa=UPb(fa|0,I|0,1e6,0)|0;p[z>>3]=(+(fa>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(A,1024,192919,z)|0;fa=m3a(260024,A,pAb(A)|0)|0;vEb(z,fa+(f[(f[fa>>2]|0)+-12>>2]|0)|0);ea=XFb(z,260896)|0;ea=Rg[f[(f[ea>>2]|0)+28>>2]&255](ea,10)|0;YFb(z);OEb(fa,ea)|0;AEb(fa)|0}d=f[B>>2]|0;e=f[F>>2]|0;if((e|0)!=(d|0))f[F>>2]=e+(~((e+-64-d|0)>>>6)<<6);f[a+44>>2]=956;f[a+48>>2]=0}d=f[E>>2]|0;if(!d){u=H;return}e=f[G>>2]|0;if((e|0)!=(d|0))f[G>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=H;return}function w4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+1040|0;d=e;c=e+8|0;if(b[(f[a+4>>2]|0)+112>>0]|0){XAb(c,1024,192844,d)|0;g=m3a(260024,c,pAb(c)|0)|0;vEb(d,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);h=XFb(d,260896)|0;h=Rg[f[(f[h>>2]|0)+28>>2]&255](h,10)|0;YFb(d);OEb(g,h)|0;AEb(g)|0}h=m3a((f[a+12>>2]|0)+4|0,192859,6)|0;b[c>>0]=10;m3a(h,c,1)|0;b[a+52>>0]=1;u=e;return}function x4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+12|0;g=i;c=f[a>>2]|0;e=c+176|0;f[e>>2]=(f[e>>2]|0)+1;C4a(h,b,+p[c+128>>3],+p[c+120>>3]);f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;do if(E7a(f[c+136>>2]|0,h,g)|0){d=c+180|0;f[d>>2]=(f[d>>2]|0)+1}else{a=c+188|0;b=f[a>>2]|0;if((b|0)==(f[c+192>>2]|0)){E4a(c+184|0,g);break}else{D4a(b,g);f[a>>2]=(f[a>>2]|0)+12;break}}while(0);a=f[g>>2]|0;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0)){do{c=b+-12|0;f[e>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);b=f[e>>2]|0}}while((b|0)!=(a|0));a=f[g>>2]|0}sOb(a)}c=f[h>>2]|0;if(!c){u=i;return}a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=i;return}function y4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+1040|0;m=n+8|0;c=n;l=n+16|0;j=a+4|0;if(b[(f[j>>2]|0)+112>>0]|0){XAb(l,1024,192953,c)|0;k=m3a(260024,l,pAb(l)|0)|0;vEb(c,k+(f[(f[k>>2]|0)+-12>>2]|0)|0);i=XFb(c,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(c);OEb(k,i)|0;AEb(k)|0}d=gDb()|0;k=a+32|0;i=k;f[i>>2]=d;f[i+4>>2]=I;Cqb(l,a+184|0);i=a+196|0;d=f[i>>2]|0;if(!d){c=a+200|0;d=a+204|0}else{c=a+200|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[c>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-8-h|0)>>>3)<<3);sOb(h);e=f[c>>2]|0}}while((e|0)!=(d|0));d=f[i>>2]|0}sOb(d);d=a+204|0;f[d>>2]=0;f[c>>2]=0;f[i>>2]=0}f[i>>2]=f[l>>2];f[c>>2]=f[l+4>>2];f[d>>2]=f[l+8>>2];j=f[j>>2]|0;c=gDb()|0;d=I;if(!(b[j+112>>0]|0)){m=a+44|0;f[m>>2]=957;a=a+48|0;f[a>>2]=0;u=n;return}k=RPb(c|0,d|0,f[k>>2]|0,f[k+4>>2]|0)|0;k=UPb(k|0,I|0,1e6,0)|0;p[m>>3]=(+(k>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(l,1024,192974,m)|0;l=m3a(260024,l,pAb(l)|0)|0;vEb(m,l+(f[(f[l>>2]|0)+-12>>2]|0)|0);k=XFb(m,260896)|0;k=Rg[f[(f[k>>2]|0)+28>>2]&255](k,10)|0;YFb(m);OEb(l,k)|0;AEb(l)|0;m=a+44|0;f[m>>2]=957;a=a+48|0;f[a>>2]=0;u=n;return}function z4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+1040|0;e=h;g=h+8|0;d=a+4|0;c=f[d>>2]|0;if(b[c+112>>0]|0){XAb(g,1024,193013,e)|0;c=m3a(260024,g,pAb(g)|0)|0;vEb(e,c+(f[(f[c>>2]|0)+-12>>2]|0)|0);i=XFb(e,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(e);OEb(c,i)|0;AEb(c)|0;c=f[d>>2]|0}i=a+12|0;A4a(f[i>>2]|0,+p[c+24>>3],c+32|0);B4a(f[i>>2]|0,a+196|0);i=m3a((f[i>>2]|0)+4|0,192764,4)|0;b[g>>0]=10;m3a(i,g,1)|0;f[a+44>>2]=955;f[a+48>>2]=0;u=h;return}function A4a(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;i=m3a(m3a(NEb(m3a(m3a(a+4|0,193058,2)|0,193061,15)|0,c)|0,193077,1)|0,193079,9)|0;a=b[d+11>>0]|0;h=a<<24>>24<0;d=m3a(m3a(m3a(m3a(i,h?f[d>>2]|0:d,h?f[d+4>>2]|0:a&255)|0,193077,1)|0,193089,52)|0,193142,1)|0;b[g>>0]=10;m3a(d,g,1)|0;u=e;return}function B4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;d=f[c>>2]|0;h=f[c+4>>2]|0;if((d|0)==(h|0)){u=j;return}g=a+4|0;do{m3a(g,193031,18)|0;c=f[d>>2]|0;e=f[d+4>>2]|0;if((c|0)!=(e|0)){a=0;do{if(!(a<<24>>24))a=1;else m3a(g,193054,1)|0;k=m3a(JEb(g,f[c>>2]|0)|0,193056,1)|0;JEb(k,0-(f[c+4>>2]|0)|0)|0;c=c+8|0}while((c|0)!=(e|0))}k=m3a(g,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;d=d+12|0}while((d|0)!=(h|0));u=j;return}function C4a(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+16|0;g=i;f[a>>2]=0;h=a+4|0;f[h>>2]=0;f[a+8>>2]=0;l=ZCb(+p[b>>3]*32767.0)|0;j=ZCb(+p[b+8>>3]*32767.0)|0;e=ZCb((+p[b+16>>3]+c)*d)|0;e=(e|0)<32767?e:32767;f[g>>2]=l;f[g+4>>2]=j;f[g+8>>2]=(e|0)>-32767?e:-32767;F4a(a,g);e=f[h>>2]|0;j=f[a+8>>2]|0;l=ZCb(+p[b+24>>3]*32767.0)|0;k=ZCb(+p[b+32>>3]*32767.0)|0;b=ZCb((+p[b+40>>3]+c)*d)|0;b=(b|0)<32767?b:32767;f[g>>2]=l;f[g+4>>2]=k;f[g+8>>2]=(b|0)>-32767?b:-32767;if(e>>>0<j>>>0){f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[h>>2]=(f[h>>2]|0)+12;u=i;return}else{F4a(a,g);u=i;return}}function D4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;e=b+4|0;c=(f[e>>2]|0)-(f[b>>2]|0)|0;d=(c|0)/12|0;if(!c)return;if(d>>>0>357913941)AMb(a);g=pOb(c)|0;f[j>>2]=g;f[a>>2]=g;f[a+8>>2]=g+(d*12|0);c=f[b>>2]|0;i=f[e>>2]|0;if((c|0)==(i|0))return;else h=c;while(1){f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;b=h+4|0;c=(f[b>>2]|0)-(f[h>>2]|0)|0;a=c>>3;if(a|0){if(a>>>0>536870911){c=7;break}d=pOb(c)|0;f[e>>2]=d;f[g>>2]=d;f[g+8>>2]=d+(a<<3);a=f[h>>2]|0;c=(f[b>>2]|0)-a|0;if((c|0)>0){bQb(d|0,a|0,c|0)|0;f[e>>2]=d+(c>>>3<<3)}}h=h+12|0;c=(f[j>>2]|0)+12|0;f[j>>2]=c;if((h|0)==(i|0)){c=11;break}else g=c}if((c|0)==7)AMb(g);else if((c|0)==11)return}function E4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+4|0;c=f[a>>2]|0;e=((f[i>>2]|0)-c|0)/12|0;d=e+1|0;if(d>>>0>357913941)AMb(a);j=a+8|0;k=((f[j>>2]|0)-c|0)/12|0;c=k<<1;c=k>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(e*12|0)|0;e=d;h=g+(c*12|0)|0;D4a(d,b);b=d+12|0;g=f[a>>2]|0;c=f[i>>2]|0;if((c|0)==(g|0)){c=e;k=g;d=g}else{do{k=d+-12|0;l=c;c=c+-12|0;f[k>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[k>>2]=f[c>>2];k=l+-8|0;f[m>>2]=f[k>>2];l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;f[k>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(g|0));c=e;k=f[a>>2]|0;d=f[i>>2]|0}f[a>>2]=c;f[i>>2]=b;f[j>>2]=h;a=k;if((d|0)!=(a|0)){h=d;do{d=h;h=h+-12|0;c=f[h>>2]|0;if(c|0){b=d+-8|0;d=f[b>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[b>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[b>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}}while((h|0)!=(a|0))}if(!k)return;sOb(k);return}function F4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function G4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function H4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function I4a(a){a=a|0;s4a(a);sOb(a);return}function J4a(a){a=a|0;return}function K4a(a){a=a|0;sOb(a);return}function L4a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=39924;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function M4a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=39924;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function N4a(a){a=a|0;return}function O4a(a){a=a|0;sOb(a);return}function P4a(a,b){a=a|0;b=b|0;S4a(a+4|0,b);return}function Q4a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==193260?a+4|0:0)|0}function R4a(a){a=a|0;return 15304}function S4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+96|0;C=F;i=f[a>>2]|0;D=i+260|0;c=f[D>>2]|0;E=i+264|0;d=f[E>>2]|0;g=c;if((d|0)==(c|0))e=c;else{e=d+(~(((d+-88-g|0)>>>0)/88|0)*88|0)|0;f[E>>2]=e;d=e}h=f[b+32>>2]|0;B=f[b+36>>2]|0;if((h|0)!=(B|0)){m=i+8|0;n=i+236|0;o=i+248|0;q=i+268|0;r=C+8|0;s=C+16|0;t=C+24|0;v=C+32|0;w=C+40|0;x=C+48|0;y=C+56|0;z=C+64|0;A=C+72|0;l=i+240|0;do{T4a(C,h,f[m>>2]|0);do if(tqb(C,n,o)|0){e=f[l>>2]|0;k=f[n>>2]|0;c=k;if((e|0)==(k|0))d=e;else{k=0;do{d=c+(k*24|0)|0;e=k+1|0;g=c+(e*24|0)|0;b=k+2|0;i=c+(b*24|0)|0;j=f[E>>2]|0;if(j>>>0<(f[q>>2]|0)>>>0){p[j>>3]=+p[d>>3];p[j+8>>3]=+p[c+(k*24|0)+8>>3];p[j+16>>3]=+p[c+(k*24|0)+16>>3];p[j+24>>3]=+p[g>>3];p[j+32>>3]=+p[c+(e*24|0)+8>>3];p[j+40>>3]=+p[c+(e*24|0)+16>>3];p[j+48>>3]=+p[i>>3];p[j+56>>3]=+p[c+(b*24|0)+8>>3];p[j+64>>3]=+p[c+(b*24|0)+16>>3];j=j+72|0;f[j>>2]=f[A>>2];f[j+4>>2]=f[A+4>>2];f[j+8>>2]=f[A+8>>2];f[E>>2]=(f[E>>2]|0)+88}else U4a(D,d,g,i,A);k=k+3|0;d=f[l>>2]|0;e=f[n>>2]|0;c=e}while(k>>>0<((d-e|0)/24|0)>>>0)}if((c|0)!=(d|0))f[l>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0)}else{c=f[E>>2]|0;if((c|0)==(f[q>>2]|0)){V4a(D,C);break}else{p[c>>3]=+p[C>>3];p[c+8>>3]=+p[r>>3];p[c+16>>3]=+p[s>>3];p[c+24>>3]=+p[t>>3];p[c+32>>3]=+p[v>>3];p[c+40>>3]=+p[w>>3];p[c+48>>3]=+p[x>>3];p[c+56>>3]=+p[y>>3];p[c+64>>3]=+p[z>>3];k=c+72|0;f[k>>2]=f[A>>2];f[k+4>>2]=f[A+4>>2];f[k+8>>2]=f[A+8>>2];f[E>>2]=(f[E>>2]|0)+88;break}}while(0);h=h+88|0}while((h|0)!=(B|0));d=f[E>>2]|0;g=f[D>>2]|0;c=g;e=d}if(((d-g|0)/88|0)>>>0>1){W4a(c,e,C);c=f[D>>2]|0;e=f[E>>2]|0}if((c|0)==(e|0)){u=F;return}d=a+4|0;do{X4a(f[d>>2]|0,c);c=c+88|0}while((c|0)!=(e|0));u=F;return}function T4a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0.0,G=0,H=0,I=0.0,J=0.0,K=0.0,L=0;K=+p[b>>3];J=+p[b+8>>3];I=+p[b+16>>3];F=+p[b+24>>3];H=a+24|0;p[H>>3]=F;i=+p[b+32>>3];G=a+32|0;p[G>>3]=i;k=+p[b+40>>3];E=a+40|0;p[E>>3]=k;D=b+48|0;t=a+48|0;p[t>>3]=+p[D>>3];C=b+56|0;n=a+56|0;p[n>>3]=+p[C>>3];B=b+64|0;d=a+64|0;p[d>>3]=+p[B>>3];L=a+72|0;b=b+72|0;f[L>>2]=f[b>>2];f[L+4>>2]=f[b+4>>2];f[L+8>>2]=f[b+8>>2];x=+p[c>>3];w=+p[c+32>>3];v=+p[c+64>>3];s=+p[c+8>>3];r=+p[c+40>>3];q=+p[c+72>>3];l=+p[c+16>>3];j=+p[c+48>>3];h=+p[c+80>>3];A=+p[c+24>>3];z=+p[c+56>>3];y=+p[c+88>>3];u=+p[c+96>>3];o=+p[c+104>>3];g=+p[c+112>>3];e=+p[c+120>>3];m=1.0/(K*A+J*z+I*y+e);p[a>>3]=(x*K+w*J+v*I+u)*m;p[a+8>>3]=(K*s+J*r+I*q+o)*m;p[a+16>>3]=(K*l+J*j+I*h+g)*m;m=1.0/(F*A+i*z+k*y+e);p[H>>3]=(x*F+w*i+v*k+u)*m;p[G>>3]=(F*s+i*r+k*q+o)*m;p[E>>3]=(F*l+i*j+k*h+g)*m;m=+p[D>>3];k=+p[C>>3];i=+p[B>>3];e=1.0/(m*A+k*z+i*y+e);p[t>>3]=(x*m+w*k+v*i+u)*e;p[n>>3]=(m*s+k*r+i*q+o)*e;p[d>>3]=(m*l+k*j+i*h+g)*e;return}function U4a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function V4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=(c-d|0)/88|0;g=i+1|0;l=d;e=c;if(g>>>0>48806446)AMb(a);m=a+8|0;j=((f[m>>2]|0)-d|0)/88|0;k=j<<1;g=j>>>0<24403223?(k>>>0<g>>>0?g:k):48806446;do if(!g)h=0;else if(g>>>0>48806446)vd();else{h=pOb(g*88|0)|0;break}while(0);j=h+(i*88|0)|0;d=j;k=h+(g*88|0)|0;p[j>>3]=+p[b>>3];p[h+(i*88|0)+8>>3]=+p[b+8>>3];p[h+(i*88|0)+16>>3]=+p[b+16>>3];p[h+(i*88|0)+24>>3]=+p[b+24>>3];p[h+(i*88|0)+32>>3]=+p[b+32>>3];p[h+(i*88|0)+40>>3]=+p[b+40>>3];p[h+(i*88|0)+48>>3]=+p[b+48>>3];p[h+(i*88|0)+56>>3]=+p[b+56>>3];p[h+(i*88|0)+64>>3]=+p[b+64>>3];g=h+(i*88|0)+72|0;i=b+72|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];g=j+88|0;if((e|0)!=(l|0)){c=j;do{i=e;e=e+-88|0;p[c+-88>>3]=+p[e>>3];p[c+-80>>3]=+p[i+-80>>3];p[c+-72>>3]=+p[i+-72>>3];p[c+-64>>3]=+p[i+-64>>3];p[c+-56>>3]=+p[i+-56>>3];p[c+-48>>3]=+p[i+-48>>3];p[c+-40>>3]=+p[i+-40>>3];p[c+-32>>3]=+p[i+-32>>3];p[c+-24>>3]=+p[i+-24>>3];j=c+-16|0;i=i+-16|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];c=d+-88|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function W4a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0;w=0;x=u;u=u+2096|0;a:while(1){k=b;l=b+-88|0;m=b+-80|0;o=b+-72|0;q=b+-64|0;r=b+-56|0;s=b+-48|0;g=b+-40|0;h=b+-32|0;i=b+-24|0;j=b+-16|0;d=a;while(1){e=d;f[x+48>>2]=c;f[x+56>>2]=d;f[x+104>>2]=b;f[x+112>>2]=e;f[x+232>>2]=t;f[x+680>>2]=g;f[x+728>>2]=h;f[x+816>>2]=i;f[x+880>>2]=j;f[x+1672>>2]=v;f[x+1720>>2]=k;f[x+1768>>2]=l;f[x+1784>>2]=m;f[x+1808>>2]=o;f[x+1848>>2]=q;f[x+1920>>2]=r;f[x+1976>>2]=s;f[x+2016>>2]=w;f[x+2024>>2]=0;f[x+2028>>2]=0;$4a(x);d=f[x+56>>2]|0;e=f[x+112>>2]|0;t=f[x+232>>2]|0;v=f[x+1672>>2]|0;w=f[x+2016>>2]|0;G=f[x+2024>>2]|0;D=f[x+2028>>2]|0;H=+n[x+2028>>2];f[x+2024>>2]=0;f[x+2028>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((w|0)==44){w=0;W4a(t+88|0,b,c);a=e;b=t;continue}else if((w|0)==45){w=0;if(v){w=46;break}else{a=e;b=t;continue}}}if((w|0)==5){y=+sqb(l);if(!(y<+sqb(e))){u=x;return}L=e+8|0;a=e+16|0;J=+p[e>>3];I=+p[L>>3];F=+p[a>>3];b=e+24|0;d=e+32|0;k=e+40|0;E=+p[b>>3];C=+p[d>>3];B=+p[k>>3];t=e+48|0;c=e+56|0;v=e+64|0;A=+p[t>>3];z=+p[c>>3];y=+p[v>>3];w=e+72|0;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];f[x+8>>2]=f[w+8>>2];K=+p[l>>3];p[l>>3]=J;p[e>>3]=K;K=+p[m>>3];p[m>>3]=+p[L>>3];p[L>>3]=K;K=+p[o>>3];p[o>>3]=+p[a>>3];p[a>>3]=K;K=+p[q>>3];p[q>>3]=+p[b>>3];p[b>>3]=K;K=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=K;K=+p[s>>3];p[s>>3]=+p[k>>3];p[k>>3]=K;K=+p[g>>3];p[g>>3]=+p[t>>3];p[t>>3]=K;p[c>>3]=+p[h>>3];p[v>>3]=+p[i>>3];f[w>>2]=f[j>>2];f[w+4>>2]=f[j+4>>2];f[w+8>>2]=f[j+8>>2];p[l>>3]=J;p[m>>3]=I;p[o>>3]=F;p[q>>3]=E;p[r>>3]=C;p[s>>3]=B;p[g>>3]=A;p[h>>3]=z;p[i>>3]=y;f[j>>2]=f[x>>2];f[j+4>>2]=f[x+4>>2];f[j+8>>2]=f[x+8>>2];u=x;return}else if((w|0)==7){d5a(e,e+88|0,l,c)|0;u=x;return}else if((w|0)==8){e5a(e,e+88|0,e+176|0,l,c)|0;u=x;return}else if((w|0)==9){f5a(e,e+88|0,e+176|0,e+264|0,l,c)|0;u=x;return}else if((w|0)==11){g5a(e,b,c);u=x;return}else if((w|0)==46){u=x;return}}function X4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;h=i+24|0;g=i+12|0;c=i;a=f[a>>2]|0;e=a+140|0;f[e>>2]=(f[e>>2]|0)+1;Y4a(h,b,+p[a+128>>3],+p[a+120>>3]);f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;if(B7a(f[a+136>>2]|0,h,g)|0){d=a+144|0;f[d>>2]=(f[d>>2]|0)+1}else{b=b+72|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];a=a5a(a+148|0,c)|0;b=a+4|0;c=f[b>>2]|0;if((c|0)==(f[a+8>>2]|0))E4a(a,g);else{D4a(c,g);f[b>>2]=(f[b>>2]|0)+12}}a=f[g>>2]|0;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0)){do{c=b+-12|0;f[e>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);b=f[e>>2]|0}}while((b|0)!=(a|0));a=f[g>>2]|0}sOb(a)}c=f[h>>2]|0;if(!c){u=i;return}a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=i;return}function Y4a(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=u;u=u+16|0;h=j;f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;k=ZCb(+p[b>>3]*32767.0)|0;e=ZCb(+p[b+8>>3]*32767.0)|0;g=ZCb((+p[b+16>>3]+c)*d)|0;g=(g|0)<32767?g:32767;f[h>>2]=k;f[h+4>>2]=e;f[h+8>>2]=(g|0)>-32767?g:-32767;g=a+8|0;F4a(a,h);e=f[i>>2]|0;k=f[g>>2]|0;n=ZCb(+p[b+24>>3]*32767.0)|0;m=ZCb(+p[b+32>>3]*32767.0)|0;l=ZCb((+p[b+40>>3]+c)*d)|0;l=(l|0)<32767?l:32767;f[h>>2]=n;f[h+4>>2]=m;f[h+8>>2]=(l|0)>-32767?l:-32767;if(e>>>0<k>>>0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];e=(f[i>>2]|0)+12|0;f[i>>2]=e}else{F4a(a,h);e=f[i>>2]|0}l=ZCb(+p[b+48>>3]*32767.0)|0;m=ZCb(+p[b+56>>3]*32767.0)|0;n=ZCb((+p[b+64>>3]+c)*d)|0;n=(n|0)<32767?n:32767;f[h>>2]=l;f[h+4>>2]=m;f[h+8>>2]=(n|0)>-32767?n:-32767;if(e>>>0<(f[g>>2]|0)>>>0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[i>>2]=(f[i>>2]|0)+12;u=j;return}else{F4a(a,h);u=j;return}}function Z4a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;H=f[a+656>>2]|0;C=f[a+1200>>2]|0;i=f[a+1232>>2]|0;y=f[a+2352>>2]|0;F=f[a+3104>>2]|0;a:{b:while(1){G=H;g=f[(G+16|0)>>2]|0;c:do if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&i;else if(g>>>0>i>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;d=f[(f[(G+12|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){if(!((g+-1|0)&g))while(1){D=f[d+4>>2]|0;e=(D|0)==(i|0);if(!(e|(D&(g+-1|0)|0)==(h|0)))break c;if(e)if((f[d+8>>2]|0)==(i|0)){D=d;break b}d=f[d>>2]|0;if(!d)break c}do{e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(i|0)){D=d;break b}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0))break c}d=f[d>>2]|0}while((d|0)!=0)}}}while(0);H=f[H>>2]|0;if(!H){f[a+3144>>2]=2;f[a+3148>>2]=8;break a}}r=f[G+8>>2]|0;r=Kkb(DSa(y)|0,r)|0;g=f[(C+392|0)>>2]|0;d:do if(!g)A=0;else{if(!((g+-1|0)&g))h=(g+-1|0)&i;else if(g>>>0>i>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;d=f[(f[(C+388|0)>>2]|0)+(h<<2)>>2]|0;if(!d)A=0;else{d=f[d>>2]|0;if(!d)A=0;else{if(!((g+-1|0)&g))while(1){A=f[d+4>>2]|0;e=(A|0)==(i|0);if(!(e|(A&(g+-1|0)|0)==(h|0))){A=0;break d}if(e)if((f[d+8>>2]|0)==(i|0)){A=d;break d}d=f[d>>2]|0;if(!d){A=0;break d}}while(1){e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(i|0)){A=d;break d}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0)){A=0;break d}}d=f[d>>2]|0;if(!d){A=0;break}}}}}while(0);do{d=1;if(d){d=0;if(!r)F=402;else d=1}if(d)if(1){u=1;if(u){u=0;if(!(b[G+44>>0]|0)){s=A+12|0;d=f[s>>2]|0;t=A+16|0;q=f[t>>2]|0;if((d|0)==(q|0)){c=pOb(8)|0;f[(a+8|0)>>2]=c;f[(a+8|0)+8>>2]=c+8|0;f[c>>2]=0;f[c+4>>2]=-1;f[((a+8|0)+4|0)>>2]=c+8|0;c=f[D+12>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,a+8|0);c=f[(a+8|0)>>2]|0;if(c|0){d=f[((a+8|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+8|0)+4|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}break}p=0;while(1){if(!(b[(r+15|0)>>0]|0))F=345;else if(FSa(y,d,b[(r+14|0)>>0]|0)|0)F=345;else F=385;e:do if((F|0)==345){F=0;l=f[d>>2]|0;m=f[d+4>>2]|0;i=f[(r+36|0)>>2]|0;f:do if(!i)e=0;else{if(!((i+-1|0)&i))e=(m+-1640531527+(l<<6)+(l>>>2)^l)&(i+-1|0);else if((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0<i>>>0)e=m+-1640531527+(l<<6)+(l>>>2)^l;else e=((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0)%(i>>>0)|0;g=f[(f[(r+32|0)>>2]|0)+(e<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){if(!((i+-1|0)&i))while(1){o=f[g+4>>2]|0;if(!((o|0)==(m+-1640531527+(l<<6)+(l>>>2)^l|0)|(o&(i+-1|0)|0)==(e|0)))break f;if((f[g+8>>2]|0)==(l|0))if((f[g+12>>2]|0)==(m|0)){F=385;break e}g=f[g>>2]|0;if(!g)break f}do{h=f[g+4>>2]|0;if((h|0)!=(m+-1640531527+(l<<6)+(l>>>2)^l|0)){if(h>>>0>=i>>>0)h=(h>>>0)%(i>>>0)|0;if((h|0)!=(e|0))break f}if((f[g+8>>2]|0)==(l|0))if((f[g+12>>2]|0)==(m|0)){F=385;break e}g=f[g>>2]|0}while((g|0)!=0)}}}while(0);o=pOb(16)|0;g=d;h=f[g+4>>2]|0;f[(o+8|0)>>2]=f[g>>2];f[(o+8|0)+4>>2]=h;f[o+4>>2]=m+-1640531527+(l<<6)+(l>>>2)^l;f[o>>2]=0;j=+(((f[(r+44|0)>>2]|0)+1|0)>>>0);k=+n[(r+48|0)>>2];do if((i|0)==0|k*+(i>>>0)<j){e=~~+W(+(j/k))>>>0;vza(r+32|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<e>>>0?e:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);e=f[(r+36|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(m+-1640531527+(l<<6)+(l>>>2)^l);break}if((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0<e>>>0){h=e;e=m+-1640531527+(l<<6)+(l>>>2)^l}else{h=e;e=((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0)%(e>>>0)|0}}else h=i;while(0);e=(f[(r+32|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[o>>2]=f[(r+40|0)>>2];f[(r+40|0)>>2]=o;f[e>>2]=r+40|0;e=f[o>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;do if(!(g&h))e=e&g;else{if(e>>>0<h>>>0)break;e=(e>>>0)%(h>>>0)|0}while(0);v=(f[(r+32|0)>>2]|0)+(e<<2)|0;F=377}}else{f[o>>2]=f[g>>2];v=g;F=377}if((F|0)==377){F=0;f[v>>2]=o}f[(r+44|0)>>2]=(f[(r+44|0)>>2]|0)+1;KRa(a+8|0,y,d);e=f[(a+8|0)>>2]|0;if(!e)F=381;else if((f[(e+200|0)>>2]&-268435456|0)==0&0==0)if(!(f[e+196>>2]&33554456))F=381;else x=25;else x=25;if((F|0)==381){F=0;x=0}e=f[((a+8|0)+4|0)>>2]|0;if(e|0)iOb(e);if((x&31)==25)F=385;else w=p}while(0);if((F|0)==385){F=0;w=d;f[w>>2]=0;f[w+4>>2]=-1;w=1}d=d+8|0;if((d|0)==(q|0))break;else p=w}g:do if(w){e=f[s>>2]|0;d=f[t>>2]|0;h:do if((e|0)!=(d|0))while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1)break h;e=e+8|0;if((e|0)==(d|0))break g}while(0);if((e|0)!=(d|0)){g=e+8|0;if((g|0)==(d|0))c=e;else{h=e;i=e;while(1){if(!(f[g>>2]|0))if((f[i+12>>2]|0)==-1){c=h;z=e}else F=396;else F=396;if((F|0)==396){F=0;y=g;c=f[y+4>>2]|0;z=e;f[z>>2]=f[y>>2];f[z+4>>2]=c;z=e+8|0;c=z}e=g+8|0;if((e|0)==(d|0))break;else{i=g;g=e;h=c;e=z}}d=f[t>>2]|0}if((d|0)!=(c|0))f[t>>2]=d+(~((d+-8-c|0)>>>3)<<3)}}while(0);z=f[D+12>>2]|0;oh[f[(f[z>>2]|0)+8>>2]&1023](z,s)}else u=1}if(u)if(1)F=402}}while(0);if((F|0)==402){z=f[D+12>>2]|0;oh[f[(f[z>>2]|0)+12>>2]&1023](z,a+8|0)}e=f[(C+392|0)>>2]|0;c=f[A+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(C+388|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(A|0))break;else i=c}if((i|0)==(C+396|0))F=416;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))B=A;else F=416}do if((F|0)==416){c=f[A>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){B=A;break}}f[d>>2]=0;B=A}while(0);c=f[B>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(C+388|0)>>2]|0)+(d<<2)>>2]=i;c=f[A>>2]|0}}f[i>>2]=c;f[B>>2]=0;f[(C+400|0)>>2]=(f[(C+400|0)>>2]|0)+-1;if(A|0){c=f[A+12>>2]|0;if(c|0){d=A+16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}sOb(A)}e=f[(G+16|0)>>2]|0;c=f[D+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(G+12|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(D|0))break;else i=c}if((i|0)==(G+20|0))F=449;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))E=D;else F=449}do if((F|0)==449){c=f[D>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){E=D;break}}f[d>>2]=0;E=D}while(0);c=f[E>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(G+12|0)>>2]|0)+(d<<2)>>2]=i;c=f[D>>2]|0}}f[i>>2]=c;f[E>>2]=0;f[(G+24|0)>>2]=(f[(G+24|0)>>2]|0)+-1;G=D+12|0;c=f[G>>2]|0;f[G>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(D)}f[a+656>>2]=H;f[a+3104>>2]=F}function _4a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;o=f[a+48>>2]|0;B=f[a+1200>>2]|0;v=f[a+1232>>2]|0;w=f[a+2352>>2]|0;x=f[a+3104>>2]|0;C=f[a+3112>>2]|0;u=f[a+3120>>2]|0;a:{if(C){C=0;switch(u|0){case 16:{g=f[(B+280|0)>>2]|0;b:do if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&v;else if(g>>>0>v>>>0)h=v;else h=(v>>>0)%(g>>>0)|0;d=f[(f[(B+276|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){c:do if(!((g+-1|0)&g))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(g+-1|0)|0)==(h|0)))break b;if(e)if((f[d+8>>2]|0)==(v|0)){k=d;break c}d=f[d>>2]|0;if(!d)break b}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){k=d;break c}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0))break b}d=f[d>>2]|0;if(!d)break b}while(0);h=i1a(B+408|0,a)|0;l=k+12|0;g=f[l>>2]|0;d=f[(f[g>>2]|0)+8>>2]|0;f[(a+8|0)>>2]=f[h>>2];f[(a+8|0)+4>>2]=f[h+4>>2];f[(a+8|0)+8>>2]=f[h+8>>2];f[(a+8|0)+12>>2]=f[h+12>>2];f[(a+8|0)+16>>2]=f[h+16>>2];f[(a+8|0)+20>>2]=f[h+20>>2];oh[d&1023](g,a+8|0);g=f[(B+280|0)>>2]|0;d=f[k+4>>2]|0;h=((g+-1|0)&g|0)==0;if(h)i=(g+-1|0)&d;else if(d>>>0<g>>>0)i=d;else i=(d>>>0)%(g>>>0)|0;e=(f[(B+276|0)>>2]|0)+(i<<2)|0;j=f[e>>2]|0;while(1){d=f[j>>2]|0;if((d|0)==(k|0))break;else j=d}if((j|0)==(B+284|0))x=104;else{d=f[j+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0))m=k;else x=104}do if((x|0)==104){d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0)){m=k;break}}f[e>>2]=0;m=k}while(0);d=f[m>>2]|0;if(d){e=f[d+4>>2]|0;if(h)e=e&(g+-1|0);else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){f[(f[(B+276|0)>>2]|0)+(e<<2)>>2]=j;d=f[k>>2]|0}}f[j>>2]=d;f[m>>2]=0;f[(B+288|0)>>2]=(f[(B+288|0)>>2]|0)+-1;d=f[l>>2]|0;f[l>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(k)}}}while(0);j1a(B+408|0,a)|0;break}default:C=1}}if(C){C=0;switch(u|0){case 12:{g=f[(B+260|0)>>2]|0;if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&v;else if(g>>>0>v>>>0)h=v;else h=(v>>>0)%(g>>>0)|0;d=f[(f[(B+256|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){d:do if(!((g+-1|0)&g))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(g+-1|0)|0)==(h|0))){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}if(e)if((f[d+8>>2]|0)==(v|0)){k=d;break d}d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){k=d;break d}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0)){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}while(0);l=k+12|0;g=f[l>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,a+8|0);g=f[(B+260|0)>>2]|0;d=f[k+4>>2]|0;h=((g+-1|0)&g|0)==0;if(h)i=(g+-1|0)&d;else if(d>>>0<g>>>0)i=d;else i=(d>>>0)%(g>>>0)|0;e=(f[(B+256|0)>>2]|0)+(i<<2)|0;j=f[e>>2]|0;while(1){d=f[j>>2]|0;if((d|0)==(k|0))break;else j=d}if((j|0)==(B+264|0))x=153;else{d=f[j+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0))n=k;else x=153}do if((x|0)==153){d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0)){n=k;break}}f[e>>2]=0;n=k}while(0);d=f[n>>2]|0;if(d){e=f[d+4>>2]|0;if(h)e=e&(g+-1|0);else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){f[(f[(B+256|0)>>2]|0)+(e<<2)>>2]=j;d=f[k>>2]|0}}f[j>>2]=d;f[n>>2]=0;f[(B+268|0)>>2]=(f[(B+268|0)>>2]|0)+-1;d=f[l>>2]|0;f[l>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(k)}}}break}default:C=1}}if(C){C=0;switch(u|0){case 18:{i=zQa(w)|0;e=f[(B+316|0)>>2]|0;f[(B+316|0)>>2]=0;f[(a+8|0)>>2]=e;h=f[(B+320|0)>>2]|0;f[(B+320|0)>>2]=0;f[((a+8|0)+4|0)>>2]=h;d=f[(B+324|0)>>2]|0;f[(B+324|0)>>2]=0;f[((a+8|0)+8|0)>>2]=d;p=f[(B+328|0)>>2]|0;f[(B+328|0)>>2]=0;f[((a+8|0)+12|0)>>2]=p;n=f[(B+332|0)>>2]|0;f[(B+332|0)>>2]=1065353216;f[(a+8|0)+16>>2]=n;if(p|0){d=f[d+4>>2]|0;if(!((h+-1|0)&h))d=d&(h+-1|0);else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[e+(d<<2)>>2]=(a+8|0)+8|0}e:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&v;else if(h>>>0>v>>>0)g=v;else g=(v>>>0)%(h>>>0)|0;d=f[(f[(a+8|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){f:do if(!((h+-1|0)&h))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(h+-1|0)|0)==(g|0)))break e;if(e)if((f[d+8>>2]|0)==(v|0)){p=d;break f}d=f[d>>2]|0;if(!d)break e}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){p=d;break f}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break e}d=f[d>>2]|0;if(!d)break e}while(0);d=Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0;x=Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0;I$a(f[(o+4|0)>>2]|0,o,x);if(!x)f[o+12>>2]=0;n=p+16|0;m=p+36|0;MQa(w,i,f[p+20>>2]|0,f[n>>2]|0,f[p+40>>2]|0,f[m>>2]|0,d);o=p+12|0;h=f[o>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,a+4|0);h=f[p>>2]|0;j=f[((a+8|0)+4|0)>>2]|0;d=f[p+4>>2]|0;k=((j+-1|0)&j|0)==0;if(k)l=(j+-1|0)&d;else if(d>>>0<j>>>0)l=d;else l=(d>>>0)%(j>>>0)|0;g=(f[(a+8|0)>>2]|0)+(l<<2)|0;i=f[g>>2]|0;while(1){d=f[i>>2]|0;if((d|0)==(p|0))break;else i=d}if((i|0)==((a+8|0)+8|0|0))x=208;else{d=f[i+4>>2]|0;if(k)d=d&(j+-1|0);else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(l|0)){q=h;x=216}else x=208}do if((x|0)==208){if(h|0){d=f[h+4>>2]|0;if(k)e=d&(j+-1|0);else if(d>>>0<j>>>0)e=d;else e=(d>>>0)%(j>>>0)|0;if((e|0)==(l|0)){t=h;r=d;x=218;break}}f[g>>2]=0;q=f[p>>2]|0;x=216}while(0);if((x|0)==216){d=q;if(!q)s=d;else{t=d;r=f[q+4>>2]|0;x=218}}if((x|0)==218){if(k)d=r&(j+-1|0);else if(r>>>0<j>>>0)d=r;else d=(r>>>0)%(j>>>0)|0;if((d|0)==(l|0))s=t;else{f[(f[(a+8|0)>>2]|0)+(d<<2)>>2]=i;s=f[p>>2]|0}}f[i>>2]=s;f[p>>2]=0;f[((a+8|0)+12|0)>>2]=(f[((a+8|0)+12|0)>>2]|0)+-1;g=p+44|0;d=f[g>>2]|0;h=p+48|0;if((d|0)==(f[h>>2]|0)){e=f[m>>2]|0;if(e){tOb(e);d=f[g>>2]|0}}if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}g=p+24|0;d=f[g>>2]|0;h=p+28|0;if((d|0)==(f[h>>2]|0)){e=f[n>>2]|0;if(e){tOb(e);d=f[g>>2]|0}}if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}d=f[o>>2]|0;f[o>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(p)}}}while(0);d=f[((a+8|0)+8|0)>>2]|0;if(d){do{t=f[d+12>>2]|0;oh[f[(f[t>>2]|0)+16>>2]&1023](t,1);d=f[d>>2]|0}while((d|0)!=0);d=f[((a+8|0)+8|0)>>2]|0}MYa(d);d=f[(a+8|0)>>2]|0;f[(a+8|0)>>2]=0;if(d|0)sOb(d);break}default:C=1}}if(C){C=0;switch(u|0){case 13:{d=f[B+364>>2]|0;if(d|0){while(1){e=d;if((f[e+36>>2]|0)==(v|0))break;d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}if(b[e+44>>0]|0){B=f[e+32>>2]|0;oh[f[(f[B>>2]|0)+12>>2]&1023](B,a+8|0);f[a+3152>>2]=2;f[a+3156>>2]=12;break a}t=f[e+8>>2]|0;f[(a+8|0)>>2]=t;t=(Kkb(DSa(w)|0,t)|0)==0;d=f[e+32>>2]|0;if(t)oh[f[(f[d>>2]|0)+12>>2]&1023](d,a+4|0);else oh[f[(f[d>>2]|0)+8>>2]&1023](d,a+8|0)}break}default:C=1}}if(C){C=0;switch(u|0){case 15:{d=f[B+364>>2]|0;if(d|0){m=d;while(1){n=m;if((f[n+40>>2]|0)==(v|0))break;d=f[m>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}else m=d}zkb(w,f[n+8>>2]|0);i=f[n>>2]|0;k=f[B+360>>2]|0;d=f[n+4>>2]|0;l=((k+-1|0)&k|0)==0;if(l)d=(k+-1|0)&d;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;h=(f[(B+356|0)>>2]|0)+(d<<2)|0;j=f[h>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(n|0))break;else j=e}if((j|0)==(B+364|0))x=270;else{e=f[j+4>>2]|0;if(l)e=e&(k+-1|0);else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0)){y=i;x=278}else x=270}do if((x|0)==270){if(i|0){e=f[i+4>>2]|0;if(l)g=e&(k+-1|0);else if(e>>>0<k>>>0)g=e;else g=(e>>>0)%(k>>>0)|0;if((g|0)==(d|0)){A=i;c=e;x=280;break}}f[h>>2]=0;y=f[n>>2]|0;x=278}while(0);if((x|0)==278){e=y;if(!y)z=e;else{A=e;c=f[y+4>>2]|0;x=280}}if((x|0)==280){if(l)c=c&(k+-1|0);else if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)==(d|0))z=A;else{f[(f[(B+356|0)>>2]|0)+(c<<2)>>2]=j;z=f[m>>2]|0}}f[j>>2]=z;f[n>>2]=0;f[(B+368|0)>>2]=(f[(B+368|0)>>2]|0)+-1;c=f[(n+32|0)>>2]|0;f[(n+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[n+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(n+12|0)>>2]|0;f[(n+12|0)>>2]=0;if(c|0)sOb(c);sOb(m)}break}default:C=1}}}f[a+3104>>2]=x;f[a+3112>>2]=C}function $4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0.0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;z=f[a+48>>2]|0;w=f[a+56>>2]|0;x=f[a+104>>2]|0;y=f[a+112>>2]|0;c=f[a+232>>2]|0;k=f[a+680>>2]|0;l=f[a+728>>2]|0;m=f[a+816>>2]|0;n=f[a+880>>2]|0;A=f[a+1672>>2]|0;B=f[a+1720>>2]|0;o=f[a+1768>>2]|0;q=f[a+1784>>2]|0;r=f[a+1808>>2]|0;t=f[a+1848>>2]|0;u=f[a+1920>>2]|0;v=f[a+1976>>2]|0;C=f[a+2016>>2]|0;a:{b:while(1){i=y;switch((B-i|0|0)/88|0|0){case 2:{C=5;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 3:{C=7;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 4:{C=8;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 5:{C=9;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 1:case 0:{C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}default:{}}if((B-i|0|0)<616){C=11;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}h=y+((((B-i|0)>>>0)/176|0)*88|0)|0;if((B-i|0|0)>87912)e=f5a(y,y+((((B-i|0)>>>0)/352|0)*88|0)|0,h,h+((((B-i|0)>>>0)/352|0)*88|0)|0,o,z)|0;else e=d5a(y,h,o,z)|0;D=+sqb(y);if(D<+sqb(h)){d=o;b=e;break}else j=o;while(1){s=j+-88|0;if((y|0)==(s|0))break;D=+sqb(s);if(D<+sqb(h)){C=29;break b}else j=s}e=y+88|0;D=+sqb(y);if(!(D<+sqb(o))){if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}while(1){D=+sqb(y);if(D<+sqb(e))break;e=e+88|0;if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}}S=e+8|0;R=e+16|0;L=+p[e>>3];K=+p[S>>3];J=+p[R>>3];Q=e+24|0;P=e+32|0;O=e+40|0;I=+p[Q>>3];H=+p[P>>3];G=+p[O>>3];M=e+48|0;g=e+56|0;h=e+64|0;F=+p[M>>3];E=+p[g>>3];D=+p[h>>3];i=e+72|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];N=+p[o>>3];p[o>>3]=L;p[e>>3]=N;N=+p[q>>3];p[q>>3]=+p[S>>3];p[S>>3]=N;N=+p[r>>3];p[r>>3]=+p[R>>3];p[R>>3]=N;N=+p[t>>3];p[t>>3]=+p[Q>>3];p[Q>>3]=N;N=+p[u>>3];p[u>>3]=+p[P>>3];p[P>>3]=N;N=+p[v>>3];p[v>>3]=+p[O>>3];p[O>>3]=N;N=+p[k>>3];p[k>>3]=+p[M>>3];p[M>>3]=N;p[g>>3]=+p[l>>3];p[h>>3]=+p[m>>3];f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];p[o>>3]=L;p[q>>3]=K;p[r>>3]=J;p[t>>3]=I;p[u>>3]=H;p[v>>3]=G;p[k>>3]=F;p[l>>3]=E;p[m>>3]=D;f[n>>2]=f[a>>2];f[n+4>>2]=f[a+4>>2];f[n+8>>2]=f[a+8>>2];e=e+88|0}if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}else g=o;while(1){while(1){N=+sqb(y);i=e+88|0;if(N<+sqb(e))break;else e=i}while(1){h=g+-88|0;N=+sqb(y);if(N<+sqb(h))g=h;else break}if(e>>>0>=h>>>0){y=e;continue b}M=e+8|0;O=e+16|0;E=+p[e>>3];F=+p[M>>3];G=+p[O>>3];P=e+24|0;Q=e+32|0;R=e+40|0;H=+p[P>>3];I=+p[Q>>3];J=+p[R>>3];S=e+48|0;W=e+56|0;V=e+64|0;K=+p[S>>3];L=+p[W>>3];N=+p[V>>3];U=e+72|0;f[a>>2]=f[U>>2];f[a+4>>2]=f[U+4>>2];f[a+8>>2]=f[U+8>>2];D=+p[h>>3];p[h>>3]=E;p[e>>3]=D;T=g+-80|0;D=+p[T>>3];p[T>>3]=+p[M>>3];p[M>>3]=D;M=g+-72|0;D=+p[M>>3];p[M>>3]=+p[O>>3];p[O>>3]=D;O=g+-64|0;D=+p[O>>3];p[O>>3]=+p[P>>3];p[P>>3]=D;P=g+-56|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=g+-48|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=g+-40|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=g+-32|0;p[W>>3]=+p[S>>3];e=g+-24|0;p[V>>3]=+p[e>>3];g=g+-16|0;f[U>>2]=f[g>>2];f[U+4>>2]=f[g+4>>2];f[U+8>>2]=f[g+8>>2];p[h>>3]=E;p[T>>3]=F;p[M>>3]=G;p[O>>3]=H;p[P>>3]=I;p[Q>>3]=J;p[R>>3]=K;p[S>>3]=L;p[e>>3]=N;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];g=h;e=i}}if((C|0)==29){C=0;R=y+8|0;S=y+16|0;E=+p[y>>3];F=+p[R>>3];G=+p[S>>3];T=y+24|0;U=y+32|0;V=y+40|0;H=+p[T>>3];I=+p[U>>3];J=+p[V>>3];W=y+48|0;b=y+56|0;d=y+64|0;K=+p[W>>3];L=+p[b>>3];N=+p[d>>3];P=y+72|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];D=+p[s>>3];p[s>>3]=E;p[y>>3]=D;Q=j+-80|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=j+-72|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=j+-64|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=j+-56|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=j+-48|0;D=+p[U>>3];p[U>>3]=+p[V>>3];p[V>>3]=D;V=j+-40|0;D=+p[V>>3];p[V>>3]=+p[W>>3];p[W>>3]=D;W=j+-32|0;p[b>>3]=+p[W>>3];b=j+-24|0;p[d>>3]=+p[b>>3];d=j+-16|0;f[P>>2]=f[d>>2];f[P+4>>2]=f[d+4>>2];f[P+8>>2]=f[d+8>>2];p[s>>3]=E;p[Q>>3]=F;p[R>>3]=G;p[S>>3]=H;p[T>>3]=I;p[U>>3]=J;p[V>>3]=K;p[W>>3]=L;p[b>>3]=N;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];d=s;b=e+1|0}c=y+88|0;c:do if(c>>>0<d>>>0)while(1){while(1){N=+sqb(c);g=c+88|0;if(N<+sqb(h))c=g;else break}while(1){e=d+-88|0;N=+sqb(e);if(N<+sqb(h))break;else d=e}if(c>>>0>e>>>0){d=h;break c}Q=c+8|0;R=c+16|0;E=+p[c>>3];F=+p[Q>>3];G=+p[R>>3];S=c+24|0;T=c+32|0;U=c+40|0;H=+p[S>>3];I=+p[T>>3];J=+p[U>>3];V=c+48|0;W=c+56|0;M=c+64|0;K=+p[V>>3];L=+p[W>>3];N=+p[M>>3];O=c+72|0;f[a>>2]=f[O>>2];f[a+4>>2]=f[O+4>>2];f[a+8>>2]=f[O+8>>2];D=+p[e>>3];p[e>>3]=E;p[c>>3]=D;P=d+-80|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=d+-72|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=d+-64|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=d+-56|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=d+-48|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=d+-40|0;D=+p[U>>3];p[U>>3]=+p[V>>3];p[V>>3]=D;V=d+-32|0;p[W>>3]=+p[V>>3];W=d+-24|0;p[M>>3]=+p[W>>3];d=d+-16|0;f[O>>2]=f[d>>2];f[O+4>>2]=f[d+4>>2];f[O+8>>2]=f[d+8>>2];p[e>>3]=E;p[P>>3]=F;p[Q>>3]=G;p[R>>3]=H;p[S>>3]=I;p[T>>3]=J;p[U>>3]=K;p[V>>3]=L;p[W>>3]=N;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];h=(h|0)==(c|0)?e:h;d=e;c=g;b=b+1|0}else d=h;while(0);if((c|0)!=(d|0)){N=+sqb(d);if(N<+sqb(c)){P=c+8|0;Q=c+16|0;E=+p[c>>3];F=+p[P>>3];G=+p[Q>>3];R=c+24|0;S=c+32|0;T=c+40|0;H=+p[R>>3];I=+p[S>>3];J=+p[T>>3];U=c+48|0;V=c+56|0;W=c+64|0;K=+p[U>>3];L=+p[V>>3];N=+p[W>>3];M=c+72|0;f[a>>2]=f[M>>2];f[a+4>>2]=f[M+4>>2];f[a+8>>2]=f[M+8>>2];D=+p[d>>3];p[d>>3]=E;p[c>>3]=D;O=d+8|0;D=+p[O>>3];p[O>>3]=+p[P>>3];p[P>>3]=D;P=d+16|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=d+24|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=d+32|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=d+40|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=d+48|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=d+56|0;p[V>>3]=+p[U>>3];V=d+64|0;p[W>>3]=+p[V>>3];W=d+72|0;f[M>>2]=f[W>>2];f[M+4>>2]=f[W+4>>2];f[M+8>>2]=f[W+8>>2];p[d>>3]=E;p[O>>3]=F;p[P>>3]=G;p[Q>>3]=H;p[R>>3]=I;p[S>>3]=J;p[T>>3]=K;p[U>>3]=L;p[V>>3]=N;f[W>>2]=f[a>>2];f[W+4>>2]=f[a+4>>2];f[W+8>>2]=f[a+8>>2];b=b+1|0}}if(!b){A=h5a(y,c,z)|0;b=c+88|0;if(h5a(b,x,z)|0){C=45;f[a+2024>>2]=1;break a}if(A){w=b;f[a+2024>>2]=3;break a}}W=c;if(((W-i|0)/88|0|0)>=((B-W|0)/88|0|0)){C=44;f[a+2024>>2]=1;break a}W4a(y,c,z);w=c+88|0}f[a+56>>2]=w;f[a+112>>2]=y;f[a+232>>2]=c;f[a+1672>>2]=A;f[a+2016>>2]=C}
+function sua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);uJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function tua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34848;mma(d,b,c,0);return}function uua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function vua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&67108864|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function wua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;r=s+12|0;o=s;n=(Bla()|0)+244|0;n=f[n>>2]|0;g=f[b>>2]|0;q=b+4|0;e=f[q>>2]|0;h=g+(e<<3)|0;f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=o+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(o);k=pOb(a)|0;f[p>>2]=k;f[o>>2]=k;a=k+(d<<3)|0;m=o+8|0;f[m>>2]=a;l=k;if(!e){i=m;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){g=a;i=f[g+4>>2]|0;j=d;f[j>>2]=f[g>>2];f[j+4>>2]=i;a=a+8|0;j=e+8|0;f[p>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=m;g=k;e=j;h=l;d=j;a=f[m>>2]|0}}f[r>>2]=(g|0)==(e|0)?0:g;f[r+4>>2]=e-g>>3;g=r+12|0;f[r+8>>2]=h;f[g>>2]=d;f[r+16>>2]=a;f[i>>2]=0;f[p>>2]=0;f[o>>2]=0;n$a(n,r,16,c);d=r+8|0;a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){e=f[r>>2]|0;if(e){tOb(e);a=f[d>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[o>>2]|0;if(a|0){d=f[p>>2]|0;if((d|0)!=(a|0))f[p>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}if(!(f[q>>2]|0)){u=s;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;d=f[b>>2]|0;q=f[q>>2]|0;g=d+(q<<3)|0;if(q|0){h=r+4|0;a=1;do{LRa(r,j,d);e=f[r>>2]|0;if(e){q=e+200|0;a=a&((f[q>>2]&-268435456|0)!=0|0!=0);vJa(e,c)}e=f[h>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(g|0));if(!a){c=DSa(j)|0;Jkb(c,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=s;return}}u9a(f[i+240>>2]|0);u=s;return}function xua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34880;mma(d,b,c,0);return}function yua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function zua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&32|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Aua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;r=s+12|0;o=s;n=(Bla()|0)+244|0;n=f[n>>2]|0;g=f[b>>2]|0;q=b+4|0;e=f[q>>2]|0;h=g+(e<<3)|0;f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=o+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(o);k=pOb(a)|0;f[p>>2]=k;f[o>>2]=k;a=k+(d<<3)|0;m=o+8|0;f[m>>2]=a;l=k;if(!e){i=m;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){g=a;i=f[g+4>>2]|0;j=d;f[j>>2]=f[g>>2];f[j+4>>2]=i;a=a+8|0;j=e+8|0;f[p>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=m;g=k;e=j;h=l;d=j;a=f[m>>2]|0}}f[r>>2]=(g|0)==(e|0)?0:g;f[r+4>>2]=e-g>>3;g=r+12|0;f[r+8>>2]=h;f[g>>2]=d;f[r+16>>2]=a;f[i>>2]=0;f[p>>2]=0;f[o>>2]=0;n$a(n,r,32,c);d=r+8|0;a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){e=f[r>>2]|0;if(e){tOb(e);a=f[d>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[o>>2]|0;if(a|0){d=f[p>>2]|0;if((d|0)!=(a|0))f[p>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}if(!(f[q>>2]|0)){u=s;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;d=f[b>>2]|0;q=f[q>>2]|0;g=d+(q<<3)|0;if(!q){u=s;return}h=r+4|0;a=1;do{LRa(r,j,d);e=f[r>>2]|0;if(e){q=e+200|0;a=a&((f[q>>2]&-268435456|0)!=0|0!=0);xJa(e,c)}e=f[h>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(g|0));if(a){u=s;return}c=DSa(j)|0;Jkb(c,f[i+244>>2]|0);u=s;return}function Bua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34912;mma(d,b,c,0);return}function Cua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Dua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&64|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Eua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);yJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function Fua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34944;mma(d,b,c,0);return}function Gua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&8192|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Iua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);zJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){s9a(a);u=k;return}}u9a(a);u=k;return}function Jua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34976;mma(d,b,c,0);return}function Kua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&16384|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Mua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);AJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){Y8a(a);u=k;return}}u9a(a);u=k;return}function Nua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35008;mma(d,b,c,0);return}function Oua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&32768|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Qua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;g=i;a=b+4|0;if(!(f[a>>2]|0)){u=i;return}h=(Bla()|0)+232|0;h=f[h>>2]|0;ySa(h)|0;b=f[b>>2]|0;e=f[a>>2]|0;d=b+(e<<3)|0;if(!e){u=i;return}e=g+4|0;do{LRa(g,h,b);a=f[g>>2]|0;if(a|0)BJa(a,c);a=f[e>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(d|0));u=i;return}function Rua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35040;mma(d,b,c,0);return}function Sua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Tua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&65536|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Uua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r+12|0;q=r;k=Bla()|0;l=f[k+232>>2]|0;o=f[k+244>>2]|0;a=f[b>>2]|0;m=b+4|0;j=f[m>>2]|0;h=a+(j<<3)|0;if(!j){a=f[k+240>>2]|0;n=10}else{i=c?7:0;j=p+4|0;d=1;while(1){LRa(p,l,a);e=f[p>>2]|0;if(!(f[e+4>>2]|0))g=d;else{g=e+200|0;g=d&((f[g>>2]&-268435456|0)!=0|0!=0)}IJa(e,i);d=f[j>>2]|0;if(d|0)iOb(d);a=a+8|0;if((a|0)==(h|0))break;else d=g}a=f[k+240>>2]|0;if(g)n=10;else{Jkb(DSa(l)|0,o);Y8a(a)}}if((n|0)==10)u9a(a);g=f[b>>2]|0;e=f[m>>2]|0;h=g+(e<<3)|0;f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=q+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(q);k=pOb(a)|0;f[m>>2]=k;f[q>>2]=k;a=k+(d<<3)|0;b=q+8|0;f[b>>2]=a;l=k;if(!e){i=b;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){i=a;n=f[i+4>>2]|0;j=d;f[j>>2]=f[i>>2];f[j+4>>2]=n;a=a+8|0;j=e+8|0;f[m>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=b;g=k;e=j;h=l;d=j;a=f[b>>2]|0}}f[p>>2]=(g|0)==(e|0)?0:g;f[p+4>>2]=e-g>>3;g=p+12|0;f[p+8>>2]=h;f[g>>2]=d;f[p+16>>2]=a;f[i>>2]=0;f[m>>2]=0;f[q>>2]=0;n$a(o,p,8,c);e=p+8|0;a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){d=f[p>>2]|0;if(d){tOb(d);a=f[e>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[q>>2]|0;if(!a){u=r;return}d=f[m>>2]|0;if((d|0)!=(a|0))f[m>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a);u=r;return}function Vua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35072;mma(d,b,c,0);return}function Wua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Xua(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&56)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Yua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;g=a+(i<<3)|0;if(!i)a=f[k+240>>2]|0;else{h=j+4|0;i=(c&1)<<7;b=0;d=1;e=a;do{LRa(j,l,e);a=f[j>>2]|0;if(a){n=a+200|0;d=d&((f[n>>2]&-268435456|0)!=0|0!=0);n=a+196|0;a=f[n>>2]|0;f[n>>2]=i|a&134217087|a&-134217728|512;b=b|(a&128|0)!=0}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));a=f[k+240>>2]|0;if(!d)if(b^1|c){r9a(a);u=m;return}else{s9a(a);u=m;return}}u9a(a);u=m;return}function Zua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=c+4|0;oB(i,f[h>>2]|0);b=f[c>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){KRa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&128|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function _ua(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=u;u=u+16|0;e=g;if(d>>>0<3){e=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=h;f[e>>2]=35104;f[e+8>>2]=d;mma(e,b,c,0);u=g;return}a=f[a>>2]|0;h=f[(f[a>>2]|0)+12>>2]|0;f[e>>2]=0;c=e+4|0;f[c>>2]=0;f[e+8>>2]=0;oh[h&1023](a,e);a=f[e>>2]|0;if(a|0){b=f[c>>2]|0;if((b|0)!=(a|0))f[c>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}u=g;return}function $ua(a){a=a|0;var b=0;f[a>>2]=35136;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ava(a){a=a|0;var b=0,c=0;f[a>>2]=35136;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function bva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+32|0;l=r+16|0;m=r+8|0;n=r;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[l>>2]=0;q=l+4|0;f[q>>2]=0;f[l+8>>2]=0;c=f[b>>2]|0;k=f[b+4>>2]|0;e=c+(k<<3)|0;if(k|0){g=n+4|0;h=l+8|0;i=m+4|0;j=n+4|0;k=a+8|0;do{ARa(m,o,c);b=f[m>>2]|0;if(!b){b=0;p=16}else{s=f[k>>2]|0;d=f[b+72+(s<<3)>>2]|0;b=f[b+72+(s<<3)+4>>2]|0;if(!b)b=0;else gOb(b);if(!d)p=16;else{d=f[d+116>>2]|0;f[n>>2]=f[c>>2];f[j>>2]=d;d=f[q>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){v=n;t=f[v+4>>2]|0;s=d;f[s>>2]=f[v>>2];f[s+4>>2]=t;f[q>>2]=(f[q>>2]|0)+8}else eva(l,n)}}if((p|0)==16){p=0;f[n>>2]=0;f[g>>2]=-1;d=f[q>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){s=n;t=f[s+4>>2]|0;v=d;f[v>>2]=f[s>>2];f[v+4>>2]=t;f[q>>2]=(f[q>>2]|0)+8}else eva(l,n)}if(b|0)iOb(b);b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,l);b=f[l>>2]|0;if(!b){u=r;return}c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=r;return}function cva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function dva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function eva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function fva(a){a=a|0;yf()}function gva(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;g=u;u=u+32|0;b=g;if(d>>>0>=3){e=f[a>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,b);u=g;return}h=pOb(32)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=35168;f[h+8>>2]=f[c>>2];f[h+12>>2]=f[c+4>>2];a=c+8|0;f[h+16>>2]=f[a>>2];i=c+12|0;f[h+20>>2]=f[i>>2];j=c+16|0;f[h+24>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[a>>2]=0;f[c>>2]=0;f[h+28>>2]=d;c=pOb(8)|0;f[c>>2]=34512;f[c+4>>2]=h;h=pOb(8)|0;a=f[e+4>>2]|0;d=h;f[d>>2]=f[e>>2];f[d+4>>2]=a;d=h+8|0;f[b>>2]=h;f[b+4>>2]=1;a=b+12|0;f[b+8>>2]=h;f[a>>2]=d;f[b+16>>2]=d;Hra(c,b);c=f[b+8>>2]|0;d=f[a>>2]|0;e=(c|0)==(d|0);if(e){b=f[b>>2]|0;if(b|0)tOb(b)}if(c|0){if(!e)f[a>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}u=g;return}function hva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35168;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35232;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function iva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35168;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35232;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function jva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;q=r+24|0;p=r;n=Bla()|0;o=f[n+232>>2]|0;tRa(q,o,c);if(!(f[q>>2]|0)){a=f[a+4>>2]|0;n=f[(f[a>>2]|0)+12>>2]|0;o=p+4|0;f[o>>2]=0;e=p+8|0;f[e>>2]=0;f[p+12>>2]=0;b[p>>0]=1;l=c;m=f[l+4>>2]|0;c=p+16|0;f[c>>2]=f[l>>2];f[c+4>>2]=m;oh[n&1023](a,p);c=f[o>>2]|0;if(c|0){d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}else{m=a+8|0;l=a+12|0;do if(f[l>>2]|0){h=ySa(o)|0;c=f[m>>2]|0;k=f[l>>2]|0;i=c+(k<<3)|0;if(!k){a1a(f[n+244>>2]|0,0,c);break}j=p+4|0;k=a+28|0;d=1;e=1;while(1){ARa(p,o,c);g=f[p>>2]|0;if(!g)g=d;else{if(d){d=g+200|0;d=(f[d>>2]&-268435456|0)!=0|0!=0}else d=0;if(e)e=(b[g+192>>0]&7)==0;else e=0;pJa(g,f[k>>2]|0,q);wDa(h,g);g=d}d=f[j>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(i|0))break;else d=g}d=f[n+244>>2]|0;a1a(d,f[l>>2]|0,f[m>>2]|0);if(!e){c=f[n+240>>2]|0;if(g){u9a(c);break}else{Jkb(DSa(o)|0,d);v9a(c);break}}}while(0);o=pOb(4)|0;f[o>>2]=35200;mma(o,0,m,0);o=f[a+4>>2]|0;oh[f[(f[o>>2]|0)+8>>2]&1023](o,p)}c=f[q+4>>2]|0;if(!c){u=r;return}iOb(c);u=r;return}function kva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+32|0;g=e;h=f[a+4>>2]|0;i=f[(f[h>>2]|0)+12>>2]|0;a=g+4|0;f[a>>2]=0;d=g+8|0;f[d>>2]=0;f[g+12>>2]=0;b[g>>0]=1;k=c;j=f[k+4>>2]|0;c=g+16|0;f[c>>2]=f[k>>2];f[c+4>>2]=j;oh[i&1023](h,g);a=f[a>>2]|0;if(!a){u=e;return}c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=e;return}function lva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function mva(a){a=a|0;return}function nva(a){a=a|0;sOb(a);return}function ova(a,b){a=a|0;b=b|0;a=(Bla()|0)+244|0;t$a(f[a>>2]|0,b);return}function pva(a,b){a=a|0;b=b|0;return}function qva(a,b){a=a|0;b=b|0;return}function rva(a){a=a|0;return 1}function sva(a){a=a|0;var b=0;f[a>>2]=35232;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function tva(a){a=a|0;yf()}function uva(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;k=q+8|0;l=q;if(d>>>0>=3){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);u=q;return}m=c+4|0;if(f[m>>2]|0){n=Bla()|0;o=f[n+232>>2]|0;g=ySa(o)|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;b=f[c>>2]|0;j=f[m>>2]|0;i=b+(j<<3)|0;if(!j){h=1;g=0}else{j=l+4|0;h=1;do{KRa(l,o,b);e=f[l>>2]|0;if(e){r=e+200|0;h=h&((f[r>>2]&-268435456|0)!=0|0!=0);pJa(e,d,k);wDa(g,e)}e=f[j>>2]|0;if(e|0)iOb(e);b=b+8|0}while((b|0)!=(i|0));g=f[m>>2]|0;b=f[c>>2]|0}e=f[n+244>>2]|0;a1a(e,g,b);b=f[n+240>>2]|0;if(h)u9a(b);else{Jkb(DSa(o)|0,e);v9a(b)}b=f[p>>2]|0;if(b|0)iOb(b)}r=pOb(8)|0;p=f[a>>2]|0;f[a>>2]=0;f[r+4>>2]=p;f[r>>2]=35264;mma(r,0,c,0);u=q;return}function vva(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function wva(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=(Bla()|0)+244|0;t$a(f[d>>2]|0,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);u=c;return}function xva(a,b){a=a|0;b=b|0;return}function yva(a,b){a=a|0;b=b|0;return}function zva(a){a=a|0;return 1}function Ava(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=0;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Bva(a){a=a|0;var b=0;f[a>>2]=35328;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Cva(a){a=a|0;var b=0,c=0;f[a>>2]=35328;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Dva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Eva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Fva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Gva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35296;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35360;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Hva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35296;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35360;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Iva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+64|0;d=i+32|0;e=i+24|0;g=i;j=(Bla()|0)+232|0;ARa(e,f[j>>2]|0,c);c=f[e>>2]|0;if(!c)h=4;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))h=4;else{cEa(g,c,b[a+28>>0]|0,f[a+8>>2]|0,f[a+12>>2]|0);k=f[g>>2]|0;f[g>>2]=f[d>>2];f[d>>2]=k;k=g+4|0;j=f[k>>2]|0;c=d+4|0;f[k>>2]=f[c>>2];f[c>>2]=j;c=g+8|0;j=f[c>>2]|0;k=d+8|0;f[c>>2]=f[k>>2];f[k>>2]=j;k=d+12|0;j=g+12|0;c=f[j>>2]|0;f[j>>2]=f[k>>2];f[k>>2]=c;k=g+16|0;c=f[k>>2]|0;j=d+16|0;f[k>>2]=f[j>>2];f[j>>2]=c;f[d+20>>2]=f[g+20>>2]}if((h|0)==4){f[d>>2]=1065353216;f[d+4>>2]=1065353216;f[d+8>>2]=1065353216;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);c=f[e+4>>2]|0;if(!c){u=i;return}iOb(c);u=i;return}function Jva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Kva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Lva(a){a=a|0;return 0}function Mva(a){a=a|0;var b=0;f[a>>2]=35360;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Nva(a){a=a|0;yf()}function Ova(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=1;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Pva(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=2;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Qva(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;e=pOb(28)|0;d=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=d;f[e>>2]=35392;f[e+8>>2]=f[b>>2];f[e+12>>2]=f[b+4>>2];d=b+8|0;f[e+16>>2]=f[d>>2];a=b+12|0;f[e+20>>2]=f[a>>2];i=b+16|0;f[e+24>>2]=f[i>>2];f[i>>2]=0;f[a>>2]=0;f[d>>2]=0;f[b>>2]=0;d=pOb(8)|0;f[d>>2]=35328;f[d+4>>2]=e;e=pOb(8)|0;a=c;b=f[a+4>>2]|0;c=e;f[c>>2]=f[a>>2];f[c+4>>2]=b;c=e+8|0;f[g>>2]=e;f[g+4>>2]=1;b=g+12|0;f[g+8>>2]=e;f[b>>2]=c;f[g+16>>2]=c;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function Rva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35392;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35424;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Sva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35392;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35424;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Tva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;g=i;e=(Bla()|0)+232|0;ARa(h,f[e>>2]|0,c);c=f[h>>2]|0;do if(!c){c=f[a+4>>2]|0;a=f[(f[c>>2]|0)+8>>2]|0;f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;oh[a&1023](c,g);c=f[g>>2]|0;if(c|0){d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}}else{c=f[c+4>>2]|0;d=f[a+4>>2]|0;e=f[(f[d>>2]|0)+8>>2]|0;if(!(b[(f[c+44>>2]|0)+148>>0]&2)){f[g>>2]=0;a=g+4|0;f[a>>2]=0;f[g+8>>2]=0;oh[e&1023](d,g);c=f[g>>2]|0;if(c|0){d=f[a>>2]|0;if((d|0)!=(c|0))f[a>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}break}else{dEa(g,c,f[a+8>>2]|0,f[a+12>>2]|0);oh[e&1023](d,g);e=f[g>>2]|0;if(e|0){c=g+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}break}}while(0);c=f[h+4>>2]|0;if(!c){u=i;return}iOb(c);u=i;return}function Uva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Vva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Wva(a){a=a|0;var b=0;f[a>>2]=35424;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Xva(a){a=a|0;yf()}function Yva(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;g=h;i=b;j=f[i>>2]|0;i=f[i+4>>2]|0;b=c;e=f[b>>2]|0;b=f[b+4>>2]|0;d=pOb(16)|0;c=d;f[c>>2]=j;f[c+4>>2]=i;c=d+8|0;f[c>>2]=e;f[c+4>>2]=b;c=pOb(8)|0;b=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=b;f[c>>2]=35456;f[g>>2]=d;f[g+4>>2]=2;b=g+12|0;f[g+8>>2]=d;f[b>>2]=d+16;f[g+16>>2]=d+16;mma(c,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function Zva(a){a=a|0;var b=0;f[a>>2]=35488;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function _va(a){a=a|0;var b=0,c=0;f[a>>2]=35488;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function $va(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+80|0;j=k+64|0;h=k+56|0;i=k;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(j,e,f[c>>2]|0);ARa(h,e,(f[c>>2]|0)+8|0);c=f[j>>2]|0;if(!c)g=6;else{d=f[h>>2]|0;if(!d)g=6;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else if(!(b[(f[(f[d+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else{a=f[a+4>>2]|0;l=f[(f[a>>2]|0)+8>>2]|0;SDa(i,e,c,d);oh[l&1023](a,i)}}if((g|0)==6){c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;a=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[a>>3]=C;oh[d&1023](c,i)}c=f[h+4>>2]|0;if(c|0)iOb(c);c=f[j+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function awa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function bwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function cwa(a){a=a|0;yf()}function dwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;g=h;k=b;l=f[k>>2]|0;k=f[k+4>>2]|0;b=d;j=f[b>>2]|0;b=f[b+4>>2]|0;i=pOb(16)|0;d=i;f[d>>2]=l;f[d+4>>2]=k;d=i+8|0;f[d>>2]=j;f[d+4>>2]=b;d=pOb(16)|0;b=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=b;f[d>>2]=35520;f[d+8>>2]=c;f[d+12>>2]=e;f[g>>2]=i;f[g+4>>2]=2;b=g+12|0;f[g+8>>2]=i;f[b>>2]=i+16;f[g+16>>2]=i+16;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function ewa(a){a=a|0;var b=0,c=0;f[a>>2]=35488;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function fwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+80|0;j=k+64|0;h=k+56|0;i=k;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(j,e,f[c>>2]|0);ARa(h,e,(f[c>>2]|0)+8|0);c=f[j>>2]|0;if(!c)g=6;else{d=f[h>>2]|0;if(!d)g=6;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else if(!(b[(f[(f[d+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else{l=f[a+4>>2]|0;m=f[(f[l>>2]|0)+8>>2]|0;XDa(i,e,c,f[a+8>>2]|0,d,f[a+12>>2]|0);oh[m&1023](l,i)}}if((g|0)==6){c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;a=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[a>>3]=C;oh[d&1023](c,i)}c=f[h+4>>2]|0;if(c|0)iOb(c);c=f[j+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function gwa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;hwa(138,a,b,c,d);return}function hwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;h=u;u=u+32|0;g=h;i=pOb(64)|0;j=f[b>>2]|0;f[b>>2]=0;f[i+4>>2]=j;f[i>>2]=35552;f[i+8>>2]=a;f[i+12>>2]=d;p[i+16>>3]=+p[e>>3];p[i+24>>3]=+p[e+8>>3];p[i+32>>3]=+p[e+16>>3];p[i+40>>3]=+p[e+24>>3];p[i+48>>3]=+p[e+32>>3];p[i+56>>3]=+p[e+40>>3];d=pOb(8)|0;f[d>>2]=35328;f[d+4>>2]=i;e=pOb(8)|0;a=c;b=f[a+4>>2]|0;c=e;f[c>>2]=f[a>>2];f[c+4>>2]=b;c=e+8|0;f[g>>2]=e;f[g+4>>2]=1;b=g+12|0;f[g+8>>2]=e;f[b>>2]=c;f[g+16>>2]=c;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function iwa(a){a=a|0;var b=0;f[a>>2]=35584;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jwa(a){a=a|0;var b=0,c=0;f[a>>2]=35584;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function kwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=u;u=u+112|0;h=j+104|0;i=j+48|0;d=j;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(h,e,c);c=f[h>>2]|0;if(!c)g=4;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=4;else{k=f[a+4>>2]|0;l=f[(f[k>>2]|0)+8>>2]|0;n=f[a+8>>2]|0;m=f[a+12>>2]|0;p[d>>3]=+p[a+16>>3];p[d+8>>3]=+p[a+24>>3];p[d+16>>3]=+p[a+32>>3];p[d+24>>3]=+p[a+40>>3];p[d+32>>3]=+p[a+48>>3];p[d+40>>3]=+p[a+56>>3];Lh[n&255](i,e,c,m,d);oh[l&1023](k,i)}if((g|0)==4){c=f[a+4>>2]|0;a=f[(f[c>>2]|0)+8>>2]|0;d=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[d>>3]=C;oh[a&1023](c,i)}c=f[h+4>>2]|0;if(!c){u=j;return}iOb(c);u=j;return}function lwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function mwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function nwa(a){a=a|0;yf()}function owa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;hwa(139,a,b,c,d);return}function pwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35616;mma(d,b,c,0);return}function qwa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function rwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;q=s+8|0;m=s;p=Bla()|0;r=f[p+232>>2]|0;n=ySa(r)|0;d=f[c>>2]|0;o=c+4|0;l=f[o>>2]|0;j=d+(l<<3)|0;if(!l){i=1;h=1;g=0}else{k=q+4|0;l=m+4|0;i=1;h=1;do{ARa(q,r,d);g=f[q>>2]|0;if(g){if(i){i=g+200|0;i=(f[i>>2]&-268435456|0)!=0|0!=0}else i=0;if(h)h=(b[g+192>>0]&7)==0;else h=0;f[m>>2]=0;f[l>>2]=0;pJa(g,2,m);e=f[l>>2]|0;if(e|0)iOb(e);wDa(n,g)}e=f[k>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(j|0));g=f[o>>2]|0;d=f[c>>2]|0}e=f[p+244>>2]|0;a1a(e,g,d);t$a(e,c);if(h){r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}d=f[p+240>>2]|0;if(i){u9a(d);r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}else{Jkb(DSa(r)|0,e);v9a(d);r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}}function swa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35648;mma(d,b,c,0);return}function twa(a){a=a|0;var b=0,c=0;f[a>>2]=35136;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function uwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;q=u;u=u+32|0;n=q+16|0;j=q+8|0;k=q;o=Bla()|0;l=f[o+232>>2]|0;o=f[o+244>>2]|0;f[n>>2]=0;p=n+4|0;f[p>>2]=0;f[n+8>>2]=0;c=f[b>>2]|0;m=b+4|0;i=f[m>>2]|0;e=c+(i<<3)|0;if(!i){c=0;d=0}else{g=k+4|0;h=n+8|0;i=j+4|0;do{ARa(j,l,c);d=f[j>>2]|0;if(!d){f[k>>2]=0;f[g>>2]=-1;d=f[p>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){s=k;r=f[s+4>>2]|0;f[d>>2]=f[s>>2];f[d+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8}else vwa(n,k)}else{NJa(k,d,l);d=f[p>>2]|0;if((d|0)==(f[h>>2]|0))RF(n,k);else{t=k;r=f[t+4>>2]|0;s=d;f[s>>2]=f[t>>2];f[s+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8}}d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0}while((c|0)!=(e|0));c=f[n>>2]|0;d=f[p>>2]|0}b1a(o,d-c>>3,c);a1a(o,f[m>>2]|0,f[b>>2]|0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,n);c=f[n>>2]|0;if(!c){u=q;return}d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=q;return}function vwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function wwa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;p=r+8|0;l=r;o=Bla()|0;q=f[o+232>>2]|0;m=ySa(q)|0;IIa(p,e);vSa(q,p);e=f[d>>2]|0;n=d+4|0;k=f[n>>2]|0;j=e+(k<<3)|0;if(!k){g=1;c=1}else{k=l+4|0;g=1;c=1;do{LRa(l,q,e);i=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(g){g=i+200|0;g=(f[g>>2]&-268435456|0)!=0|0!=0}else g=0;if(c)c=(b[i+192>>0]&7)==0;else c=0;pJa(i,2,p);wDa(m,i);e=e+8|0}while((e|0)!=(j|0))}e=f[o+244>>2]|0;b1a(e,1,(f[p>>2]|0)+112|0);a1a(e,f[n>>2]|0,f[d>>2]|0);do if(!c){c=f[o+240>>2]|0;if(g){u9a(c);break}else{Jkb(DSa(q)|0,e);v9a(c);break}}while(0);c=pOb(8)|0;q=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=q;f[c>>2]=35680;mma(c,0,d,0);c=f[p+4>>2]|0;if(!c){u=r;return}iOb(c);u=r;return}function xwa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function ywa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=(Bla()|0)+244|0;t$a(f[d>>2]|0,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);u=c;return}function zwa(a,b){a=a|0;b=b|0;return}function Awa(a,b){a=a|0;b=b|0;return}function Bwa(a){a=a|0;return 1}function Cwa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;g=f[c>>2]|0;m=c+4|0;Dwa(g,g+(f[m>>2]<<3)|0,n);g=f[c>>2]|0;e=f[m>>2]|0;l=g+(e<<3)|0;a:do switch(e|0){case 0:{h=g;k=6;break}case 1:{h=l;e=1;break}default:{h=g;i=g+8|0;j=f[g>>2]|0;while(1){o=j;j=f[i>>2]|0;if((o|0)==(j|0))if((f[h+4>>2]|0)==(f[h+12>>2]|0)){k=6;break a}h=i+8|0;if((h|0)==(l|0)){h=l;break}else{o=i;i=h;h=o}}}}while(0);if((k|0)==6)if((h|0)==(l|0))h=l;else{e=h+8|0;b:while(1){i=h+4|0;do{g=e;e=e+8|0;if((e|0)==(l|0))break b;if((f[h>>2]|0)!=(f[e>>2]|0))break}while((f[i>>2]|0)==(f[g+12>>2]|0));o=h+8|0;i=e;j=f[i+4>>2]|0;k=o;f[k>>2]=f[i>>2];f[k+4>>2]=j;h=o}h=h+8|0;g=f[c>>2]|0;e=f[m>>2]|0}f[m>>2]=e-(g+(e<<3)-h>>3);o=pOb(72)|0;m=f[a>>2]|0;f[a>>2]=0;f[o+4>>2]=m;f[o>>2]=35712;f[o+8>>2]=f[d>>2];f[o+12>>2]=f[d+4>>2];f[o+16>>2]=f[d+8>>2];f[o+20>>2]=f[d+12>>2];f[o+24>>2]=f[d+16>>2];f[o+28>>2]=f[d+20>>2];f[o+32>>2]=f[d+24>>2];f[o+36>>2]=f[d+28>>2];f[o+40>>2]=f[d+32>>2];f[o+44>>2]=f[d+36>>2];f[o+48>>2]=f[d+40>>2];f[o+52>>2]=f[d+44>>2];f[o+56>>2]=f[d+48>>2];f[o+60>>2]=f[d+52>>2];f[o+64>>2]=f[d+56>>2];f[o+68>>2]=f[d+60>>2];mma(o,b,c,0);u=n;return}function Dwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=Nwa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=Pwa(a,i,c)|0;e=i+8|0;if(Pwa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}Dwa(a,i,c);a=i+8|0}if((q|0)==105){q=0;Dwa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){Mwa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){Nwa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){Owa(a,b,c);return}else if((q|0)==107)return}function Ewa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Fwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0;ea=u;u=u+192|0;da=ea+160|0;ca=ea+152|0;Y=ea+144|0;P=ea+80|0;V=ea;W=ea+72|0;$=Bla()|0;aa=f[$+232>>2]|0;X=ySa(aa)|0;Gwa(da,f[64601]|0);ba=f[$+244>>2]|0;d=f[c>>2]|0;Z=c+4|0;U=f[Z>>2]|0;j=d+(U<<3)|0;if(!U){e=1;g=1;_=4}else{k=ca+4|0;l=a+8|0;m=V+4|0;n=V+8|0;o=V+12|0;p=P+4|0;q=V+16|0;r=P+8|0;s=V+20|0;t=P+12|0;v=V+24|0;w=P+16|0;x=V+28|0;y=P+20|0;z=V+32|0;A=P+24|0;B=V+36|0;C=P+28|0;D=V+40|0;E=P+32|0;F=V+44|0;G=P+36|0;H=V+48|0;I=P+40|0;J=V+52|0;K=P+44|0;L=V+56|0;M=P+48|0;N=V+60|0;O=P+52|0;Q=V+64|0;R=P+56|0;S=V+68|0;T=P+60|0;U=W+4|0;e=1;g=1;do{ARa(ca,aa,d);h=f[ca>>2]|0;if(h){if(e){e=h+200|0;e=(f[e>>2]&-268435456|0)!=0|0!=0}else e=0;if(g)g=(b[h+192>>0]&7)==0;else g=0;f[Y>>2]=f[h+96>>2];i=Hwa(da,Y)|0;if(!(f[i>>2]|0)){fa=f[Y>>2]|0;f[V>>2]=l;f[m>>2]=fa;gma(n,V)|0;f[P>>2]=f[n>>2];f[p>>2]=f[o>>2];f[r>>2]=f[q>>2];f[t>>2]=f[s>>2];f[w>>2]=f[v>>2];f[y>>2]=f[x>>2];f[A>>2]=f[z>>2];f[C>>2]=f[B>>2];f[E>>2]=f[D>>2];f[G>>2]=f[F>>2];f[I>>2]=f[H>>2];f[K>>2]=f[J>>2];f[M>>2]=f[L>>2];f[O>>2]=f[N>>2];f[R>>2]=f[Q>>2];f[T>>2]=f[S>>2];IIa(W,P);fa=f[W>>2]|0;ga=f[U>>2]|0;f[W>>2]=0;f[U>>2]=0;f[i>>2]=fa;fa=i+4|0;h=f[fa>>2]|0;f[fa>>2]=ga;if(h|0)iOb(h);h=f[U>>2]|0;if(h|0)iOb(h);vSa(aa,i);b1a(ba,1,(f[i>>2]|0)+112|0)}}h=f[k>>2]|0;if(h|0)iOb(h);d=d+8|0}while((d|0)!=(j|0));d=f[c>>2]|0;ga=f[Z>>2]|0;i=d+(ga<<3)|0;if(!ga)_=4;else{j=ca+4|0;do{ARa(ca,aa,d);h=f[ca>>2]|0;if(h|0){f[Y>>2]=f[h+96>>2];pJa(h,2,Hwa(da,Y)|0);wDa(X,h)}h=f[j>>2]|0;if(h|0)iOb(h);d=d+8|0}while((d|0)!=(i|0));l=e;k=da;e=f[Z>>2]|0;d=f[c>>2]|0}}if((_|0)==4){l=e;k=da;e=0}a1a(ba,e,d);t$a(ba,c);j=da+12|0;if(f[j>>2]|0){i=da+8|0;d=f[i>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;h=f[e+16>>2]|0;if(h|0)iOb(h);sOb(e)}while((d|0)!=0);f[i>>2]=0;e=f[da+4>>2]|0;if(e|0){d=0;do{f[(f[da>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[j>>2]=0}do if(!g){d=f[$+240>>2]|0;if(l){u9a(d);break}else{Jkb(DSa(aa)|0,ba);v9a(d);break}}while(0);d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+8>>2]&1023](d,ca);d=f[da+20>>2]|0;if(d|0)Iwa(d,k);d=f[da+8>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0);d=f[da>>2]|0;f[da>>2]=0;if(!d){u=ea;return}sOb(d);u=ea;return}function Gwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257152]|0))if(MPb(257152)|0){f[64602]=0;f[64603]=0;f[64604]=0}d=f[64603]|0;if((f[64602]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64603]|0;h=d+-20|0;do{i=d+-20|0;f[64603]=i;d=f[d+-12>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0);d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);d=f[64603]|0}while((d|0)!=(h|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function Hwa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(20)|0;f[i+8>>2]=j;f[i+12>>2]=0;f[i+16>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Kwa(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function Iwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=c+4|0;d=f[i>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){g=c+8|0;a=f[g>>2]|0;if(!a){f[g>>2]=0;h=9}else{do{d=a;a=f[a>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((a|0)!=0);a=f[i>>2]|0;f[g>>2]=0;if(a|0){d=a;h=9}}if((h|0)==9){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257152]|0))if(MPb(257152)|0){f[64602]=0;f[64603]=0;f[64604]=0}a=f[64603]|0;if(a>>>0>=(f[64604]|0)>>>0){Jwa(258408,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[i>>2]|0;f[i>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64603]=(f[64603]|0)+20;return}function Jwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;h=m;e=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;h=f[a>>2]|0;e=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;g=h;if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-20|0;if(c|0)do{d=c;c=f[c>>2]|0;b=f[d+16>>2]|0;if(b|0)iOb(b);sOb(d)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function Kwa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Lwa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Lwa(a,b);return}function Lwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Mwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function Nwa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=Mwa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function Owa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function Pwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{Mwa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{Nwa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function Qwa(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0;o=u;u=u+32|0;p=o+20|0;n=o;c=pOb(116)|0;l=EDa(i,j,k,l,m)|0;k=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=k;f[c>>2]=35744;f[c+8>>2]=f[d>>2];f[c+12>>2]=f[d+4>>2];k=d+8|0;f[c+16>>2]=f[k>>2];j=d+12|0;f[c+20>>2]=f[j>>2];i=d+16|0;f[c+24>>2]=f[i>>2];f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;f[d>>2]=0;f[c+28>>2]=f[h>>2];f[c+32>>2]=f[h+4>>2];f[c+36>>2]=f[h+8>>2];f[c+40>>2]=f[h+12>>2];f[c+44>>2]=f[h+16>>2];f[c+48>>2]=f[h+20>>2];f[c+52>>2]=f[h+24>>2];f[c+56>>2]=f[h+28>>2];f[c+60>>2]=f[h+32>>2];f[c+64>>2]=f[h+36>>2];f[c+68>>2]=f[h+40>>2];f[c+72>>2]=f[h+44>>2];f[c+76>>2]=f[h+48>>2];f[c+80>>2]=f[h+52>>2];f[c+84>>2]=f[h+56>>2];f[c+88>>2]=f[h+60>>2];DDa(c+92|0,l);b[c+112>>0]=e;l=pOb(8)|0;f[l>>2]=35776;f[l+4>>2]=c;k=pOb(8)|0;j=g;d=f[j+4>>2]|0;c=k;f[c>>2]=f[j>>2];f[c+4>>2]=d;c=k+8|0;f[n>>2]=k;f[n+4>>2]=1;d=n+12|0;f[n+8>>2]=k;f[d>>2]=c;f[n+16>>2]=c;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[p>>2]=l;J0a(c,p,n,1);c=f[p>>2]|0;f[p>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);m=n+8|0;c=f[m>>2]|0;if((c|0)==(f[d>>2]|0)){a=f[n>>2]|0;if(a){tOb(a);c=f[m>>2]|0}}if(!c){u=o;return}a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-8-c|0)>>>3)<<3);sOb(c);u=o;return}function Rwa(a){a=a|0;var b=0;f[a>>2]=35776;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Swa(a){a=a|0;var b=0,c=0;f[a>>2]=35776;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Twa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Uwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Vwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Wwa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35744;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35852;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Xwa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35744;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35852;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ywa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;C=u;u=u+80|0;z=C+64|0;y=C;B=C+56|0;v=C+32|0;A=C+24|0;w=Bla()|0;x=f[w+232>>2]|0;sRa(B,x,c);Lwb(v);g=a+92|0;FDa(g,v);PFa(A,f[B>>2]|0,v);if(!(f[A>>2]|0)){b[z>>0]=1;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,z)}else{c=f[a+8>>2]|0;v=f[a+12>>2]|0;h=c+(v<<3)|0;if(!v)d=1;else{i=z+4|0;j=a+112|0;k=a+28|0;l=a+44|0;m=y+8|0;n=a+76|0;o=y+16|0;p=a+32|0;q=y+4|0;r=a+48|0;s=y+12|0;t=a+80|0;v=y+20|0;d=1;do{LRa(z,x,c);e=f[z>>2]|0;if(e){if(f[e+4>>2]|0){D=e+200|0;d=d&((f[D>>2]&-268435456|0)!=0|0!=0)}XKa(e,b[j>>0]|0,A)|0;D=b[j>>0]|0;f[y>>2]=f[k>>2];f[m>>2]=f[l>>2];f[o>>2]=f[n>>2];f[q>>2]=f[p>>2];f[s>>2]=f[r>>2];f[v>>2]=f[t>>2];ZKa(e,D,y)|0;GDa(g,e,b[j>>0]|0)|0}e=f[i>>2]|0;if(e|0)iOb(e);c=c+8|0}while((c|0)!=(h|0))}do if((zSa(x)|0)>0){e=y+16|0;f[y>>2]=35808;f[y+4>>2]=w;b[y+8>>0]=d&1;f[e>>2]=y;b[z>>0]=1;c=x+8|0;d=f[c>>2]|0;if(d>>>0<(f[x+12>>2]|0)>>>0){f[d+16>>2]=d;D=f[e>>2]|0;oh[f[(f[D>>2]|0)+12>>2]&1023](D,d);D=f[c>>2]|0;b[d+24>>0]=1;f[c>>2]=D+32}else Qha(x+4|0,y,z);c=f[e>>2]|0;if((y|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c)}else{c=f[w+240>>2]|0;if(d){u9a(c);break}else{Y8a(c);break}}while(0);D=f[a+4>>2]|0;oh[f[(f[D>>2]|0)+8>>2]&1023](D,z)}c=f[A+4>>2]|0;if(c|0)iOb(c);c=f[B+4>>2]|0;if(!c){u=C;return}iOb(c);u=C;return}function Zwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;b[e>>0]=0;h=c;g=f[h+4>>2]|0;c=e+4|0;f[c>>2]=f[h>>2];f[c+4>>2]=g;c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,e);u=d;return}function _wa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function $wa(a){a=a|0;return 0}function axa(a){a=a|0;sOb(a);return}function bxa(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=35808;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function cxa(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=35808;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function dxa(a){a=a|0;return}function exa(a){a=a|0;sOb(a);return}function fxa(a){a=a|0;var c=0;c=f[(f[a+4>>2]|0)+240>>2]|0;if(!(b[a+8>>0]|0)){Y8a(c);return}else{u9a(c);return}}function gxa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==182944?a+4|0:0)|0}function hxa(a){a=a|0;return 13960}function ixa(a){a=a|0;var b=0;f[a>>2]=35852;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jxa(a){a=a|0;yf()}function kxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(!i){u=m;return}i=j+4|0;b=1;e=0;g=a;do{KRa(j,l,g);d=f[j>>2]|0;if(d){if(!(f[d+4>>2]|0))a=b;else{a=d+200|0;a=b&((f[a>>2]&-268435456|0)!=0|0!=0)}e=e|(YKa(d,c)|0);e=e|(_Ka(f[j>>2]|0,c)|0);e=e|(aLa(f[j>>2]|0,c)|0);b=a}a=f[i>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(h|0));if(!e){u=m;return}a=f[k+240>>2]|0;if(b){u9a(a);u=m;return}else{Y8a(a);u=m;return}}function lxa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[a>>2]=0;n=a+4|0;f[n>>2]=0;k=a+8|0;f[k>>2]=0;j=c+4|0;oB(a,f[j>>2]|0);b=f[c>>2]|0;j=f[j>>2]|0;i=b+(j<<3)|0;if(!j){u=o;return}j=l+4|0;while(1){KRa(l,m,b);c=f[l>>2]|0;if(!c)h=0;else h=aKa(c,d,e)|0;c=f[n>>2]|0;g=f[k>>2]|0;if((c|0)==(g<<5|0)){if((c+1|0)<0){b=7;break}g=g<<6;p=c+32&-32;oB(a,c>>>0<1073741823?(g>>>0<p>>>0?p:g):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;g=(f[a>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(h)c=f[g>>2]|c;else c=f[g>>2]&~c;f[g>>2]=c;c=f[j>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(i|0)){b=15;break}}if((b|0)==7)AMb(a);else if((b|0)==15){u=o;return}}function mxa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[a>>2]=0;n=a+4|0;f[n>>2]=0;k=a+8|0;f[k>>2]=0;j=c+4|0;oB(a,f[j>>2]|0);b=f[c>>2]|0;j=f[j>>2]|0;i=b+(j<<3)|0;if(!j){u=o;return}j=l+4|0;while(1){KRa(l,m,b);c=f[l>>2]|0;if(!c)h=0;else h=bKa(c,d,e)|0;c=f[n>>2]|0;g=f[k>>2]|0;if((c|0)==(g<<5|0)){if((c+1|0)<0){b=7;break}g=g<<6;p=c+32&-32;oB(a,c>>>0<1073741823?(g>>>0<p>>>0?p:g):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;g=(f[a>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(h)c=f[g>>2]|c;else c=f[g>>2]&~c;f[g>>2]=c;c=f[j>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(i|0)){b=15;break}}if((b|0)==7)AMb(a);else if((b|0)==15){u=o;return}}function nxa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j)a=f[l+240>>2]|0;else{j=k+4|0;h=1;do{LRa(k,m,a);b=f[k>>2]|0;if(b){o=b+200|0;h=h&((f[o>>2]&-268435456|0)!=0|0!=0);OJa(b,c,d,e,g)}b=f[j>>2]|0;if(b|0)iOb(b);a=a+8|0}while((a|0)!=(i|0));a=f[l+240>>2]|0;if(!h)if(g){r9a(a);u=n;return}else{s9a(a);u=n;return}}u9a(a);u=n;return}function oxa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j)a=f[l+240>>2]|0;else{j=k+4|0;h=1;do{LRa(k,m,a);b=f[k>>2]|0;if(b){o=b+200|0;h=h&((f[o>>2]&-268435456|0)!=0|0!=0);TJa(b,c,d,e,g)}b=f[j>>2]|0;if(b|0)iOb(b);a=a+8|0}while((a|0)!=(i|0));a=f[l+240>>2]|0;if(!h){Y8a(a);u=n;return}}u9a(a);u=n;return}function pxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=Bla()|0;n=f[m+232>>2]|0;a=f[b>>2]|0;k=f[b+4>>2]|0;i=a+(k<<3)|0;if(!k){u=o;return}j=l+4|0;k=1<<(c&255)&7;d=0;b=1;g=a;do{KRa(l,n,g);a=f[l>>2]|0;if(a){p=a+200|0;e=f[p>>2]|0;p=ZPb(e|0,(h[p+4>>0]|0)&255|0,3)|0;if(k&p){lKa(a,c)|0;d=1;b=b&((e&-268435456|0)!=0|0!=0)}}a=f[j>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(i|0));if(b|d^1){u=o;return}s9a(f[m+240>>2]|0);u=o;return}function qxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=Bla()|0;n=f[m+232>>2]|0;a=f[b>>2]|0;k=f[b+4>>2]|0;i=a+(k<<3)|0;if(!k){u=o;return}j=l+4|0;k=1<<(c&255)&7;d=0;b=1;g=a;do{KRa(l,n,g);a=f[l>>2]|0;if(a){p=a+200|0;e=f[p>>2]|0;p=ZPb(e|0,(h[p+4>>0]|0)&255|0,9)|0;if(k&p){nKa(a,c)|0;d=1;b=b&((e&-268435456|0)!=0|0!=0)}}a=f[j>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(i|0));if(b|d^1){u=o;return}Y8a(f[m+240>>2]|0);u=o;return}function rxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;c=0;b=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a){d=a+200|0;d=f[d>>2]|0;if(!((d&56|0)==0&0==0)){sKa(a)|0;c=1;b=b&((d&-268435456|0)!=0|0!=0)}}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(b|c^1){u=l;return}s9a(f[j+240>>2]|0);u=l;return}function sxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;c=0;b=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a){d=a+200|0;d=f[d>>2]|0;if(!((d&3584|0)==0&0==0)){tKa(a)|0;c=1;b=b&((d&-268435456|0)!=0|0!=0)}}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(b|c^1){u=l;return}Y8a(f[j+240>>2]|0);u=l;return}function txa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;m=Bla()|0;l=f[m+232>>2]|0;d=f[b>>2]|0;j=f[b+4>>2]|0;i=d+(j<<3)|0;do if(j|0){j=k+4|0;g=0;h=1;do{ARa(k,l,d);e=f[k>>2]|0;if(e){e=f[e+4>>2]|0;if(Sg[f[(f[e>>2]|0)+24>>2]&255](e,c,0)|0){AKa(f[k>>2]|0)|0;e=(f[k>>2]|0)+200|0;g=1;h=h&((f[e>>2]&-268435456|0)!=0|0!=0)}}e=f[j>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(i|0));if(g){d=f[m+240>>2]|0;if(h){u9a(d);break}else{Y8a(d);break}}}while(0);i$a(f[m+244>>2]|0,a,b,c);u=n;return}function uxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;e=f[b>>2]|0;h=f[b+4>>2]|0;g=e+(h<<3)|0;if(!h){a=0;d=1}else{h=i+4|0;a=0;d=1;do{LRa(i,k,e);b=f[i>>2]|0;if(f[b+4>>2]|0){m=b+200|0;d=d&((f[m>>2]&-268435456|0)!=0|0!=0)}a=a|(_Ia(b,c)|0);b=f[h>>2]|0;if(b|0)iOb(b);e=e+8|0}while((e|0)!=(g|0))}b=(c|0)!=0;if(b|d^1){m=DSa(k)|0;Jkb(m,f[j+244>>2]|0)}if(!a){u=l;return}a=f[j+240>>2]|0;if(b&d){u9a(a);u=l;return}else{Y8a(a);u=l;return}}function vxa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;e=f[b>>2]|0;j=f[b+4>>2]|0;i=e+(j<<3)|0;if(!j){u=n;return}j=k+4|0;a=0;b=1;do{LRa(k,m,e);g=f[k>>2]|0;h=f[j>>2]|0;if(h|0)iOb(h);if(PKa(g,c,d)|0){h=g+200|0;a=1;b=b&((f[h>>2]&-268435456|0)!=0|0!=0)}e=e+8|0}while((e|0)!=(i|0));if(!a){u=n;return}a=f[l+240>>2]|0;if(b){u9a(a);u=n;return}else{Y8a(a);u=n;return}}function wxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(QKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{Y8a(a);u=l;return}}function xxa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;l=q+8|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[a>>2]=0;p=a+4|0;f[p>>2]=0;f[a+8>>2]=0;b=f[c+4>>2]|0;k=a+8|0;if(!b){u=q;return}if(b>>>0>1073741823)vd();i=pOb(b<<2)|0;f[a>>2]=i;f[p>>2]=i;f[k>>2]=i+(b<<2);c=f[c>>2]|0;i=c+(b<<3)|0;j=l+4|0;d=d&255;g=1<<d&7;do{KRa(l,o,c);b=f[l>>2]|0;if(!b){n[m>>2]=-1.0;b=f[p>>2]|0;if(b>>>0<(f[k>>2]|0)>>>0){f[b>>2]=-1082130432;f[p>>2]=b+4}else LB(a,m)}else{r=b+200|0;r=ZPb(f[r>>2]|0,(h[r+4>>0]|0)&255|0,34)|0;if(!(g&r))e=-1.0;else e=+n[b+180+(d<<2)>>2];n[m>>2]=e;b=f[p>>2]|0;if(b>>>0<(f[k>>2]|0)>>>0){n[b>>2]=e;f[p>>2]=b+4}else LB(a,m)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(i|0));u=q;return}function yxa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=35884;b[g+8>>0]=e;mma(g,c,d,0);return}function zxa(a){a=a|0;var b=0;f[a>>2]=35916;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Axa(a){a=a|0;var b=0,c=0;f[a>>2]=35916;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Bxa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+32|0;k=q+12|0;l=q+8|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;f[k+8>>2]=0;d=f[c+4>>2]|0;j=k+8|0;if(d|0){if(d>>>0>1073741823)vd();g=pOb(d<<2)|0;f[k>>2]=g;f[p>>2]=g;f[j>>2]=g+(d<<2);c=f[c>>2]|0;g=c+(d<<3)|0;h=a+8|0;i=m+4|0;d=c;do{ARa(m,o,d);e=+RKa(f[m>>2]|0,b[h>>0]|0);n[l>>2]=e;c=f[p>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){n[c>>2]=e;f[p>>2]=c+4}else LB(k,l);c=f[i>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(g|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=q;return}d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=q;return}function Cxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Dxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Exa(a){a=a|0;yf()}function Fxa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=35948;b[g+8>>0]=e;mma(g,c,d,0);return}function Gxa(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;k=p+8|0;l=p;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;o=k+8|0;f[o>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(j|0){i=l+4|0;j=a+8|0;while(1){ARa(l,m,d);c=f[l>>2]|0;e=f[i>>2]|0;if(e|0)iOb(e);g=!(+RKa(c,b[j>>0]|0)<1.0);c=f[n>>2]|0;e=f[o>>2]|0;if((c|0)==(e<<5|0)){if((c+1|0)<0)break;e=e<<6;q=c+32&-32;oB(k,c>>>0<1073741823?(e>>>0<q>>>0?q:e):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;e=(f[k>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(g)c=f[e>>2]&~c;else c=f[e>>2]|c;f[e>>2]=c;d=d+8|0;if((d|0)==(h|0))break a}AMb(k)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=p;return}sOb(c);u=p;return}function Ixa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=u;u=u+32|0;i=h+20|0;g=h;j=pOb(12)|0;k=f[a>>2]|0;f[a>>2]=0;f[j+4>>2]=k;f[j>>2]=35980;b[j+8>>0]=c;b[j+9>>0]=d;d=pOb(8)|0;f[d>>2]=36012;f[d+4>>2]=j;c=pOb(8)|0;j=e;e=f[j+4>>2]|0;a=c;f[a>>2]=f[j>>2];f[a+4>>2]=e;a=c+8|0;f[g>>2]=c;f[g+4>>2]=1;e=g+12|0;f[g+8>>2]=c;f[e>>2]=a;f[g+16>>2]=a;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[i>>2]=d;t0a(a,i,g);a=f[i>>2]|0;f[i>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);d=g+8|0;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(!a){u=h;return}c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Jxa(a){a=a|0;var b=0;f[a>>2]=36012;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Kxa(a){a=a|0;var b=0,c=0;f[a>>2]=36012;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Mxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Nxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Oxa(a){a=a|0;var b=0;f[a>>2]=36044;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Pxa(a){a=a|0;var b=0,c=0;f[a>>2]=36044;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Qxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;k=Bla()|0;g=f[k+232>>2]|0;k=f[k+240>>2]|0;h=b[a+8>>0]|0;d=b[a+9>>0]|0;e=f[k+236+((h&255)*24|0)+((d&255)<<3)>>2]|0;if(!e)i=4;else if((f[e+204>>2]|0)==(f[c>>2]|0)){if((f[e+208>>2]|0)!=(f[c+4>>2]|0))i=4}else i=4;if((i|0)==4){vRa(j,g,c);hab(k,h,d,j);c=f[j+4>>2]|0;if(c|0)iOb(c);if((b[k+226>>0]|0)==3)Y8a(k)}k=f[a+4>>2]|0;oh[f[(f[k>>2]|0)+8>>2]&1023](k,j);u=l;return}function Rxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Sxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Txa(a){a=a|0;return 0}function Uxa(a){a=a|0;yf()}function Vxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;e=(Bla()|0)+240|0;e=f[e>>2]|0;if(!(f[e+236+((a&255)*24|0)+((c&255)<<3)>>2]|0)){u=g;return}f[d>>2]=0;h=d+4|0;f[h>>2]=0;hab(e,a,c,d);a=f[h>>2]|0;if(a|0)iOb(a);if((b[e+226>>0]|0)!=3){u=g;return}Y8a(e);u=g;return}function Wxa(a,c){a=a|0;c=+c;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(+n[d+284+((a&255)<<2)>>2]!=c))return;iab(d,a,c);if((b[d+226>>0]|0)!=3)return;Y8a(d);return}function Xxa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+296>>0]|0)==a<<24>>24)return;jab(c,a);if((b[c+226>>0]|0)!=3)return;t9a(c);return}function Yxa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;l=Bla()|0;k=f[l+232>>2]|0;e=f[c>>2]|0;i=f[c+4>>2]|0;h=e+(i<<3)|0;if(!i){c=0;a=1}else{i=j+4|0;c=0;a=1;g=e;do{LRa(j,k,g);e=f[j>>2]|0;if(e){n=e+200|0;a=a&((f[n>>2]&-268435456|0)!=0|0!=0);if((f[e+196>>2]&2097152|0)!=0^d){CJa(e,d);c=1}}e=f[i>>2]|0;if(e|0)iOb(e);g=g+8|0}while((g|0)!=(h|0))}g=f[l+240>>2]|0;if(a|((b[g+226>>0]|0)!=3|c^1)){u=m;return}if(!d){Y8a(g);u=m;return}c=f[g+236>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){c=f[g+244>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){c=f[g+252>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){r9a(g);$8a(g,1);u=m;return}}}}}}Y8a(g);u=m;return}function Zxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);DJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function _xa(a,c){a=+a;c=c|0;var d=0,e=0,g=0.0;e=(Bla()|0)+240|0;e=f[e>>2]|0;g=+p[e+304>>3];d=b[e+312>>0]|0;if(g==a?d<<24>>24==c<<24>>24:0)return;if(g<a?1:d<<24>>24!=c<<24>>24){d=f[e+72>>2]|0;gh[f[(f[d>>2]|0)+80>>2]&2047](d)}H9a(e,a,c);v9a(e);return}function $xa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+313>>0]|0)==a<<24>>24)return;I9a(c,a);Y8a(c);return}function aya(){var a=0;a=(Bla()|0)+240|0;return +(+p[(f[a>>2]|0)+304>>3])}function bya(){var a=0;a=(Bla()|0)+240|0;return b[(f[a>>2]|0)+312>>0]|0}function cya(){var a=0;a=(Bla()|0)+240|0;return b[(f[a>>2]|0)+313>>0]|0}function dya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!((Qab(b)|0)^a))return;Pab(b,a);u9a(b);return}function eya(){var a=0;a=(Bla()|0)+240|0;return Qab(f[a>>2]|0)|0}function fya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Rab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function gya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Tab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function hya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Vab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function iya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Xab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function jya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Zab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function kya(){var a=0;a=(Bla()|0)+240|0;return Sab(f[a>>2]|0)|0}function lya(){var a=0;a=(Bla()|0)+240|0;return +(+Uab(f[a>>2]|0))}function mya(){var a=0;a=(Bla()|0)+240|0;return +(+Wab(f[a>>2]|0))}function nya(){var a=0;a=(Bla()|0)+240|0;return +(+Yab(f[a>>2]|0))}function oya(){var a=0;a=(Bla()|0)+240|0;return +(+_ab(f[a>>2]|0))}function pya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=(f[b>>2]|0)+230|0;a=(j[b>>1]|j[b+2>>1]<<16)&-65537|(a&1)<<16;d[b>>1]=a;d[b+2>>1]=a>>>16;return}function qya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(!i)a=f[k+240>>2]|0;else{i=j+4|0;b=1;g=a;do{LRa(j,l,g);a=f[j>>2]|0;if(a){n=a+200|0;b=b&((f[n>>2]&-268435456|0)!=0|0!=0);UKa(a,c,d,e)}a=f[i>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(h|0));a=f[k+240>>2]|0;if(!b){n=DSa(l)|0;Jkb(n,f[k+244>>2]|0);Y8a(a);u=m;return}}u9a(a);u=m;return}function rya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j;h=Bla()|0;i=f[h+232>>2]|0;a=f[b>>2]|0;d=f[b+4>>2]|0;e=a+(d<<3)|0;if(!d)a=f[h+240>>2]|0;else{d=g+4|0;b=1;c=a;do{KRa(g,i,c);a=f[g>>2]|0;if(a){k=a+200|0;b=b&((f[k>>2]&-268435456|0)!=0|0!=0);VKa(a)}a=f[d>>2]|0;if(a|0)iOb(a);c=c+8|0}while((c|0)!=(e|0));a=f[h+240>>2]|0;if(!b){k=DSa(i)|0;Jkb(k,f[h+244>>2]|0);Y8a(a);u=j;return}}u9a(a);u=j;return}function sya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=36076;mma(d,b,c,0);return}function tya(a){a=a|0;var b=0;f[a>>2]=36108;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function uya(a){a=a|0;var b=0,c=0;f[a>>2]=36108;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function vya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0;y=u;u=u+48|0;r=y+32|0;s=y+24|0;t=y;v=(Bla()|0)+232|0;v=f[v>>2]|0;f[r>>2]=0;x=r+4|0;f[x>>2]=0;f[r+8>>2]=0;d=f[c+4>>2]|0;q=r+8|0;if(d|0){if(d>>>0>214748364)vd();e=pOb(d*20|0)|0;g=e;f[r>>2]=g;f[x>>2]=g;f[q>>2]=e+(d*20|0);c=f[c>>2]|0;e=c+(d<<3)|0;g=t+4|0;h=t+8|0;i=t+12|0;j=t+16|0;k=s+4|0;l=t+4|0;m=t+8|0;o=t+12|0;p=t+16|0;d=c;do{ARa(s,v,d);c=f[s>>2]|0;if(!c)w=16;else if(!(f[c+196>>2]&134217728))w=16;else{A=f[c+104>>2]|0;f[t>>2]=f[A+300>>2];f[l>>2]=f[A+304>>2];f[m>>2]=f[A+308>>2];z=+WKa(c);n[o>>2]=z;b[p>>0]=b[(f[(f[s>>2]|0)+104>>2]|0)+364>>0]&1;c=f[x>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[c>>2]=f[t>>2];f[c+4>>2]=f[t+4>>2];f[c+8>>2]=f[t+8>>2];f[c>>2]=f[t>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];A=c+12|0;f[A>>2]=f[o>>2];b[A+4>>0]=b[o+4>>0]|0;f[x>>2]=(f[x>>2]|0)+20}else yya(r,t)}if((w|0)==16){w=0;f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[t+12>>2]=0;b[j>>0]=1;c=f[x>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[c>>2]=f[t>>2];f[c+4>>2]=f[t+4>>2];f[c+8>>2]=f[t+8>>2];f[c>>2]=0;f[c+4>>2]=f[g>>2];f[c+8>>2]=f[h>>2];A=c+12|0;f[A>>2]=f[i>>2];b[A+4>>0]=b[i+4>>0]|0;f[x>>2]=(f[x>>2]|0)+20}else yya(r,t)}c=f[k>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(e|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,r);c=f[r>>2]|0;if(!c){u=y;return}d=f[x>>2]|0;if((d|0)!=(c|0))f[x>>2]=d+(~(((d+-20-c|0)>>>0)/20|0)*20|0);sOb(c);u=y;return}function wya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function xya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function yya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;d=f[o>>2]|0;e=f[a>>2]|0;j=(d-e|0)/20|0;h=j+1|0;m=e;g=d;if(h>>>0>214748364)AMb(a);n=a+8|0;k=((f[n>>2]|0)-e|0)/20|0;l=k<<1;h=k>>>0<107374182?(l>>>0<h>>>0?h:l):214748364;do if(!h)i=0;else if(h>>>0>214748364)vd();else{i=pOb(h*20|0)|0;break}while(0);k=i+(j*20|0)|0;e=k;l=i+(h*20|0)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k>>2]=f[c>>2];f[i+(j*20|0)+4>>2]=f[c+4>>2];f[i+(j*20|0)+8>>2]=f[c+8>>2];h=i+(j*20|0)+12|0;j=c+12|0;f[h>>2]=f[j>>2];b[h+4>>0]=b[j+4>>0]|0;h=k+20|0;if((g|0)!=(m|0)){d=k;do{j=g;g=g+-20|0;f[d+-20>>2]=f[g>>2];f[d+-16>>2]=f[j+-16>>2];f[d+-12>>2]=f[j+-12>>2];k=d+-8|0;j=j+-8|0;f[k>>2]=f[j>>2];b[k+4>>0]=b[j+4>>0]|0;d=e+-20|0;e=d}while((g|0)!=(m|0));d=f[a>>2]|0}f[a>>2]=e;f[o>>2]=h;f[n>>2]=l;if(!d)return;sOb(d);return}function zya(a){a=a|0;yf()}function Aya(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;e=f[b>>2]|0;j=f[b+4>>2]|0;i=e+(j<<3)|0;if(!j){u=n;return}j=k+4|0;a=0;b=1;do{LRa(k,m,e);g=f[k>>2]|0;h=f[j>>2]|0;if(h|0)iOb(h);if(SKa(g,c,d)|0){h=g+200|0;a=1;b=b&((f[h>>2]&-268435456|0)!=0|0!=0)}e=e+8|0}while((e|0)!=(i|0));if(!a){u=n;return}a=f[l+240>>2]|0;if(b){u9a(a);u=n;return}else{t9a(a);u=n;return}}function Bya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(TKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Cya(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;m=s+24|0;o=s+16|0;p=s;q=(Bla()|0)+232|0;q=f[q>>2]|0;f[m>>2]=0;r=m+4|0;f[r>>2]=0;f[m+8>>2]=0;b=f[c+4>>2]|0;l=m+8|0;if(b|0){if(b>>>0>357913941)vd();e=pOb(b*12|0)|0;g=e;f[m>>2]=g;f[r>>2]=g;f[l>>2]=e+(b*12|0);c=f[c>>2]|0;e=c+(b<<3)|0;g=p+4|0;h=p+8|0;i=o+4|0;j=p+4|0;k=p+8|0;d=d&255;do{KRa(o,q,c);b=f[o>>2]|0;if(!b){n[p>>2]=-1.0;n[g>>2]=-1.0;n[h>>2]=-1.0;b=f[r>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[p>>2];f[b+4>>2]=f[p+4>>2];f[b+8>>2]=f[p+8>>2];f[r>>2]=(f[r>>2]|0)+12}else XI(m,p)}else{if(!(f[b+196>>2]&8388608)){n[p>>2]=-1.0;n[j>>2]=-1.0;n[k>>2]=-1.0}else{b=(f[b+104>>2]|0)+328+(d*12|0)|0;f[p>>2]=f[b>>2];f[p+4>>2]=f[b+4>>2];f[p+8>>2]=f[b+8>>2]}b=f[r>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[p>>2];f[b+4>>2]=f[p+4>>2];f[b+8>>2]=f[p+8>>2];f[r>>2]=(f[r>>2]|0)+12}else XI(m,p)}b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(e|0))}b=f[a>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,m);b=f[m>>2]|0;if(!b){u=s;return}c=f[r>>2]|0;if((c|0)!=(b|0))f[r>>2]=c+(~(((c+-12-b|0)>>>0)/12|0)*12|0);sOb(b);u=s;return}function Dya(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=36140;b[g+8>>0]=e;mma(g,c,d,0);return}function Eya(a){a=a|0;var b=0;f[a>>2]=36172;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Fya(a){a=a|0;var b=0,c=0;f[a>>2]=36172;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Gya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+48|0;s=A+32|0;t=A+24|0;v=A+12|0;w=A;x=(Bla()|0)+232|0;x=f[x>>2]|0;f[s>>2]=0;z=s+4|0;f[z>>2]=0;f[s+8>>2]=0;d=f[c+4>>2]|0;r=s+8|0;if(d|0){if(d>>>0>357913941)vd();i=pOb(d*12|0)|0;j=i;f[s>>2]=j;f[z>>2]=j;f[r>>2]=i+(d*12|0);i=f[c>>2]|0;j=i+(d<<3)|0;k=a+8|0;l=v+4|0;m=v+8|0;o=w+4|0;p=w+8|0;q=t+4|0;do{ARa(t,x,i);d=f[t>>2]|0;do if(!(f[d+196>>2]&8388608)){n[v>>2]=-1.0;n[l>>2]=-1.0;n[m>>2]=-1.0;y=16}else{g=(f[d+104>>2]|0)+328+((h[k>>0]|0)*12|0)|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];if(!(+n[v>>2]>=0.0))y=16;else{c=f[z>>2]|0;if((c|0)==(f[r>>2]|0)){Jya(s,v);break}else{f[c>>2]=f[v>>2];f[c+4>>2]=f[v+4>>2];f[c+8>>2]=f[v+8>>2];f[z>>2]=(f[z>>2]|0)+12;break}}}while(0);if((y|0)==16){y=0;e=b[k>>0]|0;g=d+12+((e&255)<<3)|0;c=f[g>>2]|0;if(!c){fKa(d,e);c=f[g>>2]|0}f[w>>2]=f[c+152>>2];f[o>>2]=f[c+156>>2];f[p>>2]=f[c+160>>2];c=f[z>>2]|0;if(c>>>0<(f[r>>2]|0)>>>0){f[c>>2]=f[w>>2];f[c+4>>2]=f[w+4>>2];f[c+8>>2]=f[w+8>>2];f[z>>2]=(f[z>>2]|0)+12}else XI(s,w)}c=f[q>>2]|0;if(c|0)iOb(c);i=i+8|0}while((i|0)!=(j|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,s);c=f[s>>2]|0;if(!c){u=A;return}d=f[z>>2]|0;if((d|0)!=(c|0))f[z>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=A;return}function Hya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Iya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Jya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Kya(a){a=a|0;yf()}function Lya(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;m=p;n=Bla()|0;o=f[n+232>>2]|0;h=f[b>>2]|0;l=f[b+4>>2]|0;k=h+(l<<3)|0;if(!l){u=p;return}l=m+4|0;a=0;b=1;do{LRa(m,o,h);i=f[m>>2]|0;j=f[l>>2]|0;if(j|0)iOb(j);if(VJa(i,c,d,e,g)|0){j=i+200|0;a=1;b=b&((f[j>>2]&-268435456|0)!=0|0!=0)}h=h+8|0}while((h|0)!=(k|0));if(!a){u=p;return}a=f[n+240>>2]|0;if(b){u9a(a);u=p;return}else{t9a(a);u=p;return}}function Mya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j){u=n;return}j=k+4|0;b=0;g=1;h=a;do{KRa(k,m,h);a=f[k>>2]|0;if(a)if(ZJa(a,c,d,e)|0){a=(f[k>>2]|0)+200|0;b=1;g=g&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[j>>2]|0;if(a|0)iOb(a);h=h+8|0}while((h|0)!=(i|0));if(!b){u=n;return}a=f[l+240>>2]|0;if(g){u9a(a);u=n;return}else{t9a(a);u=n;return}}function Nya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(pKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Oya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+32|0;m=q+16|0;o=q;p=(Bla()|0)+232|0;p=f[p>>2]|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;b=f[c+4>>2]|0;l=a+8|0;if(!b){u=q;return}if(b>>>0>357913941)vd();g=pOb(b*12|0)|0;h=g;f[a>>2]=h;f[k>>2]=h;f[l>>2]=g+(b*12|0);c=f[c>>2]|0;g=c+(b<<3)|0;h=o+4|0;i=o+8|0;j=m+4|0;do{KRa(m,p,c);b=f[m>>2]|0;if(!b){n[o>>2]=-1.0;n[h>>2]=-1.0;n[i>>2]=-1.0;b=f[k>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[o>>2];f[b+4>>2]=f[o+4>>2];f[b+8>>2]=f[o+8>>2];f[k>>2]=(f[k>>2]|0)+12}else XI(a,o)}else{cKa(o,b,d,e);b=f[k>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[o>>2];f[b+4>>2]=f[o+4>>2];f[b+8>>2]=f[o+8>>2];f[k>>2]=(f[k>>2]|0)+12}else XI(a,o)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(g|0));u=q;return}function Pya(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=pOb(16)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=36204;b[h+8>>0]=e;f[h+12>>2]=g;mma(h,c,d,0);return}function Qya(a){a=a|0;var b=0,c=0;f[a>>2]=36172;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;k=p+20|0;l=p+8|0;m=p;n=(Bla()|0)+232|0;n=f[n>>2]|0;f[k>>2]=0;o=k+4|0;f[o>>2]=0;f[k+8>>2]=0;d=f[c+4>>2]|0;j=k+8|0;if(d|0){if(d>>>0>357913941)vd();e=pOb(d*12|0)|0;g=e;f[k>>2]=g;f[o>>2]=g;f[j>>2]=e+(d*12|0);c=f[c>>2]|0;e=c+(d<<3)|0;g=a+8|0;h=a+12|0;i=m+4|0;d=c;do{ARa(m,n,d);eKa(l,f[m>>2]|0,b[g>>0]|0,f[h>>2]|0);c=f[o>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[l>>2];f[c+4>>2]=f[l+4>>2];f[c+8>>2]=f[l+8>>2];f[o>>2]=(f[o>>2]|0)+12}else XI(k,l);c=f[i>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(e|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=p;return}d=f[o>>2]|0;if((d|0)!=(c|0))f[o>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=p;return}function Sya(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+32|0;v=A+16|0;w=A;x=Bla()|0;y=f[x+232>>2]|0;a=f[c>>2]|0;t=f[c+4>>2]|0;o=a+(t<<3)|0;if(!t){u=A;return}p=v+4|0;q=d+4|0;r=w+4|0;s=w+8|0;t=w+8|0;c=1;j=0;m=a;while(1){LRa(v,y,m);i=f[v>>2]|0;if(!i){l=j;n=c}else{if(!(f[i+4>>2]|0))k=c;else{k=i+200|0;k=c&((f[k>>2]&-268435456|0)!=0|0!=0)}a=f[d>>2]|0;c=f[q>>2]|0;h=a+c|0;f[w>>2]=0;f[r>>2]=0;f[s>>2]=0;if(c|0){if((c|0)<0){z=9;break}n=pOb(c)|0;f[r>>2]=n;f[w>>2]=n;f[t>>2]=n+c;c=n;do{b[c>>0]=b[a>>0]|0;a=a+1|0;c=(f[r>>2]|0)+1|0;f[r>>2]=c}while((a|0)!=(h|0))}a=j|(bLa(i,w,e,g)|0);c=f[w>>2]|0;if(c|0){if((f[r>>2]|0)!=(c|0))f[r>>2]=c;sOb(c)}l=a;n=k}a=f[p>>2]|0;if(a|0)iOb(a);m=m+8|0;if((m|0)==(o|0))break;else{c=n;j=l}}if((z|0)==9)AMb(w);if(!l){u=A;return}a=f[x+240>>2]|0;if(n){u9a(a);u=A;return}else{t9a(a);u=A;return}}function Tya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;b=1;d=0;e=a;do{KRa(i,k,e);c=f[i>>2]|0;if(c){if(!(f[c+4>>2]|0))a=b;else{a=c+200|0;a=b&((f[a>>2]&-268435456|0)!=0|0!=0)}d=d|(cLa(c)|0);b=a}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(!d){u=l;return}a=f[j+240>>2]|0;if(b){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Uya(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j+24|0;i=j;c=f[a>>2]|0;f[a>>2]=0;a=c;h=pOb(16)|0;f[h+4>>2]=0;f[h+8>>2]=0;f[h>>2]=36236;f[h+12>>2]=a;e=(Bla()|0)+232|0;e=f[e>>2]|0;gOb(h);if((zSa(e)|0)<=0){oh[f[(f[c>>2]|0)+8>>2]&1023](c,g);iOb(h);iOb(h);u=j;return}d=i+16|0;f[i>>2]=36264;f[i+4>>2]=a;f[i+8>>2]=h;f[d>>2]=i;b[g>>0]=1;a=e+8|0;c=f[a>>2]|0;if(c>>>0<(f[e+12>>2]|0)>>>0){f[c+16>>2]=c;g=f[d>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,c);g=f[a>>2]|0;b[c+24>>0]=1;f[a>>2]=g+32}else Qha(e+4|0,i,g);a=f[d>>2]|0;if((i|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);iOb(h);u=j;return}function Vya(a){a=a|0;f[a>>2]=36264;a=f[a+8>>2]|0;if(!a)return;iOb(a);return}function Wya(a){a=a|0;var b=0;f[a>>2]=36264;b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function Xya(a){a=a|0;var b=0;b=pOb(12)|0;f[b>>2]=36264;f[b+4>>2]=f[a+4>>2];a=f[a+8>>2]|0;f[b+8>>2]=a;if(!a)return b|0;gOb(a);return b|0}function Yya(a,b){a=a|0;b=b|0;f[b>>2]=36264;f[b+4>>2]=f[a+4>>2];a=f[a+8>>2]|0;f[b+8>>2]=a;if(!a)return;gOb(a);return}function Zya(a){a=a|0;a=f[a+8>>2]|0;if(!a)return;iOb(a);return}function _ya(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function $ya(a){a=a|0;var b=0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function aza(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==187966?a+4|0:0)|0}function bza(a){a=a|0;return 14336}function cza(a){a=a|0;aOb(a);sOb(a);return}function dza(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function eza(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==188283?a+12|0:0)|0}function fza(a){a=a|0;sOb(a);return}function gza(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=K9a(b)|0;if(+n[c>>2]==+n[a>>2])if(+n[c+4>>2]==+n[a+4>>2])if(!(+n[c+8>>2]!=+n[a+8>>2]))return;L9a(b,a);t9a(b);return}function hza(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(M9a(a)|0))return;Y8a(a);return}function iza(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0.0,t=0.0,v=0.0;p=u;u=u+48|0;l=p+8|0;m=p;o=(Bla()|0)+240|0;o=f[o>>2]|0;f[l>>2]=1058256454;i=l+4|0;f[i>>2]=1058256454;j=l+8|0;f[j>>2]=1058256454;n[l+12>>2]=1.0;n[l+16>>2]=1.0;n[l+20>>2]=1.0;k=l+28|0;h=f[65704]|0;f[65704]=h+1;f[k>>2]=h;b[l+24>>0]=c;b[l+25>>0]=d;if(!(c<<24>>24)){v=+n[e>>2];t=+n[e+4>>2];r=+n[e+8>>2];q=+L(+(v*v+(t*t+r*r)));d=(n[s>>2]=v/q,f[s>>2]|0);h=(n[s>>2]=t/q,f[s>>2]|0);c=(n[s>>2]=r/q,f[s>>2]|0)}else{d=f[e>>2]|0;h=f[e+4>>2]|0;c=f[e+8>>2]|0}f[l>>2]=d;f[i>>2]=h;f[j>>2]=c;j=l+12|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];if(N9a(o,l)|0){Y8a(o);o=f[a>>2]|0;l=f[(f[o>>2]|0)+8>>2]|0;f[m>>2]=f[k>>2];oh[l&1023](o,m);u=p;return}else{o=f[a>>2]|0;l=f[(f[o>>2]|0)+12>>2]|0;b[m>>0]=0;oh[l&1023](o,m);u=p;return}}function jza(a){a=a|0;var b=0,c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;b=(Bla()|0)+240|0;b=f[b>>2]|0;f[e>>2]=f[a>>2];f[d>>2]=f[e>>2];if(!(P9a(b,d)|0)){u=c;return}Y8a(b);u=c;return}function kza(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0;k=u;u=u+32|0;g=k+16|0;h=k;i=k+4|0;j=(Bla()|0)+240|0;j=f[j>>2]|0;f[h>>2]=f[a>>2];if(!(b<<24>>24)){p=+n[d>>2];o=+n[d+4>>2];m=+n[d+8>>2];l=+L(+(p*p+(o*o+m*m)));n[i>>2]=p/l;n[i+4>>2]=o/l;n[i+8>>2]=m/l}else{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2]};f[g>>2]=f[h>>2];if(!(Q9a(j,g,b,c,i,e)|0)){u=k;return}Y8a(j);u=k;return}function lza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!($ab(b,a)|0))return;u9a(b);return}function mza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(abb(b,a)|0))return;u9a(b);return}function nza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(bbb(b,a)|0))return;u9a(b);return}function oza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(cbb(b,a)|0))return;u9a(b);return}function pza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(dbb(b,a)|0))return;u9a(b);return}function qza(a,b){a=a|0;b=+b;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(ebb(c,a,b)|0))return;u9a(c);return}function rza(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(fbb(c,a,b)|0))return;u9a(c);return}function sza(a,b,c){a=a|0;b=+b;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(gbb(d,a,b,c)|0))return;u9a(d);return}function tza(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;h=i+20|0;g=i;d=a+4|0;if(!(f[d>>2]|0)){u=i;return}e=b+4|0;if(!(f[e>>2]|0)){u=i;return}c=(Bla()|0)+240|0;c=f[c>>2]|0;a=f[a>>2]|0;uza(h,a,a+(f[d>>2]<<3)|0);d=f[b>>2]|0;uza(g,d,d+(f[e>>2]<<3)|0);if(hbb(c,h,g)|0)Y8a(c);a=f[g+8>>2]|0;if(a|0)do{e=a;a=f[a>>2]|0;sOb(e)}while((a|0)!=0);a=f[g>>2]|0;f[g>>2]=0;if(a|0)sOb(a);a=f[h+8>>2]|0;if(a|0)do{g=a;a=f[a>>2]|0;sOb(g)}while((a|0)!=0);a=f[h>>2]|0;f[h>>2]=0;if(a|0)sOb(a);u=i;return}function uza(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;s=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[s>>2]=1.0;if((b|0)==(c|0))return;t=a+4|0;u=a+12|0;v=a+8|0;d=0;e=0;do{o=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(o<<6)+(o>>>2)^o;p=(d|0)==0;a:do if(p){i=0;r=22}else{l=d+-1|0;k=(l&d|0)==0;if(k)i=q&l;else if(q>>>0<d>>>0)i=q;else i=(q>>>0)%(d>>>0)|0;j=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!j)r=22;else{j=f[j>>2]|0;if(!j)r=22;else{if(k)while(1){k=f[j+4>>2]|0;if(!((k|0)==(q|0)|(k&l|0)==(i|0))){r=22;break a}if((f[j+8>>2]|0)==(o|0))if((f[j+12>>2]|0)==(m|0))break a;j=f[j>>2]|0;if(!j){r=22;break a}}while(1){k=f[j+4>>2]|0;if((k|0)!=(q|0)){if(k>>>0>=d>>>0)k=(k>>>0)%(d>>>0)|0;if((k|0)!=(i|0)){r=22;break a}}if((f[j+8>>2]|0)==(o|0))if((f[j+12>>2]|0)==(m|0))break a;j=f[j>>2]|0;if(!j){r=22;break}}}}}while(0);if((r|0)==22){r=0;k=pOb(16)|0;l=b;m=f[l+4>>2]|0;o=k+8|0;f[o>>2]=f[l>>2];f[o+4>>2]=m;f[k+4>>2]=q;f[k>>2]=0;g=+((e+1|0)>>>0);h=+n[s>>2];do if(p|h*+(d>>>0)<g){d=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;e=~~+W(+(g/h))>>>0;vza(a,d>>>0<e>>>0?e:d);d=f[t>>2]|0;e=d+-1|0;if(!(e&d)){j=d;d=e&q;break}if(q>>>0<d>>>0){j=d;d=q}else{j=d;d=(q>>>0)%(d>>>0)|0}}else{j=d;d=i}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[k>>2]=f[v>>2];f[v>>2]=k;f[e>>2]=v;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=j+-1|0;if(!(e&j))d=d&e;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=35}}else{f[k>>2]=f[d>>2];r=35}if((r|0)==35){r=0;f[d>>2]=k}e=(f[u>>2]|0)+1|0;f[u>>2]=e;d=j}b=b+8|0}while((b|0)!=(c|0));return}function vza(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wza(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wza(a,b);return}function wza(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function xza(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(kbb(a)|0))return;Y8a(a);return}function yza(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;lbb(d,a,b,c);if(!(_8a(d)|0))return;t9a(d);return}function zza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(mbb(b,a)|0))return;u9a(b);return}function Aza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(nbb(b,a)|0))return;u9a(b);return}function Bza(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(Abb(c,a,b)|0))return;u9a(c);return}function Cza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Cbb(b,a)|0))return;u9a(b);return}function Dza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Dbb(b,a)|0))return;u9a(b);return}function Eza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Bbb(b,a)|0))return;u9a(b);return}function Fza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ebb(b,a)|0))return;u9a(b);return}function Gza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Fbb(b,a)|0))return;u9a(b);return}function Hza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;Gbb(f[b>>2]|0,a)|0;return}function Iza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Hbb(b,a)|0))return;u9a(b);return}function Jza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ibb(b,a)|0))return;u9a(b);return}function Kza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Jbb(b,a)|0))return;u9a(b);return}function Lza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Kbb(b,a)|0))return;u9a(b);return}function Mza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Lbb(b,a)|0))return;u9a(b);return}function Nza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Mbb(b,a)|0))return;u9a(b);return}function Oza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Nbb(b,a)|0))return;u9a(b);return}function Pza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Obb(b,a)|0))return;u9a(b);return}function Qza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Pbb(b,a)|0))return;u9a(b);return}function Rza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Qbb(b,a)|0))return;u9a(b);return}function Sza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Rbb(b,a)|0))return;if(a){t9a(b);return}else{u9a(b);return}}function Tza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Sbb(b,a)|0))return;u9a(b);return}function Uza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Tbb(b,a)|0))return;u9a(b);return}function Vza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ubb(b,a)|0))return;u9a(b);return}function Wza(a,b){a=+a;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(Vbb(c,a,b)|0))return;u9a(c);return}function Xza(a,b,c){a=+a;b=+b;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(Wbb(d,a,b,c)|0))return;t9a(d);return}function Yza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;Xbb(f[b>>2]|0,a)|0;return}function Zza(a){a=a|0;var b=0;b=(Bla()|0)+232|0;CSa(f[b>>2]|0,a);return}function _za(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;Zbb(a,f[c>>2]|0,f[b>>2]|0,f[b+4>>2]|0);return}function $za(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j;h=(Bla()|0)+240|0;h=f[h>>2]|0;b=f[a>>2]|0;d=f[a+4>>2]|0;e=b+(d*24|0)|0;f[g>>2]=0;i=g+4|0;f[i>>2]=0;f[g+8>>2]=0;a=d*24|0;c=(a|0)/24|0;if(a|0){if(c>>>0>178956970)AMb(g);a=pOb(a)|0;f[i>>2]=a;f[g>>2]=a;f[g+8>>2]=a+(c*24|0);if(d|0){do{p[a>>3]=+p[b>>3];p[a+8>>3]=+p[b+8>>3];p[a+16>>3]=+p[b+16>>3];b=b+24|0;a=a+24|0}while((b|0)!=(e|0));f[i>>2]=a}}Ybb(h,g);a=f[g>>2]|0;if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~(((b+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=j;return}function aAa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=+j;var k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0,t=0,u=0.0,v=0.0;b[a>>0]=c;n=+p[d>>3];p[a+32>>3]=n;o=+p[d+8>>3];p[a+40>>3]=o;q=+p[d+16>>3];p[a+48>>3]=q;k=+p[e>>3];p[a+56>>3]=k;l=+p[e+8>>3];p[a+64>>3]=l;m=+p[e+16>>3];p[a+72>>3]=m;p[a+80>>3]=1.0;r=a+88|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+120>>3]=1.0;r=a+128|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+160>>3]=1.0;r=a+168|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+200>>3]=1.0;r=a+224|0;p[r>>3]=.01;f[a+732>>2]=1;f[a+736>>2]=1;s=a+744|0;t=b[s>>0]&-64;b[s>>0]=t;k=n-k;l=o-l;m=q-m;q=+L(+(k*k+(l*l+m*m)));c=q<1.0e-20;if(c){k=0.0;l=0.0;n=1.0}else{k=k/q;l=l/q;n=m/q}o=+p[g>>3];m=+p[g+8>>3];v=+p[g+16>>3];u=k*o+(l*m+n*v);o=o-k*u;m=m-l*u;k=v-n*u;l=+L(+(o*o+(m*m+k*k)));if(l>1.0e-20){p[a+8>>3]=o/l;p[a+16>>3]=m/l;p[a+24>>3]=k/l;b[s>>0]=t}e=a+208|0;p[e>>3]=1.0;g=a+216|0;p[g>>3]=1.0;k=c?1.0:1.0/q;d=a+232|0;p[d>>3]=k;c=a+240|0;p[c>>3]=k;b[s>>0]=t;if(!(h<=0.0)){u=+K(+h);p[e>>3]=u;v=+K(+(!(i<=0.0)?i:h));p[g>>3]=v;p[d>>3]=u*k;p[c>>3]=v*k;b[s>>0]=t}k=!(j<=0.0)?j:.01;if(k==.01)return;p[r>>3]=k;b[s>>0]=t;return}function bAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0;d=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];g=+p[a+48>>3]-+p[a+72>>3];h=+L(+(d*d+(e*e+g*g)));if(h<1.0e-20){f=0.0;e=0.0;d=1.0}else{f=d/h;e=e/h;d=g/h}g=+p[c>>3];j=+p[c+8>>3];i=+p[c+16>>3];h=f*g+(e*j+d*i);g=g-f*h;f=j-e*h;d=i-d*h;e=+L(+(g*g+(f*f+d*d)));if(!(e>1.0e-20))return;p[a+8>>3]=g/e;p[a+16>>3]=f/e;p[a+24>>3]=d/e;a=a+744|0;b[a>>0]=b[a>>0]&-60;return}function cAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0;if(c<=0.0)return;e=+K(+c);p[a+208>>3]=e;d=+K(+(!(d<=0.0)?d:c));p[a+216>>3]=d;g=+p[a+32>>3]-+p[a+56>>3];f=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(g*g+(f*f+c*c)));c=c<1.0e-20?1.0:1.0/c;p[a+232>>3]=e*c;p[a+240>>3]=c*d;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function dAa(a,c){a=a|0;c=+c;var d=0;c=!(c<=0.0)?c:.01;d=a+224|0;if(+p[d>>3]==c)return;p[d>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function eAa(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+80|0;e=b+48|0;d=b+24|0;c=b;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[e+16>>3]=5.0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;p[c>>3]=0.0;p[c+8>>3]=1.0;p[c+16>>3]=0.0;aAa(a,1,e,d,c,2.0,2.0,.01);u=b;return}function fAa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0.0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;e=u;u=u+80|0;h=e+48|0;i=e+24|0;g=e;l=+p[c>>3];o=+p[b>>3];r=l-o;k=+p[c+8>>3];n=+p[b+8>>3];q=k-n;j=+p[c+16>>3];m=+p[b+16>>3];f=j-m;f=+L(+(r*r+(q*q+f*f)));l=o*.5+l*.5;p[h>>3]=l;k=n*.5+k*.5;p[h+8>>3]=k;j=m*.5+j*.5;p[h+16>>3]=j;p[i>>3]=l;p[i+8>>3]=k;p[i+16>>3]=f+j;p[g>>3]=0.0;p[g+8>>3]=1.0;p[g+16>>3]=0.0;aAa(a,d,i,h,g,f,f,0.0);u=e;return}function gAa(a,c){a=a|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;if((b[a>>0]|0)==(b[c>>0]|0))if(+p[a+8>>3]==+p[c+8>>3])if(+p[a+16>>3]==+p[c+16>>3])if(+p[a+24>>3]==+p[c+24>>3])if(+p[a+32>>3]==+p[c+32>>3])if(+p[a+40>>3]==+p[c+40>>3])if(+p[a+48>>3]==+p[c+48>>3])if(+p[a+56>>3]==+p[c+56>>3])if(+p[a+64>>3]==+p[c+64>>3])if(+p[a+72>>3]==+p[c+72>>3]){f[d>>2]=a+80;f[d+4>>2]=c+80;if(hAa(d)|0)if(+p[a+208>>3]==+p[c+208>>3])if(+p[a+216>>3]==+p[c+216>>3])a=+p[a+224>>3]==+p[c+224>>3];else a=0;else a=0;else a=0}else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;u=e;return a|0}function hAa(a){a=a|0;var b=0;b=f[a>>2]|0;a=f[a+4>>2]|0;if(!(+p[b>>3]==+p[a>>3])){b=0;return b|0}if(!(+p[b+8>>3]==+p[a+8>>3])){b=0;return b|0}if(!(+p[b+16>>3]==+p[a+16>>3])){b=0;return b|0}if(!(+p[b+24>>3]==+p[a+24>>3])){b=0;return b|0}if(!(+p[b+32>>3]==+p[a+32>>3])){b=0;return b|0}if(!(+p[b+40>>3]==+p[a+40>>3])){b=0;return b|0}if(!(+p[b+48>>3]==+p[a+48>>3])){b=0;return b|0}if(!(+p[b+56>>3]==+p[a+56>>3])){b=0;return b|0}if(!(+p[b+64>>3]==+p[a+64>>3])){b=0;return b|0}if(!(+p[b+72>>3]==+p[a+72>>3])){b=0;return b|0}if(!(+p[b+80>>3]==+p[a+80>>3])){b=0;return b|0}if(!(+p[b+88>>3]==+p[a+88>>3])){b=0;return b|0}if(!(+p[b+96>>3]==+p[a+96>>3])){b=0;return b|0}if(!(+p[b+104>>3]==+p[a+104>>3])){b=0;return b|0}if(!(+p[b+112>>3]==+p[a+112>>3])){b=0;return b|0}b=+p[b+120>>3]==+p[a+120>>3];return b|0}function iAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0.0,s=0,t=0,u=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;q=a+744|0;s=b[q>>0]|0;t=s&-60;b[q>>0]=t;d=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];f=+p[a+48>>3]-+p[a+72>>3];r=+L(+(d*d+(e*e+f*f)));do if(r>1.0e-20){m=d/r;n=e/r;o=f/r;j=+p[c+8>>3];k=+p[c+16>>3];l=o*j-n*k;d=+p[c>>3];e=m*k-o*d;f=n*d-m*j;g=+L(+(l*l+(e*e+f*f)));if(g>.0001){D=l/g;A=e/g;e=f/g;f=m*d+(n*j+o*k);w=g*D;y=g*A;C=g*e;d=1.0-f;j=D*d;k=d*A;B=A*j;z=e*j;v=e*k;c=a+8|0;x=+p[c>>3];h=a+16|0;g=+p[h>>3];i=a+24|0;l=+p[i>>3];j=(f+D*j)*x+(B-C)*g+(y+z)*l;k=(C+B)*x+(f+A*k)*g+(v-w)*l;l=(z-y)*x+(w+v)*g+(f+e*(d*e))*l;u=r<1.0e-20;d=u?0.0:m;e=u?0.0:n;g=u?1.0:o;f=j*d+(k*e+l*g);d=j-d*f;e=k-e*f;f=l-g*f;g=+L(+(d*d+(e*e+f*f)));if(!(g>1.0e-20))break;p[c>>3]=d/g;p[h>>3]=e/g;p[i>>3]=f/g;b[q>>0]=t;break}else{c=a+8|0;g=+p[c>>3];h=a+16|0;f=+p[h>>3];i=a+24|0;e=+p[i>>3];d=m*g+(n*f+o*e);g=g-m*d;f=f-n*d;d=e-o*d;e=+L(+(g*g+(f*f+d*d)));if(!(e>1.0e-20))break;p[c>>3]=g/e;p[h>>3]=f/e;p[i>>3]=d/e;b[q>>0]=t;break}}while(0);if(b[a>>0]|0)return;b[q>>0]=s&-64;p[a+208>>3]=r*+p[a+232>>3];p[a+216>>3]=r*+p[a+240>>3];return}function jAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0;m=u;u=u+32|0;i=m;j=a+32|0;d=+p[j>>3];k=+p[b>>3];l=a+40|0;if(d==k){c=+p[l>>3];if(c==+p[b+8>>3])if(+p[a+48>>3]==+p[b+16>>3]){u=m;return}}else c=+p[l>>3];g=d-+p[a+56>>3];c=c-+p[a+64>>3];h=a+48|0;d=+p[h>>3]-+p[a+72>>3];e=+L(+(g*g+(c*c+d*d)));if(e<1.0e-20){f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;c=1.0}else{p[i>>3]=g/e;p[i+8>>3]=c/e;c=d/e}p[i+16>>3]=c;p[j>>3]=k;p[l>>3]=+p[b+8>>3];p[h>>3]=+p[b+16>>3];iAa(a,i);u=m;return}function kAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0;m=u;u=u+32|0;i=m;j=a+56|0;d=+p[j>>3];k=+p[b>>3];l=a+64|0;if(d==k){c=+p[l>>3];if(c==+p[b+8>>3])if(+p[a+72>>3]==+p[b+16>>3]){u=m;return}}else c=+p[l>>3];g=+p[a+32>>3]-d;c=+p[a+40>>3]-c;h=a+72|0;d=+p[a+48>>3]-+p[h>>3];e=+L(+(g*g+(c*c+d*d)));if(e<1.0e-20){f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;c=1.0}else{p[i>>3]=g/e;p[i+8>>3]=c/e;c=d/e}p[i+16>>3]=c;p[j>>3]=k;p[l>>3]=+p[b+8>>3];p[h>>3]=+p[b+16>>3];iAa(a,i);u=m;return}function lAa(a,c){a=a|0;c=c|0;if((b[a>>0]|0)==c<<24>>24)return;b[a>>0]=c;c=a+744|0;b[c>>0]=b[c>>0]&-29;return}function mAa(a,c){a=a|0;c=+c;var d=0.0,e=0.0,f=0.0;if(c<=0.0)return;d=+K(+c);p[a+208>>3]=d;p[a+216>>3]=d;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(f*f+(e*e+c*c)));c=d*(c<1.0e-20?1.0:1.0/c);p[a+232>>3]=c;p[a+240>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function nAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0;if(c==0.0)return;c=+K(+c);c=+P(+((c<179.0?c:179.0)*.017453292519943295*.5))*2.0;p[a+232>>3]=c;p[a+240>>3]=c;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];d=+p[a+48>>3]-+p[a+72>>3];d=+L(+(f*f+(e*e+d*d)));d=c*(d<1.0e-20?1.0:d);p[a+208>>3]=d;p[a+216>>3]=d;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function oAa(a,c){a=a|0;c=+c;var d=0.0,e=0.0,f=0.0;if(c==0.0)return;d=+K(+c);d=+P(+((d<179.0?d:179.0)*.017453292519943295*.5))*2.0;p[a+232>>3]=d;p[a+240>>3]=d;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(f*f+(e*e+c*c)));c=d*(c<1.0e-20?1.0:c);p[a+208>>3]=c;p[a+216>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function pAa(a){a=a|0;return +(+p[a+224>>3])}function qAa(a,c,d,e){a=a|0;c=+c;d=+d;e=+e;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0,s=0,t=0,u=0.0,v=0.0,w=0,x=0,y=0.0,z=0.0,A=0,B=0;w=a+32|0;x=a+56|0;y=+p[w>>3];z=+p[x>>3];f=y-z;A=a+40|0;o=a+64|0;q=+p[A>>3];r=+p[o>>3];g=q-r;s=a+48|0;t=a+72|0;u=+p[s>>3];v=+p[t>>3];h=u-v;i=+L(+(f*f+(g*g+h*h)));if(i<1.0e-20){n=0.0;m=0.0;i=1.0}else{n=f/i;m=g/i;i=h/i}j=+p[a+16>>3];k=+p[a+24>>3];l=+p[a+8>>3];B=e!=0.0;g=B?0.0-n*e:0.0;h=B?0.0-m*e:0.0;f=B?0.0-i*e:0.0;if(d!=0.0){g=g+l*d;h=h+j*d;f=f+k*d}B=c!=0.0;e=B?(i*j-m*k)*c+g:g;d=B?(n*k-i*l)*c+h:h;c=B?(m*l-n*j)*c+f:f;p[w>>3]=e+y;p[A>>3]=d+q;p[s>>3]=c+u;p[x>>3]=e+z;p[o>>3]=d+r;p[t>>3]=c+v;B=a+744|0;b[B>>0]=b[B>>0]&-60;return}function rAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0.0,r=0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;r=a+32|0;s=+p[a+56>>3];e=+p[r>>3]-s;t=a+40|0;n=+p[a+64>>3];f=+p[t>>3]-n;o=a+48|0;q=+p[a+72>>3];g=+p[o>>3]-q;h=+L(+(e*e+(f*f+g*g)));if(h<1.0e-20){m=1.0;i=0.0;f=0.0;e=1.0}else{m=h;i=e/h;f=f/h;e=g/h}if(c!=0.0){w=+p[a+8>>3];A=+p[a+16>>3];D=+p[a+24>>3];u=+O(+c);B=w*u;z=A*u;u=D*u;x=+N(+c);g=1.0-x;v=w*g;h=A*g;c=A*v;y=D*v;C=D*h;g=e*(x+D*(D*g))+(i*(y-z)+f*(B+C));h=e*(C-B)+(i*(u+c)+f*(x+A*h));e=e*(z+y)+(i*(x+w*v)+f*(c-u))}else{g=e;h=f;e=i}if(!(d!=0.0)){B=e;C=h;D=g;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}j=a+16|0;C=+p[j>>3];k=a+24|0;D=+p[k>>3];c=C*g-D*h;l=a+8|0;v=+p[l>>3];D=D*e-g*v;C=h*v-C*e;v=+O(+-d);B=c*v;A=v*D;v=v*C;x=+N(+d);y=1.0-x;i=c*y;d=D*y;w=D*i;z=C*i;f=C*d;i=g*(A+z)+(e*(x+c*i)+h*(w-v));d=g*(f-B)+(e*(v+w)+h*(x+D*d));e=g*(x+C*(C*y))+(e*(z-A)+h*(B+f));f=C*d-D*e;g=c*e-C*i;c=D*i-c*d;h=i*f+(d*g+e*c);f=f-i*h;g=g-d*h;h=c-e*h;c=+L(+(f*f+(g*g+h*h)));if(!(c>1.0e-20)){B=i;C=d;D=e;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}p[l>>3]=f/c;p[j>>3]=g/c;p[k>>3]=h/c;l=a+744|0;b[l>>0]=b[l>>0]&-60;B=i;C=d;D=e;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}function sAa(a,c,d){a=a|0;c=c|0;d=+d;var e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0.0,I=0.0;r=a+56|0;v=+p[r>>3];l=a+64|0;q=+p[l>>3];e=a+72|0;k=+p[e>>3];A=a+32|0;E=+p[A>>3]-v;p[A>>3]=E;y=a+40|0;D=+p[y>>3]-q;p[y>>3]=D;w=a+48|0;C=+p[w>>3]-k;p[w>>3]=C;i=v-v;p[r>>3]=i;g=q-q;p[l>>3]=g;f=k-k;p[e>>3]=f;H=+p[c>>3];x=+p[c+8>>3];h=+p[c+16>>3];B=+L(+(H*H+(x*x+h*h)));H=H/B;x=x/B;B=h/B;h=+O(+d);I=h*H;j=h*x;h=h*B;z=+N(+d);d=1.0-z;u=H*d;n=x*d;o=x*u;t=o-h;o=h+o;h=B*u;s=j+h;j=h-j;h=B*n;m=h-I;h=I+h;u=z+H*u;n=z+x*n;d=z+B*(B*d);B=C*s+(E*u+D*t);z=C*m+(E*o+D*n);x=C*d+(E*j+D*h);G=a+8|0;E=E+ +p[G>>3];F=a+16|0;D=D+ +p[F>>3];c=a+24|0;C=C+ +p[c>>3];p[G>>3]=u*E+t*D+s*C-B;p[F>>3]=o*E+n*D+m*C-z;p[c>>3]=j*E+h*D+d*C-x;p[A>>3]=v+B;p[y>>3]=q+z;p[w>>3]=k+x;p[r>>3]=v+(u*i+t*g+s*f);p[l>>3]=q+(o*i+n*g+m*f);p[e>>3]=k+(j*i+h*g+d*f);c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function tAa(a,c,d,e){a=a|0;c=c|0;d=+d;e=+e;var f=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,n=0,o=0.0,q=0,r=0.0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0.0,C=0.0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0;q=a+32|0;y=+p[q>>3]-+p[c>>3];p[q>>3]=y;n=a+40|0;i=c+8|0;w=+p[n>>3]-+p[i>>3];p[n>>3]=w;l=a+48|0;g=c+16|0;u=+p[l>>3]-+p[g>>3];p[l>>3]=u;j=a+56|0;J=+p[j>>3]-+p[c>>3];p[j>>3]=J;h=a+64|0;I=+p[h>>3]-+p[i>>3];p[h>>3]=I;f=a+72|0;H=+p[f>>3]-+p[g>>3];p[f>>3]=H;D=a+8|0;F=+p[D>>3];z=a+16|0;r=+p[z>>3];s=a+24|0;t=+p[s>>3];C=H-u;B=I-w;E=r*C-t*B;m=J-y;C=t*m-F*C;m=F*B-r*m;B=+L(+(E*E+(C*C+m*m)));x=d*.5;A=+N(+x);x=+O(+x);F=F*x;r=r*x;x=t*x;t=e*.5;v=+N(+t);t=+O(+t);E=E/B*t;C=C/B*t;t=m/B*t;B=A*v-F*E-r*C-x*t;m=r*t+(F*v+A*E)-x*C;o=x*E+(r*v+A*C)-F*t;E=F*C+(x*v+A*t)-r*E;r=m*2.0;t=o*2.0;A=E*2.0;v=B*r;x=B*t;B=B*A;r=m*r;C=m*t;m=m*A;t=o*t;o=o*A;A=E*A;E=1.0-(t+A);F=C-B;G=m+x;B=C+B;A=1.0-(r+A);C=o-v;x=m-x;v=o+v;t=1.0-(r+t);r=u*G+(w*F+y*E);o=u*C+(y*B+w*A);m=y*x+w*v+u*t;k=H*G+(I*F+J*E);d=H*C+(J*B+I*A);e=J*x+I*v+H*t;y=y+ +p[D>>3];w=w+ +p[z>>3];u=u+ +p[s>>3];p[q>>3]=r;p[n>>3]=o;p[l>>3]=m;p[j>>3]=k;p[h>>3]=d;p[f>>3]=e;p[D>>3]=u*G+(w*F+y*E)-r;p[z>>3]=u*C+(y*B+w*A)-o;p[s>>3]=y*x+w*v+u*t-m;p[q>>3]=r+ +p[c>>3];p[n>>3]=o+ +p[i>>3];p[l>>3]=m+ +p[g>>3];p[j>>3]=k+ +p[c>>3];p[h>>3]=d+ +p[i>>3];p[f>>3]=e+ +p[g>>3];c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function uAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0.0,r=0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;r=a+56|0;s=+p[a+32>>3];e=s-+p[r>>3];t=a+64|0;n=+p[a+40>>3];f=n-+p[t>>3];o=a+72|0;q=+p[a+48>>3];g=q-+p[o>>3];h=+L(+(e*e+(f*f+g*g)));if(h<1.0e-20){m=1.0;i=0.0;f=0.0;e=1.0}else{m=h;i=e/h;f=f/h;e=g/h}if(c!=0.0){w=+p[a+8>>3];A=+p[a+16>>3];D=+p[a+24>>3];u=+O(+-c);B=w*u;z=A*u;u=D*u;x=+N(+c);g=1.0-x;v=w*g;h=A*g;c=A*v;y=D*v;C=D*h;g=e*(x+D*(D*g))+(i*(y-z)+f*(B+C));h=e*(C-B)+(i*(u+c)+f*(x+A*h));e=e*(z+y)+(i*(x+w*v)+f*(c-u))}else{g=e;h=f;e=i}if(!(d!=0.0)){B=e;C=h;D=g;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}j=a+16|0;C=+p[j>>3];k=a+24|0;D=+p[k>>3];c=C*g-D*h;l=a+8|0;v=+p[l>>3];D=D*e-g*v;C=h*v-C*e;v=+O(+d);B=c*v;A=v*D;v=v*C;x=+N(+d);y=1.0-x;i=c*y;d=D*y;w=D*i;z=C*i;f=C*d;i=g*(A+z)+(e*(x+c*i)+h*(w-v));d=g*(f-B)+(e*(v+w)+h*(x+D*d));e=g*(x+C*(C*y))+(e*(z-A)+h*(B+f));f=C*d-D*e;g=c*e-C*i;c=D*i-c*d;h=i*f+(d*g+e*c);f=f-i*h;g=g-d*h;h=c-e*h;c=+L(+(f*f+(g*g+h*h)));if(!(c>1.0e-20)){B=i;C=d;D=e;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}p[l>>3]=f/c;p[j>>3]=g/c;p[k>>3]=h/c;l=a+744|0;b[l>>0]=b[l>>0]&-60;B=i;C=d;D=e;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}function vAa(a,c){a=a|0;c=+c;var d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0;if(c==0.0)return;f=+p[a+32>>3]-+p[a+56>>3];g=+p[a+40>>3]-+p[a+64>>3];h=+p[a+48>>3]-+p[a+72>>3];i=+L(+(f*f+(g*g+h*h)));if(i<1.0e-20){j=0.0;g=0.0;f=1.0}else{j=f/i;g=g/i;f=h/i}v=+O(+c);m=j*v;n=g*v;v=f*v;s=+N(+c);r=1.0-s;i=j*r;h=g*r;u=g*i;o=f*i;l=f*h;d=a+8|0;q=+p[d>>3];e=a+16|0;c=+p[e>>3];k=a+24|0;t=+p[k>>3];i=t*(n+o)+(q*(s+j*i)+c*(u-v));h=t*(l-m)+(q*(v+u)+c*(s+g*h));l=t*(s+f*(f*r))+(q*(o-n)+c*(m+l));c=j*i+(g*h+f*l);i=i-j*c;h=h-g*c;f=l-f*c;g=+L(+(i*i+(h*h+f*f)));if(g>1.0e-20){p[d>>3]=i/g;p[e>>3]=h/g;p[k>>3]=f/g;d=a+744|0;e=b[d>>0]&-60;b[d>>0]=e}else{e=a+744|0;d=e;e=b[e>>0]|0}b[d>>0]=e&-60;return}function wAa(a,c){a=a|0;c=+c;var d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0;if(c<=0.0)return;f=1.0/c;d=a+208|0;c=f*+p[d>>3];e=a+216|0;f=f*+p[e>>3];if(c<=0.0)return;g=+K(+c);p[d>>3]=g;c=+K(+(!(f<=0.0)?f:c));p[e>>3]=c;i=+p[a+32>>3]-+p[a+56>>3];h=+p[a+40>>3]-+p[a+64>>3];f=+p[a+48>>3]-+p[a+72>>3];f=+L(+(i*i+(h*h+f*f)));f=f<1.0e-20?1.0:1.0/f;p[a+232>>3]=g*f;p[a+240>>3]=c*f;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function xAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0.0,v=0,w=0;v=u;u=u+528|0;o=v+400|0;q=v+272|0;r=v+136|0;s=v;t=+p[b+32>>3];c=t-+p[b+56>>3];m=+p[b+40>>3];e=m-+p[b+64>>3];n=+p[b+48>>3];g=n-+p[b+72>>3];d=+L(+(c*c+(e*e+g*g)));if(d<1.0e-20){p[a>>3]=1.0;s=a+8|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+40>>3]=1.0;s=a+48|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+80>>3]=1.0;s=a+88|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+120>>3]=1.0;u=v;return}d=1.0/d;l=c*d;k=e*d;c=g*d;d=+p[b+16>>3];e=+p[b+24>>3];g=c*d-k*e;h=+p[b+8>>3];i=l*e-c*h;j=k*h-l*d;if(g==0.0)if(!(i!=0.0|j!=0.0)){p[a>>3]=1.0;s=a+8|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+40>>3]=1.0;s=a+48|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+80>>3]=1.0;s=a+88|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+120>>3]=1.0;u=v;return}p[o>>3]=g;p[o+32>>3]=i;p[o+64>>3]=j;p[o+96>>3]=0.0;p[o+8>>3]=h;p[o+40>>3]=d;p[o+72>>3]=e;p[o+104>>3]=0.0;p[o+16>>3]=l;p[o+48>>3]=k;p[o+80>>3]=c;p[o+112>>3]=0.0;p[o+24>>3]=0.0;p[o+56>>3]=0.0;p[o+88>>3]=0.0;p[o+120>>3]=1.0;p[q>>3]=1.0;w=q+8|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;p[q+32>>3]=0.0;p[q+40>>3]=1.0;p[q+48>>3]=0.0;w=q+64|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;p[q+80>>3]=1.0;p[q+96>>3]=-t;p[q+104>>3]=-m;p[q+112>>3]=-n;p[q+24>>3]=0.0;p[q+56>>3]=0.0;p[q+88>>3]=0.0;p[q+120>>3]=1.0;f[r>>2]=o;f[r+4>>2]=q;q=r+8|0;yAa(q,r)|0;f[s>>2]=q;f[s+4>>2]=b+80;r=s+8|0;yAa(r,s)|0;p[a>>3]=+p[r>>3];p[a+8>>3]=+p[s+16>>3];p[a+16>>3]=+p[s+24>>3];p[a+24>>3]=+p[s+32>>3];p[a+32>>3]=+p[s+40>>3];p[a+40>>3]=+p[s+48>>3];p[a+48>>3]=+p[s+56>>3];p[a+56>>3]=+p[s+64>>3];p[a+64>>3]=+p[s+72>>3];p[a+72>>3]=+p[s+80>>3];p[a+80>>3]=+p[s+88>>3];p[a+88>>3]=+p[s+96>>3];p[a+96>>3]=+p[s+104>>3];p[a+104>>3]=+p[s+112>>3];p[a+112>>3]=+p[s+120>>3];p[a+120>>3]=+p[s+128>>3];u=v;return}function yAa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;d=b+4|0;c=f[d>>2]|0;p[a>>3]=+p[e>>3]*+p[c>>3]+ +p[e+32>>3]*+p[c+8>>3]+ +p[e+64>>3]*+p[c+16>>3]+ +p[e+96>>3]*+p[c+24>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+8>>3]=+p[c+8>>3]*+p[e>>3]+ +p[c+40>>3]*+p[e+8>>3]+ +p[c+72>>3]*+p[e+16>>3]+ +p[c+104>>3]*+p[e+24>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+16>>3]=+p[e+16>>3]*+p[c>>3]+ +p[e+48>>3]*+p[c+8>>3]+ +p[e+80>>3]*+p[c+16>>3]+ +p[e+112>>3]*+p[c+24>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+24>>3]=+p[c+24>>3]*+p[e>>3]+ +p[c+56>>3]*+p[e+8>>3]+ +p[c+88>>3]*+p[e+16>>3]+ +p[c+120>>3]*+p[e+24>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+32>>3]=+p[e>>3]*+p[c+32>>3]+ +p[e+32>>3]*+p[c+40>>3]+ +p[e+64>>3]*+p[c+48>>3]+ +p[e+96>>3]*+p[c+56>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+40>>3]=+p[c+8>>3]*+p[e+32>>3]+ +p[c+40>>3]*+p[e+40>>3]+ +p[c+72>>3]*+p[e+48>>3]+ +p[c+104>>3]*+p[e+56>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+48>>3]=+p[e+16>>3]*+p[c+32>>3]+ +p[e+48>>3]*+p[c+40>>3]+ +p[e+80>>3]*+p[c+48>>3]+ +p[e+112>>3]*+p[c+56>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+56>>3]=+p[c+24>>3]*+p[e+32>>3]+ +p[c+56>>3]*+p[e+40>>3]+ +p[c+88>>3]*+p[e+48>>3]+ +p[c+120>>3]*+p[e+56>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+64>>3]=+p[e>>3]*+p[c+64>>3]+ +p[e+32>>3]*+p[c+72>>3]+ +p[e+64>>3]*+p[c+80>>3]+ +p[e+96>>3]*+p[c+88>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+72>>3]=+p[c+8>>3]*+p[e+64>>3]+ +p[c+40>>3]*+p[e+72>>3]+ +p[c+72>>3]*+p[e+80>>3]+ +p[c+104>>3]*+p[e+88>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+80>>3]=+p[e+16>>3]*+p[c+64>>3]+ +p[e+48>>3]*+p[c+72>>3]+ +p[e+80>>3]*+p[c+80>>3]+ +p[e+112>>3]*+p[c+88>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+88>>3]=+p[c+24>>3]*+p[e+64>>3]+ +p[c+56>>3]*+p[e+72>>3]+ +p[c+88>>3]*+p[e+80>>3]+ +p[c+120>>3]*+p[e+88>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+96>>3]=+p[e>>3]*+p[c+96>>3]+ +p[e+32>>3]*+p[c+104>>3]+ +p[e+64>>3]*+p[c+112>>3]+ +p[e+96>>3]*+p[c+120>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+104>>3]=+p[c+8>>3]*+p[e+96>>3]+ +p[c+40>>3]*+p[e+104>>3]+ +p[c+72>>3]*+p[e+112>>3]+ +p[c+104>>3]*+p[e+120>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+112>>3]=+p[e+16>>3]*+p[c+96>>3]+ +p[e+48>>3]*+p[c+104>>3]+ +p[e+80>>3]*+p[c+112>>3]+ +p[e+112>>3]*+p[c+120>>3];c=f[b>>2]|0;b=f[d>>2]|0;p[a+120>>3]=+p[c+24>>3]*+p[b+96>>3]+ +p[c+56>>3]*+p[b+104>>3]+ +p[c+88>>3]*+p[b+112>>3]+ +p[c+120>>3]*+p[b+120>>3];return a|0}function zAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0,H=0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0.0,ba=0.0;z=u;u=u+784|0;q=z+656|0;r=z+528|0;t=z+400|0;v=z+272|0;w=z+136|0;x=z;y=b+32|0;c=+p[y>>3]-+p[b+56>>3];m=b+40|0;e=+p[m>>3]-+p[b+64>>3];o=b+48|0;g=+p[o>>3]-+p[b+72>>3];d=+L(+(c*c+(e*e+g*g)));if(d<1.0e-20){n[a>>2]=1.0;y=a+4|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+20>>2]=1.0;y=a+24|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+40>>2]=1.0;y=a+44|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+60>>2]=1.0;u=z;return}d=1.0/d;l=c*d;k=e*d;c=g*d;d=+p[b+16>>3];e=+p[b+24>>3];g=c*d-k*e;h=+p[b+8>>3];i=l*e-c*h;j=k*h-l*d;if(g==0.0)if(!(i!=0.0|j!=0.0)){n[a>>2]=1.0;y=a+4|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+20>>2]=1.0;y=a+24|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+40>>2]=1.0;y=a+44|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+60>>2]=1.0;u=z;return}S=r+40|0;V=r+8|0;O=r+24|0;f[O>>2]=0;f[O+4>>2]=0;O=r+80|0;R=r+48|0;U=r+56|0;f[U>>2]=0;f[U+4>>2]=0;U=r+88|0;f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0;f[U+16>>2]=0;f[U+20>>2]=0;f[U+24>>2]=0;f[U+28>>2]=0;p[r+120>>3]=1.0;U=t+24|0;f[U>>2]=0;f[U+4>>2]=0;U=t+56|0;f[U>>2]=0;f[U+4>>2]=0;U=t+88|0;f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0;f[U+16>>2]=0;f[U+20>>2]=0;f[U+24>>2]=0;f[U+28>>2]=0;p[t+120>>3]=1.0;M=+p[b+80>>3];p[r>>3]=M;B=+p[b+88>>3];p[V>>3]=B;K=+p[b+96>>3];U=r+16|0;p[U>>3]=K;C=+p[b+112>>3];T=r+32|0;p[T>>3]=C;N=+p[b+120>>3];p[S>>3]=N;A=+p[b+128>>3];p[R>>3]=A;I=+p[b+144>>3];Q=r+64|0;p[Q>>3]=I;J=+p[b+152>>3];P=r+72|0;p[P>>3]=J;F=+p[b+160>>3];p[O>>3]=F;ba=N*F-A*J;aa=A*I-C*F;E=C*J-N*I;D=1.0/(M*ba+(K*E+B*aa));p[t>>3]=ba*D;p[t+32>>3]=aa*D;p[t+64>>3]=E*D;p[t+8>>3]=(K*J-B*F)*D;p[t+40>>3]=(M*F-K*I)*D;p[t+72>>3]=(B*I-M*J)*D;p[t+16>>3]=(B*A-K*N)*D;p[t+48>>3]=(K*C-M*A)*D;p[t+80>>3]=(M*N-B*C)*D;p[v>>3]=1.0;_=v+40|0;$=v+8|0;f[$>>2]=0;f[$+4>>2]=0;f[$+8>>2]=0;f[$+12>>2]=0;f[$+16>>2]=0;f[$+20>>2]=0;f[$+24>>2]=0;f[$+28>>2]=0;p[_>>3]=1.0;Y=v+80|0;Z=v+48|0;f[Z>>2]=0;f[Z+4>>2]=0;f[Z+8>>2]=0;f[Z+12>>2]=0;f[Z+16>>2]=0;f[Z+20>>2]=0;f[Z+24>>2]=0;f[Z+28>>2]=0;p[Y>>3]=1.0;W=v+120|0;X=v+88|0;H=X;f[H>>2]=0;f[H+4>>2]=0;p[W>>3]=1.0;H=v+96|0;p[H>>3]=+p[b+176>>3]-+p[y>>3];G=v+104|0;p[G>>3]=+p[b+184>>3]-+p[m>>3];m=v+112|0;p[m>>3]=+p[b+192>>3]-+p[o>>3];f[x>>2]=t;f[x+4>>2]=v;y=x+8|0;yAa(y,x)|0;f[w>>2]=y;f[w+4>>2]=r;yAa(q,w)|0;p[v>>3]=+p[q>>3];p[$>>3]=+p[q+8>>3];p[v+16>>3]=+p[q+16>>3];p[v+24>>3]=+p[q+24>>3];p[v+32>>3]=+p[q+32>>3];p[_>>3]=+p[q+40>>3];p[Z>>3]=+p[q+48>>3];p[v+56>>3]=+p[q+56>>3];p[v+64>>3]=+p[q+64>>3];p[v+72>>3]=+p[q+72>>3];p[Y>>3]=+p[q+80>>3];p[X>>3]=+p[q+88>>3];D=+p[q+96>>3];p[H>>3]=D;C=+p[q+104>>3];p[G>>3]=C;B=+p[q+112>>3];p[m>>3]=B;p[W>>3]=+p[q+120>>3];n[q>>2]=D;v=q+4|0;n[v>>2]=C;x=q+8|0;n[x>>2]=B;f[w+12>>2]=0;f[w+28>>2]=0;y=w+60|0;o=w+44|0;f[o>>2]=0;n[y>>2]=1.0;B=+p[r>>3];C=+p[V>>3];D=+p[U>>3];N=+p[T>>3];M=+p[S>>3];A=+p[R>>3];K=+p[Q>>3];J=+p[P>>3];I=+p[O>>3];F=g*B+i*C+j*D;n[w>>2]=F;E=h*B+d*C+e*D;n[w+4>>2]=E;D=l*B+k*C+c*D;n[w+8>>2]=D;C=g*N+i*M+j*A;n[w+16>>2]=C;B=h*N+d*M+e*A;n[w+20>>2]=B;A=l*N+k*M+c*A;n[w+24>>2]=A;i=g*K+i*J+j*I;n[w+32>>2]=i;j=h*K+d*J+e*I;n[w+36>>2]=j;k=l*K+k*J+c*I;n[w+40>>2]=k;t=f[q>>2]|0;f[w+48>>2]=t;v=f[v>>2]|0;f[w+52>>2]=v;x=f[x>>2]|0;f[w+56>>2]=x;g=+p[H>>3]-(f[s>>2]=t,+n[s>>2]);n[w+12>>2]=g;h=+p[G>>3]-(f[s>>2]=v,+n[s>>2]);n[w+28>>2]=h;l=+p[m>>3]-(f[s>>2]=x,+n[s>>2]);n[o>>2]=l;n[a>>2]=F;n[a+4>>2]=E;n[a+8>>2]=D;n[a+12>>2]=g;n[a+16>>2]=C;n[a+20>>2]=B;n[a+24>>2]=A;n[a+28>>2]=h;n[a+32>>2]=i;n[a+36>>2]=j;n[a+40>>2]=k;n[a+44>>2]=l;f[a+48>>2]=t;f[a+52>>2]=v;f[a+56>>2]=x;f[a+60>>2]=f[y>>2];u=z;return}function AAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0.0,n=0,o=0,q=0,r=0;r=u;u=u+16|0;k=r+8|0;n=r;h=+p[c+208>>3];if(!(h<=0.0)){i=+p[c+216>>3];if(!(i<=0.0)){l=+p[c+32>>3]-+p[c+56>>3];m=+p[c+40>>3]-+p[c+64>>3];d=+p[c+48>>3]-+p[c+72>>3];d=+L(+(l*l+(m*m+d*d)));if(d<1.0e-20){p[a>>3]=1.0;q=a+8|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+40>>3]=1.0;q=a+48|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+80>>3]=1.0;q=a+88|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+120>>3]=1.0;u=r;return}g=1.0/d;p[k>>3]=1.0;p[n>>3]=1.0;o=b[c>>0]|0;if(o<<24>>24==2){e=-g;g=+p[c+224>>3];d=2.0/i;h=2.0/h;q=13}else{d=+(f[c+736>>2]|0)/+(f[c+732>>2]|0);e=i/h;if(!(d<=e)){j=n;d=e/d}else{j=k;d=d/e}p[j>>3]=d;h=+p[k>>3]*2.0/h;d=+p[n>>3]*2.0/i;e=-g;g=+p[c+224>>3];if(!(o<<24>>24)){m=e;l=e;g=g*-2.0;i=0.0;e=h}else q=13}if((q|0)==13){m=g*e;l=0.0;g=0.0-g;i=1.0;e=h}o=a+8|0;c=a+48|0;q=a+96|0;p[a>>3]=e;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;f[o+24>>2]=0;f[o+28>>2]=0;p[a+40>>3]=d;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[a+80>>3]=m;p[a+88>>3]=l;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;p[a+112>>3]=g;p[a+120>>3]=i;u=r;return}}p[a>>3]=1.0;q=a+8|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+40>>3]=1.0;q=a+48|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+80>>3]=1.0;q=a+88|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+120>>3]=1.0;u=r;return}function BAa(a){a=a|0;var c=0,d=0,e=0,f=0,g=0.0,h=0;e=u;u=u+128|0;c=e;d=a+744|0;if(b[d>>0]&1){d=0;u=e;return d|0}xAa(c,a);g=+p[c>>3];f=a+248|0;p[c>>3]=+p[f>>3];p[f>>3]=g;f=c+8|0;g=+p[f>>3];h=a+256|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+16|0;g=+p[h>>3];f=a+264|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+24|0;g=+p[f>>3];h=a+272|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+32|0;g=+p[h>>3];f=a+280|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+40|0;g=+p[f>>3];h=a+288|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+48|0;g=+p[h>>3];f=a+296|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+56|0;g=+p[f>>3];h=a+304|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+64|0;g=+p[h>>3];f=a+312|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+72|0;g=+p[f>>3];h=a+320|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+80|0;g=+p[h>>3];f=a+328|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+88|0;g=+p[f>>3];h=a+336|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+96|0;g=+p[h>>3];f=a+344|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+104|0;g=+p[f>>3];h=a+352|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+112|0;g=+p[h>>3];f=a+360|0;p[h>>3]=+p[f>>3];p[f>>3]=g;p[a+368>>3]=+p[c+120>>3];b[d>>0]=b[d>>0]|1;d=1;u=e;return d|0}function CAa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+64|0;c=e;d=a+744|0;if(b[d>>0]&2){d=0;u=e;return d|0}zAa(c,a);g=a+376|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=c+4|0;h=f[g>>2]|0;i=a+380|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+8|0;h=f[i>>2]|0;g=a+384|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+12|0;h=f[g>>2]|0;i=a+388|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+16|0;h=f[i>>2]|0;g=a+392|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+20|0;h=f[g>>2]|0;i=a+396|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+24|0;h=f[i>>2]|0;g=a+400|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+28|0;h=f[g>>2]|0;i=a+404|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+32|0;h=f[i>>2]|0;g=a+408|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+36|0;h=f[g>>2]|0;i=a+412|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+40|0;h=f[i>>2]|0;g=a+416|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+44|0;h=f[g>>2]|0;i=a+420|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+48|0;h=f[i>>2]|0;g=a+424|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+52|0;h=f[g>>2]|0;i=a+428|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+56|0;h=f[i>>2]|0;g=a+432|0;f[i>>2]=f[g>>2];f[g>>2]=h;f[a+436>>2]=f[c+60>>2];b[d>>0]=b[d>>0]|2;d=1;u=e;return d|0}function DAa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0;k=u;u=u+128|0;h=k;i=a+744|0;j=b[i>>0]|0;e=b[a>>0]|0;if(!(j&4)){f[a+732>>2]=c;f[a+736>>2]=d;if(e<<24>>24!=2)g=7}else{if(e<<24>>24==2){j=0;u=k;return j|0}e=a+732|0;if((f[e>>2]|0)==(c|0))if((f[a+736>>2]|0)==(d|0)){j=0;u=k;return j|0}f[e>>2]=c;f[a+736>>2]=d;g=7}if((g|0)==7)b[i>>0]=j&-29;AAa(h,a);l=+p[h>>3];j=a+440|0;p[h>>3]=+p[j>>3];p[j>>3]=l;j=h+8|0;l=+p[j>>3];d=a+448|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+16|0;l=+p[d>>3];j=a+456|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+24|0;l=+p[j>>3];d=a+464|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+32|0;l=+p[d>>3];j=a+472|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+40|0;l=+p[j>>3];d=a+480|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+48|0;l=+p[d>>3];j=a+488|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+56|0;l=+p[j>>3];d=a+496|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+64|0;l=+p[d>>3];j=a+504|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+72|0;l=+p[j>>3];d=a+512|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+80|0;l=+p[d>>3];j=a+520|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+88|0;l=+p[j>>3];d=a+528|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+96|0;l=+p[d>>3];j=a+536|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+104|0;l=+p[j>>3];d=a+544|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+112|0;l=+p[d>>3];j=a+552|0;p[d>>3]=+p[j>>3];p[j>>3]=l;p[a+560>>3]=+p[h+120>>3];b[i>>0]=b[i>>0]|4;j=1;u=k;return j|0}function EAa(a){a=a|0;BAa(a)|0;return a+248|0}function FAa(a){a=a|0;CAa(a)|0;return a+376|0}function GAa(a){a=a|0;var b=0,c=0;b=u;u=u+32|0;c=b;Kha(c);DAa(a,f[c>>2]|0,f[c+4>>2]|0)|0;u=b;return a+440|0}function HAa(a,b,c){a=a|0;b=b|0;c=c|0;DAa(a,b,c)|0;return a+440|0}function IAa(a){a=a|0;var b=0,c=0;b=u;u=u+32|0;c=b;Kha(c);a=JAa(a,f[c>>2]|0,f[c+4>>2]|0)|0;u=b;return a|0}function JAa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+272|0;e=i+136|0;g=i;h=a+744|0;if(b[h>>0]&8)if(!(DAa(a,c,d)|0))if(!(BAa(a)|0)){h=a+568|0;u=i;return h|0}DAa(a,c,d)|0;BAa(a)|0;f[g>>2]=a+440;f[g+4>>2]=a+248;yAa(e,g)|0;p[a+568>>3]=+p[e>>3];p[a+576>>3]=+p[e+8>>3];p[a+584>>3]=+p[e+16>>3];p[a+592>>3]=+p[e+24>>3];p[a+600>>3]=+p[e+32>>3];p[a+608>>3]=+p[e+40>>3];p[a+616>>3]=+p[e+48>>3];p[a+624>>3]=+p[e+56>>3];p[a+632>>3]=+p[e+64>>3];p[a+640>>3]=+p[e+72>>3];p[a+648>>3]=+p[e+80>>3];p[a+656>>3]=+p[e+88>>3];p[a+664>>3]=+p[e+96>>3];p[a+672>>3]=+p[e+104>>3];p[a+680>>3]=+p[e+112>>3];p[a+688>>3]=+p[e+120>>3];b[h>>0]=b[h>>0]|8;h=a+568|0;u=i;return h|0}function KAa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0;d=u;u=u+160|0;i=d+24|0;m=d;Kha(m);LAa(JAa(b,f[m>>2]|0,f[m+4>>2]|0)|0,i);f[i+128>>2]=c;l=+p[c>>3];k=+p[c+8>>3];j=+p[c+16>>3];h=l*+p[i+8>>3]+k*+p[i+40>>3]+j*+p[i+72>>3]+ +p[i+104>>3];g=l*+p[i+16>>3]+k*+p[i+48>>3]+j*+p[i+80>>3]+ +p[i+112>>3];e=1.0/(l*+p[i+24>>3]+k*+p[i+56>>3]+j*+p[i+88>>3]+ +p[i+120>>3]);p[a>>3]=(+p[i>>3]*l+ +p[i+32>>3]*k+ +p[i+64>>3]*j+ +p[i+96>>3])*e;p[a+8>>3]=h*e;p[a+16>>3]=g*e;u=d;return}function LAa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0.0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;H=a+40|0;G=a+80|0;n=+p[G>>3];h=a+120|0;g=+p[h>>3];J=a+112|0;B=+p[J>>3];o=a+88|0;x=+p[o>>3];E=a+48|0;f=a+104|0;C=+p[f>>3];F=a+72|0;d=+p[F>>3];i=a+56|0;p[b>>3]=+p[i>>3]*(B*d-n*C)+(+p[H>>3]*(n*g-B*x)+ +p[E>>3]*(x*C-g*d));d=+p[J>>3];y=a+24|0;g=+p[y>>3];z=a+16|0;C=+p[z>>3];x=+p[h>>3];A=a+8|0;B=+p[A>>3];n=+p[f>>3];w=b+8|0;p[w>>3]=-(+p[o>>3]*(C*n-d*B)+(+p[F>>3]*(d*g-C*x)+ +p[G>>3]*(x*B-g*n)));n=+p[z>>3];g=+p[i>>3];B=+p[E>>3];x=+p[y>>3];C=+p[H>>3];d=+p[A>>3];v=b+16|0;p[v>>3]=+p[h>>3]*(B*d-n*C)+(+p[f>>3]*(n*g-B*x)+ +p[J>>3]*(x*C-g*d));d=+p[E>>3];g=+p[o>>3];C=+p[G>>3];x=+p[i>>3];B=+p[F>>3];n=+p[H>>3];u=b+24|0;p[u>>3]=-(+p[y>>3]*(C*n-d*B)+(+p[A>>3]*(d*g-C*x)+ +p[z>>3]*(x*B-g*n)));D=a+64|0;n=+p[D>>3];g=+p[f>>3];I=a+96|0;B=+p[I>>3];x=+p[F>>3];c=a+32|0;C=+p[h>>3];d=+p[o>>3];m=b+64|0;p[m>>3]=+p[H>>3]*(B*d-n*C)+(+p[i>>3]*(n*g-B*x)+ +p[c>>3]*(x*C-g*d));d=+p[I>>3];g=+p[A>>3];C=+p[a>>3];x=+p[f>>3];B=+p[y>>3];n=+p[h>>3];l=b+72|0;p[l>>3]=-(+p[F>>3]*(C*n-d*B)+(+p[o>>3]*(d*g-C*x)+ +p[D>>3]*(x*B-g*n)));n=+p[a>>3];g=+p[H>>3];B=+p[c>>3];x=+p[A>>3];C=+p[i>>3];d=+p[y>>3];k=b+80|0;p[k>>3]=+p[f>>3]*(B*d-n*C)+(+p[h>>3]*(n*g-B*x)+ +p[I>>3]*(x*C-g*d));d=+p[c>>3];g=+p[F>>3];C=+p[D>>3];x=+p[H>>3];B=+p[o>>3];n=+p[i>>3];j=b+88|0;p[j>>3]=-(+p[A>>3]*(C*n-d*B)+(+p[y>>3]*(d*g-C*x)+ +p[a>>3]*(x*B-g*n)));n=+p[o>>3];g=+p[I>>3];B=+p[h>>3];x=+p[D>>3];C=+p[J>>3];d=+p[G>>3];s=b+32|0;p[s>>3]=-(+p[c>>3]*(B*d-n*C)+(+p[E>>3]*(n*g-B*x)+ +p[i>>3]*(x*C-g*d)));d=+p[h>>3];g=+p[a>>3];C=+p[y>>3];x=+p[I>>3];B=+p[z>>3];n=+p[J>>3];r=b+40|0;p[r>>3]=+p[D>>3]*(C*n-d*B)+(+p[G>>3]*(d*g-C*x)+ +p[o>>3]*(x*B-g*n));n=+p[y>>3];g=+p[c>>3];B=+p[i>>3];x=+p[a>>3];C=+p[E>>3];d=+p[z>>3];q=b+48|0;p[q>>3]=-(+p[I>>3]*(B*d-n*C)+(+p[J>>3]*(n*g-B*x)+ +p[h>>3]*(x*C-g*d)));d=+p[i>>3];g=+p[D>>3];C=+p[o>>3];x=+p[c>>3];B=+p[G>>3];n=+p[E>>3];o=b+56|0;p[o>>3]=+p[a>>3]*(C*n-d*B)+(+p[z>>3]*(d*g-C*x)+ +p[y>>3]*(x*B-g*n));n=+p[F>>3];g=+p[J>>3];B=+p[f>>3];x=+p[G>>3];C=+p[I>>3];d=+p[D>>3];d=-(+p[E>>3]*(B*d-n*C)+(+p[c>>3]*(n*g-B*x)+ +p[H>>3]*(x*C-g*d)));i=b+96|0;p[i>>3]=d;g=+p[f>>3];C=+p[z>>3];x=+p[A>>3];B=+p[J>>3];n=+p[a>>3];t=+p[I>>3];h=b+104|0;p[h>>3]=+p[G>>3]*(x*t-g*n)+(+p[D>>3]*(g*C-x*B)+ +p[F>>3]*(B*n-C*t));t=+p[A>>3];C=+p[E>>3];n=+p[H>>3];B=+p[z>>3];x=+p[c>>3];g=+p[a>>3];g=-(+p[J>>3]*(n*g-t*x)+(+p[I>>3]*(t*C-n*B)+ +p[f>>3]*(B*x-C*g)));f=b+112|0;p[f>>3]=g;C=+p[H>>3];x=+p[G>>3];B=+p[F>>3];n=+p[E>>3];t=+p[D>>3];e=+p[c>>3];e=+p[z>>3]*(B*e-C*t)+(+p[a>>3]*(C*x-B*n)+ +p[A>>3]*(n*t-x*e));c=b+120|0;p[c>>3]=e;x=+p[b>>3];t=+p[s>>3];n=+p[m>>3];d=+p[a>>3]*x+ +p[A>>3]*t+(+p[z>>3]*n+ +p[y>>3]*d);p[b>>3]=x/d;p[w>>3]=+p[w>>3]/d;p[v>>3]=+p[v>>3]/d;p[u>>3]=+p[u>>3]/d;p[s>>3]=t/d;p[r>>3]=+p[r>>3]/d;p[q>>3]=+p[q>>3]/d;p[o>>3]=+p[o>>3]/d;p[m>>3]=n/d;p[l>>3]=+p[l>>3]/d;p[k>>3]=+p[k>>3]/d;p[j>>3]=+p[j>>3]/d;p[i>>3]=+p[i>>3]/d;p[h>>3]=+p[h>>3]/d;p[f>>3]=g/d;p[c>>3]=e/d;return}function MAa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+32|0;d=c;Kha(d);NAa(a,b,f[d>>2]|0,f[d+4>>2]|0);u=c;return}function NAa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0,k=0.0,l=0.0;h=a+732|0;i=a+736|0;if((f[h>>2]|0)==(d|0)){if((f[i>>2]|0)!=(e|0))j=3}else j=3;if((j|0)==3){f[h>>2]=d;f[i>>2]=e;if((b[a>>0]|0)!=2){j=a+744|0;b[j>>0]=b[j>>0]&-29}}i=a+744|0;if(!(b[i>>0]&16)){DAa(a,d,e)|0;k=+p[a+440>>3];l=+p[a+448>>3];g=+p[a+456>>3];g=+L(+(k*k+(l*l+g*g)));h=b[a>>0]|0;if(h<<24>>24!=2){k=+(e|0)/+(d|0);l=+p[a+216>>3]/+p[a+208>>3];if(k<=l)g=g*(l/k)}l=1.0/g;n[a+740>>2]=l;b[i>>0]=b[i>>0]|16;g=l;i=(n[s>>2]=l,f[s>>2]|0)}else{i=f[a+740>>2]|0;g=(f[s>>2]=i,+n[s>>2]);h=b[a>>0]|0}if(!(h<<24>>24)){e=JAa(a,d,e)|0;g=(+n[c+48>>2]*+p[e+24>>3]+ +n[c+52>>2]*+p[e+56>>3]+(+n[c+56>>2]*+p[e+88>>3]+ +n[c+60>>2]*+p[e+120>>3]))*(f[s>>2]=i,+n[s>>2])}n[c>>2]=g*+n[c>>2];e=c+4|0;n[e>>2]=g*+n[e>>2];e=c+8|0;n[e>>2]=g*+n[e>>2];e=c+16|0;n[e>>2]=g*+n[e>>2];e=c+20|0;n[e>>2]=g*+n[e>>2];e=c+24|0;n[e>>2]=g*+n[e>>2];e=c+32|0;n[e>>2]=g*+n[e>>2];e=c+36|0;n[e>>2]=g*+n[e>>2];c=c+40|0;n[c>>2]=g*+n[c>>2];return}function OAa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0;c=a+744|0;if(b[c>>0]&32)return;BAa(a)|0;h=+p[a+248>>3];f=+p[a+256>>3];m=+p[a+264>>3];e=+p[a+280>>3];g=+p[a+288>>3];l=+p[a+296>>3];j=+p[a+312>>3];i=+p[a+320>>3];o=+p[a+328>>3];r=g*o-l*i;q=l*j-e*o;k=e*i-g*j;d=1.0/(h*r+(m*k+f*q));n[a+696>>2]=r*d;n[a+700>>2]=(m*i-f*o)*d;n[a+704>>2]=(f*l-m*g)*d;n[a+708>>2]=q*d;n[a+712>>2]=(h*o-m*j)*d;n[a+716>>2]=(m*e-h*l)*d;n[a+720>>2]=k*d;n[a+724>>2]=(f*j-h*i)*d;n[a+728>>2]=(h*g-f*e)*d;b[c>>0]=b[c>>0]|32;return}function PAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0;OAa(a);q=+n[a+696>>2];A=+n[b>>2];p=+n[a+708>>2];B=b+4|0;z=+n[B>>2];o=+n[a+720>>2];x=b+8|0;y=+n[x>>2];l=+n[a+700>>2];k=+n[a+712>>2];j=+n[a+724>>2];h=+n[a+704>>2];f=+n[a+716>>2];d=+n[a+728>>2];w=b+16|0;u=+n[w>>2];v=b+20|0;t=+n[v>>2];r=b+24|0;s=+n[r>>2];m=b+32|0;g=+n[m>>2];i=b+36|0;e=+n[i>>2];a=b+40|0;c=+n[a>>2];n[b>>2]=q*A+p*z+o*y;n[B>>2]=A*l+z*k+y*j;n[x>>2]=A*h+z*f+y*d;n[w>>2]=q*u+p*t+o*s;n[v>>2]=l*u+k*t+j*s;n[r>>2]=h*u+f*t+d*s;n[m>>2]=q*g+p*e+o*c;n[i>>2]=l*g+k*e+j*c;n[a>>2]=h*g+f*e+d*c;return}function QAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0;OAa(a);q=+n[a+696>>2];A=+n[b>>2];p=+n[a+708>>2];B=b+4|0;z=+n[B>>2];o=+n[a+720>>2];x=b+8|0;y=+n[x>>2];l=+n[a+700>>2];k=+n[a+712>>2];j=+n[a+724>>2];h=+n[a+704>>2];f=+n[a+716>>2];d=+n[a+728>>2];w=b+12|0;u=+n[w>>2];v=b+16|0;t=+n[v>>2];r=b+20|0;s=+n[r>>2];m=b+24|0;g=+n[m>>2];i=b+28|0;e=+n[i>>2];a=b+32|0;c=+n[a>>2];n[b>>2]=q*A+p*z+o*y;n[B>>2]=A*l+z*k+y*j;n[x>>2]=A*h+z*f+y*d;n[w>>2]=q*u+p*t+o*s;n[v>>2]=l*u+k*t+j*s;n[r>>2]=h*u+f*t+d*s;n[m>>2]=q*g+p*e+o*c;n[i>>2]=l*g+k*e+j*c;n[a>>2]=h*g+f*e+d*c;return}function RAa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0,v=0.0,w=0,x=0.0,y=0.0,z=0.0,A=0,B=0.0,C=0.0,D=0.0;if((c|0)>(d|0)){f=1.0;e=+(d|0)/+(c|0)}else{f=(d|0)>(c|0)?+(c|0)/+(d|0):1.0;e=1.0}D=+n[b>>2];A=b+4|0;C=+n[A>>2];y=C*0.0;w=b+8|0;x=+n[w>>2];B=x*0.0;z=D*0.0;u=b+16|0;v=+n[u>>2];r=b+20|0;t=+n[r>>2];p=t*0.0;m=b+24|0;o=+n[m>>2];s=o*0.0;q=v*0.0;a=b+32|0;l=+n[a>>2];c=b+36|0;k=+n[c>>2];h=k*0.0;d=b+40|0;g=+n[d>>2];j=g*0.0;i=l*0.0;n[b>>2]=e*D+y+B;n[A>>2]=z+C*f+B;n[w>>2]=z+y+x;n[u>>2]=e*v+p+s;n[r>>2]=q+f*t+s;n[m>>2]=q+p+o;n[a>>2]=e*l+h+j;n[c>>2]=i+f*k+j;n[d>>2]=i+h+g;return}function SAa(a,b){a=a|0;b=b|0;var c=0;a=u;u=u+32|0;c=a;Kha(c);RAa(0,b,f[c>>2]|0,f[c+4>>2]|0);u=a;return}function TAa(a,b,c){a=a|0;b=+b;c=+c;b=b*.5;c=c*.5;p[a>>3]=b;p[a+32>>3]=0.0;p[a+64>>3]=0.0;p[a+96>>3]=b;p[a+8>>3]=0.0;p[a+40>>3]=c;p[a+72>>3]=0.0;p[a+104>>3]=c;p[a+16>>3]=0.0;p[a+48>>3]=0.0;p[a+80>>3]=.5;p[a+112>>3]=.5;p[a+24>>3]=0.0;p[a+56>>3]=0.0;p[a+88>>3]=0.0;p[a+120>>3]=1.0;return}function UAa(a,c){a=a|0;c=c|0;p[a+80>>3]=+p[c>>3];p[a+88>>3]=+p[c+8>>3];p[a+96>>3]=+p[c+16>>3];p[a+104>>3]=+p[c+24>>3];p[a+112>>3]=+p[c+32>>3];p[a+120>>3]=+p[c+40>>3];p[a+128>>3]=+p[c+48>>3];p[a+136>>3]=+p[c+56>>3];p[a+144>>3]=+p[c+64>>3];p[a+152>>3]=+p[c+72>>3];p[a+160>>3]=+p[c+80>>3];p[a+168>>3]=+p[c+88>>3];p[a+176>>3]=+p[c+96>>3];p[a+184>>3]=+p[c+104>>3];p[a+192>>3]=+p[c+112>>3];p[a+200>>3]=+p[c+120>>3];c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function VAa(){if(!(b[257160]|0))MPb(257160)|0;f[64605]=262922;if(!(b[257168]|0))MPb(257168)|0;f[64606]=262923;if(b[257144]|0){f[64607]=262921;return}if(!(MPb(257144)|0)){f[64607]=262921;return}f[64607]=262921;return}function WAa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;if(!(b[257176]|0))if(MPb(257176)|0){f[64608]=0;f[64609]=0;f[64610]=0}d=f[64609]|0;if((f[64608]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;i=a+12|0;f[i>>2]=c;return}g=d+-12|0;h=f[g>>2]|0;j=d+-8|0;i=f[j>>2]|0;d=d+-4|0;e=f[d>>2]|0;f[d>>2]=0;f[j>>2]=0;f[g>>2]=0;d=f[64609]|0;g=d+-12|0;do{d=d+-12|0;f[64609]=d;if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0);d=f[64609]|0}}while((d|0)!=(g|0));f[a>>2]=h;f[a+4>>2]=i;f[a+8>>2]=e;j=a+12|0;f[j>>2]=c;return}function XAa(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;c=a+4|0;a=f[c>>2]|0;if((a|0)==(d|0))return;do{f[c>>2]=a+-20;b=a+-16|0;a=f[a+-4>>2]|0;if(a|0)YAa(a,b);if(f[b>>2]|0){XAa(b);sOb(f[b>>2]|0)}a=f[c>>2]|0}while((a|0)!=(d|0));return}function YAa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;g=c+8|0;h=f[c>>2]|0;e=h;if((f[g>>2]|0)==(h|0))return;h=c+4|0;a=f[h>>2]|0;if((a|0)!=(e|0))do{f[h>>2]=a+-20;d=a+-16|0;a=f[a+-4>>2]|0;if(a|0)YAa(a,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}a=f[h>>2]|0}while((a|0)!=(e|0));if(!(b[257176]|0))if(MPb(257176)|0){f[64608]=0;f[64609]=0;f[64610]=0}a=f[64609]|0;if(a>>>0<(f[64610]|0)>>>0){f[a>>2]=0;e=a+4|0;f[e>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[e>>2]=f[h>>2];f[a+8>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[c>>2]=0;f[64609]=a+12;return}else{ZAa(258432,c);return}}function ZAa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;e=b;c=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));d=e;e=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=g;f[k>>2]=i;d=e;if((c|0)!=(d|0))do{c=c+-12|0;if(f[c>>2]|0){XAa(c);sOb(f[c>>2]|0)}}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function _Aa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=a+12|0;c=f[h>>2]|0;if(c|0)YAa(c,a);d=f[a>>2]|0;if(!d){c=a+4|0;d=a+8|0}else{c=a+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{f[c>>2]=e+-20;g=e+-16|0;e=f[e+-4>>2]|0;if(e|0)YAa(e,g);if(f[g>>2]|0){XAa(g);sOb(f[g>>2]|0)}e=f[c>>2]|0}while((e|0)!=(d|0));d=f[a>>2]|0}sOb(d);d=a+8|0;f[d>>2]=0;f[c>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];a=b+4|0;f[c>>2]=f[a>>2];g=b+8|0;f[d>>2]=f[g>>2];f[g>>2]=0;f[a>>2]=0;f[b>>2]=0;b=b+12|0;f[h>>2]=f[b>>2];f[b>>2]=0;return}function $Aa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257216]|0))if(MPb(257216)|0){f[64623]=0;f[64624]=0;f[64625]=0}e=f[64624]|0;if((f[64623]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64624]|0;j=h+-12|0;while(1){e=h+-12|0;f[64624]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-16-i|0)>>>4)<<4);sOb(i);e=f[64624]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function aBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257208]|0))if(MPb(257208)|0){f[64620]=0;f[64621]=0;f[64622]=0}e=f[64621]|0;if((f[64620]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64621]|0;j=h+-12|0;while(1){e=h+-12|0;f[64621]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64621]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function bBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257200]|0))if(MPb(257200)|0){f[64617]=0;f[64618]=0;f[64619]=0}e=f[64618]|0;if((f[64617]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64618]|0;j=h+-12|0;while(1){e=h+-12|0;f[64618]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-32-i|0)>>>5)<<5);sOb(i);e=f[64618]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function cBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257192]|0))if(MPb(257192)|0){f[64614]=0;f[64615]=0;f[64616]=0}e=f[64615]|0;if((f[64614]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64615]|0;j=h+-12|0;while(1){e=h+-12|0;f[64615]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-24-i|0)>>>0)/24|0)*24|0);sOb(i);e=f[64615]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function dBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257184]|0))if(MPb(257184)|0){f[64611]=0;f[64612]=0;f[64613]=0}e=f[64612]|0;if((f[64611]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64612]|0;j=h+-12|0;while(1){e=h+-12|0;f[64612]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64612]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function eBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;q=z+16|0;s=z;x=z+36|0;y=z+32|0;h=z+40|0;f[x>>2]=b;f[y>>2]=c;d=a+36|0;e=a+40|0;c=f[e>>2]|0;t=c-(f[d>>2]|0)>>2;v=a+20|0;w=a+24|0;b=(f[w>>2]|0)-(f[v>>2]|0)>>4;f[h>>2]=b;if((f[a+44>>2]|0)==(c|0))fBa(d,h);else{f[c>>2]=b;f[e>>2]=c+4}n=a+56|0;o=f[n>>2]|0;if(o>>>0<(f[a+60>>2]|0)>>>0){e=f[x>>2]|0;b=f[y>>2]|0;p[o+24>>3]=-1.0;g=+p[e>>3];p[q>>3]=g;m=+p[e+8>>3];h=q+8|0;p[h>>3]=m;p[s>>3]=g;i=s+8|0;p[i>>3]=m;if(b>>>0>1){c=1;while(1){j=+p[e+(c<<4)>>3];if(j<g){d=q;r=9}else if(j>+p[s>>3]){d=s;r=9}if((r|0)==9){r=0;p[d>>3]=j}g=+p[e+(c<<4)+8>>3];if(g<+p[h>>3]){d=q;r=12}else if(g>+p[i>>3]){d=s;r=12}if((r|0)==12){r=0;p[d+8>>3]=g}c=c+1|0;if((c|0)==(b|0))break;g=+p[q>>3]}l=+p[q>>3];k=+p[s>>3];j=+p[h>>3];g=+p[i>>3]}else{l=g;k=g;j=m;g=m}m=(k-l)*.5;k=(g-j)*.5;p[o>>3]=l+m;p[o+8>>3]=j+k;p[o+16>>3]=k*k+m*m;f[n>>2]=o+32}else{gBa(a+52|0,x,y);b=f[y>>2]|0}if(!b){hBa(a,a,t);u=z;return}i=a+28|0;h=0;do{c=f[x>>2]|0;d=c+(h<<4)|0;e=f[w>>2]|0;if((e|0)==(f[i>>2]|0)){iBa(v,d);b=f[y>>2]|0}else{p[e>>3]=+p[d>>3];p[e+8>>3]=+p[c+(h<<4)+8>>3];f[w>>2]=e+16}h=h+1|0}while(h>>>0<b>>>0);hBa(a,a,t);u=z;return}function fBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function gBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+32|0;r=C+16|0;t=C;B=a+4|0;d=f[B>>2]|0;i=f[a>>2]|0;w=d-i>>5;e=w+1|0;z=i;g=d;if(e>>>0>134217727)AMb(a);A=a+8|0;y=(f[A>>2]|0)-i|0;i=y>>4;i=y>>5>>>0<67108863?(i>>>0<e>>>0?e:i):134217727;do if(!i)v=0;else if(i>>>0>134217727)vd();else{v=pOb(i<<5)|0;break}while(0);x=v+(w<<5)|0;e=x;y=v+(i<<5)|0;n=f[b>>2]|0;c=f[c>>2]|0;p[v+(w<<5)+24>>3]=-1.0;h=+p[n>>3];p[r>>3]=h;m=+p[n+8>>3];o=r+8|0;p[o>>3]=m;p[t>>3]=h;q=t+8|0;p[q>>3]=m;if(c>>>0>1){i=1;while(1){j=+p[n+(i<<4)>>3];if(j<h){b=r;s=11}else if(j>+p[t>>3]){b=t;s=11}if((s|0)==11){s=0;p[b>>3]=j}h=+p[n+(i<<4)+8>>3];if(h<+p[o>>3]){b=r;s=14}else if(h>+p[q>>3]){b=t;s=14}if((s|0)==14){s=0;p[b+8>>3]=h}i=i+1|0;if((i|0)==(c|0))break;h=+p[r>>3]}l=+p[r>>3];k=+p[t>>3];j=+p[o>>3];h=+p[q>>3]}else{l=h;k=h;j=m;h=m}m=(k-l)*.5;k=(h-j)*.5;p[x>>3]=l+m;p[v+(w<<5)+8>>3]=j+k;p[v+(w<<5)+16>>3]=k*k+m*m;i=x+32|0;if((g|0)!=(z|0)){d=x;do{w=g;g=g+-32|0;p[d+-32>>3]=+p[g>>3];p[d+-24>>3]=+p[w+-24>>3];x=d+-16|0;w=w+-16|0;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];f[x+8>>2]=f[w+8>>2];f[x+12>>2]=f[w+12>>2];d=e+-32|0;e=d}while((g|0)!=(z|0));d=f[a>>2]|0}f[a>>2]=e;f[B>>2]=i;f[A>>2]=y;if(!d){u=C;return}sOb(d);u=C;return}function hBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;j=p;l=p+4|0;f[j>>2]=c;f[l>>2]=-1;o=l+4|0;WAa(o,f[64605]|0);m=b+4|0;e=f[m>>2]|0;n=b+8|0;g=f[n>>2]|0;if((e|0)==(g|0)){d=e;c=e}else{h=l+8|0;i=l+12|0;d=e;while(1){if(jBa(a,c,f[d>>2]|0)|0){if((f[l>>2]|0)==-1)f[l>>2]=f[j>>2];c=f[h>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=f[d>>2];q=c+4|0;e=d+4|0;f[q>>2]=0;r=c+8|0;f[r>>2]=0;f[c+12>>2]=0;f[q>>2]=f[e>>2];q=d+8|0;f[r>>2]=f[q>>2];r=d+12|0;f[c+12>>2]=f[r>>2];f[r>>2]=0;f[q>>2]=0;f[e>>2]=0;e=d+16|0;f[c+16>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=(f[h>>2]|0)+20}else kBa(o,d);f[d>>2]=-1}d=d+20|0;if((d|0)==(g|0))break;c=f[j>>2]|0}d=f[m>>2]|0;c=f[n>>2]|0}e=(d|0)==(c|0);a:do if((f[l>>2]|0)==-1){do if(!e){while(1){if(jBa(a,f[d>>2]|0,f[j>>2]|0)|0){k=41;break}d=d+20|0;if((d|0)==(c|0)){k=42;break}}if((k|0)==41){hBa(a,d,f[j>>2]|0);break a}else if((k|0)==42){c=f[n>>2]|0;break}}while(0);if(c>>>0<(f[b+12>>2]|0)>>>0){f[c>>2]=f[j>>2];WAa(c+4|0,f[64605]|0);f[n>>2]=(f[n>>2]|0)+20;break}else{lBa(m,j);break}}else{do if(e)g=c;else{e=d;while(1){if((f[e>>2]|0)==-1)break;e=e+20|0;if((e|0)==(c|0)){k=19;break}}if((k|0)==19){g=c;break}g=e;if((e|0)!=(c|0)){d=g;b:while(1){do{h=d;e=h+20|0;d=e;if((e|0)==(c|0))break b;e=f[e>>2]|0}while((e|0)==-1);r=g;f[r>>2]=e;_Aa(r+4|0,h+24|0);g=r+20|0}d=f[m>>2]|0;c=f[n>>2]|0}}while(0);d=d+(((g-d|0)/20|0)*20|0)|0;if((c|0)==(g|0))d=c;else{e=d+(((c-g|0)/20|0)*20|0)|0;if((e|0)!=(c|0)){do{f[d>>2]=f[e>>2];_Aa(d+4|0,e+4|0);e=e+20|0;d=d+20|0}while((e|0)!=(c|0));c=f[n>>2]|0}if((c|0)==(d|0))d=c;else do{f[n>>2]=c+-20;e=c+-16|0;c=f[c+-4>>2]|0;if(c|0)YAa(c,e);if(f[e>>2]|0){XAa(e);sOb(f[e>>2]|0)}c=f[n>>2]|0}while((c|0)!=(d|0))}if(d>>>0<(f[b+12>>2]|0)>>>0){f[d>>2]=f[l>>2];r=d+4|0;f[r>>2]=0;q=d+8|0;f[q>>2]=0;f[d+12>>2]=0;f[r>>2]=f[o>>2];r=l+8|0;f[q>>2]=f[r>>2];q=l+12|0;f[d+12>>2]=f[q>>2];f[q>>2]=0;f[r>>2]=0;f[o>>2]=0;r=l+16|0;f[d+16>>2]=f[r>>2];f[r>>2]=0;f[n>>2]=(f[n>>2]|0)+20;break}else{kBa(m,l);break}}while(0);d=f[l+16>>2]|0;if(d|0)YAa(d,o);if(!(f[o>>2]|0)){u=p;return}XAa(o);sOb(f[o>>2]|0);u=p;return}function iBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;p[c>>3]=+p[b>>3];p[g+(h<<4)+8>>3]=+p[b+8>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;while(1){h=d;d=d+-16|0;p[e+-16>>3]=+p[d>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-16|0}c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function jBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0;e=f[a+52>>2]|0;j=+p[e+(b<<5)>>3]-+p[e+(c<<5)>>3];i=+p[e+(b<<5)+8>>3]-+p[e+(c<<5)+8>>3];d=e+(b<<5)+24|0;g=+p[d>>3];if(g==-1.0){h=+L(+(+p[e+(b<<5)+16>>3]));p[d>>3]=h}else h=g;d=e+(c<<5)+24|0;g=+p[d>>3];if(g==-1.0){g=+L(+(+p[e+(c<<5)+16>>3]));p[d>>3]=g}h=h+g;if(!(j*j+i*i<=h*h)){a=0;return a|0}l=f[a+36>>2]|0;e=f[l+(b<<2)>>2]|0;k=f[a+20>>2]|0;o=k+(e<<4)|0;n=f[l+(c<<2)>>2]|0;q=k+(n<<4)|0;m=(f[a+40>>2]|0)-l>>2;d=b+1|0;b=k;if((m|0)==(d|0))d=(f[a+24>>2]|0)-b>>4;else d=f[l+(d<<2)>>2]|0;k=d-e|0;d=c+1|0;if((m|0)==(d|0))d=(f[a+24>>2]|0)-b>>4;else d=f[l+(d<<2)>>2]|0;e=d-n|0;if(!k){a=0;return a|0}else d=0;while(1){if(Cib(q,e,o+(d<<4)|0)|0){d=1;e=15;break}d=d+1|0;if(d>>>0>=k>>>0){d=0;e=15;break}}if((e|0)==15)return d|0;return 0}function kBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*20|0)+12>>2]=0;f[g+(h*20|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*20|0)+8>>2]=f[l>>2];m=b+12|0;f[g+(h*20|0)+12>>2]=f[m>>2];f[m>>2]=0;f[l>>2]=0;f[c>>2]=0;b=b+16|0;f[g+(h*20|0)+16>>2]=f[b>>2];f[b>>2]=0;h=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{m=c;c=c+-20|0;f[d+-20>>2]=f[c>>2];g=d+-16|0;l=m+-16|0;f[g>>2]=0;n=d+-12|0;f[n>>2]=0;f[d+-8>>2]=0;f[g>>2]=f[l>>2];g=m+-12|0;f[n>>2]=f[g>>2];n=m+-8|0;f[d+-8>>2]=f[n>>2];f[n>>2]=0;f[g>>2]=0;f[l>>2]=0;m=m+-4|0;f[d+-4>>2]=f[m>>2];f[m>>2]=0;d=e+-20|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=c+-16|0;e=f[c+-4>>2]|0;c=c+-20|0;if(e|0)YAa(e,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function lBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[d>>2]=f[b>>2];WAa(g+(h*20|0)+4|0,f[64605]|0);h=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{g=c;c=c+-20|0;f[d+-20>>2]=f[c>>2];m=d+-16|0;l=g+-16|0;f[m>>2]=0;n=d+-12|0;f[n>>2]=0;f[d+-8>>2]=0;f[m>>2]=f[l>>2];m=g+-12|0;f[n>>2]=f[m>>2];n=g+-8|0;f[d+-8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[l>>2]=0;g=g+-4|0;f[d+-4>>2]=f[g>>2];f[g>>2]=0;d=e+-20|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=c+-16|0;e=f[c+-4>>2]|0;c=c+-20|0;if(e|0)YAa(e,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function mBa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0;D=u;u=u+32|0;C=D;h=f[c>>2]|0;i=f[a+36>>2]|0;j=f[i+(h<<2)>>2]|0;g=f[a+20>>2]|0;z=g+(j<<4)|0;h=h+1|0;if(((f[a+40>>2]|0)-i>>2|0)==(h|0))g=(f[a+24>>2]|0)-g>>4;else g=f[i+(h<<2)>>2]|0;A=g-j|0;i=a+68|0;j=a+72|0;h=f[j>>2]|0;B=(h-(f[i>>2]|0)|0)/24|0;a:do if(A|0){k=b+32|0;l=b+56|0;n=b+80|0;o=b+40|0;q=b+64|0;r=b+88|0;s=C+8|0;t=b+48|0;v=b+72|0;w=b+96|0;x=C+16|0;y=a+76|0;g=0;while(1){G=z+(g<<4)|0;F=+p[G>>3];E=+p[G+8>>3];m=+p[k>>3]+F*+p[l>>3]+E*+p[n>>3];p[C>>3]=m;p[s>>3]=+p[o>>3]+F*+p[q>>3]+E*+p[r>>3];p[x>>3]=+p[t>>3]+F*+p[v>>3]+E*+p[w>>3];if(h>>>0<(f[y>>2]|0)>>>0){p[h>>3]=m;p[h+8>>3]=+p[s>>3];p[h+16>>3]=+p[x>>3];f[j>>2]=h+24}else oBa(i,C);g=g+1|0;if((g|0)==(A|0))break a;h=f[j>>2]|0}}while(0);j=a+84|0;g=d?0-A|0:A;f[C>>2]=g;k=a+88|0;h=f[k>>2]|0;l=a+92|0;if(h>>>0<(f[l>>2]|0)>>>0){f[h>>2]=g;f[k>>2]=h+4}else pBa(j,C);if((A|0)>0){g=0;do{i=g+B|0;f[C>>2]=i;h=f[k>>2]|0;if(h>>>0<(f[l>>2]|0)>>>0){f[h>>2]=i;f[k>>2]=h+4}else pBa(j,C);g=g+1|0}while((g|0)!=(A|0))}g=f[c+4>>2]|0;i=f[c+8>>2]|0;if((g|0)==(i|0)){u=D;return}h=d^1;do{mBa(a,b,g,h,e);g=g+20|0}while((g|0)!=(i|0));u=D;return}function nBa(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;h=a+4|0;l=f[h>>2]|0;g=a+8|0;b=f[g>>2]|0;if(l>>>0<b>>>0){p[l>>3]=+p[c>>3];p[l+8>>3]=+p[c+8>>3];p[l+16>>3]=+p[c+16>>3];l=l+24|0;f[h>>2]=l}else{oBa(a,c);l=f[h>>2]|0;b=f[g>>2]|0}if(l>>>0<b>>>0){p[l>>3]=+p[d>>3];p[l+8>>3]=+p[d+8>>3];p[l+16>>3]=+p[d+16>>3];l=l+24|0;f[h>>2]=l}else{oBa(a,d);l=f[h>>2]|0;b=f[g>>2]|0}if(l>>>0<b>>>0){p[l>>3]=+p[e>>3];p[l+8>>3]=+p[e+8>>3];p[l+16>>3]=+p[e+16>>3];f[h>>2]=l+24;return}else{oBa(a,e);return}}function oBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function pBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function qBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;rBa(a)|0;c=a+1235|0;if((b[c>>0]|0)!=1){b[c>>0]=1;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,1,f[a+1352>>2]|0)}}c=f[a+1348>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1340|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1328>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1320|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1308>>2]|0;if(c|0){d=a+1312|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1296>>2]|0;if(c|0){d=a+1300|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1284>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1276|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1264>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1256|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1244>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1236|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1216>>2]|0;if(c|0){d=a+1220|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1204>>2]|0;if(c|0){d=a+1208|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}d=f[a+1192>>2]|0;if(d|0){e=a+1196|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d)}c=f[a+1180>>2]|0;if(c|0){d=a+1184|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}e=f[a+1168>>2]|0;if(e|0){c=a+1172|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);sOb(e)}c=f[a+1156>>2]|0;if(c|0){d=a+1160|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+1144>>2]|0;if(c|0){d=a+1148|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+1132>>2]|0;if(c|0){d=a+1136|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-16-c|0)>>>4)<<4);sOb(c)}h=a+1120|0;c=f[h>>2]|0;if(c|0){i=a+1124|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[i>>2]=e;g=f[d+-4>>2]|0;if(g|0)tBa(g,e);g=f[e>>2]|0;if(g|0){d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[i>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+1108>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1100|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1088>>2]|0;if(c|0){d=a+1092|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-16-c|0)>>>4)<<4);sOb(c)}c=f[a+1076>>2]|0;if(c|0){d=a+1080|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}h=a+1064|0;c=f[h>>2]|0;if(c|0){i=a+1068|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[i>>2]=e;g=f[d+-4>>2]|0;if(g|0)uBa(g,e);g=f[e>>2]|0;if(g|0){d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g)}d=f[i>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+16>>2]|0;if(c|0)iOb(c);c=f[a+8>>2]|0;if(!c)return;iOb(c);return}function rBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+1228|0;if(!(f[c>>2]|0)){a=0;return a|0}f[c>>2]=0;b[a+1233>>0]=0;xBa(a);g=f[a+1064>>2]|0;h=a+1068|0;c=f[h>>2]|0;if((c|0)!=(g|0))do{d=c+-16|0;f[h>>2]=d;e=f[c+-4>>2]|0;if(e|0)uBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}c=f[h>>2]|0}while((c|0)!=(g|0));a=YRa(f[a>>2]|0)|0;a=(f[a>>2]|0)!=(f[a+4>>2]|0);return a|0}function sBa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o;k=o+24|0;e=f[a>>2]|0;n=a+4|0;l=f[n>>2]|0;if((e|0)==(l|0)){u=o;return}i=c&1;h=j+16|0;do{g=e+16|0;c=f[g>>2]|0;if(c|0){b[j>>0]=i;f[k>>2]=d;xh[f[(f[c>>2]|0)+24>>2]&127](c,j,k);if(b[e+24>>0]|0){f[h>>2]=0;c=f[g>>2]|0;if((e|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[g>>2]=0;c=f[h>>2]|0;do if(!c){f[g>>2]=0;m=15}else if((j|0)==(c|0)){f[g>>2]=e;m=f[h>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[g>>2]=c;f[h>>2]=0;c=0;g=0;break}while(0);if((m|0)==15){m=0;g=f[h>>2]|0;c=g}if((j|0)==(c|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}e=e+32|0}while((e|0)!=(l|0));c=f[n>>2]|0;if((f[a>>2]|0)==(c|0)){u=o;return}while(1){if(!(f[c+-16>>2]|0)){e=c;g=0;h=0}else{m=30;break}c=c+-32|0;while(1){m=e+-32|0;f[n>>2]=m;if((m|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[n>>2]|0;if((e|0)==(c|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(c|0)){m=30;break}}if((m|0)==30){u=o;return}}function tBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257208]|0))if(MPb(257208)|0){f[64620]=0;f[64621]=0;f[64622]=0}a=f[64621]|0;if(a>>>0<(f[64622]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64621]=a+12;return}else{wBa(258480,c);return}}function uBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-32-a|0)>>>5)<<5);if(!(b[257224]|0))if(MPb(257224)|0){f[64626]=0;f[64627]=0;f[64628]=0}a=f[64627]|0;if(a>>>0<(f[64628]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64627]=a+12;return}else{vBa(258504,c);return}}function vBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function wBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function xBa(a){a=a|0;var b=0,c=0,d=0,e=0;e=a+1332|0;if(f[e>>2]|0){c=a+1328|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1324>>2]|0;if(c|0){d=a+1320|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}b=f[a+1308>>2]|0;c=a+1312|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);e=a+1248|0;if(f[e>>2]|0){c=a+1244|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1240>>2]|0;if(c|0){d=a+1236|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}e=a+1268|0;if(f[e>>2]|0){c=a+1264|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1260>>2]|0;if(c|0){d=a+1256|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}e=a+1288|0;if(f[e>>2]|0){c=a+1284|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1280>>2]|0;if(c|0){d=a+1276|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}c=a+1348|0;b=f[c>>2]|0;if(b|0)do{kJa(f[b+8>>2]|0);b=f[b>>2]|0}while((b|0)!=0);e=a+1352|0;if(!(f[e>>2]|0))return;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;d=f[a+1344>>2]|0;if(d|0){c=a+1340|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function yBa(a){a=a|0;var c=0,d=0;c=rBa(a)|0;d=a+1235|0;if((b[d>>0]|0)==1)return c|0;b[d>>0]=1;if(!(b[a+1234>>0]|0))return c|0;d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,1,f[a+1352>>2]|0);return c|0}function zBa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;f[a>>2]=c;c=a+4|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;eAa(a+24|0);c=a+776|0;n[c>>2]=-1.0;n[a+780>>2]=0.0;n[a+784>>2]=0.0;n[a+788>>2]=1.0;n[a+792>>2]=0.0;n[a+796>>2]=-1.0;n[a+800>>2]=0.0;n[a+804>>2]=1.0;n[a+808>>2]=0.0;n[a+812>>2]=0.0;n[a+816>>2]=-1.0;n[a+820>>2]=1.0;f[a+824>>2]=1065353216;f[a+828>>2]=0;f[a+832>>2]=0;f[a+836>>2]=1065353216;f[a+840>>2]=0;f[a+844>>2]=1065353216;f[a+848>>2]=0;f[a+852>>2]=1065353216;f[a+856>>2]=0;f[a+860>>2]=0;f[a+864>>2]=1065353216;f[a+868>>2]=1065353216;ABa(c);b[a+1040>>0]=0;c=a+1116|0;g=a+1048|0;h=g+68|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;c=a+1120|0;e=a+1235|0;g=c;h=g+112|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));d[c+112>>1]=0;b[c+114>>0]=0;b[e>>0]=1;c=a+1236|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1252>>2]=1.0;c=a+1256|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1272>>2]=1.0;c=a+1276|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1292>>2]=1.0;c=a+1336|0;g=a+1296|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;h=a+1340|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[a+1356>>2]=1.0;a=a+1360|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function ABa(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=a+12|0;n[v>>2]=-+n[v>>2];b=+n[a>>2];c=+K(+b);n[a+96>>2]=c;v=a+4|0;c=+n[v>>2];d=+K(+c);n[a+100>>2]=d;u=a+8|0;d=+n[u>>2];g=+K(+d);n[a+104>>2]=g;n[a+168>>2]=b>=0.0?1.0:-1.0;n[a+172>>2]=c>=0.0?1.0:-1.0;n[a+176>>2]=d>=0.0?1.0:-1.0;t=a+28|0;n[t>>2]=-+n[t>>2];t=a+16|0;d=+n[t>>2];c=+K(+d);n[a+108>>2]=c;s=a+20|0;c=+n[s>>2];b=+K(+c);n[a+112>>2]=b;r=a+24|0;b=+n[r>>2];g=+K(+b);n[a+116>>2]=g;n[a+180>>2]=d>=0.0?1.0:-1.0;n[a+184>>2]=c>=0.0?1.0:-1.0;n[a+188>>2]=b>=0.0?1.0:-1.0;q=a+44|0;n[q>>2]=-+n[q>>2];q=a+32|0;b=+n[q>>2];c=+K(+b);n[a+120>>2]=c;p=a+36|0;c=+n[p>>2];d=+K(+c);n[a+124>>2]=d;o=a+40|0;d=+n[o>>2];g=+K(+d);n[a+128>>2]=g;n[a+192>>2]=b>=0.0?1.0:-1.0;n[a+196>>2]=c>=0.0?1.0:-1.0;n[a+200>>2]=d>=0.0?1.0:-1.0;m=a+60|0;n[m>>2]=-+n[m>>2];m=a+48|0;d=+n[m>>2];c=+K(+d);n[a+132>>2]=c;l=a+52|0;c=+n[l>>2];b=+K(+c);n[a+136>>2]=b;k=a+56|0;b=+n[k>>2];g=+K(+b);n[a+140>>2]=g;n[a+204>>2]=d>=0.0?1.0:-1.0;n[a+208>>2]=c>=0.0?1.0:-1.0;n[a+212>>2]=b>=0.0?1.0:-1.0;j=a+76|0;n[j>>2]=-+n[j>>2];j=a+64|0;b=+n[j>>2];c=+K(+b);n[a+144>>2]=c;i=a+68|0;c=+n[i>>2];d=+K(+c);n[a+148>>2]=d;h=a+72|0;d=+n[h>>2];g=+K(+d);n[a+152>>2]=g;n[a+216>>2]=b>=0.0?1.0:-1.0;n[a+220>>2]=c>=0.0?1.0:-1.0;n[a+224>>2]=d>=0.0?1.0:-1.0;w=a+92|0;n[w>>2]=-+n[w>>2];d=+n[a+80>>2];c=+K(+d);n[a+156>>2]=c;c=+n[a+84>>2];b=+K(+c);n[a+160>>2]=b;b=+n[a+88>>2];g=+K(+b);n[a+164>>2]=g;n[a+228>>2]=d>=0.0?1.0:-1.0;n[a+232>>2]=c>=0.0?1.0:-1.0;n[a+236>>2]=b>=0.0?1.0:-1.0;g=+n[a>>2];f=+n[v>>2];e=+n[u>>2];e=g*g+(f*f+e*e);n[a+240>>2]=e==0.0?0.0:1.0/e;e=+n[t>>2];f=+n[s>>2];g=+n[r>>2];g=e*e+(f*f+g*g);n[a+244>>2]=g==0.0?0.0:1.0/g;g=+n[q>>2];f=+n[p>>2];e=+n[o>>2];e=g*g+(f*f+e*e);n[a+248>>2]=e==0.0?0.0:1.0/e;e=+n[m>>2];f=+n[l>>2];g=+n[k>>2];g=e*e+(f*f+g*g);n[a+252>>2]=g==0.0?0.0:1.0/g;g=+n[j>>2];f=+n[i>>2];e=+n[h>>2];e=g*g+(f*f+e*e);n[a+256>>2]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);n[a+260>>2]=b==0.0?0.0:1.0/b;return}function BBa(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0;w=u;u=u+32|0;k=w+8|0;s=w;t=YRa(f[a>>2]|0)|0;b=f[t>>2]|0;t=f[t+4>>2]|0;if((b|0)==(t|0)){u=w;return}v=a+1068|0;l=a+1072|0;m=k+4|0;n=k+8|0;o=k+12|0;q=k+8|0;r=k+16|0;j=a+1064|0;do{e=b+4|0;if((f[b>>2]|0)!=(f[e>>2]|0)){CBa(k,f[64607]|0);a=f[v>>2]|0;if(a>>>0<(f[l>>2]|0)>>>0){f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;f[a>>2]=f[k>>2];f[i>>2]=f[m>>2];f[a+8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[k>>2]=0;f[a+12>>2]=f[o>>2];f[o>>2]=0;f[v>>2]=(f[v>>2]|0)+16}else{DBa(j,k);a=f[o>>2]|0;if(a|0)uBa(a,k)}a=f[k>>2]|0;if(a|0){c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a)}a=f[v>>2]|0;i=a+-16|0;c=f[b>>2]|0;g=f[e>>2]|0;if((c|0)!=(g|0)){h=a+-12|0;e=a+-8|0;a=c;do{d=+p[a>>3];z=+p[a+8>>3];y=+p[a+16>>3];x=1.0/+L(+(d*d+(z*z+y*y)));d=d*x;p[k>>3]=d;p[q>>3]=z*x;p[r>>3]=y*x;p[s>>3]=x*+p[a+24>>3];c=f[h>>2]|0;if(c>>>0<(f[e>>2]|0)>>>0){p[c>>3]=d;p[c+8>>3]=+p[q>>3];p[c+16>>3]=+p[r>>3];p[c+24>>3]=+p[s>>3];f[h>>2]=c+32}else EBa(i,k,s);a=a+32|0}while((a|0)!=(g|0))}}b=b+12|0}while((b|0)!=(t|0));u=w;return}function CBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257224]|0))if(MPb(257224)|0){f[64626]=0;f[64627]=0;f[64628]=0}e=f[64627]|0;if((f[64626]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64627]|0;j=h+-12|0;while(1){e=h+-12|0;f[64627]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-32-i|0)>>>5)<<5);sOb(i);e=f[64627]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function DBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=(f[j>>2]|0)-c>>4;d=h+1|0;if(d>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>3;c=i>>4>>>0<134217727?(c>>>0<d>>>0?d:c):268435455;do if(!c)g=0;else if(c>>>0>268435455)vd();else{g=pOb(c<<4)|0;break}while(0);d=g+(h<<4)|0;e=d;i=g+(c<<4)|0;f[g+(h<<4)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h<<4)+4>>2]=f[c>>2];l=b+8|0;f[g+(h<<4)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;b=b+12|0;f[g+(h<<4)+12>>2]=f[b>>2];f[b>>2]=0;g=d+16|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b}else{do{h=d+-16|0;l=c;c=c+-16|0;f[h>>2]=0;m=d+-12|0;f[m>>2]=0;f[d+-8>>2]=0;f[h>>2]=f[c>>2];h=l+-12|0;f[m>>2]=f[h>>2];m=l+-8|0;f[d+-8>>2]=f[m>>2];f[m>>2]=0;f[h>>2]=0;f[c>>2]=0;l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;d=e+-16|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((b|0)!=(g|0))do{d=b;b=b+-16|0;c=f[d+-4>>2]|0;if(c|0)uBa(c,b);e=f[b>>2]|0;if(e|0){c=d+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}}while((b|0)!=(g|0));if(!h)return;sOb(h);return}function EBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;e=f[m>>2]|0;n=f[a>>2]|0;i=e-n>>5;d=i+1|0;k=n;if(d>>>0>134217727)AMb(a);l=a+8|0;j=(f[l>>2]|0)-n|0;g=j>>4;g=j>>5>>>0<67108863?(g>>>0<d>>>0?d:g):134217727;do if(!g)h=0;else if(g>>>0>134217727)vd();else{h=pOb(g<<5)|0;break}while(0);d=h+(i<<5)|0;j=h+(g<<5)|0;p[d>>3]=+p[b>>3];p[h+(i<<5)+8>>3]=+p[b+8>>3];p[h+(i<<5)+16>>3]=+p[b+16>>3];p[h+(i<<5)+24>>3]=+p[c>>3];c=d+32|0;if((e|0)!=(k|0)){b=e+-32-n|0;g=d;while(1){i=e;e=e+-32|0;p[g+-32>>3]=+p[e>>3];p[g+-24>>3]=+p[i+-24>>3];p[g+-16>>3]=+p[i+-16>>3];p[g+-8>>3]=+p[i+-8>>3];if((e|0)==(k|0))break;else g=g+-32|0}d=d+(~(b>>>5)<<5)|0}f[a>>2]=d;f[m>>2]=c;f[l>>2]=j;if(!n)return;sOb(n);return}function FBa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;t=u;u=u+272|0;s=t;if(!(f[c>>2]|0))if(!(f[d>>2]|0)){h=rBa(a)|0;g=a+1235|0;if((b[g>>0]|0)==1){a=h;u=t;return a|0}b[g>>0]=1;if(!(b[a+1234>>0]|0)){a=h;u=t;return a|0}s=(zQa(f[a>>2]|0)|0)+140|0;sBa(s,1,f[a+1352>>2]|0);a=h;u=t;return a|0}if(e<0.0){h=f[a>>2]|0;if(g)xEa(h,1,0,0,s);else _Ra(h,s,s+12|0)|0;i=+n[s>>2];j=+n[s+12>>2];if(!(i<=j))e=0.0;else{k=+n[s+4>>2];l=+n[s+16>>2];if(!(k<=l))e=0.0;else{m=+n[s+8>>2];o=+n[s+20>>2];if(!(m<=o))e=0.0;else{j=j-i;l=l-k;o=o-m;e=+L(+(j*j+(l*l+o*o)))/-e}}}}e=e>0.0?e:0.0;q=a+1228|0;h=f[q>>2]|0;switch(h|0){case 1:{f[q>>2]=2;r=16;break}case 2:{r=16;break}default:g=0}if((r|0)==16){if((f[c>>2]|0)==(f[a+4>>2]|0))if((f[d>>2]|0)==(f[a+12>>2]|0))if(!(e!=+p[a+1048>>3])){a=0;u=t;return a|0}g=rBa(a)|0;h=f[q>>2]|0}if(h|0){a=g;u=t;return a|0}h=f[c>>2]|0;g=f[c+4>>2]|0;if(g|0)gOb(g);f[a+4>>2]=h;c=a+8|0;h=f[c>>2]|0;f[c>>2]=g;if(h|0)iOb(h);h=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[a+12>>2]=h;d=a+16|0;h=f[d>>2]|0;f[d>>2]=g;if(h|0)iOb(h);b[a+1040>>0]=e!=0.0&1;p[a+1048>>3]=e;h=a+24|0;bR(h,a9a(AQa(f[a>>2]|0)|0)|0)|0;h=IAa(h)|0;D=+p[h>>3];z=+p[h+8>>3];v=+p[h+16>>3];e=+p[h+24>>3];C=+p[h+32>>3];y=+p[h+40>>3];i=+p[h+48>>3];j=+p[h+56>>3];B=+p[h+64>>3];x=+p[h+72>>3];k=+p[h+80>>3];l=+p[h+88>>3];A=+p[h+96>>3];w=+p[h+104>>3];m=+p[h+112>>3];o=+p[h+120>>3];n[s>>2]=e-D;n[s+4>>2]=j-C;n[s+8>>2]=l-B;n[s+12>>2]=o-A;n[s+16>>2]=e-z;n[s+20>>2]=j-y;n[s+24>>2]=l-x;n[s+28>>2]=o-w;n[s+32>>2]=e-v;n[s+36>>2]=j-i;n[s+40>>2]=l-k;n[s+44>>2]=o-m;n[s+48>>2]=D+e;n[s+52>>2]=C+j;n[s+56>>2]=B+l;n[s+60>>2]=A+o;n[s+64>>2]=z+e;n[s+68>>2]=y+j;n[s+72>>2]=x+l;n[s+76>>2]=w+o;n[s+80>>2]=v+e;n[s+84>>2]=i+j;n[s+88>>2]=k+l;n[s+92>>2]=m+o;ABa(s);GBa(a+776|0,s)|0;f[q>>2]=2;h=a+1235|0;if(b[h>>0]|0){b[h>>0]=0;if(b[a+1234>>0]|0){s=(zQa(f[a>>2]|0)|0)+140|0;sBa(s,0,f[a+1352>>2]|0)}}h=a+1232|0;if(!(b[h>>0]|0)){b[h>>0]=1;Hha(939,a,4)}a=YRa(f[a>>2]|0)|0;a=(f[a>>2]|0)!=(f[a+4>>2]|0);u=t;return a|0}function GBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=f[b>>2]|0;f[b>>2]=f[a>>2];f[a>>2]=c;c=b+4|0;e=f[c>>2]|0;d=a+4|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+8|0;e=f[d>>2]|0;c=a+8|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+12|0;e=f[c>>2]|0;d=a+12|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=a+16|0;e=b+16|0;c=f[e>>2]|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+20|0;c=f[d>>2]|0;e=a+20|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=b+24|0;c=f[e>>2]|0;d=a+24|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+28|0;c=f[d>>2]|0;e=a+28|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=a+32|0;c=b+32|0;d=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+36|0;d=f[e>>2]|0;c=a+36|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+40|0;d=f[c>>2]|0;e=a+40|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+44|0;d=f[e>>2]|0;c=a+44|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+48|0;d=b+48|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+52|0;e=f[c>>2]|0;d=a+52|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+56|0;e=f[d>>2]|0;c=a+56|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+60|0;e=f[c>>2]|0;d=a+60|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=a+64|0;e=b+64|0;c=f[e>>2]|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+68|0;c=f[d>>2]|0;e=a+68|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=b+72|0;c=f[e>>2]|0;d=a+72|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+76|0;c=f[d>>2]|0;e=a+76|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=a+80|0;c=b+80|0;d=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+84|0;d=f[e>>2]|0;c=a+84|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+88|0;d=f[c>>2]|0;e=a+88|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+92|0;d=f[e>>2]|0;c=a+92|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+96|0;d=b+96|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+100|0;e=f[c>>2]|0;d=a+100|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+104|0;e=f[d>>2]|0;c=a+104|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+108|0;e=b+108|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+112|0;d=f[c>>2]|0;e=a+112|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+116|0;d=f[e>>2]|0;c=a+116|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+120|0;d=b+120|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+124|0;e=f[c>>2]|0;d=a+124|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+128|0;e=f[d>>2]|0;c=a+128|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+132|0;e=b+132|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+136|0;d=f[c>>2]|0;e=a+136|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+140|0;d=f[e>>2]|0;c=a+140|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+144|0;d=b+144|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+148|0;e=f[c>>2]|0;d=a+148|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+152|0;e=f[d>>2]|0;c=a+152|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+156|0;e=b+156|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+160|0;d=f[c>>2]|0;e=a+160|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+164|0;d=f[e>>2]|0;c=a+164|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+168|0;d=b+168|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+172|0;e=f[c>>2]|0;d=a+172|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+176|0;e=f[d>>2]|0;c=a+176|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+180|0;e=b+180|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+184|0;d=f[c>>2]|0;e=a+184|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+188|0;d=f[e>>2]|0;c=a+188|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+192|0;d=b+192|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+196|0;e=f[c>>2]|0;d=a+196|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+200|0;e=f[d>>2]|0;c=a+200|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+204|0;e=b+204|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+208|0;d=f[c>>2]|0;e=a+208|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+212|0;d=f[e>>2]|0;c=a+212|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+216|0;d=b+216|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+220|0;e=f[c>>2]|0;d=a+220|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+224|0;e=f[d>>2]|0;c=a+224|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+228|0;e=b+228|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+232|0;d=f[c>>2]|0;e=a+232|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+236|0;d=f[e>>2]|0;c=a+236|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+240|0;b=b+240|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];return a|0}function HBa(a,b){a=a|0;b=b|0;if(!a)return;IBa(b);return}function IBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0;j=a+1232|0;b[j>>0]=0;switch(f[a+1228>>2]|0){case 1:{b[j>>0]=1;Hha(939,a,4);return}case 0:return;default:{k=+Gha();g=a+1360|0;p[g>>3]=k;h=a+1368|0;p[h>>3]=k+20.0;c=a+1233|0;do if(!(b[c>>0]|0)){e=JBa(a)|0;b[c>>0]=e&1;if(e){k=+Gha();p[g>>3]=k;if(!(k>=+p[h>>3]))break}c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}while(0);if(!(KBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(LBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}c=a+1308|0;d=a+1312|0;while(1){e=f[d>>2]|0;if((f[c>>2]|0)==(e|0))break;l=e+-4|0;e=f[l>>2]|0;f[d>>2]=l;MBa(a,XFa(e)|0);k=+Gha();p[g>>3]=k;if(k>=+p[h>>3]){i=26;break}}if((i|0)==26){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(LBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(NBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(OBa(a,a+1256|0)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}l=OBa(a,a+1276|0)|0;c=a+1235|0;d=b[c>>0]|0;if(l){if(d<<24>>24==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,1,f[a+1352>>2]|0);return}if(d<<24>>24){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}}}function JBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;m=z+24|0;l=z+20|0;k=z+16|0;o=z+12|0;q=z+8|0;r=z+28|0;s=z+4|0;t=z;c=f[a+1308>>2]|0;d=a+1312|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);g=a+1332|0;if(f[g>>2]|0){d=a+1328|0;c=f[d>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);f[d>>2]=0;d=f[a+1324>>2]|0;if(d|0){e=a+1320|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[g>>2]=0}x=(AQa(f[a>>2]|0)|0)+224|0;if(!(b[x>>0]&1)){a=1;u=z;return a|0}BBa(a);c=a+1064|0;j=a+1068|0;if((f[c>>2]|0)==(f[j>>2]|0)){a=1;u=z;return a|0}rSa(f[a>>2]|0);i=+Gha();p[a+1360>>3]=i;if(i>=+p[a+1368>>3]){g=f[c>>2]|0;c=f[j>>2]|0;if((c|0)==(g|0)){a=0;u=z;return a|0}do{d=c+-16|0;f[j>>2]=d;e=f[c+-4>>2]|0;if(e|0)uBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}c=f[j>>2]|0}while((c|0)!=(g|0));c=0;u=z;return c|0}x=tSa(f[a>>2]|0)|0;c=f[a>>2]|0;a:do if(x){c=(IRa(c)|0)+8|0;c=f[c>>2]|0;b:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break b}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);s=a+1236|0;t=a+1240|0;v=a+1248|0;w=a+1252|0;x=a+1244|0;if(c|0)c:while(1){do{e=d+12|0;d:do if($Ca(a,f[e>>2]|0)|0){l=f[e>>2]|0;m=l;r=X(m,1540483477)|0;r=(X(r>>>24^r,1540483477)|0)^1866966612;r=X(r>>>13^r,1540483477)|0;r=r>>>15^r;o=f[t>>2]|0;q=(o|0)==0;e:do if(q)e=0;else{k=o+-1|0;j=(k&o|0)==0;if(j)e=r&k;else if(r>>>0<o>>>0)e=r;else e=(r>>>0)%(o>>>0)|0;g=f[(f[s>>2]|0)+(e<<2)>>2]|0;if(g){if(j)while(1){g=f[g>>2]|0;if(!g)break e;j=f[g+4>>2]|0;if(!((j|0)==(r|0)|(j&k|0)==(e|0)))break e;if((f[g+8>>2]|0)==(l|0))break d}while(1){g=f[g>>2]|0;if(!g)break e;j=f[g+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0))break e}if((f[g+8>>2]|0)==(l|0))break d}}}while(0);k=pOb(12)|0;f[k+8>>2]=m;f[k+4>>2]=r;f[k>>2]=0;h=+(((f[v>>2]|0)+1|0)>>>0);i=+n[w>>2];do if(q|i*+(o>>>0)<h){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(h/i))>>>0;WCa(s,e>>>0<g>>>0?g:e);e=f[t>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&r;break}if(r>>>0<e>>>0){j=e;e=r}else{j=e;e=(r>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[s>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[x>>2];f[x>>2]=k;f[g>>2]=x;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;do if(!(g&j))e=e&g;else{if(e>>>0<j>>>0)break;e=(e>>>0)%(j>>>0)|0}while(0);e=(f[s>>2]|0)+(e<<2)|0;y=58}}else{f[k>>2]=f[e>>2];y=58}if((y|0)==58){y=0;f[e>>2]=k}f[v>>2]=(f[v>>2]|0)+1}while(0);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}}else{e=gSa(c)|0;c=e+40|0;if(!(b[c>>0]|0))d=e+4|0;else{b[c>>0]=0;f[o>>2]=f[e>>2];d=e+4|0;f[q>>2]=f[d>>2];f[k>>2]=f[o>>2];f[l>>2]=f[q>>2];b[m>>0]=b[r>>0]|0;x=aDa(k,l,m)|0;f[s>>2]=x;f[t>>2]=f[d>>2];f[l>>2]=f[s>>2];f[m>>2]=f[t>>2];bDa(e,l,m)|0}c=f[e>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{eDa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));e=FQa(f[a>>2]|0)|0;c=e+40|0;if(!(b[c>>0]|0))d=e+4|0;else{b[c>>0]=0;f[o>>2]=f[e>>2];d=e+4|0;f[q>>2]=f[d>>2];f[k>>2]=f[o>>2];f[l>>2]=f[q>>2];b[m>>0]=b[r>>0]|0;x=cDa(k,l,m)|0;f[s>>2]=x;f[t>>2]=f[d>>2];f[l>>2]=f[s>>2];f[m>>2]=f[t>>2];dDa(e,l,m)|0}c=f[e>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{fDa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));r=fSa(f[a>>2]|0)|0;c=f[r>>2]|0;r=f[r+4>>2]|0;if((c|0)!=(r|0)){s=a+1236|0;t=a+1240|0;v=a+1248|0;w=a+1252|0;x=a+1244|0;do{k=f[c>>2]|0;l=k;f:do if($Ca(a,k)|0){q=X(l,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=f[t>>2]|0;o=(m|0)==0;g:do if(o)d=0;else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&q;else if(q>>>0<m>>>0)d=q;else d=(q>>>0)%(m>>>0)|0;e=f[(f[s>>2]|0)+(d<<2)>>2]|0;if(e){if(g)while(1){e=f[e>>2]|0;if(!e)break g;g=f[e+4>>2]|0;if(!((g|0)==(q|0)|(g&j|0)==(d|0)))break g;if((f[e+8>>2]|0)==(k|0))break f}while(1){e=f[e>>2]|0;if(!e)break g;g=f[e+4>>2]|0;if((g|0)!=(q|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0))break g}if((f[e+8>>2]|0)==(k|0))break f}}}while(0);j=pOb(12)|0;f[j+8>>2]=l;f[j+4>>2]=q;f[j>>2]=0;h=+(((f[v>>2]|0)+1|0)>>>0);i=+n[w>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(s,d>>>0<e>>>0?e:d);d=f[t>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&q;break}if(q>>>0<d>>>0){g=d;d=q}else{g=d;d=(q>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[s>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[j>>2]=f[x>>2];f[x>>2]=j;f[e>>2]=x;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;do if(!(e&g))d=d&e;else{if(d>>>0<g>>>0)break;d=(d>>>0)%(g>>>0)|0}while(0);d=(f[s>>2]|0)+(d<<2)|0;y=105}}else{f[j>>2]=f[d>>2];y=105}if((y|0)==105){y=0;f[d>>2]=j}f[v>>2]=(f[v>>2]|0)+1}while(0);c=c+4|0}while((c|0)!=(r|0))}}while(0);if(!(b[a+1040>>0]|0)){a=1;u=z;return a|0}p[a+1056>>3]=1.0/+p[a+1048>>3];a=1;u=z;return a|0}function KBa(a){a=a|0;var b=0,c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;x=a+1324|0;y=a+1320|0;z=a+1328|0;A=a+1332|0;B=a+1236|0;C=a+1240|0;D=a+1248|0;t=a+1252|0;u=a+1244|0;v=a+1360|0;w=a+1368|0;s=f[a+1328>>2]|0;while(1){g=s;if(!s){b=1;r=63;break}q=f[s+8>>2]|0;m=s;o=s;s=f[m>>2]|0;h=f[x>>2]|0;b=f[g+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)k=i&b;else if(b>>>0<h>>>0)k=b;else k=(b>>>0)%(h>>>0)|0;c=(f[y>>2]|0)+(k<<2)|0;l=f[c>>2]|0;while(1){b=f[l>>2]|0;if((b|0)==(g|0))break;else l=b}if((l|0)==(z|0))r=16;else{b=f[l+4>>2]|0;if(j)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)!=(k|0))r=16}do if((r|0)==16){r=0;b=f[g>>2]|0;if(b|0){b=f[b+4>>2]|0;if(j)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(k|0))break}f[c>>2]=0}while(0);c=f[g>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(k|0)){f[(f[y>>2]|0)+(c<<2)>>2]=l;b=f[m>>2]|0}}f[l>>2]=b;f[g>>2]=0;f[A>>2]=(f[A>>2]|0)+-1;sOb(o);a:do if($Ca(a,q)|0){i=q;l=X(i,1540483477)|0;l=(X(l>>>24^l,1540483477)|0)^1866966612;l=X(l>>>13^l,1540483477)|0;l=l>>>15^l;j=f[C>>2]|0;k=(j|0)==0;b:do if(k)b=0;else{h=j+-1|0;g=(h&j|0)==0;if(g)b=h&l;else if(l>>>0<j>>>0)b=l;else b=(l>>>0)%(j>>>0)|0;c=f[(f[B>>2]|0)+(b<<2)>>2]|0;if(c){if(g)while(1){c=f[c>>2]|0;if(!c)break b;o=f[c+4>>2]|0;if(!((o|0)==(l|0)|(o&h|0)==(b|0)))break b;if((f[c+8>>2]|0)==(q|0))break a}while(1){c=f[c>>2]|0;if(!c)break b;g=f[c+4>>2]|0;if((g|0)!=(l|0)){if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(b|0))break b}if((f[c+8>>2]|0)==(q|0))break a}}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=l;f[h>>2]=0;d=+(((f[D>>2]|0)+1|0)>>>0);e=+n[t>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;WCa(B,b>>>0<c>>>0?c:b);b=f[C>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&l;break}if(l>>>0<b>>>0){g=b;b=l}else{g=b;b=(l>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[B>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){f[h>>2]=f[u>>2];f[u>>2]=h;f[c>>2]=u;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[B>>2]|0)+(b<<2)|0;r=60}}else{f[h>>2]=f[b>>2];r=60}if((r|0)==60){r=0;f[b>>2]=h}f[D>>2]=(f[D>>2]|0)+1}while(0);e=+Gha();p[v>>3]=e;if(e>=+p[w>>3]){b=0;r=63;break}}if((r|0)==63)return b|0;return 0}function LBa(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;t=a+1296|0;u=a+1300|0;v=a+1360|0;w=a+1368|0;x=a+1236|0;y=a+1240|0;z=a+1248|0;A=a+1252|0;B=a+1244|0;while(1){b=f[u>>2]|0;if((f[t>>2]|0)==(b|0)){b=1;r=39;break}b=b+-4|0;s=f[b>>2]|0;f[u>>2]=b;b=f[s+4>>2]|0;s=f[s+8>>2]|0;if((b|0)!=(s|0))do{k=f[b>>2]|0;l=k;a:do if(0==0?((h[k+200+4>>0]|0)&3|0)==1:0)if($Ca(a,k)|0){q=X(l,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=f[y>>2]|0;o=(m|0)==0;b:do if(o)c=0;else{j=m+-1|0;i=(j&m|0)==0;if(i)c=j&q;else if(q>>>0<m>>>0)c=q;else c=(q>>>0)%(m>>>0)|0;d=f[(f[x>>2]|0)+(c<<2)>>2]|0;if(d){if(i)while(1){d=f[d>>2]|0;if(!d)break b;i=f[d+4>>2]|0;if(!((i|0)==(q|0)|(i&j|0)==(c|0)))break b;if((f[d+8>>2]|0)==(k|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;i=f[d+4>>2]|0;if((i|0)!=(q|0)){if(i>>>0>=m>>>0)i=(i>>>0)%(m>>>0)|0;if((i|0)!=(c|0))break b}if((f[d+8>>2]|0)==(k|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=l;f[j+4>>2]=q;f[j>>2]=0;e=+(((f[z>>2]|0)+1|0)>>>0);g=+n[A>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;WCa(x,c>>>0<d>>>0?d:c);c=f[y>>2]|0;d=c+-1|0;if(!(d&c)){i=c;c=d&q;break}if(q>>>0<c>>>0){i=c;c=q}else{i=c;c=(q>>>0)%(c>>>0)|0}}else i=m;while(0);d=(f[x>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[j>>2]=f[B>>2];f[B>>2]=j;f[d>>2]=B;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;c=(f[x>>2]|0)+(c<<2)|0;r=36}}else{f[j>>2]=f[c>>2];r=36}if((r|0)==36){r=0;f[c>>2]=j}f[z>>2]=(f[z>>2]|0)+1}while(0);b=b+4|0}while((b|0)!=(s|0));g=+Gha();p[v>>3]=g;if(g>=+p[w>>3]){b=0;r=39;break}}if((r|0)==39)return b|0;return 0}function MBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;o=q+40|0;c=q;Xib(c,b);d=f[a+1064>>2]|0;i=f[a+1068>>2]|0;if((d|0)==(i|0)){u=q;return}k=+p[c>>3];l=+p[c+8>>3];m=+p[c+16>>3];j=+p[c+24>>3];c=0;a:do{e=f[d>>2]|0;h=f[d+4>>2]|0;b:do if((e|0)!=(h|0)){g=2;do{s=+p[e+24>>3]+(k*+p[e>>3]+(l*+p[e+8>>3]+m*+p[e+16>>3]));r=!(s*s>=j)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;e=e+32|0}while((e|0)!=(h|0));switch(g|0){case 2:{n=17;break a}case 1:break;default:break b}c=1}while(0);d=d+16|0}while((d|0)!=(i|0));if((n|0)==17){u=q;return}if(!c){u=q;return}c=f[b+12>>2]|0;d=f[b+16>>2]|0;if((c|0)!=(d|0))do{MBa(a,c);c=c+72|0}while((c|0)!=(d|0));c=f[b+24>>2]|0;g=f[b+28>>2]|0;if((c|0)==(g|0)){u=q;return}h=a+1300|0;i=a+1304|0;e=a+1296|0;do{f[o>>2]=c;d=f[h>>2]|0;if(d>>>0<(f[i>>2]|0)>>>0){f[d>>2]=c;f[h>>2]=(f[h>>2]|0)+4}else _Ca(e,o);c=c+20|0}while((c|0)!=(g|0));u=q;return}function NBa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0;M=u;u=u+272|0;d=M;b=AQa(f[a>>2]|0)|0;c=a+24|0;if(gAa(c,a9a(b)|0)|0){b=a+1360|0;c=a+1368|0;e=a+776|0}else{bR(c,a9a(b)|0)|0;e=IAa(c)|0;aa=+p[e>>3];Y=+p[e+8>>3];S=+p[e+16>>3];R=+p[e+24>>3];$=+p[e+32>>3];V=+p[e+40>>3];Q=+p[e+48>>3];P=+p[e+56>>3];_=+p[e+64>>3];U=+p[e+72>>3];O=+p[e+80>>3];N=+p[e+88>>3];Z=+p[e+96>>3];T=+p[e+104>>3];g=+p[e+112>>3];h=+p[e+120>>3];n[d>>2]=R-aa;n[d+4>>2]=P-$;n[d+8>>2]=N-_;n[d+12>>2]=h-Z;n[d+16>>2]=R-Y;n[d+20>>2]=P-V;n[d+24>>2]=N-U;n[d+28>>2]=h-T;n[d+32>>2]=R-S;n[d+36>>2]=P-Q;n[d+40>>2]=N-O;n[d+44>>2]=h-g;n[d+48>>2]=aa+R;n[d+52>>2]=$+P;n[d+56>>2]=_+N;n[d+60>>2]=Z+h;n[d+64>>2]=Y+R;n[d+68>>2]=V+P;n[d+72>>2]=U+N;n[d+76>>2]=T+h;n[d+80>>2]=S+R;n[d+84>>2]=Q+P;n[d+88>>2]=O+N;n[d+92>>2]=g+h;ABa(d);e=a+776|0;GBa(e,d)|0;YCa(a,a+1256|0);YCa(a,a+1276|0);h=+Gha();b=a+1360|0;p[b>>3]=h;c=a+1368|0;if(h>=+p[c>>3]){L=0;u=M;return L|0}}v=a+1240|0;w=a+1236|0;x=a+1244|0;y=a+1248|0;z=a+1256|0;A=a+1260|0;B=a+1268|0;C=a+1272|0;D=a+1256|0;E=a+1264|0;F=a+1276|0;G=a+1280|0;H=a+1288|0;I=a+1292|0;J=a+1276|0;K=a+1284|0;t=f[a+1244>>2]|0;while(1){i=t;if(!t){b=1;L=101;break}s=f[t+8>>2]|0;q=t;r=t;t=f[q>>2]|0;j=f[v>>2]|0;d=f[i+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)m=k&d;else if(d>>>0<j>>>0)m=d;else m=(d>>>0)%(j>>>0)|0;a=(f[w>>2]|0)+(m<<2)|0;o=f[a>>2]|0;while(1){d=f[o>>2]|0;if((d|0)==(i|0))break;else o=d}if((o|0)==(x|0))L=19;else{d=f[o+4>>2]|0;if(l)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(m|0))L=19}do if((L|0)==19){L=0;d=f[i>>2]|0;if(d|0){d=f[d+4>>2]|0;if(l)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(m|0))break}f[a>>2]=0}while(0);a=f[i>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(l)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(m|0)){f[(f[w>>2]|0)+(a<<2)>>2]=o;d=f[q>>2]|0}}f[o>>2]=d;f[i>>2]=0;f[y>>2]=(f[y>>2]|0)+-1;sOb(r);a=s+200|0;d=f[a>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(s);d=f[a>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(s);m=s;o=X(m,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;a:do if(ZCa(e,s+168|0,+n[s+152>>2])|0){k=f[A>>2]|0;l=(k|0)==0;b:do if(l)d=0;else{j=k+-1|0;i=(j&k|0)==0;if(i)d=j&o;else if(o>>>0<k>>>0)d=o;else d=(o>>>0)%(k>>>0)|0;a=f[(f[D>>2]|0)+(d<<2)>>2]|0;if(a){if(i)while(1){a=f[a>>2]|0;if(!a)break b;r=f[a+4>>2]|0;if(!((r|0)==(o|0)|(r&j|0)==(d|0)))break b;if((f[a+8>>2]|0)==(s|0))break a}while(1){a=f[a>>2]|0;if(!a)break b;i=f[a+4>>2]|0;if((i|0)!=(o|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(d|0))break b}if((f[a+8>>2]|0)==(s|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=m;f[j+4>>2]=o;f[j>>2]=0;g=+(((f[B>>2]|0)+1|0)>>>0);h=+n[C>>2];do if(l|h*+(k>>>0)<g){d=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(g/h))>>>0;WCa(z,d>>>0<a>>>0?a:d);d=f[A>>2]|0;a=d+-1|0;if(!(a&d)){i=d;d=a&o;break}if(o>>>0<d>>>0){i=d;d=o}else{i=d;d=(o>>>0)%(d>>>0)|0}}else i=k;while(0);a=(f[D>>2]|0)+(d<<2)|0;d=f[a>>2]|0;if(!d){f[j>>2]=f[E>>2];f[E>>2]=j;f[a>>2]=E;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;a=i+-1|0;if(!(a&i))d=d&a;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[D>>2]|0)+(d<<2)|0;L=67}}else{f[j>>2]=f[d>>2];L=67}if((L|0)==67){L=0;f[d>>2]=j}f[B>>2]=(f[B>>2]|0)+1}else{k=f[G>>2]|0;l=(k|0)==0;c:do if(l)d=0;else{j=k+-1|0;i=(j&k|0)==0;if(i)d=j&o;else if(o>>>0<k>>>0)d=o;else d=(o>>>0)%(k>>>0)|0;a=f[(f[J>>2]|0)+(d<<2)>>2]|0;if(a){if(i)while(1){a=f[a>>2]|0;if(!a)break c;r=f[a+4>>2]|0;if(!((r|0)==(o|0)|(r&j|0)==(d|0)))break c;if((f[a+8>>2]|0)==(s|0))break a}while(1){a=f[a>>2]|0;if(!a)break c;i=f[a+4>>2]|0;if((i|0)!=(o|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(d|0))break c}if((f[a+8>>2]|0)==(s|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=m;f[j+4>>2]=o;f[j>>2]=0;g=+(((f[H>>2]|0)+1|0)>>>0);h=+n[I>>2];do if(l|h*+(k>>>0)<g){d=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(g/h))>>>0;WCa(F,d>>>0<a>>>0?a:d);d=f[G>>2]|0;a=d+-1|0;if(!(a&d)){i=d;d=a&o;break}if(o>>>0<d>>>0){i=d;d=o}else{i=d;d=(o>>>0)%(d>>>0)|0}}else i=k;while(0);a=(f[J>>2]|0)+(d<<2)|0;d=f[a>>2]|0;if(!d){f[j>>2]=f[K>>2];f[K>>2]=j;f[a>>2]=K;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;a=i+-1|0;if(!(a&i))d=d&a;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[J>>2]|0)+(d<<2)|0;L=98}}else{f[j>>2]=f[d>>2];L=98}if((L|0)==98){L=0;f[d>>2]=j}f[H>>2]=(f[H>>2]|0)+1}while(0);aa=+Gha();p[b>>3]=aa;if(aa>=+p[c>>3]){b=0;L=101;break}}if((L|0)==101){u=M;return b|0}return 0}function OBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0.0;r=AQa(f[a>>2]|0)|0;s=b+4|0;t=b+8|0;u=b+12|0;v=a+1360|0;o=a+1368|0;m=f[b+8>>2]|0;while(1){e=m;if(!m){w=32;break}q=f[m+8>>2]|0;l=m;n=m;m=f[l>>2]|0;g=f[s>>2]|0;c=f[e+4>>2]|0;h=g+-1|0;i=(h&g|0)==0;if(i)j=h&c;else if(c>>>0<g>>>0)j=c;else j=(c>>>0)%(g>>>0)|0;d=(f[b>>2]|0)+(j<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(e|0))break;else k=c}if((k|0)==(t|0))w=16;else{c=f[k+4>>2]|0;if(i)c=c&h;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)!=(j|0))w=16}do if((w|0)==16){w=0;c=f[e>>2]|0;if(c|0){c=f[c+4>>2]|0;if(i)c=c&h;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(j|0))break}f[d>>2]=0}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(i)d=d&h;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(j|0)){f[(f[b>>2]|0)+(d<<2)>>2]=k;c=f[l>>2]|0}}f[k>>2]=c;f[e>>2]=0;f[u>>2]=(f[u>>2]|0)+-1;sOb(n);PBa(a,q);x=+Gha();p[v>>3]=x;if(x>=+p[o>>3]){w=31;break}}if((w|0)==31){u9a(r);w=0;return w|0}else if((w|0)==32){u9a(r);w=1;return w|0}return 0}
+function B_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;a=f[a+4>>2]|0;i=f[c>>2]|0;h=f[a+780>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)j=g&i;else if(h>>>0>i>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;a=f[(f[a+776>>2]|0)+(j<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}a:do if(e){while(1){h=f[a+4>>2]|0;e=(h|0)==(i|0);if(!(e|(h&g|0)==(j|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(i|0)){k=a;break a}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(i|0)){if((f[a+8>>2]|0)==(i|0)){k=a;break a}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(j|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=b[k+12>>0]|0;if((a&255)>1){r=a;return r|0}j=f[c+4>>2]|0;switch(d|0){case 5:{a=k+56|0;h=f[k+60>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}b:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){q=a;break b}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){q=a;break b}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=q+8+5|0;break}case 3:{a=k+76|0;h=f[k+80>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}c:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){p=a;break c}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){p=a;break c}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=p+12|0;break}case 4:{a=k+96|0;h=f[k+100>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}d:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break d}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break d}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=o+12|0;break}case 1:{a=k+136|0;h=f[k+140>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}e:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){n=a;break e}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){n=a;break e}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=n+12|0;break}case 7:{a=k+116|0;h=f[k+120>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}f:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){m=a;break f}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){m=a;break f}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=m+12|0;break}case 8:{a=k+36|0;h=f[k+40>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}g:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){l=a;break g}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){l=a;break g}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=l+8+5|0;break}case 10:{a=k+16|0;h=f[k+20>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}h:do if(e){while(1){q=f[a+4>>2]|0;e=(q|0)==(j|0);if(!(e|(q&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){r=a;break h}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){r=a;break h}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=r+8+5|0;break}default:{r=3;return r|0}}a=b[a>>0]|0;if((a&255)<3)return 197120>>>((a&255)<<3&16777215)&255|0;else{r=3;return r|0}return 0}function C_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;f_a(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;f_a(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function D_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;qZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;qZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function E_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;yZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;yZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function F_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;GZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;GZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function G_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;OZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;OZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function H_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;WZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;WZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function I_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+16|0;j=m;f[j>>2]=0;l=j+4|0;f[l>>2]=0;f[j+8>>2]=0;d=f[c>>2]|0;h=f[c+4>>2]|0;i=d+(h<<3)|0;a:do if(!h)k=9;else{g=c+20|0;h=j+8|0;do{b:do switch((K_a(a,b,f[g>>2]|0,d)|0)<<24>>24){case 0:{g=0;break a}case 3:{e=f[l>>2]|0;if((e|0)==(f[h>>2]|0)){b_a(j,d);break b}else{o=d;n=f[o+4>>2]|0;f[e>>2]=f[o>>2];f[e+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(i|0));if((f[j>>2]|0)==(f[l>>2]|0))k=9;else{L_a(c+24|0,j,c);g=1}}while(0);if((k|0)==9){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[j>>2]|0;if(!d){u=m;return g|0}e=f[l>>2]|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=m;return g|0}function J_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;if((b|0)==(c|0))return;j=a+4|0;i=f[j>>2]|0;if((i|0)==(c|0)){g=b;a=c}else{do{f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];h=c+8|0;g=b+8|0;a=f[g>>2]|0;e=b+12|0;if(!a)a=b+16|0;else{d=f[e>>2]|0;if((d|0)!=(a|0))f[e>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a);a=b+16|0;f[a>>2]=0;f[e>>2]=0;f[g>>2]=0}f[g>>2]=f[h>>2];g=c+12|0;f[e>>2]=f[g>>2];e=c+16|0;f[a>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[c>>2]=0;f[b+20>>2]=f[c+20>>2];a=c+24|0;h=b+24|0;g=f[a>>2]|0;f[a>>2]=0;a=f[h>>2]|0;f[h>>2]=g;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=c+28|0;b=b+28|0}while((c|0)!=(i|0));g=b;a=f[j>>2]|0}if((a|0)==(g|0))return;do{c=a+-28|0;f[j>>2]=c;i=a+-4|0;b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=a+-20|0;d=f[b>>2]|0;e=a+-16|0;if((d|0)==(f[e>>2]|0)){a=f[c>>2]|0;if(!a)a=d;else{tOb(a);a=f[b>>2]|0}}else a=d;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}a=f[j>>2]|0}while((a|0)!=(g|0));return}function K_a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l+4|0;i=l;k=(d&1|0)==0;f[i>>2]=f[e>>2];f[j>>2]=f[i>>2];d=mSa(c,j)|0;if(!d){e=0;u=l;return e|0}i=f[e+4>>2]|0;h=f[d+24>>2]|0;a:do if(h|0){g=h+-1|0;c=(g&h|0)==0;if(c)j=g&i;else if(i>>>0<h>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;d=f[(f[d+20>>2]|0)+(j<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(c)while(1){h=f[d+4>>2]|0;c=(i|0)==(h|0);if(!(c|(h&g|0)==(j|0)))break a;if(c)if((f[d+8>>2]|0)==(i|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){c=f[d+4>>2]|0;if((i|0)==(c|0)){if((f[d+8>>2]|0)==(i|0))break b}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(j|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);d=f[d+16>>2]|0;if(d|0){if(k){e=1;u=l;return e|0}d=f[d+4>>2]|0;if(d|0)if(b[(f[d+44>>2]|0)+148>>0]&2){e=1;u=l;return e|0}e=0;u=l;return e|0}}}}while(0);e=B_a(a,e,5)|0;u=l;return e|0}function L_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;cFa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;cFa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function M_a(a){a=a|0;var b=0,c=0;b=a+12|0;if((f[b>>2]|0)!=2)return;c=a+4|0;fZa(f[c>>2]|0,a,f[(f[a+8>>2]|0)+232>>2]|0);if((f[b>>2]|0)!=2)return;gZa(f[c>>2]|0,0);return}function N_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p+4|0;m=p;o=f[(f[a+8>>2]|0)+232>>2]|0;e=f[b>>2]|0;f[m>>2]=e;f[n>>2]=f[m>>2];if(!(LQa(o,n)|0)){u=p;return}m=f[a+4>>2]|0;i=f[m+780>>2]|0;a:do if(i|0){j=i+-1|0;k=(j&i|0)==0;if(k)d=j&e;else if(i>>>0>e>>>0)d=e;else d=(e>>>0)%(i>>>0)|0;l=m+776|0;g=f[l>>2]|0;b=f[g+(d<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(k)while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&j|0)==(d|0)))break a;if(c)if((f[b+8>>2]|0)==(e|0)){n=b;break b}b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){n=b;break b}}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(d|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);if(k)e=j&e;else if(i>>>0<=e>>>0)e=(e>>>0)%(i>>>0)|0;c=g+(e<<2)|0;g=f[c>>2]|0;while(1){b=f[g>>2]|0;if((b|0)==(n|0))break;else g=b}if((g|0)==(m+784|0))h=33;else{b=f[g+4>>2]|0;if(k)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(e|0))d=n;else h=33}do if((h|0)==33){b=f[n>>2]|0;if(b|0){b=f[b+4>>2]|0;if(k)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(e|0)){d=n;break}}f[c>>2]=0;d=n}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(k)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(e|0)){f[(f[l>>2]|0)+(c<<2)>>2]=g;b=f[n>>2]|0}}f[g>>2]=b;f[d>>2]=0;b=m+788|0;f[b>>2]=(f[b>>2]|0)+-1;b=f[n+144>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+136|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+124>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+116|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+104>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+96|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+84>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+76|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+64>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+56|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+44>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+36|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+24>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+16|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);sOb(n)}}}while(0);n=f[(f[a>>2]|0)+28>>2]|0;o=ORa(o)|0;oh[n&1023](a,o);u=p;return}function O_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=f[(f[a+8>>2]|0)+232>>2]|0;g=f[a+4>>2]|0;switch(b|0){case 0:{b=f[g+8>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{w_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+20>>2]|0;c=f[g+24>>2]|0;if((b|0)!=(c|0))do{w_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));CYa(g);return}case 1:{e=g+32|0;b=f[g+40>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{v_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+52>>2]|0;c=f[g+56>>2]|0;if((b|0)!=(c|0))do{v_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));DYa(e);return}case 2:{e=g+64|0;b=f[g+72>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{I_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+84>>2]|0;c=f[g+88>>2]|0;if((b|0)!=(c|0))do{I_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));TYa(e);e=g+96|0;b=f[g+104>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{I_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+116>>2]|0;c=f[g+120>>2]|0;if((b|0)!=(c|0))do{I_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));TYa(e);return}case 8:{e=g+224|0;b=f[g+232>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{t_a(a,h,c);c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+244>>2]|0;c=f[g+248>>2]|0;if((b|0)!=(c|0))do{t_a(a,h,b);b=b+28|0}while((b|0)!=(c|0));LYa(e);return}case 4:{e=g+128|0;b=f[g+136>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{q_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+148>>2]|0;c=f[g+152>>2]|0;if((b|0)!=(c|0))do{q_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));FYa(e);return}case 6:{e=g+160|0;b=f[g+168>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{s_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+180>>2]|0;c=f[g+184>>2]|0;if((b|0)!=(c|0))do{s_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));GYa(e);return}case 7:{e=g+192|0;b=f[g+200>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{u_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+212>>2]|0;c=f[g+216>>2]|0;if((b|0)!=(c|0))do{u_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));KYa(e);return}default:return}}function P_a(a){a=a|0;var b=0,c=0;c=f[(f[a+8>>2]|0)+232>>2]|0;b=f[a+4>>2]|0;Q_a(b,a,c,b+64|0);Q_a(b,a,c,b+96|0);return}function Q_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;a=f[d+8>>2]|0;if(a|0){s=d+4|0;t=d+8|0;u=d+12|0;do{q=a;r=q+12|0;e=f[r>>2]|0;h=q+16|0;g=f[h>>2]|0;if((e|0)!=(g|0))do{if(!(f[e+20>>2]&1))I_a(b,c,e)|0;e=e+28|0}while((e|0)!=(g|0));R_a(r);o=a;p=a;a=f[o>>2]|0;if((f[r>>2]|0)==(f[h>>2]|0)){e=f[q>>2]|0;j=f[s>>2]|0;g=f[q+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)m=k&g;else if(g>>>0<j>>>0)m=g;else m=(g>>>0)%(j>>>0)|0;i=(f[d>>2]|0)+(m<<2)|0;n=f[i>>2]|0;while(1){g=f[n>>2]|0;if((g|0)==(q|0))break;else n=g}if((n|0)==(t|0))h=20;else{g=f[n+4>>2]|0;if(l)g=g&k;else if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)==(m|0)){g=e;h=28}else h=20}do if((h|0)==20){if(e|0){g=f[e+4>>2]|0;if(l)h=g&k;else if(g>>>0<j>>>0)h=g;else h=(g>>>0)%(j>>>0)|0;if((h|0)==(m|0)){h=30;break}}f[i>>2]=0;g=f[q>>2]|0;h=28}while(0);if((h|0)==28){h=0;e=g;if(g){g=f[g+4>>2]|0;h=30}}if((h|0)==30){if(l)g=g&k;else if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(m|0)){f[(f[d>>2]|0)+(g<<2)>>2]=n;e=f[o>>2]|0}}f[n>>2]=e;f[q>>2]=0;f[u>>2]=(f[u>>2]|0)+-1;UYa(r);sOb(p)}}while((a|0)!=0)}g=d+20|0;a=f[g>>2]|0;e=f[d+24>>2]|0;if((a|0)==(e|0)){R_a(g);return}do{if(!(f[a+20>>2]&1))I_a(b,c,a)|0;a=a+28|0}while((a|0)!=(e|0));R_a(g);return}function R_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;b=f[a>>2]|0;m=a+4|0;n=f[m>>2]|0;a:do if((b|0)!=(n|0)){do{if(!(f[b+20>>2]&1))break a;b=b+28|0}while((b|0)!=(n|0));m=n;J_a(a,n,m);return}while(0);c=b;if((b|0)==(n|0)){m=c;J_a(a,m,n);return}else b=c;b:while(1){k=b;do{j=k;i=j+28|0;k=i;if((i|0)==(n|0))break b;d=j+48|0;b=f[d>>2]|0}while(!(b&1|0));l=c;f[c>>2]=f[i>>2];f[l+4>>2]=f[j+32>>2];g=j+36|0;h=l+8|0;c=f[h>>2]|0;e=l+12|0;if(!c)c=l+16|0;else{b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);c=l+16|0;f[c>>2]=0;f[e>>2]=0;f[h>>2]=0;b=f[d>>2]|0}f[h>>2]=f[g>>2];h=j+40|0;f[e>>2]=f[h>>2];e=j+44|0;f[c>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;f[l+20>>2]=b;b=j+52|0;j=l+24|0;i=f[b>>2]|0;f[b>>2]=0;b=f[j>>2]|0;f[j>>2]=i;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=k;c=l+28|0}n=f[m>>2]|0;m=c;J_a(a,m,n);return}function S_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;a=(f[a+8>>2]|0)+188|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];T_a(a,b,e);u=d;return}function T_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o+8|0;k=o;e=f[a>>2]|0;n=a+4|0;l=f[n>>2]|0;if((e|0)==(l|0)){u=o;return}i=f[d>>2]|0;h=j+16|0;do{g=e+16|0;d=f[g>>2]|0;if(d|0){f[k>>2]=i;f[j>>2]=c;xh[f[(f[d>>2]|0)+24>>2]&127](d,j,k);if(b[e+24>>0]|0){f[h>>2]=0;d=f[g>>2]|0;if((e|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[g>>2]=0;d=f[h>>2]|0;do if(!d){f[g>>2]=0;m=15}else if((j|0)==(d|0)){f[g>>2]=e;m=f[h>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[g>>2]=d;f[h>>2]=0;d=0;g=0;break}while(0);if((m|0)==15){m=0;g=f[h>>2]|0;d=g}if((j|0)==(d|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}e=e+32|0}while((e|0)!=(l|0));d=f[n>>2]|0;if((f[a>>2]|0)==(d|0)){u=o;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{m=30;break}d=d+-32|0;while(1){m=e+-32|0;f[n>>2]=m;if((m|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[n>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){m=30;break}}if((m|0)==30){u=o;return}}function U_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;m=r+16|0;l=r+12|0;n=r+8|0;o=r+4|0;p=r;f[n>>2]=b;j=V_a((f[a+4>>2]|0)+796|0,n)|0;b=f[d>>2]|0;i=f[j+4>>2]|0;a:do if(!i)q=19;else{h=i+-1|0;g=(h&i|0)==0;if(g)k=h&b;else if(b>>>0<i>>>0)k=b;else k=(b>>>0)%(i>>>0)|0;e=f[(f[j>>2]|0)+(k<<2)>>2]|0;if(!e)q=19;else{e=f[e>>2]|0;if(!e)q=19;else{if(g)while(1){i=f[e+4>>2]|0;g=(i|0)==(b|0);if(!(g|(i&h|0)==(k|0))){q=19;break a}if(g)if((f[e+8>>2]|0)==(b|0))break a;e=f[e>>2]|0;if(!e){q=19;break a}}while(1){g=f[e+4>>2]|0;if((g|0)==(b|0)){if((f[e+8>>2]|0)==(b|0))break a}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(k|0)){q=19;break a}}e=f[e>>2]|0;if(!e){q=19;break}}}}}while(0);if((q|0)==19){b=W_a(j,d)|0;f[b>>2]=f[c>>2];X_a(j+20|0,c)|0;b=f[d>>2]|0}a=(f[a+8>>2]|0)+164|0;q=f[n>>2]|0;f[o>>2]=f[c>>2];f[p>>2]=b;f[l>>2]=f[o>>2];f[m>>2]=f[p>>2];Y_a(a,q,l,m);u=r;return}function V_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(52)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+28>>2]=1.0;l=h+32|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+48>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;e=+n[c>>2];do if(i|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(d/e))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;g=j}else if(!(b+-1&b))g=j;else{b=hDb(b)|0;g=f[k>>2]|0}if(b>>>0>g>>>0)b$a(a,b);else if(b>>>0<g>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(g>>>0>2&(g+-1&g|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<g>>>0)b$a(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(b>>>0>m>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function W_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;$_a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function X_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+28>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;Z_a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Y_a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+16|0;l=q+8|0;m=q;g=f[a>>2]|0;p=a+4|0;n=f[p>>2]|0;if((g|0)==(n|0)){u=q;return}j=f[d>>2]|0;h=f[e>>2]|0;i=k+16|0;do{e=g+16|0;d=f[e>>2]|0;if(d|0){f[l>>2]=h;f[m>>2]=j;f[k>>2]=c;Fh[f[(f[d>>2]|0)+24>>2]&255](d,k,m,l);if(b[g+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((g|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;o=15}else if((k|0)==(d|0)){f[e>>2]=g;o=f[i>>2]|0;oh[f[(f[o>>2]|0)+12>>2]&1023](o,g);o=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((o|0)==15){o=0;e=f[i>>2]|0;d=e}if((k|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}g=g+32|0}while((g|0)!=(n|0));d=f[p>>2]|0;if((f[a>>2]|0)==(d|0)){u=q;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{o=30;break}d=d+-32|0;while(1){o=e+-32|0;f[p>>2]=o;if((o|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[p>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){o=30;break}}if((o|0)==30){u=q;return}}function Z_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){__a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;__a(a,b);return}function __a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){a$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;a$a(a,b);return}function a$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function b$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function c$a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;g=u;u=u+32|0;h=g+24|0;i=g+20|0;j=g+16|0;o=g+12|0;m=g+8|0;l=g+4|0;k=g;f[o>>2]=b;b=d$a(X_a((V_a((f[a+4>>2]|0)+796|0,o)|0)+20|0,c)|0,e)|0;n=f[d>>2]|0;f[b>>2]=n;b=(f[a+8>>2]|0)+176|0;d=f[o>>2]|0;f[m>>2]=f[c>>2];f[l>>2]=n;f[k>>2]=f[e>>2];f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];e$a(b,d,j,i,h);u=g;return}function d$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;f$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function e$a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;m=s+24|0;n=s+16|0;o=s+8|0;p=s;h=f[a>>2]|0;r=a+4|0;l=f[r>>2]|0;if((h|0)==(l|0)){u=s;return}k=f[d>>2]|0;j=f[e>>2]|0;g=f[g>>2]|0;i=m+16|0;do{e=h+16|0;d=f[e>>2]|0;if(d|0){f[n>>2]=g;f[o>>2]=j;f[p>>2]=k;f[m>>2]=c;Lh[f[(f[d>>2]|0)+24>>2]&255](d,m,p,o,n);if(b[h+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((h|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;q=15}else if((m|0)==(d|0)){f[e>>2]=h;q=f[i>>2]|0;oh[f[(f[q>>2]|0)+12>>2]&1023](q,h);q=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((q|0)==15){q=0;e=f[i>>2]|0;d=e}if((m|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}h=h+32|0}while((h|0)!=(l|0));d=f[r>>2]|0;if((f[a>>2]|0)==(d|0)){u=s;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{q=30;break}d=d+-32|0;while(1){q=e+-32|0;f[r>>2]=q;if((q|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[r>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){q=30;break}}if((q|0)==30){u=s;return}}function f$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){g$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;g$a(a,b);return}function g$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function h$a(a){a=a|0;hZa(f[a+4>>2]|0);return}function i$a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;n=o;if((f[a+12>>2]|0)!=2){u=o;return}l=f[a+4>>2]|0;m=l+504|0;j$a(n,f[d>>2]|0,f[d+4>>2]|0);k=l+508|0;a=f[k>>2]|0;l=l+512|0;j=f[l>>2]|0;d=j;if(a>>>0<j>>>0){f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;f[a>>2]=f[n>>2];m=n+4|0;f[l>>2]=f[m>>2];l=n+8|0;f[a+8>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[n>>2]=0;f[a+12>>2]=e;b[a+16>>0]=c;f[k>>2]=(f[k>>2]|0)+20;a=n}else{g=f[m>>2]|0;h=(a-g|0)/20|0;a=h+1|0;if(a>>>0>214748364)AMb(m);g=(d-g|0)/20|0;j=g<<1;a=g>>>0<107374182?(j>>>0<a>>>0?a:j):214748364;do if(!a)i=0;else if(a>>>0>214748364)vd();else{i=pOb(a*20|0)|0;break}while(0);d=i+(h*20|0)|0;g=d;j=i+(a*20|0)|0;f[i+(h*20|0)+8>>2]=0;f[d>>2]=f[n>>2];a=n+4|0;f[i+(h*20|0)+4>>2]=f[a>>2];p=n+8|0;f[i+(h*20|0)+8>>2]=f[p>>2];f[p>>2]=0;f[a>>2]=0;f[n>>2]=0;f[i+(h*20|0)+12>>2]=e;b[i+(h*20|0)+16>>0]=c;c=d+20|0;h=f[m>>2]|0;a=f[k>>2]|0;if((a|0)==(h|0)){a=g;e=h;g=h}else{do{i=d+-20|0;p=a;a=a+-20|0;f[i>>2]=0;e=d+-16|0;f[e>>2]=0;f[d+-12>>2]=0;f[i>>2]=f[a>>2];i=p+-16|0;f[e>>2]=f[i>>2];e=p+-12|0;f[d+-12>>2]=f[e>>2];f[e>>2]=0;f[i>>2]=0;f[a>>2]=0;f[d+-8>>2]=f[p+-8>>2];b[d+-4>>0]=b[p+-4>>0]|0;d=g+-20|0;g=d}while((a|0)!=(h|0));a=g;e=f[m>>2]|0;g=f[k>>2]|0}f[m>>2]=a;f[k>>2]=c;f[l>>2]=j;c=e;if((g|0)!=(c|0))do{a=g;g=g+-20|0;h=f[g>>2]|0;if(h|0){a=a+-16|0;d=f[a>>2]|0;if((d|0)!=(h|0))f[a>>2]=d+(~((d+-8-h|0)>>>3)<<3);sOb(h)}}while((g|0)!=(c|0));if(!e)a=n;else{sOb(e);a=n}}g=f[a>>2]|0;if(g|0){a=n+4|0;d=f[a>>2]|0;if((d|0)!=(g|0))f[a>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}u=o;return}function j$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=b+(c<<3)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;d=c<<3;e=d>>3;do if(!e){e=0;b=0;d=0;j=11}else{if(e>>>0>536870911)AMb(a);d=pOb(d)|0;f[k>>2]=d;f[a>>2]=d;f[a+8>>2]=d+(e<<3);if(!c){e=d;b=d;j=11}else{h=d;do{c=b;e=f[c+4>>2]|0;i=h;f[i>>2]=f[c>>2];f[i+4>>2]=e;b=b+8|0;i=f[k>>2]|0;h=i+8|0;f[k>>2]=h}while((b|0)!=(g|0));d=h;b=f[a>>2]|0;if((b|0)==(h|0)){e=h;j=11}else{e=b;while(1){if(!(f[e>>2]|0))break;if((e|0)==(i|0)){j=10;break}else e=e+8|0}if((j|0)==10){c=h;e=h;break}c=e;if((e|0)==(h|0))e=h;else{b=c;a:while(1){do{h=b;d=h+8|0;b=d;if((i|0)==(h|0))break a}while(!(f[d>>2]|0));e=d;g=f[e+4>>2]|0;h=c;f[h>>2]=f[e>>2];f[h+4>>2]=g;c=c+8|0}d=f[k>>2]|0;b=f[a>>2]|0;e=d}}}}while(0);if((j|0)==11)c=e;g=b+(c-b>>3<<3)|0;if((e|0)==(c|0))return;b=g+(e-c>>3<<3)|0;c=d-b|0;e=c>>3;if(e){cQb(g|0,b|0,c|0)|0;d=f[k>>2]|0}b=g+(e<<3)|0;if((d|0)==(b|0))return;f[k>>2]=d+(~((d+-8-b|0)>>>3)<<3);return}function k$a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;n=o;h=e&1;if((f[a+12>>2]|0)!=2){u=o;return}l=f[a+4>>2]|0;m=l+492|0;j$a(n,f[d>>2]|0,f[d+4>>2]|0);k=l+496|0;e=f[k>>2]|0;l=l+500|0;j=f[l>>2]|0;a=j;if(e>>>0<j>>>0){f[e>>2]=0;l=e+4|0;f[l>>2]=0;f[e+8>>2]=0;f[e>>2]=f[n>>2];m=n+4|0;f[l>>2]=f[m>>2];l=n+8|0;f[e+8>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[n>>2]=0;b[e+12>>0]=h;b[e+13>>0]=c;f[k>>2]=(f[k>>2]|0)+16;e=n}else{d=f[m>>2]|0;g=e-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(m);d=a-d|0;j=d>>3;e=d>>4>>>0<134217727?(j>>>0<e>>>0?e:j):268435455;do if(!e)i=0;else if(e>>>0>268435455)vd();else{i=pOb(e<<4)|0;break}while(0);a=i+(g<<4)|0;d=a;j=i+(e<<4)|0;f[i+(g<<4)+8>>2]=0;f[a>>2]=f[n>>2];e=n+4|0;f[i+(g<<4)+4>>2]=f[e>>2];p=n+8|0;f[i+(g<<4)+8>>2]=f[p>>2];f[p>>2]=0;f[e>>2]=0;f[n>>2]=0;b[i+(g<<4)+12>>0]=h;b[i+(g<<4)+13>>0]=c;h=a+16|0;g=f[m>>2]|0;e=f[k>>2]|0;if((e|0)==(g|0)){e=d;c=g;d=g}else{do{i=a+-16|0;p=e;e=e+-16|0;f[i>>2]=0;c=a+-12|0;f[c>>2]=0;f[a+-8>>2]=0;f[i>>2]=f[e>>2];i=p+-12|0;f[c>>2]=f[i>>2];c=p+-8|0;f[a+-8>>2]=f[c>>2];f[c>>2]=0;f[i>>2]=0;f[e>>2]=0;b[a+-4>>0]=b[p+-4>>0]|0;b[a+-3>>0]=b[p+-3>>0]|0;a=d+-16|0;d=a}while((e|0)!=(g|0));e=d;c=f[m>>2]|0;d=f[k>>2]|0}f[m>>2]=e;f[k>>2]=h;f[l>>2]=j;h=c;if((d|0)!=(h|0))do{e=d;d=d+-16|0;g=f[d>>2]|0;if(g|0){e=e+-12|0;a=f[e>>2]|0;if((a|0)!=(g|0))f[e>>2]=a+(~((a+-8-g|0)>>>3)<<3);sOb(g)}}while((d|0)!=(h|0));if(!c)e=n;else{sOb(c);e=n}}d=f[e>>2]|0;if(d|0){e=n+4|0;a=f[e>>2]|0;if((a|0)!=(d|0))f[e>>2]=a+(~((a+-8-d|0)>>>3)<<3);sOb(d)}u=o;return}function l$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;if((f[a+12>>2]|0)!=2)return;i=c&1;g=a+4|0;c=f[g>>2]|0;h=f[c+492>>2]|0;e=c+496|0;a=f[e>>2]|0;if((a|0)!=(h|0)){while(1){c=a+-16|0;f[e>>2]=c;d=f[c>>2]|0;if(d){c=a+-12|0;a=f[c>>2]|0;if((a|0)!=(d|0))f[c>>2]=a+(~((a+-8-d|0)>>>3)<<3);sOb(d);c=f[e>>2]|0}if((c|0)==(h|0))break;else a=c}c=f[g>>2]|0}b[c+489>>0]=i;b[c+490>>0]=1;return}function m$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if((f[a+12>>2]|0)!=2)return;Fh[f[(f[a>>2]|0)+68>>2]&255](a,b,c,d);return}function n$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;if((f[a+12>>2]|0)!=2)return;h=f[b>>2]|0;k=b+4|0;e=f[k>>2]|0;i=h+(e<<3)|0;a:do if(!e){g=h;j=5}else{g=h;while(1){if(!(f[g>>2]|0)){j=5;break a}g=g+8|0;if((g|0)==(i|0)){g=i;break}}}while(0);if((j|0)==5)if((g|0)==(i|0))g=i;else{e=g;b:while(1){do{e=e+8|0;if((e|0)==(i|0))break 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r$a(a,c){a=a|0;c=c|0;if((f[a+12>>2]|0)!=2)return;a=f[a+4>>2]|0;f[a+476>>2]=c;b[a+480>>0]=1;return}function s$a(a,c){a=a|0;c=+c;if((f[a+12>>2]|0)!=2)return;a=f[a+4>>2]|0;n[a+484>>2]=c;b[a+488>>0]=1;hZa(a);return}function t$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;if((f[a+12>>2]|0)!=2)return;e=f[b>>2]|0;j=b+4|0;c=f[j>>2]|0;g=e+(c<<3)|0;a:do if(!c){d=e;u=5}else{d=e;while(1){if(!(f[d>>2]|0)){u=5;break a}d=d+8|0;if((d|0)==(g|0)){d=g;break}}}while(0);if((u|0)==5)if((d|0)==(g|0))d=g;else{c=d;b:while(1){do{c=c+8|0;if((c|0)==(g|0))break b}while(!(f[c>>2]|0));r=c;s=f[r+4>>2]|0;t=d;f[t>>2]=f[r>>2];f[t+4>>2]=s;d=d+8|0}e=f[b>>2]|0;c=f[j>>2]|0}c=c-(e+(c<<3)-d>>3)|0;f[j>>2]=c;if(!c)return;s=f[a+4>>2]|0;t=s+540|0;o=e+(c<<3)|0;p=s+544|0;q=s+552|0;r=s+556|0;s=s+548|0;c=f[p>>2]|0;do{j=f[e>>2]|0;k=f[e+4>>2]|0;m=k+-1640531527+(j<<6)+(j>>>2)^j;l=(c|0)==0;c:do if(l){d=0;u=32}else{a=c+-1|0;b=(a&c|0)==0;if(b)d=m&a;else if(m>>>0<c>>>0)d=m;else 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if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;u=45}}else{f[b>>2]=f[d>>2];u=45}if((u|0)==45){u=0;f[d>>2]=b}f[q>>2]=(f[q>>2]|0)+1}e=e+8|0}while((e|0)!=(o|0));return}function u$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h;if((f[a+12>>2]|0)!=2){a=f[b>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,g);u=h;return}d=a+4|0;c=f[d>>2]|0;e=f[c+764>>2]|0;if(e){oh[f[(f[e>>2]|0)+12>>2]&1023](e,g);c=f[d>>2]|0}g=c+764|0;e=f[b>>2]|0;f[b>>2]=0;c=f[g>>2]|0;f[g>>2]=e;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);gh[f[(f[a>>2]|0)+48>>2]&2047](a);u=h;return}function v$a(a,b){a=a|0;b=b|0;if(!a)return;w$a(b);return}function w$a(a){a=a|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;e=g;d=a+4|0;c=f[d>>2]|0;if(!(f[c+768>>2]|0)){u=g;return}c=f[c+772>>2]|0;if(!c){u=g;return}if(!(Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0)){Hha(942,a,1);u=g;return}a=f[(f[d>>2]|0)+772>>2]|0;oh[f[(f[a>>2]|0)+20>>2]&1023](e,a);a=f[(f[d>>2]|0)+768>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,e);a=(f[d>>2]|0)+768|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=(f[d>>2]|0)+772|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);u=g;return}function x$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;g=a+4|0;e=(f[g>>2]|0)+768|0;if(f[e>>2]|0){d=f[c>>2]|0;c=f[(f[d>>2]|0)+12>>2]|0;e=pOb(32)|0;f[i>>2]=e;f[i+8>>2]=-2147483616;f[i+4>>2]=30;a=e;g=191186;h=a+30|0;do{b[a>>0]=b[g>>0]|0;a=a+1|0;g=g+1|0}while((a|0)<(h|0));b[e+30>>0]=0;oh[c&1023](d,i);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);u=j;return}h=f[c>>2]|0;f[c>>2]=0;c=f[e>>2]|0;f[e>>2]=h;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=f[(f[a+8>>2]|0)+232>>2]|0;O6a(i,d);h=(f[g>>2]|0)+772|0;d=f[i>>2]|0;f[i>>2]=0;c=f[h>>2]|0;f[h>>2]=d;if(!c)f[i>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[i>>2]|0;f[i>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}i=f[(f[g>>2]|0)+772>>2]|0;oh[f[(f[i>>2]|0)+8>>2]&1023](i,e);i=f[(f[g>>2]|0)+772>>2]|0;gh[f[(f[i>>2]|0)+12>>2]&2047](i);Hha(942,a,5);u=j;return}function y$a(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=(f[a+4>>2]|0)+764|0;a=f[c>>2]|0;if(!a){u=d;return}if(b)oh[f[(f[a>>2]|0)+16>>2]&1023](a,1);else oh[f[(f[a>>2]|0)+8>>2]&1023](a,d);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function z$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(!(f[b>>2]|0))return;Fh[f[(f[a>>2]|0)+36>>2]&255](a,b,c,d);return}function A$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;l=n;if(!(f[b>>2]|0)){u=n;return}m=f[a+4>>2]|0;i=m+820|0;k=(f[i>>2]|0)+-1|0;f[i>>2]=k;i=m+428|0;d=m+432|0;e=f[d>>2]|0;do if(!e){h=d;g=d}else{g=m+432|0;while(1){d=f[e+16>>2]|0;if(d>>>0<k>>>0){d=f[e>>2]|0;if(!d){d=7;break}}else{if(d>>>0<=k>>>0){d=11;break}g=e+4|0;d=f[g>>2]|0;if(!d){d=10;break}else e=g}g=e;e=d}if((d|0)==7){h=e;g=e;break}else if((d|0)==10){h=e;break}else if((d|0)==11){h=e;break}}while(0);if(!(f[g>>2]|0)){d=pOb(20)|0;f[d+16>>2]=k;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=h;f[g>>2]=d;e=f[f[i>>2]>>2]|0;if(e){f[i>>2]=e;d=f[g>>2]|0}r_a(f[m+432>>2]|0,d);m=m+436|0;f[m>>2]=(f[m>>2]|0)+1}m=f[(f[a>>2]|0)+40>>2]|0;f[l>>2]=k;f[j>>2]=f[l>>2];Fh[m&255](a,j,b,c);u=n;return}function B$a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+16|0;i=l+8|0;j=l+4|0;k=l;if((f[a+12>>2]|0)!=2){b=f[b>>2]|0;if(!b){u=l;return}oh[f[(f[b>>2]|0)+16>>2]&1023](b,0);u=l;return}h=f[a+4>>2]|0;n=h+820|0;m=(f[n>>2]|0)+-1|0;f[n>>2]=m;f[j>>2]=m;if(f[b>>2]|0){n=C$a(h+256|0,j)|0;m=f[b>>2]|0;f[b>>2]=0;b=f[n>>2]|0;f[n>>2]=m;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}n=f[(f[a>>2]|0)+104>>2]|0;f[k>>2]=f[j>>2];f[i>>2]=f[k>>2];Ih[n&7](a,i,c,d,e,g);u=l;return}function C$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;D$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function D$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){E$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;E$a(a,b);return}function E$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function F$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;s=w+8|0;t=w+4|0;v=w;if((f[a+12>>2]|0)!=2){d=f[b>>2]|0;if(!d){u=w;return}oh[f[(f[d>>2]|0)+16>>2]&1023](d,0);u=w;return}r=a+4|0;gZa(f[r>>2]|0,1);p=(f[r>>2]|0)+820|0;d=(f[p>>2]|0)+-1|0;f[p>>2]=d;f[t>>2]=d;d=GQa(f[(f[a+8>>2]|0)+232>>2]|0)|0;p=f[c>>2]|0;q=c+4|0;n=f[q>>2]|0;m=p+(n<<2)|0;a:do if(!n){e=p;d=0}else{n=d+4|0;j=f[d>>2]|0;i=p;do{k=f[i>>2]|0;h=f[n>>2]|0;b:do if(!h)o=34;else{g=h+-1|0;e=(g&h|0)==0;if(e)l=g&k;else if(k>>>0<h>>>0)l=k;else l=(k>>>0)%(h>>>0)|0;d=f[j+(l<<2)>>2]|0;if(!d)o=34;else{d=f[d>>2]|0;if(!d)o=34;else{if(e)while(1){h=f[d+4>>2]|0;e=(k|0)==(h|0);if(!(e|(h&g|0)==(l|0))){o=34;break b}if(e)if((f[d+8>>2]|0)==(k|0))break b;d=f[d>>2]|0;if(!d){o=34;break b}}while(1){e=f[d+4>>2]|0;if((k|0)==(e|0)){if((f[d+8>>2]|0)==(k|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(l|0)){o=34;break b}}d=f[d>>2]|0;if(!d){o=34;break}}}}}while(0);if((o|0)==34){o=0;f[i>>2]=0}i=i+4|0}while((i|0)!=(m|0));d=f[q>>2]|0;h=p+(d<<2)|0;c:do if(!d){e=p;d=0}else{e=p;while(1){if(!(f[e>>2]|0))break c;e=e+4|0;if((e|0)==(h|0)){e=h;break a}}}while(0);if((e|0)==(h|0))e=h;else{d=e;d:while(1){do{d=d+4|0;if((d|0)==(h|0))break d;g=f[d>>2]|0}while(!(g|0));f[e>>2]=g;e=e+4|0}d=f[q>>2]|0}}while(0);p=d-(p+(d<<2)-e>>2)|0;f[q>>2]=p;d=f[b>>2]|0;e=(d|0)!=0;if(!p){if(e)oh[f[(f[d>>2]|0)+8>>2]&1023](d,s)}else{if(e){r=C$a((f[r>>2]|0)+296|0,t)|0;q=f[b>>2]|0;f[b>>2]=0;d=f[r>>2]|0;f[r>>2]=q;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}r=f[(f[a>>2]|0)+108>>2]|0;f[v>>2]=f[t>>2];f[s>>2]=f[v>>2];xh[r&127](a,s,c)}u=w;return}function G$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;t=x+4|0;v=x;q=f[a+4>>2]|0;s=q+820|0;w=(f[s>>2]|0)+-1|0;f[s>>2]=w;s=q+316|0;p=q+320|0;o=f[p>>2]|0;j=(o|0)==0;a:do if(j){e=0;r=17}else{i=o+-1|0;h=(i&o|0)==0;if(h)e=i&w;else if(o>>>0>w>>>0)e=w;else e=(w>>>0)%(o>>>0)|0;g=f[(f[s>>2]|0)+(e<<2)>>2]|0;if(!g)r=17;else{if(h)while(1){g=f[g>>2]|0;if(!g){r=17;break a}m=f[g+4>>2]|0;if(!((m|0)==(w|0)|(m&i|0)==(e|0))){r=17;break a}if((f[g+8>>2]|0)==(w|0)){m=g;break a}}while(1){g=f[g>>2]|0;if(!g){r=17;break a}h=f[g+4>>2]|0;if((h|0)!=(w|0)){if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(e|0)){r=17;break a}}if((f[g+8>>2]|0)==(w|0)){m=g;break}}}}while(0);if((r|0)==17){m=pOb(56)|0;f[m+8>>2]=w;g=m+12|0;h=g+44|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[m+4>>2]=w;f[m>>2]=0;i=q+328|0;k=+(((f[i>>2]|0)+1|0)>>>0);g=q+332|0;l=+n[g>>2];do if(j|l*+(o>>>0)<k){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;j=~~+W(+(k/l))>>>0;e=e>>>0<j>>>0?j:e;if((e|0)==1){e=2;h=o}else if(!(e+-1&e))h=o;else{e=hDb(e)|0;h=f[p>>2]|0}if(e>>>0>h>>>0)H$a(s,e);else if(e>>>0<h>>>0){g=~~+W(+(+((f[i>>2]|0)>>>0)/+n[g>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)g=1<<32-(_(g+-1|0)|0);else g=hDb(g)|0;e=e>>>0<g>>>0?g:e;if(e>>>0<h>>>0)H$a(s,e)}e=f[p>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&w;break}if(e>>>0>w>>>0){h=e;e=w}else{h=e;e=(w>>>0)%(e>>>0)|0}}else h=o;while(0);g=(f[s>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=q+324|0;f[m>>2]=f[e>>2];f[e>>2]=m;f[g>>2]=e;e=f[m>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[s>>2]|0)+(e<<2)|0;r=41}}else{f[m>>2]=f[e>>2];r=41}if((r|0)==41)f[e>>2]=m;f[i>>2]=(f[i>>2]|0)+1}s=m+12|0;r=f[b>>2]|0;f[b>>2]=0;e=f[s>>2]|0;f[s>>2]=r;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);f[m+16>>2]=f[c>>2];f[m+20>>2]=f[c+4>>2];i=c+8|0;j=m+24|0;e=f[j>>2]|0;h=m+28|0;if(!e)e=m+32|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);e=m+32|0;f[e>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];g=c+12|0;f[h>>2]=f[g>>2];h=c+16|0;f[e>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;f[c>>2]=0;f[m+36>>2]=f[d>>2];f[m+40>>2]=f[d+4>>2];g=d+8|0;h=m+44|0;i=f[h>>2]|0;e=m+48|0;if(!i){s=m+52|0;c=f[g>>2]|0;f[h>>2]=c;c=d+12|0;b=f[c>>2]|0;f[e>>2]=b;b=d+16|0;r=f[b>>2]|0;f[s>>2]=r;f[b>>2]=0;f[c>>2]=0;f[g>>2]=0;f[d>>2]=0;d=f[a>>2]|0;d=d+52|0;d=f[d>>2]|0;f[v>>2]=w;f[t>>2]=f[v>>2];oh[d&1023](a,t);u=x;return}j=f[e>>2]|0;if((j|0)!=(i|0))f[e>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i);s=m+52|0;f[s>>2]=0;f[e>>2]=0;f[h>>2]=0;c=f[g>>2]|0;f[h>>2]=c;c=d+12|0;b=f[c>>2]|0;f[e>>2]=b;b=d+16|0;r=f[b>>2]|0;f[s>>2]=r;f[b>>2]=0;f[c>>2]=0;f[g>>2]=0;f[d>>2]=0;d=f[a>>2]|0;d=d+52|0;d=f[d>>2]|0;f[v>>2]=w;f[t>>2]=f[v>>2];oh[d&1023](a,t);u=x;return}function H$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function I$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;zYa(a,b);AYa(a,b,a+816|0);g=a+456|0;if(f[g>>2]|0){d=a+452|0;b=f[d>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);f[d>>2]=0;d=f[a+448>>2]|0;if(d|0){e=a+444|0;b=0;do{f[(f[e>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[g>>2]=0}e=a+464|0;g=a+468|0;NYa(e,f[g>>2]|0);f[a+472>>2]=0;f[e>>2]=g;f[g>>2]=0;if(c)return;d=a+788|0;if(f[d>>2]|0){e=a+784|0;aZa(f[e>>2]|0);f[e>>2]=0;e=f[a+780>>2]|0;if(e|0){g=a+776|0;b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(e|0))}f[d>>2]=0}e=a+808|0;if(!(f[e>>2]|0))return;g=a+804|0;$Ya(f[g>>2]|0);f[g>>2]=0;g=f[a+800>>2]|0;if(g|0){d=a+796|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(g|0))}f[e>>2]=0;return}function J$a(a){a=a|0;b[(f[a+4>>2]|0)+536>>0]=1;return}function K$a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m+8|0;k=m+4|0;l=m;a:do if((f[a+12>>2]|0)!=2){h=f[c>>2]|0;n=f[c+4>>2]|0;i=h+(n<<3)|0;if(n|0){while(1){if(f[h>>2]|0)break;h=h+8|0;if((h|0)==(i|0))break a}n=f[b>>2]|0;oh[f[(f[n>>2]|0)+16>>2]&1023](n,0);u=m;return}}while(0);n=a+4|0;gZa(f[n>>2]|0,1);n=f[n>>2]|0;h=n+820|0;i=(f[h>>2]|0)+-1|0;f[h>>2]=i;f[k>>2]=i;n=L$a(n+276|0,k)|0;i=f[b>>2]|0;f[b>>2]=0;h=f[n>>2]|0;f[n>>2]=i;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);n=f[(f[a>>2]|0)+112>>2]|0;f[l>>2]=f[k>>2];f[j>>2]=f[l>>2];Th[n&127](a,j,c,d,e,g);u=m;return}function L$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;M$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function M$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){N$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;N$a(a,b);return}function N$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function O$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d&1;d=f[c>>2]|0;n=f[c+4>>2]|0;o=d+(n<<3)|0;if(!n)return;m=a+4|0;n=p<<24>>24==0;l=d;do{d=xYa((f[m>>2]|0)+776|0,l)|0;a:do if((h[d>>0]|0)<=1){j=d+44|0;k=l+4|0;i=f[k>>2]|0;e=f[d+48>>2]|0;b:do if(!e)q=23;else{a=e+-1|0;c=(a&e|0)==0;if(c)g=a&i;else if(e>>>0>i>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;d=f[(f[j>>2]|0)+(g<<2)>>2]|0;if(!d)q=23;else{d=f[d>>2]|0;if(!d)q=23;else{c:do if(c)while(1){e=f[d+4>>2]|0;c=(e|0)==(i|0);if(!(c|(e&a|0)==(g|0))){q=23;break b}if(c)if((f[d+8>>2]|0)==(i|0))break c;d=f[d>>2]|0;if(!d){q=23;break b}}else while(1){c=f[d+4>>2]|0;if((c|0)==(i|0)){if((f[d+8>>2]|0)==(i|0))break c}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){q=23;break b}}d=f[d>>2]|0;if(!d){q=23;break b}}while(0);c=d+12|0;if(n|(b[d+8+5>>0]|0)!=0)break a;if(b[c>>0]|0)break a;b[c>>0]=1}}}while(0);if((q|0)==23){q=0;k=P$a(j,k)|0;b[k>>0]=p;b[k+1>>0]=0}d=Q$a((f[m>>2]|0)+664|0,l)|0;if(!d){k=R$a((f[m>>2]|0)+664|0,l)|0;b[k>>0]=p;break}else{k=d+16|0;b[k>>0]=b[k>>0]|p;break}}while(0);l=l+8|0}while((l|0)!=(o|0));return}function P$a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)U$a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)U$a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function Q$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function R$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;S$a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function S$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){T$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;T$a(a,b);return}function T$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function U$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function V$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d&1;e=f[c>>2]|0;n=f[c+4>>2]|0;o=e+(n<<3)|0;if(!n)return;n=a+4|0;m=d^1;do{c=xYa((f[n>>2]|0)+776|0,e)|0;a:do if((h[c>>0]|0)<=1){k=c+4|0;l=e+4|0;j=f[l>>2]|0;g=f[c+8>>2]|0;b:do if(!g)q=23;else{d=g+-1|0;a=(d&g|0)==0;if(a)i=d&j;else if(g>>>0>j>>>0)i=j;else i=(j>>>0)%(g>>>0)|0;c=f[(f[k>>2]|0)+(i<<2)>>2]|0;if(!c)q=23;else{c=f[c>>2]|0;if(!c)q=23;else{c:do if(a)while(1){g=f[c+4>>2]|0;a=(g|0)==(j|0);if(!(a|(g&d|0)==(i|0))){q=23;break b}if(a)if((f[c+8>>2]|0)==(j|0))break c;c=f[c>>2]|0;if(!c){q=23;break b}}else while(1){a=f[c+4>>2]|0;if((a|0)==(j|0)){if((f[c+8>>2]|0)==(j|0))break c}else{if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;if((a|0)!=(i|0)){q=23;break b}}c=f[c>>2]|0;if(!c){q=23;break b}}while(0);a=c+12|0;if((b[c+8+5>>0]|0)!=0|m)break a;if(b[a>>0]|0)break a;b[a>>0]=1}}}while(0);if((q|0)==23){q=0;l=W$a(k,l)|0;b[l>>0]=p;b[l+1>>0]=0}c=X$a((f[n>>2]|0)+624|0,e)|0;if(!c){l=Y$a((f[n>>2]|0)+624|0,e)|0;b[l>>0]=p;break}else{l=c+16|0;b[l>>0]=b[l>>0]|p;break}}while(0);e=e+8|0}while((e|0)!=(o|0));return}function W$a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)$$a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)$$a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function X$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Y$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;Z$a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function Z$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_$a(a,b);return}function _$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function $$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function a0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=d&1;e=f[c>>2]|0;o=f[c+4>>2]|0;p=e+(o<<3)|0;if(!o)return;o=a+4|0;n=d^1;do{c=xYa((f[o>>2]|0)+776|0,e)|0;a:do if((h[c>>0]|0)<=1){l=c+24|0;m=e+4|0;k=f[m>>2]|0;i=f[c+28>>2]|0;b:do if(!i)r=23;else{g=i+-1|0;d=(g&i|0)==0;if(d)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;c=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!c)r=23;else{a=f[c>>2]|0;if(!a)r=23;else{c:do if(d)while(1){i=f[a+4>>2]|0;c=(i|0)==(k|0);if(!(c|(i&g|0)==(j|0))){r=23;break b}if(c)if((f[a+8>>2]|0)==(k|0))break c;a=f[a>>2]|0;if(!a){r=23;break b}}else while(1){c=f[a+4>>2]|0;if((c|0)==(k|0)){if((f[a+8>>2]|0)==(k|0))break c}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(j|0)){r=23;break b}}a=f[a>>2]|0;if(!a){r=23;break b}}while(0);c=a+12|0;if(!((b[a+8+5>>0]|0)==0&n))break a;if(!(b[c>>0]|0))break a}}}while(0);if((r|0)==23){r=0;c=b0a(l,m)|0;b[c>>0]=q;c=c+1|0}b[c>>0]=0;c=c0a((f[o>>2]|0)+644|0,e)|0;if(!c){m=d0a((f[o>>2]|0)+644|0,e)|0;b[m>>0]=q;break}else{m=c+16|0;b[m>>0]=b[m>>0]&q;break}}while(0);e=e+8|0}while((e|0)!=(p|0));return}function b0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)g0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)g0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function c0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function d0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;e0a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function e0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){f0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;f0a(a,b);return}function f0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function g0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function h0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+28|0;m=n+16|0;j=n+4|0;l=n;k=(d&2|0)==0;a:do if(d&1|0){f[h>>2]=e;switch(e|0){case 0:{g=f[(f[a+8>>2]|0)+232>>2]|0;f[m>>2]=0;a=m+4|0;f[a>>2]=0;f[m+8>>2]=0;if((c|0)==5){nSa(j,g);i=j+4|0;i0a(m,f[j>>2]|0,f[i>>2]|0);g=f[j>>2]|0;if(g|0){h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}}if(!k){h=f[a>>2]|0;g=f[m>>2]|0;j=h-g>>2;switch(j|0){case 0:{aWa(m,1);g=f[m>>2]|0;break}case 1:break;default:{i=g+4|0;if((i|0)!=(h|0))f[a>>2]=h+(~((h+-4-i|0)>>>2)<<2)}}f[g>>2]=j}g=f[b>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,m);g=f[m>>2]|0;if(g|0){h=f[a>>2]|0;if((h|0)!=(g|0))f[a>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}u=n;return}case -1:{b=f[b>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,h);u=n;return}default:break a}}while(0);g=f[b>>2]|0;if((f[a+12>>2]|0)!=2){oh[f[(f[g>>2]|0)+16>>2]&1023](g,0);u=n;return}if(!g){Fh[f[(f[a>>2]|0)+116>>2]&255](a,c,d,e);u=n;return}i=(f[a+4>>2]|0)+336|0;f[h>>2]=c;f[h+4>>2]=d;f[h+8>>2]=e;i=j0a(i,h)|0;g=i+4|0;h=f[g>>2]|0;if(h>>>0<(f[i+8>>2]|0)>>>0){m=f[b>>2]|0;f[b>>2]=0;f[h>>2]=m;b=(f[g>>2]|0)+4|0;f[g>>2]=b;g=b}else{k0a(i,b);g=f[g>>2]|0}if((g-(f[i>>2]|0)|0)!=4){u=n;return}f[l>>2]=0;h0a(a,l,c,d,e);g=f[l>>2]|0;f[l>>2]=0;if(!g){u=n;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=n;return}function i0a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;h=b;i=j-h|0;g=i>>2;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=d-m>>2>>>0){i=a+4|0;e=(f[i>>2]|0)-m>>2;a=g>>>0>e>>>0;g=a?b+(e<<2)|0:c;e=g;d=e-h|0;c=d>>2;if(c|0)cQb(m|0,b|0,d|0)|0;c=l+(c<<2)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[i>>2]|0,g|0,d|0)|0;f[i>>2]=(f[i>>2]|0)+(d>>>2<<2);return}else{d=f[i>>2]|0;if((d|0)==(c|0))return;f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~((c+-4-m|0)>>>2)<<2);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>1073741823)AMb(a);m=d>>1;d=d>>2>>>0<536870911?(m>>>0<g>>>0?g:m):1073741823;if(d>>>0>1073741823)AMb(a);c=pOb(d<<2)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d<<2);if((i|0)<=0)return;bQb(c|0,b|0,i|0)|0;f[e>>2]=c+(i>>>2<<2);return}function j0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(32)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;l0a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function k0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+4|0;c=f[a>>2]|0;e=(f[j>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>1;c=i>>2>>>0<536870911?(c>>>0<d>>>0?d:c):1073741823;do if(!c)g=0;else if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;break}while(0);d=g+(e<<2)|0;e=d;i=g+(c<<2)|0;h=f[b>>2]|0;f[b>>2]=0;f[d>>2]=h;h=d+4|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{c=c+-4|0;g=f[c>>2]|0;f[c>>2]=0;f[d+-4>>2]=g;d=e+-4|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function l0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){m0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;m0a(a,b);return}function m0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function n0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;a:do if((f[a+12>>2]|0)!=2){a=f[c>>2]|0;c=f[c+4>>2]|0;d=a+(c<<3)|0;if(c|0){while(1){if(f[a>>2]|0)break;a=a+8|0;if((a|0)==(d|0))break a}b=f[b>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,0);return}}while(0);a=f[b>>2]|0;if(!a)return;oh[f[(f[a>>2]|0)+16>>2]&1023](a,1);return}function o0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;s=0;z=u;u=u+64|0;a:do if((f[a+12>>2]|0)!=2){g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}y=f[b>>2]|0;oh[f[(f[y>>2]|0)+16>>2]&1023](y,0);u=z;return}}while(0);t=f[b>>2]|0;if(!t){O$a(a,c,d);u=z;return}i=f[(f[a+8>>2]|0)+232>>2]|0;w=f[a+4>>2]|0;r=d&1|0?w+64|0:w+96|0;f[b>>2]=0;f[(z+20|0)>>2]=t;f[(z+36|0)>>2]=0;y=(z+36|0)+4|0;f[y>>2]=0;f[(z+36|0)+8>>2]=0;f[(z+24|0)>>2]=0;x=(z+24|0)+4|0;f[x>>2]=0;f[(z+24|0)+8>>2]=0;h=f[c>>2]|0;b=f[(c+4|0)>>2]|0;e=1;if(e){e=0;if(!b)s=22;else e=1}if(e)if(1){g=h;do{b:do switch((K_a(a,i,d,g)|0)<<24>>24){case 0:if(!(f[g>>2]|0)){e=f[y>>2]|0;if((e|0)==(f[((z+36|0)+8|0)>>2]|0)){b_a(z+36|0,g);break b}else{A=g;j=f[A+4>>2]|0;f[e>>2]=f[A>>2];f[e+4>>2]=j;f[y>>2]=(f[y>>2]|0)+8;break b}}else{e=f[x>>2]|0;if((e|0)==(f[((z+24|0)+8|0)>>2]|0)){b_a(z+24|0,g);break b}else{j=g;A=f[j+4>>2]|0;f[e>>2]=f[j>>2];f[e+4>>2]=A;f[x>>2]=(f[x>>2]|0)+8;break b}}case 3:{e=f[y>>2]|0;if((e|0)==(f[((z+36|0)+8|0)>>2]|0)){b_a(z+36|0,g);break b}else{j=g;A=f[j+4>>2]|0;f[e>>2]=f[j>>2];f[e+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break b}}default:{}}while(0);g=g+8|0}while((g|0)!=(h+(b<<3)|0|0));e=1;if(e){e=0;if((f[(z+24|0)>>2]|0)==(f[x>>2]|0))s=22;else e=1}if(e)if(1){b=f[(r+24|0)>>2]|0;g=f[(r+28|0)>>2]|0;e=1;if(e){e=0;if(b>>>0<g>>>0){f[b>>2]=f[c>>2];f[b+4>>2]=f[(c+4|0)>>2];f[(b+8|0)>>2]=0;f[(b+12|0)>>2]=0;f[b+16>>2]=0;f[(b+8|0)>>2]=f[(c+8|0)>>2];f[(b+12|0)>>2]=f[(c+12|0)>>2];f[b+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[b+20>>2]=d;f[(z+20|0)>>2]=0;f[b+24>>2]=t;f[(r+24|0)>>2]=(f[(r+24|0)>>2]|0)+28}else e=1}if(e)if(1){h=f[(r+20|0)>>2]|0;e=((b-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(r+20|0);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)m=0;else if(e>>>0>153391689)vd();else{m=pOb(e*28|0)|0;break}while(0);j=m+(((b-h|0)/28|0)*28|0)|0;i=m+(e*28|0)|0;f[j>>2]=f[c>>2];f[m+(((b-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+16>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+20>>2]=d;f[(z+20|0)>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+24>>2]=t;b=f[(r+20|0)>>2]|0;e=f[(r+24|0)>>2]|0;if((e|0)==(b|0)){g=j;m=b;e=b}else{g=j;h=j;do{m=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[m+-24>>2];B=h+-20|0;f[B>>2]=0;A=h+-16|0;f[A>>2]=0;f[h+-12>>2]=0;f[B>>2]=f[(m+-20|0)>>2];f[A>>2]=f[(m+-16|0)>>2];f[h+-12>>2]=f[(m+-12|0)>>2];f[(m+-12|0)>>2]=0;f[(m+-16|0)>>2]=0;f[(m+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[m+-8>>2];A=f[(m+-4|0)>>2]|0;f[(m+-4|0)>>2]=0;f[h+-4>>2]=A;h=g+-28|0;g=h}while((e|0)!=(b|0));m=f[(r+20|0)>>2]|0;e=f[(r+24|0)>>2]|0}f[(r+20|0)>>2]=g;f[(r+24|0)>>2]=j+28|0;f[(r+28|0)>>2]=i;j=m;if((e|0)!=(j|0)){i=e;do{B=i+-4|0;e=f[B>>2]|0;f[B>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=i+-20|0;e=f[g>>2]|0;b=i+-16|0;i=i+-28|0;if((e|0)==(f[b>>2]|0)){h=f[i>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[b>>2]|0;if((g|0)!=(e|0))f[b>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((i|0)!=(j|0))}if(m|0)sOb(m)}e=f[(r+24|0)>>2]|0;A=f[(z+24|0)>>2]|0;B=f[x>>2]|0;f[z>>2]=(A|0)==(B|0)?0:A;f[z+4>>2]=B-A>>3;f[z+8>>2]=A;f[(z+12|0)>>2]=B;f[z+16>>2]=f[((z+24|0)+8|0)>>2];f[((z+24|0)+8|0)>>2]=0;f[x>>2]=0;f[(z+24|0)>>2]=0;f[(z+48|0)>>2]=0;o0a(a,z+48|0,z,f[e+-8>>2]|0);e=f[(z+48|0)>>2]|0;f[(z+48|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(z+8|0)>>2]|0;if((e|0)==(f[(z+12|0)>>2]|0)){g=f[z>>2]|0;if(g){tOb(g);e=f[(z+8|0)>>2]|0}}if(e|0){g=f[(z+12|0)>>2]|0;if((g|0)!=(e|0))f[(z+12|0)>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}}do if((s|0)==22){if((f[(z+36|0)>>2]|0)!=(f[y>>2]|0)){L_a(z+20|0,z+36|0,c);break}i=f[(w+816|0)>>2]|0;f[(z+48|0)>>2]=i;e=1;if(e){e=0;if((i|0)==(f[w+440>>2]|0))oh[f[(f[t>>2]|0)+8>>2]&1023](t,c);else e=1}if(e)if(1){f[(w+816|0)>>2]=i+1|0;h=f[(r+4|0)>>2]|0;c:do if(!h){o=0;s=41}else{if(!((h+-1|0)&h))b=(h+-1|0)&(i+1|0);else if(h>>>0>(i+1|0)>>>0)b=i+1|0;else b=((i+1|0)>>>0)%(h>>>0)|0;e=f[(f[r>>2]|0)+(b<<2)>>2]|0;if(!e){o=b;s=41}else{if(!((h+-1|0)&h))while(1){e=f[e>>2]|0;if(!e){o=b;s=41;break c}B=f[e+4>>2]|0;if(!((B|0)==(i+1|0|0)|(B&(h+-1|0)|0)==(b|0))){o=b;s=41;break c}if((f[e+8>>2]|0)==(i+1|0|0)){q=e;break c}}while(1){e=f[e>>2]|0;if(!e){o=b;s=41;break c}g=f[e+4>>2]|0;if((g|0)!=(i+1|0|0)){if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(b|0)){o=b;s=41;break c}}if((f[e+8>>2]|0)==(i+1|0|0)){q=e;break}}}}while(0);if((s|0)==41){b=pOb(24)|0;f[b+8>>2]=i+1|0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+4>>2]=i+1|0;f[b>>2]=0;k=+(((f[(r+12|0)>>2]|0)+1|0)>>>0);l=+n[r+16>>2];do if((h|0)==0|l*+(h>>>0)<k){e=~~+W(+(k/l))>>>0;d_a(r,(h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1)>>>0<e>>>0?e:h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1);e=f[(r+4|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(i+1|0);break}if(e>>>0>(i+1|0)>>>0){h=e;e=i+1|0}else{h=e;e=((i+1|0)>>>0)%(e>>>0)|0}}else e=o;while(0);e=(f[r>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[b>>2]=f[(r+8|0)>>2];f[(r+8|0)>>2]=b;f[e>>2]=r+8|0;e=f[b>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;p=(f[r>>2]|0)+(e<<2)|0;s=54}}else{f[b>>2]=f[g>>2];p=g;s=54}if((s|0)==54)f[p>>2]=b;f[(r+12|0)>>2]=(f[(r+12|0)>>2]|0)+1;q=b}o=q+12|0;p=q+16|0;b=f[p>>2]|0;a=q+20|0;g=f[a>>2]|0;e=1;if(e){e=0;if(b>>>0<g>>>0){f[b>>2]=f[c>>2];f[b+4>>2]=f[(c+4|0)>>2];f[(b+8|0)>>2]=0;f[(b+12|0)>>2]=0;f[b+16>>2]=0;f[(b+8|0)>>2]=f[(c+8|0)>>2];f[(b+12|0)>>2]=f[(c+12|0)>>2];f[b+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[b+20>>2]=d;f[(z+20|0)>>2]=0;f[b+24>>2]=t;f[p>>2]=(f[p>>2]|0)+28}else e=1}if(e)if(1){h=f[o>>2]|0;e=((b-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(o);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)v=0;else if(e>>>0>153391689)vd();else{v=pOb(e*28|0)|0;break}while(0);j=v+(((b-h|0)/28|0)*28|0)|0;i=v+(e*28|0)|0;f[j>>2]=f[c>>2];f[v+(((b-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+16>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+20>>2]=d;f[(z+20|0)>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+24>>2]=t;b=f[o>>2]|0;e=f[p>>2]|0;if((e|0)==(b|0)){g=j;m=b;e=b}else{g=j;h=j;do{A=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[A+-24>>2];d=h+-20|0;f[d>>2]=0;B=h+-16|0;f[B>>2]=0;f[h+-12>>2]=0;f[d>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[h+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[A+-8>>2];B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[h+-4>>2]=B;h=g+-28|0;g=h}while((e|0)!=(b|0));m=f[o>>2]|0;e=f[p>>2]|0}f[o>>2]=g;f[p>>2]=j+28|0;f[a>>2]=i;j=m;if((e|0)!=(j|0)){i=e;do{B=i+-4|0;e=f[B>>2]|0;f[B>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=i+-20|0;e=f[g>>2]|0;b=i+-16|0;i=i+-28|0;if((e|0)==(f[b>>2]|0)){h=f[i>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[b>>2]|0;if((g|0)!=(e|0))f[b>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((i|0)!=(j|0))}if(m|0)sOb(m)}B=p0a(w+444|0,z+48|0)|0;f[B>>2]=2}}while(0);e=f[(z+24|0)>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+36|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+20|0)>>2]|0;f[(z+20|0)>>2]=0;if(!e){u=z;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=z;return}function p0a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;q0a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function q0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){r0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;r0a(a,b);return}function r0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function s0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;r=0;z=u;u=u+64|0;a:do if((f[a+12>>2]|0)!=2){h=f[c>>2]|0;i=f[c+4>>2]|0;if(i|0){g=h;while(1){if(f[g>>2]|0)break;g=g+8|0;if((g|0)==(h+(i<<3)|0|0))break a}y=f[b>>2]|0;oh[f[(f[y>>2]|0)+16>>2]&1023](y,0);u=z;return}}while(0);t=f[b>>2]|0;if(!t){V$a(a,c,d);u=z;return}l=f[(f[a+8>>2]|0)+232>>2]|0;s=d?2:0;w=f[a+4>>2]|0;f[b>>2]=0;f[(z+20|0)>>2]=t;f[(z+36|0)>>2]=0;y=(z+36|0)+4|0;f[y>>2]=0;f[(z+36|0)+8>>2]=0;f[(z+24|0)>>2]=0;x=(z+24|0)+4|0;f[x>>2]=0;f[(z+24|0)+8>>2]=0;i=f[c>>2]|0;d=f[(c+4|0)>>2]|0;g=1;if(g){g=0;if(!d)r=29;else g=1}if(g)if(1){h=i;do{CRa(z+48|0,l,h);g=f[(z+48|0)>>2]|0;if(!g){m=B_a(a,h,10)|0;r=13}else if(lFa(g,l,s>>>1,0)|0){g=f[((z+48|0)+4|0)>>2]|0;if(g|0)iOb(g)}else{m=0;r=13}b:do if((r|0)==13){r=0;g=f[((z+48|0)+4|0)>>2]|0;if(g|0)iOb(g);switch(m<<24>>24){case 0:break;case 3:{g=f[y>>2]|0;if((g|0)==(f[((z+36|0)+8|0)>>2]|0)){SD(z+36|0,h);break b}else{A=h;b=f[A+4>>2]|0;f[g>>2]=f[A>>2];f[g+4>>2]=b;f[y>>2]=(f[y>>2]|0)+8;break b}}default:break b}if(!(f[h>>2]|0)){g=f[y>>2]|0;if((g|0)==(f[((z+36|0)+8|0)>>2]|0)){SD(z+36|0,h);break}else{b=h;A=f[b+4>>2]|0;f[g>>2]=f[b>>2];f[g+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break}}else{g=f[x>>2]|0;if((g|0)==(f[((z+24|0)+8|0)>>2]|0)){SD(z+24|0,h);break}else{b=h;A=f[b+4>>2]|0;f[g>>2]=f[b>>2];f[g+4>>2]=A;f[x>>2]=(f[x>>2]|0)+8;break}}}while(0);h=h+8|0}while((h|0)!=(i+(d<<3)|0|0));g=1;if(g){g=0;if((f[(z+24|0)>>2]|0)==(f[x>>2]|0))r=29;else g=1}if(g)if(1){d=f[(w+24|0)>>2]|0;h=f[(w+28|0)>>2]|0;g=1;if(g){g=0;if(d>>>0<h>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[(c+4|0)>>2];f[(d+8|0)>>2]=0;f[(d+12|0)>>2]=0;f[d+16>>2]=0;f[(d+8|0)>>2]=f[(c+8|0)>>2];f[(d+12|0)>>2]=f[(c+12|0)>>2];f[d+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[d+20>>2]=s;f[(z+20|0)>>2]=0;f[d+24>>2]=t;f[(w+24|0)>>2]=(f[(w+24|0)>>2]|0)+28}else g=1}if(g)if(1){i=f[(w+20|0)>>2]|0;g=((d-i|0)/28|0)+1|0;if(g>>>0>153391689)AMb(w+20|0);g=((h-i|0)/28|0)>>>0<76695844?(((h-i|0)/28|0)<<1>>>0<g>>>0?g:((h-i|0)/28|0)<<1):153391689;do if(!g)o=0;else if(g>>>0>153391689)vd();else{o=pOb(g*28|0)|0;break}while(0);l=o+(((d-i|0)/28|0)*28|0)|0;b=o+(g*28|0)|0;f[l>>2]=f[c>>2];f[o+(((d-i|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+16>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+20>>2]=s;f[(z+20|0)>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+24>>2]=t;d=f[(w+20|0)>>2]|0;g=f[(w+24|0)>>2]|0;if((g|0)==(d|0)){h=l;m=d;g=d}else{h=l;i=l;do{o=g;g=g+-28|0;f[i+-28>>2]=f[g>>2];f[i+-24>>2]=f[o+-24>>2];m=i+-20|0;f[m>>2]=0;A=i+-16|0;f[A>>2]=0;f[i+-12>>2]=0;f[m>>2]=f[(o+-20|0)>>2];f[A>>2]=f[(o+-16|0)>>2];f[i+-12>>2]=f[(o+-12|0)>>2];f[(o+-12|0)>>2]=0;f[(o+-16|0)>>2]=0;f[(o+-20|0)>>2]=0;f[g>>2]=0;f[i+-8>>2]=f[o+-8>>2];A=f[(o+-4|0)>>2]|0;f[(o+-4|0)>>2]=0;f[i+-4>>2]=A;i=h+-28|0;h=i}while((g|0)!=(d|0));m=f[(w+20|0)>>2]|0;g=f[(w+24|0)>>2]|0}f[(w+20|0)>>2]=h;f[(w+24|0)>>2]=l+28|0;f[(w+28|0)>>2]=b;l=m;if((g|0)!=(l|0)){b=g;do{A=b+-4|0;g=f[A>>2]|0;f[A>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);h=b+-20|0;g=f[h>>2]|0;d=b+-16|0;b=b+-28|0;if((g|0)==(f[d>>2]|0)){i=f[b>>2]|0;if(i){tOb(i);g=f[h>>2]|0}}if(g|0){h=f[d>>2]|0;if((h|0)!=(g|0))f[d>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}while((b|0)!=(l|0))}if(m|0)sOb(m)}g=f[(w+24|0)>>2]|0;o=f[(z+24|0)>>2]|0;A=f[x>>2]|0;f[z>>2]=(o|0)==(A|0)?0:o;f[z+4>>2]=A-o>>3;f[z+8>>2]=o;f[(z+12|0)>>2]=A;f[z+16>>2]=f[((z+24|0)+8|0)>>2];f[((z+24|0)+8|0)>>2]=0;f[x>>2]=0;f[(z+24|0)>>2]=0;g=(f[g+-8>>2]&2|0)!=0;f[(z+48|0)>>2]=0;s0a(a,z+48|0,z,g);g=f[(z+48|0)>>2]|0;f[(z+48|0)>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[(z+8|0)>>2]|0;if((g|0)==(f[(z+12|0)>>2]|0)){h=f[z>>2]|0;if(h){tOb(h);g=f[(z+8|0)>>2]|0}}if(g|0){h=f[(z+12|0)>>2]|0;if((h|0)!=(g|0))f[(z+12|0)>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}}do if((r|0)==29){if((f[(z+36|0)>>2]|0)!=(f[y>>2]|0)){C_a(z+20|0,z+36|0,c);break}b=f[(w+816|0)>>2]|0;f[(z+48|0)>>2]=b;g=1;if(g){g=0;if((b|0)==(f[w+440>>2]|0))oh[f[(f[t>>2]|0)+8>>2]&1023](t,c);else g=1}if(g)if(1){f[(w+816|0)>>2]=b+1|0;d=f[(w+4|0)>>2]|0;c:do if(!d){e=0;r=48}else{if(!((d+-1|0)&d))i=(d+-1|0)&(b+1|0);else if(d>>>0>(b+1|0)>>>0)i=b+1|0;else i=((b+1|0)>>>0)%(d>>>0)|0;g=f[(f[w>>2]|0)+(i<<2)>>2]|0;if(!g){e=i;r=48}else{if(!((d+-1|0)&d))while(1){g=f[g>>2]|0;if(!g){e=i;r=48;break c}A=f[g+4>>2]|0;if(!((A|0)==(b+1|0|0)|(A&(d+-1|0)|0)==(i|0))){e=i;r=48;break c}if((f[g+8>>2]|0)==(b+1|0|0)){p=g;break c}}while(1){g=f[g>>2]|0;if(!g){e=i;r=48;break c}h=f[g+4>>2]|0;if((h|0)!=(b+1|0|0)){if(h>>>0>=d>>>0)h=(h>>>0)%(d>>>0)|0;if((h|0)!=(i|0)){e=i;r=48;break c}}if((f[g+8>>2]|0)==(b+1|0|0)){p=g;break}}}}while(0);if((r|0)==48){i=pOb(24)|0;f[i+8>>2]=b+1|0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+4>>2]=b+1|0;f[i>>2]=0;j=+(((f[(w+12|0)>>2]|0)+1|0)>>>0);k=+n[w+16>>2];do if((d|0)==0|k*+(d>>>0)<j){e=~~+W(+(j/k))>>>0;g_a(w,(d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1)>>>0<e>>>0?e:d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1);e=f[(w+4|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(b+1|0);break}if(e>>>0>(b+1|0)>>>0){h=e;e=b+1|0}else{h=e;e=((b+1|0)>>>0)%(e>>>0)|0}}else h=d;while(0);e=(f[w>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[i>>2]=f[(w+8|0)>>2];f[(w+8|0)>>2]=i;f[e>>2]=w+8|0;e=f[i>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;q=(f[w>>2]|0)+(e<<2)|0;r=61}}else{f[i>>2]=f[g>>2];q=g;r=61}if((r|0)==61)f[q>>2]=i;f[(w+12|0)>>2]=(f[(w+12|0)>>2]|0)+1;p=i}o=p+12|0;a=p+16|0;i=f[a>>2]|0;m=p+20|0;g=f[m>>2]|0;e=1;if(e){e=0;if(i>>>0<g>>>0){f[i>>2]=f[c>>2];f[i+4>>2]=f[(c+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(c+8|0)>>2];f[(i+12|0)>>2]=f[(c+12|0)>>2];f[i+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[i+20>>2]=s;f[(z+20|0)>>2]=0;f[i+24>>2]=t;f[a>>2]=(f[a>>2]|0)+28}else e=1}if(e)if(1){h=f[o>>2]|0;e=((i-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(o);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)v=0;else if(e>>>0>153391689)vd();else{v=pOb(e*28|0)|0;break}while(0);b=v+(((i-h|0)/28|0)*28|0)|0;d=v+(e*28|0)|0;f[b>>2]=f[c>>2];f[v+(((i-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+16>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+20>>2]=s;f[(z+20|0)>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+24>>2]=t;i=f[o>>2]|0;e=f[a>>2]|0;if((e|0)==(i|0)){g=b;l=i;e=i}else{g=b;h=b;do{v=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[v+-24>>2];c=h+-20|0;f[c>>2]=0;A=h+-16|0;f[A>>2]=0;f[h+-12>>2]=0;f[c>>2]=f[(v+-20|0)>>2];f[A>>2]=f[(v+-16|0)>>2];f[h+-12>>2]=f[(v+-12|0)>>2];f[(v+-12|0)>>2]=0;f[(v+-16|0)>>2]=0;f[(v+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[v+-8>>2];A=f[(v+-4|0)>>2]|0;f[(v+-4|0)>>2]=0;f[h+-4>>2]=A;h=g+-28|0;g=h}while((e|0)!=(i|0));l=f[o>>2]|0;e=f[a>>2]|0}f[o>>2]=g;f[a>>2]=b+28|0;f[m>>2]=d;b=l;if((e|0)!=(b|0)){d=e;do{A=d+-4|0;e=f[A>>2]|0;f[A>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=d+-20|0;e=f[g>>2]|0;i=d+-16|0;d=d+-28|0;if((e|0)==(f[i>>2]|0)){h=f[d>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((d|0)!=(b|0))}if(l|0)sOb(l)}A=p0a(w+444|0,z+48|0)|0;f[A>>2]=0}}while(0);e=f[(z+24|0)>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+36|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+20|0)>>2]|0;f[(z+20|0)>>2]=0;if(!e){u=z;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=z;return}function t0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+68>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+64|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+688|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+684|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+696|0)>>2]|0)+1|0)>>>0);o=+n[(r+700|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;u0a(r+684|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+688|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+684|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+692|0)>>2];f[(r+692|0)>>2]=j;f[e>>2]=r+692|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+684|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+696|0)>>2]=(f[(r+696|0)>>2]|0)+1}p=v0a(d+64|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;T0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function u0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){x0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;x0a(a,b);return}function v0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)w0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)w0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function w0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function x0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function y0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+88>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+84|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+708|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+704|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+716|0)>>2]|0)+1|0)>>>0);o=+n[(r+720|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;z0a(r+704|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+708|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+704|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+712|0)>>2];f[(r+712|0)>>2]=j;f[e>>2]=r+712|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+704|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+716|0)>>2]=(f[(r+716|0)>>2]|0)+1}p=A0a(d+84|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;U0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function z0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){C0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;C0a(a,b);return}function A0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)B0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)B0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function B0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function C0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function D0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+128>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+124|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+748|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+744|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+756|0)>>2]|0)+1|0)>>>0);o=+n[(r+760|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;IUa(r+744|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+748|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+744|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+752|0)>>2];f[(r+752|0)>>2]=j;f[e>>2]=r+752|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+744|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+756|0)>>2]=(f[(r+756|0)>>2]|0)+1}p=vYa(d+124|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;V0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function E0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1616|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+108>>2]|0;b:do if(!h)v=154;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+104|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=154;else{e=f[e>>2]|0;if(!e)v=154;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=154;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=154;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=154;break b}}e=f[e>>2]|0;if(!e){v=154;break}}}}}while(0);if((v|0)==154){v=0;i=f[l>>2]|0;c=f[(r+728|0)>>2]|0;c:do if(!c){t=0;v=173}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+724|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=173}else{e=f[e>>2]|0;if(!e){t=h;v=173}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=173;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=173;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=173;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=173;break}}}}}while(0);if((v|0)==173){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+736|0)>>2]|0)+1|0)>>>0);o=+n[(r+740|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;F0a(r+724|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+728|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+724|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+732|0)>>2];f[(r+732|0)>>2]=j;f[e>>2]=r+732|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+724|0)>>2]|0)+(e<<2)|0;v=186}}else{f[j>>2]=f[g>>2];s=g;v=186}if((v|0)==186){v=0;f[s>>2]=j}f[(r+736|0)>>2]=(f[(r+736|0)>>2]|0)+1}p=G0a(d+104|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=27;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+640>>2]=j;f[w+672>>2]=k;f[w+736>>2]=e;f[w+792>>2]=g;f[w+824>>2]=h;f[w+848>>2]=c;f[w+1480>>2]=v;f[w+1488>>2]=i;f[w+1528>>2]=0;f[w+1532>>2]=0;W0a(w);G=f[w+1528>>2]|0;D=f[w+1532>>2]|0;H=+n[w+1532>>2];f[w+1528>>2]=0;f[w+1532>>2]=0;if((G|0)==5)return}function F0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){I0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;I0a(a,b);return}function G0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)H0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)H0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function H0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function I0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function J0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;p=0;q=u;u=u+1360|0;a:do if((f[a+12>>2]|0)!=2){g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}p=f[b>>2]|0;oh[f[(f[p>>2]|0)+16>>2]&1023](p,0);u=q;return}}while(0);j=f[b>>2]|0;if(!j){a0a(a,c,d);u=q;return}k=f[(f[a+8>>2]|0)+232>>2]|0;l=f[a+4>>2]|0;f[b>>2]=0;f[(q+20|0)>>2]=j;f[(q+36|0)>>2]=0;o=(q+36|0)+4|0;f[o>>2]=0;f[(q+36|0)+8>>2]=0;f[(q+24|0)>>2]=0;m=(q+24|0)+4|0;f[m>>2]=0;f[(q+24|0)+8>>2]=0;b=f[c>>2]|0;i=f[(c+4|0)>>2]|0;b:do if(i|0){if(d){h=b;while(1){sRa(q+48|0,k,h);if(!(f[(q+48|0)>>2]|0))e=B_a(a,h,8)|0;else e=1;g=f[((q+48|0)+4|0)>>2]|0;if(g|0)iOb(g);c:do switch(e<<24>>24){case 0:if(!(f[h>>2]|0)){e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break c}else{r=h;g=f[r+4>>2]|0;f[e>>2]=f[r>>2];f[e+4>>2]=g;f[o>>2]=(f[o>>2]|0)+8;break c}}else{e=f[m>>2]|0;if((e|0)==(f[((q+24|0)+8|0)>>2]|0)){lE(q+24|0,h);break c}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[m>>2]=(f[m>>2]|0)+8;break c}}case 3:{e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break c}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break c}}default:{}}while(0);h=h+8|0;if((h|0)==(b+(i<<3)|0|0))break b}}else h=b;while(1){sRa(q+48|0,k,h);e=f[(q+48|0)>>2]|0;if(!e)e=B_a(a,h,8)|0;else e=((NFa(e)|0)^1)&1;g=f[((q+48|0)+4|0)>>2]|0;if(g|0)iOb(g);d:do switch(e<<24>>24){case 0:if(!(f[h>>2]|0)){e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break d}}else{e=f[m>>2]|0;if((e|0)==(f[((q+24|0)+8|0)>>2]|0)){lE(q+24|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[m>>2]=(f[m>>2]|0)+8;break d}}case 3:{e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break d}}default:{}}while(0);h=h+8|0;if((h|0)==(b+(i<<3)|0|0))break b}}while(0);do{r=1;f[q+80>>2]=a;f[q+96>>2]=c;f[q+104>>2]=d;f[q+472>>2]=j;f[q+632>>2]=l;f[q+656>>2]=o;f[q+688>>2]=m;f[q+1248>>2]=p;f[q+1256>>2]=r;f[q+1288>>2]=0;f[q+1292>>2]=0;X0a(q);G=f[q+1288>>2]|0;D=f[q+1292>>2]|0;H=+n[q+1292>>2];f[q+1288>>2]=0;f[q+1292>>2]=0;if((G|0)==1)break}while(0);e=f[(q+24|0)>>2]|0;if(e|0){g=f[m>>2]|0;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(q+36|0)>>2]|0;if(e|0){g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(q+20|0)>>2]|0;f[(q+20|0)>>2]=0;if(!e){u=q;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=q;return}function K0a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+128|0;l=q+124|0;p=q+120|0;m=q+96|0;n=q+8|0;o=q+88|0;j=q+4|0;k=q;f[p>>2]=d;if(f[a+436>>2]|0){h=f[e>>2]|0;if(h>>>0<(f[(f[a+428>>2]|0)+16>>2]|0)>>>0){g=a+380|0;c=f[g>>2]|0;if(c>>>0<(f[a+384>>2]|0)>>>0){f[c>>2]=h;f[c+4>>2]=f[p>>2];f[g>>2]=c+8;u=q;return}else{L0a(a+376|0,e,p);u=q;return}}}ykb(c,d);g=gkb(c,d)|0;i=hkb(c,d)|0;if(b[i+13>>0]|0){e=(M0a(a+356|0,p)|0)+20|0;e=f[e>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,p);u=q;return}switch(g|0){case 0:{ikb(m,c,d);kkb(n,c,f[p>>2]|0);a=f[a+832>>2]|0;k=f[(f[a>>2]|0)+152>>2]|0;f[o>>2]=f[e>>2];e=f[p>>2]|0;h=m+4|0;g=f[m>>2]|0;p=(f[h>>2]|0)-g>>4;f[l>>2]=f[o>>2];Xh[k&63](a,l,e,i,p,g,n);g=f[m>>2]|0;if(g|0){c=f[h>>2]|0;if((c|0)!=(g|0))f[h>>2]=c+(~((c+-16-g|0)>>>4)<<4);sOb(g)}u=q;return}case 1:{lkb(m,c,d);a=f[a+832>>2]|0;o=f[(f[a>>2]|0)+160>>2]|0;f[j>>2]=f[e>>2];p=f[p>>2]|0;f[l>>2]=f[j>>2];Lh[o&255](a,l,p,i,m);u=q;return}case 2:{mkb(m,c,d);nkb(n,c,f[p>>2]|0);a=f[a+832>>2]|0;o=f[(f[a>>2]|0)+156>>2]|0;f[k>>2]=f[e>>2];p=f[p>>2]|0;f[l>>2]=f[k>>2];Th[o&127](a,l,p,i,m,n);u=q;return}default:{u=q;return}}}function L0a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function M0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{e=k+-1|0;d=(e&k|0)==0;if(d)g=e&o;else if(k>>>0>o>>>0)g=o;else g=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!c)c=g;else{if(d){do{c=f[c>>2]|0;if(!c){c=g;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&e|0)==(g|0))){c=g;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=g;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(g|0)){c=g;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);m=pOb(48)|0;f[m+8>>2]=o;d=m+28|0;e=m+12|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[d>>2]=1.0;g=m+32|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;b[g+12>>0]=0;f[m+4>>2]=o;f[m>>2]=0;g=a+12|0;h=+(((f[g>>2]|0)+1|0)>>>0);d=a+16|0;i=+n[d>>2];do if(j|i*+(k>>>0)<h){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(h/i))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;e=k}else if(!(c+-1&c))e=k;else{c=hDb(c)|0;e=f[l>>2]|0}if(c>>>0>e>>>0)N0a(a,c);else if(c>>>0<e>>>0){d=~~+W(+(+((f[g>>2]|0)>>>0)/+n[d>>2]))>>>0;if(e>>>0>2&(e+-1&e|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<e>>>0)N0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(c>>>0>o>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[m>>2]=f[c>>2];f[c>>2]=m;f[d>>2]=c;c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[m>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=m;f[g>>2]=(f[g>>2]|0)+1;a=m;a=a+12|0;return a|0}function N0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function O0a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+8|0;k=m+4|0;l=m;if((f[a+12>>2]|0)!=2){l=f[b>>2]|0;oh[f[(f[l>>2]|0)+16>>2]&1023](l,0);u=m;return}j=a+4|0;gZa(f[j>>2]|0,1);h=f[(f[a+8>>2]|0)+232>>2]|0;g=okb(c,h,d,e,g)|0;f[l>>2]=g;if(!g){l=f[b>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,i)}else{c=M0a((f[j>>2]|0)+356|0,l)|0;g=c+20|0;e=f[b>>2]|0;f[b>>2]=0;a=f[g>>2]|0;f[g>>2]=e;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);g=(f[j>>2]|0)+820|0;b=(f[g>>2]|0)+-1|0;f[g>>2]=b;f[c+24>>2]=b;l=f[l>>2]|0;j=f[j>>2]|0;f[k>>2]=b;f[i>>2]=f[k>>2];K0a(j,h,l,i)}u=m;return}function P0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;h=l+8|0;j=l+4|0;k=l;if((f[a+12>>2]|0)!=2){k=f[b>>2]|0;oh[f[(f[k>>2]|0)+16>>2]&1023](k,0);u=l;return}i=a+4|0;gZa(f[i>>2]|0,1);g=f[(f[a+8>>2]|0)+232>>2]|0;e=wkb(c,g,d,e)|0;f[k>>2]=e;if(!e){k=f[b>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,h)}else{c=M0a((f[i>>2]|0)+356|0,k)|0;e=c+20|0;d=f[b>>2]|0;f[b>>2]=0;a=f[e>>2]|0;f[e>>2]=d;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);e=(f[i>>2]|0)+820|0;b=(f[e>>2]|0)+-1|0;f[e>>2]=b;f[c+24>>2]=b;k=f[k>>2]|0;i=f[i>>2]|0;f[j>>2]=b;f[h>>2]=f[j>>2];K0a(i,g,k,h)}u=l;return}function Q0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;g=k+8|0;i=k+4|0;j=k;if((f[a+12>>2]|0)!=2){j=f[b>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,0);u=k;return}h=a+4|0;gZa(f[h>>2]|0,1);e=f[(f[a+8>>2]|0)+232>>2]|0;d=vkb(c,e,d)|0;f[j>>2]=d;if(!d){j=f[b>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,g)}else{c=M0a((f[h>>2]|0)+356|0,j)|0;d=c+20|0;l=f[b>>2]|0;f[b>>2]=0;a=f[d>>2]|0;f[d>>2]=l;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);l=(f[h>>2]|0)+820|0;b=(f[l>>2]|0)+-1|0;f[l>>2]=b;f[c+24>>2]=b;l=f[j>>2]|0;j=f[h>>2]|0;f[i>>2]=b;f[g>>2]=f[i>>2];K0a(j,e,l,g)}u=k;return}function R0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;q=x+4|0;r=x;if((c|0)==0?1:(f[a+12>>2]|0)!=2){u=x;return}n=a+4|0;j=f[n>>2]|0;m=j+380|0;l=f[m>>2]|0;k=l;j=f[j+376>>2]|0;a:do if((j|0)==(l|0))g=l;else{e=j;while(1){if((f[e+4>>2]|0)==(c|0))break;e=e+8|0;if((e|0)==(l|0)){g=k;break a}}g=e;if((e|0)!=(l|0)){e=g;while(1){do{h=e;i=h+8|0;e=i;if((i|0)==(l|0))break a;h=h+12|0}while((f[h>>2]|0)==(c|0));p=g;f[p>>2]=f[i>>2];f[p+4>>2]=f[h>>2];g=p+8|0}}}while(0);e=j+(g-j>>3<<3)|0;if((l|0)!=(g|0)){i=e+(k-g>>3<<3)|0;if((i|0)!=(l|0)){j=l+-8|0;g=i;h=e;while(1){f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];g=g+8|0;if((g|0)==(l|0))break;else h=h+8|0}e=e+(((j-i|0)>>>3)+1<<3)|0}if((l|0)!=(e|0))f[m>>2]=l+(~((l+-8-e|0)>>>3)<<3)}o=f[(f[a+8>>2]|0)+232>>2]|0;i=(hkb(o,c)|0)+13|0;i=b[i>>0]|0;zkb(o,c);o=f[n>>2]|0;l=f[o+360>>2]|0;if(!l){u=x;return}m=l+-1|0;n=(m&l|0)==0;if(n)h=m&c;else if(l>>>0>c>>>0)h=c;else h=(c>>>0)%(l>>>0)|0;p=o+356|0;k=f[p>>2]|0;e=f[k+(h<<2)>>2]|0;if(!e){u=x;return}e=f[e>>2]|0;if(!e){u=x;return}b:do if(n){while(1){j=f[e+4>>2]|0;g=(j|0)==(c|0);if(!(g|(j&m|0)==(h|0))){g=75;break}if(g)if((f[e+8>>2]|0)==(c|0)){w=e;break b}e=f[e>>2]|0;if(!e){g=75;break}}if((g|0)==75){u=x;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(c|0)){if((f[e+8>>2]|0)==(c|0)){w=e;break b}}else{if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(h|0)){g=75;break}}e=f[e>>2]|0;if(!e){g=75;break}}if((g|0)==75){u=x;return}}while(0);if(!(i<<24>>24)){t=o+820|0;v=(f[t>>2]|0)+-1|0;f[t>>2]=v;f[w+40>>2]=v;w=f[(f[a>>2]|0)+164>>2]|0;f[r>>2]=v;f[q>>2]=f[r>>2];xh[w&127](a,q,c);u=x;return}j=f[w>>2]|0;if(n)c=m&c;else if(l>>>0<=c>>>0)c=(c>>>0)%(l>>>0)|0;h=k+(c<<2)|0;i=f[h>>2]|0;while(1){e=f[i>>2]|0;if((e|0)==(w|0))break;else i=e}if((i|0)==(o+364|0))g=49;else{e=f[i+4>>2]|0;if(n)e=e&m;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)==(c|0)){s=j;g=57}else g=49}do if((g|0)==49){if(j|0){e=f[j+4>>2]|0;if(n)g=e&m;else if(e>>>0<l>>>0)g=e;else g=(e>>>0)%(l>>>0)|0;if((g|0)==(c|0)){d=e;v=j;g=59;break}}f[h>>2]=0;s=f[w>>2]|0;g=57}while(0);if((g|0)==57){e=s;if(!s)t=e;else{d=f[s+4>>2]|0;v=e;g=59}}if((g|0)==59){if(n)d=d&m;else if(d>>>0>=l>>>0)d=(d>>>0)%(l>>>0)|0;if((d|0)==(c|0))t=v;else{f[(f[p>>2]|0)+(d<<2)>>2]=i;t=f[w>>2]|0}}f[i>>2]=t;f[w>>2]=0;v=o+368|0;f[v>>2]=(f[v>>2]|0)+-1;v=w+32|0;d=f[v>>2]|0;f[v>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[w+20>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;v=e+12|0;g=f[v>>2]|0;f[v>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(e)}while((d|0)!=0);v=w+12|0;d=f[v>>2]|0;f[v>>2]=0;if(d|0)sOb(d);sOb(w);u=x;return}function S0a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+32|0;o=q+20|0;p=q+4|0;m=q;n=q+16|0;if((f[a+12>>2]|0)!=2){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+16>>2]&1023](p,0);u=q;return}if(!d){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}l=a+4|0;g=f[l>>2]|0;j=f[g+360>>2]|0;a:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&d;else if(j>>>0>d>>>0)k=d;else k=(d>>>0)%(j>>>0)|0;g=f[(f[g+356>>2]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(h)while(1){j=f[g+4>>2]|0;h=(j|0)==(d|0);if(!(h|(j&i|0)==(k|0)))break a;if(h)if((f[g+8>>2]|0)==(d|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(d|0)){if((f[g+8>>2]|0)==(d|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);h=g+12|0;if(f[g+40>>2]|0){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}g=f[(f[a+8>>2]|0)+232>>2]|0;if(!(xkb(g,d)|0)){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}f[p>>2]=0;j=p+4|0;f[j>>2]=0;f[p+8>>2]=0;Ckb(g,d,e,p);do if((f[p>>2]|0)==(f[j>>2]|0)){k=(hkb(g,d)|0)+13|0;if(!(b[k>>0]|0)){k=(f[l>>2]|0)+820|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;f[m>>2]=l;l=Y0a(h,m)|0;k=f[c>>2]|0;f[c>>2]=0;g=f[l>>2]|0;f[l>>2]=k;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);c=f[(f[a>>2]|0)+168>>2]|0;f[n>>2]=f[m>>2];f[o>>2]=f[n>>2];Fh[c&255](a,o,d,e);break}i=o+4|0;n=pOb(8)|0;f[o>>2]=n;g=n+8|0;f[o+8>>2]=g;f[n>>2]=0;f[n+4>>2]=-1;f[i>>2]=g;g=f[c>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,o);g=f[o>>2]|0;if(g|0){h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}else{o=f[c>>2]|0;oh[f[(f[o>>2]|0)+8>>2]&1023](o,p)}while(0);g=f[p>>2]|0;if(g|0){h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}u=q;return}}}while(0);p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}function T0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{vRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,3)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){$E(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){$E(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){$E(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+152|0)>>2]|0;d=f[(t+156|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+152|0)>>2]=(f[(t+152|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+148|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+148|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+148|0)>>2]|0;c=f[(t+152|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+148|0)>>2]|0;c=f[(t+152|0)>>2]|0}f[(t+148|0)>>2]=d;f[(t+152|0)>>2]=k+28|0;f[(t+156|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;t0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){H_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+132|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+128|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+140|0)>>2]|0)+1|0)>>>0);h=+n[t+144>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;XZa(t+128|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+132|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+128|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+136|0)>>2];f[(t+136|0)>>2]=e;f[b>>2]=t+136|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+128|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+140|0)>>2]=(f[(t+140|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=4}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function U0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{uRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,4)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){xM(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){xM(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){xM(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+184|0)>>2]|0;d=f[(t+188|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+184|0)>>2]=(f[(t+184|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+180|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+180|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+180|0)>>2]|0;c=f[(t+184|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+180|0)>>2]|0;c=f[(t+184|0)>>2]|0}f[(t+180|0)>>2]=d;f[(t+184|0)>>2]=k+28|0;f[(t+188|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;y0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){G_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+164|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+160|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+172|0)>>2]|0)+1|0)>>>0);h=+n[t+176>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;PZa(t+160|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+164|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+160|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+168|0)>>2];f[(t+168|0)>>2]=e;f[b>>2]=t+168|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+160|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+172|0)>>2]=(f[(t+172|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=6}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function V0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{DRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,1)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){uH(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){uH(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){uH(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+248|0)>>2]|0;d=f[(t+252|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+248|0)>>2]=(f[(t+248|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+244|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+244|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+244|0)>>2]|0;c=f[(t+248|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+244|0)>>2]|0;c=f[(t+248|0)>>2]|0}f[(t+244|0)>>2]=d;f[(t+248|0)>>2]=k+28|0;f[(t+252|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;D0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){F_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+228|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+224|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+236|0)>>2]|0)+1|0)>>>0);h=+n[t+240>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;HZa(t+224|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+228|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+224|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+232|0)>>2];f[(t+232|0)>>2]=e;f[b>>2]=t+232|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+224|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+236|0)>>2]=(f[(t+236|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=8}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function W0a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;o=f[a+80>>2]|0;r=f[a+96>>2]|0;s=f[a+568>>2]|0;j=f[a+640>>2]|0;v=f[a+672>>2]|0;y=f[a+736>>2]|0;w=f[a+792>>2]|0;k=f[a+824>>2]|0;l=f[a+848>>2]|0;x=f[a+1480>>2]|0;z=f[a+1488>>2]|0;a:{if(z){z=0;if(1){g=k;do{zRa(a+48|0,j,g);d=f[(a+48|0)>>2]|0;if(!d)x=12;else if(!(b[(f[d+44>>2]|0)+148>>0]&2))x=12;else e=1;if((x|0)==12){x=0;e=B_a(o,g,7)|0}d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(e<<24>>24){case 0:if(!(f[g>>2]|0)){d=f[y>>2]|0;if((d|0)==(f[((a+36|0)+8|0)>>2]|0)){kG(a+36|0,g);break b}else{B=g;A=f[B+4>>2]|0;f[d>>2]=f[B>>2];f[d+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break b}}else{d=f[w>>2]|0;if((d|0)==(f[((a+24|0)+8|0)>>2]|0)){kG(a+24|0,g);break b}else{A=g;B=f[A+4>>2]|0;f[d>>2]=f[A>>2];f[d+4>>2]=B;f[w>>2]=(f[w>>2]|0)+8;break b}}case 3:{d=f[y>>2]|0;if((d|0)==(f[((a+36|0)+8|0)>>2]|0)){kG(a+36|0,g);break b}else{A=g;B=f[A+4>>2]|0;f[d>>2]=f[A>>2];f[d+4>>2]=B;f[y>>2]=(f[y>>2]|0)+8;break b}}default:{}}while(0);g=g+8|0}while((g|0)!=(k+(l<<3)|0|0));d=1;if(d){d=0;if((f[(a+24|0)>>2]|0)==(f[w>>2]|0))x=27;else d=1}if(d)if(1){j=f[(v+216|0)>>2]|0;e=f[(v+220|0)>>2]|0;d=1;if(d){d=0;if(j>>>0<e>>>0){f[j>>2]=f[r>>2];f[j+4>>2]=f[(r+4|0)>>2];f[(j+8|0)>>2]=0;f[(j+12|0)>>2]=0;f[j+16>>2]=0;f[(j+8|0)>>2]=f[(r+8|0)>>2];f[(j+12|0)>>2]=f[(r+12|0)>>2];f[j+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[j+24>>2]=s;f[(v+216|0)>>2]=(f[(v+216|0)>>2]|0)+28}else d=1}if(d)if(1){g=f[(v+212|0)>>2]|0;d=((j-g|0)/28|0)+1|0;if(d>>>0>153391689)AMb(v+212|0);d=((e-g|0)/28|0)>>>0<76695844?(((e-g|0)/28|0)<<1>>>0<d>>>0?d:((e-g|0)/28|0)<<1):153391689;do if(!d)m=0;else if(d>>>0>153391689)vd();else{m=pOb(d*28|0)|0;break}while(0);l=m+(((j-g|0)/28|0)*28|0)|0;k=m+(d*28|0)|0;f[l>>2]=f[r>>2];f[m+(((j-g|0)/28|0)*28|0)+4>>2]=f[(r+4|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+16>>2]=0;f[m+(((j-g|0)/28|0)*28|0)+8>>2]=f[(r+8|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+12>>2]=f[(r+12|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[m+(((j-g|0)/28|0)*28|0)+24>>2]=s;j=f[(v+212|0)>>2]|0;d=f[(v+216|0)>>2]|0;if((d|0)==(j|0)){e=l;m=j;d=j}else{e=l;g=l;do{A=d;d=d+-28|0;f[g+-28>>2]=f[d>>2];f[g+-24>>2]=f[A+-24>>2];m=g+-20|0;f[m>>2]=0;B=g+-16|0;f[B>>2]=0;f[g+-12>>2]=0;f[m>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[g+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[d>>2]=0;B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[g+-4>>2]=B;g=e+-28|0;e=g}while((d|0)!=(j|0));m=f[(v+212|0)>>2]|0;d=f[(v+216|0)>>2]|0}f[(v+212|0)>>2]=e;f[(v+216|0)>>2]=l+28|0;f[(v+220|0)>>2]=k;l=m;if((d|0)!=(l|0)){k=d;do{B=k+-4|0;d=f[B>>2]|0;f[B>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);e=k+-20|0;d=f[e>>2]|0;j=k+-16|0;k=k+-28|0;if((d|0)==(f[j>>2]|0)){g=f[k>>2]|0;if(g){tOb(g);d=f[e>>2]|0}}if(d|0){e=f[j>>2]|0;if((e|0)!=(d|0))f[j>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}while((k|0)!=(l|0))}if(m|0)sOb(m)}B=f[(a+24|0)>>2]|0;d=f[w>>2]|0;f[a>>2]=(B|0)==(d|0)?0:B;f[a+4>>2]=d-B>>3;f[a+8>>2]=B;f[(a+12|0)>>2]=d;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[w>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;E0a(o,a+48|0,a);d=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(a+8|0)>>2]|0;if((d|0)==(f[(a+12|0)>>2]|0)){e=f[a>>2]|0;if(e){tOb(e);d=f[(a+8|0)>>2]|0}}if(d|0){e=f[(a+12|0)>>2]|0;if((e|0)!=(d|0))f[(a+12|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}}else z=1}do if((x|0)==27){if((f[(a+36|0)>>2]|0)!=(f[y>>2]|0)){E_a(a+20|0,a+36|0,r);break}k=f[(v+816|0)>>2]|0;f[(a+48|0)>>2]=k;d=1;if(d){d=0;if((k|0)==(f[v+440>>2]|0))oh[f[(f[s>>2]|0)+8>>2]&1023](s,r);else d=1}if(d)if(1){f[(v+816|0)>>2]=k+1|0;j=f[(v+196|0)>>2]|0;c:do if(!j){c=0;x=46}else{if(!((j+-1|0)&j))g=(j+-1|0)&(k+1|0);else if(j>>>0>(k+1|0)>>>0)g=k+1|0;else g=((k+1|0)>>>0)%(j>>>0)|0;d=f[(f[(v+192|0)>>2]|0)+(g<<2)>>2]|0;if(!d){c=g;x=46}else{if(!((j+-1|0)&j))while(1){d=f[d>>2]|0;if(!d){c=g;x=46;break c}B=f[d+4>>2]|0;if(!((B|0)==(k+1|0|0)|(B&(j+-1|0)|0)==(g|0))){c=g;x=46;break c}if((f[d+8>>2]|0)==(k+1|0|0)){q=d;break c}}while(1){d=f[d>>2]|0;if(!d){c=g;x=46;break c}e=f[d+4>>2]|0;if((e|0)!=(k+1|0|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(g|0)){c=g;x=46;break c}}if((f[d+8>>2]|0)==(k+1|0|0)){q=d;break}}}}while(0);if((x|0)==46){g=pOb(24)|0;f[g+8>>2]=k+1|0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=k+1|0;f[g>>2]=0;h=+(((f[(v+204|0)>>2]|0)+1|0)>>>0);i=+n[v+208>>2];do if((j|0)==0|i*+(j>>>0)<h){c=~~+W(+(h/i))>>>0;zZa(v+192|0,(j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1)>>>0<c>>>0?c:j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1);c=f[(v+196|0)>>2]|0;if(!((c+-1|0)&c)){e=c;c=(c+-1|0)&(k+1|0);break}if(c>>>0>(k+1|0)>>>0){e=c;c=k+1|0}else{e=c;c=((k+1|0)>>>0)%(c>>>0)|0}}else e=j;while(0);c=(f[(v+192|0)>>2]|0)+(c<<2)|0;d=f[c>>2]|0;if(!d){f[g>>2]=f[(v+200|0)>>2];f[(v+200|0)>>2]=g;f[c>>2]=v+200|0;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;p=(f[(v+192|0)>>2]|0)+(c<<2)|0;x=59}}else{f[g>>2]=f[d>>2];p=d;x=59}if((x|0)==59)f[p>>2]=g;f[(v+204|0)>>2]=(f[(v+204|0)>>2]|0)+1;q=g}o=q+12|0;p=q+16|0;g=f[p>>2]|0;m=q+20|0;d=f[m>>2]|0;c=1;if(c){c=0;if(g>>>0<d>>>0){f[g>>2]=f[r>>2];f[g+4>>2]=f[(r+4|0)>>2];f[(g+8|0)>>2]=0;f[(g+12|0)>>2]=0;f[g+16>>2]=0;f[(g+8|0)>>2]=f[(r+8|0)>>2];f[(g+12|0)>>2]=f[(r+12|0)>>2];f[g+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[g+24>>2]=s;f[p>>2]=(f[p>>2]|0)+28}else c=1}if(c)if(1){e=f[o>>2]|0;c=((g-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(o);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)t=0;else if(c>>>0>153391689)vd();else{t=pOb(c*28|0)|0;break}while(0);k=t+(((g-e|0)/28|0)*28|0)|0;j=t+(c*28|0)|0;f[k>>2]=f[r>>2];f[t+(((g-e|0)/28|0)*28|0)+4>>2]=f[(r+4|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+16>>2]=0;f[t+(((g-e|0)/28|0)*28|0)+8>>2]=f[(r+8|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+12>>2]=f[(r+12|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[t+(((g-e|0)/28|0)*28|0)+24>>2]=s;g=f[o>>2]|0;c=f[p>>2]|0;if((c|0)==(g|0)){d=k;l=g;c=g}else{d=k;e=k;do{A=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[A+-24>>2];t=e+-20|0;f[t>>2]=0;B=e+-16|0;f[B>>2]=0;f[e+-12>>2]=0;f[t>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[e+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[c>>2]=0;B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[e+-4>>2]=B;e=d+-28|0;d=e}while((c|0)!=(g|0));l=f[o>>2]|0;c=f[p>>2]|0}f[o>>2]=d;f[p>>2]=k+28|0;f[m>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{B=j+-4|0;c=f[B>>2]|0;f[B>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;g=j+-16|0;j=j+-28|0;if((c|0)==(f[g>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}B=p0a(v+444|0,a+48|0)|0;f[B>>2]=7}}while(0);c=f[(a+24|0)>>2]|0;if(c|0){d=f[w>>2]|0;if((d|0)!=(c|0))f[w>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[(a+36|0)>>2]|0;if(c|0){d=f[y>>2]|0;if((d|0)!=(c|0))f[y>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!c){u=a;f[a+1528>>2]=5;break a}gh[f[(f[c>>2]|0)+4>>2]&2047](c);u=a;f[a+1528>>2]=5;break a}f[a+1480>>2]=x;f[a+1488>>2]=z}function X0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;u=f[a+80>>2]|0;q=f[a+96>>2]|0;s=f[a+104>>2]|0;r=f[a+472>>2]|0;v=f[a+632>>2]|0;c=f[a+656>>2]|0;w=f[a+688>>2]|0;x=f[a+1248>>2]|0;y=f[a+1256>>2]|0;a:{if(y){y=0;if((f[(a+24|0)>>2]|0)==(f[w>>2]|0)){if((f[(a+36|0)>>2]|0)!=(f[c>>2]|0)){D_a(a+20|0,a+36|0,q);f[a+1288>>2]=1;break a}k=f[(v+816|0)>>2]|0;f[(a+48|0)>>2]=k;c=1;if(c){c=0;if((k|0)==(f[v+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(v+816|0)>>2]=k+1|0;g=f[(v+36|0)>>2]|0;b:do if(!g){b=0;x=62}else{if(!((g+-1|0)&g))e=(g+-1|0)&(k+1|0);else if(g>>>0>(k+1|0)>>>0)e=k+1|0;else e=((k+1|0)>>>0)%(g>>>0)|0;c=f[(f[(v+32|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;x=62}else{if(!((g+-1|0)&g))while(1){c=f[c>>2]|0;if(!c){b=e;x=62;break b}o=f[c+4>>2]|0;if(!((o|0)==(k+1|0|0)|(o&(g+-1|0)|0)==(e|0))){b=e;x=62;break b}if((f[c+8>>2]|0)==(k+1|0|0)){h=c;break b}}while(1){c=f[c>>2]|0;if(!c){b=e;x=62;break b}d=f[c+4>>2]|0;if((d|0)!=(k+1|0|0)){if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(e|0)){b=e;x=62;break b}}if((f[c+8>>2]|0)==(k+1|0|0)){h=c;break}}}}while(0);if((x|0)==62){e=pOb(24)|0;f[e+8>>2]=k+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=k+1|0;f[e>>2]=0;i=+(((f[(v+44|0)>>2]|0)+1|0)>>>0);j=+n[v+48>>2];do if((g|0)==0|j*+(g>>>0)<i){b=~~+W(+(i/j))>>>0;rZa(v+32|0,(g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1)>>>0<b>>>0?b:g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1);b=f[(v+36|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(k+1|0);break}if(b>>>0>(k+1|0)>>>0){d=b;b=k+1|0}else{d=b;b=((k+1|0)>>>0)%(b>>>0)|0}}else d=g;while(0);b=(f[(v+32|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(v+40|0)>>2];f[(v+40|0)>>2]=e;f[b>>2]=v+40|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;l=(f[(v+32|0)>>2]|0)+(b<<2)|0;x=75}}else{f[e>>2]=f[c>>2];l=c;x=75}if((x|0)==75)f[l>>2]=e;f[(v+44|0)>>2]=(f[(v+44|0)>>2]|0)+1;h=e}m=h+12|0;o=h+16|0;e=f[o>>2]|0;l=h+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[e+20>>2]=s&1;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)p=0;else if(b>>>0>153391689)vd();else{p=pOb(b*28|0)|0;break}while(0);h=p+(((e-d|0)/28|0)*28|0)|0;g=p+(b*28|0)|0;f[h>>2]=f[q>>2];f[p+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+20>>2]=s&1;f[(a+20|0)>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=h;k=e;b=e}else{c=h;d=h;do{k=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[k+-24>>2];z=d+-20|0;f[z>>2]=0;p=d+-16|0;f[p>>2]=0;f[d+-12>>2]=0;f[z>>2]=f[(k+-20|0)>>2];f[p>>2]=f[(k+-16|0)>>2];f[d+-12>>2]=f[(k+-12|0)>>2];f[(k+-12|0)>>2]=0;f[(k+-16|0)>>2]=0;f[(k+-20|0)>>2]=0;f[b>>2]=0;f[d+-8>>2]=f[k+-8>>2];p=f[(k+-4|0)>>2]|0;f[(k+-4|0)>>2]=0;f[d+-4>>2]=p;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=h+28|0;f[l>>2]=g;h=k;if((b|0)!=(h|0)){g=b;do{z=g+-4|0;b=f[z>>2]|0;f[z>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=g+-20|0;b=f[c>>2]|0;e=g+-16|0;g=g+-28|0;do if((b|0)==(f[e>>2]|0)){d=f[g>>2]|0;if(!d)break;tOb(d);b=f[c>>2]|0}while(0);if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((g|0)!=(h|0))}if(k|0)sOb(k)}z=p0a(v+444|0,a+48|0)|0;f[z>>2]=1}}else y=1}if(y){y=0;if(1){e=f[(v+56|0)>>2]|0;c=f[(v+60|0)>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[e+20>>2]=s&1;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[(v+56|0)>>2]=(f[(v+56|0)>>2]|0)+28}else b=1}if(b)if(1){d=f[(v+52|0)>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(v+52|0);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)t=0;else if(b>>>0>153391689)vd();else{t=pOb(b*28|0)|0;break}while(0);h=t+(((e-d|0)/28|0)*28|0)|0;g=t+(b*28|0)|0;f[h>>2]=f[q>>2];f[t+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+20>>2]=s&1;f[(a+20|0)>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[(v+52|0)>>2]|0;b=f[(v+56|0)>>2]|0;if((b|0)==(e|0)){c=h;k=e;b=e}else{c=h;d=h;do{t=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[t+-24>>2];s=d+-20|0;f[s>>2]=0;z=d+-16|0;f[z>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(t+-20|0)>>2];f[z>>2]=f[(t+-16|0)>>2];f[d+-12>>2]=f[(t+-12|0)>>2];f[(t+-12|0)>>2]=0;f[(t+-16|0)>>2]=0;f[(t+-20|0)>>2]=0;f[b>>2]=0;f[d+-8>>2]=f[t+-8>>2];z=f[(t+-4|0)>>2]|0;f[(t+-4|0)>>2]=0;f[d+-4>>2]=z;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[(v+52|0)>>2]|0;b=f[(v+56|0)>>2]|0}f[(v+52|0)>>2]=c;f[(v+56|0)>>2]=h+28|0;f[(v+60|0)>>2]=g;h=k;if((b|0)!=(h|0)){g=b;do{z=g+-4|0;b=f[z>>2]|0;f[z>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=g+-20|0;b=f[c>>2]|0;e=g+-16|0;g=g+-28|0;if((b|0)==(f[e>>2]|0)){d=f[g>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((g|0)!=(h|0))}if(k|0)sOb(k)}b=f[(v+56|0)>>2]|0;v=f[(a+24|0)>>2]|0;z=f[w>>2]|0;f[a>>2]=(v|0)==(z|0)?0:v;f[a+4>>2]=z-v>>3;f[a+8>>2]=v;f[(a+12|0)>>2]=z;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[w>>2]=0;f[(a+24|0)>>2]=0;b=(f[b+-8>>2]&1|0)!=0;f[(a+48|0)>>2]=0;J0a(u,a+48|0,a,b);b=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+8|0)>>2]|0;if((b|0)==(f[(a+12|0)>>2]|0)){c=f[a>>2]|0;if(c){tOb(c);b=f[(a+8|0)>>2]|0}}if(b|0){c=f[(a+12|0)>>2]|0;if((c|0)!=(b|0))f[(a+12|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}else y=1}}f[a+1248>>2]=x;f[a+1256>>2]=y}
+function ZMa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0;A=u;u=u+48|0;s=A+32|0;r=A+24|0;w=A+20|0;t=A;x=f[c>>2]|0;k=f[x+4>>2]|0;p=f[d+120>>2]|0;f[w>>2]=p;v=x+48|0;q=x+68|0;m=x+72|0;j=f[m>>2]|0;a:do if(!j)z=41;else{i=j+-1|0;h=(i&j|0)==0;if(h)l=i&p;else if(p>>>0<j>>>0)l=p;else l=(p>>>0)%(j>>>0)|0;g=f[(f[q>>2]|0)+(l<<2)>>2]|0;if(!g)z=41;else{g=f[g>>2]|0;if(!g)z=41;else{b:do if(h)while(1){y=f[g+4>>2]|0;h=(y|0)==(p|0);if(!(h|(y&i|0)==(l|0))){z=41;break a}if(h)if((f[g+8>>2]|0)==(p|0))break b;g=f[g>>2]|0;if(!g){z=41;break a}}else while(1){h=f[g+4>>2]|0;if((h|0)==(p|0)){if((f[g+8>>2]|0)==(p|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(l|0)){z=41;break a}}g=f[g>>2]|0;if(!g){z=41;break a}}while(0);l=f[g+12>>2]|0;g=f[g+16>>2]|0;o=g;if(g){gOb(g);j=f[m>>2]|0}c:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&p;else if(p>>>0<j>>>0)k=p;else k=(p>>>0)%(j>>>0)|0;g=f[(f[q>>2]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){d:do if(h)while(1){y=f[g+4>>2]|0;h=(y|0)==(p|0);if(!(h|(y&i|0)==(k|0)))break c;if(h)if((f[g+8>>2]|0)==(p|0))break d;g=f[g>>2]|0;if(!g)break c}else while(1){h=f[g+4>>2]|0;if((h|0)==(p|0)){if((f[g+8>>2]|0)==(p|0))break d}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break c}g=f[g>>2]|0;if(!g)break c}while(0);f[r>>2]=g;f[s>>2]=f[r>>2];_Ma(q,s)|0}}}while(0)}}}while(0);if((z|0)==41){UIa(s,f[a>>2]|0);l=f[s>>2]|0;o=f[s+4>>2]|0;y=l;r=y+116|0;f[r>>2]=k;f[r+4>>2]=p;y=y+196|0;f[y>>2]=f[y>>2]&-131073}k=(e|0)==0;g=d+72|0;if(!k)g=$Ma(x+88|0,(f[g>>2]|0)+116|0)|0;y=l;if(!(f[d+116>>2]|0))EJa(y);eJa(y,d+4|0);pJa(y,0,g);g=y+200|0;if(!(f[y+36>>2]|0))hJa(y,0,d+36|0);if((f[g>>2]&1|0)==0&0==0)MKa(y,0,d);if(!(f[y+44>>2]|0))hJa(y,1,d+44|0);if((f[g>>2]&2|0)==0&0==0)MKa(y,1,d);if(!(f[y+52>>2]|0))hJa(y,2,d+52|0);if((f[g>>2]&4|0)==0&0==0)MKa(y,2,d);cNa(a,d,y,x);IJa(y,((b[d+192>>0]|b[y+192>>0])&255)>>>3&7);r=y+196|0;if(!(f[r>>2]&2))g=(f[d+196>>2]&2|0)!=0;else g=1;aJa(y,g);if(!(f[r>>2]&4))g=(f[d+196>>2]&4|0)!=0;else g=1;bJa(y,g);if(!(f[r>>2]&8))g=(f[d+196>>2]&8|0)!=0;else g=1;rJa(y,g);if(!(f[r>>2]&16))g=(f[d+196>>2]&16|0)!=0;else g=1;sJa(y,g);if(!(f[r>>2]&32))g=(f[d+196>>2]&32|0)!=0;else g=1;vJa(y,g);if(!(f[r>>2]&64))g=(f[d+196>>2]&64|0)!=0;else g=1;xJa(y,g);if(!(f[r>>2]&8192))g=(f[d+196>>2]&8192|0)!=0;else g=1;yJa(y,g);if(!(f[r>>2]&16384))g=(f[d+196>>2]&16384|0)!=0;else g=1;zJa(y,g);if(!(f[r>>2]&32768))g=(f[d+196>>2]&32768|0)!=0;else g=1;AJa(y,g);if(!(f[r>>2]&65536))g=(f[d+196>>2]&65536|0)!=0;else g=1;BJa(y,g);if(!(f[r>>2]&33554432))g=(f[d+196>>2]&33554432|0)!=0;else g=1;tJa(y,g);if(!(f[r>>2]&67108864))g=(f[d+196>>2]&67108864|0)!=0;else g=1;uJa(y,g);g=f[r>>2]|0;do if(!(g&4096)){if(!(f[d+196>>2]&4096))break;f[s>>2]=f[(f[d+108>>2]|0)+40>>2];OKa(y,aNa(x+108|0,s)|0);g=f[r>>2]|0}while(0);do if(!(g&134217728)){if(!(f[d+196>>2]&134217728))break;h=d+104|0;g=f[h>>2]|0;j=b[g+364>>0]&1;if(!(j<<24>>24))g=g+300|0;else{i=f[x+12>>2]|0;if(b[i+120>>0]&4){AIa(i);g=f[h>>2]|0}q=i+76|0;p=g+300|0;f[t>>2]=q;f[t+4>>2]=p;s=t+8|0;D=+n[p>>2];C=+n[g+304>>2];B=+n[g+308>>2];n[s>>2]=+n[q>>2]*D+ +n[i+88>>2]*C+ +n[i+100>>2]*B;n[t+12>>2]=+n[i+80>>2]*D+ +n[i+92>>2]*C+ +n[i+104>>2]*B;n[t+16>>2]=+n[i+84>>2]*D+ +n[i+96>>2]*C+ +n[i+108>>2]*B;g=s}UKa(y,j,g,+WKa(d))}while(0);g=bNa(v,w)|0;p=o;q=(o|0)==0;if(!q)gOb(p);f[g>>2]=l;w=g+4|0;g=f[w>>2]|0;f[w>>2]=o;if(g|0)iOb(g);e:do if(!k){g=WFa(x)|0;o=e;m=f[o>>2]|0;o=f[o+4>>2]|0;j=m&15;i=ZPb(m|0,o|0,4)|0;if((j|0)!=15){h=f[g+12>>2]|0;if(j>>>0>=(((f[g+16>>2]|0)-h|0)/72|0)>>>0)break;k=i&15;i=ZPb(m|0,o|0,8)|0;do if((k|0)==15)g=h+(j*72|0)|0;else{g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,12)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,16)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,20)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,24)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,28)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=o&15;i=ZPb(m|0,o|0,36)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,40)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,44)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,48)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,52)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;l=i&15;i=ZPb(m|0,o|0,56)|0;if((l|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(l>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=g;k=i&15;h=ZPb(m|0,o|0,60)|0;if((k|0)==15){g=j+(l*72|0)|0;break}g=f[j+(l*72|0)+12>>2]|0;if(k>>>0>=(((f[j+(l*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;i=g;g=h&15;if((g|0)==15){g=i+(k*72|0)|0;break}h=f[i+(k*72|0)+12>>2]|0;if(g>>>0<(((f[i+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)g=h+(g*72|0)|0;else break e}while(0);if(!g)break}gpb(g,y,c,(f[a+8>>2]|0)>>>0<524289,(b[a+416>>0]&4)!=0)}while(0);ZIa(y);g=f[a+4>>2]|0;if(!(b[g+229>>0]|0))z=126;else if(f[r>>2]&16777216|0)z=126;if((z|0)==126)U8a(f[g+240>>2]|0,y,0,0);if(q){u=A;return}iOb(p);u=A;return}function _Ma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+16>>2]|0;if(b|0)iOb(b);sOb(k);return l|0}function $Ma(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;hNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function aNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;fNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function bNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;dNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function cNa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j;if(!(b[(f[a+4>>2]|0)+229>>0]|0))a=0;else a=(f[d+196>>2]&16777216|0)==0;i=e+128|0;if(a|(b[i>>0]|0)!=2)g=0;else{f[h>>2]=f[d+120>>2];f[g>>2]=f[h>>2];g=bGa(e,g)|0}h=d+193|0;c=c+192|0;e=g+12|0;if(a){do if(!(b[h>>0]&1))if(!(b[i>>0]|0)){HJa(d,1,0,1)|0;break}else{HJa(d,1,0,0)|0;break}while(0);do if(!(b[h>>0]&2))if(!(b[i>>0]|0)){HJa(d,2,0,1)|0;break}else{HJa(d,2,0,0)|0;break}while(0);if(b[h>>0]&4){u=j;return}if(!(b[i>>0]|0)){HJa(d,4,0,1)|0;u=j;return}else{HJa(d,4,0,0)|0;u=j;return}}a=(b[h>>0]&1)==0;if(!g){a:do if(a)switch(b[i>>0]|0){case 0:{HJa(d,1,0,1)|0;break a}case 1:{HJa(d,1,1,1)|0;break a}default:{HJa(d,1,(b[c>>0]&1)!=0,0)|0;break a}}while(0);b:do if(!(b[h>>0]&2))switch(b[i>>0]|0){case 0:{HJa(d,2,0,1)|0;break b}case 1:{HJa(d,2,1,1)|0;break b}default:{HJa(d,2,(b[c>>0]&2)!=0,0)|0;break b}}while(0);if(b[h>>0]&4){u=j;return}switch(b[i>>0]|0){case 0:{HJa(d,4,0,1)|0;u=j;return}case 1:{HJa(d,4,1,1)|0;u=j;return}default:{HJa(d,4,(b[c>>0]&4)!=0,0)|0;u=j;return}}}c:do if(a)switch(b[i>>0]|0){case 0:{HJa(d,1,0,1)|0;break c}case 1:{HJa(d,1,1,1)|0;break c}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&1)!=0;else a=(a&1|0)!=0;HJa(d,1,a,0)|0;break c}}while(0);d:do if(!(b[h>>0]&2))switch(b[i>>0]|0){case 0:{HJa(d,2,0,1)|0;break d}case 1:{HJa(d,2,1,1)|0;break d}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&2)!=0;else a=(a&2|0)!=0;HJa(d,2,a,0)|0;break d}}while(0);if(b[h>>0]&4){u=j;return}switch(b[i>>0]|0){case 0:{HJa(d,4,0,1)|0;u=j;return}case 1:{HJa(d,4,1,1)|0;u=j;return}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&4)!=0;else a=(a&4|0)!=0;HJa(d,4,a,0)|0;u=j;return}}}function dNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){eNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;eNa(a,b);return}function eNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function fNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){gNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;gNa(a,b);return}function gNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function hNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){iNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;iNa(a,b);return}function iNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function jNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0;q=u;u=u+32|0;p=q;r=f[a>>2]|0;f[p>>2]=r;w=f[a+4>>2]|0;k=p+4|0;f[k>>2]=w;t=f[a+8>>2]|0;o=p+8|0;f[o>>2]=t;c=p+12|0;e=f[a+12>>2]|0;f[c>>2]=e;v=f[a+16>>2]|0;j=p+16|0;f[j>>2]=v;m=p+20|0;f[m>>2]=f[a+20>>2];g=+n[b>>2];r=g<(f[s>>2]=r,+n[s>>2]);h=(f[s>>2]=w,+n[s>>2]);i=(f[s>>2]=v,+n[s>>2]);d=(f[s>>2]=t,+n[s>>2]);if(r){e=p;l=3}else if(g>(f[s>>2]=e,+n[s>>2])){e=c;l=3}if((l|0)==3)n[e>>2]=g;g=+n[b+4>>2];if(g<h){e=p;l=6}else if(g>i){e=c;l=6}if((l|0)==6){n[e+4>>2]=g;d=+n[o>>2]}g=+n[b+8>>2];if(g<d){e=p;l=9}else if(g>+n[m>>2]){e=c;l=9}if((l|0)==9)n[e+8>>2]=g;d=+n[b+12>>2];if(d<+n[p>>2]){e=p;l=12}else if(d>+n[c>>2]){e=c;l=12}if((l|0)==12)n[e>>2]=d;d=+n[b+16>>2];if(d<+n[k>>2]){e=p;l=15}else if(d>+n[j>>2]){e=c;l=15}if((l|0)==15)n[e+4>>2]=d;d=+n[b+20>>2];if(d<+n[o>>2])c=p;else if(!(d>+n[m>>2])){w=uNa(p,a)|0;u=q;return w|0}n[c+8>>2]=d;w=uNa(p,a)|0;u=q;return w|0}function kNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r;q=a+4|0;l=f[q>>2]|0;m=f[a>>2]|0;e=l-m>>2;c=e+1|0;n=m;d=l;if(c>>>0>1073741823)AMb(a);o=a+8|0;i=f[o>>2]|0;k=i-m|0;g=k>>1;g=k>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);f[p>>2]=h;c=h+(e<<2)|0;j=p+8|0;k=p+4|0;f[k>>2]=c;g=h+(g<<2)|0;h=p+12|0;f[h>>2]=g;f[c>>2]=f[b>>2];e=c+4|0;f[j>>2]=e;if((d|0)==(n|0)){d=c;b=h;n=m;h=l;l=g;m=i;i=d;f[a>>2]=i;f[k>>2]=n;f[q>>2]=e;f[j>>2]=h;f[o>>2]=l;f[b>>2]=m;f[p>>2]=n;tNa(p);u=r;return}do{d=d+-4|0;m=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=m;c=(f[k>>2]|0)+-4|0;f[k>>2]=c}while((d|0)!=(n|0));e=c;m=h;i=j;n=f[a>>2]|0;g=f[j>>2]|0;b=f[q>>2]|0;j=f[h>>2]|0;l=f[o>>2]|0;h=e;f[a>>2]=h;f[k>>2]=n;f[q>>2]=g;f[i>>2]=b;f[o>>2]=j;f[m>>2]=l;f[p>>2]=n;tNa(p);u=r;return}function lNa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+48|0;i=F;j=a+36|0;if(!(f[j>>2]|0)){e=a+24|0;g=a+28|0;h=f[g>>2]|0;if(h-(f[e>>2]|0)>>2>>>0>127){e=pOb(104)|0;g=e+49|0;h=e;i=h+104|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=1;i=e+76|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;b[e+101>>0]=1;f[j>>2]=e;f[e+40>>2]=a;f[e+92>>2]=a;mNa(a);lNa(a,c,d);u=F;return}f[i>>2]=d;if((f[a+32>>2]|0)>>>0>h>>>0){f[h>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else nNa(e,i);eGa(d,a);u=F;return}xib(i,a,b[a+48>>0]|0,+n[a+44>>2]);e=f[j>>2]|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[e+12>>2]=f[i+12>>2];f[e+16>>2]=f[i+16>>2];f[e+20>>2]=f[i+20>>2];J=f[i+24>>2]|0;f[e+52>>2]=J;I=f[i+28>>2]|0;f[e+56>>2]=I;H=f[i+32>>2]|0;f[e+60>>2]=H;G=f[i+36>>2]|0;f[e+64>>2]=G;h=f[i+40>>2]|0;f[e+68>>2]=h;j=f[i+44>>2]|0;f[e+72>>2]=j;r=+n[c>>2];t=+n[c+4>>2];v=+n[c+8>>2];w=+n[c+12>>2];x=+n[c+16>>2];y=+n[c+20>>2];k=+n[e>>2];z=(f[s>>2]=J,+n[s>>2]);A=(f[s>>2]=I,+n[s>>2]);B=(f[s>>2]=H,+n[s>>2]);C=(f[s>>2]=G,+n[s>>2]);D=(f[s>>2]=h,+n[s>>2]);E=(f[s>>2]=j,+n[s>>2]);if(!(r>=k))g=15;else{l=+n[e+4>>2];if(!(t>=l))g=15;else{m=+n[e+8>>2];if(!(v>=m))g=15;else{o=+n[e+12>>2];if(!(r<=o))g=15;else{p=+n[e+16>>2];if(!(t<=p))g=15;else{q=+n[e+20>>2];if(!(v<=q)|!(w>=k)|!(x>=l))g=15;else if(!(y<=q&((!(x<=p)|(!(w<=o)|!(y>=m)))^1)))g=15}}}}}do if((g|0)==15){e=e+52|0;if(!(!(r>=z)|!(t>=A)|!(v>=B)|!(r<=C)|!(t<=D)))if(!(!(v<=E)|!(w>=z)|!(x>=A)))if(y<=E&((!(x<=D)|(!(w<=C)|!(y>=B)))^1))break;f[i>>2]=d;g=a+28|0;e=f[g>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else nNa(a+24|0,i);eGa(d,a);u=F;return}while(0);lNa(e,c,d);u=F;return}function mNa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;e=u;u=u+64|0;c=e+48|0;p=e;oNa(c,a);wib(p,a,0,.5);o=pNa(p,c)|0;wib(p,a,0,.3330000042915344);q=pNa(p,c)|0;d=(q|0)<(o|0);o=d?q:o;wib(p,a,0,.6660000085830688);q=pNa(p,c)|0;h=(q|0)<(o|0);o=h?q:o;wib(p,a,1,.5);q=pNa(p,c)|0;i=(q|0)<(o|0);o=i?q:o;wib(p,a,1,.3330000042915344);q=pNa(p,c)|0;j=(q|0)<(o|0);o=j?q:o;wib(p,a,1,.6660000085830688);q=pNa(p,c)|0;k=(q|0)<(o|0);o=k?q:o;wib(p,a,2,.5);q=pNa(p,c)|0;l=(q|0)<(o|0);o=l?q:o;wib(p,a,2,.3330000042915344);q=pNa(p,c)|0;m=(q|0)<(o|0);wib(p,a,2,.6660000085830688);o=(pNa(p,c)|0)<((m?q:o)|0);q=o|(m|l)?2:(k|(j|i))&1;r=q&255;f[p>>2]=f[a+(r<<2)>>2];f[p+4>>2]=f[a+12+(r<<2)>>2];b[a+48>>0]=q;g=+Qib(p,o?.6660000085830688:m?.3330000042915344:l?.5:k?.6660000085830688:j?.3330000042915344:i?.5:h?.6660000085830688:d?.3330000042915344:.5);n[a+44>>2]=g;a=f[c+12>>2]|0;if(a|0)qNa(a,c);d=f[c>>2]|0;if(!d){u=e;return}a=c+4|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=e;return}function nNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function oNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=u;u=u+32|0;p=q;if(!(b[257144]|0))MPb(257144)|0;sNa(a,262921);m=c+24|0;n=c+28|0;l=f[n>>2]|0;c=f[m>>2]|0;e=l-c>>2;o=a+8|0;i=f[a>>2]|0;g=i;if((((f[o>>2]|0)-i|0)/24|0)>>>0<e>>>0){j=a+4|0;if(e>>>0>178956970)vd();r=f[j>>2]|0;h=pOb(e*24|0)|0;d=h+(((r-i|0)/24|0)*24|0)|0;k=d;h=h+(e*24|0)|0;e=r;if((e|0)==(g|0))d=k;else do{r=d;d=d+-24|0;s=e;e=e+-24|0;f[d>>2]=f[e>>2];f[r+-20>>2]=f[s+-20>>2];f[r+-16>>2]=f[s+-16>>2];f[r+-12>>2]=f[s+-12>>2];f[r+-8>>2]=f[s+-8>>2];f[r+-4>>2]=f[s+-4>>2]}while((e|0)!=(g|0));f[a>>2]=d;f[j>>2]=k;f[o>>2]=h;if(!i)e=l;else{sOb(i);c=f[m>>2]|0;e=f[n>>2]|0}}else e=l;if((c|0)==(e|0)){u=q;return}g=a+4|0;h=p+4|0;i=p+8|0;j=p+12|0;k=p+16|0;l=p+20|0;do{cGa(p,f[c>>2]|0);d=f[g>>2]|0;if(d>>>0<(f[o>>2]|0)>>>0){f[d>>2]=f[p>>2];f[d+4>>2]=f[p+4>>2];f[d+8>>2]=f[p+8>>2];f[d>>2]=f[p>>2];f[d+4>>2]=f[h>>2];f[d+8>>2]=f[i>>2];s=d+12|0;f[s>>2]=f[j>>2];f[s+4>>2]=f[j+4>>2];f[s+8>>2]=f[j+8>>2];f[s>>2]=f[j>>2];f[d+16>>2]=f[k>>2];f[d+20>>2]=f[l>>2];f[g>>2]=(f[g>>2]|0)+24}else cD(a,p);c=c+4|0}while((c|0)!=(e|0));u=q;return}function pNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0.0;B=u;u=u+16|0;A=B;c=A;f[c>>2]=0;f[c+4>>2]=0;c=f[b>>2]|0;z=f[b+4>>2]|0;if((c|0)==(z|0)){z=0;k=0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}m=+n[a>>2];o=+n[a+24>>2];p=+n[a+28>>2];q=+n[a+32>>2];r=+n[a+36>>2];s=+n[a+40>>2];t=+n[a+44>>2];v=+n[a+4>>2];w=+n[a+8>>2];x=+n[a+12>>2];y=+n[a+16>>2];l=+n[a+20>>2];do{g=+n[c>>2];b=c+4|0;a=c+8|0;h=c+12|0;j=c+16|0;k=c+20|0;if(!(g>=m))i=12;else{d=+n[b>>2];if(!(d>=v))i=12;else{e=+n[a>>2];if(!(e>=w)|!(g<=x)|!(d<=y)|!(e<=l))i=12;else{d=+n[h>>2];if(!(d>=m))i=12;else{e=+n[j>>2];if(!(e>=v))i=12;else{C=+n[k>>2];if(C<=l&((!(e<=y)|(!(d<=x)|!(C>=w)))^1)){b=0;i=11}else i=12}}}}}if((i|0)==12){i=0;if(g>=o){d=+n[b>>2];if(d>=p){C=+n[a>>2];if(!(!(C>=q)|!(g<=r)|!(d<=s)|!(C<=t))){e=+n[h>>2];if(e>=o){d=+n[j>>2];if(d>=p){C=+n[k>>2];if(C<=t&((!(d<=s)|(!(e<=r)|!(C>=q)))^1)){b=1;i=11}}}}}}}if((i|0)==11){k=A+(b<<2)|0;f[k>>2]=(f[k>>2]|0)+1}c=c+24|0}while((c|0)!=(z|0));z=f[A+4>>2]|0;k=f[A>>2]|0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}function qNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);if(!(b[257328]|0))if(MPb(257328)|0){f[64673]=0;f[64674]=0;f[64675]=0}a=f[64674]|0;if(a>>>0<(f[64675]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64674]=a+12;return}else{rNa(258692,c);return}}function rNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function sNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257328]|0))if(MPb(257328)|0){f[64673]=0;f[64674]=0;f[64675]=0}e=f[64674]|0;if((f[64673]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64674]|0;j=h+-12|0;while(1){e=h+-12|0;f[64674]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-24-i|0)>>>0)/24|0)*24|0);sOb(i);e=f[64674]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function tNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=f[a+4>>2]|0;h=a+8|0;b=f[h>>2]|0;if((b|0)!=(g|0))do{d=b+-4|0;f[h>>2]=d;e=f[d>>2]|0;f[d>>2]=0;if(e|0){d=e+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[e+24>>2]|0;if(b|0){c=e+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(e)}b=f[h>>2]|0}while((b|0)!=(g|0));b=f[a>>2]|0;if(!b)return;sOb(b);return}function uNa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[a+12>>2]-+n[a>>2];g=+n[a+16>>2]-+n[a+4>>2];e=+n[a+20>>2]-+n[a+8>>2];c=h*g*e;f=+n[b+12>>2]-+n[b>>2];if(c>0.0){if(f*(+n[b+16>>2]-+n[b+4>>2])*(+n[b+20>>2]-+n[b+8>>2])>=c*.75){b=1;return b|0}}else if(!(h==0.0^f==0.0)){d=+n[b+20>>2]-+n[b+8>>2];c=+n[b+16>>2]-+n[b+4>>2];if(!(e==0.0^d==0.0|g==0.0^c==0.0)){h=h>0.0?h:1.0;h=g>0.0?h*g:h;g=f>0.0?f:1.0;g=c>0.0?g*c:g;if((d>0.0?g*d:g)>=(e>0.0?h*e:h)*.75){b=1;return b|0}}}b=0;return b|0}function vNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l;wNa(k,c);c=f[k+12>>2]|0;a:do if(c|0)if((b[k+33>>0]|0)!=1){d=f[a>>2]|0;i=f[c+116>>2]|0;h=f[d+92>>2]|0;if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)j=g&i;else if(i>>>0<h>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;c=f[(f[d+88>>2]|0)+(j<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(e)while(1){h=f[c+4>>2]|0;d=(i|0)==(h|0);if(!(d|(h&g|0)==(j|0)))break a;if(d)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){d=f[c+4>>2]|0;if((i|0)==(d|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(j|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);Ipb(k,c+12|0)}}}}while(0);eqb(f[f[a+4>>2]>>2]|0,k);c=f[k+24>>2]|0;if(c|0)iOb(c);c=f[k+16>>2]|0;if(c|0)iOb(c);c=f[k>>2]|0;if(!c){u=l;return}g=k+4|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-8|0;f[g>>2]=e;d=f[d+-4>>2]|0;if(!d)d=e;else{iOb(d);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[k>>2]|0}sOb(c);u=l;return}function wNa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0;f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;h=b+4|0;c=(f[h>>2]|0)-(f[b>>2]|0)|0;g=c>>3;if(g|0){if(g>>>0>536870911)AMb(a);e=pOb(c)|0;f[i>>2]=e;f[a>>2]=e;f[a+8>>2]=e+(g<<3);c=f[b>>2]|0;h=f[h>>2]|0;if((c|0)!=(h|0))do{f[e>>2]=f[c>>2];g=f[c+4>>2]|0;f[e+4>>2]=g;if(g|0)gOb(g);c=c+8|0;e=(f[i>>2]|0)+8|0;f[i>>2]=e}while((c|0)!=(h|0))}f[a+12>>2]=f[b+12>>2];c=f[b+16>>2]|0;f[a+16>>2]=c;if(c|0)gOb(c);f[a+20>>2]=f[b+20>>2];c=f[b+24>>2]|0;f[a+24>>2]=c;if(!c){a=a+28|0;b=b+28|0;f[a>>2]=f[b>>2];d[a+4>>1]=d[b+4>>1]|0;return}gOb(c);a=a+28|0;b=b+28|0;f[a>>2]=f[b>>2];d[a+4>>1]=d[b+4>>1]|0;return}function xNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){yNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;yNa(a,b);return}function yNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function zNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function ANa(a){a=a|0;f[a>>2]=37720;ENa(a+12|0);aOb(a);return}function BNa(a){a=a|0;f[a>>2]=37720;ENa(a+12|0);aOb(a);sOb(a);return}function CNa(a){a=a|0;ENa(a+12|0);return}function DNa(a){a=a|0;sOb(a);return}function ENa(a){a=a|0;var b=0,c=0,d=0;b=f[a+116>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+108|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+96>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+76>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+68|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+36>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+20|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){TFa(b);sOb(b)}b=f[a+16>>2]|0;if(!b)return;iOb(b);return}function FNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){GNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;GNa(a,b);return}function GNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function HNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+1856>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+1848|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);qBa(a+464|0);b=f[a+440>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+432|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+380>>2]|0;if(b|0){c=a+384|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}g=a+368|0;b=f[g>>2]|0;if(b|0){h=a+372|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}b=f[a+356>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);h=a+348|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+336>>2]|0;if(b|0){c=a+340|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+324>>2]|0;if(b|0){c=a+328|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+312>>2]|0;if(b|0){c=a+316|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+300>>2]|0;if(b|0){c=a+304|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+288>>2]|0;if(b|0){c=a+292|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+276>>2]|0;if(b|0){c=a+280|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+232>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+224|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+212>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+204|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+192>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+184|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+172>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+164|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+152>>2]|0;if(b|0){c=a+156|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}INa(a+108|0);JNa(a+64|0);e=a+52|0;b=f[e>>2]|0;if(b|0){g=a+56|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[g>>2]=d;c=f[c+-12>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}b=f[a+40>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);h=a+32|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+20>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;KNa(h+12|0);sOb(h)}while((b|0)!=0);a=a+12|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;sOb(b);return}function INa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a>>2]|0;if(!b)return;h=a+4|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{e=c+-4|0;f[h>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[h>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function JNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a>>2]|0;if(!b)return;h=a+4|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{e=c+-4|0;f[h>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[h>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function KNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+268>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+260|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+248>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+240|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+228>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+220|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+208>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+200|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+188>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+180|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+168>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+160|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+148>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+140|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+128>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+120|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+108>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+100|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+88>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+80|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+60|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+48>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+40|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+28>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+20|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);e=a+8|0;b=f[e>>2]|0;if(b|0){g=a+12|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-8|0;f[g>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;TFa(b);sOb(b);return}function LNa(a){a=a|0;var b=0,c=0;b=pOb(32)|0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=37748;c=b+12|0;NMa(c,0);f[a>>2]=c;f[a+4>>2]=b;return}function MNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=37748;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b){aOb(a);return}e=a+20|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b);aOb(a);return}function NNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=37748;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b){aOb(a);sOb(a);return}e=a+20|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b);aOb(a);sOb(a);return}function ONa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b)return;c=a+20|0;a=f[c>>2]|0;if((a|0)!=(b|0)){do{e=a+-32|0;f[c>>2]=e;a=f[a+-16>>2]|0;if((e|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[c>>2]|0}while((a|0)!=(b|0));b=f[d>>2]|0}sOb(b);return}function PNa(a){a=a|0;sOb(a);return}function QNa(a){a=a|0;RNa(f[a>>2]|0);return}function RNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;yBa(a+464|0)|0;g=a+152|0;j=f[g>>2]|0;k=a+156|0;d=f[k>>2]|0;e=j;b=d+(~((d+-4-e|0)>>>2)<<2)|0;if((d|0)==(j|0))b=j;else f[k>>2]=b;d=a+160|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0>b>>>0){do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[g>>2]=h;f[k>>2]=b;f[d>>2]=b;if(j|0)sOb(j)}SNa(a+108|0);TNa(a+64|0);g=a+44|0;if(f[g>>2]|0){e=a+40|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[a+36>>2]|0;if(c|0){d=a+32|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}d=f[a+52>>2]|0;e=a+56|0;b=f[e>>2]|0;if((b|0)!=(d|0))do{c=b+-20|0;f[e>>2]=c;b=f[b+-12>>2]|0;if(b|0)do{k=b;b=f[b>>2]|0;sOb(k)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);b=f[e>>2]|0}while((b|0)!=(d|0));e=a+24|0;if(!(f[e>>2]|0))return;c=a+20|0;b=f[c>>2]|0;if(b|0)do{k=b;b=f[b>>2]|0;KNa(k+12|0);sOb(k)}while((b|0)!=0);f[c>>2]=0;d=f[a+16>>2]|0;if(d|0){c=a+12|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function SNa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;k=r+24|0;j=r+20|0;i=r+16|0;l=r+12|0;m=r+8|0;n=r+28|0;o=r+4|0;p=r;h=f[a>>2]|0;q=a+4|0;c=f[q>>2]|0;if((c|0)!=(h|0))do{e=c+-4|0;f[q>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[q>>2]|0}while((c|0)!=(h|0));f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;d=a+40|0;if(!(b[d>>0]|0)){u=r;return}b[d>>0]=0;f[l>>2]=f[a>>2];f[m>>2]=c;f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];b[k>>0]=b[n>>0]|0;n=aDa(i,j,k)|0;f[o>>2]=n;f[p>>2]=f[q>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];bDa(a,j,k)|0;u=r;return}function TNa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;k=r+24|0;j=r+20|0;i=r+16|0;l=r+12|0;m=r+8|0;n=r+28|0;o=r+4|0;p=r;h=f[a>>2]|0;q=a+4|0;c=f[q>>2]|0;if((c|0)!=(h|0))do{e=c+-4|0;f[q>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[q>>2]|0}while((c|0)!=(h|0));f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;d=a+40|0;if(!(b[d>>0]|0)){u=r;return}b[d>>0]=0;f[l>>2]=f[a>>2];f[m>>2]=c;f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];b[k>>0]=b[n>>0]|0;n=cDa(i,j,k)|0;f[o>>2]=n;f[p>>2]=f[q>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];dDa(a,j,k)|0;u=r;return}function UNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+32|0;e=c+12|0;d=c;JJa(b,e,d);f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[a+12>>2]=f[d>>2];f[a+16>>2]=f[d+4>>2];f[a+20>>2]=f[d+8>>2];u=c;return}function VNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;WNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function WNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XNa(a,b);return}function XNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;ZNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function ZNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_Na(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_Na(a,b);return}function _Na(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $Na(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;e=k+4|0;i=k;f[i>>2]=f[c>>2];f[e>>2]=f[i>>2];e=$Ma((TMa(a,e)|0)+60|0,c+4|0)|0;if(f[e>>2]|0){b=0;u=k;return b|0}i=c;g=f[i+4>>2]|0;d=(f[b>>2]|0)+112|0;f[d>>2]=f[i>>2];f[d+4>>2]=g;d=f[b>>2]|0;g=f[b+4>>2]|0;if(g|0)gOb(g);f[e>>2]=d;i=e+4|0;d=f[i>>2]|0;f[i>>2]=g;if(d|0)iOb(d);h=f[c>>2]|0;g=f[a+16>>2]|0;if(!g){b=1;u=k;return b|0}c=g+-1|0;e=(c&g|0)==0;if(e)i=c&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;d=f[(f[a+12>>2]|0)+(i<<2)>>2]|0;if(!d){b=1;u=k;return b|0}d=f[d>>2]|0;if(!d){b=1;u=k;return b|0}a:do if(e){while(1){a=f[d+4>>2]|0;e=(a|0)==(h|0);if(!(e|(a&c|0)==(i|0))){d=1;e=26;break}if(e)if((f[d+8>>2]|0)==(h|0)){j=d;break a}d=f[d>>2]|0;if(!d){d=1;e=26;break}}if((e|0)==26){u=k;return d|0}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(h|0)){if((f[d+8>>2]|0)==(h|0)){j=d;break a}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){d=1;e=26;break}}d=f[d>>2]|0;if(!d){d=1;e=26;break}}if((e|0)==26){u=k;return d|0}}while(0);d=f[j+20>>2]|0;e=f[j+24>>2]|0;if((d|0)==(e|0)){b=1;u=k;return b|0}do{VMa(0,f[d>>2]|0,f[b>>2]|0);d=d+8|0}while((d|0)!=(e|0));d=1;u=k;return d|0}function aOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;bOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function bOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cOa(a,b);return}function cOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function dOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;eOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function eOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){fOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;fOa(a,b);return}function fOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function gOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;hOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function hOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){iOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;iOa(a,b);return}function iOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function jOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;kOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function kOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){lOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;lOa(a,b);return}function lOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function mOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;nOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function nOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){oOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;oOa(a,b);return}function oOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function pOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;qOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function qOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){rOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;rOa(a,b);return}function rOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function sOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;i=k;f[i>>2]=f[c>>2];f[h>>2]=f[i>>2];h=aNa((TMa(a,h)|0)+220|0,c+4|0)|0;if(f[h>>2]|0){b=0;u=k;return b|0}d=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[h>>2]=d;i=h+4|0;g=f[i>>2]|0;f[i>>2]=e;if(g){iOb(g);d=f[h>>2]|0}g=c;i=f[g+4>>2]|0;h=d+36|0;f[h>>2]=f[g>>2];f[h+4>>2]=i;c=f[c>>2]|0;h=f[a+16>>2]|0;if(!h){b=1;u=k;return b|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;d=f[(f[a+12>>2]|0)+(i<<2)>>2]|0;if(!d){b=1;u=k;return b|0}d=f[d>>2]|0;if(!d){b=1;u=k;return b|0}a:do if(e){while(1){a=f[d+4>>2]|0;e=(a|0)==(c|0);if(!(e|(a&g|0)==(i|0))){d=1;e=27;break}if(e)if((f[d+8>>2]|0)==(c|0)){j=d;break a}d=f[d>>2]|0;if(!d){d=1;e=27;break}}if((e|0)==27){u=k;return d|0}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(c|0)){if((f[d+8>>2]|0)==(c|0)){j=d;break a}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){d=1;e=27;break}}d=f[d>>2]|0;if(!d){d=1;e=27;break}}if((e|0)==27){u=k;return d|0}}while(0);d=f[j+20>>2]|0;e=f[j+24>>2]|0;if((d|0)==(e|0)){b=1;u=k;return b|0}do{WMa(0,f[d>>2]|0,f[b>>2]|0);d=d+8|0}while((d|0)!=(e|0));d=1;u=k;return d|0}function tOa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;e=l+4|0;g=l;h=f[b>>2]|0;if(!(f[h+4>>2]|0)){d=0;u=l;return d|0}if(!(f[h+72>>2]|0)){d=0;u=l;return d|0}if(!(f[h+36>>2]|0)){d=0;u=l;return d|0}if(!(f[h+44>>2]|0)){d=0;u=l;return d|0}if(!(f[h+52>>2]|0)){d=0;u=l;return d|0}f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];h=uOa((TMa(a,e)|0)+20|0,c+4|0)|0;if(f[h>>2]|0){d=0;u=l;return d|0}e=f[b>>2]|0;g=f[b+4>>2]|0;if(g|0)gOb(g);f[h>>2]=e;j=h+4|0;e=f[j>>2]|0;f[j>>2]=g;if(e|0)iOb(e);if(!d){e=0;g=0}else{g=d;e=f[g>>2]|0;g=f[g+4>>2]|0}h=h+8|0;f[h>>2]=e;f[h+4>>2]=g;h=c;j=f[h+4>>2]|0;i=(f[b>>2]|0)+116|0;f[i>>2]=f[h>>2];f[i+4>>2]=j;i=f[c>>2]|0;c=f[a+16>>2]|0;if(!c){d=1;u=l;return d|0}h=c+-1|0;g=(h&c|0)==0;if(g)j=h&i;else if(i>>>0<c>>>0)j=i;else j=(i>>>0)%(c>>>0)|0;e=f[(f[a+12>>2]|0)+(j<<2)>>2]|0;if(!e){d=1;u=l;return d|0}e=f[e>>2]|0;if(!e){d=1;u=l;return d|0}a:do if(g){while(1){c=f[e+4>>2]|0;g=(c|0)==(i|0);if(!(g|(c&h|0)==(j|0))){e=1;g=33;break}if(g)if((f[e+8>>2]|0)==(i|0)){k=e;break a}e=f[e>>2]|0;if(!e){e=1;g=33;break}}if((g|0)==33){u=l;return e|0}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(i|0)){if((f[e+8>>2]|0)==(i|0)){k=e;break a}}else{if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(j|0)){e=1;g=33;break}}e=f[e>>2]|0;if(!e){e=1;g=33;break}}if((g|0)==33){u=l;return e|0}}while(0);e=f[k+20>>2]|0;g=f[k+24>>2]|0;if((e|0)==(g|0)){d=1;u=l;return d|0}do{ZMa(a,e,f[b>>2]|0,d);e=e+8|0}while((e|0)!=(g|0));e=1;u=l;return e|0}function uOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;vOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+16|0;return a|0}function vOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wOa(a,b);return}function wOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0,q=0;o=u;u=u+16|0;l=o;m=a+416|0;c=b[m>>0]|0;if(!(c&2)){u=o;return}a:do if(c&1){if(f[a+444>>2]|0){c=f[a+440>>2]|0;if(!c)break;g=a+452|0;h=a+420|0;i=a+424|0;j=l+4|0;a=a+428|0;e=l+8|0;while(1){d=f[c+8>>2]|0;if(f[d+4>>2]|0)if(!(f[d+196>>2]&32)){k=d+200|0;if(!((f[k>>2]&33554432|0)==0&0==0))LJa(d);p=+n[g>>2];n[l>>2]=p*(+n[d+168>>2]-+n[h>>2]);n[j>>2]=p*(+n[d+172>>2]-+n[i>>2]);n[e>>2]=p*(+n[d+176>>2]-+n[a>>2]);wJa(d,l)}c=f[c>>2]|0;if(!c)break a}}c=f[a+40>>2]|0;b:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break b}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);h=a+452|0;i=a+420|0;j=a+424|0;k=l+4|0;e=a+428|0;g=l+8|0;if(c|0)c:while(1){do{a=f[d+12>>2]|0;if(!(f[a+196>>2]&32)){q=a+200|0;if(!((f[q>>2]&33554432|0)==0&0==0))LJa(a);p=+n[h>>2];n[l>>2]=p*(+n[a+168>>2]-+n[i>>2]);n[k>>2]=p*(+n[a+172>>2]-+n[j>>2]);n[g>>2]=p*(+n[a+176>>2]-+n[e>>2]);wJa(a,l)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}}while(0);b[m>>0]=b[m>>0]&-3;u=o;return}function yOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;c=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(d)while(1){g=f[c+4>>2]|0;b=(g|0)==(i|0);if(!(b|(g&e|0)==(h|0)))break a;if(b)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){b=f[c+4>>2]|0;if((b|0)==(i|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[a>>2]=f[c+12>>2];c=f[c+16>>2]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function zOa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;l=0;q=u;u=u+1328|0;j=f[c+244>>2]|0;p=f[c+240>>2]|0;k=f[d>>2]|0;if(k|0){e=f[(a+36|0)>>2]|0;if(!e){a=0;u=q;return a|0}if(!((e+-1|0)&e))g=(e+-1|0)&k;else if(k>>>0<e>>>0)g=k;else g=(k>>>0)%(e>>>0)|0;c=f[(f[(a+32|0)>>2]|0)+(g<<2)>>2]|0;if(!c){a=0;u=q;return a|0}c=f[c>>2]|0;if(!c){a=0;u=q;return a|0}a:do if(!((e+-1|0)&e)){while(1){d=f[c+4>>2]|0;if(!((d|0)==(k|0)|(d&(e+-1|0)|0)==(g|0))){i=0;l=192;break}if((d|0)==(k|0))if((f[c+8>>2]|0)==(k|0)){o=c;break a}c=f[c>>2]|0;if(!c){i=0;l=192;break}}if((l|0)==192){u=q;return i|0}}else{while(1){d=f[c+4>>2]|0;if((d|0)==(k|0)){if((f[c+8>>2]|0)==(k|0)){o=c;break a}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0)){i=0;l=192;break}}c=f[c>>2]|0;if(!c){i=0;l=192;break}}if((l|0)==192){u=q;return i|0}}while(0);k=o+12|0;f[q>>2]=f[(f[k>>2]|0)+8>>2];f[(q+4|0)>>2]=f[q>>2];j=TMa(a,q+4|0)|0;d=f[j+8>>2]|0;c=f[(j+12|0)>>2]|0;b:do if((d|0)==(c|0)){h=d;l=142}else{e=f[k>>2]|0;do{if((f[d>>2]|0)==(e|0)){h=d;l=142;break b}d=d+8|0}while((d|0)!=(c|0))}while(0);if((l|0)==142)if((h|0)!=(c|0)){d=h+8|0;if((d|0)!=(c|0)){g=h;i=h;while(1){e=f[d>>2]|0;if((e|0)!=(f[k>>2]|0)){i=i+12|0;r=f[i>>2]|0;f[d>>2]=0;f[i>>2]=0;f[h>>2]=e;i=h+4|0;e=f[i>>2]|0;f[i>>2]=r;if(e|0)iOb(e);h=g+8|0;g=h}e=d+8|0;if((e|0)==(c|0))break;else{i=d;d=e}}c=f[(j+12|0)>>2]|0}if((c|0)!=(h|0))do{d=c+-8|0;f[(j+12|0)>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[(j+12|0)>>2]|0}}while((c|0)!=(h|0))}AOa(a,f[k>>2]|0);d=BOa(f[k>>2]|0)|0;do if(d|0)if(!(f[d+40>>2]|0)){c=(f[d+36>>2]|0)==0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(c){b[a+104>>0]=1;l=160}else l=161;else if(c)l=160;else l=161;if((l|0)==160){b[a+105>>0]=1;break}else if((l|0)==161){b[a+106>>0]=1;break}}while(0);g=f[k>>2]|0;e=f[g>>2]|0;c=f[a+52>>2]|0;f[(q+4|0)>>2]=g;COa(c+(e*20|0)|0,q+4|0)|0;e=f[(a+36|0)>>2]|0;c=f[o+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(a+32|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(o|0))break;else i=c}if((i|0)==(a+40|0))l=175;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))m=o;else l=175}do if((l|0)==175){c=f[o>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){m=o;break}}f[d>>2]=0;m=o}while(0);c=f[m>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(a+32|0)>>2]|0)+(d<<2)>>2]=i;c=f[o>>2]|0}}f[i>>2]=c;f[m>>2]=0;f[(a+44|0)>>2]=(f[(a+44|0)>>2]|0)+-1;c=f[o+16>>2]|0;if(c|0)iOb(c);sOb(o);vDa(a+464|0);Y8a(p);r=1;u=q;return r|0}g=PMa(a+32|0,258684)|0;c=f[g>>2]|0;d=f[c+56>>2]|0;if(d){do{e=f[d+12>>2]|0;c=f[e+4>>2]|0;e=f[e+8>>2]|0;if(e)gOb(e);if(c|0)z$a(j,c+28|0,7,0);if(e)iOb(e);d=f[d>>2]|0}while((d|0)!=0);c=f[g>>2]|0}AOa(a,c);r=f[g>>2]|0;f[q+32>>2]=a;f[q+280>>2]=i;f[q+360>>2]=g;f[q+456>>2]=r;f[q+1064>>2]=j;f[q+1112>>2]=p;f[q+1280>>2]=0;f[q+1284>>2]=0;VQa(q);G=f[q+1280>>2]|0;D=f[q+1284>>2]|0;H=+n[q+1284>>2];f[q+1280>>2]=0;f[q+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function AOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=b+96|0;c=f[g>>2]|0;if(c|0)do{h=(f[c+12>>2]|0)+112|0;f[h>>2]=0;f[h+4>>2]=-1;c=f[c>>2]|0}while((c|0)!=0);h=b+100|0;if(f[h>>2]|0){c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[b+92>>2]|0;if(d|0){e=b+88|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}g=b+116|0;c=f[g>>2]|0;if(c|0)do{h=(f[c+12>>2]|0)+36|0;f[h>>2]=0;f[h+4>>2]=-1;c=f[c>>2]|0}while((c|0)!=0);h=b+120|0;if(f[h>>2]|0){c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[b+112>>2]|0;if(d|0){e=b+108|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}c=f[b+56>>2]|0;if(c|0)do{EOa(a,f[c+12>>2]|0);c=f[c>>2]|0}while((c|0)!=0);c=f[b+76>>2]|0;if(!c)return;do{EOa(a,f[c+12>>2]|0);c=f[c>>2]|0}while((c|0)!=0);return}function BOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=dGa(a)|0;if(!c){k=0;return k|0}k=c+24|0;e=f[k>>2]|0;j=c+28|0;d=f[j>>2]|0;a:do if((e|0)==(d|0)){h=e;g=5}else do{if((f[e>>2]|0)==(a|0)){h=e;g=5;break a}e=e+4|0}while((e|0)!=(d|0));while(0);if((g|0)==5)if((h|0)!=(d|0)){e=h+4|0;if((e|0)==(d|0))e=h;else{i=e;e=h;while(1){g=f[i>>2]|0;if((g|0)==(a|0))g=h;else{f[h>>2]=g;g=h+4|0;e=g}i=i+4|0;if((i|0)==(d|0))break;else h=g}d=f[j>>2]|0}if((d|0)!=(e|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}}b:do if((f[k>>2]|0)==(d|0))while(1){if(f[c+36>>2]|0)break b;e=f[c+40>>2]|0;if(!e)break b;c=e+36|0;d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))if((f[d+76>>2]|0)==(f[d+80>>2]|0))if(!(f[d+88>>2]|0)){f[c>>2]=0;iDa(d);sOb(d)}if((f[e+24>>2]|0)==(f[e+28>>2]|0))c=e;else{c=e;break}}while(0);b[c+49>>0]=0;k=c;return k|0}function COa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=DOa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(l);a=1;return a|0}function DOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=X(h,1540483477)|0;e=(X(e>>>24^e,1540483477)|0)^1866966612;e=X(e>>>13^e,1540483477)|0;e=e>>>15^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=e&d;else if(e>>>0<g>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function EOa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;i=u;u=u+16|0;g=i;d=c+200|0;e=f[d>>2]|0;if((e&-268435456|0)==0&0==0)d=h[d+4>>0]|0;else{_Ia(c,0)|0;d=h[d+4>>0]|0}a:do switch(d&3|0){case 2:{d=FOa(c)|0;if(d|0)if(!(f[d+40>>2]|0)){e=(f[d+36>>2]|0)==0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(e){b[a+148>>0]=1;d=11}else d=12;else if(e)d=11;else d=12;if((d|0)==11){b[a+149>>0]=1;break a}else if((d|0)==12){b[a+150>>0]=1;break a}}break}case 0:{GOa(a+152|0,f[c+124>>2]|0);break}default:{}}while(0);aJa(c,0);bJa(c,0);dJa(c);rDa(a+464|0,c);f[g>>2]=c;sDa(a+432|0,g)|0;HOa(a+224|0,c+116|0)|0;u=i;return}function FOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=f[a+124>>2]|0;if(!c){k=0;return k|0}k=c+24|0;e=f[k>>2]|0;j=c+28|0;d=f[j>>2]|0;a:do if((e|0)==(d|0)){h=e;g=5}else do{if((f[e>>2]|0)==(a|0)){h=e;g=5;break a}e=e+4|0}while((e|0)!=(d|0));while(0);if((g|0)==5)if((h|0)!=(d|0)){e=h+4|0;if((e|0)==(d|0))e=h;else{i=e;e=h;while(1){g=f[i>>2]|0;if((g|0)==(a|0))g=h;else{f[h>>2]=g;g=h+4|0;e=g}i=i+4|0;if((i|0)==(d|0))break;else h=g}d=f[j>>2]|0}if((d|0)!=(e|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}}b:do if((f[k>>2]|0)==(d|0))while(1){if(f[c+36>>2]|0)break b;e=f[c+40>>2]|0;if(!e)break b;c=e+36|0;d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))if((f[d+76>>2]|0)==(f[d+80>>2]|0))if(!(f[d+88>>2]|0)){f[c>>2]=0;jDa(d);sOb(d)}if((f[e+24>>2]|0)==(f[e+28>>2]|0))c=e;else{c=e;break}}while(0);b[c+49>>0]=0;k=c;return k|0}function GOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=a+4|0;d=f[g>>2]|0;e=f[a>>2]|0;c=d-e>>2;if(c>>>0<=b>>>0)return;if((b+1|0)>>>0<c>>>0){f[(f[d+-4>>2]|0)+124>>2]=b;c=(f[g>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=b;e=f[a>>2]|0;b=f[g>>2]|0;c=e}else{b=d;c=e}b=b+-4|0;f[g>>2]=b;if((c|0)!=(b|0))return;d=a+8|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0<=b>>>0)return;do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,e|0,c|0)|0;f[a>>2]=h;f[g>>2]=b;f[d>>2]=b;if(!e)return;sOb(e);return}function HOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=IOa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(l);a=1;return a|0}function IOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function JOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;n=v+8|0;o=v+16|0;m=v;h=f[b>>2]|0;p=a+16|0;e=f[p>>2]|0;if(!e){a=0;u=v;return a|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;s=a+12|0;b=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!b){a=0;u=v;return a|0}b=f[b>>2]|0;if(!b){a=0;u=v;return a|0}a:do if(c){while(1){l=f[b+4>>2]|0;c=(l|0)==(h|0);if(!(c|(l&d|0)==(g|0))){b=0;q=154;break}if(c)if((f[b+8>>2]|0)==(h|0)){t=b;break a}b=f[b>>2]|0;if(!b){b=0;q=154;break}}if((q|0)==154){u=v;return b|0}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(h|0)){if((f[b+8>>2]|0)==(h|0)){t=b;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){b=0;q=154;break}}b=f[b>>2]|0;if(!b){b=0;q=154;break}}if((q|0)==154){u=v;return b|0}}while(0);if((h|0)==0?1:(f[t+20>>2]|0)!=(f[t+24>>2]|0)){a=0;u=v;return a|0}l=t+52|0;k=t+60|0;b=f[k>>2]|0;if(b|0){i=n+4|0;j=m+4|0;do{e=b;d=e+12|0;g=f[d>>2]|0;e=e+16|0;h=f[e>>2]|0;if(!h){f[d>>2]=0;f[e>>2]=0}else{hOb(h);c=f[e>>2]|0;f[d>>2]=0;f[e>>2]=0;if(c|0)iOb(c);f[n>>2]=0;d=kOb(h)|0;f[i>>2]=d;if(d|0){f[n>>2]=g;if(g|0){KOa(m,a,n);c=f[j>>2]|0;if(c|0)iOb(c)}iOb(d)}jOb(h)}b=f[b>>2]|0}while((b|0)!=0)}e=t+64|0;if(f[e>>2]|0){b=f[k>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[k>>2]=0;c=f[t+56>>2]|0;if(c|0){b=0;do{f[(f[l>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}h=t+72|0;e=t+80|0;b=f[e>>2]|0;if(b|0)do{m=(f[b+12>>2]|0)+112|0;f[m>>2]=0;f[m+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+84|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+76>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+92|0;f[n>>2]=0;f[n+4>>2]=-1;e=t+100|0;b=f[e>>2]|0;if(b|0)do{EFa(f[b+12>>2]|0,n,o);b=f[b>>2]|0}while((b|0)!=0);g=t+104|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+96>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+112|0;e=t+120|0;b=f[e>>2]|0;if(b|0)do{m=(f[b+12>>2]|0)+204|0;f[m>>2]=0;f[m+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+124|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+116>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+192|0;f[n>>2]=0;f[n+4>>2]=-1;g=t+200|0;b=f[g>>2]|0;if(b|0)do{n8a(f[b+12>>2]|0,n,o);b=f[b>>2]|0}while((b|0)!=0);e=t+204|0;if(f[e>>2]|0){b=f[g>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[g>>2]=0;c=f[t+196>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}h=t+212|0;e=t+220|0;b=f[e>>2]|0;if(b|0)do{o=(f[b+12>>2]|0)+24|0;f[o>>2]=0;f[o+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+224|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+216>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+232|0;e=t+240|0;b=f[e>>2]|0;if(b|0)do{o=(f[b+12>>2]|0)+36|0;f[o>>2]=0;f[o+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+244|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+236>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}g=t+252|0;h=t+264|0;if(f[h>>2]|0){e=t+260|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+256>>2]|0;if(c|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[h>>2]=0}g=t+272|0;h=t+284|0;if(f[h>>2]|0){e=t+280|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+276>>2]|0;if(c|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[h>>2]=0}d=f[p>>2]|0;b=f[t+4>>2]|0;e=d+-1|0;g=(e&d|0)==0;do if(g)h=e&b;else{if(b>>>0<d>>>0){h=b;break}h=(b>>>0)%(d>>>0)|0}while(0);c=(f[s>>2]|0)+(h<<2)|0;i=f[c>>2]|0;while(1){b=f[i>>2]|0;if((b|0)==(t|0))break;else i=b}do if((i|0)==(a+20|0))q=128;else{b=f[i+4>>2]|0;do if(g)b=b&e;else{if(b>>>0<d>>>0)break;b=(b>>>0)%(d>>>0)|0}while(0);if((b|0)!=(h|0)){q=128;break}r=t}while(0);do if((q|0)==128){b=f[t>>2]|0;if(b|0){b=f[b+4>>2]|0;do if(g)b=b&e;else{if(b>>>0<d>>>0)break;b=(b>>>0)%(d>>>0)|0}while(0);if((b|0)==(h|0)){r=t;break}}f[c>>2]=0;r=t}while(0);c=f[r>>2]|0;b=c;do if(c){c=f[c+4>>2]|0;do if(g)c=c&e;else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);if((c|0)==(h|0))break;f[(f[s>>2]|0)+(c<<2)>>2]=i;b=f[t>>2]|0}while(0);f[i>>2]=b;f[r>>2]=0;a=a+24|0;f[a>>2]=(f[a>>2]|0)+-1;KNa(t+12|0);sOb(t);a=1;u=v;return a|0}function KOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;e=k+12|0;g=k+8|0;h=k;j=(f[(f[c>>2]|0)+44>>2]|0)+68|0;i=(zLa(j)|0)<<2;j=i+152+((ALa(j)|0)<<1)|0;i=b+292|0;d=f[i>>2]|0;do if((f[b+288>>2]|0)==(d|0)){i=b+260|0;d=f[i>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=mOa((TMa(b,e)|0)+40|0,h+4|0)|0;if(f[e>>2]|0)break;g=f[h+4>>2]|0;d=(f[c>>2]|0)+28|0;f[d>>2]=f[h>>2];f[d+4>>2]=g;d=f[c>>2]|0;g=c+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[e>>2]=d;e=e+4|0;d=f[e>>2]|0;f[e>>2]=h;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+1;d=b+456|0;f[d>>2]=(f[d>>2]|0)+j;f[a>>2]=f[c>>2];d=f[g>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=mOa((TMa(b,e)|0)+40|0,h+4|0)|0;if(f[e>>2]|0)break;g=f[h+4>>2]|0;d=(f[c>>2]|0)+28|0;f[d>>2]=f[h>>2];f[d+4>>2]=g;d=f[c>>2]|0;g=c+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[e>>2]=d;e=e+4|0;d=f[e>>2]|0;f[e>>2]=h;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+-4;d=b+456|0;f[d>>2]=(f[d>>2]|0)+j;f[a>>2]=f[c>>2];d=f[g>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=k;return}function LOa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+64|0;r=v+48|0;t=v+20|0;m=v+44|0;o=v+40|0;s=v;k=a+236|0;if(f[k>>2]|0){i=a+232|0;h=f[i>>2]|0;if(h|0)do{p=h;h=f[h>>2]|0;sOb(p)}while((h|0)!=0);f[i>>2]=0;i=f[a+228>>2]|0;if(i|0){j=a+224|0;h=0;do{f[(f[j>>2]|0)+(h<<2)>>2]=0;h=h+1|0}while((h|0)!=(i|0))}f[k>>2]=0}f[t>>2]=0;l=t+4|0;f[l>>2]=0;f[t+8>>2]=0;n=a+32|0;h=f[a+40>>2]|0;if(h|0){k=t+8|0;do{i=f[h+8>>2]|0;f[r>>2]=i;do if(i|0){j=f[l>>2]|0;if((j|0)==(f[k>>2]|0)){GE(t,r);break}else{f[j>>2]=i;f[l>>2]=j+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0);i=f[t>>2]|0;h=f[l>>2]|0;if((i|0)!=(h|0)){do{f[m>>2]=f[i>>2];f[r>>2]=f[m>>2];zOa(a,b,r)|0;i=i+4|0}while((i|0)!=(h|0));h=f[t>>2]|0}if(h|0){i=f[l>>2]|0;if((i|0)!=(h|0))f[l>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}}f[t>>2]=0;l=t+4|0;f[l>>2]=0;f[t+8>>2]=0;h=f[a+20>>2]|0;if(h|0){k=t+8|0;do{i=f[h+8>>2]|0;f[r>>2]=i;do if(i|0){j=f[l>>2]|0;if((j|0)==(f[k>>2]|0)){iI(t,r);break}else{f[j>>2]=i;f[l>>2]=j+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0);i=f[t>>2]|0;h=f[l>>2]|0;if((i|0)!=(h|0)){do{f[o>>2]=f[i>>2];f[r>>2]=f[o>>2];JOa(a,r)|0;i=i+4|0}while((i|0)!=(h|0));h=f[t>>2]|0}if(h|0){i=f[l>>2]|0;if((i|0)!=(h|0))f[l>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}}f[r>>2]=0;p=r+4|0;f[p>>2]=0;f[r+8>>2]=0;MOa(t,d,d+(c<<2)|0);h=PMa(n,258684)|0;h=f[(f[h>>2]|0)+56>>2]|0;if(h|0){n=t+4|0;o=r+8|0;do{b=f[h+8>>2]|0;f[s>>2]=b;l=f[n>>2]|0;a:do if(!l)q=60;else{k=l+-1|0;j=(k&l|0)==0;if(j)m=k&b;else if(b>>>0<l>>>0)m=b;else m=(b>>>0)%(l>>>0)|0;i=f[(f[t>>2]|0)+(m<<2)>>2]|0;if(!i)q=60;else{i=f[i>>2]|0;if(!i)q=60;else{if(j)while(1){d=f[i+4>>2]|0;j=(b|0)==(d|0);if(!(j|(d&k|0)==(m|0))){q=60;break a}if(j)if((f[i+8>>2]|0)==(b|0))break a;i=f[i>>2]|0;if(!i){q=60;break a}}while(1){j=f[i+4>>2]|0;if((b|0)==(j|0)){if((f[i+8>>2]|0)==(b|0))break a}else{if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(m|0)){q=60;break a}}i=f[i>>2]|0;if(!i){q=60;break}}}}}while(0);do if((q|0)==60){q=0;i=f[p>>2]|0;if((i|0)==(f[o>>2]|0)){$G(r,s);break}else{f[i>>2]=b;f[p>>2]=i+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0)}h=f[r>>2]|0;i=f[p>>2]|0;if((h|0)!=(i|0)){j=s+4|0;do{d=f[h>>2]|0;f[s>>2]=0;f[j>>2]=d;OOa(a,s)|0;h=h+4|0}while((h|0)!=(i|0))}h=f[t+8>>2]|0;if(h|0)do{d=h;h=f[h>>2]|0;sOb(d)}while((h|0)!=0);h=f[t>>2]|0;f[t>>2]=0;if(h|0)sOb(h);h=f[r>>2]|0;if(h|0){i=f[p>>2]|0;if((i|0)!=(h|0))f[p>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}f[t>>2]=0;p=t+4|0;f[p>>2]=0;f[t+8>>2]=0;NOa(s,g,g+(e<<2)|0);f[r>>2]=f[64672];h=(TMa(a,r)|0)+48|0;h=f[h>>2]|0;if(h|0){n=s+4|0;o=t+8|0;do{i=h;g=f[(f[i+12>>2]|0)+44>>2]|0;if((f[g+116>>2]|0)==(f[g+112>>2]|0)){b=f[i+8>>2]|0;f[r>>2]=b;l=f[n>>2]|0;b:do if(!l)q=96;else{k=l+-1|0;j=(k&l|0)==0;if(j)m=k&b;else if(b>>>0<l>>>0)m=b;else m=(b>>>0)%(l>>>0)|0;i=f[(f[s>>2]|0)+(m<<2)>>2]|0;if(!i)q=96;else{i=f[i>>2]|0;if(!i)q=96;else{if(j)while(1){g=f[i+4>>2]|0;j=(b|0)==(g|0);if(!(j|(g&k|0)==(m|0))){q=96;break b}if(j)if((f[i+8>>2]|0)==(b|0))break b;i=f[i>>2]|0;if(!i){q=96;break b}}while(1){j=f[i+4>>2]|0;if((b|0)==(j|0)){if((f[i+8>>2]|0)==(b|0))break b}else{if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(m|0)){q=96;break b}}i=f[i>>2]|0;if(!i){q=96;break}}}}}while(0);do if((q|0)==96){q=0;i=f[p>>2]|0;if((i|0)==(f[o>>2]|0)){POa(t,r);break}else{f[i>>2]=b;f[p>>2]=i+4;break}}while(0)}h=f[h>>2]|0}while((h|0)!=0)}h=f[t>>2]|0;i=f[p>>2]|0;if((h|0)!=(i|0)){j=r+4|0;do{q=f[h>>2]|0;f[r>>2]=0;f[j>>2]=q;QOa(a,r)|0;h=h+4|0}while((h|0)!=(i|0))}h=f[s+8>>2]|0;if(h|0)do{r=h;h=f[h>>2]|0;sOb(r)}while((h|0)!=0);h=f[s>>2]|0;f[s>>2]=0;if(h|0)sOb(h);h=f[t>>2]|0;if(!h){t=a+244|0;f[t>>2]=-1;a=a+4|0;a=f[a>>2]|0;a=a+240|0;a=f[a>>2]|0;W8a(a);u=v;return}i=f[p>>2]|0;if((i|0)!=(h|0))f[p>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h);t=a+244|0;f[t>>2]=-1;a=a+4|0;a=f[a>>2]|0;a=a+240|0;a=f[a>>2]|0;W8a(a);u=v;return}function MOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;q=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[q>>2]=1.0;if((b|0)==(c|0))return;r=a+4|0;s=a+12|0;t=a+8|0;e=0;m=0;while(1){o=f[b>>2]|0;l=(m|0)==0;a:do if(l){d=0;p=19}else{k=m+-1|0;h=(k&m|0)==0;if(h)d=o&k;else if(o>>>0<m>>>0)d=o;else d=(o>>>0)%(m>>>0)|0;g=f[(f[a>>2]|0)+(d<<2)>>2]|0;if(!g)p=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if(!((h|0)==(o|0)|(h&k|0)==(d|0))){p=19;break a}if((f[g+8>>2]|0)==(o|0)){d=m;break a}}while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(d|0)){p=19;break a}}if((f[g+8>>2]|0)==(o|0)){d=m;break}}}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=o;f[h+4>>2]=o;f[h>>2]=0;i=+((e+1|0)>>>0);j=+n[q>>2];do if(l|j*+(m>>>0)<i){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;WOa(a,d>>>0<e>>>0?e:d);d=f[r>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&o;break}if(o>>>0<d>>>0){g=d;d=o}else{g=d;d=(o>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[h>>2]=f[t>>2];f[t>>2]=h;f[e>>2]=t;d=f[h>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;p=32}}else{f[h>>2]=f[d>>2];p=32}if((p|0)==32){p=0;f[d>>2]=h}e=(f[s>>2]|0)+1|0;f[s>>2]=e;d=g}b=b+4|0;if((b|0)==(c|0))break;else m=d}return}function NOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;q=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[q>>2]=1.0;if((b|0)==(c|0))return;r=a+4|0;s=a+12|0;t=a+8|0;e=0;m=0;while(1){o=f[b>>2]|0;l=(m|0)==0;a:do if(l){d=0;p=19}else{k=m+-1|0;h=(k&m|0)==0;if(h)d=o&k;else if(o>>>0<m>>>0)d=o;else d=(o>>>0)%(m>>>0)|0;g=f[(f[a>>2]|0)+(d<<2)>>2]|0;if(!g)p=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if(!((h|0)==(o|0)|(h&k|0)==(d|0))){p=19;break a}if((f[g+8>>2]|0)==(o|0)){d=m;break a}}while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(d|0)){p=19;break a}}if((f[g+8>>2]|0)==(o|0)){d=m;break}}}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=o;f[h+4>>2]=o;f[h>>2]=0;i=+((e+1|0)>>>0);j=+n[q>>2];do if(l|j*+(m>>>0)<i){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;UOa(a,d>>>0<e>>>0?e:d);d=f[r>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&o;break}if(o>>>0<d>>>0){g=d;d=o}else{g=d;d=(o>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[h>>2]=f[t>>2];f[t>>2]=h;f[e>>2]=t;d=f[h>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;p=32}}else{f[h>>2]=f[d>>2];p=32}if((p|0)==32){p=0;f[d>>2]=h}e=(f[s>>2]|0)+1|0;f[s>>2]=e;d=g}b=b+4|0;if((b|0)==(c|0))break;else m=d}return}function OOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+8|0;l=m;h=m+4|0;c=SOa(a,b)|0;if(c|0){l=c;u=m;return l|0}V8a(f[(f[a+4>>2]|0)+240>>2]|0);g=PMa(a+32|0,b)|0;g=f[g>>2]|0;i=g+48|0;j=b+4|0;e=f[j>>2]|0;c=f[g+52>>2]|0;d=c+-1|0;if(!(d&c)){c=f[(f[i>>2]|0)+((d&e)<<2)>>2]|0;while(1){c=f[c>>2]|0;if((f[c+4>>2]|0)!=(e|0))continue;if((f[c+8>>2]|0)==(e|0)){e=c;break}}}else{if(e>>>0<c>>>0)c=e;else c=(e>>>0)%(c>>>0)|0;c=f[(f[i>>2]|0)+(c<<2)>>2]|0;while(1){c=f[c>>2]|0;if((f[c+4>>2]|0)!=(e|0))continue;if((f[c+8>>2]|0)==(e|0)){e=c;break}}}EOa(a,f[e+12>>2]|0);if(!(f[b>>2]|0)){f[h>>2]=f[g+8>>2];f[k>>2]=f[h>>2];TOa((TMa(a,k)|0)+20|0,j)|0}c=a+304|0;d=f[c>>2]|0;if((d|0)==(f[a+308>>2]|0))$G(a+300|0,j);else{f[d>>2]=f[j>>2];f[c>>2]=d+4}f[l>>2]=e;f[k>>2]=f[l>>2];_Ma(i,k)|0;l=0;u=m;return l|0}function POa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function QOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;c=o+4|0;d=o;e=ROa(a,b)|0;if(e|0){n=e;u=o;return n|0}f[d>>2]=f[b>>2];f[c>>2]=f[d>>2];n=TMa(a,c)|0;m=n+40|0;j=b+4|0;h=f[j>>2]|0;i=n+44|0;b=f[i>>2]|0;a:do if(!b)k=0;else{e=b+-1|0;d=(e&b|0)==0;if(d)g=e&h;else if(h>>>0<b>>>0)g=h;else g=(h>>>0)%(b>>>0)|0;c=f[(f[m>>2]|0)+(g<<2)>>2]|0;if(!c)k=0;else{c=f[c>>2]|0;if(!c)k=0;else{if(d)while(1){k=f[c+4>>2]|0;d=(k|0)==(h|0);if(!(d|(k&e|0)==(g|0))){k=0;break a}if(d)if((f[c+8>>2]|0)==(h|0)){k=c;break a}c=f[c>>2]|0;if(!c){k=0;break a}}while(1){d=f[c+4>>2]|0;if((d|0)==(h|0)){if((f[c+8>>2]|0)==(h|0)){k=c;break a}}else{if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(g|0)){k=0;break a}}c=f[c>>2]|0;if(!c){k=0;break}}}}}while(0);d=(f[(f[k+12>>2]|0)+44>>2]|0)+68|0;h=zLa(d)|0;d=ALa(d)|0;c=a+456|0;d=(X(h,-4)|0)+-152+(X(d,-2)|0)+(f[c>>2]|0)|0;f[c>>2]=d;c=a+292|0;d=f[c>>2]|0;if((d|0)==(f[a+296>>2]|0))POa(a+288|0,j);else{f[d>>2]=f[j>>2];f[c>>2]=d+4}b=f[i>>2]|0;c=f[k+4>>2]|0;g=b+-1|0;h=(g&b|0)==0;if(h)i=g&c;else if(c>>>0<b>>>0)i=c;else i=(c>>>0)%(b>>>0)|0;d=(f[m>>2]|0)+(i<<2)|0;j=f[d>>2]|0;while(1){c=f[j>>2]|0;if((c|0)==(k|0))break;else j=c}if((j|0)==(n+48|0))l=36;else{c=f[j+4>>2]|0;if(h)c=c&g;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;if((c|0)==(i|0))e=k;else l=36}do if((l|0)==36){c=f[k>>2]|0;if(c|0){c=f[c+4>>2]|0;if(h)c=c&g;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;if((c|0)==(i|0)){e=k;break}}f[d>>2]=0;e=k}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(h)d=d&g;else if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(i|0)){f[(f[m>>2]|0)+(d<<2)>>2]=j;c=f[k>>2]|0}}f[j>>2]=c;f[e>>2]=0;n=n+52|0;f[n>>2]=(f[n>>2]|0)+-1;if(!k){n=0;u=o;return n|0}c=f[k+16>>2]|0;if(c|0)iOb(c);sOb(k);n=0;u=o;return n|0}function ROa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&j;else if(j>>>0<e>>>0)g=j;else g=(j>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(j|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(j|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((j|0)==(c|0)){if((f[a+8>>2]|0)==(j|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);a=h+52|0;b=f[b+4>>2]|0;e=f[h+56>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&b;else if(b>>>0<e>>>0)g=b;else g=(b>>>0)%(e>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}b:do if(c){while(1){h=f[a+4>>2]|0;c=(b|0)==(h|0);if(!(c|(h&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(b|0)){i=a;break b}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((b|0)==(c|0)){if((f[a+8>>2]|0)==(b|0)){i=a;break b}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);if(j|0){j=3;return j|0}j=f[(f[i+12>>2]|0)+44>>2]|0;j=(f[j+116>>2]|0)!=(f[j+112>>2]|0)?2:0;return j|0}function SOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+36>>2]|0;if(!e){b=1;return b|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;a=f[(f[a+32>>2]|0)+(g<<2)>>2]|0;if(!a){b=1;return b|0}a=f[a>>2]|0;if(!a){b=1;return b|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(h|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(h|0)){i=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((h|0)==(c|0)){if((f[a+8>>2]|0)==(h|0)){i=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);i=f[i+12>>2]|0;g=f[b+4>>2]|0;e=f[i+52>>2]|0;if(!e){b=1;return b|0}d=e+-1|0;c=(d&e|0)==0;if(c)h=d&g;else if(g>>>0<e>>>0)h=g;else h=(g>>>0)%(e>>>0)|0;a=f[(f[i+48>>2]|0)+(h<<2)>>2]|0;if(!a){b=1;return b|0}a=f[a>>2]|0;if(!a){b=1;return b|0}b:do if(c){while(1){b=f[a+4>>2]|0;c=(b|0)==(g|0);if(!(c|(b&d|0)==(h|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(g|0))break b;a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((c|0)==(g|0)){if((f[a+8>>2]|0)==(g|0))break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(h|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);b=(f[i+8>>2]|0)==0?0:3;return b|0}function TOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){m=0;return m|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){m=0;return m|0}b=f[b>>2]|0;if(!b){m=0;return m|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=50;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=50;break}}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}b=f[m+20>>2]|0;if(b|0)iOb(b);sOb(m);n=1;return n|0}function UOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){VOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;VOa(a,b);return}function VOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function WOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XOa(a,b);return}function XOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;bPa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function ZOa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37776;b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function _Oa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37776;b=f[a+12>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function $Oa(a){a=a|0;var b=0,c=0;c=f[a+12>>2]|0;if(!c)return;a=a+16|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function aPa(a){a=a|0;sOb(a);return}function bPa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cPa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cPa(a,b);return}function cPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function dPa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;f[l>>2]=f[d>>2];f[k>>2]=f[l>>2];l=ePa((TMa(c,k)|0)+260|0,d+4|0)|0;if(f[l>>2]|0){f[a>>2]=0;f[a+4>>2]=0;u=n;return}j=pOb(20)|0;h=e+g|0;f[k>>2]=0;m=k+4|0;f[m>>2]=0;f[k+8>>2]=0;if(!g){g=k+8|0;h=0;e=0;c=0}else{if((g|0)<0)AMb(k);o=pOb(g)|0;f[m>>2]=o;f[k>>2]=o;i=k+8|0;f[i>>2]=o+g;c=e;e=o;do{b[e>>0]=b[c>>0]|0;c=c+1|0;e=(f[m>>2]|0)+1|0;f[m>>2]=e}while((c|0)!=(h|0));g=i;h=f[k>>2]|0;c=f[i>>2]|0}i=d;d=f[i+4>>2]|0;o=j;f[o>>2]=f[i>>2];f[o+4>>2]=d;f[j+8>>2]=h;f[j+12>>2]=e;f[j+16>>2]=c;f[g>>2]=0;f[m>>2]=0;f[k>>2]=0;e=j;o=pOb(16)|0;f[o+4>>2]=0;f[o+8>>2]=0;f[o>>2]=37804;f[o+12>>2]=e;f[l>>2]=e;e=l+4|0;c=f[e>>2]|0;f[e>>2]=o;if(c|0)iOb(c);c=f[k>>2]|0;if(c|0){if((f[m>>2]|0)!=(c|0))f[m>>2]=c;sOb(c)}f[a>>2]=f[l>>2];c=f[e>>2]|0;f[a+4>>2]=c;if(!c){u=n;return}gOb(c);u=n;return}function ePa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;jPa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function fPa(a){a=a|0;aOb(a);sOb(a);return}function gPa(a){a=a|0;var b=0,c=0;a=f[a+12>>2]|0;if(!a)return;b=f[a+8>>2]|0;if(b|0){c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}sOb(a);return}function hPa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==189793?a+12|0:0)|0}function iPa(a){a=a|0;sOb(a);return}function jPa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){kPa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;kPa(a,b);return}function kPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function lPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+12|0;e=k+8|0;i=k;j=b+280|0;d=f[j>>2]|0;do if((f[b+276>>2]|0)==(d|0)){j=b+248|0;g=f[j>>2]|0;f[i>>2]=0;f[i+4>>2]=g;f[e>>2]=0;f[h>>2]=f[e>>2];g=VNa((TMa(b,h)|0)+80|0,i+4|0)|0;if(f[g>>2]|0)break;EFa(f[c>>2]|0,i,h);d=f[c>>2]|0;b=c+4|0;e=f[b>>2]|0;if(e|0)gOb(e);f[g>>2]=d;i=g+4|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0)iOb(d);f[j>>2]=(f[j>>2]|0)+1;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}else{g=f[d+-4>>2]|0;f[i>>2]=0;f[i+4>>2]=g;f[e>>2]=0;f[h>>2]=f[e>>2];g=VNa((TMa(b,h)|0)+80|0,i+4|0)|0;if(f[g>>2]|0)break;EFa(f[c>>2]|0,i,h);d=f[c>>2]|0;b=c+4|0;e=f[b>>2]|0;if(e|0)gOb(e);f[g>>2]=d;i=g+4|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0)iOb(d);f[j>>2]=(f[j>>2]|0)+-4;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=k;return}function mPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+160|0;g=k+144|0;h=k+80|0;i=k+8|0;j=k;f[g>>2]=-1;e=b+316|0;d=f[e>>2]|0;if((f[b+312>>2]|0)==(d|0)){d=b+252|0;e=f[d>>2]|0;f[h>>2]=0;f[h+4>>2]=e;if($Na(b,c,h)|0){e=f[d>>2]|0;f[d>>2]=e+1;f[g>>2]=e}}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;if($Na(b,c,h)|0){d=f[e>>2]|0;f[g>>2]=f[d+-4>>2];f[e>>2]=d+-4}}if((f[g>>2]|0)==-1){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=k;return}d=PMa(b+32|0,258684)|0;d=f[d>>2]|0;b=f[c>>2]|0;f[i>>2]=f[d+12>>2];f[i+4>>2]=b;b=i+8|0;gma(b,i)|0;f[h>>2]=f[b>>2];f[h+4>>2]=f[i+12>>2];f[h+8>>2]=f[i+16>>2];f[h+12>>2]=f[i+20>>2];f[h+16>>2]=f[i+24>>2];f[h+20>>2]=f[i+28>>2];f[h+24>>2]=f[i+32>>2];f[h+28>>2]=f[i+36>>2];f[h+32>>2]=f[i+40>>2];f[h+36>>2]=f[i+44>>2];f[h+40>>2]=f[i+48>>2];f[h+44>>2]=f[i+52>>2];f[h+48>>2]=f[i+56>>2];f[h+52>>2]=f[i+60>>2];f[h+56>>2]=f[i+64>>2];f[h+60>>2]=f[i+68>>2];IIa(j,h);b=f[g>>2]|0;e=(f[j>>2]|0)+112|0;f[e>>2]=0;f[e+4>>2]=b;d=$Ma(d+88|0,g)|0;e=f[j>>2]|0;g=j+4|0;b=f[g>>2]|0;if(b|0)gOb(b);f[d>>2]=e;i=d+4|0;d=f[i>>2]|0;f[i>>2]=b;if(d|0)iOb(d);f[a>>2]=f[c>>2];d=f[c+4>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);f[a+8>>2]=f[j>>2];d=f[g>>2]|0;f[a+12>>2]=d;if(d|0){gOb(d);d=f[g>>2]|0;if(d|0)iOb(d)}u=k;return}function nPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j+12|0;g=j+8|0;h=j;i=b+328|0;d=f[i>>2]|0;do if((f[b+324>>2]|0)==(d|0)){i=b+256|0;d=f[i>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=aOa((TMa(b,e)|0)+100|0,h+4|0)|0;if(f[e>>2]|0)break;g=h;b=f[g+4>>2]|0;d=(f[c>>2]|0)+204|0;f[d>>2]=f[g>>2];f[d+4>>2]=b;d=f[c>>2]|0;b=c+4|0;g=f[b>>2]|0;if(g|0)gOb(g);f[e>>2]=d;h=e+4|0;d=f[h>>2]|0;f[h>>2]=g;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+1;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=j;return}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=aOa((TMa(b,e)|0)+100|0,h+4|0)|0;if(f[e>>2]|0)break;g=h;b=f[g+4>>2]|0;d=(f[c>>2]|0)+204|0;f[d>>2]=f[g>>2];f[d+4>>2]=b;d=f[c>>2]|0;b=c+4|0;g=f[b>>2]|0;if(g|0)gOb(g);f[e>>2]=d;h=e+4|0;d=f[h>>2]|0;f[h>>2]=g;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+-4;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=j;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=j;return}function oPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i+8|0;h=i;d=b+304|0;e=f[d>>2]|0;if((f[b+300>>2]|0)==(e|0)){d=b+264|0;e=f[d>>2]|0;f[g>>2]=0;f[g+4>>2]=e;if(tOa(b,c,g,0)|0){e=f[d>>2]|0;f[d>>2]=e+1;d=e}else d=-1}else{e=f[e+-4>>2]|0;f[g>>2]=0;f[g+4>>2]=e;if(tOa(b,c,g,0)|0){j=(f[d>>2]|0)+-4|0;e=f[j>>2]|0;f[d>>2]=j;d=e}else d=-1}if((d|0)==-1){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=i;return}f[g>>2]=0;f[g+4>>2]=d;pPa(h,b,g);qDa(b+464|0,f[h>>2]|0);f[a>>2]=f[c>>2];d=f[c+4>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);f[a+8>>2]=f[h>>2];f[a+12>>2]=f[h+4>>2];u=i;return}function pPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+52>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+48>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function qPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;g=f[a+16>>2]|0;if(!g){a=1;return a|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&k;else if(k>>>0<g>>>0)h=k;else h=(k>>>0)%(g>>>0)|0;c=f[(f[a+12>>2]|0)+(h<<2)>>2]|0;if(!c){a=1;return a|0}c=f[c>>2]|0;if(!c){a=1;return a|0}a:do if(d){while(1){g=f[c+4>>2]|0;d=(k|0)==(g|0);if(!(d|(g&e|0)==(h|0))){c=1;d=41;break}if(d)if((f[c+8>>2]|0)==(k|0)){i=c;break a}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}else{while(1){d=f[c+4>>2]|0;if((k|0)==(d|0)){if((f[c+8>>2]|0)==(k|0)){i=c;break a}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=1;d=41;break}}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}while(0);c=i+112|0;b=f[b+4>>2]|0;g=f[i+116>>2]|0;if(!g){a=1;return a|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&b;else if(b>>>0<g>>>0)h=b;else h=(b>>>0)%(g>>>0)|0;c=f[(f[c>>2]|0)+(h<<2)>>2]|0;if(!c){a=1;return a|0}c=f[c>>2]|0;if(!c){a=1;return a|0}b:do if(d){while(1){i=f[c+4>>2]|0;d=(b|0)==(i|0);if(!(d|(i&e|0)==(h|0))){c=1;d=41;break}if(d)if((f[c+8>>2]|0)==(b|0)){j=c;break b}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}else{while(1){d=f[c+4>>2]|0;if((b|0)==(d|0)){if((f[c+8>>2]|0)==(b|0)){j=c;break b}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=1;d=41;break}}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}while(0);if(k|0){a=3;return a|0}c=j+12|0;if(!(nDa(a+464|0,c)|0))if(!(c9a(f[(f[a+4>>2]|0)+240>>2]|0,c)|0)){a=0;return a|0}a=2;return a|0}function rPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&i;else if(i>>>0<e>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(i|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(i|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((i|0)==(c|0)){if((f[a+8>>2]|0)==(i|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);a=h+272|0;b=f[b+4>>2]|0;e=f[h+276>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&b;else if(b>>>0<e>>>0)g=b;else g=(b>>>0)%(e>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}b:do if(c){while(1){h=f[a+4>>2]|0;c=(b|0)==(h|0);if(!(c|(h&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(b|0))break b;a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((b|0)==(c|0)){if((f[a+8>>2]|0)==(b|0))break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);i=(i|0)==0?0:3;return i|0}function sPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=f[a+36>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;a=f[(f[a+32>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(h|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(h|0)){i=a;break a}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((h|0)==(c|0)){if((f[a+8>>2]|0)==(h|0)){i=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);i=f[i+12>>2]|0;g=f[b+4>>2]|0;e=f[i+92>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)h=d&g;else if(g>>>0<e>>>0)h=g;else h=(g>>>0)%(e>>>0)|0;a=f[(f[i+88>>2]|0)+(h<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}b:do if(c){while(1){b=f[a+4>>2]|0;c=(b|0)==(g|0);if(!(c|(b&d|0)==(h|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(g|0)){j=a;break b}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((c|0)==(g|0)){if((f[a+8>>2]|0)==(g|0)){j=a;break b}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(h|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);if(f[i+8>>2]|0){j=3;return j|0}j=f[j+12>>2]|0;j=(f[j+64>>2]|0)!=(f[j+68>>2]|0)?2:0;return j|0}function tPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&i;else if(i>>>0<e>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(i|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(i|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((i|0)==(c|0)){if((f[a+8>>2]|0)==(i|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return 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a=c}if((a|0)==(m+108|0))l=36;else{c=f[a+4>>2]|0;if(h)c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(i|0))e=j;else l=36}do if((l|0)==36){c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;if(h)c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(i|0)){e=j;break}}f[d>>2]=0;e=j}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(h)d=d&b;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){f[(f[k>>2]|0)+(d<<2)>>2]=a;c=f[j>>2]|0}}f[a>>2]=c;f[e>>2]=0;m=m+112|0;f[m>>2]=(f[m>>2]|0)+-1;if(!j){m=0;u=n;return m|0}c=f[j+16>>2]|0;if(c|0)iOb(c);sOb(j);m=0;u=n;return m|0}function xPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function yPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function zPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){m=0;return m|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){m=0;return m|0}b=f[b>>2]|0;if(!b){m=0;return m|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=50;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=50;break}}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}b=f[m+16>>2]|0;if(b|0)iOb(b);sOb(m);n=1;return n|0}function APa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+52|0;c=f[c+4>>2]|0;h=f[b+56>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function BPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+92|0;c=f[c+4>>2]|0;h=f[b+96>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function CPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+72|0;c=f[c+4>>2]|0;h=f[b+76>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function DPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+112|0;c=f[c+4>>2]|0;h=f[b+116>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function EPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+132|0;c=f[c+4>>2]|0;h=f[b+136>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function FPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+152|0;c=f[c+4>>2]|0;h=f[b+156>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function GPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+172|0;c=f[c+4>>2]|0;h=f[b+176>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function HPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+272|0;c=f[c+4>>2]|0;h=f[b+276>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function IPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+352>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;c=f[(f[b+348>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(d)while(1){g=f[c+4>>2]|0;b=(g|0)==(i|0);if(!(b|(g&e|0)==(h|0)))break a;if(b)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){b=f[c+4>>2]|0;if((b|0)==(i|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[a>>2]=f[c+12>>2];c=f[c+16>>2]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function JPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+92>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+88>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function KPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+32|0;c=f[c+4>>2]|0;h=f[b+36>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+16>>2];d=f[b+20>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);i=b+24|0;c=f[i+4>>2]|0;a=a+8|0;f[a>>2]=f[i>>2];f[a+4>>2]=c;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function LPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+72>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+68>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function MPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=f[c>>2]|0;d=f[b+36>>2]|0;e=d+-1|0;if(!(e&d)){d=f[(f[b+32>>2]|0)+((e&g)<<2)>>2]|0;while(1){d=f[d>>2]|0;if((f[d+4>>2]|0)!=(g|0))continue;if((f[d+8>>2]|0)==(g|0))break}}else{if(g>>>0<d>>>0)d=g;else d=(g>>>0)%(d>>>0)|0;d=f[(f[b+32>>2]|0)+(d<<2)>>2]|0;while(1){d=f[d>>2]|0;if((f[d+4>>2]|0)!=(g|0))continue;if((f[d+8>>2]|0)==(g|0))break}}i=f[d+12>>2]|0;j=c+4|0;k=f[j>>2]|0;h=f[i+52>>2]|0;a:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)l=g&k;else if(k>>>0<h>>>0)l=k;else l=(k>>>0)%(h>>>0)|0;d=f[(f[i+48>>2]|0)+(l<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(e)while(1){h=f[d+4>>2]|0;e=(h|0)==(k|0);if(!(e|(h&g|0)==(l|0)))break a;if(e)if((f[d+8>>2]|0)==(k|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(l|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);f[a>>2]=f[d+12>>2];d=f[d+16>>2]|0;f[a+4>>2]=d;if(!d){u=n;return}gOb(d);u=n;return}}}while(0);h=bNa(i+68|0,j)|0;d=f[h>>2]|0;if(!d){UIa(m,f[b>>2]|0);e=f[m>>2]|0;g=m+4|0;b=f[g>>2]|0;f[m>>2]=0;f[g>>2]=0;f[h>>2]=e;e=h+4|0;d=f[e>>2]|0;f[e>>2]=b;if(d|0)iOb(d);d=f[g>>2]|0;if(d|0)iOb(d);d=f[h>>2]|0;b=c;m=f[b+4>>2]|0;c=d+116|0;f[c>>2]=f[b>>2];f[c+4>>2]=m;d=d+196|0;f[d>>2]=f[d>>2]&-131073;d=f[h>>2]|0}else e=h+4|0;f[a>>2]=d;d=f[e>>2]|0;f[a+4>>2]=d;if(!d){u=n;return}gOb(d);u=n;return}function NPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+252|0;c=f[c+4>>2]|0;h=f[b+256>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function OPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+192|0;c=f[c+4>>2]|0;h=f[b+196>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function PPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+212|0;c=f[c+4>>2]|0;h=f[b+216>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function QPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+112>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+108>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function RPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+232|0;c=f[c+4>>2]|0;h=f[b+236>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function SPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+16|0;d=h+4|0;g=h;f[g>>2]=f[b>>2];f[d>>2]=f[g>>2];d=TMa(a,d)|0;g=d+4|0;if(f[g>>2]|0){g=0;u=h;return g|0}i=f[c>>2]|0;f[c>>2]=0;e=d+4|0;b=f[e>>2]|0;f[e>>2]=i;if(b|0){TFa(b);sOb(b)}b=f[d+8>>2]|0;d=f[d+12>>2]|0;if((b|0)==(d|0)){i=1;u=h;return i|0}e=a+64|0;c=a+464|0;do{i=f[b>>2]|0;SFa(i,f[g>>2]|0);XMa(e,i);uDa(c,i);b=b+8|0}while((b|0)!=(d|0));b=1;u=h;return b|0}function TPa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+48|0;j=t+36|0;k=t+24|0;s=t;JJa(c,j,k);f[s>>2]=f[j>>2];m=s+4|0;f[m>>2]=f[j+4>>2];o=s+8|0;f[o>>2]=f[j+8>>2];l=s+12|0;f[l>>2]=f[k>>2];p=s+16|0;f[p>>2]=f[k+4>>2];q=s+20|0;f[q>>2]=f[k+8>>2];k=a+4|0;d=f[k>>2]|0;i=f[a>>2]|0;a:do if((i|0)==(d|0))r=5;else{h=0;while(1){d=d+-4|0;g=f[d>>2]|0;if(UPa(g,s)|0)break;h=h+1|0;if(!((i|0)!=(d|0)&h>>>0<32)){r=5;break a}}if(!g)r=5}while(0);if((r|0)==5){i=pOb(52)|0;d=i+49|0;g=i;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));b[d>>0]=1;f[j>>2]=i;d=f[k>>2]|0;if(d>>>0<(f[a+8>>2]|0)>>>0){f[d>>2]=i;d=d+4|0;f[k>>2]=d}else{VPa(a,j);d=f[k>>2]|0}g=f[d+-4>>2]|0;f[g+40>>2]=0;f[g>>2]=f[s>>2];f[g+4>>2]=f[m>>2];f[g+8>>2]=f[o>>2];f[g+12>>2]=f[l>>2];f[g+16>>2]=f[p>>2];f[g+20>>2]=f[q>>2]}e=+n[s>>2];if(e<+n[g>>2]){d=g;r=11}else{d=g+12|0;if(e>+n[d>>2])r=11}if((r|0)==11)n[d>>2]=e;e=+n[m>>2];i=g+4|0;if(e<+n[i>>2]){d=g;r=14}else if(e>+n[g+16>>2]){d=g+12|0;r=14}if((r|0)==14)n[d+4>>2]=e;e=+n[o>>2];h=g+8|0;if(e<+n[h>>2]){d=g;r=17}else if(e>+n[g+20>>2]){d=g+12|0;r=17}if((r|0)==17)n[d+8>>2]=e;e=+n[s+12>>2];if(e<+n[g>>2]){d=g;r=20}else{d=g+12|0;if(e>+n[d>>2])r=20}if((r|0)==20)n[d>>2]=e;e=+n[p>>2];if(e<+n[i>>2]){d=g;r=23}else if(e>+n[g+16>>2]){d=g+12|0;r=23}if((r|0)==23)n[d+4>>2]=e;e=+n[q>>2];if(e<+n[h>>2])d=g;else if(e>+n[g+20>>2])d=g+12|0;else{r=a+12|0;f[r>>2]=1065353216;r=a+16|0;f[r>>2]=1065353216;r=a+20|0;f[r>>2]=1065353216;r=a+24|0;f[r>>2]=0;r=a+28|0;f[r>>2]=0;a=a+32|0;f[a>>2]=0;WPa(g,s,c);u=t;return}n[d+8>>2]=e;r=a+12|0;f[r>>2]=1065353216;r=a+16|0;f[r>>2]=1065353216;r=a+20|0;f[r>>2]=1065353216;r=a+24|0;f[r>>2]=0;r=a+28|0;f[r>>2]=0;a=a+32|0;f[a>>2]=0;WPa(g,s,c);u=t;return}function UPa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0;q=u;u=u+32|0;p=q;r=f[a>>2]|0;f[p>>2]=r;w=f[a+4>>2]|0;k=p+4|0;f[k>>2]=w;t=f[a+8>>2]|0;o=p+8|0;f[o>>2]=t;c=p+12|0;e=f[a+12>>2]|0;f[c>>2]=e;v=f[a+16>>2]|0;j=p+16|0;f[j>>2]=v;m=p+20|0;f[m>>2]=f[a+20>>2];g=+n[b>>2];r=g<(f[s>>2]=r,+n[s>>2]);h=(f[s>>2]=w,+n[s>>2]);i=(f[s>>2]=v,+n[s>>2]);d=(f[s>>2]=t,+n[s>>2]);if(r){e=p;l=3}else if(g>(f[s>>2]=e,+n[s>>2])){e=c;l=3}if((l|0)==3)n[e>>2]=g;g=+n[b+4>>2];if(g<h){e=p;l=6}else if(g>i){e=c;l=6}if((l|0)==6){n[e+4>>2]=g;d=+n[o>>2]}g=+n[b+8>>2];if(g<d){e=p;l=9}else if(g>+n[m>>2]){e=c;l=9}if((l|0)==9)n[e+8>>2]=g;d=+n[b+12>>2];if(d<+n[p>>2]){e=p;l=12}else if(d>+n[c>>2]){e=c;l=12}if((l|0)==12)n[e>>2]=d;d=+n[b+16>>2];if(d<+n[k>>2]){e=p;l=15}else if(d>+n[j>>2]){e=c;l=15}if((l|0)==15)n[e+4>>2]=d;d=+n[b+20>>2];if(d<+n[o>>2])c=p;else if(!(d>+n[m>>2])){w=aQa(p,a)|0;u=q;return w|0}n[c+8>>2]=d;w=aQa(p,a)|0;u=q;return w|0}function VPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r;q=a+4|0;l=f[q>>2]|0;m=f[a>>2]|0;e=l-m>>2;c=e+1|0;n=m;d=l;if(c>>>0>1073741823)AMb(a);o=a+8|0;i=f[o>>2]|0;k=i-m|0;g=k>>1;g=k>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);f[p>>2]=h;c=h+(e<<2)|0;j=p+8|0;k=p+4|0;f[k>>2]=c;g=h+(g<<2)|0;h=p+12|0;f[h>>2]=g;f[c>>2]=f[b>>2];e=c+4|0;f[j>>2]=e;if((d|0)==(n|0)){d=c;b=h;n=m;h=l;l=g;m=i;i=d;f[a>>2]=i;f[k>>2]=n;f[q>>2]=e;f[j>>2]=h;f[o>>2]=l;f[b>>2]=m;f[p>>2]=n;$Pa(p);u=r;return}do{d=d+-4|0;m=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=m;c=(f[k>>2]|0)+-4|0;f[k>>2]=c}while((d|0)!=(n|0));e=c;m=h;i=j;n=f[a>>2]|0;g=f[j>>2]|0;b=f[q>>2]|0;j=f[h>>2]|0;l=f[o>>2]|0;h=e;f[a>>2]=h;f[k>>2]=n;f[q>>2]=g;f[i>>2]=b;f[o>>2]=j;f[m>>2]=l;f[p>>2]=n;$Pa(p);u=r;return}function WPa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+48|0;i=F;j=a+36|0;if(!(f[j>>2]|0)){e=a+24|0;g=a+28|0;h=f[g>>2]|0;if(h-(f[e>>2]|0)>>2>>>0>127){e=pOb(104)|0;g=e+49|0;h=e;i=h+104|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=1;i=e+76|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;b[e+101>>0]=1;f[j>>2]=e;f[e+40>>2]=a;f[e+92>>2]=a;XPa(a);WPa(a,c,d);u=F;return}f[i>>2]=d;if((f[a+32>>2]|0)>>>0>h>>>0){f[h>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else YPa(e,i);f[d+124>>2]=a;u=F;return}xib(i,a,b[a+48>>0]|0,+n[a+44>>2]);e=f[j>>2]|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[e+12>>2]=f[i+12>>2];f[e+16>>2]=f[i+16>>2];f[e+20>>2]=f[i+20>>2];J=f[i+24>>2]|0;f[e+52>>2]=J;I=f[i+28>>2]|0;f[e+56>>2]=I;H=f[i+32>>2]|0;f[e+60>>2]=H;G=f[i+36>>2]|0;f[e+64>>2]=G;h=f[i+40>>2]|0;f[e+68>>2]=h;j=f[i+44>>2]|0;f[e+72>>2]=j;r=+n[c>>2];t=+n[c+4>>2];v=+n[c+8>>2];w=+n[c+12>>2];x=+n[c+16>>2];y=+n[c+20>>2];l=+n[e>>2];z=(f[s>>2]=J,+n[s>>2]);A=(f[s>>2]=I,+n[s>>2]);B=(f[s>>2]=H,+n[s>>2]);C=(f[s>>2]=G,+n[s>>2]);D=(f[s>>2]=h,+n[s>>2]);E=(f[s>>2]=j,+n[s>>2]);if(!(r>=l))g=15;else{m=+n[e+4>>2];if(!(t>=m))g=15;else{o=+n[e+8>>2];if(!(v>=o))g=15;else{p=+n[e+12>>2];if(!(r<=p))g=15;else{q=+n[e+16>>2];if(!(t<=q))g=15;else{k=+n[e+20>>2];if(!(v<=k)|!(w>=l)|!(x>=m))g=15;else if(!(y<=k&((!(x<=q)|(!(w<=p)|!(y>=o)))^1)))g=15}}}}}do if((g|0)==15){e=e+52|0;if(!(!(r>=z)|!(t>=A)|!(v>=B)|!(r<=C)|!(t<=D)))if(!(!(v<=E)|!(w>=z)|!(x>=A)))if(y<=E&((!(x<=D)|(!(w<=C)|!(y>=B)))^1))break;f[i>>2]=d;g=a+28|0;e=f[g>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else YPa(a+24|0,i);f[d+124>>2]=a;u=F;return}while(0);WPa(e,c,d);u=F;return}function XPa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;e=u;u=u+64|0;c=e+48|0;p=e;ZPa(c,a);wib(p,a,0,.5);o=_Pa(p,c)|0;wib(p,a,0,.3330000042915344);q=_Pa(p,c)|0;d=(q|0)<(o|0);o=d?q:o;wib(p,a,0,.6660000085830688);q=_Pa(p,c)|0;h=(q|0)<(o|0);o=h?q:o;wib(p,a,1,.5);q=_Pa(p,c)|0;i=(q|0)<(o|0);o=i?q:o;wib(p,a,1,.3330000042915344);q=_Pa(p,c)|0;j=(q|0)<(o|0);o=j?q:o;wib(p,a,1,.6660000085830688);q=_Pa(p,c)|0;k=(q|0)<(o|0);o=k?q:o;wib(p,a,2,.5);q=_Pa(p,c)|0;l=(q|0)<(o|0);o=l?q:o;wib(p,a,2,.3330000042915344);q=_Pa(p,c)|0;m=(q|0)<(o|0);wib(p,a,2,.6660000085830688);o=(_Pa(p,c)|0)<((m?q:o)|0);q=o|(m|l)?2:(k|(j|i))&1;r=q&255;f[p>>2]=f[a+(r<<2)>>2];f[p+4>>2]=f[a+12+(r<<2)>>2];b[a+48>>0]=q;g=+Qib(p,o?.6660000085830688:m?.3330000042915344:l?.5:k?.6660000085830688:j?.3330000042915344:i?.5:h?.6660000085830688:d?.3330000042915344:.5);n[a+44>>2]=g;a=f[c+12>>2]|0;if(a|0)qNa(a,c);d=f[c>>2]|0;if(!d){u=e;return}a=c+4|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=e;return}function YPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function ZPa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+48|0;s=w+36|0;t=w+24|0;v=w;if(!(b[257144]|0))MPb(257144)|0;sNa(a,262921);n=c+24|0;l=c+28|0;m=f[l>>2]|0;i=f[n>>2]|0;d=m-i>>2;r=a+8|0;h=f[a>>2]|0;e=h;if((((f[r>>2]|0)-h|0)/24|0)>>>0<d>>>0){j=a+4|0;if(d>>>0>178956970)vd();q=f[j>>2]|0;g=pOb(d*24|0)|0;c=g+(((q-h|0)/24|0)*24|0)|0;k=c;g=g+(d*24|0)|0;d=q;if((d|0)==(e|0))c=k;else do{q=c;c=c+-24|0;p=d;d=d+-24|0;f[c>>2]=f[d>>2];f[q+-20>>2]=f[p+-20>>2];f[q+-16>>2]=f[p+-16>>2];f[q+-12>>2]=f[p+-12>>2];f[q+-8>>2]=f[p+-8>>2];f[q+-4>>2]=f[p+-4>>2]}while((d|0)!=(e|0));f[a>>2]=c;f[j>>2]=k;f[r>>2]=g;if(!h){c=i;g=m}else{sOb(h);c=f[n>>2]|0;g=f[l>>2]|0}}else{c=i;g=m}if((c|0)==(g|0)){u=w;return}h=s+4|0;i=v+4|0;j=s+8|0;k=v+8|0;l=v+12|0;m=t+4|0;n=v+16|0;o=t+8|0;p=v+20|0;q=a+4|0;do{JJa(f[c>>2]|0,s,t);d=f[s>>2]|0;f[v>>2]=d;f[i>>2]=f[h>>2];f[k>>2]=f[j>>2];f[l>>2]=f[t>>2];f[n>>2]=f[m>>2];f[p>>2]=f[o>>2];e=f[q>>2]|0;if(e>>>0<(f[r>>2]|0)>>>0){f[e>>2]=f[v>>2];f[e+4>>2]=f[v+4>>2];f[e+8>>2]=f[v+8>>2];f[e>>2]=d;f[e+4>>2]=f[i>>2];f[e+8>>2]=f[k>>2];d=e+12|0;f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];f[d>>2]=f[l>>2];f[e+16>>2]=f[n>>2];f[e+20>>2]=f[p>>2];f[q>>2]=(f[q>>2]|0)+24}else cD(a,v);c=c+4|0}while((c|0)!=(g|0));u=w;return}function _Pa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0.0;B=u;u=u+16|0;A=B;c=A;f[c>>2]=0;f[c+4>>2]=0;c=f[b>>2]|0;z=f[b+4>>2]|0;if((c|0)==(z|0)){z=0;k=0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}m=+n[a>>2];o=+n[a+24>>2];p=+n[a+28>>2];q=+n[a+32>>2];r=+n[a+36>>2];s=+n[a+40>>2];t=+n[a+44>>2];v=+n[a+4>>2];w=+n[a+8>>2];x=+n[a+12>>2];y=+n[a+16>>2];l=+n[a+20>>2];do{g=+n[c>>2];b=c+4|0;a=c+8|0;h=c+12|0;j=c+16|0;k=c+20|0;if(!(g>=m))i=12;else{d=+n[b>>2];if(!(d>=v))i=12;else{e=+n[a>>2];if(!(e>=w)|!(g<=x)|!(d<=y)|!(e<=l))i=12;else{d=+n[h>>2];if(!(d>=m))i=12;else{e=+n[j>>2];if(!(e>=v))i=12;else{C=+n[k>>2];if(C<=l&((!(e<=y)|(!(d<=x)|!(C>=w)))^1)){b=0;i=11}else i=12}}}}}if((i|0)==12){i=0;if(g>=o){d=+n[b>>2];if(d>=p){C=+n[a>>2];if(!(!(C>=q)|!(g<=r)|!(d<=s)|!(C<=t))){e=+n[h>>2];if(e>=o){d=+n[j>>2];if(d>=p){C=+n[k>>2];if(C<=t&((!(d<=s)|(!(e<=r)|!(C>=q)))^1)){b=1;i=11}}}}}}}if((i|0)==11){k=A+(b<<2)|0;f[k>>2]=(f[k>>2]|0)+1}c=c+24|0}while((c|0)!=(z|0));z=f[A+4>>2]|0;k=f[A>>2]|0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}function $Pa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=f[a+4>>2]|0;h=a+8|0;b=f[h>>2]|0;if((b|0)!=(g|0))do{d=b+-4|0;f[h>>2]=d;e=f[d>>2]|0;f[d>>2]=0;if(e|0){d=e+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[e+24>>2]|0;if(b|0){c=e+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(e)}b=f[h>>2]|0}while((b|0)!=(g|0));b=f[a>>2]|0;if(!b)return;sOb(b);return}function aQa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[a+12>>2]-+n[a>>2];g=+n[a+16>>2]-+n[a+4>>2];e=+n[a+20>>2]-+n[a+8>>2];c=h*g*e;f=+n[b+12>>2]-+n[b>>2];if(c>0.0){if(f*(+n[b+16>>2]-+n[b+4>>2])*(+n[b+20>>2]-+n[b+8>>2])>=c*.75){b=1;return b|0}}else if(!(h==0.0^f==0.0)){d=+n[b+20>>2]-+n[b+8>>2];c=+n[b+16>>2]-+n[b+4>>2];if(!(e==0.0^d==0.0|g==0.0^c==0.0)){h=h>0.0?h:1.0;h=g>0.0?h*g:h;g=f>0.0?f:1.0;g=c>0.0?g*c:g;if((d>0.0?g*d:g)>=(e>0.0?h*e:h)*.75){b=1;return b|0}}}b=0;return b|0}function bQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;e=l+24|0;d=l+20|0;c=l+16|0;g=l+12|0;h=l+8|0;i=l+4|0;j=l;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];k=a+4|0;f[h>>2]=f[k>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[l+28>>0]|0;h=aDa(c,d,e)|0;f[i>>2]=h;f[j>>2]=f[k>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];bDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0)){hQa(a);u=l;return}b[c>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;d=f[a+4>>2]|0;if((c|0)==(d|0)){hQa(a);u=l;return}e=a+42|0;do{if(!(GEa(f[c>>2]|0)|0))b[e>>0]=1;c=c+4|0}while((c|0)!=(d|0));hQa(a);u=l;return}function cQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;e=l+24|0;d=l+20|0;c=l+16|0;g=l+12|0;h=l+8|0;i=l+4|0;j=l;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];k=a+4|0;f[h>>2]=f[k>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[l+28>>0]|0;h=cDa(c,d,e)|0;f[i>>2]=h;f[j>>2]=f[k>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];dDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0)){dQa(a);u=l;return}b[c>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;d=f[a+4>>2]|0;if((c|0)==(d|0)){dQa(a);u=l;return}e=a+42|0;do{if(!(FEa(f[c>>2]|0)|0))b[e>>0]=1;c=c+4|0}while((c|0)!=(d|0));dQa(a);u=l;return}function dQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+64|0;j=q+40|0;i=q+36|0;h=q+28|0;p=q+8|0;k=q+32|0;l=q+24|0;m=q+20|0;n=q+4|0;o=q;c=a+42|0;if(!(b[c>>0]|0)){u=q;return}if(f[a+36>>2]|0){b[a+43>>0]=1;u=q;return}b[c>>0]=0;b[a+43>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;g=a+4|0;d=f[g>>2]|0;if((c|0)==(d|0)){u=q;return}else e=0;do{e=e+((b[(f[c>>2]|0)+49>>0]^1)&255)|0;c=c+4|0}while((c|0)!=(d|0));if(!e){u=q;return}f[p>>2]=0;d=p+4|0;f[d>>2]=0;c=p+8|0;f[c>>2]=0;f[j+12>>2]=0;f[j+16>>2]=c;if(e>>>0>1073741823)vd();c=pOb(e<<2)|0;r=c;f[p>>2]=r;f[j+4>>2]=0;f[d>>2]=r;f[j+8>>2]=0;f[p+8>>2]=c+(e<<2);f[j+12>>2]=0;f[j>>2]=0;tNa(j);c=f[g>>2]|0;f[k>>2]=f[a>>2];f[l>>2]=c;f[m>>2]=p;f[h>>2]=f[k>>2];f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];c=eQa(h,i,j)|0;f[n>>2]=c;f[o>>2]=f[g>>2];f[i>>2]=f[n>>2];f[j>>2]=f[o>>2];dDa(a,i,j)|0;c=f[p>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{fQa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));JNa(p);u=q;return}function eQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;l=f[c>>2]|0;g=e;a:do if((l|0)!=(g|0)){h=e;while(1){k=f[g>>2]|0;if(!(b[k+49>>0]|0))break;e=g+4|0;if((e|0)==(l|0))break a;else{h=e;g=e}}e=f[d>>2]|0;i=e+4|0;j=f[i>>2]|0;if(j>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[j>>2]=k;f[i>>2]=(f[i>>2]|0)+4;e=f[c>>2]|0}else{gQa(e,g);h=g;e=l}f[a>>2]=h;if((h|0)==(e|0)){d=e;return d|0}g=h+4|0;if((g|0)==(e|0)){d=h;return d|0}do{l=f[g>>2]|0;j=l;do if(!(b[l+49>>0]|0)){e=f[d>>2]|0;h=e+4|0;i=f[h>>2]|0;if(i>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[i>>2]=j;f[h>>2]=(f[h>>2]|0)+4;break}else{gQa(e,g);break}}else{l=f[a>>2]|0;f[g>>2]=0;k=f[l>>2]|0;f[l>>2]=j;if(k|0){l=k+36|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0){iDa(e);sOb(e)}e=f[k+24>>2]|0;if(e|0){h=k+28|0;i=f[h>>2]|0;if((i|0)!=(e|0))f[h>>2]=i+(~((i+-4-e|0)>>>2)<<2);sOb(e)}sOb(k)}f[a>>2]=(f[a>>2]|0)+4}while(0);g=g+4|0}while((g|0)!=(f[c>>2]|0));d=f[a>>2]|0;return d|0}while(0);f[a>>2]=l;d=l;return d|0}function fQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+48|0;g=h;d=f[c+24>>2]|0;e=f[c+28>>2]|0;if((d|0)!=(e|0))do{XMa(a,f[d>>2]|0);d=d+4|0}while((d|0)!=(e|0));d=c+36|0;if(!(f[d>>2]|0)){u=h;return}xib(g,c,b[c+48>>0]|0,+n[c+44>>2]);c=f[d>>2]|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[c+12>>2]=f[g+12>>2];f[c+16>>2]=f[g+16>>2];f[c+20>>2]=f[g+20>>2];f[c+52>>2]=f[g+24>>2];f[c+56>>2]=f[g+28>>2];f[c+60>>2]=f[g+32>>2];f[c+64>>2]=f[g+36>>2];f[c+68>>2]=f[g+40>>2];f[c+72>>2]=f[g+44>>2];fQa(a,c);fQa(a,c+52|0);u=h;return}function gQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=(f[m>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;j=i>>1;d=i>>2>>>0<536870911?(j>>>0<d>>>0?d:j):1073741823;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>1073741823)vd();else{g=pOb(d<<2)|0;break}while(0);f[l>>2]=g;c=g+(e<<2)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d<<2)|0;h=l+12|0;f[h>>2]=g;e=f[b>>2]|0;f[b>>2]=0;f[c>>2]=e;e=c+4|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;tNa(l);u=n;return}do{d=d+-4|0;p=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=p;c=(f[j>>2]|0)+-4|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;tNa(l);u=n;return}function hQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+64|0;j=q+40|0;i=q+36|0;h=q+28|0;p=q+8|0;k=q+32|0;l=q+24|0;m=q+20|0;n=q+4|0;o=q;c=a+42|0;if(!(b[c>>0]|0)){u=q;return}if(f[a+36>>2]|0){b[a+43>>0]=1;u=q;return}b[c>>0]=0;b[a+43>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;g=a+4|0;d=f[g>>2]|0;if((c|0)==(d|0)){u=q;return}else e=0;do{e=e+((b[(f[c>>2]|0)+49>>0]^1)&255)|0;c=c+4|0}while((c|0)!=(d|0));if(!e){u=q;return}f[p>>2]=0;d=p+4|0;f[d>>2]=0;c=p+8|0;f[c>>2]=0;f[j+12>>2]=0;f[j+16>>2]=c;if(e>>>0>1073741823)vd();c=pOb(e<<2)|0;r=c;f[p>>2]=r;f[j+4>>2]=0;f[d>>2]=r;f[j+8>>2]=0;f[p+8>>2]=c+(e<<2);f[j+12>>2]=0;f[j>>2]=0;$Pa(j);c=f[g>>2]|0;f[k>>2]=f[a>>2];f[l>>2]=c;f[m>>2]=p;f[h>>2]=f[k>>2];f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];c=iQa(h,i,j)|0;f[n>>2]=c;f[o>>2]=f[g>>2];f[i>>2]=f[n>>2];f[j>>2]=f[o>>2];bDa(a,i,j)|0;c=f[p>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{jQa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));INa(p);u=q;return}function iQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;l=f[c>>2]|0;g=e;a:do if((l|0)!=(g|0)){h=e;while(1){k=f[g>>2]|0;if(!(b[k+49>>0]|0))break;e=g+4|0;if((e|0)==(l|0))break a;else{h=e;g=e}}e=f[d>>2]|0;i=e+4|0;j=f[i>>2]|0;if(j>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[j>>2]=k;f[i>>2]=(f[i>>2]|0)+4;e=f[c>>2]|0}else{kQa(e,g);h=g;e=l}f[a>>2]=h;if((h|0)==(e|0)){d=e;return d|0}g=h+4|0;if((g|0)==(e|0)){d=h;return d|0}do{l=f[g>>2]|0;j=l;do if(!(b[l+49>>0]|0)){e=f[d>>2]|0;h=e+4|0;i=f[h>>2]|0;if(i>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[i>>2]=j;f[h>>2]=(f[h>>2]|0)+4;break}else{kQa(e,g);break}}else{l=f[a>>2]|0;f[g>>2]=0;k=f[l>>2]|0;f[l>>2]=j;if(k|0){l=k+36|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0){jDa(e);sOb(e)}e=f[k+24>>2]|0;if(e|0){h=k+28|0;i=f[h>>2]|0;if((i|0)!=(e|0))f[h>>2]=i+(~((i+-4-e|0)>>>2)<<2);sOb(e)}sOb(k)}f[a>>2]=(f[a>>2]|0)+4}while(0);g=g+4|0}while((g|0)!=(f[c>>2]|0));d=f[a>>2]|0;return d|0}while(0);f[a>>2]=l;d=l;return d|0}function jQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+48|0;g=h;d=f[c+24>>2]|0;e=f[c+28>>2]|0;if((d|0)!=(e|0))do{TPa(a,f[d>>2]|0);d=d+4|0}while((d|0)!=(e|0));d=c+36|0;if(!(f[d>>2]|0)){u=h;return}xib(g,c,b[c+48>>0]|0,+n[c+44>>2]);c=f[d>>2]|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[c+12>>2]=f[g+12>>2];f[c+16>>2]=f[g+16>>2];f[c+20>>2]=f[g+20>>2];f[c+52>>2]=f[g+24>>2];f[c+56>>2]=f[g+28>>2];f[c+60>>2]=f[g+32>>2];f[c+64>>2]=f[g+36>>2];f[c+68>>2]=f[g+40>>2];f[c+72>>2]=f[g+44>>2];jQa(a,c);jQa(a,c+52|0);u=h;return}function kQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=(f[m>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;j=i>>1;d=i>>2>>>0<536870911?(j>>>0<d>>>0?d:j):1073741823;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>1073741823)vd();else{g=pOb(d<<2)|0;break}while(0);f[l>>2]=g;c=g+(e<<2)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d<<2)|0;h=l+12|0;f[h>>2]=g;e=f[b>>2]|0;f[b>>2]=0;f[c>>2]=e;e=c+4|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;$Pa(l);u=n;return}do{d=d+-4|0;p=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=p;c=(f[j>>2]|0)+-4|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;$Pa(l);u=n;return}function lQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;g=l;c=f[a>>2]|0;k=a+4|0;h=f[k>>2]|0;if((c|0)==(h|0)){u=l;return}i=g+16|0;do{e=c+16|0;d=f[e>>2]|0;if(d|0){gh[f[(f[d>>2]|0)+24>>2]&2047](d);if(b[c+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((c|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;j=15}else if((g|0)==(d|0)){f[e>>2]=c;j=f[i>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,c);j=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((j|0)==15){j=0;e=f[i>>2]|0;d=e}if((g|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}c=c+32|0}while((c|0)!=(h|0));c=f[k>>2]|0;if((f[a>>2]|0)==(c|0)){u=l;return}while(1){if(!(f[c+-16>>2]|0)){d=c;e=0;g=0}else{j=30;break}c=c+-32|0;while(1){j=d+-32|0;f[k>>2]=j;if((j|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);d=f[k>>2]|0;if((d|0)==(c|0))break;g=f[d+-16>>2]|0;e=g}if((f[a>>2]|0)==(c|0)){j=30;break}}if((j|0)==30){u=l;return}}function mQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=a+368|0;g=a+372|0;h=f[g>>2]|0;c=h;if(((h-(f[e>>2]|0)|0)/12|0)>>>0<6){d=b+4|0;if((f[d>>2]|0)-(f[b>>2]|0)>>5>>>0<5){if((f[a+376>>2]|0)>>>0>c>>>0){f[c>>2]=0;e=c+4|0;f[e>>2]=0;f[c+8>>2]=0;f[h>>2]=f[b>>2];f[e>>2]=f[d>>2];h=b+8|0;f[c+8>>2]=f[h>>2];f[h>>2]=0;f[d>>2]=0;f[b>>2]=0;f[g>>2]=(f[g>>2]|0)+12}else sS(e,b);C9a(f[(f[a+4>>2]|0)+240>>2]|0);c=a+268|0;b=f[c>>2]|0;f[c>>2]=b+1;f[i>>2]=b;c=a+384|0;d=f[c>>2]|0;if((d|0)==(f[a+388>>2]|0)){xD(a+380|0,i);i=f[i>>2]|0;u=j;return i|0}else{f[d>>2]=b;f[c>>2]=d+4;i=f[i>>2]|0;u=j;return i|0}}}f[i>>2]=-1;i=f[i>>2]|0;u=j;return i|0}function nQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;d=f[b>>2]|0;k=a+380|0;n=a+384|0;c=f[k>>2]|0;e=(f[n>>2]|0)-c>>2;if(!e){a=0;return a|0}else b=0;while(1){if((f[c+(b<<2)>>2]|0)==(d|0))break;b=b+1|0;if(b>>>0>=e>>>0){b=0;j=24;break}}if((j|0)==24)return b|0;l=a+368|0;d=(f[l>>2]|0)+(b*12|0)|0;c=d+12|0;m=a+372|0;i=f[m>>2]|0;if((c|0)==(i|0)){g=d;j=12}else{do{e=f[d>>2]|0;h=d+4|0;if(!e)e=d+8|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-32-e|0)>>>5)<<5);sOb(e);e=d+8|0;f[e>>2]=0;f[h>>2]=0;f[d>>2]=0}f[d>>2]=f[c>>2];g=c+4|0;f[h>>2]=f[g>>2];h=c+8|0;f[e>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[c>>2]=0;c=c+12|0;d=d+12|0}while((c|0)!=(i|0));c=f[m>>2]|0;if((c|0)!=(d|0)){g=d;j=12}}if((j|0)==12){d=c;while(1){c=d+-12|0;f[m>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[m>>2]|0}if((c|0)==(g|0))break;else d=c}}e=(f[k>>2]|0)+(b<<2)|0;b=e+4|0;c=f[n>>2]|0;d=c-b|0;g=d>>2;if(g){cQb(e|0,b|0,d|0)|0;c=f[n>>2]|0}b=e+(g<<2)|0;if((c|0)!=(b|0))f[n>>2]=c+(~((c+-4-b|0)>>>2)<<2);if((f[l>>2]|0)!=(f[m>>2]|0)){a=1;return a|0}C9a(f[(f[a+4>>2]|0)+240>>2]|0);a=1;return a|0}function oQa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+16|0;B=D;C=a+416|0;g=b[C>>0]|0;if(g&1){pQa(a);g=b[C>>0]|0}g=g|3;b[C>>0]=g;f[a+420>>2]=f[e>>2];f[a+424>>2]=f[e+4>>2];f[a+428>>2]=f[e+8>>2];if(d){r=B+4|0;s=a+432|0;t=a+436|0;v=a+444|0;w=a+448|0;x=a+440|0;y=a+464|0;q=0;do{MPa(B,a,c+(q<<3)|0);z=f[B>>2]|0;g=f[r>>2]|0;if(g|0)iOb(g);l=z;FJa(z,1);p=X(l,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;m=f[t>>2]|0;o=(m|0)==0;a:do if(o){g=0;A=26}else{k=m+-1|0;h=(k&m|0)==0;if(h)g=k&p;else if(p>>>0<m>>>0)g=p;else g=(p>>>0)%(m>>>0)|0;e=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!e)A=26;else{if(h)while(1){e=f[e>>2]|0;if(!e){A=26;break a}h=f[e+4>>2]|0;if(!((h|0)==(p|0)|(h&k|0)==(g|0))){A=26;break a}if((f[e+8>>2]|0)==(z|0))break a}do{e=f[e>>2]|0;if(!e){A=26;break a}h=f[e+4>>2]|0;if((h|0)!=(p|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(g|0)){A=26;break a}}}while((f[e+8>>2]|0)!=(z|0))}}while(0);if((A|0)==26){A=0;k=pOb(12)|0;f[k+8>>2]=l;f[k+4>>2]=p;f[k>>2]=0;i=+(((f[v>>2]|0)+1|0)>>>0);j=+n[w>>2];do if(o|j*+(m>>>0)<i){g=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;WCa(s,g>>>0<e>>>0?e:g);g=f[t>>2]|0;e=g+-1|0;if(!(e&g)){h=g;g=e&p;break}if(p>>>0<g>>>0){h=g;g=p}else{h=g;g=(p>>>0)%(g>>>0)|0}}else h=m;while(0);e=(f[s>>2]|0)+(g<<2)|0;g=f[e>>2]|0;if(!g){f[k>>2]=f[x>>2];f[x>>2]=k;f[e>>2]=x;g=f[k>>2]|0;if(g|0){g=f[g+4>>2]|0;e=h+-1|0;if(!(e&h))g=g&e;else if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;g=(f[s>>2]|0)+(g<<2)|0;A=39}}else{f[k>>2]=f[g>>2];A=39}if((A|0)==39){A=0;f[g>>2]=k}f[v>>2]=(f[v>>2]|0)+1}wDa(y,z);q=q+1|0}while((q|0)!=(d|0));g=b[C>>0]|0}if(!(g&1)){u=D;return}if(f[a+444>>2]|0){u=D;return}ADa(a+464|0);u=D;return}function pQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;i=a+416|0;if(!(b[i>>0]&1)){u=k;return}j=a+444|0;if(!(f[j>>2]|0)){c=f[a+40>>2]|0;a:do if(c|0){d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);e=h+4|0;g=h+8|0;b:while(1){do{l=f[d+12>>2]|0;f[h>>2]=0;f[e>>2]=0;f[g>>2]=0;wJa(l,h);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}while(0);ADa(a+464|0)}else{c=f[a+440>>2]|0;if(c|0){d=a+464|0;do{l=c+8|0;FJa(f[l>>2]|0,0);wDa(d,f[l>>2]|0);c=f[c>>2]|0}while((c|0)!=0)}}b[i>>0]=b[i>>0]&-4|2;if(!(f[j>>2]|0)){u=k;return}d=a+440|0;c=f[d>>2]|0;if(c|0)do{l=c;c=f[c>>2]|0;sOb(l)}while((c|0)!=0);f[d>>2]=0;e=f[a+436>>2]|0;if(e|0){d=a+432|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[j>>2]=0;u=k;return}function qQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=f[b+16>>2]|0;a:do if(!g)b=0;else{h=g+-1|0;c=(h&g|0)==0;b=f[f[b+12>>2]>>2]|0;if(!b)b=0;else{b=f[b>>2]|0;if(!b)b=0;else{if(c)while(1){g=f[b+4>>2]|0;c=(g|0)==0;if(!(c|(g&h|0)==0)){b=0;break a}if(c)if(!(f[b+8>>2]|0))break a;b=f[b>>2]|0;if(!b){b=0;break a}}while(1){c=f[b+4>>2]|0;if(!c){if(!(f[b+8>>2]|0))break a}else{if(c>>>0<g>>>0){b=0;break a}if((c>>>0)%(g>>>0)|0|0){b=0;break a}}b=f[b>>2]|0;if(!b){b=0;break}}}}}while(0);f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;c=f[b+44>>2]|0;h=a+8|0;do if(!c){d=0;e=0}else if(c>>>0>1073741823)vd();else{e=pOb(c<<2)|0;d=e+(c<<2)|0;f[a>>2]=e;f[g>>2]=e;f[h>>2]=d;break}while(0);b=f[b+40>>2]|0;if(!b)return;while(1){c=b+8|0;if((e|0)==(d|0))$G(a,c);else{f[e>>2]=f[c>>2];f[g>>2]=e+4}b=f[b>>2]|0;if(!b)break;e=f[g>>2]|0;d=f[h>>2]|0}return}function rQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g+16|0;d=g;IIa(e,f[c>>2]|0);mPa(d,b,e);b=f[d+8>>2]|0;if(!b){f[a>>2]=f[c>>2];b=f[c+4>>2]|0;f[a+4>>2]=b;if(b|0)gOb(b)}else{f[a>>2]=b;b=f[d+12>>2]|0;f[a+4>>2]=b;if(b|0)gOb(b)}b=f[d+12>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(b|0)iOb(b);b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function sQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;tQa(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function tQa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){uQa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;uQa(a,b);return}function uQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function vQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(e|0)==(c|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((e|0)==(b|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function wQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;q=t+8|0;r=t;s=t+4|0;e=f[a+52>>2]|0;if((((f[a+56>>2]|0)-e|0)/20|0)>>>0>c>>>0)c=e+(c*20|0)|0;else if(!(b[257336]|0))if(!(MPb(257336)|0))c=258704;else{f[64676]=0;f[64677]=0;f[64678]=0;f[64679]=0;n[64680]=1.0;c=258704}else c=258704;e=f[c+8>>2]|0;if(!e){s=0;u=t;return s|0}c=0;do{o=f[e+8>>2]|0;b[o+128>>0]=d;f[s>>2]=f[o+8>>2];f[q>>2]=f[s>>2];g=TMa(a,q)|0;h=f[o+56>>2]|0;a:do if(h){p=g+24|0;m=g+20|0;while(1){l=f[h+12>>2]|0;b:do switch(d<<24>>24){case 0:{i=HJa(l,1,0,1)|0|(HJa(l,2,0,1)|0);g=0;j=28;break}case 1:{i=HJa(l,1,1,1)|0|(HJa(l,2,1,1)|0);g=1;j=28;break}case 2:{k=f[l+120>>2]|0;f[r>>2]=k;f[q>>2]=f[r>>2];g=bGa(o,q)|0;if(g|0){j=g+12|0;g=f[j>>2]|0;if((g|0)!=-1){i=HJa(l,1,(g&1|0)!=0,1)|0;i=i|(HJa(l,2,(f[j>>2]&2|0)!=0,1)|0);g=(f[j>>2]&4|0)!=0;j=28;break b}}g=f[p>>2]|0;i=g+-1|0;if(!(i&g)){g=f[(f[m>>2]|0)+((i&k)<<2)>>2]|0;while(1){g=f[g>>2]|0;if((k|0)!=(f[g+4>>2]|0))continue;if((f[g+8>>2]|0)==(k|0))break}}else{if(k>>>0<g>>>0)g=k;else g=(k>>>0)%(g>>>0)|0;g=f[(f[m>>2]|0)+(g<<2)>>2]|0;while(1){g=f[g>>2]|0;if((k|0)!=(f[g+4>>2]|0))continue;if((f[g+8>>2]|0)==(k|0))break}}g=(f[g+16>>2]|0)+192|0;i=HJa(l,1,(b[g>>0]&1)!=0,1)|0;i=i|(HJa(l,2,(b[g>>0]&2)!=0,1)|0);g=(b[g>>0]&4)!=0;j=28;break}default:g=0}while(0);if((j|0)==28){j=0;g=i|(HJa(l,4,g,1)|0)}c=c|g;h=f[h>>2]|0;if(!h)break a}}while(0);e=f[e>>2]|0}while((e|0)!=0);u=t;return c|0}function xQa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;m=w;p=w+24|0;q=w+16|0;r=d?7:0;if((b|0)==(c|0)){v=0;u=w;return v|0}s=a+36|0;t=q+4|0;n=m+4|0;o=a+32|0;e=0;do{k=f[b>>2]|0;j=f[s>>2]|0;a:do if(j){i=j+-1|0;h=(i&j|0)==0;if(h)l=i&k;else if(k>>>0<j>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;g=f[(f[o>>2]|0)+(l<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){b:do if(h)while(1){j=f[g+4>>2]|0;h=(j|0)==(k|0);if(!(h|(j&i|0)==(l|0)))break a;if(h)if((f[g+8>>2]|0)==(k|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(k|0)){if((f[g+8>>2]|0)==(k|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(l|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);h=f[g+12>>2]|0;g=f[g+16>>2]|0;if(!g)g=0;else gOb(g);k=h;do if(h){j=b+4|0;f[p>>2]=f[j>>2];f[m>>2]=f[p>>2];h=aGa(k,m)|0;if(h|0){h=h+12|0;i=f[h>>2]|0;if((i|0)!=-1){f[h>>2]=r;e=e|(i|0)!=(r|0);break}}h=f[j>>2]|0;f[q>>2]=f[k+8>>2];f[t>>2]=h;KPa(m,a,q);h=f[m>>2]|0;if(!h){h=0;j=0;v=31}else{i=f[n>>2]|0;if(!i)i=0;else{gOb(i);j=i;v=31}}if((v|0)==31){v=0;i=f[n>>2]|0;if(!i)i=j;else{iOb(i);i=j}}if(h)e=e|(HJa(h,7,d,0)|0);if(i|0)iOb(i)}while(0);if(g)iOb(g)}}}while(0);b=b+8|0}while((b|0)!=(c|0));u=w;return e|0}function yQa(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+4>>2]=b;return}function zQa(a){a=a|0;return f[(f[a>>2]|0)+4>>2]|0}function AQa(a){a=a|0;return f[(f[(f[a>>2]|0)+4>>2]|0)+240>>2]|0}function BQa(a){a=a|0;return f[(f[a>>2]|0)+244>>2]|0}function CQa(a,b){a=a|0;b=b|0;a=(f[a>>2]|0)+244|0;if((f[a>>2]|0)!=-1)return;f[a>>2]=f[b>>2];return}function DQa(a){a=a|0;f[(f[a>>2]|0)+244>>2]=-1;return}function EQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+4|0;e=h;a=f[a>>2]|0;g=f[b>>2]|0;f[e>>2]=f[c>>2];f[d>>2]=f[e>>2];a=TMa(a,d)|0;d=f[a+64>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+60>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(d|0)==(g|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((b|0)==(g|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);u=h;return a+12|0}function FQa(a){a=a|0;return (f[a>>2]|0)+64|0}function GQa(a){a=a|0;return (f[a>>2]|0)+32|0}function HQa(a,c){a=a|0;c=c|0;var d=0;d=f[a>>2]|0;a=f[d+52>>2]|0;if((((f[d+56>>2]|0)-a|0)/20|0)>>>0>c>>>0){d=a+(c*20|0)|0;return d|0}if(b[257336]|0){d=258704;return d|0}if(!(MPb(257336)|0)){d=258704;return d|0};f[64676]=0;f[64677]=0;f[64678]=0;f[64679]=0;n[64680]=1.0;d=258704;return d|0}function IQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;b=f[b>>2]|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];yOa(a,b,e);u=d;return}function JQa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;a=f[a>>2]|0;f[l>>2]=f[c>>2];f[k>>2]=f[d>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=OMa(a,b,j,i,e,g)|0;u=h;return g|0}function KQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];c=zOa(a,b,e)|0;u=d;return c|0}function LQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];b=JOa(a,d)|0;u=c;return b|0}function MQa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;LOa(f[a>>2]|0,b,c,d,e,g,0);return}function NQa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;cNa(f[a>>2]|0,b,c,d);return}function OQa(a,b,c){a=a|0;b=b|0;c=c|0;lPa(a,f[b>>2]|0,c);return}function PQa(a,b,c){a=a|0;b=b|0;c=c|0;mPa(a,f[b>>2]|0,c);return}function QQa(a,b,c){a=a|0;b=b|0;c=c|0;nPa(a,f[b>>2]|0,c);return}function RQa(a,b,c){a=a|0;b=b|0;c=c|0;KOa(a,f[b>>2]|0,c);return}function SQa(a,b,c){a=a|0;b=b|0;c=c|0;oPa(a,f[b>>2]|0,c);return}function TQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g+4|0;h=g;e=f[a>>2]|0;f[h>>2]=f[c>>2];f[d>>2]=f[h>>2];e=VNa((TMa(e,d)|0)+80|0,c+4|0)|0;if(f[e>>2]|0){h=0;u=g;return h|0}EFa(f[b>>2]|0,c,d);a=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=a;h=e+4|0;a=f[h>>2]|0;f[h>>2]=d;if(!a){h=1;u=g;return h|0}iOb(a);h=1;u=g;return h|0}function UQa(a,b,c){a=a|0;b=b|0;c=c|0;return $Na(f[a>>2]|0,b,c)|0}function VQa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a+32>>2]|0;e=f[a+360>>2]|0;g=f[a+456>>2]|0;j=f[a+1064>>2]|0;k=f[a+1112>>2]|0;a:{if(f[(g+60|0)>>2]|0){b=f[(g+56|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(g+56|0)>>2]=0;c=f[g+52>>2]|0;if(c|0){b=0;do{f[(f[(g+48|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(g+60|0)>>2]=0;g=f[e>>2]|0}h=g+80|0;if(f[h>>2]|0){e=g+76|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;d=f[g+72>>2]|0;if(d|0){c=g+68|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[h>>2]=0};f[(a+4|0)>>2]=f[64672];e=TMa(i,a+4|0)|0;if(f[(e+32|0)>>2]|0){b=f[(e+28|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+28|0)>>2]=0;c=f[e+24>>2]|0;if(c|0){b=0;do{f[(f[(e+20|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+32|0)>>2]=0}if(f[(e+52|0)>>2]|0){b=f[(e+48|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+48|0)>>2]=0;c=f[e+44>>2]|0;if(c|0){b=0;do{f[(f[(e+40|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+52|0)>>2]=0}if(f[(e+72|0)>>2]|0){b=f[(e+68|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+68|0)>>2]=0;c=f[e+64>>2]|0;if(c|0){b=0;do{f[(f[(e+60|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+72|0)>>2]=0}if(f[(e+92|0)>>2]|0){b=f[(e+88|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+88|0)>>2]=0;c=f[e+84>>2]|0;if(c|0){b=0;do{f[(f[(e+80|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+92|0)>>2]=0}if(f[(e+112|0)>>2]|0){b=f[(e+108|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+108|0)>>2]=0;c=f[e+104>>2]|0;if(c|0){b=0;do{f[(f[(e+100|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+112|0)>>2]=0}if(f[(e+192|0)>>2]|0){b=f[(e+188|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+188|0)>>2]=0;c=f[e+184>>2]|0;if(c|0){b=0;do{f[(f[(e+180|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+192|0)>>2]=0}if(f[(e+212|0)>>2]|0){b=f[(e+208|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+208|0)>>2]=0;c=f[e+204>>2]|0;if(c|0){b=0;do{f[(f[(e+200|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+212|0)>>2]=0}if(f[(e+232|0)>>2]|0){b=f[(e+228|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+228|0)>>2]=0;c=f[e+224>>2]|0;if(c|0){b=0;do{f[(f[(e+220|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+232|0)>>2]=0}if(f[(e+252|0)>>2]|0){b=f[(e+248|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+248|0)>>2]=0;c=f[e+244>>2]|0;if(c|0){b=0;do{f[(f[(e+240|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+252|0)>>2]=0}if(f[(e+272|0)>>2]|0){b=f[(e+268|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+268|0)>>2]=0;c=f[e+264>>2]|0;if(c|0){b=0;do{f[(f[(e+260|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+272|0)>>2]=0}f[i+456>>2]=0;oh[f[(f[j>>2]|0)+28>>2]&1023](j,0);Y8a(k);b=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=b|0;break a}f[a+280>>2]=b}
+function KYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;QYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function LYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;PYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function MYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if(!a)return;do{g=a;a=f[a>>2]|0;c=g+44|0;b=f[c>>2]|0;e=g+48|0;if((b|0)==(f[e>>2]|0)){d=f[g+36>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=g+24|0;b=f[c>>2]|0;e=g+28|0;if((b|0)==(f[e>>2]|0)){d=f[g+16>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}e=g+12|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(g)}while((a|0)!=0);return}function NYa(a,b){a=a|0;b=b|0;if(!b)return;else{NYa(a,f[b>>2]|0);NYa(a,f[b+4>>2]|0);sOb(b);return}}function OYa(a,b){a=a|0;b=b|0;if(!b)return;else{OYa(a,f[b>>2]|0);OYa(a,f[b+4>>2]|0);sOb(b);return}}function PYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function QYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function RYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function SYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function TYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;UYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function UYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function VYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function WYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function XYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function YYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function ZYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function _Ya(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;g=u;u=u+1328|0;b=f[a+848>>2]|0;if(b|0){c=f[(a+852|0)>>2]|0;if((c|0)!=(b|0))f[(a+852|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+836>>2]|0;if(b|0){c=f[(a+840|0)>>2]|0;if((c|0)!=(b|0))f[(a+840|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}$Ya(f[a+804>>2]|0);b=f[(a+796|0)>>2]|0;f[(a+796|0)>>2]=0;if(b|0)sOb(b);aZa(f[a+784>>2]|0);b=f[(a+776|0)>>2]|0;f[(a+776|0)>>2]=0;if(b|0)sOb(b);b=f[(a+772|0)>>2]|0;f[(a+772|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+768|0)>>2]|0;f[(a+768|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+764|0)>>2]|0;f[(a+764|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+752>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+744|0)>>2]|0;f[(a+744|0)>>2]=0;if(b|0)sOb(b);b=f[a+732>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+724|0)>>2]|0;f[(a+724|0)>>2]=0;if(b|0)sOb(b);b=f[a+712>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+704|0)>>2]|0;f[(a+704|0)>>2]=0;if(b|0)sOb(b);b=f[a+692>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+684|0)>>2]|0;f[(a+684|0)>>2]=0;if(b|0)sOb(b);b=f[a+672>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+664|0)>>2]|0;f[(a+664|0)>>2]=0;if(b|0)sOb(b);b=f[a+652>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+644|0)>>2]|0;f[(a+644|0)>>2]=0;if(b|0)sOb(b);b=f[a+632>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+624|0)>>2]|0;f[(a+624|0)>>2]=0;if(b|0)sOb(b);b=f[a+600>>2]|0;if(b|0){c=f[(a+604|0)>>2]|0;if((c|0)!=(b|0))f[(a+604|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+588>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+580|0)>>2]|0;f[(a+580|0)>>2]=0;if(b|0)sOb(b);b=f[a+568>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+560|0)>>2]|0;f[(a+560|0)>>2]=0;if(b|0)sOb(b);b=f[a+548>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+540|0)>>2]|0;f[(a+540|0)>>2]=0;if(b|0)sOb(b);b=f[a+524>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+516|0)>>2]|0;f[(a+516|0)>>2]=0;if(b|0)sOb(b);b=f[(a+504|0)>>2]|0;if(b|0){c=f[(a+508|0)>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[(a+508|0)>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[(a+508|0)>>2]|0}}while((c|0)!=(b|0));b=f[(a+504|0)>>2]|0}sOb(b)}b=f[(a+492|0)>>2]|0;if(b|0){c=f[(a+496|0)>>2]|0;if((c|0)!=(b|0)){do{d=c+-16|0;f[(a+496|0)>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[(a+496|0)>>2]|0}}while((c|0)!=(b|0));b=f[(a+492|0)>>2]|0}sOb(b)}NYa(a+464|0,f[a+468>>2]|0);b=f[a+452>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+444|0)>>2]|0;f[(a+444|0)>>2]=0;if(b|0)sOb(b);f[g+16>>2]=a;f[g+1280>>2]=0;f[g+1284>>2]=0;x_a(g);G=f[g+1280>>2]|0;D=f[g+1284>>2]|0;H=+n[g+1284>>2];f[g+1280>>2]=0;f[g+1284>>2]=0;if((G|0)==5){u=g;return}u=g}function $Ya(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if(!a)return;do{e=a;a=f[a>>2]|0;b=f[e+40>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;c=f[d+20>>2]|0;if(c|0)do{g=c;c=f[c>>2]|0;sOb(g)}while((c|0)!=0);g=d+12|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);sOb(d)}while((b|0)!=0);g=e+32|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[e+20>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);g=e+12|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);sOb(e)}while((a|0)!=0);return}function aZa(a){a=a|0;var b=0,c=0,d=0;if(!a)return;do{c=a;a=f[a>>2]|0;b=f[c+144>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+136|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+124>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+116|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+104>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+96|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+84>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+76|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+64>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+56|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+44>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+24>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+16|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);sOb(c)}while((a|0)!=0);return}function bZa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;f[a>>2]=39160;d=a+4|0;e=pOb(860)|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[e+16>>2]=1.0;g=e+20|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+48>>2]=1.0;g=e+52|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+80>>2]=1.0;g=e+84|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+112>>2]=1.0;g=e+116|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+144>>2]=1.0;g=e+148|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+176>>2]=1.0;g=e+180|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+208>>2]=1.0;g=e+212|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+240>>2]=1.0;g=e+244|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+272>>2]=1.0;g=e+276|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+292>>2]=1.0;g=e+296|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+312>>2]=1.0;g=e+316|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+332>>2]=1.0;g=e+336|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+352>>2]=1.0;g=e+356|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+372>>2]=1.0;g=e+376|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+404>>2]=1.0;g=e+408|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+424>>2]=1.0;g=e+432|0;f[g>>2]=0;f[e+436>>2]=0;f[e+428>>2]=g;g=e+440|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;n[e+460>>2]=1.0;g=e+468|0;f[g>>2]=0;f[e+472>>2]=0;f[e+464>>2]=g;f[e+476>>2]=0;b[e+480>>0]=0;n[e+484>>2]=1.0;b[e+488>>0]=0;b[e+489>>0]=0;b[e+490>>0]=0;g=e+532|0;h=e+492|0;i=h+40|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));n[g>>2]=1.0;i=e+540|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+556>>2]=1.0;i=e+560|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+576>>2]=1.0;i=e+580|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+596>>2]=1.0;f[e+600>>2]=0;f[e+604>>2]=0;f[e+608>>2]=0;i=e+624|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+640>>2]=1.0;i=e+644|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+660>>2]=1.0;i=e+664|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+680>>2]=1.0;i=e+684|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+700>>2]=1.0;i=e+704|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+720>>2]=1.0;i=e+724|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+740>>2]=1.0;i=e+744|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+760>>2]=1.0;i=e+764|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+24>>2]=0;n[e+792>>2]=1.0;i=e+796|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+812>>2]=1.0;f[e+816>>2]=0;f[e+820>>2]=-1;f[e+824>>2]=0;f[e+828>>2]=-1;f[e+832>>2]=a;i=e+836|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[d>>2]=e;f[a+8>>2]=c;f[a+12>>2]=0;return}function cZa(a,b){a=a|0;b=b|0;var c=0;a=a+12|0;c=f[a>>2]|0;b=f[b+12>>2]|0;f[a>>2]=(c|0)<(b|0)?b:c;return}function dZa(a){a=a|0;var b=0,c=0,d=0;f[a+12>>2]=1;gh[f[(f[a>>2]|0)+24>>2]&2047](a);b=a+4|0;c=f[b>>2]|0;d=c+600|0;if((f[d>>2]|0)==(f[c+604>>2]|0))return;Gh[f[(f[a>>2]|0)+44>>2]&3](a,d,f[c+612>>2]|0,f[c+616>>2]|0,+n[c+620>>2]);b=f[b>>2]|0;a=f[b+600>>2]|0;b=b+604|0;c=f[b>>2]|0;if((c|0)==(a|0))return;f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);return}function eZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+12|0;if((f[c>>2]|0)==2){h=0;return h|0}f[c>>2]=2;e=a+4|0;g=xYa((f[e>>2]|0)+776|0,39356)|0;b[g>>0]=1;g=a+8|0;h=f[g>>2]|0;d=h+16|0;if(!(b[d>>0]|0)){b[d>>0]=1;lQa(h+4|0)}if((f[c>>2]|0)!=2){h=1;return h|0}fZa(f[e>>2]|0,a,f[(f[g>>2]|0)+232>>2]|0);if((f[c>>2]|0)!=2){h=1;return h|0}gZa(f[e>>2]|0,0);h=1;return h|0}function fZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0;B=u;u=u+3776|0;i=0;d=f[(a+472|0)>>2]|0;if(!d){u=B;return}a:while(1){C=f[(a+464|0)>>2]|0;s=f[C+16>>2]|0;E=f[C+20>>2]|0;r=f[C+4>>2]|0;f[B+16>>2]=a;f[B+24>>2]=b;f[B+32>>2]=c;f[B+480>>2]=j;f[B+512>>2]=m;f[B+816>>2]=s;f[B+824>>2]=E;f[B+1576>>2]=k;f[B+1584>>2]=o;f[B+1752>>2]=C;f[B+1808>>2]=r;f[B+2240>>2]=d;f[B+3256>>2]=h;f[B+3288>>2]=l;f[B+3568>>2]=i;f[B+3592>>2]=e;f[B+3600>>2]=g;f[B+3624>>2]=0;f[B+3628>>2]=0;A_a(B);j=f[B+480>>2]|0;m=f[B+512>>2]|0;k=f[B+1576>>2]|0;o=f[B+1584>>2]|0;h=f[B+3256>>2]|0;l=f[B+3288>>2]|0;i=f[B+3568>>2]|0;e=f[B+3592>>2]|0;g=f[B+3600>>2]|0;G=f[B+3624>>2]|0;D=f[B+3628>>2]|0;H=+n[B+3628>>2];f[B+3624>>2]=0;f[B+3628>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break a}f[B+16>>2]=a;f[B+24>>2]=b;f[B+32>>2]=c;f[B+488>>2]=q;f[B+496>>2]=t;f[B+504>>2]=v;f[B+816>>2]=s;f[B+2240>>2]=d;f[B+2352>>2]=p;f[B+2360>>2]=w;f[B+2856>>2]=x;f[B+2864>>2]=y;f[B+3384>>2]=z;f[B+3392>>2]=A;f[B+3568>>2]=i;f[B+3592>>2]=e;f[B+3600>>2]=g;f[B+3616>>2]=0;f[B+3620>>2]=0;z_a(B);q=f[B+488>>2]|0;t=f[B+496>>2]|0;v=f[B+504>>2]|0;d=f[B+2240>>2]|0;p=f[B+2352>>2]|0;w=f[B+2360>>2]|0;x=f[B+2856>>2]|0;y=f[B+2864>>2]|0;z=f[B+3384>>2]|0;A=f[B+3392>>2]|0;i=f[B+3568>>2]|0;e=f[B+3592>>2]|0;G=f[B+3616>>2]|0;D=f[B+3620>>2]|0;H=+n[B+3620>>2];f[B+3616>>2]=0;f[B+3620>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break a}}r=1;if(r){r=0;if((i|0)==32){b=f[h>>2]|0;d=b+(j*28|0)|0;j=f[l>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[l>>2]|0}if((d|0)==(i|0))i=53;else{do{c=d+-28|0;f[l>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[l>>2]|0}while((d|0)!=(i|0));i=53}}else r=1}if(r){r=0;if((i|0)==122){b=f[k>>2]|0;d=b+(m*28|0)|0;j=f[o>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[o>>2]|0}if((d|0)==(i|0))i=143;else{do{c=d+-28|0;f[o>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[o>>2]|0}while((d|0)!=(i|0));i=143}}else r=1}if(r){r=0;if((i|0)==264){b=f[p>>2]|0;d=b+(q*28|0)|0;j=f[w>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[w>>2]|0}if((d|0)==(i|0))i=285;else{do{c=d+-28|0;f[w>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[w>>2]|0}while((d|0)!=(i|0));i=285}}else r=1}f[B+16>>2]=a;f[B+496>>2]=t;f[B+504>>2]=v;f[B+816>>2]=s;f[B+2856>>2]=x;f[B+2864>>2]=y;f[B+3384>>2]=z;f[B+3392>>2]=A;f[B+3568>>2]=i;f[B+3576>>2]=r;f[B+3608>>2]=0;f[B+3612>>2]=0;y_a(B);G=f[B+3608>>2]|0;D=f[B+3612>>2]|0;H=+n[B+3612>>2];f[B+3608>>2]=0;f[B+3612>>2]=0;if((G|0)==5){u=B;return}u=B}function gZa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+32|0;q=w;p=w+20|0;o=w+16|0;r=w+12|0;s=w+8|0;t=w+4|0;hZa(a);d=a+490|0;if(b[d>>0]|0){v=f[a+832>>2]|0;oh[f[(f[v>>2]|0)+64>>2]&1023](v,(b[a+489>>0]|0)!=0);b[d>>0]=0}l=a+492|0;d=f[l>>2]|0;v=a+496|0;m=f[v>>2]|0;if((d|0)!=(m|0)){n=a+832|0;while(1){g=d+16|0;e=g;a:do if((g|0)!=(m|0)){i=d+13|0;j=d+12|0;k=d+4|0;h=d;while(1){if((b[i>>0]|0)!=(b[h+29>>0]|0))break;if((b[j>>0]|0)!=(b[h+28>>0]|0))break;f[r>>2]=f[k>>2];f[s>>2]=f[g>>2];f[t>>2]=f[h+20>>2];f[o>>2]=f[r>>2];f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];iZa(d,o,p,q)|0;h=g+16|0;e=h;if((h|0)==(m|0))break a;else{x=g;g=h;h=x}}Dwa(f[d>>2]|0,f[k>>2]|0,q);x=f[n>>2]|0;Fh[f[(f[x>>2]|0)+60>>2]&255](x,b[i>>0]|0,d,(b[j>>0]|0)!=0)}while(0);if((m|0)==(e|0))break;else d=e}Dwa(f[d>>2]|0,f[d+4>>2]|0,q);h=f[n>>2]|0;Fh[f[(f[h>>2]|0)+60>>2]&255](h,b[d+13>>0]|0,d,(b[d+12>>0]|0)!=0);h=f[l>>2]|0;d=f[v>>2]|0;if((d|0)!=(h|0))do{e=d+-16|0;f[v>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[v>>2]|0}}while((d|0)!=(h|0))}if(f[a+636>>2]|0)jZa(a);if(f[a+676>>2]|0)kZa(a);if(f[a+696>>2]|0)lZa(a);if(f[a+716>>2]|0)mZa(a);if(f[a+756>>2]|0)nZa(a);if(f[a+736>>2]|0)oZa(a);if(f[a+656>>2]|0)pZa(a);if(!c){u=w;return}d=a+536|0;if(b[d>>0]|0){x=f[a+832>>2]|0;gh[f[(f[x>>2]|0)+176>>2]&2047](x);b[d>>0]=0}g=a+560|0;h=a+572|0;if(f[h>>2]|0){x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+180>>2]&1023](x,g);if(f[h>>2]|0){e=a+568|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+564>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}}g=a+516|0;h=a+528|0;if(f[h>>2]|0){x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+188>>2]&1023](x,g);if(f[h>>2]|0){e=a+524|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+520>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}}g=a+580|0;h=a+592|0;if(!(f[h>>2]|0)){u=w;return}x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+184>>2]&1023](x,g);if(!(f[h>>2]|0)){u=w;return}e=a+588|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+584>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0;u=w;return}function hZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;r=w;q=w+20|0;p=w+16|0;s=w+12|0;t=w+8|0;v=w+4|0;i=a+552|0;g=f[i>>2]|0;if(g|0){j=a+848|0;h=a+856|0;c=f[j>>2]|0;k=a+852|0;if((f[h>>2]|0)-c>>3>>>0<g>>>0){if(g>>>0>536870911)vd();d=(f[k>>2]|0)-c|0;e=pOb(g<<3)|0;if((d|0)>0)bQb(e|0,c|0,d|0)|0;f[j>>2]=e;f[k>>2]=e+(d>>3<<3);f[h>>2]=e+(g<<3);if(c|0)sOb(c)}f[s>>2]=f[k>>2];d=a+548|0;f[t>>2]=f[d>>2];f[v>>2]=0;f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];m_a(j,p,q,r)|0;if(f[i>>2]|0){c=f[d>>2]|0;if(c|0)do{o=c;c=f[c>>2]|0;sOb(o)}while((c|0)!=0);f[d>>2]=0;d=f[a+544>>2]|0;if(d|0){e=a+540|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[i>>2]=0}Dwa(f[j>>2]|0,f[k>>2]|0,r);c=f[a+832>>2]|0;oh[f[(f[c>>2]|0)+96>>2]&1023](c,j);c=f[j>>2]|0;d=f[k>>2]|0;if((d|0)!=(c|0))f[k>>2]=d+(~((d+-8-c|0)>>>3)<<3)}c=a+480|0;if(b[c>>0]|0){o=f[a+832>>2]|0;oh[f[(f[o>>2]|0)+88>>2]&1023](o,f[a+476>>2]|0);b[c>>0]=0}c=a+488|0;if(b[c>>0]|0){o=f[a+832>>2]|0;hh[f[(f[o>>2]|0)+92>>2]&63](o,+n[a+484>>2]);b[c>>0]=0}l=a+504|0;c=f[l>>2]|0;o=a+508|0;m=f[o>>2]|0;if((c|0)==(m|0)){u=w;return}a=a+832|0;while(1){e=c+20|0;d=e;a:do if((e|0)!=(m|0)){i=c+16|0;j=c+12|0;k=c+4|0;g=c;h=e;while(1){if((b[i>>0]|0)!=(b[g+36>>0]|0))break;if((f[j>>2]|0)!=(f[g+32>>2]|0))break;f[s>>2]=f[k>>2];f[t>>2]=f[h>>2];f[v>>2]=f[g+24>>2];f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];iZa(c,p,q,r)|0;e=h+20|0;d=e;if((e|0)==(m|0))break a;else{g=h;h=e}}Dwa(f[c>>2]|0,f[k>>2]|0,r);k=f[a>>2]|0;Fh[f[(f[k>>2]|0)+56>>2]&255](k,b[i>>0]|0,c,f[j>>2]|0)}while(0);if((m|0)==(d|0))break;else c=d}Dwa(f[c>>2]|0,f[c+4>>2]|0,r);g=f[a>>2]|0;Fh[f[(f[g>>2]|0)+56>>2]&255](g,b[c+16>>0]|0,c,f[c+12>>2]|0);g=f[l>>2]|0;c=f[o>>2]|0;if((c|0)!=(g|0))do{d=c+-20|0;f[o>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[o>>2]|0}}while((c|0)!=(g|0));u=w;return}function iZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;l=f[a>>2]|0;g=l;h=(f[b>>2]|0)-g|0;r=l+(h>>3<<3)|0;e=f[c>>2]|0;j=f[d>>2]|0;q=j-e|0;i=q>>3;m=e;o=j;if((q|0)<=0)return r|0;p=a+8|0;d=f[p>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((i|0)<=(d-b>>3|0)){h=b-r|0;b=h>>3;if((i|0)>(b|0)){d=m+(b<<3)|0;g=d;if((d|0)==(o|0))b=n;else{b=n;do{p=d;a=f[p+4>>2]|0;f[b>>2]=f[p>>2];f[b+4>>2]=a;d=d+8|0;b=(f[q>>2]|0)+8|0;f[q>>2]=b}while((d|0)!=(o|0))}if((h|0)>0)j=g;else return r|0}else b=n;h=b-(r+(i<<3))|0;i=h>>3;d=r+(i<<3)|0;if(d>>>0<n>>>0){g=b;do{o=d;p=f[o+4>>2]|0;a=g;f[a>>2]=f[o>>2];f[a+4>>2]=p;d=d+8|0;g=(f[q>>2]|0)+8|0;f[q>>2]=g}while(d>>>0<n>>>0)}if(i){cQb(b+(0-i<<3)|0,r|0,h|0)|0;e=f[c>>2]|0}b=j-e|0;if(!b)return r|0;cQb(r|0,e|0,b|0)|0;return r|0}b=(b-g>>3)+i|0;if(b>>>0>536870911)AMb(a);i=d-g|0;d=i>>2;d=i>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;i=r;b=h>>3;do if(!d)k=0;else if(d>>>0>536870911)vd();else{k=pOb(d<<3)|0;break}while(0);j=k+(b<<3)|0;e=j;h=k+(d<<3)|0;if((o|0)==(m|0))b=l;else{d=j;b=m;do{m=b;n=f[m+4>>2]|0;c=d;f[c>>2]=f[m>>2];f[c+4>>2]=n;d=e+8|0;e=d;b=b+8|0}while((b|0)!=(o|0));b=f[a>>2]|0}d=i-b|0;g=j+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(g|0,b|0,d|0)|0;d=(f[q>>2]|0)-i|0;if((d|0)>0){bQb(e|0,r|0,d|0)|0;e=e+(d>>>3<<3)|0;b=f[a>>2]|0}f[a>>2]=g;f[q>>2]=e;f[p>>2]=h;if(!b){r=j;return r|0}sOb(b);r=j;return r|0}function jZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;N=u;u=u+16|0;H=N;I=N+4|0;K=a+836|0;M=a+636|0;e=f[M>>2]|0;L=a+844|0;g=f[K>>2]|0;J=a+840|0;if((f[L>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[J>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[K>>2]=d;f[J>>2]=d+(c>>3<<3);f[L>>2]=d+(e<<3);if(g|0)sOb(g)}G=a+632|0;z=a+816|0;A=a+4|0;B=a+12|0;C=a+16|0;D=a+8|0;x=a+20|0;y=a+24|0;E=a+832|0;w=191184;a:while(1){g=b[w>>0]|0;v=g<<24>>24!=0;c=f[G>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==g<<24>>24){d=d+8|0;e=f[J>>2]|0;if((e|0)==(f[L>>2]|0)){SD(K,d);break}else{r=d;s=f[r+4>>2]|0;t=e;f[t>>2]=f[r>>2];f[t+4>>2]=s;f[J>>2]=(f[J>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);c=f[K>>2]|0;d=f[J>>2]|0;if((c|0)!=(d|0)){f_a(c,d,H);t=(f[z>>2]|0)+1|0;f[z>>2]=t;j=f[A>>2]|0;k=(j|0)==0;b:do if(k){c=0;F=40}else{g=j+-1|0;e=(g&j|0)==0;if(e)c=g&t;else if(j>>>0>t>>>0)c=t;else c=(t>>>0)%(j>>>0)|0;d=f[(f[a>>2]|0)+(c<<2)>>2]|0;if(!d)F=40;else{if(e)while(1){d=f[d>>2]|0;if(!d){F=40;break b}s=f[d+4>>2]|0;if(!((s|0)==(t|0)|(s&g|0)==(c|0))){F=40;break b}if((f[d+8>>2]|0)==(t|0))break b}do{d=f[d>>2]|0;if(!d){F=40;break b}e=f[d+4>>2]|0;if((e|0)!=(t|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(c|0)){F=40;break b}}}while((f[d+8>>2]|0)!=(t|0))}}while(0);if((F|0)==40){F=0;g=pOb(24)|0;f[g+8>>2]=t;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=t;f[g>>2]=0;h=+(((f[B>>2]|0)+1|0)>>>0);i=+n[C>>2];do if(k|i*+(j>>>0)<h){c=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(h/i))>>>0;g_a(a,c>>>0<d>>>0?d:c);c=f[A>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&t;break}if(c>>>0>t>>>0){e=c;c=t}else{e=c;c=(t>>>0)%(c>>>0)|0}}else e=j;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[g>>2]=f[D>>2];f[D>>2]=g;f[d>>2]=D;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;F=53}}else{f[g>>2]=f[c>>2];F=53}if((F|0)==53){F=0;f[c>>2]=g}f[B>>2]=(f[B>>2]|0)+1;d=g}r=d+12|0;c=f[x>>2]|0;q=f[y>>2]|0;if((c|0)!=(q|0)){s=d+16|0;p=d+20|0;do{d=f[s>>2]|0;o=f[p>>2]|0;e=o;if(d>>>0<o>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];o=d+8|0;m=c+8|0;f[o>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[o>>2]=f[m>>2];o=c+12|0;f[l>>2]=f[o>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[o>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;o=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=o;f[s>>2]=(f[s>>2]|0)+28}else{g=f[r>>2]|0;j=(d-g|0)/28|0;d=j+1|0;if(d>>>0>153391689){F=71;break a}m=(e-g|0)/28|0;o=m<<1;d=m>>>0<76695844?(o>>>0<d>>>0?d:o):153391689;if(!d)e=0;else{if(d>>>0>153391689){F=74;break a}e=pOb(d*28|0)|0}k=e+(j*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(j*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(j*28|0)+16>>2]=0;f[e+(j*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(j*28|0)+12>>2]=f[l>>2];o=c+16|0;f[e+(j*28|0)+16>>2]=f[o>>2];f[o>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(j*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(j*28|0)+24>>2]=l;l=k+28|0;j=f[r>>2]|0;d=f[s>>2]|0;if((d|0)==(j|0)){d=g;o=j;e=j}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];O=e+-20|0;o=k+-20|0;f[O>>2]=0;P=e+-16|0;f[P>>2]=0;f[e+-12>>2]=0;f[O>>2]=f[o>>2];O=k+-16|0;f[P>>2]=f[O>>2];P=k+-12|0;f[e+-12>>2]=f[P>>2];f[P>>2]=0;f[O>>2]=0;f[o>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;o=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=o;e=g+-28|0;g=e}while((d|0)!=(j|0));d=g;o=f[r>>2]|0;e=f[s>>2]|0}f[r>>2]=d;f[s>>2]=l;f[p>>2]=m;l=o;if((e|0)!=(l|0))do{P=e+-4|0;d=f[P>>2]|0;f[P>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;do if((d|0)==(f[k>>2]|0)){j=f[e>>2]|0;if(!j)break;tOb(j);d=f[g>>2]|0}while(0);if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(o|0)sOb(o)}c=c+28|0}while((c|0)!=(q|0));k=f[x>>2]|0;c=f[y>>2]|0;if((c|0)!=(k|0))do{e=c+-28|0;f[y>>2]=e;P=c+-4|0;d=f[P>>2]|0;f[P>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;g=f[d>>2]|0;j=c+-16|0;if((g|0)==(f[j>>2]|0)){c=f[e>>2]|0;if(!c)c=g;else{tOb(c);c=f[d>>2]|0}}else c=g;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[y>>2]|0}while((c|0)!=(k|0))}c=f[E>>2]|0;d=f[(f[c>>2]|0)+128>>2]|0;f[I>>2]=t;f[H>>2]=f[I>>2];Fh[d&255](c,H,K,v);c=f[K>>2]|0;d=f[J>>2]|0;if((d|0)!=(c|0))f[J>>2]=d+(~((d+-8-c|0)>>>3)<<3)}w=w+1|0;if((w|0)==191186){F=9;break}}if((F|0)==9){if(!(f[M>>2]|0)){u=N;return}c=f[G>>2]|0;if(c|0)do{P=c;c=f[c>>2]|0;sOb(P)}while((c|0)!=0);f[G>>2]=0;e=f[a+628>>2]|0;if(e|0){d=a+624|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[M>>2]=0;u=N;return}else if((F|0)==71)AMb(r);else if((F|0)==74)vd()}function kZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;l=r;m=r+4|0;n=a+836|0;q=a+676|0;e=f[q>>2]|0;k=a+844|0;g=f[n>>2]|0;p=a+840|0;if((f[k>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[p>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[n>>2]=d;f[p>>2]=d+(c>>3<<3);f[k>>2]=d+(e<<3);if(g|0)sOb(g)}o=a+672|0;h=a+816|0;g=a+64|0;i=a+832|0;j=a+96|0;c=f[o>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==1){d=d+8|0;e=f[p>>2]|0;if((e|0)==(f[k>>2]|0)){b_a(n,d);break}else{s=d;d=f[s+4>>2]|0;f[e>>2]=f[s>>2];f[e+4>>2]=d;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);d=f[n>>2]|0;c=f[p>>2]|0;if((d|0)==(c|0))c=d;else{cFa(d,c,l);s=(f[h>>2]|0)+1|0;f[h>>2]=s;c_a(s,g);d=f[i>>2]|0;c=f[(f[d>>2]|0)+124>>2]|0;f[m>>2]=s;f[l>>2]=f[m>>2];Fh[c&255](d,l,n,1);d=f[n>>2]|0;c=f[p>>2]|0;if((c|0)==(d|0))c=d;else{c=c+(~((c+-8-d|0)>>>3)<<3)|0;f[p>>2]=c}}e=f[o>>2]|0;if(e){do{c=e;do if(!(b[c+16>>0]|0)){c=c+8|0;d=f[p>>2]|0;if((d|0)==(f[k>>2]|0)){b_a(n,c);break}else{g=f[c+4>>2]|0;s=d;f[s>>2]=f[c>>2];f[s+4>>2]=g;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);e=f[e>>2]|0}while((e|0)!=0);d=f[n>>2]|0;c=f[p>>2]|0}if((d|0)!=(c|0)){cFa(d,c,l);s=(f[h>>2]|0)+1|0;f[h>>2]=s;c_a(s,j);c=f[i>>2]|0;d=f[(f[c>>2]|0)+124>>2]|0;f[m>>2]=s;f[l>>2]=f[m>>2];Fh[d&255](c,l,n,0);c=f[n>>2]|0;d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-8-c|0)>>>3)<<3)}if(!(f[q>>2]|0)){u=r;return}c=f[o>>2]|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);f[o>>2]=0;e=f[a+668>>2]|0;if(e|0){d=a+664|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[q>>2]=0;u=r;return}function lZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+696|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+692|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];VZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+688>>2]|0;if(c|0){d=a+684|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}WZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+128|0;g=a+132|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+140|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+144>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;XZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+136|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+148|0;b=f[r>>2]|0;t=a+152|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+132>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function mZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+716|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+712|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];NZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+708>>2]|0;if(c|0){d=a+704|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}OZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+160|0;g=a+164|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+172|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+176>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;PZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+168|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+180|0;b=f[r>>2]|0;t=a+184|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+136>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function nZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+756|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+752|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];FZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+748>>2]|0;if(c|0){d=a+744|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}GZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+224|0;g=a+228|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+236|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+240>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;HZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+232|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+244|0;b=f[r>>2]|0;t=a+248|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+140>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function oZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+736|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+732|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];xZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+728>>2]|0;if(c|0){d=a+724|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}yZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+192|0;g=a+196|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+204|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+208>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;zZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+200|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+212|0;b=f[r>>2]|0;t=a+216|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+144>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function pZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;O=u;u=u+16|0;I=O;J=O+4|0;L=a+836|0;N=a+656|0;e=f[N>>2]|0;M=a+844|0;g=f[L>>2]|0;K=a+840|0;if((f[M>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[K>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[L>>2]=d;f[K>>2]=d+(c>>3<<3);f[M>>2]=d+(e<<3);if(g|0)sOb(g)}H=a+652|0;z=a+816|0;A=a+32|0;B=a+36|0;C=a+44|0;D=a+48|0;E=a+40|0;x=a+52|0;y=a+56|0;F=a+832|0;w=191182;a:while(1){g=b[w>>0]|0;v=g<<24>>24!=0;c=f[H>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==g<<24>>24){d=d+8|0;e=f[K>>2]|0;if((e|0)==(f[M>>2]|0)){lE(L,d);break}else{r=d;s=f[r+4>>2]|0;t=e;f[t>>2]=f[r>>2];f[t+4>>2]=s;f[K>>2]=(f[K>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);c=f[L>>2]|0;d=f[K>>2]|0;if((c|0)!=(d|0)){qZa(c,d,I);t=(f[z>>2]|0)+1|0;f[z>>2]=t;j=f[B>>2]|0;k=(j|0)==0;b:do if(k){c=0;G=40}else{g=j+-1|0;e=(g&j|0)==0;if(e)c=g&t;else if(j>>>0>t>>>0)c=t;else c=(t>>>0)%(j>>>0)|0;d=f[(f[A>>2]|0)+(c<<2)>>2]|0;if(!d)G=40;else{if(e)while(1){d=f[d>>2]|0;if(!d){G=40;break b}s=f[d+4>>2]|0;if(!((s|0)==(t|0)|(s&g|0)==(c|0))){G=40;break b}if((f[d+8>>2]|0)==(t|0))break b}do{d=f[d>>2]|0;if(!d){G=40;break b}e=f[d+4>>2]|0;if((e|0)!=(t|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(c|0)){G=40;break b}}}while((f[d+8>>2]|0)!=(t|0))}}while(0);if((G|0)==40){G=0;g=pOb(24)|0;f[g+8>>2]=t;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=t;f[g>>2]=0;h=+(((f[C>>2]|0)+1|0)>>>0);i=+n[D>>2];do if(k|i*+(j>>>0)<h){c=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(h/i))>>>0;rZa(A,c>>>0<d>>>0?d:c);c=f[B>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&t;break}if(c>>>0>t>>>0){e=c;c=t}else{e=c;c=(t>>>0)%(c>>>0)|0}}else e=j;while(0);d=(f[A>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[g>>2]=f[E>>2];f[E>>2]=g;f[d>>2]=E;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[A>>2]|0)+(c<<2)|0;G=53}}else{f[g>>2]=f[c>>2];G=53}if((G|0)==53){G=0;f[c>>2]=g}f[C>>2]=(f[C>>2]|0)+1;d=g}r=d+12|0;c=f[x>>2]|0;q=f[y>>2]|0;if((c|0)!=(q|0)){s=d+16|0;p=d+20|0;do{d=f[s>>2]|0;o=f[p>>2]|0;e=o;if(d>>>0<o>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];o=d+8|0;m=c+8|0;f[o>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[o>>2]=f[m>>2];o=c+12|0;f[l>>2]=f[o>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[o>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;o=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=o;f[s>>2]=(f[s>>2]|0)+28}else{g=f[r>>2]|0;j=(d-g|0)/28|0;d=j+1|0;if(d>>>0>153391689){G=71;break a}m=(e-g|0)/28|0;o=m<<1;d=m>>>0<76695844?(o>>>0<d>>>0?d:o):153391689;if(!d)e=0;else{if(d>>>0>153391689){G=74;break a}e=pOb(d*28|0)|0}k=e+(j*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(j*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(j*28|0)+16>>2]=0;f[e+(j*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(j*28|0)+12>>2]=f[l>>2];o=c+16|0;f[e+(j*28|0)+16>>2]=f[o>>2];f[o>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(j*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(j*28|0)+24>>2]=l;l=k+28|0;j=f[r>>2]|0;d=f[s>>2]|0;if((d|0)==(j|0)){d=g;o=j;e=j}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];P=e+-20|0;o=k+-20|0;f[P>>2]=0;Q=e+-16|0;f[Q>>2]=0;f[e+-12>>2]=0;f[P>>2]=f[o>>2];P=k+-16|0;f[Q>>2]=f[P>>2];Q=k+-12|0;f[e+-12>>2]=f[Q>>2];f[Q>>2]=0;f[P>>2]=0;f[o>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;o=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=o;e=g+-28|0;g=e}while((d|0)!=(j|0));d=g;o=f[r>>2]|0;e=f[s>>2]|0}f[r>>2]=d;f[s>>2]=l;f[p>>2]=m;l=o;if((e|0)!=(l|0))do{Q=e+-4|0;d=f[Q>>2]|0;f[Q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;do if((d|0)==(f[k>>2]|0)){j=f[e>>2]|0;if(!j)break;tOb(j);d=f[g>>2]|0}while(0);if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(o|0)sOb(o)}c=c+28|0}while((c|0)!=(q|0));k=f[x>>2]|0;c=f[y>>2]|0;if((c|0)!=(k|0))do{e=c+-28|0;f[y>>2]=e;Q=c+-4|0;d=f[Q>>2]|0;f[Q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;g=f[d>>2]|0;j=c+-16|0;if((g|0)==(f[j>>2]|0)){c=f[e>>2]|0;if(!c)c=g;else{tOb(c);c=f[d>>2]|0}}else c=g;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[y>>2]|0}while((c|0)!=(k|0))}c=f[F>>2]|0;d=f[(f[c>>2]|0)+148>>2]|0;f[J>>2]=t;f[I>>2]=f[J>>2];Fh[d&255](c,I,L,v);c=f[L>>2]|0;d=f[K>>2]|0;if((d|0)!=(c|0))f[K>>2]=d+(~((d+-8-c|0)>>>3)<<3)}w=w+1|0;if((w|0)==191184){G=9;break}}if((G|0)==9){if(!(f[N>>2]|0)){u=O;return}c=f[H>>2]|0;if(c|0)do{Q=c;c=f[c>>2]|0;sOb(Q)}while((c|0)!=0);f[H>>2]=0;e=f[a+648>>2]|0;if(e|0){d=a+644|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[N>>2]=0;u=O;return}else if((G|0)==71)AMb(r);else if((G|0)==74)vd()}function qZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=uZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=wZa(a,i,c)|0;e=i+8|0;if(wZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}qZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;qZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){tZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){uZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){vZa(a,b,c);return}else if((q|0)==107)return}function rZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){sZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;sZa(a,b);return}function sZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function tZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function uZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=tZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function vZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function wZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{tZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{uZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function xZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function yZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=CZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=EZa(a,i,c)|0;e=i+8|0;if(EZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}yZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;yZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){BZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){CZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){DZa(a,b,c);return}else if((q|0)==107)return}function zZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){AZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;AZa(a,b);return}function AZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function BZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function CZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=BZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function DZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function EZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{BZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{CZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function FZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function GZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=KZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=MZa(a,i,c)|0;e=i+8|0;if(MZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}GZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;GZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){JZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){KZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){LZa(a,b,c);return}else if((q|0)==107)return}function HZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){IZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;IZa(a,b);return}function IZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function JZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function KZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=JZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function LZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function MZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{JZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{KZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function NZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function OZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=SZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=UZa(a,i,c)|0;e=i+8|0;if(UZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}OZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;OZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){RZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){SZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){TZa(a,b,c);return}else if((q|0)==107)return}function PZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){QZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;QZa(a,b);return}function QZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function RZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function SZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=RZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function TZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function UZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{RZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{SZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function VZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function WZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=_Za(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=a_a(a,i,c)|0;e=i+8|0;if(a_a(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}WZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;WZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){ZZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){_Za(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){$Za(a,b,c);return}else if((q|0)==107)return}function XZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){YZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;YZa(a,b);return}function YZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function ZZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function _Za(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=ZZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function $Za(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function a_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{ZZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{_Za(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function b_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function c_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;h=b+4|0;k=f[h>>2]|0;l=(k|0)==0;a:do if(l){c=0;o=17}else{g=k+-1|0;e=(g&k|0)==0;if(e)c=g&a;else if(k>>>0>a>>>0)c=a;else c=(a>>>0)%(k>>>0)|0;d=f[(f[b>>2]|0)+(c<<2)>>2]|0;if(!d)o=17;else{if(e)while(1){d=f[d>>2]|0;if(!d){o=17;break a}s=f[d+4>>2]|0;if(!((s|0)==(a|0)|(s&g|0)==(c|0))){o=17;break a}if((f[d+8>>2]|0)==(a|0))break a}do{d=f[d>>2]|0;if(!d){o=17;break a}e=f[d+4>>2]|0;if((e|0)!=(a|0)){if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)!=(c|0)){o=17;break a}}}while((f[d+8>>2]|0)!=(a|0))}}while(0);if((o|0)==17){g=pOb(24)|0;f[g+8>>2]=a;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=a;f[g>>2]=0;m=b+12|0;i=+(((f[m>>2]|0)+1|0)>>>0);j=+n[b+16>>2];do if(l|j*+(k>>>0)<i){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(i/j))>>>0;d_a(b,c>>>0<d>>>0?d:c);c=f[h>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&a;break}if(c>>>0>a>>>0){e=c;c=a}else{e=c;c=(a>>>0)%(c>>>0)|0}}else e=k;while(0);d=(f[b>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=b+8|0;f[g>>2]=f[c>>2];f[c>>2]=g;f[d>>2]=c;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[b>>2]|0)+(c<<2)|0;o=30}}else{f[g>>2]=f[c>>2];o=30}if((o|0)==30)f[c>>2]=g;f[m>>2]=(f[m>>2]|0)+1;d=g}r=d+12|0;q=b+20|0;c=f[q>>2]|0;s=b+24|0;b=f[s>>2]|0;if((c|0)==(b|0))return;p=d+16|0;o=d+20|0;while(1){d=f[p>>2]|0;a=f[o>>2]|0;e=a;if(d>>>0<a>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];a=d+8|0;m=c+8|0;f[a>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[a>>2]=f[m>>2];a=c+12|0;f[l>>2]=f[a>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[a>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;a=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=a;f[p>>2]=(f[p>>2]|0)+28}else{g=f[r>>2]|0;h=(d-g|0)/28|0;d=h+1|0;if(d>>>0>153391689){o=49;break}m=(e-g|0)/28|0;a=m<<1;d=m>>>0<76695844?(a>>>0<d>>>0?d:a):153391689;if(!d)e=0;else{if(d>>>0>153391689){o=52;break}e=pOb(d*28|0)|0}k=e+(h*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(h*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(h*28|0)+16>>2]=0;f[e+(h*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(h*28|0)+12>>2]=f[l>>2];a=c+16|0;f[e+(h*28|0)+16>>2]=f[a>>2];f[a>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(h*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(h*28|0)+24>>2]=l;l=k+28|0;h=f[r>>2]|0;d=f[p>>2]|0;if((d|0)==(h|0)){d=g;a=h;e=h}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];t=e+-20|0;a=k+-20|0;f[t>>2]=0;u=e+-16|0;f[u>>2]=0;f[e+-12>>2]=0;f[t>>2]=f[a>>2];t=k+-16|0;f[u>>2]=f[t>>2];u=k+-12|0;f[e+-12>>2]=f[u>>2];f[u>>2]=0;f[t>>2]=0;f[a>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;a=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=a;e=g+-28|0;g=e}while((d|0)!=(h|0));d=g;a=f[r>>2]|0;e=f[p>>2]|0}f[r>>2]=d;f[p>>2]=l;f[o>>2]=m;l=a;if((e|0)!=(l|0))do{u=e+-4|0;d=f[u>>2]|0;f[u>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;if((d|0)==(f[k>>2]|0)){h=f[e>>2]|0;if(h){tOb(h);d=f[g>>2]|0}}if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(a|0)sOb(a)}c=c+28|0;if((c|0)==(b|0)){o=34;break}}if((o|0)==34){k=f[q>>2]|0;c=f[s>>2]|0;if((c|0)==(k|0))return;do{g=c+-28|0;f[s>>2]=g;u=c+-4|0;d=f[u>>2]|0;f[u>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[s>>2]|0}while((c|0)!=(k|0));return}else if((o|0)==49)AMb(r);else if((o|0)==52)vd()}function d_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){e_a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;e_a(a,b);return}function e_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function f_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=j_a(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=l_a(a,i,c)|0;e=i+8|0;if(l_a(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}f_a(a,i,c);a=i+8|0}if((q|0)==105){q=0;f_a(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){i_a(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){j_a(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){k_a(a,b,c);return}else if((q|0)==107)return}function g_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){h_a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;h_a(a,b);return}function h_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function i_a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function j_a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=i_a(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function k_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function l_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{i_a(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{j_a(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function m_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function n_a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[c>>2]|0;if(!e){d=c;e=0}else{d=f[c+4>>2]|0;if(!d)d=c;else while(1){e=f[d>>2]|0;if(!e){e=0;break}else d=e}}k=d+4|0;l=f[(e|0?d:k)>>2]|0;m=(l|0)!=0;j=d+8|0;if(m)f[l+8>>2]=f[j>>2];e=f[j>>2]|0;g=f[e>>2]|0;if((g|0)==(d|0)){f[e>>2]=l;if((d|0)==(a|0)){a=l;g=0}else g=f[e+4>>2]|0}else f[e+4>>2]=l;h=d+12|0;i=(b[h>>0]|0)!=0;if((d|0)!=(c|0)){n=c+8|0;e=f[n>>2]|0;f[j>>2]=e;f[((f[f[n>>2]>>2]|0)==(c|0)?e:e+4|0)>>2]=d;e=f[c>>2]|0;f[d>>2]=e;f[e+8>>2]=d;e=f[c+4>>2]|0;f[k>>2]=e;if(e|0)f[e+8>>2]=d;b[h>>0]=b[c+12>>0]|0;a=(a|0)==(c|0)?d:a}if(!(i&(a|0)!=0))return;if(m){b[l+12>>0]=1;return}else j=g;while(1){g=j+8|0;h=f[g>>2]|0;d=j+12|0;e=(b[d>>0]|0)!=0;if((f[h>>2]|0)==(j|0)){if(e)i=j;else{b[d>>0]=1;b[h+12>>0]=0;d=j+4|0;e=f[d>>2]|0;f[h>>2]=e;if(e|0)f[e+8>>2]=h;i=h+8|0;f[g>>2]=f[i>>2];n=f[i>>2]|0;f[((f[n>>2]|0)==(h|0)?n:n+4|0)>>2]=j;f[d>>2]=h;f[i>>2]=j;i=f[h>>2]|0;a=(a|0)==(h|0)?j:a}d=f[i>>2]|0;g=(d|0)==0;if(!g)if(!(b[d+12>>0]|0)){h=49;break}e=f[i+4>>2]|0;if(e|0)if(!(b[e+12>>0]|0)){h=48;break}b[i+12>>0]=0;d=f[i+8>>2]|0;e=d+12|0;if((d|0)==(a|0)|(b[e>>0]|0)==0){h=47;break}}else{if(e)g=j;else{b[d>>0]=1;b[h+12>>0]=0;n=h+4|0;d=f[n>>2]|0;e=f[d>>2]|0;f[n>>2]=e;if(e|0)f[e+8>>2]=h;n=h+8|0;f[d+8>>2]=f[n>>2];g=f[n>>2]|0;f[((f[g>>2]|0)==(h|0)?g:g+4|0)>>2]=d;f[d>>2]=h;f[n>>2]=d;n=f[j>>2]|0;g=f[n+4>>2]|0;a=(a|0)==(n|0)?j:a}e=f[g>>2]|0;if(e|0)if(!(b[e+12>>0]|0)){h=30;break}d=f[g+4>>2]|0;if(d|0)if(!(b[d+12>>0]|0)){a=d;h=31;break}b[g+12>>0]=0;d=f[g+8>>2]|0;if((d|0)==(a|0)){h=29;break}if(!(b[d+12>>0]|0)){a=d;h=29;break}}j=f[d+8>>2]|0;j=f[((f[j>>2]|0)==(d|0)?j+4|0:j)>>2]|0}if((h|0)==29){b[a+12>>0]=1;return}else if((h|0)==30){a=f[g+4>>2]|0;if(!a)h=32;else h=31}else if((h|0)==47){b[e>>0]=1;return}else if((h|0)==48)if(g)h=50;else h=49;if((h|0)==31)if(!(b[a+12>>0]|0)){d=g;h=35}else h=32;else if((h|0)==49)if(!(b[d+12>>0]|0)){a=i;h=53}else h=50;if((h|0)==32){b[e+12>>0]=1;b[g+12>>0]=0;a=e+4|0;d=f[a>>2]|0;f[g>>2]=d;if(d|0)f[d+8>>2]=g;d=g+8|0;f[e+8>>2]=f[d>>2];h=f[d>>2]|0;f[((f[h>>2]|0)==(g|0)?h:h+4|0)>>2]=e;f[a>>2]=g;f[d>>2]=e;d=e;a=g;h=35}else if((h|0)==50){n=i+4|0;a=f[n>>2]|0;b[a+12>>0]=1;b[i+12>>0]=0;d=f[a>>2]|0;f[n>>2]=d;if(d|0)f[d+8>>2]=i;d=i+8|0;f[a+8>>2]=f[d>>2];h=f[d>>2]|0;f[((f[h>>2]|0)==(i|0)?h:h+4|0)>>2]=a;f[a>>2]=i;f[d>>2]=a;d=i;h=53}if((h|0)==35){e=f[d+8>>2]|0;n=e+12|0;b[d+12>>0]=b[n>>0]|0;b[n>>0]=1;b[a+12>>0]=1;n=e+4|0;a=f[n>>2]|0;d=f[a>>2]|0;f[n>>2]=d;if(d|0)f[d+8>>2]=e;n=e+8|0;f[a+8>>2]=f[n>>2];c=f[n>>2]|0;f[((f[c>>2]|0)==(e|0)?c:c+4|0)>>2]=a;f[a>>2]=e;f[n>>2]=a;return}else if((h|0)==53){g=f[a+8>>2]|0;e=g+12|0;b[a+12>>0]=b[e>>0]|0;b[e>>0]=1;b[d+12>>0]=1;a=f[g>>2]|0;d=a+4|0;e=f[d>>2]|0;f[g>>2]=e;if(e|0)f[e+8>>2]=g;n=g+8|0;f[a+8>>2]=f[n>>2];c=f[n>>2]|0;f[((f[c>>2]|0)==(g|0)?c:c+4|0)>>2]=a;f[d>>2]=g;f[n>>2]=a;return}}function o_a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;l=e+4|0;n=f[l>>2]|0;if(!n){x=1;return x|0}j=n+-1|0;i=(j&n|0)==0;if(i)k=j&d;else if(n>>>0>d>>>0)k=d;else k=(d>>>0)%(n>>>0)|0;h=f[(f[e>>2]|0)+(k<<2)>>2]|0;if(!h){x=1;return x|0}h=f[h>>2]|0;if(!h){x=1;return x|0}a:do if(i){while(1){o=f[h+4>>2]|0;i=(o|0)==(d|0);if(!(i|(o&j|0)==(k|0))){h=1;x=70;break}if(i)if((f[h+8>>2]|0)==(d|0)){v=h;break a}h=f[h>>2]|0;if(!h){h=1;x=70;break}}if((x|0)==70)return h|0}else{i=h;while(1){h=f[i+4>>2]|0;if((h|0)==(d|0)){if((f[i+8>>2]|0)==(d|0)){v=i;break a}}else{if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)!=(k|0)){h=1;x=70;break}}i=f[i>>2]|0;if(!i){h=1;x=70;break}}if((x|0)==70)return h|0}while(0);o=v+12|0;h=f[o>>2]|0;k=(f[v+16>>2]|0)-h|0;i=(k|0)/28|0;b:do if(!k)h=d;else{c:do if(I_a(b,c,h)|0){h=0;while(1){h=h+1|0;if(h>>>0>=i>>>0)break;if(!(I_a(b,c,(f[o>>2]|0)+(h*28|0)|0)|0)){g=h;break c}}n=f[l>>2]|0;h=f[v+4>>2]|0;break b}else g=0;while(0);j=f[o>>2]|0;J_a(o,j,j+(g*28|0)|0);j=a+464|0;g=a+468|0;h=f[g>>2]|0;do if(!h){r=g;s=g}else{i=a+468|0;d:while(1){g=f[h+16>>2]|0;do if(g>>>0>d>>>0)x=27;else{if(g>>>0>=d>>>0){g=f[h+20>>2]|0;if((g|0)>2){x=27;break}if((g|0)==2){x=32;break d}}q=h+4|0;g=f[q>>2]|0;if(!g){x=31;break d}else{p=q;m=g}}while(0);if((x|0)==27){x=0;g=f[h>>2]|0;if(!g){x=28;break}else{p=h;m=g}}i=p;h=m}if((x|0)==28){r=h;s=h;break}else if((x|0)==31){r=h;s=q;break}else if((x|0)==32){r=h;s=i;break}}while(0);if(f[s>>2]|0){x=0;return x|0}g=pOb(24)|0;h=g+16|0;f[h>>2]=d;f[h+4>>2]=2;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=r;f[s>>2]=g;h=f[f[j>>2]>>2]|0;if(h){f[j>>2]=h;g=f[s>>2]|0}r_a(f[a+468>>2]|0,g);x=a+472|0;f[x>>2]=(f[x>>2]|0)+1;x=0;return x|0}while(0);b=f[v>>2]|0;l=n+-1|0;m=(l&n|0)==0;if(m)h=l&h;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;k=(f[e>>2]|0)+(h<<2)|0;c=f[k>>2]|0;while(1){i=f[c>>2]|0;if((i|0)==(v|0))break;else c=i}if((c|0)==(e+8|0))x=53;else{i=f[c+4>>2]|0;if(m)i=i&l;else if(i>>>0>=n>>>0)i=(i>>>0)%(n>>>0)|0;if((i|0)==(h|0)){t=b;x=61}else x=53}do if((x|0)==53){if(b|0){i=f[b+4>>2]|0;if(m)j=i&l;else if(i>>>0<n>>>0)j=i;else j=(i>>>0)%(n>>>0)|0;if((j|0)==(h|0)){g=i;w=b;x=63;break}}f[k>>2]=0;t=f[v>>2]|0;x=61}while(0);if((x|0)==61){i=t;if(!t)u=i;else{g=f[t+4>>2]|0;w=i;x=63}}if((x|0)==63){if(m)g=g&l;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;if((g|0)==(h|0))u=w;else{f[(f[e>>2]|0)+(g<<2)>>2]=c;u=f[v>>2]|0}}f[c>>2]=u;f[v>>2]=0;x=e+12|0;f[x>>2]=(f[x>>2]|0)+-1;UYa(o);sOb(v);x=1;return x|0}function p_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;f[a+440>>2]=b;p=a+448|0;i=f[p>>2]|0;if(!i)return;e=i+-1|0;d=(e&i|0)==0;if(d)g=e&b;else if(i>>>0>b>>>0)g=b;else g=(b>>>0)%(i>>>0)|0;s=a+444|0;c=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!c)return;c=f[c>>2]|0;if(!c)return;a:do if(d){while(1){j=f[c+4>>2]|0;d=(j|0)==(b|0);if(!(d|(j&e|0)==(g|0))){q=64;break}if(d)if((f[c+8>>2]|0)==(b|0)){t=c;break a}c=f[c>>2]|0;if(!c){q=64;break}}if((q|0)==64)return}else{d=c;while(1){c=f[d+4>>2]|0;if((c|0)==(b|0)){if((f[d+8>>2]|0)==(b|0)){t=d;break a}}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(g|0)){q=64;break}}d=f[d>>2]|0;if(!d){q=64;break}}if((q|0)==64)return}while(0);j=a+464|0;g=b+1|0;h=f[t+12>>2]|0;c=a+468|0;d=f[c>>2]|0;do if(!d){n=c;o=c}else{e=a+468|0;b:while(1){c=f[d+16>>2]|0;do if(g>>>0<c>>>0)q=25;else{if(c>>>0>=g>>>0){c=f[d+20>>2]|0;if((h|0)<(c|0)){q=25;break}if((c|0)>=(h|0)){q=30;break b}}m=d+4|0;c=f[m>>2]|0;if(!c){q=29;break b}else{l=m;k=c}}while(0);if((q|0)==25){q=0;c=f[d>>2]|0;if(!c){q=26;break}else{l=d;k=c}}e=l;d=k}if((q|0)==26){n=d;o=d;break}else if((q|0)==29){n=d;o=m;break}else if((q|0)==30){n=d;o=e;break}}while(0);if(!(f[o>>2]|0)){b=pOb(24)|0;c=b+16|0;f[c>>2]=g;f[c+4>>2]=h;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=n;f[o>>2]=b;c=f[f[j>>2]>>2]|0;if(c){f[j>>2]=c;b=f[o>>2]|0}r_a(f[a+468>>2]|0,b);i=a+472|0;f[i>>2]=(f[i>>2]|0)+1;i=f[p>>2]|0;b=f[t+4>>2]|0}d=i+-1|0;e=(d&i|0)==0;if(e)g=d&b;else if(b>>>0<i>>>0)g=b;else g=(b>>>0)%(i>>>0)|0;c=(f[s>>2]|0)+(g<<2)|0;h=f[c>>2]|0;while(1){b=f[h>>2]|0;if((b|0)==(t|0))break;else h=b}if((h|0)==(a+452|0))q=49;else{b=f[h+4>>2]|0;if(e)b=b&d;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(g|0))r=t;else q=49}do if((q|0)==49){b=f[t>>2]|0;if(b|0){b=f[b+4>>2]|0;if(e)b=b&d;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(g|0)){r=t;break}}f[c>>2]=0;r=t}while(0);c=f[r>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(e)c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(g|0)){f[(f[s>>2]|0)+(c<<2)>>2]=h;b=f[t>>2]|0}}f[h>>2]=b;f[r>>2]=0;a=a+456|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(t);return}function q_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;k=o+16|0;l=o;f[l>>2]=0;n=l+4|0;f[n>>2]=0;f[l+8>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(!j)m=13;else{i=k+4|0;j=l+8|0;do{vRa(k,b,d);if(!(f[k>>2]|0))e=B_a(a,d,3)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[n>>2]|0;if((e|0)==(f[j>>2]|0)){$E(l,d);break b}else{q=d;p=f[q+4>>2]|0;g=e;f[g>>2]=f[q>>2];f[g+4>>2]=p;f[n>>2]=(f[n>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[l>>2]|0)==(f[n>>2]|0))m=13;else{H_a(c+24|0,l,c);g=1}}while(0);if((m|0)==13){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[l>>2]|0;if(!d){u=o;return g|0}e=f[n>>2]|0;if((e|0)!=(d|0))f[n>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=o;return g|0}function r_a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=(c|0)==(a|0);b[c+12>>0]=j&1;if(j)return;while(1){i=c+8|0;d=f[i>>2]|0;h=d+12|0;if(b[h>>0]|0){g=23;break}j=d+8|0;e=f[j>>2]|0;g=f[e>>2]|0;if((g|0)==(d|0)){g=f[e+4>>2]|0;if(!g){g=7;break}g=g+12|0;if(!(b[g>>0]|0))c=g;else{g=7;break}}else{if(!g){g=16;break}g=g+12|0;if(!(b[g>>0]|0))c=g;else{g=16;break}}b[h>>0]=1;j=(e|0)==(a|0);b[e+12>>0]=j&1;b[c>>0]=1;if(j){g=23;break}else c=e}if((g|0)==7){if((f[d>>2]|0)==(c|0)){c=d;g=e}else{i=d+4|0;g=f[i>>2]|0;c=f[g>>2]|0;f[i>>2]=c;if(!c)c=e;else{f[c+8>>2]=d;c=f[j>>2]|0}f[g+8>>2]=c;c=f[j>>2]|0;f[((f[c>>2]|0)==(d|0)?c:c+4|0)>>2]=g;f[g>>2]=d;f[j>>2]=g;c=g;g=f[g+8>>2]|0}b[c+12>>0]=1;b[g+12>>0]=0;c=f[g>>2]|0;d=c+4|0;e=f[d>>2]|0;f[g>>2]=e;if(e|0)f[e+8>>2]=g;j=g+8|0;f[c+8>>2]=f[j>>2];i=f[j>>2]|0;f[((f[i>>2]|0)==(g|0)?i:i+4|0)>>2]=c;f[d>>2]=g;f[j>>2]=c;return}else if((g|0)==16){if((f[d>>2]|0)==(c|0)){h=c+4|0;g=f[h>>2]|0;f[d>>2]=g;if(g){f[g+8>>2]=d;e=f[j>>2]|0}f[i>>2]=e;e=f[j>>2]|0;f[((f[e>>2]|0)==(d|0)?e:e+4|0)>>2]=c;f[h>>2]=d;f[j>>2]=c;d=c;e=f[c+8>>2]|0}b[d+12>>0]=1;b[e+12>>0]=0;j=e+4|0;c=f[j>>2]|0;d=f[c>>2]|0;f[j>>2]=d;if(d|0)f[d+8>>2]=e;j=e+8|0;f[c+8>>2]=f[j>>2];i=f[j>>2]|0;f[((f[i>>2]|0)==(e|0)?i:i+4|0)>>2]=c;f[c>>2]=e;f[j>>2]=c;return}else if((g|0)==23)return}function s_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;k=o+16|0;l=o;f[l>>2]=0;n=l+4|0;f[n>>2]=0;f[l+8>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(!j)m=13;else{i=k+4|0;j=l+8|0;do{uRa(k,b,d);if(!(f[k>>2]|0))e=B_a(a,d,4)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[n>>2]|0;if((e|0)==(f[j>>2]|0)){xM(l,d);break b}else{q=d;p=f[q+4>>2]|0;g=e;f[g>>2]=f[q>>2];f[g+4>>2]=p;f[n>>2]=(f[n>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[l>>2]|0)==(f[n>>2]|0))m=13;else{G_a(c+24|0,l,c);g=1}}while(0);if((m|0)==13){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[l>>2]|0;if(!d){u=o;return g|0}e=f[n>>2]|0;if((e|0)!=(d|0))f[n>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=o;return g|0}function t_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=u;u=u+32|0;l=q+24|0;m=q+8|0;n=q;f[m>>2]=0;p=m+4|0;f[p>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;if(!k)o=16;else{i=l+4|0;j=n+4|0;k=m+8|0;do{DRa(l,b,d);if(!(f[l>>2]|0))e=B_a(a,d,1)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);a:do switch(e<<24>>24){case 0:{eRa(n,b,d,0,0);e=f[j>>2]|0;if(e|0)iOb(e);xh[f[(f[a>>2]|0)+16>>2]&127](a,d,0);break}case 3:{e=f[p>>2]|0;if((e|0)==(f[k>>2]|0)){uH(m,d);break a}else{s=d;r=f[s+4>>2]|0;g=e;f[g>>2]=f[s>>2];f[g+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8;break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[p>>2]|0))o=16;else F_a(c+24|0,m,c)}if((o|0)==16){s=f[c+24>>2]|0;oh[f[(f[s>>2]|0)+8>>2]&1023](s,c)}d=f[m>>2]|0;if(!d){u=q;return}e=f[p>>2]|0;if((e|0)!=(d|0))f[p>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=q;return}function u_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;e=f[d>>2]|0;k=f[d+4>>2]|0;i=e+(k<<3)|0;a:do if(!k)n=14;else{j=l+4|0;k=m+8|0;do{zRa(l,c,e);g=f[l>>2]|0;if(!g)n=5;else if(!(b[(f[g+44>>2]|0)+148>>0]&2))n=5;else g=1;if((n|0)==5){n=0;g=B_a(a,e,7)|0}h=f[j>>2]|0;if(h|0)iOb(h);b:do switch(g<<24>>24){case 0:{h=0;break a}case 3:{g=f[o>>2]|0;if((g|0)==(f[k>>2]|0)){kG(m,e);break b}else{r=e;q=f[r+4>>2]|0;h=g;f[h>>2]=f[r>>2];f[h+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(i|0));if((f[m>>2]|0)==(f[o>>2]|0))n=14;else{E_a(d+24|0,m,d);h=1}}while(0);if((n|0)==14){h=f[d+24>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,d);h=1}e=f[m>>2]|0;if(!e){u=p;return h|0}g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e);u=p;return h|0}function v_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;a:do if(!k)n=15;else{i=l+4|0;j=m+8|0;k=c+20|0;do{sRa(l,b,d);e=f[l>>2]|0;if(!e)e=B_a(a,d,8)|0;else if(!(f[k>>2]&1))e=((NFa(e)|0)^1)&1;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[o>>2]|0;if((e|0)==(f[j>>2]|0)){lE(m,d);break b}else{r=d;q=f[r+4>>2]|0;g=e;f[g>>2]=f[r>>2];f[g+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[o>>2]|0))n=15;else{D_a(c+24|0,m,c);g=1}}while(0);if((n|0)==15){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[m>>2]|0;if(!d){u=p;return g|0}e=f[o>>2]|0;if((e|0)!=(d|0))f[o>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=p;return g|0}function w_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;a:do if(!k)n=16;else{i=l+4|0;j=m+8|0;k=c+20|0;do{CRa(l,b,d);e=f[l>>2]|0;if(!e){e=B_a(a,d,10)|0;n=6}else if(lFa(e,b,(f[k>>2]|0)>>>1&1,0)|0){e=f[i>>2]|0;if(e|0)iOb(e)}else{e=0;n=6}b:do if((n|0)==6){n=0;g=f[i>>2]|0;if(g|0)iOb(g);switch(e<<24>>24){case 0:{g=0;break a}case 3:break;default:break b}e=f[o>>2]|0;if((e|0)==(f[j>>2]|0)){SD(m,d);break}else{r=d;q=f[r+4>>2]|0;g=e;f[g>>2]=f[r>>2];f[g+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[o>>2]|0))n=16;else{C_a(c+24|0,m,c);g=1}}while(0);if((n|0)==16){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[m>>2]|0;if(!d){u=p;return g|0}e=f[o>>2]|0;if((e|0)!=(d|0))f[o>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=p;return g|0}function x_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=f[a+16>>2]|0;a:{OYa(h+428|0,f[h+432>>2]|0);b=f[h+416>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);b=f[(h+408|0)>>2]|0;f[(h+408|0)>>2]=0;if(b|0)sOb(b);b=f[h+396>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=f[(c+16|0)>>2]|0;if((e|0)!=(d|0))f[(c+16|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}sOb(c)}while((b|0)!=0);b=f[(h+388|0)>>2]|0;f[(h+388|0)>>2]=0;if(b|0)sOb(b);b=f[h+376>>2]|0;if(b|0){c=f[(h+380|0)>>2]|0;if((c|0)!=(b|0))f[(h+380|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[h+364>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[(g+32|0)>>2]|0;f[(g+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(g+12|0)>>2]|0;f[(g+12|0)>>2]=0;if(c|0)sOb(c);sOb(g)}while((b|0)!=0);b=f[(h+356|0)>>2]|0;f[(h+356|0)>>2]=0;if(b|0)sOb(b);b=f[h+344>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[(e+20|0)>>2]|0;if(c|0){d=f[(e+24|0)>>2]|0;if((d|0)!=(c|0)){do{g=d+-4|0;f[(e+24|0)>>2]=g;d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(e+24|0)>>2]|0}while((d|0)!=(c|0));c=f[(e+20|0)>>2]|0}sOb(c)}sOb(e)}while((b|0)!=0);b=f[(h+336|0)>>2]|0;f[(h+336|0)>>2]=0;if(b|0)sOb(b);MYa(f[h+324>>2]|0);b=f[(h+316|0)>>2]|0;f[(h+316|0)>>2]=0;if(b|0)sOb(b);b=f[h+304>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+296|0)>>2]|0;f[(h+296|0)>>2]=0;if(b|0)sOb(b);b=f[h+284>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+276|0)>>2]|0;f[(h+276|0)>>2]=0;if(b|0)sOb(b);b=f[h+264>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+256|0)>>2]|0;f[(h+256|0)>>2]=0;if(b|0)sOb(b);PYa(h+244|0);b=f[h+232>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;PYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+224|0)>>2]|0;f[(h+224|0)>>2]=0;if(b|0)sOb(b);QYa(h+212|0);b=f[h+200>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;QYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+192|0)>>2]|0;f[(h+192|0)>>2]=0;if(b|0)sOb(b);RYa(h+180|0);b=f[h+168>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;RYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+160|0)>>2]|0;f[(h+160|0)>>2]=0;if(b|0)sOb(b);SYa(h+148|0);b=f[h+136>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;SYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+128|0)>>2]|0;f[(h+128|0)>>2]=0;if(b|0)sOb(b);UYa(h+116|0);b=f[h+104>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;UYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+96|0)>>2]|0;f[(h+96|0)>>2]=0;if(b|0)sOb(b);UYa(h+84|0);b=f[h+72>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;UYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+64|0)>>2]|0;f[(h+64|0)>>2]=0;if(b|0)sOb(b);VYa(h+52|0);b=f[h+40>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;VYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+32|0)>>2]|0;f[(h+32|0)>>2]=0;if(b|0)sOb(b);WYa(h+20|0);b=f[h+8>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;WYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[h>>2]|0;f[h>>2]=0;if(!b){f[a+1280>>2]=5;break a}sOb(b);f[a+1280>>2]=5;break a}}function y_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;O=f[a+16>>2]|0;d=f[a+496>>2]|0;n=f[a+504>>2]|0;N=f[a+816>>2]|0;b=f[a+2856>>2]|0;l=f[a+2864>>2]|0;m=f[a+3384>>2]|0;o=f[a+3392>>2]|0;g=f[a+3568>>2]|0;P=f[a+3576>>2]|0;a:{if(P){P=0;if((g|0)==354){e=f[b>>2]|0;b=e+(d*28|0)|0;k=f[l>>2]|0;if((k|0)!=(b|0)){do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];i=b+8|0;j=e+8|0;d=f[j>>2]|0;h=e+12|0;if(!d)d=e+16|0;else{g=f[h>>2]|0;if((g|0)!=(d|0))f[h>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d);d=e+16|0;f[d>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];j=b+12|0;f[h>>2]=f[j>>2];h=b+16|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;f[e+20>>2]=f[b+20>>2];d=b+24|0;j=e+24|0;i=f[d>>2]|0;f[d>>2]=0;d=f[j>>2]|0;f[j>>2]=i;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=b+28|0;e=e+28|0}while((b|0)!=(k|0));b=f[l>>2]|0}if((b|0)==(e|0))g=375;else{do{g=b+-28|0;f[l>>2]=g;k=b+-4|0;d=f[k>>2]|0;f[k>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=b+-20|0;h=f[d>>2]|0;i=b+-16|0;if((h|0)==(f[i>>2]|0)){b=f[g>>2]|0;if(!b)b=h;else{tOb(b);b=f[d>>2]|0}}else b=h;if(b|0){d=f[i>>2]|0;if((d|0)!=(b|0))f[i>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[l>>2]|0}while((b|0)!=(e|0));g=375}}else P=1}if(P){P=0;if((g|0)==444){d=f[m>>2]|0;b=d+(n*28|0)|0;k=f[o>>2]|0;if((k|0)==(b|0))j=d;else{j=d;do{f[j>>2]=f[b>>2];f[j+4>>2]=f[b+4>>2];h=b+8|0;i=j+8|0;d=f[i>>2]|0;g=j+12|0;if(!d)d=j+16|0;else{e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);d=j+16|0;f[d>>2]=0;f[g>>2]=0;f[i>>2]=0}f[i>>2]=f[h>>2];n=b+12|0;f[g>>2]=f[n>>2];m=b+16|0;f[d>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[h>>2]=0;f[b>>2]=0;f[j+20>>2]=f[b+20>>2];d=b+24|0;n=j+24|0;m=f[d>>2]|0;f[d>>2]=0;d=f[n>>2]|0;f[n>>2]=m;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=b+28|0;j=j+28|0}while((b|0)!=(k|0));b=f[o>>2]|0}if((b|0)==(j|0))g=465;else{do{g=b+-28|0;f[o>>2]=g;n=b+-4|0;d=f[n>>2]|0;f[n>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=b+-20|0;e=f[d>>2]|0;h=b+-16|0;if((e|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(!b)b=e;else{tOb(b);b=f[d>>2]|0}}else b=e;if(b|0){d=f[h>>2]|0;if((d|0)!=(b|0))f[h>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[o>>2]|0}while((b|0)!=(j|0));g=465}}else if((g|0)==515)if(1){f[a+3608>>2]=5;break a}else P=1}b=1;if(b)if((g|0)==53){b=f[(O+468|0)>>2]|0;do if(!b){D=O+468|0;I=O+468|0}else{d=O+468|0;b:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=58;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>4){g=58;break}if((c|0)==4){g=63;break b}}z=b+4|0;c=f[z>>2]|0;if(!c){g=62;break b}else{t=z;p=c}}while(0);if((g|0)==58){g=0;c=f[b>>2]|0;if(!c){g=59;break}else{t=b;p=c}}d=t;b=p}if((g|0)==59){D=b;I=b;break}else if((g|0)==62){D=b;I=z;break}else if((g|0)==63){D=b;I=d;break}}while(0);if(f[I>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=4;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=D;f[I>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[I>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==143){b=f[(O+468|0)>>2]|0;do if(!b){H=O+468|0;J=O+468|0}else{d=O+468|0;c:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=148;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>6){g=148;break}if((c|0)==6){g=153;break c}}A=b+4|0;c=f[A>>2]|0;if(!c){g=152;break c}else{x=A;s=c}}while(0);if((g|0)==148){g=0;c=f[b>>2]|0;if(!c){g=149;break}else{x=b;s=c}}d=x;b=s}if((g|0)==149){H=b;J=b;break}else if((g|0)==152){H=b;J=A;break}else if((g|0)==153){H=b;J=d;break}}while(0);if(f[J>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=6;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=H;f[J>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[J>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else b=1;if(b){b=0;if((g|0)==285){b=f[(O+468|0)>>2]|0;do if(!b){E=O+468|0;K=O+468|0}else{d=O+468|0;d:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=290;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>7){g=290;break}if((c|0)==7){g=295;break d}}B=b+4|0;c=f[B>>2]|0;if(!c){g=294;break d}else{u=B;q=c}}while(0);if((g|0)==290){g=0;c=f[b>>2]|0;if(!c){g=291;break}else{u=b;q=c}}d=u;b=q}if((g|0)==291){E=b;K=b;break}else if((g|0)==294){E=b;K=B;break}else if((g|0)==295){E=b;K=d;break}}while(0);if(f[K>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=7;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=E;f[K>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[K>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==375){b=f[(O+468|0)>>2]|0;do if(!b){F=O+468|0;L=O+468|0}else{d=O+468|0;e:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=380;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>1){g=380;break}if((c|0)==1){g=385;break e}}C=b+4|0;c=f[C>>2]|0;if(!c){g=384;break e}else{v=C;r=c}}while(0);if((g|0)==380){g=0;c=f[b>>2]|0;if(!c){g=381;break}else{v=b;r=c}}d=v;b=r}if((g|0)==381){F=b;L=b;break}else if((g|0)==384){F=b;L=C;break}else if((g|0)==385){F=b;L=d;break}}while(0);if(f[L>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=1;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=F;f[L>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[L>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==465)b=1}if(b)if(1){b=f[(O+468|0)>>2]|0;do if(!b){G=O+468|0;M=O+468|0}else{e=O+468|0;f:while(1){d=f[b+16>>2]|0;do if(d>>>0>N>>>0)g=470;else{if(d>>>0>=N>>>0){d=f[b+20>>2]|0;if((d|0)>0){g=470;break}if((d|0)>=0){g=475;break f}}y=b+4|0;c=f[y>>2]|0;if(!c){g=474;break f}else w=y}while(0);if((g|0)==470){g=0;c=f[b>>2]|0;if(!c){g=471;break}else w=b}e=w;b=c}if((g|0)==471){G=b;M=b;break}else if((g|0)==474){G=b;M=y;break}else if((g|0)==475){G=b;M=e;break}}while(0);if(f[M>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=G;f[M>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[M>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}}f[a+3568>>2]=g;f[a+3576>>2]=P}function z_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;F=f[a+16>>2]|0;w=f[a+24>>2]|0;x=f[a+32>>2]|0;B=f[a+488>>2]|0;C=f[a+496>>2]|0;D=f[a+504>>2]|0;E=f[a+816>>2]|0;y=f[a+2240>>2]|0;H=f[a+2352>>2]|0;I=f[a+2360>>2]|0;J=f[a+2856>>2]|0;K=f[a+2864>>2]|0;L=f[a+3384>>2]|0;M=f[a+3392>>2]|0;v=f[a+3568>>2]|0;N=f[a+3592>>2]|0;O=f[a+3600>>2]|0;a:{if(N){N=0;switch(O|0){case 7:{i=f[(F+196|0)>>2]|0;b:do if(i|0){if(!((i+-1|0)&i))h=(i+-1|0)&E;else if(i>>>0>E>>>0)h=E;else h=(E>>>0)%(i>>>0)|0;e=f[(f[(F+192|0)>>2]|0)+(h<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((g|0)==(E|0)|(g&(i+-1|0)|0)==(h|0)))break b;if((g|0)==(E|0))if((f[e+8>>2]|0)==(E|0))break c;e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(E|0)){if((f[e+8>>2]|0)==(E|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(h|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);H=e+12|0;I=e+16|0;g=f[H>>2]|0;h=(f[I>>2]|0)-g|0;if(!h){n=i;g=E}else{if(u_a(w,x,g)|0)B=0;else{v=285;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){B=B+1|0;if(B>>>0>=((h|0)/28|0)>>>0)break;if(!(u_a(w,x,(f[H>>2]|0)+(B*28|0)|0)|0)){v=264;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}n=f[(F+196|0)>>2]|0;g=f[e+4>>2]|0}k=f[e>>2]|0;m=n+-1|0;o=(m&n|0)==0;if(o)g=m&g;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;j=(f[(F+192|0)>>2]|0)+(g<<2)|0;l=f[j>>2]|0;while(1){h=f[l>>2]|0;if((h|0)==(e|0))break;else l=h}if((l|0)==(F+200|0|0))v=316;else{h=f[l+4>>2]|0;if(o)h=h&m;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)==(g|0)){p=k;v=324}else v=316}do if((v|0)==316){if(k|0){h=f[k+4>>2]|0;if(o)i=h&m;else if(h>>>0<n>>>0)i=h;else i=(h>>>0)%(n>>>0)|0;if((i|0)==(g|0)){r=k;d=h;v=326;break}}f[j>>2]=0;p=f[e>>2]|0;v=324}while(0);if((v|0)==324){v=0;h=p;if(!p)q=h;else{r=h;d=f[p+4>>2]|0;v=326}}if((v|0)==326){v=0;if(o)d=d&m;else if(d>>>0>=n>>>0)d=(d>>>0)%(n>>>0)|0;if((d|0)==(g|0))q=r;else{f[(f[(F+192|0)>>2]|0)+(d<<2)>>2]=l;q=f[e>>2]|0}}f[l>>2]=q;f[e>>2]=0;f[(F+204|0)>>2]=(f[(F+204|0)>>2]|0)+-1;QYa(H);sOb(e)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){case 1:{h=f[(F+36|0)>>2]|0;d:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&E;else if(h>>>0>E>>>0)g=E;else g=(E>>>0)%(h>>>0)|0;d=f[(f[(F+32|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){e:do if(!((h+-1|0)&h))while(1){e=f[d+4>>2]|0;if(!((e|0)==(E|0)|(e&(h+-1|0)|0)==(g|0)))break d;if((e|0)==(E|0))if((f[d+8>>2]|0)==(E|0))break e;d=f[d>>2]|0;if(!d)break d}else while(1){e=f[d+4>>2]|0;if((e|0)==(E|0)){if((f[d+8>>2]|0)==(E|0))break e}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break d}d=f[d>>2]|0;if(!d)break d}while(0);J=d+12|0;K=d+16|0;e=f[J>>2]|0;g=(f[K>>2]|0)-e|0;if(!g){m=h;e=E}else{if(v_a(w,x,e)|0)C=0;else{v=375;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){C=C+1|0;if(C>>>0>=((g|0)/28|0)>>>0)break;if(!(v_a(w,x,(f[J>>2]|0)+(C*28|0)|0)|0)){v=354;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}m=f[(F+36|0)>>2]|0;e=f[d+4>>2]|0}j=f[d>>2]|0;l=m+-1|0;n=(l&m|0)==0;if(n)e=l&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(F+32|0)>>2]|0)+(e<<2)|0;k=f[i>>2]|0;while(1){g=f[k>>2]|0;if((g|0)==(d|0))break;else k=g}if((k|0)==(F+40|0|0))v=406;else{g=f[k+4>>2]|0;if(n)g=g&l;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){s=j;v=414}else v=406}do if((v|0)==406){if(j|0){g=f[j+4>>2]|0;if(n)h=g&l;else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){u=j;c=g;v=416;break}}f[i>>2]=0;s=f[d>>2]|0;v=414}while(0);if((v|0)==414){v=0;g=s;if(!s)t=g;else{u=g;c=f[s+4>>2]|0;v=416}}if((v|0)==416){v=0;if(n)c=c&l;else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))t=u;else{f[(f[(F+32|0)>>2]|0)+(c<<2)>>2]=k;t=f[d>>2]|0}}f[k>>2]=t;f[d>>2]=0;f[(F+44|0)>>2]=(f[(F+44|0)>>2]|0)+-1;VYa(J);sOb(d)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){case 0:{k=f[(F+4|0)>>2]|0;f:do if(k|0){if(!((k+-1|0)&k))e=(k+-1|0)&E;else if(k>>>0>E>>>0)e=E;else e=(E>>>0)%(k>>>0)|0;c=f[(f[F>>2]|0)+(e<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){g:do if(!((k+-1|0)&k))while(1){d=f[c+4>>2]|0;if(!((d|0)==(E|0)|(d&(k+-1|0)|0)==(e|0)))break f;if((d|0)==(E|0))if((f[c+8>>2]|0)==(E|0)){m=c;break g}c=f[c>>2]|0;if(!c)break f}else while(1){d=f[c+4>>2]|0;if((d|0)==(E|0)){if((f[c+8>>2]|0)==(E|0)){m=c;break g}}else{if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(e|0))break f}c=f[c>>2]|0;if(!c)break f}while(0);L=m+12|0;M=m+16|0;c=f[L>>2]|0;d=(f[M>>2]|0)-c|0;if(!d)c=E;else{if(w_a(w,x,c)|0)D=0;else{v=465;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){D=D+1|0;if(D>>>0>=((d|0)/28|0)>>>0)break;if(!(w_a(w,x,(f[L>>2]|0)+(D*28|0)|0)|0)){v=444;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}k=f[(F+4|0)>>2]|0;c=f[m+4>>2]|0}h=f[m>>2]|0;j=k+-1|0;l=(j&k|0)==0;if(l)c=j&c;else if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;g=(f[F>>2]|0)+(c<<2)|0;i=f[g>>2]|0;while(1){d=f[i>>2]|0;if((d|0)==(m|0))break;else i=d}if((i|0)==(F+8|0|0))v=496;else{d=f[i+4>>2]|0;if(l)d=d&j;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)==(c|0)){z=h;v=504}else v=496}do if((v|0)==496){if(h|0){d=f[h+4>>2]|0;if(l)e=d&j;else if(d>>>0<k>>>0)e=d;else e=(d>>>0)%(k>>>0)|0;if((e|0)==(c|0)){b=d;G=h;v=506;break}}f[g>>2]=0;z=f[m>>2]|0;v=504}while(0);if((v|0)==504){v=0;d=z;if(!z)A=d;else{b=f[z+4>>2]|0;G=d;v=506}}if((v|0)==506){v=0;if(l)b=b&j;else if(b>>>0>=k>>>0)b=(b>>>0)%(k>>>0)|0;if((b|0)==(c|0))A=G;else{f[(f[F>>2]|0)+(b<<2)>>2]=i;A=f[m>>2]|0}}f[i>>2]=A;f[m>>2]=0;f[(F+12|0)>>2]=(f[(F+12|0)>>2]|0)+-1;WYa(L);sOb(m)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){default:{}}}y=f[(F+472|0)>>2]|0;if(!y){v=515;f[a+3616>>2]=1;break a}}f[a+488>>2]=B;f[a+496>>2]=C;f[a+504>>2]=D;f[a+2240>>2]=y;f[a+2352>>2]=H;f[a+2360>>2]=I;f[a+2856>>2]=J;f[a+2864>>2]=K;f[a+3384>>2]=L;f[a+3392>>2]=M;f[a+3568>>2]=v;f[a+3592>>2]=N}function A_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;F=f[a+16>>2]|0;w=f[a+24>>2]|0;x=f[a+32>>2]|0;C=f[a+480>>2]|0;D=f[a+512>>2]|0;E=f[a+816>>2]|0;j=f[a+824>>2]|0;H=f[a+1576>>2]|0;I=f[a+1584>>2]|0;h=f[a+1752>>2]|0;e=f[a+1808>>2]|0;i=f[a+2240>>2]|0;J=f[a+3256>>2]|0;K=f[a+3288>>2]|0;v=f[a+3568>>2]|0;a:{if(!e){e=f[(h+8|0)>>2]|0;if((f[e>>2]|0)!=(h|0)){g=h+8|0;do{z=f[g>>2]|0;g=z+8|0;e=f[g>>2]|0}while((f[e>>2]|0)!=(z|0))}}else while(1){g=f[e>>2]|0;if(!g)break;else e=g}f[(F+464|0)>>2]=e;f[(F+472|0)>>2]=i+-1;n_a(f[(F+468|0)>>2]|0,h);sOb(h);z=1;y=j|0;if(z){z=0;switch(y|0){case 2:{if(!(o_a(F,w,x,E,F+96|0)|0)){v=515;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}if(!(o_a(F,w,x,E,F+64|0)|0)){v=515;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 4:{i=f[(F+132|0)>>2]|0;b:do if(i|0){if(!((i+-1|0)&i))h=(i+-1|0)&E;else if(i>>>0>E>>>0)h=E;else h=(E>>>0)%(i>>>0)|0;e=f[(f[(F+128|0)>>2]|0)+(h<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((g|0)==(E|0)|(g&(i+-1|0)|0)==(h|0)))break b;if((g|0)==(E|0))if((f[e+8>>2]|0)==(E|0))break c;e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(E|0)){if((f[e+8>>2]|0)==(E|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(h|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);J=e+12|0;K=e+16|0;g=f[J>>2]|0;h=(f[K>>2]|0)-g|0;if(!h){n=i;g=E}else{if(q_a(w,x,g)|0)C=0;else{v=53;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}while(1){C=C+1|0;if(C>>>0>=((h|0)/28|0)>>>0)break;if(!(q_a(w,x,(f[J>>2]|0)+(C*28|0)|0)|0)){v=32;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}}n=f[(F+132|0)>>2]|0;g=f[e+4>>2]|0}k=f[e>>2]|0;m=n+-1|0;o=(m&n|0)==0;if(o)g=m&g;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;j=(f[(F+128|0)>>2]|0)+(g<<2)|0;l=f[j>>2]|0;while(1){h=f[l>>2]|0;if((h|0)==(e|0))break;else l=h}if((l|0)==(F+136|0|0))v=84;else{h=f[l+4>>2]|0;if(o)h=h&m;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)==(g|0)){p=k;v=92}else v=84}do if((v|0)==84){if(k|0){h=f[k+4>>2]|0;if(o)i=h&m;else if(h>>>0<n>>>0)i=h;else i=(h>>>0)%(n>>>0)|0;if((i|0)==(g|0)){r=k;d=h;v=94;break}}f[j>>2]=0;p=f[e>>2]|0;v=92}while(0);if((v|0)==92){v=0;h=p;if(!p)q=h;else{r=h;d=f[p+4>>2]|0;v=94}}if((v|0)==94){v=0;if(o)d=d&m;else if(d>>>0>=n>>>0)d=(d>>>0)%(n>>>0)|0;if((d|0)==(g|0))q=r;else{f[(f[(F+128|0)>>2]|0)+(d<<2)>>2]=l;q=f[e>>2]|0}}f[l>>2]=q;f[e>>2]=0;f[(F+140|0)>>2]=(f[(F+140|0)>>2]|0)+-1;SYa(J);sOb(e)}}}while(0);p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 6:{h=f[(F+164|0)>>2]|0;d:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&E;else if(h>>>0>E>>>0)g=E;else g=(E>>>0)%(h>>>0)|0;d=f[(f[(F+160|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){e:do if(!((h+-1|0)&h))while(1){e=f[d+4>>2]|0;if(!((e|0)==(E|0)|(e&(h+-1|0)|0)==(g|0)))break d;if((e|0)==(E|0))if((f[d+8>>2]|0)==(E|0))break e;d=f[d>>2]|0;if(!d)break d}else while(1){e=f[d+4>>2]|0;if((e|0)==(E|0)){if((f[d+8>>2]|0)==(E|0))break e}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break d}d=f[d>>2]|0;if(!d)break d}while(0);H=d+12|0;I=d+16|0;e=f[H>>2]|0;g=(f[I>>2]|0)-e|0;if(!g){m=h;e=E}else{if(s_a(w,x,e)|0)D=0;else{v=143;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}while(1){D=D+1|0;if(D>>>0>=((g|0)/28|0)>>>0)break;if(!(s_a(w,x,(f[H>>2]|0)+(D*28|0)|0)|0)){v=122;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}}m=f[(F+164|0)>>2]|0;e=f[d+4>>2]|0}j=f[d>>2]|0;l=m+-1|0;n=(l&m|0)==0;if(n)e=l&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(F+160|0)>>2]|0)+(e<<2)|0;k=f[i>>2]|0;while(1){g=f[k>>2]|0;if((g|0)==(d|0))break;else k=g}if((k|0)==(F+168|0|0))v=174;else{g=f[k+4>>2]|0;if(n)g=g&l;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){s=j;v=182}else v=174}do if((v|0)==174){if(j|0){g=f[j+4>>2]|0;if(n)h=g&l;else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){u=j;c=g;v=184;break}}f[i>>2]=0;s=f[d>>2]|0;v=182}while(0);if((v|0)==182){v=0;g=s;if(!s)t=g;else{u=g;c=f[s+4>>2]|0;v=184}}if((v|0)==184){v=0;if(n)c=c&l;else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))t=u;else{f[(f[(F+160|0)>>2]|0)+(c<<2)>>2]=k;t=f[d>>2]|0}}f[k>>2]=t;f[d>>2]=0;f[(F+172|0)>>2]=(f[(F+172|0)>>2]|0)+-1;RYa(H);sOb(d)}}}while(0);p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 8:{g=f[(F+228|0)>>2]|0;f:do if(g|0){if(!((g+-1|0)&g))e=(g+-1|0)&E;else if(g>>>0>E>>>0)e=E;else e=(E>>>0)%(g>>>0)|0;c=f[(f[(F+224|0)>>2]|0)+(e<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){g:do if(!((g+-1|0)&g))while(1){d=f[c+4>>2]|0;if(!((d|0)==(E|0)|(d&(g+-1|0)|0)==(e|0)))break f;if((d|0)==(E|0))if((f[c+8>>2]|0)==(E|0))break g;c=f[c>>2]|0;if(!c)break f}else while(1){d=f[c+4>>2]|0;if((d|0)==(E|0)){if((f[c+8>>2]|0)==(E|0))break g}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(e|0))break f}c=f[c>>2]|0;if(!c)break f}while(0);n=c+12|0;d=f[n>>2]|0;e=(f[c+16>>2]|0)-d|0;if(!e){l=g;d=E}else{t_a(w,x,d);if(((e|0)/28|0)>>>0>1){d=1;do{t_a(w,x,(f[n>>2]|0)+(d*28|0)|0);d=d+1|0}while((d|0)!=((e|0)/28|0|0))}l=f[(F+228|0)>>2]|0;d=f[c+4>>2]|0}i=f[c>>2]|0;k=l+-1|0;m=(k&l|0)==0;if(m)d=k&d;else if(d>>>0>=l>>>0)d=(d>>>0)%(l>>>0)|0;h=(f[(F+224|0)>>2]|0)+(d<<2)|0;j=f[h>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(c|0))break;else j=e}if((j|0)==(F+232|0|0))v=226;else{e=f[j+4>>2]|0;if(m)e=e&k;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)==(d|0)){A=i;v=234}else v=226}do if((v|0)==226){if(i|0){e=f[i+4>>2]|0;if(m)g=e&k;else if(e>>>0<l>>>0)g=e;else g=(e>>>0)%(l>>>0)|0;if((g|0)==(d|0)){G=i;b=e;v=236;break}}f[h>>2]=0;A=f[c>>2]|0;v=234}while(0);if((v|0)==234){v=0;e=A;if(!A)B=e;else{G=e;b=f[A+4>>2]|0;v=236}}if((v|0)==236){v=0;if(m)b=b&k;else if(b>>>0>=l>>>0)b=(b>>>0)%(l>>>0)|0;if((b|0)==(d|0))B=G;else{f[(f[(F+224|0)>>2]|0)+(b<<2)>>2]=j;B=f[c>>2]|0}}f[j>>2]=B;f[c>>2]=0;f[(F+236|0)>>2]=(f[(F+236|0)>>2]|0)+-1;PYa(n);sOb(c)}}}while(0);p_a(F,E);break}default:z=1}}}f[a+480>>2]=C;f[a+512>>2]=D;f[a+1576>>2]=H;f[a+1584>>2]=I;f[a+3256>>2]=J;f[a+3288>>2]=K;f[a+3568>>2]=v;f[a+3592>>2]=z;f[a+3600>>2]=y}
+function a5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(32)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;b5a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function b5a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){c5a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;c5a(a,b);return}function c5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function d5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0,D=0.0,E=0,F=0.0,G=0,H=0.0,I=0.0,J=0.0;o=u;u=u+16|0;n=o;q=+sqb(b);m=q<+sqb(a);q=+sqb(c);d=q<+sqb(b);if(!m){if(!d){c=0;u=o;return c|0}l=b+8|0;m=b+16|0;I=+p[b>>3];H=+p[l>>3];F=+p[m>>3];d=b+24|0;e=b+32|0;g=b+40|0;D=+p[d>>3];B=+p[e>>3];z=+p[g>>3];h=b+48|0;i=b+56|0;j=b+64|0;x=+p[h>>3];v=+p[i>>3];q=+p[j>>3];k=b+72|0;f[n>>2]=f[k>>2];f[n+4>>2]=f[k+4>>2];f[n+8>>2]=f[k+8>>2];J=+p[c>>3];p[c>>3]=I;p[b>>3]=J;G=c+8|0;J=+p[G>>3];p[G>>3]=+p[l>>3];p[l>>3]=J;E=c+16|0;J=+p[E>>3];p[E>>3]=+p[m>>3];p[m>>3]=J;C=c+24|0;J=+p[C>>3];p[C>>3]=+p[d>>3];p[d>>3]=J;A=c+32|0;J=+p[A>>3];p[A>>3]=+p[e>>3];p[e>>3]=J;y=c+40|0;J=+p[y>>3];p[y>>3]=+p[g>>3];p[g>>3]=J;w=c+48|0;J=+p[w>>3];p[w>>3]=+p[h>>3];p[h>>3]=J;t=c+56|0;p[i>>3]=+p[t>>3];s=c+64|0;p[j>>3]=+p[s>>3];r=c+72|0;f[k>>2]=f[r>>2];f[k+4>>2]=f[r+4>>2];f[k+8>>2]=f[r+8>>2];p[c>>3]=I;p[G>>3]=H;p[E>>3]=F;p[C>>3]=D;p[A>>3]=B;p[y>>3]=z;p[w>>3]=x;p[t>>3]=v;p[s>>3]=q;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];q=+sqb(b);if(!(q<+sqb(a))){G=1;u=o;return G|0}r=a+8|0;s=a+16|0;v=+p[a>>3];x=+p[r>>3];z=+p[s>>3];t=a+24|0;w=a+32|0;y=a+40|0;B=+p[t>>3];D=+p[w>>3];F=+p[y>>3];A=a+48|0;C=a+56|0;E=a+64|0;H=+p[A>>3];I=+p[C>>3];J=+p[E>>3];G=a+72|0;f[n>>2]=f[G>>2];f[n+4>>2]=f[G+4>>2];f[n+8>>2]=f[G+8>>2];q=+p[b>>3];p[b>>3]=v;p[a>>3]=q;q=+p[l>>3];p[l>>3]=+p[r>>3];p[r>>3]=q;q=+p[m>>3];p[m>>3]=+p[s>>3];p[s>>3]=q;q=+p[d>>3];p[d>>3]=+p[t>>3];p[t>>3]=q;q=+p[e>>3];p[e>>3]=+p[w>>3];p[w>>3]=q;q=+p[g>>3];p[g>>3]=+p[y>>3];p[y>>3]=q;q=+p[h>>3];p[h>>3]=+p[A>>3];p[A>>3]=q;p[C>>3]=+p[i>>3];p[E>>3]=+p[j>>3];f[G>>2]=f[k>>2];f[G+4>>2]=f[k+4>>2];f[G+8>>2]=f[k+8>>2];p[b>>3]=v;p[l>>3]=x;p[m>>3]=z;p[d>>3]=B;p[e>>3]=D;p[g>>3]=F;p[h>>3]=H;p[i>>3]=I;p[j>>3]=J;f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];G=2;u=o;return G|0}if(d){s=a+8|0;t=a+16|0;v=+p[a>>3];x=+p[s>>3];z=+p[t>>3];w=a+24|0;y=a+32|0;A=a+40|0;B=+p[w>>3];D=+p[y>>3];F=+p[A>>3];C=a+48|0;E=a+56|0;G=a+64|0;H=+p[C>>3];I=+p[E>>3];J=+p[G>>3];b=a+72|0;f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2];q=+p[c>>3];p[c>>3]=v;p[a>>3]=q;r=c+8|0;q=+p[r>>3];p[r>>3]=+p[s>>3];p[s>>3]=q;s=c+16|0;q=+p[s>>3];p[s>>3]=+p[t>>3];p[t>>3]=q;t=c+24|0;q=+p[t>>3];p[t>>3]=+p[w>>3];p[w>>3]=q;w=c+32|0;q=+p[w>>3];p[w>>3]=+p[y>>3];p[y>>3]=q;y=c+40|0;q=+p[y>>3];p[y>>3]=+p[A>>3];p[A>>3]=q;A=c+48|0;q=+p[A>>3];p[A>>3]=+p[C>>3];p[C>>3]=q;C=c+56|0;p[E>>3]=+p[C>>3];E=c+64|0;p[G>>3]=+p[E>>3];G=c+72|0;f[b>>2]=f[G>>2];f[b+4>>2]=f[G+4>>2];f[b+8>>2]=f[G+8>>2];p[c>>3]=v;p[r>>3]=x;p[s>>3]=z;p[t>>3]=B;p[w>>3]=D;p[y>>3]=F;p[A>>3]=H;p[C>>3]=I;p[E>>3]=J;f[G>>2]=f[n>>2];f[G+4>>2]=f[n+4>>2];f[G+8>>2]=f[n+8>>2];G=1;u=o;return G|0}e=a+8|0;g=a+16|0;v=+p[a>>3];x=+p[e>>3];z=+p[g>>3];h=a+24|0;i=a+32|0;j=a+40|0;B=+p[h>>3];D=+p[i>>3];F=+p[j>>3];k=a+48|0;l=a+56|0;m=a+64|0;H=+p[k>>3];I=+p[l>>3];J=+p[m>>3];G=a+72|0;f[n>>2]=f[G>>2];f[n+4>>2]=f[G+4>>2];f[n+8>>2]=f[G+8>>2];q=+p[b>>3];p[b>>3]=v;p[a>>3]=q;d=b+8|0;q=+p[d>>3];p[d>>3]=+p[e>>3];p[e>>3]=q;e=b+16|0;q=+p[e>>3];p[e>>3]=+p[g>>3];p[g>>3]=q;g=b+24|0;q=+p[g>>3];p[g>>3]=+p[h>>3];p[h>>3]=q;h=b+32|0;q=+p[h>>3];p[h>>3]=+p[i>>3];p[i>>3]=q;i=b+40|0;q=+p[i>>3];p[i>>3]=+p[j>>3];p[j>>3]=q;j=b+48|0;q=+p[j>>3];p[j>>3]=+p[k>>3];p[k>>3]=q;k=b+56|0;p[l>>3]=+p[k>>3];l=b+64|0;p[m>>3]=+p[l>>3];m=b+72|0;f[G>>2]=f[m>>2];f[G+4>>2]=f[m+4>>2];f[G+8>>2]=f[m+8>>2];p[b>>3]=v;p[d>>3]=x;p[e>>3]=z;p[g>>3]=B;p[h>>3]=D;p[i>>3]=F;p[j>>3]=H;p[k>>3]=I;p[l>>3]=J;f[m>>2]=f[n>>2];f[m+4>>2]=f[n+4>>2];f[m+8>>2]=f[n+8>>2];J=+sqb(c);if(!(J<+sqb(b))){G=1;u=o;return G|0}v=+p[b>>3];x=+p[d>>3];z=+p[e>>3];B=+p[g>>3];D=+p[h>>3];F=+p[i>>3];H=+p[j>>3];I=+p[k>>3];J=+p[l>>3];f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];q=+p[c>>3];p[c>>3]=v;p[b>>3]=q;r=c+8|0;q=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=q;s=c+16|0;q=+p[s>>3];p[s>>3]=+p[e>>3];p[e>>3]=q;t=c+24|0;q=+p[t>>3];p[t>>3]=+p[g>>3];p[g>>3]=q;w=c+32|0;q=+p[w>>3];p[w>>3]=+p[h>>3];p[h>>3]=q;y=c+40|0;q=+p[y>>3];p[y>>3]=+p[i>>3];p[i>>3]=q;A=c+48|0;q=+p[A>>3];p[A>>3]=+p[j>>3];p[j>>3]=q;C=c+56|0;p[k>>3]=+p[C>>3];E=c+64|0;p[l>>3]=+p[E>>3];G=c+72|0;f[m>>2]=f[G>>2];f[m+4>>2]=f[G+4>>2];f[m+8>>2]=f[G+8>>2];p[c>>3]=v;p[r>>3]=x;p[s>>3]=z;p[t>>3]=B;p[w>>3]=D;p[y>>3]=F;p[A>>3]=H;p[C>>3]=I;p[E>>3]=J;f[G>>2]=f[n>>2];f[G+4>>2]=f[n+4>>2];f[G+8>>2]=f[n+8>>2];G=2;u=o;return G|0}function e5a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0.0,K=0.0,L=0.0;A=u;u=u+16|0;z=A;y=d5a(a,b,c,e)|0;B=+sqb(d);if(!(B<+sqb(c))){c=y;u=A;return c|0}w=c+8|0;x=c+16|0;K=+p[c>>3];J=+p[w>>3];H=+p[x>>3];n=c+24|0;o=c+32|0;q=c+40|0;G=+p[n>>3];F=+p[o>>3];E=+p[q>>3];r=c+48|0;s=c+56|0;t=c+64|0;D=+p[r>>3];C=+p[s>>3];B=+p[t>>3];v=c+72|0;f[z>>2]=f[v>>2];f[z+4>>2]=f[v+4>>2];f[z+8>>2]=f[v+8>>2];L=+p[d>>3];p[d>>3]=K;p[c>>3]=L;I=d+8|0;L=+p[I>>3];p[I>>3]=+p[w>>3];p[w>>3]=L;e=d+16|0;L=+p[e>>3];p[e>>3]=+p[x>>3];p[x>>3]=L;g=d+24|0;L=+p[g>>3];p[g>>3]=+p[n>>3];p[n>>3]=L;h=d+32|0;L=+p[h>>3];p[h>>3]=+p[o>>3];p[o>>3]=L;i=d+40|0;L=+p[i>>3];p[i>>3]=+p[q>>3];p[q>>3]=L;j=d+48|0;L=+p[j>>3];p[j>>3]=+p[r>>3];p[r>>3]=L;k=d+56|0;p[s>>3]=+p[k>>3];l=d+64|0;p[t>>3]=+p[l>>3];m=d+72|0;f[v>>2]=f[m>>2];f[v+4>>2]=f[m+4>>2];f[v+8>>2]=f[m+8>>2];p[d>>3]=K;p[I>>3]=J;p[e>>3]=H;p[g>>3]=G;p[h>>3]=F;p[i>>3]=E;p[j>>3]=D;p[k>>3]=C;p[l>>3]=B;f[m>>2]=f[z>>2];f[m+4>>2]=f[z+4>>2];f[m+8>>2]=f[z+8>>2];B=+sqb(c);if(!(B<+sqb(b))){I=y+1|0;u=A;return I|0}l=b+8|0;m=b+16|0;C=+p[b>>3];D=+p[l>>3];E=+p[m>>3];e=b+24|0;d=b+32|0;g=b+40|0;F=+p[e>>3];G=+p[d>>3];H=+p[g>>3];h=b+48|0;i=b+56|0;j=b+64|0;J=+p[h>>3];K=+p[i>>3];L=+p[j>>3];k=b+72|0;f[z>>2]=f[k>>2];f[z+4>>2]=f[k+4>>2];f[z+8>>2]=f[k+8>>2];B=+p[c>>3];p[c>>3]=C;p[b>>3]=B;B=+p[w>>3];p[w>>3]=+p[l>>3];p[l>>3]=B;B=+p[x>>3];p[x>>3]=+p[m>>3];p[m>>3]=B;B=+p[n>>3];p[n>>3]=+p[e>>3];p[e>>3]=B;B=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=B;B=+p[q>>3];p[q>>3]=+p[g>>3];p[g>>3]=B;B=+p[r>>3];p[r>>3]=+p[h>>3];p[h>>3]=B;p[i>>3]=+p[s>>3];p[j>>3]=+p[t>>3];f[k>>2]=f[v>>2];f[k+4>>2]=f[v+4>>2];f[k+8>>2]=f[v+8>>2];p[c>>3]=C;p[w>>3]=D;p[x>>3]=E;p[n>>3]=F;p[o>>3]=G;p[q>>3]=H;p[r>>3]=J;p[s>>3]=K;p[t>>3]=L;f[v>>2]=f[z>>2];f[v+4>>2]=f[z+4>>2];f[v+8>>2]=f[z+8>>2];L=+sqb(b);if(!(L<+sqb(a))){I=y+2|0;u=A;return I|0}q=a+8|0;r=a+16|0;C=+p[a>>3];D=+p[q>>3];E=+p[r>>3];s=a+24|0;t=a+32|0;v=a+40|0;F=+p[s>>3];G=+p[t>>3];H=+p[v>>3];w=a+48|0;x=a+56|0;c=a+64|0;J=+p[w>>3];K=+p[x>>3];L=+p[c>>3];I=a+72|0;f[z>>2]=f[I>>2];f[z+4>>2]=f[I+4>>2];f[z+8>>2]=f[I+8>>2];B=+p[b>>3];p[b>>3]=C;p[a>>3]=B;B=+p[l>>3];p[l>>3]=+p[q>>3];p[q>>3]=B;B=+p[m>>3];p[m>>3]=+p[r>>3];p[r>>3]=B;B=+p[e>>3];p[e>>3]=+p[s>>3];p[s>>3]=B;B=+p[d>>3];p[d>>3]=+p[t>>3];p[t>>3]=B;B=+p[g>>3];p[g>>3]=+p[v>>3];p[v>>3]=B;B=+p[h>>3];p[h>>3]=+p[w>>3];p[w>>3]=B;p[x>>3]=+p[i>>3];p[c>>3]=+p[j>>3];f[I>>2]=f[k>>2];f[I+4>>2]=f[k+4>>2];f[I+8>>2]=f[k+8>>2];p[b>>3]=C;p[l>>3]=D;p[m>>3]=E;p[e>>3]=F;p[d>>3]=G;p[g>>3]=H;p[h>>3]=J;p[i>>3]=K;p[j>>3]=L;f[k>>2]=f[z>>2];f[k+4>>2]=f[z+4>>2];f[k+8>>2]=f[z+8>>2];I=y+3|0;u=A;return I|0}function f5a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0;C=u;u=u+16|0;B=C;A=e5a(a,b,c,d,g)|0;D=+sqb(e);if(!(D<+sqb(d))){c=A;u=C;return c|0}n=d+8|0;o=d+16|0;L=+p[d>>3];K=+p[n>>3];J=+p[o>>3];g=d+24|0;h=d+32|0;i=d+40|0;I=+p[g>>3];H=+p[h>>3];G=+p[i>>3];j=d+48|0;k=d+56|0;l=d+64|0;F=+p[j>>3];E=+p[k>>3];D=+p[l>>3];m=d+72|0;f[B>>2]=f[m>>2];f[B+4>>2]=f[m+4>>2];f[B+8>>2]=f[m+8>>2];M=+p[e>>3];p[e>>3]=L;p[d>>3]=M;q=e+8|0;M=+p[q>>3];p[q>>3]=+p[n>>3];p[n>>3]=M;r=e+16|0;M=+p[r>>3];p[r>>3]=+p[o>>3];p[o>>3]=M;s=e+24|0;M=+p[s>>3];p[s>>3]=+p[g>>3];p[g>>3]=M;t=e+32|0;M=+p[t>>3];p[t>>3]=+p[h>>3];p[h>>3]=M;v=e+40|0;M=+p[v>>3];p[v>>3]=+p[i>>3];p[i>>3]=M;w=e+48|0;M=+p[w>>3];p[w>>3]=+p[j>>3];p[j>>3]=M;x=e+56|0;p[k>>3]=+p[x>>3];y=e+64|0;p[l>>3]=+p[y>>3];z=e+72|0;f[m>>2]=f[z>>2];f[m+4>>2]=f[z+4>>2];f[m+8>>2]=f[z+8>>2];p[e>>3]=L;p[q>>3]=K;p[r>>3]=J;p[s>>3]=I;p[t>>3]=H;p[v>>3]=G;p[w>>3]=F;p[x>>3]=E;p[y>>3]=D;f[z>>2]=f[B>>2];f[z+4>>2]=f[B+4>>2];f[z+8>>2]=f[B+8>>2];D=+sqb(d);if(!(D<+sqb(c))){c=A+1|0;u=C;return c|0}y=c+8|0;z=c+16|0;E=+p[c>>3];F=+p[y>>3];G=+p[z>>3];q=c+24|0;r=c+32|0;s=c+40|0;H=+p[q>>3];I=+p[r>>3];J=+p[s>>3];t=c+48|0;v=c+56|0;w=c+64|0;K=+p[t>>3];L=+p[v>>3];M=+p[w>>3];x=c+72|0;f[B>>2]=f[x>>2];f[B+4>>2]=f[x+4>>2];f[B+8>>2]=f[x+8>>2];D=+p[d>>3];p[d>>3]=E;p[c>>3]=D;D=+p[n>>3];p[n>>3]=+p[y>>3];p[y>>3]=D;D=+p[o>>3];p[o>>3]=+p[z>>3];p[z>>3]=D;D=+p[g>>3];p[g>>3]=+p[q>>3];p[q>>3]=D;D=+p[h>>3];p[h>>3]=+p[r>>3];p[r>>3]=D;D=+p[i>>3];p[i>>3]=+p[s>>3];p[s>>3]=D;D=+p[j>>3];p[j>>3]=+p[t>>3];p[t>>3]=D;p[v>>3]=+p[k>>3];p[w>>3]=+p[l>>3];f[x>>2]=f[m>>2];f[x+4>>2]=f[m+4>>2];f[x+8>>2]=f[m+8>>2];p[d>>3]=E;p[n>>3]=F;p[o>>3]=G;p[g>>3]=H;p[h>>3]=I;p[i>>3]=J;p[j>>3]=K;p[k>>3]=L;p[l>>3]=M;f[m>>2]=f[B>>2];f[m+4>>2]=f[B+4>>2];f[m+8>>2]=f[B+8>>2];M=+sqb(c);if(!(M<+sqb(b))){c=A+2|0;u=C;return c|0}m=b+8|0;n=b+16|0;E=+p[b>>3];F=+p[m>>3];G=+p[n>>3];g=b+24|0;e=b+32|0;h=b+40|0;H=+p[g>>3];I=+p[e>>3];J=+p[h>>3];i=b+48|0;j=b+56|0;k=b+64|0;K=+p[i>>3];L=+p[j>>3];M=+p[k>>3];l=b+72|0;f[B>>2]=f[l>>2];f[B+4>>2]=f[l+4>>2];f[B+8>>2]=f[l+8>>2];D=+p[c>>3];p[c>>3]=E;p[b>>3]=D;D=+p[y>>3];p[y>>3]=+p[m>>3];p[m>>3]=D;D=+p[z>>3];p[z>>3]=+p[n>>3];p[n>>3]=D;D=+p[q>>3];p[q>>3]=+p[g>>3];p[g>>3]=D;D=+p[r>>3];p[r>>3]=+p[e>>3];p[e>>3]=D;D=+p[s>>3];p[s>>3]=+p[h>>3];p[h>>3]=D;D=+p[t>>3];p[t>>3]=+p[i>>3];p[i>>3]=D;p[j>>3]=+p[v>>3];p[k>>3]=+p[w>>3];f[l>>2]=f[x>>2];f[l+4>>2]=f[x+4>>2];f[l+8>>2]=f[x+8>>2];p[c>>3]=E;p[y>>3]=F;p[z>>3]=G;p[q>>3]=H;p[r>>3]=I;p[s>>3]=J;p[t>>3]=K;p[v>>3]=L;p[w>>3]=M;f[x>>2]=f[B>>2];f[x+4>>2]=f[B+4>>2];f[x+8>>2]=f[B+8>>2];M=+sqb(b);if(!(M<+sqb(a))){c=A+3|0;u=C;return c|0}r=a+8|0;s=a+16|0;E=+p[a>>3];F=+p[r>>3];G=+p[s>>3];t=a+24|0;v=a+32|0;w=a+40|0;H=+p[t>>3];I=+p[v>>3];J=+p[w>>3];x=a+48|0;y=a+56|0;z=a+64|0;K=+p[x>>3];L=+p[y>>3];M=+p[z>>3];c=a+72|0;f[B>>2]=f[c>>2];f[B+4>>2]=f[c+4>>2];f[B+8>>2]=f[c+8>>2];D=+p[b>>3];p[b>>3]=E;p[a>>3]=D;D=+p[m>>3];p[m>>3]=+p[r>>3];p[r>>3]=D;D=+p[n>>3];p[n>>3]=+p[s>>3];p[s>>3]=D;D=+p[g>>3];p[g>>3]=+p[t>>3];p[t>>3]=D;D=+p[e>>3];p[e>>3]=+p[v>>3];p[v>>3]=D;D=+p[h>>3];p[h>>3]=+p[w>>3];p[w>>3]=D;D=+p[i>>3];p[i>>3]=+p[x>>3];p[x>>3]=D;p[y>>3]=+p[j>>3];p[z>>3]=+p[k>>3];f[c>>2]=f[l>>2];f[c+4>>2]=f[l+4>>2];f[c+8>>2]=f[l+8>>2];p[b>>3]=E;p[m>>3]=F;p[n>>3]=G;p[g>>3]=H;p[e>>3]=I;p[h>>3]=J;p[i>>3]=K;p[j>>3]=L;p[k>>3]=M;f[l>>2]=f[B>>2];f[l+4>>2]=f[B+4>>2];f[l+8>>2]=f[B+8>>2];c=A+4|0;u=C;return c|0}function g5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;E=u;u=u+96|0;D=E;d=a+176|0;d5a(a,a+88|0,d,c)|0;c=a+264|0;if((c|0)==(b|0)){u=E;return}B=D+8|0;C=D+16|0;r=D+24|0;s=D+32|0;t=D+40|0;v=D+48|0;w=D+56|0;x=D+64|0;y=D+72|0;z=D+24|0;A=D+48|0;q=c;c=d;while(1){e=+sqb(q);if(e<+sqb(c)){f[D>>2]=f[q>>2];f[D+4>>2]=f[q+4>>2];f[D+8>>2]=f[q+8>>2];f[D+12>>2]=f[q+12>>2];f[D+16>>2]=f[q+16>>2];f[D+20>>2]=f[q+20>>2];e=+p[q>>3];p[D>>3]=e;p[B>>3]=+p[q+8>>3];p[C>>3]=+p[q+16>>3];d=q+24|0;f[r>>2]=f[d>>2];f[r+4>>2]=f[d+4>>2];f[r+8>>2]=f[d+8>>2];f[r+12>>2]=f[d+12>>2];f[r+16>>2]=f[d+16>>2];f[r+20>>2]=f[d+20>>2];p[r>>3]=+p[d>>3];p[s>>3]=+p[q+32>>3];p[t>>3]=+p[q+40>>3];d=q+48|0;f[v>>2]=f[d>>2];f[v+4>>2]=f[d+4>>2];f[v+8>>2]=f[d+8>>2];f[v+12>>2]=f[d+12>>2];f[v+16>>2]=f[d+16>>2];f[v+20>>2]=f[d+20>>2];p[v>>3]=+p[d>>3];p[w>>3]=+p[q+56>>3];p[x>>3]=+p[q+64>>3];d=q+72|0;f[y>>2]=f[d>>2];f[y+4>>2]=f[d+4>>2];f[y+8>>2]=f[d+8>>2];d=q;while(1){F=+p[c>>3];p[c>>3]=e;p[d>>3]=F;h=c+8|0;e=+p[h>>3];i=d+8|0;p[h>>3]=+p[i>>3];p[i>>3]=e;i=c+16|0;e=+p[i>>3];j=d+16|0;p[i>>3]=+p[j>>3];p[j>>3]=e;j=c+24|0;e=+p[j>>3];k=d+24|0;p[j>>3]=+p[k>>3];p[k>>3]=e;k=c+32|0;e=+p[k>>3];l=d+32|0;p[k>>3]=+p[l>>3];p[l>>3]=e;l=c+40|0;e=+p[l>>3];m=d+40|0;p[l>>3]=+p[m>>3];p[m>>3]=e;m=c+48|0;e=+p[m>>3];n=d+48|0;p[m>>3]=+p[n>>3];p[n>>3]=e;n=c+56|0;e=+p[n>>3];o=d+56|0;p[n>>3]=+p[o>>3];p[o>>3]=e;o=c+64|0;e=+p[o>>3];g=d+64|0;p[o>>3]=+p[g>>3];p[g>>3]=e;g=d+72|0;d=c+72|0;f[g>>2]=f[d>>2];f[g+4>>2]=f[d+4>>2];f[g+8>>2]=f[d+8>>2];if((c|0)==(a|0))break;g=c+-88|0;F=+sqb(D);if(!(F<+sqb(g)))break;e=+p[c>>3];d=c;c=g}F=+p[D>>3];p[D>>3]=+p[c>>3];p[c>>3]=F;F=+p[B>>3];p[B>>3]=+p[h>>3];p[h>>3]=F;F=+p[C>>3];p[C>>3]=+p[i>>3];p[i>>3]=F;F=+p[z>>3];p[z>>3]=+p[j>>3];p[j>>3]=F;F=+p[s>>3];p[s>>3]=+p[k>>3];p[k>>3]=F;F=+p[t>>3];p[t>>3]=+p[l>>3];p[l>>3]=F;F=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=F;F=+p[w>>3];p[w>>3]=+p[n>>3];p[n>>3]=F;F=+p[x>>3];p[x>>3]=+p[o>>3];p[o>>3]=F;f[d>>2]=f[y>>2];f[d+4>>2]=f[y+4>>2];f[d+8>>2]=f[y+8>>2]}c=q+88|0;if((c|0)==(b|0))break;else{o=q;q=c;c=o}}u=E;return}function h5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0;F=u;u=u+96|0;E=F;switch((b-a|0)/88|0|0){case 2:{c=b+-88|0;if(!(+sqb(c)<+sqb(a))){b=1;u=F;return b|0}y=a+8|0;z=a+16|0;N=+p[a>>3];M=+p[y>>3];L=+p[z>>3];A=a+24|0;B=a+32|0;C=a+40|0;K=+p[A>>3];J=+p[B>>3];I=+p[C>>3];D=a+48|0;t=a+56|0;v=a+64|0;H=+p[D>>3];G=+p[t>>3];e=+p[v>>3];w=a+72|0;f[E>>2]=f[w>>2];f[E+4>>2]=f[w+4>>2];f[E+8>>2]=f[w+8>>2];O=+p[c>>3];p[c>>3]=N;p[a>>3]=O;x=b+-80|0;O=+p[x>>3];p[x>>3]=+p[y>>3];p[y>>3]=O;y=b+-72|0;O=+p[y>>3];p[y>>3]=+p[z>>3];p[z>>3]=O;z=b+-64|0;O=+p[z>>3];p[z>>3]=+p[A>>3];p[A>>3]=O;A=b+-56|0;O=+p[A>>3];p[A>>3]=+p[B>>3];p[B>>3]=O;B=b+-48|0;O=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=O;C=b+-40|0;O=+p[C>>3];p[C>>3]=+p[D>>3];p[D>>3]=O;D=b+-32|0;p[t>>3]=+p[D>>3];a=b+-24|0;p[v>>3]=+p[a>>3];b=b+-16|0;f[w>>2]=f[b>>2];f[w+4>>2]=f[b+4>>2];f[w+8>>2]=f[b+8>>2];p[c>>3]=N;p[x>>3]=M;p[y>>3]=L;p[z>>3]=K;p[A>>3]=J;p[B>>3]=I;p[C>>3]=H;p[D>>3]=G;p[a>>3]=e;f[b>>2]=f[E>>2];f[b+4>>2]=f[E+4>>2];f[b+8>>2]=f[E+8>>2];b=1;u=F;return b|0}case 3:{d5a(a,a+88|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 4:{e5a(a,a+88|0,a+176|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 5:{f5a(a,a+88|0,a+176|0,a+264|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 1:case 0:{b=1;u=F;return b|0}default:{d=a+176|0;d5a(a,a+88|0,d,c)|0;c=a+264|0;a:do if((c|0)==(b|0)){d=1;c=0}else{s=E+8|0;t=E+16|0;v=E+24|0;w=E+32|0;x=E+40|0;y=E+48|0;z=E+56|0;A=E+64|0;B=E+72|0;C=E+24|0;D=E+48|0;r=c;c=0;while(1){O=+sqb(r);if(O<+sqb(d)){f[E>>2]=f[r>>2];f[E+4>>2]=f[r+4>>2];f[E+8>>2]=f[r+8>>2];f[E+12>>2]=f[r+12>>2];f[E+16>>2]=f[r+16>>2];f[E+20>>2]=f[r+20>>2];e=+p[r>>3];p[E>>3]=e;p[s>>3]=+p[r+8>>3];p[t>>3]=+p[r+16>>3];g=r+24|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[v+16>>2]=f[g+16>>2];f[v+20>>2]=f[g+20>>2];p[v>>3]=+p[g>>3];p[w>>3]=+p[r+32>>3];p[x>>3]=+p[r+40>>3];g=r+48|0;f[y>>2]=f[g>>2];f[y+4>>2]=f[g+4>>2];f[y+8>>2]=f[g+8>>2];f[y+12>>2]=f[g+12>>2];f[y+16>>2]=f[g+16>>2];f[y+20>>2]=f[g+20>>2];p[y>>3]=+p[g>>3];p[z>>3]=+p[r+56>>3];p[A>>3]=+p[r+64>>3];g=r+72|0;f[B>>2]=f[g>>2];f[B+4>>2]=f[g+4>>2];f[B+8>>2]=f[g+8>>2];g=r;while(1){O=+p[d>>3];p[d>>3]=e;p[g>>3]=O;n=d+8|0;O=+p[n>>3];o=g+8|0;p[n>>3]=+p[o>>3];p[o>>3]=O;o=d+16|0;O=+p[o>>3];q=g+16|0;p[o>>3]=+p[q>>3];p[q>>3]=O;q=d+24|0;O=+p[q>>3];i=g+24|0;p[q>>3]=+p[i>>3];p[i>>3]=O;i=d+32|0;O=+p[i>>3];j=g+32|0;p[i>>3]=+p[j>>3];p[j>>3]=O;j=d+40|0;O=+p[j>>3];k=g+40|0;p[j>>3]=+p[k>>3];p[k>>3]=O;k=d+48|0;O=+p[k>>3];l=g+48|0;p[k>>3]=+p[l>>3];p[l>>3]=O;l=d+56|0;O=+p[l>>3];m=g+56|0;p[l>>3]=+p[m>>3];p[m>>3]=O;m=d+64|0;O=+p[m>>3];h=g+64|0;p[m>>3]=+p[h>>3];p[h>>3]=O;h=g+72|0;g=d+72|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];if((d|0)==(a|0))break;h=d+-88|0;O=+sqb(E);if(!(O<+sqb(h)))break;e=+p[d>>3];g=d;d=h}O=+p[E>>3];p[E>>3]=+p[d>>3];p[d>>3]=O;O=+p[s>>3];p[s>>3]=+p[n>>3];p[n>>3]=O;O=+p[t>>3];p[t>>3]=+p[o>>3];p[o>>3]=O;O=+p[C>>3];p[C>>3]=+p[q>>3];p[q>>3]=O;O=+p[w>>3];p[w>>3]=+p[i>>3];p[i>>3]=O;O=+p[x>>3];p[x>>3]=+p[j>>3];p[j>>3]=O;O=+p[D>>3];p[D>>3]=+p[k>>3];p[k>>3]=O;O=+p[z>>3];p[z>>3]=+p[l>>3];p[l>>3]=O;O=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=O;f[g>>2]=f[B>>2];f[g+4>>2]=f[B+4>>2];f[g+8>>2]=f[B+8>>2];c=c+1|0;if((c|0)==8){d=0;c=(r+88|0)==(b|0);break a}}d=r+88|0;if((d|0)==(b|0)){d=1;c=0;break}else{q=r;r=d;d=q}}}while(0);b=c|d;u=F;return b|0}}return 0}function i5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>511){f[b>>2]=c+-512;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;j5a(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;k5a(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;l5a(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function j5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function k5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function l5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function m5a(a){a=a|0;sOb(a);return}function n5a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=39880;f[b+4>>2]=f[a+4>>2];return b|0}function o5a(a,b){a=a|0;b=b|0;f[b>>2]=39880;f[b+4>>2]=f[a+4>>2];return}function p5a(a){a=a|0;return}function q5a(a){a=a|0;sOb(a);return}function r5a(a,b){a=a|0;b=b|0;u5a(a+4|0,b);return}function s5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==193767?a+4|0:0)|0}function t5a(a){a=a|0;return 15336}function u5a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0;M=u;u=u+128|0;K=M+32|0;L=M;a=f[a>>2]|0;c=f[b+32>>2]|0;J=f[b+36>>2]|0;if((c|0)==(J|0)){u=M;return}y=a+8|0;z=a+236|0;A=a+248|0;B=a+104|0;C=L+8|0;D=K+16|0;E=L+16|0;F=K+40|0;G=L+24|0;H=K+64|0;I=a+112|0;j=a+240|0;k=L+8|0;l=L+16|0;m=L+24|0;n=L+8|0;o=L+16|0;q=L+24|0;r=L+16|0;s=L+24|0;t=L+16|0;v=L+24|0;w=L+16|0;x=L+24|0;do{T4a(K,c,f[y>>2]|0);if(tqb(K,z,A)|0){a=f[j>>2]|0;g=f[z>>2]|0;h=g;i=a;if((a|0)!=(g|0)){b=(a-g|0)/24|0;d=+p[B>>3];p[L>>3]=d;R=h+16|0;O=+p[R>>3];p[k>>3]=O;Q=h+40|0;e=+p[Q>>3];p[l>>3]=e;a=h+64|0;P=+p[a>>3];p[m>>3]=P;d=O<d?+p[k>>3]:+p[L>>3];d=e<d?+p[r>>3]:d;d=P<d?+p[s>>3]:d;p[B>>3]=d;P=+p[I>>3];p[L>>3]=P;e=+p[R>>3];p[n>>3]=e;O=+p[Q>>3];p[o>>3]=O;N=+p[a>>3];p[q>>3]=N;e=P<e?e:+p[L>>3];e=e<O?+p[t>>3]:e;e=e<N?+p[v>>3]:e;p[I>>3]=e;if(b>>>0>3){a=3;do{R=h+(a*24|0)|0;p[L>>3]=d;S=h+(a*24|0)+16|0;P=+p[S>>3];p[k>>3]=P;Q=R+24+16|0;O=+p[Q>>3];p[l>>3]=O;R=R+48+16|0;N=+p[R>>3];p[m>>3]=N;P=P<d?+p[k>>3]:+p[L>>3];P=O<P?+p[r>>3]:P;d=N<P?+p[s>>3]:P;p[B>>3]=d;p[L>>3]=e;P=+p[S>>3];p[n>>3]=P;N=+p[Q>>3];p[o>>3]=N;O=+p[R>>3];p[q>>3]=O;P=e<P?P:+p[L>>3];P=P<N?+p[t>>3]:P;e=P<O?+p[v>>3]:P;p[I>>3]=e;a=a+3|0}while(a>>>0<b>>>0);a=g}else a=g}if((i|0)!=(h|0))f[j>>2]=i+(~(((i+-24-a|0)>>>0)/24|0)*24|0)}else{P=+p[B>>3];p[L>>3]=P;e=+p[D>>3];p[C>>3]=e;N=+p[F>>3];p[E>>3]=N;O=+p[H>>3];p[G>>3]=O;P=e<P?e:+p[L>>3];P=N<P?+p[w>>3]:P;p[B>>3]=O<P?+p[x>>3]:P;P=+p[I>>3];P=P<e?e:P;P=P<N?N:P;p[I>>3]=P<O?O:P}c=c+88|0}while((c|0)!=(J|0));u=M;return}function v5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+8|0;h=f[a>>2]|0;j=a+4|0;c=f[j>>2]|0;e=c-h|0;g=(e|0)/12|0;d=h;if((((f[i>>2]|0)-h|0)/12|0)>>>0<=g>>>0)return;do if(!e)b=0;else if(g>>>0>357913941)vd();else{b=pOb(e)|0;break}while(0);b=b+(g*12|0)|0;g=b;if((c|0)==(d|0))e=g;else{e=g;do{h=b+-12|0;k=c;c=c+-12|0;f[h>>2]=0;l=b+-8|0;f[l>>2]=0;f[b+-4>>2]=0;f[h>>2]=f[c>>2];h=k+-8|0;f[l>>2]=f[h>>2];k=k+-4|0;f[b+-4>>2]=f[k>>2];f[k>>2]=0;f[h>>2]=0;f[c>>2]=0;b=e+-12|0;e=b}while((c|0)!=(d|0));h=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=e;f[j>>2]=g;f[i>>2]=g;g=h;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!h)return;sOb(h);return}function w5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;j=f[a>>2]|0;i=(e-j|0)/12|0;b=i+1|0;d=j;if(b>>>0>357913941)AMb(a);m=a+8|0;k=((f[m>>2]|0)-j|0)/12|0;g=k<<1;g=k>>>0<178956970?(g>>>0<b>>>0?b:g):357913941;do if(!g)h=0;else if(g>>>0>357913941)vd();else{h=pOb(g*12|0)|0;break}while(0);b=h+(i*12|0)|0;c=b;k=h+(g*12|0)|0;f[b>>2]=0;f[h+(i*12|0)+4>>2]=0;f[h+(i*12|0)+8>>2]=0;g=b+12|0;if((e|0)!=(d|0)){do{j=b+-12|0;i=e;e=e+-12|0;f[j>>2]=0;h=b+-8|0;f[h>>2]=0;f[b+-4>>2]=0;f[j>>2]=f[e>>2];j=i+-8|0;f[h>>2]=f[j>>2];i=i+-4|0;f[b+-4>>2]=f[i>>2];f[i>>2]=0;f[j>>2]=0;f[e>>2]=0;b=c+-12|0;c=b}while((e|0)!=(d|0));j=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=c;f[l>>2]=g;f[m>>2]=k;g=j;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!j)return;sOb(j);return}function x5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;i=f[k>>2]|0;m=f[a>>2]|0;d=i-m>>5;b=d+1|0;j=m;if(b>>>0>134217727)AMb(a);l=a+8|0;h=(f[l>>2]|0)-m|0;c=h>>4;c=h>>5>>>0<67108863?(c>>>0<b>>>0?b:c):134217727;do if(!c)e=0;else if(c>>>0>134217727)vd();else{e=pOb(c<<5)|0;break}while(0);b=e+(d<<5)|0;g=e+(c<<5)|0;h=b+32|0;if((i|0)!=(j|0)){e=i+-32-m|0;c=i;d=b;while(1){i=c;c=c+-32|0;p[d+-32>>3]=+p[c>>3];p[d+-24>>3]=+p[i+-24>>3];p[d+-16>>3]=+p[i+-16>>3];p[d+-8>>3]=+p[i+-8>>3];if((c|0)==(j|0))break;else d=d+-32|0}b=b+(~(e>>>5)<<5)|0}f[a>>2]=b;f[k>>2]=h;f[l>>2]=g;if(!m)return;sOb(m);return}function y5a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;x=u;u=u+416|0;w=x+80|0;d=x+376|0;s=x+368|0;m=x+392|0;o=x+352|0;t=x+132|0;v=x;l=x+120|0;e=x+104|0;q=x+116|0;wqb(d);i=+n[d+8>>2];z=i-+n[d>>2];n[s>>2]=z;j=+n[d+12>>2];y=j-+n[d+4>>2];r=s+4|0;n[r>>2]=y;if(!(!(z<=1.0)&!(y<=1.0))){u=x;return}b[m>>0]=0;b[m+1>>0]=1;Q=m+2|0;P=m+8|0;b[Q>>0]=0;b[Q+1>>0]=0;b[Q+2>>0]=0;b[Q+3>>0]=0;b[Q+4>>0]=0;b[Q+5>>0]=0;Q=m+12|0;b[P>>0]=1;b[P+1>>0]=1;b[P+2>>0]=1;b[P+3>>0]=1;b[Q>>0]=0;b[Q+1>>0]=0;b[Q+2>>0]=0;b[Q+3>>0]=0;n[w>>2]=i+-1.0;n[w+4>>2]=j+-1.0;dkb(t,c,d,w,s,o);f[v>>2]=f[t>>2];Q=v+4|0;f[Q>>2]=f[t+4>>2];P=v+8|0;f[P>>2]=f[t+8>>2];O=v+12|0;n[O>>2]=-+n[t+12>>2];N=v+16|0;f[N>>2]=f[t+16>>2];M=v+20|0;f[M>>2]=f[t+20>>2];L=v+24|0;f[L>>2]=f[t+24>>2];K=v+28|0;n[K>>2]=-+n[t+28>>2];J=v+32|0;f[J>>2]=f[t+32>>2];I=v+36|0;f[I>>2]=f[t+36>>2];H=v+40|0;f[H>>2]=f[t+40>>2];G=v+44|0;n[G>>2]=-+n[t+44>>2];F=v+48|0;f[F>>2]=f[t+48>>2];E=v+52|0;f[E>>2]=f[t+52>>2];D=v+56|0;f[D>>2]=f[t+56>>2];C=v+60|0;n[C>>2]=-+n[t+60>>2];B=v+64|0;f[B>>2]=f[t+64>>2];A=v+68|0;f[A>>2]=f[t+68>>2];d=v+72|0;f[d>>2]=f[t+72>>2];g=v+76|0;n[g>>2]=-+n[t+76>>2];f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;z5a(l,5);h=f[l>>2]|0;f[h>>2]=f[v>>2];f[h+4>>2]=f[Q>>2];f[h+8>>2]=f[P>>2];f[h+12>>2]=f[O>>2];f[h+44>>2]=f[N>>2];f[h+48>>2]=f[M>>2];f[h+52>>2]=f[L>>2];f[h+56>>2]=f[K>>2];f[h+88>>2]=f[J>>2];f[h+92>>2]=f[I>>2];f[h+96>>2]=f[H>>2];f[h+100>>2]=f[G>>2];f[h+132>>2]=f[F>>2];f[h+136>>2]=f[E>>2];f[h+140>>2]=f[D>>2];f[h+144>>2]=f[C>>2];f[h+176>>2]=f[B>>2];f[h+180>>2]=f[A>>2];f[h+184>>2]=f[d>>2];f[h+188>>2]=f[g>>2];A5a(l);B5a(e,l);h=pOb(56)|0;p[w>>3]=+n[o>>2];p[w+8>>3]=+n[o+4>>2];p[w+16>>3]=+n[o+8>>2];Mlb(h,e,w);g=f[e>>2]|0;if(g|0){d=e+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-88-g|0)>>>0)/88|0)*88|0);sOb(g)}g=okb(m,c,5,v,o)|0;d=f[l>>2]|0;if(d|0){e=f[k>>2]|0;if((e|0)!=(d|0))f[k>>2]=e+(~(((e+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}C5a(w,0,c,g);bjb(o,c,0,0,0);f[q>>2]=h;Skb(t,m,c,o,q);d=f[q>>2]|0;f[q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);p[v>>3]=+n[s>>2];p[v+8>>3]=+n[r>>2];D5a(a,c,t,v,w);Rkb(t);d=f[w>>2]|0;if(d|0){h=w+4|0;e=f[h>>2]|0;if((e|0)!=(d|0)){do{g=e+-8|0;f[h>>2]=g;e=f[e+-4>>2]|0;if(!e)e=g;else{iOb(e);e=f[h>>2]|0}}while((e|0)!=(d|0));d=f[w>>2]|0}sOb(d)}u=x;return}function z5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/44|0)>>>0>=b>>>0){do{d=c+44|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=(f[k>>2]|0)+44|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/44|0;c=e+b|0;if(c>>>0>97612893)AMb(a);g=(g-d|0)/44|0;i=g<<1;c=g>>>0<48806446?(i>>>0<c>>>0?c:i):97612893;do if(!c)h=0;else if(c>>>0>97612893)vd();else{h=pOb(c*44|0)|0;break}while(0);i=h+(e*44|0)|0;g=i;e=h+(c*44|0)|0;c=i;h=g;do{d=c+44|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=h+44|0;h=c;b=b+-1|0}while((b|0)!=0);c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=b;b=b+-44|0;g=d;d=d+-44|0;f[b>>2]=f[d>>2];f[i+-40>>2]=f[g+-40>>2];f[i+-36>>2]=f[g+-36>>2];f[i+-32>>2]=f[g+-32>>2];f[i+-28>>2]=f[g+-28>>2];f[i+-24>>2]=f[g+-24>>2];f[i+-20>>2]=f[g+-20>>2];f[i+-16>>2]=f[g+-16>>2];f[i+-12>>2]=f[g+-12>>2];f[i+-8>>2]=f[g+-8>>2];f[i+-4>>2]=f[g+-4>>2]}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function A5a(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0;d=f[a>>2]|0;b=(f[a+4>>2]|0)-d|0;c=(b|0)/44|0;b=(b|0)==0;if(b)return;else a=0;do{j=d+(a*44|0)+12|0;n[j>>2]=-+n[j>>2];h=+n[d+(a*44|0)>>2];g=+K(+h);n[d+(a*44|0)+16>>2]=g;g=+n[d+(a*44|0)+4>>2];e=+K(+g);n[d+(a*44|0)+20>>2]=e;e=+n[d+(a*44|0)+8>>2];i=+K(+e);n[d+(a*44|0)+24>>2]=i;n[d+(a*44|0)+28>>2]=h>=0.0?1.0:-1.0;n[d+(a*44|0)+32>>2]=g>=0.0?1.0:-1.0;n[d+(a*44|0)+36>>2]=e>=0.0?1.0:-1.0;a=a+1|0}while(a>>>0<c>>>0);if(b)return;else a=0;do{g=+n[d+(a*44|0)>>2];h=+n[d+(a*44|0)+4>>2];i=+n[d+(a*44|0)+8>>2];i=g*g+(h*h+i*i);n[d+(a*44|0)+40>>2]=i==0.0?0.0:1.0/i;a=a+1|0}while(a>>>0<c>>>0);return}function B5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0;q=u;u=u+32|0;d=q+12|0;l=q;c=f[b>>2]|0;k=(f[b+4>>2]|0)-c|0;m=(k|0)/44|0;f[d>>2]=0;o=d+4|0;f[o>>2]=0;f[d+8>>2]=0;k=(k|0)==0;if(k){j=0;e=0;i=0}else{if(m>>>0>268435455)AMb(d);g=pOb(m<<4)|0;f[d>>2]=g;e=g+(m<<4)|0;f[d+8>>2]=e;f[o>>2]=e;b=0;do{f[g+(b<<4)>>2]=f[c+(b*44|0)>>2];f[g+(b<<4)+4>>2]=f[c+(b*44|0)+4>>2];f[g+(b<<4)+8>>2]=f[c+(b*44|0)+8>>2];n[g+(b<<4)+12>>2]=-+n[c+(b*44|0)+12>>2];b=b+1|0}while(b>>>0<m>>>0);j=g;i=g}f[l>>2]=0;d=l+4|0;f[d>>2]=0;f[l+8>>2]=0;if(k){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;N6a(a)}else{if(m>>>0>134217727)AMb(l);g=pOb(m<<5)|0;f[l>>2]=g;h=g+(m<<5)|0;f[l+8>>2]=h;f[d>>2]=h;b=0;do{t=+n[j+(b<<4)+4>>2];s=+n[j+(b<<4)+8>>2];r=+n[j+(b<<4)+12>>2];p[g+(b<<5)>>3]=+n[j+(b<<4)>>2];p[g+(b<<5)+8>>3]=t;p[g+(b<<5)+16>>3]=s;p[g+(b<<5)+24>>3]=r;b=b+1|0}while(b>>>0<m>>>0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;if(!k){M6a(a,m);c=f[a>>2]|0;b=0;do{p[c+(b*88|0)>>3]=+p[g+(b<<5)>>3];p[c+(b*88|0)+8>>3]=+p[g+(b<<5)+8>>3];p[c+(b*88|0)+16>>3]=+p[g+(b<<5)+16>>3];p[c+(b*88|0)+24>>3]=+p[g+(b<<5)+24>>3];b=b+1|0}while((b|0)!=(m|0))}N6a(a);if((h|0)!=(g|0))f[d>>2]=h+(~((h+-32-g|0)>>>5)<<5);sOb(g)}if(!j){u=q;return}if((e|0)!=(j|0))f[o>>2]=e+(~((e+-16-j|0)>>>4)<<4);sOb(i);u=q;return}function C5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o+8|0;k=o;f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;ykb(c,d);m=j+4|0;n=j+8|0;b=pOb(8192)|0;f[j>>2]=b;f[m>>2]=b;f[n>>2]=b+8192;Ckb(c,d,1024,j);b=f[j>>2]|0;e=f[m>>2]|0;if((b|0)!=(e|0)){h=a+8|0;i=k+4|0;g=e;do{if((b|0)!=(g|0)){do{ARa(k,c,b);e=f[l>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){f[e>>2]=f[k>>2];f[e+4>>2]=f[i>>2];f[k>>2]=0;f[i>>2]=0;f[l>>2]=e+8}else{L6a(a,k);e=f[i>>2]|0;if(e|0)iOb(e)}b=b+8|0}while((b|0)!=(g|0));e=f[j>>2]|0;g=f[m>>2]|0;b=e;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-8-e|0)>>>3)<<3)}Ckb(c,d,(f[n>>2]|0)-b>>3,j);b=f[j>>2]|0;g=f[m>>2]|0}while((b|0)!=(g|0))}if(!b){zkb(c,d);u=o;return}sOb(b);zkb(c,d);u=o;return}function D5a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0;V=u;u=u+752|0;U=V+216|0;H=V+184|0;I=V+736|0;i=V+720|0;T=V+704|0;Q=V+692|0;h=V+672|0;j=V+656|0;k=V+648|0;q=V+644|0;R=V+160|0;P=V+136|0;l=V+640|0;O=V+628|0;M=V+616|0;m=V+596|0;o=V+584|0;N=V+112|0;L=V+88|0;K=V+64|0;E=V+24|0;F=V;G=a9a(AQa(c)|0)|0;ojb(U,G,e,0);p[H>>3]=-+p[U+8>>3];A=H+8|0;p[A>>3]=-+p[U+16>>3];B=H+16|0;p[B>>3]=-+p[U+24>>3];C=H+24|0;p[C>>3]=-+p[U+32>>3];U=IAa(G)|0;f[i>>2]=a;f[i+4>>2]=H;f[i+8>>2]=U;f[i+12>>2]=I;f[T>>2]=0;U=T+4|0;f[U>>2]=0;f[T+8>>2]=0;f[Q>>2]=0;S=Q+4|0;f[S>>2]=0;f[Q+8>>2]=0;f[h>>2]=I;f[h+4>>2]=a;f[h+8>>2]=i;f[h+12>>2]=T;f[h+16>>2]=Q;f[j>>2]=a;f[j+4>>2]=I;f[j+8>>2]=H;f[j+12>>2]=h;f[k>>2]=-1;f[q>>2]=-16777216;h=ySa(c)|0;e=f[h+12>>2]|0;h=f[h+16>>2]|0;i=(h|0)==0;if(!i)gOb(h);if(e|0){D=$Cb(+n[e+152>>2]*255.0)|0;z=$Cb(+n[e+156>>2]*255.0)|0;J=$Cb(+n[e+160>>2]*255.0)|0;J=z<<8&65280|D&255|J<<16&16711680|(~~+iQb(+(+n[e+164>>2]*255.0))&255)<<24;f[k>>2]=J}if(!i)iOb(h);h=ySa(c)|0;e=f[h+4>>2]|0;h=f[h+8>>2]|0;i=(h|0)==0;if(!i)gOb(h);if(e|0){D=$Cb(+n[e+152>>2]*255.0)|0;z=$Cb(+n[e+156>>2]*255.0)|0;J=$Cb(+n[e+160>>2]*255.0)|0;J=z<<8&65280|D&255|J<<16&16711680|(~~+iQb(+(+n[e+164>>2]*255.0))&255)<<24;f[q>>2]=J}if(!i)iOb(h);J=R+16|0;f[R>>2]=4e4;f[R+4>>2]=j;f[R+8>>2]=I;f[J>>2]=R;D=P+16|0;f[P>>2]=40044;f[P+4>>2]=k;f[P+8>>2]=j;f[P+12>>2]=I;f[D>>2]=P;f[l>>2]=a;f[O>>2]=0;z=O+4|0;f[z>>2]=0;f[O+8>>2]=0;f[M>>2]=0;y=M+4|0;f[y>>2]=0;f[M+8>>2]=0;f[m>>2]=I;f[m+4>>2]=a;f[m+8>>2]=l;f[m+12>>2]=O;f[m+16>>2]=M;f[o>>2]=H;f[o+4>>2]=a;f[o+8>>2]=m;t=o;x=N+16|0;f[N>>2]=40088;f[N+4>>2]=t;f[x>>2]=N;w=L+16|0;f[L>>2]=40132;f[L+4>>2]=t;f[L+8>>2]=q;f[w>>2]=L;t=K+16|0;f[K>>2]=40176;f[t>>2]=K;v=hjb(c)|0;e=f[g>>2]|0;a=f[g+4>>2]|0;if((e|0)!=(a|0)){l=E+8|0;m=E+16|0;o=E+24|0;q=I+12|0;g=I+4|0;r=I+8|0;s=I+13|0;do{Vib(E,c,G,f[e>>2]|0,0);W=+p[C>>3]+(+p[H>>3]*+p[E>>3]+(+p[A>>3]*+p[l>>3]+ +p[B>>3]*+p[m>>3]));b[q>>0]=(W<0.0?1:W*W<+p[o>>3])&1;k=f[e>>2]|0;i=f[k+96>>2]|0;k=f[(f[(f[k+4>>2]|0)+44>>2]|0)+52>>2]|0;if(!(k&4)){j=i+120|0;h=b[j>>0]|0;if(h&8){BIa(i);h=b[j>>0]|0}if(!(h&1))h=v;else h=ijb(v)|0}else h=0;f[I>>2]=h;h=k&3;f[g>>2]=h;i=f[e>>2]|0;j=f[i+196>>2]|0;if(j&1048576){h=lJa(i)|0;i=f[e>>2]|0;h=f[(f[(f[h>>2]|0)+44>>2]|0)+52>>2]&3;j=f[i+196>>2]|0}f[r>>2]=h;b[s>>0]=j>>>1&1;Qlb(d,i,E,F,R,N,K,P,L)|0;e=e+8|0}while((e|0)!=(a|0))}e=f[t>>2]|0;if((K|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[w>>2]|0;if((L|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[x>>2]|0;if((N|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[M>>2]|0;if(e|0){h=f[y>>2]|0;if((h|0)!=(e|0))f[y>>2]=h+(~(((h+-48-e|0)>>>0)/48|0)*48|0);sOb(e)}e=f[O>>2]|0;if(e|0){h=f[z>>2]|0;if((h|0)!=(e|0))f[z>>2]=h+(~(((h+-48-e|0)>>>0)/48|0)*48|0);sOb(e)}e=f[D>>2]|0;if((P|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[J>>2]|0;if((R|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[Q>>2]|0;if(e|0){h=f[S>>2]|0;if((h|0)!=(e|0))f[S>>2]=h+(~(((h+-72-e|0)>>>0)/72|0)*72|0);sOb(e)}e=f[T>>2]|0;if(!e){u=V;return}h=f[U>>2]|0;if((h|0)!=(e|0))f[U>>2]=h+(~(((h+-72-e|0)>>>0)/72|0)*72|0);sOb(e);u=V;return}function E5a(a){a=a|0;return}function F5a(a){a=a|0;sOb(a);return}function G5a(a){a=a|0;a=pOb(8)|0;f[a>>2]=40176;return a|0}function H5a(a,b){a=a|0;b=b|0;f[b>>2]=40176;return}function I5a(a){a=a|0;return}function J5a(a){a=a|0;sOb(a);return}function K5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function L5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==194869?a+4|0:0)|0}function M5a(a){a=a|0;return 15368}function N5a(a){a=a|0;return}function O5a(a){a=a|0;sOb(a);return}function P5a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=40132;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function Q5a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=40132;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function R5a(a){a=a|0;return}function S5a(a){a=a|0;sOb(a);return}function T5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0;d=u;u=u+16|0;e=d;g=f[a+4>>2]|0;a=f[a+8>>2]|0;b=f[b>>2]|0;j=c+116|0;i=f[j+4>>2]|0;c=e;f[c>>2]=f[j>>2];f[c+4>>2]=i;f[e+8>>2]=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;W5a(g,b,e,1);u=d;return}function U5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==195461?a+4|0:0)|0}function V5a(a){a=a|0;return 15400}function W5a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0;P=u;u=u+192|0;N=P+96|0;O=P+48|0;w=P;h=f[a+4>>2]|0;m=+p[c>>3];o=+p[c+24>>3];g=c+8|0;if(m==o){k=+p[g>>3];l=+p[c+32>>3];if(k==l)if(+p[c+16>>3]==+p[c+40>>3]){u=P;return}}else{k=+p[g>>3];l=+p[c+32>>3]}p[w>>3]=m;t=w+8|0;p[t>>3]=k;V=+p[c+16>>3];v=w+16|0;p[v>>3]=V;s=w+24|0;p[s>>3]=o;x=w+32|0;p[x>>3]=l;Q=+p[c+40>>3];y=w+40|0;p[y>>3]=Q;c=f[a>>2]|0;T=+p[c>>3];S=+p[c+8>>3];R=+p[c+16>>3];U=+p[c+24>>3];j=w+24|0;g=U+(T*m+(S*k+R*V))>=0.0;if(g^U+(T*o+(S*l+R*Q))>=0.0){cCa(N,c,w,j);i=(g^1)&1;V=+p[N>>3];L=w+(i*24|0)|0;p[N>>3]=+p[L>>3];p[L>>3]=V;L=N+8|0;V=+p[L>>3];M=w+(i*24|0)+8|0;p[L>>3]=+p[M>>3];p[M>>3]=V;p[w+(i*24|0)+16>>3]=+p[N+16>>3];i=9}else if(g){d=h+2944|0;f[d>>2]=(f[d>>2]|0)+1}else i=9;a:do if((i|0)==9){M=f[a+8>>2]|0;g=f[M+4>>2]|0;if(!e)if(!(b[(f[M>>2]|0)+13>>0]|0)){q=g+2852|0;r=g+2856|0;if((f[q>>2]|0)!=(f[r>>2]|0)){L=M+12|0;g=f[L>>2]|0;h=f[g>>2]|0;c=g+4|0;a=f[c>>2]|0;if((a|0)==(h|0))n=g;else{f[c>>2]=a+(~(((a+-48-h|0)>>>0)/48|0)*48|0);h=f[L>>2]|0;n=h;h=f[h+4>>2]|0}k=+p[w>>3];p[N>>3]=k;j=N+8|0;p[j>>3]=+p[t>>3];e=N+16|0;p[e>>3]=+p[v>>3];i=N+24|0;p[i>>3]=+p[s>>3];a=N+32|0;p[a>>3]=+p[x>>3];c=N+40|0;p[c>>3]=+p[y>>3];g=n+4|0;if(h>>>0<(f[n+8>>2]|0)>>>0){f[h>>2]=f[N>>2];f[h+4>>2]=f[N+4>>2];f[h+8>>2]=f[N+8>>2];f[h+12>>2]=f[N+12>>2];f[h+16>>2]=f[N+16>>2];f[h+20>>2]=f[N+20>>2];p[h>>3]=k;p[h+8>>3]=+p[j>>3];p[h+16>>3]=+p[e>>3];K=h+24|0;f[K>>2]=f[i>>2];f[K+4>>2]=f[i+4>>2];f[K+8>>2]=f[i+8>>2];f[K+12>>2]=f[i+12>>2];f[K+16>>2]=f[i+16>>2];f[K+20>>2]=f[i+20>>2];p[K>>3]=+p[i>>3];p[h+32>>3]=+p[a>>3];p[h+40>>3]=+p[c>>3];f[g>>2]=(f[g>>2]|0)+48}else X5a(n,N);g=f[q>>2]|0;s=f[r>>2]|0;if((g|0)!=(s|0)){t=M+16|0;v=N+8|0;w=N+16|0;x=N+24|0;y=N+32|0;z=N+40|0;A=N+48|0;B=N+56|0;C=O+8|0;D=N+64|0;E=O+16|0;F=O+24|0;G=N+72|0;H=N+80|0;I=O+32|0;J=N+88|0;K=O+40|0;do{c=f[t>>2]|0;a=f[c>>2]|0;h=c+4|0;i=f[h>>2]|0;if((i|0)!=(a|0)){f[h>>2]=i+(~(((i+-48-a|0)>>>0)/48|0)*48|0);c=f[t>>2]|0}r=f[L>>2]|0;j=f[c>>2]|0;f[c>>2]=f[r>>2];f[r>>2]=j;j=c+4|0;q=r+4|0;n=f[j>>2]|0;f[j>>2]=f[q>>2];f[q>>2]=n;q=c+8|0;c=r+8|0;r=f[q>>2]|0;f[q>>2]=f[c>>2];f[c>>2]=r;c=f[g>>2]|0;r=f[g+4>>2]|0;if((c|0)!=(r|0))do{i=f[t>>2]|0;a=(f[i+4>>2]|0)-(f[i>>2]|0)|0;b:do if(a|0){a=(a|0)/48|0;h=0;while(1){i=f[i>>2]|0;e=i+(h*48|0)|0;switch((S6a(c,e,N,0.0)|0)<<24>>24){case 4:case 2:case 0:{h=h+1|0;break}case 1:{j=f[L>>2]|0;n=j+4|0;q=f[n>>2]|0;if((q|0)==(f[j+8>>2]|0))Y5a(j,e);else{p[q>>3]=+p[e>>3];p[q+8>>3]=+p[i+(h*48|0)+8>>3];p[q+16>>3]=+p[i+(h*48|0)+16>>3];p[q+24>>3]=+p[i+(h*48|0)+24>>3];p[q+32>>3]=+p[i+(h*48|0)+32>>3];p[q+40>>3]=+p[i+(h*48|0)+40>>3];f[n>>2]=q+48}j=f[t>>2]|0;i=(f[j>>2]|0)+(h*48|0)|0;e=i+48|0;j=j+4|0;n=f[j>>2]|0;if((e|0)!=(n|0))do{V=+p[e>>3];p[e>>3]=+p[i>>3];p[i>>3]=V;W=e+8|0;V=+p[W>>3];q=i+8|0;p[W>>3]=+p[q>>3];p[q>>3]=V;q=e+16|0;V=+p[q>>3];W=i+16|0;p[q>>3]=+p[W>>3];p[W>>3]=V;W=e+24|0;V=+p[W>>3];q=i+24|0;p[W>>3]=+p[q>>3];p[q>>3]=V;q=e+32|0;V=+p[q>>3];W=i+32|0;p[q>>3]=+p[W>>3];p[W>>3]=V;W=e+40|0;V=+p[W>>3];q=i+40|0;p[W>>3]=+p[q>>3];p[q>>3]=V;e=e+48|0;i=i+48|0}while((e|0)!=(n|0));if((n|0)!=(i|0))f[j>>2]=n+(~(((n+-48-i|0)>>>0)/48|0)*48|0);a=a+-1|0;break}case 3:{S=+p[v>>3];T=+p[w>>3];U=+p[x>>3];V=+p[y>>3];k=+p[z>>3];p[e>>3]=+p[N>>3];p[i+(h*48|0)+8>>3]=S;p[i+(h*48|0)+16>>3]=T;p[i+(h*48|0)+24>>3]=U;p[i+(h*48|0)+32>>3]=V;p[i+(h*48|0)+40>>3]=k;i=f[L>>2]|0;k=+p[A>>3];p[O>>3]=k;p[C>>3]=+p[B>>3];p[E>>3]=+p[D>>3];p[F>>3]=+p[G>>3];p[I>>3]=+p[H>>3];p[K>>3]=+p[J>>3];e=i+4|0;j=f[e>>2]|0;if(j>>>0<(f[i+8>>2]|0)>>>0){f[j>>2]=f[O>>2];f[j+4>>2]=f[O+4>>2];f[j+8>>2]=f[O+8>>2];f[j+12>>2]=f[O+12>>2];f[j+16>>2]=f[O+16>>2];f[j+20>>2]=f[O+20>>2];p[j>>3]=k;p[j+8>>3]=+p[C>>3];p[j+16>>3]=+p[E>>3];W=j+24|0;f[W>>2]=f[F>>2];f[W+4>>2]=f[F+4>>2];f[W+8>>2]=f[F+8>>2];f[W+12>>2]=f[F+12>>2];f[W+16>>2]=f[F+16>>2];f[W+20>>2]=f[F+20>>2];p[W>>3]=+p[F>>3];p[j+32>>3]=+p[I>>3];p[j+40>>3]=+p[K>>3];f[e>>2]=(f[e>>2]|0)+48}else Z5a(i,O);h=h+1|0;break}default:{}}if(h>>>0>=a>>>0)break b;i=f[t>>2]|0}}while(0);c=c+32|0}while((c|0)!=(r|0));g=g+12|0}while((g|0)!=(s|0))}j=f[L>>2]|0;g=f[j>>2]|0;j=f[j+4>>2]|0;if((g|0)==(j|0))break;e=M+8|0;while(1){c=f[f[e>>2]>>2]|0;a=g+24|0;h=c+2652|0;i=f[h>>2]|0;if(i>>>0<(f[c+2656>>2]|0)>>>0){p[i>>3]=+p[g>>3];p[i+8>>3]=+p[g+8>>3];p[i+16>>3]=+p[g+16>>3];p[i+24>>3]=+p[a>>3];p[i+32>>3]=+p[g+32>>3];p[i+40>>3]=+p[g+40>>3];W=i+48|0;f[W>>2]=f[d>>2];f[W+4>>2]=f[d+4>>2];f[W+8>>2]=f[d+8>>2];f[h>>2]=(f[h>>2]|0)+64}else b4a(c+2648|0,g,a,d);W=c+2940|0;f[W>>2]=(f[W>>2]|0)+1;g=g+48|0;if((g|0)==(j|0))break a}}}g=f[f[M+8>>2]>>2]|0;c=g+2652|0;a=f[c>>2]|0;if(a>>>0<(f[g+2656>>2]|0)>>>0){p[a>>3]=+p[w>>3];p[a+8>>3]=+p[t>>3];p[a+16>>3]=+p[v>>3];p[a+24>>3]=+p[j>>3];p[a+32>>3]=+p[x>>3];p[a+40>>3]=+p[y>>3];W=a+48|0;f[W>>2]=f[d>>2];f[W+4>>2]=f[d+4>>2];f[W+8>>2]=f[d+8>>2];f[c>>2]=(f[c>>2]|0)+64}else b4a(g+2648|0,w,j,d);W=g+2940|0;f[W>>2]=(f[W>>2]|0)+1}while(0);u=P;return}function X5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];e=g+(h*48|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{n=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function Y5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];p[g+(h*48|0)+24>>3]=+p[b+24>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{h=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[h+-40>>3];p[c+-32>>3]=+p[h+-32>>3];p[c+-24>>3]=+p[h+-24>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function Z5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];e=g+(h*48|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{n=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function _5a(a){a=a|0;return}function $5a(a){a=a|0;sOb(a);return}function a6a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=40088;f[b+4>>2]=f[a+4>>2];return b|0}function b6a(a,b){a=a|0;b=b|0;f[b>>2]=40088;f[b+4>>2]=f[a+4>>2];return}function c6a(a){a=a|0;return}function d6a(a){a=a|0;sOb(a);return}function e6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=u;u=u+32|0;l=e+16|0;g=e;a=f[a+4>>2]|0;b=f[b>>2]|0;yqb(l,c,f[d>>2]|0);i=$Cb(+n[l>>2]*255.0)|0;j=$Cb(+n[l+4>>2]*255.0)|0;h=$Cb(+n[l+8>>2]*255.0)|0;d=~~+iQb(+(+n[l+12>>2]*255.0))&255;l=c+116|0;k=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[g+8>>2]=j<<8&65280|i&255|h<<16&16711680|(d&255)<<24;W5a(a,b,g,0);u=e;return}function f6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==196051?a+4|0:0)|0}function g6a(a){a=a|0;return 15432}function h6a(a){a=a|0;sOb(a);return}function i6a(a){a=a|0;var b=0,c=0;b=pOb(16)|0;c=a+4|0;f[b>>2]=40044;a=b+4|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];return b|0}function j6a(a,b){a=a|0;b=b|0;a=a+4|0;f[b>>2]=40044;b=b+4|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return}function k6a(a){a=a|0;return}function l6a(a){a=a|0;sOb(a);return}function m6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;d=u;u=u+16|0;e=d;j=f[a+4>>2]|0;i=f[a+8>>2]|0;g=f[b>>2]|0;b=f[(f[a+12>>2]|0)+8>>2]|0;k=c+116|0;a=f[k+4>>2]|0;c=e;f[c>>2]=f[k>>2];f[c+4>>2]=a;f[e+8>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;p6a(i,g,e,b,1);u=d;return}function n6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==196641?a+4|0:0)|0}function o6a(a){a=a|0;return 15464}function p6a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0.0,n=0,o=0;o=u;u=u+224|0;k=o+144|0;n=o;l=f[a>>2]|0;m=+p[c>>3];j=+p[c+24>>3];if(m==j)if(+p[c+8>>3]==+p[c+32>>3]){if(!(+p[c+16>>3]==+p[c+40>>3]))h=4}else h=4;else h=4;do if((h|0)==4){i=+p[c+48>>3];if(m==i)if(+p[c+8>>3]==+p[c+56>>3])if(+p[c+16>>3]==+p[c+64>>3])break;if(j==i)if(+p[c+32>>3]==+p[c+56>>3])if(+p[c+40>>3]==+p[c+64>>3])break;if((e|0)==1){p[k>>3]=i;p[k+8>>3]=+p[c+56>>3];p[k+16>>3]=+p[c+64>>3];p[k+24>>3]=j;p[k+32>>3]=+p[c+32>>3];p[k+40>>3]=+p[c+40>>3];p[k+48>>3]=m;p[k+56>>3]=+p[c+8>>3];p[k+64>>3]=+p[c+16>>3];c=k}if(!(b[(f[a+4>>2]|0)+12>>0]|0))q6a(f[a+12>>2]|0,c,d,g);else{h=bCa(f[a+8>>2]|0,c,n)|0;if(h|0){c=a+12|0;q6a(f[c>>2]|0,n,d,g);if(h>>>0>3)q6a(f[c>>2]|0,n+72|0,d,g)}}u=o;return}while(0);n=l+2932|0;f[n>>2]=(f[n>>2]|0)+1;u=o;return}function q6a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0;r=u;u=u+1488|0;l=f[a+4>>2]|0;if(!e)if(!(b[(f[a>>2]|0)+13>>0]|0))if((f[(l+2852|0)>>2]|0)!=(f[(l+2856|0)>>2]|0)){e=f[(a+12|0)>>2]|0;h=f[e>>2]|0;g=f[(e+4|0)>>2]|0;if((g|0)!=(h|0)){f[(e+4|0)>>2]=g+(~(((g+-72-h|0)>>>0)/72|0)*72|0);h=f[(a+12|0)>>2]|0;e=h;h=f[h+4>>2]|0}j=+p[c>>3];p[(r+72|0)>>3]=j;p[((r+72|0)+8|0)>>3]=+p[c+8>>3];p[((r+72|0)+16|0)>>3]=+p[c+16>>3];i=(r+72|0)+24|0;p[i>>3]=+p[c+24>>3];p[((r+72|0)+32|0)>>3]=+p[c+32>>3];p[((r+72|0)+40|0)>>3]=+p[c+40>>3];k=(r+72|0)+48|0;p[k>>3]=+p[c+48>>3];p[((r+72|0)+56|0)>>3]=+p[c+56>>3];p[((r+72|0)+64|0)>>3]=+p[c+64>>3];g=e+4|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[(r+72|0)>>2];f[h+4>>2]=f[(r+72|0)+4>>2];f[h+8>>2]=f[(r+72|0)+8>>2];f[h+12>>2]=f[(r+72|0)+12>>2];f[h+16>>2]=f[(r+72|0)+16>>2];f[h+20>>2]=f[(r+72|0)+20>>2];p[h>>3]=j;p[h+8>>3]=+p[((r+72|0)+8|0)>>3];p[h+16>>3]=+p[((r+72|0)+16|0)>>3];q=h+24|0;f[q>>2]=f[i>>2];f[q+4>>2]=f[i+4>>2];f[q+8>>2]=f[i+8>>2];f[q+12>>2]=f[i+12>>2];f[q+16>>2]=f[i+16>>2];f[q+20>>2]=f[i+20>>2];p[q>>3]=+p[i>>3];p[h+32>>3]=+p[((r+72|0)+32|0)>>3];p[h+40>>3]=+p[((r+72|0)+40|0)>>3];q=h+48|0;f[q>>2]=f[k>>2];f[q+4>>2]=f[k+4>>2];f[q+8>>2]=f[k+8>>2];f[q+12>>2]=f[k+12>>2];f[q+16>>2]=f[k+16>>2];f[q+20>>2]=f[k+20>>2];p[q>>3]=+p[k>>3];p[h+56>>3]=+p[((r+72|0)+56|0)>>3];p[h+64>>3]=+p[((r+72|0)+64|0)>>3];f[g>>2]=(f[g>>2]|0)+72}else s6a(e,r+72|0);e=f[(l+2852|0)>>2]|0;q=f[(l+2856|0)>>2]|0;if((e|0)!=(q|0)){o=e;do{e=f[(a+16|0)>>2]|0;g=f[e>>2]|0;h=f[(e+4|0)>>2]|0;if((h|0)!=(g|0)){f[(e+4|0)>>2]=h+(~(((h+-72-g|0)>>>0)/72|0)*72|0);e=f[(a+16|0)>>2]|0}m=f[(a+12|0)>>2]|0;c=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=c;c=e+4|0;l=f[c>>2]|0;f[c>>2]=f[(m+4|0)>>2];f[(m+4|0)>>2]=l;l=e+8|0;e=f[l>>2]|0;f[l>>2]=f[(m+8|0)>>2];f[(m+8|0)>>2]=e;e=f[o>>2]|0;m=f[o+4>>2]|0;if((e|0)!=(m|0))do{h=f[(a+12|0)>>2]|0;l=(f[h+4>>2]|0)-(f[h>>2]|0)|0;a:do if(l|0){g=0;while(1){h=f[h>>2]|0;i=h+(g*72|0)|0;Q6a(r+288|0,e,i,r+72|0,0.0);if((b[(r+288|0)>>0]|0)==3){z=+p[((r+72|0)+8|0)>>3];y=+p[((r+72|0)+16|0)>>3];x=+p[((r+72|0)+24|0)>>3];w=+p[((r+72|0)+32|0)>>3];v=+p[((r+72|0)+40|0)>>3];t=+p[((r+72|0)+48|0)>>3];s=+p[((r+72|0)+56|0)>>3];j=+p[((r+72|0)+64|0)>>3];p[i>>3]=+p[(r+72|0)>>3];p[h+(g*72|0)+8>>3]=z;p[h+(g*72|0)+16>>3]=y;p[h+(g*72|0)+24>>3]=x;p[h+(g*72|0)+32>>3]=w;p[h+(g*72|0)+40>>3]=v;p[h+(g*72|0)+48>>3]=t;p[h+(g*72|0)+56>>3]=s;p[h+(g*72|0)+64>>3]=j;h=b[((r+288|0)+2|0)>>0]|0;if((h&255)>3){c=3;do{i=f[(a+12|0)>>2]|0;j=+p[(r+72|0)+(c*24|0)>>3];p[r>>3]=j;p[(r+8|0)>>3]=+p[(r+72|0)+(c*24|0)+8>>3];p[(r+16|0)>>3]=+p[(r+72|0)+(c*24|0)+16>>3];k=c+1|0;p[(r+24|0)>>3]=+p[(r+72|0)+(k*24|0)>>3];p[(r+32|0)>>3]=+p[(r+72|0)+(k*24|0)+8>>3];p[(r+40|0)>>3]=+p[(r+72|0)+(k*24|0)+16>>3];k=c+2|0;p[(r+48|0)>>3]=+p[(r+72|0)+(k*24|0)>>3];p[(r+56|0)>>3]=+p[(r+72|0)+(k*24|0)+8>>3];p[(r+64|0)>>3]=+p[(r+72|0)+(k*24|0)+16>>3];k=f[(i+4|0)>>2]|0;if(k>>>0<(f[i+8>>2]|0)>>>0){f[k>>2]=f[r>>2];f[k+4>>2]=f[r+4>>2];f[k+8>>2]=f[r+8>>2];f[k+12>>2]=f[r+12>>2];f[k+16>>2]=f[r+16>>2];f[k+20>>2]=f[r+20>>2];p[k>>3]=j;p[k+8>>3]=+p[(r+8|0)>>3];p[k+16>>3]=+p[(r+16|0)>>3];f[(k+24|0)>>2]=f[(r+24|0)>>2];f[(k+24|0)+4>>2]=f[(r+24|0)+4>>2];f[(k+24|0)+8>>2]=f[(r+24|0)+8>>2];f[(k+24|0)+12>>2]=f[(r+24|0)+12>>2];f[(k+24|0)+16>>2]=f[(r+24|0)+16>>2];f[(k+24|0)+20>>2]=f[(r+24|0)+20>>2];p[(k+24|0)>>3]=+p[(r+24|0)>>3];p[k+32>>3]=+p[(r+32|0)>>3];p[k+40>>3]=+p[(r+40|0)>>3];f[(k+48|0)>>2]=f[(r+48|0)>>2];f[(k+48|0)+4>>2]=f[(r+48|0)+4>>2];f[(k+48|0)+8>>2]=f[(r+48|0)+8>>2];f[(k+48|0)+12>>2]=f[(r+48|0)+12>>2];f[(k+48|0)+16>>2]=f[(r+48|0)+16>>2];f[(k+48|0)+20>>2]=f[(r+48|0)+20>>2];p[(k+48|0)>>3]=+p[(r+48|0)>>3];p[k+56>>3]=+p[(r+56|0)>>3];p[k+64>>3]=+p[(r+64|0)>>3];f[(i+4|0)>>2]=(f[(i+4|0)>>2]|0)+72}else{t6a(i,r);h=b[((r+288|0)+2|0)>>0]|0}c=c+3|0}while(c>>>0<(h&255)>>>0)}}g=g+1|0;if(g>>>0>=((l|0)/72|0)>>>0)break a;h=f[(a+12|0)>>2]|0}}while(0);i=f[(a+16|0)>>2]|0;g=(f[i+4>>2]|0)-(f[i>>2]|0)|0;b:do if(g|0){k=0;h=(g|0)/72|0;g=i;while(1){A=f[g>>2]|0;i=A+(k*72|0)|0;Q6a(r+288|0,e,i,r+72|0,0.0);c=1;l=b[(r+288|0)>>0]|0;f[r+320>>2]=a;f[r+400>>2]=k;f[r+408>>2]=h;f[r+808>>2]=A;f[r+816>>2]=g;f[r+824>>2]=i;f[r+1392>>2]=c;f[r+1400>>2]=l;f[r+1408>>2]=0;f[r+1412>>2]=0;L7a(r);k=f[r+400>>2]|0;h=f[r+408>>2]|0;g=f[r+816>>2]|0;G=f[r+1408>>2]|0;D=f[r+1412>>2]|0;H=+n[r+1412>>2];f[r+1408>>2]=0;f[r+1412>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break b}}}while(0);e=e+32|0}while((e|0)!=(m|0));o=o+12|0}while((o|0)!=(q|0))}g=f[(a+12|0)>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;if((e|0)==(g|0)){u=r;return}do{r6a(f[(a+8|0)>>2]|0,e,d);e=e+72|0}while((e|0)!=(g|0));u=r;return}r6a(f[a+8>>2]|0,c,d);u=r;return}function r6a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0;H=u;u=u+208|0;A=H+144|0;e=H+120|0;g=H+96|0;i=H+72|0;s=H+48|0;x=H+24|0;y=H;G=f[a>>2]|0;if(b[G+24>>0]|0){z=v6a(G+2948|0,d)|0;l=+p[c>>3];p[e>>3]=l;B=c+8|0;m=+p[B>>3];p[e+8>>3]=m;C=c+16|0;n=+p[C>>3];p[e+16>>3]=n;D=c+24|0;o=+p[D>>3];p[g>>3]=o;E=c+32|0;q=+p[E>>3];p[g+8>>3]=q;F=c+40|0;r=+p[F>>3];p[g+16>>3]=r;if(l!=o){j=o;k=l;h=5}else if(m!=q){j=q;k=m;h=5}else if(n<r)h=6;else h=7;if((h|0)==5)if(k<j)h=6;else h=7;if((h|0)==6){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(e,g)|0}else if((h|0)==7){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(g,e)|0}f[A+48>>2]=e;e=x6a(z,A)|0;t=c+48|0;v=c+56|0;w=c+64|0;g=e+144|0;h=f[g>>2]|0;if((h|0)!=2){r=+p[w>>3];q=+p[v>>3];o=+p[t>>3];n=+p[F>>3];m=+p[E>>3];l=+p[D>>3];k=+p[C>>3];j=+p[B>>3];I=+p[c>>3];f[g>>2]=h+1;p[e+(h*72|0)>>3]=I;p[e+(h*72|0)+8>>3]=j;p[e+(h*72|0)+16>>3]=k;p[e+(h*72|0)+24>>3]=l;p[e+(h*72|0)+32>>3]=m;p[e+(h*72|0)+40>>3]=n;p[e+(h*72|0)+48>>3]=o;p[e+(h*72|0)+56>>3]=q;p[e+(h*72|0)+64>>3]=r}l=+p[D>>3];p[i>>3]=l;m=+p[E>>3];p[i+8>>3]=m;n=+p[F>>3];p[i+16>>3]=n;o=+p[t>>3];p[s>>3]=o;q=+p[v>>3];p[s+8>>3]=q;r=+p[w>>3];p[s+16>>3]=r;if(l!=o){j=o;k=l;h=13}else if(m!=q){j=q;k=m;h=13}else if(n<r)h=14;else h=15;if((h|0)==13)if(k<j)h=14;else h=15;if((h|0)==14){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(i,s)|0}else if((h|0)==15){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(s,i)|0}f[A+48>>2]=e;h=x6a(z,A)|0;e=h+144|0;g=f[e>>2]|0;if((g|0)!=2){I=+p[w>>3];r=+p[v>>3];q=+p[t>>3];o=+p[F>>3];n=+p[E>>3];m=+p[D>>3];l=+p[C>>3];k=+p[B>>3];j=+p[c>>3];f[e>>2]=g+1;p[h+(g*72|0)>>3]=j;p[h+(g*72|0)+8>>3]=k;p[h+(g*72|0)+16>>3]=l;p[h+(g*72|0)+24>>3]=m;p[h+(g*72|0)+32>>3]=n;p[h+(g*72|0)+40>>3]=o;p[h+(g*72|0)+48>>3]=q;p[h+(g*72|0)+56>>3]=r;p[h+(g*72|0)+64>>3]=I}l=+p[t>>3];p[x>>3]=l;m=+p[v>>3];p[x+8>>3]=m;n=+p[w>>3];p[x+16>>3]=n;o=+p[c>>3];p[y>>3]=o;q=+p[B>>3];p[y+8>>3]=q;r=+p[C>>3];p[y+16>>3]=r;if(l!=o){j=o;k=l;h=21}else if(m!=q){j=q;k=m;h=21}else if(n<r)h=22;else h=23;if((h|0)==21)if(k<j)h=22;else h=23;if((h|0)==22){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(x,y)|0}else if((h|0)==23){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(y,x)|0}f[A+48>>2]=e;e=x6a(z,A)|0;g=e+144|0;h=f[g>>2]|0;if((h|0)!=2){I=+p[w>>3];r=+p[v>>3];q=+p[t>>3];o=+p[F>>3];n=+p[E>>3];m=+p[D>>3];l=+p[C>>3];k=+p[B>>3];j=+p[c>>3];f[g>>2]=h+1;p[e+(h*72|0)>>3]=j;p[e+(h*72|0)+8>>3]=k;p[e+(h*72|0)+16>>3]=l;p[e+(h*72|0)+24>>3]=m;p[e+(h*72|0)+32>>3]=n;p[e+(h*72|0)+40>>3]=o;p[e+(h*72|0)+48>>3]=q;p[e+(h*72|0)+56>>3]=r;p[e+(h*72|0)+64>>3]=I}}if(jjb(f[a+4>>2]|0,c,f[a+8>>2]|0,f[f[a+12>>2]>>2]|0,0)|0){d=G+2928|0;G=f[d>>2]|0;G=G+1|0;f[d>>2]=G;u=H;return}e=c+24|0;g=c+48|0;h=G+2640|0;i=f[h>>2]|0;if(i>>>0<(f[G+2644>>2]|0)>>>0){p[i>>3]=+p[c>>3];p[i+8>>3]=+p[c+8>>3];p[i+16>>3]=+p[c+16>>3];p[i+24>>3]=+p[e>>3];p[i+32>>3]=+p[c+32>>3];p[i+40>>3]=+p[c+40>>3];p[i+48>>3]=+p[g>>3];p[i+56>>3]=+p[c+56>>3];p[i+64>>3]=+p[c+64>>3];c=i+72|0;f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[h>>2]=(f[h>>2]|0)+88}else y6a(G+2636|0,c,e,g,d);d=G+2936|0;G=f[d>>2]|0;G=G+1|0;f[d>>2]=G;u=H;return}function s6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];e=g+(h*72|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];e=g+(h*72|0)+48|0;n=b+48|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{n=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[n+-64>>3];p[c+-56>>3]=+p[n+-56>>3];p[c+-48>>3]=+p[n+-48>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function t6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];e=g+(h*72|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];e=g+(h*72|0)+48|0;n=b+48|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{n=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[n+-64>>3];p[c+-56>>3]=+p[n+-56>>3];p[c+-48>>3]=+p[n+-48>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function u6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];p[g+(h*72|0)+24>>3]=+p[b+24>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];p[g+(h*72|0)+48>>3]=+p[b+48>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{h=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[h+-64>>3];p[c+-56>>3]=+p[h+-56>>3];p[c+-48>>3]=+p[h+-48>>3];p[c+-40>>3]=+p[h+-40>>3];p[c+-32>>3]=+p[h+-32>>3];p[c+-24>>3]=+p[h+-24>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function v6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(40)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];i=j+20|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[j+36>>2]=1.0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;B6a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function w6a(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0;c=+p[a>>3];if(c==0.0)e=0;else{p[s>>3]=c;d=X(f[s>>2]|0,1540483477)|0;e=X(f[s+4>>2]|0,1540483477)|0;e=(X((X(d>>>24^d,1540483477)|0)^-561034072,1540483477)|0)^(X(e>>>24^e,1540483477)|0);e=X(e>>>13^e,1540483477)|0;e=e>>>15^e}c=+p[a+8>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[a+16>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[b>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[b+8>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}d=(e>>>2)+(e<<6)+d^e;c=+p[b+16>>3];if(c==0.0){g=-1640531527;b=d<<6;a=d>>>2;b=a+b|0;g=b+g|0;g=g^d;return g|0}p[s>>3]=c;b=X(f[s>>2]|0,1540483477)|0;g=X(f[s+4>>2]|0,1540483477)|0;g=(X((X(b>>>24^b,1540483477)|0)^-561034072,1540483477)|0)^(X(g>>>24^g,1540483477)|0);g=X(g>>>13^g,1540483477)|0;g=(g>>>15^g)+-1640531527|0;b=d<<6;a=d>>>2;b=a+b|0;g=b+g|0;g=g^d;return g|0}function x6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0;t=f[b+48>>2]|0;r=a+4|0;h=f[r>>2]|0;s=(h|0)==0;a:do if(s)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)q=i&t;else if(t>>>0<h>>>0)q=t;else q=(t>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(q<<2)>>2]|0;if(!c)c=q;else{c=f[c>>2]|0;if(!c)c=q;else{j=b+8|0;k=b+16|0;l=b+24|0;m=b+32|0;o=b+40|0;if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(t|0)|(d&i|0)==(q|0))){c=q;break a}if((f[c+56>>2]|0)==(t|0))if(+p[c+8>>3]==+p[b>>3])if(+p[c+16>>3]==+p[j>>3])if(+p[c+24>>3]==+p[k>>3])if(+p[c+32>>3]==+p[l>>3])if(+p[c+40>>3]==+p[m>>3])if(+p[c+48>>3]==+p[o>>3])break;c=f[c>>2]|0;if(!c){c=q;break a}}a=c+64|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(q|0)){c=q;break a}}if((f[c+56>>2]|0)==(t|0))if(+p[c+8>>3]==+p[b>>3])if(+p[c+16>>3]==+p[j>>3])if(+p[c+24>>3]==+p[k>>3])if(+p[c+32>>3]==+p[l>>3])if(+p[c+40>>3]==+p[m>>3])if(+p[c+48>>3]==+p[o>>3])break;c=f[c>>2]|0;if(!c){c=q;break a}}a=c+64|0;return a|0}}}while(0);j=pOb(216)|0;p[j+8>>3]=+p[b>>3];p[j+16>>3]=+p[b+8>>3];p[j+24>>3]=+p[b+16>>3];p[j+32>>3]=+p[b+24>>3];p[j+40>>3]=+p[b+32>>3];p[j+48>>3]=+p[b+40>>3];f[j+56>>2]=t;dQb(j+64|0,0,152)|0;f[j+4>>2]=t;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(s|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;z6a(a,c>>>0<d>>>0?d:c);c=f[r>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&t;break}if(t>>>0<c>>>0){h=c;c=t}else{h=c;c=(t>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;u=43}}else{f[j>>2]=f[c>>2];u=43}if((u|0)==43)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+64|0;return a|0}function y6a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function z6a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){A6a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;A6a(a,b);return}function A6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();t=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=t;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;s=b+-1|0;t=(s&b|0)==0;if(t)c=c&s;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){r=d;b:while(1){c:do if(t){d=e;while(1){q=f[d+4>>2]&s;if((q|0)==(c|0))break c;e=(f[a>>2]|0)+(q<<2)|0;if(!(f[e>>2]|0)){c=q;break b}k=d+16|0;l=d+24|0;m=d+32|0;n=d+40|0;o=d+48|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+56>>2]|0;j=d+8|0;e=d;while(1){if((i|0)!=(f[h+56>>2]|0))break d;if(!(+p[j>>3]==+p[h+8>>3]))break d;if(!(+p[k>>3]==+p[h+16>>3]))break d;if(!(+p[l>>3]==+p[h+24>>3]))break d;if(!(+p[m>>3]==+p[h+32>>3]))break d;if(!(+p[n>>3]==+p[h+40>>3]))break d;if(!(+p[o>>3]==+p[h+48>>3]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{u=h;h=e;e=u}}}while(0);f[r>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(q<<2)>>2]>>2];f[f[(f[a>>2]|0)+(q<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=49;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)q=e;else q=(e>>>0)%(b>>>0)|0;if((q|0)==(c|0))break c;e=(f[a>>2]|0)+(q<<2)|0;if(!(f[e>>2]|0)){c=q;break b}k=d+16|0;l=d+24|0;m=d+32|0;n=d+40|0;o=d+48|0;h=f[d>>2]|0;e:do if(!h)e=d;else{i=f[d+56>>2]|0;j=d+8|0;e=d;while(1){if((i|0)!=(f[h+56>>2]|0))break e;if(!(+p[j>>3]==+p[h+8>>3]))break e;if(!(+p[k>>3]==+p[h+16>>3]))break e;if(!(+p[l>>3]==+p[h+24>>3]))break e;if(!(+p[m>>3]==+p[h+32>>3]))break e;if(!(+p[n>>3]==+p[h+40>>3]))break e;if(!(+p[o>>3]==+p[h+48>>3]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{u=h;h=e;e=u}}}while(0);f[r>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(q<<2)>>2]>>2];f[f[(f[a>>2]|0)+(q<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=49;break a}}}while(0);e=f[d>>2]|0;if(!e){c=49;break a}else{g=d;r=d}}f[e>>2]=r;e=f[d>>2]|0;if(!e){c=49;break}else g=d}if((c|0)==49)return}function B6a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){C6a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;C6a(a,b);return}function C6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function D6a(a){a=a|0;sOb(a);return}function E6a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=4e4;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function F6a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=4e4;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function G6a(a){a=a|0;return}function H6a(a){a=a|0;sOb(a);return}function I6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=u;u=u+32|0;l=e+16|0;g=e;b=f[b>>2]|0;yqb(l,c,f[d>>2]|0);i=$Cb(+n[l>>2]*255.0)|0;j=$Cb(+n[l+4>>2]*255.0)|0;h=$Cb(+n[l+8>>2]*255.0)|0;d=~~+iQb(+(+n[l+12>>2]*255.0))&255;l=c+116|0;k=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[g+8>>2]=j<<8&65280|i&255|h<<16&16711680|(d&255)<<24;p6a(f[a+4>>2]|0,b,g,f[(f[a+8>>2]|0)+4>>2]|0,0);u=e;return}function J6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==197140?a+4|0:0)|0}function K6a(a){a=a|0;return 15488}function L6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;e=f[n>>2]|0;g=f[a>>2]|0;j=e-g>>3;c=j+1|0;k=g;if(c>>>0>536870911)AMb(a);m=a+8|0;l=(f[m>>2]|0)-g|0;h=l>>2;h=l>>3>>>0<268435455?(h>>>0<c>>>0?c:h):536870911;do if(!h)i=0;else if(h>>>0>536870911)vd();else{i=pOb(h<<3)|0;break}while(0);d=i+(j<<3)|0;c=d;l=i+(h<<3)|0;f[d>>2]=f[b>>2];h=b+4|0;f[i+(j<<3)+4>>2]=f[h>>2];f[b>>2]=0;f[h>>2]=0;h=d+8|0;if((e|0)!=(k|0)){do{j=e;e=e+-8|0;f[d+-8>>2]=f[e>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[e>>2]=0;f[j>>2]=0;d=c+-8|0;c=d}while((e|0)!=(k|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=l;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function M6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/88|0)>>>0>=b>>>0){do{d=c+88|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=(f[k>>2]|0)+88|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/88|0;c=e+b|0;if(c>>>0>48806446)AMb(a);g=(g-d|0)/88|0;i=g<<1;c=g>>>0<24403223?(i>>>0<c>>>0?c:i):48806446;do if(!c)h=0;else if(c>>>0>48806446)vd();else{h=pOb(c*88|0)|0;break}while(0);i=h+(e*88|0)|0;g=i;e=h+(c*88|0)|0;c=i;h=g;do{d=c+88|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=h+88|0;h=c;b=b+-1|0}while((b|0)!=0);c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=d;d=d+-88|0;p[b+-88>>3]=+p[d>>3];p[b+-80>>3]=+p[i+-80>>3];p[b+-72>>3]=+p[i+-72>>3];p[b+-64>>3]=+p[i+-64>>3];p[b+-56>>3]=+p[i+-56>>3];p[b+-48>>3]=+p[i+-48>>3];p[b+-40>>3]=+p[i+-40>>3];p[b+-32>>3]=+p[i+-32>>3];p[b+-24>>3]=+p[i+-24>>3];p[b+-16>>3]=+p[i+-16>>3];p[b+-8>>3]=+p[i+-8>>3];b=b+-88|0}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function N6a(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0;d=f[a>>2]|0;b=(f[a+4>>2]|0)-d|0;c=(b|0)/88|0;b=(b|0)==0;if(b)return;else a=0;do{j=d+(a*88|0)+24|0;p[j>>3]=-+p[j>>3];h=+p[d+(a*88|0)>>3];g=+K(+h);p[d+(a*88|0)+32>>3]=g;g=+p[d+(a*88|0)+8>>3];e=+K(+g);p[d+(a*88|0)+40>>3]=e;e=+p[d+(a*88|0)+16>>3];i=+K(+e);p[d+(a*88|0)+48>>3]=i;p[d+(a*88|0)+56>>3]=h>=0.0?1.0:-1.0;p[d+(a*88|0)+64>>3]=g>=0.0?1.0:-1.0;p[d+(a*88|0)+72>>3]=e>=0.0?1.0:-1.0;a=a+1|0}while(a>>>0<c>>>0);if(b)return;else a=0;do{g=+p[d+(a*88|0)>>3];h=+p[d+(a*88|0)+8>>3];i=+p[d+(a*88|0)+16>>3];i=g*g+(h*h+i*i);p[d+(a*88|0)+80>>3]=i==0.0?0.0:1.0/i;a=a+1|0}while(a>>>0<c>>>0);return}function O6a(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+2624|0;i=s;b[i>>0]=b[c>>0]|0;q=i+4|0;xOb(q,c+4|0);l=i+16|0;r=c+16|0;f[l>>2]=f[r>>2];f[l+4>>2]=f[r+4>>2];f[l+8>>2]=f[r+8>>2];f[l+12>>2]=f[r+12>>2];r=i+32|0;xOb(r,c+32|0);g=i+48|0;m=c+48|0;f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[g+12>>2]=f[m+12>>2];f[g+16>>2]=f[m+16>>2];f[g+20>>2]=f[m+20>>2];f[g+24>>2]=f[m+24>>2];f[g+28>>2]=f[m+28>>2];m=i+80|0;xOb(m,c+80|0);o=i+92|0;xOb(o,c+92|0);h=i+104|0;c=c+104|0;f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];d[h+8>>1]=d[c+8>>1]|0;f[i+120>>2]=5489;c=1;e=5489;do{e=(X(e>>>30^e,1812433253)|0)+c|0;f[i+120+(c<<2)>>2]=e;c=c+1|0}while((c|0)!=624);f[i+2616>>2]=0;j=pOb(2968)|0;f[j>>2]=39820;b[j+8>>0]=b[i>>0]|0;k=j+12|0;f[k>>2]=f[q>>2];f[k+4>>2]=f[q+4>>2];f[k+8>>2]=f[q+8>>2];f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;k=j+24|0;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];f[k+12>>2]=f[l+12>>2];e=j+40|0;f[e>>2]=f[r>>2];f[e+4>>2]=f[r+4>>2];f[e+8>>2]=f[r+8>>2];f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;e=j+56|0;f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[e+12>>2]=f[g+12>>2];f[e+16>>2]=f[g+16>>2];f[e+20>>2]=f[g+20>>2];f[e+24>>2]=f[g+24>>2];f[e+28>>2]=f[g+28>>2];e=j+88|0;f[e>>2]=f[m>>2];f[e+4>>2]=f[m+4>>2];f[e+8>>2]=f[m+8>>2];f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;e=j+100|0;f[e>>2]=f[o>>2];f[e+4>>2]=f[o+4>>2];f[e+8>>2]=f[o+8>>2];f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;e=j+112|0;f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];d[e+8>>1]=d[h+8>>1]|0;bQb(j+128|0,i+120|0,2500)|0;e=j+2632|0;f[j+2852>>2]=0;f[j+2856>>2]=0;f[j+2860>>2]=0;p[j+2912>>3]=0.0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;e=gDb()|0;c=j+2920|0;f[c>>2]=e;f[c+4>>2]=I;c=j+2964|0;e=j+2928|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[c>>2]=1.0;if(!(b[j+25>>0]|0))b[k>>0]=0;f[a>>2]=j;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);if((b[m+11>>0]|0)<0)sOb(f[m>>2]|0);if((b[r+11>>0]|0)<0)sOb(f[r>>2]|0);if((b[q+11>>0]|0)>=0){u=s;return}sOb(f[q>>2]|0);u=s;return}function P6a(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=+f;var g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0,A=0.0,B=0.0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0;C=u;u=u+16|0;v=C;A=+p[c>>3];B=+p[c+8>>3];l=+p[c+16>>3];k=+p[c+24>>3];y=k+(+p[d>>3]*A+(+p[d+8>>3]*B+ +p[d+16>>3]*l));w=!(+K(+y)<=f);g=!(y>0.0)&1;c=w?g:2;b[v>>0]=c;y=k+(A*+p[d+24>>3]+(B*+p[d+32>>3]+l*+p[d+40>>3]));t=!(+K(+y)<=f);h=t?!(y>0.0)&1:2;b[v+1>>0]=h;y=k+(A*+p[d+48>>3]+(B*+p[d+56>>3]+l*+p[d+64>>3]));z=!(+K(+y)<=f);i=z?!(y>0.0)&1:2;b[v+2>>0]=i;switch((t?(w^1)&1:w?1:2)+((z^1)&1)&7){case 3:{d=0;z=0;e=2;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 2:{if(c<<24>>24!=2){d=0;z=0;e=g;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}d=0;z=0;e=b[v+(h<<24>>24==2?2:1)>>0]|0;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 1:{m=c<<24>>24==2?0:h<<24>>24==2?1:2;g=((m+1|0)>>>0)%3|0;c=((m+2|0)>>>0)%3|0;z=b[v+g>>0]|0;if(z<<24>>24==(b[v+c>>0]|0)){d=0;w=0;e=z;b[a>>0]=e;e=a+1|0;b[e>>0]=w;e=a+2|0;b[e>>0]=d;u=C;return}s=d+(c*24|0)|0;t=d+(g*24|0)|0;D=+p[t>>3];o=+p[s>>3]-D;v=d+(c*24|0)+8|0;w=d+(g*24|0)+8|0;q=+p[w>>3];r=+p[v>>3]-q;n=d+(c*24|0)+16|0;j=d+(g*24|0)+16|0;x=+p[j>>3];f=+p[n>>3]-x;y=+L(+(o*o+(r*r+f*f)));o=o/y;r=r/y;y=f/y;f=-(k+(A*D+(B*q+l*x)))/(A*o+(B*r+l*y));k=D+o*f;l=q+r*f;f=x+y*f;h=d+(m*24|0)|0;p[e>>3]=+p[h>>3];i=d+(m*24|0)+8|0;p[e+8>>3]=+p[i>>3];c=d+(m*24|0)+16|0;p[e+16>>3]=+p[c>>3];g=e+24|0;if(!(z<<24>>24)){p[g>>3]=+p[t>>3];p[e+32>>3]=+p[w>>3];p[e+40>>3]=+p[j>>3];p[e+48>>3]=k;p[e+56>>3]=l;p[e+64>>3]=f;p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[i>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=k;p[e+104>>3]=l;p[e+112>>3]=f;p[e+120>>3]=+p[s>>3];p[e+128>>3]=+p[v>>3];f=+p[n>>3]}else{p[g>>3]=k;p[e+32>>3]=l;p[e+40>>3]=f;p[e+48>>3]=+p[s>>3];p[e+56>>3]=+p[v>>3];p[e+64>>3]=+p[n>>3];p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[i>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=+p[t>>3];p[e+104>>3]=+p[w>>3];p[e+112>>3]=+p[j>>3];p[e+120>>3]=k;p[e+128>>3]=l}p[e+136>>3]=f;d=6;z=3;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 0:{j=c<<24>>24==0;h=h<<24>>24==0;c=i<<24>>24==0;g=j^h;if(!(g|j^c)){d=0;z=0;e=(j^1)&1;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}z=g?(h^c)&1:2;s=((z+1|0)>>>0)%3|0;c=((z+2|0)>>>0)%3|0;i=d+(s*24|0)|0;j=d+(z*24|0)|0;x=+p[i>>3];y=+p[j>>3];o=x-y;m=d+(s*24|0)+8|0;n=d+(z*24|0)+8|0;F=+p[n>>3];q=+p[m>>3]-F;s=d+(s*24|0)+16|0;t=d+(z*24|0)+16|0;E=+p[t>>3];G=+p[s>>3]-E;f=+L(+(o*o+(q*q+G*G)));o=o/f;q=q/f;f=G/f;G=-(k+(A*y+(B*F+l*E)));r=G/(A*o+(B*q+l*f));o=y+o*r;q=F+q*r;r=E+f*r;g=d+(c*24|0)|0;f=+p[g>>3]-y;h=d+(c*24|0)+8|0;k=+p[h>>3]-F;c=d+(c*24|0)+16|0;H=+p[c>>3]-E;D=+L(+(f*f+(k*k+H*H)));f=f/D;k=k/D;D=H/D;l=G/(A*f+(B*k+l*D));f=y+f*l;k=F+k*l;l=E+D*l;if(!(b[v+z>>0]|0)){p[e>>3]=y;p[e+8>>3]=+p[n>>3];p[e+16>>3]=+p[t>>3];p[e+24>>3]=o;p[e+32>>3]=q;p[e+40>>3]=r;p[e+48>>3]=f;p[e+56>>3]=k;p[e+64>>3]=l;p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[m>>3];p[e+88>>3]=+p[s>>3];p[e+96>>3]=+p[g>>3];p[e+104>>3]=+p[h>>3];p[e+112>>3]=+p[c>>3];p[e+120>>3]=o;p[e+128>>3]=q;p[e+136>>3]=r;p[e+144>>3]=+p[g>>3];p[e+152>>3]=+p[h>>3];p[e+160>>3]=+p[c>>3];p[e+168>>3]=f;p[e+176>>3]=k;p[e+184>>3]=l;p[e+192>>3]=o;p[e+200>>3]=q;p[e+208>>3]=r;d=9;z=3;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}else{p[e>>3]=x;p[e+8>>3]=+p[m>>3];p[e+16>>3]=+p[s>>3];p[e+24>>3]=+p[g>>3];p[e+32>>3]=+p[h>>3];p[e+40>>3]=+p[c>>3];p[e+48>>3]=o;p[e+56>>3]=q;p[e+64>>3]=r;p[e+72>>3]=+p[g>>3];p[e+80>>3]=+p[h>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=f;p[e+104>>3]=k;p[e+112>>3]=l;p[e+120>>3]=o;p[e+128>>3]=q;p[e+136>>3]=r;p[e+144>>3]=+p[j>>3];p[e+152>>3]=+p[n>>3];p[e+160>>3]=+p[t>>3];p[e+168>>3]=o;p[e+176>>3]=q;p[e+184>>3]=r;p[e+192>>3]=f;p[e+200>>3]=k;p[e+208>>3]=l;d=9;z=6;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}}default:{d=0;z=0;e=4;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}}}function Q6a(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=+f;var g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+64|0;w=y+48|0;x=y+24|0;s=y;l=+p[c>>3];m=+p[c+8>>3];n=+p[c+16>>3];k=+p[c+24>>3];j=k+(+p[d>>3]*l+(+p[d+8>>3]*m+ +p[d+16>>3]*n));t=!(+K(+j)<=f);g=!(j>0.0)&1;h=t?g:2;b[w>>0]=h;j=k+(l*+p[d+24>>3]+(m*+p[d+32>>3]+n*+p[d+40>>3]));r=!(+K(+j)<=f);i=r?!(j>0.0)&1:2;b[w+1>>0]=i;n=k+(l*+p[d+48>>3]+(m*+p[d+56>>3]+n*+p[d+64>>3]));v=!(+K(+n)<=f);o=v?!(n>0.0)&1:2;b[w+2>>0]=o;switch((r?(t^1)&1:t?1:2)+((v^1)&1)&7){case 3:{b[a>>0]=2;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}case 2:{if(h<<24>>24==2)g=b[w+(i<<24>>24==2?2:1)>>0]|0;b[a>>0]=g;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}case 1:{g=h<<24>>24==2?0:i<<24>>24==2?1:2;s=((g+1|0)>>>0)%3|0;v=((g+2|0)>>>0)%3|0;t=b[w+s>>0]|0;if(t<<24>>24==(b[w+v>>0]|0)){b[a>>0]=t;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}q=d+(s*24|0)|0;r=d+(v*24|0)|0;R6a(x,q,r,c);i=d+(g*24|0)|0;p[e>>3]=+p[i>>3];o=d+(g*24|0)+8|0;p[e+8>>3]=+p[o>>3];g=d+(g*24|0)+16|0;p[e+16>>3]=+p[g>>3];h=e+24|0;if(!(t<<24>>24)){p[h>>3]=+p[q>>3];p[e+32>>3]=+p[d+(s*24|0)+8>>3];p[e+40>>3]=+p[d+(s*24|0)+16>>3];m=+p[x>>3];p[e+48>>3]=m;n=+p[x+8>>3];p[e+56>>3]=n;f=+p[x+16>>3];p[e+64>>3]=f;p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[o>>3];p[e+88>>3]=+p[g>>3];p[e+96>>3]=m;p[e+104>>3]=n;p[e+112>>3]=f;p[e+120>>3]=+p[r>>3];g=d+(v*24|0)+16|0;f=+p[d+(v*24|0)+8>>3]}else{n=+p[x>>3];p[h>>3]=n;f=+p[x+8>>3];p[e+32>>3]=f;x=x+16|0;p[e+40>>3]=+p[x>>3];p[e+48>>3]=+p[r>>3];p[e+56>>3]=+p[d+(v*24|0)+8>>3];p[e+64>>3]=+p[d+(v*24|0)+16>>3];p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[o>>3];p[e+88>>3]=+p[g>>3];p[e+96>>3]=+p[q>>3];p[e+104>>3]=+p[d+(s*24|0)+8>>3];p[e+112>>3]=+p[d+(s*24|0)+16>>3];p[e+120>>3]=n;g=x}p[e+128>>3]=f;p[e+136>>3]=+p[g>>3];b[a>>0]=3;b[a+1>>0]=3;b[a+2>>0]=6;u=y;return}case 0:{q=h<<24>>24==0;i=i<<24>>24==0;g=o<<24>>24==0;h=q^i;if(!(h|q^g)){b[a>>0]=(q^1)&1;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}r=h?(i^g)&1:2;o=d+(r*24|0)|0;g=((r+1|0)>>>0)%3|0;h=d+(g*24|0)|0;i=((r+2|0)>>>0)%3|0;q=d+(i*24|0)|0;R6a(x,o,h,c);R6a(s,o,q,c);if(!(b[w+r>>0]|0)){p[e>>3]=+p[o>>3];p[e+8>>3]=+p[d+(r*24|0)+8>>3];p[e+16>>3]=+p[d+(r*24|0)+16>>3];l=+p[x>>3];p[e+24>>3]=l;m=+p[x+8>>3];p[e+32>>3]=m;n=+p[x+16>>3];p[e+40>>3]=n;f=+p[s>>3];p[e+48>>3]=f;j=+p[s+8>>3];p[e+56>>3]=j;k=+p[s+16>>3];p[e+64>>3]=k;p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[d+(g*24|0)+8>>3];p[e+88>>3]=+p[d+(g*24|0)+16>>3];p[e+96>>3]=+p[q>>3];g=d+(i*24|0)+8|0;p[e+104>>3]=+p[g>>3];i=d+(i*24|0)+16|0;p[e+112>>3]=+p[i>>3];p[e+120>>3]=l;p[e+128>>3]=m;p[e+136>>3]=n;s=3;h=q}else{p[e>>3]=+p[h>>3];p[e+8>>3]=+p[d+(g*24|0)+8>>3];p[e+16>>3]=+p[d+(g*24|0)+16>>3];p[e+24>>3]=+p[q>>3];g=d+(i*24|0)+8|0;p[e+32>>3]=+p[g>>3];h=d+(i*24|0)+16|0;p[e+40>>3]=+p[h>>3];f=+p[x>>3];p[e+48>>3]=f;j=+p[x+8>>3];p[e+56>>3]=j;k=+p[x+16>>3];p[e+64>>3]=k;p[e+72>>3]=+p[q>>3];p[e+80>>3]=+p[g>>3];p[e+88>>3]=+p[h>>3];l=+p[s>>3];p[e+96>>3]=l;m=+p[s+8>>3];p[e+104>>3]=m;n=+p[s+16>>3];p[e+112>>3]=n;p[e+120>>3]=f;p[e+128>>3]=j;p[e+136>>3]=k;s=6;h=o;i=d+(r*24|0)+16|0;g=d+(r*24|0)+8|0}p[e+144>>3]=+p[h>>3];p[e+152>>3]=+p[g>>3];p[e+160>>3]=+p[i>>3];p[e+168>>3]=f;p[e+176>>3]=j;p[e+184>>3]=k;p[e+192>>3]=l;p[e+200>>3]=m;p[e+208>>3]=n;b[a>>0]=3;b[a+1>>0]=s;b[a+2>>0]=9;u=y;return}default:{b[a>>0]=4;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}}}function R6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0;j=+p[b>>3];k=+p[c>>3];if(j!=k){f=k;e=j;i=4}else{e=+p[b+8>>3];h=+p[c+8>>3];if(e!=h){f=h;i=4}else{g=+p[b+16>>3];f=+p[c+16>>3];if(g<f)i=7;else i=8}}do if((i|0)==4)if(e<f){e=+p[b+8>>3];h=+p[c+8>>3];g=+p[b+16>>3];f=+p[c+16>>3];i=7;break}else{h=+p[c+8>>3];e=+p[b+8>>3];f=+p[c+16>>3];g=+p[b+16>>3];i=8;break}while(0);if((i|0)==7){l=k-j;m=h-e;n=f-g;h=+L(+(l*l+(m*m+n*n)));l=l/h;f=m/h;h=n/h;n=+p[d>>3];m=+p[d+8>>3];k=+p[d+16>>3];k=-(+p[d+24>>3]+(j*n+(e*m+g*k)))/(l*n+(f*m+h*k));p[a>>3]=j+l*k;p[a+8>>3]=e+f*k;j=h*k;k=g;k=j+k;d=a+16|0;p[d>>3]=k;return}else if((i|0)==8){j=j-k;l=e-h;e=g-f;n=+L(+(j*j+(l*l+e*e)));j=j/n;l=l/n;n=e/n;e=+p[d>>3];g=+p[d+8>>3];m=+p[d+16>>3];m=-(+p[d+24>>3]+(k*e+(h*g+f*m)))/(j*e+(l*g+n*m));p[a>>3]=k+j*m;p[a+8>>3]=h+l*m;m=n*m;n=f;n=m+n;d=a+16|0;p[d>>3]=n;return}}function S6a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var f=0.0,g=0.0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0.0,s=0,t=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0;y=u;u=u+16|0;j=y;m=+p[a>>3];w=+p[c>>3];x=c+8|0;k=+p[a+8>>3];n=+p[x>>3];v=c+16|0;l=+p[a+16>>3];o=+p[v>>3];B=+p[a+24>>3];f=B+(m*w+(k*n+l*o));z=!(+K(+f)<=e);a=z?!(f>0.0)&1:2;b[j>>0]=a;q=c+24|0;r=+p[q>>3];s=c+32|0;g=+p[s>>3];t=c+40|0;i=+p[t>>3];B=B+(m*r+(k*g+l*i));A=!(+K(+B)<=e);h=A?!(B>0.0)&1:2;b[j+1>>0]=h;switch((A?(z^1)&1:z?1:2)&3){case 1:{A=b[j+(a<<24>>24==2&1)>>0]|0;u=y;return A|0}case 0:{a=a<<24>>24==0;if(!(h<<24>>24==0^a)){A=(a^1)&1;u=y;return A|0}D=r-w;C=g-n;e=i-o;B=+L(+(D*D+(C*C+e*e)));g=D/B;i=C/B;B=e/B;e=-f/(g*m+(i*k+B*l));g=w+g*e;f=n+i*e;e=o+B*e;if(a){p[d>>3]=w;p[d+8>>3]=+p[x>>3];p[d+16>>3]=+p[v>>3];p[d+24>>3]=g;p[d+32>>3]=f;p[d+40>>3]=e;p[d+48>>3]=g;p[d+56>>3]=f;p[d+64>>3]=e;p[d+72>>3]=+p[q>>3];p[d+80>>3]=+p[s>>3];p[d+88>>3]=+p[t>>3];A=3;u=y;return A|0}else{p[d>>3]=r;p[d+8>>3]=+p[s>>3];p[d+16>>3]=+p[t>>3];p[d+24>>3]=g;p[d+32>>3]=f;p[d+40>>3]=e;p[d+48>>3]=g;p[d+56>>3]=f;p[d+64>>3]=e;p[d+72>>3]=+p[c>>3];p[d+80>>3]=+p[x>>3];p[d+88>>3]=+p[v>>3];A=3;u=y;return A|0}}case 2:{A=2;u=y;return A|0}default:{A=4;u=y;return A|0}}return 0}function T6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function U6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0;e=u;u=u+16|0;c=e;f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;i=f[b>>2]|0;g=ZCb(+p[i>>3])|0;i=_Cb(+p[i+8>>3])|0;f[c>>2]=g;f[c+4>>2]=i;T6a(a,c);i=f[b>>2]|0;j=+p[i+32>>3];b=f[d>>2]|0;g=f[a+8>>2]|0;i=ZCb(+p[i+24>>3])|0;h=_Cb(j)|0;f[c>>2]=i;f[c+4>>2]=h;if((b|0)==(g|0)){T6a(a,c);u=e;return}else{g=c;h=f[g+4>>2]|0;i=b;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[d>>2]=(f[d>>2]|0)+8;u=e;return}}function V6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0;d=+p[c+248>>3]*1.0e-06*+p[b+104>>3];c=pOb(256)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=b+120;p[c+32>>3]=d;f[a>>2]=c;return}function W6a(a){a=a|0;X6a(a);return}function X6a(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;f[a>>2]=0;if(!d)return;X6a(d+48|0);X6a(d+44|0);a=f[d+32>>2]|0;if(a|0){b=d+36|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~(((c+-88-a|0)>>>0)/88|0)*88|0);sOb(a)}sOb(d);return}function Y6a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0.0;h=0;m=u;u=u+1072|0;if(b[(c+128|0)>>0]|0){l=1;u=m;return l|0}f[(m+40|0)>>2]=0;l=(m+40|0)+4|0;f[l>>2]=0;f[(m+40|0)+8>>2]=0;f[(m+28|0)>>2]=0;k=(m+28|0)+4|0;f[k>>2]=0;f[(m+28|0)+8>>2]=0;f[(m+16|0)>>2]=0;i=(m+16|0)+4|0;f[i>>2]=0;f[(m+16|0)+8>>2]=0;f[(m+8|0)>>2]=a;f[(m+8|0)+4>>2]=m+40|0;do if(!(f[(c+36|0)>>2]|0)){if((f[(c+24|0)>>2]|0)==(f[(c+28|0)>>2]|0)){b[(c+128|0)>>0]=1;j=1;break}Z6a(m,m+8|0,c+24|0);h=f[m>>2]|0;f[m>>2]=0;e=f[a>>2]|0;f[a>>2]=h;if(e|0){X6a(e+48|0);X6a(e+44|0);g=f[e+32>>2]|0;if(g|0){h=f[(e+36|0)>>2]|0;if((h|0)!=(g|0))f[(e+36|0)>>2]=h+(~(((h+-88-g|0)>>>0)/88|0)*88|0);sOb(g)}sOb(e)}X6a(m);f[a+24>>2]=((f[(c+28|0)>>2]|0)-(f[(c+24|0)>>2]|0)|0)/88|0;f[(c+36|0)>>2]=f[a>>2];g=(m+40|0)+8|0;h=13}else{_6a(m+40|0,c+40|0);g=(m+40|0)+8|0;h=13}while(0);do if((h|0)==13){e=(m+16|0)+8|0;a:while(1){o=f[(c+24|0)>>2]|0;j=f[(c+28|0)>>2]|0;f[m+80>>2]=a;f[m+88>>2]=c;f[m+96>>2]=d;f[m+144>>2]=g;f[m+168>>2]=l;f[m+176>>2]=k;f[m+200>>2]=i;f[m+872>>2]=e;f[m+880>>2]=o;f[m+888>>2]=j;f[m+976>>2]=h;f[m+1008>>2]=0;f[m+1012>>2]=0;M7a(m);h=f[m+976>>2]|0;G=f[m+1008>>2]|0;D=f[m+1012>>2]|0;H=+n[m+1012>>2];f[m+1008>>2]=0;f[m+1012>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 3:break a}}if((h|0)==69){e=f[(c+24|0)>>2]|0;g=f[(c+28|0)>>2]|0;if((g|0)!=(e|0))f[(c+28|0)>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);f[(c+36|0)>>2]=0}else if((h|0)==90)if(f[(c+36|0)>>2]|0){j=f[(m+40|0)>>2]|0;q=+p[j>>3];p[j>>3]=+p[(c+40|0)>>3];p[(c+40|0)>>3]=q;q=+p[(j+8|0)>>3];p[(j+8|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=q;q=+p[(j+16|0)>>3];p[(j+16|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=q;q=+p[(j+24|0)>>3];p[(j+24|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=q;q=+p[(j+32|0)>>3];p[(j+32|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=q;q=+p[(j+40|0)>>3];p[(j+40|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=q;q=+p[(j+48|0)>>3];p[(j+48|0)>>3]=+p[(c+88|0)>>3];p[(c+88|0)>>3]=q;q=+p[(j+56|0)>>3];p[(j+56|0)>>3]=+p[(c+96|0)>>3];p[(c+96|0)>>3]=q;q=+p[(j+64|0)>>3];p[(j+64|0)>>3]=+p[(c+104|0)>>3];p[(c+104|0)>>3]=q;f[(c+112|0)>>2]=f[(j+72|0)>>2];f[(c+112|0)+4>>2]=f[(j+72|0)+4>>2];f[(c+112|0)+8>>2]=f[(j+72|0)+8>>2];j=0;break}b[(c+128|0)>>0]=1;f[(c+36|0)>>2]=0;j=1}while(0);e=f[(m+16|0)>>2]|0;if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}e=f[(m+28|0)>>2]|0;if(e|0){g=f[k>>2]|0;if((g|0)!=(e|0))f[k>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}e=f[(m+40|0)>>2]|0;if(e|0){g=f[l>>2]|0;if((g|0)!=(e|0))f[l>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}o=j;u=m;return o|0}function Z6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0,D=0,E=0,F=0.0;m=u;u=u+32|0;j=m;k=f[b>>2]|0;l=e7a(c,f[k+28>>2]|0,+p[k+32>>3])|0;i=b+4|0;b=f[i>>2]|0;d=f[c>>2]|0;e=d+(l*88|0)|0;g=b+4|0;h=f[g>>2]|0;if((h|0)==(f[b+8>>2]|0))V4a(b,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[d+(l*88|0)+8>>3];p[h+16>>3]=+p[d+(l*88|0)+16>>3];p[h+24>>3]=+p[d+(l*88|0)+24>>3];p[h+32>>3]=+p[d+(l*88|0)+32>>3];p[h+40>>3]=+p[d+(l*88|0)+40>>3];p[h+48>>3]=+p[d+(l*88|0)+48>>3];p[h+56>>3]=+p[d+(l*88|0)+56>>3];p[h+64>>3]=+p[d+(l*88|0)+64>>3];h=h+72|0;e=d+(l*88|0)+72|0;f[h>>2]=f[e>>2];f[h+4>>2]=f[e+4>>2];f[h+8>>2]=f[e+8>>2];f[g>>2]=(f[g>>2]|0)+88}C=f[c>>2]|0;c=c+4|0;D=f[c>>2]|0;y=C+(l*88|0)|0;w=C+(l*88|0)+8|0;t=C+(l*88|0)+16|0;B=+p[y>>3];z=+p[w>>3];x=+p[t>>3];b=C+(l*88|0)+24|0;d=C+(l*88|0)+32|0;e=C+(l*88|0)+40|0;v=+p[b>>3];s=+p[d>>3];r=+p[e>>3];g=C+(l*88|0)+48|0;h=C+(l*88|0)+56|0;E=C+(l*88|0)+64|0;q=+p[g>>3];o=+p[h>>3];n=+p[E>>3];C=C+(l*88|0)+72|0;f[j>>2]=f[C>>2];f[j+4>>2]=f[C+4>>2];f[j+8>>2]=f[C+8>>2];A=D+-88|0;F=+p[A>>3];p[A>>3]=B;p[y>>3]=F;y=D+-80|0;F=+p[y>>3];p[y>>3]=+p[w>>3];p[w>>3]=F;w=D+-72|0;F=+p[w>>3];p[w>>3]=+p[t>>3];p[t>>3]=F;t=D+-64|0;F=+p[t>>3];p[t>>3]=+p[b>>3];p[b>>3]=F;b=D+-56|0;F=+p[b>>3];p[b>>3]=+p[d>>3];p[d>>3]=F;d=D+-48|0;F=+p[d>>3];p[d>>3]=+p[e>>3];p[e>>3]=F;e=D+-40|0;p[g>>3]=+p[e>>3];g=D+-32|0;p[h>>3]=+p[g>>3];h=D+-24|0;p[E>>3]=+p[h>>3];l=D+-16|0;f[C>>2]=f[l>>2];f[C+4>>2]=f[l+4>>2];f[C+8>>2]=f[l+8>>2];p[A>>3]=B;p[y>>3]=z;p[w>>3]=x;p[t>>3]=v;p[b>>3]=s;p[d>>3]=r;p[e>>3]=q;p[g>>3]=o;p[h>>3]=n;f[l>>2]=f[j>>2];f[l+4>>2]=f[j+4>>2];f[l+8>>2]=f[j+8>>2];f[c>>2]=(f[c>>2]|0)+-88;l=f[f[i>>2]>>2]|0;f7a(j,l,l+24|0,l+48|0);l=k+4|0;f[l>>2]=(f[l>>2]|0)+1;l=pOb(56)|0;p[l>>3]=+p[j>>3];p[l+8>>3]=+p[j+8>>3];p[l+16>>3]=+p[j+16>>3];p[l+24>>3]=+p[j+24>>3];k=l+32|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;f[a>>2]=l;u=m;return}function _6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=(c-d|0)/88|0;g=i+1|0;l=d;e=c;if(g>>>0>48806446)AMb(a);m=a+8|0;j=((f[m>>2]|0)-d|0)/88|0;k=j<<1;g=j>>>0<24403223?(k>>>0<g>>>0?g:k):48806446;do if(!g)h=0;else if(g>>>0>48806446)vd();else{h=pOb(g*88|0)|0;break}while(0);j=h+(i*88|0)|0;d=j;k=h+(g*88|0)|0;f[j>>2]=f[b>>2];f[j+4>>2]=f[b+4>>2];f[j+8>>2]=f[b+8>>2];f[j+12>>2]=f[b+12>>2];f[j+16>>2]=f[b+16>>2];f[j+20>>2]=f[b+20>>2];p[j>>3]=+p[b>>3];p[h+(i*88|0)+8>>3]=+p[b+8>>3];p[h+(i*88|0)+16>>3]=+p[b+16>>3];g=h+(i*88|0)+24|0;o=b+24|0;f[g>>2]=f[o>>2];f[g+4>>2]=f[o+4>>2];f[g+8>>2]=f[o+8>>2];f[g+12>>2]=f[o+12>>2];f[g+16>>2]=f[o+16>>2];f[g+20>>2]=f[o+20>>2];p[g>>3]=+p[o>>3];p[h+(i*88|0)+32>>3]=+p[b+32>>3];p[h+(i*88|0)+40>>3]=+p[b+40>>3];g=h+(i*88|0)+48|0;o=b+48|0;f[g>>2]=f[o>>2];f[g+4>>2]=f[o+4>>2];f[g+8>>2]=f[o+8>>2];f[g+12>>2]=f[o+12>>2];f[g+16>>2]=f[o+16>>2];f[g+20>>2]=f[o+20>>2];p[g>>3]=+p[o>>3];p[h+(i*88|0)+56>>3]=+p[b+56>>3];p[h+(i*88|0)+64>>3]=+p[b+64>>3];g=h+(i*88|0)+72|0;i=b+72|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];g=j+88|0;if((e|0)!=(l|0)){c=j;do{j=e;e=e+-88|0;p[c+-88>>3]=+p[e>>3];p[c+-80>>3]=+p[j+-80>>3];p[c+-72>>3]=+p[j+-72>>3];p[c+-64>>3]=+p[j+-64>>3];p[c+-56>>3]=+p[j+-56>>3];p[c+-48>>3]=+p[j+-48>>3];p[c+-40>>3]=+p[j+-40>>3];p[c+-32>>3]=+p[j+-32>>3];p[c+-24>>3]=+p[j+-24>>3];o=c+-16|0;j=j+-16|0;f[o>>2]=f[j>>2];f[o+4>>2]=f[j+4>>2];f[o+8>>2]=f[j+8>>2];c=d+-88|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function $6a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function a7a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>255){f[b>>2]=c+-256;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;b7a(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;c7a(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;d7a(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function b7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function c7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function d7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function e7a(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0.0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+48|0;o=r;p=r+32|0;q=(f[a+4>>2]|0)-(f[a>>2]|0)|0;j=(q|0)/88|0;if((q|0)==88){q=0;u=r;return q|0}n=j>>>0<50?j:50;f[p>>2]=0;q=p+4|0;f[q>>2]=0;f[p+8>>2]=0;e=p+8|0;a:do if(!n){f[o>>2]=0;h=1}else{g=pOb(n<<2)|0;h=g+(n<<2)|0;f[p>>2]=g;f[q>>2]=g;f[e>>2]=h;f[o>>2]=0;d=0;while(1){if(g>>>0<h>>>0){f[g>>2]=d;f[q>>2]=g+4}else q7a(p,o);d=(f[o>>2]|0)+1|0;f[o>>2]=d;if(d>>>0>=n>>>0){h=0;break a}g=f[q>>2]|0;h=f[e>>2]|0}}while(0);if(j>>>0>50){e=o+4|0;d=n;do{f[o>>2]=0;f[e>>2]=d;g=s7a(o,b,o)|0;if(g>>>0<n>>>0)f[(f[p>>2]|0)+(g<<2)>>2]=d;d=d+1|0}while(d>>>0<j>>>0)}d=f[p>>2]|0;e=f[d>>2]|0;b:do if(h)g=e;else{g=e;k=-1;m=0;l=0.0;d=e;while(1){h=f[a>>2]|0;f7a(o,h+(d*88|0)|0,h+(d*88|0)+24|0,h+(d*88|0)+48|0);d=0;h=0;b=0;e=0;while(1){c:do if((m|0)==(b|0))j=d;else switch((r7a(o,(f[a>>2]|0)+((f[(f[p>>2]|0)+(b<<2)>>2]|0)*88|0)|0,c)|0)<<24>>24){case 2:{j=d;h=h+1|0;break c}case 1:{j=d+1|0;break c}case 0:{j=d;h=h+1|0;break c}case 3:{j=d;e=e+1|0;break c}default:{j=d;break c}}while(0);b=b+1|0;if(b>>>0>=n>>>0)break;else d=j}if(e>>>0>k>>>0){e=k;i=l}else{if(!h)i=0.0;else{d=h>>>0<j>>>0;if(!j)i=0.0;else i=+((d?h:j)>>>0)/+((d?j:h)>>>0)}if(!(i>=l)){e=k;i=l}else{d=f[p>>2]|0;g=f[d+(m<<2)>>2]|0;if((e|0)==0&i>.95)break}}h=m+1|0;d=f[p>>2]|0;if(h>>>0>=n>>>0)break b;k=e;m=h;l=i;d=f[d+(h<<2)>>2]|0}}while(0);if(d|0){e=f[q>>2]|0;if((e|0)!=(d|0))f[q>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}q=g;u=r;return q|0}function f7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0,s=0,t=0.0,v=0,w=0,x=0.0,y=0.0,z=0;z=u;u=u+512|0;v=z+464|0;w=z;x=+p[c>>3];y=+p[e>>3]-x;o=c+8|0;q=+p[o>>3];r=+p[e+8>>3]-q;s=c+16|0;t=+p[s>>3];l=+p[e+16>>3]-t;m=+p[d>>3]-x;n=+p[d+8>>3]-q;g=+p[d+16>>3]-t;h=r*g-l*n;i=l*m-y*g;j=y*n-r*m;p[a>>3]=h;e=a+8|0;p[e>>3]=i;d=a+16|0;p[d>>3]=j;k=+L(+(h*h+(j*j+i*i)));if(!(k<=+L(+(y*y+(r*r+l*l)))*+L(+(m*m+(n*n+g*g)))*2.220446049250313e-16)){m=h/k;p[a>>3]=m;n=i/k;p[e>>3]=n;y=j/k;p[d>>3]=y;r=t;x=x*m;t=q*n;y=r*y;y=t+y;y=x+y;y=-y;w=a+24|0;p[w>>3]=y;u=z;return}else{p[v>>3]=y;p[v+16>>3]=r;p[v+32>>3]=l;p[v+8>>3]=m;p[v+24>>3]=n;p[v+40>>3]=g;b[w+152>>0]=0;b[w+153>>0]=0;b[w+154>>0]=0;f[w+160>>2]=0;f[w+168>>2]=-1;f[w+172>>2]=-1;b[w+304>>0]=0;b[w+305>>0]=0;g7a(w,v,16)|0;x=+p[w+80>>3];p[a>>3]=x;t=+p[w+88>>3];p[e>>3]=t;y=+p[w+96>>3];p[d>>3]=y;n=+p[c>>3];q=+p[o>>3];r=+p[s>>3];x=n*x;t=q*t;y=r*y;y=t+y;y=x+y;y=-y;w=a+24|0;p[w>>3]=y;u=z;return}}function g7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0,J=0,L=0,M=0.0,N=0.0;L=u;u=u+32|0;B=L+16|0;C=L;g=a+153|0;e=a+168|0;if(!(b[g>>0]|0))J=5;else if((f[e>>2]|0)==2)if((f[a+172>>2]|0)==3){if((f[a+160>>2]|0)!=(d|0))J=5}else J=5;else J=5;if((J|0)==5){f[e>>2]=2;f[a+172>>2]=3;b[a+152>>0]=0;b[g>>0]=1;f[a+160>>2]=d;b[a+155>>0]=d>>>2&1;b[a+156>>0]=d>>>3&1;b[a+157>>0]=d>>>4&1;b[a+158>>0]=d>>>5&1;f[a+176>>2]=2}h=+p[c>>3];I=+K(+h);H=c+8|0;j=+K(+(+p[H>>3]));y=c+16|0;i=+K(+(+p[y>>3]));j=j<i?i:j;I=I<j?j:I;G=c+24|0;j=+K(+(+p[G>>3]));F=c+32|0;i=+K(+(+p[F>>3]));E=c+40|0;M=+K(+(+p[E>>3]));i=i<M?M:i;j=j<i?i:j;I=I<j?j:I;I=I==0.0?1.0:I;D=a+416|0;p[D>>3]=h/I;p[a+424>>3]=+p[H>>3]/I;p[a+432>>3]=+p[y>>3]/I;p[a+440>>3]=+p[G>>3]/I;p[a+448>>3]=+p[F>>3]/I;p[a+456>>3]=+p[E>>3]/I;h7a(a+192|0,a,D)|0;D=a+155|0;E=a+156|0;F=a+157|0;G=a+158|0;y=a+120|0;h=+K(+(+p[a+120>>3]));j=+K(+(+p[a+144>>3]));H=a+176|0;z=B+8|0;A=C+8|0;h=h<j?j:h;e=1;c=1;a:while(1){d=f[H>>2]|0;while(1){if((e|0)<(d|0))break;if(!(c&1)){e=1;c=1}else break a}if((e|0)>0){m=a+120+(e<<3)|0;n=e<<1;o=a+120+(n<<3)|0;r=e*3|0;q=a+120+(r<<3)|0;r=a+32+(r<<3)|0;s=r+8|0;t=r+16|0;v=o+8|0;w=a+(n<<3)|0;x=w+8|0;l=m+16|0;k=0;do{i=h*4.440892098500626e-16;i=i>1.0e-323?i:1.0e-323;g=k<<1;if(+K(+(+p[a+120+(g+e<<3)>>3]))>i)J=17;else if(+K(+(+p[a+120+(k+n<<3)>>3]))>i)J=17;if((J|0)==17){J=0;i7a(y,e,k,B,C);c=a+120+(k<<3)|0;i=+p[B>>3];j=+p[z>>3];d=i==1.0&j==0.0;if(!d){M=+p[m>>3];N=+p[c>>3];p[m>>3]=i*M+j*N;p[c>>3]=i*N-j*M;c=c+16|0;M=+p[l>>3];N=+p[c>>3];p[l>>3]=i*M+j*N;p[c>>3]=i*N-j*M}if(!(b[D>>0]|0)){if(b[E>>0]|0)J=21}else J=21;if((J|0)==21){J=0;c=a+(g<<3)|0;if(!d){N=+p[w>>3];M=+p[c>>3];p[w>>3]=i*N+j*M;p[c>>3]=i*M-j*N;d=c+8|0;N=+p[x>>3];M=+p[d>>3];p[x>>3]=i*N+j*M;p[d>>3]=i*M-j*N}}c=a+120+(g<<3)|0;N=+p[A>>3];i=-N;j=+p[C>>3];g=N==-0.0&j==1.0;if(!g){N=+p[o>>3];M=+p[c>>3];p[o>>3]=j*N+M*i;p[c>>3]=j*M-N*i;d=c+8|0;N=+p[v>>3];M=+p[d>>3];p[v>>3]=j*N+M*i;p[d>>3]=j*M-N*i}if(!(b[F>>0]|0))if(!(b[G>>0]|0))c=k*3|0;else J=28;else J=28;if((J|0)==28){J=0;c=k*3|0;d=a+32+(c<<3)|0;if(!g){N=+p[r>>3];M=+p[d>>3];p[r>>3]=j*N+M*i;p[d>>3]=j*M-N*i;g=d+8|0;N=+p[s>>3];M=+p[g>>3];p[s>>3]=j*N+M*i;p[g>>3]=j*M-N*i;g=d+16|0;N=+p[t>>3];M=+p[g>>3];p[t>>3]=j*N+M*i;p[g>>3]=j*M-N*i}}N=+K(+(+p[q>>3]));M=+K(+(+p[a+120+(c<<3)>>3]));N=N<M?M:N;h=h<N?N:h;c=0}k=k+1|0}while((k|0)!=(e|0))}e=e+1|0}if((d|0)>0)d=0;else{f[a+164>>2]=d;J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}do{e=a+120+(d*3<<3)|0;h=+p[e>>3];i=+K(+h);p[a+104+(d<<3)>>3]=i;if(!(b[D>>0]|0))c=(b[E>>0]|0)!=0;else c=1;if(h!=0.0&c){N=+p[e>>3]/i;C=a+(d<<1<<3)|0;p[C>>3]=N*+p[C>>3];C=C+8|0;p[C>>3]=N*+p[C>>3]}d=d+1|0;e=f[H>>2]|0}while((d|0)<(e|0));m=a+164|0;f[m>>2]=e;if((e|0)>0){l=0;c=e}else{J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}while(1){g=c-l|0;k=a+104+(2-g<<3)|0;i=+p[k>>3];if((g|0)>1){d=1;e=0;h=i;j=i;while(1){i=+p[k+(d<<3)>>3];c=i>j;h=c?i:h;e=c?d:e;d=d+1|0;if((d|0)==(g|0))break;else j=c?i:j}}else{e=0;h=i}if(h==0.0)break;do if(e|0){e=e+l|0;B=a+104+(l<<3)|0;C=a+104+(e<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;if(!(b[D>>0]|0)){if(b[E>>0]|0)J=45}else J=45;if((J|0)==45){J=0;B=a+(e<<1<<3)|0;C=a+(l<<1<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;B=B+8|0;N=+p[B>>3];C=C+8|0;p[B>>3]=+p[C>>3];p[C>>3]=N}if(!(b[F>>0]|0))if(!(b[G>>0]|0))break;B=a+32+(e*3<<3)|0;C=a+32+(l*3<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;z=B+8|0;N=+p[z>>3];A=C+8|0;p[z>>3]=+p[A>>3];p[A>>3]=N;B=B+16|0;N=+p[B>>3];C=C+16|0;p[B>>3]=+p[C>>3];p[C>>3]=N}while(0);e=l+1|0;c=f[H>>2]|0;if((c|0)<=(e|0)){J=50;break}else l=e}if((J|0)==50){J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}f[m>>2]=l;J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}function h7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;h=u;u=u+48|0;e=h+20|0;g=h;i=a+144|0;p[i>>3]=+p[d>>3];p[a+152>>3]=+p[d+16>>3];p[a+160>>3]=+p[d+32>>3];p[a+168>>3]=+p[d+8>>3];p[a+176>>3]=+p[d+24>>3];p[a+184>>3]=+p[d+40>>3];j7a(a,i)|0;p[c+120>>3]=+p[a>>3];p[c+128>>3]=+p[a+24>>3];p[c+136>>3]=0.0;p[c+144>>3]=+p[a+32>>3];if(!(b[c+157>>0]|0)){if(b[c+158>>0]|0){n=c+32|0;p[n>>3]=1.0;q=c+40|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;p[c+64>>3]=1.0;o=c+72|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;p[c+96>>3]=1.0;o=e+4|0;m=e+12|0;l=e+16|0;k=g+4|0;j=g+12|0;d=g+16|0;i=a+192|0;f[e>>2]=q;f[o>>2]=2;f[m>>2]=n;f[l>>2]=3;f[g>>2]=a+40;f[k>>2]=1;f[j>>2]=a;f[d>>2]=3;l7a(e,g,a+56|0,i);f[e>>2]=c+32;f[o>>2]=3;f[m>>2]=n;f[l>>2]=3;f[g>>2]=a+8;f[k>>2]=2;f[j>>2]=a;f[d>>2]=3;l7a(e,g,a+48|0,i)}}else{f[e>>2]=a;f[e+4>>2]=a+48;b[e+8>>0]=0;f[e+12>>2]=2;f[e+16>>2]=0;k7a(e,c+32|0,a+192|0)}if(!(b[c+155>>0]|0))if(!(b[c+156>>0]|0)){u=h;return 1};f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[c+(f[a+64>>2]<<3)>>3]=1.0;p[c+((f[a+68>>2]|0)+2<<3)>>3]=1.0;u=h;return 1}function i7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;m=+p[a+(b*3<<3)>>3];k=+p[a+((c<<1)+b<<3)>>3];l=+p[a+((b<<1)+c<<3)>>3];g=+p[a+(c*3<<3)>>3];j=l-k;f=(g+m)/j;if(j==0.0){i=1.0;j=0.0}else{j=+L(+(f*f+1.0));i=f/j;j=1.0/j}if(i==1.0&j==0.0){h=k;f=m}else{h=i*k+j*g;g=i*g-j*k;f=i*m+j*l}if(h==0.0){g=1.0;f=0.0}else{m=+K(+h);l=(f-g)/(m*2.0);f=+L(+(l*l+1.0));f=1.0/(l+(l>0.0?f:-f));l=1.0/+L(+(f*f+1.0));g=l;f=l*(+K(+f)*(h/m*(f>0.0?-1.0:1.0)))}p[e+8>>3]=f;p[e>>3]=g;m=-f;p[d>>3]=i*g-j*m;p[d+8>>3]=i*m+j*g;return}function j7a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,M=0.0;J=u;u=u+64|0;H=J+32|0;I=J;M=+p[c>>3];p[a>>3]=M;i=+p[c+8>>3];p[a+8>>3]=i;h=+p[c+16>>3];p[a+16>>3]=h;k=+p[c+24>>3];p[a+24>>3]=k;l=+p[c+32>>3];p[a+32>>3]=l;t=+p[c+40>>3];p[a+40>>3]=t;h=M*M+(i*i+h*h);p[a+96>>3]=h;t=k*k+(l*l+t*t);p[a+104>>3]=t;t=(h<t?t:h)*4.930380657631324e-32/3.0;v=a+136|0;f[v>>2]=2;w=a+128|0;p[w>>3]=0.0;x=a;y=H+4|0;z=H+8|0;A=H+12|0;B=H+16|0;C=I+4|0;D=I+12|0;E=I+20|0;F=I+28|0;s=0;n=0;while(1){r=2-s|0;m=a+96+(s<<3)|0;G=(r|0)>1;if(G){e=1;c=0;while(1){i=+p[m+(e<<3)>>3];d=i>h;c=d?e:c;e=e+1|0;if((e|0)==(r|0))break;else h=d?i:h}}else c=0;g=c+s|0;j=a+(g*3<<3)|0;q=3-s|0;e=j+(s<<3)|0;h=+p[e>>3];d=1;h=h*h;do{M=+p[e+(d<<3)>>3];h=h+M*M;d=d+1|0}while((d|0)!=(q|0));d=a+96+(g<<3)|0;p[d>>3]=h;if((f[v>>2]|0)==2)if(h<t*+(q|0))f[v>>2]=s;f[a+72+(s<<2)>>2]=g;o=a+(s*3<<3)|0;if(c){M=+p[o>>3];p[o>>3]=+p[j>>3];p[j>>3]=M;e=o+8|0;M=+p[e>>3];g=j+8|0;p[e>>3]=+p[g>>3];p[g>>3]=M;g=o+16|0;M=+p[g>>3];j=j+16|0;p[g>>3]=+p[j>>3];p[j>>3]=M;M=+p[m>>3];p[m>>3]=+p[d>>3];p[d>>3]=M;n=n+1|0}d=o+(s<<3)|0;j=a+48+(s<<3)|0;g=q+-1|0;e=d+8|0;l=+p[e>>3];h=l*l;if((q|0)>2){c=1;do{M=+p[e+(c<<3)>>3];h=h+M*M;c=c+1|0}while((c|0)!=(g|0));i=h}else i=h;h=+p[d>>3];if(!(i<=2.2250738585072014e-308)){k=+L(+(i+h*h));k=!(h>=0.0)?k:-k;i=h-k;p[e>>3]=l/i;if((g|0)!=1){c=1;do{p[e+(c<<3)>>3]=+p[e+(c<<3)>>3]/i;c=c+1|0}while((c|0)!=(g|0))}p[j>>3]=(k-h)/k;h=k}else{p[j>>3]=0.0;dQb(e|0,0,g<<3|0)|0}p[a+(s<<2<<3)>>3]=h;h=+K(+h);if(h>+p[w>>3])p[w>>3]=h;d=r+-1|0;r=3-r|0;e=r*3|0;f[H>>2]=a+(e+s<<3);f[y>>2]=q;f[z>>2]=d;f[A>>2]=a;f[B>>2]=3;f[I>>2]=o+(4-q<<3);f[C>>2]=g;f[D>>2]=o;c=E;f[c>>2]=x;f[c+4>>2]=3;f[F>>2]=3;c=s+1|0;p7a(H,I,j,a+80+(c<<3)|0);e=a+(s<<3)+(e<<3)|0;g=a+96+(r<<3)|0;if(G){M=+p[e>>3];p[g>>3]=+p[g>>3]-M*M;if((d|0)!=1){c=1;d=25;break}}if((c|0)==2){d=2;break}s=c;h=+p[a+96+(c<<3)>>3]}if((d|0)==2){H=a+64|0;f[H>>2]=0;G=a+68|0;f[G>>2]=1;I=a+64+(f[a+72>>2]<<2)|0;f[H>>2]=f[I>>2];f[I>>2]=0;I=a+64+(f[a+76>>2]<<2)|0;H=f[G>>2]|0;f[G>>2]=f[I>>2];f[I>>2]=H;f[a+140>>2]=(n<<1&2^2)+-1;b[a+112>>0]=1;u=J;return a|0}else if((d|0)==25)while(1){d=g+(c<<3)|0;M=+p[e+(c*3<<3)>>3];p[d>>3]=+p[d>>3]-M*M;c=c+1|0;d=25}return 0}function k7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+48|0;C=E+20|0;D=E;e=f[a+12>>2]|0;p[c>>3]=1.0;B=c+8|0;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[B+12>>2]=0;f[B+16>>2]=0;f[B+20>>2]=0;p[c+32>>3]=1.0;B=c+40|0;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[B+12>>2]=0;f[B+16>>2]=0;f[B+20>>2]=0;p[c+64>>3]=1.0;if((e|0)<=0){u=E;return}j=a+16|0;k=a+8|0;l=C+4|0;m=C+8|0;n=C+12|0;o=C+16|0;q=D+4|0;r=D+12|0;s=D+16|0;t=a+4|0;v=C+4|0;w=C+8|0;x=C+12|0;y=C+16|0;z=D+4|0;A=D+12|0;B=D+16|0;do{g=e;e=e+-1|0;h=f[j>>2]|0;i=4-g-h|0;if(!(b[k>>0]|0)){f[C>>2]=c+(3-i<<2<<3);f[l>>2]=i;f[m>>2]=i;f[n>>2]=c;f[o>>2]=3;h=h+g|0;i=f[a>>2]|0;f[D>>2]=i+(h+(e*3|0)<<3);f[q>>2]=3-h;f[r>>2]=i;f[s>>2]=3;o7a(C,D,(f[t>>2]|0)+(e<<3)|0,d)}else{f[C>>2]=c+(3-i<<2<<3);f[v>>2]=i;f[w>>2]=i;f[x>>2]=c;f[y>>2]=3;h=h+g|0;i=f[a>>2]|0;f[D>>2]=i+(h+(e*3|0)<<3);f[z>>2]=3-h;f[A>>2]=i;f[B>>2]=3;n7a(C,D,(f[t>>2]|0)+(e<<3)|0,d)}}while((g|0)>1);u=E;return}function l7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0;n=u;u=u+96|0;e=n+80|0;g=n;i=f[a+4>>2]|0;if((i|0)==1){h=1.0-+p[c>>3];l=f[a>>2]|0;p[l>>3]=h*+p[l>>3];m=f[a+16>>2]|0;k=l+(m<<3)|0;p[k>>3]=h*+p[k>>3];m=l+(m<<1<<3)|0;p[m>>3]=h*+p[m>>3];u=n;return}f[e>>2]=d;m=i+-1|0;l=(f[a>>2]|0)+8|0;j=a;s=f[j>>2]|0;j=f[j+4>>2]|0;o=a+12|0;k=o;r=f[k>>2]|0;k=f[k+4>>2]|0;x=b;w=f[x+4>>2]|0;t=b+12|0;v=f[t>>2]|0;t=f[t+4>>2]|0;d=g;f[d>>2]=f[x>>2];f[d+4>>2]=w;d=g+12|0;f[d>>2]=v;f[d+4>>2]=t;f[g+20>>2]=l;f[g+24>>2]=m;d=g+32|0;f[d>>2]=s;f[d+4>>2]=j;d=g+44|0;f[d>>2]=r;f[d+4>>2]=k;f[g+52>>2]=k;m7a(e,g)|0;d=f[a>>2]|0;r=f[o+4>>2]|0;a=f[e>>2]|0;q=+p[a>>3]+ +p[d>>3];p[a>>3]=q;g=a+8|0;p[g>>3]=+p[g>>3]+ +p[d+(r<<3)>>3];j=a+16|0;e=_Pb(r|0,0,1)|0;p[j>>3]=+p[j>>3]+ +p[d+(e<<3)>>3];h=+p[c>>3];e=f[o+4>>2]|0;p[d>>3]=+p[d>>3]-h*q;o=d+(e<<3)|0;p[o>>3]=+p[o>>3]-h*+p[g>>3];e=_Pb(e|0,0,1)|0;e=d+(e<<3)|0;p[e>>3]=+p[e>>3]-h*+p[j>>3];h=+p[c>>3];if((i|0)>1){e=f[b>>2]|0;p[l>>3]=+p[l>>3]-h*+p[e>>3]*+p[a>>3];if((m|0)==1)d=0;else{d=1;do{x=l+(d<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[a>>3];d=d+1|0}while((d|0)!=(m|0));d=0}do{x=l+(d+k<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[g>>3];d=d+1|0}while((d|0)!=(m|0));a=_Pb(k|0,0,1)|0;d=0;do{x=l+(d+a<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[j>>3];d=d+1|0}while((d|0)!=(m|0))}u=n;return}function m7a(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[b>>2]|0;e=f[b+20>>2]|0;g=f[b+52>>2]|0;i=f[b+24>>2]|0;h=f[a>>2]|0;if(!i){f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;return a|0}c=+p[j>>3]*+p[e>>3];if((i|0)>1)b=1;else{p[h>>3]=c;p[h+8>>3]=+p[j>>3]*+p[e+(g<<3)>>3];p[h+16>>3]=+p[j>>3]*+p[e+(g<<1<<3)>>3];return a|0}do{c=c+ +p[j+(b<<3)>>3]*+p[e+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h>>3]=c;d=e+(g<<3)|0;b=1;c=+p[j>>3]*+p[d>>3];do{c=c+ +p[j+(b<<3)>>3]*+p[d+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h+8>>3]=c;d=e+(g<<1<<3)|0;b=1;c=+p[j>>3]*+p[d>>3];do{c=c+ +p[j+(b<<3)>>3]*+p[d+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h+16>>3]=c;return a|0}function n7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+272|0;v=w+136|0;m=w;o=f[a+8>>2]|0;if((o|0)==1){h=1.0-+p[c>>3];i=f[a+4>>2]|0;if((i|0)<=0){u=w;return}g=f[a>>2]|0;e=0;do{v=g+(e<<3)|0;p[v>>3]=h*+p[v>>3];e=e+1|0}while((e|0)!=(i|0));u=w;return}l=a+4|0;q=f[l>>2]|0;r=o+-1|0;e=f[a>>2]|0;s=f[a+16>>2]|0;t=e+(s<<3)|0;k=f[b>>2]|0;j=f[b+4>>2]|0;n=(q|0)>0;g=(j|0)>1;do if(n){if(!j){dQb(d|0,0,q<<3|0)|0;e=f[a>>2]|0}else{if(g){g=0;do{a=t+(g<<3)|0;i=1;h=+p[a>>3]*+p[k>>3];do{x=a+((X(i,s)|0)<<3)|0;h=h+ +p[x>>3]*+p[k+(i<<3)>>3];i=i+1|0}while((i|0)!=(j|0));p[d+(g<<3)>>3]=h;g=g+1|0}while((g|0)!=(q|0))}else{g=0;do{p[d+(g<<3)>>3]=+p[t+(g<<3)>>3]*+p[k>>3];g=g+1|0}while((g|0)!=(q|0))}if(!n)break}p[d>>3]=+p[d>>3]+ +p[e>>3];if((q|0)!=1){g=1;do{x=d+(g<<3)|0;p[x>>3]=+p[x>>3]+ +p[e+(g<<3)>>3];g=g+1|0}while((g|0)!=(q|0))}}while(0);h=+p[c>>3];g=f[l>>2]|0;if((g|0)>0){p[e>>3]=+p[e>>3]-h*+p[d>>3];if((g|0)!=1){i=1;do{x=e+(i<<3)|0;p[x>>3]=+p[x>>3]-h*+p[d+(i<<3)>>3];i=i+1|0}while((i|0)!=(g|0))}}h=+p[c>>3];k=b;j=f[k>>2]|0;k=f[k+4>>2]|0;a=b+12|0;i=f[a>>2]|0;a=f[a+4>>2]|0;g=m+24|0;f[g>>2]=q;if(n){e=0;do{p[m+(e<<3)>>3]=h*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(q|0));e=f[g>>2]|0}else e=q;x=m+32|0;f[x>>2]=j;f[x+4>>2]=k;x=m+44|0;f[x>>2]=i;f[x+4>>2]=a;f[m+128>>2]=0;f[m+132>>2]=0;f[v+24>>2]=e;if((e|0)>0)bQb(v|0,m|0,e<<3|0)|0;x=v+32|0;f[x>>2]=j;f[x+4>>2]=k;x=v+44|0;f[x>>2]=i;f[x+4>>2]=a;f[v+128>>2]=0;f[v+132>>2]=0;if(n&(o|0)>1){e=0;do{i=j+(e<<3)|0;a=X(e,s)|0;g=0;do{x=t+(g+a<<3)|0;p[x>>3]=+p[x>>3]-+p[v+(g<<3)>>3]*+p[i>>3];g=g+1|0}while((g|0)!=(q|0));e=e+1|0}while((e|0)!=(r|0))}u=w;return}function o7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+256|0;w=x+128|0;o=x;q=f[a+4>>2]|0;if((q|0)==1){g=1.0-+p[c>>3];h=f[a+8>>2]|0;if((h|0)<=0){u=x;return}i=f[a>>2]|0;e=f[a+16>>2]|0;a=0;do{w=i+((X(a,e)|0)<<3)|0;p[w>>3]=g*+p[w>>3];a=a+1|0}while((a|0)!=(h|0));u=x;return}k=a+8|0;s=f[k>>2]|0;n=d;t=q+-1|0;l=f[a>>2]|0;v=l+8|0;j=a+16|0;r=f[j>>2]|0;m=(s|0)>0;i=f[b>>2]|0;if(m){if((q|0)>2){a=0;do{h=v+((X(a,r)|0)<<3)|0;e=1;g=+p[i>>3]*+p[h>>3];do{g=g+ +p[i+(e<<3)>>3]*+p[h+(e<<3)>>3];e=e+1|0}while((e|0)!=(t|0));p[d+(a<<3)>>3]=g;a=a+1|0}while((a|0)!=(s|0))}else{a=0;do{h=v+((X(a,r)|0)<<3)|0;p[d+(a<<3)>>3]=+p[i>>3]*+p[h>>3];a=a+1|0}while((a|0)!=(s|0))}a=f[j>>2]|0;if(m){p[d>>3]=+p[d>>3]+ +p[l>>3];if((s|0)!=1){e=1;do{i=d+(e<<3)|0;h=l+((X(e,a)|0)<<3)|0;p[i>>3]=+p[i>>3]+ +p[h>>3];e=e+1|0}while((e|0)!=(s|0))}}}g=+p[c>>3];h=f[k>>2]|0;a=f[j>>2]|0;if((h|0)>0){p[l>>3]=+p[l>>3]-g*+p[d>>3];if((h|0)!=1){e=1;do{k=l+((X(e,a)|0)<<3)|0;p[k>>3]=+p[k>>3]-g*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(h|0))}}g=+p[c>>3];i=f[b>>2]|0;a=f[b+4>>2]|0;h=o+24|0;f[h>>2]=a;if((a|0)>0){e=0;do{p[o+(e<<3)>>3]=g*+p[i+(e<<3)>>3];e=e+1|0}while((e|0)!=(a|0));a=f[h>>2]|0}f[o+32>>2]=n;f[o+40>>2]=s;f[o+120>>2]=0;f[o+124>>2]=0;f[w+24>>2]=a;if((a|0)>0)bQb(w|0,o|0,a<<3|0)|0;f[w+32>>2]=n;f[w+40>>2]=s;f[w+120>>2]=0;f[w+124>>2]=0;if(m&(q|0)>1){a=0;do{h=d+(a<<3)|0;i=X(a,r)|0;e=0;do{q=v+(e+i<<3)|0;p[q>>3]=+p[q>>3]-+p[w+(e<<3)>>3]*+p[h>>3];e=e+1|0}while((e|0)!=(t|0));a=a+1|0}while((a|0)!=(s|0))}u=x;return}function p7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+208|0;w=x+104|0;o=x;q=f[a+4>>2]|0;if((q|0)==1){g=1.0-+p[c>>3];h=f[a+8>>2]|0;if((h|0)<=0){u=x;return}i=f[a>>2]|0;e=f[a+16>>2]|0;a=0;do{w=i+((X(a,e)|0)<<3)|0;p[w>>3]=g*+p[w>>3];a=a+1|0}while((a|0)!=(h|0));u=x;return}k=a+8|0;s=f[k>>2]|0;n=d;t=q+-1|0;l=f[a>>2]|0;v=l+8|0;j=a+16|0;r=f[j>>2]|0;m=(s|0)>0;i=f[b>>2]|0;if(m){if((q|0)>2){a=0;do{h=v+((X(a,r)|0)<<3)|0;e=1;g=+p[i>>3]*+p[h>>3];do{g=g+ +p[i+(e<<3)>>3]*+p[h+(e<<3)>>3];e=e+1|0}while((e|0)!=(t|0));p[d+(a<<3)>>3]=g;a=a+1|0}while((a|0)!=(s|0))}else{a=0;do{h=v+((X(a,r)|0)<<3)|0;p[d+(a<<3)>>3]=+p[i>>3]*+p[h>>3];a=a+1|0}while((a|0)!=(s|0))}a=f[j>>2]|0;if(m){p[d>>3]=+p[d>>3]+ +p[l>>3];if((s|0)!=1){e=1;do{i=d+(e<<3)|0;h=l+((X(e,a)|0)<<3)|0;p[i>>3]=+p[i>>3]+ +p[h>>3];e=e+1|0}while((e|0)!=(s|0))}}}g=+p[c>>3];h=f[k>>2]|0;a=f[j>>2]|0;if((h|0)>0){p[l>>3]=+p[l>>3]-g*+p[d>>3];if((h|0)!=1){e=1;do{k=l+((X(e,a)|0)<<3)|0;p[k>>3]=+p[k>>3]-g*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(h|0))}}g=+p[c>>3];i=f[b>>2]|0;a=f[b+4>>2]|0;h=o+24|0;f[h>>2]=a;if((a|0)>0){e=0;do{p[o+(e<<3)>>3]=g*+p[i+(e<<3)>>3];e=e+1|0}while((e|0)!=(a|0));a=f[h>>2]|0}f[o+32>>2]=n;f[o+40>>2]=s;f[o+96>>2]=0;f[o+100>>2]=0;f[w+24>>2]=a;if((a|0)>0)bQb(w|0,o|0,a<<3|0)|0;f[w+32>>2]=n;f[w+40>>2]=s;f[w+96>>2]=0;f[w+100>>2]=0;if(m&(q|0)>1){a=0;do{h=d+(a<<3)|0;i=X(a,r)|0;e=0;do{q=v+(e+i<<3)|0;p[q>>3]=+p[q>>3]-+p[w+(e<<3)>>3]*+p[h>>3];e=e+1|0}while((e|0)!=(t|0));a=a+1|0}while((a|0)!=(s|0))}u=x;return}function q7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function r7a(a,c,d){a=a|0;c=c|0;d=+d;var e=0,f=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;j=u;u=u+16|0;i=j;q=+p[a>>3];o=+p[a+8>>3];l=+p[a+16>>3];r=+p[a+24>>3];n=r+(q*+p[c>>3]+(o*+p[c+8>>3]+l*+p[c+16>>3]));m=r+(q*+p[c+24>>3]+(o*+p[c+32>>3]+l*+p[c+40>>3]));l=r+(q*+p[c+48>>3]+(o*+p[c+56>>3]+l*+p[c+64>>3]));f=+K(+n)<d;g=!(n>0.0)&1;e=f?2:g;b[i>>0]=e;h=+K(+m)<d;c=h?2:!(m>0.0)&1;b[i+1>>0]=c;k=+K(+l)<d;a=k?2:!(l>0.0)&1;b[i+2>>0]=a;switch((h?(f?2:1):f&1)+(k&1)&7){case 2:{if(!f){k=g;u=j;return k|0}k=b[i+(h?2:1)>>0]|0;u=j;return k|0}case 1:{h=f?0:h?1:2;k=b[i+(((h+1|0)>>>0)%3|0)>>0]|0;k=k<<24>>24==(b[i+(((h+2|0)>>>0)%3|0)>>0]|0)?k:3;u=j;return k|0}case 0:{k=e<<24>>24==0;k=a<<24>>24==0^k|k^c<<24>>24==0?3:(k^1)&1;u=j;return k|0}case 3:{k=2;u=j;return k|0}default:{k=4;u=j;return k|0}}return 0}function s7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;a=f[c>>2]|0;g=(f[c+4>>2]|0)-a|0;h=g+1|0;if(!g){c=a;return c|0}if(!h){h=b+2496|0;d=f[h>>2]|0;g=((d+1|0)>>>0)%624|0;c=b+(d<<2)|0;e=f[b+(g<<2)>>2]|0;f[c>>2]=0-(e&1)&-1727483681^f[b+((((d+397|0)>>>0)%624|0)<<2)>>2]^(e&2147483646|f[c>>2]&-2147483648)>>>1;c=f[b+(f[h>>2]<<2)>>2]|0;c=c>>>11^c;f[h>>2]=g;c=c<<7&-1658038656^c;c=c<<15&-272236544^c;c=c>>>18^c;return c|0}d=32-(_(h|0)|0)|0;d=d+(((-1>>>(33-d|0)&h|0)==0)<<31>>31)|0;a=(d>>>5)+((d&31|0)!=0&1)|0;a=a>>>0>d>>>0?0:-1>>>(32-((d>>>0)/(a>>>0)|0)|0);d=b+2496|0;e=f[d>>2]|0;do{j=e;e=((e+1|0)>>>0)%624|0;g=b+(j<<2)|0;i=f[b+(e<<2)>>2]|0;f[g>>2]=0-(i&1)&-1727483681^f[b+((((j+397|0)>>>0)%624|0)<<2)>>2]^(i&2147483646|f[g>>2]&-2147483648)>>>1;g=f[b+(f[d>>2]<<2)>>2]|0;g=g>>>11^g;f[d>>2]=e;g=g<<7&-1658038656^g;g=g<<15&-272236544^g;g=(g>>>18^g)&a}while(g>>>0>=h>>>0);j=(f[c>>2]|0)+g|0;return j|0}function t7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;e=l;c=f[b>>2]|0;g=c;if(((f[b+4>>2]|0)-c|0)!=12){k=0;u=l;return k|0}b=f[a>>2]|0;if(((f[a+4>>2]|0)-b|0)!=32){k=0;u=l;return k|0}d=g+4|0;if(((f[d>>2]|0)-(f[c>>2]|0)|0)!=32){k=0;u=l;return k|0}k=pOb(32)|0;i=k+32|0;j=b;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];f[k+16>>2]=f[j+16>>2];f[k+20>>2]=f[j+20>>2];f[k+24>>2]=f[j+24>>2];f[k+28>>2]=f[j+28>>2];f[e>>2]=0;j=e+4|0;f[j>>2]=0;f[e+8>>2]=0;b=(f[d>>2]|0)-(f[c>>2]|0)|0;a=b>>3;if(!a){d=0;e=0;b=0;a=0;c=0}else{if(a>>>0>536870911)AMb(e);h=pOb(b)|0;f[j>>2]=h;f[e>>2]=h;f[e+8>>2]=h+(a<<3);a=f[g>>2]|0;b=(f[d>>2]|0)-a|0;c=h;if((b|0)>0){g=h+(b>>>3<<3)|0;bQb(h|0,a|0,b|0)|0;f[j>>2]=g;d=h;e=g;b=c;a=g;c=h}else{d=h;e=h;b=c;a=c;c=h}}u7a(k,i);u7a(d,e);if((a-b|0)==32)if((f[k>>2]|0)==(f[b>>2]|0))if((f[k+4>>2]|0)==(f[b+4>>2]|0))if((f[k+8>>2]|0)==(f[b+8>>2]|0))if((f[k+12>>2]|0)==(f[b+12>>2]|0))if((f[k+16>>2]|0)==(f[b+16>>2]|0))if((f[k+20>>2]|0)==(f[b+20>>2]|0))if((f[k+24>>2]|0)==(f[b+24>>2]|0))b=(f[k+28>>2]|0)==(f[b+28>>2]|0)?1:0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;if(d|0){if((e|0)!=(d|0))f[j>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(c)}sOb(k);k=b;u=l;return k|0}function u7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+1632|0;k=0;a:while(1){d=b;i=b+-8|0;e=b+-16|0;j=b+-4|0;c=a;while(1){l=c;f[m+32>>2]=c;f[m+136>>2]=b;f[m+168>>2]=l;f[m+288>>2]=g;f[m+504>>2]=d;f[m+704>>2]=i;f[m+920>>2]=e;f[m+1096>>2]=j;f[m+1464>>2]=h;f[m+1560>>2]=k;f[m+1576>>2]=0;f[m+1580>>2]=0;N7a(m);c=f[m+32>>2]|0;l=f[m+168>>2]|0;g=f[m+288>>2]|0;h=f[m+1464>>2]|0;k=f[m+1560>>2]|0;G=f[m+1576>>2]|0;D=f[m+1580>>2]|0;H=+n[m+1580>>2];f[m+1576>>2]=0;f[m+1580>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((k|0)==133){k=0;u7a(g+8|0,b);a=l;b=g;continue}else if((k|0)==134){k=0;if(h){k=135;break}else{a=l;b=g;continue}}}a=1;if(a)if((k|0)==5){b=f[i>>2]|0;a=f[l>>2]|0;if((b|0)==(a|0)){if((f[j>>2]|0)>=(f[l+4>>2]|0)){u=m;return}}else if((b|0)>=(a|0)){u=m;return}k=l;j=f[k>>2]|0;k=f[k+4>>2]|0;h=f[i+4>>2]|0;f[l>>2]=f[i>>2];f[l+4>>2]=h;f[i>>2]=j;f[i+4>>2]=k;u=m;return}else if((k|0)==9){d=l+8|0;c=f[d>>2]|0;a=f[l>>2]|0;if((c|0)==(a|0))b=(f[l+12>>2]|0)<(f[l+4>>2]|0);else b=(c|0)<(a|0);a=f[i>>2]|0;if((a|0)==(c|0))a=(f[j>>2]|0)<(f[l+12>>2]|0);else a=(a|0)<(c|0);if(!b){if(!a){u=m;return}b=f[d>>2]|0;a=f[d+4>>2]|0;k=f[i+4>>2]|0;f[d>>2]=f[i>>2];f[d+4>>2]=k;f[i>>2]=b;f[i+4>>2]=a;a=f[d>>2]|0;b=f[l>>2]|0;if((a|0)==(b|0)){if((f[l+12>>2]|0)>=(f[l+4>>2]|0)){u=m;return}}else if((a|0)>=(b|0)){u=m;return}k=l;j=f[k>>2]|0;k=f[k+4>>2]|0;i=f[d+4>>2]|0;f[l>>2]=f[d>>2];f[l+4>>2]=i;f[d>>2]=j;f[d+4>>2]=k;u=m;return}c=l;b=f[c>>2]|0;c=f[c+4>>2]|0;if(a){k=f[i+4>>2]|0;f[l>>2]=f[i>>2];f[l+4>>2]=k;f[i>>2]=b;f[i+4>>2]=c;u=m;return}k=f[d+4>>2]|0;a=l;f[a>>2]=f[d>>2];f[a+4>>2]=k;f[d>>2]=b;f[d+4>>2]=c;a=f[i>>2]|0;if((a|0)==(b|0)){if((f[j>>2]|0)>=(c|0)){u=m;return}}else if((a|0)>=(b|0)){u=m;return}l=f[i+4>>2]|0;f[d>>2]=f[i>>2];f[d+4>>2]=l;f[i>>2]=b;f[i+4>>2]=c;u=m;return}else if((k|0)==27){v7a(l,l+8|0,l+16|0,i)|0;u=m;return}else if((k|0)==28){w7a(l,l+8|0,l+16|0,l+24|0,i)|0;u=m;return}else a=1;if(a)if((k|0)==30){i=l+16|0;h=l+8|0;a=f[h>>2]|0;g=f[l>>2]|0;if((a|0)==(g|0))c=(f[l+12>>2]|0)<(f[l+4>>2]|0);else c=(a|0)<(g|0);d=f[i>>2]|0;if((d|0)==(a|0))e=(f[l+20>>2]|0)<(f[l+12>>2]|0);else e=(d|0)<(a|0);do if(c){c=l;a=f[c>>2]|0;c=f[c+4>>2]|0;if(e){j=f[i+4>>2]|0;d=l;f[d>>2]=f[i>>2];f[d+4>>2]=j;f[i>>2]=a;f[i+4>>2]=c;d=a;break}g=f[h+4>>2]|0;j=l;f[j>>2]=f[h>>2];f[j+4>>2]=g;f[h>>2]=a;f[h+4>>2]=c;if((d|0)==(a|0)){if((f[l+20>>2]|0)>=(c|0))break}else if((d|0)>=(a|0))break;d=f[i+4>>2]|0;f[h>>2]=f[i>>2];f[h+4>>2]=d;f[i>>2]=a;f[i+4>>2]=c;d=a}else if(e){d=f[h>>2]|0;j=f[h+4>>2]|0;a=f[i>>2]|0;c=f[i+4>>2]|0;f[h>>2]=a;f[h+4>>2]=c;f[i>>2]=d;f[i+4>>2]=j;if((g|0)==(a|0)){if((f[l+4>>2]|0)<=(c|0))break}else if((g|0)<=(a|0))break;j=l;g=f[j>>2]|0;j=f[j+4>>2]|0;e=l;f[e>>2]=a;f[e+4>>2]=c;f[h>>2]=g;f[h+4>>2]=j}while(0);a=l+24|0;if((a|0)==(b|0)){u=m;return}else{h=a;a=i}while(1){c=f[h>>2]|0;if((c|0)==(d|0)){if((f[h+4>>2]|0)<(f[a+4>>2]|0))k=52}else if((c|0)<(d|0))k=52;if((k|0)==52){k=0;g=h;e=f[g>>2]|0;g=f[g+4>>2]|0;d=a;i=f[d+4>>2]|0;j=h;f[j>>2]=f[d>>2];f[j+4>>2]=i;b:do if((a|0)!=(l|0))while(1){c=a+-8|0;d=f[c>>2]|0;if((d|0)==(e|0)){if((f[a+-4>>2]|0)<=(g|0))break b}else if((d|0)<=(e|0))break b;i=f[c+4>>2]|0;j=a;f[j>>2]=f[c>>2];f[j+4>>2]=i;if((c|0)==(l|0)){a=c;break}else a=c}while(0);j=a;f[j>>2]=e;f[j+4>>2]=g}a=h+8|0;if((a|0)==(b|0))break;d=f[h>>2]|0;j=h;h=a;a=j}u=m;return}else if((k|0)==135)if(1){u=m;return}u=m}function v7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if((h|0)==(e|0))e=(f[b+4>>2]|0)<(f[a+4>>2]|0);else e=(h|0)<(e|0);g=f[c>>2]|0;if((g|0)==(h|0))h=(f[c+4>>2]|0)<(f[b+4>>2]|0);else h=(g|0)<(h|0);do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if((g|0)==(i|0)){if((f[c+4>>2]|0)>=(e|0)){j=1;break}}else if((g|0)>=(i|0)){j=1;break}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if((e|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){j=1;break}}else if((e|0)>=(h|0)){j=1;break}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if((e|0)==(g|0)){if((f[d+4>>2]|0)>=(f[c+4>>2]|0)){b=j;return b|0}}else if((e|0)>=(g|0)){b=j;return b|0}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if((g|0)==(h|0)){if((f[c+4>>2]|0)>=(f[b+4>>2]|0)){k=e;return k|0}}else if((g|0)>=(h|0)){k=e;return k|0}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if((g|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){k=e;return k|0}}else if((g|0)>=(h|0)){k=e;return k|0}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function w7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;i=v7a(a,b,c,d)|0;g=f[e>>2]|0;h=f[d>>2]|0;if((g|0)==(h|0)){if((f[e+4>>2]|0)>=(f[d+4>>2]|0))return i|0}else if((g|0)>=(h|0))return i|0;g=d;h=f[g>>2]|0;g=f[g+4>>2]|0;l=e;k=f[l+4>>2]|0;j=d;f[j>>2]=f[l>>2];f[j+4>>2]=k;f[e>>2]=h;f[e+4>>2]=g;e=i+1|0;g=f[d>>2]|0;h=f[c>>2]|0;if((g|0)==(h|0)){if((f[d+4>>2]|0)>=(f[c+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;l=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=l;e=d;f[e>>2]=h;f[e+4>>2]=g;e=i+2|0;g=f[c>>2]|0;h=f[b>>2]|0;if((g|0)==(h|0)){if((f[c+4>>2]|0)>=(f[b+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;k=c;l=f[k+4>>2]|0;e=b;f[e>>2]=f[k>>2];f[e+4>>2]=l;e=c;f[e>>2]=h;f[e+4>>2]=g;e=i+3|0;g=f[b>>2]|0;h=f[a>>2]|0;if((g|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function x7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if((d|0)==(e|0)){if((f[b+-4>>2]|0)>=(f[a+4>>2]|0)){b=1;return b|0}}else if((d|0)>=(e|0)){b=1;return b|0}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if((e|0)==(c|0))d=(f[a+12>>2]|0)<(f[a+4>>2]|0);else d=(e|0)<(c|0);c=f[g>>2]|0;if((c|0)==(e|0))c=(f[b+-4>>2]|0)<(f[a+12>>2]|0);else c=(c|0)<(e|0);if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if((c|0)==(d|0)){if((f[a+12>>2]|0)>=(f[a+4>>2]|0)){b=1;return b|0}}else if((c|0)>=(d|0)){b=1;return b|0}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if((c|0)==(d|0)){if((f[b+-4>>2]|0)>=(e|0)){b=1;return b|0}}else if((c|0)>=(d|0)){b=1;return b|0}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{v7a(a,a+8|0,a+16|0,b+-8|0)|0;b=1;return b|0}case 5:{w7a(a,a+8|0,a+16|0,a+24|0,b+-8|0)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if((c|0)==(i|0))e=(f[a+12>>2]|0)<(f[a+4>>2]|0);else e=(c|0)<(i|0);g=f[d>>2]|0;if((g|0)==(c|0))h=(f[a+20>>2]|0)<(f[a+12>>2]|0);else h=(g|0)<(c|0);do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if((g|0)==(c|0)){if((f[a+20>>2]|0)>=(e|0))break}else if((g|0)>=(c|0))break;i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if((i|0)==(c|0)){if((f[a+4>>2]|0)<=(e|0))break}else if((i|0)<=(c|0))break;i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if((e|0)==(g|0)){if((f[k+4>>2]|0)<(f[d+4>>2]|0))l=48}else if((e|0)<(g|0))l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if((e|0)==(i|0)){if((f[h+-4>>2]|0)<=(j|0)){d=g;break b}}else if((e|0)<=(i|0)){d=g;break b}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function y7a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0.0,J=0.0;H=u;u=u+512|0;F=H+464|0;G=H;l=pOb(48)|0;f[l>>2]=f[c>>2];f[l+4>>2]=f[c+4>>2];f[l+8>>2]=f[c+8>>2];f[l+12>>2]=f[c+12>>2];h=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;b[h+16>>0]=0;h=f[64687]|0;f[64687]=h+1;f[l+44>>2]=h;f[a>>2]=l;h=pOb(12)|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[l+24>>2]=h;h=pOb(12)|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;l=l+28|0;n=f[l>>2]|0;f[l>>2]=h;if(n|0){d=f[n>>2]|0;if(d|0){l=n+4|0;e=f[l>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[l>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h);e=f[l>>2]|0}}while((e|0)!=(d|0));d=f[n>>2]|0}sOb(d)}sOb(n)}l=f[a>>2]|0;n=pOb(12)|0;rqb(n,c);c=l+20|0;d=f[c>>2]|0;f[c>>2]=n;if(d|0){e=f[d>>2]|0;if(e|0){g=d+4|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-8-e|0)>>>3)<<3);sOb(e)}sOb(d)}B=+(f[l>>2]|0);C=+(f[l+4>>2]|0);D=+(f[l+8>>2]|0);E=+(f[l+12>>2]|0);i=B-B;j=C-E;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));z=i*i;A=j*j;if(!(q<=+L(+(z+(A+1.0)))*+L(+(z+(A+0.0)))*2.220446049250313e-16)){A=k/q;z=m/q;y=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;A=+p[G+80>>3];z=+p[G+88>>3];y=+p[G+96>>3]}i=D-D;j=E-C;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));w=i*i;x=j*j;if(!(q<=+L(+(w+(x+1.0)))*+L(+(w+(x+0.0)))*2.220446049250313e-16)){x=k/q;w=m/q;v=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;x=+p[G+80>>3];w=+p[G+88>>3];v=+p[G+96>>3]}i=D-B;j=C-C;k=j+j*0.0;m=-i-i*0.0;o=j*i;o=o-o;q=+L(+(k*k+(o*o+m*m)));s=i*i;t=j*j;if(!(q<=+L(+(s+(t+1.0)))*+L(+(s+(t+0.0)))*2.220446049250313e-16)){t=k/q;s=m/q;r=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;t=+p[G+80>>3];s=+p[G+88>>3];r=+p[G+96>>3]}i=B-D;j=E-E;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));J=i*i;I=j*j;if(!(q<=+L(+(J+(I+1.0)))*+L(+(J+(I+0.0)))*2.220446049250313e-16)){k=k/q;j=m/q;i=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;k=+p[G+80>>3];j=+p[G+88>>3];i=+p[G+96>>3]}F=pOb(12)|0;d=pOb(128)|0;f[F>>2]=d;G=d+128|0;f[F+8>>2]=G;p[d>>3]=A;p[d+8>>3]=z;p[d+16>>3]=y;p[d+24>>3]=-(A*B+(y*0.0+z*E));p[d+32>>3]=x;p[d+40>>3]=w;p[d+48>>3]=v;p[d+56>>3]=-(x*D+(v*0.0+w*C));p[d+64>>3]=t;p[d+72>>3]=s;p[d+80>>3]=r;p[d+88>>3]=-(t*B+(r*0.0+s*C));p[d+96>>3]=k;p[d+104>>3]=j;p[d+112>>3]=i;p[d+120>>3]=-(k*D+(i*0.0+j*E));f[F+4>>2]=G;G=l+16|0;d=f[G>>2]|0;f[G>>2]=F;if(!d){u=H;return}e=f[d>>2]|0;if(e|0){g=d+4|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-32-e|0)>>>5)<<5);sOb(e)}sOb(d);u=H;return}function z7a(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(48)|0;f[d>>2]=f[a+4>>2];f[d+4>>2]=f[a+8>>2];f[d+8>>2]=f[a+12>>2];f[d+12>>2]=f[a+16>>2];e=d+16|0;f[d+36>>2]=0;f[d+40>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=f[64687]|0;f[64687]=e+1;f[d+44>>2]=e;e=f[a>>2]|0;f[a>>2]=d;if(e){l4a(e);sOb(e);d=f[a>>2]|0}f[a+20>>2]=c;c=a+24|0;f[c>>2]=(f[c>>2]|0)+1;A7a(a,d,0);return}function A7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+48|0;i=r+24|0;k=r+8|0;l=r;j=f[c>>2]|0;e=f[c+4>>2]|0;f[i>>2]=j;f[i+4>>2]=e;m=f[c+8>>2]|0;n=f[c+12>>2]|0;f[k+8>>2]=m;f[k+12>>2]=n;if(!(d&1)){o=((m-j|0)/2|0)+j|0;g=o;h=n;p=e}else{p=((n-e|0)/2|0)+e|0;g=m;h=p;o=j}f[i+8>>2]=g;f[i+12>>2]=h;f[k>>2]=o;f[k+4>>2]=p;q=d+1|0;if((q|0)==(f[a+20>>2]|0)){y7a(l,i);q=c+36|0;p=f[l>>2]|0;f[l>>2]=0;d=f[q>>2]|0;f[q>>2]=p;if(d|0){l4a(d);sOb(d)}y7a(l,k);q=c+40|0;c=f[l>>2]|0;f[l>>2]=0;d=f[q>>2]|0;f[q>>2]=c;if(d|0){l4a(d);sOb(d)}a=a+24|0;f[a>>2]=(f[a>>2]|0)+2;u=r;return}else{l=pOb(48)|0;f[l>>2]=j;f[l+4>>2]=e;f[l+8>>2]=g;f[l+12>>2]=h;g=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;b[g+16>>0]=0;g=f[64687]|0;d=g+1|0;f[64687]=d;f[l+44>>2]=g;g=c+36|0;e=f[g>>2]|0;f[g>>2]=l;if(e){l4a(e);sOb(e);d=f[64687]|0}l=pOb(48)|0;f[l>>2]=o;f[l+4>>2]=p;f[l+8>>2]=m;f[l+12>>2]=n;e=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;f[64687]=d+1;f[l+44>>2]=d;d=c+40|0;e=f[d>>2]|0;f[d>>2]=l;if(e|0){l4a(e);sOb(e)}c=a+24|0;f[c>>2]=(f[c>>2]|0)+2;A7a(a,f[g>>2]|0,q);A7a(a,f[d>>2]|0,q);u=r;return}}function B7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+176|0;d=e+16|0;g=e;Xmb(d,0);pqb(g,b);a=C7a(a,f[a>>2]|0,b,g,d)|0;if(a){q4a(d,40996);g=d+76|0;Tlb(g);u=e;return a|0}Ymb(d,1,c,1,1)|0;gnb(c,1);q4a(d,40996);g=d+76|0;Tlb(g);u=e;return a|0}function C7a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0;v=u;u=u+192|0;q=v+36|0;t=v+24|0;s=v+12|0;n=v;l=f[c+36>>2]|0;if(l|0){if(!(b[l+32>>0]|0))if((f[e+8>>2]|0)<(f[l>>2]|0))k=0;else if((f[e>>2]|0)>(f[l+8>>2]|0))k=0;else if((f[e+12>>2]|0)<(f[l+4>>2]|0))k=0;else k=(f[e+4>>2]|0)<=(f[l+12>>2]|0);else if(!(b[(f[c+40>>2]|0)+32>>0]|0))k=0;else{h=c+32|0;if(b[h>>0]|0){t=1;u=v;return t|0}b[h>>0]=1;t=1;u=v;return t|0}j=c+40|0;h=f[j>>2]|0;if(!(b[h+32>>0]|0))if((f[e+8>>2]|0)<(f[h>>2]|0))i=0;else if((f[e>>2]|0)>(f[h+8>>2]|0))i=0;else if((f[e+12>>2]|0)<(f[h+4>>2]|0))i=0;else i=(f[e+4>>2]|0)<=(f[h+12>>2]|0);else i=0;if(k)h=C7a(a,l,d,e,g)|0;else h=1;if(!i){t=h;u=v;return t|0}t=h&(C7a(a,f[j>>2]|0,d,e,g)|0);u=v;return t|0}zqb(t,d);f[s>>2]=0;r=s+4|0;f[r>>2]=0;f[s+8>>2]=0;o=c+20|0;l=f[o>>2]|0;Xmb(q,0);h=q+76|0;Vlb(h,l,1,1)|0;Vlb(h,t,0,1)|0;f[n>>2]=0;l=n+4|0;f[l>>2]=0;f[n+8>>2]=0;Ymb(q,0,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(h);h=f[s>>2]|0;if(!h)h=s+8|0;else{i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h);h=s+8|0;f[h>>2]=0;f[r>>2]=0;f[s>>2]=0}f[s>>2]=f[n>>2];f[r>>2]=f[l>>2];f[h>>2]=f[n+8>>2];m=c+24|0;l=f[m>>2]|0;Xmb(q,0);h=q+76|0;Wmb(h,l,1,1)|0;Wmb(h,s,0,1)|0;f[n>>2]=0;l=n+4|0;f[l>>2]=0;f[n+8>>2]=0;Ymb(q,2,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(h);h=f[s>>2]|0;if(!h)h=s+8|0;else{i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h);h=s+8|0;f[h>>2]=0;f[r>>2]=0;f[s>>2]=0}a=f[n>>2]|0;f[s>>2]=a;e=f[l>>2]|0;f[r>>2]=e;f[h>>2]=f[n+8>>2];h=a;if((h|0)==(e|0))l=1;else{a=f[m>>2]|0;Xmb(q,0);e=q+76|0;Wmb(e,a,0,1)|0;Wmb(e,s,0,1)|0;f[n>>2]=0;a=n+4|0;f[a>>2]=0;f[n+8>>2]=0;Ymb(q,1,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(e);e=f[m>>2]|0;i=f[e>>2]|0;if(!i){h=e+4|0;i=e+8|0}else{h=e+4|0;j=f[h>>2]|0;if((j|0)!=(i|0)){do{k=j+-12|0;f[h>>2]=k;l=f[k>>2]|0;if(!l)j=k;else{j=j+-8|0;k=f[j>>2]|0;if((k|0)!=(l|0))f[j>>2]=k+(~((k+-8-l|0)>>>3)<<3);sOb(l);j=f[h>>2]|0}}while((j|0)!=(i|0));i=f[e>>2]|0}sOb(i);i=e+8|0;f[i>>2]=0;f[h>>2]=0;f[e>>2]=0}f[e>>2]=f[n>>2];f[h>>2]=f[a>>2];f[i>>2]=f[n+8>>2];Wmb(g+76|0,s,0,1)|0;e=f[d>>2]|0;E=+(f[e>>2]|0);D=+(f[e+4>>2]|0);C=+(f[e+8>>2]|0);B=+(f[e+12>>2]|0);A=+(f[e+16>>2]|0);z=+(f[e+20>>2]|0);y=+(f[e+24>>2]|0);x=+(f[e+28>>2]|0);w=+(f[e+32>>2]|0);e=q+4|0;a=pOb(72)|0;f[q>>2]=a;h=a+72|0;f[q+8>>2]=h;p[a>>3]=E;p[a+8>>3]=D;p[a+16>>3]=C;p[a+24>>3]=B;p[a+32>>3]=A;p[a+40>>3]=z;p[a+48>>3]=y;p[a+56>>3]=x;p[a+64>>3]=w;f[e>>2]=h;h=f[c+28>>2]|0;a=h+4|0;k=f[a>>2]|0;if((k|0)==(f[h+8>>2]|0))D7a(h,q);else{f[k>>2]=0;l=k+4|0;f[l>>2]=0;f[k+8>>2]=0;h=(f[e>>2]|0)-(f[q>>2]|0)|0;j=(h|0)/24|0;if(h|0){if(j>>>0>178956970)AMb(k);i=pOb(h)|0;f[l>>2]=i;f[k>>2]=i;f[k+8>>2]=i+(j*24|0);h=f[q>>2]|0;j=f[e>>2]|0;if((h|0)!=(j|0)){do{p[i>>3]=+p[h>>3];p[i+8>>3]=+p[h+8>>3];p[i+16>>3]=+p[h+16>>3];h=h+24|0;i=i+24|0}while((h|0)!=(j|0));f[l>>2]=i}}f[a>>2]=(f[a>>2]|0)+12}if(t7a(f[o>>2]|0,f[m>>2]|0)|0)b[c+32>>0]=1;h=f[q>>2]|0;if(h|0){i=f[e>>2]|0;if((i|0)!=(h|0))f[e>>2]=i+(~(((i+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}l=0;h=f[s>>2]|0}if(h|0){i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h)}j=f[t>>2]|0;if(j|0){h=t+4|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-8-j|0)>>>3)<<3);sOb(j)}t=l;u=v;return t|0}function D7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;e=f[r>>2]|0;h=f[a>>2]|0;m=(e-h|0)/12|0;c=m+1|0;n=h;if(c>>>0>357913941)AMb(a);q=a+8|0;o=((f[q>>2]|0)-h|0)/12|0;g=o<<1;g=o>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)k=0;else if(g>>>0>357913941)vd();else{k=pOb(g*12|0)|0;break}while(0);d=k+(m*12|0)|0;c=d;o=k+(g*12|0)|0;f[d>>2]=0;l=k+(m*12|0)+4|0;f[l>>2]=0;f[k+(m*12|0)+8>>2]=0;j=f[b+4>>2]|0;b=f[b>>2]|0;g=j-b|0;i=(g|0)/24|0;if(g|0){if(i>>>0>178956970)AMb(d);g=pOb(g)|0;f[l>>2]=g;f[d>>2]=g;f[k+(m*12|0)+8>>2]=g+(i*24|0);if((b|0)!=(j|0)){do{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[b+8>>3];p[g+16>>3]=+p[b+16>>3];b=b+24|0;g=g+24|0}while((b|0)!=(j|0));f[l>>2]=g}}g=d+12|0;if((e|0)!=(n|0)){do{m=d+-12|0;l=e;e=e+-12|0;f[m>>2]=0;k=d+-8|0;f[k>>2]=0;f[d+-4>>2]=0;f[m>>2]=f[e>>2];m=l+-8|0;f[k>>2]=f[m>>2];l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[e>>2]=0;d=c+-12|0;c=d}while((e|0)!=(n|0));h=f[a>>2]|0}f[a>>2]=c;c=f[r>>2]|0;f[r>>2]=g;f[q>>2]=o;b=h;if((c|0)!=(b|0)){e=c;do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~(((d+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}}while((e|0)!=(b|0))}if(!h)return;sOb(h);return}function E7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;pqb(e,b);c=F7a(a,f[a>>2]|0,b,e,c)|0;u=d;return c|0}function F7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0;L=u;u=u+320|0;C=L+208|0;s=L+312|0;r=L+300|0;g=L+288|0;h=L+176|0;K=L+276|0;H=L+264|0;E=L+252|0;t=L+32|0;v=L;w=L+248|0;x=L+244|0;y=L+240|0;k=f[a+84>>2]|0;z=+p[k+48>>3];A=+p[k+56>>3];k=f[b+36>>2]|0;if(k|0){h=f[d+8>>2]|0;if((h|0)<(f[k>>2]|0))j=0;else if((f[d>>2]|0)>(f[k+8>>2]|0))j=0;else if((f[d+12>>2]|0)<(f[k+4>>2]|0))j=0;else j=(f[d+4>>2]|0)<=(f[k+12>>2]|0);i=b+40|0;g=f[i>>2]|0;if((h|0)<(f[g>>2]|0))h=0;else if((f[d>>2]|0)>(f[g+8>>2]|0))h=0;else if((f[d+12>>2]|0)<(f[g+4>>2]|0))h=0;else h=(f[d+4>>2]|0)<=(f[g+12>>2]|0);if(j)g=F7a(a,k,c,d,e)|0;else g=1;if(!h){K=g;u=L;return K|0}K=g&(F7a(a,f[i>>2]|0,c,d,e)|0);u=L;return K|0}I=f[c>>2]|0;R=+(f[I>>2]|0);Q=+(f[I+4>>2]|0);P=+(f[I+8>>2]|0);M=+(f[I+12>>2]|0);N=+(f[I+16>>2]|0);O=+(f[I+20>>2]|0);I=g+4|0;J=pOb(48)|0;f[g>>2]=J;G=J+48|0;f[g+8>>2]=G;p[J>>3]=R;p[J+8>>3]=Q;p[J+16>>3]=P;p[J+24>>3]=M;p[J+32>>3]=N;p[J+40>>3]=O;f[I>>2]=G;O=+(f[b+4>>2]|0);N=+(f[b+8>>2]|0);M=+(f[b+12>>2]|0);p[h>>3]=+(f[b>>2]|0);p[h+8>>3]=O;p[h+16>>3]=N;p[h+24>>3]=M;f[K>>2]=0;G=K+4|0;f[G>>2]=0;f[K+8>>2]=0;if(vqb(J,f[b+16>>2]|0,h,K)|0)i=1;else{f[H>>2]=0;F=H+4|0;f[F>>2]=0;f[H+8>>2]=0;D7a(H,K);f[E>>2]=0;D=E+4|0;f[D>>2]=0;f[E+8>>2]=0;m=f[b+28>>2]|0;g=f[m>>2]|0;m=f[m+4>>2]|0;a:do if((g|0)==(m|0)){g=f[H>>2]|0;n=f[F>>2]|0;B=42}else{n=r+4|0;o=r+8|0;q=E+8|0;l=g;b:while(1){qqb(v,f[l>>2]|0,3);g=f[F>>2]|0;h=f[H>>2]|0;if((g|0)!=(h|0)){j=0;do{b=h+(j*12|0)|0;qqb(C,f[b>>2]|0,2);if(Bqb(f[l>>2]|0,v,f[b>>2]|0,C,t,s,A,z)|0){if(f[s>>2]&2147483647|0){b=0;do{M=+p[t+(b*24|0)>>3];N=+p[t+(b*24|0)+8>>3];O=+p[t+(b*24|0)+16>>3];d=b|1;P=+p[t+(d*24|0)>>3];Q=+p[t+(d*24|0)+8>>3];R=+p[t+(d*24|0)+16>>3];d=pOb(48)|0;f[r>>2]=d;h=d+48|0;f[o>>2]=h;p[d>>3]=M;p[d+8>>3]=N;p[d+16>>3]=O;p[d+24>>3]=P;p[d+32>>3]=Q;p[d+40>>3]=R;f[n>>2]=h;h=f[D>>2]|0;if((h|0)==(f[q>>2]|0)){D7a(E,r);g=f[r>>2]|0}else{f[h>>2]=0;d=h+4|0;f[d>>2]=0;f[h+8>>2]=0;g=f[r>>2]|0;k=(f[n>>2]|0)-g|0;a=(k|0)/24|0;if(k){if(a>>>0>178956970)break b;c=pOb(k)|0;f[d>>2]=c;f[h>>2]=c;f[h+8>>2]=c+(a*24|0);g=f[r>>2]|0;a=f[n>>2]|0;if((g|0)!=(a|0)){k=g;h=c;do{p[h>>3]=+p[k>>3];p[h+8>>3]=+p[k+8>>3];p[h+16>>3]=+p[k+16>>3];k=k+24|0;h=h+24|0}while((k|0)!=(a|0));f[d>>2]=h;h=f[D>>2]|0}}f[D>>2]=h+12}if(g|0){h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}b=b+2|0}while(b>>>0<f[s>>2]<<1>>>0)}b=f[H>>2]|0;d=b+(j*12|0)|0;h=f[F>>2]|0;c=h+-12|0;a=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=a;c=b+(j*12|0)+4|0;a=h+-8|0;d=f[c>>2]|0;f[c>>2]=f[a>>2];f[a>>2]=d;b=b+(j*12|0)+8|0;h=h+-4|0;a=f[b>>2]|0;f[b>>2]=f[h>>2];f[h>>2]=a;h=f[F>>2]|0;a=h+-12|0;while(1){g=h+-12|0;f[F>>2]=g;k=f[g>>2]|0;if(k){g=h+-8|0;h=f[g>>2]|0;if((h|0)!=(k|0))f[g>>2]=h+(~(((h+-24-k|0)>>>0)/24|0)*24|0);sOb(k);g=f[F>>2]|0}if((g|0)==(a|0))break;else h=g}}else{j=j+1|0;g=f[F>>2]|0}h=f[H>>2]|0}while(j>>>0<((g-h|0)/12|0)>>>0)}h=f[E>>2]|0;j=f[D>>2]|0;if((h|0)!=(j|0)){f[w>>2]=g;f[x>>2]=h;f[y>>2]=j;f[r>>2]=f[w>>2];f[s>>2]=f[x>>2];f[C>>2]=f[y>>2];G7a(H,r,s,C)|0;k=f[E>>2]|0;g=f[D>>2]|0;if((g|0)!=(k|0))do{h=g+-12|0;f[D>>2]=h;j=f[h>>2]|0;if(!j)g=h;else{g=g+-8|0;h=f[g>>2]|0;if((h|0)!=(j|0))f[g>>2]=h+(~(((h+-24-j|0)>>>0)/24|0)*24|0);sOb(j);g=f[D>>2]|0}}while((g|0)!=(k|0))}g=f[H>>2]|0;h=f[F>>2]|0;l=l+12|0;if((g|0)==(h|0)){i=1;break a}if((l|0)==(m|0)){n=h;B=42;break a}}AMb(h)}while(0);c:do if((B|0)==42)if((g|0)==(n|0))i=0;else{b=e+4|0;l=e+8|0;m=C+4|0;d=g;while(1){U6a(C,d);j=f[b>>2]|0;if((j|0)==(f[l>>2]|0)){H7a(e,C);g=f[C>>2]|0}else{f[j>>2]=0;c=j+4|0;f[c>>2]=0;f[j+8>>2]=0;g=f[C>>2]|0;h=(f[m>>2]|0)-g|0;k=h>>3;if(k){if(k>>>0>536870911)break;a=pOb(h)|0;f[c>>2]=a;f[j>>2]=a;f[j+8>>2]=a+(k<<3);g=f[C>>2]|0;h=(f[m>>2]|0)-g|0;if((h|0)>0){bQb(a|0,g|0,h|0)|0;f[c>>2]=a+(h>>>3<<3)}}f[b>>2]=(f[b>>2]|0)+12}if(g|0){h=f[m>>2]|0;if((h|0)!=(g|0))f[m>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}d=d+12|0;if((d|0)==(n|0)){i=0;break c}}AMb(j)}while(0);g=f[E>>2]|0;if(g|0){h=f[D>>2]|0;if((h|0)!=(g|0)){do{j=h+-12|0;f[D>>2]=j;k=f[j>>2]|0;if(!k)h=j;else{h=h+-8|0;j=f[h>>2]|0;if((j|0)!=(k|0))f[h>>2]=j+(~(((j+-24-k|0)>>>0)/24|0)*24|0);sOb(k);h=f[D>>2]|0}}while((h|0)!=(g|0));g=f[E>>2]|0}sOb(g)}g=f[H>>2]|0;if(g|0){h=f[F>>2]|0;if((h|0)!=(g|0)){do{j=h+-12|0;f[F>>2]=j;k=f[j>>2]|0;if(!k)h=j;else{h=h+-8|0;j=f[h>>2]|0;if((j|0)!=(k|0))f[h>>2]=j+(~(((j+-24-k|0)>>>0)/24|0)*24|0);sOb(k);h=f[F>>2]|0}}while((h|0)!=(g|0));g=f[H>>2]|0}sOb(g)}}g=f[K>>2]|0;if(g|0){h=f[G>>2]|0;if((h|0)!=(g|0))f[G>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}g=f[I>>2]|0;if((g|0)!=(J|0))f[I>>2]=g+(~(((g+-24-J|0)>>>0)/24|0)*24|0);sOb(J);K=i;u=L;return K|0}function G7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0;l=f[a>>2]|0;h=l;i=(f[b>>2]|0)-h|0;b=l+(((i|0)/12|0)*12|0)|0;m=f[c>>2]|0;g=f[d>>2]|0;v=g-m|0;o=(v|0)/12|0;t=g;if((v|0)<=0){v=b;return v|0}u=a+8|0;e=f[u>>2]|0;v=a+4|0;q=f[v>>2]|0;d=q;if((o|0)<=((e-d|0)/12|0|0)){n=d-b|0;d=(n|0)/12|0;if((o|0)>(d|0)){d=m+(d*12|0)|0;g=d;a:do if((d|0)==(t|0))k=q;else{e=q;while(1){f[e>>2]=0;m=e+4|0;f[m>>2]=0;f[e+8>>2]=0;j=d+4|0;h=(f[j>>2]|0)-(f[d>>2]|0)|0;i=(h|0)/24|0;if(h|0){if(i>>>0>178956970)break;l=pOb(h)|0;f[m>>2]=l;f[e>>2]=l;f[e+8>>2]=l+(i*24|0);h=f[d>>2]|0;i=f[j>>2]|0;if((h|0)!=(i|0)){e=l;do{p[e>>3]=+p[h>>3];p[e+8>>3]=+p[h+8>>3];p[e+16>>3]=+p[h+16>>3];h=h+24|0;e=e+24|0}while((h|0)!=(i|0));f[m>>2]=e}}d=d+12|0;e=(f[v>>2]|0)+12|0;f[v>>2]=e;if((d|0)==(t|0)){k=e;break a}}AMb(e)}while(0);if((n|0)<=0){v=b;return v|0}}else k=q;e=k-(b+(o*12|0))|0;h=b+(((e|0)/12|0)*12|0)|0;if(h>>>0<q>>>0){d=h;i=k;do{f[i>>2]=0;u=i+4|0;f[u>>2]=0;f[i+8>>2]=0;f[i>>2]=f[d>>2];a=d+4|0;f[u>>2]=f[a>>2];u=d+8|0;f[i+8>>2]=f[u>>2];f[u>>2]=0;f[a>>2]=0;f[d>>2]=0;d=d+12|0;i=(f[v>>2]|0)+12|0;f[v>>2]=i}while(d>>>0<q>>>0)}if(e|0)do{j=h;h=h+-12|0;d=k;k=k+-12|0;e=f[k>>2]|0;l=d+-8|0;if(!e)d=d+-4|0;else{i=f[l>>2]|0;if((i|0)!=(e|0))f[l>>2]=i+(~(((i+-24-e|0)>>>0)/24|0)*24|0);sOb(e);d=d+-4|0;f[d>>2]=0;f[l>>2]=0;f[k>>2]=0}f[k>>2]=f[h>>2];v=j+-8|0;f[l>>2]=f[v>>2];a=j+-4|0;f[d>>2]=f[a>>2];f[a>>2]=0;f[v>>2]=0;f[h>>2]=0}while((h|0)!=(b|0));d=f[c>>2]|0;if((d|0)==(g|0)){v=b;return v|0}else e=b;while(1){if((e|0)!=(d|0))I7a(e,f[d>>2]|0,f[d+4>>2]|0);d=d+12|0;if((d|0)==(g|0))break;else e=e+12|0}return b|0}d=((d-h|0)/12|0)+o|0;if(d>>>0>357913941)AMb(a);c=(e-h|0)/12|0;g=c<<1;g=c>>>0<178956970?(g>>>0<d>>>0?d:g):357913941;d=(i|0)/12|0;do if(!g)j=0;else if(g>>>0>357913941)vd();else{j=pOb(g*12|0)|0;break}while(0);o=j+(d*12|0)|0;e=o;n=j+(g*12|0)|0;do if((m|0)==(t|0)){s=e;r=l}else{l=e;i=o;k=m;while(1){f[i>>2]=0;j=i+4|0;f[j>>2]=0;f[i+8>>2]=0;h=k+4|0;d=(f[h>>2]|0)-(f[k>>2]|0)|0;g=(d|0)/24|0;if(d|0){if(g>>>0>178956970){d=35;break}d=pOb(d)|0;f[j>>2]=d;f[i>>2]=d;f[i+8>>2]=d+(g*24|0);g=f[k>>2]|0;h=f[h>>2]|0;if((g|0)!=(h|0)){do{p[d>>3]=+p[g>>3];p[d+8>>3]=+p[g+8>>3];p[d+16>>3]=+p[g+16>>3];g=g+24|0;d=d+24|0}while((g|0)!=(h|0));f[j>>2]=d}}d=l+12|0;l=d;k=k+12|0;if((k|0)==(t|0)){d=40;break}else i=d}if((d|0)==35)AMb(i);else if((d|0)==40){s=l;r=f[a>>2]|0;break}}while(0);if((r|0)==(b|0)){d=o;h=e}else{g=b;d=o;do{t=d+-12|0;c=g;g=g+-12|0;f[t>>2]=0;q=d+-8|0;f[q>>2]=0;f[d+-4>>2]=0;f[t>>2]=f[g>>2];t=c+-8|0;f[q>>2]=f[t>>2];c=c+-4|0;f[d+-4>>2]=f[c>>2];f[c>>2]=0;f[t>>2]=0;f[g>>2]=0;d=e+-12|0;e=d}while((g|0)!=(r|0));h=e}g=f[v>>2]|0;if((g|0)==(b|0))e=s;else{e=s;d=s;do{f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;f[d>>2]=f[b>>2];t=b+4|0;f[c>>2]=f[t>>2];c=b+8|0;f[d+8>>2]=f[c>>2];f[c>>2]=0;f[t>>2]=0;f[b>>2]=0;b=b+12|0;d=e+12|0;e=d}while((b|0)!=(g|0));d=h;b=f[v>>2]|0}h=f[a>>2]|0;f[a>>2]=d;f[v>>2]=e;f[u>>2]=n;if((b|0)!=(h|0))do{d=b;b=b+-12|0;g=f[b>>2]|0;if(g|0){d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}}while((b|0)!=(h|0));if(!h){v=o;return v|0}sOb(h);v=o;return v|0}function H7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=a+4|0;g=f[q>>2]|0;i=f[a>>2]|0;n=(g-i|0)/12|0;c=n+1|0;e=i;if(c>>>0>357913941)AMb(a);p=a+8|0;o=((f[p>>2]|0)-i|0)/12|0;h=o<<1;h=o>>>0<178956970?(h>>>0<c>>>0?c:h):357913941;do if(!h)m=0;else if(h>>>0>357913941)vd();else{m=pOb(h*12|0)|0;break}while(0);c=m+(n*12|0)|0;d=c;o=m+(h*12|0)|0;f[c>>2]=0;k=m+(n*12|0)+4|0;f[k>>2]=0;f[m+(n*12|0)+8>>2]=0;l=f[b>>2]|0;h=(f[b+4>>2]|0)-l|0;b=h>>3;if(b|0){if(b>>>0>536870911)AMb(c);j=pOb(h)|0;f[k>>2]=j;f[c>>2]=j;f[m+(n*12|0)+8>>2]=j+(b<<3);if((h|0)>0){bQb(j|0,l|0,h|0)|0;f[k>>2]=j+(h>>>3<<3)}}h=c+12|0;if((g|0)!=(e|0)){do{n=c+-12|0;m=g;g=g+-12|0;f[n>>2]=0;l=c+-8|0;f[l>>2]=0;f[c+-4>>2]=0;f[n>>2]=f[g>>2];n=m+-8|0;f[l>>2]=f[n>>2];m=m+-4|0;f[c+-4>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[g>>2]=0;c=d+-12|0;d=c}while((g|0)!=(e|0));i=f[a>>2]|0;e=f[q>>2]|0}f[a>>2]=d;f[q>>2]=h;f[p>>2]=o;h=i;if((e|0)!=(h|0))do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}}while((e|0)!=(h|0));if(!i)return;sOb(i);return}function I7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=(c-b|0)/24|0;k=a+8|0;d=f[k>>2]|0;i=f[a>>2]|0;e=i;if(j>>>0>((d-i|0)/24|0)>>>0){h=i;if(i){d=a+4|0;g=f[d>>2]|0;if((g|0)!=(e|0))f[d>>2]=g+(~(((g+-24-i|0)>>>0)/24|0)*24|0);sOb(h);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(j>>>0>178956970)AMb(a);i=(d|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<j>>>0?j:e):178956970;if(e>>>0>178956970)AMb(a);d=pOb(e*24|0)|0;g=a+4|0;f[g>>2]=d;f[a>>2]=d;f[k>>2]=d+(e*24|0);if((b|0)==(c|0))return;do{p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];b=b+24|0;d=d+24|0}while((b|0)!=(c|0));f[g>>2]=d;return}else{a=a+4|0;k=f[a>>2]|0;d=(k-i|0)/24|0;h=j>>>0>d>>>0;d=b+(d*24|0)|0;g=h?d:c;i=k;if((g|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(g|0));b=e}if(!h){if((b|0)==(i|0))return;f[a>>2]=i+(~(((i+-24-b|0)>>>0)/24|0)*24|0);return}if((g|0)==(c|0))return;b=f[a>>2]|0;do{p[b>>3]=+p[d>>3];p[b+8>>3]=+p[d+8>>3];p[b+16>>3]=+p[d+16>>3];d=d+24|0;b=b+24|0}while((d|0)!=(c|0));f[a>>2]=b;return}}function J7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=f[d>>2]|0;if((i|0)<3){h=0;return h|0}if((d+(i<<2)+4|0)==(e|0)){if((i|0)==3){k=f[d+4>>2]|0;l=f[d+8>>2]|0;d=f[d+12>>2]|0;$h[g&3](h,0,b+(k*12|0)|0,b+(l*12|0)|0,b+(d*12|0)|0,k,l,d,0,0,0);h=1;return h|0}if(!((K7a(b,d,e)|0)&1)){a=f[d>>2]|0;j=d+8|0;i=f[d+4>>2]|0;c=f[j>>2]|0;e=a+-2|0;if((a|0)>3){k=a+-4|0;l=k>>>1;a=j;while(1){j=i;i=f[a+(e<<2)>>2]|0;n=b+(c*12|0)|0;m=b+(i*12|0)|0;$h[g&3](h,1,b+(j*12|0)|0,n,m,j,c,i,0,0,0);a=a+4|0;j=c;c=f[a>>2]|0;$h[g&3](h,1,n,b+(c*12|0)|0,m,j,c,i,0,0,0);if((e|0)<=3)break;else e=e+-2|0}e=k&1;a=l+3|0}else a=2;if(!e){n=1;return n|0}n=f[d+(a<<2)+4>>2]|0;$h[g&3](h,1,b+(i*12|0)|0,b+(c*12|0)|0,b+(n*12|0)|0,i,c,n,0,0,0);n=1;return n|0}}n=O7a(a,b,c,d,e,g,h)|0;return n|0}function K7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0;y=u;u=u+80|0;p=y+36|0;q=p;i=y;d=f[b>>2]|0;if((d|0)!=((c-b>>2)+-1|0)){x=1;u=y;return x|0}if((d|0)==3){x=0;u=y;return x|0}d=b+4|0;l=f[c+-8>>2]|0;o=f[c+-4>>2]|0;b=a+(o*12|0)|0;m=+n[b>>2];k=m-+n[a+(l*12|0)>>2];g=+n[a+(o*12|0)+4>>2]-+n[a+(l*12|0)+4>>2];e=+n[a+(o*12|0)+8>>2]-+n[a+(l*12|0)+8>>2];n[p>>2]=k;l=p+4|0;n[l>>2]=g;o=p+8|0;n[o>>2]=e;a:do if(k==0.0){while(1){if(!(e==0.0&g==0.0))break a;h=f[d>>2]|0;j=a+(h*12|0)|0;d=d+4|0;if((d|0)==(c|0)){b=0;break}k=m;m=+n[j>>2];k=m-k;g=+n[a+(h*12|0)+4>>2]-+n[b+4>>2];e=+n[a+(h*12|0)+8>>2]-+n[b+8>>2];n[p>>2]=k;n[l>>2]=g;n[o>>2]=e;if(!(k==0.0)){b=j;break a}else b=j}u=y;return b|0}while(0);f[p+12>>2]=k==0.0?0:k<0.0?-1:1;f[p+16>>2]=g==0.0?0:g<0.0?-1:1;f[p+20>>2]=e==0.0?0:e<0.0?-1:1;n[p+24>>2]=0.0;n[p+28>>2]=0.0;n[p+32>>2]=0.0;w=b;v=d;h=0;t=q;r=0;q=0;while(1){b=f[v>>2]|0;s=w;w=a+(b*12|0)|0;k=+n[a+(b*12|0)+4>>2]-+n[s+4>>2];m=+n[a+(b*12|0)+8>>2]-+n[s+8>>2];b=i;p=i;n[p>>2]=+n[w>>2]-+n[s>>2];n[b+4>>2]=k;n[b+8>>2]=m;m=+n[p>>2];p=m==0.0;b=m<0.0?-1:1;s=i;d=s+12|0;f[d>>2]=p?0:b;if(p){b=f[t+12>>2]|0;f[d>>2]=b}m=+n[s+4>>2];p=m==0.0;d=m<0.0?-1:1;j=s+16|0;f[j>>2]=p?0:d;if(p){d=f[t+16>>2]|0;f[j>>2]=d}g=+n[s+8>>2];o=g==0.0;j=g<0.0?-1:1;l=s+20|0;f[l>>2]=o?0:j;if(o){j=f[t+20>>2]|0;f[l>>2]=j}e=+n[s>>2];if(e!=0.0|p^1|o^1){l=t;h=h+((b|0)!=(f[l+12>>2]|0)&1)|0;b=q+((d|0)!=(f[l+16>>2]|0)&1)|0;d=r+((j|0)!=(f[l+20>>2]|0)&1)|0;z=+n[l+4>>2];B=+n[l+8>>2];k=g*z-m*B;A=+n[l>>2];g=e*B-g*A;e=m*A-e*z;n[s+24>>2]=k;n[s+28>>2]=g;n[s+32>>2]=e;if(e==0.0&(k==0.0&g==0.0))j=t;else if(k*+n[l+24>>2]+g*+n[l+28>>2]+e*+n[l+32>>2]<0.0){b=1;x=19;break}else{j=i;i=t}}else{j=t;d=r;b=q}v=v+4|0;if((v|0)==(c|0))break;else{t=j;r=d;q=b}}if((x|0)==19){u=y;return b|0}x=((d|0)>2|((b|0)>2|(h|0)>2))&1;u=y;return x|0}function L7a(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0;n=f[a+320>>2]|0;l=f[a+400>>2]|0;m=f[a+408>>2]|0;i=f[a+808>>2]|0;o=f[a+816>>2]|0;j=f[a+824>>2]|0;q=f[a+1392>>2]|0;r=f[a+1400>>2]|0;a:{if(q){q=0;switch(r|0){case 4:case 2:case 0:{c=l+1|0;d=m;break}case 1:{c=f[(n+12|0)>>2]|0;d=f[(c+4|0)>>2]|0;if((d|0)==(f[c+8>>2]|0))u6a(c,j);else{p[d>>3]=+p[j>>3];p[d+8>>3]=+p[i+(l*72|0)+8>>3];p[d+16>>3]=+p[i+(l*72|0)+16>>3];p[d+24>>3]=+p[i+(l*72|0)+24>>3];p[d+32>>3]=+p[i+(l*72|0)+32>>3];p[d+40>>3]=+p[i+(l*72|0)+40>>3];p[d+48>>3]=+p[i+(l*72|0)+48>>3];p[d+56>>3]=+p[i+(l*72|0)+56>>3];p[d+64>>3]=+p[i+(l*72|0)+64>>3];f[(c+4|0)>>2]=d+72}e=f[(n+16|0)>>2]|0;c=(f[e>>2]|0)+(l*72|0)|0;h=f[(e+4|0)>>2]|0;if((c+72|0|0)!=(h|0)){d=c+72|0;do{g=+p[d>>3];p[d>>3]=+p[c>>3];p[c>>3]=g;k=d+8|0;g=+p[k>>3];s=c+8|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+16|0;g=+p[s>>3];k=c+16|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+24|0;g=+p[k>>3];s=c+24|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+32|0;g=+p[s>>3];k=c+32|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+40|0;g=+p[k>>3];s=c+40|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+48|0;g=+p[s>>3];k=c+48|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+56|0;g=+p[k>>3];s=c+56|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+64|0;g=+p[s>>3];k=c+64|0;p[s>>3]=+p[k>>3];p[k>>3]=g;d=d+72|0;c=c+72|0}while((d|0)!=(h|0))}if((h|0)!=(c|0))f[(e+4|0)>>2]=h+(~(((h+-72-c|0)>>>0)/72|0)*72|0);c=l;d=m+-1|0;break}default:q=1}}if(q){q=0;switch(r|0){case 3:{k=l+1|0;z=+p[((a+72|0)+8|0)>>3];y=+p[((a+72|0)+16|0)>>3];x=+p[((a+72|0)+24|0)>>3];w=+p[((a+72|0)+32|0)>>3];v=+p[((a+72|0)+40|0)>>3];u=+p[((a+72|0)+48|0)>>3];t=+p[((a+72|0)+56|0)>>3];g=+p[((a+72|0)+64|0)>>3];p[j>>3]=+p[(a+72|0)>>3];p[i+(l*72|0)+8>>3]=z;p[i+(l*72|0)+16>>3]=y;p[i+(l*72|0)+24>>3]=x;p[i+(l*72|0)+32>>3]=w;p[i+(l*72|0)+40>>3]=v;p[i+(l*72|0)+48>>3]=u;p[i+(l*72|0)+56>>3]=t;p[i+(l*72|0)+64>>3]=g;d=b[((a+288|0)+1|0)>>0]|0;if((d&255)>3){c=3;do{e=f[(n+16|0)>>2]|0;g=+p[(a+72|0)+(c*24|0)>>3];p[a>>3]=g;p[(a+8|0)>>3]=+p[(a+72|0)+(c*24|0)+8>>3];p[(a+16|0)>>3]=+p[(a+72|0)+(c*24|0)+16>>3];h=c+1|0;p[(a+24|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+32|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+40|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=c+2|0;p[(a+48|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+56|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+64|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=f[(e+4|0)>>2]|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[h+16>>2]=f[a+16>>2];f[h+20>>2]=f[a+20>>2];p[h>>3]=g;p[h+8>>3]=+p[(a+8|0)>>3];p[h+16>>3]=+p[(a+16|0)>>3];f[(h+24|0)>>2]=f[(a+24|0)>>2];f[(h+24|0)+4>>2]=f[(a+24|0)+4>>2];f[(h+24|0)+8>>2]=f[(a+24|0)+8>>2];f[(h+24|0)+12>>2]=f[(a+24|0)+12>>2];f[(h+24|0)+16>>2]=f[(a+24|0)+16>>2];f[(h+24|0)+20>>2]=f[(a+24|0)+20>>2];p[(h+24|0)>>3]=+p[(a+24|0)>>3];p[h+32>>3]=+p[(a+32|0)>>3];p[h+40>>3]=+p[(a+40|0)>>3];f[(h+48|0)>>2]=f[(a+48|0)>>2];f[(h+48|0)+4>>2]=f[(a+48|0)+4>>2];f[(h+48|0)+8>>2]=f[(a+48|0)+8>>2];f[(h+48|0)+12>>2]=f[(a+48|0)+12>>2];f[(h+48|0)+16>>2]=f[(a+48|0)+16>>2];f[(h+48|0)+20>>2]=f[(a+48|0)+20>>2];p[(h+48|0)>>3]=+p[(a+48|0)>>3];p[h+56>>3]=+p[(a+56|0)>>3];p[h+64>>3]=+p[(a+64|0)>>3];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+72}else{t6a(e,a);d=b[((a+288|0)+1|0)>>0]|0}c=c+3|0}while(c>>>0<(d&255)>>>0)}else c=3;d=b[((a+288|0)+2|0)>>0]|0;if(c>>>0<(d&255)>>>0){do{e=f[(n+12|0)>>2]|0;g=+p[(a+72|0)+(c*24|0)>>3];p[a>>3]=g;p[(a+8|0)>>3]=+p[(a+72|0)+(c*24|0)+8>>3];p[(a+16|0)>>3]=+p[(a+72|0)+(c*24|0)+16>>3];h=c+1|0;p[(a+24|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+32|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+40|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=c+2|0;p[(a+48|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+56|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+64|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=f[(e+4|0)>>2]|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[h+16>>2]=f[a+16>>2];f[h+20>>2]=f[a+20>>2];p[h>>3]=g;p[h+8>>3]=+p[(a+8|0)>>3];p[h+16>>3]=+p[(a+16|0)>>3];f[(h+24|0)>>2]=f[(a+24|0)>>2];f[(h+24|0)+4>>2]=f[(a+24|0)+4>>2];f[(h+24|0)+8>>2]=f[(a+24|0)+8>>2];f[(h+24|0)+12>>2]=f[(a+24|0)+12>>2];f[(h+24|0)+16>>2]=f[(a+24|0)+16>>2];f[(h+24|0)+20>>2]=f[(a+24|0)+20>>2];p[(h+24|0)>>3]=+p[(a+24|0)>>3];p[h+32>>3]=+p[(a+32|0)>>3];p[h+40>>3]=+p[(a+40|0)>>3];f[(h+48|0)>>2]=f[(a+48|0)>>2];f[(h+48|0)+4>>2]=f[(a+48|0)+4>>2];f[(h+48|0)+8>>2]=f[(a+48|0)+8>>2];f[(h+48|0)+12>>2]=f[(a+48|0)+12>>2];f[(h+48|0)+16>>2]=f[(a+48|0)+16>>2];f[(h+48|0)+20>>2]=f[(a+48|0)+20>>2];p[(h+48|0)>>3]=+p[(a+48|0)>>3];p[h+56>>3]=+p[(a+56|0)>>3];p[h+64>>3]=+p[(a+64|0)>>3];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+72}else{t6a(e,a);d=b[((a+288|0)+2|0)>>0]|0}c=c+3|0}while(c>>>0<(d&255)>>>0);c=k;d=m}else{c=k;d=m}break}default:q=1}}if(q){q=0;switch(r|0){default:{c=l;d=m}}}if(c>>>0>=d>>>0){f[a+1408>>2]=2;f[a+1412>>2]=1;break a}l=c;m=d;o=f[(n+16|0)>>2]|0}f[a+400>>2]=l;f[a+408>>2]=m;f[a+816>>2]=o;f[a+1392>>2]=q}function M7a(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;o=f[a+80>>2]|0;v=f[a+88>>2]|0;w=f[a+96>>2]|0;q=f[a+144>>2]|0;r=f[a+168>>2]|0;u=f[a+176>>2]|0;s=f[a+200>>2]|0;t=f[a+872>>2]|0;c=f[a+880>>2]|0;n=f[a+888>>2]|0;x=f[a+976>>2]|0;a:{b:do if((c|0)!=(n|0))while(1){P6a(a,f[(v+36|0)>>2]|0,c,o+40|0,+p[(o+32|0)>>3]);c:{d=1;e=b[a>>0]|0;if(d)switch(e|0){case 0:{d=f[u>>2]|0;if((d|0)==(f[((a+28|0)+8|0)>>2]|0)){V4a(a+28|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[u>>2]=d+88;break c}}case 1:{d=f[s>>2]|0;if((d|0)==(f[t>>2]|0)){V4a(a+16|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[s>>2]=d+88;break c}}case 2:{f[(o+16|0)>>2]=(f[(o+16|0)>>2]|0)+1;d=f[r>>2]|0;if((d|0)==(f[q>>2]|0)){V4a(a+40|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[r>>2]=d+88;break c}}default:d=1}if(d)switch(e|0){case 3:{f[(o+12|0)>>2]=(f[(o+12|0)>>2]|0)+1;d=b[(a+2|0)>>0]|0;f[(o+24|0)>>2]=(f[(o+24|0)>>2]|0)+-1+(((d&255)/3|0)&255);if(d<<24>>24){m=c+72|0;l=0;do{e=(l|0)<(h[(a+1|0)>>0]|0)?a+28|0:a+16|0;g=o+40+(l*24|0)|0;i=l+1|0;j=l+2|0;k=f[(e+4|0)>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){p[k>>3]=+p[g>>3];p[k+8>>3]=+p[o+40+(l*24|0)+8>>3];p[k+16>>3]=+p[o+40+(l*24|0)+16>>3];p[k+24>>3]=+p[(o+40+(i*24|0)|0)>>3];p[k+32>>3]=+p[o+40+(i*24|0)+8>>3];p[k+40>>3]=+p[o+40+(i*24|0)+16>>3];p[k+48>>3]=+p[(o+40+(j*24|0)|0)>>3];p[k+56>>3]=+p[o+40+(j*24|0)+8>>3];p[k+64>>3]=+p[o+40+(j*24|0)+16>>3];f[(k+72|0)>>2]=f[m>>2];f[(k+72|0)+4>>2]=f[m+4>>2];f[(k+72|0)+8>>2]=f[m+8>>2];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+88}else{$6a(e,g,o+40+(i*24|0)|0,o+40+(j*24|0)|0,m);d=b[(a+2|0)>>0]|0}l=l+3|0}while((l|0)<(d&255|0))}break}case 4:{f[(o+20|0)>>2]=(f[(o+20|0)>>2]|0)+1;break}default:{}}}c=c+88|0;if((c|0)==(n|0))break b}while(0);c=f[r>>2]|0;g=f[(a+40|0)>>2]|0;f[(o+8|0)>>2]=((c-g|0)/88|0)+(f[(o+8|0)>>2]|0);i=f[(v+36|0)>>2]|0;d=f[(i+32|0)>>2]|0;if(!d){e=i+40|0;d=g}else{c=f[(i+36|0)>>2]|0;if((c|0)!=(d|0))f[(i+36|0)>>2]=c+(~(((c+-88-d|0)>>>0)/88|0)*88|0);sOb(d);f[(i+40|0)>>2]=0;f[(i+36|0)>>2]=0;f[(i+32|0)>>2]=0;e=i+40|0;d=f[(a+40|0)>>2]|0;c=f[r>>2]|0}f[(i+32|0)>>2]=d;f[(i+36|0)>>2]=c;f[e>>2]=f[q>>2];f[q>>2]=0;f[r>>2]=0;f[(a+40|0)>>2]=0;l=f[(a+16|0)>>2]|0;m=f[s>>2]|0;do{k=1;if(k){k=0;if((f[(a+28|0)>>2]|0)==(f[u>>2]|0)){if((l|0)!=(m|0)){Z6a(a,a+8|0,a+16|0);u=(f[(v+36|0)>>2]|0)+48|0;r=f[a>>2]|0;f[a>>2]=0;c=f[u>>2]|0;f[u>>2]=r;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(v+36|0)>>2]|0)+48>>2];c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(a+16|0)>>2];f[(v+28|0)>>2]=f[s>>2];f[(v+32|0)>>2]=f[t>>2];f[t>>2]=0;f[s>>2]=0;f[(a+16|0)>>2]=0;break}c=f[(v+20|0)>>2]|0;if(!c){x=69;f[a+1008>>2]=2;f[a+1012>>2]=3;break a}g=c+-1+(f[(v+16|0)>>2]|0)|0;i=f[(f[(v+4|0)>>2]|0)+(g>>>8<<2)>>2]|0;c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(i+((g&255)<<4)+4|0)>>2];f[(v+28|0)>>2]=f[(i+((g&255)<<4)+8|0)>>2];f[(v+32|0)>>2]=f[(i+((g&255)<<4)+12|0)>>2];f[(i+((g&255)<<4)+12|0)>>2]=0;f[(i+((g&255)<<4)+8|0)>>2]=0;f[(i+((g&255)<<4)+4|0)>>2]=0;Z6a(a,a+8|0,v+24|0);r=(f[(i+((g&255)<<4)|0)>>2]|0)+48|0;q=f[a>>2]|0;f[a>>2]=0;c=f[r>>2]|0;f[r>>2]=q;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(i+((g&255)<<4)|0)>>2]|0)+48>>2];g=f[(v+20|0)>>2]|0;d=f[(v+16|0)>>2]|0;e=f[(v+4|0)>>2]|0;i=f[e+((g+-1+d|0)>>>8<<2)>>2]|0;j=f[i+(((g+-1+d|0)&255)<<4)+4>>2]|0;if(j){c=f[(i+(((g+-1+d|0)&255)<<4)+8|0)>>2]|0;if((c|0)!=(j|0))f[(i+(((g+-1+d|0)&255)<<4)+8|0)>>2]=c+(~(((c+-88-j|0)>>>0)/88|0)*88|0);sOb(j);g=f[(v+20|0)>>2]|0;e=f[(v+4|0)>>2]|0;d=f[(v+16|0)>>2]|0}f[(v+20|0)>>2]=g+-1;c=f[(v+8|0)>>2]|0;r=c-e|0;if((1-d-g+((r|0)==0?0:(r<<6)+-1|0)|0)>>>0>511){sOb(f[c+-4>>2]|0);f[(v+8|0)>>2]=(f[(v+8|0)>>2]|0)+-4}}else k=1}if(k)if(1){if((l|0)!=(m|0)){i=f[(v+36|0)>>2]|0;j=f[t>>2]|0;f[t>>2]=0;f[s>>2]=0;f[(a+16|0)>>2]=0;g=f[(v+8|0)>>2]|0;e=f[(v+4|0)>>2]|0;c=f[(v+16|0)>>2]|0;d=f[(v+20|0)>>2]|0;if((((g-e|0|0)==0?0:((g-e|0)<<6)+-1|0)|0)==(d+c|0)){a7a(v);c=f[(v+16|0)>>2]|0;d=f[(v+20|0)>>2]|0;g=f[(v+8|0)>>2]|0;e=f[(v+4|0)>>2]|0}c=d+c|0;if((g|0)==(e|0))c=0;else c=(f[e+(c>>>8<<2)>>2]|0)+((c&255)<<4)|0;f[c>>2]=i;f[c+4>>2]=l;f[c+8>>2]=m;f[c+12>>2]=j;f[(v+20|0)>>2]=d+1}Z6a(a,a+8|0,a+28|0);t=(f[(v+36|0)>>2]|0)+44|0;s=f[a>>2]|0;f[a>>2]=0;c=f[t>>2]|0;f[t>>2]=s;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(v+36|0)>>2]|0)+44>>2];c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(a+28|0)>>2];f[(v+28|0)>>2]=f[u>>2];f[(v+32|0)>>2]=f[((a+28|0)+8|0)>>2];f[((a+28|0)+8|0)>>2]=0;f[u>>2]=0;f[(a+28|0)>>2]=0}}while(0);v=gDb()|0;t=I;u=f[w+4>>2]|0;if(!((t|0)<(u|0)|((t|0)==(u|0)?v>>>0<(f[w>>2]|0)>>>0:0))){x=90;f[a+1008>>2]=1;break a}}f[a+976>>2]=x}function N7a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;v=f[a+32>>2]|0;w=f[a+136>>2]|0;u=f[a+168>>2]|0;t=f[a+288>>2]|0;x=f[a+504>>2]|0;o=f[a+704>>2]|0;p=f[a+920>>2]|0;q=f[a+1096>>2]|0;y=f[a+1464>>2]|0;z=f[a+1560>>2]|0;a:{b:while(1){s=u;switch((x-s|0)>>3|0){case 2:{z=5;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 3:{z=9;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 4:{z=27;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 5:{z=28;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 1:case 0:{z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}default:{}}if((x-s|0|0)<248){z=30;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}k=((x-s|0)>>3|0)/2|0;j=u+(k<<3)|0;do if((x-s|0|0)>7992){i=w7a(u,u+((((x-s|0)>>3|0)/4|0)<<3)|0,j,j+((((x-s|0)>>3|0)/4|0)<<3)|0,o)|0;c=j;m=u}else{g=f[j>>2]|0;c=f[u>>2]|0;if((g|0)==(c|0))d=(f[u+(k<<3)+4>>2]|0)<(f[u+4>>2]|0);else d=(g|0)<(c|0);c=f[o>>2]|0;if((c|0)==(g|0))c=(f[q>>2]|0)<(f[u+(k<<3)+4>>2]|0);else c=(c|0)<(g|0);if(!d){if(!c){i=0;c=j;m=u;break}d=f[j>>2]|0;c=f[j+4>>2]|0;m=f[o+4>>2]|0;f[j>>2]=f[o>>2];f[j+4>>2]=m;f[o>>2]=d;f[o+4>>2]=c;c=f[j>>2]|0;d=f[u>>2]|0;if((c|0)==(d|0)){if((f[u+(k<<3)+4>>2]|0)>=(f[u+4>>2]|0)){i=1;c=j;m=u;break}}else if((c|0)>=(d|0)){i=1;c=j;m=u;break}i=u;c=f[i>>2]|0;i=f[i+4>>2]|0;l=f[j+4>>2]|0;m=u;f[m>>2]=f[j>>2];f[m+4>>2]=l;f[j>>2]=c;f[j+4>>2]=i;i=2;c=j;m=u;break}g=u;d=f[g>>2]|0;g=f[g+4>>2]|0;if(c){c=f[o+4>>2]|0;i=u;f[i>>2]=f[o>>2];f[i+4>>2]=c;f[o>>2]=d;f[o+4>>2]=g;i=1;c=j;m=u;break}m=f[j+4>>2]|0;c=u;f[c>>2]=f[j>>2];f[c+4>>2]=m;f[j>>2]=d;f[j+4>>2]=g;c=f[o>>2]|0;if((c|0)==(d|0)){if((f[q>>2]|0)>=(g|0)){i=1;c=j;m=u;break}}else if((c|0)>=(d|0)){i=1;c=j;m=u;break}i=f[o+4>>2]|0;f[j>>2]=f[o>>2];f[j+4>>2]=i;f[o>>2]=d;f[o+4>>2]=g;i=2;c=j;m=u}while(0);l=f[m>>2]|0;h=f[c>>2]|0;if((l|0)==(h|0)){if((f[u+4>>2]|0)<(f[u+(k<<3)+4>>2]|0)){e=o;b=i;break}}else if((l|0)<(h|0)){e=o;b=i;break}if((u|0)!=(p|0)){g=u+(k<<3)+4|0;c=o;r=p;while(1){d=f[r>>2]|0;if((d|0)==(h|0)){if((f[c+-4>>2]|0)<(f[g>>2]|0)){z=111;break b}}else if((d|0)<(h|0)){z=111;break b}c=r+-8|0;if((u|0)==(c|0))break;else{k=r;r=c;c=k}}}c=u+8|0;d=f[o>>2]|0;if((l|0)==(d|0))if((f[u+4>>2]|0)<(f[q>>2]|0))n=c;else z=88;else if((l|0)<(d|0))n=c;else z=88;if((z|0)==88){z=0;if((c|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}g=u+4|0;while(1){d=f[c>>2]|0;if((l|0)==(d|0)){if((f[g>>2]|0)<(f[c+4>>2]|0))break}else if((l|0)<(d|0))break;c=c+8|0;if((c|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}}n=c;s=f[n>>2]|0;n=f[n+4>>2]|0;k=f[o+4>>2]|0;l=c;f[l>>2]=f[o>>2];f[l+4>>2]=k;f[o>>2]=s;f[o+4>>2]=n;n=c+8|0}if((n|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}i=u+4|0;g=o;c=n;while(1){j=f[m>>2]|0;while(1){d=f[c>>2]|0;if((j|0)==(d|0)){if((f[i>>2]|0)<(f[c+4>>2]|0))break}else if((j|0)<(d|0))break;c=c+8|0}while(1){d=g+-8|0;h=f[d>>2]|0;if((j|0)==(h|0))if((f[i>>2]|0)<(f[g+-4>>2]|0)){g=d;continue}else break;else if((j|0)<(h|0)){g=d;continue}else break}if(c>>>0>=d>>>0){u=c;continue b}g=c;u=f[g>>2]|0;g=f[g+4>>2]|0;l=f[d+4>>2]|0;s=c;f[s>>2]=f[d>>2];f[s+4>>2]=l;f[d>>2]=u;f[d+4>>2]=g;g=d;c=c+8|0}}if((z|0)==111){z=0;b=u;t=f[b>>2]|0;b=f[b+4>>2]|0;p=r;q=f[p+4>>2]|0;e=u;f[e>>2]=f[p>>2];f[e+4>>2]=q;e=r;f[e>>2]=t;f[e+4>>2]=b;e=r;b=i+1|0}c=u+8|0;c:do if(c>>>0<e>>>0)while(1){h=f[j>>2]|0;i=j+4|0;while(1){d=f[c>>2]|0;if((d|0)==(h|0)){if((f[c+4>>2]|0)>=(f[i>>2]|0)){d=e;break}}else if((d|0)>=(h|0)){d=e;break}c=c+8|0}while(1){e=d+-8|0;g=f[e>>2]|0;if((g|0)==(h|0))if((f[d+-4>>2]|0)<(f[i>>2]|0))break;else{d=e;continue}else if((g|0)<(h|0))break;else{d=e;continue}}if(c>>>0>e>>>0){e=j;t=c;break c}t=c;r=f[t>>2]|0;t=f[t+4>>2]|0;p=f[e+4>>2]|0;q=c;f[q>>2]=f[e>>2];f[q+4>>2]=p;f[e>>2]=r;f[e+4>>2]=t;j=(j|0)==(c|0)?e:j;c=c+8|0;b=b+1|0}else{e=j;t=c}while(0);do if((t|0)!=(e|0)){c=f[e>>2]|0;d=f[t>>2]|0;if((c|0)==(d|0)){if((f[e+4>>2]|0)>=(f[t+4>>2]|0))break}else if((c|0)>=(d|0))break;q=t;p=f[q>>2]|0;q=f[q+4>>2]|0;n=e;o=f[n+4>>2]|0;r=t;f[r>>2]=f[n>>2];f[r+4>>2]=o;r=e;f[r>>2]=p;f[r+4>>2]=q;b=b+1|0}while(0);if(!b){y=x7a(u,t)|0;b=t+8|0;if(x7a(b,w)|0){z=134;f[a+1576>>2]=1;break a}if(y){v=b;f[a+1576>>2]=3;break a}}w=t;if((w-s|0)>=(x-w|0)){z=133;f[a+1576>>2]=1;break a}u7a(u,t);v=t+8|0}f[a+32>>2]=v;f[a+168>>2]=u;f[a+288>>2]=t;f[a+1464>>2]=y;f[a+1560>>2]=z}
+function IKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){d=XFb(d,262632)|0;if(c){oh[f[(f[d>>2]|0)+44>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+32>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}else{oh[f[(f[d>>2]|0)+40>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+28>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}a=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;f[g>>2]=a;a=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;f[h>>2]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](n,d);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[d>>2]|0)+24>>2]&1023](n,d);a=j+8+3|0;if((b[a>>0]|0)<0){i=f[j>>2]|0;f[m>>2]=0;JFb(i,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0}else{d=XFb(d,262624)|0;if(c){oh[f[(f[d>>2]|0)+44>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+32>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}else{oh[f[(f[d>>2]|0)+40>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+28>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}a=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;f[g>>2]=a;a=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;f[h>>2]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](n,d);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[d>>2]|0)+24>>2]&1023](n,d);a=j+8+3|0;if((b[a>>0]|0)<0){i=f[j>>2]|0;f[m>>2]=0;JFb(i,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0}f[l>>2]=a;u=o;return}function JKb(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;f[d>>2]=a;z=p+8+3|0;G=p+4|0;A=o+8+3|0;B=o+4|0;C=(e&512|0)==0;D=(q|0)>0;E=n+11|0;F=n+4|0;y=0;while(1){if((y|0)==4)break;a:do switch(b[k+y>>0]|0){case 0:{f[c>>2]=f[d>>2];break}case 1:{f[c>>2]=f[d>>2];w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,32)|0;x=f[d>>2]|0;f[d>>2]=x+4;f[x>>2]=w;break}case 3:{x=b[z>>0]|0;r=x<<24>>24<0;if((r?f[G>>2]|0:x&255)|0){w=f[(r?f[p>>2]|0:p)>>2]|0;x=f[d>>2]|0;f[d>>2]=x+4;f[x>>2]=w}break}case 2:{v=b[A>>0]|0;r=v<<24>>24<0;v=r?f[B>>2]|0:v&255;if(!(C|(v|0)==0)){u=r?f[o>>2]|0:o;s=u+(v<<2)|0;t=f[d>>2]|0;r=t;while(1){if((u|0)==(s|0))break;f[r>>2]=f[u>>2];r=r+4|0;u=u+4|0}f[d>>2]=t+(v<<2)}break}case 4:{s=f[d>>2]|0;g=j?g+4|0:g;r=g;while(1){if(r>>>0>=h>>>0)break;if(!(Sg[f[(f[i>>2]|0)+12>>2]&255](i,2048,f[r>>2]|0)|0))break;r=r+4|0}if(D){u=q;while(1){t=(u|0)>0;if(!(r>>>0>g>>>0&t))break;x=r+-4|0;v=f[x>>2]|0;w=f[d>>2]|0;f[d>>2]=w+4;f[w>>2]=v;u=u+-1|0;r=x}if(t)w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,48)|0;else w=0;v=f[d>>2]|0;while(1){t=v+4|0;if((u|0)<=0)break;f[v>>2]=w;u=u+-1|0;v=t}f[d>>2]=t;f[v>>2]=l}if((r|0)==(g|0)){w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,48)|0;x=f[d>>2]|0;r=x+4|0;f[d>>2]=r;f[x>>2]=w}else{x=b[E>>0]|0;t=x<<24>>24<0;if(!((t?f[F>>2]|0:x&255)|0)){v=-1;u=0;w=0}else{v=b[(t?f[n>>2]|0:n)>>0]|0;u=0;w=0}while(1){if((r|0)==(g|0))break;t=f[d>>2]|0;if((w|0)==(v|0)){x=t+4|0;f[d>>2]=x;f[t>>2]=m;u=u+1|0;v=b[E>>0]|0;t=v<<24>>24<0;if(u>>>0<(t?f[F>>2]|0:v&255)>>>0){v=b[(t?f[n>>2]|0:n)+u>>0]|0;v=v<<24>>24==127?-1:v<<24>>24;w=0;t=x}else{v=w;w=0;t=x}}x=r+-4|0;H=f[x>>2]|0;f[d>>2]=t+4;f[t>>2]=H;w=w+1|0;r=x}r=f[d>>2]|0}if((s|0)!=(r|0))while(1){r=r+-4|0;if(s>>>0>=r>>>0)break a;H=f[s>>2]|0;f[s>>2]=f[r>>2];f[r>>2]=H;s=s+4|0}break}default:{}}while(0);y=y+1|0}r=b[z>>0]|0;g=r<<24>>24<0;r=g?f[G>>2]|0:r&255;if(r>>>0>1){s=f[p>>2]|0;u=g?s+4|0:G;r=(g?s:p)+(r<<2)|0;s=f[d>>2]|0;t=r-u|0;g=s;while(1){if((u|0)==(r|0))break;f[g>>2]=f[u>>2];g=g+4|0;u=u+4|0}f[d>>2]=s+(t>>>2<<2)}switch((e&176)<<24>>24){case 32:{f[c>>2]=f[d>>2];break}case 16:break;default:f[c>>2]=a}return}function KKb(a){a=a|0;DFb(a);return}function LKb(a){a=a|0;DFb(a);sOb(a);return}function MKb(a,c,d){a=a|0;c=c|0;d=d|0;d=PAb((b[c+11>>0]|0)<0?f[c>>2]|0:c,1)|0;return d>>>((d|0)!=(-1|0)&1)|0}function NKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[i+(c<<2)>>2]=0;c=c+1|0}k=b[h+11>>0]|0;l=k<<24>>24<0;c=l?f[h>>2]|0:h;h=c+(l?f[h+4>>2]|0:k&255)|0;while(1){if(c>>>0>=h>>>0)break;LOb(i,b[c>>0]|0);c=c+1|0}c=(b[i+11>>0]|0)<0?f[i>>2]|0:i;d=WAb((d|0)==-1?-1:d<<1,e,g,c)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=0;while(1){if((h|0)==3)break;f[a+(h<<2)>>2]=0;h=h+1|0}h=c+(pAb(d)|0)|0;while(1){if(c>>>0>=h>>>0)break;LOb(a,b[c>>0]|0);c=c+1|0}zOb(i);u=j;return}function OKb(a,b){a=a|0;b=b|0;return}function PKb(a){a=a|0;DFb(a);return}function QKb(a){a=a|0;DFb(a);sOb(a);return}function RKb(a,c,d){a=a|0;c=c|0;d=d|0;d=PAb((b[c+11>>0]|0)<0?f[c>>2]|0:c,1)|0;return d>>>((d|0)!=(-1|0)&1)|0}function SKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+176|0;p=t+168|0;q=t+40|0;r=t+36|0;s=t+32|0;n=t;l=t+24|0;o=t+16|0;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[n+(c<<2)>>2]=0;c=c+1|0}f[l+4>>2]=0;f[l>>2]=50332;j=b[h+8+3>>0]|0;k=j<<24>>24<0;c=k?f[h>>2]|0:h;j=c+((k?f[h+4>>2]|0:j&255)<<2)|0;k=q+32|0;h=c;c=0;while(1){if(!((c|0)!=2&h>>>0<j>>>0))break;f[s>>2]=h;i=_g[f[(f[l>>2]|0)+12>>2]&15](l,p,h,j,s,q,k,r)|0;if((i|0)==2?1:(f[s>>2]|0)==(h|0)){m=7;break}else c=q;while(1){if(c>>>0>=(f[r>>2]|0)>>>0)break;LOb(n,b[c>>0]|0);c=c+1|0}h=f[s>>2]|0;c=i}if((m|0)==7)kJb(0);DFb(l);i=(b[n+11>>0]|0)<0?f[n>>2]|0:n;h=WAb((d|0)==-1?-1:d<<1,e,g,i)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[a+(c<<2)>>2]=0;c=c+1|0}f[o+4>>2]=0;f[o>>2]=50380;j=i+(pAb(h)|0)|0;k=j;l=q+128|0;h=i;c=0;while(1){if(!((c|0)!=2&h>>>0<j>>>0)){m=21;break}f[s>>2]=h;i=_g[f[(f[o>>2]|0)+16>>2]&15](o,p,h,(k-h|0)>32?h+32|0:j,s,q,l,r)|0;if((i|0)==2?1:(f[s>>2]|0)==(h|0)){m=17;break}else c=q;while(1){if(c>>>0>=(f[r>>2]|0)>>>0)break;VOb(a,f[c>>2]|0);c=c+4|0}h=f[s>>2]|0;c=i}if((m|0)==17)kJb(0);else if((m|0)==21){DFb(o);zOb(n);u=t;return}}function TKb(a,b){a=a|0;b=b|0;return}function UKb(a){a=a|0;DFb(a);sOb(a);return}function VKb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;b=u;u=u+16|0;j=b+4|0;a=b;f[j>>2]=c;f[a>>2]=g;h=cLb(c,d,j,g,h,a,1114111,0)|0;f[e>>2]=f[j>>2];f[i>>2]=f[a>>2];u=b;return h|0}function WKb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;b=u;u=u+16|0;j=b+4|0;a=b;f[j>>2]=c;f[a>>2]=g;h=bLb(c,d,j,g,h,a,1114111,0)|0;f[e>>2]=f[j>>2];f[i>>2]=f[a>>2];u=b;return h|0}function XKb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f[e>>2]=c;return 3}function YKb(a){a=a|0;return 0}function ZKb(a){a=a|0;return 0}function _Kb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return aLb(c,d,e,1114111,0)|0}function $Kb(a){a=a|0;return 4}function aLb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=c;if(!(f&4)){n=0;f=a}else if((o-a|0)>2)if((b[a>>0]|0)==-17)if((b[a+1>>0]|0)==-69){n=0;f=(b[a+2>>0]|0)==-65?a+3|0:a}else{n=0;f=a}else{n=0;f=a}else{n=0;f=a}a:while(1){if(!(n>>>0<d>>>0&f>>>0<c>>>0)){p=34;break}l=b[f>>0]|0;m=l&255;do if(l<<24>>24>-1){if(m>>>0>e>>>0){p=34;break a}f=f+1|0}else{if((l&255)<194){p=34;break a}if((l&255)<224){if((o-f|0)<2){p=34;break a}g=h[f+1>>0]|0;if((g&192|0)!=128){p=34;break a}if((g&63|m<<6&1984)>>>0>e>>>0){p=34;break a}f=f+2|0;break}if((l&255)<240){g=f;if((o-g|0)<3){p=34;break a}j=b[f+1>>0]|0;i=b[f+2>>0]|0;switch(l<<24>>24){case -32:{if((j&-32)<<24>>24!=-96){f=g;break a}break}case -19:{if((j&-32)<<24>>24!=-128){f=g;break a}break}default:if((j&-64)<<24>>24!=-128){f=g;break a}}g=i&255;if((g&192|0)!=128){p=34;break a}if(((j&63)<<6|m<<12&61440|g&63)>>>0>e>>>0){p=34;break a}else{f=f+3|0;break}}if((l&255)>=245){p=34;break a}g=f;if((o-g|0)<4){p=34;break a}k=b[f+1>>0]|0;i=b[f+2>>0]|0;j=b[f+3>>0]|0;switch(l<<24>>24){case -16:{if((k+112&255)>=48){f=g;break a}break}case -12:{if((k&-16)<<24>>24!=-128){f=g;break a}break}default:if((k&-64)<<24>>24!=-128){f=g;break a}}i=i&255;if((i&192|0)!=128){p=34;break a}g=j&255;if((g&192|0)!=128){p=34;break a}if(((k&63)<<12|m<<18&1835008|i<<6&4032|g&63)>>>0>e>>>0){p=34;break a}else f=f+4|0}while(0);n=n+1|0}return f-a|0}function bLb(a,c,d,e,g,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0;f[d>>2]=a;f[i>>2]=e;if(!(k&4))e=c;else{a=f[d>>2]|0;e=c;if((e-a|0)>2)if((b[a>>0]|0)==-17)if((b[a+1>>0]|0)==-69)if((b[a+2>>0]|0)==-65)f[d>>2]=a+3}a:while(1){p=f[d>>2]|0;a=p>>>0<c>>>0;if(!a){r=36;break}q=f[i>>2]|0;if(q>>>0>=g>>>0){r=36;break}n=b[p>>0]|0;a=n&255;do if(n<<24>>24>-1)if(a>>>0>j>>>0){a=2;break a}else k=1;else{if((n&255)<194){a=2;break a}if((n&255)<224){if((e-p|0)<2){a=1;break a}k=h[p+1>>0]|0;if((k&192|0)!=128){a=2;break a}a=k&63|a<<6&1984;if(a>>>0>j>>>0){a=2;break a}else{k=2;break}}if((n&255)<240){if((e-p|0)<3){a=1;break a}l=b[p+1>>0]|0;k=b[p+2>>0]|0;switch(n<<24>>24){case -32:{if((l&-32)<<24>>24!=-96){a=2;break a}break}case -19:{if((l&-32)<<24>>24!=-128){a=2;break a}break}default:if((l&-64)<<24>>24!=-128){a=2;break a}}k=k&255;if((k&192|0)!=128){a=2;break a}a=(l&63)<<6|a<<12&61440|k&63;if(a>>>0>j>>>0){a=2;break a}else{k=3;break}}if((n&255)>=245){a=2;break a}if((e-p|0)<4){a=1;break a}o=b[p+1>>0]|0;k=b[p+2>>0]|0;m=b[p+3>>0]|0;switch(n<<24>>24){case -16:{if((o+112&255)>=48){a=2;break a}break}case -12:{if((o&-16)<<24>>24!=-128){a=2;break a}break}default:if((o&-64)<<24>>24!=-128){a=2;break a}}l=k&255;if((l&192|0)!=128){a=2;break a}k=m&255;if((k&192|0)!=128){a=2;break a}a=(o&63)<<12|a<<18&1835008|l<<6&4032|k&63;if(a>>>0>j>>>0){a=2;break a}else k=4}while(0);f[q>>2]=a;f[d>>2]=p+k;f[i>>2]=(f[i>>2]|0)+4}if((r|0)==36)a=a&1;return a|0}function cLb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0;f[d>>2]=a;f[h>>2]=e;l=g;if(!(j&2))k=4;else if((l-e|0)<3)a=1;else{f[h>>2]=e+1;b[e>>0]=-17;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=-69;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=-65;k=4}a:do if((k|0)==4){a=f[d>>2]|0;while(1){if(a>>>0>=c>>>0){a=0;break a}e=f[a>>2]|0;if(e>>>0>i>>>0|(e&-2048|0)==55296){a=2;break a}do if(e>>>0<128){a=f[h>>2]|0;if((l-a|0)<1){a=1;break a}f[h>>2]=a+1;b[a>>0]=e}else{if(e>>>0<2048){a=f[h>>2]|0;if((l-a|0)<2){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>6|192;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}a=f[h>>2]|0;g=l-a|0;if(e>>>0<65536){if((g|0)<3){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>12|224;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>6&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}else{if((g|0)<4){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>18|240;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>12&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>6&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}}while(0);a=(f[d>>2]|0)+4|0;f[d>>2]=a}}while(0);return a|0}function dLb(a){a=a|0;DFb(a);sOb(a);return}function eLb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;f[e>>2]=c;f[i>>2]=g;return 3}function fLb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;f[e>>2]=c;f[i>>2]=g;return 3}function gLb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f[e>>2]=c;return 3}function hLb(a){a=a|0;return 1}function iLb(a){a=a|0;return 1}function jLb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;d=d-c|0;return (d>>>0<e>>>0?d:e)|0}function kLb(a){a=a|0;return 1}function lLb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;p=q;n=q+8|0;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(f[k>>2]|0))break;k=k+4|0}f[j>>2]=h;f[g>>2]=d;m=i;o=a+8|0;a:while(1){if((h|0)==(i|0)|(d|0)==(e|0)){k=35;break}r=c;l=f[r+4>>2]|0;a=p;f[a>>2]=f[r>>2];f[a+4>>2]=l;a=UAb(f[o>>2]|0)|0;l=YCb(h,g,k-d>>2,m-h|0,c)|0;if(a|0)UAb(a)|0;switch(l|0){case -1:{k=10;break a}case 0:{d=1;k=32;break 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k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;p=q;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(b[k>>0]|0))break;k=k+1|0}f[j>>2]=h;f[g>>2]=d;n=i;o=a+8|0;a=h;while(1){if((a|0)==(i|0)|(d|0)==(e|0)){a=32;break}l=c;h=f[l+4>>2]|0;m=p;f[m>>2]=f[l>>2];f[m+4>>2]=h;m=k;h=UAb(f[o>>2]|0)|0;l=GBb(a,g,m-d|0,n-a>>2,c)|0;if(h|0)UAb(h)|0;if((l|0)==-1){k=a;a=10;break}a=(f[j>>2]|0)+(l<<2)|0;f[j>>2]=a;if((a|0)==(i|0)){a=29;break}d=f[g>>2]|0;if((k|0)==(e|0))k=e;else{k=UAb(f[o>>2]|0)|0;d=xBb(a,d,1,c)|0;if(k|0)UAb(k)|0;if(d|0){d=2;a=28;break}f[j>>2]=(f[j>>2]|0)+4;d=(f[g>>2]|0)+1|0;f[g>>2]=d;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(b[k>>0]|0))break;k=k+1|0}a=f[j>>2]|0}}do if((a|0)==10){a:while(1){f[j>>2]=k;if((d|0)==(f[g>>2]|0)){a=18;break}a=UAb(f[o>>2]|0)|0;k=xBb(k,d,m-d|0,p)|0;if(a|0)UAb(a)|0;switch(k|0){case -1:{a=15;break a}case -2:{a=16;break a}case 0:{k=1;break}default:{}}d=d+k|0;k=(f[j>>2]|0)+4|0;a=10}if((a|0)==15){f[g>>2]=d;d=2;a=28;break}else if((a|0)==16){f[g>>2]=d;d=1;a=28;break}else 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yOb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+16|0;i=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=b[c+11>>0]|0;g=h<<24>>24<0;h=g?f[c+4>>2]|0:h&255;if(h>>>0<d>>>0)wOb(a);c=(g?f[c>>2]|0:c)+d|0;g=h-d|0;g=g>>>0<e>>>0?g:e;if(g>>>0>4294967279)vOb(a);if(g>>>0<11)b[a+11>>0]=g;else{d=g+16&-16;e=pOb(d)|0;f[a>>2]=e;f[a+8>>2]=d|-2147483648;f[a+4>>2]=g;a=e}EDb(a,c,g)|0;b[i>>0]=0;rEb(a+g|0,i);u=j;return}function zOb(a){a=a|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);return}function AOb(a,c){a=a|0;c=c|0;var d=0,e=0;if((a|0)!=(c|0)){d=b[c+11>>0]|0;e=d<<24>>24<0;BOb(a,e?f[c>>2]|0:c,e?f[c+4>>2]|0:d&255)|0}return a|0}function BOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=a+11|0;e=b[j>>0]|0;g=e<<24>>24<0;if(g)h=(f[a+8>>2]&2147483647)+-1|0;else h=10;do if(h>>>0<d>>>0){if(g)e=f[a+4>>2]|0;else e=e&255;DOb(a,h,d-h|0,e,0,e,d,c)}else{if(g)e=f[a>>2]|0;else e=a;COb(e,c,d)|0;b[i>>0]=0;rEb(e+d|0,i);if((b[j>>0]|0)<0){f[a+4>>2]=d;break}else{b[j>>0]=d;break}}while(0);u=k;return 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if(c){c=f[a>>2]|0;if(h){g=0;d=c;e=a;h=13}else{EDb(a,c,(g&255)+1|0)|0;sOb(c);h=16}}else{d=i+1|0;e=pOb(d)|0;if(h){g=1;d=f[a>>2]|0;h=13;break}else{EDb(e,a,(g&255)+1|0)|0;c=a+4|0;h=15;break}}while(0);if((h|0)==13){c=a+4|0;EDb(e,d,(f[c>>2]|0)+1|0)|0;sOb(d);if(g){d=i+1|0;h=15}else h=16}if((h|0)==15){f[a+8>>2]=d|-2147483648;f[c>>2]=k;f[a>>2]=e;break}else if((h|0)==16){b[j>>0]=k;break}}while(0);return}function FOb(a,b){a=a|0;b=b|0;return BOb(a,b,qEb(b)|0)|0}function GOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j;h=a+11|0;e=b[h>>0]|0;i=e<<24>>24<0;if(i)e=f[a+4>>2]|0;else e=e&255;do if(e>>>0<c>>>0)HOb(a,c-e|0,d)|0;else if(i){i=(f[a>>2]|0)+c|0;b[g>>0]=0;rEb(i,g);f[a+4>>2]=c;break}else{b[g>>0]=0;rEb(a+c|0,g);b[h>>0]=c;break}while(0);u=j;return}function HOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;if(c|0){j=a+11|0;e=b[j>>0]|0;if(e<<24>>24<0){h=f[a+4>>2]|0;g=(f[a+8>>2]&2147483647)+-1|0}else{h=e&255;g=10}if((g-h|0)>>>0<c>>>0){IOb(a,g,c-g+h|0,h,h,0,0);e=b[j>>0]|0}if(e<<24>>24<0)g=f[a>>2]|0;else g=a;wJb(g+h|0,c,d)|0;e=h+c|0;if((b[j>>0]|0)<0)f[a+4>>2]=e;else b[j>>0]=e;b[i>>0]=0;rEb(g+e|0,i)}u=k;return a|0}function IOb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;if((-17-c|0)>>>0<d>>>0)vOb(a);if((b[a+11>>0]|0)<0)l=f[a>>2]|0;else l=a;if(c>>>0<2147483623){j=d+c|0;k=c<<1;j=j>>>0<k>>>0?k:j;j=j>>>0<11?11:j+16&-16}else j=-17;k=pOb(j)|0;if(g|0)EDb(k,l,g)|0;d=e-h-g|0;if(d|0)EDb(k+g+i|0,l+g+h|0,d)|0;if((c|0)!=10)sOb(l);f[a>>2]=k;f[a+8>>2]=j|-2147483648;return}function JOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=a+11|0;e=b[j>>0]|0;g=e<<24>>24<0;if(g){h=f[a+4>>2]|0;e=(f[a+8>>2]&2147483647)+-1|0}else{h=e&255;e=10}if((e-h|0)>>>0<d>>>0)DOb(a,e,d-e+h|0,h,h,0,d,c);else if(d|0){if(g)g=f[a>>2]|0;else g=a;EDb(g+h|0,c,d)|0;e=h+d|0;if((b[j>>0]|0)<0)f[a+4>>2]=e;else b[j>>0]=e;b[i>>0]=0;rEb(g+e|0,i)}u=k;return a|0}function KOb(a,b){a=a|0;b=b|0;return JOb(a,b,qEb(b)|0)|0}function LOb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;i=j+1|0;b[h>>0]=c;g=a+11|0;c=b[g>>0]|0;d=c<<24>>24<0;if(d){e=f[a+4>>2]|0;c=(f[a+8>>2]&2147483647)+-1|0}else{e=c&255;c=10}if((e|0)==(c|0)){IOb(a,c,1,c,c,0,0);if((b[g>>0]|0)<0)d=8;else d=7}else if(d)d=8;else d=7;if((d|0)==7){b[g>>0]=e+1;c=a}else if((d|0)==8){c=f[a>>2]|0;f[a+4>>2]=e+1}a=c+e|0;rEb(a,h);b[i>>0]=0;rEb(a+1|0,i);u=j;return}function MOb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=b[a+11>>0]|0;i=h<<24>>24<0;if(i)h=f[a+4>>2]|0;else h=h&255;if((g|0)==-1|h>>>0<c>>>0)wOb(a);h=h-c|0;d=h>>>0<d>>>0?h:d;if(i)a=f[a>>2]|0;h=d>>>0>g>>>0;a=$Nb(a+c|0,e,h?g:d)|0;if(!a)return (d>>>0<g>>>0?-1:h&1)|0;else return a|0;return 0}function NOb(a){a=a|0;if((b[a+8+3>>0]|0)<0)sOb(f[a>>2]|0);return}function OOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;e=a+8|0;k=e+3|0;h=b[k>>0]|0;i=h<<24>>24<0;if(i)g=(f[e>>2]&2147483647)+-1|0;else g=1;do if(g>>>0<d>>>0){if(i)e=f[a+4>>2]|0;else e=h&255;QOb(a,g,d-g|0,e,0,e,d,c)}else{if(i)e=f[a>>2]|0;else e=a;POb(e,c,d)|0;f[j>>2]=0;JFb(e+(d<<2)|0,j);if((b[k>>0]|0)<0){f[a+4>>2]=d;break}else{b[k>>0]=d;break}}while(0);u=l;return a|0}function POb(a,b,c){a=a|0;b=b|0;c=c|0;if(c)HCb(a,b,c)|0;return a|0}function QOb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;o=p;if((1073741806-c|0)>>>0<d>>>0)vOb(a);l=a+8|0;if((b[l+3>>0]|0)<0)n=f[a>>2]|0;else n=a;if(c>>>0<536870887){d=d+c|0;k=c<<1;d=d>>>0<k>>>0?k:d;d=d>>>0<2?2:d+4&-4;if(d>>>0>1073741823)vd();else m=d}else m=1073741807;k=pOb(m<<2)|0;if(g|0)WDb(k,n,g)|0;if(i|0)WDb(k+(g<<2)|0,j,i)|0;d=e-h|0;e=d-g|0;if(e|0)WDb(k+(g<<2)+(i<<2)|0,n+(g<<2)+(h<<2)|0,e)|0;if((c|0)!=1)sOb(n);f[a>>2]=k;f[l>>2]=m|-2147483648;i=d+i|0;f[a+4>>2]=i;f[o>>2]=0;JFb(k+(i<<2)|0,o);u=p;return}function ROb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(c>>>0>1073741807)vOb(a);l=a+8|0;j=l+3|0;g=b[j>>0]|0;h=g<<24>>24<0;if(h){k=f[a+4>>2]|0;d=(f[l>>2]&2147483647)+-1|0}else{k=g&255;d=1}i=k>>>0>c>>>0?k:c;c=i>>>0<2;i=c?1:(i+4&-4)+-1|0;do if((i|0)!=(d|0)){do if(c){c=f[a>>2]|0;if(h){g=0;d=c;e=a;h=15}else{WDb(a,c,(g&255)+1|0)|0;sOb(c);h=18}}else{d=i+1|0;if(d>>>0>1073741823)vd();e=pOb(d<<2)|0;if(h){g=1;d=f[a>>2]|0;h=15;break}else{WDb(e,a,(g&255)+1|0)|0;c=a+4|0;h=17;break}}while(0);if((h|0)==15){c=a+4|0;WDb(e,d,(f[c>>2]|0)+1|0)|0;sOb(d);if(g){d=i+1|0;h=17}else h=18}if((h|0)==17){f[l>>2]=d|-2147483648;f[c>>2]=k;f[a>>2]=e;break}else if((h|0)==18){b[j>>0]=k;break}}while(0);return}function SOb(a,b){a=a|0;b=b|0;return OOb(a,b,GIb(b)|0)|0}function TOb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;if((1073741807-c|0)>>>0<d>>>0)vOb(a);m=a+8|0;if((b[m+3>>0]|0)<0)l=f[a>>2]|0;else l=a;if(c>>>0<536870887){d=d+c|0;j=c<<1;d=d>>>0<j>>>0?j:d;d=d>>>0<2?2:d+4&-4;if(d>>>0>1073741823)vd();else k=d}else k=1073741807;j=pOb(k<<2)|0;if(g|0)WDb(j,l,g)|0;d=e-h-g|0;if(d|0)WDb(j+(g<<2)+(i<<2)|0,l+(g<<2)+(h<<2)|0,d)|0;if((c|0)!=1)sOb(l);f[a>>2]=j;f[m>>2]=k|-2147483648;return}function UOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;g=a+8|0;k=g+3|0;e=b[k>>0]|0;i=e<<24>>24<0;if(i){h=f[a+4>>2]|0;e=(f[g>>2]&2147483647)+-1|0}else{h=e&255;e=1}if((e-h|0)>>>0<d>>>0)QOb(a,e,d-e+h|0,h,h,0,d,c);else if(d|0){if(i)g=f[a>>2]|0;else g=a;WDb(g+(h<<2)|0,c,d)|0;e=h+d|0;if((b[k>>0]|0)<0)f[a+4>>2]=e;else b[k>>0]=e;f[j>>2]=0;JFb(g+(e<<2)|0,j)}u=l;return a|0}function VOb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=k+4|0;f[i>>2]=c;d=a+8|0;h=d+3|0;c=b[h>>0]|0;e=c<<24>>24<0;if(e){g=f[a+4>>2]|0;c=(f[d>>2]&2147483647)+-1|0}else{g=c&255;c=1}if((g|0)==(c|0)){TOb(a,c,1,c,c,0,0);if((b[h>>0]|0)<0)d=8;else d=7}else if(e)d=8;else d=7;if((d|0)==7){b[h>>0]=g+1;c=a}else if((d|0)==8){c=f[a>>2]|0;f[a+4>>2]=g+1}a=c+(g<<2)|0;JFb(a,i);f[j>>2]=0;JFb(a+4|0,j);u=k;return}function WOb(a){a=a|0;var b=0;b=u;u=u+16|0;YOb(b,a,255192);_Ob(b)}function XOb(a){a=a|0;var b=0;b=u;u=u+16|0;YOb(b,a,255172);ZOb(b)}function YOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;e=0;while(1){if((e|0)==3)break;f[a+(e<<2)>>2]=0;e=e+1|0}e=c+11|0;g=b[e>>0]|0;g=g<<24>>24<0?f[c+4>>2]|0:g&255;h=qEb(d)|0;c=(b[e>>0]|0)<0?f[c>>2]|0:c;e=g+h|0;if(e>>>0>4294967279)vOb(a);if(e>>>0<11){b[a+11>>0]=g;e=a}else{k=e+16&-16;e=pOb(k)|0;f[a>>2]=e;f[a+8>>2]=k|-2147483648;f[a+4>>2]=g}EDb(e,c,g)|0;b[i>>0]=0;rEb(e+g|0,i);JOb(a,d,h)|0;u=j;return}function ZOb(a){a=a|0;var c=0,d=0;c=u;u=u+16|0;d=f[10768]|0;f[c>>2]=(b[a+11>>0]|0)<0?f[a>>2]|0:a;fCb(d,255188,c)|0;vd()}function _Ob(a){a=a|0;var c=0,d=0;c=u;u=u+16|0;d=f[10768]|0;f[c>>2]=(b[a+11>>0]|0)<0?f[a>>2]|0:a;fCb(d,255188,c)|0;vd()}function $Ob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j+12|0;h=j;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;i=qEb(255207)|0;if(i>>>0>4294967279)vOb(h);if(i>>>0<11){b[h+11>>0]=i;e=h}else{k=i+16&-16;e=pOb(k)|0;f[h>>2]=e;f[h+8>>2]=k|-2147483648;f[h+4>>2]=i}EDb(e,255207,i)|0;b[g>>0]=0;rEb(e+i|0,g);k=aPb(h,a,c,d)|0;zOb(h);u=j;return k|0}function aPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return bPb(a,b,c,d)|0}function bPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;f[g>>2]=0;h=(b[c+11>>0]|0)<0?f[c>>2]|0:c;k=hAb()|0;k=f[k>>2]|0;j=hAb()|0;f[j>>2]=0;e=vAb(h,g,e)|0;j=hAb()|0;c=f[j>>2]|0;f[j>>2]=k;if((c|0)==34)WOb(a);c=f[g>>2]|0;if((c|0)==(h|0))XOb(a);if(d|0)f[d>>2]=c-h;u=i;return e|0}function cPb(a,b){a=a|0;b=b|0;vd()}function dPb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=u;u=u+16|0;c=d;b=a;a=f[b>>2]|0;b=f[b+4>>2]|0;if((b|0)>0|(b|0)==0&a>>>0>0){g=XPb(a|0,b|0,1e9,0)|0;e=b>>>0<499999999|(b|0)==499999999&a>>>0<3294967296;h=WPb(g|0,I|0,-1e9,-1)|0;b=QPb(a|0,b|0,h|0,I|0)|0;f[c>>2]=e?g:2147483647;f[c+4>>2]=e?b:999999999;do{if((zf(c|0,c|0)|0)!=-1)break;h=hAb()|0}while((f[h>>2]|0)==4)}u=d;return}function ePb(a){a=a|0;return}function fPb(a){a=a|0;ePb(a);sOb(a);return}function gPb(a){a=a|0;return}function hPb(a){a=a|0;return}function iPb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+64|0;g=h;if(mPb(a,b,0)|0)b=1;else if(!b)b=0;else{b=qPb(b,17584,17568,0)|0;if(!b)b=0;else{d=g+4|0;e=d+52|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));f[g>>2]=b;f[g+8>>2]=a;f[g+12>>2]=-1;f[g+48>>2]=1;Fh[f[(f[b>>2]|0)+28>>2]&255](b,g,f[c>>2]|0,1);if((f[g+24>>2]|0)==1){f[c>>2]=f[g+16>>2];b=1}else b=0}}u=h;return b|0}function jPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;if(mPb(a,f[b+8>>2]|0,g)|0)pPb(0,b,c,d,e);return}function kPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else if(mPb(a,f[c>>2]|0,g)|0){if((f[c+16>>2]|0)!=(d|0)){a=c+20|0;if((f[a>>2]|0)!=(d|0)){f[c+32>>2]=e;f[a>>2]=d;e=c+40|0;f[e>>2]=(f[e>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[c+24>>2]|0)==2)b[c+54>>0]=1;f[c+44>>2]=4;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function lPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(mPb(a,f[b+8>>2]|0,0)|0)nPb(0,b,c,d);return}function mPb(a,b,c){a=a|0;b=b|0;c=c|0;return (a|0)==(b|0)|0}function nPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0;a=c+16|0;g=f[a>>2]|0;do if(!g){f[a>>2]=d;f[c+24>>2]=e;f[c+36>>2]=1}else{if((g|0)!=(d|0)){e=c+36|0;f[e>>2]=(f[e>>2]|0)+1;f[c+24>>2]=2;b[c+54>>0]=1;break}a=c+24|0;if((f[a>>2]|0)==2)f[a>>2]=e}while(0);return}function oPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if((f[b+4>>2]|0)==(c|0)){a=b+28|0;if((f[a>>2]|0)!=1)f[a>>2]=d}return}function pPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;b[c+53>>0]=1;do if((f[c+4>>2]|0)==(e|0)){b[c+52>>0]=1;a=c+16|0;e=f[a>>2]|0;if(!e){f[a>>2]=d;f[c+24>>2]=g;f[c+36>>2]=1;if(!((g|0)==1?(f[c+48>>2]|0)==1:0))break;b[c+54>>0]=1;break}if((e|0)!=(d|0)){g=c+36|0;f[g>>2]=(f[g>>2]|0)+1;b[c+54>>0]=1;break}e=c+24|0;a=f[e>>2]|0;if((a|0)==2){f[e>>2]=g;a=g}if((a|0)==1?(f[c+48>>2]|0)==1:0)b[c+54>>0]=1}while(0);return}function qPb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+64|0;n=p;m=f[a>>2]|0;o=a+(f[m+-8>>2]|0)|0;m=f[m+-4>>2]|0;f[n>>2]=e;f[n+4>>2]=a;f[n+8>>2]=c;f[n+12>>2]=g;a=n+16|0;c=n+20|0;g=n+24|0;h=n+28|0;i=n+32|0;j=n+40|0;k=a;l=k+36|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(l|0));d[a+36>>1]=0;b[a+38>>0]=0;a:do if(mPb(m,e,0)|0){f[n+48>>2]=1;Th[f[(f[m>>2]|0)+20>>2]&127](m,n,o,o,1,0);a=(f[g>>2]|0)==1?o:0}else{Lh[f[(f[m>>2]|0)+24>>2]&255](m,n,o,1,0);switch(f[n+36>>2]|0){case 0:{a=(f[j>>2]|0)==1&(f[h>>2]|0)==1&(f[i>>2]|0)==1?f[c>>2]|0:0;break a}case 1:break;default:{a=0;break a}}if((f[g>>2]|0)!=1)if(!((f[j>>2]|0)==0&(f[h>>2]|0)==1&(f[i>>2]|0)==1)){a=0;break}a=f[a>>2]|0}while(0);u=p;return a|0}function rPb(a){a=a|0;ePb(a);sOb(a);return}function sPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;if(mPb(a,f[b+8>>2]|0,g)|0)pPb(0,b,c,d,e);else{a=f[a+8>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,b,c,d,e,g)}return}function tPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else{if(!(mPb(a,f[c>>2]|0,g)|0)){j=f[a+8>>2]|0;Lh[f[(f[j>>2]|0)+24>>2]&255](j,c,d,e,g);break}if((f[c+16>>2]|0)!=(d|0)){h=c+20|0;if((f[h>>2]|0)!=(d|0)){f[c+32>>2]=e;i=c+44|0;if((f[i>>2]|0)==4)break;e=c+52|0;b[e>>0]=0;k=c+53|0;b[k>>0]=0;a=f[a+8>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,c,d,d,1,g);if(!(b[k>>0]|0)){e=4;j=11}else if(!(b[e>>0]|0)){e=3;j=11}else e=3;if((j|0)==11){f[h>>2]=d;k=c+40|0;f[k>>2]=(f[k>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[c+24>>2]|0)==2)b[c+54>>0]=1}f[i>>2]=e;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function uPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(mPb(a,f[b+8>>2]|0,0)|0)nPb(0,b,c,d);else{a=f[a+8>>2]|0;Fh[f[(f[a>>2]|0)+28>>2]&255](a,b,c,d)}return}function vPb(a){a=a|0;return}function wPb(a){a=a|0;ePb(a);sOb(a);return}function xPb(a,b,c){a=a|0;b=b|0;c=c|0;return mPb(a,b,0)|0}function yPb(a){a=a|0;ePb(a);sOb(a);return}function zPb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+64|0;g=h;f[c>>2]=f[f[c>>2]>>2];if(APb(a,b,0)|0)b=1;else if(!b)b=0;else{d=qPb(b,17584,17640,0)|0;if(!d)b=0;else if(!(f[d+8>>2]&~f[a+8>>2])){b=a+12|0;a=d+12|0;if(mPb(f[b>>2]|0,f[a>>2]|0,0)|0)b=1;else if(mPb(f[b>>2]|0,17672,0)|0)b=1;else{b=f[b>>2]|0;if(!b)b=0;else{e=qPb(b,17584,17568,0)|0;if(!e)b=0;else{b=f[a>>2]|0;if(!b)b=0;else{b=qPb(b,17584,17568,0)|0;if(!b)b=0;else{a=g+4|0;d=a+52|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(d|0));f[g>>2]=b;f[g+8>>2]=e;f[g+12>>2]=-1;f[g+48>>2]=1;Fh[f[(f[b>>2]|0)+28>>2]&255](b,g,f[c>>2]|0,1);if((f[g+24>>2]|0)==1){f[c>>2]=f[g+16>>2];b=1}else b=0}}}}}}else b=0}u=h;return b|0}function APb(a,b,c){a=a|0;b=b|0;c=c|0;if(mPb(a,b,0)|0)a=1;else a=mPb(b,17680,0)|0;return a|0}function BPb(a){a=a|0;ePb(a);sOb(a);return}function CPb(a,b,c){a=a|0;b=b|0;c=c|0;return 0}function DPb(a){a=a|0;ePb(a);sOb(a);return}function EPb(a,b,c){a=a|0;b=b|0;c=c|0;return mPb(a,b,0)|0}function FPb(a){a=a|0;ePb(a);sOb(a);return}function GPb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;if(mPb(a,f[c+8>>2]|0,h)|0)pPb(0,c,d,e,g);else{p=c+52|0;i=b[p>>0]|0;j=c+53|0;k=b[j>>0]|0;o=f[a+12>>2]|0;l=a+16+(o<<3)|0;b[p>>0]=0;b[j>>0]=0;KPb(a+16|0,c,d,e,g,h);a:do if((o|0)>1){m=c+24|0;n=a+8|0;o=c+54|0;a=a+24|0;do{if(b[o>>0]|0)break a;if(!(b[p>>0]|0)){if(b[j>>0]|0)if(!(f[n>>2]&1))break a}else{if((f[m>>2]|0)==1)break a;if(!(f[n>>2]&2))break a}b[p>>0]=0;b[j>>0]=0;KPb(a,c,d,e,g,h);a=a+8|0}while(a>>>0<l>>>0)}while(0);b[p>>0]=i;b[j>>0]=k}return}function HPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a:do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else{if(!(mPb(a,f[c>>2]|0,g)|0)){q=f[a+12>>2]|0;k=a+16+(q<<3)|0;LPb(a+16|0,c,d,e,g);h=a+24|0;if((q|0)<=1)break;a=f[a+8>>2]|0;if(!(a&2)){j=c+36|0;if((f[j>>2]|0)!=1){if(!(a&1)){a=c+54|0;while(1){if(b[a>>0]|0)break a;if((f[j>>2]|0)==1)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}a=c+24|0;i=c+54|0;while(1){if(b[i>>0]|0)break a;if((f[j>>2]|0)==1)if((f[a>>2]|0)==1)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}}a=c+54|0;while(1){if(b[a>>0]|0)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}if((f[c+16>>2]|0)!=(d|0)){p=c+20|0;if((f[p>>2]|0)!=(d|0)){f[c+32>>2]=e;q=c+44|0;if((f[q>>2]|0)==4)break;k=a+16+(f[a+12>>2]<<3)|0;e=c+52|0;l=c+53|0;n=c+54|0;m=a+8|0;o=c+24|0;h=0;i=a+16|0;j=0;b:while(1){if(i>>>0>=k>>>0){a=18;break}b[e>>0]=0;b[l>>0]=0;KPb(i,c,d,d,1,g);if(b[n>>0]|0){a=18;break}do if(!(b[l>>0]|0))a=j;else{if(!(b[e>>0]|0))if(!(f[m>>2]&1)){h=1;a=18;break b}else{h=1;a=j;break}if((f[o>>2]|0)==1){a=23;break b}if(!(f[m>>2]&2)){a=23;break b}else{h=1;a=1}}while(0);i=i+8|0;j=a}do if((a|0)==18){if(!j){f[p>>2]=d;d=c+40|0;f[d>>2]=(f[d>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[o>>2]|0)==2){b[n>>0]=1;if(h){a=23;break}else{h=4;break}}}if(h)a=23;else h=4}while(0);if((a|0)==23)h=3;f[q>>2]=h;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function IPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;a:do if(mPb(a,f[c+8>>2]|0,0)|0)nPb(0,c,d,e);else{h=f[a+12>>2]|0;g=a+16+(h<<3)|0;JPb(a+16|0,c,d,e);if((h|0)>1){h=c+54|0;a=a+24|0;do{JPb(a,c,d,e);if(b[h>>0]|0)break a;a=a+8|0}while(a>>>0<g>>>0)}}while(0);return}function JPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[a+4>>2]|0;e=g>>8;if(g&1)e=f[(f[c>>2]|0)+e>>2]|0;a=f[a>>2]|0;Fh[f[(f[a>>2]|0)+28>>2]&255](a,b,c+e|0,g&2|0?d:2);return}function KPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=f[a+4>>2]|0;h=i>>8;if(i&1)h=f[(f[d>>2]|0)+h>>2]|0;a=f[a>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,b,c,d+h|0,i&2|0?e:2,g);return}function LPb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=f[a+4>>2]|0;g=h>>8;if(h&1)g=f[(f[c>>2]|0)+g>>2]|0;a=f[a>>2]|0;Lh[f[(f[a>>2]|0)+24>>2]&255](a,b,c+g|0,h&2|0?d:2,e);return}function MPb(a){a=a|0;if((b[a>>0]|0)==1)a=0;else{b[a>>0]=1;a=1}return a|0}function NPb(a){a=a|0;return}function OPb(){var a=0;a=f[65703]|0;f[65703]=a+0;return a|0}function PPb(){}function QPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;c=a+c>>>0;return (I=b+d+(c>>>0<a>>>0|0)>>>0,c|0)|0}function RPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=b-d-(c>>>0>a>>>0|0)>>>0;return (I=d,a-c>>>0|0)|0}function SPb(a){a=a|0;var c=0;c=b[w+(a&255)>>0]|0;if((c|0)<8)return c|0;c=b[w+(a>>8&255)>>0]|0;if((c|0)<8)return c+8|0;c=b[w+(a>>16&255)>>0]|0;if((c|0)<8)return c+16|0;return (b[w+(a>>>24)>>0]|0)+24|0}function TPb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=a;j=b;k=j;h=c;n=d;i=n;if(!k){g=(e|0)!=0;if(!i){if(g){f[e>>2]=(l>>>0)%(h>>>0);f[e+4>>2]=0}n=0;e=(l>>>0)/(h>>>0)>>>0;return (I=n,e)|0}else{if(!g){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=b&0;n=0;e=0;return (I=n,e)|0}}g=(i|0)==0;do if(!h){if(g){if(e|0){f[e>>2]=(k>>>0)%(h>>>0);f[e+4>>2]=0}n=0;e=(k>>>0)/(h>>>0)>>>0;return (I=n,e)|0}if(!l){if(e|0){f[e>>2]=0;f[e+4>>2]=(k>>>0)%(i>>>0)}n=0;e=(k>>>0)/(i>>>0)>>>0;return (I=n,e)|0}g=i-1|0;if(!(g&i)){if(e|0){f[e>>2]=a|0;f[e+4>>2]=g&k|b&0}n=0;e=k>>>((SPb(i|0)|0)>>>0);return (I=n,e)|0}g=(_(i|0)|0)-(_(k|0)|0)|0;if(g>>>0<=30){b=g+1|0;i=31-g|0;h=b;a=k<<i|l>>>(b>>>0);b=k>>>(b>>>0);g=0;i=l<<i;break}if(!e){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=j|b&0;n=0;e=0;return (I=n,e)|0}else{if(!g){g=(_(i|0)|0)-(_(k|0)|0)|0;if(g>>>0<=31){m=g+1|0;i=31-g|0;b=g-31>>31;h=m;a=l>>>(m>>>0)&b|k<<i;b=k>>>(m>>>0)&b;g=0;i=l<<i;break}if(!e){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=j|b&0;n=0;e=0;return (I=n,e)|0}g=h-1|0;if(g&h|0){i=(_(h|0)|0)+33-(_(k|0)|0)|0;p=64-i|0;m=32-i|0;j=m>>31;o=i-32|0;b=o>>31;h=i;a=m-1>>31&k>>>(o>>>0)|(k<<m|l>>>(i>>>0))&b;b=b&k>>>(i>>>0);g=l<<p&j;i=(k<<p|l>>>(o>>>0))&j|l<<m&i-33>>31;break}if(e|0){f[e>>2]=g&l;f[e+4>>2]=0}if((h|0)==1){o=j|b&0;p=a|0|0;return (I=o,p)|0}else{p=SPb(h|0)|0;o=k>>>(p>>>0)|0;p=k<<32-p|l>>>(p>>>0)|0;return (I=o,p)|0}}while(0);if(!h){k=i;j=0;i=0}else{m=c|0|0;l=n|d&0;k=QPb(m|0,l|0,-1,-1)|0;c=I;j=i;i=0;do{d=j;j=g>>>31|j<<1;g=i|g<<1;d=a<<1|d>>>31|0;n=a>>>31|b<<1|0;RPb(k|0,c|0,d|0,n|0)|0;p=I;o=p>>31|((p|0)<0?-1:0)<<1;i=o&1;a=RPb(d|0,n|0,o&m|0,(((p|0)<0?-1:0)>>31|((p|0)<0?-1:0)<<1)&l|0)|0;b=I;h=h-1|0}while((h|0)!=0);k=j;j=0}h=0;if(e|0){f[e>>2]=a;f[e+4>>2]=b}o=(g|0)>>>31|(k|h)<<1|(h<<1|g>>>31)&0|j;p=(g<<1|0>>>31)&-2|i;return (I=o,p)|0}function UPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0,i=0,j=0;j=b>>31|((b|0)<0?-1:0)<<1;i=((b|0)<0?-1:0)>>31|((b|0)<0?-1:0)<<1;f=d>>31|((d|0)<0?-1:0)<<1;e=((d|0)<0?-1:0)>>31|((d|0)<0?-1:0)<<1;h=RPb(j^a|0,i^b|0,j|0,i|0)|0;g=I;a=f^j;b=e^i;return RPb((TPb(h,g,RPb(f^c|0,e^d|0,f|0,e|0)|0,I,0)|0)^a|0,I^b|0,a|0,b|0)|0}function VPb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,f=0;f=a&65535;e=b&65535;c=X(e,f)|0;d=a>>>16;a=(c>>>16)+(X(e,d)|0)|0;e=b>>>16;b=X(e,f)|0;return (I=(a>>>16)+(X(e,d)|0)+(((a&65535)+b|0)>>>16)|0,a+b<<16|c&65535|0)|0}function WPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0;e=a;f=c;c=VPb(e,f)|0;a=I;return (I=(X(b,f)|0)+(X(d,e)|0)+a|a&0,c|0|0)|0}function XPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return TPb(a,b,c,d,0)|0}function YPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g|0;TPb(a,b,c,d,e)|0;u=g;return (I=f[e+4>>2]|0,f[e>>2]|0)|0}function ZPb(a,b,c){a=a|0;b=b|0;c=c|0;if((c|0)<32){I=b>>>c;return a>>>c|(b&(1<<c)-1)<<32-c}I=0;return b>>>c-32|0}function _Pb(a,b,c){a=a|0;b=b|0;c=c|0;if((c|0)<32){I=b<<c|(a&(1<<c)-1<<32-c)>>>32-c;return a<<c}I=a<<c-32;return 0}function $Pb(a){a=a|0;return (a&255)<<24|(a>>8&255)<<16|(a>>16&255)<<8|a>>>24|0}function aQb(a){a=+a;return a>=0.0?+J(a+.5):+W(a-.5)}function bQb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;if((d|0)>=8192)return Dd(a|0,c|0,d|0)|0;h=a|0;g=a+d|0;if((a&3)==(c&3)){while(a&3){if(!d)return h|0;b[a>>0]=b[c>>0]|0;a=a+1|0;c=c+1|0;d=d-1|0}d=g&-4|0;e=d-64|0;while((a|0)<=(e|0)){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];a=a+64|0;c=c+64|0}while((a|0)<(d|0)){f[a>>2]=f[c>>2];a=a+4|0;c=c+4|0}}else{d=g-4|0;while((a|0)<(d|0)){b[a>>0]=b[c>>0]|0;b[a+1>>0]=b[c+1>>0]|0;b[a+2>>0]=b[c+2>>0]|0;b[a+3>>0]=b[c+3>>0]|0;a=a+4|0;c=c+4|0}}while((a|0)<(g|0)){b[a>>0]=b[c>>0]|0;a=a+1|0;c=c+1|0}return h|0}function cQb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((c|0)<(a|0)&(a|0)<(c+d|0)){e=a;c=c+d|0;a=a+d|0;while((d|0)>0){a=a-1|0;c=c-1|0;d=d-1|0;b[a>>0]=b[c>>0]|0}a=e}else bQb(a,c,d)|0;return a|0}function dQb(a,c,d){a=a|0;c=c|0;d=d|0;var 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bRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;k=+k;l=l|0;Dh[a&1](b|0,c|0,d|0,+e,f|0,+g,h|0,+i,j|0,+k,l|0)}function cRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;Eh[a&1](b|0,c|0,d|0,+e,f|0,g|0)}function dRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b|0,c|0,d|0,e|0)}function eRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;Gh[a&3](b|0,c|0,d|0,e|0,+f)}function fRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=+h;i=i|0;j=j|0;k=k|0;l=l|0;Hh[a&3](b|0,c|0,d|0,e|0,+f,+g,+h,i|0,j|0,k|0,l|0)}function gRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;Ih[a&7](b|0,c|0,d|0,e|0,+f,g|0)}function hRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;Jh[a&3](b|0,c|0,d|0,e|0,+f,g|0,h|0)}function iRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;j=j|0;Kh[a&1](b|0,c|0,d|0,e|0,+f,g|0,h|0,i|0,j|0)}function jRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;Lh[a&255](b|0,c|0,d|0,e|0,f|0)}function kRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;Mh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h)}function lRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;Nh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h,+i)}function mRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=i|0;Oh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h,i|0)}function nRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;Ph[a&3](b|0,c|0,d|0,e|0,f|0,+g,h|0)}function oRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;Qh[a&1](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0)}function pRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;Rh[a&3](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0,j|0)}function qRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;k=k|0;Sh[a&1](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0,j|0,k|0)}function rRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;Th[a&127](b|0,c|0,d|0,e|0,f|0,g|0)}function sRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=+i;Uh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,+i)}function tRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=+i;j=+j;Vh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,+i,+j)}function uRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=i|0;j=j|0;k=k|0;Wh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,i|0,j|0,k|0)}function vRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;Xh[a&63](b|0,c|0,d|0,e|0,f|0,g|0,h|0)}function wRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;Yh[a&15](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0)}function xRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;Zh[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0)}function yRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;_h[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0)}function zRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;$h[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0)}function ARb(a,b,c,d,e,f,g,h,i,j,k,l,m){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;ai[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0)}function BRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;bi[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0)}function CRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=+o;p=+p;q=+q;r=+r;s=+s;t=t|0;ci[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,+o,+p,+q,+r,+s,t|0)}function DRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;di[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0)}function ERb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;ei[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0)}function FRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;fi[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0,q|0)}function GRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;gi[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0,q|0,r|0)}function HRb(a){a=a|0;$(0);return 0.0}function IRb(a,b){a=a|0;b=b|0;$(1);return 0.0}function JRb(){$(2);return 0}function KRb(a){a=a|0;$(3);return 0}function LRb(a,b){a=a|0;b=+b;$(4);return 0}function MRb(a,b){a=a|0;b=b|0;$(5);return 0}function NRb(a,b,c){a=a|0;b=b|0;c=c|0;$(6);return 0}function ORb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;$(7);return 0}function PRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;$(8);return 0}function QRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;$(9);return 0}function RRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;$(10);return 0}function SRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;$(11);return 0}function TRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;$(12);return 0}function URb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;$(13);return 0}function VRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;$(14);return 0}function WRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=+o;$(15);return 0}function XRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=+p;$(16);return 0}function YRb(){$(17)}function ZRb(){vc()}function _Rb(a){a=+a;$(18)}function $Rb(a,b){a=+a;b=+b;$(19)}function aSb(a,b,c){a=+a;b=+b;c=c|0;$(20)}function bSb(a,b){a=+a;b=b|0;$(21)}function cSb(a){a=a|0;$(22)}function dSb(a,b){a=a|0;b=+b;$(23)}function eSb(a,b,c){a=a|0;b=+b;c=+c;$(24)}function fSb(a,b,c,d){a=a|0;b=+b;c=+c;d=+d;$(25)}function gSb(a,b,c,d,e,f,g){a=a|0;b=+b;c=+c;d=+d;e=e|0;f=f|0;g=g|0;$(26)}function hSb(a,b,c,d){a=a|0;b=+b;c=+c;d=d|0;$(27)}function iSb(a,b,c){a=a|0;b=+b;c=c|0;$(28)}function jSb(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;$(29)}function kSb(a,b){a=a|0;b=b|0;$(30)}function lSb(a,b,c){a=a|0;b=b|0;c=+c;$(31)}function mSb(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;$(32)}function nSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=+e;$(33)}function oSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=e|0;$(34)}function pSb(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;$(35)}function qSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=+c;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;$(36)}function rSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;$(37)}function sSb(a,b,c,d,e,f){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;f=f|0;$(38)}function tSb(a,b,c){a=a|0;b=b|0;c=c|0;$(39)}function uSb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;$(40)}function vSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;$(41)}function wSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=+d;e=+e;f=+f;g=+g;h=h|0;$(42)}function xSb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=+d;e=+e;f=f|0;$(43)}function ySb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;$(44)}function zSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;f=+f;g=g|0;h=+h;i=i|0;j=+j;k=k|0;$(45)}function ASb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;f=f|0;$(46)}function BSb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;$(47)}function CSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;$(48)}function DSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=+f;g=+g;h=h|0;i=i|0;j=j|0;k=k|0;$(49)}function ESb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;$(50)}function FSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;$(51)}function GSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;h=h|0;i=i|0;$(52)}function HSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;$(53)}function ISb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;$(54)}function JSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=+h;$(55)}function KSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=h|0;$(56)}function LSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;$(57)}function MSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;$(58)}function NSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;$(59)}function OSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;j=j|0;$(60)}function PSb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;$(61)}function QSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;$(62)}function RSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;$(63)}function SSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;$(64)}function TSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;$(65)}function USb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;$(66)}function VSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;$(67)}function WSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;$(68)}function XSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;$(69)}function YSb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;$(70)}function ZSb(a,b,c,d,e,f,g,h,i,j,k,l,m){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;$(71)}function _Sb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=+n;o=+o;p=+p;q=+q;r=+r;s=s|0;$(72)}function $Sb(a,b,c,d,e,f,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;$(73)}function aTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;$(74)}function bTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;$(75)}function cTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;$(76)}
+
+// EMSCRIPTEN_END_FUNCS
+var Mg=[HRb,Wcb,Xcb,Ycb,Fcb,Hcb,qi,si,ui,wi,yi,Ai,Ci,Ei,Gi,Ii,Ki,Mi,Oi,Qi,Si,Ui,Wi,Yi,_i,aj,cj,ej,gj,ij,kj,mj,oj,qj,sj,uj,wj,yj,Aj,Cj,Ej,Gj,tl,vl,wl,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb];var Ng=[IRb,uYa,UVa,$jb,akb,tkb,ukb,alb,olb,Blb,w2,A2,E2,I2,M2,Q2,U2,Y2,G4,O4,S4,a5,e5,t5,IRb,IRb,IRb,IRb,IRb,IRb,IRb,IRb];var Og=[JRb,u2,y2,C2,G2,K2,O2,S2,W2,_2,c3,g3,k3,o3,s3,w3,A3,E3,I3,M3,Q3,U3,Y3,a4,e4,i4,m4,q4,s4,w4,A4,E4,I4,M4,Q4,U4,Y4,c5,Jl,_la,$la,psa,Fha,ksa,Hr,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb];var Pg=[KRb,Gz,Mz,Qz,Uz,_z,cA,gA,mA,qA,uA,AA,EA,IA,OA,TA,WA,$A,fB,kB,qB,xB,DB,IB,QB,WB,$B,fC,iC,lC,rC,xC,CC,HC,NC,TC,YC,bD,hD,nD,rD,wD,CD,ID,MD,RD,XD,bE,fE,kE,qE,wE,BE,FE,LE,RE,WE,_E,eF,kF,pF,uF,BF,HF,MF,QF,WF,aG,fG,jG,qG,wG,AG,FG,LG,RG,WG,_G,eH,kH,pH,tH,zH,FH,KH,OH,UH,_H,cI,hI,nI,tI,yI,GI,MI,RI,WI,aJ,gJ,lJ,tJ,zJ,EJ,JJ,OJ,UJ,ZJ,fK,lK,qK,vK,AK,GK,KK,OK,UK,ZK,fL,lL,pL,tL,zL,EL,LL,RL,WL,bM,hM,mM,sM,wM,CM,IM,NM,UM,_M,dN,kN,qN,vN,CN,IN,MN,RN,XN,aO,hO,mO,rO,wO,CO,IO,MO,QO,WO,_O,cP,iP,mP,qP,wP,AP,EP,KP,PP,WP,aQ,eQ,kQ,qQ,uQ,yQ,EQ,JQ,PQ,TQ,YQ,$Q,eR,kR,oR,sR,yR,CR,GR,MR,QR,UR,_R,dS,jS,pS,xS,DS,IS,OS,SS,WS,aT,eT,iT,oT,tT,zT,DT,HT,NT,RT,VT,$T,eU,kU,oU,sU,yU,DU,JU,NU,RU,XU,bV,hV,lV,pV,vV,zV,DV,JV,NV,RV,XV,aW,gW,lW,rW,vW,zW,FW,KW,QW,UW,YW,cX,gX,kX,qX,vX,BX,GX,MX,RX,XX,aY,gY,kY,oY,uY,zY,FY,JY,NY,TY,XY,$Y,fZ,jZ,nZ,tZ,xZ,BZ,HZ,LZ,PZ,VZ,ZZ,b_,h_,l_,p_,v_,z_,D_,J_,N_,R_,X_,a$,g$,m$,s$,x$,F$,K$,N$,Q$,X$,b0,k0,p0,u0,z0,H0,N0,R0,V0,$0,e1,k1,p1,v1,z1,D1,J1,N1,R1,X1,a2,g2,o2,R5,Y5,d6,j6,t6,X6,f7,n7,u7,B7,H7,O7,U7,$7,g8,r8,g9,E9,L9,R9,X9,baa,yaa,Eaa,Kaa,Saa,Yaa,dba,kba,rba,zba,Mba,Yba,pca,Bca,Hca,Oca,wda,Nda,Yda,xea,Eea,Kea,Nfa,oga,wga,Oga,Uga,tla,zla,lla,rla,cla,ila,Wka,ala,Oka,Uka,Gka,Mka,yka,Eka,qka,wka,ika,oka,$ja,fka,Tja,Zja,Lja,Rja,Dja,Jja,uja,Aja,lja,rja,cja,ija,Via,$ia,Mia,Sia,Dia,Jia,uia,Aia,lia,ria,cia,iia,Nla,Hma,Bma,tma,Jma,Sma,_ma,gna,ona,Wna,voa,epa,pqa,jqa,Ura,Ora,Ata,rva,zva,Lva,Bwa,$wa,bxa,hxa,Txa,Xya,bza,lGa,mGa,nGa,oGa,pGa,qGa,rGa,sGa,tGa,uGa,vGa,wGa,xGa,yGa,zGa,AGa,BGa,CGa,DGa,EGa,FGa,GGa,VGa,WGa,XGa,YGa,dHa,eHa,fHa,gHa,nHa,oHa,pHa,qHa,rHa,sHa,AHa,BHa,CHa,DHa,EHa,FHa,MHa,NHa,JLa,KLa,MLa,NLa,QLa,SLa,TLa,aMa,eMa,gMa,hMa,LSa,hYa,MSa,NSa,QSa,TSa,JTa,KTa,LTa,MTa,EUa,eVa,gVa,rWa,xWa,JWa,QWa,RWa,jXa,_Wa,eXa,uDb,vDb,s3a,yDb,D3a,J3a,S3a,n5a,t5a,L4a,R4a,E6a,K6a,i6a,o6a,a6a,g6a,P5a,V5a,G5a,M5a,zcb,Acb,Vcb,Zcb,Dcb,Sdb,Ydb,Oeb,Ueb,_kb,$kb,mlb,nlb,zlb,Alb,emb,gxb,nxb,dAb,xDb,MDb,NDb,PDb,QDb,_Eb,fFb,mFb,nFb,tFb,uFb,KHb,RHb,SHb,THb,UHb,VHb,WHb,XHb,sIb,zIb,AIb,BIb,CIb,DIb,EIb,FIb,nJb,oJb,tJb,zJb,AJb,FJb,KJb,LJb,QJb,VJb,WJb,$Jb,YKb,ZKb,$Kb,oLb,pLb,rLb,WLb,XLb,bMb,cMb,hLb,iLb,kLb,xLb,yLb,ALb,Ij,Kj,Mj,Oj,Qj,Sj,Uj,Wj,Yj,_j,ak,ck,ek,gk,ik,kk,mk,ok,qk,sk,uk,wk,yk,Ak,Ck,Ek,Gk,Ik,Kk,Mk,Ok,Qk,Sk,Uk,Wk,Yk,_k,al,i5,il,jl,kl,nl,pl,rl,A5,Kl,Cla,G5,K5,Vga,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb];var Qg=[LRb,JGa,KGa,LGa,OGa,_Ga,$Ga,iHa,vHa,LRb,LRb,LRb,LRb,LRb,LRb,LRb];var Rg=[MRb,Lz,Zz,lA,zA,NA,eB,CB,VB,wC,SC,mD,HD,aE,vE,QE,jF,GF,$F,vG,QG,jH,EH,ZH,sI,LI,fJ,yJ,TJ,kK,FK,TK,kL,yL,QL,gM,HM,ZM,pN,HN,WN,HO,VO,hP,vP,JP,$P,pQ,DQ,OQ,jR,xR,LR,ZR,CS,NS,$S,nT,yT,MT,_T,jU,xU,IU,WU,gV,uV,IV,WV,fW,qW,EW,PW,bX,pX,AX,LX,WX,fY,tY,EY,SY,eZ,sZ,GZ,UZ,g_,u_,I_,W_,f$,r$,M0,_0,j1,u1,I1,W1,f2,yla,qla,hla,$ka,Tka,Lka,Dka,vka,nka,eka,Yja,Qja,Ija,zja,qja,hja,_ia,Ria,Iia,zia,qia,hia,gxa,eza,aza,bOb,IGa,MGa,NGa,PGa,QGa,RGa,SGa,jHa,uHa,wHa,HHa,IHa,JHa,OHa,jKa,RLa,bMa,jMa,hPa,wWa,dXa,t3a,u3a,I3a,Y3a,s5a,Q4a,J6a,n6a,f6a,U5a,L5a,f8a,Jcb,hdb,Xdb,Teb,Zjb,_jb,rkb,skb,blb,clb,dlb,plb,qlb,rlb,Clb,Dlb,Elb,oxb,pxb,zDb,BDb,RDb,TDb,aFb,hFb,oFb,vFb,JLb,LLb,NLb,mMb,oMb,qMb,a3,e3,i3,m3,q3,u3,y3,C3,G3,K3,O3,S3,W3,_3,c4,g4,k4,o4,u4,y4,C4,K4,W4,_4,g5,o5,p5,r5,B5,E5,Jmb,nnb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb];var Sg=[NRb,Pz,bA,pA,DA,SA,VA,jB,nB,HB,_B,eC,hC,kC,BC,GC,XC,aD,qD,uD,LD,PD,eE,iE,AE,DE,VE,YE,oF,tF,LF,OF,eG,hG,zG,DG,VG,YG,oH,rH,JH,MH,bI,fI,xI,QI,VI,kJ,DJ,IJ,YJ,pK,uK,JK,YK,oL,DL,VL,lM,rM,uM,MM,cN,uN,LN,$N,gO,lO,qO,vO,LO,ZO,lP,zP,OP,dQ,tQ,SQ,XQ,_Q,nR,BR,PR,cS,iS,oS,RS,dT,CT,QT,nU,MU,kV,yV,MV,uW,TW,fX,jY,IY,WY,iZ,wZ,KZ,YZ,k_,y_,M_,w$,E$,J$,M$,P$,W$,a0,j0,o0,t0,y0,Q0,y1,M1,LLa,iMa,HWa,rDb,wDb,ADb,elb,flb,slb,tlb,Flb,Glb,kxb,eAb,fAb,jAb,kAb,uBb,JDb,ODb,SDb,$Eb,gFb,CFb,IFb,MKb,RKb,KLb,MLb,PLb,iMb,nMb,pMb,sMb,iPb,xPb,zPb,CPb,EPb,z5,exb,qCb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb];var Tg=[ORb,Wdb,Seb,Vlb,OLb,jMb,kMb,lMb,rMb,J5,Pwb,ORb,ORb,ORb,ORb,ORb];var Ug=[PRb,kHb,lHb,BHb,CHb,PRb,PRb,PRb];var Vg=[QRb,vUa,dYa,n2a,AFb,GFb,fHb,gHb,iHb,mHb,wHb,xHb,zHb,DHb,XKb,_Kb,nLb,qLb,QLb,tMb,gLb,jLb,wLb,zLb,QRb,QRb,QRb,QRb,QRb,QRb,QRb,QRb];var Wg=[RRb,yKb,EKb,RRb];var Xg=[SRb,I5];var Yg=[TRb,MFb,NFb,OFb,PFb,QFb,RFb,SFb,TFb,UFb,VFb,WFb,GGb,HGb,IGb,JGb,KGb,LGb,MGb,NGb,OGb,PGb,QGb,hHb,jHb,yHb,AHb,LHb,MHb,NHb,OHb,PHb,tIb,uIb,vIb,wIb,xIb,zKb,FKb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb];var Zg=[URb,bJb,hJb,eKb,fKb,pKb,qKb,URb];var _g=[VRb,QHb,yIb,VKb,WKb,lLb,mLb,eLb,fLb,uLb,vLb,VRb,VRb,VRb,VRb,VRb];var $g=[WRb,Ola];var ah=[XRb,F5];var bh=[YRb,ZRb,Mha,Ala,Qla,Zl,am,cm,Lm,Nm,Pm,Ym,_m,$m,hp,jp,kp,lp,mp,np,op,Vr,Yr,_r,Hs,Js,Ls,Us,Ws,Xs,ev,gv,hv,iv,jv,kv,lv,Ix,Nha,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb];var ch=[_Rb,em,cn,dn,fn,gn,jn,ln,mn,wn,yn,zn,Gn,Hn,In,Nn,On,Rn,Sn,eo,oo,to,uo,Co,Do,Eo,Ho,Io,Jo,Oo,Po,Qo,Vo,Yo,as,_s,$s,bt,ct,et,gt,ht,rt,tt,ut,Bt,Ct,Dt,It,Jt,Mt,Nt,_t,iu,nu,ou,wu,xu,yu,Eu,Fu,Gu,Lu,Mu,Nu,Su,Vu,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb];var dh=[$Rb,Fn,Mr,At,Fx,$Rb,$Rb,$Rb];var eh=[aSb,Ko,Hu,aSb];var fh=[bSb,wo,Lo,qu,Iu,bSb,bSb,bSb];var gh=[cSb,oG,Fz,Iz,Jz,mS,Oz,Tz,Wz,Xz,aA,fA,iA,jA,oA,tA,wA,xA,CA,HA,KA,LA,QA,RA,UA,_A,bB,cB,hB,iB,lB,mB,pB,wB,zB,AB,FB,GB,JB,KB,PB,SB,TB,YB,ZB,aC,bC,cC,dC,gC,jC,qC,tC,uC,zC,AC,DC,EC,FC,MC,PC,QC,VC,WC,ZC,_C,$C,gD,jD,kD,sD,pD,tD,vD,BD,ED,FD,ND,KD,OD,QD,WD,ZD,_D,gE,dE,hE,jE,pE,sE,tE,yE,zE,CE,EE,KE,NE,OE,TE,UE,XE,ZE,dF,gF,hF,mF,nF,qF,rF,sF,AF,DF,EF,JF,KF,NF,PF,VF,YF,ZF,cG,dG,gG,iG,pG,sG,tG,BG,yG,CG,EG,KG,NG,OG,TG,UG,XG,ZG,dH,gH,hH,mH,nH,qH,sH,yH,BH,CH,HH,IH,LH,NH,TH,WH,XH,dI,aI,eI,gI,mI,pI,qI,vI,wI,zI,AI,FI,II,JI,OI,PI,SI,TI,UI,$I,cJ,dJ,iJ,jJ,mJ,nJ,sJ,vJ,wJ,BJ,CJ,FJ,GJ,HJ,NJ,QJ,RJ,WJ,XJ,_J,$J,eK,hK,iK,nK,oK,rK,sK,tK,zK,CK,DK,IK,NK,QK,RK,WK,XK,_K,$K,eL,hL,iL,nL,sL,vL,wL,BL,CL,FL,GL,KL,NL,OL,TL,UL,XL,YL,aM,dM,eM,jM,kM,nM,oM,pM,qM,tM,vM,BM,EM,FM,KM,LM,OM,PM,TM,WM,XM,aN,bN,eN,fN,jN,mN,nN,sN,tN,wN,xN,BN,EN,FN,KN,QN,TN,UN,ZN,_N,bO,cO,eO,fO,iO,jO,kO,oO,pO,sO,tO,uO,BO,EO,FO,KO,PO,SO,TO,YO,bP,eP,fP,kP,pP,sP,tP,yP,DP,GP,HP,MP,NP,QP,RP,VP,YP,ZP,cQ,jQ,mQ,nQ,sQ,xQ,AQ,BQ,IQ,LQ,MQ,RQ,UQ,WQ,ZQ,dR,gR,hR,mR,rR,uR,vR,AR,FR,IR,JR,OR,TR,WR,XR,aS,bS,eS,fS,gS,hS,kS,lS,nS,wS,zS,AS,HS,KS,LS,QS,VS,YS,ZS,cT,hT,kT,lT,sT,vT,wT,BT,GT,JT,KT,PT,UT,XT,YT,dU,gU,hU,mU,rU,uU,vU,CU,FU,GU,LU,QU,TU,UU,aV,dV,eV,jV,oV,rV,sV,xV,CV,FV,GV,LV,QV,TV,UV,$V,cW,dW,kW,nW,oW,tW,yW,BW,CW,JW,MW,NW,SW,XW,_W,$W,eX,jX,mX,nX,uX,xX,yX,FX,IX,JX,QX,TX,UX,$X,cY,dY,iY,nY,qY,rY,yY,BY,CY,HY,MY,PY,QY,VY,_Y,bZ,cZ,hZ,mZ,pZ,qZ,vZ,AZ,DZ,EZ,JZ,OZ,RZ,SZ,XZ,a_,d_,e_,j_,o_,r_,s_,x_,C_,F_,G_,L_,Q_,T_,U_,$_,c$,d$,l$,o$,p$,u$,v$,y$,z$,C$,D$,G$,H$,I$,L$,O$,U$,V$,Y$,Z$,_$,$$,c0,d0,h0,i0,l0,m0,n0,r0,s0,v0,w0,x0,G0,J0,K0,P0,U0,X0,Y0,d1,g1,h1,o1,r1,s1,x1,C1,F1,G1,L1,Q1,T1,U1,$1,c2,d2,j2,k2,p2,q2,t2,s2,M5,N5,T5,U5,_5,$5,e6,f6,o6,p6,v6,w6,B6,C6,H6,I6,N6,O6,S6,T6,a7,b7,i7,j7,p7,q7,w7,x7,C7,D7,J7,K7,P7,Q7,W7,X7,b8,c8,h8,i8,m8,n8,t8,u8,y8,z8,Y8,Z8,b9,c9,n9,o9,t9,u9,z9,A9,G9,H9,M9,N9,S9,T9,Y9,Z9,caa,daa,haa,iaa,naa,oaa,taa,uaa,zaa,Aaa,Faa,Gaa,Naa,Oaa,Taa,Uaa,_aa,$aa,fba,gba,mba,nba,uba,vba,Bba,Cba,Hba,Iba,Oba,Pba,Tba,Uba,_ba,$ba,eca,fca,kca,lca,rca,sca,wca,xca,Cca,Dca,Jca,Kca,Pca,Qca,Uca,Vca,Zca,_ca,cda,dda,hda,ida,mda,nda,rda,sda,xda,yda,Cda,Dda,Ida,Jda,Oda,Pda,Tda,Uda,_da,$da,dea,eea,iea,jea,nea,oea,sea,tea,zea,Aea,Fea,Gea,Lea,Mea,Qea,Rea,Vea,Wea,_ea,$ea,dfa,efa,ifa,jfa,nfa,ofa,sfa,tfa,yfa,zfa,Dfa,Efa,Ifa,Jfa,Ofa,Pfa,Ufa,Vfa,_fa,$fa,jga,kga,rga,sga,Bga,Cga,Jga,Kga,Pga,Qga,gka,sla,vla,wla,jla,kla,nla,ola,jia,bla,ela,fla,gla,Vka,Yka,Zka,_ka,Nka,Qka,Rka,Ska,Fka,Ika,Jka,Kka,xka,Aka,Bka,pka,ska,tka,hka,kka,lka,_ja,bka,cka,dka,Sja,Vja,Wja,Xja,sia,Kja,Nja,Oja,Bja,Cja,Fja,Gja,sja,tja,wja,xja,jja,kja,nja,oja,aja,bja,eja,fja,Tia,Uia,Xia,Yia,Kia,Lia,Oia,Pia,Bia,Cia,Fia,Gia,tia,wia,xia,kia,nia,oia,pia,aia,bia,eia,fia,_ha,Ila,Jla,Cma,Dma,wma,xma,oma,pma,Ima,Lma,Nma,Oma,Tma,Vma,Wma,$ma,bna,cna,hna,jna,kna,pna,rna,sna,wna,Yna,Zna,doa,foa,goa,koa,toa,$oa,apa,kqa,lqa,eqa,fqa,rqa,sqa,yqa,zqa,Dqa,Fqa,Gqa,Kqa,Lqa,Nqa,Oqa,Vqa,ara,bra,hra,ira,nra,pra,qra,vra,xra,Ara,Dra,Pra,Qra,Jra,Kra,Xra,Yra,bsa,dsa,esa,jsa,rsa,ssa,ysa,Asa,Bsa,Gsa,Isa,Jsa,Nsa,Psa,Qsa,Vsa,Xsa,Ysa,ata,eta,fta,Gta,Hta,Bta,Cta,vta,wta,qta,rta,kta,lta,Ita,Rta,Uta,Xta,$ta,dua,hua,lua,pua,uua,yua,Cua,Gua,Kua,Oua,Sua,Wua,$ua,ava,fva,hva,iva,mva,nva,sva,tva,vva,Gva,Hva,Bva,Cva,Mva,Nva,Rva,Sva,Wva,Xva,Zva,_va,cwa,ewa,iwa,jwa,nwa,qwa,twa,xwa,Ewa,Wwa,Xwa,Rwa,Swa,axa,dxa,exa,fxa,ixa,jxa,zxa,Axa,Exa,Gxa,Oxa,Pxa,Jxa,Kxa,Uxa,tya,uya,zya,Eya,Fya,Kya,Qya,aOb,cza,dza,fza,Vya,Wya,Zya,_ya,$ya,tFa,uFa,vFa,wFa,rFa,sFa,AFa,BFa,CFa,DFa,yFa,zFa,iGa,jGa,TGa,aHa,bHa,kHa,lHa,xHa,yHa,LHa,QHa,RHa,SHa,THa,EIa,FIa,GIa,HIa,VIa,WIa,XIa,YIa,hKa,iKa,kKa,GLa,HLa,OLa,PLa,VLa,WLa,XLa,YLa,_La,$La,cMa,dMa,vMa,wMa,xMa,yMa,BMa,CMa,DMa,EMa,ANa,BNa,CNa,DNa,MNa,NNa,ONa,PNa,ZOa,_Oa,$Oa,aPa,fPa,gPa,iPa,eYa,ISa,JSa,gYa,pYa,PSa,rYa,RSa,XSa,dTa,BTa,FTa,GTa,HTa,NTa,OTa,$Ua,aVa,bVa,fVa,kVa,sVa,QVa,qWa,tWa,uWa,FWa,GWa,MWa,NWa,OWa,UWa,VWa,fXa,gXa,hXa,nXa,vXa,TXa,ZWa,aXa,bXa,F1a,cYa,fYa,qYa,G1a,S2a,T2a,U2a,M2a,N2a,O2a,P2a,_2a,$2a,a3a,b3a,gEb,hEb,iEb,jEb,v3a,w3a,x3a,y3a,o3a,p3a,C3a,F3a,G3a,H3a,O3a,P3a,R3a,V3a,W3a,X3a,J4a,m5a,p5a,q5a,K4a,N4a,O4a,s4a,I4a,G4a,H4a,_5a,D6a,G6a,H6a,N5a,h6a,k6a,l6a,$5a,c6a,d6a,O5a,R5a,S5a,E5a,F5a,I5a,J5a,j8a,k8a,l8a,m8a,ycb,Ucb,fdb,Kcb,Lcb,Mcb,Ncb,Ocb,Pcb,Qcb,Qdb,Rdb,Udb,Vdb,Meb,Neb,Qeb,Reb,crb,Yjb,qkb,Ykb,Zkb,klb,llb,xlb,ylb,Tlb,Ulb,Wlb,Xlb,fmb,gmb,hmb,imb,kob,lob,Spb,Tpb,Upb,Vpb,kqb,lqb,mqb,nqb,Pqb,Qqb,Rqb,Sqb,drb,jub,kub,lub,mub,pub,qub,rub,sub,yub,zub,Aub,Bub,YDb,ZDb,_Db,$Db,Sub,Tub,Uub,Vub,pvb,qvb,rvb,svb,Avb,Bvb,Cvb,Dvb,Vwb,Wwb,Xwb,Ywb,qxb,rxb,sxb,txb,hxb,ixb,uxb,vxb,Bxb,Cxb,kDb,mDb,oDb,pDb,GDb,HDb,bEb,cEb,dEb,eEb,lEb,mEb,nEb,oEb,XEb,YEb,cFb,dFb,jFb,kFb,qFb,rFb,xFb,yFb,zFb,EFb,FFb,KFb,LFb,EGb,FGb,dHb,eHb,uHb,vHb,IHb,JHb,qIb,rIb,$Ib,aJb,fJb,gJb,lJb,mJb,xJb,yJb,IJb,JJb,TJb,UJb,cKb,dKb,nKb,oKb,wKb,xKb,CKb,DKb,KKb,LKb,PKb,QKb,DFb,dLb,UKb,sLb,tLb,ELb,FLb,HLb,ILb,ULb,VLb,$Lb,aMb,gMb,hMb,uMb,vMb,wMb,ePb,fPb,gPb,hPb,rPb,wPb,yPb,BPb,DPb,FPb,Rz,dA,rA,FA,XA,tB,MB,nC,JC,dD,yD,TD,mE,HE,aF,xF,SF,lG,HG,aH,vH,QH,jI,CI,YI,pJ,LJ,bK,wK,LK,aL,qL,HL,ZL,yM,QM,gN,yN,NN,yO,NO,$O,nP,BP,SP,fQ,vQ,GQ,aR,pR,DR,RR,tS,FS,TS,fT,qT,ET,ST,bU,pU,AU,OU,ZU,mV,AV,OV,ZV,iW,wW,HW,VW,hX,sX,DX,OX,ZX,lY,wY,KY,YY,kZ,yZ,MZ,_Z,m_,A_,O_,Z_,i$,D0,S0,b1,m1,A1,O1,Z1,i2,v2,z2,D2,H2,L2,P2,T2,X2,$2,d3,h3,l3,p3,t3,x3,B3,F3,J3,N3,R3,V3,Z3,b4,f4,j4,n4,r4,t4,x4,B4,F4,J4,N4,R4,V4,Z4,d5,j5,k5,cl,fl,Nl,loa,L5,dm,Hm,Rm,bn,en,hn,kn,nn,on,pn,qn,un,xn,An,Cn,En,Jn,Kn,Ln,Mn,Pn,Qn,Tn,Un,Vn,Wn,Xn,Zn,_n,$n,ao,bo,co,fo,go,ho,io,jo,ko,lo,mo,no,po,qo,ro,so,vo,xo,zo,Ao,Bo,Fo,Go,Mo,No,Ro,So,To,Uo,Wo,Xo,_o,$o,ap,ep,Dr,Ir,Wga,$r,Ds,Ns,Zs,at,dt,ft,it,jt,kt,lt,pt,st,vt,xt,zt,Et,Ft,Gt,Ht,Kt,Lt,Ot,Pt,Qt,Rt,St,Ut,Vt,Wt,Xt,Yt,Zt,$t,au,bu,cu,du,eu,fu,gu,hu,ju,ku,lu,mu,pu,ru,tu,uu,vu,zu,Du,Ju,Ku,Ou,Pu,Qu,Ru,Tu,Uu,Xu,Yu,Zu,bv,Ax,Ex,GFa,cGb,eGb,gKb,$zb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb];var hh=[dSb,eTa,gTa,tVa,vVa,wXa,yXa,adb,bdb,cdb,ddb,Gcb,ri,ti,vi,xi,zi,Bi,Di,Fi,Hi,Ji,Li,Ni,Pi,Ri,Ti,Vi,Xi,Zi,$i,bj,dj,fj,hj,jj,lj,nj,pj,rj,tj,vj,xj,zj,Bj,Dj,Fj,Hj,ul,xl,zl,Dl,El,Z6,vn,U8,dp,qt,av,dSb,dSb,dSb,dSb,dSb];var ih=[eSb,KSa,ITa,PWa,gdb,yl,Al,Cl,Fl,P8,eSb,eSb,eSb,eSb,eSb,eSb];var jh=[fSb,Bl];var kh=[gSb,TTa,L1a,gSb];var lh=[hSb,W8];var mh=[iSb,sn,V8,X8,nt,iSb,iSb,iSb];var nh=[jSb,Yl,Ur,jSb];var oh=[kSb,Hz,Kz,Vz,Yz,hA,kA,vA,yA,JA,MA,aB,dB,yB,BB,RB,UB,sC,vC,OC,RC,iD,lD,DD,GD,YD,$D,rE,uE,ME,PE,fF,iF,CF,FF,XF,_F,rG,uG,MG,PG,fH,iH,AH,DH,VH,YH,oI,rI,HI,KI,bJ,eJ,uJ,xJ,PJ,SJ,gK,jK,BK,EK,PK,SK,gL,jL,uL,xL,ML,PL,cM,fM,DM,GM,VM,YM,lN,oN,DN,GN,SN,VN,DO,GO,RO,UO,dP,gP,rP,uP,FP,IP,XP,_P,lQ,oQ,zQ,CQ,KQ,NQ,fR,iR,tR,wR,HR,KR,VR,YR,yS,BS,JS,MS,XS,_S,jT,mT,uT,xT,IT,LT,WT,ZT,fU,iU,tU,wU,EU,HU,SU,VU,cV,fV,qV,tV,EV,HV,SV,VV,bW,eW,mW,pW,AW,DW,LW,OW,ZW,aX,lX,oX,wX,zX,HX,KX,SX,VX,bY,eY,pY,sY,AY,DY,OY,RY,aZ,dZ,oZ,rZ,CZ,FZ,QZ,TZ,c_,f_,q_,t_,E_,H_,S_,V_,b$,e$,n$,q$,I0,L0,W0,Z0,f1,i1,q1,t1,E1,H1,S1,V1,b2,e2,l2,m2,n2,O5,P5,Q5,V5,W5,X5,a6,b6,c6,g6,h6,i6,q6,r6,s6,x6,y6,z6,D6,E6,F6,J6,K6,L6,P6,Q6,R6,U6,V6,W6,c7,d7,e7,k7,l7,m7,r7,s7,t7,y7,z7,A7,E7,F7,G7,L7,M7,N7,R7,S7,T7,Y7,Z7,_7,d8,e8,f8,j8,k8,l8,o8,p8,q8,v8,w8,x8,A8,B8,C8,_8,$8,a9,d9,e9,f9,p9,q9,r9,v9,w9,x9,B9,C9,D9,I9,J9,K9,O9,P9,Q9,U9,V9,W9,_9,$9,aaa,eaa,faa,gaa,jaa,kaa,laa,paa,qaa,raa,vaa,waa,xaa,Baa,Caa,Daa,Haa,Iaa,Jaa,Paa,Qaa,Raa,Vaa,Waa,Xaa,aba,bba,cba,hba,iba,jba,oba,pba,qba,wba,xba,yba,Dba,Eba,Fba,Jba,Kba,Lba,Qba,Rba,Sba,Vba,Wba,Xba,aca,bca,cca,gca,hca,ica,mca,nca,oca,tca,uca,vca,yca,zca,Aca,Eca,Fca,Gca,Lca,Mca,Nca,Rca,Sca,Tca,Wca,Xca,Yca,$ca,ada,bda,eda,fda,gda,jda,kda,lda,oda,pda,qda,tda,uda,vda,zda,Ada,Bda,Eda,Fda,Gda,Kda,Lda,Mda,Qda,Rda,Sda,Vda,Wda,Xda,aea,bea,cea,fea,gea,hea,kea,lea,mea,pea,qea,rea,uea,vea,wea,Bea,Cea,Dea,Hea,Iea,Jea,Nea,Oea,Pea,Sea,Tea,Uea,Xea,Yea,Zea,afa,bfa,cfa,ffa,gfa,hfa,kfa,lfa,mfa,pfa,qfa,rfa,ufa,vfa,wfa,Afa,Bfa,Cfa,Ffa,Gfa,Hfa,Kfa,Lfa,Mfa,Qfa,Rfa,Sfa,Wfa,Xfa,Yfa,aga,bga,cga,lga,mga,nga,tga,uga,vga,Dga,Ega,Fga,Lga,Mga,Nga,Rga,Sga,Tga,ula,xla,mla,pla,dla,Xka,Pka,Hka,zka,Cka,rka,uka,jka,mka,aka,Uja,Mja,Pja,Eja,vja,mja,dja,Wia,Nia,Eia,via,yia,mia,dia,Kla,Lla,Mla,Ema,Fma,Gma,yma,zma,Ama,qma,rma,sma,Pma,Qma,Rma,Xma,Yma,Zma,dna,ena,fna,lna,mna,nna,tna,una,vna,_na,$na,aoa,hoa,ioa,joa,uoa,bpa,cpa,dpa,mqa,nqa,oqa,gqa,hqa,iqa,tqa,uqa,vqa,Aqa,Bqa,Cqa,Hqa,Iqa,Jqa,Pqa,Qqa,Rqa,Wqa,cra,dra,era,jra,kra,lra,rra,sra,tra,yra,Bra,Era,Rra,Sra,Tra,Lra,Mra,Nra,Zra,_ra,$ra,fsa,gsa,hsa,tsa,usa,vsa,Csa,Dsa,Esa,Ksa,Lsa,Msa,Rsa,Ssa,Tsa,Zsa,_sa,$sa,gta,hta,ita,Dta,Eta,Fta,xta,yta,zta,sta,tta,uta,mta,nta,ota,Sta,Vta,Yta,aua,eua,iua,mua,qua,vua,zua,Dua,Hua,Lua,Pua,Tua,Xua,bva,cva,dva,jva,kva,lva,ova,pva,qva,wva,xva,yva,Iva,Jva,Kva,Dva,Eva,Fva,Tva,Uva,Vva,$va,awa,bwa,fwa,kwa,lwa,mwa,rwa,uwa,ywa,zwa,Awa,Fwa,Ywa,Zwa,_wa,Twa,Uwa,Vwa,cxa,Bxa,Cxa,Dxa,Hxa,Qxa,Rxa,Sxa,Lxa,Mxa,Nxa,vya,wya,xya,Gya,Hya,Iya,Rya,Yya,kGa,HGa,UGa,ZGa,cHa,hHa,mHa,tHa,zHa,GHa,ILa,fMa,sYa,SSa,YSa,$Sa,fTa,hTa,iTa,CTa,DTa,ETa,QTa,CUa,DUa,cVa,lVa,oVa,uVa,wVa,xVa,RVa,SVa,TVa,sWa,vWa,XWa,iXa,oXa,rXa,xXa,zXa,AXa,UXa,VXa,WXa,$Wa,cXa,I1a,u2a,v2a,qDb,E3a,Q3a,T3a,Z3a,o5a,r5a,M4a,P4a,F6a,j6a,b6a,Q5a,H5a,g8a,Bcb,Ccb,_cb,$cb,edb,Ecb,Icb,Tdb,Peb,jxb,IDb,ZEb,eFb,lFb,sFb,pJb,qJb,rJb,sJb,uJb,vJb,BJb,CJb,DJb,EJb,GJb,HJb,MJb,NJb,OJb,PJb,RJb,SJb,XJb,YJb,ZJb,_Jb,aKb,bKb,OKb,TKb,YLb,ZLb,_Lb,dMb,eMb,fMb,Jj,Lj,Nj,Pj,Rj,Tj,Vj,Xj,Zj,$j,bk,dk,fk,hk,jk,lk,nk,pk,rk,tk,vk,xk,zk,Bk,Dk,Fk,Hk,Jk,Lk,Nk,Pk,Rk,Tk,Vk,Xk,Zk,$k,bl,l5,ll,ml,ol,ql,sl,gm,hm,im,jm,km,mm,nm,om,pm,qm,rm,sm,tm,um,vm,wm,xm,ym,zm,Am,Bm,Cm,Dm,Em,Fm,Gm,o7,Mm,G8,H8,I8,rn,tn,Q8,R8,S8,Yn,yo,Zo,bp,pp,rp,vp,yp,Gp,Er,Gr,cs,ds,es,fs,gs,is,js,ks,ls,ms,ns,os,ps,qs,rs,ss,ts,us,vs,ws,xs,ys,zs,As,Bs,Cs,Is,mt,ot,Tt,su,Wu,_u,mv,ov,sv,vv,Dv,Bx,Dx,Ela,Fla,HBa,pWa,YWa,v$a,_3a,c4a,e4a,f4a,h4a,i4a,k4a,m4a,n4a,p4a,u4a,v4a,w4a,y4a,z4a,Rcb,Tcb,onb,mpb,Swb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb];var ph=[lSb,x2,B2,F2,J2,N2,R2,V2,Z2,H4,P4,T4,b5,f5,u5,Gl,M8,i9,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb];var qh=[mSb,v5,Hl,Jr,Gx,mSb,mSb,mSb];var rh=[nSb,w5];var sh=[oSb,Tq,Qw,oSb];var th=[pSb,K8];var uh=[qSb,Fr,Cx,qSb];var vh=[rSb,bm,Zr,rSb];var wh=[sSb,M6];var xh=[tSb,Hja,yja,gja,Hia,gia,tYa,kTa,qTa,rTa,sTa,tTa,yTa,ATa,RTa,eUa,zUa,AUa,dVa,zVa,FVa,GVa,HVa,IVa,NVa,PVa,IWa,CXa,IXa,JXa,KXa,LXa,QXa,SXa,J1a,Y1a,r2a,s2a,m6a,T5a,b3,f3,j3,n3,r3,v3,z3,D3,H3,L3,P3,T3,X3,$3,d4,h4,l4,p4,v4,z4,D4,L4,X4,$4,h5,q5,s5,Il,Ml,Ol,_l,fm,h7,Om,J8,L8,Bn,Dn,T8,gp,l9,up,Fp,Mp,Qp,Rp,ur,wr,xr,zr,Hga,Wr,bs,Ks,wt,yt,dv,rv,Cv,Jv,Nv,Ov,rx,tx,ux,wx,Ysb,Qwb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb];var yh=[uSb,x5];var zh=[vSb,y5,Iga,vSb];var Ah=[wSb,pUa,h2a,wSb];var Bh=[xSb,fga];var Ch=[ySb,jr,gx,ySb];var Dh=[zSb,Gga];var Eh=[ASb,Y6];var Fh=[BSb,L3a,pja,Zia,USa,VSa,ZSa,_Sa,aTa,cTa,mTa,oTa,pTa,uTa,zTa,WTa,ZTa,_Ta,hUa,jUa,kUa,yUa,hVa,iVa,mVa,nVa,pVa,rVa,BVa,DVa,EVa,JVa,OVa,WWa,kXa,lXa,pXa,qXa,sXa,uXa,EXa,GXa,HXa,MXa,RXa,O1a,R1a,S1a,$1a,b2a,c2a,q2a,r3a,I6a,e6a,K5a,mxb,tDb,LDb,BFb,HFb,lPb,uPb,IPb,D5,H5,Ql,Rl,Tl,$l,g7,lm,Km,I7,Qm,Vm,N8,O8,fp,k9,ip,sp,tp,y9,xp,zp,Ap,Bp,Cp,saa,Hp,Ip,Lp,Zaa,Np,Sp,Tp,Up,Vp,lq,Pq,Uq,Vq,Wq,Xq,Yq,Zq,_q,cr,dr,er,gr,ir,kr,lr,mr,nr,or,pr,qr,tr,zga,vr,Br,Cr,Kr,Lr,Nr,Pr,Xr,hs,Gs,Ms,Rs,cv,fv,pv,qv,uv,wv,xv,yv,zv,Ev,Fv,Iv,Kv,Pv,Qv,Rv,Sv,iw,Mw,Rw,Sw,Tw,Uw,Vw,Ww,Xw,$w,ax,bx,dx,fx,hx,ix,jx,kx,lx,mx,nx,qx,sx,yx,zx,Hx,oi,yxb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb];var Gh=[CSb,WSa,jVa,mXa];var Hh=[DSb,lUa,d2a,DSb];var Ih=[ESb,jTa,yVa,BXa,Sq,qga,Pw,ESb];var Jh=[FSb,fr,cx,FSb];var Kh=[GSb,Ll];var Lh=[HSb,r2,Qia,$ha,bTa,nTa,xTa,PTa,UTa,VTa,XTa,YTa,$Ta,aUa,bUa,cUa,dUa,fUa,gUa,uUa,BUa,qVa,CVa,MVa,tXa,FXa,PXa,H1a,M1a,N1a,P1a,Q1a,T1a,U1a,V1a,W1a,X1a,Z1a,_1a,m2a,t2a,kPb,tPb,HPb,S5,Im,Jm,Sm,Tm,Um,cp,j9,qp,s9,Dp,Ep,Jp,eba,Op,tba,Aba,Xp,Yp,aq,bq,cq,eq,fq,gq,hq,iq,jq,kq,sq,tq,uq,vq,wq,xq,zq,Aq,Cq,Dq,Eq,Fq,Gq,Hq,Iq,Kq,Mq,Oq,Zfa,Rq,sr,Es,Fs,Os,Ps,Qs,$u,nv,Av,Bv,Gv,Lv,Uv,Vv,Zv,_v,$v,bw,cw,dw,ew,fw,gw,hw,pw,qw,rw,sw,tw,uw,ww,xw,zw,Aw,Bw,Cw,Dw,Ew,Fw,Hw,Jw,Lw,Ow,px,Bha,YDa,ZDa,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb];var Mh=[ISb,el,gl,ISb];var Nh=[JSb,dl,hl,JSb];var Oh=[KSb,STa,K1a,KSb];var Ph=[LSb,Pl,ega,LSb];var Qh=[MSb,iga];var Rh=[NSb,Ul,Qr,NSb];var Sh=[OSb,C5];var Th=[PSb,lTa,wTa,rUa,wUa,w2a,x2a,AVa,LVa,DXa,OXa,j2a,o2a,q3a,lxb,sDb,KDb,NKb,SKb,jPb,sPb,GPb,Sl,Vl,Wl,v7,V7,a8,Wm,Xm,Zm,h9,m9,maa,Laa,lba,Wp,Nba,qca,dq,mq,oq,Zda,yq,Bq,Lq,Nq,Qq,dga,yga,yr,Ar,Or,Rr,Sr,Ss,Ts,Vs,Tv,aw,jw,lw,vw,yw,Iw,Kw,Nw,vx,xx,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb];var Uh=[QSb,n5];var Vh=[RSb,m5];var Wh=[SSb,k6];var Xh=[TSb,vTa,iUa,KVa,NXa,a2a,Z5,u6,A6,Xl,s8,D8,an,Gba,$p,Ica,nq,pq,qq,rq,yea,Jq,Tfa,$q,ar,br,hr,Aga,Tr,Ys,Yv,kw,mw,nw,ow,Gw,Yw,Zw,_w,ex,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb];var Yh=[USb,G6,F8,_p,jca,Hda,xfa,gga,hga,pga,Xv,USb,USb,USb,USb,USb];var Zh=[VSb,xUa,p2a,Zp,dca,Wv,VSb,VSb];var _h=[WSb,Zba];var $h=[XSb,Sna,nBa,Ppb];var ai=[YSb,oUa,g2a,wp,tv,YSb,YSb,YSb];var bi=[ZSb,qUa,tUa,i2a,l2a,F9,rr,ox];var ci=[_Sb,mUa,e2a,_Sb];var di=[$Sb,Kp,xga,Hv];var ei=[aTb,Maa];var fi=[bTb,nUa,sUa,f2a,k2a,Pp,Mv,bTb];var gi=[cTb,sba];return{__GLOBAL__I_000101:PEb,__GLOBAL__sub_I_bind_cpp:vyb,__GLOBAL__sub_I_binding_cpp:Rla,__GLOBAL__sub_I_capping_geom_cpp:VAa,__GLOBAL__sub_I_clip_cpp:yib,__GLOBAL__sub_I_context_cpp:tjb,__GLOBAL__sub_I_create_cpp:CDa,__GLOBAL__sub_I_element_cpp:$tb,__GLOBAL__sub_I_embind_cpp:Cha,__GLOBAL__sub_I_geom_query_cpp:PDa,__GLOBAL__sub_I_glbuffermanager_cpp:_db,__GLOBAL__sub_I_group_cpp:KEa,__GLOBAL__sub_I_infos_cpp:kjb,__GLOBAL__sub_I_instance_cpp:Plb,__GLOBAL__sub_I_instance_cpp_3162:Jsb,__GLOBAL__sub_I_iostream_cpp:QEb,__GLOBAL__sub_I_net_command_cpp:Exb,__GLOBAL__sub_I_scene_iterator_cpp:erb,__GLOBAL__sub_I_state_cpp:Rvb,__GLOBAL__sub_I_svg_common_cpp:oqb,__GLOBAL__sub_I_traverse_cpp:Wjb,__GLOBAL__sub_I_web_client_cpp:Dha,___divdi3:UPb,___errno_location:hAb,___getTypeName:Zzb,___muldi3:WPb,___udivdi3:XPb,___uremdi3:YPb,_bitshift64Lshr:ZPb,_bitshift64Shl:_Pb,_emscripten_replace_memory:Lg,_free:$zb,_i64Add:QPb,_i64Subtract:RPb,_llvm_bswap_i32:$Pb,_llvm_round_f64:aQb,_main:Lha,_malloc:_zb,_memcpy:bQb,_memmove:cQb,_memset:dQb,_pthread_cond_broadcast:eQb,_pthread_mutex_lock:fQb,_pthread_mutex_unlock:gQb,_round:hQb,_roundf:iQb,_sbrk:jQb,dynCall_di:kQb,dynCall_dii:lQb,dynCall_i:mQb,dynCall_ii:nQb,dynCall_iid:oQb,dynCall_iii:pQb,dynCall_iiii:qQb,dynCall_iiiii:rQb,dynCall_iiiiid:sQb,dynCall_iiiiii:tQb,dynCall_iiiiiid:uQb,dynCall_iiiiiidi:vQb,dynCall_iiiiiii:wQb,dynCall_iiiiiiii:xQb,dynCall_iiiiiiiii:yQb,dynCall_iiiiiiiiiiiiiiid:zQb,dynCall_iiiiiiiiiiiiiiiid:AQb,dynCall_v:BQb,dynCall_vd:CQb,dynCall_vdd:DQb,dynCall_vddi:EQb,dynCall_vdi:FQb,dynCall_vi:GQb,dynCall_vid:HQb,dynCall_vidd:IQb,dynCall_viddd:JQb,dynCall_vidddiii:KQb,dynCall_viddi:LQb,dynCall_vidi:MQb,dynCall_vidiii:NQb,dynCall_vii:OQb,dynCall_viid:PQb,dynCall_viidd:QQb,dynCall_viiddd:RQb,dynCall_viiddi:SQb,dynCall_viidi:TQb,dynCall_viididididi:UQb,dynCall_viidii:VQb,dynCall_viidiii:WQb,dynCall_viii:XQb,dynCall_viiid:YQb,dynCall_viiidd:ZQb,dynCall_viiiddddi:_Qb,dynCall_viiiddi:$Qb,dynCall_viiidi:aRb,dynCall_viiididididi:bRb,dynCall_viiidii:cRb,dynCall_viiii:dRb,dynCall_viiiid:eRb,dynCall_viiiidddiiii:fRb,dynCall_viiiidi:gRb,dynCall_viiiidii:hRb,dynCall_viiiidiiii:iRb,dynCall_viiiii:jRb,dynCall_viiiiidd:kRb,dynCall_viiiiiddd:lRb,dynCall_viiiiiddi:mRb,dynCall_viiiiidi:nRb,dynCall_viiiiidii:oRb,dynCall_viiiiidiii:pRb,dynCall_viiiiidiiii:qRb,dynCall_viiiiii:rRb,dynCall_viiiiiidd:sRb,dynCall_viiiiiiddd:tRb,dynCall_viiiiiidiii:uRb,dynCall_viiiiiii:vRb,dynCall_viiiiiiii:wRb,dynCall_viiiiiiiii:xRb,dynCall_viiiiiiiiii:yRb,dynCall_viiiiiiiiiii:zRb,dynCall_viiiiiiiiiiii:ARb,dynCall_viiiiiiiiiiiii:BRb,dynCall_viiiiiiiiiiiiidddddi:CRb,dynCall_viiiiiiiiiiiiii:DRb,dynCall_viiiiiiiiiiiiiii:ERb,dynCall_viiiiiiiiiiiiiiii:FRb,dynCall_viiiiiiiiiiiiiiiii:GRb,establishStackSpace:ki,getTempRet0:ni,runPostSets:PPb,setTempRet0:mi,setThrew:li,stackAlloc:hi,stackRestore:ji,stackSave:ii}})
+
+
+// EMSCRIPTEN_END_ASM
+(e.Yb,e.Zb,buffer),Eb=e.__GLOBAL__I_000101=Y.__GLOBAL__I_000101,Hb=e.__GLOBAL__sub_I_bind_cpp=Y.__GLOBAL__sub_I_bind_cpp,Yb=e.__GLOBAL__sub_I_binding_cpp=Y.__GLOBAL__sub_I_binding_cpp,Xb=e.__GLOBAL__sub_I_capping_geom_cpp=Y.__GLOBAL__sub_I_capping_geom_cpp,Sb=e.__GLOBAL__sub_I_clip_cpp=Y.__GLOBAL__sub_I_clip_cpp,Qb=e.__GLOBAL__sub_I_context_cpp=Y.__GLOBAL__sub_I_context_cpp,Wb=e.__GLOBAL__sub_I_create_cpp=Y.__GLOBAL__sub_I_create_cpp,Kb=e.__GLOBAL__sub_I_element_cpp=
+Y.__GLOBAL__sub_I_element_cpp,Pb=e.__GLOBAL__sub_I_embind_cpp=Y.__GLOBAL__sub_I_embind_cpp,Vb=e.__GLOBAL__sub_I_geom_query_cpp=Y.__GLOBAL__sub_I_geom_query_cpp,Tb=e.__GLOBAL__sub_I_glbuffermanager_cpp=Y.__GLOBAL__sub_I_glbuffermanager_cpp,Ub=e.__GLOBAL__sub_I_group_cpp=Y.__GLOBAL__sub_I_group_cpp,Rb=e.__GLOBAL__sub_I_infos_cpp=Y.__GLOBAL__sub_I_infos_cpp,Ob=e.__GLOBAL__sub_I_instance_cpp=Y.__GLOBAL__sub_I_instance_cpp,Lb=e.__GLOBAL__sub_I_instance_cpp_3162=Y.__GLOBAL__sub_I_instance_cpp_3162,Gb=e.__GLOBAL__sub_I_iostream_cpp=
+Y.__GLOBAL__sub_I_iostream_cpp,Ib=e.__GLOBAL__sub_I_net_command_cpp=Y.__GLOBAL__sub_I_net_command_cpp,Mb=e.__GLOBAL__sub_I_scene_iterator_cpp=Y.__GLOBAL__sub_I_scene_iterator_cpp,Jb=e.__GLOBAL__sub_I_state_cpp=Y.__GLOBAL__sub_I_state_cpp,Nb=e.__GLOBAL__sub_I_svg_common_cpp=Y.__GLOBAL__sub_I_svg_common_cpp,Fb=e.__GLOBAL__sub_I_traverse_cpp=Y.__GLOBAL__sub_I_traverse_cpp,Zb=e.__GLOBAL__sub_I_web_client_cpp=Y.__GLOBAL__sub_I_web_client_cpp;e.___divdi3=Y.___divdi3;e.___errno_location=Y.___errno_location;
+var Ne=e.___getTypeName=Y.___getTypeName;e.___muldi3=Y.___muldi3;e.___udivdi3=Y.___udivdi3;e.___uremdi3=Y.___uremdi3;e._bitshift64Lshr=Y._bitshift64Lshr;e._bitshift64Shl=Y._bitshift64Shl;var eb=e._emscripten_replace_memory=Y._emscripten_replace_memory,Oe=e._free=Y._free;e._i64Add=Y._i64Add;e._i64Subtract=Y._i64Subtract;e._llvm_bswap_i32=Y._llvm_bswap_i32;e._llvm_round_f64=Y._llvm_round_f64;e._main=Y._main;var La=e._malloc=Y._malloc;e._memcpy=Y._memcpy;e._memmove=Y._memmove;e._memset=Y._memset;
+e._pthread_cond_broadcast=Y._pthread_cond_broadcast;e._pthread_mutex_lock=Y._pthread_mutex_lock;e._pthread_mutex_unlock=Y._pthread_mutex_unlock;e._round=Y._round;e._roundf=Y._roundf;e._sbrk=Y._sbrk;e.establishStackSpace=Y.establishStackSpace;e.getTempRet0=Y.getTempRet0;e.runPostSets=Y.runPostSets;e.setTempRet0=Y.setTempRet0;e.setThrew=Y.setThrew;var ea=e.stackAlloc=Y.stackAlloc,fa=e.stackRestore=Y.stackRestore,ca=e.stackSave=Y.stackSave;e.dynCall_di=Y.dynCall_di;e.dynCall_dii=Y.dynCall_dii;
+e.dynCall_i=Y.dynCall_i;e.dynCall_ii=Y.dynCall_ii;e.dynCall_iid=Y.dynCall_iid;e.dynCall_iii=Y.dynCall_iii;e.dynCall_iiii=Y.dynCall_iiii;e.dynCall_iiiii=Y.dynCall_iiiii;e.dynCall_iiiiid=Y.dynCall_iiiiid;e.dynCall_iiiiii=Y.dynCall_iiiiii;e.dynCall_iiiiiid=Y.dynCall_iiiiiid;e.dynCall_iiiiiidi=Y.dynCall_iiiiiidi;e.dynCall_iiiiiii=Y.dynCall_iiiiiii;e.dynCall_iiiiiiii=Y.dynCall_iiiiiiii;e.dynCall_iiiiiiiii=Y.dynCall_iiiiiiiii;e.dynCall_iiiiiiiiiiiiiiid=Y.dynCall_iiiiiiiiiiiiiiid;
+e.dynCall_iiiiiiiiiiiiiiiid=Y.dynCall_iiiiiiiiiiiiiiiid;e.dynCall_v=Y.dynCall_v;e.dynCall_vd=Y.dynCall_vd;e.dynCall_vdd=Y.dynCall_vdd;e.dynCall_vddi=Y.dynCall_vddi;e.dynCall_vdi=Y.dynCall_vdi;e.dynCall_vi=Y.dynCall_vi;e.dynCall_vid=Y.dynCall_vid;e.dynCall_vidd=Y.dynCall_vidd;e.dynCall_viddd=Y.dynCall_viddd;e.dynCall_vidddiii=Y.dynCall_vidddiii;e.dynCall_viddi=Y.dynCall_viddi;e.dynCall_vidi=Y.dynCall_vidi;e.dynCall_vidiii=Y.dynCall_vidiii;e.dynCall_vii=Y.dynCall_vii;e.dynCall_viid=Y.dynCall_viid;
+e.dynCall_viidd=Y.dynCall_viidd;e.dynCall_viiddd=Y.dynCall_viiddd;e.dynCall_viiddi=Y.dynCall_viiddi;e.dynCall_viidi=Y.dynCall_viidi;e.dynCall_viididididi=Y.dynCall_viididididi;e.dynCall_viidii=Y.dynCall_viidii;e.dynCall_viidiii=Y.dynCall_viidiii;e.dynCall_viii=Y.dynCall_viii;e.dynCall_viiid=Y.dynCall_viiid;e.dynCall_viiidd=Y.dynCall_viiidd;e.dynCall_viiiddddi=Y.dynCall_viiiddddi;e.dynCall_viiiddi=Y.dynCall_viiiddi;e.dynCall_viiidi=Y.dynCall_viiidi;e.dynCall_viiididididi=Y.dynCall_viiididididi;
+e.dynCall_viiidii=Y.dynCall_viiidii;e.dynCall_viiii=Y.dynCall_viiii;e.dynCall_viiiid=Y.dynCall_viiiid;e.dynCall_viiiidddiiii=Y.dynCall_viiiidddiiii;e.dynCall_viiiidi=Y.dynCall_viiiidi;e.dynCall_viiiidii=Y.dynCall_viiiidii;e.dynCall_viiiidiiii=Y.dynCall_viiiidiiii;e.dynCall_viiiii=Y.dynCall_viiiii;e.dynCall_viiiiidd=Y.dynCall_viiiiidd;e.dynCall_viiiiiddd=Y.dynCall_viiiiiddd;e.dynCall_viiiiiddi=Y.dynCall_viiiiiddi;e.dynCall_viiiiidi=Y.dynCall_viiiiidi;e.dynCall_viiiiidii=Y.dynCall_viiiiidii;
+e.dynCall_viiiiidiii=Y.dynCall_viiiiidiii;e.dynCall_viiiiidiiii=Y.dynCall_viiiiidiiii;e.dynCall_viiiiii=Y.dynCall_viiiiii;e.dynCall_viiiiiidd=Y.dynCall_viiiiiidd;e.dynCall_viiiiiiddd=Y.dynCall_viiiiiiddd;e.dynCall_viiiiiidiii=Y.dynCall_viiiiiidiii;e.dynCall_viiiiiii=Y.dynCall_viiiiiii;e.dynCall_viiiiiiii=Y.dynCall_viiiiiiii;e.dynCall_viiiiiiiii=Y.dynCall_viiiiiiiii;e.dynCall_viiiiiiiiii=Y.dynCall_viiiiiiiiii;e.dynCall_viiiiiiiiiii=Y.dynCall_viiiiiiiiiii;e.dynCall_viiiiiiiiiiii=Y.dynCall_viiiiiiiiiiii;
+e.dynCall_viiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiidddddi=Y.dynCall_viiiiiiiiiiiiidddddi;e.dynCall_viiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiiiii;e.asm=Y;e.getMemory=function(a){return wa?pb?La(a):ya(a):ua(a)};e.addRunDependency=yb;e.removeRunDependency=zb;e.FS_createFolder=md;e.FS_createPath=nd;
+e.FS_createDataFile=pd;e.FS_createPreloadedFile=ud;e.FS_createLazyFile=td;e.FS_createLink=rd;e.FS_createDevice=qd;e.FS_unlink=cd;
+if(Ab)if((String.prototype.startsWith?Ab.startsWith(Cb):0===Ab.indexOf(Cb))||("function"===typeof e.locateFile?Ab=e.locateFile(Ab):e.memoryInitializerPrefixURL&&(Ab=e.memoryInitializerPrefixURL+Ab)),na||oa){var ch=e.readBinary(Ab);u.set(ch,8)}else{var eh=function(){e.readAsync(Ab,dh,function(){throw"could not load memory initializer "+Ab;})};yb();var dh=function(a){a.byteLength&&(a=new Uint8Array(a));u.set(a,8);e.memoryInitializerRequest&&delete e.memoryInitializerRequest.response;zb()},fh=ra(Ab);
+if(fh)dh(fh.buffer);else if(e.memoryInitializerRequest){var gh=function(){var a=e.memoryInitializerRequest,b=a.response;if(200!==a.status&&0!==a.status)if(b=ra(e.memoryInitializerRequestURL))b=b.buffer;else{console.warn("a problem seems to have happened with Module.memoryInitializerRequest, status: "+a.status+", retrying "+Ab);eh();return}dh(b)};e.memoryInitializerRequest.response?setTimeout(gh,0):e.memoryInitializerRequest.addEventListener("load",gh)}else eh()}
+function sa(a){this.name="ExitStatus";this.message="Program terminated with exit("+a+")";this.status=a}sa.prototype=Error();sa.prototype.constructor=sa;xb=function hh(){e.calledRun||ih();e.calledRun||(xb=hh)};
+e.callMain=function(a){a=a||[];pb||(pb=!0,hb(lb));var b=a.length+1,c=ea(4*(b+1));v[c>>2]=Qa(e.thisProgram);for(var d=1;d<b;d++)v[(c>>2)+d]=Qa(a[d-1]);v[(c>>2)+b]=0;try{var f=e._main(b,c,0);jh(f,!0)}catch(g){g instanceof sa||("SimulateInfiniteLoop"==g?e.noExitRuntime=!0:((a=g)&&"object"===typeof g&&g.stack&&(a=[g,g.stack]),e.printErr("exception thrown: "+a),e.quit(1,g)))}finally{}};
+function ih(a){function b(){if(!e.calledRun&&(e.calledRun=!0,!Ha)){pb||(pb=!0,hb(lb));hb(mb);if(e.onRuntimeInitialized)e.onRuntimeInitialized();e._main&&kh&&e.callMain(a);if(e.postRun)for("function"==typeof e.postRun&&(e.postRun=[e.postRun]);e.postRun.length;){var b=e.postRun.shift();ob.unshift(b)}hb(ob)}}a=a||e.arguments;if(!(0<vb)){if(e.preRun)for("function"==typeof e.preRun&&(e.preRun=[e.preRun]);e.preRun.length;)qb();hb(ib);0<vb||e.calledRun||(e.setStatus?(e.setStatus("Running..."),setTimeout(function(){setTimeout(function(){e.setStatus("")},
+1);b()},1)):b())}}e.run=ih;function jh(a,b){if(!b||!e.noExitRuntime||0!==a){if(!e.noExitRuntime&&(Ha=!0,bb=void 0,hb(nb),e.onExit))e.onExit(a);na&&process.exit(a);e.quit(a,new sa(a))}}e.exit=jh;function Ia(a){if(e.onAbort)e.onAbort(a);void 0!==a?(e.print(a),e.printErr(a),a=JSON.stringify(a)):a="";Ha=!0;throw"abort("+a+"). Build with -s ASSERTIONS=1 for more info.";}e.abort=Ia;if(e.preInit)for("function"==typeof e.preInit&&(e.preInit=[e.preInit]);0<e.preInit.length;)e.preInit.pop()();var kh=!0;
+e.noInitialRun&&(kh=!1);e.noExitRuntime=!0;ih();
+
+
+	};
+
+	var catchExceptions = function (name, func) {
+		return function () {
+			try {
+				func.apply(this, arguments);
+			} catch (e) {
+				console.log("Unhandled exception in " + name + "():");
+				console.log(e);
+			}
+		};
+	};
+
+	var getElement = function (id) {
+		if (typeof id !== "string")
+			return id;
+		return document.getElementById (id);
+	};
+
+	var core_pool = [];
+
+	var getAvailableCore = function () {
+		for (var i = 0; i < core_pool.length; ++i) {
+			if (core_pool[i].$$available) {
+				return core_pool[i];
+			}
+		}
+		return null;
+	};
+
+	var enginePath;
+	if (_SC) {
+		enginePath = _SC._enginePath;
+	}
+
+	// used by Emscripten to find .wasm file
+	var locateFile = function (path) {
+		if (enginePath) {
+			return enginePath + "/" + path;
+		}
+		return path;
+	};
+
+	var createInstance = function (args) {
+		var facade;
+		if (args.isWrapper) {
+			// populate same instance object returned from engine-loader.js
+			facade = args.base;
+			args = args.args;
+		} else {
+			facade = {};
+		}
+
+		var container = getElement (args.container);
+		if (! container)
+			throw new TypeError ("'container' argument is missing or invalid");
+		facade.container = container;
+
+		var core = getAvailableCore ();
+		var core_is_new = ! core;
+
+		// provides reference point for absolute position
+		var sub_container = document.createElement ("div");
+		sub_container.setAttribute ("style", "position: relative; overflow: hidden; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+		if (core_is_new) {
+			core = {
+				$$available: false,
+				locateFile: locateFile,
+			};
+			core_pool.push (core);
+
+			core.callAfterMap = {
+				index: 0,
+				indexedWrappers: {},
+			};
+
+			// wraps canvas and SSR elements
+			var wrapper = document.createElement ("div");
+			wrapper.setAttribute ("style", "position: absolute; overflow: hidden; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+			var canvas = document.createElement ("canvas");
+			canvas.setAttribute ("style", "position: absolute; top: 0; left: 0; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+			core.canvas = canvas;
+			core.$$wrapper = wrapper;
+		} else {
+			core.$$available = false;
+		}
+
+		core.canvas.style.display = "";
+		core.$$wrapper.appendChild (core.canvas);
+
+		// facade will only call core functions if it matches core.$$facade
+		core.$$facade = facade;
+		core.$$onReady = catchExceptions("onReady", function () {
+			var onReady = args.onReady ? args.onReady : args.on_ready;
+			if (typeof onReady === "function") {
+				onReady(facade);
+			}
+		});
+		if (typeof args.onError === "function") {
+			// XXX after abort() is called, this core cannot be reused
+			core.onAbort = catchExceptions("onError", function (message) {
+				// avoid presenting cryptic Emscripten errors as our own
+				args.onError("fatal error: see console");
+			});
+		}
+
+		// sits on top of wrapper, preventing wrapper and children from receiving input events
+		var event_blocker = document.createElement ("div");
+		event_blocker.setAttribute ("style", "position: absolute; top: 0; left: 0; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+		event_blocker.onmousedown = function (e) { e.preventDefault (); }; // prevent cursor change on drag
+		event_blocker.oncontextmenu = function (e) { e.preventDefault (); };
+
+		sub_container.appendChild (core.$$wrapper);
+		sub_container.appendChild (event_blocker);
+		container.innerHTML = "";
+		container.appendChild (sub_container);
+
+		if (core_is_new) {
+			createInstanceImpl.call (core);
+		} else {
+			setTimeout (function () { core.$$setReady (); });
+		}
+
+		return facade;
+	};
+
+	// process deferred calls to createInstance() from engine-loader.js
+	(function () {
+		if (typeof _SC !== "undefined" && Array.isArray (_SC._deferredInstances))
+			for (var i = 0; i < _SC._deferredInstances.length; i++)
+				createInstance (_SC._deferredInstances[i]);
+	})();
+
+	return {
+		createInstance: createInstance
+	};
+})();
+
+
+(function(m,r,R,S,E,L){function Ka(a,b,c,d,e){return ha(a,a,c,d,b,a.defaultView.pageXOffset,a.defaultView.pageYOffset).then(function(f){q("Document cloned");var g="data-html2canvas-node"+e,h="["+g+"='"+e+"']";a.querySelector(h).removeAttribute(g);var g=f.contentWindow,k=g.document.querySelector(h);return("function"===typeof b.onclone?Promise.resolve(b.onclone(g.document)):Promise.resolve(!0)).then(function(){return ia(k,f,b,c,d)})})}function ia(a,b,c,d,e){var f=b.contentWindow,g=new T(f.document),
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+this.options.allowTaint||this.isSVG(a)?new ba(a,!1):this.support.cors&&!this.options.allowTaint&&this.options.useCORS?new ba(a,!0):this.options.proxy?new kb(a,this.options.proxy):new M(a):new A(a)):"linear-gradient"===a.method?new V(a):"gradient"===a.method?new Fa(a):"svg"===a.method?new Ea(a.args[0],this.support.svg):"IFRAME"===a.method?new qa(a.args[0],this.isSameOrigin(a.args[0].src),this.options):new M(a)};u.prototype.isSVG=function(a){return"svg"===a.substring(a.length-3).toLowerCase()||A.prototype.isInline(a)};
+u.prototype.imageExists=function(a,b){return a.some(function(a){return a.src===b})};u.prototype.isSameOrigin=function(a){return this.getOrigin(a)===this.origin};u.prototype.getOrigin=function(a){var b=this.link||(this.link=r.createElement("a"));b.href=a;b.href=b.href;return b.protocol+b.hostname+b.port};u.prototype.getPromise=function(a){return this.timeout(a,this.options.imageTimeout)["catch"](function(){return(new M(a.src)).promise.then(function(b){a.image=b})})};u.prototype.get=function(a){var b=
+null;return this.images.some(function(c){return(b=c).src===a})?b:null};u.prototype.fetch=function(a){this.images=a.reduce(X(this.findBackgroundImage,this),this.findImages(a));this.images.forEach(function(a,c){a.promise.then(function(){q("Succesfully loaded image #"+(c+1),a)},function(d){q("Failed loading image #"+(c+1),a,d)})});this.ready=Promise.all(this.images.map(this.getPromise,this));q("Finished searching images");return this};u.prototype.timeout=function(a,b){var c,d=Promise.race([a.promise,
+new Promise(function(d,f){c=setTimeout(function(){q("Timed out loading image",a);f(a)},b)})]).then(function(a){clearTimeout(c);return a});d["catch"](function(){clearTimeout(c)});return d};V.prototype=Object.create(N.prototype);V.prototype.stepRegExp=/((?:rgb|rgba)\(\d{1,3},\s\d{1,3},\s\d{1,3}(?:,\s[0-9\.]+)?\))\s*(\d{1,3})?(%|px)?/;l.prototype.cloneTo=function(a){a.visible=this.visible;a.borders=this.borders;a.bounds=this.bounds;a.clip=this.clip;a.backgroundClip=this.backgroundClip;a.computedStyles=
+this.computedStyles;a.styles=this.styles;a.backgroundImages=this.backgroundImages;a.opacity=this.opacity};l.prototype.getOpacity=function(){return null===this.opacity?this.opacity=this.cssFloat("opacity"):this.opacity};l.prototype.assignStack=function(a){this.stack=a;a.children.push(this)};l.prototype.isElementVisible=function(){return this.node.nodeType===Node.TEXT_NODE?this.parent.visible:"none"!==this.css("display")&&"hidden"!==this.css("visibility")&&!this.node.hasAttribute("data-html2canvas-ignore")&&
+("INPUT"!==this.node.nodeName||"hidden"!==this.node.getAttribute("type"))};l.prototype.css=function(a){this.computedStyles||(this.computedStyles=this.isPseudoElement?this.parent.computedStyle(this.before?":before":":after"):this.computedStyle(null));return this.styles[a]||(this.styles[a]=this.computedStyles[a])};l.prototype.prefixedCss=function(a){var b=["webkit","moz","ms","o"],c=this.css(a);c===L&&b.some(function(b){c=this.css(b+a.substr(0,1).toUpperCase()+a.substr(1));return c!==L},this);return c===
+L?null:c};l.prototype.computedStyle=function(a){return this.node.ownerDocument.defaultView.getComputedStyle(this.node,a)};l.prototype.cssInt=function(a){a=parseInt(this.css(a),10);return isNaN(a)?0:a};l.prototype.color=function(a){return this.colors[a]||(this.colors[a]=new t(this.css(a)))};l.prototype.cssFloat=function(a){a=parseFloat(this.css(a));return isNaN(a)?0:a};l.prototype.fontWeight=function(){var a=this.css("fontWeight");switch(parseInt(a,10)){case 401:a="bold";break;case 400:a="normal"}return a};
+l.prototype.parseClip=function(){var a=this.css("clip").match(this.CLIP);return a?{top:parseInt(a[1],10),right:parseInt(a[2],10),bottom:parseInt(a[3],10),left:parseInt(a[4],10)}:null};l.prototype.parseBackgroundImages=function(){return this.backgroundImages||(this.backgroundImages=ra(this.css("backgroundImage")))};l.prototype.cssList=function(a,b){var c=(this.css(a)||"").split(","),c=c[b||0]||c[0]||"auto",c=c.trim().split(" ");1===c.length&&(c=[c[0],c[0]]);return c};l.prototype.parseBackgroundSize=
+function(a,b,c){c=this.cssList("backgroundSize",c);var d;if(W(c[0]))d=a.width*parseFloat(c[0])/100;else{if(/contain|cover/.test(c[0]))return b=b.width/b.height,a.width/a.height<b^"contain"===c[0]?{width:a.height*b,height:a.height}:{width:a.width,height:a.width/b};d=parseInt(c[0],10)}a="auto"===c[0]&&"auto"===c[1]?b.height:"auto"===c[1]?d/b.width*b.height:W(c[1])?a.height*parseFloat(c[1])/100:parseInt(c[1],10);"auto"===c[0]&&(d=a/b.height*b.width);return{width:d,height:a}};l.prototype.parseBackgroundPosition=
+function(a,b,c,d){c=this.cssList("backgroundPosition",c);var e;e=W(c[0])?(a.width-(d||b).width)*(parseFloat(c[0])/100):parseInt(c[0],10);a="auto"===c[1]?e/b.width*b.height:W(c[1])?(a.height-(d||b).height)*parseFloat(c[1])/100:parseInt(c[1],10);"auto"===c[0]&&(e=a/b.height*b.width);return{left:e,top:a}};l.prototype.parseBackgroundRepeat=function(a){return this.cssList("backgroundRepeat",a)[0]};l.prototype.parseTextShadows=function(){var a=this.css("textShadow"),b=[];if(a&&"none"!==a)for(var a=a.match(this.TEXT_SHADOW_PROPERTY),
+c=0;a&&c<a.length;c++){var d=a[c].match(this.TEXT_SHADOW_VALUES);b.push({color:new t(d[0]),offsetX:d[1]?parseFloat(d[1].replace("px","")):0,offsetY:d[2]?parseFloat(d[2].replace("px","")):0,blur:d[3]?d[3].replace("px",""):0})}return b};l.prototype.parseTransform=function(){if(!this.transformData)if(this.hasTransform()){var a=this.parseBounds(),b=this.prefixedCss("transformOrigin").split(" ").map(Wa).map(Xa);b[0]+=a.left;b[1]+=a.top;this.transformData={origin:b,matrix:this.parseTransformMatrix()}}else this.transformData=
+{origin:[0,0],matrix:[1,0,0,1,0,0]};return this.transformData};l.prototype.parseTransformMatrix=function(){if(!this.transformMatrix){var a=this.prefixedCss("transform");this.transformMatrix=(a=a?Va(a.match(this.MATRIX_PROPERTY)):null)?a:[1,0,0,1,0,0]}return this.transformMatrix};l.prototype.parseBounds=function(){return this.bounds||(this.bounds=this.hasTransform()?ca(this.node):U(this.node))};l.prototype.hasTransform=function(){return"1,0,0,1,0,0"!==this.parseTransformMatrix().join(",")||this.parent&&
+this.parent.hasTransform()};l.prototype.getValue=function(){var a=this.node.value||"";"SELECT"===this.node.tagName?(a=this.node,a=(a=a.options[a.selectedIndex||0])?a.text||"":""):"password"===this.node.type&&(a=Array(a.length+1).join("\u2022"));return 0===a.length?this.node.placeholder||"":a};l.prototype.MATRIX_PROPERTY=/(matrix)\((.+)\)/;l.prototype.TEXT_SHADOW_PROPERTY=/((rgba|rgb)\([^\)]+\)(\s-?\d+px){0,})/g;l.prototype.TEXT_SHADOW_VALUES=/(-?\d+px)|(#.+)|(rgb\(.+\))|(rgba\(.+\))/g;l.prototype.CLIP=
+/^rect\((\d+)px,? (\d+)px,? (\d+)px,? (\d+)px\)$/;n.prototype.calculateOverflowClips=function(){this.nodes.forEach(function(a){if(O(a)){!0===a.isPseudoElement&&a.appendToDOM();a.borders=this.parseBorders(a);var b="hidden"===a.css("overflow")?[a.borders.clip]:[],c=a.parseClip();c&&-1!==["absolute","fixed"].indexOf(a.css("position"))&&b.push([["rect",a.bounds.left+c.left,a.bounds.top+c.top,c.right-c.left,c.bottom-c.top]]);a.clip=a.parent&&a.parent.clip.length?a.parent.clip.concat(b):b;a.backgroundClip=
+"hidden"!==a.css("overflow")?a.clip.concat([a.borders.clip]):a.clip;!0===a.isPseudoElement&&a.cleanDOM()}else ea(a)&&(a.clip=a.parent&&a.parent.clip.length?a.parent.clip:[]);!0!==a.isPseudoElement&&(a.bounds=null)},this)};n.prototype.asyncRenderer=function(a,b,c){c=c||Date.now();this.paint(a[this.renderIndex++]);a.length===this.renderIndex?b():c+20>Date.now()?this.asyncRenderer(a,b,c):setTimeout(X(function(){this.asyncRenderer(a,b)},this),0)};n.prototype.createPseudoHideStyles=function(a){this.createStyles(a,
+"."+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE+':before { content: "" !important; display: none !important; }.'+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER+':after { content: "" !important; display: none !important; }')};n.prototype.disableAnimations=function(a){this.createStyles(a,"* { -webkit-animation: none !important; -moz-animation: none !important; -o-animation: none !important; animation: none !important; -webkit-transition: none !important; -moz-transition: none !important; -o-transition: none !important; transition: none !important;}")};
+n.prototype.createStyles=function(a,b){var c=a.createElement("style");c.innerHTML=b;a.body.appendChild(c)};n.prototype.getPseudoElements=function(a){var b=[[a]];if(a.node.nodeType===Node.ELEMENT_NODE){var c=this.getPseudoElement(a,":before");a=this.getPseudoElement(a,":after");c&&b.push(c);a&&b.push(a)}return[].concat.apply([],b)};n.prototype.getPseudoElement=function(a,b){var c=a.computedStyle(b);if(!c||!c.content||"none"===c.content||"-moz-alt-content"===c.content||"none"===c.display)return null;
+var d,e=c.content,f=e.substr(0,1);d=f===e.substr(e.length-1)&&f.match(/'|"/)?e.substr(1,e.length-2):e;for(var g="url"===d.substr(0,3),e=r.createElement(g?"img":"html2canvaspseudoelement"),f=new v(e,a,b),h=c.length-1;0<=h;h--){var k=Ya(c.item(h));e.style[k]=c[k]}e.className=v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE+" "+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER;if(g)return e.src=ra(d)[0].args[0],[f];c=r.createTextNode(d);e.appendChild(c);return[f,new I(c,f)]};n.prototype.getChildren=function(a){return[].concat.apply([],
+[].filter.call(a.node.childNodes,db).map(function(b){var c=[b.nodeType===Node.TEXT_NODE?new I(b,a):new l(b,a)].filter(gb);return b.nodeType===Node.ELEMENT_NODE&&c.length&&"TEXTAREA"!==b.tagName?c[0].isElementVisible()?c.concat(this.getChildren(c[0])):[]:c},this))};n.prototype.newStackingContext=function(a,b){var c=new G(b,a.getOpacity(),a.node,a.parent);a.cloneTo(c);(b?c.getParentStack(this):c.parent.stack).contexts.push(c);a.stack=c};n.prototype.createStackingContexts=function(){this.nodes.forEach(function(a){var b;
+if(b=O(a))(b=this.isRootElement(a)||1>a.getOpacity())||(b=a.css("position"),b="auto"!==(-1!==["absolute","relative","fixed"].indexOf(b)?a.css("zIndex"):"auto")),b=b||this.isBodyWithTransparentRoot(a)||a.hasTransform();b?this.newStackingContext(a,!0):O(a)&&(P(a)&&va(a)||-1!==["inline-block","inline-table"].indexOf(a.css("display"))||da(a))?this.newStackingContext(a,!1):a.assignStack(a.parent.stack)},this)};n.prototype.isBodyWithTransparentRoot=function(a){return"BODY"===a.node.nodeName&&a.parent.color("backgroundColor").isTransparent()};
+n.prototype.isRootElement=function(a){return null===a.parent};n.prototype.sortStackingContexts=function(a){a.contexts.sort(eb(a.contexts.slice(0)));a.contexts.forEach(this.sortStackingContexts,this)};n.prototype.parseTextBounds=function(a){return function(b,c,d){if("none"!==a.parent.css("textDecoration").substr(0,4)||0!==b.trim().length){if(this.support.rangeBounds&&!a.parent.hasTransform())return c=d.slice(0,c).join("").length,this.getRangeBounds(a.node,c,b.length);if(a.node&&"string"===typeof a.node.data)return b=
+a.node.splitText(b.length),c=this.getWrapperBounds(a.node,a.parent.hasTransform()),a.node=b,c}else if(!this.support.rangeBounds||a.parent.hasTransform())a.node=a.node.splitText(b.length);return{}}};n.prototype.getWrapperBounds=function(a,b){var c=a.ownerDocument.createElement("html2canvaswrapper"),d=a.parentNode,e=a.cloneNode(!0);c.appendChild(a.cloneNode(!0));d.replaceChild(c,a);var f=b?ca(c):U(c);d.replaceChild(e,c);return f};n.prototype.getRangeBounds=function(a,b,c){var d=this.range||(this.range=
+a.ownerDocument.createRange());d.setStart(a,b);d.setEnd(a,b+c);return d.getBoundingClientRect()};n.prototype.parse=function(a){var b=a.contexts.filter(Za),c=a.children.filter(O),d=c.filter(Q(da)),e=d.filter(Q(P)).filter(Q(wa)),c=c.filter(Q(P)).filter(da),f=d.filter(Q(P)).filter(wa),d=a.contexts.concat(d.filter(P)).filter(va),g=a.children.filter(ea).filter(ab);a=a.contexts.filter($a);b.concat(e).concat(c).concat(f).concat(d).concat(g).concat(a).forEach(function(a){this.renderQueue.push(a);a instanceof
+G&&(this.parse(a),this.renderQueue.push(new sa))},this)};n.prototype.paint=function(a){try{a instanceof sa?this.renderer.ctx.restore():ea(a)?(!0===a.parent.isPseudoElement&&a.parent.appendToDOM(),this.paintText(a),!0===a.parent.isPseudoElement&&a.parent.cleanDOM()):this.paintNode(a)}catch(b){if(q(b),this.options.strict)throw b;}};n.prototype.paintNode=function(a){a instanceof G&&(this.renderer.setOpacity(a.opacity),this.renderer.ctx.save(),a.hasTransform()&&this.renderer.setTransform(a.parseTransform()));
+"INPUT"===a.node.nodeName&&"checkbox"===a.node.type?this.paintCheckbox(a):"INPUT"===a.node.nodeName&&"radio"===a.node.type?this.paintRadio(a):this.paintElement(a)};n.prototype.paintElement=function(a){var b=a.parseBounds();this.renderer.clip(a.backgroundClip,function(){this.renderer.renderBackground(a,b,a.borders.borders.map(fb))},this);this.renderer.clip(a.clip,function(){this.renderer.renderBorders(a.borders.borders)},this);this.renderer.clip(a.backgroundClip,function(){switch(a.node.nodeName){case "svg":case "IFRAME":var c=
+this.images.get(a.node);c?this.renderer.renderImage(a,b,a.borders,c):q("Error loading <"+a.node.nodeName+">",a.node);break;case "IMG":(c=this.images.get(a.node.src))?this.renderer.renderImage(a,b,a.borders,c):q("Error loading <img>",a.node.src);break;case "CANVAS":this.renderer.renderImage(a,b,a.borders,{image:a.node});break;case "SELECT":case "INPUT":case "TEXTAREA":this.paintFormValue(a)}},this)};n.prototype.paintCheckbox=function(a){var b=a.parseBounds(),c=Math.min(b.width,b.height),d={width:c-
+1,height:c-1,top:b.top,left:b.left},b=[3,3],e=[b,b,b,b],f=[1,1,1,1].map(function(a){return{color:new t("#A5A5A5"),width:a}}),g=ua(d,e,f);this.renderer.clip(a.backgroundClip,function(){this.renderer.rectangle(d.left+1,d.top+1,d.width-2,d.height-2,new t("#DEDEDE"));this.renderer.renderBorders(ta(f,d,g,e));a.node.checked&&(this.renderer.font(new t("#424242"),"normal","normal","bold",c-3+"px","arial"),this.renderer.text("\u2714",d.left+c/6,d.top+c-1))},this)};n.prototype.paintRadio=function(a){var b=
+a.parseBounds(),c=Math.min(b.width,b.height)-2;this.renderer.clip(a.backgroundClip,function(){this.renderer.circleStroke(b.left+1,b.top+1,c,new t("#DEDEDE"),1,new t("#A5A5A5"));a.node.checked&&this.renderer.circle(Math.ceil(b.left+c/4)+1,Math.ceil(b.top+c/4)+1,Math.floor(c/2),new t("#424242"))},this)};n.prototype.paintFormValue=function(a){var b=a.getValue();if(0<b.length){var c=a.node.ownerDocument,d=c.createElement("html2canvaswrapper");"lineHeight textAlign fontFamily fontWeight fontSize color paddingLeft paddingTop paddingRight paddingBottom width height borderLeftStyle borderTopStyle borderLeftWidth borderTopWidth boxSizing whiteSpace wordWrap".split(" ").forEach(function(b){try{d.style[b]=
+a.css(b)}catch(c){q("html2canvas: Parse: Exception caught in renderFormValue: "+c.message)}});var e=a.parseBounds();d.style.position="fixed";d.style.left=e.left+"px";d.style.top=e.top+"px";d.textContent=b;c.body.appendChild(d);this.paintText(new I(d.firstChild,a));c.body.removeChild(d)}};n.prototype.paintText=function(a){a.applyTextTransform();var b=m.html2canvas.punycode.ucs2.decode(a.node.data),c=this.options.letterRendering&&!/^(normal|none|0px)$/.test(a.parent.css("letterSpacing"))||/[^\u0000-\u00ff]/.test(a.node.data)?
+b.map(function(a){return m.html2canvas.punycode.ucs2.encode([a])}):hb(b),b=a.parent.fontWeight(),d=a.parent.css("fontSize"),e=a.parent.css("fontFamily"),f=a.parent.parseTextShadows();this.renderer.font(a.parent.color("color"),a.parent.css("fontStyle"),a.parent.css("fontVariant"),b,d,e);f.length?this.renderer.fontShadow(f[0].color,f[0].offsetX,f[0].offsetY,f[0].blur):this.renderer.clearShadow();this.renderer.clip(a.parent.clip,function(){c.map(this.parseTextBounds(a),this).forEach(function(b,f){b&&
+(this.renderer.text(c[f],b.left,b.bottom),this.renderTextDecoration(a.parent,b,this.fontMetrics.getMetrics(e,d)))},this)},this)};n.prototype.renderTextDecoration=function(a,b,c){switch(a.css("textDecoration").split(" ")[0]){case "underline":this.renderer.rectangle(b.left,Math.round(b.top+c.baseline+c.lineWidth),b.width,1,a.color("color"));break;case "overline":this.renderer.rectangle(b.left,Math.round(b.top),b.width,1,a.color("color"));break;case "line-through":this.renderer.rectangle(b.left,Math.ceil(b.top+
+c.middle+c.lineWidth),b.width,1,a.color("color"))}};var Ja={inset:[["darken",.6],["darken",.1],["darken",.1],["darken",.6]]};n.prototype.parseBorders=function(a){var b=a.parseBounds(),c=bb(a),d=["Top","Right","Bottom","Left"].map(function(b,c){var d=a.css("border"+b+"Style"),e=a.color("border"+b+"Color");"inset"===d&&e.isBlack()&&(e=new t([255,255,255,e.a]));d=Ja[d]?Ja[d][c]:null;return{width:a.cssInt("border"+b+"Width"),color:d?e[d[0]](d[1]):e,args:null}}),e=ua(b,c,d);return{clip:this.parseBackgroundClip(a,
+e,d,c,b),borders:ta(d,b,e,c)}};n.prototype.parseBackgroundClip=function(a,b,c,d,e){var f=[];switch(a.css("backgroundClip")){case "content-box":case "padding-box":D(f,d[0],d[1],b.topLeftInner,b.topRightInner,e.left+c[3].width,e.top+c[0].width);D(f,d[1],d[2],b.topRightInner,b.bottomRightInner,e.left+e.width-c[1].width,e.top+c[0].width);D(f,d[2],d[3],b.bottomRightInner,b.bottomLeftInner,e.left+e.width-c[1].width,e.top+e.height-c[2].width);D(f,d[3],d[0],b.bottomLeftInner,b.topLeftInner,e.left+c[3].width,
+e.top+e.height-c[2].width);break;default:D(f,d[0],d[1],b.topLeftOuter,b.topRightOuter,e.left,e.top),D(f,d[1],d[2],b.topRightOuter,b.bottomRightOuter,e.left+e.width,e.top),D(f,d[2],d[3],b.bottomRightOuter,b.bottomLeftOuter,e.left+e.width,e.top+e.height),D(f,d[3],d[0],b.bottomLeftOuter,b.topLeftOuter,e.left,e.top+e.height)}return f};var jb=0,ya="withCredentials"in new XMLHttpRequest,Da="crossOrigin"in new Image;v.prototype.cloneTo=function(a){v.prototype.cloneTo.call(this,a);a.isPseudoElement=!0;a.before=
+this.before};v.prototype=Object.create(l.prototype);v.prototype.appendToDOM=function(){this.before?this.parent.node.insertBefore(this.node,this.parent.node.firstChild):this.parent.node.appendChild(this.node);this.parent.node.className+=" "+this.getHideClass()};v.prototype.cleanDOM=function(){this.node.parentNode.removeChild(this.node);this.parent.node.className=this.parent.node.className.replace(this.getHideClass(),"")};v.prototype.getHideClass=function(){return this["PSEUDO_HIDE_ELEMENT_CLASS_"+
+(this.before?"BEFORE":"AFTER")]};v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE="___html2canvas___pseudoelement_before";v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER="___html2canvas___pseudoelement_after";x.prototype.renderImage=function(a,b,c,d){var e=a.cssInt("paddingLeft"),f=a.cssInt("paddingTop"),g=a.cssInt("paddingRight");a=a.cssInt("paddingBottom");c=c.borders;g=b.width-(c[1].width+c[3].width+e+g);a=b.height-(c[0].width+c[2].width+f+a);this.drawImage(d,0,0,d.image.width||g,d.image.height||a,b.left+
+e+c[3].width,b.top+f+c[0].width,g,a)};x.prototype.renderBackground=function(a,b,c){0<b.height&&0<b.width&&(this.renderBackgroundColor(a,b),this.renderBackgroundImage(a,b,c))};x.prototype.renderBackgroundColor=function(a,b){var c=a.color("backgroundColor");c.isTransparent()||this.rectangle(b.left,b.top,b.width,b.height,c)};x.prototype.renderBorders=function(a){a.forEach(this.renderBorder,this)};x.prototype.renderBorder=function(a){a.color.isTransparent()||null===a.args||this.drawShape(a.args,a.color)};
+x.prototype.renderBackgroundImage=function(a,b,c){a.parseBackgroundImages().reverse().forEach(function(d,e,f){switch(d.method){case "url":var g=this.images.get(d.args[0]);g?this.renderBackgroundRepeating(a,b,g,f.length-(e+1),c):q("Error loading background-image",d.args[0]);break;case "linear-gradient":case "gradient":(e=this.images.get(d.value))?this.renderBackgroundGradient(e,b,c):q("Error loading background-image",d.args[0]);break;case "none":break;default:q("Unknown background-image type",d.args[0])}},
+this)};x.prototype.renderBackgroundRepeating=function(a,b,c,d,e){var f=a.parseBackgroundSize(b,c.image,d),g=a.parseBackgroundPosition(b,c.image,d,f);switch(a.parseBackgroundRepeat(d)){case "repeat-x":case "repeat no-repeat":this.backgroundRepeatShape(c,g,f,b,b.left+e[3],b.top+g.top+e[0],99999,f.height,e);break;case "repeat-y":case "no-repeat repeat":this.backgroundRepeatShape(c,g,f,b,b.left+g.left+e[3],b.top+e[0],f.width,99999,e);break;case "no-repeat":this.backgroundRepeatShape(c,g,f,b,b.left+g.left+
+e[3],b.top+g.top+e[0],f.width,f.height,e);break;default:this.renderBackgroundRepeat(c,g,f,{top:b.top,left:b.left},e[3],e[0])}};G.prototype=Object.create(l.prototype);G.prototype.getParentStack=function(a){var b=this.parent?this.parent.stack:null;return b?b.ownStacking?b:b.getParentStack(a):a.stack};T.prototype.testRangeBounds=function(a){var b,c,d=!1;a.createRange&&(b=a.createRange(),b.getBoundingClientRect&&(c=a.createElement("boundtest"),c.style.height="123px",c.style.display="block",a.body.appendChild(c),
+b.selectNode(c),b=b.getBoundingClientRect(),b=b.height,123===b&&(d=!0),a.body.removeChild(c)));return d};T.prototype.testCORS=function(){return"undefined"!==typeof(new Image).crossOrigin};T.prototype.testSVG=function(){var a=new Image,b=r.createElement("canvas"),c=b.getContext("2d");a.src="data:image/svg+xml,<svg xmlns='http://www.w3.org/2000/svg'></svg>";try{c.drawImage(a,0,0),b.toDataURL()}catch(d){return!1}return!0};A.prototype.hasFabric=function(){return html2canvas.fabric?Promise.resolve():Promise.reject(Error("html2canvas.svg.js is not loaded, cannot render svg"))};
+A.prototype.inlineFormatting=function(a){return/^data:image\/svg\+xml;base64,/.test(a)?this.decode64(this.removeContentType(a)):this.removeContentType(a)};A.prototype.removeContentType=function(a){return a.replace(/^data:image\/svg\+xml(;base64)?,/,"")};A.prototype.isInline=function(a){return/^data:image\/svg\+xml/i.test(a)};A.prototype.createCanvas=function(a){var b=this;return function(c,d){var e=new html2canvas.fabric.StaticCanvas("c");b.image=e.lowerCanvasEl;e.setWidth(d.width).setHeight(d.height).add(html2canvas.fabric.util.groupSVGElements(c,
+d)).renderAll();a(e.lowerCanvasEl)}};A.prototype.decode64=function(a){return"function"===typeof m.atob?m.atob(a):Ca(a)};Ea.prototype=Object.create(A.prototype);I.prototype=Object.create(l.prototype);I.prototype.applyTextTransform=function(){this.node.data=this.transform(this.parent.css("textTransform"))};I.prototype.transform=function(a){var b=this.node.data;switch(a){case "lowercase":return b.toLowerCase();case "capitalize":return b.replace(/(^|\s|:|-|\(|\))([a-z])/g,lb);case "uppercase":return b.toUpperCase();
+default:return b}};Fa.prototype=Object.create(N.prototype);p.prototype=Object.create(x.prototype);p.prototype.setFillStyle=function(a){this.ctx.fillStyle="object"===typeof a&&a.isColor?a.toString():a;return this.ctx};p.prototype.rectangle=function(a,b,c,d,e){this.setFillStyle(e).fillRect(a,b,c,d)};p.prototype.circle=function(a,b,c,d){this.setFillStyle(d);this.ctx.beginPath();this.ctx.arc(a+c/2,b+c/2,c/2,0,2*Math.PI,!0);this.ctx.closePath();this.ctx.fill()};p.prototype.circleStroke=function(a,b,c,
+d,e,f){this.circle(a,b,c,d);this.ctx.strokeStyle=f.toString();this.ctx.stroke()};p.prototype.drawShape=function(a,b){this.shape(a);this.setFillStyle(b).fill()};p.prototype.taints=function(a){if(null===a.tainted){this.taintCtx.drawImage(a.image,0,0);try{this.taintCtx.getImageData(0,0,1,1),a.tainted=!1}catch(b){this.taintCtx=r.createElement("canvas").getContext("2d"),a.tainted=!0}}return a.tainted};p.prototype.drawImage=function(a,b,c,d,e,f,g,h,k){this.taints(a)&&!this.options.allowTaint||this.ctx.drawImage(a.image,
+b,c,d,e,f,g,h,k)};p.prototype.clip=function(a,b,c){this.ctx.save();a.filter(mb).forEach(function(a){this.shape(a).clip()},this);b.call(c);this.ctx.restore()};p.prototype.shape=function(a){this.ctx.beginPath();a.forEach(function(a,c){"rect"===a[0]?this.ctx.rect.apply(this.ctx,a.slice(1)):this.ctx[0===c?"moveTo":a[0]+"To"].apply(this.ctx,a.slice(1))},this);this.ctx.closePath();return this.ctx};p.prototype.font=function(a,b,c,d,e,f){this.setFillStyle(a).font=[b,c,d,e,f].join(" ").split(",")[0]};p.prototype.fontShadow=
+function(a,b,c,d){this.setVariable("shadowColor",a.toString()).setVariable("shadowOffsetY",b).setVariable("shadowOffsetX",c).setVariable("shadowBlur",d)};p.prototype.clearShadow=function(){this.setVariable("shadowColor","rgba(0,0,0,0)")};p.prototype.setOpacity=function(a){this.ctx.globalAlpha=a};p.prototype.setTransform=function(a){this.ctx.translate(a.origin[0],a.origin[1]);this.ctx.transform.apply(this.ctx,a.matrix);this.ctx.translate(-a.origin[0],-a.origin[1])};p.prototype.setVariable=function(a,
+b){this.variables[a]!==b&&(this.variables[a]=this.ctx[a]=b);return this};p.prototype.text=function(a,b,c){this.ctx.fillText(a,b,c)};p.prototype.backgroundRepeatShape=function(a,b,c,d,e,f,g,h,k){this.clip([[["line",Math.round(e),Math.round(f)],["line",Math.round(e+g),Math.round(f)],["line",Math.round(e+g),Math.round(h+f)],["line",Math.round(e),Math.round(h+f)]]],function(){this.renderBackgroundRepeat(a,b,c,d,k[3],k[0])},this)};p.prototype.renderBackgroundRepeat=function(a,b,c,d,e,f){e=Math.round(d.left+
+b.left+e);b=Math.round(d.top+b.top+f);this.setFillStyle(this.ctx.createPattern(this.resizeImage(a,c),"repeat"));this.ctx.translate(e,b);this.ctx.fill();this.ctx.translate(-e,-b)};p.prototype.renderBackgroundGradient=function(a,b){if(a instanceof V){var c=this.ctx.createLinearGradient(b.left+b.width*a.x0,b.top+b.height*a.y0,b.left+b.width*a.x1,b.top+b.height*a.y1);a.colorStops.forEach(function(a){c.addColorStop(a.stop,a.color.toString())});this.rectangle(b.left,b.top,b.width,b.height,c)}};p.prototype.resizeImage=
+function(a,b){var c=a.image;if(c.width===b.width&&c.height===b.height)return c;var d=r.createElement("canvas");d.width=b.width;d.height=b.height;d.getContext("2d").drawImage(c,0,0,c.width,c.height,0,0,b.width,b.height);return d}}}).call({},"undefined"!==typeof window?window:void 0,"undefined"!==typeof document?document:void 0);
+
+/*
+ Use it if you like it
+*/
+(function(A){function E(K){this.ok=!1;"#"==K.charAt(0)&&(K=K.substr(1,6));K=K.replace(/ /g,"");K=K.toLowerCase();var A={aliceblue:"f0f8ff",antiquewhite:"faebd7",aqua:"00ffff",aquamarine:"7fffd4",azure:"f0ffff",beige:"f5f5dc",bisque:"ffe4c4",black:"000000",blanchedalmond:"ffebcd",blue:"0000ff",blueviolet:"8a2be2",brown:"a52a2a",burlywood:"deb887",cadetblue:"5f9ea0",chartreuse:"7fff00",chocolate:"d2691e",coral:"ff7f50",cornflowerblue:"6495ed",cornsilk:"fff8dc",crimson:"dc143c",cyan:"00ffff",darkblue:"00008b",
+darkcyan:"008b8b",darkgoldenrod:"b8860b",darkgray:"a9a9a9",darkgreen:"006400",darkkhaki:"bdb76b",darkmagenta:"8b008b",darkolivegreen:"556b2f",darkorange:"ff8c00",darkorchid:"9932cc",darkred:"8b0000",darksalmon:"e9967a",darkseagreen:"8fbc8f",darkslateblue:"483d8b",darkslategray:"2f4f4f",darkturquoise:"00ced1",darkviolet:"9400d3",deeppink:"ff1493",deepskyblue:"00bfff",dimgray:"696969",dodgerblue:"1e90ff",feldspar:"d19275",firebrick:"b22222",floralwhite:"fffaf0",forestgreen:"228b22",fuchsia:"ff00ff",
+gainsboro:"dcdcdc",ghostwhite:"f8f8ff",gold:"ffd700",goldenrod:"daa520",gray:"808080",green:"008000",greenyellow:"adff2f",honeydew:"f0fff0",hotpink:"ff69b4",indianred:"cd5c5c",indigo:"4b0082",ivory:"fffff0",khaki:"f0e68c",lavender:"e6e6fa",lavenderblush:"fff0f5",lawngreen:"7cfc00",lemonchiffon:"fffacd",lightblue:"add8e6",lightcoral:"f08080",lightcyan:"e0ffff",lightgoldenrodyellow:"fafad2",lightgrey:"d3d3d3",lightgreen:"90ee90",lightpink:"ffb6c1",lightsalmon:"ffa07a",lightseagreen:"20b2aa",lightskyblue:"87cefa",
+lightslateblue:"8470ff",lightslategray:"778899",lightsteelblue:"b0c4de",lightyellow:"ffffe0",lime:"00ff00",limegreen:"32cd32",linen:"faf0e6",magenta:"ff00ff",maroon:"800000",mediumaquamarine:"66cdaa",mediumblue:"0000cd",mediumorchid:"ba55d3",mediumpurple:"9370d8",mediumseagreen:"3cb371",mediumslateblue:"7b68ee",mediumspringgreen:"00fa9a",mediumturquoise:"48d1cc",mediumvioletred:"c71585",midnightblue:"191970",mintcream:"f5fffa",mistyrose:"ffe4e1",moccasin:"ffe4b5",navajowhite:"ffdead",navy:"000080",
+oldlace:"fdf5e6",olive:"808000",olivedrab:"6b8e23",orange:"ffa500",orangered:"ff4500",orchid:"da70d6",palegoldenrod:"eee8aa",palegreen:"98fb98",paleturquoise:"afeeee",palevioletred:"d87093",papayawhip:"ffefd5",peachpuff:"ffdab9",peru:"cd853f",pink:"ffc0cb",plum:"dda0dd",powderblue:"b0e0e6",purple:"800080",red:"ff0000",rosybrown:"bc8f8f",royalblue:"4169e1",saddlebrown:"8b4513",salmon:"fa8072",sandybrown:"f4a460",seagreen:"2e8b57",seashell:"fff5ee",sienna:"a0522d",silver:"c0c0c0",skyblue:"87ceeb",slateblue:"6a5acd",
+slategray:"708090",snow:"fffafa",springgreen:"00ff7f",steelblue:"4682b4",tan:"d2b48c",teal:"008080",thistle:"d8bfd8",tomato:"ff6347",turquoise:"40e0d0",violet:"ee82ee",violetred:"d02090",wheat:"f5deb3",white:"ffffff",whitesmoke:"f5f5f5",yellow:"ffff00",yellowgreen:"9acd32"},O;for(O in A)K==O&&(K=A[O]);var L=[{re:/^rgb\((\d{1,3}),\s*(\d{1,3}),\s*(\d{1,3})\)$/,example:["rgb(123, 234, 45)","rgb(255,234,245)"],process:function(u){return[parseInt(u[1]),parseInt(u[2]),parseInt(u[3])]}},{re:/^(\w{2})(\w{2})(\w{2})$/,
+example:["#00ff00","336699"],process:function(u){return[parseInt(u[1],16),parseInt(u[2],16),parseInt(u[3],16)]}},{re:/^(\w{1})(\w{1})(\w{1})$/,example:["#fb0","f0f"],process:function(u){return[parseInt(u[1]+u[1],16),parseInt(u[2]+u[2],16),parseInt(u[3]+u[3],16)]}}];for(O=0;O<L.length;O++){var W=L[O].process,M=L[O].re.exec(K);M&&(channels=W(M),this.r=channels[0],this.g=channels[1],this.b=channels[2],this.ok=!0)}this.r=0>this.r||isNaN(this.r)?0:255<this.r?255:this.r;this.g=0>this.g||isNaN(this.g)?0:
+255<this.g?255:this.g;this.b=0>this.b||isNaN(this.b)?0:255<this.b?255:this.b;this.toRGB=function(){return"rgb("+this.r+", "+this.g+", "+this.b+")"};this.toHex=function(){var u=this.r.toString(16),B=this.g.toString(16),p=this.b.toString(16);1==u.length&&(u="0"+u);1==B.length&&(B="0"+B);1==p.length&&(p="0"+p);return"#"+u+B+p};this.getHelpXML=function(){for(var u=[],B=0;B<L.length;B++)for(var p=L[B].example,C=0;C<p.length;C++)u[u.length]=p[C];for(var w in A)u[u.length]=w;p=document.createElement("ul");
+p.setAttribute("id","rgbcolor-examples");for(B=0;B<u.length;B++)try{var h=document.createElement("li"),a=new E(u[B]),l=document.createElement("div");l.style.cssText="margin: 3px; border: 1px solid black; background:"+a.toHex()+"; color:"+a.toHex();l.appendChild(document.createTextNode("test"));var c=document.createTextNode(" "+u[B]+" -> "+a.toRGB()+" -> "+a.toHex());h.appendChild(l);h.appendChild(c);p.appendChild(h)}catch(b){}return p}}"undefined"!==typeof define&&define.amd?define(function(){return E}):
+"undefined"!==typeof module&&module.exports&&(module.exports=E);A.RGBColor=E})("undefined"!==typeof window?window:this);
+(function(A){function E(M,u,B,p,C,w){if(!(isNaN(w)||1>w)){w|=0;M=document.getElementById(M).getContext("2d");var h;try{try{h=M.getImageData(u,B,p,C)}catch(A){try{netscape.security.PrivilegeManager.enablePrivilege("UniversalBrowserRead"),h=M.getImageData(u,B,p,C)}catch(K){throw alert("Cannot access local image"),Error("unable to access local image data: "+K);}}}catch(A){throw alert("Cannot access image"),Error("unable to access image data: "+A);}for(var a=h.data,l=h.width*h.height*4,c=0;c<l;c+=4){var b=
+a[c+3]/255;a[c]*=b;a[c+1]*=b;a[c+2]*=b}var a=h.data,e,d,k,f,g,n,m,v,z,H,q,F,r,G,D,N,P,S,y,I,J,t,E;e=w+w+1;var R=p-1,l=C-1,c=w+1,b=c*(c+1)/2,Q=new X,x=Q;for(k=1;k<e;k++)if(x=x.next=new X,k==c)var T=x;x.next=Q;n=g=0;var U=O[w],V=L[w];for(d=0;d<C;d++){D=N=P=S=m=v=z=H=0;q=c*(y=a[g]);F=c*(I=a[g+1]);r=c*(J=a[g+2]);G=c*(t=a[g+3]);m+=b*y;v+=b*I;z+=b*J;H+=b*t;x=Q;for(k=0;k<c;k++)x.r=y,x.g=I,x.b=J,x.a=t,x=x.next;for(k=1;k<c;k++)f=g+((R<k?R:k)<<2),m+=(x.r=y=a[f])*(E=c-k),v+=(x.g=I=a[f+1])*E,z+=(x.b=J=a[f+2])*
+E,H+=(x.a=t=a[f+3])*E,D+=y,N+=I,P+=J,S+=t,x=x.next;k=Q;x=T;for(e=0;e<p;e++)a[g]=m*U>>V,a[g+1]=v*U>>V,a[g+2]=z*U>>V,a[g+3]=H*U>>V,m-=q,v-=F,z-=r,H-=G,q-=k.r,F-=k.g,r-=k.b,G-=k.a,f=n+((f=e+w+1)<R?f:R)<<2,D+=k.r=a[f],N+=k.g=a[f+1],P+=k.b=a[f+2],S+=k.a=a[f+3],m+=D,v+=N,z+=P,H+=S,k=k.next,q+=y=x.r,F+=I=x.g,r+=J=x.b,G+=t=x.a,D-=y,N-=I,P-=J,S-=t,x=x.next,g+=4;n+=p}for(e=0;e<p;e++){N=P=S=D=v=z=H=m=0;g=e<<2;q=c*(y=a[g]);F=c*(I=a[g+1]);r=c*(J=a[g+2]);G=c*(t=a[g+3]);m+=b*y;v+=b*I;z+=b*J;H+=b*t;x=Q;for(k=0;k<
+c;k++)x.r=y,x.g=I,x.b=J,x.a=t,x=x.next;f=p;for(k=1;k<=w;k++)g=f+e<<2,m+=(x.r=y=a[g])*(E=c-k),v+=(x.g=I=a[g+1])*E,z+=(x.b=J=a[g+2])*E,H+=(x.a=t=a[g+3])*E,D+=y,N+=I,P+=J,S+=t,x=x.next,k<l&&(f+=p);g=e;k=Q;x=T;for(d=0;d<C;d++)f=g<<2,a[f]=m*U>>V,a[f+1]=v*U>>V,a[f+2]=z*U>>V,a[f+3]=H*U>>V,m-=q,v-=F,z-=r,H-=G,q-=k.r,F-=k.g,r-=k.b,G-=k.a,f=e+((f=d+c)<l?f:l)*p<<2,m+=D+=k.r=a[f],v+=N+=k.g=a[f+1],z+=P+=k.b=a[f+2],H+=S+=k.a=a[f+3],k=k.next,q+=y=x.r,F+=I=x.g,r+=J=x.b,G+=t=x.a,D-=y,N-=I,P-=J,S-=t,x=x.next,g+=p}p=
+h.data;C=h.width*h.height*4;for(w=0;w<C;w+=4)T=p[w+3],0!=T&&(T=255/T,p[w]*=T,p[w+1]*=T,p[w+2]*=T);M.putImageData(h,u,B)}}function K(M,u,B,p,C,w){if(!(isNaN(w)||1>w)){w|=0;M=document.getElementById(M).getContext("2d");var h;try{try{h=M.getImageData(u,B,p,C)}catch(x){try{netscape.security.PrivilegeManager.enablePrivilege("UniversalBrowserRead"),h=M.getImageData(u,B,p,C)}catch(E){throw alert("Cannot access local image"),Error("unable to access local image data: "+E);}}}catch(x){throw alert("Cannot access image"),
+Error("unable to access image data: "+x);}var a=h.data,l,c,b,e,d,k,f,g,n,m,v,z,H,q,F,r,G,D,N;l=w+w+1;var P=p-1,A=C-1,y=w+1,I=y*(y+1)/2,J=new X,t=J;for(b=1;b<l;b++)if(t=t.next=new X,b==y)var K=t;t.next=J;k=d=0;var R=O[w],Q=L[w];for(c=0;c<C;c++){H=q=F=f=g=n=0;m=y*(r=a[d]);v=y*(G=a[d+1]);z=y*(D=a[d+2]);f+=I*r;g+=I*G;n+=I*D;t=J;for(b=0;b<y;b++)t.r=r,t.g=G,t.b=D,t=t.next;for(b=1;b<y;b++)e=d+((P<b?P:b)<<2),f+=(t.r=r=a[e])*(N=y-b),g+=(t.g=G=a[e+1])*N,n+=(t.b=D=a[e+2])*N,H+=r,q+=G,F+=D,t=t.next;b=J;t=K;for(l=
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+a.EmptyProperty};this.render=function(a){if("none"!=this.style("display").value&&"hidden"!=this.style("visibility").value){a.save();if(this.style("mask").hasValue()){var b=this.style("mask").getDefinition();null!=b&&b.apply(a,this)}else this.style("filter").hasValue()?(b=this.style("filter").getDefinition(),null!=b&&b.apply(a,this)):(this.setContext(a),this.renderChildren(a),this.clearContext(a));a.restore()}};this.setContext=function(a){};this.clearContext=function(a){};this.renderChildren=function(a){for(var b=
+0;b<this.children.length;b++)this.children[b].render(a)};this.addChild=function(b,e){var d=b;e&&(d=a.CreateElement(b));d.parent=this;"title"!=d.type&&this.children.push(d)};this.addStylesFromStyleDefinition=function(){for(var b in a.Styles)if("@"!=b[0]&&L(c,b)){var e=a.Styles[b],d=a.StylesSpecificity[b];if(null!=e)for(var f in e){var k=this.stylesSpecificity[f];"undefined"==typeof k&&(k="000");d>k&&(this.styles[f]=e[f],this.stylesSpecificity[f]=d)}}};var b=/^[A-Z-]+$/,e=function(a){return b.test(a)?
+a.toLowerCase():a};if(null!=c&&1==c.nodeType){for(var d=0;d<c.attributes.length;d++){var k=c.attributes[d],f=e(k.nodeName);this.attributes[f]=new a.Property(f,k.value)}this.addStylesFromStyleDefinition();if(this.attribute("style").hasValue())for(e=this.attribute("style").value.split(";"),d=0;d<e.length;d++)""!=a.trim(e[d])&&(f=e[d].split(":"),k=a.trim(f[0]),f=a.trim(f[1]),this.styles[k]=new a.Property(k,f));this.attribute("id").hasValue()&&null==a.Definitions[this.attribute("id").value]&&(a.Definitions[this.attribute("id").value]=
+this);for(d=0;d<c.childNodes.length;d++)e=c.childNodes[d],1==e.nodeType&&this.addChild(e,!0),!this.captureTextNodes||3!=e.nodeType&&4!=e.nodeType||""!=a.compressSpaces(e.value||e.text||e.textContent||"")&&this.addChild(new a.Element.tspan(e),!1)}};a.Element.RenderedElementBase=function(c){this.base=a.Element.ElementBase;this.base(c);this.setContext=function(b){if(this.style("fill").isUrlDefinition()){var e=this.style("fill").getFillStyleDefinition(this,this.style("fill-opacity"));null!=e&&(b.fillStyle=
+e)}else this.style("fill").hasValue()&&(e=this.style("fill"),"currentColor"==e.value&&(e.value=this.style("color").value),"inherit"!=e.value&&(b.fillStyle="none"==e.value?"rgba(0,0,0,0)":e.value));this.style("fill-opacity").hasValue()&&(e=new a.Property("fill",b.fillStyle),e=e.addOpacity(this.style("fill-opacity")),b.fillStyle=e.value);this.style("stroke").isUrlDefinition()?(e=this.style("stroke").getFillStyleDefinition(this,this.style("stroke-opacity")),null!=e&&(b.strokeStyle=e)):this.style("stroke").hasValue()&&
+(e=this.style("stroke"),"currentColor"==e.value&&(e.value=this.style("color").value),"inherit"!=e.value&&(b.strokeStyle="none"==e.value?"rgba(0,0,0,0)":e.value));this.style("stroke-opacity").hasValue()&&(e=new a.Property("stroke",b.strokeStyle),e=e.addOpacity(this.style("stroke-opacity")),b.strokeStyle=e.value);this.style("stroke-width").hasValue()&&(e=this.style("stroke-width").toPixels(),b.lineWidth=0==e?.001:e);this.style("stroke-linecap").hasValue()&&(b.lineCap=this.style("stroke-linecap").value);
+this.style("stroke-linejoin").hasValue()&&(b.lineJoin=this.style("stroke-linejoin").value);this.style("stroke-miterlimit").hasValue()&&(b.miterLimit=this.style("stroke-miterlimit").value);this.style("stroke-dasharray").hasValue()&&"none"!=this.style("stroke-dasharray").value&&(e=a.ToNumberArray(this.style("stroke-dasharray").value),"undefined"!=typeof b.setLineDash?b.setLineDash(e):"undefined"!=typeof b.webkitLineDash?b.webkitLineDash=e:"undefined"==typeof b.mozDash||1==e.length&&0==e[0]||(b.mozDash=
+e),e=this.style("stroke-dashoffset").numValueOrDefault(1),"undefined"!=typeof b.lineDashOffset?b.lineDashOffset=e:"undefined"!=typeof b.webkitLineDashOffset?b.webkitLineDashOffset=e:"undefined"!=typeof b.mozDashOffset&&(b.mozDashOffset=e));"undefined"!=typeof b.font&&(b.font=a.Font.CreateFont(this.style("font-style").value,this.style("font-variant").value,this.style("font-weight").value,this.style("font-size").hasValue()?this.style("font-size").toPixels()+"px":"",this.style("font-family").value).toString());
+this.style("transform",!1,!0).hasValue()&&(new a.Transform(this.style("transform",!1,!0).value)).apply(b);this.style("clip-path",!1,!0).hasValue()&&(e=this.style("clip-path",!1,!0).getDefinition(),null!=e&&e.apply(b));this.style("opacity").hasValue()&&(b.globalAlpha=this.style("opacity").numValue())}};a.Element.RenderedElementBase.prototype=new a.Element.ElementBase;a.Element.PathElementBase=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.path=function(b){null!=b&&b.beginPath();
+return new a.BoundingBox};this.renderChildren=function(b){this.path(b);a.Mouse.checkPath(this,b);""!=b.fillStyle&&("inherit"!=this.style("fill-rule").valueOrDefault("inherit")?b.fill(this.style("fill-rule").value):b.fill());""!=b.strokeStyle&&b.stroke();var e=this.getMarkers();if(null!=e){if(this.style("marker-start").isUrlDefinition()){var d=this.style("marker-start").getDefinition();d.render(b,e[0][0],e[0][1])}if(this.style("marker-mid").isUrlDefinition())for(var d=this.style("marker-mid").getDefinition(),
+c=1;c<e.length-1;c++)d.render(b,e[c][0],e[c][1]);this.style("marker-end").isUrlDefinition()&&(d=this.style("marker-end").getDefinition(),d.render(b,e[e.length-1][0],e[e.length-1][1]))}};this.getBoundingBox=function(){return this.path()};this.getMarkers=function(){return null}};a.Element.PathElementBase.prototype=new a.Element.RenderedElementBase;a.Element.svg=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.baseClearContext=this.clearContext;this.clearContext=function(b){this.baseClearContext(b);
+a.ViewPort.RemoveCurrent()};this.baseSetContext=this.setContext;this.setContext=function(b){b.strokeStyle="rgba(0,0,0,0)";b.lineCap="butt";b.lineJoin="miter";b.miterLimit=4;"undefined"!=typeof b.font&&"undefined"!=typeof window.getComputedStyle&&(b.font=window.getComputedStyle(b.canvas).getPropertyValue("font"));this.baseSetContext(b);this.attribute("x").hasValue()||(this.attribute("x",!0).value=0);this.attribute("y").hasValue()||(this.attribute("y",!0).value=0);b.translate(this.attribute("x").toPixels("x"),
+this.attribute("y").toPixels("y"));var e=a.ViewPort.width(),d=a.ViewPort.height();this.attribute("width").hasValue()||(this.attribute("width",!0).value="100%");this.attribute("height").hasValue()||(this.attribute("height",!0).value="100%");if("undefined"==typeof this.root){var e=this.attribute("width").toPixels("x"),d=this.attribute("height").toPixels("y"),c=0,f=0;this.attribute("refX").hasValue()&&this.attribute("refY").hasValue()&&(c=-this.attribute("refX").toPixels("x"),f=-this.attribute("refY").toPixels("y"));
+"visible"!=this.attribute("overflow").valueOrDefault("hidden")&&(b.beginPath(),b.moveTo(c,f),b.lineTo(e,f),b.lineTo(e,d),b.lineTo(c,d),b.closePath(),b.clip())}a.ViewPort.SetCurrent(e,d);if(this.attribute("viewBox").hasValue()){var c=a.ToNumberArray(this.attribute("viewBox").value),f=c[0],g=c[1],e=c[2],d=c[3];a.AspectRatio(b,this.attribute("preserveAspectRatio").value,a.ViewPort.width(),e,a.ViewPort.height(),d,f,g,this.attribute("refX").value,this.attribute("refY").value);a.ViewPort.RemoveCurrent();
+a.ViewPort.SetCurrent(c[2],c[3])}}};a.Element.svg.prototype=new a.Element.RenderedElementBase;a.Element.rect=function(c){this.base=a.Element.PathElementBase;this.base(c);this.path=function(b){var e=this.attribute("x").toPixels("x"),d=this.attribute("y").toPixels("y"),c=this.attribute("width").toPixels("x"),f=this.attribute("height").toPixels("y"),g=this.attribute("rx").toPixels("x"),n=this.attribute("ry").toPixels("y");this.attribute("rx").hasValue()&&!this.attribute("ry").hasValue()&&(n=g);this.attribute("ry").hasValue()&&
+!this.attribute("rx").hasValue()&&(g=n);g=Math.min(g,c/2);n=Math.min(n,f/2);null!=b&&(b.beginPath(),b.moveTo(e+g,d),b.lineTo(e+c-g,d),b.quadraticCurveTo(e+c,d,e+c,d+n),b.lineTo(e+c,d+f-n),b.quadraticCurveTo(e+c,d+f,e+c-g,d+f),b.lineTo(e+g,d+f),b.quadraticCurveTo(e,d+f,e,d+f-n),b.lineTo(e,d+n),b.quadraticCurveTo(e,d,e+g,d),b.closePath());return new a.BoundingBox(e,d,e+c,d+f)}};a.Element.rect.prototype=new a.Element.PathElementBase;a.Element.circle=function(c){this.base=a.Element.PathElementBase;this.base(c);
+this.path=function(b){var e=this.attribute("cx").toPixels("x"),d=this.attribute("cy").toPixels("y"),c=this.attribute("r").toPixels();null!=b&&(b.beginPath(),b.arc(e,d,c,0,2*Math.PI,!0),b.closePath());return new a.BoundingBox(e-c,d-c,e+c,d+c)}};a.Element.circle.prototype=new a.Element.PathElementBase;a.Element.ellipse=function(c){this.base=a.Element.PathElementBase;this.base(c);this.path=function(b){var e=(Math.sqrt(2)-1)/3*4,d=this.attribute("rx").toPixels("x"),c=this.attribute("ry").toPixels("y"),
+f=this.attribute("cx").toPixels("x"),g=this.attribute("cy").toPixels("y");null!=b&&(b.beginPath(),b.moveTo(f,g-c),b.bezierCurveTo(f+e*d,g-c,f+d,g-e*c,f+d,g),b.bezierCurveTo(f+d,g+e*c,f+e*d,g+c,f,g+c),b.bezierCurveTo(f-e*d,g+c,f-d,g+e*c,f-d,g),b.bezierCurveTo(f-d,g-e*c,f-e*d,g-c,f,g-c),b.closePath());return new a.BoundingBox(f-d,g-c,f+d,g+c)}};a.Element.ellipse.prototype=new a.Element.PathElementBase;a.Element.line=function(c){this.base=a.Element.PathElementBase;this.base(c);this.getPoints=function(){return[new a.Point(this.attribute("x1").toPixels("x"),
+this.attribute("y1").toPixels("y")),new a.Point(this.attribute("x2").toPixels("x"),this.attribute("y2").toPixels("y"))]};this.path=function(b){var e=this.getPoints();null!=b&&(b.beginPath(),b.moveTo(e[0].x,e[0].y),b.lineTo(e[1].x,e[1].y));return new a.BoundingBox(e[0].x,e[0].y,e[1].x,e[1].y)};this.getMarkers=function(){var a=this.getPoints(),e=a[0].angleTo(a[1]);return[[a[0],e],[a[1],e]]}};a.Element.line.prototype=new a.Element.PathElementBase;a.Element.polyline=function(c){this.base=a.Element.PathElementBase;
+this.base(c);this.points=a.CreatePath(this.attribute("points").value);this.path=function(b){var e=new a.BoundingBox(this.points[0].x,this.points[0].y);null!=b&&(b.beginPath(),b.moveTo(this.points[0].x,this.points[0].y));for(var d=1;d<this.points.length;d++)e.addPoint(this.points[d].x,this.points[d].y),null!=b&&b.lineTo(this.points[d].x,this.points[d].y);return e};this.getMarkers=function(){for(var a=[],e=0;e<this.points.length-1;e++)a.push([this.points[e],this.points[e].angleTo(this.points[e+1])]);
+0<a.length&&a.push([this.points[this.points.length-1],a[a.length-1][1]]);return a}};a.Element.polyline.prototype=new a.Element.PathElementBase;a.Element.polygon=function(c){this.base=a.Element.polyline;this.base(c);this.basePath=this.path;this.path=function(a){var e=this.basePath(a);null!=a&&(a.lineTo(this.points[0].x,this.points[0].y),a.closePath());return e}};a.Element.polygon.prototype=new a.Element.polyline;a.Element.path=function(c){this.base=a.Element.PathElementBase;this.base(c);c=this.attribute("d").value;
+c=c.replace(/,/gm," ");for(var b=0;2>b;b++)c=c.replace(/([MmZzLlHhVvCcSsQqTtAa])([^\s])/gm,"$1 $2");c=c.replace(/([^\s])([MmZzLlHhVvCcSsQqTtAa])/gm,"$1 $2");c=c.replace(/([0-9])([+\-])/gm,"$1 $2");for(b=0;2>b;b++)c=c.replace(/(\.[0-9]*)(\.)/gm,"$1 $2");c=c.replace(/([Aa](\s+[0-9]+){3})\s+([01])\s*([01])/gm,"$1 $3 $4 ");c=a.compressSpaces(c);c=a.trim(c);this.PathParser=new function(b){this.tokens=b.split(" ");this.reset=function(){this.i=-1;this.previousCommand=this.command="";this.start=new a.Point(0,
+0);this.control=new a.Point(0,0);this.current=new a.Point(0,0);this.points=[];this.angles=[]};this.isEnd=function(){return this.i>=this.tokens.length-1};this.isCommandOrEnd=function(){return this.isEnd()?!0:null!=this.tokens[this.i+1].match(/^[A-Za-z]$/)};this.isRelativeCommand=function(){switch(this.command){case "m":case "l":case "h":case "v":case "c":case "s":case "q":case "t":case "a":case "z":return!0}return!1};this.getToken=function(){this.i++;return this.tokens[this.i]};this.getScalar=function(){return parseFloat(this.getToken())};
+this.nextCommand=function(){this.previousCommand=this.command;this.command=this.getToken()};this.getPoint=function(){var b=new a.Point(this.getScalar(),this.getScalar());return this.makeAbsolute(b)};this.getAsControlPoint=function(){var a=this.getPoint();return this.control=a};this.getAsCurrentPoint=function(){var a=this.getPoint();return this.current=a};this.getReflectedControlPoint=function(){return"c"!=this.previousCommand.toLowerCase()&&"s"!=this.previousCommand.toLowerCase()&&"q"!=this.previousCommand.toLowerCase()&&
+"t"!=this.previousCommand.toLowerCase()?this.current:new a.Point(2*this.current.x-this.control.x,2*this.current.y-this.control.y)};this.makeAbsolute=function(a){this.isRelativeCommand()&&(a.x+=this.current.x,a.y+=this.current.y);return a};this.addMarker=function(a,b,e){null!=e&&0<this.angles.length&&null==this.angles[this.angles.length-1]&&(this.angles[this.angles.length-1]=this.points[this.points.length-1].angleTo(e));this.addMarkerAngle(a,null==b?null:b.angleTo(a))};this.addMarkerAngle=function(a,
+b){this.points.push(a);this.angles.push(b)};this.getMarkerPoints=function(){return this.points};this.getMarkerAngles=function(){for(var a=0;a<this.angles.length;a++)if(null==this.angles[a])for(var b=a+1;b<this.angles.length;b++)if(null!=this.angles[b]){this.angles[a]=this.angles[b];break}return this.angles}}(c);this.path=function(b){var d=this.PathParser;d.reset();var c=new a.BoundingBox;for(null!=b&&b.beginPath();!d.isEnd();)switch(d.nextCommand(),d.command){case "M":case "m":var f=d.getAsCurrentPoint();
+d.addMarker(f);c.addPoint(f.x,f.y);null!=b&&b.moveTo(f.x,f.y);for(d.start=d.current;!d.isCommandOrEnd();)f=d.getAsCurrentPoint(),d.addMarker(f,d.start),c.addPoint(f.x,f.y),null!=b&&b.lineTo(f.x,f.y);break;case "L":case "l":for(;!d.isCommandOrEnd();){var g=d.current,f=d.getAsCurrentPoint();d.addMarker(f,g);c.addPoint(f.x,f.y);null!=b&&b.lineTo(f.x,f.y)}break;case "H":case "h":for(;!d.isCommandOrEnd();)f=new a.Point((d.isRelativeCommand()?d.current.x:0)+d.getScalar(),d.current.y),d.addMarker(f,d.current),
+d.current=f,c.addPoint(d.current.x,d.current.y),null!=b&&b.lineTo(d.current.x,d.current.y);break;case "V":case "v":for(;!d.isCommandOrEnd();)f=new a.Point(d.current.x,(d.isRelativeCommand()?d.current.y:0)+d.getScalar()),d.addMarker(f,d.current),d.current=f,c.addPoint(d.current.x,d.current.y),null!=b&&b.lineTo(d.current.x,d.current.y);break;case "C":case "c":for(;!d.isCommandOrEnd();){var n=d.current,g=d.getPoint(),m=d.getAsControlPoint(),f=d.getAsCurrentPoint();d.addMarker(f,m,g);c.addBezierCurve(n.x,
+n.y,g.x,g.y,m.x,m.y,f.x,f.y);null!=b&&b.bezierCurveTo(g.x,g.y,m.x,m.y,f.x,f.y)}break;case "S":case "s":for(;!d.isCommandOrEnd();)n=d.current,g=d.getReflectedControlPoint(),m=d.getAsControlPoint(),f=d.getAsCurrentPoint(),d.addMarker(f,m,g),c.addBezierCurve(n.x,n.y,g.x,g.y,m.x,m.y,f.x,f.y),null!=b&&b.bezierCurveTo(g.x,g.y,m.x,m.y,f.x,f.y);break;case "Q":case "q":for(;!d.isCommandOrEnd();)n=d.current,m=d.getAsControlPoint(),f=d.getAsCurrentPoint(),d.addMarker(f,m,m),c.addQuadraticCurve(n.x,n.y,m.x,m.y,
+f.x,f.y),null!=b&&b.quadraticCurveTo(m.x,m.y,f.x,f.y);break;case "T":case "t":for(;!d.isCommandOrEnd();)n=d.current,m=d.getReflectedControlPoint(),d.control=m,f=d.getAsCurrentPoint(),d.addMarker(f,m,m),c.addQuadraticCurve(n.x,n.y,m.x,m.y,f.x,f.y),null!=b&&b.quadraticCurveTo(m.x,m.y,f.x,f.y);break;case "A":case "a":for(;!d.isCommandOrEnd();){var n=d.current,v=d.getScalar(),h=d.getScalar(),g=d.getScalar()*(Math.PI/180),l=d.getScalar(),m=d.getScalar(),f=d.getAsCurrentPoint(),q=new a.Point(Math.cos(g)*
+(n.x-f.x)/2+Math.sin(g)*(n.y-f.y)/2,-Math.sin(g)*(n.x-f.x)/2+Math.cos(g)*(n.y-f.y)/2),p=Math.pow(q.x,2)/Math.pow(v,2)+Math.pow(q.y,2)/Math.pow(h,2);1<p&&(v*=Math.sqrt(p),h*=Math.sqrt(p));l=(l==m?-1:1)*Math.sqrt((Math.pow(v,2)*Math.pow(h,2)-Math.pow(v,2)*Math.pow(q.y,2)-Math.pow(h,2)*Math.pow(q.x,2))/(Math.pow(v,2)*Math.pow(q.y,2)+Math.pow(h,2)*Math.pow(q.x,2)));isNaN(l)&&(l=0);var r=new a.Point(l*v*q.y/h,l*-h*q.x/v),n=new a.Point((n.x+f.x)/2+Math.cos(g)*r.x-Math.sin(g)*r.y,(n.y+f.y)/2+Math.sin(g)*
+r.x+Math.cos(g)*r.y),u=function(a,b){return(a[0]*b[0]+a[1]*b[1])/(Math.sqrt(Math.pow(a[0],2)+Math.pow(a[1],2))*Math.sqrt(Math.pow(b[0],2)+Math.pow(b[1],2)))},w=function(a,b){return(a[0]*b[1]<a[1]*b[0]?-1:1)*Math.acos(u(a,b))},l=w([1,0],[(q.x-r.x)/v,(q.y-r.y)/h]),p=[(q.x-r.x)/v,(q.y-r.y)/h],r=[(-q.x-r.x)/v,(-q.y-r.y)/h],q=w(p,r);-1>=u(p,r)&&(q=Math.PI);1<=u(p,r)&&(q=0);p=1-m?1:-1;r=l+q/2*p;w=new a.Point(n.x+v*Math.cos(r),n.y+h*Math.sin(r));d.addMarkerAngle(w,r-p*Math.PI/2);d.addMarkerAngle(f,r-p*Math.PI);
+c.addPoint(f.x,f.y);null!=b&&(u=v>h?v:h,f=v>h?1:v/h,v=v>h?h/v:1,b.translate(n.x,n.y),b.rotate(g),b.scale(f,v),b.arc(0,0,u,l,l+q,1-m),b.scale(1/f,1/v),b.rotate(-g),b.translate(-n.x,-n.y))}break;case "Z":case "z":null!=b&&b.closePath(),d.current=d.start}return c};this.getMarkers=function(){for(var a=this.PathParser.getMarkerPoints(),b=this.PathParser.getMarkerAngles(),c=[],f=0;f<a.length;f++)c.push([a[f],b[f]]);return c}};a.Element.path.prototype=new a.Element.PathElementBase;a.Element.pattern=function(c){this.base=
+a.Element.ElementBase;this.base(c);this.createPattern=function(b,e){var d=this.attribute("width").toPixels("x",!0),c=this.attribute("height").toPixels("y",!0),f=new a.Element.svg;f.attributes.viewBox=new a.Property("viewBox",this.attribute("viewBox").value);f.attributes.width=new a.Property("width",d+"px");f.attributes.height=new a.Property("height",c+"px");f.attributes.transform=new a.Property("transform",this.attribute("patternTransform").value);f.children=this.children;var g=document.createElement("canvas");
+g.width=d;g.height=c;d=g.getContext("2d");this.attribute("x").hasValue()&&this.attribute("y").hasValue()&&d.translate(this.attribute("x").toPixels("x",!0),this.attribute("y").toPixels("y",!0));for(c=-1;1>=c;c++)for(var n=-1;1>=n;n++)d.save(),f.attributes.x=new a.Property("x",c*g.width),f.attributes.y=new a.Property("y",n*g.height),f.render(d),d.restore();return b.createPattern(g,"repeat")}};a.Element.pattern.prototype=new a.Element.ElementBase;a.Element.marker=function(c){this.base=a.Element.ElementBase;
+this.base(c);this.baseRender=this.render;this.render=function(b,e,d){b.translate(e.x,e.y);"auto"==this.attribute("orient").valueOrDefault("auto")&&b.rotate(d);"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&b.scale(b.lineWidth,b.lineWidth);b.save();var c=new a.Element.svg;c.attributes.viewBox=new a.Property("viewBox",this.attribute("viewBox").value);c.attributes.refX=new a.Property("refX",this.attribute("refX").value);c.attributes.refY=new a.Property("refY",this.attribute("refY").value);
+c.attributes.width=new a.Property("width",this.attribute("markerWidth").value);c.attributes.height=new a.Property("height",this.attribute("markerHeight").value);c.attributes.fill=new a.Property("fill",this.attribute("fill").valueOrDefault("black"));c.attributes.stroke=new a.Property("stroke",this.attribute("stroke").valueOrDefault("none"));c.children=this.children;var f=0,g=0;this.attribute("refX").hasValue()&&(f=-parseFloat(this.attribute("refX").value));this.attribute("refY").hasValue()&&(g=-parseFloat(this.attribute("refY").value));
+b.translate(f,g);c.render(b);b.restore();"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&b.scale(1/b.lineWidth,1/b.lineWidth);"auto"==this.attribute("orient").valueOrDefault("auto")&&b.rotate(-d);b.translate(-e.x,-e.y)}};a.Element.marker.prototype=new a.Element.ElementBase;a.Element.defs=function(c){this.base=a.Element.ElementBase;this.base(c);this.render=function(a){}};a.Element.defs.prototype=new a.Element.ElementBase;a.Element.GradientBase=function(c){this.base=a.Element.ElementBase;
+this.base(c);this.stops=[];for(c=0;c<this.children.length;c++){var b=this.children[c];"stop"==b.type&&this.stops.push(b)}this.getGradient=function(){};this.gradientUnits=function(){return this.attribute("gradientUnits").valueOrDefault("objectBoundingBox")};this.attributesToInherit=["gradientUnits"];this.inheritStopContainer=function(a){for(var b=0;b<this.attributesToInherit.length;b++){var c=this.attributesToInherit[b];!this.attribute(c).hasValue()&&a.attribute(c).hasValue()&&(this.attribute(c,!0).value=
+a.attribute(c).value)}};this.createGradient=function(b,d,c){var f=this;this.getHrefAttribute().hasValue()&&(f=this.getHrefAttribute().getDefinition(),this.inheritStopContainer(f));var g=function(b){return c.hasValue()?(new a.Property("color",b)).addOpacity(c).value:b};b=this.getGradient(b,d);if(null==b)return g(f.stops[f.stops.length-1].color);for(d=0;d<f.stops.length;d++)b.addColorStop(f.stops[d].offset,g(f.stops[d].color));return this.attribute("gradientTransform").hasValue()?(f=a.ViewPort.viewPorts[0],
+g=new a.Element.rect,g.attributes.x=new a.Property("x",-a.MAX_VIRTUAL_PIXELS/3),g.attributes.y=new a.Property("y",-a.MAX_VIRTUAL_PIXELS/3),g.attributes.width=new a.Property("width",a.MAX_VIRTUAL_PIXELS),g.attributes.height=new a.Property("height",a.MAX_VIRTUAL_PIXELS),d=new a.Element.g,d.attributes.transform=new a.Property("transform",this.attribute("gradientTransform").value),d.children=[g],g=new a.Element.svg,g.attributes.x=new a.Property("x",0),g.attributes.y=new a.Property("y",0),g.attributes.width=
+new a.Property("width",f.width),g.attributes.height=new a.Property("height",f.height),g.children=[d],d=document.createElement("canvas"),d.width=f.width,d.height=f.height,f=d.getContext("2d"),f.fillStyle=b,g.render(f),f.createPattern(d,"no-repeat")):b}};a.Element.GradientBase.prototype=new a.Element.ElementBase;a.Element.linearGradient=function(c){this.base=a.Element.GradientBase;this.base(c);this.attributesToInherit.push("x1");this.attributesToInherit.push("y1");this.attributesToInherit.push("x2");
+this.attributesToInherit.push("y2");this.getGradient=function(a,e){var c="objectBoundingBox"==this.gradientUnits()?e.getBoundingBox():null;this.attribute("x1").hasValue()||this.attribute("y1").hasValue()||this.attribute("x2").hasValue()||this.attribute("y2").hasValue()||(this.attribute("x1",!0).value=0,this.attribute("y1",!0).value=0,this.attribute("x2",!0).value=1,this.attribute("y2",!0).value=0);var k="objectBoundingBox"==this.gradientUnits()?c.x()+c.width()*this.attribute("x1").numValue():this.attribute("x1").toPixels("x"),
+f="objectBoundingBox"==this.gradientUnits()?c.y()+c.height()*this.attribute("y1").numValue():this.attribute("y1").toPixels("y"),g="objectBoundingBox"==this.gradientUnits()?c.x()+c.width()*this.attribute("x2").numValue():this.attribute("x2").toPixels("x"),c="objectBoundingBox"==this.gradientUnits()?c.y()+c.height()*this.attribute("y2").numValue():this.attribute("y2").toPixels("y");return k==g&&f==c?null:a.createLinearGradient(k,f,g,c)}};a.Element.linearGradient.prototype=new a.Element.GradientBase;
+a.Element.radialGradient=function(c){this.base=a.Element.GradientBase;this.base(c);this.attributesToInherit.push("cx");this.attributesToInherit.push("cy");this.attributesToInherit.push("r");this.attributesToInherit.push("fx");this.attributesToInherit.push("fy");this.getGradient=function(a,c){var d=c.getBoundingBox();this.attribute("cx").hasValue()||(this.attribute("cx",!0).value="50%");this.attribute("cy").hasValue()||(this.attribute("cy",!0).value="50%");this.attribute("r").hasValue()||(this.attribute("r",
+!0).value="50%");var k="objectBoundingBox"==this.gradientUnits()?d.x()+d.width()*this.attribute("cx").numValue():this.attribute("cx").toPixels("x"),f="objectBoundingBox"==this.gradientUnits()?d.y()+d.height()*this.attribute("cy").numValue():this.attribute("cy").toPixels("y"),g=k,n=f;this.attribute("fx").hasValue()&&(g="objectBoundingBox"==this.gradientUnits()?d.x()+d.width()*this.attribute("fx").numValue():this.attribute("fx").toPixels("x"));this.attribute("fy").hasValue()&&(n="objectBoundingBox"==
+this.gradientUnits()?d.y()+d.height()*this.attribute("fy").numValue():this.attribute("fy").toPixels("y"));d="objectBoundingBox"==this.gradientUnits()?(d.width()+d.height())/2*this.attribute("r").numValue():this.attribute("r").toPixels();return a.createRadialGradient(g,n,0,k,f,d)}};a.Element.radialGradient.prototype=new a.Element.GradientBase;a.Element.stop=function(c){this.base=a.Element.ElementBase;this.base(c);this.offset=this.attribute("offset").numValue();0>this.offset&&(this.offset=0);1<this.offset&&
+(this.offset=1);c=this.style("stop-color",!0);""===c.value&&(c.value="#000");this.style("stop-opacity").hasValue()&&(c=c.addOpacity(this.style("stop-opacity")));this.color=c.value};a.Element.stop.prototype=new a.Element.ElementBase;a.Element.AnimateBase=function(c){this.base=a.Element.ElementBase;this.base(c);a.Animations.push(this);this.duration=0;this.begin=this.attribute("begin").toMilliseconds();this.maxDuration=this.begin+this.attribute("dur").toMilliseconds();this.getProperty=function(){var a=
+this.attribute("attributeType").value,c=this.attribute("attributeName").value;return"CSS"==a?this.parent.style(c,!0):this.parent.attribute(c,!0)};this.initialValue=null;this.initialUnits="";this.removed=!1;this.calcValue=function(){return""};this.update=function(a){null==this.initialValue&&(this.initialValue=this.getProperty().value,this.initialUnits=this.getProperty().getUnits());if(this.duration>this.maxDuration){if("indefinite"==this.attribute("repeatCount").value||"indefinite"==this.attribute("repeatDur").value)this.duration=
+0;else if("freeze"==this.attribute("fill").valueOrDefault("remove")&&!this.frozen)this.frozen=!0,this.parent.animationFrozen=!0,this.parent.animationFrozenValue=this.getProperty().value;else if("remove"==this.attribute("fill").valueOrDefault("remove")&&!this.removed)return this.removed=!0,this.getProperty().value=this.parent.animationFrozen?this.parent.animationFrozenValue:this.initialValue,!0;return!1}this.duration+=a;a=!1;this.begin<this.duration&&(a=this.calcValue(),this.attribute("type").hasValue()&&
+(a=this.attribute("type").value+"("+a+")"),this.getProperty().value=a,a=!0);return a};this.from=this.attribute("from");this.to=this.attribute("to");this.values=this.attribute("values");this.values.hasValue()&&(this.values.value=this.values.value.split(";"));this.progress=function(){var b={progress:(this.duration-this.begin)/(this.maxDuration-this.begin)};if(this.values.hasValue()){var c=b.progress*(this.values.value.length-1),d=Math.floor(c),k=Math.ceil(c);b.from=new a.Property("from",parseFloat(this.values.value[d]));
+b.to=new a.Property("to",parseFloat(this.values.value[k]));b.progress=(c-d)/(k-d)}else b.from=this.from,b.to=this.to;return b}};a.Element.AnimateBase.prototype=new a.Element.ElementBase;a.Element.animate=function(c){this.base=a.Element.AnimateBase;this.base(c);this.calcValue=function(){var a=this.progress();return a.from.numValue()+(a.to.numValue()-a.from.numValue())*a.progress+this.initialUnits}};a.Element.animate.prototype=new a.Element.AnimateBase;a.Element.animateColor=function(c){this.base=a.Element.AnimateBase;
+this.base(c);this.calcValue=function(){var a=this.progress(),c=new A(a.from.value),d=new A(a.to.value);if(c.ok&&d.ok){var k=c.g+(d.g-c.g)*a.progress,f=c.b+(d.b-c.b)*a.progress;return"rgb("+parseInt(c.r+(d.r-c.r)*a.progress,10)+","+parseInt(k,10)+","+parseInt(f,10)+")"}return this.attribute("from").value}};a.Element.animateColor.prototype=new a.Element.AnimateBase;a.Element.animateTransform=function(c){this.base=a.Element.AnimateBase;this.base(c);this.calcValue=function(){for(var b=this.progress(),
+c=a.ToNumberArray(b.from.value),d=a.ToNumberArray(b.to.value),k="",f=0;f<c.length;f++)k+=c[f]+(d[f]-c[f])*b.progress+" ";return k}};a.Element.animateTransform.prototype=new a.Element.animate;a.Element.font=function(c){this.base=a.Element.ElementBase;this.base(c);this.horizAdvX=this.attribute("horiz-adv-x").numValue();this.isArabic=this.isRTL=!1;this.missingGlyph=this.fontFace=null;this.glyphs=[];for(c=0;c<this.children.length;c++){var b=this.children[c];"font-face"==b.type?(this.fontFace=b,b.style("font-family").hasValue()&&
+(a.Definitions[b.style("font-family").value]=this)):"missing-glyph"==b.type?this.missingGlyph=b:"glyph"==b.type&&(""!=b.arabicForm?(this.isArabic=this.isRTL=!0,"undefined"==typeof this.glyphs[b.unicode]&&(this.glyphs[b.unicode]=[]),this.glyphs[b.unicode][b.arabicForm]=b):this.glyphs[b.unicode]=b)}};a.Element.font.prototype=new a.Element.ElementBase;a.Element.fontface=function(c){this.base=a.Element.ElementBase;this.base(c);this.ascent=this.attribute("ascent").value;this.descent=this.attribute("descent").value;
+this.unitsPerEm=this.attribute("units-per-em").numValue()};a.Element.fontface.prototype=new a.Element.ElementBase;a.Element.missingglyph=function(c){this.base=a.Element.path;this.base(c);this.horizAdvX=0};a.Element.missingglyph.prototype=new a.Element.path;a.Element.glyph=function(c){this.base=a.Element.path;this.base(c);this.horizAdvX=this.attribute("horiz-adv-x").numValue();this.unicode=this.attribute("unicode").value;this.arabicForm=this.attribute("arabic-form").value};a.Element.glyph.prototype=
+new a.Element.path;a.Element.text=function(c){this.captureTextNodes=!0;this.base=a.Element.RenderedElementBase;this.base(c);this.baseSetContext=this.setContext;this.setContext=function(a){this.baseSetContext(a);var c=this.style("dominant-baseline").toTextBaseline();null==c&&(c=this.style("alignment-baseline").toTextBaseline());null!=c&&(a.textBaseline=c)};this.getBoundingBox=function(){var b=this.attribute("x").toPixels("x"),c=this.attribute("y").toPixels("y"),d=this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize);
+return new a.BoundingBox(b,c-d,b+Math.floor(2*d/3)*this.children[0].getText().length,c)};this.renderChildren=function(a){this.x=this.attribute("x").toPixels("x");this.y=this.attribute("y").toPixels("y");this.attribute("dx").hasValue()&&(this.x+=this.attribute("dx").toPixels("x"));this.attribute("dy").hasValue()&&(this.y+=this.attribute("dy").toPixels("y"));this.x+=this.getAnchorDelta(a,this,0);for(var c=0;c<this.children.length;c++)this.renderChild(a,this,this,c)};this.getAnchorDelta=function(a,c,
+d){var k=this.style("text-anchor").valueOrDefault("start");if("start"!=k){for(var f=0,g=d;g<c.children.length;g++){var n=c.children[g];if(g>d&&n.attribute("x").hasValue())break;f+=n.measureTextRecursive(a)}return-1*("end"==k?f:f/2)}return 0};this.renderChild=function(a,c,d,k){var f=d.children[k];f.attribute("x").hasValue()?(f.x=f.attribute("x").toPixels("x")+c.getAnchorDelta(a,d,k),f.attribute("dx").hasValue()&&(f.x+=f.attribute("dx").toPixels("x"))):(f.attribute("dx").hasValue()&&(c.x+=f.attribute("dx").toPixels("x")),
+f.x=c.x);c.x=f.x+f.measureText(a);f.attribute("y").hasValue()?(f.y=f.attribute("y").toPixels("y"),f.attribute("dy").hasValue()&&(f.y+=f.attribute("dy").toPixels("y"))):(f.attribute("dy").hasValue()&&(c.y+=f.attribute("dy").toPixels("y")),f.y=c.y);c.y=f.y;f.render(a);for(k=0;k<f.children.length;k++)c.renderChild(a,c,f,k)}};a.Element.text.prototype=new a.Element.RenderedElementBase;a.Element.TextElementBase=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.getGlyph=function(a,c,
+d){var k=c[d],f=null;if(a.isArabic){var g="isolated";(0==d||" "==c[d-1])&&d<c.length-2&&" "!=c[d+1]&&(g="terminal");0<d&&" "!=c[d-1]&&d<c.length-2&&" "!=c[d+1]&&(g="medial");0<d&&" "!=c[d-1]&&(d==c.length-1||" "==c[d+1])&&(g="initial");"undefined"!=typeof a.glyphs[k]&&(f=a.glyphs[k][g],null==f&&"glyph"==a.glyphs[k].type&&(f=a.glyphs[k]))}else f=a.glyphs[k];null==f&&(f=a.missingGlyph);return f};this.renderChildren=function(b){var c=this.parent.style("font-family").getDefinition();if(null!=c){var d=
+this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize),k=this.parent.style("font-style").valueOrDefault(a.Font.Parse(a.ctx.font).fontStyle),f=this.getText();c.isRTL&&(f=f.split("").reverse().join(""));for(var g=a.ToNumberArray(this.parent.attribute("dx").value),n=0;n<f.length;n++){var m=this.getGlyph(c,f,n),h=d/c.fontFace.unitsPerEm;b.translate(this.x,this.y);b.scale(h,-h);var l=b.lineWidth;b.lineWidth=b.lineWidth*c.fontFace.unitsPerEm/d;"italic"==k&&b.transform(1,0,.4,
+1,0,0);m.render(b);"italic"==k&&b.transform(1,0,-.4,1,0,0);b.lineWidth=l;b.scale(1/h,-1/h);b.translate(-this.x,-this.y);this.x+=d*(m.horizAdvX||c.horizAdvX)/c.fontFace.unitsPerEm;"undefined"==typeof g[n]||isNaN(g[n])||(this.x+=g[n])}}else""!=b.fillStyle&&b.fillText(a.compressSpaces(this.getText()),this.x,this.y),""!=b.strokeStyle&&b.strokeText(a.compressSpaces(this.getText()),this.x,this.y)};this.getText=function(){};this.measureTextRecursive=function(a){for(var c=this.measureText(a),d=0;d<this.children.length;d++)c+=
+this.children[d].measureTextRecursive(a);return c};this.measureText=function(b){var c=this.parent.style("font-family").getDefinition();if(null!=c){b=this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize);var d=0,k=this.getText();c.isRTL&&(k=k.split("").reverse().join(""));for(var f=a.ToNumberArray(this.parent.attribute("dx").value),g=0;g<k.length;g++){var n=this.getGlyph(c,k,g),d=d+(n.horizAdvX||c.horizAdvX)*b/c.fontFace.unitsPerEm;"undefined"==typeof f[g]||isNaN(f[g])||
+(d+=f[g])}return d}c=a.compressSpaces(this.getText());if(!b.measureText)return 10*c.length;b.save();this.setContext(b);c=b.measureText(c).width;b.restore();return c}};a.Element.TextElementBase.prototype=new a.Element.RenderedElementBase;a.Element.tspan=function(c){this.captureTextNodes=!0;this.base=a.Element.TextElementBase;this.base(c);this.text=a.compressSpaces(c.value||c.text||c.textContent||"");this.getText=function(){return 0<this.children.length?"":this.text}};a.Element.tspan.prototype=new a.Element.TextElementBase;
+a.Element.tref=function(c){this.base=a.Element.TextElementBase;this.base(c);this.getText=function(){var a=this.getHrefAttribute().getDefinition();if(null!=a)return a.children[0].getText()}};a.Element.tref.prototype=new a.Element.TextElementBase;a.Element.a=function(c){this.base=a.Element.TextElementBase;this.base(c);this.hasText=0<c.childNodes.length;for(var b=0;b<c.childNodes.length;b++)3!=c.childNodes[b].nodeType&&(this.hasText=!1);this.text=this.hasText?c.childNodes[0].value:"";this.getText=function(){return this.text};
+this.baseRenderChildren=this.renderChildren;this.renderChildren=function(b){if(this.hasText){this.baseRenderChildren(b);var c=new a.Property("fontSize",a.Font.Parse(a.ctx.font).fontSize);a.Mouse.checkBoundingBox(this,new a.BoundingBox(this.x,this.y-c.toPixels("y"),this.x+this.measureText(b),this.y))}else 0<this.children.length&&(c=new a.Element.g,c.children=this.children,c.parent=this,c.render(b))};this.onclick=function(){window.open(this.getHrefAttribute().value)};this.onmousemove=function(){a.ctx.canvas.style.cursor=
+"pointer"}};a.Element.a.prototype=new a.Element.TextElementBase;a.Element.image=function(c){this.base=a.Element.RenderedElementBase;this.base(c);var b=this.getHrefAttribute().value;if(""!=b){var e=b.match(/\.svg$/);a.Images.push(this);this.loaded=!1;if(e)this.img=a.ajax(b),this.loaded=!0;else{this.img=document.createElement("img");1==a.opts.useCORS&&(this.img.crossOrigin="Anonymous");var d=this;this.img.onload=function(){d.loaded=!0};this.img.onerror=function(){a.log('ERROR: image "'+b+'" not found');
+d.loaded=!0};this.img.src=b}this.renderChildren=function(b){var c=this.attribute("x").toPixels("x"),d=this.attribute("y").toPixels("y"),n=this.attribute("width").toPixels("x"),m=this.attribute("height").toPixels("y");0!=n&&0!=m&&(b.save(),e?b.drawSvg(this.img,c,d,n,m):(b.translate(c,d),a.AspectRatio(b,this.attribute("preserveAspectRatio").value,n,this.img.width,m,this.img.height,0,0),b.drawImage(this.img,0,0)),b.restore())};this.getBoundingBox=function(){var b=this.attribute("x").toPixels("x"),c=
+this.attribute("y").toPixels("y"),d=this.attribute("width").toPixels("x"),e=this.attribute("height").toPixels("y");return new a.BoundingBox(b,c,b+d,c+e)}}};a.Element.image.prototype=new a.Element.RenderedElementBase;a.Element.g=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.getBoundingBox=function(){for(var b=new a.BoundingBox,c=0;c<this.children.length;c++)b.addBoundingBox(this.children[c].getBoundingBox());return b}};a.Element.g.prototype=new a.Element.RenderedElementBase;
+a.Element.symbol=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.render=function(a){}};a.Element.symbol.prototype=new a.Element.RenderedElementBase;a.Element.style=function(c){this.base=a.Element.ElementBase;this.base(c);for(var b="",e=0;e<c.childNodes.length;e++)b+=c.childNodes[e].data;b=b.replace(/(\/\*([^*]|[\r\n]|(\*+([^*\/]|[\r\n])))*\*+\/)|(^[\s]*\/\/.*)/gm,"");b=a.compressSpaces(b);c=b.split("}");for(e=0;e<c.length;e++)if(""!=a.trim(c[e]))for(var d=c[e].split("{"),b=d[0].split(","),
+d=d[1].split(";"),k=0;k<b.length;k++){var f=a.trim(b[k]);if(""!=f){for(var g=a.Styles[f]||{},n=0;n<d.length;n++){var m=d[n].indexOf(":"),h=d[n].substr(0,m),m=d[n].substr(m+1,d[n].length-m);null!=h&&null!=m&&(g[a.trim(h)]=new a.Property(a.trim(h),a.trim(m)))}a.Styles[f]=g;a.StylesSpecificity[f]=K(f);if("@font-face"==f)for(f=g["font-family"].value.replace(/"/g,""),g=g.src.value.split(","),n=0;n<g.length;n++)if(0<g[n].indexOf('format("svg")'))for(h=g[n].indexOf("url"),m=g[n].indexOf(")",h),h=g[n].substr(h+
+5,m-h-6),h=a.parseXml(a.ajax(h)).getElementsByTagName("font"),m=0;m<h.length;m++){var l=a.CreateElement(h[m]);a.Definitions[f]=l}}}};a.Element.style.prototype=new a.Element.ElementBase;a.Element.use=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.baseSetContext=this.setContext;this.setContext=function(a){this.baseSetContext(a);this.attribute("x").hasValue()&&a.translate(this.attribute("x").toPixels("x"),0);this.attribute("y").hasValue()&&a.translate(0,this.attribute("y").toPixels("y"))};
+var b=this.getHrefAttribute().getDefinition();this.path=function(a){null!=b&&b.path(a)};this.getBoundingBox=function(){if(null!=b)return b.getBoundingBox()};this.renderChildren=function(c){if(null!=b){var d=b;"symbol"==b.type&&(d=new a.Element.svg,d.type="svg",d.attributes.viewBox=new a.Property("viewBox",b.attribute("viewBox").value),d.attributes.preserveAspectRatio=new a.Property("preserveAspectRatio",b.attribute("preserveAspectRatio").value),d.attributes.overflow=new a.Property("overflow",b.attribute("overflow").value),
+d.children=b.children);"svg"==d.type&&(this.attribute("width").hasValue()&&(d.attributes.width=new a.Property("width",this.attribute("width").value)),this.attribute("height").hasValue()&&(d.attributes.height=new a.Property("height",this.attribute("height").value)));var k=d.parent;d.parent=null;d.render(c);d.parent=k}}};a.Element.use.prototype=new a.Element.RenderedElementBase;a.Element.mask=function(c){this.base=a.Element.ElementBase;this.base(c);this.apply=function(b,c){var d=this.attribute("x").toPixels("x"),
+k=this.attribute("y").toPixels("y"),f=this.attribute("width").toPixels("x"),g=this.attribute("height").toPixels("y");if(0==f&&0==g){g=new a.BoundingBox;for(d=0;d<this.children.length;d++)g.addBoundingBox(this.children[d].getBoundingBox());d=Math.floor(g.x1);k=Math.floor(g.y1);f=Math.floor(g.width());g=Math.floor(g.height())}var n=c.attribute("mask").value;c.attribute("mask").value="";var m=document.createElement("canvas");m.width=d+f;m.height=k+g;var h=m.getContext("2d");this.renderChildren(h);var l=
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+
+/*!
+
+JSZip v3.1.5 - A JavaScript class for generating and reading zip files
+<http://stuartk.com/jszip>
+
+(c) 2009-2016 Stuart Knightley <stuart [at] stuartk.com>
+Dual licenced under the MIT license or GPLv3. See https://raw.github.com/Stuk/jszip/master/LICENSE.markdown.
+
+JSZip uses the library pako released under the MIT license :
+https://github.com/nodeca/pako/blob/master/LICENSE
+*/
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J=i.LOCAL_FILE_HEADER+I+s+z,K=i.CENTRAL_FILE_HEADER+j(H,2)+I+j(v.length,2)+"\0\0\0\0"+j(G,4)+j(d,4)+s+z+v;return{fileRecord:J,dirRecord:K}},n=function(a,b,c,d,f){var g="",h=e.transformTo("string",f(d));return g=i.CENTRAL_DIRECTORY_END+"\0\0\0\0"+j(a,2)+j(a,2)+j(b,4)+j(c,4)+j(h.length,2)+h},o=function(a){var b="";return b=i.DATA_DESCRIPTOR+j(a.crc32,4)+j(a.compressedSize,4)+j(a.uncompressedSize,4)};e.inherits(d,f),d.prototype.push=function(a){var b=a.meta.percent||0,c=this.entriesCount,d=this._sources.length;this.accumulate?this.contentBuffer.push(a):(this.bytesWritten+=a.data.length,f.prototype.push.call(this,{data:a.data,meta:{currentFile:this.currentFile,percent:c?(b+100*(c-d-1))/c:100}}))},d.prototype.openedSource=function(a){this.currentSourceOffset=this.bytesWritten,this.currentFile=a.file.name;var b=this.streamFiles&&!a.file.dir;if(b){var c=m(a,b,!1,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);this.push({data:c.fileRecord,meta:{percent:0}})}else this.accumulate=!0},d.prototype.closedSource=function(a){this.accumulate=!1;var b=this.streamFiles&&!a.file.dir,c=m(a,b,!0,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);if(this.dirRecords.push(c.dirRecord),b)this.push({data:o(a),meta:{percent:100}});else for(this.push({data:c.fileRecord,meta:{percent:0}});this.contentBuffer.length;)this.push(this.contentBuffer.shift());this.currentFile=null},d.prototype.flush=function(){for(var a=this.bytesWritten,b=0;b<this.dirRecords.length;b++)this.push({data:this.dirRecords[b],meta:{percent:100}});var c=this.bytesWritten-a,d=n(this.dirRecords.length,c,a,this.zipComment,this.encodeFileName);this.push({data:d,meta:{percent:100}})},d.prototype.prepareNextSource=function(){this.previous=this._sources.shift(),this.openedSource(this.previous.streamInfo),this.isPaused?this.previous.pause():this.previous.resume()},d.prototype.registerPrevious=function(a){this._sources.push(a);var b=this;return a.on("data",function(a){b.processChunk(a)}),a.on("end",function(){b.closedSource(b.previous.streamInfo),b._sources.length?b.prepareNextSource():b.end()}),a.on("error",function(a){b.error(a)}),this},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(!this.previous&&this._sources.length?(this.prepareNextSource(),!0):this.previous||this._sources.length||this.generatedError?void 0:(this.end(),!0))},d.prototype.error=function(a){var b=this._sources;if(!f.prototype.error.call(this,a))return!1;for(var c=0;c<b.length;c++)try{b[c].error(a)}catch(a){}return!0},d.prototype.lock=function(){f.prototype.lock.call(this);for(var a=this._sources,b=0;b<a.length;b++)a[b].lock()},b.exports=d},{"../crc32":4,"../signature":23,"../stream/GenericWorker":28,"../utf8":31,"../utils":32}],9:[function(a,b,c){"use strict";var d=a("../compressions"),e=a("./ZipFileWorker"),f=function(a,b){var c=a||b,e=d[c];if(!e)throw new Error(c+" is not a valid compression method !");return e};c.generateWorker=function(a,b,c){var d=new e(b.streamFiles,c,b.platform,b.encodeFileName),g=0;try{a.forEach(function(a,c){g++;var e=f(c.options.compression,b.compression),h=c.options.compressionOptions||b.compressionOptions||{},i=c.dir,j=c.date;c._compressWorker(e,h).withStreamInfo("file",{name:a,dir:i,date:j,comment:c.comment||"",unixPermissions:c.unixPermissions,dosPermissions:c.dosPermissions}).pipe(d)}),d.entriesCount=g}catch(h){d.error(h)}return d}},{"../compressions":3,"./ZipFileWorker":8}],10:[function(a,b,c){"use strict";function d(){if(!(this instanceof d))return new d;if(arguments.length)throw new Error("The constructor with parameters has been removed in JSZip 3.0, please check the upgrade guide.");this.files={},this.comment=null,this.root="",this.clone=function(){var a=new d;for(var b in this)"function"!=typeof this[b]&&(a[b]=this[b]);return 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file.")):e.prepareContent("the loaded zip file",a,!0,b.optimizedBinaryString,b.base64).then(function(a){var c=new h(b);return c.load(a),c}).then(function(a){var c=[f.Promise.resolve(a)],e=a.files;if(b.checkCRC32)for(var g=0;g<e.length;g++)c.push(d(e[g]));return f.Promise.all(c)}).then(function(a){for(var d=a.shift(),e=d.files,f=0;f<e.length;f++){var g=e[f];c.file(g.fileNameStr,g.decompressed,{binary:!0,optimizedBinaryString:!0,date:g.date,dir:g.dir,comment:g.fileCommentStr.length?g.fileCommentStr:null,unixPermissions:g.unixPermissions,dosPermissions:g.dosPermissions,createFolders:b.createFolders})}return d.zipComment.length&&(c.comment=d.zipComment),c})}},{"./external":6,"./nodejsUtils":14,"./stream/Crc32Probe":25,"./utf8":31,"./utils":32,"./zipEntries":33}],12:[function(a,b,c){"use strict";function d(a,b){f.call(this,"Nodejs stream input adapter for "+a),this._upstreamEnded=!1,this._bindStream(b)}var e=a("../utils"),f=a("../stream/GenericWorker");e.inherits(d,f),d.prototype._bindStream=function(a){var b=this;this._stream=a,a.pause(),a.on("data",function(a){b.push({data:a,meta:{percent:0}})}).on("error",function(a){b.isPaused?this.generatedError=a:b.error(a)}).on("end",function(){b.isPaused?b._upstreamEnded=!0:b.end()})},d.prototype.pause=function(){return!!f.prototype.pause.call(this)&&(this._stream.pause(),!0)},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(this._upstreamEnded?this.end():this._stream.resume(),!0)},b.exports=d},{"../stream/GenericWorker":28,"../utils":32}],13:[function(a,b,c){"use strict";function d(a,b,c){e.call(this,b),this._helper=a;var d=this;a.on("data",function(a,b){d.push(a)||d._helper.pause(),c&&c(b)}).on("error",function(a){d.emit("error",a)}).on("end",function(){d.push(null)})}var e=a("readable-stream").Readable,f=a("../utils");f.inherits(d,e),d.prototype._read=function(){this._helper.resume()},b.exports=d},{"../utils":32,"readable-stream":16}],14:[function(a,b,c){"use strict";b.exports={isNode:"undefined"!=typeof Buffer,newBufferFrom:function(a,b){return new Buffer(a,b)},allocBuffer:function(a){return Buffer.alloc?Buffer.alloc(a):new Buffer(a)},isBuffer:function(a){return Buffer.isBuffer(a)},isStream:function(a){return a&&"function"==typeof a.on&&"function"==typeof a.pause&&"function"==typeof a.resume}}},{}],15:[function(a,b,c){"use strict";function d(a){return"[object RegExp]"===Object.prototype.toString.call(a)}var e=a("./utf8"),f=a("./utils"),g=a("./stream/GenericWorker"),h=a("./stream/StreamHelper"),i=a("./defaults"),j=a("./compressedObject"),k=a("./zipObject"),l=a("./generate"),m=a("./nodejsUtils"),n=a("./nodejs/NodejsStreamInputAdapter"),o=function(a,b,c){var d,e=f.getTypeOf(b),h=f.extend(c||{},i);h.date=h.date||new Date,null!==h.compression&&(h.compression=h.compression.toUpperCase()),"string"==typeof h.unixPermissions&&(h.unixPermissions=parseInt(h.unixPermissions,8)),h.unixPermissions&&16384&h.unixPermissions&&(h.dir=!0),h.dosPermissions&&16&h.dosPermissions&&(h.dir=!0),h.dir&&(a=q(a)),h.createFolders&&(d=p(a))&&r.call(this,d,!0);var l="string"===e&&h.binary===!1&&h.base64===!1;c&&"undefined"!=typeof c.binary||(h.binary=!l);var o=b instanceof j&&0===b.uncompressedSize;(o||h.dir||!b||0===b.length)&&(h.base64=!1,h.binary=!0,b="",h.compression="STORE",e="string");var s=null;s=b instanceof j||b instanceof g?b:m.isNode&&m.isStream(b)?new n(a,b):f.prepareContent(a,b,h.binary,h.optimizedBinaryString,h.base64);var t=new k(a,s,h);this.files[a]=t},p=function(a){"/"===a.slice(-1)&&(a=a.substring(0,a.length-1));var b=a.lastIndexOf("/");return b>0?a.substring(0,b):""},q=function(a){return"/"!==a.slice(-1)&&(a+="/"),a},r=function(a,b){return b="undefined"!=typeof b?b:i.createFolders,a=q(a),this.files[a]||o.call(this,a,null,{dir:!0,createFolders:b}),this.files[a]},s={load:function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},forEach:function(a){var b,c,d;for(b in this.files)this.files.hasOwnProperty(b)&&(d=this.files[b],c=b.slice(this.root.length,b.length),c&&b.slice(0,this.root.length)===this.root&&a(c,d))},filter:function(a){var b=[];return this.forEach(function(c,d){a(c,d)&&b.push(d)}),b},file:function(a,b,c){if(1===arguments.length){if(d(a)){var e=a;return this.filter(function(a,b){return!b.dir&&e.test(a)})}var f=this.files[this.root+a];return f&&!f.dir?f:null}return a=this.root+a,o.call(this,a,b,c),this},folder:function(a){if(!a)return this;if(d(a))return this.filter(function(b,c){return c.dir&&a.test(b)});var b=this.root+a,c=r.call(this,b),e=this.clone();return e.root=c.name,e},remove:function(a){a=this.root+a;var b=this.files[a];if(b||("/"!==a.slice(-1)&&(a+="/"),b=this.files[a]),b&&!b.dir)delete this.files[a];else for(var c=this.filter(function(b,c){return c.name.slice(0,a.length)===a}),d=0;d<c.length;d++)delete this.files[c[d].name];return this},generate:function(a){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},generateInternalStream:function(a){var b,c={};try{if(c=f.extend(a||{},{streamFiles:!1,compression:"STORE",compressionOptions:null,type:"",platform:"DOS",comment:null,mimeType:"application/zip",encodeFileName:e.utf8encode}),c.type=c.type.toLowerCase(),c.compression=c.compression.toUpperCase(),"binarystring"===c.type&&(c.type="string"),!c.type)throw new Error("No output type specified.");f.checkSupport(c.type),"darwin"!==c.platform&&"freebsd"!==c.platform&&"linux"!==c.platform&&"sunos"!==c.platform||(c.platform="UNIX"),"win32"===c.platform&&(c.platform="DOS");var d=c.comment||this.comment||"";b=l.generateWorker(this,c,d)}catch(i){b=new g("error"),b.error(i)}return new h(b,c.type||"string",c.mimeType)},generateAsync:function(a,b){return this.generateInternalStream(a).accumulate(b)},generateNodeStream:function(a,b){return a=a||{},a.type||(a.type="nodebuffer"),this.generateInternalStream(a).toNodejsStream(b)}};b.exports=s},{"./compressedObject":2,"./defaults":5,"./generate":9,"./nodejs/NodejsStreamInputAdapter":12,"./nodejsUtils":14,"./stream/GenericWorker":28,"./stream/StreamHelper":29,"./utf8":31,"./utils":32,"./zipObject":35}],16:[function(a,b,c){b.exports=a("stream")},{stream:void 0}],17:[function(a,b,c){"use strict";function d(a){e.call(this,a);for(var b=0;b<this.data.length;b++)a[b]=255&a[b]}var e=a("./DataReader"),f=a("../utils");f.inherits(d,e),d.prototype.byteAt=function(a){return this.data[this.zero+a]},d.prototype.lastIndexOfSignature=function(a){for(var b=a.charCodeAt(0),c=a.charCodeAt(1),d=a.charCodeAt(2),e=a.charCodeAt(3),f=this.length-4;f>=0;--f)if(this.data[f]===b&&this.data[f+1]===c&&this.data[f+2]===d&&this.data[f+3]===e)return f-this.zero;return-1},d.prototype.readAndCheckSignature=function(a){var b=a.charCodeAt(0),c=a.charCodeAt(1),d=a.charCodeAt(2),e=a.charCodeAt(3),f=this.readData(4);return b===f[0]&&c===f[1]&&d===f[2]&&e===f[3]},d.prototype.readData=function(a){if(this.checkOffset(a),0===a)return[];var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./DataReader":18}],18:[function(a,b,c){"use strict";function d(a){this.data=a,this.length=a.length,this.index=0,this.zero=0}var e=a("../utils");d.prototype={checkOffset:function(a){this.checkIndex(this.index+a)},checkIndex:function(a){if(this.length<this.zero+a||a<0)throw new Error("End of data reached (data length = "+this.length+", asked index = "+a+"). Corrupted zip ?")},setIndex:function(a){this.checkIndex(a),this.index=a},skip:function(a){this.setIndex(this.index+a)},byteAt:function(a){},readInt:function(a){var b,c=0;for(this.checkOffset(a),b=this.index+a-1;b>=this.index;b--)c=(c<<8)+this.byteAt(b);return this.index+=a,c},readString:function(a){return e.transformTo("string",this.readData(a))},readData:function(a){},lastIndexOfSignature:function(a){},readAndCheckSignature:function(a){},readDate:function(){var a=this.readInt(4);return new Date(Date.UTC((a>>25&127)+1980,(a>>21&15)-1,a>>16&31,a>>11&31,a>>5&63,(31&a)<<1))}},b.exports=d},{"../utils":32}],19:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./Uint8ArrayReader"),f=a("../utils");f.inherits(d,e),d.prototype.readData=function(a){this.checkOffset(a);var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./Uint8ArrayReader":21}],20:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./DataReader"),f=a("../utils");f.inherits(d,e),d.prototype.byteAt=function(a){return this.data.charCodeAt(this.zero+a)},d.prototype.lastIndexOfSignature=function(a){return this.data.lastIndexOf(a)-this.zero},d.prototype.readAndCheckSignature=function(a){var b=this.readData(4);return a===b},d.prototype.readData=function(a){this.checkOffset(a);var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./DataReader":18}],21:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./ArrayReader"),f=a("../utils");f.inherits(d,e),d.prototype.readData=function(a){if(this.checkOffset(a),0===a)return new Uint8Array(0);var b=this.data.subarray(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./ArrayReader":17}],22:[function(a,b,c){"use strict";var d=a("../utils"),e=a("../support"),f=a("./ArrayReader"),g=a("./StringReader"),h=a("./NodeBufferReader"),i=a("./Uint8ArrayReader");b.exports=function(a){var b=d.getTypeOf(a);return d.checkSupport(b),"string"!==b||e.uint8array?"nodebuffer"===b?new h(a):e.uint8array?new i(d.transformTo("uint8array",a)):new f(d.transformTo("array",a)):new g(a)}},{"../support":30,"../utils":32,"./ArrayReader":17,"./NodeBufferReader":19,"./StringReader":20,"./Uint8ArrayReader":21}],23:[function(a,b,c){"use strict";c.LOCAL_FILE_HEADER="PK",c.CENTRAL_FILE_HEADER="PK
",c.CENTRAL_DIRECTORY_END="PK",c.ZIP64_CENTRAL_DIRECTORY_LOCATOR="PK",c.ZIP64_CENTRAL_DIRECTORY_END="PK",c.DATA_DESCRIPTOR="PK\b"},{}],24:[function(a,b,c){"use strict";function d(a){e.call(this,"ConvertWorker to "+a),this.destType=a}var e=a("./GenericWorker"),f=a("../utils");f.inherits(d,e),d.prototype.processChunk=function(a){this.push({data:f.transformTo(this.destType,a.data),meta:a.meta})},b.exports=d},{"../utils":32,"./GenericWorker":28}],25:[function(a,b,c){"use strict";function d(){e.call(this,"Crc32Probe"),this.withStreamInfo("crc32",0)}var e=a("./GenericWorker"),f=a("../crc32"),g=a("../utils");g.inherits(d,e),d.prototype.processChunk=function(a){this.streamInfo.crc32=f(a.data,this.streamInfo.crc32||0),this.push(a)},b.exports=d},{"../crc32":4,"../utils":32,"./GenericWorker":28}],26:[function(a,b,c){"use strict";function d(a){f.call(this,"DataLengthProbe for "+a),this.propName=a,this.withStreamInfo(a,0)}var e=a("../utils"),f=a("./GenericWorker");e.inherits(d,f),d.prototype.processChunk=function(a){if(a){var b=this.streamInfo[this.propName]||0;this.streamInfo[this.propName]=b+a.data.length}f.prototype.processChunk.call(this,a)},b.exports=d},{"../utils":32,"./GenericWorker":28}],27:[function(a,b,c){"use strict";function d(a){f.call(this,"DataWorker");var b=this;this.dataIsReady=!1,this.index=0,this.max=0,this.data=null,this.type="",this._tickScheduled=!1,a.then(function(a){b.dataIsReady=!0,b.data=a,b.max=a&&a.length||0,b.type=e.getTypeOf(a),b.isPaused||b._tickAndRepeat()},function(a){b.error(a)})}var e=a("../utils"),f=a("./GenericWorker"),g=16384;e.inherits(d,f),d.prototype.cleanUp=function(){f.prototype.cleanUp.call(this),this.data=null},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(!this._tickScheduled&&this.dataIsReady&&(this._tickScheduled=!0,e.delay(this._tickAndRepeat,[],this)),!0)},d.prototype._tickAndRepeat=function(){this._tickScheduled=!1,this.isPaused||this.isFinished||(this._tick(),this.isFinished||(e.delay(this._tickAndRepeat,[],this),this._tickScheduled=!0))},d.prototype._tick=function(){if(this.isPaused||this.isFinished)return!1;var a=g,b=null,c=Math.min(this.max,this.index+a);if(this.index>=this.max)return this.end();switch(this.type){case"string":b=this.data.substring(this.index,c);break;case"uint8array":b=this.data.subarray(this.index,c);break;case"array":case"nodebuffer":b=this.data.slice(this.index,c)}return this.index=c,this.push({data:b,meta:{percent:this.max?this.index/this.max*100:0}})},b.exports=d},{"../utils":32,"./GenericWorker":28}],28:[function(a,b,c){"use strict";function d(a){this.name=a||"default",this.streamInfo={},this.generatedError=null,this.extraStreamInfo={},this.isPaused=!0,this.isFinished=!1,this.isLocked=!1,this._listeners={data:[],end:[],error:[]},this.previous=null}d.prototype={push:function(a){this.emit("data",a)},end:function(){if(this.isFinished)return!1;this.flush();try{this.emit("end"),this.cleanUp(),this.isFinished=!0}catch(a){this.emit("error",a)}return!0},error:function(a){return!this.isFinished&&(this.isPaused?this.generatedError=a:(this.isFinished=!0,this.emit("error",a),this.previous&&this.previous.error(a),this.cleanUp()),!0)},on:function(a,b){return this._listeners[a].push(b),this},cleanUp:function(){this.streamInfo=this.generatedError=this.extraStreamInfo=null,this._listeners=[]},emit:function(a,b){if(this._listeners[a])for(var c=0;c<this._listeners[a].length;c++)this._listeners[a][c].call(this,b)},pipe:function(a){return a.registerPrevious(this)},registerPrevious:function(a){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.streamInfo=a.streamInfo,this.mergeStreamInfo(),this.previous=a;var b=this;return a.on("data",function(a){b.processChunk(a)}),a.on("end",function(){b.end()}),a.on("error",function(a){b.error(a)}),this},pause:function(){return!this.isPaused&&!this.isFinished&&(this.isPaused=!0,this.previous&&this.previous.pause(),!0)},resume:function(){if(!this.isPaused||this.isFinished)return!1;this.isPaused=!1;var a=!1;return this.generatedError&&(this.error(this.generatedError),a=!0),this.previous&&this.previous.resume(),!a},flush:function(){},processChunk:function(a){this.push(a)},withStreamInfo:function(a,b){return this.extraStreamInfo[a]=b,this.mergeStreamInfo(),this},mergeStreamInfo:function(){for(var a in this.extraStreamInfo)this.extraStreamInfo.hasOwnProperty(a)&&(this.streamInfo[a]=this.extraStreamInfo[a])},lock:function(){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.isLocked=!0,this.previous&&this.previous.lock()},toString:function(){var a="Worker "+this.name;return this.previous?this.previous+" -> "+a:a}},b.exports=d},{}],29:[function(a,b,c){"use strict";function d(a,b,c){switch(a){case"blob":return h.newBlob(h.transformTo("arraybuffer",b),c);case"base64":return k.encode(b);default:return h.transformTo(a,b)}}function e(a,b){var c,d=0,e=null,f=0;for(c=0;c<b.length;c++)f+=b[c].length;switch(a){case"string":return b.join("");case"array":return Array.prototype.concat.apply([],b);case"uint8array":for(e=new Uint8Array(f),c=0;c<b.length;c++)e.set(b[c],d),d+=b[c].length;return e;case"nodebuffer":return Buffer.concat(b);default:throw new Error("concat : unsupported type '"+a+"'")}}function f(a,b){return new m.Promise(function(c,f){var g=[],h=a._internalType,i=a._outputType,j=a._mimeType;a.on("data",function(a,c){g.push(a),b&&b(c)}).on("error",function(a){g=[],f(a)}).on("end",function(){try{var a=d(i,e(h,g),j);c(a)}catch(b){f(b)}g=[]}).resume()})}function g(a,b,c){var d=b;switch(b){case"blob":case"arraybuffer":d="uint8array";break;case"base64":d="string"}try{this._internalType=d,this._outputType=b,this._mimeType=c,h.checkSupport(d),this._worker=a.pipe(new i(d)),a.lock()}catch(e){this._worker=new j("error"),this._worker.error(e)}}var h=a("../utils"),i=a("./ConvertWorker"),j=a("./GenericWorker"),k=a("../base64"),l=a("../support"),m=a("../external"),n=null;if(l.nodestream)try{n=a("../nodejs/NodejsStreamOutputAdapter")}catch(o){}g.prototype={accumulate:function(a){return f(this,a)},on:function(a,b){var c=this;return"data"===a?this._worker.on(a,function(a){b.call(c,a.data,a.meta)}):this._worker.on(a,function(){h.delay(b,arguments,c)}),this},resume:function(){return h.delay(this._worker.resume,[],this._worker),this},pause:function(){return this._worker.pause(),this},toNodejsStream:function(a){if(h.checkSupport("nodestream"),"nodebuffer"!==this._outputType)throw new Error(this._outputType+" is not supported by this method");return new n(this,{objectMode:"nodebuffer"!==this._outputType},a)}},b.exports=g},{"../base64":1,"../external":6,"../nodejs/NodejsStreamOutputAdapter":13,"../support":30,"../utils":32,"./ConvertWorker":24,"./GenericWorker":28}],30:[function(a,b,c){"use strict";if(c.base64=!0,c.array=!0,c.string=!0,c.arraybuffer="undefined"!=typeof ArrayBuffer&&"undefined"!=typeof Uint8Array,c.nodebuffer="undefined"!=typeof Buffer,c.uint8array="undefined"!=typeof Uint8Array,"undefined"==typeof ArrayBuffer)c.blob=!1;else{var d=new ArrayBuffer(0);try{c.blob=0===new Blob([d],{type:"application/zip"}).size}catch(e){try{var f=self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder,g=new f;g.append(d),c.blob=0===g.getBlob("application/zip").size}catch(e){c.blob=!1}}}try{c.nodestream=!!a("readable-stream").Readable}catch(e){c.nodestream=!1}},{"readable-stream":16}],31:[function(a,b,c){"use strict";function d(){i.call(this,"utf-8 decode"),this.leftOver=null}function e(){i.call(this,"utf-8 encode")}for(var f=a("./utils"),g=a("./support"),h=a("./nodejsUtils"),i=a("./stream/GenericWorker"),j=new Array(256),k=0;k<256;k++)j[k]=k>=252?6:k>=248?5:k>=240?4:k>=224?3:k>=192?2:1;j[254]=j[254]=1;var l=function(a){var b,c,d,e,f,h=a.length,i=0;for(e=0;e<h;e++)c=a.charCodeAt(e),55296===(64512&c)&&e+1<h&&(d=a.charCodeAt(e+1),56320===(64512&d)&&(c=65536+(c-55296<<10)+(d-56320),e++)),i+=c<128?1:c<2048?2:c<65536?3:4;for(b=g.uint8array?new Uint8Array(i):new Array(i),f=0,e=0;f<i;e++)c=a.charCodeAt(e),55296===(64512&c)&&e+1<h&&(d=a.charCodeAt(e+1),56320===(64512&d)&&(c=65536+(c-55296<<10)+(d-56320),e++)),c<128?b[f++]=c:c<2048?(b[f++]=192|c>>>6,b[f++]=128|63&c):c<65536?(b[f++]=224|c>>>12,b[f++]=128|c>>>6&63,b[f++]=128|63&c):(b[f++]=240|c>>>18,b[f++]=128|c>>>12&63,b[f++]=128|c>>>6&63,b[f++]=128|63&c);return b},m=function(a,b){var c;for(b=b||a.length,b>a.length&&(b=a.length),c=b-1;c>=0&&128===(192&a[c]);)c--;return c<0?b:0===c?b:c+j[a[c]]>b?c:b},n=function(a){var b,c,d,e,g=a.length,h=new Array(2*g);for(c=0,b=0;b<g;)if(d=a[b++],d<128)h[c++]=d;else if(e=j[d],e>4)h[c++]=65533,b+=e-1;else{for(d&=2===e?31:3===e?15:7;e>1&&b<g;)d=d<<6|63&a[b++],e--;e>1?h[c++]=65533:d<65536?h[c++]=d:(d-=65536,h[c++]=55296|d>>10&1023,h[c++]=56320|1023&d)}return h.length!==c&&(h.subarray?h=h.subarray(0,c):h.length=c),f.applyFromCharCode(h)};c.utf8encode=function(a){return g.nodebuffer?h.newBufferFrom(a,"utf-8"):l(a)},c.utf8decode=function(a){return g.nodebuffer?f.transformTo("nodebuffer",a).toString("utf-8"):(a=f.transformTo(g.uint8array?"uint8array":"array",a),n(a))},f.inherits(d,i),d.prototype.processChunk=function(a){var b=f.transformTo(g.uint8array?"uint8array":"array",a.data);if(this.leftOver&&this.leftOver.length){if(g.uint8array){var d=b;b=new Uint8Array(d.length+this.leftOver.length),b.set(this.leftOver,0),b.set(d,this.leftOver.length)}else b=this.leftOver.concat(b);this.leftOver=null}var e=m(b),h=b;e!==b.length&&(g.uint8array?(h=b.subarray(0,e),this.leftOver=b.subarray(e,b.length)):(h=b.slice(0,e),this.leftOver=b.slice(e,b.length))),this.push({data:c.utf8decode(h),meta:a.meta})},d.prototype.flush=function(){this.leftOver&&this.leftOver.length&&(this.push({data:c.utf8decode(this.leftOver),meta:{}}),this.leftOver=null)},c.Utf8DecodeWorker=d,f.inherits(e,i),e.prototype.processChunk=function(a){this.push({data:c.utf8encode(a.data),meta:a.meta})},c.Utf8EncodeWorker=e},{"./nodejsUtils":14,"./stream/GenericWorker":28,"./support":30,"./utils":32}],32:[function(a,b,c){"use strict";function d(a){var b=null;return b=i.uint8array?new Uint8Array(a.length):new Array(a.length),f(a,b)}function e(a){return a}function f(a,b){for(var c=0;c<a.length;++c)b[c]=255&a.charCodeAt(c);return b}function g(a){var b=65536,d=c.getTypeOf(a),e=!0;if("uint8array"===d?e=n.applyCanBeUsed.uint8array:"nodebuffer"===d&&(e=n.applyCanBeUsed.nodebuffer),e)for(;b>1;)try{return n.stringifyByChunk(a,d,b)}catch(f){b=Math.floor(b/2)}return n.stringifyByChar(a)}function h(a,b){for(var c=0;c<a.length;c++)b[c]=a[c];
+return b}var i=a("./support"),j=a("./base64"),k=a("./nodejsUtils"),l=a("core-js/library/fn/set-immediate"),m=a("./external");c.newBlob=function(a,b){c.checkSupport("blob");try{return new Blob([a],{type:b})}catch(d){try{var e=self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder,f=new e;return f.append(a),f.getBlob(b)}catch(d){throw new Error("Bug : can't construct the Blob.")}}};var n={stringifyByChunk:function(a,b,c){var d=[],e=0,f=a.length;if(f<=c)return String.fromCharCode.apply(null,a);for(;e<f;)"array"===b||"nodebuffer"===b?d.push(String.fromCharCode.apply(null,a.slice(e,Math.min(e+c,f)))):d.push(String.fromCharCode.apply(null,a.subarray(e,Math.min(e+c,f)))),e+=c;return d.join("")},stringifyByChar:function(a){for(var b="",c=0;c<a.length;c++)b+=String.fromCharCode(a[c]);return b},applyCanBeUsed:{uint8array:function(){try{return i.uint8array&&1===String.fromCharCode.apply(null,new Uint8Array(1)).length}catch(a){return!1}}(),nodebuffer:function(){try{return i.nodebuffer&&1===String.fromCharCode.apply(null,k.allocBuffer(1)).length}catch(a){return!1}}()}};c.applyFromCharCode=g;var o={};o.string={string:e,array:function(a){return f(a,new Array(a.length))},arraybuffer:function(a){return o.string.uint8array(a).buffer},uint8array:function(a){return f(a,new Uint8Array(a.length))},nodebuffer:function(a){return f(a,k.allocBuffer(a.length))}},o.array={string:g,array:e,arraybuffer:function(a){return new Uint8Array(a).buffer},uint8array:function(a){return new Uint8Array(a)},nodebuffer:function(a){return k.newBufferFrom(a)}},o.arraybuffer={string:function(a){return g(new Uint8Array(a))},array:function(a){return h(new Uint8Array(a),new Array(a.byteLength))},arraybuffer:e,uint8array:function(a){return new Uint8Array(a)},nodebuffer:function(a){return k.newBufferFrom(new Uint8Array(a))}},o.uint8array={string:g,array:function(a){return h(a,new Array(a.length))},arraybuffer:function(a){return a.buffer},uint8array:e,nodebuffer:function(a){return k.newBufferFrom(a)}},o.nodebuffer={string:g,array:function(a){return h(a,new Array(a.length))},arraybuffer:function(a){return o.nodebuffer.uint8array(a).buffer},uint8array:function(a){return h(a,new Uint8Array(a.length))},nodebuffer:e},c.transformTo=function(a,b){if(b||(b=""),!a)return b;c.checkSupport(a);var d=c.getTypeOf(b),e=o[d][a](b);return e},c.getTypeOf=function(a){return"string"==typeof a?"string":"[object Array]"===Object.prototype.toString.call(a)?"array":i.nodebuffer&&k.isBuffer(a)?"nodebuffer":i.uint8array&&a instanceof Uint8Array?"uint8array":i.arraybuffer&&a instanceof ArrayBuffer?"arraybuffer":void 0},c.checkSupport=function(a){var b=i[a.toLowerCase()];if(!b)throw new Error(a+" is not supported by this platform")},c.MAX_VALUE_16BITS=65535,c.MAX_VALUE_32BITS=-1,c.pretty=function(a){var b,c,d="";for(c=0;c<(a||"").length;c++)b=a.charCodeAt(c),d+="\\x"+(b<16?"0":"")+b.toString(16).toUpperCase();return d},c.delay=function(a,b,c){l(function(){a.apply(c||null,b||[])})},c.inherits=function(a,b){var c=function(){};c.prototype=b.prototype,a.prototype=new c},c.extend=function(){var a,b,c={};for(a=0;a<arguments.length;a++)for(b in arguments[a])arguments[a].hasOwnProperty(b)&&"undefined"==typeof c[b]&&(c[b]=arguments[a][b]);return c},c.prepareContent=function(a,b,e,f,g){var h=m.Promise.resolve(b).then(function(a){var b=i.blob&&(a instanceof Blob||["[object File]","[object Blob]"].indexOf(Object.prototype.toString.call(a))!==-1);return b&&"undefined"!=typeof FileReader?new m.Promise(function(b,c){var d=new FileReader;d.onload=function(a){b(a.target.result)},d.onerror=function(a){c(a.target.error)},d.readAsArrayBuffer(a)}):a});return h.then(function(b){var h=c.getTypeOf(b);return h?("arraybuffer"===h?b=c.transformTo("uint8array",b):"string"===h&&(g?b=j.decode(b):e&&f!==!0&&(b=d(b))),b):m.Promise.reject(new Error("Can't read the data of '"+a+"'. Is it in a supported JavaScript type (String, Blob, ArrayBuffer, etc) ?"))})}},{"./base64":1,"./external":6,"./nodejsUtils":14,"./support":30,"core-js/library/fn/set-immediate":36}],33:[function(a,b,c){"use strict";function d(a){this.files=[],this.loadOptions=a}var e=a("./reader/readerFor"),f=a("./utils"),g=a("./signature"),h=a("./zipEntry"),i=(a("./utf8"),a("./support"));d.prototype={checkSignature:function(a){if(!this.reader.readAndCheckSignature(a)){this.reader.index-=4;var b=this.reader.readString(4);throw new Error("Corrupted zip or bug: unexpected signature ("+f.pretty(b)+", expected "+f.pretty(a)+")")}},isSignature:function(a,b){var c=this.reader.index;this.reader.setIndex(a);var d=this.reader.readString(4),e=d===b;return this.reader.setIndex(c),e},readBlockEndOfCentral:function(){this.diskNumber=this.reader.readInt(2),this.diskWithCentralDirStart=this.reader.readInt(2),this.centralDirRecordsOnThisDisk=this.reader.readInt(2),this.centralDirRecords=this.reader.readInt(2),this.centralDirSize=this.reader.readInt(4),this.centralDirOffset=this.reader.readInt(4),this.zipCommentLength=this.reader.readInt(2);var a=this.reader.readData(this.zipCommentLength),b=i.uint8array?"uint8array":"array",c=f.transformTo(b,a);this.zipComment=this.loadOptions.decodeFileName(c)},readBlockZip64EndOfCentral:function(){this.zip64EndOfCentralSize=this.reader.readInt(8),this.reader.skip(4),this.diskNumber=this.reader.readInt(4),this.diskWithCentralDirStart=this.reader.readInt(4),this.centralDirRecordsOnThisDisk=this.reader.readInt(8),this.centralDirRecords=this.reader.readInt(8),this.centralDirSize=this.reader.readInt(8),this.centralDirOffset=this.reader.readInt(8),this.zip64ExtensibleData={};for(var a,b,c,d=this.zip64EndOfCentralSize-44,e=0;e<d;)a=this.reader.readInt(2),b=this.reader.readInt(4),c=this.reader.readData(b),this.zip64ExtensibleData[a]={id:a,length:b,value:c}},readBlockZip64EndOfCentralLocator:function(){if(this.diskWithZip64CentralDirStart=this.reader.readInt(4),this.relativeOffsetEndOfZip64CentralDir=this.reader.readInt(8),this.disksCount=this.reader.readInt(4),this.disksCount>1)throw new Error("Multi-volumes zip are not supported")},readLocalFiles:function(){var a,b;for(a=0;a<this.files.length;a++)b=this.files[a],this.reader.setIndex(b.localHeaderOffset),this.checkSignature(g.LOCAL_FILE_HEADER),b.readLocalPart(this.reader),b.handleUTF8(),b.processAttributes()},readCentralDir:function(){var a;for(this.reader.setIndex(this.centralDirOffset);this.reader.readAndCheckSignature(g.CENTRAL_FILE_HEADER);)a=new h({zip64:this.zip64},this.loadOptions),a.readCentralPart(this.reader),this.files.push(a);if(this.centralDirRecords!==this.files.length&&0!==this.centralDirRecords&&0===this.files.length)throw new Error("Corrupted zip or bug: expected "+this.centralDirRecords+" records in central dir, got "+this.files.length)},readEndOfCentral:function(){var a=this.reader.lastIndexOfSignature(g.CENTRAL_DIRECTORY_END);if(a<0){var b=!this.isSignature(0,g.LOCAL_FILE_HEADER);throw b?new Error("Can't find end of central directory : is this a zip file ? If it is, see https://stuk.github.io/jszip/documentation/howto/read_zip.html"):new Error("Corrupted zip: can't find end of central directory")}this.reader.setIndex(a);var c=a;if(this.checkSignature(g.CENTRAL_DIRECTORY_END),this.readBlockEndOfCentral(),this.diskNumber===f.MAX_VALUE_16BITS||this.diskWithCentralDirStart===f.MAX_VALUE_16BITS||this.centralDirRecordsOnThisDisk===f.MAX_VALUE_16BITS||this.centralDirRecords===f.MAX_VALUE_16BITS||this.centralDirSize===f.MAX_VALUE_32BITS||this.centralDirOffset===f.MAX_VALUE_32BITS){if(this.zip64=!0,a=this.reader.lastIndexOfSignature(g.ZIP64_CENTRAL_DIRECTORY_LOCATOR),a<0)throw new Error("Corrupted zip: can't find the ZIP64 end of central directory locator");if(this.reader.setIndex(a),this.checkSignature(g.ZIP64_CENTRAL_DIRECTORY_LOCATOR),this.readBlockZip64EndOfCentralLocator(),!this.isSignature(this.relativeOffsetEndOfZip64CentralDir,g.ZIP64_CENTRAL_DIRECTORY_END)&&(this.relativeOffsetEndOfZip64CentralDir=this.reader.lastIndexOfSignature(g.ZIP64_CENTRAL_DIRECTORY_END),this.relativeOffsetEndOfZip64CentralDir<0))throw new Error("Corrupted zip: can't find the ZIP64 end of central directory");this.reader.setIndex(this.relativeOffsetEndOfZip64CentralDir),this.checkSignature(g.ZIP64_CENTRAL_DIRECTORY_END),this.readBlockZip64EndOfCentral()}var d=this.centralDirOffset+this.centralDirSize;this.zip64&&(d+=20,d+=12+this.zip64EndOfCentralSize);var e=c-d;if(e>0)this.isSignature(c,g.CENTRAL_FILE_HEADER)||(this.reader.zero=e);else if(e<0)throw new Error("Corrupted zip: missing "+Math.abs(e)+" bytes.")},prepareReader:function(a){this.reader=e(a)},load:function(a){this.prepareReader(a),this.readEndOfCentral(),this.readCentralDir(),this.readLocalFiles()}},b.exports=d},{"./reader/readerFor":22,"./signature":23,"./support":30,"./utf8":31,"./utils":32,"./zipEntry":34}],34:[function(a,b,c){"use strict";function d(a,b){this.options=a,this.loadOptions=b}var e=a("./reader/readerFor"),f=a("./utils"),g=a("./compressedObject"),h=a("./crc32"),i=a("./utf8"),j=a("./compressions"),k=a("./support"),l=0,m=3,n=function(a){for(var b in j)if(j.hasOwnProperty(b)&&j[b].magic===a)return j[b];return null};d.prototype={isEncrypted:function(){return 1===(1&this.bitFlag)},useUTF8:function(){return 2048===(2048&this.bitFlag)},readLocalPart:function(a){var b,c;if(a.skip(22),this.fileNameLength=a.readInt(2),c=a.readInt(2),this.fileName=a.readData(this.fileNameLength),a.skip(c),this.compressedSize===-1||this.uncompressedSize===-1)throw new Error("Bug or corrupted zip : didn't get enough informations from the central directory (compressedSize === -1 || uncompressedSize === -1)");if(b=n(this.compressionMethod),null===b)throw new Error("Corrupted zip : compression "+f.pretty(this.compressionMethod)+" unknown (inner file : "+f.transformTo("string",this.fileName)+")");this.decompressed=new g(this.compressedSize,this.uncompressedSize,this.crc32,b,a.readData(this.compressedSize))},readCentralPart:function(a){this.versionMadeBy=a.readInt(2),a.skip(2),this.bitFlag=a.readInt(2),this.compressionMethod=a.readString(2),this.date=a.readDate(),this.crc32=a.readInt(4),this.compressedSize=a.readInt(4),this.uncompressedSize=a.readInt(4);var b=a.readInt(2);if(this.extraFieldsLength=a.readInt(2),this.fileCommentLength=a.readInt(2),this.diskNumberStart=a.readInt(2),this.internalFileAttributes=a.readInt(2),this.externalFileAttributes=a.readInt(4),this.localHeaderOffset=a.readInt(4),this.isEncrypted())throw new Error("Encrypted zip are not supported");a.skip(b),this.readExtraFields(a),this.parseZIP64ExtraField(a),this.fileComment=a.readData(this.fileCommentLength)},processAttributes:function(){this.unixPermissions=null,this.dosPermissions=null;var a=this.versionMadeBy>>8;this.dir=!!(16&this.externalFileAttributes),a===l&&(this.dosPermissions=63&this.externalFileAttributes),a===m&&(this.unixPermissions=this.externalFileAttributes>>16&65535),this.dir||"/"!==this.fileNameStr.slice(-1)||(this.dir=!0)},parseZIP64ExtraField:function(a){if(this.extraFields[1]){var b=e(this.extraFields[1].value);this.uncompressedSize===f.MAX_VALUE_32BITS&&(this.uncompressedSize=b.readInt(8)),this.compressedSize===f.MAX_VALUE_32BITS&&(this.compressedSize=b.readInt(8)),this.localHeaderOffset===f.MAX_VALUE_32BITS&&(this.localHeaderOffset=b.readInt(8)),this.diskNumberStart===f.MAX_VALUE_32BITS&&(this.diskNumberStart=b.readInt(4))}},readExtraFields:function(a){var 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c,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x,y,z,A,B,C;c=a.state,f=a.next_in,B=a.input,g=f+(a.avail_in-5),h=a.next_out,C=a.output,i=h-(b-a.avail_out),j=h+(a.avail_out-257),k=c.dmax,l=c.wsize,m=c.whave,n=c.wnext,o=c.window,p=c.hold,q=c.bits,r=c.lencode,s=c.distcode,t=(1<<c.lenbits)-1,u=(1<<c.distbits)-1;a:do{q<15&&(p+=B[f++]<<q,q+=8,p+=B[f++]<<q,q+=8),v=r[p&t];b:for(;;){if(w=v>>>24,p>>>=w,q-=w,w=v>>>16&255,0===w)C[h++]=65535&v;else{if(!(16&w)){if(0===(64&w)){v=r[(65535&v)+(p&(1<<w)-1)];continue b}if(32&w){c.mode=e;break a}a.msg="invalid literal/length code",c.mode=d;break a}x=65535&v,w&=15,w&&(q<w&&(p+=B[f++]<<q,q+=8),x+=p&(1<<w)-1,p>>>=w,q-=w),q<15&&(p+=B[f++]<<q,q+=8,p+=B[f++]<<q,q+=8),v=s[p&u];c:for(;;){if(w=v>>>24,p>>>=w,q-=w,w=v>>>16&255,!(16&w)){if(0===(64&w)){v=s[(65535&v)+(p&(1<<w)-1)];continue c}a.msg="invalid distance code",c.mode=d;break a}if(y=65535&v,w&=15,q<w&&(p+=B[f++]<<q,q+=8,q<w&&(p+=B[f++]<<q,q+=8)),y+=p&(1<<w)-1,y>k){a.msg="invalid distance too far back",c.mode=d;break 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P:if(1024&c.flags){for(;n<16;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.length=m,c.head&&(c.head.extra_len=m),512&c.flags&&(Ba[0]=255&m,Ba[1]=m>>>8&255,c.check=u(c.check,Ba,2,0)),m=0,n=0}else c.head&&(c.head.extra=null);c.mode=Q;case Q:if(1024&c.flags&&(q=c.length,q>i&&(q=i),q&&(c.head&&(wa=c.head.extra_len-c.length,c.head.extra||(c.head.extra=new Array(c.head.extra_len)),s.arraySet(c.head.extra,e,g,q,wa)),512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,c.length-=q),c.length))break a;c.length=0,c.mode=R;case R:if(2048&c.flags){if(0===i)break a;q=0;do wa=e[g+q++],c.head&&wa&&c.length<65536&&(c.head.name+=String.fromCharCode(wa));while(wa&&q<i);if(512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,wa)break a}else c.head&&(c.head.name=null);c.length=0,c.mode=S;case S:if(4096&c.flags){if(0===i)break a;q=0;do wa=e[g+q++],c.head&&wa&&c.length<65536&&(c.head.comment+=String.fromCharCode(wa));while(wa&&q<i);if(512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,wa)break a}else c.head&&(c.head.comment=null);c.mode=T;case T:if(512&c.flags){for(;n<16;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m!==(65535&c.check)){a.msg="header crc mismatch",c.mode=ma;break}m=0,n=0}c.head&&(c.head.hcrc=c.flags>>9&1,c.head.done=!0),a.adler=c.check=0,c.mode=W;break;case U:for(;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}a.adler=c.check=d(m),m=0,n=0,c.mode=V;case V:if(0===c.havedict)return a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,F;a.adler=c.check=1,c.mode=W;case W:if(b===B||b===C)break a;case X:if(c.last){m>>>=7&n,n-=7&n,c.mode=ja;break}for(;n<3;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}switch(c.last=1&m,m>>>=1,n-=1,3&m){case 0:c.mode=Y;break;case 1:if(k(c),c.mode=ca,b===C){m>>>=2,n-=2;break a}break;case 2:c.mode=_;break;case 3:a.msg="invalid block type",c.mode=ma}m>>>=2,n-=2;break;case Y:for(m>>>=7&n,n-=7&n;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if((65535&m)!==(m>>>16^65535)){a.msg="invalid stored block lengths",c.mode=ma;break}if(c.length=65535&m,m=0,n=0,c.mode=Z,b===C)break a;case Z:c.mode=$;case $:if(q=c.length){if(q>i&&(q=i),q>j&&(q=j),0===q)break a;s.arraySet(f,e,g,q,h),i-=q,g+=q,j-=q,h+=q,c.length-=q;break}c.mode=W;break;case _:for(;n<14;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(c.nlen=(31&m)+257,m>>>=5,n-=5,c.ndist=(31&m)+1,m>>>=5,n-=5,c.ncode=(15&m)+4,m>>>=4,n-=4,c.nlen>286||c.ndist>30){a.msg="too many length or distance symbols",c.mode=ma;break}c.have=0,c.mode=aa;case aa:for(;c.have<c.ncode;){for(;n<3;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.lens[Ca[c.have++]]=7&m,m>>>=3,n-=3}for(;c.have<19;)c.lens[Ca[c.have++]]=0;if(c.lencode=c.lendyn,c.lenbits=7,ya={bits:c.lenbits},xa=w(x,c.lens,0,19,c.lencode,0,c.work,ya),c.lenbits=ya.bits,xa){a.msg="invalid code lengths set",c.mode=ma;break}c.have=0,c.mode=ba;case ba:for(;c.have<c.nlen+c.ndist;){for(;Aa=c.lencode[m&(1<<c.lenbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(sa<16)m>>>=qa,n-=qa,c.lens[c.have++]=sa;else{if(16===sa){for(za=qa+2;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m>>>=qa,n-=qa,0===c.have){a.msg="invalid bit length repeat",c.mode=ma;break}wa=c.lens[c.have-1],q=3+(3&m),m>>>=2,n-=2}else if(17===sa){for(za=qa+3;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=qa,n-=qa,wa=0,q=3+(7&m),m>>>=3,n-=3}else{for(za=qa+7;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=qa,n-=qa,wa=0,q=11+(127&m),m>>>=7,n-=7}if(c.have+q>c.nlen+c.ndist){a.msg="invalid bit length repeat",c.mode=ma;break}for(;q--;)c.lens[c.have++]=wa}}if(c.mode===ma)break;if(0===c.lens[256]){a.msg="invalid code -- missing end-of-block",c.mode=ma;break}if(c.lenbits=9,ya={bits:c.lenbits},xa=w(y,c.lens,0,c.nlen,c.lencode,0,c.work,ya),c.lenbits=ya.bits,xa){a.msg="invalid literal/lengths set",c.mode=ma;break}if(c.distbits=6,c.distcode=c.distdyn,ya={bits:c.distbits},xa=w(z,c.lens,c.nlen,c.ndist,c.distcode,0,c.work,ya),c.distbits=ya.bits,xa){a.msg="invalid distances set",c.mode=ma;break}if(c.mode=ca,b===C)break a;case ca:c.mode=da;case da:if(i>=6&&j>=258){a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,v(a,p),h=a.next_out,f=a.output,j=a.avail_out,g=a.next_in,e=a.input,i=a.avail_in,m=c.hold,n=c.bits,c.mode===W&&(c.back=-1);break}for(c.back=0;Aa=c.lencode[m&(1<<c.lenbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(ra&&0===(240&ra)){for(ta=qa,ua=ra,va=sa;Aa=c.lencode[va+((m&(1<<ta+ua)-1)>>ta)],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(ta+qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=ta,n-=ta,c.back+=ta}if(m>>>=qa,n-=qa,c.back+=qa,c.length=sa,0===ra){c.mode=ia;break}if(32&ra){c.back=-1,c.mode=W;break}if(64&ra){a.msg="invalid literal/length code",c.mode=ma;break}c.extra=15&ra,c.mode=ea;case ea:if(c.extra){for(za=c.extra;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.length+=m&(1<<c.extra)-1,m>>>=c.extra,n-=c.extra,c.back+=c.extra}c.was=c.length,c.mode=fa;case fa:for(;Aa=c.distcode[m&(1<<c.distbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(0===(240&ra)){for(ta=qa,ua=ra,va=sa;Aa=c.distcode[va+((m&(1<<ta+ua)-1)>>ta)],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(ta+qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=ta,n-=ta,c.back+=ta}if(m>>>=qa,n-=qa,c.back+=qa,64&ra){a.msg="invalid distance code",c.mode=ma;break}c.offset=sa,c.extra=15&ra,c.mode=ga;case ga:if(c.extra){for(za=c.extra;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.offset+=m&(1<<c.extra)-1,m>>>=c.extra,n-=c.extra,c.back+=c.extra}if(c.offset>c.dmax){a.msg="invalid distance too far back",c.mode=ma;break}c.mode=ha;case ha:if(0===j)break a;if(q=p-j,c.offset>q){if(q=c.offset-q,q>c.whave&&c.sane){a.msg="invalid distance too far back",c.mode=ma;break}q>c.wnext?(q-=c.wnext,r=c.wsize-q):r=c.wnext-q,q>c.length&&(q=c.length),pa=c.window}else pa=f,r=h-c.offset,q=c.length;q>j&&(q=j),j-=q,c.length-=q;do f[h++]=pa[r++];while(--q);0===c.length&&(c.mode=da);break;case ia:if(0===j)break a;f[h++]=c.length,j--,c.mode=da;break;case ja:if(c.wrap){for(;n<32;){if(0===i)break a;i--,m|=e[g++]<<n,n+=8}if(p-=j,a.total_out+=p,c.total+=p,p&&(a.adler=c.check=c.flags?u(c.check,f,p,h-p):t(c.check,f,p,h-p)),p=j,(c.flags?m:d(m))!==c.check){a.msg="incorrect data check",c.mode=ma;break}m=0,n=0}c.mode=ka;case ka:if(c.wrap&&c.flags){for(;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m!==(4294967295&c.total)){a.msg="incorrect length check",c.mode=ma;break}m=0,n=0}c.mode=la;case la:xa=E;break a;case ma:xa=H;break a;case na:return I;case oa:default:return G}return a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,(c.wsize||p!==a.avail_out&&c.mode<ma&&(c.mode<ja||b!==A))&&l(a,a.output,a.next_out,p-a.avail_out)?(c.mode=na,I):(o-=a.avail_in,p-=a.avail_out,a.total_in+=o,a.total_out+=p,c.total+=p,c.wrap&&p&&(a.adler=c.check=c.flags?u(c.check,f,p,a.next_out-p):t(c.check,f,p,a.next_out-p)),a.data_type=c.bits+(c.last?64:0)+(c.mode===W?128:0)+(c.mode===ca||c.mode===Z?256:0),(0===o&&0===p||b===A)&&xa===D&&(xa=J),xa)}function n(a){if(!a||!a.state)return G;var b=a.state;return b.window&&(b.window=null),a.state=null,D}function o(a,b){var c;return a&&a.state?(c=a.state,0===(2&c.wrap)?G:(c.head=b,b.done=!1,D)):G}function p(a,b){var c,d,e,f=b.length;return a&&a.state?(c=a.state,0!==c.wrap&&c.mode!==V?G:c.mode===V&&(d=1,d=t(d,b,f,0),d!==c.check)?H:(e=l(a,b,f,f))?(c.mode=na,I):(c.havedict=1,D)):G}var q,r,s=a("../utils/common"),t=a("./adler32"),u=a("./crc32"),v=a("./inffast"),w=a("./inftrees"),x=0,y=1,z=2,A=4,B=5,C=6,D=0,E=1,F=2,G=-2,H=-3,I=-4,J=-5,K=8,L=1,M=2,N=3,O=4,P=5,Q=6,R=7,S=8,T=9,U=10,V=11,W=12,X=13,Y=14,Z=15,$=16,_=17,aa=18,ba=19,ca=20,da=21,ea=22,fa=23,ga=24,ha=25,ia=26,ja=27,ka=28,la=29,ma=30,na=31,oa=32,pa=852,qa=592,ra=15,sa=ra,ta=!0;c.inflateReset=g,c.inflateReset2=h,c.inflateResetKeep=f,c.inflateInit=j,c.inflateInit2=i,c.inflate=m,c.inflateEnd=n,c.inflateGetHeader=o,c.inflateSetDictionary=p,c.inflateInfo="pako inflate (from Nodeca project)"},{"../utils/common":62,"./adler32":64,"./crc32":66,"./inffast":69,"./inftrees":71}],71:[function(a,b,c){"use strict";var d=a("../utils/common"),e=15,f=852,g=592,h=0,i=1,j=2,k=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,0,0],l=[16,16,16,16,16,16,16,16,17,17,17,17,18,18,18,18,19,19,19,19,20,20,20,20,21,21,21,21,16,72,78],m=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,0,0],n=[16,16,16,16,17,17,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,27,27,28,28,29,29,64,64];b.exports=function(a,b,c,o,p,q,r,s){var t,u,v,w,x,y,z,A,B,C=s.bits,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=null,O=0,P=new d.Buf16(e+1),Q=new d.Buf16(e+1),R=null,S=0;for(D=0;D<=e;D++)P[D]=0;for(E=0;E<o;E++)P[b[c+E]]++;for(H=C,G=e;G>=1&&0===P[G];G--);if(H>G&&(H=G),0===G)return p[q++]=20971520,p[q++]=20971520,s.bits=1,0;for(F=1;F<G&&0===P[F];F++);for(H<F&&(H=F),K=1,D=1;D<=e;D++)if(K<<=1,K-=P[D],K<0)return-1;if(K>0&&(a===h||1!==G))return-1;for(Q[1]=0,D=1;D<e;D++)Q[D+1]=Q[D]+P[D];for(E=0;E<o;E++)0!==b[c+E]&&(r[Q[b[c+E]]++]=E);if(a===h?(N=R=r,y=19):a===i?(N=k,O-=257,R=l,S-=257,y=256):(N=m,R=n,y=-1),M=0,E=0,D=F,x=q,I=H,J=0,v=-1,L=1<<H,w=L-1,a===i&&L>f||a===j&&L>g)return 1;for(;;){z=D-J,r[E]<y?(A=0,B=r[E]):r[E]>y?(A=R[S+r[E]],B=N[O+r[E]]):(A=96,B=0),t=1<<D-J,u=1<<I,F=u;do u-=t,p[x+(M>>J)+u]=z<<24|A<<16|B|0;while(0!==u);for(t=1<<D-1;M&t;)t>>=1;if(0!==t?(M&=t-1,M+=t):M=0,E++,0===--P[D]){if(D===G)break;D=b[c+r[E]]}if(D>H&&(M&w)!==v){for(0===J&&(J=H),x+=F,I=D-J,K=1<<I;I+J<G&&(K-=P[I+J],!(K<=0));)I++,K<<=1;if(L+=1<<I,a===i&&L>f||a===j&&L>g)return 1;v=M&w,p[v]=H<<24|I<<16|x-q|0}}return 0!==M&&(p[x+M]=D-J<<24|64<<16|0),s.bits=H,0}},{"../utils/common":62}],72:[function(a,b,c){"use strict";b.exports={2:"need dictionary",1:"stream end",0:"","-1":"file error","-2":"stream error","-3":"data error","-4":"insufficient memory","-5":"buffer error","-6":"incompatible version"}},{}],73:[function(a,b,c){"use strict";function d(a){for(var b=a.length;--b>=0;)a[b]=0}function e(a,b,c,d,e){this.static_tree=a,this.extra_bits=b,this.extra_base=c,this.elems=d,this.max_length=e,this.has_stree=a&&a.length}function f(a,b){this.dyn_tree=a,this.max_code=0,this.stat_desc=b}function g(a){return a<256?ia[a]:ia[256+(a>>>7)]}function h(a,b){a.pending_buf[a.pending++]=255&b,a.pending_buf[a.pending++]=b>>>8&255}function i(a,b,c){a.bi_valid>X-c?(a.bi_buf|=b<<a.bi_valid&65535,h(a,a.bi_buf),a.bi_buf=b>>X-a.bi_valid,a.bi_valid+=c-X):(a.bi_buf|=b<<a.bi_valid&65535,a.bi_valid+=c)}function j(a,b,c){i(a,c[2*b],c[2*b+1])}function k(a,b){var c=0;do c|=1&a,a>>>=1,c<<=1;while(--b>0);return c>>>1}function l(a){16===a.bi_valid?(h(a,a.bi_buf),a.bi_buf=0,a.bi_valid=0):a.bi_valid>=8&&(a.pending_buf[a.pending++]=255&a.bi_buf,a.bi_buf>>=8,a.bi_valid-=8)}function m(a,b){var c,d,e,f,g,h,i=b.dyn_tree,j=b.max_code,k=b.stat_desc.static_tree,l=b.stat_desc.has_stree,m=b.stat_desc.extra_bits,n=b.stat_desc.extra_base,o=b.stat_desc.max_length,p=0;for(f=0;f<=W;f++)a.bl_count[f]=0;for(i[2*a.heap[a.heap_max]+1]=0,
+c=a.heap_max+1;c<V;c++)d=a.heap[c],f=i[2*i[2*d+1]+1]+1,f>o&&(f=o,p++),i[2*d+1]=f,d>j||(a.bl_count[f]++,g=0,d>=n&&(g=m[d-n]),h=i[2*d],a.opt_len+=h*(f+g),l&&(a.static_len+=h*(k[2*d+1]+g)));if(0!==p){do{for(f=o-1;0===a.bl_count[f];)f--;a.bl_count[f]--,a.bl_count[f+1]+=2,a.bl_count[o]--,p-=2}while(p>0);for(f=o;0!==f;f--)for(d=a.bl_count[f];0!==d;)e=a.heap[--c],e>j||(i[2*e+1]!==f&&(a.opt_len+=(f-i[2*e+1])*i[2*e],i[2*e+1]=f),d--)}}function n(a,b,c){var d,e,f=new Array(W+1),g=0;for(d=1;d<=W;d++)f[d]=g=g+c[d-1]<<1;for(e=0;e<=b;e++){var h=a[2*e+1];0!==h&&(a[2*e]=k(f[h]++,h))}}function o(){var a,b,c,d,f,g=new 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+/*!
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+JSZipUtils - A collection of cross-browser utilities to go along with JSZip.
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+
+*/
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e||o.options.disabled!==!0&&!t(this).hasClass("ui-state-disabled")?("string"==typeof a?o[a]:a).apply(o,arguments):void 0}"string"!=typeof a&&(r.guid=a.guid=a.guid||r.guid||t.guid++);var l=s.match(/^([\w:-]*)\s*(.*)$/),h=l[1]+o.eventNamespace,c=l[2];c?n.on(h,c,r):i.on(h,r)})},_off:function(e,i){i=(i||"").split(" ").join(this.eventNamespace+" ")+this.eventNamespace,e.off(i).off(i),this.bindings=t(this.bindings.not(e).get()),this.focusable=t(this.focusable.not(e).get()),this.hoverable=t(this.hoverable.not(e).get())},_delay:function(t,e){function i(){return("string"==typeof t?s[t]:t).apply(s,arguments)}var s=this;return setTimeout(i,e||0)},_hoverable:function(e){this.hoverable=this.hoverable.add(e),this._on(e,{mouseenter:function(e){this._addClass(t(e.currentTarget),null,"ui-state-hover")},mouseleave:function(e){this._removeClass(t(e.currentTarget),null,"ui-state-hover")}})},_focusable:function(e){this.focusable=this.focusable.add(e),this._on(e,{focusin:function(e){this._addClass(t(e.currentTarget),null,"ui-state-focus")},focusout:function(e){this._removeClass(t(e.currentTarget),null,"ui-state-focus")}})},_trigger:function(e,i,s){var n,o,a=this.options[e];if(s=s||{},i=t.Event(i),i.type=(e===this.widgetEventPrefix?e:this.widgetEventPrefix+e).toLowerCase(),i.target=this.element[0],o=i.originalEvent)for(n in o)n in i||(i[n]=o[n]);return this.element.trigger(i,s),!(t.isFunction(a)&&a.apply(this.element[0],[i].concat(s))===!1||i.isDefaultPrevented())}},t.each({show:"fadeIn",hide:"fadeOut"},function(e,i){t.Widget.prototype["_"+e]=function(s,n,o){"string"==typeof n&&(n={effect:n});var a,r=n?n===!0||"number"==typeof n?i:n.effect||i:e;n=n||{},"number"==typeof n&&(n={duration:n}),a=!t.isEmptyObject(n),n.complete=o,n.delay&&s.delay(n.delay),a&&t.effects&&t.effects.effect[r]?s[e](n):r!==e&&s[r]?s[r](n.duration,n.easing,o):s.queue(function(i){t(this)[e](),o&&o.call(s[0]),i()})}}),t.widget,function(){function e(t,e,i){return[parseFloat(t[0])*(u.test(t[0])?e/100:1),parseFloat(t[1])*(u.test(t[1])?i/100:1)]}function i(e,i){return parseInt(t.css(e,i),10)||0}function s(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}var n,o=Math.max,a=Math.abs,r=/left|center|right/,l=/top|center|bottom/,h=/[\+\-]\d+(\.[\d]+)?%?/,c=/^\w+/,u=/%$/,d=t.fn.position;t.position={scrollbarWidth:function(){if(void 0!==n)return n;var e,i,s=t("<div style='display:block;position:absolute;width:50px;height:50px;overflow:hidden;'><div style='height:100px;width:auto;'></div></div>"),o=s.children()[0];return t("body").append(s),e=o.offsetWidth,s.css("overflow","scroll"),i=o.offsetWidth,e===i&&(i=s[0].clientWidth),s.remove(),n=e-i},getScrollInfo:function(e){var i=e.isWindow||e.isDocument?"":e.element.css("overflow-x"),s=e.isWindow||e.isDocument?"":e.element.css("overflow-y"),n="scroll"===i||"auto"===i&&e.width<e.element[0].scrollWidth,o="scroll"===s||"auto"===s&&e.height<e.element[0].scrollHeight;return{width:o?t.position.scrollbarWidth():0,height:n?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),s=t.isWindow(i[0]),n=!!i[0]&&9===i[0].nodeType,o=!s&&!n;return{element:i,isWindow:s,isDocument:n,offset:o?t(e).offset():{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:i.outerWidth(),height:i.outerHeight()}}},t.fn.position=function(n){if(!n||!n.of)return d.apply(this,arguments);n=t.extend({},n);var u,p,f,g,m,_,v=t(n.of),b=t.position.getWithinInfo(n.within),y=t.position.getScrollInfo(b),w=(n.collision||"flip").split(" "),k={};return _=s(v),v[0].preventDefault&&(n.at="left top"),p=_.width,f=_.height,g=_.offset,m=t.extend({},g),t.each(["my","at"],function(){var t,e,i=(n[this]||"").split(" ");1===i.length&&(i=r.test(i[0])?i.concat(["center"]):l.test(i[0])?["center"].concat(i):["center","center"]),i[0]=r.test(i[0])?i[0]:"center",i[1]=l.test(i[1])?i[1]:"center",t=h.exec(i[0]),e=h.exec(i[1]),k[this]=[t?t[0]:0,e?e[0]:0],n[this]=[c.exec(i[0])[0],c.exec(i[1])[0]]}),1===w.length&&(w[1]=w[0]),"right"===n.at[0]?m.left+=p:"center"===n.at[0]&&(m.left+=p/2),"bottom"===n.at[1]?m.top+=f:"center"===n.at[1]&&(m.top+=f/2),u=e(k.at,p,f),m.left+=u[0],m.top+=u[1],this.each(function(){var s,r,l=t(this),h=l.outerWidth(),c=l.outerHeight(),d=i(this,"marginLeft"),_=i(this,"marginTop"),x=h+d+i(this,"marginRight")+y.width,C=c+_+i(this,"marginBottom")+y.height,D=t.extend({},m),T=e(k.my,l.outerWidth(),l.outerHeight());"right"===n.my[0]?D.left-=h:"center"===n.my[0]&&(D.left-=h/2),"bottom"===n.my[1]?D.top-=c:"center"===n.my[1]&&(D.top-=c/2),D.left+=T[0],D.top+=T[1],s={marginLeft:d,marginTop:_},t.each(["left","top"],function(e,i){t.ui.position[w[e]]&&t.ui.position[w[e]][i](D,{targetWidth:p,targetHeight:f,elemWidth:h,elemHeight:c,collisionPosition:s,collisionWidth:x,collisionHeight:C,offset:[u[0]+T[0],u[1]+T[1]],my:n.my,at:n.at,within:b,elem:l})}),n.using&&(r=function(t){var e=g.left-D.left,i=e+p-h,s=g.top-D.top,r=s+f-c,u={target:{element:v,left:g.left,top:g.top,width:p,height:f},element:{element:l,left:D.left,top:D.top,width:h,height:c},horizontal:0>i?"left":e>0?"right":"center",vertical:0>r?"top":s>0?"bottom":"middle"};h>p&&p>a(e+i)&&(u.horizontal="center"),c>f&&f>a(s+r)&&(u.vertical="middle"),u.important=o(a(e),a(i))>o(a(s),a(r))?"horizontal":"vertical",n.using.call(this,t,u)}),l.offset(t.extend(D,{using:r}))})},t.ui.position={fit:{left:function(t,e){var i,s=e.within,n=s.isWindow?s.scrollLeft:s.offset.left,a=s.width,r=t.left-e.collisionPosition.marginLeft,l=n-r,h=r+e.collisionWidth-a-n;e.collisionWidth>a?l>0&&0>=h?(i=t.left+l+e.collisionWidth-a-n,t.left+=l-i):t.left=h>0&&0>=l?n:l>h?n+a-e.collisionWidth:n:l>0?t.left+=l:h>0?t.left-=h:t.left=o(t.left-r,t.left)},top:function(t,e){var i,s=e.within,n=s.isWindow?s.scrollTop:s.offset.top,a=e.within.height,r=t.top-e.collisionPosition.marginTop,l=n-r,h=r+e.collisionHeight-a-n;e.collisionHeight>a?l>0&&0>=h?(i=t.top+l+e.collisionHeight-a-n,t.top+=l-i):t.top=h>0&&0>=l?n:l>h?n+a-e.collisionHeight:n:l>0?t.top+=l:h>0?t.top-=h:t.top=o(t.top-r,t.top)}},flip:{left:function(t,e){var i,s,n=e.within,o=n.offset.left+n.scrollLeft,r=n.width,l=n.isWindow?n.scrollLeft:n.offset.left,h=t.left-e.collisionPosition.marginLeft,c=h-l,u=h+e.collisionWidth-r-l,d="left"===e.my[0]?-e.elemWidth:"right"===e.my[0]?e.elemWidth:0,p="left"===e.at[0]?e.targetWidth:"right"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>c?(i=t.left+d+p+f+e.collisionWidth-r-o,(0>i||a(c)>i)&&(t.left+=d+p+f)):u>0&&(s=t.left-e.collisionPosition.marginLeft+d+p+f-l,(s>0||u>a(s))&&(t.left+=d+p+f))},top:function(t,e){var i,s,n=e.within,o=n.offset.top+n.scrollTop,r=n.height,l=n.isWindow?n.scrollTop:n.offset.top,h=t.top-e.collisionPosition.marginTop,c=h-l,u=h+e.collisionHeight-r-l,d="top"===e.my[1],p=d?-e.elemHeight:"bottom"===e.my[1]?e.elemHeight:0,f="top"===e.at[1]?e.targetHeight:"bottom"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>c?(s=t.top+p+f+g+e.collisionHeight-r-o,(0>s||a(c)>s)&&(t.top+=p+f+g)):u>0&&(i=t.top-e.collisionPosition.marginTop+p+f+g-l,(i>0||u>a(i))&&(t.top+=p+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}}}(),t.ui.position,t.extend(t.expr[":"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,s){return!!t.data(e,s[3])}}),t.fn.extend({disableSelection:function(){var t="onselectstart"in document.createElement("div")?"selectstart":"mousedown";return function(){return this.on(t+".ui-disableSelection",function(t){t.preventDefault()})}}(),enableSelection:function(){return this.off(".ui-disableSelection")}}),t.ui.focusable=function(i,s){var n,o,a,r,l,h=i.nodeName.toLowerCase();return"area"===h?(n=i.parentNode,o=n.name,i.href&&o&&"map"===n.nodeName.toLowerCase()?(a=t("img[usemap='#"+o+"']"),a.length>0&&a.is(":visible")):!1):(/^(input|select|textarea|button|object)$/.test(h)?(r=!i.disabled,r&&(l=t(i).closest("fieldset")[0],l&&(r=!l.disabled))):r="a"===h?i.href||s:s,r&&t(i).is(":visible")&&e(t(i)))},t.extend(t.expr[":"],{focusable:function(e){return t.ui.focusable(e,null!=t.attr(e,"tabindex"))}}),t.ui.focusable,t.fn.form=function(){return"string"==typeof this[0].form?this.closest("form"):t(this[0].form)},t.ui.formResetMixin={_formResetHandler:function(){var e=t(this);setTimeout(function(){var i=e.data("ui-form-reset-instances");t.each(i,function(){this.refresh()})})},_bindFormResetHandler:function(){if(this.form=this.element.form(),this.form.length){var t=this.form.data("ui-form-reset-instances")||[];t.length||this.form.on("reset.ui-form-reset",this._formResetHandler),t.push(this),this.form.data("ui-form-reset-instances",t)}},_unbindFormResetHandler:function(){if(this.form.length){var e=this.form.data("ui-form-reset-instances");e.splice(t.inArray(this,e),1),e.length?this.form.data("ui-form-reset-instances",e):this.form.removeData("ui-form-reset-instances").off("reset.ui-form-reset")}}},"1.7"===t.fn.jquery.substring(0,3)&&(t.each(["Width","Height"],function(e,i){function s(e,i,s,o){return t.each(n,function(){i-=parseFloat(t.css(e,"padding"+this))||0,s&&(i-=parseFloat(t.css(e,"border"+this+"Width"))||0),o&&(i-=parseFloat(t.css(e,"margin"+this))||0)}),i}var n="Width"===i?["Left","Right"]:["Top","Bottom"],o=i.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn["inner"+i]=function(e){return void 0===e?a["inner"+i].call(this):this.each(function(){t(this).css(o,s(this,e)+"px")})},t.fn["outer"+i]=function(e,n){return"number"!=typeof e?a["outer"+i].call(this,e):this.each(function(){t(this).css(o,s(this,e,!0,n)+"px")})}}),t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t.ui.keyCode={BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38},t.ui.escapeSelector=function(){var t=/([!"#$%&'()*+,./:;<=>?@[\]^`{|}~])/g;return function(e){return e.replace(t,"\\$1")}}(),t.fn.labels=function(){var e,i,s,n,o;return this[0].labels&&this[0].labels.length?this.pushStack(this[0].labels):(n=this.eq(0).parents("label"),s=this.attr("id"),s&&(e=this.eq(0).parents().last(),o=e.add(e.length?e.siblings():this.siblings()),i="label[for='"+t.ui.escapeSelector(s)+"']",n=n.add(o.find(i).addBack(i))),this.pushStack(n))},t.fn.scrollParent=function(e){var i=this.css("position"),s="absolute"===i,n=e?/(auto|scroll|hidden)/:/(auto|scroll)/,o=this.parents().filter(function(){var e=t(this);return s&&"static"===e.css("position")?!1:n.test(e.css("overflow")+e.css("overflow-y")+e.css("overflow-x"))}).eq(0);return"fixed"!==i&&o.length?o:t(this[0].ownerDocument||document)},t.extend(t.expr[":"],{tabbable:function(e){var i=t.attr(e,"tabindex"),s=null!=i;return(!s||i>=0)&&t.ui.focusable(e,s)}}),t.fn.extend({uniqueId:function(){var t=0;return function(){return this.each(function(){this.id||(this.id="ui-id-"+ ++t)})}}(),removeUniqueId:function(){return this.each(function(){/^ui-id-\d+$/.test(this.id)&&t(this).removeAttr("id")})}}),t.ui.ie=!!/msie [\w.]+/.exec(navigator.userAgent.toLowerCase());var n=!1;t(document).on("mouseup",function(){n=!1}),t.widget("ui.mouse",{version:"1.12.1",options:{cancel:"input, textarea, button, select, option",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.on("mousedown."+this.widgetName,function(t){return e._mouseDown(t)}).on("click."+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+".preventClickEvent")?(t.removeData(i.target,e.widgetName+".preventClickEvent"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.off("."+this.widgetName),this._mouseMoveDelegate&&this.document.off("mousemove."+this.widgetName,this._mouseMoveDelegate).off("mouseup."+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!n){this._mouseMoved=!1,this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var i=this,s=1===e.which,o="string"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return s&&!o&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){i.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+".preventClickEvent")&&t.removeData(e.target,this.widgetName+".preventClickEvent"),this._mouseMoveDelegate=function(t){return i._mouseMove(t)},this._mouseUpDelegate=function(t){return i._mouseUp(t)},this.document.on("mousemove."+this.widgetName,this._mouseMoveDelegate).on("mouseup."+this.widgetName,this._mouseUpDelegate),e.preventDefault(),n=!0,!0)):!0}},_mouseMove:function(e){if(this._mouseMoved){if(t.ui.ie&&(!document.documentMode||9>document.documentMode)&&!e.button)return this._mouseUp(e);if(!e.which)if(e.originalEvent.altKey||e.originalEvent.ctrlKey||e.originalEvent.metaKey||e.originalEvent.shiftKey)this.ignoreMissingWhich=!0;else if(!this.ignoreMissingWhich)return this._mouseUp(e)}return(e.which||e.button)&&(this._mouseMoved=!0),this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){this.document.off("mousemove."+this.widgetName,this._mouseMoveDelegate).off("mouseup."+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+".preventClickEvent",!0),this._mouseStop(e)),this._mouseDelayTimer&&(clearTimeout(this._mouseDelayTimer),delete this._mouseDelayTimer),this.ignoreMissingWhich=!1,n=!1,e.preventDefault()},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}}),t.ui.plugin={add:function(e,i,s){var n,o=t.ui[e].prototype;for(n in s)o.plugins[n]=o.plugins[n]||[],o.plugins[n].push([i,s[n]])},call:function(t,e,i,s){var n,o=t.plugins[e];if(o&&(s||t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType))for(n=0;o.length>n;n++)t.options[o[n][0]]&&o[n][1].apply(t.element,i)}},t.ui.safeActiveElement=function(t){var e;try{e=t.activeElement}catch(i){e=t.body}return e||(e=t.body),e.nodeName||(e=t.body),e},t.ui.safeBlur=function(e){e&&"body"!==e.nodeName.toLowerCase()&&t(e).trigger("blur")},t.widget("ui.draggable",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"drag",options:{addClasses:!0,appendTo:"parent",axis:!1,connectToSortable:!1,containment:!1,cursor:"auto",cursorAt:!1,grid:!1,handle:!1,helper:"original",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:"default",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:"both",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){"original"===this.options.helper&&this._setPositionRelative(),this.options.addClasses&&this._addClass("ui-draggable"),this._setHandleClassName(),this._mouseInit()},_setOption:function(t,e){this._super(t,e),"handle"===t&&(this._removeHandleClassName(),this._setHandleClassName())},_destroy:function(){return(this.helper||this.element).is(".ui-draggable-dragging")?(this.destroyOnClear=!0,void 0):(this._removeHandleClassName(),this._mouseDestroy(),void 0)},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(".ui-resizable-handle").length>0?!1:(this.handle=this._getHandle(e),this.handle?(this._blurActiveElement(e),this._blockFrames(i.iframeFix===!0?"iframe":i.iframeFix),!0):!1)},_blockFrames:function(e){this.iframeBlocks=this.document.find(e).map(function(){var e=t(this);return t("<div>").css("position","absolute").appendTo(e.parent()).outerWidth(e.outerWidth()).outerHeight(e.outerHeight()).offset(e.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_blurActiveElement:function(e){var i=t.ui.safeActiveElement(this.document[0]),s=t(e.target);s.closest(i).length||t.ui.safeBlur(i)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this._addClass(this.helper,"ui-draggable-dragging"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css("position"),this.scrollParent=this.helper.scrollParent(!0),this.offsetParent=this.helper.offsetParent(),this.hasFixedAncestor=this.helper.parents().filter(function(){return"fixed"===t(this).css("position")}).length>0,this.positionAbs=this.element.offset(),this._refreshOffsets(e),this.originalPosition=this.position=this._generatePosition(e,!1),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger("start",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_refreshOffsets:function(t){this.offset={top:this.positionAbs.top-this.margins.top,left:this.positionAbs.left-this.margins.left,scroll:!1,parent:this._getParentOffset(),relative:this._getRelativeOffset()},this.offset.click={left:t.pageX-this.offset.left,top:t.pageY-this.offset.top}},_mouseDrag:function(e,i){if(this.hasFixedAncestor&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e,!0),this.positionAbs=this._convertPositionTo("absolute"),!i){var s=this._uiHash();if(this._trigger("drag",e,s)===!1)return this._mouseUp(new t.Event("mouseup",e)),!1;this.position=s.position}return this.helper[0].style.left=this.position.left+"px",this.helper[0].style.top=this.position.top+"px",t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,s=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(s=t.ui.ddmanager.drop(this,e)),this.dropped&&(s=this.dropped,this.dropped=!1),"invalid"===this.options.revert&&!s||"valid"===this.options.revert&&s||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,s)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger("stop",e)!==!1&&i._clear()}):this._trigger("stop",e)!==!1&&this._clear(),!1},_mouseUp:function(e){return this._unblockFrames(),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),this.handleElement.is(e.target)&&this.element.trigger("focus"),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(".ui-draggable-dragging")?this._mouseUp(new t.Event("mouseup",{target:this.element[0]})):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_setHandleClassName:function(){this.handleElement=this.options.handle?this.element.find(this.options.handle):this.element,this._addClass(this.handleElement,"ui-draggable-handle")},_removeHandleClassName:function(){this._removeClass(this.handleElement,"ui-draggable-handle")},_createHelper:function(e){var i=this.options,s=t.isFunction(i.helper),n=s?t(i.helper.apply(this.element[0],[e])):"clone"===i.helper?this.element.clone().removeAttr("id"):this.element;return n.parents("body").length||n.appendTo("parent"===i.appendTo?this.element[0].parentNode:i.appendTo),s&&n[0]===this.element[0]&&this._setPositionRelative(),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css("position"))||n.css("position","absolute"),n},_setPositionRelative:function(){/^(?:r|a|f)/.test(this.element.css("position"))||(this.element[0].style.position="relative")},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_isRootNode:function(t){return/(html|body)/i.test(t.tagName)||t===this.document[0]},_getParentOffset:function(){var e=this.offsetParent.offset(),i=this.document[0];return"absolute"===this.cssPosition&&this.scrollParent[0]!==i&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),this._isRootNode(this.offsetParent[0])&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"!==this.cssPosition)return{top:0,left:0};var t=this.element.position(),e=this._isRootNode(this.scrollParent[0]);return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+(e?0:this.scrollParent.scrollTop()),left:t.left-(parseInt(this.helper.css("left"),10)||0)+(e?0:this.scrollParent.scrollLeft())}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css("marginLeft"),10)||0,top:parseInt(this.element.css("marginTop"),10)||0,right:parseInt(this.element.css("marginRight"),10)||0,bottom:parseInt(this.element.css("marginBottom"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,s,n=this.options,o=this.document[0];return this.relativeContainer=null,n.containment?"window"===n.containment?(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||o.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):"document"===n.containment?(this.containment=[0,0,t(o).width()-this.helperProportions.width-this.margins.left,(t(o).height()||o.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):n.containment.constructor===Array?(this.containment=n.containment,void 0):("parent"===n.containment&&(n.containment=this.helper[0].parentNode),i=t(n.containment),s=i[0],s&&(e=/(scroll|auto)/.test(i.css("overflow")),this.containment=[(parseInt(i.css("borderLeftWidth"),10)||0)+(parseInt(i.css("paddingLeft"),10)||0),(parseInt(i.css("borderTopWidth"),10)||0)+(parseInt(i.css("paddingTop"),10)||0),(e?Math.max(s.scrollWidth,s.offsetWidth):s.offsetWidth)-(parseInt(i.css("borderRightWidth"),10)||0)-(parseInt(i.css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(s.scrollHeight,s.offsetHeight):s.offsetHeight)-(parseInt(i.css("borderBottomWidth"),10)||0)-(parseInt(i.css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relativeContainer=i),void 0):(this.containment=null,void 0)},_convertPositionTo:function(t,e){e||(e=this.position);var i="absolute"===t?1:-1,s=this._isRootNode(this.scrollParent[0]);return{top:e.top+this.offset.relative.top*i+this.offset.parent.top*i-("fixed"===this.cssPosition?-this.offset.scroll.top:s?0:this.offset.scroll.top)*i,left:e.left+this.offset.relative.left*i+this.offset.parent.left*i-("fixed"===this.cssPosition?-this.offset.scroll.left:s?0:this.offset.scroll.left)*i}},_generatePosition:function(t,e){var i,s,n,o,a=this.options,r=this._isRootNode(this.scrollParent[0]),l=t.pageX,h=t.pageY;return r&&this.offset.scroll||(this.offset.scroll={top:this.scrollParent.scrollTop(),left:this.scrollParent.scrollLeft()}),e&&(this.containment&&(this.relativeContainer?(s=this.relativeContainer.offset(),i=[this.containment[0]+s.left,this.containment[1]+s.top,this.containment[2]+s.left,this.containment[3]+s.top]):i=this.containment,t.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),t.pageY-this.offset.click.top<i[1]&&(h=i[1]+this.offset.click.top),t.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),t.pageY-this.offset.click.top>i[3]&&(h=i[3]+this.offset.click.top)),a.grid&&(n=a.grid[1]?this.originalPageY+Math.round((h-this.originalPageY)/a.grid[1])*a.grid[1]:this.originalPageY,h=i?n-this.offset.click.top>=i[1]||n-this.offset.click.top>i[3]?n:n-this.offset.click.top>=i[1]?n-a.grid[1]:n+a.grid[1]:n,o=a.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/a.grid[0])*a.grid[0]:this.originalPageX,l=i?o-this.offset.click.left>=i[0]||o-this.offset.click.left>i[2]?o:o-this.offset.click.left>=i[0]?o-a.grid[0]:o+a.grid[0]:o),"y"===a.axis&&(l=this.originalPageX),"x"===a.axis&&(h=this.originalPageY)),{top:h-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.offset.scroll.top:r?0:this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.offset.scroll.left:r?0:this.offset.scroll.left)}
+},_clear:function(){this._removeClass(this.helper,"ui-draggable-dragging"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1,this.destroyOnClear&&this.destroy()},_trigger:function(e,i,s){return s=s||this._uiHash(),t.ui.plugin.call(this,e,[i,s,this],!0),/^(drag|start|stop)/.test(e)&&(this.positionAbs=this._convertPositionTo("absolute"),s.offset=this.positionAbs),t.Widget.prototype._trigger.call(this,e,i,s)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add("draggable","connectToSortable",{start:function(e,i,s){var n=t.extend({},i,{item:s.element});s.sortables=[],t(s.options.connectToSortable).each(function(){var i=t(this).sortable("instance");i&&!i.options.disabled&&(s.sortables.push(i),i.refreshPositions(),i._trigger("activate",e,n))})},stop:function(e,i,s){var n=t.extend({},i,{item:s.element});s.cancelHelperRemoval=!1,t.each(s.sortables,function(){var t=this;t.isOver?(t.isOver=0,s.cancelHelperRemoval=!0,t.cancelHelperRemoval=!1,t._storedCSS={position:t.placeholder.css("position"),top:t.placeholder.css("top"),left:t.placeholder.css("left")},t._mouseStop(e),t.options.helper=t.options._helper):(t.cancelHelperRemoval=!0,t._trigger("deactivate",e,n))})},drag:function(e,i,s){t.each(s.sortables,function(){var n=!1,o=this;o.positionAbs=s.positionAbs,o.helperProportions=s.helperProportions,o.offset.click=s.offset.click,o._intersectsWith(o.containerCache)&&(n=!0,t.each(s.sortables,function(){return this.positionAbs=s.positionAbs,this.helperProportions=s.helperProportions,this.offset.click=s.offset.click,this!==o&&this._intersectsWith(this.containerCache)&&t.contains(o.element[0],this.element[0])&&(n=!1),n})),n?(o.isOver||(o.isOver=1,s._parent=i.helper.parent(),o.currentItem=i.helper.appendTo(o.element).data("ui-sortable-item",!0),o.options._helper=o.options.helper,o.options.helper=function(){return i.helper[0]},e.target=o.currentItem[0],o._mouseCapture(e,!0),o._mouseStart(e,!0,!0),o.offset.click.top=s.offset.click.top,o.offset.click.left=s.offset.click.left,o.offset.parent.left-=s.offset.parent.left-o.offset.parent.left,o.offset.parent.top-=s.offset.parent.top-o.offset.parent.top,s._trigger("toSortable",e),s.dropped=o.element,t.each(s.sortables,function(){this.refreshPositions()}),s.currentItem=s.element,o.fromOutside=s),o.currentItem&&(o._mouseDrag(e),i.position=o.position)):o.isOver&&(o.isOver=0,o.cancelHelperRemoval=!0,o.options._revert=o.options.revert,o.options.revert=!1,o._trigger("out",e,o._uiHash(o)),o._mouseStop(e,!0),o.options.revert=o.options._revert,o.options.helper=o.options._helper,o.placeholder&&o.placeholder.remove(),i.helper.appendTo(s._parent),s._refreshOffsets(e),i.position=s._generatePosition(e,!0),s._trigger("fromSortable",e),s.dropped=!1,t.each(s.sortables,function(){this.refreshPositions()}))})}}),t.ui.plugin.add("draggable","cursor",{start:function(e,i,s){var n=t("body"),o=s.options;n.css("cursor")&&(o._cursor=n.css("cursor")),n.css("cursor",o.cursor)},stop:function(e,i,s){var n=s.options;n._cursor&&t("body").css("cursor",n._cursor)}}),t.ui.plugin.add("draggable","opacity",{start:function(e,i,s){var n=t(i.helper),o=s.options;n.css("opacity")&&(o._opacity=n.css("opacity")),n.css("opacity",o.opacity)},stop:function(e,i,s){var n=s.options;n._opacity&&t(i.helper).css("opacity",n._opacity)}}),t.ui.plugin.add("draggable","scroll",{start:function(t,e,i){i.scrollParentNotHidden||(i.scrollParentNotHidden=i.helper.scrollParent(!1)),i.scrollParentNotHidden[0]!==i.document[0]&&"HTML"!==i.scrollParentNotHidden[0].tagName&&(i.overflowOffset=i.scrollParentNotHidden.offset())},drag:function(e,i,s){var n=s.options,o=!1,a=s.scrollParentNotHidden[0],r=s.document[0];a!==r&&"HTML"!==a.tagName?(n.axis&&"x"===n.axis||(s.overflowOffset.top+a.offsetHeight-e.pageY<n.scrollSensitivity?a.scrollTop=o=a.scrollTop+n.scrollSpeed:e.pageY-s.overflowOffset.top<n.scrollSensitivity&&(a.scrollTop=o=a.scrollTop-n.scrollSpeed)),n.axis&&"y"===n.axis||(s.overflowOffset.left+a.offsetWidth-e.pageX<n.scrollSensitivity?a.scrollLeft=o=a.scrollLeft+n.scrollSpeed:e.pageX-s.overflowOffset.left<n.scrollSensitivity&&(a.scrollLeft=o=a.scrollLeft-n.scrollSpeed))):(n.axis&&"x"===n.axis||(e.pageY-t(r).scrollTop()<n.scrollSensitivity?o=t(r).scrollTop(t(r).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(r).scrollTop())<n.scrollSensitivity&&(o=t(r).scrollTop(t(r).scrollTop()+n.scrollSpeed))),n.axis&&"y"===n.axis||(e.pageX-t(r).scrollLeft()<n.scrollSensitivity?o=t(r).scrollLeft(t(r).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(r).scrollLeft())<n.scrollSensitivity&&(o=t(r).scrollLeft(t(r).scrollLeft()+n.scrollSpeed)))),o!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(s,e)}}),t.ui.plugin.add("draggable","snap",{start:function(e,i,s){var n=s.options;s.snapElements=[],t(n.snap.constructor!==String?n.snap.items||":data(ui-draggable)":n.snap).each(function(){var e=t(this),i=e.offset();this!==s.element[0]&&s.snapElements.push({item:this,width:e.outerWidth(),height:e.outerHeight(),top:i.top,left:i.left})})},drag:function(e,i,s){var n,o,a,r,l,h,c,u,d,p,f=s.options,g=f.snapTolerance,m=i.offset.left,_=m+s.helperProportions.width,v=i.offset.top,b=v+s.helperProportions.height;for(d=s.snapElements.length-1;d>=0;d--)l=s.snapElements[d].left-s.margins.left,h=l+s.snapElements[d].width,c=s.snapElements[d].top-s.margins.top,u=c+s.snapElements[d].height,l-g>_||m>h+g||c-g>b||v>u+g||!t.contains(s.snapElements[d].item.ownerDocument,s.snapElements[d].item)?(s.snapElements[d].snapping&&s.options.snap.release&&s.options.snap.release.call(s.element,e,t.extend(s._uiHash(),{snapItem:s.snapElements[d].item})),s.snapElements[d].snapping=!1):("inner"!==f.snapMode&&(n=g>=Math.abs(c-b),o=g>=Math.abs(u-v),a=g>=Math.abs(l-_),r=g>=Math.abs(h-m),n&&(i.position.top=s._convertPositionTo("relative",{top:c-s.helperProportions.height,left:0}).top),o&&(i.position.top=s._convertPositionTo("relative",{top:u,left:0}).top),a&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l-s.helperProportions.width}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h}).left)),p=n||o||a||r,"outer"!==f.snapMode&&(n=g>=Math.abs(c-v),o=g>=Math.abs(u-b),a=g>=Math.abs(l-m),r=g>=Math.abs(h-_),n&&(i.position.top=s._convertPositionTo("relative",{top:c,left:0}).top),o&&(i.position.top=s._convertPositionTo("relative",{top:u-s.helperProportions.height,left:0}).top),a&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h-s.helperProportions.width}).left)),!s.snapElements[d].snapping&&(n||o||a||r||p)&&s.options.snap.snap&&s.options.snap.snap.call(s.element,e,t.extend(s._uiHash(),{snapItem:s.snapElements[d].item})),s.snapElements[d].snapping=n||o||a||r||p)}}),t.ui.plugin.add("draggable","stack",{start:function(e,i,s){var n,o=s.options,a=t.makeArray(t(o.stack)).sort(function(e,i){return(parseInt(t(e).css("zIndex"),10)||0)-(parseInt(t(i).css("zIndex"),10)||0)});a.length&&(n=parseInt(t(a[0]).css("zIndex"),10)||0,t(a).each(function(e){t(this).css("zIndex",n+e)}),this.css("zIndex",n+a.length))}}),t.ui.plugin.add("draggable","zIndex",{start:function(e,i,s){var n=t(i.helper),o=s.options;n.css("zIndex")&&(o._zIndex=n.css("zIndex")),n.css("zIndex",o.zIndex)},stop:function(e,i,s){var n=s.options;n._zIndex&&t(i.helper).css("zIndex",n._zIndex)}}),t.ui.draggable,t.widget("ui.resizable",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"resize",options:{alsoResize:!1,animate:!1,animateDuration:"slow",animateEasing:"swing",aspectRatio:!1,autoHide:!1,classes:{"ui-resizable-se":"ui-icon ui-icon-gripsmall-diagonal-se"},containment:!1,ghost:!1,grid:!1,handles:"e,s,se",helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_num:function(t){return parseFloat(t)||0},_isNumber:function(t){return!isNaN(parseFloat(t))},_hasScroll:function(e,i){if("hidden"===t(e).css("overflow"))return!1;var s=i&&"left"===i?"scrollLeft":"scrollTop",n=!1;return e[s]>0?!0:(e[s]=1,n=e[s]>0,e[s]=0,n)},_create:function(){var e,i=this.options,s=this;this._addClass("ui-resizable"),t.extend(this,{_aspectRatio:!!i.aspectRatio,aspectRatio:i.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:i.helper||i.ghost||i.animate?i.helper||"ui-resizable-helper":null}),this.element[0].nodeName.match(/^(canvas|textarea|input|select|button|img)$/i)&&(this.element.wrap(t("<div class='ui-wrapper' style='overflow: hidden;'></div>").css({position:this.element.css("position"),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css("top"),left:this.element.css("left")})),this.element=this.element.parent().data("ui-resizable",this.element.resizable("instance")),this.elementIsWrapper=!0,e={marginTop:this.originalElement.css("marginTop"),marginRight:this.originalElement.css("marginRight"),marginBottom:this.originalElement.css("marginBottom"),marginLeft:this.originalElement.css("marginLeft")},this.element.css(e),this.originalElement.css("margin",0),this.originalResizeStyle=this.originalElement.css("resize"),this.originalElement.css("resize","none"),this._proportionallyResizeElements.push(this.originalElement.css({position:"static",zoom:1,display:"block"})),this.originalElement.css(e),this._proportionallyResize()),this._setupHandles(),i.autoHide&&t(this.element).on("mouseenter",function(){i.disabled||(s._removeClass("ui-resizable-autohide"),s._handles.show())}).on("mouseleave",function(){i.disabled||s.resizing||(s._addClass("ui-resizable-autohide"),s._handles.hide())}),this._mouseInit()},_destroy:function(){this._mouseDestroy();var e,i=function(e){t(e).removeData("resizable").removeData("ui-resizable").off(".resizable").find(".ui-resizable-handle").remove()};return this.elementIsWrapper&&(i(this.element),e=this.element,this.originalElement.css({position:e.css("position"),width:e.outerWidth(),height:e.outerHeight(),top:e.css("top"),left:e.css("left")}).insertAfter(e),e.remove()),this.originalElement.css("resize",this.originalResizeStyle),i(this.originalElement),this},_setOption:function(t,e){switch(this._super(t,e),t){case"handles":this._removeHandles(),this._setupHandles();break;default:}},_setupHandles:function(){var 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i,s,n=!1;for(i in this.handles)s=t(this.handles[i])[0],(s===e.target||t.contains(s,e.target))&&(n=!0);return!this.options.disabled&&n},_mouseStart:function(e){var i,s,n,o=this.options,a=this.element;return this.resizing=!0,this._renderProxy(),i=this._num(this.helper.css("left")),s=this._num(this.helper.css("top")),o.containment&&(i+=t(o.containment).scrollLeft()||0,s+=t(o.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:i,top:s},this.size=this._helper?{width:this.helper.width(),height:this.helper.height()}:{width:a.width(),height:a.height()},this.originalSize=this._helper?{width:a.outerWidth(),height:a.outerHeight()}:{width:a.width(),height:a.height()},this.sizeDiff={width:a.outerWidth()-a.width(),height:a.outerHeight()-a.height()},this.originalPosition={left:i,top:s},this.originalMousePosition={left:e.pageX,top:e.pageY},this.aspectRatio="number"==typeof 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t,e=0,i=this.helper||this.element;this._proportionallyResizeElements.length>e;e++)t=this._proportionallyResizeElements[e],this.outerDimensions||(this.outerDimensions=this._getPaddingPlusBorderDimensions(t)),t.css({height:i.height()-this.outerDimensions.height||0,width:i.width()-this.outerDimensions.width||0})},_renderProxy:function(){var e=this.element,i=this.options;this.elementOffset=e.offset(),this._helper?(this.helper=this.helper||t("<div style='overflow:hidden;'></div>"),this._addClass(this.helper,this._helper),this.helper.css({width:this.element.outerWidth(),height:this.element.outerHeight(),position:"absolute",left:this.elementOffset.left+"px",top:this.elementOffset.top+"px",zIndex:++i.zIndex}),this.helper.appendTo("body").disableSelection()):this.helper=this.element},_change:{e:function(t,e){return{width:this.originalSize.width+e}},w:function(t,e){var i=this.originalSize,s=this.originalPosition;return{left:s.left+e,width:i.width-e}},n:function(t,e,i){var 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i=t(this).resizable("instance"),s=i.options,n=i._proportionallyResizeElements,o=n.length&&/textarea/i.test(n[0].nodeName),a=o&&i._hasScroll(n[0],"left")?0:i.sizeDiff.height,r=o?0:i.sizeDiff.width,l={width:i.size.width-r,height:i.size.height-a},h=parseFloat(i.element.css("left"))+(i.position.left-i.originalPosition.left)||null,c=parseFloat(i.element.css("top"))+(i.position.top-i.originalPosition.top)||null;i.element.animate(t.extend(l,c&&h?{top:c,left:h}:{}),{duration:s.animateDuration,easing:s.animateEasing,step:function(){var s={width:parseFloat(i.element.css("width")),height:parseFloat(i.element.css("height")),top:parseFloat(i.element.css("top")),left:parseFloat(i.element.css("left"))};n&&n.length&&t(n[0]).css({width:s.width,height:s.height}),i._updateCache(s),i._propagate("resize",e)}})}}),t.ui.plugin.add("resizable","containment",{start:function(){var e,i,s,n,o,a,r,l=t(this).resizable("instance"),h=l.options,c=l.element,u=h.containment,d=u instanceof t?u.get(0):/parent/.test(u)?c.parent().get(0):u;d&&(l.containerElement=t(d),/document/.test(u)||u===document?(l.containerOffset={left:0,top:0},l.containerPosition={left:0,top:0},l.parentData={element:t(document),left:0,top:0,width:t(document).width(),height:t(document).height()||document.body.parentNode.scrollHeight}):(e=t(d),i=[],t(["Top","Right","Left","Bottom"]).each(function(t,s){i[t]=l._num(e.css("padding"+s))}),l.containerOffset=e.offset(),l.containerPosition=e.position(),l.containerSize={height:e.innerHeight()-i[3],width:e.innerWidth()-i[1]},s=l.containerOffset,n=l.containerSize.height,o=l.containerSize.width,a=l._hasScroll(d,"left")?d.scrollWidth:o,r=l._hasScroll(d)?d.scrollHeight:n,l.parentData={element:d,left:s.left,top:s.top,width:a,height:r}))},resize:function(e){var i,s,n,o,a=t(this).resizable("instance"),r=a.options,l=a.containerOffset,h=a.position,c=a._aspectRatio||e.shiftKey,u={top:0,left:0},d=a.containerElement,p=!0;d[0]!==document&&/static/.test(d.css("position"))&&(u=l),h.left<(a._helper?l.left:0)&&(a.size.width=a.size.width+(a._helper?a.position.left-l.left:a.position.left-u.left),c&&(a.size.height=a.size.width/a.aspectRatio,p=!1),a.position.left=r.helper?l.left:0),h.top<(a._helper?l.top:0)&&(a.size.height=a.size.height+(a._helper?a.position.top-l.top:a.position.top),c&&(a.size.width=a.size.height*a.aspectRatio,p=!1),a.position.top=a._helper?l.top:0),n=a.containerElement.get(0)===a.element.parent().get(0),o=/relative|absolute/.test(a.containerElement.css("position")),n&&o?(a.offset.left=a.parentData.left+a.position.left,a.offset.top=a.parentData.top+a.position.top):(a.offset.left=a.element.offset().left,a.offset.top=a.element.offset().top),i=Math.abs(a.sizeDiff.width+(a._helper?a.offset.left-u.left:a.offset.left-l.left)),s=Math.abs(a.sizeDiff.height+(a._helper?a.offset.top-u.top:a.offset.top-l.top)),i+a.size.width>=a.parentData.width&&(a.size.width=a.parentData.width-i,c&&(a.size.height=a.size.width/a.aspectRatio,p=!1)),s+a.size.height>=a.parentData.height&&(a.size.height=a.parentData.height-s,c&&(a.size.width=a.size.height*a.aspectRatio,p=!1)),p||(a.position.left=a.prevPosition.left,a.position.top=a.prevPosition.top,a.size.width=a.prevSize.width,a.size.height=a.prevSize.height)},stop:function(){var 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o=/ui-corner-([a-z]){2,6}/g;t.widget("ui.controlgroup",{version:"1.12.1",defaultElement:"<div>",options:{direction:"horizontal",disabled:null,onlyVisible:!0,items:{button:"input[type=button], input[type=submit], input[type=reset], button, a",controlgroupLabel:".ui-controlgroup-label",checkboxradio:"input[type='checkbox'], input[type='radio']",selectmenu:"select",spinner:".ui-spinner-input"}},_create:function(){this._enhance()},_enhance:function(){this.element.attr("role","toolbar"),this.refresh()},_destroy:function(){this._callChildMethod("destroy"),this.childWidgets.removeData("ui-controlgroup-data"),this.element.removeAttr("role"),this.options.items.controlgroupLabel&&this.element.find(this.options.items.controlgroupLabel).find(".ui-controlgroup-label-contents").contents().unwrap()},_initWidgets:function(){var e=this,i=[];t.each(this.options.items,function(s,n){var o,a={};return n?"controlgroupLabel"===s?(o=e.element.find(n),o.each(function(){var 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ui-corner-all",s=this._buildSimpleOptions(e,"label").classes.label;this._removeClass(t,null,i),this._addClass(t,null,s)},_buildSimpleOptions:function(t,e){var i="vertical"===this.options.direction,s={classes:{}};return s.classes[e]={middle:"",first:"ui-corner-"+(i?"top":"left"),last:"ui-corner-"+(i?"bottom":"right"),only:"ui-corner-all"}[t],s},_spinnerOptions:function(t){var e=this._buildSimpleOptions(t,"ui-spinner");return e.classes["ui-spinner-up"]="",e.classes["ui-spinner-down"]="",e},_buttonOptions:function(t){return this._buildSimpleOptions(t,"ui-button")},_checkboxradioOptions:function(t){return this._buildSimpleOptions(t,"ui-checkboxradio-label")},_selectmenuOptions:function(t){var e="vertical"===this.options.direction;return{width:e?"auto":!1,classes:{middle:{"ui-selectmenu-button-open":"","ui-selectmenu-button-closed":""},first:{"ui-selectmenu-button-open":"ui-corner-"+(e?"top":"tl"),"ui-selectmenu-button-closed":"ui-corner-"+(e?"top":"left")},last:{"ui-selectmenu-button-open":e?"":"ui-corner-tr","ui-selectmenu-button-closed":"ui-corner-"+(e?"bottom":"right")},only:{"ui-selectmenu-button-open":"ui-corner-top","ui-selectmenu-button-closed":"ui-corner-all"}}[t]}},_resolveClassesValues:function(e,i){var s={};return t.each(e,function(n){var a=i.options.classes[n]||"";a=t.trim(a.replace(o,"")),s[n]=(a+" "+e[n]).replace(/\s+/g," ")}),s},_setOption:function(t,e){return"direction"===t&&this._removeClass("ui-controlgroup-"+this.options.direction),this._super(t,e),"disabled"===t?(this._callChildMethod(e?"disable":"enable"),void 0):(this.refresh(),void 0)},refresh:function(){var e,i=this;this._addClass("ui-controlgroup ui-controlgroup-"+this.options.direction),"horizontal"===this.options.direction&&this._addClass(null,"ui-helper-clearfix"),this._initWidgets(),e=this.childWidgets,this.options.onlyVisible&&(e=e.filter(":visible")),e.length&&(t.each(["first","last"],function(t,s){var n=e[s]().data("ui-controlgroup-data");if(n&&i["_"+n.widgetName+"Options"]){var o=i["_"+n.widgetName+"Options"](1===e.length?"only":s);o.classes=i._resolveClassesValues(o.classes,n),n.element[n.widgetName](o)}else i._updateCornerClass(e[s](),s)}),this._callChildMethod("refresh"))}}),t.widget("ui.checkboxradio",[t.ui.formResetMixin,{version:"1.12.1",options:{disabled:null,label:null,icon:!0,classes:{"ui-checkboxradio-label":"ui-corner-all","ui-checkboxradio-icon":"ui-corner-all"}},_getCreateOptions:function(){var e,i,s=this,n=this._super()||{};return this._readType(),i=this.element.labels(),this.label=t(i[i.length-1]),this.label.length||t.error("No label found for checkboxradio widget"),this.originalLabel="",this.label.contents().not(this.element[0]).each(function(){s.originalLabel+=3===this.nodeType?t(this).text():this.outerHTML}),this.originalLabel&&(n.label=this.originalLabel),e=this.element[0].disabled,null!=e&&(n.disabled=e),n},_create:function(){var t=this.element[0].checked;this._bindFormResetHandler(),null==this.options.disabled&&(this.options.disabled=this.element[0].disabled),this._setOption("disabled",this.options.disabled),this._addClass("ui-checkboxradio","ui-helper-hidden-accessible"),this._addClass(this.label,"ui-checkboxradio-label","ui-button ui-widget"),"radio"===this.type&&this._addClass(this.label,"ui-checkboxradio-radio-label"),this.options.label&&this.options.label!==this.originalLabel?this._updateLabel():this.originalLabel&&(this.options.label=this.originalLabel),this._enhance(),t&&(this._addClass(this.label,"ui-checkboxradio-checked","ui-state-active"),this.icon&&this._addClass(this.icon,null,"ui-state-hover")),this._on({change:"_toggleClasses",focus:function(){this._addClass(this.label,null,"ui-state-focus ui-visual-focus")},blur:function(){this._removeClass(this.label,null,"ui-state-focus ui-visual-focus")}})},_readType:function(){var e=this.element[0].nodeName.toLowerCase();this.type=this.element[0].type,"input"===e&&/radio|checkbox/.test(this.type)||t.error("Can't create checkboxradio on element.nodeName="+e+" and element.type="+this.type)},_enhance:function(){this._updateIcon(this.element[0].checked)},widget:function(){return this.label},_getRadioGroup:function(){var e,i=this.element[0].name,s="input[name='"+t.ui.escapeSelector(i)+"']";return i?(e=this.form.length?t(this.form[0].elements).filter(s):t(s).filter(function(){return 0===t(this).form().length
+}),e.not(this.element)):t([])},_toggleClasses:function(){var e=this.element[0].checked;this._toggleClass(this.label,"ui-checkboxradio-checked","ui-state-active",e),this.options.icon&&"checkbox"===this.type&&this._toggleClass(this.icon,null,"ui-icon-check ui-state-checked",e)._toggleClass(this.icon,null,"ui-icon-blank",!e),"radio"===this.type&&this._getRadioGroup().each(function(){var e=t(this).checkboxradio("instance");e&&e._removeClass(e.label,"ui-checkboxradio-checked","ui-state-active")})},_destroy:function(){this._unbindFormResetHandler(),this.icon&&(this.icon.remove(),this.iconSpace.remove())},_setOption:function(t,e){return"label"!==t||e?(this._super(t,e),"disabled"===t?(this._toggleClass(this.label,null,"ui-state-disabled",e),this.element[0].disabled=e,void 0):(this.refresh(),void 0)):void 0},_updateIcon:function(e){var i="ui-icon ui-icon-background ";this.options.icon?(this.icon||(this.icon=t("<span>"),this.iconSpace=t("<span> </span>"),this._addClass(this.iconSpace,"ui-checkboxradio-icon-space")),"checkbox"===this.type?(i+=e?"ui-icon-check ui-state-checked":"ui-icon-blank",this._removeClass(this.icon,null,e?"ui-icon-blank":"ui-icon-check")):i+="ui-icon-blank",this._addClass(this.icon,"ui-checkboxradio-icon",i),e||this._removeClass(this.icon,null,"ui-icon-check ui-state-checked"),this.icon.prependTo(this.label).after(this.iconSpace)):void 0!==this.icon&&(this.icon.remove(),this.iconSpace.remove(),delete this.icon)},_updateLabel:function(){var t=this.label.contents().not(this.element[0]);this.icon&&(t=t.not(this.icon[0])),this.iconSpace&&(t=t.not(this.iconSpace[0])),t.remove(),this.label.append(this.options.label)},refresh:function(){var t=this.element[0].checked,e=this.element[0].disabled;this._updateIcon(t),this._toggleClass(this.label,"ui-checkboxradio-checked","ui-state-active",t),null!==this.options.label&&this._updateLabel(),e!==this.options.disabled&&this._setOptions({disabled:e})}}]),t.ui.checkboxradio,t.widget("ui.button",{version:"1.12.1",defaultElement:"<button>",options:{classes:{"ui-button":"ui-corner-all"},disabled:null,icon:null,iconPosition:"beginning",label:null,showLabel:!0},_getCreateOptions:function(){var t,e=this._super()||{};return this.isInput=this.element.is("input"),t=this.element[0].disabled,null!=t&&(e.disabled=t),this.originalLabel=this.isInput?this.element.val():this.element.html(),this.originalLabel&&(e.label=this.originalLabel),e},_create:function(){!this.option.showLabel&!this.options.icon&&(this.options.showLabel=!0),null==this.options.disabled&&(this.options.disabled=this.element[0].disabled||!1),this.hasTitle=!!this.element.attr("title"),this.options.label&&this.options.label!==this.originalLabel&&(this.isInput?this.element.val(this.options.label):this.element.html(this.options.label)),this._addClass("ui-button","ui-widget"),this._setOption("disabled",this.options.disabled),this._enhance(),this.element.is("a")&&this._on({keyup:function(e){e.keyCode===t.ui.keyCode.SPACE&&(e.preventDefault(),this.element[0].click?this.element[0].click():this.element.trigger("click"))}})},_enhance:function(){this.element.is("button")||this.element.attr("role","button"),this.options.icon&&(this._updateIcon("icon",this.options.icon),this._updateTooltip())},_updateTooltip:function(){this.title=this.element.attr("title"),this.options.showLabel||this.title||this.element.attr("title",this.options.label)},_updateIcon:function(e,i){var s="iconPosition"!==e,n=s?this.options.iconPosition:i,o="top"===n||"bottom"===n;this.icon?s&&this._removeClass(this.icon,null,this.options.icon):(this.icon=t("<span>"),this._addClass(this.icon,"ui-button-icon","ui-icon"),this.options.showLabel||this._addClass("ui-button-icon-only")),s&&this._addClass(this.icon,null,i),this._attachIcon(n),o?(this._addClass(this.icon,null,"ui-widget-icon-block"),this.iconSpace&&this.iconSpace.remove()):(this.iconSpace||(this.iconSpace=t("<span> </span>"),this._addClass(this.iconSpace,"ui-button-icon-space")),this._removeClass(this.icon,null,"ui-wiget-icon-block"),this._attachIconSpace(n))},_destroy:function(){this.element.removeAttr("role"),this.icon&&this.icon.remove(),this.iconSpace&&this.iconSpace.remove(),this.hasTitle||this.element.removeAttr("title")},_attachIconSpace:function(t){this.icon[/^(?:end|bottom)/.test(t)?"before":"after"](this.iconSpace)},_attachIcon:function(t){this.element[/^(?:end|bottom)/.test(t)?"append":"prepend"](this.icon)},_setOptions:function(t){var e=void 0===t.showLabel?this.options.showLabel:t.showLabel,i=void 0===t.icon?this.options.icon:t.icon;e||i||(t.showLabel=!0),this._super(t)},_setOption:function(t,e){"icon"===t&&(e?this._updateIcon(t,e):this.icon&&(this.icon.remove(),this.iconSpace&&this.iconSpace.remove())),"iconPosition"===t&&this._updateIcon(t,e),"showLabel"===t&&(this._toggleClass("ui-button-icon-only",null,!e),this._updateTooltip()),"label"===t&&(this.isInput?this.element.val(e):(this.element.html(e),this.icon&&(this._attachIcon(this.options.iconPosition),this._attachIconSpace(this.options.iconPosition)))),this._super(t,e),"disabled"===t&&(this._toggleClass(null,"ui-state-disabled",e),this.element[0].disabled=e,e&&this.element.blur())},refresh:function(){var t=this.element.is("input, button")?this.element[0].disabled:this.element.hasClass("ui-button-disabled");t!==this.options.disabled&&this._setOptions({disabled:t}),this._updateTooltip()}}),t.uiBackCompat!==!1&&(t.widget("ui.button",t.ui.button,{options:{text:!0,icons:{primary:null,secondary:null}},_create:function(){this.options.showLabel&&!this.options.text&&(this.options.showLabel=this.options.text),!this.options.showLabel&&this.options.text&&(this.options.text=this.options.showLabel),this.options.icon||!this.options.icons.primary&&!this.options.icons.secondary?this.options.icon&&(this.options.icons.primary=this.options.icon):this.options.icons.primary?this.options.icon=this.options.icons.primary:(this.options.icon=this.options.icons.secondary,this.options.iconPosition="end"),this._super()},_setOption:function(t,e){return"text"===t?(this._super("showLabel",e),void 0):("showLabel"===t&&(this.options.text=e),"icon"===t&&(this.options.icons.primary=e),"icons"===t&&(e.primary?(this._super("icon",e.primary),this._super("iconPosition","beginning")):e.secondary&&(this._super("icon",e.secondary),this._super("iconPosition","end"))),this._superApply(arguments),void 0)}}),t.fn.button=function(e){return function(){return!this.length||this.length&&"INPUT"!==this[0].tagName||this.length&&"INPUT"===this[0].tagName&&"checkbox"!==this.attr("type")&&"radio"!==this.attr("type")?e.apply(this,arguments):(t.ui.checkboxradio||t.error("Checkboxradio widget missing"),0===arguments.length?this.checkboxradio({icon:!1}):this.checkboxradio.apply(this,arguments))}}(t.fn.button),t.fn.buttonset=function(){return t.ui.controlgroup||t.error("Controlgroup widget missing"),"option"===arguments[0]&&"items"===arguments[1]&&arguments[2]?this.controlgroup.apply(this,[arguments[0],"items.button",arguments[2]]):"option"===arguments[0]&&"items"===arguments[1]?this.controlgroup.apply(this,[arguments[0],"items.button"]):("object"==typeof arguments[0]&&arguments[0].items&&(arguments[0].items={button:arguments[0].items}),this.controlgroup.apply(this,arguments))}),t.ui.button,t.widget("ui.dialog",{version:"1.12.1",options:{appendTo:"body",autoOpen:!0,buttons:[],classes:{"ui-dialog":"ui-corner-all","ui-dialog-titlebar":"ui-corner-all"},closeOnEscape:!0,closeText:"Close",draggable:!0,hide:null,height:"auto",maxHeight:null,maxWidth:null,minHeight:150,minWidth:150,modal:!1,position:{my:"center",at:"center",of:window,collision:"fit",using:function(e){var i=t(this).css(e).offset().top;0>i&&t(this).css("top",e.top-i)}},resizable:!0,show:null,title:null,width:300,beforeClose:null,close:null,drag:null,dragStart:null,dragStop:null,focus:null,open:null,resize:null,resizeStart:null,resizeStop:null},sizeRelatedOptions:{buttons:!0,height:!0,maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0,width:!0},resizableRelatedOptions:{maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0},_create:function(){this.originalCss={display:this.element[0].style.display,width:this.element[0].style.width,minHeight:this.element[0].style.minHeight,maxHeight:this.element[0].style.maxHeight,height:this.element[0].style.height},this.originalPosition={parent:this.element.parent(),index:this.element.parent().children().index(this.element)},this.originalTitle=this.element.attr("title"),null==this.options.title&&null!=this.originalTitle&&(this.options.title=this.originalTitle),this.options.disabled&&(this.options.disabled=!1),this._createWrapper(),this.element.show().removeAttr("title").appendTo(this.uiDialog),this._addClass("ui-dialog-content","ui-widget-content"),this._createTitlebar(),this._createButtonPane(),this.options.draggable&&t.fn.draggable&&this._makeDraggable(),this.options.resizable&&t.fn.resizable&&this._makeResizable(),this._isOpen=!1,this._trackFocus()},_init:function(){this.options.autoOpen&&this.open()},_appendTo:function(){var e=this.options.appendTo;return e&&(e.jquery||e.nodeType)?t(e):this.document.find(e||"body").eq(0)},_destroy:function(){var t,e=this.originalPosition;this._untrackInstance(),this._destroyOverlay(),this.element.removeUniqueId().css(this.originalCss).detach(),this.uiDialog.remove(),this.originalTitle&&this.element.attr("title",this.originalTitle),t=e.parent.children().eq(e.index),t.length&&t[0]!==this.element[0]?t.before(this.element):e.parent.append(this.element)},widget:function(){return this.uiDialog},disable:t.noop,enable:t.noop,close:function(e){var i=this;this._isOpen&&this._trigger("beforeClose",e)!==!1&&(this._isOpen=!1,this._focusedElement=null,this._destroyOverlay(),this._untrackInstance(),this.opener.filter(":focusable").trigger("focus").length||t.ui.safeBlur(t.ui.safeActiveElement(this.document[0])),this._hide(this.uiDialog,this.options.hide,function(){i._trigger("close",e)}))},isOpen:function(){return this._isOpen},moveToTop:function(){this._moveToTop()},_moveToTop:function(e,i){var s=!1,n=this.uiDialog.siblings(".ui-front:visible").map(function(){return+t(this).css("z-index")}).get(),o=Math.max.apply(null,n);return o>=+this.uiDialog.css("z-index")&&(this.uiDialog.css("z-index",o+1),s=!0),s&&!i&&this._trigger("focus",e),s},open:function(){var e=this;return this._isOpen?(this._moveToTop()&&this._focusTabbable(),void 0):(this._isOpen=!0,this.opener=t(t.ui.safeActiveElement(this.document[0])),this._size(),this._position(),this._createOverlay(),this._moveToTop(null,!0),this.overlay&&this.overlay.css("z-index",this.uiDialog.css("z-index")-1),this._show(this.uiDialog,this.options.show,function(){e._focusTabbable(),e._trigger("focus")}),this._makeFocusTarget(),this._trigger("open"),void 0)},_focusTabbable:function(){var t=this._focusedElement;t||(t=this.element.find("[autofocus]")),t.length||(t=this.element.find(":tabbable")),t.length||(t=this.uiDialogButtonPane.find(":tabbable")),t.length||(t=this.uiDialogTitlebarClose.filter(":tabbable")),t.length||(t=this.uiDialog),t.eq(0).trigger("focus")},_keepFocus:function(e){function i(){var e=t.ui.safeActiveElement(this.document[0]),i=this.uiDialog[0]===e||t.contains(this.uiDialog[0],e);i||this._focusTabbable()}e.preventDefault(),i.call(this),this._delay(i)},_createWrapper:function(){this.uiDialog=t("<div>").hide().attr({tabIndex:-1,role:"dialog"}).appendTo(this._appendTo()),this._addClass(this.uiDialog,"ui-dialog","ui-widget ui-widget-content ui-front"),this._on(this.uiDialog,{keydown:function(e){if(this.options.closeOnEscape&&!e.isDefaultPrevented()&&e.keyCode&&e.keyCode===t.ui.keyCode.ESCAPE)return e.preventDefault(),this.close(e),void 0;if(e.keyCode===t.ui.keyCode.TAB&&!e.isDefaultPrevented()){var i=this.uiDialog.find(":tabbable"),s=i.filter(":first"),n=i.filter(":last");e.target!==n[0]&&e.target!==this.uiDialog[0]||e.shiftKey?e.target!==s[0]&&e.target!==this.uiDialog[0]||!e.shiftKey||(this._delay(function(){n.trigger("focus")}),e.preventDefault()):(this._delay(function(){s.trigger("focus")}),e.preventDefault())}},mousedown:function(t){this._moveToTop(t)&&this._focusTabbable()}}),this.element.find("[aria-describedby]").length||this.uiDialog.attr({"aria-describedby":this.element.uniqueId().attr("id")})},_createTitlebar:function(){var e;this.uiDialogTitlebar=t("<div>"),this._addClass(this.uiDialogTitlebar,"ui-dialog-titlebar","ui-widget-header ui-helper-clearfix"),this._on(this.uiDialogTitlebar,{mousedown:function(e){t(e.target).closest(".ui-dialog-titlebar-close")||this.uiDialog.trigger("focus")}}),this.uiDialogTitlebarClose=t("<button type='button'></button>").button({label:t("<a>").text(this.options.closeText).html(),icon:"ui-icon-closethick",showLabel:!1}).appendTo(this.uiDialogTitlebar),this._addClass(this.uiDialogTitlebarClose,"ui-dialog-titlebar-close"),this._on(this.uiDialogTitlebarClose,{click:function(t){t.preventDefault(),this.close(t)}}),e=t("<span>").uniqueId().prependTo(this.uiDialogTitlebar),this._addClass(e,"ui-dialog-title"),this._title(e),this.uiDialogTitlebar.prependTo(this.uiDialog),this.uiDialog.attr({"aria-labelledby":e.attr("id")})},_title:function(t){this.options.title?t.text(this.options.title):t.html("&#160;")},_createButtonPane:function(){this.uiDialogButtonPane=t("<div>"),this._addClass(this.uiDialogButtonPane,"ui-dialog-buttonpane","ui-widget-content ui-helper-clearfix"),this.uiButtonSet=t("<div>").appendTo(this.uiDialogButtonPane),this._addClass(this.uiButtonSet,"ui-dialog-buttonset"),this._createButtons()},_createButtons:function(){var e=this,i=this.options.buttons;return this.uiDialogButtonPane.remove(),this.uiButtonSet.empty(),t.isEmptyObject(i)||t.isArray(i)&&!i.length?(this._removeClass(this.uiDialog,"ui-dialog-buttons"),void 0):(t.each(i,function(i,s){var n,o;s=t.isFunction(s)?{click:s,text:i}:s,s=t.extend({type:"button"},s),n=s.click,o={icon:s.icon,iconPosition:s.iconPosition,showLabel:s.showLabel,icons:s.icons,text:s.text},delete s.click,delete s.icon,delete s.iconPosition,delete s.showLabel,delete s.icons,"boolean"==typeof s.text&&delete s.text,t("<button></button>",s).button(o).appendTo(e.uiButtonSet).on("click",function(){n.apply(e.element[0],arguments)})}),this._addClass(this.uiDialog,"ui-dialog-buttons"),this.uiDialogButtonPane.appendTo(this.uiDialog),void 0)},_makeDraggable:function(){function e(t){return{position:t.position,offset:t.offset}}var i=this,s=this.options;this.uiDialog.draggable({cancel:".ui-dialog-content, .ui-dialog-titlebar-close",handle:".ui-dialog-titlebar",containment:"document",start:function(s,n){i._addClass(t(this),"ui-dialog-dragging"),i._blockFrames(),i._trigger("dragStart",s,e(n))},drag:function(t,s){i._trigger("drag",t,e(s))},stop:function(n,o){var a=o.offset.left-i.document.scrollLeft(),r=o.offset.top-i.document.scrollTop();s.position={my:"left top",at:"left"+(a>=0?"+":"")+a+" "+"top"+(r>=0?"+":"")+r,of:i.window},i._removeClass(t(this),"ui-dialog-dragging"),i._unblockFrames(),i._trigger("dragStop",n,e(o))}})},_makeResizable:function(){function e(t){return{originalPosition:t.originalPosition,originalSize:t.originalSize,position:t.position,size:t.size}}var i=this,s=this.options,n=s.resizable,o=this.uiDialog.css("position"),a="string"==typeof n?n:"n,e,s,w,se,sw,ne,nw";this.uiDialog.resizable({cancel:".ui-dialog-content",containment:"document",alsoResize:this.element,maxWidth:s.maxWidth,maxHeight:s.maxHeight,minWidth:s.minWidth,minHeight:this._minHeight(),handles:a,start:function(s,n){i._addClass(t(this),"ui-dialog-resizing"),i._blockFrames(),i._trigger("resizeStart",s,e(n))},resize:function(t,s){i._trigger("resize",t,e(s))},stop:function(n,o){var a=i.uiDialog.offset(),r=a.left-i.document.scrollLeft(),l=a.top-i.document.scrollTop();s.height=i.uiDialog.height(),s.width=i.uiDialog.width(),s.position={my:"left top",at:"left"+(r>=0?"+":"")+r+" "+"top"+(l>=0?"+":"")+l,of:i.window},i._removeClass(t(this),"ui-dialog-resizing"),i._unblockFrames(),i._trigger("resizeStop",n,e(o))}}).css("position",o)},_trackFocus:function(){this._on(this.widget(),{focusin:function(e){this._makeFocusTarget(),this._focusedElement=t(e.target)}})},_makeFocusTarget:function(){this._untrackInstance(),this._trackingInstances().unshift(this)},_untrackInstance:function(){var e=this._trackingInstances(),i=t.inArray(this,e);-1!==i&&e.splice(i,1)},_trackingInstances:function(){var t=this.document.data("ui-dialog-instances");return t||(t=[],this.document.data("ui-dialog-instances",t)),t},_minHeight:function(){var t=this.options;return"auto"===t.height?t.minHeight:Math.min(t.minHeight,t.height)},_position:function(){var t=this.uiDialog.is(":visible");t||this.uiDialog.show(),this.uiDialog.position(this.options.position),t||this.uiDialog.hide()},_setOptions:function(e){var i=this,s=!1,n={};t.each(e,function(t,e){i._setOption(t,e),t in i.sizeRelatedOptions&&(s=!0),t in i.resizableRelatedOptions&&(n[t]=e)}),s&&(this._size(),this._position()),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option",n)},_setOption:function(e,i){var s,n,o=this.uiDialog;"disabled"!==e&&(this._super(e,i),"appendTo"===e&&this.uiDialog.appendTo(this._appendTo()),"buttons"===e&&this._createButtons(),"closeText"===e&&this.uiDialogTitlebarClose.button({label:t("<a>").text(""+this.options.closeText).html()}),"draggable"===e&&(s=o.is(":data(ui-draggable)"),s&&!i&&o.draggable("destroy"),!s&&i&&this._makeDraggable()),"position"===e&&this._position(),"resizable"===e&&(n=o.is(":data(ui-resizable)"),n&&!i&&o.resizable("destroy"),n&&"string"==typeof i&&o.resizable("option","handles",i),n||i===!1||this._makeResizable()),"title"===e&&this._title(this.uiDialogTitlebar.find(".ui-dialog-title")))},_size:function(){var t,e,i,s=this.options;this.element.show().css({width:"auto",minHeight:0,maxHeight:"none",height:0}),s.minWidth>s.width&&(s.width=s.minWidth),t=this.uiDialog.css({height:"auto",width:s.width}).outerHeight(),e=Math.max(0,s.minHeight-t),i="number"==typeof s.maxHeight?Math.max(0,s.maxHeight-t):"none","auto"===s.height?this.element.css({minHeight:e,maxHeight:i,height:"auto"}):this.element.height(Math.max(0,s.height-t)),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option","minHeight",this._minHeight())},_blockFrames:function(){this.iframeBlocks=this.document.find("iframe").map(function(){var e=t(this);return t("<div>").css({position:"absolute",width:e.outerWidth(),height:e.outerHeight()}).appendTo(e.parent()).offset(e.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_allowInteraction:function(e){return t(e.target).closest(".ui-dialog").length?!0:!!t(e.target).closest(".ui-datepicker").length},_createOverlay:function(){if(this.options.modal){var e=!0;this._delay(function(){e=!1}),this.document.data("ui-dialog-overlays")||this._on(this.document,{focusin:function(t){e||this._allowInteraction(t)||(t.preventDefault(),this._trackingInstances()[0]._focusTabbable())}}),this.overlay=t("<div>").appendTo(this._appendTo()),this._addClass(this.overlay,null,"ui-widget-overlay ui-front"),this._on(this.overlay,{mousedown:"_keepFocus"}),this.document.data("ui-dialog-overlays",(this.document.data("ui-dialog-overlays")||0)+1)}},_destroyOverlay:function(){if(this.options.modal&&this.overlay){var t=this.document.data("ui-dialog-overlays")-1;t?this.document.data("ui-dialog-overlays",t):(this._off(this.document,"focusin"),this.document.removeData("ui-dialog-overlays")),this.overlay.remove(),this.overlay=null}}}),t.uiBackCompat!==!1&&t.widget("ui.dialog",t.ui.dialog,{options:{dialogClass:""},_createWrapper:function(){this._super(),this.uiDialog.addClass(this.options.dialogClass)},_setOption:function(t,e){"dialogClass"===t&&this.uiDialog.removeClass(this.options.dialogClass).addClass(e),this._superApply(arguments)}}),t.ui.dialog,t.widget("ui.menu",{version:"1.12.1",defaultElement:"<ul>",delay:300,options:{icons:{submenu:"ui-icon-caret-1-e"},items:"> *",menus:"ul",position:{my:"left top",at:"right top"},role:"menu",blur:null,focus:null,select:null},_create:function(){this.activeMenu=this.element,this.mouseHandled=!1,this.element.uniqueId().attr({role:this.options.role,tabIndex:0}),this._addClass("ui-menu","ui-widget ui-widget-content"),this._on({"mousedown .ui-menu-item":function(t){t.preventDefault()},"click .ui-menu-item":function(e){var i=t(e.target),s=t(t.ui.safeActiveElement(this.document[0]));!this.mouseHandled&&i.not(".ui-state-disabled").length&&(this.select(e),e.isPropagationStopped()||(this.mouseHandled=!0),i.has(".ui-menu").length?this.expand(e):!this.element.is(":focus")&&s.closest(".ui-menu").length&&(this.element.trigger("focus",[!0]),this.active&&1===this.active.parents(".ui-menu").length&&clearTimeout(this.timer)))},"mouseenter .ui-menu-item":function(e){if(!this.previousFilter){var i=t(e.target).closest(".ui-menu-item"),s=t(e.currentTarget);i[0]===s[0]&&(this._removeClass(s.siblings().children(".ui-state-active"),null,"ui-state-active"),this.focus(e,s))}},mouseleave:"collapseAll","mouseleave .ui-menu":"collapseAll",focus:function(t,e){var i=this.active||this.element.find(this.options.items).eq(0);e||this.focus(t,i)},blur:function(e){this._delay(function(){var i=!t.contains(this.element[0],t.ui.safeActiveElement(this.document[0]));i&&this.collapseAll(e)})},keydown:"_keydown"}),this.refresh(),this._on(this.document,{click:function(t){this._closeOnDocumentClick(t)&&this.collapseAll(t),this.mouseHandled=!1}})},_destroy:function(){var e=this.element.find(".ui-menu-item").removeAttr("role aria-disabled"),i=e.children(".ui-menu-item-wrapper").removeUniqueId().removeAttr("tabIndex role aria-haspopup");this.element.removeAttr("aria-activedescendant").find(".ui-menu").addBack().removeAttr("role aria-labelledby aria-expanded aria-hidden aria-disabled tabIndex").removeUniqueId().show(),i.children().each(function(){var e=t(this);e.data("ui-menu-submenu-caret")&&e.remove()})},_keydown:function(e){var i,s,n,o,a=!0;switch(e.keyCode){case t.ui.keyCode.PAGE_UP:this.previousPage(e);break;case t.ui.keyCode.PAGE_DOWN:this.nextPage(e);break;case t.ui.keyCode.HOME:this._move("first","first",e);break;case t.ui.keyCode.END:this._move("last","last",e);break;case t.ui.keyCode.UP:this.previous(e);break;case t.ui.keyCode.DOWN:this.next(e);break;case t.ui.keyCode.LEFT:this.collapse(e);break;case t.ui.keyCode.RIGHT:this.active&&!this.active.is(".ui-state-disabled")&&this.expand(e);break;case t.ui.keyCode.ENTER:case t.ui.keyCode.SPACE:this._activate(e);break;case t.ui.keyCode.ESCAPE:this.collapse(e);break;default:a=!1,s=this.previousFilter||"",o=!1,n=e.keyCode>=96&&105>=e.keyCode?""+(e.keyCode-96):String.fromCharCode(e.keyCode),clearTimeout(this.filterTimer),n===s?o=!0:n=s+n,i=this._filterMenuItems(n),i=o&&-1!==i.index(this.active.next())?this.active.nextAll(".ui-menu-item"):i,i.length||(n=String.fromCharCode(e.keyCode),i=this._filterMenuItems(n)),i.length?(this.focus(e,i),this.previousFilter=n,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter}a&&e.preventDefault()},_activate:function(t){this.active&&!this.active.is(".ui-state-disabled")&&(this.active.children("[aria-haspopup='true']").length?this.expand(t):this.select(t))},refresh:function(){var e,i,s,n,o,a=this,r=this.options.icons.submenu,l=this.element.find(this.options.menus);this._toggleClass("ui-menu-icons",null,!!this.element.find(".ui-icon").length),s=l.filter(":not(.ui-menu)").hide().attr({role:this.options.role,"aria-hidden":"true","aria-expanded":"false"}).each(function(){var e=t(this),i=e.prev(),s=t("<span>").data("ui-menu-submenu-caret",!0);a._addClass(s,"ui-menu-icon","ui-icon "+r),i.attr("aria-haspopup","true").prepend(s),e.attr("aria-labelledby",i.attr("id"))}),this._addClass(s,"ui-menu","ui-widget ui-widget-content ui-front"),e=l.add(this.element),i=e.find(this.options.items),i.not(".ui-menu-item").each(function(){var e=t(this);a._isDivider(e)&&a._addClass(e,"ui-menu-divider","ui-widget-content")}),n=i.not(".ui-menu-item, .ui-menu-divider"),o=n.children().not(".ui-menu").uniqueId().attr({tabIndex:-1,role:this._itemRole()}),this._addClass(n,"ui-menu-item")._addClass(o,"ui-menu-item-wrapper"),i.filter(".ui-state-disabled").attr("aria-disabled","true"),this.active&&!t.contains(this.element[0],this.active[0])&&this.blur()},_itemRole:function(){return{menu:"menuitem",listbox:"option"}[this.options.role]},_setOption:function(t,e){if("icons"===t){var i=this.element.find(".ui-menu-icon");this._removeClass(i,null,this.options.icons.submenu)._addClass(i,null,e.submenu)}this._super(t,e)},_setOptionDisabled:function(t){this._super(t),this.element.attr("aria-disabled",t+""),this._toggleClass(null,"ui-state-disabled",!!t)},focus:function(t,e){var i,s,n;this.blur(t,t&&"focus"===t.type),this._scrollIntoView(e),this.active=e.first(),s=this.active.children(".ui-menu-item-wrapper"),this._addClass(s,null,"ui-state-active"),this.options.role&&this.element.attr("aria-activedescendant",s.attr("id")),n=this.active.parent().closest(".ui-menu-item").children(".ui-menu-item-wrapper"),this._addClass(n,null,"ui-state-active"),t&&"keydown"===t.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=e.children(".ui-menu"),i.length&&t&&/^mouse/.test(t.type)&&this._startOpening(i),this.activeMenu=e.parent(),this._trigger("focus",t,{item:e})},_scrollIntoView:function(e){var i,s,n,o,a,r;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],"borderTopWidth"))||0,s=parseFloat(t.css(this.activeMenu[0],"paddingTop"))||0,n=e.offset().top-this.activeMenu.offset().top-i-s,o=this.activeMenu.scrollTop(),a=this.activeMenu.height(),r=e.outerHeight(),0>n?this.activeMenu.scrollTop(o+n):n+r>a&&this.activeMenu.scrollTop(o+n-a+r))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this._removeClass(this.active.children(".ui-menu-item-wrapper"),null,"ui-state-active"),this._trigger("blur",t,{item:this.active}),this.active=null)},_startOpening:function(t){clearTimeout(this.timer),"true"===t.attr("aria-hidden")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(".ui-menu").not(e.parents(".ui-menu")).hide().attr("aria-hidden","true"),e.show().removeAttr("aria-hidden").attr("aria-expanded","true").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var s=i?this.element:t(e&&e.target).closest(this.element.find(".ui-menu"));s.length||(s=this.element),this._close(s),this.blur(e),this._removeClass(s.find(".ui-state-active"),null,"ui-state-active"),this.activeMenu=s},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(".ui-menu").hide().attr("aria-hidden","true").attr("aria-expanded","false")},_closeOnDocumentClick:function(e){return!t(e.target).closest(".ui-menu").length},_isDivider:function(t){return!/[^\-\u2014\u2013\s]/.test(t.text())},collapse:function(t){var e=this.active&&this.active.parent().closest(".ui-menu-item",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(".ui-menu ").find(this.options.items).first();e&&e.length&&(this._open(e.parent()),this._delay(function(){this.focus(t,e)}))},next:function(t){this._move("next","first",t)},previous:function(t){this._move("prev","last",t)},isFirstItem:function(){return this.active&&!this.active.prevAll(".ui-menu-item").length},isLastItem:function(){return this.active&&!this.active.nextAll(".ui-menu-item").length},_move:function(t,e,i){var s;this.active&&(s="first"===t||"last"===t?this.active["first"===t?"prevAll":"nextAll"](".ui-menu-item").eq(-1):this.active[t+"All"](".ui-menu-item").eq(0)),s&&s.length&&this.active||(s=this.activeMenu.find(this.options.items)[e]()),this.focus(i,s)},nextPage:function(e){var i,s,n;return this.active?(this.isLastItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.nextAll(".ui-menu-item").each(function(){return i=t(this),0>i.offset().top-s-n}),this.focus(e,i)):this.focus(e,this.activeMenu.find(this.options.items)[this.active?"last":"first"]())),void 0):(this.next(e),void 0)},previousPage:function(e){var i,s,n;return this.active?(this.isFirstItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.prevAll(".ui-menu-item").each(function(){return i=t(this),i.offset().top-s+n>0}),this.focus(e,i)):this.focus(e,this.activeMenu.find(this.options.items).first())),void 0):(this.next(e),void 0)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop("scrollHeight")},select:function(e){this.active=this.active||t(e.target).closest(".ui-menu-item");var i={item:this.active};this.active.has(".ui-menu").length||this.collapseAll(e,!0),this._trigger("select",e,i)},_filterMenuItems:function(e){var i=e.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&"),s=RegExp("^"+i,"i");return this.activeMenu.find(this.options.items).filter(".ui-menu-item").filter(function(){return s.test(t.trim(t(this).children(".ui-menu-item-wrapper").text()))})}}),t.widget("ui.slider",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"slide",options:{animate:!1,classes:{"ui-slider":"ui-corner-all","ui-slider-handle":"ui-corner-all","ui-slider-range":"ui-corner-all ui-widget-header"},distance:0,max:100,min:0,orientation:"horizontal",range:!1,step:1,value:0,values:null,change:null,slide:null,start:null,stop:null},numPages:5,_create:function(){this._keySliding=!1,this._mouseSliding=!1,this._animateOff=!0,this._handleIndex=null,this._detectOrientation(),this._mouseInit(),this._calculateNewMax(),this._addClass("ui-slider ui-slider-"+this.orientation,"ui-widget 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s={handle:this.handles[t],handleIndex:t,value:void 0!==e?e:this.value()};return this._hasMultipleValues()&&(s.value=void 0!==e?e:this.values(t),s.values=i||this.values()),s},_hasMultipleValues:function(){return this.options.values&&this.options.values.length},_start:function(t,e){return this._trigger("start",t,this._uiHash(e))},_slide:function(t,e,i){var s,n,o=this.value(),a=this.values();this._hasMultipleValues()&&(n=this.values(e?0:1),o=this.values(e),2===this.options.values.length&&this.options.range===!0&&(i=0===e?Math.min(n,i):Math.max(n,i)),a[e]=i),i!==o&&(s=this._trigger("slide",t,this._uiHash(e,i,a)),s!==!1&&(this._hasMultipleValues()?this.values(e,i):this.value(i)))},_stop:function(t,e){this._trigger("stop",t,this._uiHash(e))},_change:function(t,e){this._keySliding||this._mouseSliding||(this._lastChangedValue=e,this._trigger("change",t,this._uiHash(e)))},value:function(t){return arguments.length?(this.options.value=this._trimAlignValue(t),this._refreshValue(),this._change(null,0),void 0):this._value()},values:function(e,i){var s,n,o;if(arguments.length>1)return this.options.values[e]=this._trimAlignValue(i),this._refreshValue(),this._change(null,e),void 0;if(!arguments.length)return this._values();if(!t.isArray(arguments[0]))return this._hasMultipleValues()?this._values(e):this.value();for(s=this.options.values,n=arguments[0],o=0;s.length>o;o+=1)s[o]=this._trimAlignValue(n[o]),this._change(null,o);this._refreshValue()},_setOption:function(e,i){var s,n=0;switch("range"===e&&this.options.range===!0&&("min"===i?(this.options.value=this._values(0),this.options.values=null):"max"===i&&(this.options.value=this._values(this.options.values.length-1),this.options.values=null)),t.isArray(this.options.values)&&(n=this.options.values.length),this._super(e,i),e){case"orientation":this._detectOrientation(),this._removeClass("ui-slider-horizontal 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t*t*(3*t-2)},Bounce:function(t){for(var e,i=4;((e=Math.pow(2,--i))-1)/11>t;);return 1/Math.pow(4,3-i)-7.5625*Math.pow((3*e-2)/22-t,2)}}),t.each(e,function(e,i){t.easing["easeIn"+e]=i,t.easing["easeOut"+e]=function(t){return 1-i(1-t)},t.easing["easeInOut"+e]=function(t){return.5>t?i(2*t)/2:1-i(-2*t+2)/2}})}(),t.effects,t.effects.define("slide","show",function(e,i){var s,n,o=t(this),a={up:["bottom","top"],down:["top","bottom"],left:["right","left"],right:["left","right"]},r=e.mode,l=e.direction||"left",h="up"===l||"down"===l?"top":"left",c="up"===l||"left"===l,u=e.distance||o["top"===h?"outerHeight":"outerWidth"](!0),d={};t.effects.createPlaceholder(o),s=o.cssClip(),n=o.position()[h],d[h]=(c?-1:1)*u+n,d.clip=o.cssClip(),d.clip[a[l][1]]=d.clip[a[l][0]],"show"===r&&(o.cssClip(d.clip),o.css(h,d[h]),d.clip=s,d[h]=n),o.animate(d,{queue:!1,duration:e.duration,easing:e.easing,complete:i})})});/*
+ * jQuery.fullscreen v0.5.0
+ * https://github.com/private-face/jquery.fullscreen
+ *
+ * Copyright (c) 2012–2014 Vladimir Zhuravlev
+ * Released under the MIT license
+ * https://github.com/private-face/jquery.fullscreen/blob/master/LICENSE
+ *
+ * Date: 2014-12-20
+ **/
+;!function($) {
+function defined(a){return"undefined"!=typeof a}function extend(a,b,c){var d=function(){};d.prototype=b.prototype,a.prototype=new d,a.prototype.constructor=a,b.prototype.constructor=b,a._super=b.prototype,c&&$.extend(a.prototype,c)}function native(a,b){var c;"string"==typeof a&&(b=a,a=document);for(var d=0;d<SUBST.length;++d){b=b.replace(SUBST[d][0],SUBST[d][1]);for(var e=0;e<VENDOR_PREFIXES.length;++e)if(c=VENDOR_PREFIXES[e],c+=0===e?b:b.charAt(0).toUpperCase()+b.substr(1),defined(a[c]))return a[c]}return void 0}var SUBST=[["",""],["exit","cancel"],["screen","Screen"]],VENDOR_PREFIXES=["","o","ms","moz","webkit","webkitCurrent"],ua=navigator.userAgent,fsEnabled=native("fullscreenEnabled"),IS_ANDROID_CHROME=-1!==ua.indexOf("Android")&&-1!==ua.indexOf("Chrome"),IS_NATIVELY_SUPPORTED=!IS_ANDROID_CHROME&&defined(native("fullscreenElement"))&&(!defined(fsEnabled)||fsEnabled===!0),version=$.fn.jquery.split("."),JQ_LT_17=parseInt(version[0])<2&&parseInt(version[1])<7,FullScreenAbstract=function(){this.__options=null,this._fullScreenElement=null,this.__savedStyles={}};FullScreenAbstract.prototype={"native":native,_DEFAULT_OPTIONS:{styles:{boxSizing:"border-box",MozBoxSizing:"border-box",WebkitBoxSizing:"border-box"},toggleClass:null},__documentOverflow:"",__htmlOverflow:"",_preventDocumentScroll:function(){this.__documentOverflow=document.body.style.overflow,this.__htmlOverflow=document.documentElement.style.overflow,$(this._fullScreenElement).is("body, html")||$("body, html").css("overflow","hidden")},_allowDocumentScroll:function(){document.body.style.overflow=this.__documentOverflow,document.documentElement.style.overflow=this.__htmlOverflow},_fullScreenChange:function(){this.__options&&(this.isFullScreen()?(this._preventDocumentScroll(),this._triggerEvents()):(this._allowDocumentScroll(),this._revertStyles(),this._triggerEvents(),this._fullScreenElement=null))},_fullScreenError:function(a){this.__options&&(this._revertStyles(),this._fullScreenElement=null,a&&$(document).trigger("fscreenerror",[a]))},_triggerEvents:function(){$(this._fullScreenElement).trigger(this.isFullScreen()?"fscreenopen":"fscreenclose"),$(document).trigger("fscreenchange",[this.isFullScreen(),this._fullScreenElement])},_saveAndApplyStyles:function(){var a=$(this._fullScreenElement);this.__savedStyles={};for(var b in this.__options.styles)this.__savedStyles[b]=this._fullScreenElement.style[b],this._fullScreenElement.style[b]=this.__options.styles[b];a.is("body")&&(document.documentElement.style.overflow=this.__options.styles.overflow),this.__options.toggleClass&&a.addClass(this.__options.toggleClass)},_revertStyles:function(){var a=$(this._fullScreenElement);for(var b in this.__options.styles)this._fullScreenElement.style[b]=this.__savedStyles[b];a.is("body")&&(document.documentElement.style.overflow=this.__savedStyles.overflow),this.__options.toggleClass&&a.removeClass(this.__options.toggleClass)},open:function(a,b){a!==this._fullScreenElement&&(this.isFullScreen()&&this.exit(),this._fullScreenElement=a,this.__options=$.extend(!0,{},this._DEFAULT_OPTIONS,b),this._saveAndApplyStyles())},exit:null,isFullScreen:null,isNativelySupported:function(){return IS_NATIVELY_SUPPORTED}};var FullScreenNative=function(){FullScreenNative._super.constructor.apply(this,arguments),this.exit=$.proxy(native("exitFullscreen"),document),this._DEFAULT_OPTIONS=$.extend(!0,{},this._DEFAULT_OPTIONS,{styles:{width:"100%",height:"100%"}}),$(document).bind(this._prefixedString("fullscreenchange")+" MSFullscreenChange",$.proxy(this._fullScreenChange,this)).bind(this._prefixedString("fullscreenerror")+" MSFullscreenError",$.proxy(this._fullScreenError,this))};extend(FullScreenNative,FullScreenAbstract,{VENDOR_PREFIXES:["","o","moz","webkit"],_prefixedString:function(a){return $.map(this.VENDOR_PREFIXES,function(b){return b+a}).join(" ")},open:function(a){FullScreenNative._super.open.apply(this,arguments);var b=native(a,"requestFullscreen");b.call(a)},exit:$.noop,isFullScreen:function(){return null!==native("fullscreenElement")},element:function(){return native("fullscreenElement")}});var FullScreenFallback=function(){FullScreenFallback._super.constructor.apply(this,arguments),this._DEFAULT_OPTIONS=$.extend({},this._DEFAULT_OPTIONS,{styles:{position:"absolute",zIndex:"2147483647",left:0,top:0,bottom:0,right:0}}),this.__delegateKeydownHandler()};extend(FullScreenFallback,FullScreenAbstract,{__isFullScreen:!1,__delegateKeydownHandler:function(){var a=$(document);a.delegate("*","keydown.fullscreen",$.proxy(this.__keydownHandler,this));var b=JQ_LT_17?a.data("events"):$._data(document).events,c=b.keydown;JQ_LT_17?b.live.unshift(b.live.pop()):c.splice(0,0,c.splice(c.delegateCount-1,1)[0])},__keydownHandler:function(a){return this.isFullScreen()&&27===a.which?(this.exit(),!1):!0},_revertStyles:function(){FullScreenFallback._super._revertStyles.apply(this,arguments),this._fullScreenElement.offsetHeight},open:function(){FullScreenFallback._super.open.apply(this,arguments),this.__isFullScreen=!0,this._fullScreenChange()},exit:function(){this.__isFullScreen&&(this.__isFullScreen=!1,this._fullScreenChange())},isFullScreen:function(){return this.__isFullScreen},element:function(){return this.__isFullScreen?this._fullScreenElement:null}}),$.fullscreen=IS_NATIVELY_SUPPORTED?new FullScreenNative:new FullScreenFallback,$.fn.fullscreen=function(a){var b=this[0];return a=$.extend({toggleClass:null,overflow:"hidden"},a),a.styles={overflow:a.overflow},delete a.overflow,b&&$.fullscreen.open(b,a),this};
+}(jQuery);/** vim: et:ts=4:sw=4:sts=4
+ * @license RequireJS 2.3.2 Copyright jQuery Foundation and other contributors.
+ * Released under MIT license, https://github.com/requirejs/requirejs/blob/master/LICENSE
+ */
+var requirejs,require,define;!function(global,setTimeout){var req,s,head,baseElement,dataMain,src,interactiveScript,currentlyAddingScript,mainScript,subPath,version="2.3.2",commentRegExp=/\/\*[\s\S]*?\*\/|([^:"'=]|^)\/\/.*$/gm,cjsRequireRegExp=/[^.]\s*require\s*\(\s*["']([^'"\s]+)["']\s*\)/g,jsSuffixRegExp=/\.js$/,currDirRegExp=/^\.\//,op=Object.prototype,ostring=op.toString,hasOwn=op.hasOwnProperty,isBrowser=!("undefined"==typeof window||"undefined"==typeof navigator||!window.document),isWebWorker=!isBrowser&&"undefined"!=typeof importScripts,readyRegExp=isBrowser&&"PLAYSTATION 3"===navigator.platform?/^complete$/:/^(complete|loaded)$/,defContextName="_",isOpera="undefined"!=typeof opera&&"[object Opera]"===opera.toString(),contexts={},cfg={},globalDefQueue=[],useInteractive=!1;function commentReplace(e,t){return t||""}function isFunction(e){return"[object Function]"===ostring.call(e)}function isArray(e){return"[object Array]"===ostring.call(e)}function each(e,t){var 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executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUICompTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_1){"use strict";var eDwUICompTreeHTMLGenerator=function(_super){__extends(eDwUICompTreeHTMLGenerator,_super);function eDwUICompTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUICompTreeHTMLGenerator.prototype.generateHTMLForTree=function(iConfigNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var childNodes=this.forNodeGetChildren(iConfigNode);if(childNodes.length>0){var childNode=childNodes[0];var classes=this.forNodeHasChildren(childNode)?" edrawings-tree-expanded ":"";var offset=this.computeOffset(iLeftPaddingInPX);generatedHTML+=_super.prototype.generateHTMLForNode.call(this,childNode,offset,classes,iIncludeAllDescendents);generatedHTML+=_super.prototype.generateHTMLForChildNodes.call(this,childNode,false,offset)}return generatedHTML};return eDwUICompTreeHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUICompTreeHTMLGenerator}));define("eDwUIComponentTreePlugin",["require","exports","eDwUICompTreeHTMLGenerator","eDwSelObj","eDwUIUtils","eDwEvents","utils","eDwUIBasePlugin","eDwUIShortcutMenu"],(function(require,exports,eDwUICompTreeHTMLGenerator,eDwSelObj,eDwUIUtils,eDwEvents,utils,eDwUIBasePlugin_1,eDwUIShortcutMenu_1){"use strict";var eDwUIComponentTreePlugin=function(_super){__extends(eDwUIComponentTreePlugin,_super);function eDwUIComponentTreePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-component-tree"};_this=_super.call(this,"ComponentTree",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIComponentTreePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_compPanelID,HTML:"componentpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();eDwUIUtils.hide(this.PluginButtonID,!model.isAssembly());eDwUIUtils.setUIGenerator(c_compPanelID,new eDwUICompTreeHTMLGenerator(this.mViewer,c_compPanelID));this.sync(model.getActiveModelView());return[2]}}))}))};eDwUIComponentTreePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_compPanelID)}};eDwUIComponentTreePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;this.sync(this.mViewer.getModel().getActiveModelView());eDwUIUtils.addPanelModeEvents(c_compPanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,c_compPanelID);this.mUIHTMLEventMgr.addDelegatedEventHandler("#edrawings-component-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var selObjIDHC=eDwUIUtils.getIDHC(eDwUIUtils.getAsJQueryObj(iEvent.target));if(!utils.isNumber(selObjIDHC))return;_this.zoomToFit(_this.mViewer)}));this.mUIHTMLEventMgr.addEventHandler("#component-search-cancel","click",(function(iEvent){$("#edrawings-component-tree-menu "+".edrawings-menu-search-input").val("");eDwUIUtils.searchPanelList(_this.mViewer,eDwUIUtils.getAsJQueryObj(iEvent.target))}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-search-component-input","keyup",(function(iEvent){eDwUIUtils.searchPanelList(_this.mViewer,eDwUIUtils.getAsJQueryObj(iEvent.target))}));eDwUIUtils.addCloseEventHandler(c_compPanelID,this.mUIHTMLEventMgr);this.setAppEvents(true);return true};eDwUIComponentTreePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mUIHTMLEventMgr.removeEventHandlers(c_compPanelID,"click");this.setAppEvents(false);return true};eDwUIComponentTreePlugin.prototype.onInitFullUI=function(iViewer){this.sync(iViewer.getModel().getActiveModelView())};eDwUIComponentTreePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.sync(iNewModelView)};eDwUIComponentTreePlugin.prototype.onSelect=function(iViewer,iSelObjs){var selFunc=function(iViewer,iSelHierNode){eDwUIUtils.expandSelected(iViewer,iSelHierNode);eDwUIUtils.scrollToTreeNode(iSelHierNode,true)};this.processSelections(iViewer,iSelObjs,selFunc)};eDwUIComponentTreePlugin.prototype.onUnselect=function(iViewer,iSelObjs){var unSelFunc=function(iViewer,iSelHierNode){eDwUIUtils.scrollToTreeNode(iSelHierNode,false)};this.processSelections(iViewer,iSelObjs,unSelFunc)};eDwUIComponentTreePlugin.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIComponentTreePlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable);this.addAppObjEvent(eDwEvents.SelectEvent,"onSelect",iEnable);this.addAppObjEvent(eDwEvents.UnselectEvent,"onUnselect",iEnable);this.addAppObjEvent(eDwEvents.NodeAttribChangeEvent,"onNodeAttribChanged",iEnable)};eDwUIComponentTreePlugin.prototype.sync=function(iNewModelView){var listJQ=$(c_compPanelID+" .edrawings-submenu-list");listJQ.empty();var gen=eDwUIUtils.getUIGenerator(c_compPanelID);listJQ.append(gen.generateHTMLForTree(iNewModelView.Hierarchy));eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='item-tree-text']","edrawings-list-selected")};eDwUIComponentTreePlugin.prototype.zoomToFit=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()};eDwUIComponentTreePlugin.prototype.processSelections=function(iViewer,iSelObjsHC,iProcFunc){var model=iViewer.getModel();if(!model.isAssembly())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjsHC_1=iSelObjsHC;_i<iSelObjsHC_1.length;_i++){var selObjHC=iSelObjsHC_1[_i];var selObj=eDwSelObj.extendHCSelObj(selObjHC);var selHierNode=activeModelView.Nodes[selObj.getIDHC()];if(!selHierNode)continue;iProcFunc(iViewer,selHierNode)}};return eDwUIComponentTreePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_compPanelID="#edrawings-component-tree-menu";var c_eventIDSuffix=".edw.tree";return eDwUIComponentTreePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIConfigurationsPlugin",["require","exports","eDwUIModelViewHTMLGenerator","eDwUIUtils","eDwEvents","eDwUIBasePlugin"],(function(require,exports,eDwUIModelViewHTMLGenerator,eDwUIUtils,eDwEvents,eDwUIBasePlugin_1){"use strict";var eDwUIConfigurationsPlugin=function(_super){__extends(eDwUIConfigurationsPlugin,_super);function eDwUIConfigurationsPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-configurations"};_this=_super.call(this,"Configurations",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIConfigurationsPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_configPanelID,HTML:"configpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();eDwUIUtils.hide(this.PluginButtonID,model.isDrawing()||model.getModelViews().length===1&&model.getActiveModelView().Name==="#-^");eDwUIUtils.setUIGenerator(c_configPanelID,new eDwUIModelViewHTMLGenerator(this.mViewer,c_configPanelID));return[2]}}))}))};eDwUIConfigurationsPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_configPanelID)}};eDwUIConfigurationsPlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);this.setAppEvents(true)};eDwUIConfigurationsPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);this.setAppEvents(false)};eDwUIConfigurationsPlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_configPanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var switchModelView=function(iEvent){eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.target));eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-tree-text")};this.mUIHTMLEventMgr.addDelegatedEventHandler(c_configPanelID+" .edrawings-root","click",switchModelView);eDwUIUtils.addCloseEventHandler(c_configPanelID,this.mUIHTMLEventMgr);return true};eDwUIConfigurationsPlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mUIHTMLEventMgr.removeEventHandlers(c_configPanelID,"click");return true};eDwUIConfigurationsPlugin.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.populateModelViewPanel(this.mViewer,c_configPanelID,"config-tree-text")];case 1:_a.sent();this.updateModelViewLists(this.mViewer.getModel().getActiveModelView());return[2]}}))}))})()};eDwUIConfigurationsPlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.updateModelViewLists(iNewModelView)};eDwUIConfigurationsPlugin.prototype.updateModelViewLists=function(iModelView){var elements=$(c_configPanelID).find(".edrawings-submenu-list-item");elements.removeClass("edrawings-list-selected");if(iModelView){eDwUIUtils.updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected")}};eDwUIConfigurationsPlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable)};return eDwUIConfigurationsPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_configPanelID="#edrawings-configurations-menu";var c_eventIDSuffix=".edw.config";return eDwUIConfigurationsPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIExplodePlugin",["require","exports","eDwUIBasePlugin","eDwCommandMgr","eDwCompositeCmd","eDwExplodeCmd","eDwUIUtils","eDwEventMgr","eDwEvents","utils"],(function(require,exports,eDwUIBasePlugin_1,eDwCommandMgr,eDwCompositeCmd,eDwExplodeCmd,eDwUIUtils,eDwEventMgr,eDwEvents_1,utils){"use strict";var eDwUIExplodePlugin=function(_super){__extends(eDwUIExplodePlugin,_super);function eDwUIExplodePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-explode"};_this=_super.call(this,"Explode",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIExplodePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_explodePanelID,HTML:"explodepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();eDwUIUtils.hide(this.PluginButtonID,!this.mViewer.getModel().isAssembly());return[2]}}))}))};eDwUIExplodePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_explodePanelID)}};eDwUIExplodePlugin.prototype.destroy=function(){_super.prototype.destroy.call(this);$("#edrawings-button-explode").off("click.edw");var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.off("touchmove.edw");explodeHandle.off("touchstart.edw");explodeHandle.off("touchend.edw");delete this.mExplodeCmd;delete this.mCompositeExplodeCmd};eDwUIExplodePlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);this.setAppEvents(true)};eDwUIExplodePlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);this.setAppEvents(false)};eDwUIExplodePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_explodePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));this.mCompositeExplodeCmd=new eDwCompositeCmd(this.mViewer);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(this.mCompositeExplodeCmd);this.mCompositeExplodeCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.InitialState=this.mViewer.getExplosionLevel();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.undoSubCmds();this.mViewer.setExplosionLevel(ioCmd.InitialState);return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.redoSubCmds();this.mViewer.setExplosionLevel(ioCmd.FinalState);return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=this.mViewer.getExplosionLevel();return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){delete ioCmd.FinalState;delete ioCmd.InitialState;return[2]}))}))}});var viewer=this.mViewer;var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("option")}catch(iException){explodeSlider.slider({orientation:"vertical",range:"min",min:0,max:10,step:.1,value:viewer.getExplosionLevel(),slide:function(iEvent,iSliderParams){var val=iSliderParams.value;if(utils.isNumber(val))_this.mExplodeCmd.setLevel(val)},start:function(iEvent,iUI){_this.start(cmdMgr)},stop:function(iEvent,iUI){_this.stop(cmdMgr)}});$("#edrawings-explode-up").on("click.edw",(function(){_this.setLevel(cmdMgr,10)}));$("#edrawings-explode-down").on("click.edw",(function(){_this.setLevel(cmdMgr,0)}));var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.on("touchmove.edw",(function(iEvent){var touchEvent=iEvent.originalEvent;if(!(touchEvent instanceof TouchEvent))return;var xPos=touchEvent.touches[0].clientX;var total=explodeSlider.width();var val=10*(xPos-60)/total;val=val>1?1:val;val=val<0?0:val;explodeSlider.slider("value",val);_this.mExplodeCmd.setLevel(val)}));explodeHandle.on("touchstart.edw",(function(iEvent){_this.start(cmdMgr)}));explodeHandle.on("touchend.edw",(function(iEvent){_this.stop(cmdMgr)}))}return true};eDwUIExplodePlugin.prototype.onDeactivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().remove(this.mCompositeExplodeCmd,"commit")];case 1:_a.sent();delete this.mCompositeExplodeCmd;return[2]}}))}))})();return true};eDwUIExplodePlugin.prototype.onExplodeLevelChange=function(iViewer){var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("value",iViewer.getExplosionLevel())}catch(iException){}};eDwUIExplodePlugin.prototype.onResetScene=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.ExplodeLevelChangeEvent)];case 1:_a.sent();return[2]}}))}))})()};eDwUIExplodePlugin.prototype.start=function(ioCmdMgr){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mExplodeCmd=new eDwExplodeCmd(this.mViewer);return[4,ioCmdMgr.add(this.mExplodeCmd)];case 1:_a.sent();return[2]}}))}))})()};eDwUIExplodePlugin.prototype.stop=function(ioCmdMgr){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmdMgr.remove(this.mExplodeCmd,"commit")];case 1:_a.sent();delete this.mExplodeCmd;return[2]}}))}))})()};eDwUIExplodePlugin.prototype.setLevel=function(ioCmdMgr,iLevel){this.start(ioCmdMgr);this.mExplodeCmd.setLevel(iLevel);this.stop(ioCmdMgr)};eDwUIExplodePlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents_1.ResetSceneEvent,"onResetScene",iEnable);this.addAppObjEvent(eDwEvents_1.ExplodeLevelChangeEvent,"onExplodeLevelChange",iEnable)};return eDwUIExplodePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_explodePanelID="#edrawings-explode-menu";var c_eventIDSuffix=".edw.explode";return eDwUIExplodePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIModelViewTabHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_1){"use strict";var eDwUIModelViewTabHTMLGenerator=function(_super){__extends(eDwUIModelViewTabHTMLGenerator,_super);function eDwUIModelViewTabHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewTabHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_1,modelView,modelViewNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];modelViewNode=modelView.Hierarchy;generatedHTML+="<div class='edrawings-config-tab' "+"configname='"+modelView.Name+"'>"+"<span class='config-tab-text' "+this.forNodeGetDataAttributes(modelViewNode)+">"+modelView.Name+"</span></div>"}return[2,generatedHTML]}))}))};eDwUIModelViewTabHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUIModelViewTabHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIModelViewTabHTMLGenerator}));define("eDwUIModelViewTabsPlugin",["require","exports","eDwUIBasePlugin","eDwUIModelViewHTMLGenerator","eDwUIModelViewTabHTMLGenerator","eDwUIUtils","eDwEvents"],(function(require,exports,eDwUIBasePlugin_1,eDwUIModelViewHTMLGenerator,eDwUIModelViewTabHTMLGenerator,eDwUIUtils,eDwEvents){"use strict";var eDwUIModelViewTabsPlugin=function(_super){__extends(eDwUIModelViewTabsPlugin,_super);function eDwUIModelViewTabsPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-confignav"};_this=_super.call(this,"ModelViewTabs",iViewer,buttonInfo,iViewerFeatOpts)||this;return _this}eDwUIModelViewTabsPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_modelViewTabPanelID,HTML:"modelviewtabspanel.html"},{ID:c_modelViewTabNavPanelID,HTML:"configpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();if(!this.mViewer)return[2];eDwUIUtils.hide(c_modelViewTabPanelID,!this.shouldShowTabs());eDwUIUtils.hide(c_modelViewTabNavPanelID+".edrawings-menu-title",true);eDwUIUtils.setUIGenerator(c_modelViewTabNavPanelID,new eDwUIModelViewHTMLGenerator(this.mViewer,c_modelViewTabPanelID));eDwUIUtils.setUIGenerator(c_modelViewTabListID,new eDwUIModelViewTabHTMLGenerator(this.mViewer,c_modelViewTabListID));return[2]}}))}))};eDwUIModelViewTabsPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_modelViewTabNavPanelID)}};eDwUIModelViewTabsPlugin.prototype.addEventHandlers=function(){var _this=this;_super.prototype.addEventHandlers.call(this);this.mUIHTMLEventMgr.addEventHandler("window","resize",(function(iEvent){_this.adjustTabs()}));$(document).on("click.mvtedw",c_modelViewTabPanelID+" .edrawings-config-tab",(function(iEvent){var target=eDwUIUtils.getTarget($(iEvent.target));if(target.hasClass("active-modelview")){return}eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-tab-text")}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-config-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){var contentJQ=$("#edrawings-config-tab-list");if(contentJQ&&contentJQ.length>0){eDwUIUtils.executeScrolling(-l_determineIncrement(contentJQ),0,contentJQ,$("#edrawings-config-bar"))}}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-config-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){var contentJQ=$("#edrawings-config-tab-list");if(contentJQ&&contentJQ.length>0){eDwUIUtils.executeScrolling(l_determineIncrement(contentJQ,false),0,contentJQ,$("#edrawings-config-bar"))}}));eDwUIUtils.enableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-config-tab-list","#edrawings-config-bar");this.setAppEvents(true)};eDwUIModelViewTabsPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);$(document).off("click.mvtedw");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-config-tab-list");this.setAppEvents(false)};eDwUIModelViewTabsPlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_modelViewTabNavPanelID,c_eventIDSuffix);$(document).on("click.mvtedw",c_modelViewTabNavPanelID+" .edrawings-submenu-list-item",(function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-nav-text")}));return true};eDwUIModelViewTabsPlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);return true};eDwUIModelViewTabsPlugin.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var modelViewTabs,genericGen,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:modelViewTabs=$(c_modelViewTabListID);modelViewTabs.empty();genericGen=eDwUIUtils.getUIGenerator(c_modelViewTabListID);gen=genericGen;_b=(_a=modelViewTabs).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);return[4,eDwUIUtils.populateModelViewPanel(this.mViewer,c_modelViewTabNavPanelID,"config-nav-text")];case 2:_c.sent();this.setActiveModelView(iViewer.getModel().getActiveModelView());this.adjustTabs();return[2]}}))}))})()};eDwUIModelViewTabsPlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){$("[class~='edrawings-config-tab']").removeClass("active-modelview");var elements=$(c_modelViewTabNavPanelID).find(".edrawings-submenu-list-item");elements.removeClass("edrawings-list-selected");this.setActiveModelView(iViewer.getModel().getActiveModelView());l_adjustTabs()};eDwUIModelViewTabsPlugin.prototype.onDone=function(iViewer){$(c_modelViewTabListID).empty()};eDwUIModelViewTabsPlugin.prototype.adjustTabs=function(){eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu");if(this.shouldShowTabs()){var configTabBar=$(c_modelViewTabPanelID);var configTabList=$(c_modelViewTabListID);if(configTabList[0].scrollWidth-configTabBar.width()>1){configTabList.removeClass("edrawings-fullwidth").addClass("edrawings-compressed");configTabBar.addClass("edrawings-compressed-tab-list")}else{configTabList.removeClass("edrawings-compressed").addClass("edrawings-fullwidth");configTabBar.removeClass("edrawings-compressed-tab-list")}l_adjustTabs()}};eDwUIModelViewTabsPlugin.prototype.setActiveModelView=function(iNewModelView){eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-tab-text']","active-modelview");eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-nav-text']","edrawings-list-selected")};eDwUIModelViewTabsPlugin.prototype.shouldShowTabs=function(){return this.mViewer?this.mViewer.getModel().getModelViews().length>1:false};eDwUIModelViewTabsPlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.DoneEvent,"onDone",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable)};return eDwUIModelViewTabsPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_modelViewTabPanelID="#edrawings-config-bar";var c_modelViewTabNavPanelID="#edrawings-config-navigation";var c_modelViewTabListID="#edrawings-config-tab-list";var c_eventIDSuffix=".edw.config.navigation";function l_adjustTabs(){var bottomBarJQ=$("#edrawings-config-bar.bottom-bar");var configTablistJQ=bottomBarJQ.find("#edrawings-config-tab-list");if(configTablistJQ.hasClass("edrawings-compressed")){var leftButtonWrapperJQ=bottomBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=bottomBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(configTablistJQ[0].scrollLeft===0){leftButtonWrapperJQ.addClass("edrawings-disabled-button");bottomBarJQ.addClass("edrawings-removed-arrow-left")}else{leftButtonWrapperJQ.removeClass("edrawings-disabled-button");bottomBarJQ.removeClass("edrawings-removed-arrow-left")}if(configTablistJQ[0].scrollWidth-configTablistJQ[0].scrollLeft<=configTablistJQ.children(":last-child").width()){rightButtonWrapperJQ.addClass("edrawings-disabled-button");bottomBarJQ.addClass("edrawings-removed-arrow-right")}else{rightButtonWrapperJQ.removeClass("edrawings-disabled-button");bottomBarJQ.removeClass("edrawings-removed-arrow-right")}eDwUIUtils.scrollToTarget(configTablistJQ.find(".edrawings-config-tab.active-modelview"))}}function l_determineIncrement(iContentJQ,iUseFirstVisible){if(iUseFirstVisible===void 0){iUseFirstVisible=true}var children=iContentJQ.children();var result=children.length>0?children[0].offsetWidth:0;if(iUseFirstVisible){if(iContentJQ[0].scrollLeft>0){var sumOfWidth=0;for(var i=0;i<children.length;i++){sumOfWidth+=children[i].offsetWidth;if(sumOfWidth>=iContentJQ[0].scrollLeft){result=children[i].offsetWidth-(sumOfWidth-iContentJQ[0].scrollLeft);result+=i>0?children[i-1].offsetWidth:0;break}}}}else{var sumOfWidth=0;var contentScrollRight=iContentJQ[0].scrollLeft+iContentJQ.width();for(var i=0;i<children.length;i++){sumOfWidth+=children[i].offsetWidth;if(sumOfWidth>=contentScrollRight){result=sumOfWidth-contentScrollRight;result+=i+1<children.length?children[i+1].offsetWidth:0;break}}}return result}return eDwUIModelViewTabsPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();define("eDwCompXformMgr",["require","exports","eDwMoveOperator","eDwEventMgr","eDwCommandMgr","eDwCompositeCmd","eDwEvents","utils"],(function(require,exports,eDwMoveOperator,eDwEventMgr,eDwCommandMgr,eDwCompositeCmd,eDwEvents_1,Utils){"use strict";var eDwCompXformMgr=function(){function eDwCompXformMgr(iViewer){this.mViewer=iViewer;this.mMoveOp=new eDwMoveOperator(iViewer,iViewer.SelectionMgr);iViewer.OperatorMgr.registerCustomOperator(this.mMoveOp);var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents_1.ModelXformChangeStartEvent,this,c_eventCallbackName);this.mOrigModelXforms={};this.mChangedModelXforms={}}eDwCompXformMgr.prototype.unregister=function(){eDwEventMgr.get().removeEventHandlerObj(eDwEvents_1.ModelXformChangeStartEvent,this,c_eventCallbackName);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMoveOp.OperatorID)};eDwCompXformMgr.prototype.activateMoveOp=function(){var _this=this;if(!this.mMoveOp)return null;this.mCompositeMoveCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeMoveCmd);this.mCompositeMoveCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.InitialState=true;return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmd.undoSubCmds()];case 1:_a.sent();this.resetModelNodeXforms(ioCmd.InitialState);return[2,true]}}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmd.redoSubCmds()];case 1:_a.sent();this.resetModelNodeXforms(ioCmd.FinalState);return[2,true]}}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=false;return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=ioCmd.InitialState=undefined;return[2]}))}))}});var ret=this.mViewer.OperatorMgr.push(this.mMoveOp.OperatorID);return ret?this.mMoveOp:null};eDwCompXformMgr.prototype.deactivateMoveOp=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().remove(this.mCompositeMoveCmd,"commit")];case 1:_a.sent();this.mCompositeMoveCmd=null;return[2,this.mViewer.OperatorMgr.pop()]}}))}))};eDwCompXformMgr.prototype.getModelNodeXform=function(iID){return this.mOrigModelXforms?this.mOrigModelXforms[iID]:null};eDwCompXformMgr.prototype.resetModelNodeXforms=function(iRestoreOrigs){var _this=this;if(iRestoreOrigs===void 0){iRestoreOrigs=true}var modelHC=this.mViewer.getModel().getHCModel();var modelXforms=iRestoreOrigs?this.mOrigModelXforms:this.mChangedModelXforms;Utils.forAll((function(iCompNodeID,iCompXform){if(!_this.mChangedModelXforms[iCompNodeID]){_this.mChangedModelXforms[iCompNodeID]=modelHC.getNodeMatrix(iCompNodeID).copy()}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,modelHC.setNodeMatrix(iCompNodeID,iCompXform.copy())];case 1:_a.sent();return[2]}}))}))})()}),modelXforms)};eDwCompXformMgr.prototype.onModelXformChangeStart=function(iModelNodeID,iModelXform){if(!this.mOrigModelXforms)this.mOrigModelXforms={};if(!this.mOrigModelXforms[iModelNodeID]){this.mOrigModelXforms[iModelNodeID]=iModelXform}};return eDwCompXformMgr}();var c_eventCallbackName="onModelXformChangeStart";return eDwCompXformMgr}));define("eDwMoveComponentCmd",["require","exports","eDwSupportsHistoryCmd","utils"],(function(require,exports,eDwSupportsHistoryCmd,Utils){"use strict";var eDwMoveComponentCmd=function(_super){__extends(eDwMoveComponentCmd,_super);function eDwMoveComponentCmd(iViewer,iComponentData){var _this=_super.call(this,iViewer)||this;_this.mInitialComponentXforms=_this.assignModelXforms(iComponentData);return _this}eDwMoveComponentCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setModelXforms(this.mInitialComponentXforms);return[2,true]}}))}))};eDwMoveComponentCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setModelXforms(this.mFinalComponentXforms);return[2,true]}}))}))};eDwMoveComponentCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.setModelXforms(this.mFinalComponentXforms);return[2]}}))}))};Object.defineProperty(eDwMoveComponentCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwMoveComponentCmd.prototype.setFinalComponentXforms=function(iComponentData){this.mFinalComponentXforms=this.assignModelXforms(iComponentData)};eDwMoveComponentCmd.prototype.setModelXforms=function(iComponentXforms){if(!iComponentXforms)return;var modelHC=this.mViewer.getModel().getHCModel();for(var _i=0,iComponentXforms_1=iComponentXforms;_i<iComponentXforms_1.length;_i++){var compXform=iComponentXforms_1[_i];modelHC.setNodeMatrix(compXform.NodeID,compXform.Xform.copy())}};eDwMoveComponentCmd.prototype.assignModelXforms=function(iComponentData){var componentXforms=[];if(!iComponentData)return componentXforms;Utils.forAll((function(iCompNodeID,iCompData){componentXforms.push({NodeID:iCompNodeID,Xform:iCompData.Xform.copy()})}),iComponentData);return componentXforms};return eDwMoveComponentCmd}(eDwSupportsHistoryCmd);return eDwMoveComponentCmd}));define("eDwMoveOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwCommandMgr","eDwMoveComponentCmd","eDwTypes","eDwEvents","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwCommandMgr,eDwMoveComponentCmd,eDwTypes_1,eDwEvents_2,eDwGeomUtils,utils){"use strict";var eDwMoveOperator=function(_super){__extends(eDwMoveOperator,_super);function eDwMoveOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCompDataLocal=null;_this.mLastMousePt=null;_this.mSelectionEvent=null;_this.mMoveComponentCmd=null;return _this}eDwMoveOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.mSelMgr.unSelectAllObjects();return[2]}}))}))};eDwMoveOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.mSelMgr.unSelectAllObjects();this.mLastDragPt=null;return[2]}}))}))};eDwMoveOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var eventMgr,newlySelObj,selObjIDs;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(!ioMouseEvent)return[2];ioMouseEvent.setHandled(false);eventMgr=eDwEventMgr.get();if(!(this.ActiveMouseButton==="left"||this.ActiveMouseButton==="right"))return[3,3];if(this.mCompDataLocal){console.warn("Component transform already exists")}return[4,eDwBaseSelOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 2:newlySelObj=_a.sent();if(!newlySelObj||!ioMouseEvent.controlDown()){this.mSelMgr.unSelectAllObjects()}if(!newlySelObj)return[2];ioMouseEvent.setHandled(true);this.mSelMgr.append(newlySelObj);if(this.DragPt)console.warn("Still have last drag point");this.DragPt=this.mFirstPt;this.mLastDragPt=this.mFirstPt;this.mLastMousePt=ioMouseEvent.getPosition();this.mCompDataLocal={};selObjIDs=this.mSelMgr.getSelectableIDsHC();selObjIDs.forEach((function(iSelObjID){var model=_this.Viewer.getModel();var modelHC=model.getHCModel();var modelXform=modelHC.getNodeMatrix(iSelObjID);if(!_this.mCompDataLocal[iSelObjID]){_this.mCompDataLocal[iSelObjID]={Xform:null,Bbox:null}}_this.mCompDataLocal[iSelObjID].Xform=modelXform;(function(){return __awaiter(_this,void 0,void 0,(function(){var bboxHC,worldXformHC,invWorldXformHC,localBBoxHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_2.ModelXformChangeStartEvent,iSelObjID,modelXform.copy())];case 1:_a.sent();return[4,model.getBoundingBoxOfIDsHC([iSelObjID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];worldXformHC=modelHC.getNodeNetMatrix(iSelObjID);invWorldXformHC=eDwTypes_1.HC.Matrix.inverse(worldXformHC);localBBoxHC=bboxHC.copy();transformBox(invWorldXformHC,localBBoxHC);this.mCompDataLocal[iSelObjID].Bbox=localBBoxHC;return[2]}}))}))})()}));this.mMoveComponentCmd=new eDwMoveComponentCmd(this.Viewer,this.mCompDataLocal);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().add(this.mMoveComponentCmd)];case 1:_a.sent();return[2]}}))}))})();_a.label=3;case 3:return[2]}}))}))};eDwMoveOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var mousePt,dragVec,deltaPt;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();if(!ioMouseEvent)return[2];ioMouseEvent.setHandled(false);if(utils.isNaN(this.mSelMgr.getLastSelIDHC()))return[2];if(!this.CurrInputInfo)return[2];mousePt=ioMouseEvent.getPosition();switch(this.ActiveMouseButton){case"left":{dragVec=eDwTypes_1.HC.Point3.subtract(this.DragPt,this.mLastDragPt);ioMouseEvent.setHandled(this.dragFree(dragVec));break}case"right":{deltaPt=this.mLastMousePt.subtract(mousePt).scale(-1);ioMouseEvent.setHandled(this.dragOrbit(deltaPt));break}default:break}this.mLastDragPt=this.DragPt;this.mLastMousePt=mousePt;return[2]}}))}))};eDwMoveOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(!(ioMouseEvent&&this.mMoveComponentCmd))return[3,3];this.mMoveComponentCmd.setFinalComponentXforms(this.mCompDataLocal);return[4,eDwCommandMgr.get().remove(this.mMoveComponentCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:ioMouseEvent.setHandled(false);this.mCompDataLocal=null;this.mLastDragPt=null;this.mMoveComponentCmd=null;return[2]}}))}))};eDwMoveOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var selIDHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];ioTouchEvent.setHandled(false);if(this.mSelectionEvent){this.addTouch(ioTouchEvent);ioTouchEvent.setHandled(true);return[2]}return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.CurrInputInfo=null;selIDHC=this.mSelMgr.getLastSelIDHC();if(utils.isNumber(selIDHC)){this.mSelectionEvent={TouchEvent:ioTouchEvent,SelObjIDHC:selIDHC}}return[2]}}))}))};eDwMoveOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var lastTouchInfo,origTouchEvent,curDragPt,dragVec,deltaPt;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];lastTouchInfo=$.extend({},this.getTouchById(ioTouchEvent.getId()));return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent.getHandled())return[2];if(this.CurrTouches.length>2||!this.mSelectionEvent){ioTouchEvent.setHandled(false);return[2]}origTouchEvent=this.mSelectionEvent.TouchEvent;if(ioTouchEvent.getId()===origTouchEvent.getId()){curDragPt=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());dragVec=eDwTypes_1.HC.Point3.subtract(curDragPt,lastTouchInfo.DragPt);this.dragFree(dragVec)}else{deltaPt=eDwTypes_1.HC.Point2.subtract(ioTouchEvent.getPosition(),lastTouchInfo.Pos);this.dragOrbit(deltaPt)}ioTouchEvent.setHandled(true);return[2]}}))}))};eDwMoveOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());if(!(this.mSelectionEvent&&ioTouchEvent.getId()===this.mSelectionEvent.TouchEvent.getId()))return[3,2];return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();this.mSelectionEvent=null;_a.label=2;case 2:return[2]}}))}))};eDwMoveOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_1.HC.EventType.MouseDown||iEventType===eDwTypes_1.HC.EventType.TouchStart};eDwMoveOperator.prototype.dragFree=function(vec){if(!this.CurrInputInfo&&0===this.CurrTouches.length)return false;var modelHC=this.Viewer.getModel().getHCModel();var transMat=new eDwTypes_1.HC.Matrix;transMat.setTranslationComponent(vec.x,vec.y,vec.z);utils.forAll((function(iModelNodeID,ioNodeData){ioNodeData.Xform=eDwTypes_1.HC.Matrix.multiply(ioNodeData.Xform,transMat);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)}),this.mCompDataLocal);return true};eDwMoveOperator.prototype.dragOrbit=function(deltaScrPt){if(!this.CurrInputInfo&&0===this.CurrTouches.length)return false;var view=this.Viewer.getHCView();var model=this.Viewer.getModel();var modelHC=model.getHCModel();var camera=view.getCamera();var projVec=eDwTypes_1.HC.Point3.subtract(camera.getTarget(),camera.getPosition()).normalize();var upVec=camera.getUp().copy().normalize();var dirVec=eDwTypes_1.HC.Point3.cross(upVec,projVec).normalize();utils.forAll((function(iModelNodeID,ioNodeData){if(!ioNodeData.Bbox)return;var xformedCenter=new eDwTypes_1.HC.Point3(0,0,0);ioNodeData.Xform.transform(ioNodeData.Bbox.center(),xformedCenter);var transMat=new eDwTypes_1.HC.Matrix;var revTransMat=new eDwTypes_1.HC.Matrix;revTransMat.setTranslationComponent(-xformedCenter.x,-xformedCenter.y,-xformedCenter.z);transMat.setTranslationComponent(xformedCenter.x,xformedCenter.y,xformedCenter.z);var upAxisRotMat=eDwTypes_1.HC.Matrix.createFromOffAxisRotation(upVec,deltaScrPt.x);var dirAxisRotMat=eDwTypes_1.HC.Matrix.createFromOffAxisRotation(dirVec,-deltaScrPt.y);var rotMatrix=eDwTypes_1.HC.Matrix.multiply(revTransMat,upAxisRotMat);rotMatrix=eDwTypes_1.HC.Matrix.multiply(rotMatrix,dirAxisRotMat);rotMatrix=eDwTypes_1.HC.Matrix.multiply(rotMatrix,transMat);ioNodeData.Xform=eDwTypes_1.HC.Matrix.multiply(ioNodeData.Xform,rotMatrix);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)}),this.mCompDataLocal);return true};return eDwMoveOperator}(eDwBaseSelOperator);function transformBox(iXform,ioBox){iXform.transform(ioBox.min,ioBox.min);iXform.transform(ioBox.max,ioBox.max)}return eDwMoveOperator}));define("eDwUIMoveComponentPlugin",["require","exports","eDwUIBasePlugin","eDwCompXformMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIBasePlugin_1,eDwCompXformMgr,eDwEvents_3,eDwUIUtils){"use strict";var eDwUIMoveComponentPlugin=function(_super){__extends(eDwUIMoveComponentPlugin,_super);function eDwUIMoveComponentPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-move"};_this=_super.call(this,"MoveComponent",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();_this.mCompXformMgr=new eDwCompXformMgr(iViewer);var model=iViewer.getModel();eDwUIUtils.hide(_this.PluginButtonID,!model.isAssembly());return _this}eDwUIMoveComponentPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.init.call(this)];case 1:_a.sent();return[2]}}))}))};eDwUIMoveComponentPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,null)}};eDwUIMoveComponentPlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);_super.prototype.addAppObjEvent.call(this,eDwEvents_3.ResetSceneEvent,"onResetScene",true)};eDwUIMoveComponentPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);_super.prototype.addAppObjEvent.call(this,eDwEvents_3.ResetSceneEvent,"onResetScene",false)};eDwUIMoveComponentPlugin.prototype.onActivate=function(iButtonJQ){if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;this.mCompXformMgr.activateMoveOp();$("#edrawings-canvas")[0].style.cursor="pointer";return true};eDwUIMoveComponentPlugin.prototype.onDeactivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mCompXformMgr.deactivateMoveOp()];case 1:_a.sent();return[2]}}))}))})();$("#edrawings-canvas")[0].style.cursor="default";return true};eDwUIMoveComponentPlugin.prototype.onResetScene=function(iDoReset){this.mCompXformMgr.resetModelNodeXforms(iDoReset)};return eDwUIMoveComponentPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIMoveComponentPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwMeasureEntities",["require","exports","eDwEventMgr","eDwSelObj","eDwTypes","eDwGeomUtils","utils","eDwMeasureEvents"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwTypes_1,eDwGeomUtils,utils,eDwMeasureEvents_1){"use strict";var eDwMeasureEntities=function(_super){__extends(eDwMeasureEntities,_super);function eDwMeasureEntities(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;l_Model=iViewer.getModel();_this.mSelObjs=[];_this.mSelMeasureEntColor=eDwTypes_1.HC.Color.green();_this.mAuxGeoSelected=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate.setImmediateDrawMode(true);_this.mPanelInfo=new MeasurePanelInfo(_this.mAuxGeoSelected);return _this}eDwMeasureEntities.prototype.addEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var success,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:success=true;this.mAuxGeoSelected.reset();subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(!(subEntityInfo.SubEntityTypeName==="Point"))return[3,2];return[4,this.addAllForEntity(iSelObj)];case 1:_a.sent();return[3,7];case 2:if(!(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable))return[3,4];return[4,this.addAllForEntity(iSelObj)];case 3:_a.sent();return[3,7];case 4:if(!(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable))return[3,6];return[4,this.addAllForEntity(iSelObj)];case 5:_a.sent();return[3,7];case 6:this.reset();success=false;_a.label=7;case 7:this.updatePanelResult();return[2,success]}}))}))};eDwMeasureEntities.prototype.addEntityImmediate=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var subEntityInfo,selObjsHC,drawLabels;return __generator(this,(function(_a){switch(_a.label){case 0:if(!(!iSelObj||!eDwMeasureEntities.PointToPoint&&utils.isNumber(this.isItemSelected(iSelObj))))return[3,2];return[4,this.resetImmediateResults()];case 1:_a.sent();return[2,false];case 2:subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);selObjsHC=this.mSelObjs.slice();drawLabels=true;if(subEntityInfo.SubEntityTypeName==="Point"){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else{drawLabels=false}return[4,this.setImmediateResults(selObjsHC,drawLabels)];case 3:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.resetImmediateResults=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setImmediateResults(this.mSelObjs.slice())];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.removeEntityAtIndex=function(idx){return __awaiter(this,void 0,void 0,(function(){var toRemove,updated;return __generator(this,(function(_a){switch(_a.label){case 0:if(idx<0||idx>=this.mSelObjs.length)return[2,null];this.dehighlightAllTemporaryEntity();toRemove=this.mSelObjs[idx];this.mSelObjs.splice(idx,1);if(!utils.isNumber(this.isItemSelected(toRemove))){this.deColorEntity(toRemove)}return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 1:updated=_a.sent();if(!(updated||this.mSelObjs.length===0))return[3,3];return[4,this.resetImmediateResults()];case 2:_a.sent();return[3,4];case 3:this.mAuxGeoImmediate.regeneratePicks(this.mSelObjs);_a.label=4;case 4:this.updatePanelResult();return[2,toRemove]}}))}))};eDwMeasureEntities.prototype.setSelectedEntityColor=function(iColor){this.mSelMeasureEntColor=iColor};eDwMeasureEntities.prototype.setMeasureUnit=function(iUserUnits){var _this=this;this.mViewer.getModel().setUserUnits(iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.resetImmediateResults()];case 1:_a.sent();return[2]}}))}))})();this.mAuxGeoSelected.syncUnits();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePointToPoint=function(iEnable){eDwMeasureEntities.PointToPoint=iEnable;this.reset();this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updateDelta=function(iEnable){eDwMeasureEntities.ShowDelta=iEnable;this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePanelResult=function(){var userUnits=this.mViewer.getModel().getUserUnits();this.mPanelInfo.updatePanelResult(this.mSelObjs,userUnits)};eDwMeasureEntities.prototype.reset=function(){this.deColorAll();this.mAuxGeoSelected.reset();this.mAuxGeoImmediate.reset();this.mSelObjs=[];this.updatePanelResult()};eDwMeasureEntities.prototype.draw=function(){this.mAuxGeoSelected.draw();this.mAuxGeoImmediate.draw()};eDwMeasureEntities.prototype.getClassName=function(){return"eDwMeasureEntities"};eDwMeasureEntities.prototype.isItemSelected=function(iSelObj){if(utils.isNumber(iSelObj.getIDHC())){for(var i=0;i<this.mSelObjs.length;++i){var selObj=this.mSelObjs[i];if(selObj.equals(iSelObj))return i}}return NaN};eDwMeasureEntities.prototype.onDragLabelStart=function(iLabel,iPos){if(utils.isInstanceOf(iLabel,LabelItem)){this.mCurLabel=iLabel;this.mCurLabel.onDragStart(iPos)}};eDwMeasureEntities.prototype.onDragLabelMove=function(iPos){if(this.mCurLabel){this.mCurLabel.onDragMove(iPos);this.mViewer.getHCMarkupManager().refreshMarkup()}};eDwMeasureEntities.prototype.onDragLabelEnd=function(iPos){if(this.mCurLabel)this.mCurLabel.onDragEnd(iPos);this.mCurLabel=null};eDwMeasureEntities.prototype.highlightTemporaryEntityAt=function(iIndex){var _this=this;this.highlightEntityAt(iIndex);this.mAuxGeoSelected.updateInfoLabel(iIndex);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementSelectionEvent,iIndex)];case 1:_a.sent();return[2]}}))}))})()};eDwMeasureEntities.prototype.dehighlightTemporaryEntityAt=function(iIndex){this.highlightEntityAt(iIndex,false);this.mAuxGeoSelected.updateInfoLabel(-1)};eDwMeasureEntities.prototype.dehighlightAllTemporaryEntity=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementDeselectAllEvent)];case 1:_a.sent();return[2]}}))}))})();var n=this.mSelObjs.length;for(var i=0;i<n;++i){this.dehighlightTemporaryEntityAt(i)}};eDwMeasureEntities.getMeasureSelObjID=function(iSelObj){var subEntInfo=eDwSelObj.getSubEntityInfo(iSelObj);return subEntInfo.IsSelectable?eDwSelObj.getSubEntityID(subEntInfo.SubEntity):NaN};eDwMeasureEntities.highlightEntity=function(iSelObj,iModel,iHighlight){if(iHighlight===void 0){iHighlight=true}var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return false;var highlightFunc=null;var modelHC=iModel.getHCModel();var nodeIDHC=iSelObj.getNodeId();if(iSelObj.getFaceEntity()){highlightFunc=modelHC.setNodeFaceHighlighted}else if(iSelObj.getLineEntity()){highlightFunc=modelHC.setNodeLineHighlighted}else if(iSelObj.getPointEntity()){highlightFunc=modelHC.setNodePointHighlighted}if(highlightFunc){highlightFunc.call(modelHC,nodeIDHC,entityID,iHighlight);return true}return false};eDwMeasureEntities.prototype.addObjs=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(eDwMeasureEntities.PointToPoint&&2===this.mSelObjs.length))return[3,2];return[4,this.removeEntityAtIndex(1)];case 1:_a.sent();_a.label=2;case 2:this.mSelObjs.push(iSelObj);return[2]}}))}))};eDwMeasureEntities.prototype.deColorAll=function(){for(var i=0;i<this.mSelObjs.length;++i){this.deColorEntity(this.mSelObjs[i])}};eDwMeasureEntities.prototype.deColorEntity=function(iSelObj){this.colorEntity(iSelObj,false)};eDwMeasureEntities.prototype.colorEntity=function(iSelObj,iChangeColor){if(iChangeColor===void 0){iChangeColor=true}var modelHC=this.mViewer.getModel().getHCModel();var nodeID=iSelObj.getNodeId();var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return;if(iSelObj.getFaceEntity()){if(iChangeColor){modelHC.setNodeFaceColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeFaceColor(nodeID,entityID)}if(iSelObj.getLineEntity()){if(iChangeColor){modelHC.setNodeLineColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeLineColor(nodeID,entityID)}};eDwMeasureEntities.prototype.setImmediateResults=function(iSelObjs,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateResult(iSelObjs,this.mAuxGeoImmediate,iDrawLabels)];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.updateResult=function(iSelObjs,ioAuxGeo,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){var modelHC,selPropsHC,_i,iSelObjs_1,selObj,subEntityInfo,subEntityID,prop,isValid,_a,_b,_c,n,result;return __generator(this,(function(_d){switch(_d.label){case 0:ioAuxGeo.reset();ioAuxGeo.setDrawLabel(iDrawLabels);if(iSelObjs.length){console.debugLog("Measure","Measure - Selected object properties:")}modelHC=this.mViewer.getModel().getHCModel();selPropsHC=[];_i=0,iSelObjs_1=iSelObjs;_d.label=1;case 1:if(!(_i<iSelObjs_1.length))return[3,7];selObj=iSelObjs_1[_i];subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);prop=null;if(!selObj.getLineEntity())return[3,3];return[4,modelHC.getEdgeProperty(selObj.getNodeId(),subEntityID)];case 2:prop=_d.sent();return[3,5];case 3:if(!selObj.getFaceEntity())return[3,5];return[4,modelHC.getFaceProperty(selObj.getNodeId(),subEntityID)];case 4:prop=_d.sent();_d.label=5;case 5:selPropsHC.push(prop);console.debugLog("Measure","Entity properties: "+JSON.stringify(prop));_d.label=6;case 6:_i++;return[3,1];case 7:_c=eDwMeasureEntities.PointToPoint||this.updateSingleVert(iSelObjs)||this.updateSingleEdge(iSelObjs)||this.updateSingleFace(selPropsHC,iSelObjs)||this.updateVertEdge(selPropsHC,iSelObjs,ioAuxGeo);if(_c)return[3,9];return[4,this.updateVertFace(selPropsHC,iSelObjs,ioAuxGeo)];case 8:_c=_d.sent();_d.label=9;case 9:_b=_c||this.updateVertVert(iSelObjs,ioAuxGeo);if(_b)return[3,11];return[4,this.updateEdgeFace(selPropsHC,iSelObjs,ioAuxGeo)];case 10:_b=_d.sent();_d.label=11;case 11:_a=_b;if(_a)return[3,13];return[4,this.updateFaceFace(selPropsHC,iSelObjs,ioAuxGeo)];case 12:_a=_d.sent();_d.label=13;case 13:isValid=_a||this.updateEdgeEdge(selPropsHC,iSelObjs,ioAuxGeo)||this.updateEdges(selPropsHC,iSelObjs,ioAuxGeo);ioAuxGeo.addPickInfo(selPropsHC,iSelObjs,iDrawLabels);n=iSelObjs.length;if(!isValid&&n>0){result=new MeasureResultString("Info","Invalid combination");ioAuxGeo.addMessage(result,iSelObjs[n-1].getPosition(),eDwTypes_1.HC.Color.red())}ioAuxGeo.updateResultLabels();return[2,isValid]}}))}))};eDwMeasureEntities.prototype.updateSingleVert=function(iSelObjs){if(1!==iSelObjs.length)return false;var vertObj=iSelObjs[0];return vertObj.getPointEntity()?true:false};eDwMeasureEntities.prototype.updateSingleEdge=function(iSelObjs){if(1!==iSelObjs.length)return false;var edgeObj=iSelObjs[0];if(edgeObj.getLineEntity())return true;return false};eDwMeasureEntities.prototype.updateSingleFace=function(iSelPropsHC,iSelObjs){if(1!==iSelObjs.length)return false;var faceObj=iSelObjs[0];var faceProp=iSelPropsHC[0];if(!faceObj.getFaceEntity()||!faceProp)return false;if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){return true}else if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){return true}return false};eDwMeasureEntities.prototype.updateVertVert=function(iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getPointEntity()&&iSelObjs[1].getPointEntity()){var vertObj0=iSelObjs[0];var vertObj1=iSelObjs[1];if(vertObj0.equals(vertObj1))return false;iAuxGeo.setByVertexVertex(vertObj0,vertObj1);return true}return false};eDwMeasureEntities.prototype.updateVertEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;var edgeProp=iSelPropsHC[0];var edgeObj=iSelObjs[0];var vertObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getPointEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];vertObj=iSelObjs[0]}if(!vertObj.getPointEntity())return false;if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByVertexLine(vertObj,edgeProp,edgeObj);return true}else if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByVertexCircle(vertObj,edgeProp,edgeObj);return true}return false};eDwMeasureEntities.prototype.updateVertFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var vertObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];vertObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getPointEntity()&&iSelObjs[0].getFaceEntity()){vertObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!vertObj.getPointEntity())return[2,false];if(!(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByVertexPlane(vertObj,faceProp,faceObj,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var edgeProp,edgeObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];edgeProp=iSelPropsHC[0];edgeObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getFaceEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,1];iAuxGeo.setByPlaneLine(faceProp,edgeProp,faceObj,edgeObj);return[2,true];case 1:if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,3];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 2:minDistInfo=_a.sent();iAuxGeo.setByCirclePlane(edgeProp,faceProp,edgeObj,faceObj,minDistInfo);return[2,true];case 3:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(!iSelObjs[0].getLineEntity()||!iSelObjs[1].getLineEntity()){return false}var edgeObj0=iSelObjs[0];var edgeProp0=iSelPropsHC[0];var edgeObj1=iSelObjs[1];var edgeProp1=iSelPropsHC[1];if(edgeObj0.equals(edgeObj1))return false;if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByLineLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleLine(edgeProp1,edgeProp0,edgeObj1,edgeObj0)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByCircleLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleCircle(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}this.updateEdges(iSelPropsHC,iSelObjs,iAuxGeo);return true};eDwMeasureEntities.prototype.updateFaceFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var faceObj0,faceProp0,faceObj1,faceProp1,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];if(!iSelObjs[0].getFaceEntity()||!iSelObjs[1].getFaceEntity()){return[2,false]}faceObj0=iSelObjs[0];faceProp0=iSelPropsHC[0];faceObj1=iSelObjs[1];faceProp1=iSelPropsHC[1];if(faceObj0.equals(faceObj1))return[2,false];if(!faceObj1.getFaceEntity()||!faceProp1)return[2,false];if(!(faceProp0 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByPlanePlane(faceProp1,faceProp0,faceObj1,faceObj0,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdges=function(iSelPropsHC,iSelObjs,ioAuxGeo){var n=iSelObjs.length;var len=0;var ids=[];for(var i=0;i<n;++i){var selPropHC=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj.getLineEntity()||!selPropHC){return false}var lineId=selObj.getLineEntity().getLineId();if(-1!==ids.indexOf(lineId)){return false}ids.push(lineId);if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.LineElement||selPropHC instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){len+=selPropHC.length}else if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){var circularArc=l_getCircularArc(selObj,selPropHC);len+=circularArc.Length}else{return false}}var pos=new eDwTypes_1.HC.Point3(0,0,0);if(n>1){var result=new MeasureResultDistance("Total Length",len);pos=iSelObjs[n-1].getPosition();ioAuxGeo.addOtherResult(result,pos);return true}return false};eDwMeasureEntities.prototype.highlightEntityAt=function(iIndex,iHighlight){if(iHighlight===void 0){iHighlight=true}var n=this.mSelObjs.length;if(iIndex<0||iIndex>=n)return;eDwMeasureEntities.highlightEntity(this.mSelObjs[iIndex],this.mViewer.getModel(),iHighlight)};eDwMeasureEntities.prototype.addAllForEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.addObjs(iSelObj)];case 1:_a.sent();return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 2:_a.sent();return[4,this.resetImmediateResults()];case 3:_a.sent();this.colorEntity(iSelObj);return[2,true]}}))}))};eDwMeasureEntities.PointToPoint=false;eDwMeasureEntities.ShowDelta=false;return eDwMeasureEntities}(eDwTypes_1.HC.Markup.MarkupItem);var LabelItem=function(_super){__extends(LabelItem,_super);function LabelItem(iViewer,iLabel){var _this=_super.call(this)||this;_this.mLabel=iLabel;return _this}LabelItem.prototype.setStringContent=function(){this.mLabel.setStringContent()};LabelItem.prototype.draw=function(){this.mLabel.drawLabel()};LabelItem.prototype.hit=function(iPos){var box=this.mLabel.getLabelBox();if(!box)return false;var xMin=box.Min.x;var xMax=box.Max.x;var yMin=box.Min.y;var yMax=box.Max.y;return iPos.x<=xMax&&iPos.x>=xMin&&iPos.y<=yMax&&iPos.y>=yMin};LabelItem.prototype.onDragStart=function(iPos){this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragMove=function(iPos){var delta=eDwTypes_1.HC.Point2.subtract(iPos,this.mDragPos);var endPos=this.mLabel.getLeaderEndPos();if(!eDwGeomUtils.isValidHCPoint(endPos)||!eDwGeomUtils.isValidHCPoint(delta))return true;endPos.add(delta);this.mLabel.setLeaderEndPos(endPos);this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragEnd=function(iPos){return true};return LabelItem}(eDwTypes_1.HC.Markup.MarkupItem);var MeasureResultItem=function(){function MeasureResultItem(iName){this.mName=iName}Object.defineProperty(MeasureResultItem.prototype,"Value",{get:function(){return":NOVALUE:"},enumerable:false,configurable:true});Object.defineProperty(MeasureResultItem.prototype,"Name",{get:function(){return this.mName},enumerable:false,configurable:true});return MeasureResultItem}();var MeasureResultString=function(_super){__extends(MeasureResultString,_super);function MeasureResultString(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue;return _this}Object.defineProperty(MeasureResultString.prototype,"Value",{get:function(){return this.mValue},enumerable:false,configurable:true});return MeasureResultString}(MeasureResultItem);var MeasureResultNumber=function(_super){__extends(MeasureResultNumber,_super);function MeasureResultNumber(iName,iValueKind){var _this=_super.call(this,iName)||this;_this.mValueKind=iValueKind;return _this}Object.defineProperty(MeasureResultNumber.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue,this.mValueKind)},enumerable:false,configurable:true});return MeasureResultNumber}(MeasureResultItem);var MeasureResultDistance=function(_super){__extends(MeasureResultDistance,_super);function MeasureResultDistance(iName,iValue){var _this=_super.call(this,iName,cLength)||this;_this.mValue=iValue;return _this}return MeasureResultDistance}(MeasureResultNumber);var MeasureResultArea=function(_super){__extends(MeasureResultArea,_super);function MeasureResultArea(iName,iValue){var _this=_super.call(this,iName,"Area")||this;_this.mValue=iValue;return _this}return MeasureResultArea}(MeasureResultNumber);var MeasureResultAngle=function(_super){__extends(MeasureResultAngle,_super);function MeasureResultAngle(iName,iValue){var _this=_super.call(this,iName,"Angle")||this;_this.mValue=iValue;return _this}return MeasureResultAngle}(MeasureResultNumber);var MeasureResultPoint3D=function(_super){__extends(MeasureResultPoint3D,_super);function MeasureResultPoint3D(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue.copy();return _this}Object.defineProperty(MeasureResultPoint3D.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue.x,"Length")+","+l_Model.getValueWithUnit(this.mValue.y,"Length")+","+l_Model.getValueWithUnit(this.mValue.z,"Length")},enumerable:false,configurable:true});return MeasureResultPoint3D}(MeasureResultItem);var MeasureLabelItem=function(){function MeasureLabelItem(iViewer,iResult,iColor){this.mViewer=iViewer;this.mResult=iResult;this.mColor=iColor;this.mNameTextBox=undefined;this.mValueTextBox=undefined;this.mNameBox=undefined;this.mValueBox=undefined}MeasureLabelItem.prototype.drawItem=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();if(this.mNameBox)renderer.drawRectangle(this.mNameBox);if(this.mValueBox)renderer.drawRectangle(this.mValueBox);if(this.mNameTextBox)renderer.drawTextBox(this.mNameTextBox);if(this.mValueTextBox)renderer.drawTextBox(this.mValueTextBox)};MeasureLabelItem.prototype.setPosition=function(ioPos,iNameWidth,iValueWidth){if(!this.mNameBox||!this.mValueBox||!this.mNameTextBox||!this.mValueTextBox){this.mNameBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mNameBox.setFillColor(this.mColor?this.mColor:cGreyColor);this.mValueBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mValueBox.setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mNameTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setStrokeWidth(0);this.mNameTextBox.getTextPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setFillOpacity(0);this.mNameTextBox.getTextPortion().setFontFamily("arial");this.mValueTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mValueTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mValueTextBox.getBoxPortion().setStrokeWidth(0);this.mValueTextBox.getTextPortion().setFillColor(cGreyColor);this.mValueTextBox.getBoxPortion().setFillOpacity(0);this.mValueTextBox.getTextPortion().setFontFamily("arial")}var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=renderer.measureTextBox(this.mNameTextBox);var valueSize=renderer.measureTextBox(this.mValueTextBox);var height=Math.max(nameSize.y,valueSize.y);this.mNameBox.setSize(new eDwTypes_1.HC.Point2(iNameWidth,height));this.mValueBox.setSize(new eDwTypes_1.HC.Point2(iValueWidth,height));var namePos=ioPos.copy();var valuePos=ioPos.copy();valuePos.x+=iNameWidth;this.mNameBox.setPosition(namePos);this.mNameTextBox.setPosition(namePos);this.mValueBox.setPosition(valuePos);this.mValueTextBox.setPosition(valuePos);ioPos.y+=height};MeasureLabelItem.prototype.getWidth=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=this.mNameTextBox?renderer.measureTextBox(this.mNameTextBox):{x:0,y:0};var valueSize=this.mValueTextBox?renderer.measureTextBox(this.mValueTextBox):{x:0,y:0};return{NameWidth:nameSize.x,ValueWidth:valueSize.x}};MeasureLabelItem.prototype.setStringContent=function(){if(this.mNameTextBox){this.mNameTextBox.setTextString(this.mResult.Name)}if(this.mValueTextBox){this.mValueTextBox.setTextString(this.mResult.Value)}};MeasureLabelItem.prototype.getText=function(){return this.mResult.Name+": "+this.mResult.Value};MeasureLabelItem.prototype.getBoundingBox=function(){if(!this.mNameBox||!this.mValueBox){return null}var size1=this.mValueBox.getSize();var posS=this.mNameBox.getPosition().copy();var pos1=this.mValueBox.getPosition();var posE=new eDwTypes_1.HC.Point2(pos1.x+size1.x,pos1.y+size1.y);var min=new eDwTypes_1.HC.Point2(Math.min(posS.x,posE.x),Math.min(posS.y,posE.y));var max=new eDwTypes_1.HC.Point2(Math.max(posS.x,posE.x),Math.max(posS.y,posE.y));return{Min:min,Max:max}};return MeasureLabelItem}();var MeasureBaseLine=function(){function MeasureBaseLine(iViewer,iPntWCHC0,iPntWCHC1,iLineColor){this.mViewer=iViewer;this.mColor=iLineColor||cGreyColor;this.setWCPts(iPntWCHC0,iPntWCHC1)}MeasureBaseLine.prototype.draw=function(){if(!this.isValid())return;if(this.mLine)this.updateLinePts();else this.createHCLine();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawLine(this.mLine)};MeasureBaseLine.prototype.getLineColorHC=function(){return this.mColor};MeasureBaseLine.prototype.getMiddleWCPtHC=function(){var middle=eDwTypes_1.HC.Point3.scale(eDwTypes_1.HC.Point3.add(this.mWCEndPtHC0,this.mWCEndPntHC1),.5);return middle};MeasureBaseLine.prototype.setLineColor=function(iColor){this.mColor=iColor;if(this.mLine)this.setColorOnHCLine(iColor);else this.createHCLine()};MeasureBaseLine.prototype.isValid=function(){return this.mWCEndPtHC0&&this.mWCEndPntHC1&&eDwGeomUtils.isValidHCPoint(this.mWCEndPtHC0)&&eDwGeomUtils.isValidHCPoint(this.mWCEndPntHC1)};MeasureBaseLine.prototype.createHCLine=function(){this.mLine=new eDwTypes_1.HC.Markup.Shape.Line;this.setColorOnHCLine(this.mColor);this.updateLinePts();return this};MeasureBaseLine.prototype.copyFrom=function(iSrcLine){if(iSrcLine.mLine){this.mLine.setStrokeWidth(iSrcLine.mLine.getStrokeWidth());this.mLine.setEndcapType(iSrcLine.mLine.getEndEndcapType());this.mLine.setStartEndcapSize(iSrcLine.mLine.getStartEndcapSize());this.mLine.setEndEndcapSize(iSrcLine.mLine.getEndEndcapSize());this.mLine.setStartEndcapColor(iSrcLine.mLine.getStartEndcapColor());this.mLine.setEndEndcapColor(iSrcLine.mLine.getEndEndcapColor())}this.setWCPts(iSrcLine.mWCEndPtHC0,iSrcLine.mWCEndPntHC1);this.mColor=iSrcLine.mColor};MeasureBaseLine.prototype.setWCPts=function(iWCStartPntHC,iWCEndPntHC){if(!iWCStartPntHC||!iWCEndPntHC||!eDwGeomUtils.isValidHCPoint(iWCStartPntHC)||!eDwGeomUtils.isValidHCPoint(iWCEndPntHC)){console.warn("One or more measure points are invalid");return}this.mWCEndPtHC0=iWCStartPntHC.copy();this.mWCEndPntHC1=iWCEndPntHC.copy()};MeasureBaseLine.prototype.updateLinePts=function(){var viewHC=this.mViewer.getHCView();this.mLine.setP1(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPtHC0)));this.mLine.setP2(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPntHC1)))};MeasureBaseLine.prototype.setColorOnHCLine=function(iColor){this.mLine.setStrokeColor(iColor);this.mLine.setEndEndcapColor(iColor);this.mLine.setStartEndcapColor(iColor)};return MeasureBaseLine}();var MeasureLine=function(_super){__extends(MeasureLine,_super);function MeasureLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLine.prototype.copy=function(){var copy=new MeasureLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setWidthAndEndCapsOnHCLine();return this};MeasureLine.prototype.setWidthAndEndCapsOnHCLine=function(){this.mLine.setStrokeWidth(3);this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.None)};return MeasureLine}(MeasureBaseLine);var MeasureLeaderLine=function(_super){__extends(MeasureLeaderLine,_super);function MeasureLeaderLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLeaderLine.prototype.copy=function(){var copy=new MeasureLeaderLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLeaderLine.prototype.getLeaderStartPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPtHC0)};MeasureLeaderLine.prototype.getLeaderEndPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPntHC1)};MeasureLeaderLine.prototype.setLeaderEndPos=function(iPos){this.setWCPts(this.mWCEndPtHC0,eDwGeomUtils.screenToWorld(iPos,this.mViewer.getHCView()))};MeasureLeaderLine.prototype.setLeaderEnd=function(iPoint){this.mWCEndPntHC1=iPoint.copy()};MeasureLeaderLine.prototype.getLeaderStart=function(){return this.mWCEndPtHC0};return MeasureLeaderLine}(MeasureBaseLine);var MeasureDistLine=function(_super){__extends(MeasureDistLine,_super);function MeasureDistLine(iViewer,iPntHC0,iSelObj0,iPntHC1,iSelObj1,iLineColor,iUseArrowEnds){if(iUseArrowEnds===void 0){iUseArrowEnds=true}var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;_this.mStartSelObj=iSelObj0;_this.mEndSelObj=iSelObj1;_this.mDistColor=iLineColor||cLineDistanceColor;_this.mUseArrowEnds=iUseArrowEnds;if(!_this.isValid())_this.createHCLine();return _this}MeasureDistLine.prototype.copy=function(){var copy=new MeasureDistLine(this.mViewer,this.mWCEndPtHC0,this.mStartSelObj,this.mWCEndPntHC1,this.mEndSelObj,this.getLineColorHC(),this.mUseArrowEnds);copy.copyFrom(this);return copy};MeasureDistLine.prototype.setSelObjEndPts=function(iWCStartPntHC,iStartSelObj,iWCEndPntHC,iEndSelObj){_super.prototype.setWCPts.call(this,iWCStartPntHC,iWCEndPntHC);this.mStartSelObj=iStartSelObj;this.mEndSelObj=iEndSelObj};MeasureDistLine.prototype.getDistance=function(){var localPt0HC=this.mStartSelObj.getAsLocalPoint(this.mWCEndPtHC0);var localPt1HC=this.mEndSelObj.getAsLocalPoint(this.mWCEndPntHC1);return eDwTypes_1.HC.Point3.subtract(localPt0HC,localPt1HC).length()};MeasureDistLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setHCLineAttributes();return this};MeasureDistLine.prototype.setHCLineAttributes=function(){this.mLine.setStrokeWidth(3);if(this.mUseArrowEnds){this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead)}this.mLine.setStartEndcapSize(5);this.mLine.setEndEndcapSize(5);this.mLine.setStartEndcapColor(this.mDistColor);this.mLine.setEndEndcapColor(this.mDistColor);this.mLine.setStrokeColor(this.mDistColor)};return MeasureDistLine}(MeasureBaseLine);var MeasureLabel=function(){function MeasureLabel(iViewer,iPnt3DHC,iDrawEnabled){if(iDrawEnabled===void 0){iDrawEnabled=true}this.mViewer=iViewer;this.mItems=[];this.mDrawEnabled=iDrawEnabled;this.createLeaderIfPointValid(iPnt3DHC,iPnt3DHC)}MeasureLabel.prototype.reset=function(){this.mItems=[]};MeasureLabel.prototype.drawLabel=function(){if(!this.isValid()||!this.mDrawEnabled)return;this.setLabelPosition(this.mLeader.getLeaderEndPos());var n=this.mItems.length;if(0===n)return;this.mLeader.draw();for(var i=0;i<n;++i){this.mItems[i].drawItem()}};MeasureLabel.prototype.addItem=function(iResult,iColor){if(iResult){var item=new MeasureLabelItem(this.mViewer,iResult,iColor);this.mItems.push(item)}return this};MeasureLabel.prototype.setStringContent=function(){var n=this.mItems.length;for(var i=0;i<n;++i){this.mItems[i].setStringContent()}};MeasureLabel.prototype.setLeader=function(iEnd0){var end1=eDwTypes_1.HC.Point3.add(iEnd0,new eDwTypes_1.HC.Point3(1,1,1));this.createLeaderIfPointValid(iEnd0,end1)};MeasureLabel.prototype.getLeaderStartPos=function(){return this.mLeader?this.mLeader.getLeaderStartPos():null};MeasureLabel.prototype.getLeaderEndPos=function(){return this.mLeader?this.mLeader.getLeaderEndPos():null};MeasureLabel.prototype.setLeaderEndPos=function(pos){if(!this.isValid())return;this.setLabelPosition(pos.copy());this.adjustToFitOnScreen();var labelBox=this.getLabelBox();if(!labelBox)return;var leaderPos=new eDwTypes_1.HC.Point2(labelBox.Min.x,labelBox.Min.y);this.mLeader.setLeaderEndPos(leaderPos)};MeasureLabel.prototype.setDefaultEndPos=function(){if(!this.isValid())return false;var start=this.getLeaderStartPos();var end=eDwTypes_1.HC.Point2.add(start,new eDwTypes_1.HC.Point2(30,30));this.setLeaderEndPos(end);return true};MeasureLabel.prototype.getText=function(){this.setStringContent();var n=this.mItems.length;var str=n?this.mItems[0].getText():"";for(var i=1;i<n;++i){str=str+"\n"+this.mItems[i].getText()}return str};MeasureLabel.prototype.getLabelBox=function(){var n=this.mItems.length;if(0===n)return null;var boxes=[];for(var i=0;i<n;++i){var box_1=this.mItems[i].getBoundingBox();if(box_1)boxes.push(box_1)}n=boxes.length;if(!n)return null;var box=boxes[0];var xMin=box.Min.x,xMax=box.Max.x;var yMin=box.Min.y,yMax=box.Max.y;for(var i=1;i<n;++i){var box_2=boxes[i];xMin=Math.min(box_2.Min.x,xMin);yMin=Math.min(box_2.Min.y,yMin);xMax=Math.max(box_2.Max.x,xMax);yMax=Math.max(box_2.Max.y,yMax)}var min=new eDwTypes_1.HC.Point2(xMin,yMin);var max=new eDwTypes_1.HC.Point2(xMax,yMax);return{Min:min,Max:max}};MeasureLabel.prototype.isValid=function(){return this.mLeader?true:false};MeasureLabel.prototype.setLabelPosition=function(iPos){var nameWidth=0,valueWidth=0;for(var _i=0,_a=this.mItems;_i<_a.length;_i++){var item=_a[_i];var itemWidth=item.getWidth();nameWidth=Math.max(nameWidth,itemWidth.NameWidth);valueWidth=Math.max(valueWidth,itemWidth.ValueWidth)}for(var _b=0,_c=this.mItems;_b<_c.length;_b++){var item=_c[_b];item.setPosition(iPos,nameWidth,valueWidth)}};MeasureLabel.prototype.adjustToFitOnScreen=function(){var viewHC=this.mViewer.getHCView();var canvasSize=viewHC.getCanvasSize();var bbox2D=this.getLabelBox();if(!bbox2D)return;var bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);function adjustPos(iDimension){var adjust=canvasSize[iDimension]-bboxSize[iDimension];adjust=adjust<0?bbox2D.Min[iDimension]:adjust;var newPos=bbox2D.Min.copy();newPos[iDimension]=adjust;return newPos}if(bbox2D.Max.x>canvasSize.x&&bboxSize.x<canvasSize.x){this.setLabelPosition(adjustPos("x"))}if(bbox2D.Max.y>canvasSize.y&&bboxSize.y<canvasSize.y){bbox2D=this.getLabelBox();if(!bbox2D)return;bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);this.setLabelPosition(adjustPos("y"))}};MeasureLabel.prototype.createLeaderIfPointValid=function(iPnt3D0HC,iPnt3D1HC){this.mLeader=null;if(!eDwGeomUtils.isValidHCPoint(iPnt3D0HC)||!eDwGeomUtils.isValidHCPoint(iPnt3D1HC))return;this.mLeader=new MeasureLeaderLine(this.mViewer,iPnt3D0HC,iPnt3D1HC)};Object.defineProperty(MeasureLabel.prototype,"DrawEnabled",{get:function(){return this.mDrawEnabled},enumerable:false,configurable:true});return MeasureLabel}();var MeasureAuxMessage=function(){function MeasureAuxMessage(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxMessage.prototype.reset=function(){this.mLabels=[]};MeasureAuxMessage.prototype.addResult=function(iResult,iStart,iColor){var label=new MeasureLabel(this.mViewer,iStart);label.addItem(iResult,iColor);this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfVertex=function(iVertSelObj){if(!iVertSelObj.getPointEntity())return;var pntHC=iVertSelObj.getPosition();var label=new MeasureLabel(this.mViewer,pntHC);label.addItem(new MeasureResultString(cEntity,cVertex));var coordHC=iVertSelObj.getLocalPoint()||pntHC;label.addItem(new MeasureResultPoint3D(cCoordinate,coordHC));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCurve=function(iLineOrOtherHC,iEdgeSelObj,iEntityValue){if(!iEdgeSelObj.getLineEntity())return;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,iEntityValue));label.addItem(new MeasureResultDistance(cLength,iLineOrOtherHC.length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCircle=function(iCircleOrigHC,iEdgeSelObj){if(!iEdgeSelObj.getLineEntity())return;var circularArc=l_getCircularArc(iEdgeSelObj,iCircleOrigHC);var entityLabel="Circle";var diameterOrRadiusLabel="Diameter";var diameterOrRadius=circularArc.Diameter;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,entityLabel));label.addItem(new MeasureResultPoint3D("Center",circularArc.OriginWCHC));label.addItem(new MeasureResultDistance(diameterOrRadiusLabel,diameterOrRadius));label.addItem(new MeasureResultArea("Area",circularArc.Area));label.addItem(new MeasureResultDistance("Perimeter",circularArc.Length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfPlane=function(iFaceOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iFaceOrigHC instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cPlane));this.mLabels.push(label)}};MeasureAuxMessage.prototype.addIfCylinder=function(iCylinderOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iCylinderOrigHC instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cCylinder));label.addItem(new MeasureResultDistance(cDiameter,2*iCylinderOrigHC.radius));this.mLabels.push(label)}};MeasureAuxMessage.prototype.getLabels=function(){return this.mLabels};MeasureAuxMessage.prototype.countLabels=function(){return this.mLabels.length};MeasureAuxMessage.prototype.getText=function(){var str="";for(var _i=0,_a=this.mLabels;_i<_a.length;_i++){var label=_a[_i];if(str.length)str+="\n\n";str+=label.getText()}return str};return MeasureAuxMessage}();var MeasureAuxDelta=function(){function MeasureAuxDelta(iViewer,iLineColor,iLineNormal){if(iLineNormal===void 0){iLineNormal=false}this.mViewer=iViewer;this.mLineColor=iLineColor;this.mLineNormal=iLineNormal;this.reset();this.mEndGlyph0=new eDwTypes_1.HC.Markup.Shape.Circle;this.mEndGlyph1=new eDwTypes_1.HC.Markup.Shape.Circle;this.setPointColor(cAuxDeltaPointFillColor);var widthEdge=3;var pointSize=7;this.mEndGlyph0.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph0.setStrokeWidth(widthEdge);this.mEndGlyph0.setRadius(pointSize);this.mEndGlyph1.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph1.setStrokeWidth(widthEdge);this.mEndGlyph1.setRadius(pointSize)}MeasureAuxDelta.prototype.reset=function(){this.mWCPntsHC=[];this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;delete this.mLineDist;delete this.mDelta;this.mSomeCoordsArcCenters=false};MeasureAuxDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureAuxDelta(this.mViewer);auxDeltaCopy.mLineColor=this.mLineColor;auxDeltaCopy.mLineNormal=this.mLineNormal;auxDeltaCopy.mSomeCoordsArcCenters=this.mSomeCoordsArcCenters;auxDeltaCopy.mEndGlyph0.setFillColor(this.mEndGlyph0.getFillColor());auxDeltaCopy.mEndGlyph1.setFillColor(this.mEndGlyph1.getFillColor());auxDeltaCopy.mWCPntsHC=utils.deepCopyArray(this.mWCPntsHC);auxDeltaCopy.mModelSpaceMinDist=this.mModelSpaceMinDist;auxDeltaCopy.mModelSpaceMaxDist=this.mModelSpaceMaxDist;auxDeltaCopy.mLineDist=this.mLineDist?this.mLineDist.copy():undefined;auxDeltaCopy.mDelta=this.mDelta?this.mDelta.copy():undefined;return auxDeltaCopy};MeasureAuxDelta.prototype.getWCDeltaEnds=function(){return this.mWCPntsHC};MeasureAuxDelta.prototype.setWCDeltaEnds=function(iWCPntsHC,iSelObjs){this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;this.mWCPntsHC=utils.deepCopyArray(iWCPntsHC);if(!iWCPntsHC[0].equalsWithTolerance(iWCPntsHC[1],cLengthTol)){var startWCPtHC=iWCPntsHC[0].copy();var endWCPtHC=iWCPntsHC[1].copy();if(this.mDelta){this.mDelta.set(startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}else{this.mDelta=MeasureDelta.create(this.mViewer,startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}if(this.mLineDist){this.mLineDist.setSelObjEndPts(startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1])}else{this.mLineDist=new MeasureDistLine(this.mViewer,startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1],this.mLineColor)}}};MeasureAuxDelta.prototype.draw=function(iImmediateDrawMode){if(this.hasDistance()&&this.mLineDist&&this.mWCPntsHC.length>1){this.mLineDist.draw();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){this.mDelta.draw(iImmediateDrawMode)}var viewHC=this.mViewer.getHCView();this.mEndGlyph0.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[0])));this.mEndGlyph1.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[1])));if(!iImmediateDrawMode){var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawCircle(this.mEndGlyph0);renderer.drawCircle(this.mEndGlyph1)}}};MeasureAuxDelta.prototype.getLabelData=function(){var labelData={};var labelName=this.mLineNormal?cNormalDistance:this.mSomeCoordsArcCenters?cCenterDistance:cDistance;labelData[cDistance]=new MeasureResultDistance(labelName,this.getDistance());var minResultDist=new MeasureResultDistance(cMinDistance,this.mModelSpaceMinDist);if(parseFloat(minResultDist.Value)>0){labelData[cMinDistance]=minResultDist}var maxResultDist=new MeasureResultDistance(cMaxDistance,this.mModelSpaceMaxDist);if(parseFloat(maxResultDist.Value)>0){labelData[cMaxDistance]=maxResultDist}if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){$.extend(labelData,this.mDelta.getLabelData())}return labelData};MeasureAuxDelta.prototype.getLabels=function(){var labels=[];if(this.getDistance()<cLengthTol)return labels;var labelData=this.getLabelData();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}if(this.mLineDist&&this.mLineDist.isValid()){var labelDist=new MeasureLabel(this.mViewer,this.mLineDist.getMiddleWCPtHC());if(labelDist.isValid()){labels.push(labelDist.addItem(labelData[cDistance]))}}return labels};MeasureAuxDelta.prototype.getText=function(){if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){return this.mDelta.getText()}return""};MeasureAuxDelta.prototype.getDelta=function(){return this.mWCPntsHC.length>1&&this.mLineDist?eDwTypes_1.HC.Point3.subtract(this.mWCPntsHC[0],this.mWCPntsHC[1]):eDwTypes_1.HC.Point3.zero()};MeasureAuxDelta.prototype.getDistance=function(){return this.mLineDist?this.mLineDist.getDistance():0};MeasureAuxDelta.prototype.setDistLineColor=function(iColor){this.mLineColor=iColor};MeasureAuxDelta.prototype.setPointColor=function(iColor){this.mEndGlyph0.setFillColor(iColor);this.mEndGlyph1.setFillColor(iColor)};MeasureAuxDelta.prototype.setMinDist=function(iDist){this.mModelSpaceMinDist=iDist};MeasureAuxDelta.prototype.setMaxDist=function(iDist){this.mModelSpaceMaxDist=iDist};Object.defineProperty(MeasureAuxDelta.prototype,"LineNormal",{get:function(){return this.mLineNormal},set:function(iEnable){this.mLineNormal=iEnable},enumerable:false,configurable:true});Object.defineProperty(MeasureAuxDelta.prototype,"SomeCoordsArcCenters",{get:function(){return this.mSomeCoordsArcCenters},set:function(iEnable){this.mSomeCoordsArcCenters=iEnable},enumerable:false,configurable:true});MeasureAuxDelta.prototype.hasDistance=function(){var deltaDist=this.getDistance();return deltaDist>cLengthTol?true:false};return MeasureAuxDelta}();var MeasureDelta=function(){function MeasureDelta(iViewer){this.mViewer=iViewer;this.reset()}MeasureDelta.prototype.set=function(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];this.mLineDeltaMap[cDeltaX].setSelObjEndPts(iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1);this.mLineDeltaMap[cDeltaY].setSelObjEndPts(deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1);this.mLineDeltaMap[cDeltaZ].setSelObjEndPts(deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1)};MeasureDelta.prototype.getLabels=function(){var labelData=this.getLabelData();var numNonZeroLabelData=0;var nonZeroLabelData={};for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var deltaKey=_a[_i];var dist=this.mLineDeltaMap[deltaKey].getDistance();if(dist>cLengthTol){nonZeroLabelData[deltaKey]=labelData[deltaKey];numNonZeroLabelData++}}if(numNonZeroLabelData===1)nonZeroLabelData={};var labels=[];for(var key in nonZeroLabelData){var lineDelta=this.mLineDeltaMap[key];var label=new MeasureLabel(this.mViewer,lineDelta.getMiddleWCPtHC());label.addItem(labelData[key],lineDelta.getLineColorHC());if(label.isValid())labels.push(label)}return labels};MeasureDelta.prototype.draw=function(iImmediateDrawMode){if(this.isDeltaEnabled()){for(var key in this.mLineDeltaMap){var deltaLine=this.mLineDeltaMap[key];if(deltaLine.getDistance()>cLengthTol)deltaLine.draw()}}};MeasureDelta.prototype.reset=function(){this.mLineDeltaMap={}};MeasureDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureDelta(this.mViewer);for(var key in this.mLineDeltaMap){auxDeltaCopy.mLineDeltaMap[key]=this.mLineDeltaMap[key].copy()}return auxDeltaCopy};MeasureDelta.prototype.getLabelData=function(){var labelData={};if(this.isDeltaEnabled()){for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var delta=_a[_i];labelData[delta]=new MeasureResultDistance(delta,this.mLineDeltaMap[delta].getDistance())}}return labelData};MeasureDelta.prototype.getText=function(){if(this.isDeltaEnabled()){var data=this.getLabelData();return"Delta : "+data[cDeltaX].Value+", "+data[cDeltaY].Value+", "+(""+data[cDeltaZ].Value)}return""};MeasureDelta.create=function(iViewer,iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var measureDelta=new MeasureDelta(iViewer);var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];measureDelta.mLineDeltaMap[cDeltaX]=new MeasureDistLine(iViewer,iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1,eDwTypes_1.HC.Color.red(),false);measureDelta.mLineDeltaMap[cDeltaY]=new MeasureDistLine(iViewer,deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1,new eDwTypes_1.HC.Color(0,128,0),false);measureDelta.mLineDeltaMap[cDeltaZ]=new MeasureDistLine(iViewer,deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1,eDwTypes_1.HC.Color.blue(),false);return measureDelta};MeasureDelta.prototype.isDeltaEnabled=function(){return eDwMeasureEntities.ShowDelta&&!!this.mLineDeltaMap[cDeltaX]};return MeasureDelta}();var MeasureAuxDistance=function(){function MeasureAuxDistance(iViewer){this.mViewer=iViewer;this.mDistLine=new MeasureAuxDelta(iViewer);this.mNDistLine=new MeasureAuxDelta(iViewer,cAuxDistanceNormalDistanceLineColor,true);this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]}MeasureAuxDistance.prototype.reset=function(){this.mDistLine.reset();this.mNDistLine.reset();this.mNDistLine.setDistLineColor(cAuxDistanceNormalDistanceLineColor);this.mNDistLine.LineNormal=true;this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]};MeasureAuxDistance.prototype.draw=function(iImmediateDrawMode){if(!this.getLabels().length)return;this.mDistLine.draw(iImmediateDrawMode);this.mNDistLine.draw(iImmediateDrawMode);for(var _i=0,_a=this.mNormalDistExtLines;_i<_a.length;_i++){var normalExtLine=_a[_i];normalExtLine.draw()}};MeasureAuxDistance.prototype.setByPointPoint=function(iWCPntHC0,iSelObj0,iWCPntHC1,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}this.reset();this.mDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iWCPntHC0,iWCPntHC0,iWCPntHC1,iWCPntHC1]);this.avoidDuplication()};MeasureAuxDistance.prototype.setByPointLine=function(iPntWCHC,iSelObj0,iEdgeHC,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}var pickPntWCHC=iSelObj1.getPosition();var endPntsWCHC=l_getLineEndPts(iSelObj1);var vecWCHC=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,endPntsWCHC.P1HC);if(vecWCHC.length()<1e-6)return;vecWCHC.normalize();var k=eDwTypes_1.HC.Point3.dot(eDwTypes_1.HC.Point3.subtract(iPntWCHC,pickPntWCHC),vecWCHC);var basePntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecWCHC0=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,basePntWCHC);var vecWCHC1=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P1HC,basePntWCHC);if(eDwTypes_1.HC.Point3.dot(vecWCHC0,vecWCHC1)<0){this.setByPointPoint(iPntWCHC,iSelObj0,basePntWCHC,iSelObj1,isSomeCoordsArcCenters)}else{this.reset();var pntWCHC=vecWCHC0.length()<vecWCHC1.length()?endPntsWCHC.P0HC.copy():endPntsWCHC.P1HC.copy();this.mDistLine.setWCDeltaEnds([iPntWCHC,pntWCHC],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,basePntWCHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pntWCHC,basePntWCHC]);this.avoidDuplication()}};MeasureAuxDistance.prototype.setByPointPlane=function(iPntWCHC,iSelObj0,iFaceHC,iSelObj1,iMinDistInfo,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}if(!iMinDistInfo)return false;this.reset();var pickWCPntHC=iSelObj1.getPosition();var normWCHC=iFaceHC.normal;normWCHC.normalize();var vecWCHC=eDwTypes_1.HC.Point3.subtract(pickWCPntHC,iPntWCHC);var k=eDwTypes_1.HC.Point3.dot(vecWCHC,normWCHC);var baseWCPntHC=eDwTypes_1.HC.Point3.add(iPntWCHC,eDwTypes_1.HC.Point3.scale(normWCHC,k));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,baseWCPntHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pickWCPntHC,baseWCPntHC]);this.avoidDuplication();return true};MeasureAuxDistance.prototype.setByCircleCircle=function(iCircleHC0,iSelObj0,iCircleHC1,iSelObj1){this.setByPointPoint(iCircleHC0.origin,iSelObj0,iCircleHC1.origin,iSelObj1,true);this.setMinMaxForCircles(iCircleHC0,iCircleHC1)};MeasureAuxDistance.prototype.setByCircleLine=function(iCircleHC,iSelObj0,iLineHC,iSelObj1){this.setByPointLine(iCircleHC.origin,iSelObj0,iLineHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByCirclePlane=function(iCircleHC,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo){return this.setByPointPlane(iCircleHC.origin,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo,true)};MeasureAuxDistance.prototype.setByCirclePoint=function(iCircleHC,iSelObj0,iPointHC,iSelObj1){this.setByPointPoint(iCircleHC.origin,iSelObj0,iPointHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByPlanePlane=function(iFaceHC0,iFaceHC1,iSelObj0,iSelObj1,iMinDistInfo){if(!iMinDistInfo)return false;this.reset();var pickWCPntHC0=iSelObj0.getPosition().copy();var normWCHC0=iFaceHC0.normal;normWCHC0.normalize();var pickWCPntHC1=iSelObj1.getPosition().copy();var normWCHC1=iFaceHC1.normal;normWCHC1.normalize();var angle=iSelObj0.findAngle(iSelObj1);if(0!==angle&&180!==angle){var vecWCHC=eDwTypes_1.HC.Point3.cross(normWCHC0,normWCHC1);var wVecWCHC=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC0);var k0=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(wVecWCHC,normWCHC1);var origWCPntHC0=eDwTypes_1.HC.Point3.add(pickWCPntHC0,wVecWCHC.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC1);var k1=(eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC0)-eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC0))/eDwTypes_1.HC.Point3.dot(wVecHC1,normWCHC0);var origWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC1,wVecHC1.scale(k1));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mNDistLine.setWCDeltaEnds([origWCPntHC0,origWCPntHC0],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([origWCPntHC0,origWCPntHC0,origWCPntHC1,origWCPntHC1]);this.avoidDuplication()}else{var distWCPntHC1=eDwTypes_1.HC.Point3.zero();if(0!==eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1)){var k=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1);distWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC0,eDwTypes_1.HC.Point3.scale(normWCHC0,k))}this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);var distWCPntHC0=pickWCPntHC0.copy();this.mNDistLine.setWCDeltaEnds([distWCPntHC0,distWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([distWCPntHC0,pickWCPntHC0,distWCPntHC1,pickWCPntHC1]);this.avoidDuplication()}return true};MeasureAuxDistance.prototype.setByLinePlane=function(iEdgeHC,iFaceHC,iSelEdgeObj,iSelFaceObj){return __awaiter(this,void 0,void 0,(function(){var pickPntWCHC0,pickPntWCHC1,vecNormWCHC,minDistInfo,distLinePtsWCHC,distLineSelObjs,normDistLinePtsWCHC,normDistLineSelObjs,extendedLinePtsWCHC,angle,plnWCHC,pntOnPlnWCHC,pickVecWCHC,k,scalePickPntWCHC;return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();pickPntWCHC0=iSelEdgeObj.getPosition();pickPntWCHC1=iSelFaceObj.getPosition();vecNormWCHC=iFaceHC.normal;vecNormWCHC.normalize();return[4,eDwSelObj.getMinDistInfo([iEdgeHC,iFaceHC],[iSelEdgeObj,iSelFaceObj],this.mViewer.getModel())];case 1:minDistInfo=_a.sent();distLinePtsWCHC=minDistInfo?[minDistInfo.pos1,minDistInfo.pos2]:[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelFaceObj];normDistLinePtsWCHC=[];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[];angle=iSelEdgeObj.findAngle(iSelFaceObj);if(90===angle||270===angle){plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(pickPntWCHC1,vecNormWCHC);pntOnPlnWCHC=eDwGeomUtils.dropPointOnPlane(pickPntWCHC0,plnWCHC);normDistLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];if(eDwTypes_1.HC.Point3.distance(pntOnPlnWCHC,pickPntWCHC0)){normDistLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0]}extendedLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0,pickPntWCHC1,pickPntWCHC1]}else{pickVecWCHC=eDwTypes_1.HC.Point3.subtract(pickPntWCHC1,pickPntWCHC0);k=eDwTypes_1.HC.Point3.scale(vecNormWCHC,eDwTypes_1.HC.Point3.dot(vecNormWCHC,pickVecWCHC));scalePickPntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC0,k);distLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelEdgeObj];normDistLinePtsWCHC=[pickPntWCHC0,scalePickPntWCHC];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0,scalePickPntWCHC,pickPntWCHC1]}this.mDistLine.setWCDeltaEnds(distLinePtsWCHC,distLineSelObjs);this.mNDistLine.setWCDeltaEnds(normDistLinePtsWCHC,normDistLineSelObjs);this.setNormalDistExtPoints(extendedLinePtsWCHC);this.avoidDuplication();return[2]}}))}))};MeasureAuxDistance.prototype.setByLineLine=function(iEdgeHC0,iEdgeHC1,iSelEdgeObjHC0,iSelEdgeObjHC1){var lineWCPntsHC0=l_getLineEndPts(iSelEdgeObjHC0);var lineWCPntsHC1=l_getLineEndPts(iSelEdgeObjHC1);var angle=iSelEdgeObjHC0.findAngle(iSelEdgeObjHC1);var tmp;if(0!==angle&&180!==angle){tmp=l_distanceLineLineCross(lineWCPntsHC0,lineWCPntsHC1)}else{var pntWCHC0=iSelEdgeObjHC0.getPosition();var pntWCHC1=iSelEdgeObjHC1.getPosition();tmp=l_distanceLineLinePara(lineWCPntsHC0,lineWCPntsHC1,pntWCHC0,pntWCHC1)}this.mDistLine.setWCDeltaEnds([tmp.PntHC2,tmp.PntHC3],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.mNDistLine.setWCDeltaEnds([tmp.PntHC0,tmp.PntHC1],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.setNormalDistExtPoints([tmp.PntHC0,tmp.PntHC2,tmp.PntHC1,tmp.PntHC3]);this.avoidDuplication()};MeasureAuxDistance.prototype.getLabels=function(){var labels=[];labels=labels.concat(this.mDistLine.getLabels());labels=labels.concat(this.mNDistLine.getLabels());return labels};MeasureAuxDistance.prototype.getText=function(){var result=[];var distLine=this.mNDistLine.LineNormal?this.mDistLine:this.mNDistLine;var labelData=distLine.getLabelData();var dist=this.mDistLine.getDistance();var normalDist=this.mNDistLine.getDistance();if(this.mDistLine.getWCDeltaEnds().length&&dist>normalDist){result.push(cDistance+": "+labelData[cDistance].Value)}if(this.mNDistLine.getWCDeltaEnds().length&&normalDist){result.push((this.mNDistLine.LineNormal?"Normal ":"")+cDistance+": "+labelData[cDistance].Value)}var minDistResultItem=labelData[cMinDistance];if(minDistResultItem){result.push(cMinDistance+": "+minDistResultItem.Value)}var maxDistResultItem=labelData[cMaxDistance];if(maxDistResultItem){result.push(cMaxDistance+": "+maxDistResultItem.Value)}if(eDwMeasureEntities.ShowDelta){var nDeltaPt=this.mNDistLine.getDelta();var deltaPt=this.mNDistLine.LineNormal?this.mDistLine.getDelta():nDeltaPt;if(!deltaPt.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){result.push(distLine.getText())}}return result.join("\n")};MeasureAuxDistance.getAngle=function(iV0,iV1){var vec0=iV0.copy();var vec1=iV1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDgree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;return angleDgree};MeasureAuxDistance.prototype.setMinMaxForCircles=function(iCircleHC0,iCircleHC1){function setMinMax(ioAuxDelta,iNominalDist,iRadiiDist){if(!ioAuxDelta.getWCDeltaEnds().length){return}if(iNominalDist>iRadiiDist){ioAuxDelta.setMinDist(iNominalDist-iRadiiDist)}ioAuxDelta.setMaxDist(iNominalDist+iRadiiDist)}var circlePlaneHC0=eDwTypes_1.HC.Plane.createFromPointAndNormal(iCircleHC0.origin,iCircleHC0.normal);var projPnt=eDwGeomUtils.dropPointOnPlane(iCircleHC1.origin,circlePlaneHC0);var dot=eDwTypes_1.HC.Point3.dot(iCircleHC0.normal,iCircleHC1.normal);var dist=projPnt.subtract(iCircleHC0.origin).length();console.debugLog("Measure","2 circles/arcs: dot = "+dot+"  dist = "+dist);if(1-Math.abs(dot)<cAngleTol&&dist>cLengthTol){var radiiDist=iCircleHC0.radius+iCircleHC1.radius;setMinMax(this.mDistLine,dist,radiiDist);setMinMax(this.mNDistLine,dist,radiiDist)}};MeasureAuxDistance.prototype.avoidDuplication=function(){var delta0=this.mDistLine.getDelta();var delta1=this.mNDistLine.getDelta();var len0=delta0.length();var len1=delta1.length();var lenMax=Math.max(len0,len1);var lenDiff=Math.abs(len0-len1);if(0===lenMax||lenDiff/lenMax<cLengthTol){delta1=delta0.copy()}var diff=new eDwTypes_1.HC.Point3(Math.abs(delta0.x)-Math.abs(delta1.x),Math.abs(delta0.y)-Math.abs(delta1.y),Math.abs(delta0.z)-Math.abs(delta1.z));if(diff.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){this.mNDistLine=this.mDistLine.copy();this.mDistLine.reset()}if(0===delta1.x&&0===delta1.y&&0===delta1.z||0===diff.x&&0===diff.y&&0===diff.z){this.mNormalDistExtLines=[]}};MeasureAuxDistance.prototype.setNormalDistExtPoints=function(iPntsHC){if(!this.mNormalDistExtLines.length){this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[0],iPntsHC[1],cAuxDistanceNormalDistanceExtLineColor));this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[2],iPntsHC[3],cAuxDistanceNormalDistanceExtLineColor))}};return MeasureAuxDistance}();var MeasureAuxAngle=function(){function MeasureAuxAngle(iViewer){this.mViewer=iViewer;this.mAngleFace=new eDwTypes_1.HC.Markup.Shape.Polygon;this.mAngleArc=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleEdge=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleTip=new eDwTypes_1.HC.Markup.Shape.Circle;var cColorAngleFill=new eDwTypes_1.HC.Color(41,128,185);var cColorPoint=new eDwTypes_1.HC.Color(137,196,244);var cColorEdgeArc=new eDwTypes_1.HC.Color(52,73,94);var cColorEdgeStroke=new eDwTypes_1.HC.Color(100,100,100);var widthEdge=3;var arrowSize=5;var pointSize=7;this.mAngleFace.setFillColor(cColorAngleFill);this.mAngleFace.setStrokeWidth(0);this.mAngleFace.setFillOpacity(.5);this.mAngleArc.setStrokeColor(cColorEdgeArc);this.mAngleArc.setEndEndcapColor(cColorEdgeArc);this.mAngleArc.setStartEndcapColor(cColorEdgeArc);this.mAngleArc.setStrokeWidth(widthEdge);this.mAngleArc.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead);this.mAngleArc.setEndEndcapSize(arrowSize);this.mAngleArc.setStartEndcapSize(arrowSize);this.mAngleEdge.setStrokeColor(cColorEdgeStroke);this.mAngleEdge.setStrokeWidth(widthEdge+1);this.mAngleTip.setFillColor(cColorPoint);this.mAngleTip.setStrokeColor(cColorEdgeStroke);this.mAngleTip.setStrokeWidth(widthEdge);this.mAngleTip.setRadius(pointSize)}MeasureAuxAngle.prototype.reset=function(){this.mAngle=NaN;this.mOriginHC=undefined;this.mPointsArcEdge=[];this.mPointsBorder=undefined};MeasureAuxAngle.prototype.draw=function(iImmediateDrawMode){if(utils.isNaN(this.mAngle))return;this.projectPoints();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawPolygon(this.mAngleFace);renderer.drawPolyline(this.mAngleArc);renderer.drawPolyline(this.mAngleEdge);if(!iImmediateDrawMode){renderer.drawCircle(this.mAngleTip)}};MeasureAuxAngle.prototype.setByPlanePlane=function(iFace0,iFace1,iFaceObj0,iFaceObj1){this.reset();var pickHC0=iFaceObj0.getPosition();this.mOriginHC=pickHC0.copy();var norm0HC=iFace0.normal;norm0HC.normalize();var pickHC1=iFaceObj1.getPosition();var pntHC1=pickHC1.copy();var norm1HC=iFace1.normal;norm1HC.normalize();this.mAngle=iFaceObj0.findAngle(iFaceObj1);this.commonComputeAngle((function(){return false}),(function(){var vecHC=eDwTypes_1.HC.Point3.cross(norm0HC,norm1HC);var wVecHC0=eDwTypes_1.HC.Point3.cross(vecHC,norm0HC);var k0=(eDwTypes_1.HC.Point3.dot(pntHC1,norm1HC)-eDwTypes_1.HC.Point3.dot(pickHC0,norm1HC))/eDwTypes_1.HC.Point3.dot(wVecHC0,norm1HC);var originHC0=eDwTypes_1.HC.Point3.add(pickHC0,wVecHC0.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecHC,norm1HC);var k1=(eDwTypes_1.HC.Point3.dot(pickHC0,norm0HC)-eDwTypes_1.HC.Point3.dot(pntHC1,norm0HC))/eDwTypes_1.HC.Point3.dot(wVecHC1,norm0HC);var originHC1=eDwTypes_1.HC.Point3.add(pntHC1,wVecHC1.scale(k1));return[eDwTypes_1.HC.Point3.subtract(pickHC0,originHC0),eDwTypes_1.HC.Point3.subtract(pntHC1,originHC1)]}),this.maxScale(iFace0,iFaceObj0))};MeasureAuxAngle.prototype.setByLinePlane=function(iEdge,iFace,iEdgeObj,iFaceObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,false)};MeasureAuxAngle.prototype.setByPlaneLine=function(iFace,iEdge,iFaceObj,iEdgeObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,true)};MeasureAuxAngle.prototype.setByLineLine=function(iEdge0,iEdge1,iEdgeObj0,iEdgeObj1){var _this=this;var pntWCHC0=iEdgeObj0.getPosition();var pntWCHC1=iEdgeObj1.getPosition();var line0=l_getLineEndPts(iEdgeObj0);var line1=l_getLineEndPts(iEdgeObj1);this.mAngle=iEdgeObj0.findAngle(iEdgeObj1);this.commonComputeAngle((function(){return 0!==_this.mAngle&&180!==_this.mAngle}),(function(){var tmp=l_distanceLineLineCross(line0,line1);_this.mOriginHC=pntWCHC1;return[eDwTypes_1.HC.Point3.subtract(pntWCHC0,tmp.PntHC0),eDwTypes_1.HC.Point3.subtract(pntWCHC1,tmp.PntHC1)]}),this.maxScale(iEdge1,iEdgeObj1))};MeasureAuxAngle.prototype.getLabels=function(){var labels=[];if(utils.isNumber(this.mAngle)){var label=new MeasureLabel(this.mViewer,this.getAngleArcCenter());label.addItem(this.getResultItem());labels.push(label)}return labels};MeasureAuxAngle.prototype.getAngleArcCenter=function(){var n=this.mPointsArcEdge.length;return this.mPointsArcEdge[Math.round(n/2)].copy()};MeasureAuxAngle.prototype.getText=function(){var resultItem=this.getResultItem();return resultItem?resultItem.Name+": "+resultItem.Value:""};MeasureAuxAngle.prototype.getResultItem=function(){return utils.isNumber(this.mAngle)?new MeasureResultAngle("Angle",this.mAngle):null};MeasureAuxAngle.prototype.setByLinePlaneOrig=function(iEdge,iFace,iEdgeSelObj,iFaceSelObj,iReverseOrder){var _this=this;this.reset();var pntWCHC0=iEdgeSelObj.getPosition();var linePoints=l_getLineEndPts(iEdgeSelObj);var vecWCHC=eDwTypes_1.HC.Point3.subtract(linePoints.P0HC,linePoints.P1HC);vecWCHC.normalize();var pntWCHC1=iFaceSelObj.getPosition();var normalWCHC1=iFace.normal;normalWCHC1.normalize();var vec0PtALCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P0HC);var vec0PtBLCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P1HC);var edgeVecLCHC=eDwTypes_1.HC.Point3.subtract(vec0PtBLCHC,vec0PtALCHC);var plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(iFace.origin,iFace.normal);var ptAOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtALCHC,plnWCHC);var ptBOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtBLCHC,plnWCHC);var edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,ptAOnPlnLCHC);if(edgeVecInPlaneLCHC.length()<cLengthTol){edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,iFace.origin)}var maxScale=iReverseOrder?this.maxScale(iEdge,iEdgeSelObj):this.maxScale(iFace,iFaceSelObj);this.mAngle=l_getAngle(edgeVecInPlaneLCHC,edgeVecLCHC);this.commonComputeAngle((function(){return _this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,normalWCHC1)-eDwTypes_1.HC.Point3.dot(pntWCHC0,normalWCHC1))/eDwTypes_1.HC.Point3.dot(vecWCHC,normalWCHC1);var originHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecHC0=eDwTypes_1.HC.Point3.subtract(pntWCHC0,originHC);var vecHC1=eDwTypes_1.HC.Point3.subtract(pntWCHC1,originHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;if(90!==_this.mAngle&&270!==_this.mAngle){vecHC1=eDwTypes_1.HC.Point3.cross(normalWCHC1,eDwTypes_1.HC.Point3.cross(vecHC0,normalWCHC1))}vecHC1.normalize();vecHC1.scale(vecHC0.length());return[vecHC0,vecHC1]}),maxScale);if(utils.isNaN(this.mAngle)){this.mAngle=iEdgeSelObj.findAngle(iFaceSelObj);this.commonComputeAngle((function(){return 90!==_this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,vecWCHC)-eDwTypes_1.HC.Point3.dot(pntWCHC0,vecWCHC))/eDwTypes_1.HC.Point3.dot(vecWCHC,vecWCHC);var pnVecHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var angVecHC=iReverseOrder?eDwTypes_1.HC.Point3.subtract(pnVecHC,pntWCHC0):eDwTypes_1.HC.Point3.subtract(pntWCHC0,pnVecHC);if(0===angVecHC.x&&0===angVecHC.y&&0===angVecHC.z){vecWCHC=angVecHC.copy()}vecWCHC=iFaceSelObj.getAsLocalVector(vecWCHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;return[vecWCHC,vecWCHC]}),maxScale)}};MeasureAuxAngle.prototype.commonComputeAngle=function(iAcceptableAngleFunc,iComputeDisplayVecsFunc,iMaxScale){if(utils.isNaN(iMaxScale))return;if(iAcceptableAngleFunc()){var displayVecsHC=iComputeDisplayVecsFunc();if(!this.mOriginHC||!displayVecsHC||!displayVecsHC.length){return}var displayVec0=displayVecsHC[0];var displayVec1=displayVecsHC[1];var origin_1=this.mOriginHC.copy();var radius=Math.max(displayVec0.length(),displayVec1.length());radius=Math.min(radius*.8,iMaxScale*.6);var vec0=displayVec0.copy();var vec1=displayVec1.copy();vec0.normalize();vec1.normalize();var angleDegree=l_getAngle(vec0,vec1);var angle=angleDegree*Math.PI/180;var normal=eDwTypes_1.HC.Point3.cross(vec0,vec1);var vecY=eDwTypes_1.HC.Point3.cross(normal,vec0);vecY.normalize();if(isNaN(vecY.x)||isNaN(vecY.y)||isNaN(vecY.z)){for(var i=0;i<3;++i){var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,radius));this.mPointsArcEdge.push(point)}}else{var cNumSegments=20;for(var i=0;i<=cNumSegments;++i){var aX=vec0.copy();var aY=vecY.copy();var alpha=angle*i/cNumSegments;var vX=aX.scale(Math.cos(alpha)*radius);var vY=aY.scale(Math.sin(alpha)*radius);var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.add(vX,vY));this.mPointsArcEdge.push(point)}}var p0=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,1.2*radius));var p1=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec1,1.2*radius));this.mPointsBorder={end0:p0,end1:p1,tip:origin_1.copy()}}else{this.mAngle=NaN}};MeasureAuxAngle.prototype.maxScale=function(iProp,iSelObj){var lineEntity=iSelObj.getLineEntity();var faceEntity=iSelObj.getFaceEntity();if(lineEntity){var line=l_getLineEndPts(iSelObj);return eDwTypes_1.HC.Point3.subtract(line.P0HC,line.P1HC).length()}else{var box=faceEntity.getBounding();return eDwTypes_1.HC.Point3.subtract(box.max,box.min).length()}};MeasureAuxAngle.prototype.projectPoints=function(){if(utils.isNaN(this.mAngle)||!this.mOriginHC)return;this.mAngleFace.clearPoints();this.mAngleArc.clearPoints();this.mAngleEdge.clearPoints();if(0===this.mPointsArcEdge.length||!this.mPointsBorder)return;var viewHC=this.mViewer.getHCView();this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));for(var i=0;i<this.mPointsArcEdge.length;++i){var p=eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsArcEdge[i]));this.mAngleFace.pushPoint(p);this.mAngleArc.pushPoint(p)}this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end0)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end1)));this.mAngleTip.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)))};return MeasureAuxAngle}();var MeasureAuxPick=function(){function MeasureAuxPick(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxPick.prototype.reset=function(){this.mPntData=[];this.mDistResultText="";delete this.mDelta;delete this.mDistLine};MeasureAuxPick.prototype.draw=function(iImmediateDrawMode){if(!this.mPntData.length)return;if(eDwMeasureEntities.PointToPoint){if(this.mDistLine)this.mDistLine.draw();if(this.mDelta)this.mDelta.draw(iImmediateDrawMode)}this.drawEndPnts()};MeasureAuxPick.prototype.getLabels=function(iImmediateDrawMode){var labels=[];var numPnts=this.mPntData.length;if(numPnts<2||!eDwMeasureEntities.PointToPoint){return labels}var selObjFirst=this.mPntData[0].SelObj;var selObjLast=this.mPntData[numPnts-1].SelObj;var pntWCHC0=selObjFirst.getPosition();var pntLCHC0=selObjFirst.getAsLocalPoint(pntWCHC0);var pntWCHC1=selObjLast.getPosition();var pntLCHC1=selObjLast.getAsLocalPoint(pntWCHC1);var vecHC=pntWCHC1.copy().subtract(pntWCHC0);var label=new MeasureLabel(this.mViewer,pntWCHC0.copy().add(vecHC.scale(.5)));label.addItem(new MeasureResultDistance(cDistance,eDwTypes_1.HC.Point3.distance(pntLCHC0,pntLCHC1)));this.mDistResultText=label.getText();labels.push(label);if(this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}return labels};MeasureAuxPick.prototype.getPointLabels=function(){var cDrawEnabled=!eDwMeasureEntities.PointToPoint;var labels=[];var n=this.mPntData.length;for(var i=0;i<n;++i){var selObj=this.mPntData[i].SelObj;var pntWCHC=selObj.getPosition();var label=new MeasureLabel(this.mViewer,pntWCHC,cDrawEnabled);label.addItem(new MeasureResultPoint3D(cCoordinate,selObj.getAsLocalPoint(pntWCHC)));labels.push(label)}return labels};MeasureAuxPick.prototype.regeneratePicks=function(iSelObjs){this.reset();var n=iSelObjs.length;if(0===n)return;if(n>1){this.addDisplayMarker(iSelObjs[0]);delete this.mDelta;delete this.mDistLine}this.addDisplayMarker(iSelObjs[n-1]);if(eDwMeasureEntities.PointToPoint&&this.mPntData.length===2){var selObj0=this.mPntData[0].SelObj;var selObj1=this.mPntData[1].SelObj;var pntWCHC0=selObj0.getPosition();var pntWCHC1=selObj1.getPosition();var absLenTol=eDwGeomUtils.cAbsLengthTol;if(!pntWCHC0.equalsWithTolerance(pntWCHC1,absLenTol)){this.mDistLine=new MeasureDistLine(this.mViewer,pntWCHC0,selObj0,pntWCHC1,selObj1);this.mDistLine.draw();this.mDelta=MeasureDelta.create(this.mViewer,pntWCHC1,pntWCHC0,selObj1,selObj0)}}};MeasureAuxPick.prototype.getText=function(){var text="";if(eDwMeasureEntities.PointToPoint){text=this.mDistResultText;if(this.mDelta)text+="\n"+this.mDelta.getText()}return text};MeasureAuxPick.prototype.addDisplayMarker=function(iSelObj){var cWidthEdge=3;var cPointSize=7;var pntWCHC=iSelObj.getPosition().copy();var shapeCircleHC=new eDwTypes_1.HC.Markup.Shape.Circle;shapeCircleHC.setCenter(eDwTypes_1.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(pntWCHC)));shapeCircleHC.setFillColor(cAuxPickPointFillColor);shapeCircleHC.setStrokeColor(cAuxPickPointStrokeColor);shapeCircleHC.setStrokeWidth(cWidthEdge);shapeCircleHC.setRadius(cPointSize);this.mPntData.push({SelObj:iSelObj,Circle:shapeCircleHC});return shapeCircleHC};MeasureAuxPick.prototype.drawEndPnts=function(){var viewHC=this.mViewer.getHCView();var renderer=this.mViewer.getHCMarkupManager().getRenderer();for(var i=0;i<this.mPntData.length;++i){var pntData=this.mPntData[i];pntData.Circle.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(pntData.SelObj.getPosition())));renderer.drawCircle(pntData.Circle)}};return MeasureAuxPick}();var MeasureAuxGeo=function(){function MeasureAuxGeo(iViewer){this.mViewer=iViewer;this.mAuxAngle=new MeasureAuxAngle(iViewer);this.mAuxDist=new MeasureAuxDistance(iViewer);this.mAuxPick=new MeasureAuxPick(iViewer);this.mOtherResults=new MeasureAuxMessage(iViewer);this.mMessage=new MeasureAuxMessage(iViewer);this.mPickInfo=new MeasureAuxMessage(iViewer);this.mLabelIDs=[];this.mMarkupLabels=[];this.mDrawLabel=true;this.mImmediateDrawMode=false;this.reset()}MeasureAuxGeo.prototype.syncUnits=function(){for(var _i=0,_a=this.mResultLabels;_i<_a.length;_i++){var measureLabel=_a[_i];measureLabel.setStringContent()}};MeasureAuxGeo.prototype.reset=function(){this.mAuxAngle.reset();this.mAuxDist.reset();this.mOtherResults.reset();this.mMessage.reset();this.mPickInfo.reset();this.mAuxPick.reset();this.mResultLabels=[];this.mInfoLabels=[];this.clearMarkupLabels()};MeasureAuxGeo.prototype.draw=function(){if(!this.hasLabels())return;if(!eDwMeasureEntities.PointToPoint){this.mAuxAngle.draw(this.mImmediateDrawMode);var drawFunc=this.mAuxDist.draw.bind(this.mAuxDist);if(!this.mImmediateDrawMode){if(this.mPickInfo.getLabels().length===1){drawFunc=this.mAuxPick.draw.bind(this.mAuxPick)}}drawFunc(this.mImmediateDrawMode)}else{this.mAuxPick.draw(this.mImmediateDrawMode)}if(this.mDrawLabel){if(this.mImmediateDrawMode){this.drawResultLabels()}this.drawInfoLabels()}};MeasureAuxGeo.prototype.addMarkupLabels=function(){this.clearMarkupLabels();var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mResultLabels.length;for(var i=0;i<n;++i){var label=new LabelItem(this.mViewer,this.mResultLabels[i]);var id=markupMgr.registerMarkup(label);this.mLabelIDs.push(id);this.mMarkupLabels.push(label)}};MeasureAuxGeo.prototype.clearMarkupLabels=function(){var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mLabelIDs.length;for(var i=0;i<n;++i){markupMgr.unregisterMarkup(this.mLabelIDs[i])}this.mLabelIDs=[];this.mMarkupLabels=[]};MeasureAuxGeo.prototype.drawResultLabels=function(){var n=this.mResultLabels.length;for(var i=0;i<n;++i){this.mResultLabels[i].drawLabel()}};MeasureAuxGeo.prototype.drawInfoLabels=function(){var m=this.mInfoLabels.length;for(var i=0;i<m;++i){this.mInfoLabels[i].drawLabel()}};MeasureAuxGeo.prototype.setByVertexVertex=function(iSelVert0HC,iSelVert1HC){this.reset();this.mAuxDist.setByPointPoint(iSelVert0HC.getPosition(),iSelVert0HC,iSelVert1HC.getPosition(),iSelVert1HC)};MeasureAuxGeo.prototype.setByVertexLine=function(iSelVertHC,iLineOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByPointLine(iSelVertHC.getPosition(),iSelVertHC,iLineOrigHC,iSelEdgeHC)};MeasureAuxGeo.prototype.setByVertexCircle=function(iSelVertHC,iCircleOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByCirclePoint(iCircleOrigHC,iSelEdgeHC,iSelVertHC.getPosition(),iSelVertHC)};MeasureAuxGeo.prototype.setByVertexPlane=function(iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo){this.reset();return this.mAuxDist.setByPointPlane(iSelVertHC.getPosition(),iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlanePlane=function(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo){this.reset();this.mAuxAngle.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC);return this.mAuxDist.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlaneLine=function(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();this.mAuxAngle.setByPlaneLine(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC);return[4,this.mAuxDist.setByLinePlane(iLineOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC)];case 1:_a.sent();return[2]}}))}))};MeasureAuxGeo.prototype.setByLineLine=function(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC){this.reset();this.mAuxAngle.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC);this.mAuxDist.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC)};MeasureAuxGeo.prototype.setByCircleCircle=function(iCircleOrigHC0,iCircleOrigHC1,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleCircle(iCircleOrigHC0,iSelEdgeHC0,iCircleOrigHC1,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCircleLine=function(iCircleOrigHC,iLineOrigHC,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleLine(iCircleOrigHC,iSelEdgeHC0,iLineOrigHC,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCirclePlane=function(iCircleOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC,iMeasDistInfo){this.reset();return this.mAuxDist.setByCirclePlane(iCircleOrigHC,iSelEdgeHC,iPlaneOrigHC,iSelFaceHC,iMeasDistInfo)};MeasureAuxGeo.prototype.addPickInfo=function(iSelPropsHC,iSelObjs,iDrawLabels){var n=iSelObjs.length;var startIdx=0;if(this.mImmediateDrawMode){var hasImmediateEntity=iDrawLabels;startIdx=hasImmediateEntity&&n>0?n-1:n}for(var i=startIdx;i<n;++i){var selProp=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj)continue;this.mPickInfo.addIfVertex(selObj);if(selProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){this.mPickInfo.addIfCircle(selProp,selObj)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){this.mPickInfo.addIfCurve(selProp,selObj,cLine)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){this.mPickInfo.addIfCurve(selProp,selObj,cCurve)}this.mPickInfo.addIfCylinder(selProp,selObj);this.mPickInfo.addIfPlane(selProp,selObj)}this.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.regeneratePicks=function(iSelObjs){this.mAuxPick.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.addMessage=function(iResult,iStart,iColor){this.mMessage.addResult(iResult,iStart.copy(),iColor)};MeasureAuxGeo.prototype.addOtherResult=function(iResult,iStart){this.mOtherResults.addResult(iResult,iStart.copy())};MeasureAuxGeo.prototype.updateResultLabels=function(){this.mResultLabels=[];if(!eDwMeasureEntities.PointToPoint){this.mResultLabels=this.mResultLabels.concat(this.mAuxAngle.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mAuxDist.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mOtherResults.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mMessage.getLabels())}else{this.mResultLabels=this.mResultLabels.concat(this.mAuxPick.getLabels(this.mImmediateDrawMode))}var labelsToBeDistributed=this.mResultLabels.slice();if(this.mImmediateDrawMode){this.updateLastInfoLabels();if(this.mInfoLabels.length>0){labelsToBeDistributed=this.mInfoLabels.slice().concat(this.mResultLabels)}}this.distributeLabels(labelsToBeDistributed);if(!this.mImmediateDrawMode){this.addMarkupLabels()}};MeasureAuxGeo.prototype.updateLastInfoLabels=function(){this.updateInfoLabel(this.getLabels().length-1)};MeasureAuxGeo.prototype.updateInfoLabel=function(iIndex){this.mInfoLabels=[];function addTo(iCurrIndex,iLabels,ioLabels){if(iLabels.length>iCurrIndex&&iCurrIndex>=0){var label=iLabels[iCurrIndex];if(label.setDefaultEndPos()){label.setStringContent();ioLabels.push(label)}}}addTo(iIndex,this.getLabels(),this.mInfoLabels)};MeasureAuxGeo.prototype.getInfoLabelText=function(){var output=[];var labels=this.getLabels();for(var i=0;i<labels.length;++i){var label=labels[i];output.push(label.getText())}return output};MeasureAuxGeo.prototype.distributeLabels=function(ioResultLabels){var n=ioResultLabels.length;if(n<1)return;var startsOrig=[];for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;var leaderStartPos=resultLabel.getLeaderStartPos();if(leaderStartPos)startsOrig.push(leaderStartPos)}var startsNew=l_adjustLeaderEndByStart(startsOrig);var j=0;for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;resultLabel.setLeaderEndPos(startsNew[j++]);resultLabel.setStringContent()}};MeasureAuxGeo.prototype.getMeasureText=function(){if(!this.hasLabels())return"";var result=[];var distStr=this.mAuxDist.getText();if(eDwMeasureEntities.PointToPoint){if(distStr){result.push(distStr)}else{var pickStr=this.mAuxPick.getText();if(pickStr)result.push(pickStr)}}else{if(distStr)result.push(distStr);var angleStr=this.mAuxAngle.getText();if(angleStr)result.push(angleStr);if(this.mMessage.countLabels()){result.push(this.mMessage.getText())}if(this.mOtherResults.countLabels()){result.push(this.mOtherResults.getText())}}return result.join("\n")};MeasureAuxGeo.prototype.setDrawLabel=function(iEnable){this.mDrawLabel=iEnable};MeasureAuxGeo.prototype.setImmediateDrawMode=function(iEnable){this.mImmediateDrawMode=iEnable};MeasureAuxGeo.prototype.hasLabels=function(){return this.mAuxDist.getLabels().length||this.mAuxAngle.getLabels().length||this.mOtherResults.getLabels().length||this.mPickInfo.getLabels().length||this.mInfoLabels.length||this.mAuxPick.getLabels(this.mImmediateDrawMode).length?true:false};MeasureAuxGeo.prototype.getLabels=function(){return eDwMeasureEntities.PointToPoint?this.mAuxPick.getPointLabels():this.mPickInfo.getLabels()};return MeasureAuxGeo}();var MeasurePanelInfo=function(){function MeasurePanelInfo(iAuxGeo){this.mAuxGeo=iAuxGeo;this.mSelObjs=[]}MeasurePanelInfo.prototype.updatePanelResult=function(iSelObjs,iUserUnits){var _this=this;this.mSelObjs=[];for(var i=0;i<iSelObjs.length;++i){this.mSelObjs.push(iSelObjs[i])}(function(){return __awaiter(_this,void 0,void 0,(function(){var result;return __generator(this,(function(_a){switch(_a.label){case 0:result={SelObjs:iSelObjs,Descriptions:this.mAuxGeo.getInfoLabelText(),Message:this.mAuxGeo.getMeasureText()};return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementRefreshEvent,result)];case 1:_a.sent();return[2]}}))}))})();return};return MeasurePanelInfo}();var cDeltaX="dX";var cDeltaY="dY";var cDeltaZ="dZ";var cLength="Length";var cVertex="Vertex";var cCurve="Curve";var cLine="Straight Line";var cPlane="Plane";var cCylinder="Cylinder";var cDiameter="Diameter";var cDistance="Distance";var cEntity="Entity";var cCoordinate="Coordinate";var cNormalDistance="Normal Dist.";var cCenterDistance="Center Dist.";var cMinDistance="Min "+cDistance;var cMaxDistance="Max "+cDistance;var cLengthTol=1e-5;var cAngleTol=.05;var cParallelTol=4;var cPerpendicularTol=cAngleTol;var cGreyColor=new eDwTypes_1.HC.Color(50,50,50);var cLineDistanceColor=new eDwTypes_1.HC.Color(52,73,94);var cAuxPickPointFillColor=new eDwTypes_1.HC.Color(137,196,244);var cAuxPickPointStrokeColor=new eDwTypes_1.HC.Color(100,100,100);var cAuxPickLineColor=new eDwTypes_1.HC.Color(41,128,185);var cAuxDeltaPointFillColor=cAuxPickPointFillColor;var cAuxDeltaPointStrokeColor=cAuxPickPointStrokeColor;var cAuxDistanceNormalDistanceLineColor=cAuxPickLineColor;var cAuxDistanceNormalDistancePointColor=new eDwTypes_1.HC.Color(236,240,241);var cAuxDistanceNormalDistanceExtLineColor=new eDwTypes_1.HC.Color(154,236,219);var l_Model=null;function l_getCircularArc(iSelObj,ioCircleHC){var curvePts=iSelObj.getLineEntity().getPoints();var startPt=curvePts[0];var endPt=curvePts[curvePts.length-1];var len=Math.PI*ioCircleHC.radius*2;var area=Math.PI*Math.pow(ioCircleHC.radius,2);var angle=Math.PI*2;if(!startPt.equalsWithTolerance(endPt,cLengthTol)){var startVec=startPt.copy().subtract(ioCircleHC.origin).normalize();var endVec=endPt.copy().subtract(ioCircleHC.origin).normalize();var angleRange=Math.acos(eDwTypes_1.HC.Point3.dot(startVec,endVec));var refVec=eDwTypes_1.HC.Point3.cross(startVec,ioCircleHC.normal);var dir=eDwTypes_1.HC.Point3.dot(refVec,endVec);angleRange=dir>cAngleTol?angleRange+Math.PI:angleRange;var percRange=angleRange/(2*Math.PI);len*=percRange;area*=percRange;angle*=percRange}var circularArc={OriginWCHC:iSelObj.getAsLocalPoint(ioCircleHC.origin),NormalWCHC:ioCircleHC.normal,StartPtWCHC:startPt,EndPtWCHC:endPt,Length:len,Area:area,Diameter:ioCircleHC.radius*2,Angle:angle};return circularArc}function l_closestPoints(iPntHC0,iPntHC1){var pntHC0=iPntHC0[0].copy();var pntHC1=iPntHC1[0].copy();var minDist=eDwTypes_1.HC.Point3.subtract(iPntHC0[0],iPntHC1[0]).length();for(var i=0;i<iPntHC0.length;++i){for(var j=0;j<iPntHC1.length;++j){var dist=eDwTypes_1.HC.Point3.subtract(iPntHC0[i],iPntHC1[j]).length();if(dist<minDist){pntHC0.assign(iPntHC0[i]);pntHC1.assign(iPntHC1[j]);minDist=dist}}}return{P0HC:pntHC0,P1HC:pntHC1}}function l_getAngle(iVecHC0,iVecHC1){if(!iVecHC0||!iVecHC1)return NaN;var vec0=iVecHC0.copy();var vec1=iVecHC1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDegree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;if(Math.abs(angleDegree)<cParallelTol){angleDegree=0}if(Math.abs(angleDegree-90)<cPerpendicularTol){angleDegree=90}if(Math.abs(angleDegree-180)<cParallelTol){angleDegree=180}return angleDegree}function l_getLineEndPts(iSelObj){var pointsWCHC=iSelObj.getLineEntity().getPoints();return{P0HC:pointsWCHC[0].copy(),P1HC:pointsWCHC[pointsWCHC.length-1].copy()}}function l_distanceLineLineCross(iLine0,iLine1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,iLine0.P1HC);var vecHC1=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine1.P1HC);vecHC0.normalize();vecHC1.normalize();var crossVecHC=eDwTypes_1.HC.Point3.cross(vecHC0,vecHC1);crossVecHC.normalize();var tmpArray=[vecHC0.x,-1*vecHC1.x,-1*crossVecHC.x,0,vecHC0.y,-1*vecHC1.y,-1*crossVecHC.y,0,vecHC0.z,-1*vecHC1.z,-1*crossVecHC.z,0,0,0,0,1];var matrixHC=eDwTypes_1.HC.Matrix.createFromArray(tmpArray);var invMatrixHC=eDwTypes_1.HC.Matrix.inverse(matrixHC);var vecHC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine0.P0HC);var a=invMatrixHC.m[0]*vecHC.x+invMatrixHC.m[1]*vecHC.y+invMatrixHC.m[2]*vecHC.z;var b=invMatrixHC.m[4]*vecHC.x+invMatrixHC.m[5]*vecHC.y+invMatrixHC.m[6]*vecHC.z;var origPntHC0=eDwTypes_1.HC.Point3.add(iLine0.P0HC,eDwTypes_1.HC.Point3.scale(vecHC0,a));var origPntHC1=eDwTypes_1.HC.Point3.add(iLine1.P0HC,eDwTypes_1.HC.Point3.scale(vecHC1,b));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,origPntHC0);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLine0.P1HC,origPntHC0);var pntsL0HC=[iLine0.P0HC.copy(),iLine0.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){pntsL0HC.push(origPntHC0)}var vecL1P0HC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,origPntHC1);var vecL1P1HC=eDwTypes_1.HC.Point3.subtract(iLine1.P1HC,origPntHC1);var pntsL1HC=[iLine1.P0HC.copy(),iLine1.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)<0){pntsL1HC.push(origPntHC1)}var distPntHC0=origPntHC0.copy();var distPntHC1=origPntHC1.copy();if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)>0||eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)>0){var closePnts=l_closestPoints(pntsL0HC,pntsL1HC);distPntHC0=closePnts.P0HC;distPntHC1=closePnts.P1HC}return{PntHC0:origPntHC0,PntHC1:origPntHC1,PntHC2:distPntHC0,PntHC3:distPntHC1}}function l_distanceLineLinePara(iLineHC0,iLineHC1,iPntHC0,iPntHC1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,iLineHC0.P1HC);vecHC0.normalize();var k=eDwTypes_1.HC.Point3.dot(vecHC0,eDwTypes_1.HC.Point3.subtract(iPntHC1,iPntHC0))/eDwTypes_1.HC.Point3.dot(vecHC0,vecHC0);var basePnt1HC=eDwTypes_1.HC.Point3.add(iPntHC0,eDwTypes_1.HC.Point3.scale(vecHC0,k));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,basePnt1HC);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P1HC,basePnt1HC);if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1.copy(),PntHC2:basePnt1HC.copy(),PntHC3:iPntHC1.copy()}}var tmp=l_closestPoints([iLineHC1.P0HC,iLineHC1.P1HC],[iLineHC0.P0HC,iLineHC0.P1HC]);return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1,PntHC2:tmp.P1HC,PntHC3:tmp.P0HC}}function l_adjustLeaderEndByStart(iPoints){if(0===iPoints.length)return[];function computeAngle(iVect){var angle=Math.atan2(iVect.y,iVect.x);var degrees=180*angle/Math.PI;return(360+Math.round(degrees))%360}function compare(iA,iB){if(iA.ang<iB.ang)return-1;if(iA.ang>iB.ang)return 1;return 0}var targetRadius=90;var center=new eDwTypes_1.HC.Point2(0,0);for(var i=0;i<iPoints.length;++i){center.add(iPoints[i])}if(1===iPoints.length){var vec=new eDwTypes_1.HC.Point2(targetRadius,targetRadius);return[eDwTypes_1.HC.Point2.add(iPoints[0],vec)]}else{center.set(center.x/iPoints.length,center.y/iPoints.length)}var angles=[];for(var i=0;i<iPoints.length;++i){var vec=new eDwTypes_1.HC.Point2(iPoints[i].x-center.x,iPoints[i].y-center.y);angles.push({idx:i,ang:computeAngle(vec)})}angles.sort(compare);var tmp=0;for(var i=1;i<iPoints.length;++i){tmp=tmp+(angles[i].ang-angles[0].ang)-180}angles[0].ang=angles[0].ang+tmp/iPoints.length;var deltaAng=360/iPoints.length;for(var i=1;i<iPoints.length;++i){angles[i].ang=angles[i-1].ang+deltaAng}var leaderVec=new Array(iPoints.length);var targetRadiusGroup=targetRadius+iPoints.length*15;for(var i=0;i<iPoints.length;++i){var idx=angles[i].idx;var angle=angles[i].ang%360;angle=angle*Math.PI/180;var vec=new eDwTypes_1.HC.Point2(Math.cos(angle),Math.sin(angle));vec=vec.scale(targetRadiusGroup);leaderVec[idx]=eDwTypes_1.HC.Point2.add(iPoints[idx],vec)}return leaderVec}function l_getPosForPnt(iViewer,iPntHC){var viewerHC=iViewer.getHCView();return eDwTypes_1.HC.Point2.fromPoint3(viewerHC.projectPoint(iPntHC))}function l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var startPtHC=iSelObj0.getAsLocalPoint(iStartWCPtHC);var endPtHC=iSelObj1.getAsLocalPoint(iEndWCPtHC);var deltaPtHC=eDwTypes_1.HC.Point3.subtract(startPtHC,endPtHC);var deltaPt0HC=new eDwTypes_1.HC.Point3(startPtHC.x-deltaPtHC.x,startPtHC.y,startPtHC.z);var deltaPt1HC=new eDwTypes_1.HC.Point3(deltaPt0HC.x,deltaPt0HC.y-deltaPtHC.y,deltaPt0HC.z);var deltaWCPt0HC=iSelObj0.getAsWorldPoint(deltaPt0HC);var deltaWCPt1HC=iSelObj1.getAsWorldPoint(deltaPt1HC);return[deltaWCPt0HC,deltaWCPt1HC]}return eDwMeasureEntities}));define("eDwMeasureEvents",["require","exports","eDwEvents"],(function(require,exports,eDwEvents_1){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.MeasurementDeselectAllEvent=exports.MeasurementSelectionEvent=exports.MeasurementRefreshEvent=void 0;exports.MeasurementRefreshEvent=new eDwEvents_1.AppEvent;exports.MeasurementSelectionEvent=new eDwEvents_1.AppEvent;exports.MeasurementDeselectAllEvent=new eDwEvents_1.AppEvent}));define("eDwMeasureMgr",["require","exports","eDwMeasureOperator"],(function(require,exports,eDwMeasureOperator){"use strict";var eDwMeasureMgr=function(){function eDwMeasureMgr(iViewer){this.mViewer=iViewer;this.mMeasureOp=new eDwMeasureOperator(iViewer,this);this.mMeasureOp.OperatorID=iViewer.OperatorMgr.registerCustomOperator(this.mMeasureOp);this.mMarkupArray=[]}eDwMeasureMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMeasureOp.OperatorID)};eDwMeasureMgr.prototype.addMarkup=function(iNewMarkupID){if(!this.mMarkupArray){this.mMarkupArray=[]}this.mMarkupArray.push(iNewMarkupID)};eDwMeasureMgr.prototype.activateMeasure=function(iMode){this.mViewer.HCViewer.measureManager.setMeasurementColor(new Communicator.Color(4,200,5));var opMgr=this.mViewer.OperatorMgr;opMgr.push(this.mMeasureOp.OperatorID);this.setMeasureMode(iMode)};eDwMeasureMgr.prototype.deleteMeasurements=function(){var mkupMgr=this.mViewer.getHCMarkupManager();var markups=this.mMarkupArray.length;for(var i=0;i<markups;i++){mkupMgr.unregisterMarkup(this.mMarkupArray[i])}};eDwMeasureMgr.prototype.deactivateMeasure=function(){this.deleteMeasurements();var opMgr=this.mViewer.OperatorMgr;if(opMgr.getActiveOperatorID()===this.mMeasureOp.OperatorID){opMgr.pop()}this.mViewer.HCViewer.selectionManager.setNodeSelectionColor(new Communicator.Color(4,200,5))};eDwMeasureMgr.prototype.getLastMarkup=function(){return this.mMarkupArray.length?this.mMarkupArray[length-1]:null};eDwMeasureMgr.prototype.setMeasureUnits=function(iLengthUnit,iAngleUnit){var model=this.mViewer.getModel();var units={Length:iLengthUnit,Angle:iAngleUnit};model.setUserUnits(units);this.mMeasureOp.updateMeasureResults(units)};eDwMeasureMgr.prototype.getDistanceUnit=function(){return this.mViewer.getModel().getUserUnits().Length};eDwMeasureMgr.prototype.getAngleUnit=function(){return this.mViewer.getModel().getUserUnits().Angle};eDwMeasureMgr.prototype.getMeasureMode=function(){return this.mMeasureOp.getMeasureMode()};eDwMeasureMgr.prototype.setMeasureMode=function(iMode){this.mMeasureOp.setMeasureMode(iMode)};eDwMeasureMgr.prototype.setPointToPointMode=function(iEnable){this.mMeasureOp.setPointToPointMode(iEnable)};eDwMeasureMgr.prototype.setMeasureDelta=function(iEnable){this.mMeasureOp.setShowDelta(iEnable)};eDwMeasureMgr.prototype.removeMeasureEntityAt=function(idx){this.mMeasureOp.removeMeasureEntityAt(idx)};eDwMeasureMgr.prototype.clearMeasureEntities=function(){this.mMeasureOp.clearMeasureEntities()};eDwMeasureMgr.prototype.highlightSelectEntityAt=function(idx){this.mMeasureOp.highlightEntityTempAt(idx)};eDwMeasureMgr.prototype.dehighlightAllSelectEntity=function(){this.mMeasureOp.dehighlightAllTemporaryEntity()};return eDwMeasureMgr}();return eDwMeasureMgr}));define("eDwMeasureOperator",["require","exports","eDwSelObj","eDwBaseSelOperator","eDwMeasureEntities","eDwTypes","utils"],(function(require,exports,eDwSelObj,eDwBaseSelOperator,eDwMeasureEntities,eDwTypes_2,utils){"use strict";var eDwMeasureOperator=function(_super){__extends(eDwMeasureOperator,_super);function eDwMeasureOperator(iViewer,iMeasureMgr){var _this=_super.call(this,iViewer,iViewer.SelectionMgr)||this;_this.mTempHighlightItem=null;_this.mOperatingLabel=false;_this.mSelObjs=[];_this.mMeasureMgr=iMeasureMgr;_this.mMarkupMgrHC=_this.Viewer.getHCMarkupManager();_this.mHighlightColor=new eDwTypes_2.HC.Color(72,219,251);_this.mSelectionArray=new Array;_this.mMeasureEntities=new eDwMeasureEntities(_this.Viewer);var mkupId=_this.mMarkupMgrHC.registerMarkup(_this.mMeasureEntities);_this.mMeasureMgr.addMarkup(mkupId);_this.mMeasureMode=eDwTypes_2.EntityMode.ALL;return _this}eDwMeasureOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var mkupId,deltaButton,pickButton;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();if(!this.mMeasureEntities){this.mMeasureEntities=new eDwMeasureEntities(this.Viewer);mkupId=this.mMarkupMgrHC.registerMarkup(this.mMeasureEntities);this.mMeasureMgr.addMarkup(mkupId)}this.Viewer.getHCView().setPointSize(2,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.pushHighlightSelectionState("NODE",false);this.pushHighlightSelectionState("FACE",true);this.pushHighlightSelectionState("EDGE",true);this.pushHighlightSelectionState("VERTEX",true);this.pushElementSelectionColor(this.mHighlightColor);this.pushElementSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionColor(this.mHighlightColor);this.pushNodeSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionHighlightMode("HighlightAndOutline");this.pushElementSelectionHighlightMode("HighlightAndOutline");deltaButton=$("#edrawings-measure-panel "+".edrawings-measure-delta-button");pickButton=$("#edrawings-measure-panel "+".edrawings-measure-pickpoint-button");eDwMeasureEntities.ShowDelta=deltaButton.hasClass("state-on-button");eDwMeasureEntities.PointToPoint=pickButton.hasClass("state-on-button");this.mMeasureEntities.updatePointToPoint(eDwMeasureEntities.PointToPoint);return[2]}}))}))};eDwMeasureOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.Viewer.getHCView().setPointSize(0,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.clearMeasureEntities();this.mMeasureEntities=null;this.mMeasureMgr.deleteMeasurements();this.resetSelections();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseMove=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label,extSelObj,added,error_1;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();if(this.mOperatingLabel){this.mMeasureEntities.onDragLabelMove(pos);ioEvent.setHandled(true);return[2]}this.dehighlightAllTemporaryEntity();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.resetTempHighlight();return[2];case 2:if(!!this.CurrInputInfo)return[3,8];_a.label=3;case 3:_a.trys.push([3,6,,7]);return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 4:extSelObj=_a.sent();return[4,this.mMeasureEntities.addEntityImmediate(extSelObj)];case 5:added=_a.sent();this.resetTempHighlight();if(!extSelObj||!utils.isNumber(extSelObj.getNodeId())){return[2]}if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}if(added&&eDwMeasureEntities.highlightEntity(extSelObj,this.Viewer.getModel(),true)){this.mTempHighlightItem=extSelObj}else{this.mMarkupMgrHC.refreshMarkup()}return[3,7];case 6:error_1=_a.sent();this.mMarkupMgrHC.refreshMarkup();return[3,7];case 7:this.mMarkupMgrHC.refreshMarkup();return[2];case 8:return[4,_super.prototype.onMouseMove.call(this,ioEvent)];case 9:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseDown=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];this.resetTempHighlight();return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.mOperatingLabel=true;this.mMeasureEntities.onDragLabelStart(label,pos);ioEvent.setHandled(true);return[2];case 2:return[4,_super.prototype.onMouseDown.call(this,ioEvent)];case 3:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseUp=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var extSelObj,idx,isAdded;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mOperatingLabel){this.mOperatingLabel=false;this.mMeasureEntities.onDragLabelEnd(ioEvent.getPosition());ioEvent.setHandled(true);return[2]}this.resetTempHighlight();if(!(this.ActiveMouseButton==="left"&&!this.isDragging()))return[3,5];return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 1:extSelObj=_a.sent();idx=this.mMeasureEntities.isItemSelected(extSelObj);if(!(!eDwMeasureEntities.PointToPoint&&utils.isNumber(idx)))return[3,3];return[4,this.mMeasureEntities.removeEntityAtIndex(idx)];case 2:_a.sent();return[2];case 3:if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}return[4,this.mMeasureEntities.addEntity(extSelObj)];case 4:isAdded=_a.sent();if(isAdded){this.highlightMeasuringItem(extSelObj)}else{this.dehighlightMeasuringItems()}ioEvent.setHandled(true);_a.label=5;case 5:_super.prototype.onMouseUp.call(this,ioEvent);return[2]}}))}))};eDwMeasureOperator.prototype.updateMeasureResults=function(iUserUnits){this.mMeasureEntities.setMeasureUnit(iUserUnits)};eDwMeasureOperator.prototype.removeMeasureEntityAt=function(iIdx){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var theRemoved,idx;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mMeasureEntities.removeEntityAtIndex(iIdx)];case 1:theRemoved=_a.sent();if(theRemoved){idx=this.mSelObjs.indexOf(theRemoved);if(utils.isNumber(idx)&&idx>-1){this.mSelObjs.splice(idx,1)}}return[2]}}))}))})()};eDwMeasureOperator.prototype.clearMeasureEntities=function(){this.mMeasureEntities.reset()};eDwMeasureOperator.prototype.highlightEntityTempAt=function(idx){this.mMeasureEntities.highlightTemporaryEntityAt(idx)};eDwMeasureOperator.prototype.dehighlightAllTemporaryEntity=function(){this.mMeasureEntities.dehighlightAllTemporaryEntity();this.resetTempHighlight()};eDwMeasureOperator.prototype.getMeasureMode=function(){return this.mMeasureMode};eDwMeasureOperator.prototype.setMeasureMode=function(iMode){this.mMeasureMode=iMode};eDwMeasureOperator.prototype.setPointToPointMode=function(iEnable){this.mMeasureEntities.updatePointToPoint(iEnable)};eDwMeasureOperator.prototype.setShowDelta=function(iEnable){this.mMeasureEntities.updateDelta(iEnable)};eDwMeasureOperator.prototype.highlightMeasuringItem=function(iSelObj){this.mSelObjs.push(iSelObj);this.Viewer.HCViewer.selectionManager.add(iSelObj)};eDwMeasureOperator.prototype.dehighlightMeasuringItems=function(){this.mSelObjs=[];this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.removeMeasuringItemTempHighlight=function(){for(var _i=0,_a=this.mSelObjs;_i<_a.length;_i++){var selObj=_a[_i];eDwMeasureEntities.highlightEntity(selObj,this.Viewer.getModel(),false)}};eDwMeasureOperator.prototype.resetTempHighlight=function(){eDwMeasureEntities.highlightEntity(this.mTempHighlightItem,this.Viewer.getModel(),false);this.removeMeasuringItemTempHighlight()};eDwMeasureOperator.prototype.resetSelections=function(){var model=this.Viewer.getModel();var modelHC=model.getHCModel();var arraySize=this.mSelectionArray.length;for(var i=0;i<arraySize;i++){this.mSelectionArray[i].reset(modelHC)}this.mSelectionArray.length=0;this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.getPickConfig=function(){var pickConfig=new eDwTypes_2.HC.PickConfig(eDwTypes_2.HC.SelectionMask.None);pickConfig.allowPoints=this.mMeasureMode&eDwTypes_2.EntityMode.VERTEX?true:false;pickConfig.allowLines=this.mMeasureMode&eDwTypes_2.EntityMode.EDGE?true:false;pickConfig.allowFaces=this.mMeasureMode&eDwTypes_2.EntityMode.FACE?true:false;return pickConfig};return eDwMeasureOperator}(eDwBaseSelOperator);function l_isAllowedSelection(iSelObj,iMeasureMode){if(iSelObj&&iSelObj.getSelectionType()===eDwTypes_2.HC.SelectionType.None){return true}var subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(subEntityInfo&&subEntityInfo.SubEntity&&subEntityInfo.IsSelectable&&(iSelObj.getPointEntity()&&iMeasureMode&eDwTypes_2.EntityMode.VERTEX)||iSelObj.getLineEntity()&&iMeasureMode&eDwTypes_2.EntityMode.EDGE||iSelObj.getFaceEntity()&&iMeasureMode&eDwTypes_2.EntityMode.FACE){return true}return false}return eDwMeasureOperator}));define("eDwMeasureTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwUIMeasureHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwSelObj","eDwMeasureEntities"],(function(require,exports,eDwUIHTMLGenerator_1,eDwSelObj,eDwMeasureEntities){"use strict";var eDwUIMeasureHTMLGenerator=function(_super){__extends(eDwUIMeasureHTMLGenerator,_super);function eDwUIMeasureHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIMeasureHTMLGenerator.prototype.setMeasureResult=function(iMeasureResult){this.mMeasureResult=iMeasureResult};eDwUIMeasureHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelHC,numFaces,numCurves,numPnts,i,selObjHC,nodeIDHC,subEntityInfo,subEntityID,entityClass,entityIndex,highlight,_a,desc,status_1;return __generator(this,(function(_b){switch(_b.label){case 0:generatedHTML="";modelHC=this.mViewer.getModel().getHCModel();numFaces=0,numCurves=0,numPnts=0;i=0;_b.label=1;case 1:if(!(i<this.mMeasureResult.SelObjs.length))return[3,11];selObjHC=this.mMeasureResult.SelObjs[i];nodeIDHC=selObjHC.getNodeId();subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);entityClass=subEntityInfo.SubEntityTypeName;entityIndex=0;highlight=false;_a=subEntityInfo.SubEntityTypeName;switch(_a){case"Face":return[3,2];case"Line":return[3,4];case"Point":return[3,6]}return[3,8];case 2:entityIndex=numFaces++;entityClass="Surface";return[4,modelHC.getNodeFaceHighlighted(nodeIDHC,subEntityID)];case 3:highlight=_b.sent();return[3,9];case 4:entityIndex=numCurves++;entityClass="Curve";return[4,modelHC.getNodeLineHighlighted(nodeIDHC,subEntityID)];case 5:highlight=_b.sent();return[3,9];case 6:entityIndex=numPnts++;return[4,modelHC.getNodePointHighlighted(nodeIDHC,subEntityID)];case 7:highlight=_b.sent();return[3,9];case 8:return[3,10];case 9:desc=this.mMeasureResult.Descriptions[i];if(eDwMeasureEntities.PointToPoint){entityClass="Point";entityIndex=i+1;desc="\n"+desc}status_1=highlight?" edrawings-list-selected":"";generatedHTML+="<div class='edrawings-measure-entities-list-item"+status_1+"' index='"+i+"'>"+"<div class='edrawings-measure-entities-info'>"+"<span class='edrawings-measure-entities-type'>"+entityClass+"-"+entityIndex+" </span>"+"<span class='edrawings-measure-entities-type'>"+desc+"</span></div>"+"<div class='edrawings-measure-entities-remove "+"edrawings-close-icon'></div></div>";_b.label=10;case 10:++i;return[3,1];case 11:return[2,generatedHTML]}}))}))};return eDwUIMeasureHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIMeasureHTMLGenerator}));define("eDwUIMeasurePlugin",["require","exports","eDwEventMgr","eDwKeyMgr","eDwUIUtils","eDwMeasureMgr","eDwUIMeasureHTMLGenerator","eDwTypes","eDwUIBasePlugin","eDwEvents","eDwMeasureEvents","eDwUIShortcutMenu"],(function(require,exports,eDwEventMgr,eDwKeyMgr_1,eDwUIUtils,eDwMeasureMgr,eDwUIMeasureHTMLGenerator,eDwTypes_3,eDwUIBasePlugin_1,eDwEvents_2,eDwMeasureEvents_2,eDwUIShortcutMenu_1){"use strict";var eDwUIMeasurePlugin=function(_super){__extends(eDwUIMeasurePlugin,_super);function eDwUIMeasurePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-measure"};_this=_super.call(this,"Measure",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIMeasurePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model,value,measureButton;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_measurePanelID,HTML:"measurepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();value=model.getProperty("measure");eDwUIUtils.hide("#edrawings-button-measure",false);measureButton=$("#edrawings-button-measure");measureButton[value==="true"?"removeClass":"addClass"]("edrawings-disabled-button");this.mMeasureMgr=new eDwMeasureMgr(this.mViewer);eDwUIUtils.setUIGenerator(c_measurePanelID,new eDwUIMeasureHTMLGenerator(this.mViewer,c_measurePanelID));return[2]}}))}))};eDwUIMeasurePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_measurePanelID)}};eDwUIMeasurePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_measurePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-remove",(function(iEvent,iUIItemJQ,iArg){var selMeasureItem=$(c_measurePanelID+" .edrawings-list-selected");if(selMeasureItem){var indexStr=selMeasureItem.attr("index");if(indexStr){var index=parseInt(indexStr);_this.mMeasureMgr.removeMeasureEntityAt(index)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-clear",(function(iEvent,iUIItemJQ,iArg){_this.mMeasureMgr.clearMeasureEntities();_this.mMeasureMgr.dehighlightAllSelectEntity();eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));var selectorName=c_measurePanelID+" .edrawings-measure-entities-list-item";this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=$(iEvent.target);if(!targetJQ||!targetJQ.length)return;eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();_this.updateMeasureSelection(targetJQ[0],selectorName)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"mousedown",(function(iEvent){var eventJQ=iEvent;if(!eDwKeyMgr_1.eDwKeyMgr.isRMBPressed(eventJQ)){return}_this.updateMeasureSelection(eventJQ.target,selectorName);(function(){return __awaiter(_this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:screenPos=new eDwTypes_3.HC.Point2(eventJQ.clientX,eventJQ.clientY);return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.RightClickEvent,this.mViewer,screenPos,null,this.PluginGroupName)];case 1:_a.sent();return[2]}}))}))})()}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-entities-remove","click",(function(iEvent){var targetJQ=$(iEvent.target);var idxStr=targetJQ.parent().attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);_this.mMeasureMgr.removeMeasureEntityAt(idx)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-filter-button","click",(function(iEvent){var target=$(iEvent.target);if(target.hasClass("state-on-button")){target.removeClass("state-on-button")}else{target.addClass("state-on-button")}_this.mMeasureMgr.setMeasureMode(l_getCurrentMeasureMode())}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-delta-button","click",(function(iEvent){var target=$(iEvent.target);_this.mMeasureMgr.setMeasureDelta(!target.hasClass("state-on-button"));target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-pickpoint-button","click",(function(iEvent){var target=$(iEvent.target);var isSelected=target.hasClass("state-on-button");_this.mMeasureMgr.setPointToPointMode(!isSelected);target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-unit-selector","change",(function(iEvent){var lengthUnit=$("#edrawings-measure-distant-unit").val();var angleUnit=$("#edrawings-measure-angle-unit").val();_this.mMeasureMgr.setMeasureUnits(lengthUnit,angleUnit)}));var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,l_onMeasurementRefresh);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,l_onMeasurementSelected);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,l_onMeasurementDeselectAll);this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",true);this.mMeasureMgr.activateMeasure(this.mMeasureMgr.getMeasureMode());l_syncMeasureModeUI(this.mMeasureMgr,this.mViewer.getModel().getUserUnits());return true};eDwUIMeasurePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mMeasureMgr.deactivateMeasure();var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();shortcutMenu.removeAllMenuItems(this.PluginGroupName);this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,"l_onMeasurementRefresh");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,"l_onMeasurementSelected");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,"l_onMeasurementDeselectAll");this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",false);return true};eDwUIMeasurePlugin.prototype.updateMeasureSelection=function(iTarget,iSelectorName){var targetJQ=$(iTarget);var idxStr=targetJQ.attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);var measureMgr=this.mMeasureMgr;$(iSelectorName).removeClass("edrawings-list-selected");measureMgr.dehighlightAllSelectEntity();targetJQ.addClass("edrawings-list-selected");measureMgr.highlightSelectEntityAt(idx)};eDwUIMeasurePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.mMeasureMgr.dehighlightAllSelectEntity();this.mMeasureMgr.clearMeasureEntities()};return eDwUIMeasurePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_measurePanelID="#edrawings-measure-panel";var c_eventIDSuffix=".edw.measure";function l_onMeasurementDeselectAll(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementSelected(iSelListIndex){return __awaiter(this,void 0,void 0,(function(){var selector,itemJQ;return __generator(this,(function(_a){selector='.edrawings-measure-entities-list-item[index="'+iSelListIndex+'"]';itemJQ=$(selector);if(itemJQ.length&&!itemJQ.hasClass("edrawings-list-selected")){eDwUIUtils.scrollToTarget(itemJQ,"fast")}$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");itemJQ.addClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementRefresh(iMeasureResult){return __awaiter(this,void 0,void 0,(function(){var list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:list=$("#edrawings-measure-submenu-list");$("#edrawings-measure-result").text("");list.empty();$("#edrawings-measure-result").text(iMeasureResult.Message);gen=eDwUIUtils.getUIGenerator(c_measurePanelID);gen.setMeasureResult(iMeasureResult);_b=(_a=list).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);eDwUIUtils.fixMenuPanelInwardToolbar($(c_measurePanelID));return[2]}}))}))}function l_getCurrentMeasureMode(){var vertexEnabled=eDwUIUtils.isStateOn("#edrawings-measure-vertex-button")?eDwTypes_3.EntityMode.VERTEX:0;var edgeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-edge-button")?eDwTypes_3.EntityMode.EDGE:0;var faceEnabled=eDwUIUtils.isStateOn("#edrawings-measure-face-button")?eDwTypes_3.EntityMode.FACE:0;var holeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-hole-button")?eDwTypes_3.EntityMode.HOLE:0;return vertexEnabled|edgeEnabled|faceEnabled|holeEnabled}function l_syncMeasureModeUI(iMeasureMgr,iUserUnits){function setMeasureButton(iID,iMeasureModes,iTargetModes){var method=iMeasureModes&iTargetModes?"addClass":"removeClass";$(iID)[method]("state-on-button")}$("#edrawings-measure-distant-unit").val(iUserUnits.Length);$("#edrawings-measure-angle-unit").val(iUserUnits.Angle);var measureMode=iMeasureMgr.getMeasureMode();setMeasureButton("#edrawings-measure-vertex-button",measureMode,eDwTypes_3.EntityMode.VERTEX);setMeasureButton("#edrawings-measure-edge-button",measureMode,eDwTypes_3.EntityMode.EDGE);setMeasureButton("#edrawings-measure-face-button",measureMode,eDwTypes_3.EntityMode.FACE)}return eDwUIMeasurePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __spreadArrays=this&&this.__spreadArrays||function(){for(var s=0,i=0,il=arguments.length;i<il;i++)s+=arguments[i].length;for(var r=Array(s),k=0,i=0;i<il;i++)for(var a=arguments[i],j=0,jl=a.length;j<jl;j++,k++)r[k]=a[j];return r};console.assert(!console.debugLog);console.debugLog=function(iCategory,iMsg){var iParams=[];for(var _i=2;_i<arguments.length;_i++){iParams[_i-2]=arguments[_i]}if(!console.debugLogCategories){console.debugLogCategories=[]}if(!console.excludeDebugLogCategories){console.excludeDebugLogCategories=[]}if(console.excludeDebugLogCategories.indexOf(iCategory)>-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var 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";if(modelContents!=="<!-- SC_MODEL_DATA"+" -->"){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("global-storch-150",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i<pluginFiles_1.length))return[3,5];pluginFile=pluginFiles_1[_i];if(!pluginFile.match(/.*EarlyLoad.*Plugin.*\.js/i))return[3,4];return[4,serviceMgr.importPlugin(pluginFile)];case 3:pluginClassName=_a.sent();eDwUIPluginMgr.get().loadPlugins([pluginClassName],null,ioViewerOpts);_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))})();if(iInit)iInit(ioViewerOpts,iContainerElemID);if(!ioViewerOpts.URL)return[3,2];return[4,l_processInputURL(iContainerElemID,ioViewerOpts)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}function l_processProductStructure(iViewer,iServerURL){return __awaiter(this,void 0,void 0,(function(){var model,modelHC,rootId,onDone,iException_1,msg,_i,_a,msg_1;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:model=iViewer.getModel();modelHC=model.getHCModel();_b.label=1;case 1:_b.trys.push([1,4,,5]);rootId=modelHC.getAbsoluteRootNode();modelHC._getModelStructure().resetPmiColor(rootId);eDwUIUtils.createUIGenerators(iViewer);return[4,model.initModelData()];case 2:_b.sent();onDone=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){removeModelStreamCache(iViewer,iServerURL);return[2]}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents_1.DoneEvent,onDone);return[4,iViewer.processProductStructure()];case 3:_b.sent();return[3,5];case 4:iException_1=_b.sent();msg=iException_1.message?iException_1.message:"No product structure XML?";console.debugLog("ModelLoad",msg);if(iException_1 instanceof eDwResultError){for(_i=0,_a=iException_1.Result.ErrorData;_i<_a.length;_i++){msg_1=_a[_i];console.debugLog("ModelLoad",msg_1)}if(iException_1.Result.ErrorCode==="NoNodeWithName"){iException_1.Result.ErrorCode="IncompleteFileProcessing"}throw iException_1}else if(!(iException_1 instanceof TypeError)){throw new eDwAJAXError(msg,"AJAXFailure")}return[3,5];case 5:return[2]}}))}))}function l_processInputURL(iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var ext,pos2,fileName;return __generator(this,(function(_a){switch(_a.label){case 0:ext=utils.getExtension(ioParams.URL);if(!ext)throw new Error("The file has no extension");if(!(ext==="scs"))return[3,2];pos2=ioParams.URL.lastIndexOf("/");fileName=ioParams.URL.substring(pos2+1);fileName=fileName.slice(0,-(ext.length+1));return[4,l_viewSCSFile(fileName,iContainerElemID,ioParams)];case 1:_a.sent();return[3,6];case 2:if(!(ioParams.URL.indexOf("http")===0))return[3,4];return[4,l_convert(iContainerElemID,ioParams)];case 3:_a.sent();return[3,6];case 4:return[4,eDwUIUtils.viewFile(ioParams.URL,ioParams.URL,ioParams,iContainerElemID)];case 5:_a.sent();_a.label=6;case 6:return[2]}}))}))}function l_viewSCSFile(iFileName,iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var modelContents,_a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=Uint8Array.bind;return[4,eDwServiceMgr.get().getFileFromServer(ioParams.URL,true)];case 1:modelContents=new(_a.apply(Uint8Array,[void 0,_b.sent()]));return[4,eDwUIUtils.viewFile(iFileName,null,ioParams,iContainerElemID,modelContents)];case 2:_b.sent();return[2]}}))}))}function l_convert(iContainerID,ioParams){return __awaiter(this,void 0,void 0,(function(){var serviceMgr,result,viewer,iExcp_4;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,6,,7]);return[4,serviceMgr.convert(ioParams)];case 2:result=_a.sent();if(result.ErrorCode!=="Success"){throw new eDwResultError(result)}return[4,eDwUIUtils.viewFile(result.FileName,result.ModelCacheName,ioParams,iContainerID)];case 3:viewer=_a.sent();if(!viewer)return[3,5];return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.LicenseKeyEvent,viewer,result.LicenseKey)];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_4=_a.sent();if(iExcp_4 instanceof eDwResultError)throw iExcp_4;console.debugLog("ModelLoad","Model loading failed: "+iExcp_4.message);throw new eDwAJAXError(iExcp_4.message,"AJAXFailure");case 7:return[2]}}))}))}function l_displayError(iExcp,iOnError){if(iOnError){iOnError(eDwUIUtils.makeResult(iExcp))}}var c_featOps={URL:"",ValidateClientIP:false,RenderType:"ShadedWithEdges",Debug:false,DeleteModelCacheFileWhenDone:true,StreamAlwaysConnected:false,WebSocketEndpoint:""};var l_ModelLoadEvents}));define("eDwAJAXError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwAJAXError=function(_super){__extends(eDwAJAXError,_super);function eDwAJAXError(iMsg,iErrorCode){var _this=_super.call(this,"AJAX Error",iMsg)||this;_this.ErrorCode=iErrorCode;return _this}return eDwAJAXError}(eDwBaseError);return eDwAJAXError}));define("eDwAmbientOcclusionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwAmbientOcclusionCmd=function(_super){__extends(eDwAmbientOcclusionCmd,_super);function eDwAmbientOcclusionCmd(iViewer,iActivate){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=!iActivate;_this.mFinallyActive=iActivate;return _this}eDwAmbientOcclusionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mInitiallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwAmbientOcclusionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwAmbientOcclusionCmd}(eDwSupportsHistoryCmd);return eDwAmbientOcclusionCmd}));define("eDwAnimateCmd",["require","exports","eDwCmd"],(function(require,exports,eDwCmd){"use strict";var eDwAnimateCmd=function(_super){__extends(eDwAnimateCmd,_super);function eDwAnimateCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mExclusive=false;return _this}eDwAnimateCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!this.mViewer.getModel().isDrawing()){viewMgr=this.mViewer.ViewMgr;if(viewMgr.isActive()){viewMgr.stop()}else{viewMgr.start()}}return[2]}}))}))};eDwAnimateCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();viewMgr=this.mViewer.ViewMgr;viewMgr.stop();return[2]}}))}))};return eDwAnimateCmd}(eDwCmd);return eDwAnimateCmd}));define("eDwBaseError",["require","exports"],(function(require,exports){"use strict";var eDwBaseError=function(_super){__extends(eDwBaseError,_super);function eDwBaseError(iName,iMessage){var _newTarget=this.constructor;var _this=this;var trueProto=_newTarget.prototype;_this=_super.call(this,iMessage)||this;Object.setPrototypeOf(_this,trueProto);_this.name=iName?iName:"eDwBaseError";return _this}return eDwBaseError}(Error);return eDwBaseError}));define("eDwBaseMarkupItem",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_2){"use strict";var eDwBaseMarkupItem=function(_super){__extends(eDwBaseMarkupItem,_super);function eDwBaseMarkupItem(){var _this=_super.call(this)||this;_this.mPosHC=new eDwTypes_2.HC.Point2(0,0);return _this}eDwBaseMarkupItem.prototype.getClassName=function(){return"eDwBaseMarkupItem"};Object.defineProperty(eDwBaseMarkupItem.prototype,"Position",{get:function(){return this.mPosHC},set:function(iPosHC){this.mPosHC=iPosHC},enumerable:false,configurable:true});return eDwBaseMarkupItem}(eDwTypes_2.HC.Markup.MarkupItem);return eDwBaseMarkupItem}));define("eDwBaseSelOperator",["require","exports","eDwOperatorBaseDeps","eDwGeomUtils"],(function(require,exports,eDwOperatorBaseDeps_1,eDwGeomUtils){"use strict";var eDwBaseSelOperator=function(_super){__extends(eDwBaseSelOperator,_super);function eDwBaseSelOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer)||this;_this.mSelMgr=iSelMgr;_this.mPrevHighlightStates={};return _this}eDwBaseSelOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.popHighlightSelectionState("NODE");this.popHighlightSelectionState("FACE");this.popHighlightSelectionState("EDGE");this.popHighlightSelectionState("VERTEX");this.popNodeSelectionColor();this.popNodeSelectionOutlineColor();this.popNodeSelectionHighlightMode();this.popElementSelectionColor();this.popElementSelectionOutlineColor();this.popElementSelectionHighlightMode();return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionStart(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionEnd(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionStart(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionEnd(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.pushHighlightSelectionState=function(iSelType,iNewState){return this.mPrevHighlightStates[iSelType]=this.mSelMgr.setHighlightSelection(iSelType,iNewState)};eDwBaseSelOperator.prototype.pushNodeSelectionColor=function(iColor){return this.mPrevNodeColor=this.mSelMgr.setNodeSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionOutlineColor=function(iColor){return this.mPrevNodeOutlineColor=this.mSelMgr.setNodeSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevNodeHighlightMode=this.mSelMgr.setNodeSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.pushElementSelectionColor=function(iColor){return this.mPrevElementColor=this.mSelMgr.setElementSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionOutlineColor=function(iColor){return this.mPrevElementOutlineColor=this.mSelMgr.setElementSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevElementHighlightMode=this.mSelMgr.setElementSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.popHighlightSelectionState=function(iSelType){if(this.mPrevHighlightStates&&this.mPrevHighlightStates.hasOwnProperty(iSelType)){this.mSelMgr.setHighlightSelection(iSelType,this.mPrevHighlightStates[iSelType]);delete this.mPrevHighlightStates[iSelType]}};eDwBaseSelOperator.prototype.popNodeSelectionColor=function(){if(this.mPrevNodeColor){this.mSelMgr.setNodeSelectionColor(this.mPrevNodeColor);this.mPrevNodeColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionOutlineColor=function(){if(this.mPrevNodeOutlineColor){this.mSelMgr.setNodeSelectionOutlineColor(this.mPrevNodeOutlineColor);this.mPrevNodeOutlineColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionHighlightMode=function(){if(this.mPrevNodeHighlightMode){this.mSelMgr.setNodeSelectionHighlightMode(this.mPrevNodeHighlightMode);this.mPrevNodeHighlightMode=null}};eDwBaseSelOperator.prototype.popElementSelectionColor=function(){if(this.mPrevElementColor){this.mSelMgr.setElementSelectionColor(this.mPrevElementColor);this.mPrevElementColor=null}};eDwBaseSelOperator.prototype.popElementSelectionOutlineColor=function(){if(this.mPrevElementOutlineColor){this.mSelMgr.setElementSelectionOutlineColor(this.mPrevElementOutlineColor);this.mPrevElementOutlineColor=null}};eDwBaseSelOperator.prototype.popElementSelectionHighlightMode=function(){if(this.mPrevElementHighlightMode){this.mSelMgr.setElementSelectionHighlightMode(this.mPrevElementHighlightMode);this.mPrevElementHighlightMode=null}};eDwBaseSelOperator.prototype.actionStart=function(iPoint){this.mFirstPt=eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView());console.debugLog("BaseSelOp","down screen pt = "+JSON.stringify(iPoint))};eDwBaseSelOperator.prototype.actionEnd=function(iPoint){this.mFirstPt=null;console.debugLog("BaseSelOp","up screen pt = "+JSON.stringify(eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView())))};return eDwBaseSelOperator}(eDwOperatorBaseDeps_1.eDwBaseOperator);return eDwBaseSelOperator}));define("eDwChangeModelViewCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeModelViewCmd=function(_super){__extends(eDwChangeModelViewCmd,_super);function eDwChangeModelViewCmd(iViewer,iModelView){var _this=_super.call(this,iViewer)||this;_this.mInitialModelView=iViewer.getModel().getActiveModelView();_this.mFinalModelView=iModelView;return _this}eDwChangeModelViewCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mInitialModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mFinalModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.activateModelView(this.mFinalModelView);return[2]}}))}))};Object.defineProperty(eDwChangeModelViewCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwChangeModelViewCmd.prototype.activateModelView=function(iModelView){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();return[4,this.mViewer.getModel().activateModelView(iModelView)];case 2:_a.sent();return[2]}}))}))})()};return eDwChangeModelViewCmd}(eDwSupportsHistoryCmd);return eDwChangeModelViewCmd}));define("eDwChangeSectionPlaneCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeSectionPlaneCmd=function(_super){__extends(eDwChangeSectionPlaneCmd,_super);function eDwChangeSectionPlaneCmd(iViewer,iInitialPlane,iFinalPlane){var _this=_super.call(this,iViewer)||this;_this.mInitialPlane=iInitialPlane;_this.mFinalPlane=iFinalPlane;return _this}eDwChangeSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mInitialPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2]}}))}))};eDwChangeSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPlane&&!!this.mFinalPlane};Object.defineProperty(eDwChangeSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwChangeSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwChangeSectionPlaneCmd}));define("eDwCmd",["require","exports","eDwOperationMixin"],(function(require,exports,eDwOperationMixin){"use strict";var eDwCmd=function(_super){__extends(eDwCmd,_super);function eDwCmd(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;return _this}eDwCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.setHierarchyNodeIDsAttribs=function(iNodesWithAttribs){var _this=this;if(!iNodesWithAttribs)return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.getModel().setAttribs(iNodesWithAttribs);return[2]}))}))})()};eDwCmd.prototype.getHierarchyNodesAttribs=function(iExcludeModelViewNode){if(iExcludeModelViewNode===void 0){iExcludeModelViewNode=true}var nodeWithAttrib=[];var modelView=this.mViewer.getModel().getActiveModelView();var hierNodes=modelView.Nodes;for(var hierNodeName in hierNodes){var hierNode=hierNodes[hierNodeName];if(iExcludeModelViewNode&&modelView.Hierarchy===hierNode){continue}var attrib=$.extend(true,{},hierNode.getAttribs());nodeWithAttrib.push({HierNode:hierNode,Attribs:attrib})}return nodeWithAttrib};return eDwCmd}(eDwOperationMixin);return eDwCmd}));define("eDwCommandMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwCommandMgr=function(){function eDwCommandMgr(){this.mActiveCmds=[]}eDwCommandMgr.get=function(){if(!eDwCommandMgr.sCommandMgr){eDwCommandMgr.sCommandMgr=new eDwCommandMgr}return eDwCommandMgr.sCommandMgr};eDwCommandMgr.prototype.add=function(iCmd){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iCmd){console.debugLog("CommandMgr","Command noexistant.  Not added.");return[2]}return[4,this.popCmds(iCmd)];case 1:_a.sent();this.mActiveCmds.push(iCmd);console.debugLog("CommandMgr","Added "+Utils.getObjectTypeName(iCmd)+" as an active command.");return[2]}}))}))};eDwCommandMgr.prototype.remove=function(iCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){var detached;return __generator(this,(function(_a){switch(_a.label){case 0:detached=false;if(!iCmd)return[3,2];detached=this.detach(iCmd);if(!(detached&&iCmdAction))return[3,2];return[4,iCmd[iCmdAction]()];case 1:_a.sent();_a.label=2;case 2:console.debugLog("CommandMgr",(detached?"Removed ":"Not Found ")+Utils.getObjectTypeName(iCmd)+" as an active command. "+(detached&&iCmdAction?" Also, "+iCmdAction+"ed it.":""));return[2,detached]}}))}))};eDwCommandMgr.prototype.run=function(ioCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.add(ioCmd)];case 1:_a.sent();return[4,this.remove(ioCmd,iCmdAction)];case 2:_a.sent();return[2]}}))}))};eDwCommandMgr.prototype.clear=function(){return __awaiter(this,void 0,void 0,(function(){var cmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmd=this.mActiveCmds.pop();_a.label=1;case 1:if(!cmd)return[3,4];return[4,cmd.cancel()];case 2:_a.sent();_a.label=3;case 3:cmd=this.mActiveCmds.pop();return[3,1];case 4:console.debugLog("CommandMgr","All active commands cleared.");return[2]}}))}))};eDwCommandMgr.prototype.popCmds=function(iCmd){return __awaiter(this,void 0,void 0,(function(){var exclusiveCmds,i;return __generator(this,(function(_a){switch(_a.label){case 0:if(iCmd.Aggregable&&(!this.mActiveCmds.length||this.mActiveCmds[this.mActiveCmds.length-1].AllowsAggregation)){return[2]}if(!iCmd.Exclusive)return[3,5];exclusiveCmds=this.mActiveCmds.filter((function(iCmd){return iCmd.Exclusive}));i=exclusiveCmds.length-1;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i<numCmds))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.redo()];case 2:ret=_a.sent();console.debugLog("History","Redo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i++;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.clearSubCmds=function(){this.mSubCmds=[]};return eDwCompositeCmd}(eDwSupportsHistoryCmd);return eDwCompositeCmd}));define("eDwConvTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwDrawModeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwDrawModeCmd=function(_super){__extends(eDwDrawModeCmd,_super);function eDwDrawModeCmd(iViewer,iDrawMode){var _this=_super.call(this,iViewer)||this;_this.mInitialDrawMode=iViewer.getDrawMode();_this.mFinalDrawMode=iDrawMode;return _this}eDwDrawModeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mInitialDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mFinalDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setDrawMode(this.mFinalDrawMode);return[2]}}))}))};Object.defineProperty(eDwDrawModeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwDrawModeCmd}(eDwSupportsHistoryCmd);return eDwDrawModeCmd}));define("eDwEventMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwEventMgr=function(){function eDwEventMgr(){this.mEventHandlers=new Map}eDwEventMgr.get=function(){if(!eDwEventMgr.sMgr)eDwEventMgr.sMgr=new eDwEventMgr;return eDwEventMgr.sMgr};eDwEventMgr.prototype.addEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){if(!iEventHandlerFuncName){throw new Error("Eventhandler object has no function name")}this.initHandlersMapForEvent(iEvent);var handlerMap={};handlerMap[iEventHandlerFuncName]=iEventHandlerObj;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.addEventHandlerFunc=function(iEvent,ioEventHandlerFunc){this.initHandlersMapForEvent(iEvent);ioEventHandlerFunc.funcName=ioEventHandlerFunc.name;if(!ioEventHandlerFunc.funcName){var eventTypeName=this.constructor.toString().match(/\w+/g)[1];ioEventHandlerFunc.funcName=eventTypeName+this.mEventHandlers.get(iEvent).length}var handlerMap={};handlerMap[ioEventHandlerFunc.funcName]=ioEventHandlerFunc;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.removeEventHandlerFunc=function(iEvent,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var key in eventHandlerMaps){var handlerMap=eventHandlerMaps[key];if(handlerMap[iEventHandlerFuncName]){eventHandlerMaps.splice(parseInt(key,10),1);++numRemoved}}return numRemoved};eDwEventMgr.prototype.removeEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var _i=0,eventHandlerMaps_1=eventHandlerMaps;_i<eventHandlerMaps_1.length;_i++){var handlerMap=eventHandlerMaps_1[_i];var handlerObj=handlerMap[iEventHandlerFuncName];if(handlerObj===iEventHandlerObj){var index=eventHandlerMaps.indexOf(handlerMap);if(index>-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}return __awaiter(this,void 0,void 0,(function(){var handlerMaps,allPromises,_a,handlerMaps_1,handlerMap,keys,funcName,handlerItem,retPromise,handlerFunc,retPromise;return __generator(this,(function(_b){switch(_b.label){case 0:handlerMaps=this.mEventHandlers.get(iEvent);if(!handlerMaps)return[2,[]];allPromises=[];for(_a=0,handlerMaps_1=handlerMaps;_a<handlerMaps_1.length;_a++){handlerMap=handlerMaps_1[_a];keys=Object.keys(handlerMap);console.assert(keys.length===1);funcName=keys[0];handlerItem=handlerMap[funcName];if("funcName"in handlerItem){retPromise=handlerItem.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}else{handlerFunc=eDwEventMgr.getHandler(handlerItem,funcName);if(handlerFunc){handlerFunc=handlerFunc.bind(handlerItem);retPromise=handlerFunc.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}}}return[4,Promise.all(allPromises)];case 1:return[2,_b.sent()]}}))}))};eDwEventMgr.getHandler=function(iHandlerObj,iHandlerName){var handler;var handlerObj=iHandlerObj;var parentClass=Object.getPrototypeOf(iHandlerObj);while(handlerObj&&!handler){handler=handlerObj[iHandlerName];if(!handler){handlerObj=parentClass;parentClass=handlerObj?Object.getPrototypeOf(handlerObj):null}}return handler instanceof Function?handler:null};eDwEventMgr.prototype.initHandlersMapForEvent=function(iEvent){if(!this.mEventHandlers.has(iEvent)){this.mEventHandlers.set(iEvent,[])}};return eDwEventMgr}();return eDwEventMgr}));define("eDwEvents",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.ViewDeletedEvent=exports.ViewLoadedEvent=exports.ViewCreatedEvent=exports.LicenseKeyEvent=exports.GLContextLostEvent=exports.UserUnitsChangeEvent=exports.DeactivateUIOpEvent=exports.ActivateUIOpEvent=exports.ExplodeLevelChangeEvent=exports.AmbientOcclChangeEvent=exports.ResetSceneEvent=exports.CameraChangeEvent=exports.ModelXformChangeStartEvent=exports.ProjModeChangeEvent=exports.DrawModeChangeEvent=exports.TimeoutEvent=exports.LeftDoubleClickEvent=exports.RightClickEvent=exports.MiddleClickEvent=exports.LeftClickEvent=exports.StopAnimationEvent=exports.StartAnimationEvent=exports.ProdStructLoadedEvent=exports.ModelViewChangeEvent=exports.UnselectEvent=exports.SelectEvent=exports.NodeAttribChangeEvent=exports.DoneEvent=exports.InitFullUIEvent=exports.InitEvent=exports.AppEvent=void 0;var AppEvent=function(){function AppEvent(){this.doNotUse}return AppEvent}();exports.AppEvent=AppEvent;exports.InitEvent=new AppEvent;exports.InitFullUIEvent=new AppEvent;exports.DoneEvent=new AppEvent;exports.NodeAttribChangeEvent=new AppEvent;exports.SelectEvent=new AppEvent;exports.UnselectEvent=new AppEvent;exports.ModelViewChangeEvent=new AppEvent;exports.ProdStructLoadedEvent=new AppEvent;exports.StartAnimationEvent=new AppEvent;exports.StopAnimationEvent=new AppEvent;exports.LeftClickEvent=new AppEvent;exports.MiddleClickEvent=new AppEvent;exports.RightClickEvent=new AppEvent;exports.LeftDoubleClickEvent=new AppEvent;exports.TimeoutEvent=new AppEvent;exports.DrawModeChangeEvent=new AppEvent;exports.ProjModeChangeEvent=new AppEvent;exports.ModelXformChangeStartEvent=new AppEvent;exports.CameraChangeEvent=new AppEvent;exports.ResetSceneEvent=new AppEvent;exports.AmbientOcclChangeEvent=new AppEvent;exports.ExplodeLevelChangeEvent=new AppEvent;exports.ActivateUIOpEvent=new AppEvent;exports.DeactivateUIOpEvent=new AppEvent;exports.UserUnitsChangeEvent=new AppEvent;exports.GLContextLostEvent=new AppEvent;exports.LicenseKeyEvent=new AppEvent;exports.ViewCreatedEvent=new AppEvent;exports.ViewLoadedEvent=new AppEvent;exports.ViewDeletedEvent=new AppEvent}));define("eDwExplodeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwExplodeCmd=function(_super){__extends(eDwExplodeCmd,_super);function eDwExplodeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialLevel=_this.mViewer.getExplosionLevel();_this.mFinalLevel=NaN;return _this}eDwExplodeCmd.prototype.setLevel=function(iLevel){this.setExplosionLevel(iLevel);this.mFinalLevel=iLevel};eDwExplodeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mInitialLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mFinalLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();this.setExplosionLevel(this.mInitialLevel);this.mViewer.HCViewer.explodeManager.stop();return[2]}}))}))};Object.defineProperty(eDwExplodeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwExplodeCmd.prototype.setExplosionLevel=function(iLevel){var explodeMgrHC=this.mViewer.HCViewer.explodeManager;if(!explodeMgrHC.getActive())explodeMgrHC.start();this.mViewer.setExplosionLevel(iLevel)};return eDwExplodeCmd}(eDwSupportsHistoryCmd);return eDwExplodeCmd}));define("eDwGenericError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwGenericError=function(_super){__extends(eDwGenericError,_super);function eDwGenericError(iMessage){return _super.call(this,"Generic Error",iMessage)||this}return eDwGenericError}(eDwBaseError);return eDwGenericError}));define("eDwGeomUtils",["require","exports","eDwTypes","utils"],(function(require,exports,eDwTypes_3,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cAbsAngleTol=exports.cAbsLengthTol=exports.isValidHCPoint=exports.isPoint3DInBox=exports.screenToWorld=exports.dropPointOnPlane=void 0;function dropPointOnPlane(iPtHC,iPlnHC){var dist=iPlnHC.distanceToPoint(iPtHC);var vecHC=iPlnHC.normal.copy();return vecHC.normalize().scale(-dist).add(iPtHC)}exports.dropPointOnPlane=dropPointOnPlane;function screenToWorld(iScreenPosHC,iViewHC){var cameraHC=iViewHC.getCamera();var pnt3DHC=cameraHC.getCameraPlaneIntersectionPoint(iScreenPosHC,iViewHC);console.debugLog("GeomUtils","Screen pt = "+JSON.stringify(iScreenPosHC)+" 3D pt = "+JSON.stringify(pnt3DHC));return pnt3DHC}exports.screenToWorld=screenToWorld;function isPoint3DInBox(iPt3HC,iBboxHC){var pntArr=[];iPt3HC.toArray(pntArr);var minPt=[];iBboxHC.min.toArray(minPt);var maxPt=[];iBboxHC.max.toArray(maxPt);console.debugLog("GeomUtils","3D pt = "+JSON.stringify(iPt3HC)+" Bounding box = "+JSON.stringify(iBboxHC));for(var i=0;i<3;++i){if(pntArr[i]<minPt[i]||pntArr[i]>maxPt[i])return false}return true}exports.isPoint3DInBox=isPoint3DInBox;function isValidHCPoint(iPntHC){if(!iPntHC)return false;if(iPntHC instanceof eDwTypes_3.HC.Point3){if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)||utils.isNaN(iPntHC.z)){return false}}else{if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)){return false}}return true}exports.isValidHCPoint=isValidHCPoint;exports.cAbsLengthTol=1e-6;exports.cAbsAngleTol=1e-9}));define("eDwHierNodeAttribArray",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwHierarchyNode",["require","exports","eDwNodeAttributes","utils","eDwTypes"],(function(require,exports,eDwNodeAttributes_1,utils,eDwTypes_4){"use strict";var eDwHierarchyNode=function(){function eDwHierarchyNode(iName,iCategory,iAttributes,iNodeIDHC,iParentNode,iModeView){this.Category=iCategory;this.HOOPSID=iNodeIDHC;this.mModelView=iModeView;this.mChildNameToHierNode={};this.mBoundingBoxNodeInfo={IDs:[],VisState:false};this.mParentNode=iParentNode;this.Name=iName;if("`"===iName.charAt(0)&&"`"===iName.charAt(iName.length-1)){this.Name=iName.slice(1,-1)}this.mAttribs={};$.extend(this.mAttribs,iAttributes);this.mReadOnlyAttribs={};$.extend(this.mReadOnlyAttribs,this.mAttribs);this.mReadOnlyOverrideAttribs={};if(this.mModelView){this.mModelView.Nodes[iNodeIDHC]=this}}eDwHierarchyNode.prototype.addChild=function(iName,iCategory,iAttribs,iNodeIDHC,iParentNode){var node=new eDwHierarchyNode(iName,iCategory,iAttribs,iNodeIDHC,iParentNode,this.mModelView);this.mChildNameToHierNode[iName]=node;return node};eDwHierarchyNode.prototype.getChildren=function(){return utils.makeArray(this.mChildNameToHierNode)};eDwHierarchyNode.prototype.getAllChildren=function(ioHierNodes){for(var name_1 in this.mChildNameToHierNode){var hierNode=this.mChildNameToHierNode[name_1];if(hierNode){ioHierNodes.push(hierNode);hierNode.getAllChildren(ioHierNodes)}}};eDwHierarchyNode.prototype.getChildrenAndKeys=function(){return this.mChildNameToHierNode};Object.defineProperty(eDwHierarchyNode.prototype,"Parent",{get:function(){return this.mParentNode},enumerable:false,configurable:true});eDwHierarchyNode.prototype.getModelView=function(){return this.mModelView};eDwHierarchyNode.prototype.getAttribs=function(iIgnoreActive){if(iIgnoreActive===void 0){iIgnoreActive=false}var attribs={};$.extend(attribs,this.mAttribs);$.extend(attribs,this.mReadOnlyOverrideAttribs);if(!iIgnoreActive&&!this.isActive()){$.extend(attribs,{Visible:false})}return attribs};eDwHierarchyNode.prototype.getInitialAttribs=function(){var attribs={};$.extend(attribs,this.mReadOnlyAttribs);return attribs};eDwHierarchyNode.prototype.setAttribs=function(iAttribs){var changedAttribNames=eDwNodeAttributes_1.eDwNodeAttributes.setAttribs(this.mAttribs,iAttribs);return changedAttribNames};eDwHierarchyNode.prototype.setOverrideAttribs=function(iAttribs){this.mReadOnlyOverrideAttribs={};var overridesExist=false;for(var attribName in iAttribs){if(this.mAttribs[attribName]!==iAttribs[attribName]){overridesExist=true;break}}if(overridesExist)$.extend(this.mReadOnlyOverrideAttribs,iAttribs);return Object.keys(iAttribs)};eDwHierarchyNode.prototype.mergeAttribs=function(iAttribs){this.mAttribs=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(this.mAttribs,iAttribs);return this.mAttribs};eDwHierarchyNode.prototype.getMergedChildrenAttribs=function(iTraverseOption,ioAccumAttrib){var attrib={};var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){attrib=ioAccumAttrib||attrib;for(var i=0;i<childNodeKeys.length;i++){var childHierNode=childHierNodes[childNodeKeys[i]];var childAttrib=childHierNode.getAttribs();attrib=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(attrib,childAttrib);if(iTraverseOption==="All"){childHierNode.getMergedChildrenAttribs(iTraverseOption,attrib)}}}return attrib};eDwHierarchyNode.prototype.syncAttribsWithChildren=function(iTraverseOption){if(iTraverseOption===void 0){iTraverseOption="DirectDescendantsOnly"}this.setAttribs(this.getMergedChildrenAttribs(iTraverseOption))};eDwHierarchyNode.prototype.propagateAttribsToChildren=function(iPropagatingAttribNames,iUseSetOverride,iTraverseOption){if(iUseSetOverride===void 0){iUseSetOverride=false}if(iTraverseOption===void 0){iTraverseOption="All"}var setMethod=iUseSetOverride?eDwHierarchyNode.prototype.setOverrideAttribs:eDwHierarchyNode.prototype.setAttribs;var changedHierNodes=[];var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){for(var i=0;i<childNodeKeys.length;i++){if(iPropagatingAttribNames&&iPropagatingAttribNames.length){for(var _i=0,iPropagatingAttribNames_1=iPropagatingAttribNames;_i<iPropagatingAttribNames_1.length;_i++){var attribName=iPropagatingAttribNames_1[_i];var attrib={};attrib[attribName]=this.mAttribs[attribName];var childHierNode=childHierNodes[childNodeKeys[i]];var changedAttribNames=setMethod.call(childHierNode,attrib);if(changedAttribNames.length){changedHierNodes.push(childHierNode)}if(iTraverseOption==="All"){var childrenChangedHierNodes=childHierNode.propagateAttribsToChildren(iPropagatingAttribNames,iUseSetOverride,iTraverseOption);Array.prototype.push.apply(changedHierNodes,childrenChangedHierNodes)}}}}}return changedHierNodes};eDwHierarchyNode.prototype.invertAttrib=function(iAttribName){this.mAttribs[iAttribName]=!this.mAttribs[iAttribName];return this.mAttribs};eDwHierarchyNode.prototype.getDisplayState=function(iOtherAttribs){var state=eDwNodeAttributes_1.NodeDisplayState.Invisible;var setVisible=this.mAttribs.Opaque!==undefined&&Object.keys(this.mAttribs).length===1&&iOtherAttribs&&iOtherAttribs.Visible;this.mAttribs.Visible=setVisible?true:this.mAttribs.Visible;if(this.mAttribs.Visible){var opaque=this.mAttribs.Opaque===undefined||this.mAttribs.Opaque;state=opaque?eDwNodeAttributes_1.NodeDisplayState.Visible:eDwNodeAttributes_1.NodeDisplayState.Transparent;if(iOtherAttribs&&iOtherAttribs.Opaque===false){state=eDwNodeAttributes_1.NodeDisplayState.Transparent}}return state};eDwHierarchyNode.prototype.find=function(iPropName,iPropValue,iIncludeThis,iRecurse,iStrictMatch){if(iIncludeThis===void 0){iIncludeThis=true}if(iRecurse===void 0){iRecurse=true}if(iStrictMatch===void 0){iStrictMatch=false}var hierNodes=[];function getHierNodeWithPropNameAndValue(iHierNode){var propValue=iHierNode[iPropName];if(propValue&&utils.isEqual(iPropValue,propValue,iStrictMatch)){hierNodes.push(iHierNode)}}function getChildHierNodesWithPropNameAndValue(iHierNode){for(var childNodeName in iHierNode.mChildNameToHierNode){var childHierNode=iHierNode.mChildNameToHierNode[childNodeName];getHierNodeWithPropNameAndValue(childHierNode);if(iRecurse){getChildHierNodesWithPropNameAndValue(childHierNode)}}}if(iIncludeThis)getHierNodeWithPropNameAndValue(this);getChildHierNodesWithPropNameAndValue(this);return hierNodes};eDwHierarchyNode.prototype.getAllHierNodesWithChangedAttribs=function(ioHierNodes){if(!utils.isEqual(this.getInitialAttribs(),this.mAttribs)){ioHierNodes.push(this)}for(var key in this.mChildNameToHierNode){this.mChildNameToHierNode[key].getAllHierNodesWithChangedAttribs(ioHierNodes)}};eDwHierarchyNode.prototype.showBoundingBox=function(iViewer,iState){return __awaiter(this,void 0,void 0,(function(){var model,isVisible,beautifulGreen,bboxHC,width,height,length_1,scale,vmin,vmax,p0,p1,p2,p3,polylineData,rgba,i,tmp,boxMesh,modelHC,key,meshInstance,nodeID;return __generator(this,(function(_a){switch(_a.label){case 0:model=iViewer.getModel();isVisible=!this.mBoundingBoxNodeInfo||!this.mBoundingBoxNodeInfo.IDs.length||!this.mBoundingBoxNodeInfo.VisState?false:true;if(iState==="on"&&isVisible)return[2,true];if(iState==="off"||iState==="toggle"&&isVisible){this.mBoundingBoxNodeInfo.VisState=false;model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,false);return[2,false]}return[4,model.activateModelView(this.mModelView)];case 1:_a.sent();this.mBoundingBoxNodeInfo.VisState=true;if(!!this.mBoundingBoxNodeInfo.IDs.length)return[3,5];beautifulGreen=new eDwTypes_4.HC.Color(0,255,0);return[4,model.getBoundingBoxOfIDsHC([this.HOOPSID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2,false];width=bboxHC.max.x-bboxHC.min.x;height=bboxHC.max.y-bboxHC.min.y;length_1=Math.max(width,height);scale=.05/2;vmin=new eDwTypes_4.HC.Point3(bboxHC.min.x-length_1*scale,bboxHC.min.y-length_1*scale,bboxHC.min.z);vmax=new eDwTypes_4.HC.Point3(bboxHC.max.x+length_1*scale,bboxHC.max.y+length_1*scale,bboxHC.max.z);p0=new eDwTypes_4.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_4.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_4.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_4.HC.Point3(vmax.x,vmin.y,vmax.z);polylineData=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_4.HC.MeshData;boxMesh.addPolyline(polylineData,rgba);modelHC=model.getHCModel();return[4,modelHC.createMesh(boxMesh)];case 3:key=_a.sent();meshInstance=new eDwTypes_4.HC.MeshInstanceData(key);return[4,modelHC.createMeshInstance(meshInstance,0)];case 4:nodeID=_a.sent();this.mBoundingBoxNodeInfo.IDs.push(nodeID);_a.label=5;case 5:model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,true);return[2,true]}}))}))};eDwHierarchyNode.prototype.isSelectable=function(){return this.mAttribs.Selectable};eDwHierarchyNode.prototype.isActive=function(){var activeModelView=this.mModelView.Model.getActiveModelView();return this.mModelView===activeModelView?true:false};eDwHierarchyNode.prototype.resetAttribs=function(){var changedHierNodes=[];this.getAllHierNodesWithChangedAttribs(changedHierNodes);for(var _i=0,changedHierNodes_1=changedHierNodes;_i<changedHierNodes_1.length;_i++){var changedHierNode=changedHierNodes_1[_i];changedHierNode.mAttribs=changedHierNode.getInitialAttribs()}return changedHierNodes};eDwHierarchyNode.create=function(iAttribs){return new eDwHierarchyNode("","",iAttribs?iAttribs:{},Number.NaN,null,null)};eDwHierarchyNode.findPropagatingAttribNames=function(iChangedAttribNames){var propagatingAttribNames=eDwHierarchyNode.sPropagatingAttribNames;var changedPropAttribNames=[];for(var _i=0,iChangedAttribNames_1=iChangedAttribNames;_i<iChangedAttribNames_1.length;_i++){var attribName=iChangedAttribNames_1[_i];if(propagatingAttribNames.indexOf(attribName)>-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i<currCmdIndex;i++){activeCmds.push(currStackElem.Stack[i])}}return activeCmds};eDwHistoryMgr.prototype.getCurrStackElem=function(){return this.mCmdStacksStack[this.mCmdStacksStack.length-1]};return eDwHistoryMgr}();var eDwCmdStacksElem=function(){function eDwCmdStacksElem(){this.mCmdStack=[];this.mCurrCmdIndex=-1}Object.defineProperty(eDwCmdStacksElem.prototype,"Stack",{get:function(){return this.mCmdStack},enumerable:false,configurable:true});eDwCmdStacksElem.prototype.getCurrCmdIndex=function(){return this.mCurrCmdIndex};eDwCmdStacksElem.prototype.incrementCurrCmdIndex=function(iIndex){if(typeof iIndex!=="number")return;this.mCurrCmdIndex+=iIndex};return eDwCmdStacksElem}();return eDwHistoryMgr}));define("eDwKeyMgr",["require","exports","eDwUIHTMLEventMgr","eDwTypes","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwTypes_5,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwKeyMgr=void 0;var eDwKeyMgr=function(){function eDwKeyMgr(){var _this=this;window.frames.focus();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;var processKeyEventFunc=function(iEvent){var keyEventJQ=iEvent;if(iEvent.type==="keydown"){_this.mDownKeys[keyEventJQ.key]=true}else if(iEvent.type=="keyup"){delete _this.mDownKeys[keyEventJQ.key]}else{return}var eventHandlers=_this.mKeyEventHandlers[iEvent.type][keyEventJQ.key];for(var i in eventHandlers){var eventHandler=eventHandlers[i];if(l_isEqual(keyEventJQ,eventHandler.Modifiers)){eventHandler.KeyFunc(keyEventJQ)}}};this.mUIHTMLEventMgr.addEventHandler("document","keydown",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keyup",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keypress",processKeyEventFunc);this.mKeyEventHandlers={};this.mKeyEventHandlers["keydown"]={};this.mKeyEventHandlers["keyup"]={};this.mKeyEventHandlers["keypress"]={};this.mDownKeys={}}eDwKeyMgr.get=function(){if(!eDwKeyMgr.sKeyMgr){eDwKeyMgr.sKeyMgr=new eDwKeyMgr}return eDwKeyMgr.sKeyMgr};eDwKeyMgr.prototype.add=function(iKeyInfo,iEventName,iFunc){var eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key];if(!eventHandlers){eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key]={}}var keyModifiers=l_getKeyModifiers(iKeyInfo);this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]={Modifiers:iKeyInfo,KeyFunc:iFunc}};eDwKeyMgr.prototype.remove=function(iKeyInfo,iEventName){var keyModifiers=l_getKeyModifiers(iKeyInfo);delete this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]};eDwKeyMgr.prototype.isDown=function(iKey){return this.mDownKeys[iKey]?true:false};eDwKeyMgr.isLMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="left"?true:false};eDwKeyMgr.isMMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="middle"?true:false};eDwKeyMgr.isRMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="right"?true:false};eDwKeyMgr.isAnyPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="none"?false:true};eDwKeyMgr.getMouseButtonPressed=function(iEvent){var buttonPressed="none";if(utils.isOfType(iEvent,"which")){if(utils.isNumber(iEvent.which)){switch(iEvent.which){case 0:buttonPressed="none";break;case 1:buttonPressed="left";break;case 2:buttonPressed="middle";break;case 3:buttonPressed="right";break;default:break}}else{switch(iEvent.button){case 0:return buttonPressed="none";break;case 1:return buttonPressed="left";break;case 4:return buttonPressed="middle";break;case 2:return buttonPressed="right";break;default:break}}return buttonPressed}else{if(iEvent.getButtons()===eDwTypes_5.HC.Buttons.None){switch(iEvent.getButton()){case eDwTypes_5.HC.Button.None:buttonPressed="none";break;case eDwTypes_5.HC.Button.Left:buttonPressed="left";break;case eDwTypes_5.HC.Button.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Button.Right:buttonPressed="right";break;default:break}return buttonPressed}}switch(iEvent.getButtons()){case eDwTypes_5.HC.Buttons.None:buttonPressed="none";break;case eDwTypes_5.HC.Buttons.Left:buttonPressed="left";break;case eDwTypes_5.HC.Buttons.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Buttons.Right:buttonPressed="right";break;default:break}return buttonPressed};return eDwKeyMgr}();exports.eDwKeyMgr=eDwKeyMgr;function l_isEqual(iKey1,iKey2){var numMatch=0;var compareFields=["altKey","ctrlKey","metaKey","shiftKey"];for(var _i=0,compareFields_1=compareFields;_i<compareFields_1.length;_i++){var i=compareFields_1[_i];if(iKey1[i]===iKey2[i])++numMatch}return numMatch===Object.keys(iKey2).length-1?true:false}function l_getKeyModifiers(iKeyInfo){var keyModifiers="";for(var key in iKeyInfo){if(key.indexOf("Key")>-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i<iNodeIDsHC_1.length;_i++){var nodeIDHC=iNodeIDsHC_1[_i];if(!this.mNodeIDHCToHierNodeMap[nodeIDHC]){this.mNodeIDHCToHierNodeMap[nodeIDHC]=iModel.getHierarchyNode(nodeIDHC)}}};eDwLayer.prototype.getName=function(){return this.mName};eDwLayer.prototype.getIDHC=function(){return this.mIDHC};eDwLayer.prototype.getAttribs=function(){return eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs)};eDwLayer.prototype.setAttribs=function(iSrcAttribs){if(utils.isEqual(this.mAttribs,iSrcAttribs,true))return false;this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iSrcAttribs);return true};eDwLayer.prototype.resetAttribs=function(){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mInitAttribs)};eDwLayer.prototype.mergeAttribs=function(iSrcAttribs){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.mergeAttribs(this.mAttribs,iSrcAttribs)};eDwLayer.prototype.getNodeIDsHC=function(){var nodeIDsHC=[];for(var nodeIDHCStr in this.mNodeIDHCToHierNodeMap){nodeIDsHC.push(parseInt(nodeIDHCStr,10))}return nodeIDsHC};eDwLayer.prototype.getHCNodesAndAttribs=function(ioNodeIDsHCAndAttribs){var nodeOnLayerIDsHC=this.getNodeIDsHC();for(var _i=0,nodeOnLayerIDsHC_1=nodeOnLayerIDsHC;_i<nodeOnLayerIDsHC_1.length;_i++){var nodeOnLayerIDHC=nodeOnLayerIDsHC_1[_i];var combinedAttribs=this.getCombinedAttribsForHCNode(nodeOnLayerIDHC);if(!combinedAttribs)continue;ioNodeIDsHCAndAttribs.push({IDHC:nodeOnLayerIDHC,Attribs:combinedAttribs})}};eDwLayer.prototype.getCombinedAttribsForHCNode=function(iNodeIDHC){var parentHierNode=this.mNodeIDHCToHierNodeMap[iNodeIDHC];if(!parentHierNode)return undefined;var detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs);while(parentHierNode){detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.intersectAttribs(detachedAttribs,parentHierNode.getAttribs());parentHierNode=parentHierNode.Parent}return detachedAttribs};return eDwLayer}();return eDwLayer}));define("eDwMBDNoteMgr",["require","exports","eDwTypes","eDwGeomUtils"],(function(require,exports,eDwTypes_6,eDwGeomUtils){"use strict";var MBDNote=function(){function MBDNote(iViewer,iRefPntHC,iCurPntHC,nodeId){var modelHC=iViewer.getModel().getHCModel();var viewHC=iViewer.getHCView();this.mViewer=iViewer;this.mRefPntHC=iRefPntHC.copy();this.mNodeId=nodeId;var rPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(iCurPntHC));this.mOffset=eDwTypes_6.HC.Point2.subtract(cPos2,rPos2);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);this.mOffsetLen=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3).length();var cDelta=eDwTypes_6.HC.Point3.subtract(cPos3,iCurPntHC);var matrix=new eDwTypes_6.HC.Matrix;matrix.loadIdentity();matrix.setTranslationComponent(cDelta.x,cDelta.y,cDelta.z);var nodeMatrix=modelHC.getNodeMatrix(nodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,matrix);modelHC.setNodeMatrix(nodeId,nodeMatrix);this.mOrigPos=cPos3.copy();var camera=this.mViewer.getHCView().getCamera();this.mOrigCamMatrix=camera.getMatrixFromCamera().copy();this.mOrigModMatrix=modelHC.getNodeMatrix(nodeId)}MBDNote.prototype.updatePos=function(){var viewHC=this.mViewer.getHCView();var modelHC=this.mViewer.getModel().getHCModel();var rPos2=eDwTypes_6.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.add(rPos2,this.mOffset);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);var crDelta=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3);crDelta.normalize();crDelta.scale(this.mOffsetLen);cPos3=eDwTypes_6.HC.Point3.add(rPos3,crDelta);var posDelta=eDwTypes_6.HC.Point3.subtract(cPos3,this.mOrigPos);var revTransMat=new eDwTypes_6.HC.Matrix;var transMat=new eDwTypes_6.HC.Matrix;var extraTransMat=new eDwTypes_6.HC.Matrix;revTransMat.setTranslationComponent(-this.mOrigPos.x,-this.mOrigPos.y,-this.mOrigPos.z);transMat.setTranslationComponent(this.mOrigPos.x,this.mOrigPos.y,this.mOrigPos.z);extraTransMat.setTranslationComponent(posDelta.x,posDelta.y,posDelta.z);this.mOrigPos=cPos3.copy();var nodeMatrix=this.mOrigModMatrix.copy();var camera=viewHC.getCamera();var curCamMatrix=camera.getMatrixFromCamera().copy();var oriCamMatrix=this.mOrigCamMatrix.copy();var oriCamMatrixR=oriCamMatrix.inverseAndDeterminant()[0];this.mOrigCamMatrix=curCamMatrix.copy();var rotMatrix=eDwTypes_6.HC.Matrix.multiply(revTransMat,oriCamMatrixR);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,curCamMatrix);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,transMat);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,extraTransMat);nodeMatrix=modelHC.getNodeMatrix(this.mNodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,rotMatrix);modelHC.setNodeMatrix(this.mNodeId,nodeMatrix,false)};return MBDNote}();var eDwMBDNoteMgr=function(){function eDwMBDNoteMgr(iViewer){this.mNotes=[];this.mViewer=iViewer}eDwMBDNoteMgr.prototype.addNote=function(nodeId,refBox){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var model,boxHC;return __generator(this,(function(_a){switch(_a.label){case 0:model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC([nodeId])];case 1:boxHC=_a.sent();if(boxHC.isDegenerate())return[2];this.mNotes.push(new MBDNote(this.mViewer,refBox.center(),boxHC.center(),nodeId));return[2]}}))}))})();return true};eDwMBDNoteMgr.prototype.updateNote=function(){var len=this.mNotes.length;for(var i=0;i<len;++i){this.mNotes[i].updatePos()}};return eDwMBDNoteMgr}();return eDwMBDNoteMgr}));define("eDwModel",["require","exports","eDwEventMgr","eDwHierarchyNode","eDwModelView","eDwLayer","eDwNodeAttributes","eDwEvents","eDwTypes","eDwUnits","utils"],(function(require,exports,eDwEventMgr,eDwHierarchyNode,eDwModelView,eDwLayer,eDwNodeAttributes_3,eDwEvents_2,eDwTypes_7,eDwUnits_1,utils){"use strict";var eDwModel=function(){function eDwModel(iViewer){this.mViewer=iViewer;this.mModelHC=iViewer.HCViewer.model;this.mModelViews=[];this.mLayers=[];this.mInitialModelView=this.mActiveModelView=null;this.mCategory="UNKNOWN";this.mOrigin="";this.mBox=new eDwTypes_7.HC.Box;this.mProperties=$([]);this.setUserUnits({Length:eDwUnits_1.cDefaultLengthUnit,Angle:eDwUnits_1.cDefaultAngleUnit});this.mModelHC.setEnableAutomaticUnitScaling(false);this.mModelHC.setBehaviorInitiallyHidden(false);this.calculateBoundingBox()}eDwModel.prototype.initModelData=function(){return __awaiter(this,void 0,void 0,(function(){var bbox,nodeProps,modelViews,_loop_1,this_1,_i,modelViews_1,modelView,state_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mViewer)return[2];bbox=this.getBoundingBox();if(!bbox.extents().equals(eDwTypes_7.HC.Point3.zero()))return[3,2];return[4,this.calculateBoundingBox()];case 1:_a.sent();_a.label=2;case 2:this.mViewer.initializeManagers();return[4,this.mModelHC.getNodeProperties(this.getModelIDHC())];case 3:nodeProps=_a.sent();if(nodeProps)this.loadProperties(nodeProps);modelViews=this.getModelViews();_loop_1=function(modelView){var attribs=modelView.Hierarchy.getInitialAttribs();if(attribs.Visible){this_1.mActiveModelView=modelView;this_1.mInitialModelView=this_1.mActiveModelView;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelView)];case 1:_a.sent();return[2]}}))}))})();return{value:void 0}}};this_1=this;for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];state_1=_loop_1(modelView);if(typeof state_1==="object")return[2,state_1.value]}if(modelViews.length){console.warn("There is no active model view."+"  Defaulting to first.");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelViews[0])];case 1:_a.sent();return[2]}}))}))})();return[2]}console.warn("There are no model views in this model.");return[2]}}))}))};eDwModel.prototype.getBoundingBox=function(){return this.mBox};eDwModel.prototype.calculateBoundingBox=function(iIgnoreInvisible,iIncludeExcluded){if(iIgnoreInvisible===void 0){iIgnoreInvisible=true}if(iIncludeExcluded===void 0){iIncludeExcluded=false}return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=this;return[4,this.mModelHC.getModelBounding(iIgnoreInvisible,iIncludeExcluded)];case 1:_a.mBox=_b.sent();return[2,this.mBox]}}))}))};eDwModel.prototype.getBoundingBoxOfIDsHC=function(iUDsHC){return __awaiter(this,void 0,void 0,(function(){var bboxHC,iExcp_5;return __generator(this,(function(_a){switch(_a.label){case 0:bboxHC=eDwTypes_7.HC.Box.invalid();if(!(iUDsHC&&iUDsHC.length))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesBounding(iUDsHC)];case 2:bboxHC=_a.sent();return[3,4];case 3:iExcp_5=_a.sent();console.debugLog("Model",iExcp_5.message);return[3,4];case 4:return[2,bboxHC]}}))}))};eDwModel.prototype.getLayers=function(){return this.mLayers};eDwModel.prototype.getUserUnits=function(){return $.extend({},this.mUserUnits)};eDwModel.prototype.setUserUnits=function(iUserUnits){var _this=this;if(utils.isEqual(this.mUserUnits,iUserUnits))return;this.mUserUnits=$.extend({},iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.UserUnitsChangeEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwModel.prototype.getValueWithUnit=function(iValue,iUnitType){var _this=this;var cUnitScaleFactor={degree:1,radian:Math.PI/180,millimeter:c_lengthUnitToMMFactor,centimeter:c_lengthUnitToMMFactor/10,meter:c_lengthUnitToMMFactor/1e3,inch:c_lengthUnitToMMFactor/25.4,foot:c_lengthUnitToMMFactor/304.8,footAndInch:NaN};function l_getScaledValue(iNonScaledVal,iUnit){var scale=cUnitScaleFactor[iUnit];return iUnitType==="Area"?iNonScaledVal*scale*scale:iNonScaledVal*scale}var cCommonUnitFormat="${val}${unit}";function l_getFormattedScaledValue(iVal,iUnit,iUserUnitLabel){var val=l_getScaledValue(iVal,iUnit);return utils.formatString(cCommonUnitFormat,val.toFixed(2),iUserUnitLabel)}var basicUserUnitResults={degree:function(iVal){return l_getFormattedScaledValue(iVal,"degree","deg")},radian:function(iVal){return l_getFormattedScaledValue(iVal,"radian","rad")},millimeter:function(iVal){return l_getFormattedScaledValue(iVal,"millimeter","mm")},centimeter:function(iVal){return l_getFormattedScaledValue(iVal,"centimeter","cm")},meter:function(iVal){return l_getFormattedScaledValue(iVal,"meter","m")},inch:function(iVal){return l_getFormattedScaledValue(iVal,"inch","in")},foot:function(iVal){return l_getFormattedScaledValue(iVal,"foot","ft")},footAndInch:function(iVal){var signFactor=iVal<0?-1:1;var absValue=Math.abs(iVal);var footVal=Math.floor(l_getScaledValue(absValue,"foot"));var footValInDBUnits=footVal/l_getScaledValue(1,"foot");var inchVal=l_getScaledValue(absValue-footValInDBUnits,"inch")*signFactor;var formattedString=utils.formatString("${inchVal}in",inchVal.toFixed(2));if(footVal>.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i<iHierNodes_1.length;_i++){hierNode=iHierNodes_1[_i];if(!hierNode||utils.isNaN(hierNode.HOOPSID))continue;changedAttribNames=hierNode.setAttribs(iAttribs);propagatingAttribNames=eDwHierarchyNode.findPropagatingAttribNames(changedAttribNames);if(propagatingAttribNames.length){changedHierNodes.push(hierNode);changedChildHierNodes=hierNode.propagateAttribsToChildren(propagatingAttribNames);Array.prototype.push.apply(changedHierNodes,changedChildHierNodes);parentHierNode=hierNode.Parent;if(parentHierNode&&parentHierNode.Parent){for(_a=0,propagatingAttribNames_1=propagatingAttribNames;_a<propagatingAttribNames_1.length;_a++){attribName=propagatingAttribNames_1[_a];attrib={};attrib[attribName]=iAttribs[attribName];parentAttrib=parentHierNode.getAttribs();value=parentAttrib[attribName];if(value){if(value!==attrib[attribName]){mergedAttrib=parentHierNode.getMergedChildrenAttribs("DirectDescendantsOnly");if(!mergedAttrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}else{if(value!==attrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}}}}changedHierNodesAndAttribs=l_makeNodeAttribArray(changedHierNodes,null,false);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 1:_b.sent();for(changedHCNodeID in changedAncestorHierNodeMap){ancHierNode=changedAncestorHierNodeMap[changedHCNodeID];changedHierNodes.push(ancHierNode);changedHierNodesAndAttribs.push({HierNode:ancHierNode,Attribs:iAttribs})}if(!changedHierNodes.length)return[3,3];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 2:_b.sent();_b.label=3;case 3:return[2]}}))}))};eDwModel.prototype.setAttribs=function(iNodesWithAttribs){return __awaiter(this,void 0,void 0,(function(){var nodesWithAttribs,_i,nodesWithAttribs_1,nodeWithAttrib;return __generator(this,(function(_a){switch(_a.label){case 0:nodesWithAttribs=iNodesWithAttribs;_i=0,nodesWithAttribs_1=nodesWithAttribs;_a.label=1;case 1:if(!(_i<nodesWithAttribs_1.length))return[3,4];nodeWithAttrib=nodesWithAttribs_1[_i];return[4,this.setAttribOnHierNodes([nodeWithAttrib.HierNode],nodeWithAttrib.Attribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[2]}}))}))};eDwModel.prototype.setOverrideAttribOnHierNodes=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var overriddenHierNodesAndAttribs,_i,iHierNodesAndAttribs_1,hierNodeAndAttribs,hierNode,attribs,childHierNodesAndAttribs,childNodesAndKeys,key;return __generator(this,(function(_a){switch(_a.label){case 0:overriddenHierNodesAndAttribs=[];_i=0,iHierNodesAndAttribs_1=iHierNodesAndAttribs;_a.label=1;case 1:if(!(_i<iHierNodesAndAttribs_1.length))return[3,4];hierNodeAndAttribs=iHierNodesAndAttribs_1[_i];hierNode=hierNodeAndAttribs.HierNode;attribs=hierNodeAndAttribs.Attribs;hierNode.setOverrideAttribs(attribs);overriddenHierNodesAndAttribs.push({HierNode:hierNode,Attribs:hierNode.getAttribs()});childHierNodesAndAttribs=[];childNodesAndKeys=hierNode.getChildrenAndKeys();for(key in childNodesAndKeys){childHierNodesAndAttribs.push({HierNode:childNodesAndKeys[key],Attribs:attribs})}return[4,this.setOverrideAttribOnHierNodes(childHierNodesAndAttribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[4,this.syncHCNodesState(overriddenHierNodesAndAttribs)];case 5:_a.sent();if(!overriddenHierNodesAndAttribs.length)return[3,7];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,overriddenHierNodesAndAttribs)];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.isAssembly=function(){return this.mCategory==="ASSEMBLY"?true:false};eDwModel.prototype.isPart=function(){return this.mCategory==="PART"?true:false};eDwModel.prototype.isDrawing=function(){return this.mCategory==="DRAWING"?true:false};eDwModel.prototype.getNodeType=function(iNodeID){return utils.isNaN(iNodeID)?eDwTypes_7.HC.NodeType.Unknown:this.mModelHC.getNodeType(iNodeID)};eDwModel.prototype.getHierarchyNode=function(iIDHC){var modelHC=this.getHCModel();var modelViews=this.getModelViews();var i=0;var modelView;var hierNode;while(i<modelViews.length&&(modelView=modelViews[i++])&&!hierNode){var nodeType=this.getNodeType(iIDHC);var nodeIDHC=iIDHC;hierNode=modelView.Nodes[nodeIDHC];while(hierNode&&(!hierNode.isSelectable()&&hierNode!==modelView.Hierarchy)||!hierNode&&nodeType!==eDwTypes_7.HC.NodeType.Unknown){var parentNodeIDHC=modelHC.getNodeParent(nodeIDHC);nodeType=this.getNodeType(parentNodeIDHC);nodeIDHC=parentNodeIDHC||0;hierNode=modelView.Nodes[nodeIDHC]}}return hierNode};eDwModel.prototype.getModelViews=function(){return this.mModelViews};eDwModel.prototype.getActiveModelView=function(){return this.mActiveModelView};eDwModel.prototype.activateModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(iModelView===this.mActiveModelView)return[2];return[4,this.setActiveModelView(iModelView)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getFileOriginType=function(){return this.mOrigin};eDwModel.prototype.resetToDefault=function(){return __awaiter(this,void 0,void 0,(function(){var _i,_a,layer,changedHierNodesAndAttribs,modelViews,_b,modelViews_2,modelView;return __generator(this,(function(_c){switch(_c.label){case 0:for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.resetAttribs()}return[4,this.setActiveModelView(this.mInitialModelView)];case 1:_c.sent();changedHierNodesAndAttribs=l_makeNodeAttribArray(this.mActiveModelView.resetAttribs());return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_c.sent();modelViews=this.getModelViews();for(_b=0,modelViews_2=modelViews;_b<modelViews_2.length;_b++){modelView=modelViews_2[_b];if(modelView!==this.mActiveModelView){modelView.resetAttribs()}}return[2]}}))}))};eDwModel.prototype.syncLayersAttribsState=function(){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndAttribs,_i,_a,layer;return __generator(this,(function(_b){switch(_b.label){case 0:nodeIDsHCAndAttribs=[];for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.getHCNodesAndAttribs(nodeIDsHCAndAttribs)}return[4,this.setHCToAttrib(nodeIDsHCAndAttribs)];case 1:_b.sent();return[2]}}))}))};eDwModel.prototype.getProperty=function(iPropName){for(var i=0;i<this.mProperties.length;i++){var property=$(this.mProperties[i]);var propName=property.attr("name");if(propName===iPropName)return property.attr("val")}return""};eDwModel.prototype.isVisibleForNodeHC=function(iNodeIDHC){return this.mModelHC.getNodeVisibility(iNodeIDHC)};eDwModel.prototype.setVisibilityForNodesHC=function(iNodeIDsHC,iVisible){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibility(iNodeIDsHC,iVisible)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.setVisibilitiesForNodesHC=function(iNodeIDVisMapHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibilities(iNodeIDVisMapHC)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getOpacityForNodeHC=function(iNodeIDHC){return __awaiter(this,void 0,void 0,(function(){var opacity,opacities,iErrorMsg_1;return __generator(this,(function(_a){switch(_a.label){case 0:opacity=NaN;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesOpacity([iNodeIDHC])];case 2:opacities=_a.sent();if(opacities.length)opacity=opacities[0];return[3,4];case 3:iErrorMsg_1=_a.sent();return[3,4];case 4:return[2,opacity]}}))}))};eDwModel.prototype.setOpacityForNodesHC=function(iNodeIDsHC,iOpacity){this.mModelHC.setNodesOpacity(iNodeIDsHC,iOpacity)};eDwModel.prototype.getModelIDHC=function(){return 0};eDwModel.prototype.parseHierarchy=function(iConfig,ioParentHierNode,iXMLNode,iParseDepth){if(iParseDepth!==undefined&&iParseDepth===0||this.isPart()){return}var children=$(iXMLNode).children("body,assembly,view");for(var i=0;i<children.length;i++){var childJQ=$(children[i]);var elemTag=childJQ.prop("tagName");var nodeProps=l_getProperties(childJQ);var attribs=l_getPropsAsAttribs(nodeProps);var newChild=ioParentHierNode.addChild(nodeProps.Name,elemTag,attribs,nodeProps.HOOPSID,ioParentHierNode);this.parseHierarchy(iConfig,newChild,childJQ,iParseDepth-1)}};eDwModel.prototype.loadProperties=function(iPropsMapHC){var propsToParse=iPropsMapHC.eDrawingsXMLData;console.debugLog("ViewerLoad","extra model data = "+propsToParse);var docJQ=$($.parseXML(propsToParse));var data=docJQ.find("sceneData");if(data.length>0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i<modelViews_3.length;_i++){var modelView=modelViews_3[_i];var childHierNodes=modelView.Hierarchy.getChildren();var assemRootHierNode=childHierNodes[0];assemRootHierNode.Name=decodeURIComponent(assemRootHierNode.Name)}}}if(this.getModelViews().length===0){var attrib={Visible:true};this.mModelViews.push(new eDwModelView("eDrawingsDefault","config",attrib,this.getModelIDHC(),this))}};eDwModel.prototype.processLayers=function(iPropsMapHC){var _this=this;this.mModelHC.getLayers().forEach((function(iLayerName,iLayerIDHC){if(!iLayerName)return;var attribs={Visible:iPropsMapHC[iLayerName]!=="off"};var layer=new eDwLayer(iLayerName,iLayerIDHC,attribs);_this.mLayers.push(layer);layer.addNodes(_this.mModelHC.getNodesFromLayer(iLayerIDHC),_this)}))};eDwModel.prototype.setActiveModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){var oldModelView,changedHierNodesAndAttribs,visAttrib,invisAttrib,iError_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iModelView)return[3,7];oldModelView=this.mActiveModelView;this.mActiveModelView=iModelView;changedHierNodesAndAttribs=[];_a.label=1;case 1:_a.trys.push([1,5,,6]);visAttrib={Visible:true};invisAttrib={Visible:false};if(oldModelView&&oldModelView!==iModelView){changedHierNodesAndAttribs=l_makeNodeAttribArray(oldModelView.Hierarchy.find("mAttribs",visAttrib),invisAttrib);oldModelView.Hierarchy.setAttribs(invisAttrib)}if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("Before set active view = true")}changedHierNodesAndAttribs.push({HierNode:this.mActiveModelView.Hierarchy,Attribs:visAttrib});Array.prototype.push.apply(changedHierNodesAndAttribs,l_makeNodeAttribArray(this.mActiveModelView.Hierarchy.find("mAttribs",invisAttrib,false)));this.mActiveModelView.Hierarchy.setAttribs(visAttrib);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_a.sent();if(!changedHierNodesAndAttribs.length)return[3,4];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 3:_a.sent();_a.label=4;case 4:if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("After set active view = true")}this.mViewer.ViewMgr.setCamera(iModelView.getDefaultCamera(),400);return[3,6];case 5:iError_1=_a.sent();console.debugLog("NodeVisibility","activateModelView failed to set node visibilities.");console.error(iError_1);return[3,6];case 6:(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_notifyModelViewChange(this.mViewer,iModelView,this.isPart())];case 1:_a.sent();return[2]}}))}))})();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.setHCToAttrib=function(iNodeIDsHCAndAttribs){return __awaiter(this,void 0,void 0,(function(){var _i,iNodeIDsHCAndAttribs_1,nodeIDHCAndAttribs,nodeIDHC,attribs,oldVisibility,oldOpacity,nodeNameHC,opacity,newVisibility;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iNodeIDsHCAndAttribs.length)return[2];_i=0,iNodeIDsHCAndAttribs_1=iNodeIDsHCAndAttribs;_a.label=1;case 1:if(!(_i<iNodeIDsHCAndAttribs_1.length))return[3,7];nodeIDHCAndAttribs=iNodeIDsHCAndAttribs_1[_i];nodeIDHC=nodeIDHCAndAttribs.IDHC;attribs=nodeIDHCAndAttribs.Attribs;oldVisibility=void 0;oldOpacity=void 0;nodeNameHC=void 0;if(!this.mViewer.ViewerFeatureOpts.Debug)return[3,3];return[4,this.getOpacityForNodeHC(nodeIDHC)];case 2:oldOpacity=_a.sent();oldVisibility=this.isVisibleForNodeHC(nodeIDHC);nodeNameHC=this.mModelHC.getNodeName(nodeIDHC);_a.label=3;case 3:if(!(oldVisibility!==attribs.Visible))return[3,5];return[4,this.setVisibilityForNodesHC([nodeIDHC],attribs.Visible)];case 4:_a.sent();_a.label=5;case 5:opacity=attribs.Opaque===undefined?NaN:attribs.Opaque?1:.5;if(attribs.Visible&&utils.isNumber(opacity)){this.setOpacityForNodesHC([nodeIDHC],opacity)}if(this.mViewer.ViewerFeatureOpts.Debug){newVisibility=this.isVisibleForNodeHC(nodeIDHC);console.debugLog("NodeVisibility","HC Node (name = "+nodeNameHC+", ID = "+nodeIDHC+") | old visibility = "+oldVisibility+" | new visibility = "+newVisibility+" | intended visibility = "+attribs.Visible+" | old opacity = "+oldOpacity+" | intended opacity = "+opacity)}_a.label=6;case 6:_i++;return[3,1];case 7:return[2]}}))}))};eDwModel.prototype.syncHCNodesState=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndVisAttribs,nodeIDsHCAndInvisAttribs,_i,iHierNodesAndAttribs_2,hierNodeAndAttribs,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDsHCAndVisAttribs=[];nodeIDsHCAndInvisAttribs=[];for(_i=0,iHierNodesAndAttribs_2=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_2.length;_i++){hierNodeAndAttribs=iHierNodesAndAttribs_2[_i];hierNode=hierNodeAndAttribs.HierNode;if(hierNode.HOOPSID&&utils.isNumber(hierNode.HOOPSID)){if(hierNodeAndAttribs.Attribs.Visible){nodeIDsHCAndVisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}else{nodeIDsHCAndInvisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}}}if(!nodeIDsHCAndVisAttribs.length)return[3,3];return[4,this.setHCToAttrib(nodeIDsHCAndVisAttribs)];case 1:_a.sent();return[4,this.syncLayersAttribsState()];case 2:_a.sent();_a.label=3;case 3:return[4,this.setHCToAttrib(nodeIDsHCAndInvisAttribs)];case 4:_a.sent();return[2]}}))}))};eDwModel.prototype.parseModelViews=function(iDocJQ,iXMLDocModelViewSearchKeyword,iXMLDocModelViewSubElemSearchKeyword,iDefaultModelViewName,iModelViewCategory){var modelViews=iDocJQ.find(iXMLDocModelViewSearchKeyword);for(var i=0;i<modelViews.length;i++){var modelViewJQ=$(modelViews[i]);var nodeProps=l_getProperties(modelViewJQ);if(!nodeProps.Name){nodeProps.Name=iDefaultModelViewName+(i+1)}var attribs=l_getPropsAsAttribs(nodeProps);var cameraHC=l_getDefaultCamera(modelViewJQ);var modelView=new eDwModelView(nodeProps.Name,iModelViewCategory,attribs,nodeProps.HOOPSID,this,cameraHC);this.mModelViews.push(modelView);var hierarchyNode=modelView.Hierarchy;this.parseHierarchy(modelView,hierarchyNode,modelViewJQ.find(iXMLDocModelViewSubElemSearchKeyword));l_addTables(this.mViewer,iDocJQ,this,hierarchyNode,modelView)}};eDwModel.prototype.dumpModelViewStateHC=function(iPrefixMsg){var msg=iPrefixMsg+" -> (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b<hierNodes_1.length;_b++){var hierNode=hierNodes_1[_b];console.debugLog("NodeVisibility",hierNode.Name+" HOOPS ID "+hierNode.HOOPSID+" Visibility = "+this.isVisibleForNodeHC(hierNode.HOOPSID)+" Opacity = "+this.getOpacityForNodeHC(hierNode.HOOPSID))}};eDwModel.prototype.getHCModel=function(){return this.mModelHC};return eDwModel}();var c_lengthUnitToMMFactor=1e3;function l_addTables(iViewer,iDoc,iModel,ioHierachyNode,ioModelView){var tables=$(iDoc).find("table");var numTables=tables.length;if(numTables>0&&ioHierachyNode){for(var i=0;i<numTables;i++){var tableJQ=$(tables[i]);var nodeProps=l_getProperties(tableJQ);if(!nodeProps.Name){nodeProps.Name="Unnamed Table"+(i+1)}nodeProps.NotesArea=tableJQ.attr("notesarea")==="1"?true:false;var attribs=l_getPropsAsAttribs(nodeProps);var hierarchyNode=ioHierachyNode.addChild(nodeProps.Name,"table",attribs,nodeProps.HOOPSID,ioHierachyNode);iViewer.TableMgr.add(hierarchyNode)}}}function l_getProperties(iElemJQ){function trueFalseOrIndeterminate(iVal){if(iVal===undefined)return undefined;return iVal==="1"?true:iVal==="0"?false:undefined}function falseTrueOrIndeterminate(iVal){var val=trueFalseOrIndeterminate(iVal);return val===undefined?undefined:!val}var props={};if(iElemJQ){props.Name=iElemJQ.attr("name");if(props.Name.charAt(0)=="<"&&props.Name.charAt(props.Name.length-1)==">"){props.Name=props.Name.replace("<","&lt;");props.Name=props.Name.replace(">","&gt;")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i<numOps;i++){if(this.getOperator(this.getActiveOperatorID())===iOp){index=i;break}var op=this.mOperatorMgrHC.pop();if(op)opsStack.push(op)}var lastOpPos=opsStack.length-1;for(var i=lastOpPos;i>=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){return this.CurrTouches[i]}}return null};OperatorBaseHC.prototype.removeTouchById=function(iTouchID){var _this=this;var dumpTouch=function(){var touchIDs=[];for(var _i=0,_a=_this.CurrTouches;_i<_a.length;_i++){var touch=_a[_i];touchIDs.push(touch.Event.getId())}console.debugLog("TouchOp","touch IDs: "+JSON.stringify(touchIDs))};console.debugLog("TouchOp","Touch IDs before remove:");dumpTouch();for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){this.CurrTouches.splice(i,1);break}}console.debugLog("TouchOp","Touch IDs after remove:");dumpTouch()};OperatorBaseHC.prototype.hasTouchMoved=function(ioTouchEvent){if(!ioTouchEvent)return false;var touch=this.getTouchById(ioTouchEvent.getId());if(!touch)return false;var curPos=ioTouchEvent.getPosition();if(curPos.x!==Math.round(curPos.x)||curPos.y!==Math.round(curPos.y)){return false}var origPos=touch.Event.getPosition();var epsX=1,epsY=1;var delta=eDwTypes_10.HC.Point2.subtract(curPos,origPos);return Math.abs(delta.x)>epsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i<selObjs_1.length;_i++){var selObj=selObjs_1[_i];var faceObj=selObj.getFaceEntity();if(faceObj){camera=this.mViewer.ViewMgr.setViewOrientationToDirection(faceObj.getNormal());break}}return camera};eDwSelMgr.prototype.getLastSelIDHC=function(){var selIDsHC=this.getSelectableIDsHC();if(selIDsHC.length>0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i<seoIDsHC_1.length;_i++){var selNodeID=seoIDsHC_1[_i];selHierNodes.push(modelView.Nodes[selNodeID])}return selHierNodes};Object.defineProperty(eDwSelMgr.prototype,"length",{get:function(){return this.mSelectableObjsHC.length},enumerable:false,configurable:true});eDwSelMgr.prototype.isIDSelectable=function(iNodeIDHC){var modelView=this.mViewer.getModel().getActiveModelView();var hierNode=modelView?modelView.Nodes[iNodeIDHC]:null;return hierNode?hierNode.isSelectable():false};eDwSelMgr.prototype.setHighlightSelection=function(iType,iEnable){var _this=this;var highlighted=false;var selMgr=this.mSelMgrHC;if(iType==="NODE"){highlighted=selMgr.getHighlightNodeSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightNodeSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="FACE"){highlighted=selMgr.getHighlightFaceElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightFaceElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="EDGE"){highlighted=selMgr.getHighlightLineElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightLineElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="VERTEX"){highlighted=selMgr.getHighlightPointElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightPointElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else{console.debugLog("Selection","Unknown selection type: "+iType)}return highlighted};eDwSelMgr.prototype.setNodeSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeSelectionHighlightMode()]};eDwSelMgr.prototype.setNodeSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionColor();this.mSelMgrHC.setNodeSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setNodeSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionOutlineColor();this.mSelMgrHC.setNodeSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeElementSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeElementSelectionHighlightMode()]};eDwSelMgr.prototype.setElementSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionColor();this.mSelMgrHC.setNodeElementSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionOutlineColor();this.mSelMgrHC.setNodeElementSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.getSelObjFromPos=function(iPos,iPickConfig,iViewer){return __awaiter(this,void 0,void 0,(function(){var selObj,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iViewer.getHCView().pickFromPoint(iPos,iPickConfig)];case 1:selObj=_a.sent();subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);return[2,subEntityInfo.SubEntity?selObj:null]}}))}))};eDwSelMgr.prototype.initMappings=function(ioMapping,ioRevMapping){var HCM=eDwTypes_11.HC.SelectionHighlightMode;ioRevMapping[ioMapping["Highlight"]=HCM.HighlightOnly]="Highlight";ioMapping["HighlightAndOutline"]=HCM.HighlightAndOutline;ioRevMapping[HCM.HighlightAndOutline]="HighlightAndOutline";ioRevMapping[ioMapping["Outline"]=HCM.OutlineOnly]="Outline"};eDwSelMgr.prototype.createHierNodeSelObj=function(iSelObj){var hierNode=this.mViewer.getModel().getHierarchyNode(iSelObj.getIDHC());var newSelObj=eDwSelObj.createEmpty();if(hierNode){newSelObj=eDwSelObj.extendHCSelObj(eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID,iSelObj.getIncludeId(),iSelObj.getFaceEntity(),iSelObj.getLineEntity(),iSelObj.getPointEntity()))}return newSelObj};eDwSelMgr.prototype.isSelectionHandled=function(iSelObjHC){var index=iSelObjHC.overlayIndex();if(!utils.isNumber(index))return false;var notifiers=this.mSelectOverlayNotifiers[index];if(!notifiers)return false;for(var _i=0,notifiers_1=notifiers;_i<notifiers_1.length;_i++){var notifier=notifiers_1[_i];if(notifier.onSelect(iSelObjHC))return true}return false};eDwSelMgr.prototype.unSelectObjs=function(iSelObjsHC,iIs2D){return __awaiter(this,void 0,void 0,(function(){var modelView,_i,iSelObjsHC_1,selObjHC,selObj,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.UnselectEvent,this.mViewer,iSelObjsHC)];case 1:_a.sent();if(!iIs2D)return[3,5];modelView=this.mViewer.getModel().getActiveModelView();_i=0,iSelObjsHC_1=iSelObjsHC;_a.label=2;case 2:if(!(_i<iSelObjsHC_1.length))return[3,5];selObjHC=iSelObjsHC_1[_i];selObj=eDwSelObj.extendHCSelObj(selObjHC);hierNode=modelView.Nodes[selObj.getIDHC()];if(!hierNode)return[3,4];return[4,hierNode.showBoundingBox(this.mViewer,"off")];case 3:_a.sent();_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))};eDwSelMgr.prototype.addUniqueToSelectableObjsHC=function(iSelObj){if(this.mSelectableObjsHC.indexOf(iSelObj)<0){this.mSelectableObjsHC.push(iSelObj)}};eDwSelMgr.prototype.executeSelection=function(iSelection){var nodeIDHC;var selObjHC;if(utils.isNumber(iSelection)){nodeIDHC=iSelection}else{nodeIDHC=iSelection.getIDHC();if(!utils.isNumber(nodeIDHC))return false;selObjHC=iSelection}function selectNodeHC(iSelMgr,iSelModeHC){var _this=this;var viewer=iSelMgr.mViewer;var model=viewer.getModel();var modelView=model.getActiveModelView();var hierNode=modelView.Nodes[nodeIDHC];if(hierNode){if(model.isDrawing()){var shown=false;var index=iSelMgr.getSelectedNodeIDIndex(nodeIDHC);var setState=iSelModeHC===eDwTypes_11.HC.SelectionMode.Set;if(setState){if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){return eDwTypes_12.HC.Point3.dot(selObjVecInfo1.Vec,selObjVecInfo1.Vec)*180}var planeNormal=normal3DHC.copy();planeNormal.normalize();var pts3DHC=[];for(var _i=0,_a=__spreadArrays(selObjVecInfo1.Pts,selObjVecInfo2.Pts);_i<_a.length;_i++){var pnt3DHC=_a[_i];pts3DHC.push(eDwGeomUtils_1.dropPointOnPlane(pnt3DHC,eDwTypes_12.HC.Plane.createFromPointAndNormal(selObjVecInfo1.Pts[0],planeNormal)))}var betweenVec3DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],pts3DHC[0]);var crossVec3DHC=eDwTypes_12.HC.Point3.cross(betweenVec3DHC,selObjVecInfo2.Vec);var normalLen=normal3DHC.length();var t1=eDwTypes_12.HC.Point3.dot(crossVec3DHC,normal3DHC)/(normalLen*normalLen);var intPt3DHC=eDwTypes_12.HC.Point3.add(pts3DHC[0],selObjVecInfo1.Vec.scale(t1));var newVec13DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[0],intPt3DHC);var newVec23DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[1],intPt3DHC);var vec13DHC=newVec23DHC;if(newVec13DHC.length()>newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i<iSelObjsHC_2.length;_i++){var selObjHC=iSelObjsHC_2[_i];var nodeID=selObjHC.getNodeId();var subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);var subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);var isColor=typeof iSetting==="object"?true:false;var action="setNode"+subEntityInfo.SubEntityTypeName+(isColor?"Color":"Highlighted");action=!iSetting&&isColor?"un"+action:action;try{modelHC[action](nodeID,subEntityID,iSetting);subEntityIDs.push(subEntityID)}catch(iExcp){}}return subEntityIDs};eDwSelObj.prototype.getVectorInfo=function(iTransformPointFunc){if(iTransformPointFunc===void 0){iTransformPointFunc=function(iPntHC){return iPntHC}}var vec3DHC;var startCrvPt3DHC;var endCrvPt3DHC;var entityHC;if(entityHC=this.getLineEntity()){var crvPtsWC3DHC=entityHC.getPoints();var numPts=crvPtsWC3DHC.length;if(numPts>1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){console.warn("eDwSelObj.getVectorInfo failed")}}}vec3DHC.normalize()}else if(entityHC=this.getFaceEntity()){vec3DHC=entityHC.getNormal();vec3DHC.normalize();startCrvPt3DHC=iTransformPointFunc(entityHC.getPosition());endCrvPt3DHC=eDwTypes_12.HC.Point3.add(startCrvPt3DHC,vec3DHC)}return{Vec:vec3DHC,Pts:[startCrvPt3DHC,endCrvPt3DHC]}};return eDwSelObj}();return eDwSelObj}));define("eDwSelectionOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwEvents","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwEvents_5,eDwTypes_13,eDwGeomUtils,utils){"use strict";var eDwSelectionOperator=function(_super){__extends(eDwSelectionOperator,_super);function eDwSelectionOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCalloutTimeoutHandle=NaN;_this.mNameCallout=null;_this.mSelObjIDHC=NaN;_this.mMousePosCopy=null;_super.prototype.pushHighlightSelectionState.call(_this,"NODE",true);_super.prototype.pushHighlightSelectionState.call(_this,"FACE",true);_super.prototype.pushHighlightSelectionState.call(_this,"EDGE",false);_super.prototype.pushHighlightSelectionState.call(_this,"VERTEX",false);_super.prototype.pushElementSelectionHighlightMode.call(_this,"HighlightAndOutline");return _this}eDwSelectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(ioMouseEvent&&this.CurrInputInfo))return[3,2];return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onDown(ioMouseEvent.getPosition()));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,activeOpID;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];pos=ioMouseEvent.getPosition();activeOpID=this.Viewer.OperatorMgr.getActiveOperatorID();if(!this.CurrInputInfo&&this.Viewer.getModel().isAssembly()&&activeOpID===this.OperatorID){this.mMousePosCopy=pos.copy();(function(){return __awaiter(_this,void 0,void 0,(function(){var selObj,op;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMousePosCopy)return[2];return[4,this.Viewer.ViewMgr.pickFromPoint(this.mMousePosCopy,new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.Face))];case 1:selObj=_a.sent();this.mSelObjIDHC=selObj.getIDHC();op=this;this.mCalloutTimeoutHandle=setTimeout((function(){op.updateCallout()}),1e3);return[2]}}))}))})()}return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onMove(pos));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onDoubleClick=function(ioInputEvent){var _this=this;var stopFurtherProcessing=false;if(!ioInputEvent)return stopFurtherProcessing;(function(){return __awaiter(_this,void 0,void 0,(function(){var pnt2DHC,haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:pnt2DHC=ioInputEvent.getPosition();return[4,this.doPick(pnt2DHC)];case 1:haveSelection=_a.sent();_super.prototype.onDoubleClick.call(this,ioInputEvent);return[4,eDwEventMgr.get().fireEvent(eDwEvents_5.LeftDoubleClickEvent,this.Viewer,pnt2DHC,haveSelection)];case 2:_a.sent();return[2]}}))}))})();return stopFurtherProcessing};eDwSelectionOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.onDown(ioTouchEvent.getPosition());return[2]}}))}))};eDwSelectionOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var pos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];pos=ioTouchEvent.getPosition();if(!(pos.x===Math.round(pos.x)&&pos.y===Math.round(pos.y)))return[3,2];return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];if(!this.hasTouchMoved(ioTouchEvent)){if(this.CurrTouches.length===1){this.onClick(ioTouchEvent);ioTouchEvent.setHandled(true)}else{ioTouchEvent.setHandled(false)}}return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwSelectionOperator.prototype.onClick=function(ioInputEvent){var _this=this;var processButton=function(iAppEvent){if(!_this.isDragging()){(function(){return __awaiter(_this,void 0,void 0,(function(){var haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.doPick(pos2DHC)];case 1:haveSelection=_a.sent();return[4,eventMgr.fireEvent(iAppEvent,this.Viewer,pos2DHC,haveSelection)];case 2:_a.sent();if(!ioInputEvent.getHandled()){ioInputEvent.setHandled(true)}return[2]}}))}))})()}};var stopFurtherProcessing=false;var pos2DHC=ioInputEvent.getPosition();var eventMgr=eDwEventMgr.get();switch(this.ActiveMouseButton){case"left":{processButton(eDwEvents_5.LeftClickEvent);stopFurtherProcessing=true;break}case"middle":{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_5.MiddleClickEvent,this.Viewer,pos2DHC)];case 1:_a.sent();return[2]}}))}))})();stopFurtherProcessing=true;break}case"right":{processButton(eDwEvents_5.RightClickEvent);stopFurtherProcessing=true;break}default:break}return stopFurtherProcessing};eDwSelectionOperator.prototype.updateCallout=function(){if(this.CurrInputInfo||!this.mMousePosCopy){return}var isSameID=this.mNameCallout?this.mNameCallout.isSameID(this.mSelObjIDHC):false;if(isSameID)return;var markupMgrHC=this.Viewer.getHCMarkupManager();try{if(this.mNameCallout){markupMgrHC.unregisterMarkup(this.mNameCallout.MarkupID);this.mNameCallout=null;if(utils.isNumber(this.mCalloutTimeoutHandle)){clearTimeout(this.mCalloutTimeoutHandle);this.mCalloutTimeoutHandle=NaN}}if(utils.isNumber(this.mSelObjIDHC)){var model=this.Viewer.getModel();var hierNode=model.getHierarchyNode(this.mSelObjIDHC);if(!hierNode)return;var name_2=hierNode.Name?hierNode.Name:cDefaultModelName;var pos=eDwTypes_13.HC.Point2.add(this.mMousePosCopy.copy(),new eDwTypes_13.HC.Point2(0,20));this.mNameCallout=new NameCallout(this.Viewer,this.mSelObjIDHC,name_2,pos);this.mNameCallout.MarkupID=markupMgrHC.registerMarkup(this.mNameCallout)}}catch(iExcp){this.mNameCallout=null}markupMgrHC.refreshMarkup()};eDwSelectionOperator.prototype.doPick=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var isDrawing,_a;return __generator(this,(function(_b){switch(_b.label){case 0:isDrawing=this.Viewer.getModel().isDrawing();if(!isDrawing)return[3,2];return[4,this.doPickInDrawing(iCoords)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.Viewer.SelectionMgr.select(iCoords)];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwSelectionOperator.prototype.doPickInDrawing=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var selSuccess,model,activeSheetHierNode,childHierarchyMap,children,viewIDsHC,i,currentNode,pickConfig,selObj,selObjIDHC,hierNode,_i,viewIDsHC_1,viewIDHC,bboxHC,viewHC,selPt3D;return __generator(this,(function(_a){switch(_a.label){case 0:selSuccess=false;model=this.Viewer.getModel();activeSheetHierNode=model.getActiveModelView();childHierarchyMap=activeSheetHierNode.Hierarchy.getChildrenAndKeys();children=Object.keys(childHierarchyMap);viewIDsHC=[];for(i=children.length-1;i>-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i<viewIDsHC_1.length))return[3,10];viewIDHC=viewIDsHC_1[_i];return[4,model.getBoundingBoxOfIDsHC([viewIDHC])];case 8:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[3,9];viewHC=this.Viewer.getHCView();selPt3D=viewHC.unprojectPoint(iCoords,0);if(!selPt3D)return[3,9];selPt3D.z=bboxHC.center().z;if(eDwGeomUtils.isPoint3DInBox(selPt3D,bboxHC)){selSuccess=this.Viewer.SelectionMgr.selectByID(viewIDHC);return[3,10]}_a.label=9;case 9:_i++;return[3,7];case 10:return[2,selSuccess]}}))}))};eDwSelectionOperator.prototype.onDown=function(iCoord){var isDrawing=this.Viewer.getModel().isDrawing();var cActiveBtn=this.ActiveMouseButton;return isDrawing&&!(isDrawing&&cActiveBtn==="right")&&!(isDrawing&&this.Viewer.ViewerFeatureOpts.Debug&&cActiveBtn==="left")};eDwSelectionOperator.prototype.onMove=function(iCoord){return!this.CurrInputInfo};return eDwSelectionOperator}(eDwBaseSelOperator);var NameCallout=function(_super){__extends(NameCallout,_super);function NameCallout(iVewer,iSelObjIDHC,iText,iPos){var _this=_super.call(this)||this;_this.mViewer=iVewer;_this.mTextBox=new eDwTypes_13.HC.Markup.Shape.TextBox;_this.mTextBox.getBoxPortion().setFillColor(eDwTypes_13.HC.Color.white());_this.mTextBox.getBoxPortion().setFillOpacity(1);_this.mMarkupID="";_this.mSelObjIDHC=iSelObjIDHC;_this.mTextBox.setPosition(iPos);_this.mTextBox.setTextString(iText);return _this}NameCallout.prototype.draw=function(){var str=this.mTextBox.getTextString();if(str==="")return;var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawTextBox(this.mTextBox)};NameCallout.prototype.isSameID=function(iSelObjIDHC){return this.mSelObjIDHC===iSelObjIDHC||isNaN(iSelObjIDHC)&&isNaN(this.mSelObjIDHC)?true:false};Object.defineProperty(NameCallout.prototype,"MarkupID",{get:function(){return this.mMarkupID},set:function(iMarkupID){this.mMarkupID=iMarkupID},enumerable:false,configurable:true});return NameCallout}(eDwTypes_13.HC.Markup.MarkupItem);var cDefaultModelName="???";return eDwSelectionOperator}));define("eDwServiceMgr",["require","exports"],(function(require,exports){"use strict";var eDwServiceMgr=function(){function eDwServiceMgr(iServerURL,iDisable){this.mServerURL=iServerURL.replace(/(\/*)$/,"");this.mAdvancedServicesDisabled=iDisable;this.mPluginFiles=[];this.mBaseCacheDirs=[]}eDwServiceMgr.create=function(iServerURL,iDisable){if(iDisable===void 0){iDisable=false}if(!eDwServiceMgr.sServiceMgr){eDwServiceMgr.sServiceMgr=new eDwServiceMgr(iServerURL,iDisable)}};eDwServiceMgr.get=function(){return eDwServiceMgr.sServiceMgr};eDwServiceMgr.usesWebServices=function(){return false};eDwServiceMgr.prototype.disableAdvancedServices=function(iDisable){if(iDisable===void 0){iDisable=true}this.mAdvancedServicesDisabled=iDisable};eDwServiceMgr.prototype.getFileFromServer=function(iFileURL,iLoadAsNativeType){if(iLoadAsNativeType===void 0){iLoadAsNativeType=false}return __awaiter(this,void 0,void 0,(function(){var jqNativePlugin,_a,iExcp_6;return __generator(this,(function(_b){switch(_b.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,null];_b.label=1;case 1:_b.trys.push([1,6,,7]);jqNativePlugin=$;if(!iLoadAsNativeType)return[3,3];return[4,jqNativePlugin.getNative(iFileURL)];case 2:_a=_b.sent();return[3,5];case 3:return[4,$.get(iFileURL)];case 4:_a=_b.sent();_b.label=5;case 5:return[2,_a];case 6:iExcp_6=_b.sent();return[3,7];case 7:return[2,null]}}))}))};eDwServiceMgr.prototype.getFileFromServerModelCache=function(iModelKey,iFileName){return __awaiter(this,void 0,void 0,(function(){var fileInfo,baseCacheDirs,_i,baseCacheDirs_1,dir,fileURL,_a,iExcp_7;return __generator(this,(function(_b){switch(_b.label){case 0:fileInfo={Path:""};if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,fileInfo]}return[4,this.getBaseCacheDirs()];case 1:baseCacheDirs=_b.sent();_i=0,baseCacheDirs_1=baseCacheDirs;_b.label=2;case 2:if(!(_i<baseCacheDirs_1.length))return[3,7];dir=baseCacheDirs_1[_i];fileURL=dir+"/"+iModelKey+"/"+iFileName;_b.label=3;case 3:_b.trys.push([3,5,,6]);_a=fileInfo;return[4,this.getFileFromServer(fileURL)];case 4:_a.Data=_b.sent();fileInfo.Path=this.mServerURL+"/"+fileURL;return[2,fileInfo];case 5:iExcp_7=_b.sent();return[3,6];case 6:_i++;return[3,2];case 7:return[2,fileInfo]}}))}))};eDwServiceMgr.prototype.getClientPublicIP=function(iGetClientPublicIP){return __awaiter(this,void 0,void 0,(function(){var ret,iExcp_8;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iGetClientPublicIP||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,"0.0.0.0"]}if(!iGetClientPublicIP||this.mAdvancedServicesDisabled)return[2,""];ret="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.get("https://api.ipify.org","",$.noop(),"text")];case 2:ret=_a.sent();return[3,4];case 3:iExcp_8=_a.sent();console.warn("Failed to get client public IP: "+iExcp_8.name+" - "+iExcp_8.message);if(!iExcp_8.message){iExcp_8.message="Possible CORS failure.  See the browser "+"console output for more details."}throw iExcp_8;case 4:return[2,ret]}}))}))};eDwServiceMgr.prototype.convert=function(ioParams){return __awaiter(this,void 0,void 0,(function(){var result,clientIP,params;return __generator(this,(function(_a){switch(_a.label){case 0:result={FileName:"",ModelCacheName:"",ErrorCode:"",ErrorData:[],ServerID:"",LicenseKey:""};if(!ioParams.URL)return[2,result];result.FileName=ioParams.URL;if(!(ioParams.URL.indexOf("http")===0&&!this.mAdvancedServicesDisabled&&eDwServiceMgr.usesWebServices()))return[3,3];return[4,this.getClientPublicIP(ioParams.ValidateClientIP)];case 1:clientIP=_a.sent();params={data:{iFileURL:ioParams.URL},headers:{"X-Forwarded-For":clientIP},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/Conversion",params)];case 2:result=_a.sent();return[3,4];case 3:ioParams.URL="";_a.label=4;case 4:return[2,result]}}))}))};eDwServiceMgr.prototype.removeNamedCache=function(iModelKey,iAllowRemove){return __awaiter(this,void 0,void 0,(function(){var iExcp_9;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iAllowRemove||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/RemoveNamedCache",{data:{iModelKey:iModelKey}})];case 2:_a.sent();return[3,4];case 3:iExcp_9=_a.sent();console.warn("Could not remove the cache: "+iModelKey);console.warn(iExcp_9.message);throw iExcp_9;case 4:return[2]}}))}))};eDwServiceMgr.prototype.getWebSocketEndpoint=function(iModelKey,iWSEndPt){return __awaiter(this,void 0,void 0,(function(){var params,ws,iExpc_1;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,""]}if(iWSEndPt){this.disableAdvancedServices();return[2,iWSEndPt]}params={data:{iModelCacheName:iModelKey},cache:false};ws="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/GetWSEndpoint",params)];case 2:ws=_a.sent();return[3,4];case 3:iExpc_1=_a.sent();console.warn("Cannot get WebSocket.");return[3,4];case 4:return[2,ws]}}))}))};eDwServiceMgr.prototype.load=function(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loadedHTML;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2];return[4,this.ajax("GET",iPanelHTML,{dataType:"html"})];case 1:loadedHTML=_a.sent();$(iElemOrClassID).html(loadedHTML);return[2]}}))}))};eDwServiceMgr.prototype.fileUpload=function(iJQObj,iParams){if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return}var paramsObj={url:this.mServerURL+"/EDrawingsService.svc/FileUploadConversion"};if(iParams)$.extend(paramsObj,iParams);iJQObj.fileupload(paramsObj)};eDwServiceMgr.prototype.importDependencies=function(iPluginKeyNames){return __awaiter(this,void 0,void 0,(function(){var pluginFiles,_i,iPluginKeyNames_1,pluginKeyName,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:pluginFiles=[];_i=0,iPluginKeyNames_1=iPluginKeyNames;_a.label=1;case 1:if(!(_i<iPluginKeyNames_1.length))return[3,4];pluginKeyName=iPluginKeyNames_1[_i];return[4,this.getValidPluginFileName(pluginKeyName)];case 2:pluginFileName=_a.sent();if(pluginFileName)pluginFiles.push(pluginFileName);_a.label=3;case 3:_i++;return[3,1];case 4:return[2,pluginFiles.length?this.importPlugins(pluginFiles):[]]}}))}))};eDwServiceMgr.prototype.importPlugins=function(iPluginNames){return __awaiter(this,void 0,void 0,(function(){var pluginNames,importedPluginPromises,pluginFiles,_a,_i,pluginFiles_2,pluginFile,pluginName,iExcp_10;return __generator(this,(function(_b){switch(_b.label){case 0:pluginNames=[];importedPluginPromises=[];_b.label=1;case 1:_b.trys.push([1,5,,6]);_a=iPluginNames;if(_a)return[3,3];return[4,this.getPluginFiles()];case 2:_a=_b.sent();_b.label=3;case 3:pluginFiles=_a;for(_i=0,pluginFiles_2=pluginFiles;_i<pluginFiles_2.length;_i++){pluginFile=pluginFiles_2[_i];try{pluginName=this.importPlugin(pluginFile);if(pluginName){importedPluginPromises.push(pluginName)}}catch(iExcp){console.warn("Plugin failed to load: "+iExcp.message)}}return[4,Promise.all(importedPluginPromises).then((function(iPluginClassNames){pluginNames=iPluginClassNames}))];case 4:_b.sent();return[3,6];case 5:iExcp_10=_b.sent();console.warn("Failed to find any external plugins - "+iExcp_10.message);return[3,6];case 6:return[2,pluginNames]}}))}))};eDwServiceMgr.prototype.importPlugin=function(iPluginFile){return __awaiter(this,void 0,void 0,(function(){var pluginName,script,matches,iExcp_11;return __generator(this,(function(_a){switch(_a.label){case 0:pluginName="";if(!eDwServiceMgr.usesWebServices())return[2,pluginName];_a.label=1;case 1:_a.trys.push([1,4,,5]);return[4,new Promise((function(resolve_1,reject_1){require([iPluginFile],resolve_1,reject_1)}))];case 2:_a.sent();return[4,$.getScript(iPluginFile)];case 3:script=_a.sent();matches=script.match(/return ([a-z,A-Z,0-9,-,_,.]*Plugin)/);if(matches&&matches.length>0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i<numDirs;++i){var cacheDir=cacheDirs[i].textContent;cacheDir=cacheDir?cacheDir.split("/").pop():null;if(cacheDir){_this.mBaseCacheDirs.push(cacheDir);console.debugLog("ServiceMgr","Added cache dir: "+cacheDir)}}}),"xml").fail((function(iJQXHR,iStatus,iError){console.warn("Could not get model cache directories: "+iStatus+": "+iError)}));return[4,this.mGetBaseCacheDirsPromise];case 1:_a.sent();return[3,4];case 2:return[4,this.mGetBaseCacheDirsPromise];case 3:_a.sent();_a.label=4;case 4:return[2,this.mBaseCacheDirs]}}))}))};eDwServiceMgr.prototype.getValidPluginFileName=function(iPluginKey){return __awaiter(this,void 0,void 0,(function(){var allPluginFileNames,foundPluginFileName,_i,allPluginFileNames_1,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getPluginFiles()];case 1:allPluginFileNames=_a.sent();foundPluginFileName="";for(_i=0,allPluginFileNames_1=allPluginFileNames;_i<allPluginFileNames_1.length;_i++){pluginFileName=allPluginFileNames_1[_i];if(pluginFileName.indexOf("/"+iPluginKey+".")>-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i<iHierNodes_2.length;_i++){var hierNode=iHierNodes_2[_i];var initialAttrib=$.extend(true,{},hierNode.getAttribs());_this.mInitialHierNodeAttribs.push({HierNode:hierNode,Attribs:initialAttrib});_this.mFinalHierNodeAttribs.push({HierNode:hierNode,Attribs:finalAttrib})}return _this}eDwSetHierNodeAttribsCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mInitialHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetHierNodeAttribsCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetHierNodeAttribsCmd}(eDwSupportsHistoryCmd);function l_setAttribs(iModel,iAttribs){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModel.setAttribs(iAttribs)];case 1:_a.sent();return[2]}}))}))}return eDwSetHierNodeAttribsCmd}));define("eDwSetLayerVisibilityCmd",["require","exports","eDwSetNodeVisibilityCmd"],(function(require,exports,eDwSetNodeVisibilityCmd){"use strict";var eDwSetLayerVisibilityCmd=function(_super){__extends(eDwSetLayerVisibilityCmd,_super);function eDwSetLayerVisibilityCmd(iViewer,iLayers,iVisible){var _this=_super.call(this,iViewer,l_getNodeIDsHC(iLayers),iVisible)||this;_this.mLayersAndVisibilities=[];for(var _i=0,iLayers_1=iLayers;_i<iLayers_1.length;_i++){var layer=iLayers_1[_i];var visible=layer.getAttribs().Visible;_this.mLayersAndVisibilities.push({Layer:layer,Visible:visible});layer.setAttribs({Visible:iVisible})}return _this}eDwSetLayerVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.setVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.setVisibility()];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetLayerVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetLayerVisibilityCmd.prototype.resetVisibility=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setVisibility(true)];case 1:_a.sent();return[2]}}))}))};eDwSetLayerVisibilityCmd.prototype.setVisibility=function(iReset){if(iReset===void 0){iReset=false}return __awaiter(this,void 0,void 0,(function(){var _i,_a,layerAndVis;return __generator(this,(function(_b){switch(_b.label){case 0:for(_i=0,_a=this.mLayersAndVisibilities;_i<_a.length;_i++){layerAndVis=_a[_i];layerAndVis.Layer.setAttribs({Visible:iReset?layerAndVis.Visible:this.mVisible})}return[4,this.mViewer.getModel().syncLayersAttribsState()];case 1:_b.sent();return[2]}}))}))};return eDwSetLayerVisibilityCmd}(eDwSetNodeVisibilityCmd);function l_getNodeIDsHC(iLayers){var nodeIDsHC=[];for(var _i=0,iLayers_2=iLayers;_i<iLayers_2.length;_i++){var layer=iLayers_2[_i];nodeIDsHC=nodeIDsHC.concat(layer.getNodeIDsHC())}return nodeIDsHC}return eDwSetLayerVisibilityCmd}));define("eDwSetNodeVisibilityCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetNodeVisibilityCmd=function(_super){__extends(eDwSetNodeVisibilityCmd,_super);function eDwSetNodeVisibilityCmd(iViewer,iNodeIDsHC,iVisible){var _this=_super.call(this,iViewer)||this;_this.mNodeIDs=iNodeIDsHC;_this.mVisible=iVisible;var model=_this.mViewer.getModel();_this.mNodeIDVisMap={};for(var _i=0,iNodeIDsHC_2=iNodeIDsHC;_i<iNodeIDsHC_2.length;_i++){var nodeIDHC=iNodeIDsHC_2[_i];_this.mNodeIDVisMap[nodeIDHC]=model.isVisibleForNodeHC(nodeIDHC)}return _this}eDwSetNodeVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilitiesForNodesHC(this.mNodeIDVisMap)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetNodeVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetNodeVisibilityCmd}(eDwSupportsHistoryCmd);return eDwSetNodeVisibilityCmd}));define("eDwSetViewCameraCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewCameraCmd=function(_super){__extends(eDwSetViewCameraCmd,_super);function eDwSetViewCameraCmd(iViewer,iSetViewCB){if(iSetViewCB===void 0){iSetViewCB=function(iViewer){return iViewer.SelectionMgr.setViewToSelectedFace()}}var _this=_super.call(this,iViewer)||this;_this.mSetViewCB=iSetViewCB;return _this}eDwSetViewCameraCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mViewer.getModel().isDrawing())return[2];return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialViewCamera=viewHC.getCamera();this.mFinalViewCamera=this.setView();return[2]}}))}))};eDwSetViewCameraCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialViewCamera&&!!this.mFinalViewCamera};Object.defineProperty(eDwSetViewCameraCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetViewCameraCmd.prototype.setView=function(){return this.mSetViewCB(this.mViewer)};return eDwSetViewCameraCmd}(eDwSupportsHistoryCmd);return eDwSetViewCameraCmd}));define("eDwSetViewCmd",["require","exports","eDwSetViewCameraCmd"],(function(require,exports,eDwSetViewCameraCmd){"use strict";var eDwSetViewCmd=function(_super){__extends(eDwSetViewCmd,_super);function eDwSetViewCmd(iViewer,iOrientation){var _this=_super.call(this,iViewer)||this;_this.mViewOrientation=iOrientation;return _this}eDwSetViewCmd.prototype.setView=function(){return this.mViewer.ViewMgr.setViewOrientation(this.mViewOrientation)};return eDwSetViewCmd}(eDwSetViewCameraCmd);return eDwSetViewCmd}));define("eDwSetViewNormalToSectionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewNormalToSectionCmd=function(_super){__extends(eDwSetViewNormalToSectionCmd,_super);function eDwSetViewNormalToSectionCmd(iViewer){return _super.call(this,iViewer)||this}eDwSetViewNormalToSectionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialCamera=viewHC.getCamera();this.mFinalCamera=this.mViewer.XSectionMgr.setViewToSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Committed",{get:function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialCamera&&!!this.mFinalCamera},enumerable:false,configurable:true});Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetViewNormalToSectionCmd}(eDwSupportsHistoryCmd);return eDwSetViewNormalToSectionCmd}));define("eDwShowOnlyCmd",["require","exports","eDwCommandMgr","eDwCompositeCmd","eDwSetHierNodeAttribsCmd"],(function(require,exports,eDwCommandMgr,eDwCompositeCmd,eDwSetHierNodeAttribsCmd){"use strict";var eDwShowOnlyCmd=function(_super){__extends(eDwShowOnlyCmd,_super);function eDwShowOnlyCmd(iViewer,iHierNodes){if(iHierNodes===void 0){iHierNodes=[]}var _this=_super.call(this,iViewer)||this;_this.FinalState=true;var model=iViewer.getModel();var modelView=model.getActiveModelView();var modelViewHierNode=modelView.Hierarchy;var childHierNodes=[];modelViewHierNode.getAllChildren(childHierNodes);if(iHierNodes.length){childHierNodes=childHierNodes.filter((function(hierNode){return iHierNodes.indexOf(hierNode)===-1}));_this.FinalState=false;_this.mSetHierNodeVisCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,iHierNodes,{Visible:true})}_this.InitialState=!_this.FinalState;_this.mSetHierNodeAttribsCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,childHierNodes,{Visible:_this.FinalState});return _this}eDwShowOnlyCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();return[4,cmdMgr.run(this.mSetHierNodeAttribsCmd,"commit")];case 1:_a.sent();return[4,cmdMgr.run(this.mSetHierNodeVisCmd,"commit")];case 2:_a.sent();return[4,_super.prototype.commit.call(this)];case 3:_a.sent();return[2]}}))}))};eDwShowOnlyCmd.prototype.isCommitted=function(){var visCmdCommitted=this.mSetHierNodeVisCmd?this.mSetHierNodeVisCmd.isCommitted:true;return _super.prototype.isCommitted.call(this)&&visCmdCommitted&&this.mSetHierNodeAttribsCmd.isCommitted()};Object.defineProperty(eDwShowOnlyCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowOnlyCmd}(eDwCompositeCmd);return eDwShowOnlyCmd}));define("eDwShowSectionCapCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwShowSectionCapCmd=function(_super){__extends(eDwShowSectionCapCmd,_super);function eDwShowSectionCapCmd(iViewer,iVisible){var _this=_super.call(this,iViewer)||this;_this.mInitialVisibility=_this.mViewer.XSectionMgr.SectionCapVisibility;_this.mFinalVisibility=iVisible;return _this}eDwShowSectionCapCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mInitialVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2]}}))}))};Object.defineProperty(eDwShowSectionCapCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowSectionCapCmd}(eDwSupportsHistoryCmd);return eDwShowSectionCapCmd}));define("eDwSupportsHistoryCmd",["require","exports","eDwHistoryMgr","eDwCmd"],(function(require,exports,eDwHistoryMgr,eDwCmd){"use strict";var eDwSupportsHistoryCmd=function(_super){__extends(eDwSupportsHistoryCmd,_super);function eDwSupportsHistoryCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mAddedToHistory=false;_this.mUndone=false;return _this}eDwSupportsHistoryCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&!this.isUndone();this.mUndone=true;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&this.isUndone();this.mUndone=false;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();eDwHistoryMgr.get().push(this);this.mAddedToHistory=true;return[2]}}))}))};eDwSupportsHistoryCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();return[2]}}))}))};eDwSupportsHistoryCmd.prototype.isCommitted=function(){return this.mAddedToHistory};eDwSupportsHistoryCmd.prototype.isUndone=function(){return this.mUndone};return eDwSupportsHistoryCmd}(eDwCmd);return eDwSupportsHistoryCmd}));define("eDwTableMgr",["require","exports"],(function(require,exports){"use strict";var eDwTableMgr=function(){function eDwTableMgr(iViewer){this.mViewer=iViewer;this.mTables=[]}eDwTableMgr.prototype.numTables=function(){return this.mTables.length};eDwTableMgr.prototype.getTables=function(){return this.mTables};eDwTableMgr.prototype.add=function(iHierNode){if(!iHierNode||iHierNode.Category!=="table")return;this.mTables.push(iHierNode)};return eDwTableMgr}();return eDwTableMgr}));define("eDwTimer",["require","exports"],(function(require,exports){"use strict";var eDwTimer=function(){function eDwTimer(){this.start()}eDwTimer.prototype.start=function(){this.mMilliSeconds=0;this.mSeconds=0;this.mMinutes=0;this.mHours=0;this.mDays=0;this.mStart=new Date};eDwTimer.prototype.ellapsed=function(){var endDate=new Date;var timeDiff=endDate.valueOf()-this.mStart.valueOf();this.mMilliSeconds=Math.round(timeDiff%1e3);timeDiff=Math.floor(timeDiff/1e3);this.mSeconds=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mMinutes=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mHours=Math.round(timeDiff%24);this.mDays=Math.floor(timeDiff/24)};eDwTimer.prototype.dumpToConsole=function(){console.debugLog("Timer","Elapsed time = "+this.mDays+" days - "+this.mHours+":"+this.mMinutes+":"+this.mSeconds+" and "+this.mMilliSeconds+" milliseconds")};Object.defineProperty(eDwTimer.prototype,"Days",{get:function(){return this.mDays},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Hours",{get:function(){return this.mHours},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Minutes",{get:function(){return this.mMinutes},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Seconds",{get:function(){return this.mSeconds},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"MilliSeconds",{get:function(){return this.mMilliSeconds},enumerable:false,configurable:true});return eDwTimer}();return eDwTimer}));define("eDwTouchOpsMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwTouchOpsMgr=function(){function eDwTouchOpsMgr(iViewer){iViewer.TouchOpsMgr=this;this.mViewer=iViewer}eDwTouchOpsMgr.prototype.unregister=function(){if(!eDwTouchOpsMgr.isTouchEnabled())return;for(var _i=0,_a=this.mTouchOpIDs;_i<_a.length;_i++){var touchOpID=_a[_i];this.mViewer.OperatorMgr.unregisterCustomOperatorByID(touchOpID)}delete this.mViewer.TouchOpsMgr};eDwTouchOpsMgr.prototype.addOp=function(iOp){if(!eDwTouchOpsMgr.isTouchEnabled())return-1;var opID=this.mViewer.OperatorMgr.registerCustomOperator(iOp,true);this.mTouchOpIDs.push(opID);return opID};eDwTouchOpsMgr.prototype.removeOp=function(iOpID){if(!eDwTouchOpsMgr.isTouchEnabled()||iOpID<0)return;var opIndex=this.mTouchOpIDs.indexOf(iOpID);if(opIndex>-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed.  It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="<div>Matrix = "+JSON.stringify(matrixHC)+"</div>";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="<div>Net matrix = "+JSON.stringify(matrixHC)+"</div>";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="<div>Version #: "+eDrawingsWVUtils.getViewerVersion()+"</div>";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="<div>HC Version:"+viewerHC.getViewerVersionString()+"</div><div>Format Version: "+viewerHC.getFormatVersionString()+"<div>"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i<modelViews_4.length;_i++){modelView=modelViews_4[_i];configIDHC=modelView.Hierarchy.HOOPSID;configChildren=modelHC.getNodeChildren(configIDHC);if(-1!==configChildren.indexOf(selObjIDHC)){targetModelView=modelView;break}}activeModelView=this.mViewer.getModel().getActiveModelView();if(!(targetModelView&&targetModelView!==activeModelView))return[3,3];this.mViewer.SelectionMgr.selectByID(selObjIDHC);changeModelViewCmd=new eDwChangeModelViewCmd(this.mViewer,targetModelView);return[4,cmdMgr.run(changeModelViewCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:this.onLeftDoubleClick(this.mViewer);return[4,cmdMgr.remove(zoomToViewCmd,"commit")];case 4:_a.sent();return[2]}}))}))})()}));var switchModelView=function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".item-tree-text")};eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-root","click",switchModelView);eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,"#edrawings-debug-menu");var inputSelectorName="#edrawings-console-debug-categories "+".edrawings-menu-search-input";eventMgrHTML.addDelegatedEventHandler(inputSelectorName,"blur",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var inputElem=targetJQ[0];var categories=inputElem.value.split(",");if(categories.length===0)return;for(var _i=0,categories_1=categories;_i<categories_1.length;_i++){var category=categories_1[_i];category=category.trim();if(!category)continue;console.debugLogCategories.push(category);var pos=console.excludeDebugLogCategories.indexOf(category);if(pos>-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_3.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_3[_i];console.debugLog("NodeAttribChanged","Node (name = "+hierNodeAndAttribs.HierNode.Name+", ID = "+hierNodeAndAttribs.HierNode.HOOPSID+") attributes = "+JSON.stringify(hierNodeAndAttribs.Attribs))}}eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIBaseEventHandlers.prototype.onResize=function(iEvent,iViewer){if(iViewer)iViewer.HCViewer.resizeCanvas();l_onResize()};eDwUIBaseEventHandlers.prototype.setOneLayerVisibility=function(layerName,isVisible){var layers=this.mViewer.getModel().getLayers();var layer;for(var _i=0,layers_1=layers;_i<layers_1.length;_i++){layer=layers_1[_i];if(layer.getName()===layerName)break}if(!layer)return;this.setLayersVisibility([layer],isVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");var isAnyShow=false,isAnyHidden=false;$.each(eachLayer,(function(iIdx,iTarget){if($(iTarget).prop("checked")){isAnyShow=true}else{isAnyHidden=true}}));var allLayerBox=$("#edrawings-layer-control-menu .layer-all");if(isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",true)}if(isAnyShow&&!isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",true)}if(!isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setAllLayerVisibility=function(iVisible){var activeModelView=this.mViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return;this.setLayersVisibility(this.mViewer.getModel().getLayers(),iVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");if(iVisible){eachLayer.prop("checked",true)}else{eachLayer.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setLayersVisibility=function(iLayers,iVisible){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setNodeVisCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setNodeVisCmd=new eDwSetLayerVisibilityCmd(this.mViewer,iLayers,iVisible);return[4,eDwCommandMgr.get().run(setNodeVisCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.handleSelectionChange=function(iViewer,iSelObjs,iIsObjSelected){var model=iViewer.getModel();if(!model.isDrawing())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjs_1=iSelObjs;_i<iSelObjs_1.length;_i++){var selObj=iSelObjs_1[_i];var selIDHC=selObj.getNodeId();if(!utils.isNumber(selIDHC))continue;var selHierNode=activeModelView.Nodes[selIDHC];eDwUIUtils.scrollToTreeNode(selHierNode,iIsObjSelected)}};return eDwUIBaseEventHandlers}();var c_hudBarIconWidth=2+44;var c_toolBarIconWidth=5+2+44;var c_hudBarContentThresholdWidth=2+2*46;var c_filenameBlockThresholdWidth=50;var c_toolBarContentThresholdHeight=2*46;function l_loadUIPlugins(iViewer){var _this=this;if(!iViewer)return;try{(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginMgr;return __generator(this,(function(_a){switch(_a.label){case 0:pluginMgr=eDwUIPluginMgr.get();return[4,pluginMgr.loadPlugins(["eDwUIHierNodeVisMenuItemsPlugin" , "eDwUIMoveComponentPlugin", "eDwUIModelViewTabsPlugin", "eDwUIExplodePlugin", "eDwUIConfigurationsPlugin", "eDwUIComponentTreePlugin", "eDwUIMeasurePlugin"],iViewer)];case 1:_a.sent();return[4,pluginMgr.loadDynamicPlugins(iViewer)];case 2:_a.sent();return[4,eDwUIUtils.loadComponentHTML()];case 3:_a.sent();iViewer.resetDrawMode();return[4,eDwEventMgr.get().fireEvent(eDwEvents.InitFullUIEvent,iViewer)];case 4:_a.sent();return[2]}}))}))})()}catch(iExcp){console.warn("Plugin loading did not complete.")}}function l_unloadUIPlugins(){eDwUIPluginMgr.get().destroy()}function l_resizeTopBar(){var topBarJQ=$("#edrawings-top-bar");var filenameBlockJQ=$("#edrawings-filename-block");var hudBarJQ=$("#edrawings-hud-bar");var hudBarContentJQ=hudBarJQ.find(".edrawings-hud-bar-content");var filenameBlockOffset=filenameBlockJQ.offset();var filenameBlockInnerWidth=filenameBlockJQ.css("display")==="none"?0:filenameBlockJQ.innerWidth();var filenameBlockRight=filenameBlockOffset.left+filenameBlockInnerWidth;var hudBarOffset=hudBarJQ.offset();var leftButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(filenameBlockOffset.left!==hudBarOffset.left&&Math.abs(filenameBlockRight-hudBarOffset.left)>1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()<c_hudBarContentThresholdWidth){if(filenameBlockJQ.width()>c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()<c_filenameBlockThresholdWidth){topBarJQ.addClass("edrawings-out-of-view")}else{topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.removeClass("edrawings-out-of-view")}}}else{topBarJQ.removeClass("edrawings-out-of-view")}}function l_resizeToolBar(){var leftBarJQ=$("#edrawings-left-bar.edrawings-tool-bar");var leftBarContentJQ=leftBarJQ.find(".edrawings-bottom-centered-icons");var toolBarContentJQ=leftBarContentJQ.find(".edrawings-tool-bar-content");var upButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-up").parent(".edrawings-arrow-wrapper");var downButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-down").parent(".edrawings-arrow-wrapper");if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ[0].scrollHeight>0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()<c_toolBarContentThresholdHeight){leftBarJQ.addClass("edrawings-out-of-view")}else{leftBarJQ.removeClass("edrawings-out-of-view")}}else{leftBarJQ.removeClass("edrawings-out-of-view")}}function l_onResize(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){l_resizeTopBar();l_resizeToolBar();l_positionMenuPanelCollapseButton();l_fixMenuPanelInwardToolbar();return[2]}))}))}function l_positionTicker(iMouseEvent,iItemJQ,iText){var tickerMinWidth=100;var tickerMinHeight=34;var scrollWidthPadding=2;var tickerJQ=$(".edrawings-ticker");var itemOffset=iItemJQ.offset();var tickerLeft=iMouseEvent.clientX;var tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding;var tickerTop=itemOffset.top-tickerMinHeight;var tickerAnimation=false;tickerJQ.text(iText);if(iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding>=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join("   ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed),            .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i<iPanelsToLoad_1.length;_i++){panelToLoad=iPanelsToLoad_1[_i];utils.appendToArray(this.loadPanel(panelToLoad.ID,panelToLoad.HTML),promises)}return[4,Promise.all(promises)];case 1:_a.sent();_a.label=2;case 2:this.addEventHandlers();return[2]}}))}))};eDwUIBasePlugin.prototype.onClick=function(iActivate){};eDwUIBasePlugin.prototype.destroy=function(){this.removeEventHandlers();this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",false);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",false);console.debugLog("UIPlugin","Destroyed "+this.mPluginGroupName+" plugin.")};eDwUIBasePlugin.prototype.initPluginButton=function(){if(this.mPluginButtonInfo){var buttonJQ=$(this.mPluginButtonInfo.ID);if(buttonJQ){buttonJQ.removeClass("edrawings-icon-plugin");eDwUIUtils.hide(this.mPluginButtonInfo.ID,false)}}};eDwUIBasePlugin.prototype.check=function(iPluginName){return iPluginName===this.PluginGroupName};eDwUIBasePlugin.prototype.isButtonForThisPlugin=function(iButtonJQ){return iButtonJQ&&iButtonJQ.length&&this.mPluginButtonInfo&&this.mPluginButtonInfo.ID&&this.mPluginButtonInfo.ID.indexOf(iButtonJQ[0].id)>-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i<elements_1.length;_i++){var element=elements_1[_i];element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}}elemHandlers.MainDispatcher=function(ioEvent){eventDispatcher(ioEvent,elemHandlers.Handlers)};for(var _a=0,elements_2=elements;_a<elements_2.length;_a++){var element=elements_2[_a];element.addEventListener(iEventName,elemHandlers.MainDispatcher,true);elemHandlers.Handlers.push({EventTarget:element,ElementID:iElemID,TargetElemClasses:iElemClasses,Handler:iEventHandler})}console.debugLog("UIEventMgr","Added event - name = "+iEventName+", id = "+iElemID+", classes = "+iElemClasses+", Num handlers = "+elemHandlers.Handlers.length);return true};eDwUIHTMLEventMgr.prototype.removeEventHandlersByID=function(iElemID,iEventName,ioHandlersOfEvent){var handlersRemoved=false;var elemHandlers=ioHandlersOfEvent[iElemID];if(elemHandlers&&elemHandlers.Handlers.length){console.debugLog("UIEventMgr","Removed "+elemHandlers.Handlers.length+" handlers for event "+iEventName+" on element ID "+iElemID);for(var _i=0,_a=elemHandlers.Handlers;_i<_a.length;_i++){var handler=_a[_i];handler.EventTarget.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}elemHandlers.Handlers=[];handlersRemoved=true}else{console.debugLog("UIEventMgr","Tried to remove handlers for event "+iEventName+" on element ID "+iElemID+" but they were removed already.")}return handlersRemoved};return eDwUIHTMLEventMgr}();function eventDispatcher(ioEvent,iHandlerObjs){if(!iHandlerObjs||!iHandlerObjs.length)return;console.debugLog("UIEvents","Event = "+ioEvent.type+", Num handlers = "+iHandlerObjs.length);var runHandler=false;var targetJQ=eDwUIUtils.getAsJQueryObj(ioEvent.target);while(targetJQ.length&&!runHandler){for(var _i=0,iHandlerObjs_1=iHandlerObjs;_i<iHandlerObjs_1.length;_i++){var handlerObj=iHandlerObjs_1[_i];var targetClassName=targetJQ.className;console.debugLog("UIEvents","  element ID = "+handlerObj.ElementID+", target classes = "+handlerObj.TargetElemClasses+(targetClassName?", event target classes = "+targetClassName:""));var targetElemClasses=handlerObj.TargetElemClasses;var classes=targetElemClasses?targetElemClasses.split(" "):[];var numMatches=0;for(var j=0;j<classes.length;j++){numMatches+=targetJQ.hasClass(classes[j])?1:0}if(numMatches!==classes.length)continue;handlerObj.Handler(ioEvent);runHandler=true;var eventJQ=$(ioEvent);if(ioEvent.cancelable&&ioEvent.cancelBubble||eventJQ.isPropagationStopped&&eventJQ.isPropagationStopped()){return}}targetJQ=eDwUIUtils.getAsJQueryObj(targetJQ.parent());if(!runHandler&&targetJQ.length){console.debugLog("UIEvents","Events not found on target, checking parent "+"id="+targetJQ.id+", class="+targetJQ.className)}else if(!runHandler){console.debugLog("UIEvents","No matching events found on target.")}else{console.debugLog("UIEvents","Done processing event handlers.")}}}return eDwUIHTMLEventMgr}));define("eDwUIHTMLGenerator",["require","exports","eDwHierarchyNode","utils"],(function(require,exports,eDwHierarchyNode,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIHTMLGenerator=void 0;var cDefaultInitialLeftPaddingInPX=4;var cDefaultLeftPaddingInPX=27;var eDwUIHTMLGenerator=function(){function eDwUIHTMLGenerator(iViewer,iPanelUIID,iInitialLeftPaddingInPX,iLeftPaddingInPX){if(iInitialLeftPaddingInPX===void 0){iInitialLeftPaddingInPX=cDefaultInitialLeftPaddingInPX}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=cDefaultLeftPaddingInPX}this.mViewer=iViewer;this.mPanelUIID=iPanelUIID;this.mLeftPaddingInPX=iLeftPaddingInPX;this.mInitialLeftPaddingInPX=iInitialLeftPaddingInPX}eDwUIHTMLGenerator.prototype.generateHTMLForChildNodes=function(iParentNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var offset=this.computeOffset(iLeftPaddingInPX);var childrenNodes=this.forNodeGetChildren(iParentNode);for(var _i=0,childrenNodes_1=childrenNodes;_i<childrenNodes_1.length;_i++){var childNode=childrenNodes_1[_i];var descendentsHTML=iIncludeAllDescendents?this.generateHTMLForChildNodes(childNode,iIncludeAllDescendents,offset):"";if(!this.shouldIncludeNode(childNode)&&descendentsHTML.length===0){continue}var moreClasses=descendentsHTML?" edrawings-tree-expanded ":"";var nodeHTML=this.generateHTMLForNode(childNode,offset,moreClasses);generatedHTML+=nodeHTML+descendentsHTML}return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTMLForNode=function(iNode,iLeftPaddingInPX,iAdditionalClasses,iIgnoreChildren){if(iAdditionalClasses===void 0){iAdditionalClasses=""}if(iIgnoreChildren===void 0){iIgnoreChildren=false}var additionalClasses=iAdditionalClasses.replace("edrawings-tree-expanded","");var expanded=iAdditionalClasses.length!==additionalClasses.length;var highlight=this.getHighlightClass(iNode);var nonRootClass=additionalClasses.indexOf("edrawings-root")>-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="<div class='edrawings-submenu-list-item"+highlight+" "+additionalClasses+"' style='padding-left: "+currOffset+"; width:calc(100% - "+currOffset+");' "+this.forNodeGetDataAttributes(iNode)+">";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+="<span class='item-tree-text"+highlight+" "+additionalClasses+"' "+this.forNodeGetDataAttributes(iNode)+"style='margin-left: 0px;'>"+this.forNodeGetElementContent(iNode)+"</span>";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="</div>";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i<modelViews_5.length;_i++){var modelView=modelViews_5[_i];var hierNode=modelView.Nodes[iNodeID];if(hierNode)return hierNode}return undefined};eDwUIHTMLGenerator.getDisplayStateCSSClass=function(iHierNode,iNewAttrib){var classCSS="edrawings-"+iHierNode.Category;classCSS+=iHierNode.isActive()?"":"-inactive";var dummyNode=eDwHierarchyNode.create(iNewAttrib);var displayState=iNewAttrib?dummyNode.getDisplayState(iHierNode.getAttribs()):iHierNode.getDisplayState();switch(displayState){case"Invisible":classCSS+="-invisible";break;case"Visible":classCSS+="-visible";break;case"Transparent":classCSS+="-transparent";break;default:console.debugLog("UI","Invalid node display type: "+displayState)}return classCSS};eDwUIHTMLGenerator.prototype.shouldIncludeNode=function(iNode){var searchField=$(this.mPanelUIID+" .edrawings-menu-search-input");if(searchField&&searchField.val()){var regex=new RegExp(searchField.val(),"i");if(this.forNodeGetName(iNode).search(regex)<0)return false}return true};eDwUIHTMLGenerator.prototype.getHighlightClass=function(iNode){var isSelected=this.mViewer.SelectionMgr.isSelected(this.forNodeGetID(iNode));return isSelected?" edrawings-list-selected ":""};eDwUIHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="";if(!iIgnoreChildren&&this.forNodeHasChildren(iNode)){generatedHTML+="edrawings-tree-arrow "+"edrawings-tree-arrow-space-common ";if(iNodeExpanded)generatedHTML+="edrawings-tree-expanded "}else{generatedHTML+="edrawings-tree-space "+"edrawings-tree-arrow-space-common "}return generatedHTML};eDwUIHTMLGenerator.prototype.getPreSpanHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="<div class='"+this.getPreSpanIconHTML(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren);var nodeIconClass=this.forNodeGetDisplayStateCSSClass(iNode);generatedHTML+=iAdditionalClasses+"' data-hoopsid='"+this.forNodeGetID(iNode)+"'> </div> <div class='"+nodeIconClass+" "+iAdditionalClasses+" edrawings-tree-icon'> </div>";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"<div class='edrawings-submenu-list-item-button "+iAdditionalClasses+"'> </div>"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="<div class='edrawings-submenu-list-item "+"edrawings-root' style='padding-left: "+this.mInitialLeftPaddingInPX+"px; "+"width:calc(100% - "+this.mInitialLeftPaddingInPX+"px);'> "+"<input id='layer-all' class='layer-all "+" edrawings-layer-checkbox-style' "+" type='checkbox' checked> "+"<span class='item-tree-text'>"+"Name</span></div>"+"<hr style='margin-top:0;margin-left:5px;"+"margin-right:10px;'>"}for(_i=0,layers_2=layers;_i<layers_2.length;_i++){layer=layers_2[_i];if(!this.shouldIncludeNode(layer))continue;generatedHTML+=this.generateHTMLForNode(layer,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUILayerHTMLGenerator.prototype.getPreSpanHTML=function(iLayer,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return"<input class='item-layer-checkbox"+" edrawings-layer-checkbox-style' type='checkbox' "+(iLayer.getAttribs().Visible?"checked":"unchecked")+">"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="<div>"+iResult.ErrorCode+"</div>";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="<div style='white-space: nowrap'>"+data+"</div>"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="<div class='"+iTextClass+" edrawings-dialog-content'";optionKeys=Object.keys(iOptions);for(_i=0,optionKeys_1=optionKeys;_i<optionKeys_1.length;_i++){optionKey=optionKeys_1[_i];div+=" "+optionKey+"="+getValue(iOptions[optionKey])}div+="></div>";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_i<modelViews_6.length;_i++){modelView=modelViews_6[_i];modelViewHierNode=modelView.Hierarchy;if(!this.shouldIncludeNode(modelViewHierNode)){continue}generatedHTML+=this.generateHTMLForNode(modelViewHierNode,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUIModelViewHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};eDwUIModelViewHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUIModelViewHTMLGenerator}(eDwUIHTMLGenerator_3.eDwUIHTMLGenerator);return eDwUIModelViewHTMLGenerator}));define("eDwUIPluginMgr",["require","exports","eDwServiceMgr","eDwGenericError","utils"],(function(require,exports,eDwServiceMgr,eDwGenericError,utils){"use strict";var eDwUIPluginMgr=function(){function eDwUIPluginMgr(){this.clearPluginData()}eDwUIPluginMgr.prototype.loadPlugins=function(iPluginClassNames,iViewer,iViewerFeatOpts){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPluginClassNames_1,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iPluginClassNames.length)return[2];promises=[];for(_i=0,iPluginClassNames_1=iPluginClassNames;_i<iPluginClassNames_1.length;_i++){pluginClassName=iPluginClassNames_1[_i];if(!pluginClassName)continue;l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),promises)}return[4,Promise.all(promises)];case 1:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.loadDynamicPlugins=function(iViewer){return __awaiter(this,void 0,void 0,(function(){var pluginClassNames;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwServiceMgr.get().importPlugins()];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer)];case 2:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.onClick=function(iID,iActivate){var plugin=this.mIDToPluginMap[iID];if(plugin){plugin.onClick(iActivate);return true}return false};eDwUIPluginMgr.prototype.destroy=function(){for(var _i=0,_a=this.mUIPlugins;_i<_a.length;_i++){var plugin=_a[_i];plugin.destroy()}this.clearPluginData();eDwUIPluginMgr.sMgr=null};eDwUIPluginMgr.get=function(){if(!eDwUIPluginMgr.sMgr){eDwUIPluginMgr.sMgr=new eDwUIPluginMgr}return eDwUIPluginMgr.sMgr};eDwUIPluginMgr.prototype.clearPluginData=function(){this.mUIPlugins=[];this.mIDToPluginMap={};this.mPluginClassNameProcessed={}};eDwUIPluginMgr.prototype.loadPlugin=function(iPluginClassName,iViewer,iViewerFeatOpts){var _this=this;var onPluginLoaded=function(iGenericPluginClassConstructor){return __awaiter(_this,void 0,void 0,(function(){var plugin,pluginButtonID,pluginClassNames,loadedPluginPromises,_i,pluginClassNames_1,pluginClassName,iExcp_15;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,6,,7]);plugin=new iGenericPluginClassConstructor(iViewer,iViewerFeatOpts);this.mUIPlugins.push(plugin);pluginButtonID=plugin.PluginButtonID;if(pluginButtonID){this.mIDToPluginMap[pluginButtonID]=plugin}console.debugLog("UIPlugin","Dynamically loaded "+iPluginClassName);if(!plugin.Dependencies.length)return[3,4];return[4,eDwServiceMgr.get().importDependencies(plugin.Dependencies)];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer,iViewerFeatOpts)];case 2:_a.sent();loadedPluginPromises=[];for(_i=0,pluginClassNames_1=pluginClassNames;_i<pluginClassNames_1.length;_i++){pluginClassName=pluginClassNames_1[_i];if(!pluginClassName)continue;try{l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),loadedPluginPromises)}catch(iExcp){console.warn("Importing dependencies for "+iPluginClassName+" failed - "+iExcp.message)}}return[4,Promise.all(loadedPluginPromises)];case 3:_a.sent();_a.label=4;case 4:return[4,plugin.init()];case 5:_a.sent();console.debugLog("UIPlugin","Initialized "+iPluginClassName);return[3,7];case 6:iExcp_15=_a.sent();console.warn("Constructing "+iPluginClassName+" failed - "+iExcp_15.message);return[3,7];case 7:return[2]}}))}))};try{console.debugLog("UIPlugin","Attempting dynamic load of "+iPluginClassName);return new Promise((function(iResolveFunc,iRejectFunc){if(_this.mPluginClassNameProcessed[iPluginClassName]){iResolveFunc()}else{_this.mPluginClassNameProcessed[iPluginClassName]=true;require([iPluginClassName],(function(iClassConstructor){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,onPluginLoaded(iClassConstructor).then(iResolveFunc,(function(iReason){if(iRejectFunc)iRejectFunc(iReason);else{var msg=JSON.stringify(iReason);console.debugLog("UIPlugin",msg);throw new eDwGenericError("")}}))];case 1:_a.sent();return[2]}}))}))})()}))}}))}catch(iExcp){console.warn("Dynamic load failed for "+iPluginClassName+" - "+iExcp.message);return Promise.reject()}};return eDwUIPluginMgr}();function l_appendPromiseToArray(iPromise,ioPromises){utils.appendToArray(iPromise,ioPromises)}return eDwUIPluginMgr}));define("eDwUISheetTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_4){"use strict";var eDwUISheetTreeHTMLGenerator=function(_super){__extends(eDwUISheetTreeHTMLGenerator,_super);function eDwUISheetTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUISheetTreeHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer")return false;return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUISheetTreeHTMLGenerator}(eDwUIHTMLGenerator_4.eDwUIHTMLGenerator);return eDwUISheetTreeHTMLGenerator}));define("eDwUIShortcutMenu",["require","exports","eDwUIHTMLEventMgr","eDwGenericError","eDwEventMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIHTMLEventMgr,eDwGenericError,eDwEventMgr,eDwEvents_8,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIShortcutMenu=void 0;var eDwUIShortcutMenu=function(){function eDwUIShortcutMenu(){var _this=this;this.mMenuHandlers={};this.mMenuVisibilityHandlerObjs={};this.mCheckPluginHandlers={};$(c_menuID).menu({select:function(iEvent,iUIItemJQ){var itemJQ=iUIItemJQ.item;if(!itemJQ||itemJQ.hasClass(".ui-state-disabled"))return;var handler=_this.mMenuHandlers[itemJQ.attr("id")];if(handler){handler(iEvent,iUIItemJQ,_this.mArg)}else{console.debugLog("shortcutmenu","Missing shortcut menu handler: "+itemJQ.attr("class"))}}});eDwUIShortcutMenu.hide();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mUIHTMLEventMgr.addEventHandler("document","contextmenu",eDwUIUtils.inhibitEventBehavior);var showShortcutMenu=function(iViewer,iScreenPos,iArg,iPluginName){return __awaiter(_this,void 0,void 0,(function(){var menuItemID,visibilityHandlerObj,pluginHandler,visState,handlerExists;return __generator(this,(function(_a){this.mArg=iArg;for(menuItemID in this.mMenuVisibilityHandlerObjs){visibilityHandlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];pluginHandler=this.mCheckPluginHandlers[visibilityHandlerObj.PluginName];visState=pluginHandler?!pluginHandler(iPluginName):false;handlerExists=visibilityHandlerObj.VisHandler;visState=visState||(handlerExists?!visibilityHandlerObj.VisHandler(iViewer,iArg):false);eDwUIUtils.hide("#"+menuItemID,visState)}eDwUIShortcutMenu.show(iScreenPos.x,iScreenPos.y);return[2]}))}))};var hideShortcutMenu=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){eDwUIShortcutMenu.hide();return[2]}))}))};var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwEvents_8.RightClickEvent,showShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.UnselectEvent,hideShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.LeftClickEvent,hideShortcutMenu)}eDwUIShortcutMenu.prototype.isEmpty=function(){return!$(c_menuID+" ul").length&&!$(c_menuID+" li").length};eDwUIShortcutMenu.prototype.removeAllEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwEvents_8.RightClickEvent,"showShortcutMenu");eventMgr.removeEventHandlerFunc(eDwEvents_8.UnselectEvent,"hideShortcutMenu");this.mMenuHandlers={};this.mCheckPluginHandlers={}};eDwUIShortcutMenu.prototype.destroy=function(){eDwUIShortcutMenu.hide();this.removeAllEventHandlers();$(c_menuID+" ul").remove();$(c_menuID+" li").remove();eDwUIShortcutMenu.sMenu=null};eDwUIShortcutMenu.prototype.addMenuItem=function(iPluginName,iMenuItemCSSClassName,iHandlerFunc,iIsVisibleFunc,iInitHideMenuItem,iParentMenuSelector){if(iHandlerFunc===void 0){iHandlerFunc=null}if(iIsVisibleFunc===void 0){iIsVisibleFunc=l_shouldBeVisible}if(iInitHideMenuItem===void 0){iInitHideMenuItem=true}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}if(!iMenuItemCSSClassName){console.debugLog("shortcutmenu","Missing selector.");throw new eDwGenericError("Missing selector.")}var menuJQ=$(iParentMenuSelector);var menuItemJQ=l_insertInMenu("li",iPluginName,iMenuItemCSSClassName,menuJQ);var menuItemID=menuItemJQ.attr("id");eDwUIUtils.hide("#"+menuItemID,iInitHideMenuItem);if(iHandlerFunc){this.mMenuHandlers[menuItemID]=iHandlerFunc}var handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];if(!handlerObj){handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID]={VisHandler:iIsVisibleFunc,PluginName:iPluginName}}else{handlerObj.VisHandler=iIsVisibleFunc;handlerObj.PluginName=iPluginName}};eDwUIShortcutMenu.prototype.addSubMenu=function(iPluginName,iSubMenuCSSClassName,iHideSubMenu,iParentMenuSelector){if(iHideSubMenu===void 0){iHideSubMenu=false}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var subMenuJQ=$(iParentMenuSelector);l_insertInMenu("ul",iPluginName,iSubMenuCSSClassName,subMenuJQ);if(iHideSubMenu)eDwUIShortcutMenu.hide()};eDwUIShortcutMenu.prototype.addMenuSeparator=function(iPluginName){this.addMenuItem(iPluginName,"edrawings-shortcut-divider",null,(function(iViewer,iArg){if(l_getNumVisMenuItems()){return l_shouldBeVisible(iViewer,iArg)}return false}))};eDwUIShortcutMenu.prototype.setPluginCheck=function(iPluginNameKey,iCheckFunc){if(iPluginNameKey){this.mCheckPluginHandlers[iPluginNameKey]=iCheckFunc;return true}return false};eDwUIShortcutMenu.prototype.removeAllMenuItems=function(iPluginName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}this.removeMenuItem(iPluginName,"",iParentMenuSelector)};eDwUIShortcutMenu.prototype.removeMenuItem=function(iPluginName,iMenuItemCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var menuItemJQ=l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName);var menuItemID=menuItemJQ.attr("id");delete this.mMenuHandlers[menuItemID];delete this.mMenuVisibilityHandlerObjs[menuItemID];$(iParentMenuSelector).menu("refresh")};eDwUIShortcutMenu.prototype.removeSubMenu=function(iPluginName,iSubMenuCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}l_removeFromMenu(iParentMenuSelector,iPluginName,iSubMenuCSSClassName)};eDwUIShortcutMenu.get=function(){if(!eDwUIShortcutMenu.sMenu){eDwUIShortcutMenu.sMenu=new eDwUIShortcutMenu}return eDwUIShortcutMenu.sMenu};eDwUIShortcutMenu.destroy=function(){if(eDwUIShortcutMenu.sMenu)eDwUIShortcutMenu.sMenu.destroy()};eDwUIShortcutMenu.show=function(iX,iY,iParentRect){var numVisMenuItems=l_getNumVisMenuItems();if(!numVisMenuItems)return;var menuJQ=$(c_menuID);var viewerElemJQ=$("#edrawings-canvas");var parentRect=iParentRect?iParentRect:{Width:viewerElemJQ.width(),Height:viewerElemJQ.height()};var posx=iX;var posy=iY;var menuHeight=menuJQ.height();var menuWidth=menuJQ.width();if(posx+menuWidth>parentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"</"+iElementStyle+">");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i<tableNodes_1.length;_i++){tableNode=tableNodes_1[_i];if(!this.shouldIncludeNode(tableNode))continue;generatedHTML+=this.generateHTMLForNode(tableNode,NaN,"edrawings-root "+iAdditionalClasses,true)}}return[2,generatedHTML]}))}))};eDwUITableHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUITableHTMLGenerator}(eDwUIHTMLGenerator_5.eDwUIHTMLGenerator);return eDwUITableHTMLGenerator}));define("eDwUIUtils",["require","exports","eDwView","eDwServiceMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwZoomToFitCmd","eDwResetCmd","eDwUIHTMLGenerator","eDwUISheetTreeHTMLGenerator","eDwUILayerHTMLGenerator","eDwUIDebugHTMLGenerator","eDwEventMgr","eDwAJAXError","eDwResultError","eDwNodeAttributes","eDwTypes","eDwEvents","eDwUIMessageReporter","utils","eDwKeyMgr"],(function(require,exports,eDwView,eDwServiceMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwZoomToFitCmd,eDwResetCmd,eDwUIHTMLGenerator_6,eDwUISheetTreeHTMLGenerator,eDwUILayerHTMLGenerator,eDwUIDebugHTMLGenerator,eDwEventMgr,eDwAJAXError,eDwResultError,eDwNodeAttributes_4,eDwTypes_17,eDwEvents_9,eDwUIMessageReporter,utils,eDwKeyMgr_5){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.getAsJQueryObj=exports.adjustScrollArrows=exports.disableScrollOnTouch=exports.enableScrollOnTouch=exports.executeScrolling=exports.positionMenuPanelArrowCollapseButton=exports.fixMenuPanelInwardToolbar=exports.viewFile=exports.makeResult=exports.getViewerElementID=exports.getViewerElementName=exports.resetToHomeView=exports.isStateOn=exports.isIDInJQuery=exports.deactivateUI=exports.activateUI=exports.getIDHC=exports.scrollToTarget=exports.getPosition=exports.getRequestedQueryStringParams=exports.hide=exports.loadPanel=exports.getSpanText=exports.getTarget=exports.getText=exports.addPanelModeEvents=exports.populateModelViewPanel=exports.inhibitEventBehavior=exports.loadComponentHTML=exports.deactivateMoveInput=exports.addCloseEventHandler=exports.scrollToTreeNode=exports.expandSelected=exports.switchModelView=exports.updateModelViewTargets=exports.searchPanelList=exports.zoomToFit=exports.addSubTreeArrowEventHandler=exports.updateUI=exports.getUIPanelID=exports.setUIGenerator=exports.getUIGenerator=exports.createUIGenerators=exports.updateIcons=void 0;function updateIcons(iHierNodesAndAttribs){for(var _i=0,iHierNodesAndAttribs_4=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_4.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_4[_i];var hierNode=hierNodeAndAttribs.HierNode;var attribs=hierNodeAndAttribs.Attribs;var listItemDiv=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-submenu-list-item"]');var iconDiv=listItemDiv.children("div.edrawings-tree-icon");iconDiv.removeClass(l_getAllDisplayStateCSSClasses(hierNode));var newCSSClass=eDwUIHTMLGenerator_6.eDwUIHTMLGenerator.getDisplayStateCSSClass(hierNode,attribs);iconDiv.addClass(newCSSClass)}}exports.updateIcons=updateIcons;function createUIGenerators(iViewer){var panelID="#edrawings-sheet-tree-menu";l_generators[panelID]=new eDwUISheetTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-layer-control-menu";l_generators[panelID]=new eDwUILayerHTMLGenerator(iViewer,panelID);panelID="#edrawings-debug-menu";l_generators[panelID]=new eDwUIDebugHTMLGenerator(iViewer,panelID)}exports.createUIGenerators=createUIGenerators;function getUIGenerator(iName){return l_generators[iName]}exports.getUIGenerator=getUIGenerator;function setUIGenerator(iName,iGen){l_generators[iName]=iGen}exports.setUIGenerator=setUIGenerator;function getUIPanelID(iTargetJQ){var panelJQ=iTargetJQ.closest(".edrawings-submenu");return panelJQ?"#"+panelJQ[0].id:""}exports.getUIPanelID=getUIPanelID;function updateUI(iViewer,iModelView,iInit){if(iInit===void 0){iInit=false}return __awaiter(this,void 0,void 0,(function(){var model,listHTML,listJQ,gen,modelViews,_i,modelViews_7,modelView;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iViewer)return[3,2];if(iViewer.ViewerFeatureOpts.Debug)l_populateDebugPanel(iViewer);model=iViewer.getModel();if(!iModelView)return[3,2];if(iModelView===model.getActiveModelView()){listHTML="";listJQ=$("#edrawings-sheet-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-sheet-tree-menu");modelViews=iViewer.getModel().getModelViews();for(_i=0,modelViews_7=modelViews;_i<modelViews_7.length;_i++){modelView=modelViews_7[_i];listHTML+=gen.generateHTMLForNode(modelView.Hierarchy,NaN,"edrawings-root")}listJQ.empty();listJQ.append(listHTML)}updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected");if(!iInit)return[3,2];return[4,l_populateLayerPanel(iViewer)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.updateUI=updateUI;function addSubTreeArrowEventHandler(ioUIHTMLEventMgr,iTreeNodeID){ioUIHTMLEventMgr.addDelegatedEventHandler(iTreeNodeID+" .edrawings-tree-arrow","click",(function(iEvent){if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ[0])return;function collapseListNode(iTargetJQ){var parentElemJQ=iTargetJQ[0]?getAsJQueryObj(iTargetJQ[0].parentElement):$();if(!parentElemJQ.hasClass("edrawings-submenu-list")){parentElemJQ=parentElemJQ[0]?getAsJQueryObj(parentElemJQ[0].parentElement):$()}if(!parentElemJQ[0]){console.warn("No list found for the collapsable element.");return}var parentElem=parentElemJQ[0];var childElemsJQ=parentElemJQ.children("[data-hoopsparentid='"+iTargetJQ.data("hoopsid")+"']");$.each(childElemsJQ,(function(iArg,iElem){collapseListNode($(iElem));parentElem.removeChild(iElem)}))}if(targetJQ.hasClass("edrawings-tree-expanded")){collapseListNode(targetJQ);targetJQ.removeClass("edrawings-tree-expanded")}else{var appendJQ=targetJQ.closest(".edrawings-submenu-list-item");var panelID=getUIPanelID(appendJQ);var gen=getUIGenerator(panelID);var nodeToExpandHC=parseInt(targetJQ.data("hoopsid"),10);var node=gen.getNodeFromID(nodeToExpandHC);if(node===undefined){console.debugLog("ListUI","There is no node for the ID");return}var offset=parseInt($(appendJQ).css("padding-left"),10);appendJQ.after(gen.generateHTMLForChildNodes(node,false,offset));targetJQ.addClass("edrawings-tree-expanded")}}))}exports.addSubTreeArrowEventHandler=addSubTreeArrowEventHandler;function zoomToFit(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var nodeIDHC,activeModelView,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDHC=iViewer.SelectionMgr.getLastSelIDHC();if(utils.isNaN(nodeIDHC)){activeModelView=iViewer.getModel().getActiveModelView();nodeIDHC=activeModelView.Hierarchy.HOOPSID}zoomToFitCmd=new eDwZoomToFitCmd(iViewer,nodeIDHC,iViewer.getHCView().getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.zoomToFit=zoomToFit;function searchPanelList(iViewer,iElemJQ){var panelID=getUIPanelID(iElemJQ);var listJQ=$(panelID+" .edrawings-submenu-list");var activeModelView=iViewer.getModel().getActiveModelView();var activeModelViewNode=activeModelView.Hierarchy;if(activeModelViewNode){listJQ.empty();iViewer.SelectionMgr.unSelectAllObjects();var gen=getUIGenerator(panelID);var inputVal=$(panelID+" .edrawings-menu-search-input").val();listJQ.append(gen.generateHTMLForChildNodes(activeModelViewNode,inputVal.length>0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i<hashes.length;i++){var hash=hashes[i].split("=");if(hash.length>1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_i<layers_3.length;_i++){var layer=layers_3[_i];var layerElem="<div>Layer "+layer.getName()+" (ID="+layer.getIDHC()+", Visible="+layer.getAttribs().Visible+") sub-layer IDs: ";var subLayerIDsHC=layer.getNodeIDsHC();for(var _a=0,subLayerIDsHC_1=subLayerIDsHC;_a<subLayerIDsHC_1.length;_a++){var subLayerIDHC=subLayerIDsHC_1[_a];layerElem+=subLayerIDHC+" "}layerElem+="</div>";list.append(layerElem)}list.append(gen.generateHTMLForNode(modelView.Hierarchy.HOOPSID,0," edrawings-tree-expanded ",true));list.append(gen.generateHTMLForChildNodes(modelView.Hierarchy.HOOPSID,true,4))}}var c_onContextLost=function(){return __awaiter(void 0,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIMessageReporter.showMessagePanelFromCSScontent("edrawings-glcontextlost")];case 1:_a.sent();return[2]}}))}))};function l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ,iTop){var buttonJQ=iPanelJQ;if(!iPanelJQ.hasClass("edrawings-menu-panel-arrow-collapse")){buttonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse")}buttonJQ.css("top",typeof iTop==="undefined"?"":iTop)}function l_computeTargetMinimalAdjustment(iTargetSide,iTargetOffset,iReferenceSide,iReferenceOffset){var diff=0;if(iTargetSide<iReferenceSide){diff=iTargetSide-iReferenceSide}else if(iTargetSide+iTargetOffset>iReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context!  Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i<len;i++){bytes[i]=binString.charCodeAt(i)}return bytes}exports.getUint8Array=getUint8Array;var MixinBase=function(_super){__extends(MixinBase,_super);function MixinBase(iMixinConstructors){var _this=_super.call(this)||this;populateMixinObjectFromClasses(_this,iMixinConstructors);return _this}return MixinBase}(Function);exports.MixinBase=MixinBase;function populateMixinObject(ioDestObj,iSrcObjs){for(var _i=0,iSrcObjs_1=iSrcObjs;_i<iSrcObjs_1.length;_i++){var srcObj=iSrcObjs_1[_i];var mixinProps=Object.getOwnPropertyNames(srcObj);for(var _a=0,mixinProps_1=mixinProps;_a<mixinProps_1.length;_a++){var mixinProp=mixinProps_1[_a];ioDestObj[mixinProp]=srcObj[mixinProp]}}}exports.populateMixinObject=populateMixinObject;function populateMixinObjectFromClasses(ioDestObj,iConstructors){populateMixinObject(ioDestObj,iConstructors.map((function(iConstructor){return iConstructor.prototype})));ioDestObj.MixinConstructors=iConstructors}exports.populateMixinObjectFromClasses=populateMixinObjectFromClasses;function isInstanceOf(iInstance,iConstructor){if(!iInstance)return false;function isMixinInstance(){if(!isOfType(iInstance,"MixinConstructors"))return false;var index=iInstance.MixinConstructors.indexOf(iConstructor);return index>-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}var argIndex=0;var replFormat=iFormat.replace(/\${([a-zA-Z0-9_-]+)}/g,(function(iPosParam){var val=typeof iArgs[argIndex]!=="undefined"?iArgs[argIndex]:iPosParam;++argIndex;return val}));return replFormat}exports.formatString=formatString;function getFirstMatchedMethodObj(iObj,iPartialName){if(!iObj||!iPartialName)return null;var props=$.map(iObj,(function(iValue,iKey){return iKey.indexOf(iPartialName)>-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+</script>
+</body>
+</html>
diff --git a/cad/storch-150/resources/edrawings.html b/cad/storch-150/resources/edrawings.html
new file mode 100644
index 00000000..41b867d2
--- /dev/null
+++ b/cad/storch-150/resources/edrawings.html
@@ -0,0 +1,8367 @@
+<!DOCTYPE html>
+<html lang="en">
+<head>
+    <style>
+        html {
+            height: 100%;
+            width: inherit;
+            margin: 0px;
+        }
+
+        body {
+            box-sizing: border-box;
+            height: inherit;
+            width: inherit;
+            margin: 0px;
+            overflow: hidden;
+        }
+body {
+    position: relative;
+}
+
+.edrawings-hr {
+    margin-top: 7px;
+    margin-bottom: 7px;
+
+    border-top-width: 1px;
+    border-top-style: solid;
+    border-top-color: gray;
+}
+
+.edrawings-viewer-regular {
+    box-sizing: border-box;
+    position: relative;
+
+    border: 0;
+    border-style: dashed;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    stroke: lightgray;
+    visibility: visible;
+    background-color: white;
+}
+
+.edrawings-viewer-timeout {
+    position: relative;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    opacity: 0.5;
+
+    -webkit-filter: blur(5px);
+    -moz-filter: blur(5px);
+    -o-filter: blur(5px);
+    -ms-filter: 'alpha(opacity=0)';
+    filter: blur(5px);
+}
+
+.edrawings-viewer-ondrop {
+    box-sizing: border-box;
+    position: relative;
+
+    border: 10px;
+    border-color: gray;
+    border-radius: 15px;
+    border-width: 10px;
+    border-style: dashed;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    stroke: gray;
+    opacity: 0.5;
+
+    -webkit-filter: blur(5px);
+    -moz-filter: blur(5px);
+    -o-filter: blur(5px);
+    -ms-filter: 'alpha(opacity=0)';
+    filter: blur(5px);
+}
+
+.edrawings-viewer-dropsuccess {
+    box-sizing: border-box;
+    position: relative;
+
+    border: 3px;
+    border-color: green;
+    border-style: dashed;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    stroke: green;
+    visibility: visible;
+}
+
+.edrawings-viewer-dropfail {
+    box-sizing: border-box;
+    position: relative;
+
+    border: 3px;
+    border-color: red;
+    border-style: dashed;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    stroke: red;
+    visibility: visible;
+}
+
+#edrawings-viewer {
+    box-sizing: border-box;
+    position: relative;
+    padding: 0;
+    width: 100%;
+    height: 100%;
+    overflow: hidden;
+    -ms-touch-action: none;
+}
+
+.edrawings-drop-title {
+    margin-left: auto;
+    margin-right: auto;
+
+    border: none;
+    border-radius: 5px;
+    border-color: gray;
+    border-width: 3px;
+
+    width: inherit;
+    height: inherit;
+
+    align-content: stretch;
+
+    font-family: "Arial";
+    font-size: 30px;
+
+    text-decoration-color: lightgray;
+    text-emphasis-color: lightgray;
+    text-align: center;
+
+    vertical-align: middle;
+}
+
+.edrawings-canvas-border {
+    border: solid 1px #969696;
+}
+
+#edrawings-canvas {
+    box-sizing: border-box;
+    position: absolute;
+    margin: 0;
+    padding: 0;
+    width: 100%;
+    height: 100%;
+}
+
+#edrawings-logo {
+    z-index: 100;
+
+    top: 1px;
+    left: 10px;
+
+    margin-top: 2px;
+    height: 40px;
+    width: 44px;
+
+    vertical-align: middle;
+}
+
+.edrawings-disabled {
+    background-color: #969696;
+}
+
+#edrawings-backtolist {
+    z-index: 100;
+    position: absolute;
+
+    top: 10px;
+    right: 10px;
+
+    cursor: pointer;
+}
+
+.edrawings-list-selected {
+    color: black;
+    background-color: rgba(149, 211, 11, 0.5);
+}
+
+.edrawings-button-links {
+    text-indent: 50px;
+    font-family: Arial;
+    font-size: 16px;
+    line-height: 30px;
+}
+
+.edrawings-list-title {
+    display: block;
+    top: 70%;
+
+    text-decoration-color: rgb(160,160,160);
+    font-family: "Book Antiqua", "Palatino Linotype", Georgia, serif;
+    font-size: 25px;
+}
+
+.edrawings-view-orientation {
+    width: 180px;
+}
+
+.edrawings-bar {
+    height: 44px;
+    color: rgb(66,66,66);
+}
+
+.edrawings-top-bar {
+    position: absolute;
+    z-index: 100;
+
+    width: 100%;
+    text-align: center;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-top-bar {
+    width: 100%;
+}
+
+#edrawings-top-bar-content {
+    position: absolute;
+    z-index: 100;
+
+    width: 100%;
+    height: 50px;
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    /* The children are inline-block.  Use font-size to control the gap between inline-block children */
+    font-size: 2px;
+    line-height: 50px;
+    vertical-align: middle;
+}
+
+#edrawings-top-bar.edrawings-out-of-view #edrawings-top-bar-content,
+#edrawings-top-bar-content.edrawings-out-of-view {
+    top: -10000px;
+}
+
+.edrawings-top-bar-left {
+    display: inline-block;
+    z-index: 100;
+
+    /* IE has no support of unset */
+    /* font-size: unset;*/
+    font-size: medium; /* default is either medium or 16px */
+
+    text-align: right;
+    vertical-align: inherit;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tool-bar {
+    position: absolute;
+    z-index: 100;
+
+    left: 0px;
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    /* bottom gap */
+    padding: 0px;
+    padding-bottom: 2px;
+
+    width: auto;
+    height: 100%;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+.edrawings-tool-bar.edrawings-out-of-view {
+    left: -10000px;
+}
+
+.edrawings-bottom-centered-icons {
+    display: block; /* inline-block; */
+    position: relative;
+
+    left: 0;
+    top: 0;
+
+    width: 50px;
+    height: 100%;
+
+    text-align: center;
+}
+
+.edrawings-bottom-centered-icons .edrawings-arrow-wrapper {
+    display: none;
+    width: inherit;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-bar-content {
+    display: block;
+}
+
+.edrawings-tool-bar.edrawings-collided {
+    /* Keep 3 arrows visible + gap with bottom-bar */
+    /* top-arrow height + top-arrow padding + bottom-arrow padding + bottom-arrow height + gap height with bottom-bar */
+    min-height: calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -o-calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -webkit-calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -moz-calc((10px + 10px) + (10px + 10px) + 2px);
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper {
+    display: block;
+    position: relative;
+    margin-left: 1px;
+
+    padding-top: 2px;
+    padding-bottom: 8px;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper:nth-child(2) {
+    position: absolute;
+    bottom: 0px;
+
+    padding-top: 8px;
+    padding-bottom: 2px;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-tool-bar-content {
+    position: absolute;
+
+    /* top-arrow height + top-arrow padding */
+    top: calc(10px + 10px);
+    top: -o-calc(10px + 10px);
+    top: -webkit-calc(10px + 10px);
+    top: -moz-calc(10px + 10px);
+
+    /* Keep 2 arrows visible */
+    /* 100% - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    height: calc(100% - (10px + 10px) - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px) - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px) - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px) - (10px + 10px));
+
+    overflow-x: hidden;
+    overflow-y: hidden;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(1) ~ .edrawings-tool-bar-content {
+    /* top-arrow height + top-arrow padding */
+    top: 0px;
+
+    /* 100% - (bottom-arrow padding + bottom-arrow height) */
+    height: calc(100% - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(2) ~ .edrawings-tool-bar-content {
+    /* 100% - (top-arrow height + top-arrow padding) */
+    height: calc(100% - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-icon-set {
+    position: absolute;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-icon-set.right {
+    right: 1px;
+}
+
+.edrawings-icon-set.left {
+    left: 1px;
+}
+
+.edrawings-icon-set.center {
+    left: 160px;
+}
+
+.edrawings-icon-set.label {
+    right: 40px;
+    
+    text-align: center;
+    font-family: sans-serif;
+
+    white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-sheets-control {
+    display: inline-block;
+
+    margin: 0;
+
+    border-color: gray;
+    border-style: solid;
+    border-width: 1px;
+
+    width: 44px;
+
+    text-align: center;
+    line-height: 48px;
+}
+
+.edrawings-sheets-wrap {
+    display: block;
+
+    text-align: center;
+    float: left;
+}
+
+.edrawings-sheets-arrow {
+    display: inline-block;
+
+    height: 35px;
+
+    cursor: pointer;
+    vertical-align: middle;
+}
+
+#edrawings-sheets-index {
+    display: inline-block;
+    width: 40px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    text-align: right;
+}
+
+#edrawings-sheets-number {
+    display: inline-block;
+    width: 60px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    white-space: pre;
+}
+
+#edrawings-sheets-name {
+    display: inline-block;
+    width: 60px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    white-space: pre;
+}
+
+.edrawings-tool-button {
+    display: none;
+
+    float: none; /* left; */
+    text-align: center;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-icon {
+    width: 40px;
+    height: 40px;
+
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+/* Override for buttons used to invoke some plugin.  Initially set so the
+ * button doesn't display.  The plugin will remove this when it loads. */
+.edrawings-icon-plugin {
+    display: none !important;
+}
+
+.edrawings-help-icon {
+    width: auto;
+    height: auto;
+}
+
+.edrawings-tree-button {
+    display: inline-block;
+
+    margin: 0 1px 0 1px;
+
+    -webkit-border-radius: 0;
+    border-radius: 0;
+
+    padding: 1px 1px 1px 1px;
+
+    width: 72px;
+    height: 75px;
+
+    background-color: rgb(192, 192, 192);
+
+    text-align: center;
+
+    -moz-appearance: button; /* Firefox */
+    -webkit-appearance: none; /* Safari and Chrome */
+    -ms-appearance: button;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tree-button:hover {
+    -moz-box-shadow: 0 0 1px #000;
+    -webkit-box-shadow: 0 0 1px #000;
+    -ms-box-shadow: 0 0 1px #000; 
+    box-shadow: 0 0 1px #000; 
+}
+
+.edrawings-hud-icon {
+    height: 40px;
+
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-dd-icon {
+    height: 40px;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tree-icon {
+    display: inline-block;
+
+    width: 40px;
+    height: 40px;
+
+    align-content: stretch;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    pointer-events: none;
+}
+
+.edrawings-tree-icon-small {
+    width: 30px;
+    height: 30px;
+
+    align-content: stretch;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    pointer-events: none;
+}
+
+.edrawings-component-tree-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-sheet-tree-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFIGlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgMjAxOCAoTWFjaW50b3NoKSIgeG1wOkNyZWF0ZURhdGU9IjIwMTgtMDUtMTRUMTQ6NDU6MjUtMDQ6MDAiIHhtcDpNb2RpZnlEYXRlPSIyMDE4LTA1LTE0VDE0OjUyOjIwLTA0OjAwIiB4bXA6TWV0YWRhdGFEYXRlPSIyMDE4LTA1LTE0VDE0OjUyOjIwLTA0OjAwIiBkYzpmb3JtYXQ9ImltYWdlL3BuZyIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgcGhvdG9zaG9wOklDQ1Byb2ZpbGU9InNSR0IgSUVDNjE5NjYtMi4xIiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOjA2MzNkOGY0LWVkOWItNGEyZC1hZDEzLTZlNmJlMDk1NGYwMSIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDowNjMzZDhmNC1lZDliLTRhMmQtYWQxMy02ZTZiZTA5NTRmMDEiIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDowNjMzZDhmNC1lZDliLTRhMmQtYWQxMy02ZTZiZTA5NTRmMDEiPiA8eG1wTU06SGlzdG9yeT4gPHJkZjpTZXE+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJjcmVhdGVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjA2MzNkOGY0LWVkOWItNGEyZC1hZDEzLTZlNmJlMDk1NGYwMSIgc3RFdnQ6d2hlbj0iMjAxOC0wNS0xNFQxNDo0NToyNS0wNDowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTggKE1hY2ludG9zaCkiLz4gPC9yZGY6U2VxPiA8L3htcE1NOkhpc3Rvcnk+IDwvcmRmOkRlc2NyaXB0aW9uPiA8L3JkZjpSREY+IDwveDp4bXBtZXRhPiA8P3hwYWNrZXQgZW5kPSJyIj8+CKM2EwAAAKFJREFUWIXtmEEKwCAMBGPpW/VN5rP2KiKYdC0NsnM1yGRRA6bWmkTm+ltgBQVRKIhCQRQKotzWwlLK1pFTa02WOrOgiIiqmjZdkXM2N+sS9G6uqmms9zYZ/gxSECW8oPuSeA85evPPS7Bn9uSMiXmepRlnJ2gFSfW8BFfd9+s7Znf4BCmIEl7w81GH4hJ8OxWQaZL4uwVCQRQKolAQhYIoD9i8MIzAug4WAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-layer-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-configurations-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAUklEQVR4AWMYIWAUjIK0/yAI5zUAeQjYQA0DG6jgQlRXobtymBqICMPBayACDFIDKQajBhJO8lQxkEwX4obossPKQGwyg9dABKC9gSMDjIJRAAD/Xkq3wBMe1wAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAAAAACpleexAAAAAnRSTlMAAHaTzTgAAAAqSURBVHgBYxgkYBSkQcCoQsoDD86gXCGUQWWFYD71FBJWhACjCgcAjAIA9ApZp1n0r6IAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-up-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAHlJREFUeNpiYBgFdAFpaWkGIEyMWkZiDANS+6Fcx1mzZl0g20AkwwSgQh8IGcpIgmEMxBjKSILLGIhxKSOx3oSyCXqfkZQwIyZMGUmNAELqGMmJTXzqmbCoJ5g0oHKOaJGlAGIwoSl4QEzixWJoIpC/YbRMGaQAIMAAtThb6yHjpQ0AAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-down-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAABVElEQVR4Ae3RJ1z7QBTA8XgVr+pVvYpX8Qr12HDsvffee4Nhbzg2rrYO+KsOxUZF37+v89F998E177rH95L8NHvsyakBE8bgEcSv9QOPgU9NFc4dR8XDa+CQ4TzAoB1+MqDO7EFRZEVRPE1cibxHAnxjrW4QiC47+WNwsUoWj0qA9f+KrMUdRDWNi9DaMsCjfISDd29scafIioKMO+I4McC4njV4PVzlr/JPnkVAMOJDVTIuc4R4wm9s8I6ANJSn1+RuLqSiHM6WfZZ9EpCEAp3/4KdSUco+D2evhykYCoVHDQYXkuDk2Ru7HqZHSEKpgM8NeDzdLgqGQl0PK4Egul3PDfFRMBSWlwaxZJEVHyUUqv6fPIikjiiIMOhBMBRKgAJI0QCYF3htkFBKYDxuREIt7vwZGAqVKorK6WMoGuVIEYtHw+Aj15WpeLTWxFA5NPbY8x+O/NjOcBEt0gAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-measure-icon {
+    background-image: 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+}
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+    background-repeat: no-repeat;
+}
+
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+    background-repeat: no-repeat;
+}
+
+.edrawings-logo-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-reset-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAbklEQVR4Ae3S1QGAMBADUEa4KbNWR2CU26j6hUvdEqgB74tlZma4QNm2AIKwmlIcUIDAbsXB5IZj03Byw5FpOLnhxBaPwSnTLRnOBZJHLpA8csHknrsnf4D33Ibk37/1fTev9QluTioGJzhWZmY0NQRDvwgtG/kAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-zoomtofit-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-settings-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAoCAYAAAC8cqlMAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFFmlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgKE1hY2ludG9zaCkiIHhtcDpDcmVhdGVEYXRlPSIyMDE4LTA0LTEyVDEwOjI5OjQ3LTA0OjAwIiB4bXA6TW9kaWZ5RGF0ZT0iMjAxOC0wNC0xMlQxMDo1Mjo1Ni0wNDowMCIgeG1wOk1ldGFkYXRhRGF0ZT0iMjAxOC0wNC0xMlQxMDo1Mjo1Ni0wNDowMCIgZGM6Zm9ybWF0PSJpbWFnZS9wbmciIHBob3Rvc2hvcDpDb2xvck1vZGU9IjMiIHBob3Rvc2hvcDpJQ0NQcm9maWxlPSJzUkdCIElFQzYxOTY2LTIuMSIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDpmNTc0ZmIxZi04NDdiLTRkNzQtYmE3Ny0wYmI3YTA1NDRkY2UiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6ZjU3NGZiMWYtODQ3Yi00ZDc0LWJhNzctMGJiN2EwNTQ0ZGNlIiB4bXBNTTpPcmlnaW5hbERvY3VtZW50SUQ9InhtcC5kaWQ6ZjU3NGZiMWYtODQ3Yi00ZDc0LWJhNzctMGJiN2EwNTQ0ZGNlIj4gPHhtcE1NOkhpc3Rvcnk+IDxyZGY6U2VxPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iY3JlYXRlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDpmNTc0ZmIxZi04NDdiLTRkNzQtYmE3Ny0wYmI3YTA1NDRkY2UiIHN0RXZ0OndoZW49IjIwMTgtMDQtMTJUMTA6Mjk6NDctMDQ6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDQyAoTWFjaW50b3NoKSIvPiA8L3JkZjpTZXE+IDwveG1wTU06SGlzdG9yeT4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz5k5nYDAAAAz0lEQVRYhe2YQQ7CMAwE14gHlU8lf/Kn6I/CqeIAtLbiwmJ5zlGS0cqOWxljIAOXX18gihJho0TYKBE2SoSNNCJX68Le+x3AEnj2qqo36+KjUcqTyOJY+/X9zIlsqKrMHtpaC59U09RIibCRRsRd7Gdy0AR2mwxVIp86oqVTUokAr5e2tns6EeB5ec+bRSkC+B9eWhEvaUTc7feMOSkCTyJr8Nmh+4n1l6nIfu29SypiUt6I/B6hZioRT73MplOJ/BtpEikRNkqEjRJhI43IA+4QOVUDoKkbAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-display-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-help-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-xy-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAOVBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayjpaiPkJJyc3N+f4BqamqqJyNyAAAADHRSTlMAn2CAMM/vjxDfQL8Um++KAAAAiklEQVR42u3SOQrEMAxAUcl7Mt/Z7n/YAafxgAXuUkx+J3igQpK3p4p4YjcnZ8AAhG7mUkNmcj+yHbEMocf/wFrPFOZg3RG7HtYxVJ2DCjoDFUCnVoPIP0I3Bx24ATRluF+YvUFbqr9fOKSzQVPiRdspSzw2xOoDfgXWdv7LhArkBcdS2oIkbw/1BfJICJSB8ppdAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-yz-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAANlBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax+f4Byc3OPkJKjpahqamoZp5c7AAAAC3RSTlMAYJ+AMM/vEI8gv5CbchoAAACESURBVHgB7co1goRAAEXB187sR+9/WCTCoaPRrbj490omMgtyChyynZh5SZ4DKdStmFGo4ICPVVmKGU6OA2rKzFjOcZYVrc2LVrI50WpkMyJI8HPRZMbxmdPYCI3wh2+OVfTgFXD2/KG2DgkeMSaczh/qLJCCPFP840w0TDSaoiz/XmkAIxQH1+Tt7LAAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-xz-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAATlBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayfoaNqamp+f4CLjI12d3iTlJajpahubm9RPhSbAAAAEHRSTlMAEO/fcGCfIL9Qz4+vMIBAyBlmdwAAAKpJREFUeAHt0FVixDAMBNCRzJBksrz3v2iZW6XM78dsAT7MPxEskgwZVUdBFlgCo/KURgZYOkkXgiPZYVGy4VQj1Q7dWXGqsgcsKAlIBSaewoVKz4onDazXM3LAU5Kq4FI0ypZ688lEcnpGjuIY6ATvQrxzXrAkRd3t9zuNCZaS15vVfGq1WedixDxuD/Olw/b4RAbtNOZ8x2kG7S0X7dBmMW9oj9Hwr/LvBNYsC8+9SE3LAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-flip-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAS1BMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayPkJJ2d3iTlJZubm9+f4CbnJ+HiImfoaOjpahqamrhCtCDAAAADXRSTlMAML+fIBBg79+vUM+ARJfGnQAAAJ9JREFUeF7t0DkSg0AMRNHZYBhMi325/0kNXQQOwCLCDvjxK5Uk8wc92QQke8FFrEVdJrgQHJIKgWBMAHRIcg16sJc+0dNlKqSkU6HxdCpkd8PSAa7UVJYXXQ3UXZF/OyVUsWlFAJG2iVU4YdajH0QI14Ye3h45h3ESBgibRrgDuG03y0fztunJvQuH7uMW3q6suS+oHb6frL+ST/xtT28xMwnaHjgv3AAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-normal-to-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAASFBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax2d3hubm9+f4CTlJaPkJKbnJ+HiImfoaOjpahqampsauumAAAADHRSTlMAnxDfv2BQzyCA7zAE/YYWAAAAhklEQVR4Xu2RuQ6EQAxDGQgsh819/P+frlyMtAVspqOZVz9FtlO8Tqb8hEQPCIlekilPZln4AJ6RRZ/GAGvcB9bVtALrVNX/XtN2/biQALmMfdc+aEPAvJESSXKbEYY7z7AfZBTFscNuRKU7+cOppA99Lx2N5y51d2LGgF7xWNmdUiO+TOYLQsAIN34iDksAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-show-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-capping-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAA/0lEQVR4Ae2WNVrEUBRGswSWwpLSoFVocJcGLXF3lw2wABxGq6lweRUV+n6cuOs933fG5SSTzH0CQRAEESNKS0s3uW8uyLyIG5CkqseZucWjxeW1fTsOjYxlKioqnxHpdpyIDx6fnD61G4cNwwa2d3RdexH45oYNDY0MsV4F7uj4ZuYzEBdYoI4sFIHyY66nt7/wHRlEYN7MMYfIwAI7OrsuIL/dqnfMUSAF+hC4i0i5gQfW1NYxjL+W1rZrhMrFezB7A/2bQYjW7MXzXwsDKbBAE4qORh3NYpmIa2hsuuO3jwKfxXK/j1nEcYtCGchl3GIBhHHBKo8jCIIgCO95B4EAabVr8iggAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-ambient-occl-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-view-perspective-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAv0lEQVR4Ae3SN2HFMBRG4QvBEAxFBMLB08FhGp68hUAAiMAj8HrvvaZHGdMTl5vJOv/+SS5S4Xw+AmLcl22LchFbLnSov9sUhyuCGSwPDKl/4WxukICUZ1bUv+WSnCAxW/Y0f+JygRi6XBhS/5nLDBJieWZK/XcuO+h+nSXJD179OEfyf+C1Njgh1gRv2BJoggciET2whhXRA1PuMZpgnVRED8z+OTKCWX+XjKClK6IJ3mN0QSt5w/26UHy+6vUKl36Y+t8j6wgAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-top-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAFVBMVEUAAACnqaxmZmaLjI5mZmaanJ6HiImQnwxaAAAABHRSTlMAzGDfWLetXAAAAGRJREFUeNrt0jEOACEIRFFB2Psf2Vh9DRBLi3UaMplX0l7uRm1P7T4hHRhc99WplU58dc1KNyEOGNyEOGBw4rgC2h5tJQznH/D8PUA1DS1CFloGWWgpZKGlkIWWQtO0nb/n5WoGRVYCyHKZWfQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-bottom-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGJJREFUeNrt0jEOgEAQQlFkuf+ZjYYGJ9hauL+YDckrF7tvo7IXl6s6Kld1UK7qoFzVQbmqgx5rpoyocDz/gVRUIbWOO11niQXaGdoNaGdYHWRnWB1kZ1gdZGc4XP89u087AYU9AsErcYY9AAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-iso-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAABFUlEQVRIx+3VMYrCQBTGcY/gETyCFxmwtBwQ/qVnsLG3TZVuKpstBSGlTaq1CoJjE0UQRJGAQhiLxLA77sLEsCzLzvf1Px6veK/V8vH5n6GNRKORtJtjHUYcyUhJyTgyovM61iXEcGJDUnbDCUNItz7WIyLnwLrCHl1zICei545JNDd2rJ6wR1fsuKGRbqDBfDmbPafBuIJD5tb2PrbYZMLUHRQIBiguZKSfsJSMKzGKgKAeKBD0mbAv91ns7UxESFC2Nlh0zJKcnC2zimoECgRvvFtYQ1ARe/B3wbETOHMFJZo9E/rfgiERZ+fjUJ2vC4rBE6iIudY6X9aBnTOswCnJiwfWegFLFmi2DV/AjzwpH5+/mTucZKNXzpS9jQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-left-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGhJREFUeNrt0jEKADEIRFFj5v5nXlwWfkRMm2Iz3YdXiXZ3dq68jcvVuqm1XK0bWp2pdQFxwOIC4oDFDeEaqDy3Fo53MsRv4FRaC6f8K65eIC4KVyAuCldgOApXYDgKV6C8rf333B3dA9R7AsFLYzWAAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-right-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAFVBMVEUAAACnqaxmZmaLjI5mZmaanJ6HiImQnwxaAAAABHRSTlMAzGDfWLetXAAAAGtJREFUeNrt0jsKwCAURFE/k+x/yWGqqwwvbYp4Gxk4WIjt9G1Dey9uX6UbWtdU6ZpW11U6QxwwnCEOGK4JV0Bt2VVwP/qPIL/ncncJ/ercOL0S4rxwAXFeuIB2LFxAOxYuoEasAorsTp/2AOmRAshYQsZnAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-front-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAElBMVEUAAACnqaxmZmaho6aanJ5mZmaqrsCzAAAABHRSTlMAzGDfWLetXAAAAGhJREFUeNrt0jEKwCAQRNGJ+u9/5cAKC0OYtCnib2TgYSHq9G0D78X5im7gKzrhKzrhKzrhKzohX8/whiK8qrUP9Cc4145dhHPNvrFePcB2F9GJdgWjE+UaRifKNYxOlGv4cPn3nD7tBviOA4JNk8CMAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-back-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGdJREFUeNrt0jEOwCAMQ1ECvv+ZW6YPctKVoVhisPzEgGg3Z9O158MFGUBzXasbKl3T6kKlmxAHNDchDmiuCVdA7RlRwvdwo+JP0H+PQ17dmkEWmkMWWgpZaClkoaWQhZZDkelujuYBId4DDxYOWdcAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-face-normal-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAASFBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax2d3hubm9+f4CTlJaPkJKbnJ+HiImfoaOjpahqampsauumAAAADHRSTlMAnxDfv2BQzyCA7zAE/YYWAAAAhklEQVR4Xu2RuQ6EQAxDGQgsh819/P+frlyMtAVspqOZVz9FtlO8Tqb8hEQPCIlekilPZln4AJ6RRZ/GAGvcB9bVtALrVNX/XtN2/biQALmMfdc+aEPAvJESSXKbEYY7z7AfZBTFscNuRKU7+cOppA99Lx2N5y51d2LGgF7xWNmdUiO+TOYLQsAIN34iDksAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-shaded-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAd0lEQVR4Ae3UqQFDIRCE4W0wPaCmJxQN0AN1pIHch47hWJ2LB+PYf/wnRyxrweBQfuw5wh2x/7ijklwuoXA5j8LlFKRyClK5brD8mnLbwd3XFfilQAMDFwy4IfFA5YIIC4w9XD8Y8VKOBSrnRGhgL9f/Nk7Wy7Iqn6rCLmvdSsYAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-shaded-noedges-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAfElEQVR4Ae3MsRWBMRRHcbVWrc4IwApZAv4DQJcBVOCrMsA3ixlsIwu8c26OdHn39r+J53WZ9rqaL+u5m77mH8W2XOYg4zgIOQ5CjoOQo6C2GsxH5XowKJqfHXTwP/CheUuQchDkHAIT5wiYNMUYAGu5As4UzNeF6y/P+wEUsnm0iCPwyQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-hlrr-icon {
+    background-image: url(data:image/png;base64,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+    background-repeat: no-repeat;
+}
+
+.edrawings-hlrv-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-wireframe-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAcUlEQVR4Ae2UNxaAIBQEPaoV9z+BqTGu80NHWDPzdhrAaaTDjJS5rHSkdHEGuuMiFtbtz5VZUKdKxCydKBGzdVeJGYcXyqULCPlrCNsRxv82INTLmBkLdYUZC3WFGQhlhRkLdYUZCv8rxPJ/m/4yMrIBq4zf/wX11xQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-help-refresh-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-leftmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-single-swipe-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-pan-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-rightmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-double-swipe-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-zoom-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-scrollmouse-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAAtCAYAAAA6GuKaAAAACXBIWXMAAAsSAAALEgHS3X78AAACTUlEQVRYhe2YTW7TQBSAv0TsywEqNRskYJN0RSUW9ZYVlVghIWEW6C3hBnUugNLlW5FIHKASF/AR0g1imUgcoD1AFRYel8j1zxtPcAPyJ0WJMn5vPo9nxjMz2Gw2/GsMH1qgDb10V/TSXdFLd8VeSItIIiIT6/WDXb1cRGQEoKorz7g58B64ASJVXTbFtJYWkQiIgTPgAJgCEXAKXAEpMKu7CRFJgPOtv0zij1rIToCZk6ti7D6fROQCSFT1upDncUncEpi470q8WlpEYid8UFK83dJFrsha8LpYICLbAlNVTZo8zANRRM6Ar9wXXjx5Mfh48mb48/jV8Nvh88HbkvAxkFa0rjem7uEG2byiePX05fAdroUPnw2mv37cll03Bi7Jnkaes9gNzkVkpKpxnY+1pau6hC+n7onls0xE1nVyFk3CYJB2LfK6jWEFSf7DzRIRmbhJGGwtbUrkwTif0wHc4IyswmCTjry1PHOWzSp1WKRHPgmNBOW0zB5HDeXR9y+3KVlfHYUKWbBIT1vkbYpJW+S8wyIdGXNZrwNYeVx7D4t03RqjLWlI8F6sp33ppbuil+6KXrorLNI3f93CE4t045a+BV6ruiIPJZ2GBFukgyooYW05kKmjUVpVL4F1SCUF5qEJrLNHHFqRY022SQ7CJK2qKXARWhkQ+26tyjDP06r6GVgE1PXB3XwwXi8Xt2P23cmsgWNVnXvGVdLq1NQdAST8OTEtY0026Ga76BLbBJ9PuyPfCZCf062AZei0VsfODtW75L9dMO0dvwHzcbC9d9iwdwAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-spread-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-zoomtofit-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-doubleclickmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-doubletap-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAAtCAYAAAA6GuKaAAAACXBIWXMAAAsSAAALEgHS3X78AAAC1klEQVRYhe2ZsW4TQRCGvyCaIKEg0YJsmiDRJG8QR1BSuEqbUE3rNHQI09Ah3A5NnJbKPADCCCmUOCVUZ5EWyakoQ7ETsjaOb293zyhSfsm6vb3Z8X9zszNzcytnZ2dcNdz43wRicE16WbiSpG/mUiQim0AbGKjqKJfeeSglLSIdYA+YAD1VHVwi2gO2TLaZh958hLhHCxjhCPUD5Btm9dpQamlVbcPfx1/YeAd4DByq6tGcZW3cjdaCoI0oIn3cI+/Y1H077orIuo2H3pJaLV1K2gjvAgMufPW3J/LEjoU310pmtgALSYtIC0cYO36yse8SGyJyl2nSa3X69Ups7SEiPWDVTr+qal9EfGX7qtpLJTgPKcnF32ibInILGHtzrQTdC5FC+qM3XgXuMe0itblHNGlV/QmceFMPmSbdEJFmrP5FSE3jR8COd17MXO+IyAgXdfqqOns9CtEbEcCixms7/QH8Ag4uER/jXGZTVYfRf0oEabPcCOiqaiEiL3D+fAJ84SIsLsIx0IklX4m0xd5v3tQ2cBt4CqCqMhP2yrAdQzzG0gXQsNMx8AjnIqvAG+A9sBGo7hTo4vx9EsohJnp0vXEDeI4jCi6CVCmU1oC3wFBE7oQuiiE9wFnoHC+BdZyVvxNXS2/g6vAgVCZtj3E2PR8A7+y3VVWnoRUqGJtcekxbGxzZWMJQIYNGkTZrd0oFq6FRLuKQksb7wOfY9SlIbSF0c5CoiiTSlhjGZXK5kaNZ082gAyrcfDLpjL5dhArmaou1cUVQCoahgllIWwhskUY8OP1na0B6xD/k0nkZsnZNVXViHalnVI8q7VDBpDeXMojIHi66hGS7U6AZUqLW2p9W1b6qNoH9APE1Aiu9pTTVrWlzGCAaVM/U6h6zEJEh5ZXgg7K39mV/vmjzb0l7jlPcO2NRpmSppG2T7c1MHwOvcJtwGKJnqe6RC1fy69Y16WXhD3LE4ILvY8DzAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-animate-play-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-animate-pause-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-modelview-panel-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAAOklEQVRYw+3RsQkAIBADQKfNHG6ujYVYPyJ4B6nSBNIaAABwSZKeZKz0iq564NhT0X038O2LAQCAwwRu3mM9TFEHdQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-logo-text-icon {
+    background-image: 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); 
+    background-repeat: no-repeat;
+    width: 296px;
+    height: 65px;
+}
+
+.edrawings-settings-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-close-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAORJREFUOBHtU8sRgyAQFQ96SztpIEkF6YET1Xiyh1SQpAHbyQ0OkH0Ko1kWZ6JXd0aBfW8f+9GqOmxvBxQX0Fq/yeebprl3XffhOM7GmJNz7kHbuu/7y5JTLw9x70MIV2vtE4Echw8YOIR5jmeCyIxIAz1nLprEgIETubSdLSsZEA9s2/YGPy6gZRSDT2qJKIhgLgof2aoYCEVBgEwUrqGUGUBY1sPJvf1dzJBlhyHBtpXMxXYNRRJL01zDpgKEHsY/QCwNwjHb8TuN3KQ1rtJQaqXUqzTNJAoOKUjxPxcch/878AW3ko4SQvOwSQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-search-cancel-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAORJREFUOBHtU8sRgyAQFQ96SztpIEkF6YET1Xiyh1SQpAHbyQ0OkH0Ko1kWZ6JXd0aBfW8f+9GqOmxvBxQX0Fq/yeebprl3XffhOM7GmJNz7kHbuu/7y5JTLw9x70MIV2vtE4Echw8YOIR5jmeCyIxIAz1nLprEgIETubSdLSsZEA9s2/YGPy6gZRSDT2qJKIhgLgof2aoYCEVBgEwUrqGUGUBY1sPJvf1dzJBlhyHBtpXMxXYNRRJL01zDpgKEHsY/QCwNwjHb8TuN3KQ1rtJQaqXUqzTNJAoOKUjxPxcch/878AW3ko4SQvOwSQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAwklEQVR4Ae3TSbHGIBAE4CcBCUhAUk6tAwdIiAQkRQISsqeLP+tUhncKfcr6VbP91Xw0NTBoENGjhS1FRTRwaNUoEnp4GN5bJYo+B+AQ0KFTDB89W8WZCnCvmrJNz6H2vwAMPHokGea3Nuj5rGcrly1ULwPZJgc51IUyfCoB2WYH7hExyDapIMj8FwhbFgz5QvFQyhfl5CkXSr5t9m12eb1tzo+WYlH2qAYUoCpwj+rBPbrfNklMCLYN11qPkqqp+UwGB/PZo0yUDCQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-transparent {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsSAAALEgHS3X78AAAC+ElEQVRYhe2Yz0vbYBjH35g0YZKYtlC0WNe1hTKElm69eJo6PIuwgXrabSn+B/sL9h8Uspvs4A47jN2HdngZmE50xDFo7EaFQrCpaWExJX3HAwaK21x+rXjI95j3zft+8k2e75OEwBij26yJW00XAgagENCvQkC/uvWAVBCLCIIQRQitRSKRZ4PBYIkkyTeWZb0QRbHpd23PneQ6FMdxSjwe/zE1NXXearUKmqblgwD1DFipVIYYY2J6evpLNps9oGnaHB3v9/ucoijlK1DJsqynXkD9OIgZhuldXl5yPM/3MpnMLs/zbRhTVTXXbrcf6LoeGw6HiKZp3TAM3oujvgAXFxdfqao602g0lgGUZVnLMIwJgGIYRksmk5/n5uYa6HdHHYO6KhJBEEokSVYwxmv2sUQi0U4kEjsAenJysgoXfOXovu0oiGXZXj6fP1AUhVZVdYMgiHUnKeIIcGtr6wPGuEhRFBWNRlvJZHL/+Pj4yegcAJVlGc3Pz78HRw8PD1cBdHZ29pOu66lut5vu9/t3GIb5GYvFvmqadt/J3o4AMcaP4bZxHNdLpVIKz/Pnf5s76iiAyrK8AlCTk5Pfy+VynWXZPsyr1WrBAQLcdWf+dY4NWqvVni8sLLx2so9nQPQHZwiC8LqnK7nuJDboWOj+Ry8Gh4NcL5BebCsej3dkWV6FAM/lcrvg9ui4YRjs2dnZQ6hogiAcBbBjQAhayLKb5hQKhbcXFxczp6enyzYoHG80Go9GYwYqGmMcXBWTJClKkiTEYrFv2WxWugkUwrlUKu3YoKZpwm1Pe40ZR89gtVqtIIQyuq7XJUnaPDo6WgJHbzrHBoXOAjFTLBY/2nBu5LhIoG9Wq9VNt6B+5bqKxw3qOWbGBeo7B92AmqZJN5vNfL1eXyEIwtHzGPjPI0EQ7pEk+dKyrA2oenj/S6fTe51O526v18tGIpG9wWCwjRB6J4pid+yA10GHw+E6RVE1N1BjAQxK4Ye7X4WAfhUC+lUI6EsIoV/Hp+HRHSufqgAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAyUlEQVR4Ae3URwGEMBCF4ZUQCUgYSZx+HTiIBCQgaSUgYba/bfThRoYL9Ut74VSq1EGLRE2H01LtRXXUGG0YpcdpSLqu7mjeDvpnrzAy5+vhAVC96u5Uxh53V5Z64xqqY3q2FqR59QYfQtaD/pq3/cDHvLW7gYpI/49gONVqcOCeYqNdEwMVGwVc6CYwfwMkGpx+ITjUsnplH/vbF4HqzTD6oNKq9R6eo2CAEBoHh9E4OIzGwAEUf//LFZsQ6h+xSQFwIDbHqVKlLj7wxnPfv/GjAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-transparent {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-visible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFFmlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgKE1hY2ludG9zaCkiIHhtcDpDcmVhdGVEYXRlPSIyMDE4LTA0LTIwVDExOjU2OjUyLTA0OjAwIiB4bXA6TW9kaWZ5RGF0ZT0iMjAxOC0wNC0yMFQxMTo1NzowNy0wNDowMCIgeG1wOk1ldGFkYXRhRGF0ZT0iMjAxOC0wNC0yMFQxMTo1NzowNy0wNDowMCIgZGM6Zm9ybWF0PSJpbWFnZS9wbmciIHBob3Rvc2hvcDpDb2xvck1vZGU9IjMiIHBob3Rvc2hvcDpJQ0NQcm9maWxlPSJzUkdCIElFQzYxOTY2LTIuMSIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDozYjE5Y2FjYi0zZmYxLTRjYWUtODZlOC1jNGY5MGZkNzBmNWQiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6M2IxOWNhY2ItM2ZmMS00Y2FlLTg2ZTgtYzRmOTBmZDcwZjVkIiB4bXBNTTpPcmlnaW5hbERvY3VtZW50SUQ9InhtcC5kaWQ6M2IxOWNhY2ItM2ZmMS00Y2FlLTg2ZTgtYzRmOTBmZDcwZjVkIj4gPHhtcE1NOkhpc3Rvcnk+IDxyZGY6U2VxPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iY3JlYXRlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDozYjE5Y2FjYi0zZmYxLTRjYWUtODZlOC1jNGY5MGZkNzBmNWQiIHN0RXZ0OndoZW49IjIwMTgtMDQtMjBUMTE6NTY6NTItMDQ6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDQyAoTWFjaW50b3NoKSIvPiA8L3JkZjpTZXE+IDwveG1wTU06SGlzdG9yeT4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz4msfHDAAAAnklEQVRYhe2YSw6AIBBDB+NZ4UxwWVzpSvlMMdakbyvBRymYGGqtxsz2tUAPCaJIEEWCKPSC+8iglNJ1m5dSgudF3g8CfYISRBnqYI8Y42PBvJ09WSK4QuSJacFWWq1nZuZaAH0H6QWnt/iua52thaBPcIngWyfY7AcJLrsHzdpJ5pxdc9InKEEUCaJIEIVeMOj3G4gEUSSIIkEUesEDFyYg8ESgp2YAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-inactive-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-inactive-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-sheet-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFIGlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgMjAxOCAoTWFjaW50b3NoKSIgeG1wOkNyZWF0ZURhdGU9IjIwMTgtMDUtMTVUMTI6NDk6MDMtMDQ6MDAiIHhtcDpNb2RpZnlEYXRlPSIyMDE4LTA1LTE2VDA4OjUzOjQzLTA0OjAwIiB4bXA6TWV0YWRhdGFEYXRlPSIyMDE4LTA1LTE2VDA4OjUzOjQzLTA0OjAwIiBkYzpmb3JtYXQ9ImltYWdlL3BuZyIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgcGhvdG9zaG9wOklDQ1Byb2ZpbGU9InNSR0IgSUVDNjE5NjYtMi4xIiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOjk3MzhlYzQ1LWYyYjUtNGEyYy1hYzUzLTAyNDliYTY3MDUxOCIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDo5NzM4ZWM0NS1mMmI1LTRhMmMtYWM1My0wMjQ5YmE2NzA1MTgiIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDo5NzM4ZWM0NS1mMmI1LTRhMmMtYWM1My0wMjQ5YmE2NzA1MTgiPiA8eG1wTU06SGlzdG9yeT4gPHJkZjpTZXE+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJjcmVhdGVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjk3MzhlYzQ1LWYyYjUtNGEyYy1hYzUzLTAyNDliYTY3MDUxOCIgc3RFdnQ6d2hlbj0iMjAxOC0wNS0xNVQxMjo0OTowMy0wNDowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTggKE1hY2ludG9zaCkiLz4gPC9yZGY6U2VxPiA8L3htcE1NOkhpc3Rvcnk+IDwvcmRmOkRlc2NyaXB0aW9uPiA8L3JkZjpSREY+IDwveDp4bXBtZXRhPiA8P3hwYWNrZXQgZW5kPSJyIj8+MCXPfwAAALFJREFUWIXtmLsOwyAMRU3VD00W809ekj91lwwVilTjGyjDPRILAnEkP0AUd5eVef1b4BcURKEgCgVRKIhCQZR3dGGtFbm0dzM7vyfCbwB3Dw1VTQmqql9jy5w7K8S7iBytZIQpgld4U5LTiiQrGS4ShJv8PUTkjOwdLmhmpZ3rKbjl+yAFUSiIMqyKs1djy9A2c9diRNhm5tIV4t68eiIPCz+PQCiIQkEUCqJQEGV5wQ8SxXDRRWVnjAAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-visible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFIGlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgMjAxOCAoTWFjaW50b3NoKSIgeG1wOkNyZWF0ZURhdGU9IjIwMTgtMDUtMTVUMTM6MjY6NDAtMDQ6MDAiIHhtcDpNb2RpZnlEYXRlPSIyMDE4LTA1LTE2VDA4OjU1OjI2LTA0OjAwIiB4bXA6TWV0YWRhdGFEYXRlPSIyMDE4LTA1LTE2VDA4OjU1OjI2LTA0OjAwIiBkYzpmb3JtYXQ9ImltYWdlL3BuZyIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgcGhvdG9zaG9wOklDQ1Byb2ZpbGU9InNSR0IgSUVDNjE5NjYtMi4xIiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOmZiMzMwZDhlLWFjNjYtNGFiMi1hYmU5LTRlMjZiMTk0ODBmNiIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDpmYjMzMGQ4ZS1hYzY2LTRhYjItYWJlOS00ZTI2YjE5NDgwZjYiIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDpmYjMzMGQ4ZS1hYzY2LTRhYjItYWJlOS00ZTI2YjE5NDgwZjYiPiA8eG1wTU06SGlzdG9yeT4gPHJkZjpTZXE+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJjcmVhdGVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOmZiMzMwZDhlLWFjNjYtNGFiMi1hYmU5LTRlMjZiMTk0ODBmNiIgc3RFdnQ6d2hlbj0iMjAxOC0wNS0xNVQxMzoyNjo0MC0wNDowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTggKE1hY2ludG9zaCkiLz4gPC9yZGY6U2VxPiA8L3htcE1NOkhpc3Rvcnk+IDwvcmRmOkRlc2NyaXB0aW9uPiA8L3JkZjpSREY+IDwveDp4bXBtZXRhPiA8P3hwYWNrZXQgZW5kPSJyIj8+vPTXdAAAAd5JREFUWIXtlqFSI0EQhr+lEHFE4ogDx6JOgkMGFOc4TCPv8gTAExAkbYAnIPcEd0gUK5E5d+ci44Lo3speaoHZTCgi5q/a2t6tnp5vu6d3JptMJiyzVj4b4D0lwFglwFglwFglwFithjhlWQaAiCxk21HVLHQHCwKc0cUcY6o6a+K89CVOgLFaesB5mqRObeALkAMt4Bn4CYxjA8cCdjCwLX8uMKgcOALuIuPPBdhyoF0sc2PgweFG7vMP6FbGdIBN9/8YQBHJ3fzukH+xMhY17iVIjmV4HfuQkce6BHoh8wY1iYjsAU8+wdivRwfpzLjvY9kFy2IL+5Ar4Nrf/wiZF8IzeAYMgR0H+sW0hLtMG2ITyxpYozz6uLkVCrgH9FR1BBQiMgC+Ylnp8v96w9+PauKUzTQMBWzyHywq9h+sdGW5AU6Yrqst6nXk98PQSZsA5hV7rQKWA31VvVXVPvAb2H4lxh2AqhaLBhwCxwAi0ga+YWus1MOMvf5GnEYKBewBuYg8Yd3cxhrgwxXUJKo6EJFD4IbpP+604tIFBhUbGp77XlPQybY8UddJRM4d5gLYwMp/oqq3b8UMPVFHAzrkPXDgj31VfXeXWCjgZ2rpz4MJMFYJMFYJMFYJMFYvbOt2whCfsgUAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-table-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-table-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-list-option {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-select-face-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-edge-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-vertex-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-hole-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-point-to-point-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
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+    background-image: 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+}
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+}
+
+.edrawings-markup-bezier-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-markup-image-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAEFkb2JlIEltYWdlUmVhZHlxyWU8AAADc2lUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS41LWMwMjEgNzkuMTU0OTExLCAyMDEzLzEwLzI5LTExOjQ3OjE2ICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyIgeG1wTU06T3JpZ2luYWxEb2N1bWVudElEPSJ4bXAuZGlkOjVlMzcyYTc3LWQ0NzUtNDg1Zi04ODEwLTdjYTUzZDcyNmI4ZiIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDozNTcxODA4ODRCQ0MxMUU0OTRGRkNEMTVCMEUwQzIyOCIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDozNTcxODA4NzRCQ0MxMUU0OTRGRkNEMTVCMEUwQzIyOCIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgKE1hY2ludG9zaCkiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDo1ZTM3MmE3Ny1kNDc1LTQ4NWYtODgxMC03Y2E1M2Q3MjZiOGYiIHN0UmVmOmRvY3VtZW50SUQ9InhtcC5kaWQ6NWUzNzJhNzctZDQ3NS00ODVmLTg4MTAtN2NhNTNkNzI2YjhmIi8+IDwvcmRmOkRlc2NyaXB0aW9uPiA8L3JkZjpSREY+IDwveDp4bXBtZXRhPiA8P3hwYWNrZXQgZW5kPSJyIj8+jzJBcAAACJhJREFUWEflWHtwVHcV/vbuM+/NhhDCK0MNrWEAa0U7VMBHOxXBQksLio/R2o52nOqogOOjtuMMINMOMoqKKWqNDxxQa6vtDP9QR+goMZOUtikEG0AeeZCQZDebfWb3Xs937v5iAoEizigdv5mPvffs3Xu/+/3O+Z0TPI4A1zGswud1i/8fgcwU27aRz+cxOjqqzGazSh7ncjklv+/p6cHOnTsLv7wy/iOBFGTEZDIZJJNJJBIJjIyMXELGSV5TXFyMgwcPqljySmVwTUVCYXTDuEQMD15AVJhJp2BZXo2FSkqRzrnO1tTUaMzn8+Ho0aNobGxEU1OTxvx+v8Yt61K/rlogL6MoIjXYh7O/3I5Qx18QF3cIxx9EuT+PWYtug7N/t8Y+ll6KmQ0LsW7dOiTiMY21traipfUlVFZWYuvWrRoLhUIIBAIq1Ot1X87gui+Sq3JQc02W8tQTm/R82sBJFN95L5xpc3A47r5jaXIIueQw6o8/i30/eFpjqQ3bcd+9a5DJjuL1jnaN/e6ZP2DJkqUIiWO/3rtPYxs3bsTChQvHnCTMcr+hgxQX7zqDrvVLUf+uJcrwE/tglRTBH8pjwVCbsu58Cxq83QjPrMHzfVDW19fjr4eb0d3dLfk5qPT7A5IqeRz+WwtSqZRyw4YN+slCM0VnfLusgxRGjPR0YeT+FZj2nUZ4yoo15vSdhpNPwFs7A8i5OWj3n0W+5U9IHnoRd7zgxh7e/j309fXhwoULurUQpqii0Sh6e3v1mK7t2bMH5eXlWuFEUVGR5uOkAhlKJxN63H3HLah7x3x4H3xA/HaLxFMagn36OODNIb3/jxrLvfaK3MxG19pH8NEdv9LYqlWrVCC3mYGBAY0NiovBYHAsTqxa+QHcNG8hVq9ejbKyMo1RKIW/OYuEy3Diy5/V4xv2/gzWbW+H75EviXN+jSEVQ+bp3yL96stit5sKcgCP/Nv5mR9iw/ZdGpk9u06Xl/eLx+MaS6fTumEzxu+IqqoqLYrFixdrwRANDQ1aNJc4yJ093vIiTr+wX3nL1Hno7zwtD4/COfGycuRb23DoyHnsL27AK0WzlPKuIlFS4sIARjNpZXt7uwrispqCILNSDG+tn4Pl71+mnD6tBtu2bdMlHx4eVpoO41NVBTDACkp9exN2VNdrLNvdi/zIMHI7n0L+tZMa+0X5HPy55iYEA0F9S2JLuhu+fA59KanCwobe0dGBRYsWqUiSoHN8xpq770JpaYnGfvTjJlRXV2Pz5s0Ih8MaY5GSExzU/U5alRMdgL+sQumT80g2B/vAEWBICkf495x3rL8mY1Gllcgh2jGIEy+1igNxJcU3NzePPYxkL+ZvH938OHY2PqU8euy4OsbvDUzmXfdFMmGJ2WtTv/85SorymCEbMfHgUC+C8hqOR97Ict9w9cAp7IIfoZQXn0qf1djwuUE0WZUYPXwI6z+4UmMxubyruwf9g1G0tbVpjC7xOdwHjx3r0NiNc+dqfJJ6davYWMs8GfriOpSfbZEtz9Ueau6WxBGBkmpOoYidkAUnYCEvfb1tyM23A0UR3JoaxNtkny2NuC9neS3klq9FcsUnMXKkWWPHtnwdzcM2zmeAm930RfGO3Zg5azamTp2KSCSisYqKCsnRUlcg159gfnR9eDGmW+dFoDtVBE6MwHsqIYJEmNsmZT4CuI3vsX1IeIMaWmsnMCXih8dvFeq5ABpPZ+xCTB7lkRHMMyr5GK7U0HNf+y5qa2snCGRXKSkpcXOQ1pJ00ltWDseSc1lOMltXKh1DbsoOVeCBYeAbmSCqpXgekpZHHph5A+6pew/umbEMjSVvUXpTcj+hZxyfjPtxezQoA4SDWGVYyc5ixi3OhaS2OY/n+i+SCQ6S/voGWKEK2F5xVOgEZG+cH8brsjSPylZG/sQbwH2pDO6W1hGU9CV3ByLaLbjJtkr+kp5kTlwTJvPoTTrKr0pDaU5k4UwNo3PBrUoOBuOHVjO4Tupg0bvvlDGqXEQWK6NRG3u781jvs3BaBJFbUlksY26JWI8kO5mPxVQg+b6+c0r9Tq6x5PNc2lGyk8yviSBbVYy+ZXcpmWsUyaU2AklCi4Q7O8EiGZYHxR7+EFr/EdXYs/2SX+LEWnsEj01zC2Jmp2zmeiRgAxb0yv2OBbyY4eQx173dvyAXnyn8YFOkHA/UlWH09jXwLV2uMXYRFge7CMUSpkNdUsV04Li0qM9/7iE3Jm+8PD2Iby4IoCTkbj1W3EaofRDeQT1VjAmeBHbEg+yNbsXaFX60h+eh9yNfwJQpUzTGYYHiOGqZefCqJ+r/NSY4yJGbfTImy9z00yc11vnMb/D9BWEU+bKwM+7IZGdT8kNJ4IQN/zl3sLWGspJvTExxM+Cuu10ZQq6mCHa5Txx2Pe4MzsGpj39F3TN7nnGPy2tyz0AFCvSEk4ZZZlYjUfX4p1Ht98geKVWdd5MrP5pCTvh8PIj+Qr5VeXJ4ZyCJWq/7smMQrU7GRlvde/U0tvIT+icnyW5BGHEskouhAgvHOlGwyoxIItHfg8rndqGmt1Mu1pDMqFKRCOCx3Bx9KYK/ne4ksMVif3UddGQzPuOtRseK+1E8vU5jFEVS1Pjx3hTFxZggkId8IHsyRRJccjLd14WSlv0aKzv5KkoTMZwNRjBkuf3Pkb/UapNRjPpDOF83X2Oxm5eiuNCy2FcJiuIxRZmCoHPc8ybDm6NICscK9mPjImGW3HyaGAuK15kC423oAvuo+eObznADHu8WP8d3jjfCJQIJPtRs3kYsBY0f20nOdWZU4224d7FFmUqkAIqkGFMA5vzi/4O5HCYVSJgHUwTFUpARzU++BDn+59o7RSRdJEzLolDjFr+7XL5NhssKNODXFGsEEcY58mKBdMZ0gYtHp2vBm69IrgRzqXHO0IDOmWUmrtW18fi3BP73AfwTgB0pUpX02Q0AAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-button-text {
+    margin: 0;
+    width: 69px;
+
+    font-size: 9px;
+    font-family: sans-serif;
+
+    overflow: auto;
+    word-wrap: break-word;
+    color: darkgray;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-button {
+    display: inline-block;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+.edrawings-hud-button.active-button {
+    margin-top: -1px;
+    border-color: rgba(140, 140, 140, 1.0);
+    border-top: 4px solid #b1cb52;
+    border-bottom-color: #f5f5f5;
+    background-color:  #f5f5f5;
+}
+
+#edrawings-button-zoomtofit.edrawings-hud-button.active-button {
+    border-bottom-color: rgba(140,140,140,1.0);
+}
+
+#edrawings-button-help.edrawings-hud-button.active-button {
+    border-bottom-color: rgba(140, 140, 140, 1.0);
+}
+
+.bottom-button {
+    display: inline-block;
+
+    margin-left: 5px;
+
+    border-width: 1px;
+    border-color: rgba(255, 0, 0, 0.0);
+    border-style: solid;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+.edrawings-tool-button.bottom-button {
+    margin: 0px 5px;
+}
+
+.edrawings-tool-button.active-button {
+    border-color: rgba(140, 140, 140, 1.0);
+    border-right-color: #f5f5f5;
+    background-color: #f5f5f5;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-button.bottom-button {
+    margin: 0px 2px;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-button.bottom-button.active-button {
+    margin: 0px;
+    border-left: 4px solid #b1cb52;
+    border-right-width: 1px;
+
+    width: 46px; /* calc(44px + 2px); */
+}
+
+#edrawings-button-reset.edrawings-tool-button {
+    /* Make this like edrawings-hud-button */
+    float: none;
+    display: inline-block;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+#edrawings-button-reset.edrawings-tool-button.active-button {
+    border-right-color: rgba(140, 140, 140, 1.0);
+}
+
+#edrawings-button-move.edrawings-tool-button.active-button {
+    border-right-color: rgba(140, 140, 140, 1.0);
+    border-right-width: 1px;
+}
+
+.bottom-menu-button {
+    margin-left: 0;
+    margin-right: 0;
+}
+
+.hud-menu-button {
+    border-style: solid;
+    border-width: 1px;
+    border-color: rgba(255,255,255, 0.0);
+
+    width: 40px;
+    height: 40px;
+
+    text-align: center;
+    line-height: 40px;
+}
+
+.hover-active-button:hover {
+    background-color:rgba(243, 243, 243, 1.0);
+
+    border-width: 1px;
+    border-color: rgba(140, 140, 140, 1);
+    border-style: solid;
+}
+
+.active-button { 
+
+    border-width: 1px;
+    border-color: rgba(183,183,183,1.0);
+    border-style: solid;
+}
+
+.state-on-button {
+
+    border-color: rgba(140, 140, 140, 1.0);
+    border-width: 1px;
+    border-style: solid;
+}
+
+#edrawings-file {
+    position: absolute;
+    z-index: 200;
+
+    width: 200px;
+}
+
+#edrawings-button-file-open {
+    height: 40px;
+    display: inline-block;
+}
+
+#edrawings-button-component-tree {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+
+   /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-button-configurations {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+
+   /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-menu {
+    z-index: 110;
+
+    margin: 0px;
+
+    border-color: rgba(140, 140, 140, 1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    padding: 0px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    overflow: auto;
+
+    background-color: #f5f5f5;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+    opacity: 0.9;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+.edrawings-hud-menu-table {
+    border: 0 solid black;
+    border-collapse: collapse;
+    border-spacing: 0 0;
+}
+
+.edrawings-on-state {
+    background-color: rgba(200, 200, 200, 0.8);
+}
+
+.item-text {
+    cursor: pointer;
+}
+
+.item-tree-text {
+    pointer-events: none;
+    display: inline-block;
+
+    width: calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -o-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -webkit-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -moz-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+
+    white-space: nowrap;
+    text-overflow: ellipsis;
+    overflow: hidden;
+
+    background: none;
+    cursor: pointer;
+    line-height: 40px;
+    vertical-align: middle;
+    text-align: left;
+
+    font-family: Arial;
+    font-size: 12px;
+    font-weight: bold;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-debug-menu #edrawings-debug-list.edrawings-submenu-list .item-tree-text,
+.item-tree-text.edrawings-root {
+    width: calc(100% - (5px + 15px) - 40px - 10px);
+    width: -o-calc(100% - (5px + 15px) - 40px - 10px);
+    width: -webkit-calc(100% - (5px + 15px) - 40px - 10px);
+    width: -moz-calc(100% - (5px + 15px) - 40px - 10px);
+}
+
+.edrawings-submenu {
+    z-index: 99;
+    left: 50px; /* calc(0px + 50px); */
+
+    margin: 0px;
+
+    border-color: rgba(140,140,140,1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    padding: 0px;
+
+}
+
+#edrawings-left-bar.edrawings-out-of-view ~ .edrawings-submenu {
+    left: -9950px; /* calc(-10000px + 50px); */
+}
+
+.edrawings-menu-header {
+    padding: 0;
+
+    width: 100%;
+    height: 41px;
+    line-height: 41px;
+}
+
+.edrawings-menu-title {
+    display: inline-block;
+    position: relative;
+
+    margin-left: 10px;
+    margin-right: 10px;
+
+    width: auto;
+
+    font-family: "Segoe UI";
+    font-size: 17px;
+    font-weight: 600;
+
+    text-align: left;
+    color: #333333;
+}
+
+.edrawings-menu-setting {
+    right: 34px;
+    visibility: hidden;
+}
+
+.edrawings-hud-menu-close, .edrawings-menu-close {
+    right: 10px;
+}
+
+.edrawings-menu-icon {
+    position: absolute;
+
+    top: 11px;
+
+    padding: 0;
+
+    width: 20px;
+    height: 20px;
+}
+
+.edrawings-menu-head-button {
+    width: 20px;
+}
+
+.edrawings-submenu-list {
+    position: relative;
+    margin-right: 2px;
+    margin-left: 2px;
+
+    width: calc(100% - (2 * 2px));
+    width: -o-calc(100% - (2 * 2px));
+    width: -webkit-calc(100% - (2 * 2px));
+    width: -moz-calc(100% - (2 * 2px));
+
+    /* calc(100% - edrawings-menu-header height) */
+    height: calc(100% - 41px);
+    height: -o-calc(100% - 41px);
+    height: -webkit-calc(100% - 41px);
+    height: -moz-calc(100% - 41px);
+
+    overflow: auto;
+}
+
+#edrawings-component-tree-menu .component-search {
+    position: relative;
+
+    padding-left: 3px;
+    padding-right: 3px;
+    padding-top: 3px;
+    padding-bottom: 3px;
+
+    width: calc(100% - 12px);
+    width: -o-calc(100% - 12px);
+    width: -webkit-calc(100% - 12px);
+    width: -moz-calc(100% - 12px);
+
+    height: 30px;
+
+    background-color: rgb(192, 192, 192);
+}
+
+#edrawings-debug-menu .component-search {
+    position: relative;
+
+    padding-left: 3px;
+    padding-right: 3px;
+    padding-top: 3px;
+    padding-bottom: 3px;
+
+    width: calc(100% - 12px);
+    height: 30px;
+
+    background-color: rgb(192, 192, 192);
+}
+
+.edrawings-menu-search {
+    position: relative;
+
+    margin-left: 8px;
+    margin-right: 8px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+    border-color: #757575;
+
+    background-color: white;
+}
+
+#component-search-control {
+    position: absolute; 
+
+    bottom: 8px; 
+    right: 5px; 
+
+    height: 20px;
+}
+
+.edrawings-menu-search-icon {
+    display: inline-block;
+    position: absolute;
+
+    top: 0;
+    width: 34px;
+
+    color: rgb(100, 100, 100);
+    vertical-align: middle;
+}
+
+.edrawings-menu-search-input {
+    display: block;
+
+    right: 0;
+    left: 12px;
+
+    border: none;
+    outline: none;
+
+    /* padding-left: 35px; */
+    padding-left: 34px;
+
+    width: calc(100% - 12px - 34px);
+    width: -o-calc(100% - 12px - 34px);
+    width: -webkit-calc(100% - 12px - 34px);
+    width: -moz-calc(100% - 12px - 34px);
+
+    Height: 34px;
+    font-size: 11pt;
+}
+
+.edrawings-menu-search-input::-webkit-input-placeholder { 
+    /* Chrome/Opera/Safari */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input::-moz-placeholder { 
+    /* Firefox 19+ */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input:-ms-input-placeholder { 
+    /* IE 10+ */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input:-moz-placeholder { 
+    /* Firefox 18- */
+    color: lightgray;
+}
+
+.edrawings-menu-search-cancel {
+    position: absolute;
+
+    bottom: 12px;
+    right: 10px;
+
+    margin: 0;
+    padding: 0;
+
+    width: 15px;
+    height: 15px;
+
+    color: rgb(100, 100, 100);
+    cursor: default;
+}
+
+#edrawings-component-tree-menu .component-tools {
+    position: absolute;
+
+    bottom: 0;
+
+    padding-top: 5px;
+    padding-bottom: 5px;
+
+    width: 99%;
+    height: 75px;
+
+    background-color: rgb(192, 192, 192);
+
+    float: left;
+}
+
+.clearfix {
+    clear: both;
+}
+
+#edrawings-animations-menu {
+    display: none;
+    position: absolute;
+    z-index: 100;
+
+    left: 0;
+    bottom: 46px;
+
+    padding: 3px;
+
+    width: 140px;
+
+    color: darkgray;
+
+    font-family: sans-serif;
+    font-size: 12px;
+}
+
+/*=================================================================*/
+/* edrawings-menu CSS                                              */
+
+.edrawings-menu {
+    z-index: 99;
+
+    left: 50px; /* calc(0px + 50px); */
+
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    /* (bottom gap + bottom-bar height) */
+    bottom: 52px; /* calc(2px + 50px); */
+
+    margin: 0 auto;
+    border: 1px solid rgba(140, 140, 140, 1.0);
+    padding: 0;
+
+    width: auto;
+    min-width: 321px;
+    max-width: 500px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    /* overflow-x: auto; */
+    overflow-x: hidden;
+    overflow-y: hidden;
+
+    color: darkgray;
+
+    font-family: sans-serif;
+    font-size: 12px;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-config-navigation {
+    top: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 50px));
+}
+
+#edrawings-left-bar.edrawings-out-of-view ~ .edrawings-menu {
+    left: -9950px; /* calc(-10000px + 50px); */
+}
+
+.edrawings-submenu.edrawings-collapsible,
+.edrawings-menu.edrawings-collapsible {
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+    background-color: transparent;
+    /* IE has no support of unset */
+    /* cursor: unset; */
+    cursor: default;
+}
+
+#edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* bottom: auto; */
+    /* height: auto; */
+    overflow-x: visible;
+    overflow-y: hidden;
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    z-index: 100;
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+
+    /* The width of the edrawings-menu-panel-arrow-collapse */
+    min-width: calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -o-calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -webkit-calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -moz-calc(16px + (2 * 1px) + (2 * 1px));
+
+    max-width: calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -o-calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -webkit-calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -moz-calc(16px + (2 * 1px) + (2 * 1px));
+
+    background-color: transparent;
+}
+
+.edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 50px; /* calc((50px + 0px) + 0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 0px; /* calc(0px + 0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-bar height + top gap) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed *:not(.edrawings-menu-panel-arrow-collapse),
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed *:not(.edrawings-menu-panel-arrow-collapse) {
+    display: none;
+}
+
+/* End edrawings-menu CSS                                          */
+/*=================================================================*/
+
+#edrawings-animations-menu .header {
+    margin-bottom: 3px;
+    padding-left: 3px;
+}
+
+.edrawings-on-state {
+    background-color: rgb(200, 200, 200);
+}
+
+.edrawings-submenu-list .edrawings-submenu-list-item {
+    position: relative;
+    width: 100%;
+    height: 40px;
+    line-height: 40px;
+
+    /* The children are inline-blocks.  Use font-size to control the gap width of the inline block. */
+    font-size: 0px;
+
+    vertical-align: middle;
+    color: #333333;
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-submenu-list .edrawings-submenu-list-item:first-child {
+    border-top: none;
+}
+
+.edrawings-submenu-list .debug-struct {
+    height: 30px;
+}
+
+.edrawings-submenu-list-item.hidden {
+    color: rgba(128, 128, 128, 0.6);
+}
+
+.edrawings-submenu-list-item-button {
+    display: inline-block;
+    position: absolute;
+    cursor: pointer;
+
+    top: 10px;
+    right: 10px;
+
+    width: 20px;
+    height: 20px;
+
+    vertical-align: middle;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-submenu-list-item-button.edrawings-root {
+    display: none;
+}
+
+.edrawings-hud-arrow {
+    display: inline-block;
+    position: relative;
+
+    top: -10px;
+    left: -5px;
+
+    border-style: solid;
+    border-width: 6.1px 3.5px 0 3.5px;
+    border-color: #2a2a2a transparent transparent transparent;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-tree-arrow-space-common {
+    display: inline-block;
+
+    margin: 0;
+    padding-left: 5px;
+
+    width: 15px;
+    height: 15px;
+
+    vertical-align: middle;
+}
+
+.edrawings-tree-arrow {
+    line-height: 15px;
+    background-color: rgba(255, 255, 255, 0);
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAANFJREFUOBHVUssRgjAQJY7hTAmWYAlYAh3EAzmbSvQMB9OBJUAHWoIlcCaH8HZkYWB28EwO2d97L7tJkmT3S0kTWGvfyGcxxqKu64+E4dyBHcGelFJNWZZGqE0pUaDv+wtOb4HKIPJER/eJsXLEERgzEm8Uk2AIofDed1wnK3bAgKqqHIhXxB06ydM0bbjGdlOAQVt2U4BGoDuAAL1IS3ezFjuuExQbYzKt9QtuTjHWA8/pfu5yFwXGWc+AdjjZgeyXtDkSBcbyF+S/H2mW2q03ANLBRIizuA/1AAAAAElFTkSuQmCC);
+    background-position-x: 50%;
+}
+
+.edrawings-tree-space {
+    background: none;
+}
+
+.edrawings-panel-initial-left-padding {
+}
+
+#edrawings-hud-controls-menu {
+    display: none;
+    position: absolute;
+    z-index: 100;
+
+    top: 37px;
+    left: 200px;
+
+    width: 42px;
+}
+
+/*=================================================================*/
+/* #edrawings-hud-shaded-menu CSS                                  */
+
+#edrawings-hud-shaded-menu {
+    padding: 2px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+}
+
+@-moz-document url-prefix() {
+    #edrawings-hud-view-settings-menu.edrawings-collided,
+    #edrawings-hud-shaded-menu.edrawings-collided {
+        /* Mozilla only. Add 17~22 px for the firefox vertical scrollbar */
+        padding-right: 18px;
+    }
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-hud-shaded-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+}
+
+/* End #edrawings-hud-shaded-menu CSS                              */
+/*=================================================================*/
+
+#edrawings-hud-help-menu {
+    position: fixed;
+    z-index: 100;
+
+    top: 50%;
+    left: 50%;
+
+    border-style: solid;
+    border-width: 1px;
+
+    width: 279px;
+
+
+    font-size: 13px;
+    font-family: Arial;
+
+    -webkit-transform: translate(-50%, -50%);
+    transform: translate(-50%, -50%);
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-version {
+    margin: 5px;
+    padding: 10px;
+}
+
+#sizer {
+    margin: 0 auto;
+
+    width: 279px;
+
+    background: #666666 repeat-x 0 0;
+
+    -webkit-border-radius: 10px;
+    -moz-border-radius: 10px;
+    -khtml-border-radius: 10px;
+    border-radius: 10px;
+
+    -webkit-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    -moz-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    -khtml-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    box-shadow: 0 5px 12px rgba(0,0,0,.4);
+}
+
+fieldset { 
+    border: 0; 
+
+    padding-bottom: 9px;
+}
+
+label, legend { 
+    display: block; 
+    cursor: pointer; 
+
+    line-height: 20px;  
+
+    text-shadow: 0 -1px 0 rgba(0,0,0,.2); 
+
+    font: 14px/18px 'HelveticaNeue-Light', 'Helvetica Neue', Arial, Helvetica, sans-serif; 
+    font-weight: bold; 
+    text-align: center; 
+
+    color: dark-gray;
+}
+
+/*=================================================================*/
+/* Section CSS                                                     */
+
+#edrawings-section-menu {
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px) */
+
+    border-color: rgba(140,140,140,1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    width: auto;
+    height: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-section-menu.edrawings-collapsible {
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+}
+
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collided {
+    height: 100%;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-section-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-section-menu table {
+    border-collapse: collapse;
+}
+
+/* End Section CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Explode CSS                                                     */
+
+#edrawings-explode-menu {
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    width: 41px;
+
+    /* height of the slider
+       See #edrawings-explode-slider */
+    height: calc(170px + (2 * 15px) + (2 * 1px));
+    height: -o-calc(170px + (2 * 15px) + (2 * 1px));
+    height: -webkit-calc(170px + (2 * 15px) + (2 * 1px));
+    height: -moz-calc(170px + (2 * 15px) + (2 * 1px));
+
+    min-height: calc((2 * 15px) + (2 * 1px));
+    min-height: -o-calc((2 * 15px) + (2 * 1px));
+    min-height: -webkit-calc((2 * 15px) + (2 * 1px));
+    min-height: -moz-calc((2 * 15px) + (2 * 1px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+}
+
+#edrawings-explode-menu.edrawings-collapsible {
+    width: auto;
+
+    /* border height + height of the slider */
+    height: calc(2px + 170px + 30px + 2px);
+    height: -o-calc(2px + 170px + 30px + 2px);
+    height: -webkit-calc(2px + 170px + 30px + 2px);
+    height: -moz-calc(2px + 170px + 30px + 2px);
+
+    min-height: calc(2px + 30px + 2px);
+    min-height: -o-calc(2px + 30px + 2px);
+    min-height: -webkit-calc(2px + 30px + 2px);
+    min-height: -moz-calc(2px + 30px + 2px);
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-explode-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-explode-slider {
+    z-index: 100;
+
+    margin-top: 15px;
+    margin-bottom: 15px;
+    margin-left: 12px;
+    margin-right: 12px;
+
+    border: #c5c5c5 1px solid;
+    border-radius: 4px;
+
+    padding-left: 2px;
+
+    /* content-box, so minus margin and padding */
+    /* height: 170px; */
+    height: calc(100% - 2 * 15px - 2 * 1px);
+    height: -o-calc(100% - 2 * 15px - 2 * 1px);
+    height: -webkit-calc(100% - 2 * 15px - 2 * 1px);
+    height: -moz-calc(100% - 2 * 15px - 2 * 1px);
+
+    font-size: 18px; /* for some reason, the font size controls the width
+                         of the slider bar... */
+}
+
+/* Rail border */
+#edrawings-explode-slider {
+    border: #a2a2a2 1px solid;
+
+    background: #ffffff;
+}
+
+/* Add more padding to the arrow buttons. */
+.slide-bar-button {
+    display: none; /* off for 2019 release */
+
+    padding: 5px 0;
+}
+ 
+/* Darken slider handle */
+.ui-slider-handle {
+    border: 1px solid #aeaeae;
+    border-radius: 4px;
+
+    background: #aeaeae;
+}
+
+/* Center slider handle on rail. */
+.ui-slider-vertical .ui-slider-handle {
+    left: -0.2em; 
+}
+ 
+/* Slider handle hover colors */
+.ui-slider-handle .ui-state-hover {
+    border: 1px solid #c3c3c3; 
+    background: #c3c3c3; 
+}
+ 
+.ui-slider-range {
+    background: #cccccc;
+}
+
+.ui-dialog {
+    border-color: rgba(140,140,140,1.0);
+    border: 1px;
+    border-style: solid;
+
+    background-color: rgba(232, 232, 232, 1.0);
+    color: rgb(130,130,130);
+
+    font-family: sans-serif;
+    font-weight: normal;
+}
+
+.ui-dialog-buttonpane {
+    background-color: rgba(232, 232, 232, 1.0);
+}
+
+/* End Explode CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Measure CSS                                                     */
+
+#edrawings-measure-panel {
+    bottom: auto;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    font-family: Arial;
+    font-size: 14px;
+
+    color: #5b5b5b;
+}
+
+#edrawings-measure-panel.edrawings-collapsible.edrawings-collapsed,
+#edrawings-measure-panel.edrawings-collapsible.edrawings-collided {
+    /* bottom: calc(2px + 50px); */
+    height: 100%;
+}
+
+#edrawings-measure-submenu-list {
+    position: relative;
+    margin: 10px;
+    padding: 2px;
+    min-height: 50px;
+    /* 100% - edrawings-menu-header - edrawings-measure-filters - edrawings-measure-unit - edrawings-measure-messages */
+    max-height: calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -o-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -webkit-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -moz-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    background-color: #FFFFFF;
+    -webkit-touch-callout: none;
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-measure-entities-remove {
+    display: inline-block;
+    position: absolute;
+    right: 10px;
+    vertical-align: middle;
+
+    /* cross.png (used by edrawings-close-icon) is 20x20 */
+    width: 20px;
+    height: 20px;
+}
+
+.edrawings-measure-entities-info {
+    display: inline-block;
+    pointer-events: none;
+}
+
+.edrawings-measure-entities-type {
+    pointer-events: none;
+    white-space: pre-wrap;
+}
+
+/* End Measure CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Markup CSS                                                      */
+
+#edrawings-markup-menu {
+    /* height: auto; */
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    font-family: Arial;
+    font-size: 15px;
+}
+
+/* End Markup CSS                                                  */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Debug CSS                                                       */
+
+#edrawings-debug-menu {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    font-size: 15px;
+    font-family: Arial;
+}
+
+#edrawings-console-debug-categories {
+    /* Copied from edrawings-menu-search-input */
+    display: block;
+    border: none;
+
+    width: calc(100% - 2px);
+    width: -o-calc(100% - 2px);
+    width: -webkit-calc(100% - 2px);
+    width: -moz-calc(100% - 2px);
+
+    Height: 34px;
+    font-size: 11pt;
+}
+
+/* End Debug CSS                                                   */
+/*=================================================================*/
+
+.edrawings-inactive {
+    pointer-events: none;
+}
+
+.edrawings-common-panel-props {
+    position: absolute;
+    box-shadow: none;
+
+    border: 1px solid gray;
+
+    cursor: pointer;
+    font-size: 14px;
+}
+
+/*=================================================================*/
+/* shortcut CSS                                                    */
+
+#edrawings-shortcut-menu {
+    background-color: rgba(255, 255, 255, 0.9);
+    z-index: 100;
+}
+
+.edrawings-shortcut-menu-text {
+    font-size: 12px;
+    font-family: Arial;
+    font-weight: bold;
+
+    color: rgb(130,130,130);
+    text-align: left;
+}
+
+.edrawings-shortcut-hide-show::before {
+    content: "Hide/Show";
+}
+
+.edrawings-shortcut-transp-solid::before {
+    content: "Transparent/Solid";
+}
+
+.edrawings-shortcut-isolate::before {
+    content: "Hide Others";
+}
+
+.edrawings-shortcut-show-all::before {
+    content: "Show All";
+}
+
+.edrawings-shortcut-measure-remove::before {
+    content: "Remove";
+}
+
+.edrawings-shortcut-measure-clear::before {
+    content: "Clear";
+}
+
+/* End shortcut CSS                                                */
+/*=================================================================*/
+
+#edrawings-preview-window {
+    box-shadow: none;
+    display: none;
+    position: absolute;
+    z-index: 1000;
+
+    border: 1px solid gray;
+
+    background-color: rgba(255, 255, 255, 0.9);
+
+    font-size: 14px;
+    cursor: pointer;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.inputfile {
+    position: absolute;
+    z-index: -1;
+
+    width: 0.1px;
+    height: 0.1px;
+
+    overflow: hidden;
+
+    opacity: 0;
+}
+
+.button {
+    border-color: rgb(100,100,100);
+    border-style: solid;
+    border-width: thin;
+
+    padding: 4px 12px 4px 12px;
+
+    background-color: #EEEEEE;
+    color: rgb(100,100,100);
+
+    font: 11px Arial;
+}
+
+.edrawings-bottom-label {
+    display: table-cell;
+
+    width: 90px;
+
+    color: darkgray;
+
+    font-size: 14px;
+    font-family: sans-serif;
+
+    white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    text-align: center;
+    vertical-align: middle;
+}
+
+#edrawings-custom-cursor-rotate {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/select3.png");
+}
+
+#edrawings-custom-cursor-pan {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/select2.png");
+}
+
+#edrawings-custom-cursor-zoom {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/zoom1.png");
+}
+
+.unselectable {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    cursor: default;
+}
+
+/* Required for jquery.ui.touch-punch.js.  Without this, touch doesn't work
+ * on IE/Edge
+ */
+.ui-draggable {
+    -ms-touch-action: none;
+    touch-action: none;
+}
+
+#edrawings-fileopen-background {
+    position: absolute;
+    pointer-events: none;
+
+    left: 0;
+    top: 0;
+
+    border-style: solid;
+    border-color: rgba(255,255,255,0);
+
+    width: 100%;
+    height: 100%;
+}
+
+#fileopen-group {
+    position: absolute;
+
+    top: 50%;
+    left: 50%;
+
+    margin-left: -175px;
+    margin-right: auto;
+    margin-top: -200px;
+    margin-bottom: auto;
+
+    width: 350px;
+    height: 400px;
+
+    color: rgb(120,120,120);
+
+    font-family: arial;
+    font-weight: bold;
+}
+
+.fileopen-block {
+    display: flex;
+
+    justify-content: center;
+
+    margin-top: 20px;
+    margin-bottom: 20px;
+}
+
+.fileopen-block-item {
+    align-self: center;
+}
+
+#fileopen-drop-block-background {
+    border-style: dashed;
+    border-radius: 10px;
+
+    height: 150px;
+}
+
+#edrawings-drop-block.edrawings-viewer-regular {
+    display: none;
+    position: absolute;
+    z-index: 10;
+
+    border-style: dashed;
+    border-radius: 10px;
+
+    width: 350px;
+    height: 150px;
+
+    background-color: rgba(255, 255, 255, 0.0);
+}
+
+#fileopen-drop-instr {
+    z-index: 50;
+}
+
+#edrawings-drop-block.edrawings-viewer-ondrop {
+    position: absolute;
+    z-index: 10;
+
+    top: 0;
+    left: 0;
+
+    margin: 5px;
+
+    border-style: dashed;
+    border-radius: 10px;
+
+    width: calc(100% - 20px);
+    width: -o-calc(100% - 20px);
+    width: -webkit-calc(100% - 20px);
+    width: -moz-calc(100% - 20px);
+
+    height: calc(100% - 20px);
+    height: -o-calc(100% - 20px);
+    height: -webkit-calc(100% - 20px);
+    height: -moz-calc(100% - 20px);
+
+    background: rgba(255,255,255,0.9);
+}
+
+#stream_viewer_link {
+    color: blue;
+    text-decoration: underline;
+}
+
+.fileopen-button-block {
+    pointer-events: all;
+}
+
+.edrawings-layer-checkbox-style {
+    display: inline-block;
+
+    margin-right: 10px;
+
+    line-height: 14px;
+
+    vertical-align: middle;
+
+    cursor: pointer;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.bottom-bar {
+    position: absolute;
+    z-index: 2;
+
+    bottom: 0;
+
+    width: 100%;
+    height: 50px;
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    white-space: nowrap;
+
+    /* The children are inline-blocks.  Use font-size to control the gap width of the inline block. */
+    font-size: 0px;
+}
+
+/*=================================================================*/
+/* #edrawings-config-tab-list CSS                                  */
+
+#edrawings-config-tab-list {
+    display: inline-block;
+
+    height: 100%;
+    line-height: 44px;
+
+    white-space: nowrap;
+    overflow-x: auto;
+    overflow-y: hidden;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-config-tab-list.edrawings-fullwidth {
+    width: 100%;
+}
+
+#edrawings-config-tab-list.edrawings-compressed {
+    /* 100% - (left-arrow width + left-arrow padding + 1px gap) - (1px gap + right-arrow padding + right-arrow width) - (rightmost icon and its padding) */
+    width: calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -o-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -webkit-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -moz-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+
+    overflow: hidden;
+}
+
+.bottom-bar.edrawings-compressed-tab-list.edrawings-removed-arrow-left:not(.edrawings-removed-arrow-right) #edrawings-config-tab-list.edrawings-compressed,
+.bottom-bar.edrawings-compressed-tab-list.edrawings-removed-arrow-right:not(.edrawings-removed-arrow-left) #edrawings-config-tab-list.edrawings-compressed {
+    /* 100% - (left-arrow width + left-arrow padding + 1px gap)/(1px gap + right-arrow padding + right-arrow width) - (rightmost icon and its padding) */
+    width: calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -o-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -webkit-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -moz-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+
+    overflow: hidden;
+}
+
+/* End #edrawings-config-tab-list CSS                              */
+/*=================================================================*/
+
+.bottom-bar:not(.edrawings-compressed-tab-list) .edrawings-arrow-wrapper {
+    display: none;
+
+    width: auto;
+    height: inherit;
+
+    background-color: rgba(100, 100, 100, 0.1);
+}
+
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper {
+    position: relative;
+
+    top: -2px;
+
+    border-bottom-color: lightgray;
+    border-bottom-style: solid;
+    border-bottom-width: 1px;
+    border-right: 1px solid white;
+
+    padding-left: 2px;
+    padding-right: 8px;
+
+    width: auto;
+    height: 44px; /* inherit; */
+
+    background-color: rgba(100, 100, 100, 0.1);
+
+    font-size: medium; /* Default value is either medium or 16px */
+}
+
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper:nth-child(4) {
+    border-left: 1px solid white;
+    /* IE has no support of unset */
+    /* border-right: unset; */
+    border-right-width: 0px;
+
+    padding-left: 8px;
+    /* IE has no support of unset */
+    /* padding-right: unset; */
+    padding-right: 2px;
+}
+
+#edrawings-config-tab-list:not(.edrawings-compressed) ~ .edrawings-sheets-control {
+    display: none;
+}
+
+.edrawings-config-tab {
+    display: inline-block;
+    position: relative;
+    z-index: 0;
+
+    border-top: none;
+
+    border-bottom-color: lightgray;
+    border-bottom-style: solid;
+    border-bottom-width: 1px;
+
+    border-right-color: lightgray;
+    border-right-style: solid;
+    border-right-width: 1px;
+
+    padding: 0 5px;
+
+    width: auto;
+    min-width: 76px;
+
+    height: 44px; /* 50px * .88 = 44px */
+
+    background-color: rgba(100, 100, 100, 0.1);
+
+    text-align: center;
+
+    font-size: medium; /* Default value is either medium or 16px */
+
+    cursor: default;
+}
+
+/* #edrawings-config-tab-list.edrawings-compressed .edrawings-config-tab {
+    height: 30px;
+} */
+
+.config-tab-text {
+    margin-left: 5px;
+    margin-right: 5px;
+
+    font-family: arial;
+    font-size: 14px;
+
+    pointer-events: none;
+}
+
+.active-modelview {
+    z-index: 0;
+    top: -2px;
+
+    margin-left: -1px;
+
+    border-top-color: white;
+    border-top-style: solid;
+    border-top-width: 1px;
+
+    border-left-color: rgba(140,140,140,1.0);
+    border-left-style: solid;
+    border-left-width: 1px;
+
+    border-right-color: rgba(140,140,140,1.0);
+    border-right-style: solid;
+    border-right-width: 1px;
+
+    border-color: rgba(140,140,140,1.0);
+
+    height: calc(88% + 2px); /* 50 * .88 = 44 */
+
+    background-color: white;
+}
+
+
+#edrawings-config-tab-list .edrawings-config-tab.active-modelview:first-child {
+    /* IE has no support of unset */
+    /* margin-left: unset; */
+    margin-left: 0px;
+}
+
+.edrawings-measure-unit {
+    margin: 10px;
+}
+
+.measure-unit-selector {
+    display: inline-block;
+
+    /* Substract width of measure-unit-item-name */
+    width: calc(100% - 90px);
+    width: -o-calc(100% - 90px);
+    width: -webkit-calc(100% - 90px);
+    width: -moz-calc(100% - 90px);
+
+    height: auto;
+
+    background-color: #FFFFFF;
+    vertical-align: middle;
+}
+
+.edrawings-measure-unit-item {
+    position: relative;
+
+    margin: 0px;
+
+    height: 30px;
+    line-height: 30px;
+}
+
+.measure-unit-item-name {
+    display: inline-block;
+    margin-left: 6px;
+    width: 80px;
+    
+    text-align: left;
+    vertical-align: middle;
+
+    /* white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis; */
+
+    font-family: Arial;
+    font-size: 14px;
+    font-weight: normal;
+}
+
+#edrawings-markup-view-list {
+    margin-left: 3px;
+    margin-right: 3px;
+    margin-top: 5px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+
+    min-height: 150px;
+    max-height: calc(100% - 45px);
+    max-height: -o-calc(100% - 45px);
+    max-height: -webkit-calc(100% - 45px);
+    max-height: -moz-calc(100% - 45px);
+
+    overflow: auto;
+
+    background-color: white;
+}
+
+.edrawings-markup-view-name {
+    pointer-events: none;
+}
+
+.markup-mode {
+    pointer-events: none;
+}
+
+.edrawings-icon.markup-mode {
+    margin: auto;
+}
+
+.markup-op {
+    pointer-events: none;
+}
+
+.edrawings-measure-messages {
+    margin: 10px;
+    border: rgb(140, 140, 140) 1px solid;
+    padding: 10px 6px;
+
+    min-height: 150px;
+    max-height: 200px;
+
+    overflow-y: auto;
+
+    background-color: #FFFFFF;
+
+    -webkit-touch-callout: text;
+    -webkit-user-select: text;
+    -khtml-user-select: text;
+    -moz-user-select: text;
+    -ms-user-select: text;
+    user-select: text;
+}
+
+.edrawings-measure-entities-list-item {
+    margin: 2px;
+    border-bottom: #cacaca 1px solid;
+    padding: 10px 6px;
+}
+
+.edrawings-measure-entities-list-item:last-child {
+    border-bottom: none;
+}
+
+#edrawings-measure-entities-list {
+    margin-left: 3px;
+    margin-right: 3px;
+    margin-top: 5px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+
+    background-color: white;
+}
+
+#edrawings-measure-result {
+    white-space: pre-wrap;
+}
+
+/*=================================================================*/
+/* navigation CSS                                                  */
+
+#edrawings-button-confignav {
+    display: block;
+    margin: 0;
+    float: none;
+}
+
+#edrawings-config-navigation {
+    /* Need this z-index to show on top of tool-bar */
+    z-index: 100;
+
+    bottom: 50px;
+    right: 0px;
+    /* IE has no support of unset */
+    /* left: unset; */
+    left: auto;
+    /* top: unset; */
+    top: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -o-calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -webkit-calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -moz-calc(100% - (50px + 2px) - (0px + 50px));
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collapsed,
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collided {
+    height: 100%;
+}
+
+/* End navigation CSS                                              */
+/*=================================================================*/
+
+.measure-filter-image {
+    pointer-events: none;
+}
+
+.edrawings-icon.measure-filter-image {
+    margin: auto;
+}
+
+.edrawings-disabled-button {
+    pointer-events: none;
+
+    opacity: 0.3;
+    filter: alpha(opacity = 30); /* For IE8 and earlier */
+}
+
+.edrawings-menu-info {
+    display: inline-block;
+    position: absolute;
+
+    right: 45px;
+    top: 2px;
+
+    font-family: "Segoe UI";
+    font-size: 12px;
+
+    color: #5b5b5b;
+}
+
+#edrawings-logo-block {
+    display: inline-block;
+
+    margin-left: 5px;
+    margin-right: 4px;
+
+    width: auto;
+}
+
+#edrawings-fileload-block {
+    display: inline-block;
+}
+
+#edrawings-filename-block {
+    display: inline-block;
+    padding-right: 8px; /* width of the arrow padding */
+    width: auto;
+
+    overflow: hidden;
+    white-space: nowrap;
+
+    text-align: left;
+    vertical-align: middle;
+}
+
+.edrawings-collided-hud-bar #edrawings-filename-block {
+    /* logo-block: (5px + 44px)
+       fileload-block: 40px
+       font-size: 2px (multiply by # of items)
+       2 edrawings-hud-button (reset and fullscreen): 2 * 46px
+       1 arrow from hud-bar: 1 * (10px + 10px);
+       margin-right from hud-bar: 2px;
+       right from hud-bar: 0px;
+    */
+    max-width: calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -o-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -webkit-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -moz-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+}
+
+#edrawings-filename {
+    position: relative;
+
+    top: 0;
+
+    line-height: 22px;
+
+    text-align: center;
+}
+
+#edrawings-filename-text {
+    display: block;
+
+    width: 100%;
+
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    font-family: arial;
+    font-size: small;
+}
+
+#config-tab-border {
+    position: absolute;
+    z-index: 0;
+
+    border-top-color: rgba(140,140,140,1.0);
+    border-top-style: solid;
+    border-top-width: 1px;
+
+    top: 0;
+
+    width: 100%;
+
+    font-size: medium; /* Default value is either medium or 16px */
+}
+
+.edrawings-custom-redline {
+    position: absolute;
+}
+
+.edrawings-markupdiv-image {
+    width: 100%;
+    height: 100%;
+}
+
+#edrawings-measure-filters {
+    margin: 4px 10px;
+}
+
+#edrawings-layer-control-all {
+    height: auto;
+}
+
+.slide-bar-button {
+    margin: auto;
+
+    text-align: center;
+}
+
+.edrawings-bar-icon {
+    margin: auto;
+
+    width: 20px;
+    height: 20px;
+
+    vertical-align: middle;
+}
+
+.help-table-button {
+    width: 85px;
+
+    height: 60px;
+    line-height: 70px;
+
+    text-align: center;
+}
+
+.edrawings-help-grid {
+    border-width: 1px;
+    border-bottom-style: solid;
+
+    width: 279px;
+}
+
+.edrawings-help-table {
+    margin-top: 8px;
+    margin-bottom: 8px;
+
+    border-collapse: collapse;
+
+    width: 100%;
+}
+
+.help-column-first {
+    border-right: solid 1px;
+    border-color: rgb(150,150,150);
+}
+
+.help-column-second {
+    border-right: solid 1px;
+    border-color: rgb(150,150,150);
+}
+
+.ui-slider-vertical .ui-slider-handle {
+    left: -0.2em;
+}
+
+.section-button {
+    margin: 3px;
+}
+
+.bottom-button.section-button {
+    display: block;
+}
+
+#edrawings-button-shaded {
+    width: 48px;
+}
+
+.edrawings-arrow-wrapper {
+    display: inline-block;
+
+    width: auto;
+    height: auto;
+
+    text-align: center;
+}
+
+.edrawings-arrow-up {
+    display: block;
+    position: relative;
+
+    top: calc((100% - 10px)/2);
+    top: -o-calc((100% - 10px)/2);
+    top: -webkit-calc((100% - 10px)/2);
+    top: -moz-calc((100% - 10px)/2);
+
+    left: calc((100% - (2 * 8px))/2);
+    left: -o-calc((100% - (2 * 8px))/2);
+    left: -webkit-calc((100% - (2 * 8px))/2);
+    left: -moz-calc((100% - (2 * 8px))/2);
+
+    border-left: 8px solid transparent;
+    border-right: 8px solid transparent;
+    border-bottom: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-up,
+.edrawings-arrow-up.edrawings-disabled {
+    display: none;
+
+    border-bottom: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-down {
+    display: block;
+    position: relative;
+
+    top: calc((100% - 10px)/2);
+    top: -o-calc((100% - 10px)/2);
+    top: -webkit-calc((100% - 10px)/2);
+    top: -moz-calc((100% - 10px)/2);
+
+    left: calc((100% - (2 * 8px))/2);
+    left: -o-calc((100% - (2 * 8px))/2);
+    left: -webkit-calc((100% - (2 * 8px))/2);
+    left: -moz-calc((100% - (2 * 8px))/2);
+
+    border-left: 8px solid transparent;
+    border-right: 8px solid transparent;
+    border-top: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-down,
+.edrawings-arrow-down.edrawings-disabled {
+    display: none;
+
+    border-top: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-left {
+    display: block;
+    position: relative;
+
+    top: calc((100% - (2 * 8px))/2);
+    top: -o-calc((100% - (2 * 8px))/2);
+    top: -webkit-calc((100% - (2 * 8px))/2);
+    top: -moz-calc((100% - (2 * 8px))/2);
+
+    left: calc((100% - 10px)/2);
+    left: -o-calc((100% - 10px)/2);
+    left: -webkit-calc((100% - 10px)/2);
+    left: -moz-calc((100% - 10px)/2);
+
+    border-top: 8px solid transparent;
+    border-bottom: 8px solid transparent;
+    border-right: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-left,
+.edrawings-arrow-left.edrawings-disabled {
+    display: none;
+
+    border-right: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-right {
+    display: block;
+    position: relative;
+
+    top: calc((100% - (2 * 8px))/2);
+    top: -o-calc((100% - (2 * 8px))/2);
+    top: -webkit-calc((100% - (2 * 8px))/2);
+    top: -moz-calc((100% - (2 * 8px))/2);
+
+    left: calc((100% - 10px)/2);
+    left: -o-calc((100% - 10px)/2);
+    left: -webkit-calc((100% - 10px)/2);
+    left: -moz-calc((100% - 10px)/2);
+
+    border-top: 8px solid transparent;
+    border-bottom: 8px solid transparent;
+    border-left: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-right,
+.edrawings-arrow-right.edrawings-disabled {
+    display: none;
+
+    border-left: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+#edrawings-hud-bar {
+    display: block;
+    position: absolute;
+
+    top: 0px;
+    right: 0px;
+
+    margin-right: 2px;
+
+    width: auto;
+    height: inherit; /* 46px; */
+}
+
+.edrawings-hud-bar-content {
+    /* The children are inline-block.  Use font-size to control the gap between inline-block children */
+    font-size: 2px;
+}
+
+#edrawings-hud-bar .edrawings-arrow-wrapper {
+    display: none;
+
+    width: auto;
+    height: inherit;
+}
+
+#edrawings-hud-bar.edrawings-collided {
+    /* Keep the arrows visible */
+    /* (left-arrow width + left-arrow padding) + (right-arrow padding + right-arrow width) */
+    min-width: calc((10px + 10px) + (10px + 10px));
+    min-width: -o-calc((10px + 10px) + (10px + 10px));
+    min-width: -webkit-calc((10px + 10px) + (10px + 10px));
+    min-width: -moz-calc((10px + 10px) + (10px + 10px));
+
+    overflow-x: auto;
+    overflow-y: hidden;
+
+    white-space: nowrap;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper {
+    display: block;
+    position: absolute;
+
+    padding-left: 2px;
+    padding-right: 8px;
+
+    width: auto;
+    height: inherit;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper:nth-child(2) {
+    right: 0px;
+
+    padding-left: 8px;
+
+    /* IE has no support of unset */
+    /* padding-right: unset; */
+    padding-right: 2px;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button,
+.edrawings-tool-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button,
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper.edrawings-disabled-button {
+    display: none;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-hud-bar-content {
+    display: block;
+    position: absolute;
+
+    /* Make room for the arrows */
+    /* (left-arrow width + left-arrow padding) */
+    left: calc(10px + 10px);
+    left: -o-calc(10px + 10px);
+    left: -webkit-calc(10px + 10px);
+    left: -moz-calc(10px + 10px);
+
+    /* 100% - (left-arrow width + left-arrow padding) + (right-arrow padding + right-arrow width) */
+    width: calc(100% - (10px + 10px) - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px) - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px) - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px) - (10px + 10px));
+
+    overflow: hidden;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(1) ~ .edrawings-hud-bar-content {
+    left: 0px;
+
+    /* 100% - (right-arrow padding + right-arrow width) */
+    width: calc(100% - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px));
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(2) ~ .edrawings-hud-bar-content {
+    /* 100% - (left-arrow width + left-arrow padding) */
+    width: calc(100% - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-ui-hide {
+    display: none;
+}
+
+#edrawings-button-fs {
+    background-repeat: no-repeat;
+    background-position-y: 3px;
+    background-image: url(data:image/png;base64,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);
+}
+
+.edrawings-button-fs-restore {
+    background-image: url(data:image/png;base64,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) !important;
+}
+
+.edrawings-tree-expanded {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwwAADsMBx2+oZAAAALtJREFUOE/tkL0RgzAMhXHuTM0oZIMwQjZwClwnk5DaLuINMgLZIBmFGhdGzxYQCF1avjudnmSdfpzt/I9gH9Fav+H7vq+cc11MMkqpIs/zFtoYc4xJ4sB+pCArpZTPFM5wriRDzcSiQQjhTK4TQpxomyZl42YNciQ7rplYnADqulZU/ICm4gv8d2ytddAjPw0AT7+Sjf+Ate90+y2FM5sNAG3S8tqY/KLJVXxYsf7ECe89bv3AWO9skmUDwnw8r6UK7XsAAAAASUVORK5CYII=);
+}
+
+.edrawings-dialog-no-close .ui-dialog-titlebar-close {
+    display: none;
+}
+
+.edrawings-info-title .ui-dialog-title {
+    content: "Information";
+    font-weight: 600;
+}
+
+.edrawings-warn-title .ui-dialog-title {
+    content: "Warning";
+    font-weight: 600;
+}
+
+.edrawings-error-title .ui-dialog-title {
+    content: "Error";
+    font-weight: 600;
+}
+
+.edrawings-server-unsupported-file-type::after {
+    content: "Can not load " attr(data-file) ".  It is an unsupported file type.";
+}
+
+.edrawings-server-ajax-failure::after {
+    content: "Server unavailable.  Please try again.  If the failure persists, please report this message to customer support.";
+}
+
+.edrawings-server-load-failure-1::after {
+    content: "Model viewing failed.  Please reload and try again.  If the failure persists, please report the information below to customer support.";
+}
+
+.edrawings-server-load-failure-2::after {
+    margin-top: 20px;
+    white-space: pre;
+    content: "\AServer: " attr(data-server-id);
+}
+
+.edrawings-server-load-failure-3::after {
+    content: "Model ID: " attr(data-model-cache-name);
+}
+
+.edrawings-server-url-inaccessible::after {
+    content: "Cannot access file URL: " attr(data-file-url);
+    white-space: nowrap;
+}
+
+.edrawings-server-websocket-create-failure::after {
+    content: "Could not establish streaming connection for viewer.";
+}
+
+.edrawings-unable-process-file::after {
+    content: "Unable to complete processing of this file.";
+}
+
+.edrawings-viewer-load-failure::after {
+    content: "Failed to load model in the viewer: " attr(data-error-message);
+    white-space: nowrap;
+}
+
+.edrawings-glcontextlost::after {
+    content: "Your browser or device does not have the resources to display the viewer.";
+}
+
+.edrawings-unknown-error::after {
+    content: "An error occurred.  Please try again.";
+}
+
+.edrawings-unknown-license-error::after {
+    content: "A licensing error occurred.  Please try again.";
+}
+
+.edrawings-license-version-mismatch-error::after {
+    content: "There is a license version mismatch.";
+}
+
+.edrawings-no-licenses-error::after {
+    content: "We're sorry, no licenses are available at this time. Please close an existing session of eDrawings Web Viewer and try again later.";
+}
+
+.edrawings-license-server-connection-error::after {
+    content: "The license server is not reachable. Please confirm that the server is configured correctly and that the license server is running.";
+}
+
+.edrawings-license-expired-error::after {
+    content: "Your license has timed out due to inactivity, license has been returned to the server.";
+}
+
+.edrawings-debug-node-matrices::after {
+    content: "Show Matrices";
+}
+
+#edrawings-configurations-menu .edrawings-menu-title::after {
+    content: "Configurations";
+}
+
+/*=================================================================*/
+/* Loading CSS                                                     */
+
+#WaitBanner {
+    position: fixed;
+    z-index: 9999;
+    top: calc((100% - 65px - 24px)/ 2 - 5px);
+    left: calc((100% - 296px) / 2);
+    padding: 5px;
+    clear: both;
+    background-color: rgba(255, 255, 255, 0.85);
+}
+
+.edrawings-loading-logo-dark-text {
+    display: block;
+    position: relative;
+    margin: auto;
+    overflow: auto;
+    background-color: transparent;
+}
+
+.edrawings-loading-spin {
+    display: block;
+    position: relative;
+    top: 10px; 
+    margin: auto;
+    width: 24px; /* 1.5x larger */
+    height: 24px;
+    overflow: auto;
+    background-image: url(data:image/gif;base64,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); 
+    background-size: contain;
+    background-color: transparent;
+    
+}
+
+/* Loading CSS                                                     */
+/*=================================================================*/
+
+/*=================================================================*/
+/* ticker CSS                                                      */
+
+@keyframes edrawings-ticker-animation {
+    0% {
+        -webkit-transform: translate3d(0, 0, 0);
+        transform: translate3d(0, 0, 0);
+        visibility: visible;
+    }
+
+    100% {
+        -webkit-transform: translate3d(-66.667%, 0, 0);
+        transform: translate3d(-66.667%, 0, 0);
+    }
+}
+
+/* The current state of edrawings-ticker-wrapper is a full width tooltip without any animation */
+.edrawings-ticker-wrapper {
+    box-sizing: content-box;
+    position: fixed;
+    z-index: 101;
+
+    border: 1px solid rgba(140,140,140,1.0);
+
+    width: 100%;
+
+    height: 24px;
+    line-height: 24px;
+
+    overflow: hidden;
+
+    background-color: rgba(255, 255, 255, 1.0);
+    color: black;
+
+    font-family: Arial;
+    font-size: 12px;
+    text-align: center;
+}
+
+.edrawings-ticker-wrapper.edrawings-animation {
+    padding-left: 0px; /* 100px; */
+
+    width: 100px;
+
+    /* IE has support of unset */
+    /* text-align: unset; */
+    text-align: left;
+}
+
+.edrawings-ticker {
+    display: inline-block;
+    white-space: nowrap;
+}
+
+.edrawings-ticker-wrapper.edrawings-animation .edrawings-ticker {
+    padding-right: 0px; /* 100%; */
+
+    -webkit-animation-iteration-count: infinite;
+    animation-iteration-count: infinite;
+
+    -webkit-animation-timing-function: linear;
+    animation-timing-function: linear;
+
+    -webkit-animation-name: edrawings-ticker-animation;
+    animation-name: edrawings-ticker-animation;
+
+    -webkit-animation-duration: 7s;
+    animation-duration: 7s;
+}
+
+/* End ticker CSS                                                  */
+/*=================================================================*/
+
+/*=================================================================*/
+/* edrawings-menu-panel-wrapper CSS                                */
+
+.edrawings-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+    left: 0px;
+    top: 0px;
+    border: 1px solid gray;
+
+    /* Make room for the edrawings-menu-panel-arrow-collapse */
+    width: calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -o-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -webkit-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -moz-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+
+    height: calc(100% - (2 * 1px));
+    height: -o-calc(100% - (2 * 1px));
+    height: -webkit-calc(100% - (2 * 1px));
+    height: -moz-calc(100% - (2 * 1px));
+
+    background-color: #f5f5f5;
+    cursor: pointer;
+    opacity: 0.9;
+}
+
+#edrawings-explode-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+
+    left: 0px;
+    top: 0px;
+
+    border: 1px solid gray;
+
+    /* substract the border width */
+    height: calc(100% - (2 * 1px));
+    height: -o-calc(100% - (2 * 1px));
+    height: -webkit-calc(100% - (2 * 1px));
+    height: -moz-calc(100% - (2 * 1px));
+
+    /* substract the border width */
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    background-color: #f5f5f5;
+    opacity: 0.9; 
+    cursor: pointer;
+}
+
+#edrawings-section-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+
+    left: 0px;
+    top: 0px;
+
+    border: 1px solid gray;
+    padding: 2px;
+
+    height: auto;
+
+    /* substract the border height and padding height */
+    max-height: calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -o-calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -moz-calc(100% - (2 * 1px) - (2 * 2px));
+
+    overflow: auto;
+    background-color: #f5f5f5;
+    cursor: pointer;
+    text-align: center;
+    opacity: 0.9;
+}
+
+/* Mozilla only. Add 17~22 px for the firefox vertical scrollbar */
+@-moz-document url-prefix() {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {     
+        padding-right: 18px;
+    }
+}
+
+/* For IE Edge, need non-zero padding-right for outward vertical scrollbar. */
+@supports (-ms-accelerator:true) or (-ms-ime-align: auto) {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {      
+        padding-right: 1px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        padding-right: 16px;
+    }
+}
+
+/* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+@media all and (-ms-high-contrast: none), (-ms-high-contrast: active) {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {
+        padding-right: 1px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        padding-right: 16px;
+    }
+}
+
+#edrawings-measure-panel.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    /* IE has no support of unset */
+    /* height: unset; */
+    height: auto;
+
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    overflow: auto;
+}
+
+@media all and (-ms-high-contrast: none), (-ms-high-contrast: active) {
+    #edrawings-measure-panel.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {
+        /* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+        padding-right: 2px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-measure-panel.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        /* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+        padding-right: 16px;
+    }
+}
+
+#edrawings-markup-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    overflow: auto;
+}
+
+#edrawings-config-navigation.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    /* Make room for the edrawings-menu-panel-arrow-collapse button */
+    left: calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    left: -o-calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    left: -webkit-calc(16px + (2 * 1px) + (2 * 1px) -1px);
+    left: -moz-calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    
+    height: auto;
+
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    overflow: auto;
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+    height: 100%;
+    overflow: hidden;
+}
+
+/* End edrawings-menu-panel-wrapper CSS                            */
+/*=================================================================*/
+
+#edrawings-component-tree-list.edrawings-submenu-list {
+    /* calc(100% - edrawings-menu-header - edrawings-menu-search) */
+    height: calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -o-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -webkit-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -moz-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+}
+
+#edrawings-debug-list.edrawings-submenu-list {
+    /* calc(100% - edrawings-menu-header - edrawings-menu-search - edrawings-menu-search) */
+    height: calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -o-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -webkit-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -moz-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+}
+
+#edrawings-button-confignav.active-button img.edrawings-icon#edrawings-button-confignav-g {
+    transform: rotate(90deg);
+}
+
+/*=================================================================*/
+/* edrawings-menu-panel-arrow-collapse CSS                         */
+
+.edrawings-menu-panel-arrow-collapse {
+    position: absolute;
+    z-index: 99;
+
+    top: 0px;
+    right: 0px;
+
+    /* margin-right: calc(-16px - (2 * 1px) - (2 * 1px)); */
+    border: 1px solid rgba(140, 140, 140, 1.0);
+    padding: 0px 1px;
+
+    width: 16px;
+
+    height: 41px; /* match the height of the panel header */
+    line-height: 44px;
+
+    vertical-align: middle;
+
+    background-color: #f5f5f5;
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAANFJREFUOBHVUssRgjAQJY7hTAmWYAlYAh3EAzmbSvQMB9OBJUAHWoIlcCaH8HZkYWB28EwO2d97L7tJkmT3S0kTWGvfyGcxxqKu64+E4dyBHcGelFJNWZZGqE0pUaDv+wtOb4HKIPJER/eJsXLEERgzEm8Uk2AIofDed1wnK3bAgKqqHIhXxB06ydM0bbjGdlOAQVt2U4BGoDuAAL1IS3ezFjuuExQbYzKt9QtuTjHWA8/pfu5yFwXGWc+AdjjZgeyXtDkSBcbyF+S/H2mW2q03ANLBRIizuA/1AAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+    background-position-y: 50%;
+
+    transform: rotate(180deg);
+
+    opacity: 0.9;
+    cursor: pointer;
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    z-index: 99;
+
+    height: 44px; /* match the height of the bottom-button edrawings-tool-button */
+
+    /* IE has no support of unset */
+    /* transform: unset; */
+    transform: none;
+}
+
+#edrawings-config-navigation.edrawings-collapsible .edrawings-menu-panel-arrow-collapse {
+    left: 0px;
+    /* IE has no support of unset */
+    /* right: unset; */
+    right: auto;
+    /* IE has no support of unset */
+    /* transform: unset; */
+    transform: none;
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    /* substract height and border */
+    top: calc(100% - 41px - (2 * 1px));
+    top: -o-calc(100% - 41px - (2 * 1px)); 
+    top: -webkit-calc(100% - 41px - (2 * 1px)); 
+    top: -moz-calc(100% - 41px - (2 * 1px)); 
+    height: 41px; /* Match to the panel header height */
+    transform: rotate(180deg);
+}
+
+#edrawings-explode-menu.edrawings-collapsible .edrawings-menu-panel-arrow-collapse,
+#edrawings-section-menu.edrawings-collapsible .edrawings-menu-panel-arrow-collapse {
+    right: calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -o-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -webkit-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -moz-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+}
+
+#edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    right: 0px;
+}
+
+/* End edrawings-menu-panel-arrow-collapse CSS                     */
+/*=================================================================*/
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar {
+    padding-bottom: 0px;
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 50px; /* calc((50px + 0px) + 0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 0px; /* calc(0px + 0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* (bottom gap + bottom-bar height) */
+    bottom: 0px; /* calc(0px + 0px); */
+}
+
+/* edrawings-menu left + edrawings-menu max-width */
+/* calc((2px + 50px) + 500px) */
+@media screen and (max-width: 552px) {
+    .edrawings-menu {
+        /* 100% - edrawings-menu left - padding on the right */
+        max-width: calc(100% - (0px + 50px) - 2px);
+        max-width: -o-calc(100% - (0px + 50px) - 2px);
+        max-width: -webkit-calc(100% - (0px + 50px) - 2px);
+        max-width: -moz-calc(100% - (0px + 50px) - 2px);
+    }
+}
+
+/* edrawings-menu left + edrawings-menu min-width */
+/* calc((0px + 50px) + 321px) */
+@media screen and (max-width: 371px) {
+    .edrawings-menu {
+        /* 100% - edrawings-menu left - padding on the right */
+        width: calc(100% - (0px + 50px) - 2px);
+        width: -o-calc(100% - (0px + 50px) - 2px);
+        width: -webkit-calc(100% - (0px + 50px) - 2px);
+        width: -moz-calc(100% - (0px + 50px) - 2px);
+
+        /* edrawings-tree-arrow-space-common + 
+           edrawings-tree-icon + 
+           5px item-tree-text width for ellipsis + 
+           edrawings-submenu-list-item-button + 
+           menu panel collapse button +
+           padding on the right */
+        min-width: calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -o-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -webkit-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -moz-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+    }
+}
+
+@media screen and (max-height: 400px) {
+    .bottom-bar {
+        display: none;
+    }
+
+    .edrawings-menu {
+        /* (bottom gap + bottom-bar height) */
+        bottom: 0px; /* calc(0px + 0px); */ /* This is the gap height now */
+        
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px)));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    .edrawings-tool-bar {
+        padding-bottom: 0px;
+    }
+
+    .edrawings-tool-bar,
+    .edrawings-hud-menu,
+    #edrawings-section-menu,
+    #edrawings-explode-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-hud-menu,
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-section-menu,
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-explode-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-hud-shaded-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-hud-shaded-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    }
+
+    #edrawings-config-navigation {
+        /* (bottom gap + bottom-bar height) */
+        bottom: 0px;
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-config-navigation {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((50px + 0px) + (10px + 10px));
+        top: -o-calc((50px + 0px) + (10px + 10px));
+        top: -webkit-calc((50px + 0px) + (10px + 10px));
+        top: -moz-calc((50px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((0px + 0px) + (10px + 10px));
+        top: -o-calc((0px + 0px) + (10px + 10px));
+        top: -webkit-calc((0px + 0px) + (10px + 10px));
+        top: -moz-calc((0px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+        top: 50px; /* calc(50px + 0px + 0px); */
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+        top: 0px; /* calc(0px + 0px + 0px); */
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((50px + 0px) + (10px + 10px));
+        top: -o-calc((50px + 0px) + (10px + 10px));
+        top: -webkit-calc((50px + 0px) + (10px + 10px));
+        top: -moz-calc((50px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((0px + 0px) + (10px + 10px));
+        top: -o-calc((0px + 0px) + (10px + 10px));
+        top: -webkit-calc((0px + 0px) + (10px + 10px));
+        top: -moz-calc((0px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+}
+
+/* Window Edge 16 and 17, not Window IE 11, stops sending resize event when width reaches below 372px */
+@media screen and (max-width: 372px) {
+    @supports (-ms-accelerator:true) or (-ms-ime-align: auto) {
+        /* (-ms-accelerator:true): IE Edge 12+ CSS */
+        /* (-ms-ime-align: auto): IE Edge 16+ CSS */
+        /* The rest is similar to the behavior of having 
+            #edrawings-top-bar.edrawings-out-of-view
+            #edrawings-left-bar.edrawings-out-of-view
+            .bottom-bar.edrawings-ui-hide */
+        #edrawings-top-bar-content {
+            top: -10000px;
+        }
+
+        .edrawings-tool-bar {
+            top: 0px;
+            left: -10000px;
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar {
+            display: none;
+        }
+
+        .edrawings-hud-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .edrawings-menu {
+            top: 0px;
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .edrawings-menu {
+            left: -9950px; /* calc(-10000px + 50px); */
+        }
+
+        .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        }
+
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: 0px; /* calc(0px + 0px)*/
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        #edrawings-hud-shaded-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        }
+
+        #edrawings-section-menu {
+            /* (top-bar height + top gap) */
+            top: 0px; /* calc(0px + 0px); */
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        #edrawings-explode-menu {
+            /* (top-bar height + top gap) */
+            top: 0px; /* calc(0px + 0px); */
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        #edrawings-config-navigation {
+            bottom: 0px;
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: 0px; /* calc(0px + 0px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+    }
+}
+
+/*! jQuery UI - v1.11.4 - 2018-08-29
+* http://jqueryui.com
+* Includes: core.css, draggable.css, resizable.css, button.css, dialog.css, menu.css, slider.css, tooltip.css, theme.css
+* To view and modify this theme, visit http://jqueryui.com/themeroller/?ffDefault=Arial%2CHelvetica%2Csans-serif&fsDefault=1em&fwDefault=normal&cornerRadius=3px&bgColorHeader=e9e9e9&bgTextureHeader=flat&borderColorHeader=dddddd&fcHeader=333333&iconColorHeader=444444&bgColorContent=ffffff&bgTextureContent=flat&borderColorContent=dddddd&fcContent=333333&iconColorContent=444444&bgColorDefault=f6f6f6&bgTextureDefault=flat&borderColorDefault=c5c5c5&fcDefault=454545&iconColorDefault=777777&bgColorHover=ededed&bgTextureHover=flat&borderColorHover=cccccc&fcHover=2b2b2b&iconColorHover=555555&bgColorActive=007fff&bgTextureActive=flat&borderColorActive=003eff&fcActive=ffffff&iconColorActive=ffffff&bgColorHighlight=fffa90&bgTextureHighlight=flat&borderColorHighlight=dad55e&fcHighlight=777620&iconColorHighlight=777620&bgColorError=fddfdf&bgTextureError=flat&borderColorError=f1a899&fcError=5f3f3f&iconColorError=cc0000&bgColorOverlay=aaaaaa&bgTextureOverlay=flat&bgImgOpacityOverlay=0&opacityOverlay=30&bgColorShadow=666666&bgTextureShadow=flat&bgImgOpacityShadow=0&opacityShadow=30&thicknessShadow=5px&offsetTopShadow=0px&offsetLeftShadow=0px&cornerRadiusShadow=8px
+* Copyright jQuery Foundation and other contributors; Licensed MIT */
+
+.ui-helper-hidden{display:none}.ui-helper-hidden-accessible{border:0;clip:rect(0 0 0 0);height:1px;margin:-1px;overflow:hidden;padding:0;position:absolute;width:1px}.ui-helper-reset{margin:0;padding:0;border:0;outline:0;line-height:1.3;text-decoration:none;font-size:100%;list-style:none}.ui-helper-clearfix:before,.ui-helper-clearfix:after{content:"";display:table;border-collapse:collapse}.ui-helper-clearfix:after{clear:both}.ui-helper-clearfix{min-height:0}.ui-helper-zfix{width:100%;height:100%;top:0;left:0;position:absolute;opacity:0;filter:Alpha(Opacity=0)}.ui-front{z-index:100}.ui-state-disabled{cursor:default!important}.ui-icon{display:block;text-indent:-99999px;overflow:hidden;background-repeat:no-repeat}.ui-widget-overlay{position:fixed;top:0;left:0;width:100%;height:100%}.ui-draggable-handle{-ms-touch-action:none;touch-action:none}.ui-resizable{position:relative}.ui-resizable-handle{position:absolute;font-size:0.1px;display:block;-ms-touch-action:none;touch-action:none}.ui-resizable-disabled .ui-resizable-handle,.ui-resizable-autohide 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.ui-button-icon-primary{left:.5em}.ui-button-text-icon-secondary .ui-button-icon-secondary,.ui-button-text-icons .ui-button-icon-secondary,.ui-button-icons-only .ui-button-icon-secondary{right:.5em}.ui-buttonset{margin-right:7px}.ui-buttonset .ui-button{margin-left:0;margin-right:-.3em}input.ui-button::-moz-focus-inner,button.ui-button::-moz-focus-inner{border:0;padding:0}.ui-dialog{overflow:hidden;position:absolute;top:0;left:0;padding:.2em;outline:0}.ui-dialog .ui-dialog-titlebar{padding:.4em 1em;position:relative}.ui-dialog .ui-dialog-title{float:left;margin:.1em 0;white-space:nowrap;width:90%;overflow:hidden;text-overflow:ellipsis}.ui-dialog .ui-dialog-titlebar-close{position:absolute;right:.3em;top:50%;width:20px;margin:-10px 0 0 0;padding:1px;height:20px}.ui-dialog .ui-dialog-content{position:relative;border:0;padding:.5em 1em;background:none;overflow:auto}.ui-dialog .ui-dialog-buttonpane{text-align:left;border-width:1px 0 0 0;background-image:none;margin-top:.5em;padding:.3em 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+
+    </style>
+    <title></title>
+    <meta name="viewport" content="width=device-width, initial-scale=1.0" />
+    <meta http-equiv="X-UA-Compatible" content="IE=11" /> 
+</head>
+
+<body>
+    <div id="edrawings-viewer" class="edrawings-viewer-regular">
+        <div id="edrawings-top-bar"
+             class="top-bar edrawings-ui-main edrawings-ui-hide">
+            <div id="edrawings-top-bar-content">
+                <div id="edrawings-logo-block"
+                     class="edrawings-top-bar-left">
+                  <div id="edrawings-logo"
+                       class="edrawings-logo-icon unselectable">
+                  </div>
+                </div>
+                <div id="edrawings-filename-block"
+                     class="edrawings-top-bar-left">
+                    <span id="edrawings-filename-text"
+                          class="unselectable">
+                        eDrawings
+                    </span>
+                </div>
+                <div id="edrawings-hud-bar"
+                     class="edrawings-top-bar-left">
+                    <div class="edrawings-arrow-wrapper">
+                        <div class="edrawings-arrow-left"></div>
+                    </div>
+                    <div class="edrawings-arrow-wrapper">
+                        <div class="edrawings-arrow-right"></div>
+                    </div>
+                    <div class="edrawings-hud-bar-content">
+                        <!-- Reset actually has the behavior of a tool button so
+                             use that as the class type instead of the HUD button
+                             class. -->
+                        <div id="edrawings-button-reset"
+                             class="edrawings-tool-button edrawings-reset-icon edrawings-icon edrawings-ui-hide"
+                             title="Reset">
+                        </div>
+                        <div id="edrawings-button-animate"
+                             class="edrawings-hud-button edrawings-animate-play-icon edrawings-icon edrawings-ui-hide"
+                             title="Animate Views">
+                        </div>
+                        <div id="edrawings-button-zoomtofit"
+                             class="edrawings-hud-button edrawings-zoomtofit-icon edrawings-hud-icon"
+                             title="Zoom to Fit">
+                        </div>
+                        <div id="edrawings-button-view-settings"
+                             class="edrawings-hud-button edrawings-view-settings-icon edrawings-hud-icon"
+                             title="View Settings">
+                        </div>
+                        <div id="edrawings-button-view"
+                             class="edrawings-hud-button edrawings-view-icon edrawings-hud-dd-icon"
+                             title="Views orientation">
+                        </div>
+                        <div id="edrawings-button-shaded"
+                             class="edrawings-hud-button edrawings-display-icon edrawings-hud-dd-icon"
+                             title="Display">
+                        </div>
+                        <div id="edrawings-button-help"
+                             class="edrawings-hud-button edrawings-help-icon edrawings-hud-icon"
+                             title="Help">
+                        </div>
+                        <div id="edrawings-button-fs"
+                             class="edrawings-hud-button edrawings-hud-icon"
+                             title="Fullscreen">
+                        </div>
+                    </div>
+                </div>
+            </div>
+        </div>
+
+        <div id="edrawings-config-bar" class="bottom-bar edrawings-ui-hide">
+<div id="config-tab-border"></div>
+<div class="edrawings-arrow-wrapper">
+    <div class="edrawings-arrow-left"></div>
+</div>
+<div id="edrawings-config-tab-list" class="edrawings-fullwidth">
+</div>
+<div class="edrawings-arrow-wrapper">
+    <div class="edrawings-arrow-right"></div>
+</div>
+<div id="edrawings-button-sheets"
+     class="edrawings-sheets-control">
+    <div id="edrawings-button-confignav"
+         class="edrawings-tool-button bottom-button edrawings-modelview-panel-icon edrawings-icon"
+         title="All">
+    </div>
+</div>
+        </div>
+
+        <div id="edrawings-left-bar"
+             class="edrawings-ui-main edrawings-tool-bar edrawings-ui-hide">
+            <div class="edrawings-bottom-centered-icons">
+                <div class="edrawings-arrow-wrapper">
+                    <div class="edrawings-arrow-up"></div>
+                </div>
+                <div class="edrawings-arrow-wrapper">
+                    <div class="edrawings-arrow-down"></div>
+                </div>
+                <div class="edrawings-tool-bar-content">
+                    <div id="edrawings-button-component-tree"
+                        class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-component-tree-icon edrawings-icon" 
+                         title="Components">
+                    </div>
+                    <div id="edrawings-button-sheet-tree"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-sheet-tree-icon edrawings-icon" 
+                         title="Sheets">
+                    </div>
+                    <div id="edrawings-button-layer-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-layer-icon edrawings-icon" 
+                         title="Layers">
+                    </div>
+                    <div id="edrawings-button-configurations"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-configurations-icon edrawings-icon"
+                         title="Configurations">
+                    </div>
+                    <div id="edrawings-button-explode"
+                         class="edrawings-tool-button bottom-button edrawings-icon-plugin edrawings-ui-hide edrawings-explode-icon edrawings-icon"
+                         title="Explode">
+                    </div>
+                    <div id="edrawings-button-section"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-section-icon edrawings-icon"
+                         title="Section Views">
+                    </div>
+                    <div id="edrawings-button-measure"
+                         class="edrawings-tool-button bottom-button edrawings-disabled-button edrawings-icon-plugin edrawings-ui-hide edrawings-measure-icon edrawings-icon"
+                         title="Measure">
+                    </div>
+                    <div id="edrawings-button-move"
+                         class="edrawings-tool-button bottom-button edrawings-icon-plugin edrawings-ui-hide edrawings-move-icon edrawings-icon"
+                         title="Move">
+                    </div>
+                    <div id="edrawings-button-annot-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-annot-icon edrawings-icon"
+                         title="Annotations">
+                    </div>
+                    <div id="edrawings-button-markup"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-markup-icon edrawings-icon"
+                         title="Markup">
+                    </div>
+                    <div id="edrawings-button-tables-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-table-icon edrawings-icon"
+                         title="Tables">
+                    </div>
+                    <div id="edrawings-button-debug"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-debug-icon edrawings-icon"
+                         title="Debug">
+                    </div>
+                </div>
+            </div>
+        </div>
+
+        <div id="edrawings-section-menu" class="edrawings-submenu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+            <div class="edrawings-menu-panel-wrapper">
+                <div id="edrawings-section-xy-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-xy-icon edrawings-icon" title="X/Y Plane">
+                </div>
+                <div id="edrawings-section-yz-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-yz-icon edrawings-icon" title="Y/Z Plane">
+                </div>
+
+                <div id="edrawings-section-xz-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-xz-icon edrawings-icon" title="X/Z Plane">
+                </div>
+
+                <div id="edrawings-section-flip-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-flip-icon edrawings-icon" title="Flip">
+                </div>
+
+                <div id="edrawings-section-normal-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-normal-to-icon edrawings-icon" title="View the from Section Plane">
+                </div>
+
+                <div id="edrawings-section-show-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-show-icon edrawings-icon" 
+                     style="display: none"
+                     title="Show Section Plane">
+                </div>
+
+                <hr />
+
+                <div id="edrawings-section-capping-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-capping-icon edrawings-icon" title="Enable Capping">
+                </div>
+            </div>
+            <div class="edrawings-menu-panel-arrow-collapse"></div>
+        </div>
+
+        <div id="edrawings-explode-menu" 
+             class="edrawings-submenu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div id="edrawings-explode-up" 
+         class="slide-bar-button edrawings-explode-up edrawings-bar-icon"
+         title="Explode Up">
+    </div>
+    <div id="edrawings-explode-slider"></div>
+    <div id="edrawings-explode-down" 
+         class="slide-bar-button edrawings-explode-down edrawings-bar-icon"
+         title="Explode Down">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-measure-panel" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Measure</div>
+        <div id="edrawings-measure-close"
+             class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon">
+        </div>
+    </div>
+    <div id="edrawings-measure-filters">
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-face-button" title="Select Face">
+            <div id="edrawings-measure-face-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-face-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-edge-button" title="Select Edge">
+            <div id="edrawings-measure-edge-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-edge-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-vertex-button" title="Select Vertex">
+            <div id="edrawings-measure-vertex-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-vertex-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button edrawings-measure-delta-button"
+             id="edrawings-measure-delta-button" title="XYZ Measurements">
+            <div id="edrawings-measure-delta-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-show-xyz-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button edrawings-measure-pickpoint-button"
+             id="edrawings-measure-pickpoint-button" title="Point-to-Point">
+            <div id="edrawings-measure-pickpoint-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-point-to-point-icon">
+            </div>
+        </div>
+    </div>
+    <div class="edrawings-measure-unit">
+        <div class="edrawings-measure-unit-item">
+            <label for="edrawings-measure-distant-unit" class="measure-unit-item-name">
+                Distance:
+            </label>
+            <select class="measure-unit-selector"
+                    id="edrawings-measure-distant-unit">
+                <option value="millimeter">Millimeters</option>
+                <option value="centimeter">Centimeters</option>
+                <option value="meter">Meters</option>
+                <option value="inch">Inches</option>
+                <option value="foot">Feet</option>
+                <option value="footAndInch">Feet and Inches</option>
+            </select>
+        </div>
+        <div class="edrawings-measure-unit-item">
+            <label for="edrawings-measure-angle-unit" class="measure-unit-item-name">
+                Angle:
+            </label>
+            <select class="measure-unit-selector"
+                    id="edrawings-measure-angle-unit">
+                <option value="degree">Degrees</option>
+                <option value="radian">Radians</option>
+            </select>
+        </div>
+    </div>
+    <div id="edrawings-measure-submenu-list" class="edrawings-measure-messages">
+    </div>
+    <div class="edrawings-measure-messages">
+        <span id="edrawings-measure-result">
+        </span>
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse"></div>
+        </div>
+
+        <div id="edrawings-markup-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-component-tree-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title edrawings-comp-count">Components</div>
+        <div id="edrawings-component-tree-setting" class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon"></div>
+        <div id="edrawings-component-tree-close" class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-menu-search">
+        <input id="edrawings-search-component-input" class="edrawings-menu-search-input" placeholder="Enter text to filter list">
+        <div id="component-search-cancel" class="edrawings-menu-search-cancel edrawings-search-cancel-icon"></div>
+    </div>
+    <div id="edrawings-component-tree-list" class="edrawings-submenu-list">
+    </div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-debug-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-sheet-tree-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Sheets</div>
+        <div id="edrawings-sheet-tree-setting"
+             class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon">
+        </div>
+        <div id="edrawings-sheet-tree-close"
+             class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon">
+        </div>
+    </div>
+    <div id="edrawings-sheet-tree-list" class="edrawings-submenu-list"></div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-layer-control-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Layers</div>
+        <div id="edrawings-layer-control-setting" class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon"></div>
+        <div id="edrawings-layer-control-close" class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div id="edrawings-layer-control-all" class="edrawings-submenu-list">
+    </div>
+    <div id="edrawings-layer-control-list" class="edrawings-submenu-list">
+    </div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-annot-control-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-tables-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-hud-view-settings-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide"
+             style="top: 57px; left: 1365px">
+            <table class="edrawings-hud-menu-table">
+                <tbody>
+                    <tr>
+                        <td>
+                            <div id="edrawings-button-view-ambient-occlusion"
+                                 class="hud-menu-button edrawings-view-ambient-occl-icon edrawings-icon" title="Ambient Occlusion">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td>
+                            <div id="edrawings-button-view-perspective"
+                                 class="hud-menu-button edrawings-view-perspective-icon edrawings-icon" title="Perspective">
+                            </div>
+                        </td>
+                    </tr>
+                </tbody>
+            </table>
+        </div>
+
+        <div id="edrawings-hud-view-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <table class="edrawings-hud-menu-table">
+                <tr>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-top"
+                             class="hud-menu-button hover-active-button edrawings-icon edrawings-view-top-icon"
+                              title="Top">
+                        </div>
+                    </td>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-iso"
+                             class="hud-menu-button hover-active-button edrawings-view-iso-icon edrawings-icon"
+                             title="Isometric">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-view-left"
+                             class="hud-menu-button hover-active-button edrawings-view-left-icon edrawings-icon"
+                             title="Left">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-front"
+                             class="hud-menu-button hover-active-button edrawings-view-front-icon edrawings-icon"
+                             title="Front">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-right"
+                             class="hud-menu-button hover-active-button edrawings-view-right-icon edrawings-icon"
+                             title="Right">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-back"
+                             class="hud-menu-button hover-active-button edrawings-view-back-icon edrawings-icon"
+                             title="Back">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-bottom"
+                             class="hud-menu-button hover-active-button edrawings-view-bottom-icon edrawings-icon"
+                             title="Bottom">
+                        </div>
+                    </td>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-face-normal-button"
+                             class="hud-menu-button hover-active-button edrawings-view-face-normal-icon edrawings-icon edrawings-inactive"
+                             title="View from Selected Face">
+                        </div>
+                    </td>
+                </tr>
+            </table>
+        </div>
+        <div id="edrawings-hud-shaded-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <table class="edrawings-hud-menu-table">
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-full"
+                             class="hud-menu-button edrawings-shaded-icon edrawings-icon"
+                             title="Shaded With Edges">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-noedges"
+                             class="hud-menu-button edrawings-shaded-noedges-icon edraings-icon"
+                             title="Shaded">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-hlrr"
+                             class="hud-menu-button edrawings-hlrr-icon edrawings-icon"
+                             title="Hidden Lines Removed">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-hlrv"
+                             class="hud-menu-button edrawings-hlrv-icon edrawings-icon"
+                             title="Hidden Lines Visible">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-wireframe"
+                             class="hud-menu-button edrawings-wireframe-icon edrawings-icon"
+                             title="Wireframe">
+                        </div>
+                    </td>
+                </tr>
+            </table>
+        </div>
+
+        <div id="edrawings-hud-help-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <div id="edrawings-hud-help-close" class="edrawings-hud-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+            <div class="edrawings-help-grid">
+                <table class="edrawings-help-table">
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-refresh-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-leftmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-single-swipe-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-pan-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-rightmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-double-swipe-icon edrawings-icons edrawings-help-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-zoom-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-scrollmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-spread-icon edrawings-help-icon edrawings-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-zoomtofit-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-doubleclickmouse-icon edrawings-icon edrawingshelp-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-doubletap-icon edrawings-help-icon edrawings-icon">
+                            </div>
+                        </td>
+                    </tr>
+                </table>
+            </div>
+            <div id="edrawings-version"></div>
+        </div>
+
+        <div id="edrawings-configurations-menu" class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title"></div>
+        <div class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-submenu-list">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide "></div>
+        </div>
+
+        <div id="edrawings-config-navigation" class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title"></div>
+        <div class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-submenu-list">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide "></div>
+        </div>
+
+
+        <ul id="edrawings-shortcut-menu" class="edrawings-common-panel-props edrawings-ui-hide"></ul>
+
+        <div id="edrawings-dialog-panel" class="edrawings-dialog-panel">
+<div id="edrawings-dialog-panel-text">
+</div> 
+        </div>
+
+        <div id="viewerContainer">
+            <div id="edrawings-canvas"></div>
+        </div>
+
+        <div class="edrawings-ticker-wrapper edrawings-ui-hide">
+            <div class="edrawings-ticker"></div>
+        </div>
+    </div>
+
+    <div id="WaitBanner">
+        <div id="spin" class="edrawings-loading-spin">
+        </div>
+        <div class="edrawings-loading-logo-dark-text edrawings-logo-text-icon">
+        </div>
+    </div>
+
+    <div id="edrawings-file">
+    </div>
+
+    <div id="edrawings-fileopen-background" class="edrawings-ui-hide">
+    </div>
+
+    <div id="TimeoutBanner" class="edrawings-ui-hide"
+         style="margin-top: -65%">
+        <table style="width: 100%; height: 100%">
+            <tr style="vertical-align: central">
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+g=c.get("Guid");if(void 0!==g&&(this._topic.guid=g,this._topic.topicType=c.get("TopicType")||c.get("Status"),this._topic.topicStatus=c.get("TopicStatus")||c.get("VerbalStatus"),b=b.firstElementChild,null!==b))for(;null!==b;){var a=b.localName;if(null===a)break;c=this._getChildData(b);g=this._getElementAttributes(b);switch(a){case "BimSnippet":void 0===this._topic.bimSnippets&&(this._topic.bimSnippets=[]);a=c.get("Reference");var k=g.get("SnippetType");void 0!==a&&void 0!==k&&(a={snippetType:k,reference:a},
+g.get("isExternal")&&(a.isExternal="true"===g.get("isExternal")),c.get("ReferenceSchema")&&(a.referenceSchema=c.get("ReferenceSchema")),this._topic.bimSnippets.push(a));break;case "DocumentReference":void 0===this._topic.documentReferences&&(this._topic.documentReferences=[]);g={};c.get("Guid")&&(g.guid=c.get("Guid"));c.get("isExternal")&&(g.isExternal="true"===c.get("isExternal"));c.get("Description")&&(g.description=c.get("Description"));c.get("ReferencedDocument")&&(g.referencedDocument=c.get("ReferencedDocument"));
+this._topic.documentReferences.push(g);break;case "RelatedTopic":void 0===this._topic.relatedTopics&&(this._topic.relatedTopics=[]);c=c.get("Guid");void 0!==c&&this._topic.relatedTopics.push({guid:c});break;case "ReferenceLink":b.textContent&&(this._topic.referenceLink=b.textContent);break;case "Title":b.textContent&&(this._topic.title=b.textContent);break;case "Priority":b.textContent&&(this._topic.priority=b.textContent);break;case "Index":b.textContent&&(this._topic.index=parseInt(b.textContent,
+10));break;case "Labels":b.textContent&&(void 0===this._topic.labels&&(this._topic.labels=[]),this._topic.labels.push(b.textContent));break;case "CreationDate":b.textContent&&(this._topic.creationDate=new Date(b.textContent));break;case "CreationAuthor":b.textContent&&(this._topic.creationAuthor=b.textContent);break;case "ModifiedDate":b.textContent&&(this._topic.modifiedDate=new Date(b.textContent));break;case "ModifiedAuthor":b.textContent&&(this._topic.modifiedAuthor=b.textContent);break;case "DueDate":b.textContent&&
+(this._topic.dueDate=new Date(b.textContent));break;case "AssignedTo":b.textContent&&(this._topic.assignedTo=b.textContent);break;case "Description":b.textContent&&(this._topic.description=b.textContent);break;case "Stage":b.textContent&&(this._topic.stage=b.textContent)}b=b.nextElementSibling}};n.prototype._parseComment=function(b){var c=new Date,g="",a="",k,e=this._getElementAttributes(b).get("Guid");if(e){b=b.firstElementChild;if(null!==b)for(;null!==b;){var d=b.localName;if(null===d)break;switch(d){case "Date":b.textContent&&
+(c=new Date(b.textContent));break;case "Author":b.textContent&&(g=b.textContent);break;case "Comment":b.textContent&&(a=b.textContent);break;case "Viewpoint":var n=this._getElementAttributes(b).get("Guid");break;case "ModifiedDate":b.textContent&&(k=new Date(b.textContent));break;case "ModifiedAuthor":if(b.textContent)var f=b.textContent}b=b.nextElementSibling}c=new l(e,c,g,a,n,k,f);this._comments.set(e,c)}};n.prototype._parseViewpoint=function(b){var c=this._getElementAttributes(b).get("Guid");if(void 0!==
+c){var g=this._getChildData(b);b=g.get("Viewpoint");var a=g.get("Snapshot");g=g.get("Index");this.addViewpoint(c,b,a,g)}};n.prototype.addViewpoint=function(b,c,g,a){this._viewpoints.set(b,new k(b,c,g,a))};n.prototype._getChildData=function(b){var c=new Map;for(b=b.firstElementChild;null!==b;){var g=b.localName,a=null;null===b.firstElementChild&&(a=b.textContent);null!==g&&null!==a&&c.set(g,a);b=b.nextElementSibling}return c};n.prototype._getElementAttributes=function(b){b=b.attributes;for(var c=new Map,
+g=0;g<b.length;++g){var a=b[g];c.set(a.name,a.value)}return c};return n}();d.BCFMarkup=n})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,e){this._filename=a;this._data=e}d.createFromImage=function(a,e){e=d.snapshotDataFromImage(e);return new d(a,e)};d.prototype.getFilename=function(){return this._filename};d.prototype.getData=function(){return this._data};d.prototype.getUrl=function(){var a=new Blob([this._data],{type:"image/png"});return URL.createObjectURL(a,{oneTimeOnly:!0})};d.snapshotDataFromImage=function(a){return d._convertDataURIToBinary(a.src)};d._convertDataURIToBinary=function(a){var e=
+a.indexOf(";base64,")+8;a=window.atob(a.substring(e));e=new Uint8Array(a.length);for(var c=0;c<a.length;c++){var b=a[c].charCodeAt(0);e[c]=b}return e};return d}();d.BCFSnapshot=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e,c,b){this._viewpointMap=new Map;this._snapshotMap=new Map;this._viewer=b;this._topicId=c;this._bcfDataId=a;this._bcfFilename=e}f.createTopic=function(a,e,c,b,g){void 0===g&&(g=null);return __awaiter(this,void 0,void 0,function(){var k,l,n,m,p,q,h,u,t;return __generator(this,function(r){switch(r.label){case 0:return k=d.UUID.create(),l=new f(e,c,k,a),n=l.addMarkup("markup.bcf",null),n.setTopicTitle(b),m="viewpoint.bcfv",[4,d.BCFViewpoint.createViewpoint(a,
+m,g)];case 1:return p=r.sent(),l.setViewpoint(m,p),q="snapshot.png",(u=null!==g?g.getSnapshotImage():null)?[3,3]:[4,a.takeSnapshot()];case 2:u=r.sent(),r.label=3;case 3:return h=u,t=d.BCFSnapshot.createFromImage(q,h),l.setSnapshot(q,t),[2,l]}})})};f.prototype.getTopicId=function(){return this._topicId};f.prototype.addMarkup=function(a,e){return this._markup=new d.BCFMarkup(a,e,this)};f.prototype.getMarkup=function(){return this._markup};f.prototype.addViewpoint=function(a,e,c,b,g){e=new d.BCFViewpoint(a,
+e,c,b,g,this._viewer);this.setViewpoint(a,e);return e};f.prototype.setViewpoint=function(a,e){this._viewpointMap.set(a,e)};f.prototype.getViewpointMap=function(){return this._viewpointMap};f.prototype.getViewpoint=function(a){return this._viewpointMap.get(a)||null};f.prototype.addSnapshot=function(a,e){e=new d.BCFSnapshot(a,e);this.setSnapshot(a,e)};f.prototype.setSnapshot=function(a,e){this._snapshotMap.set(a,e)};f.prototype.getSnapshotMap=function(){return this._snapshotMap};f.prototype.getSnapshot=
+function(a){return this._snapshotMap.get(this._massageSnapshotFilename(a))||null};f.prototype._massageSnapshotFilename=function(a){if("viewpoint.bcfv"===a)return"snapshot.png";var e=a.split(".");return"bcfv"===e[1]?e[0]+".png":a};return f}();d.BCFTopic=h})(Communicator||(Communicator={}));
+(function(d){function h(b){return b?"true":"false"}function f(b,c){b=b.createElement("Component");b.setAttribute("IfcGuid",c.ifcGuid);c.originatingSystem&&b.setAttribute("OriginatingSystem",c.originatingSystem);c.authoringToolId&&b.setAttribute("AuthoringToolId",c.authoringToolId);return b}function a(b){return 1===b.length?"0"+b:b}function e(b,c){c=c?a(Math.round(c).toString(16)):"";var g=a(Math.round(b.r).toString(16)),k=a(Math.round(b.g).toString(16));b=a(Math.round(b.b).toString(16));return""+
+c+g+k+b}function c(b,c,a){var g=b.createElement("X"),k=b.createElement("Y");b=b.createElement("Z");g.innerHTML=a.x.toString();k.innerHTML=a.y.toString();b.innerHTML=a.z.toString();c.appendChild(g);c.appendChild(k);c.appendChild(b)}var b=function(){function b(b,c,g,a,e,f){this._version=d.BCFVersion.Unknown;this._components={};this._lines=[];this._clippingPlanes=[];this._viewer=f;this._filename=b;this._version=g;this._modelBounding=a;this._unitScale=1E3/e;this._parseDocument(c)}b.createViewpoint=function(c,
+g,a){void 0===a&&(a=null);return __awaiter(this,void 0,void 0,function(){var k,e,l,n,f,h,v,w,z,x,y,A,B,D,C,E;return __generator(this,function(m){switch(m.label){case 0:return k=function(b){var c=[];b.forEach(function(b){for(var g=null;null!==b&&null===g;)g=e.getNodeGenericId(b),b=e.getNodeParent(b);null!==g&&c.push(g)});return c},e=c.model,l=e.getAbsoluteRootNode(),[4,c.model.getVisibilityState(l)];case 1:return n=m.sent(),[4,e.getNodeColorMap(l,d.ElementType.Faces)];case 2:return f=m.sent(),[4,e.getModelBounding(!0,
+!1)];case 3:return h=m.sent(),v=e.getNodeUnitMultiplier(l),w=new b(g,null,d.BCFVersion.v2_1,h,v,c),w.setDefaultVisibility(n.defaultVisibility),z=n.visibilityExceptions,x=[],z.forEach(function(b){x.push(b)}),y=k(x),w.setVisibilityExceptions(y),A=c.selectionManager.getResults(),B=A.map(function(b){return b.getNodeId()}),D=k(B),w.setSelection(D),C=new Map,0<f.size&&f.forEach(function(b,c){c=e.getNodeGenericId(c);if(null!==c){var g=C.get(b);void 0===g&&(g=new Set,C.set(b,g));g.add(c)}}),w.setColors(C),
+w.setCamera(c.view.getCamera()),null!==a&&(E=b._markupRedlineToBcf(a.getMarkup(),c.view),w.setLines(E)),[2,w]}})})};b._markupRedlineToBcf=function(b,c){var g=function(b){b=c.projectPoint(b);return c.unprojectPoint(d.Point2.fromPoint3(b),0)},a=function(b,c,g){for(var a=2*Math.PI/g,k=[],e=0;e<=g;e++){var l=e*a;k.push(new d.Point2(b.x+Math.cos(l)*c,b.y+Math.sin(l)*c))}return k},k=function(b){for(var c=0;c<b.length-1;++c){var g=b[c],a=b[c+1];null!==g&&null!==a&&(g=[g.copy().scale(.001),a.copy().scale(.001)],
+l.push(g))}},e=function(b){for(var c=0;c<b.length;++c){var g=b[c],a=b[(c+1)%b.length];null!==g&&null!==a&&(g=[g.copy().scale(.001),a.copy().scale(.001)],l.push(g))}},l=[];b.forEach(function(b){if(b instanceof d.Markup.Redline.RedlinePolyline){var l=b.getPoints().map(g);k(l)}else if(b instanceof d.Markup.Redline.RedlineCircle){l=b.getCenter();var n=b.getRadiusPoint();b=d.Point2.fromPoint3(c.projectPoint(l));l=d.Point2.fromPoint3(c.projectPoint(n));l=d.Point2.subtract(l,b).length();l=a(b,l,40).map(function(b){return c.unprojectPoint(b,
+0)});e(l)}else b instanceof d.Markup.Redline.RedlineRectangle&&(l=b.getPoint1(),n=b.getPoint2(),b=d.Point2.fromPoint3(c.projectPoint(l)),n=d.Point2.fromPoint3(c.projectPoint(n)),l=[],l.push(c.unprojectPoint(b,0)),l.push(c.unprojectPoint(new d.Point2(b.x,n.y),0)),l.push(c.unprojectPoint(n,0)),l.push(c.unprojectPoint(new d.Point2(n.x,b.y),0)),e(l))});return l};b.prototype._parseDocument=function(b){if(null!==b){b=b.documentElement;var c=b.attributes.getNamedItem("Guid");null!==c&&(this._viewpointGuid=
+c.value);for(b=b.firstElementChild;null!==b;){c=b.localName;if(null===c)break;switch(c){case "Components":this._version>=d.BCFVersion.v2_1?this._parseComponents(b):this._parseComponentsV2_0(b);break;case "OrthogonalCamera":this._parseOrthogonalCamera(b);break;case "PerspectiveCamera":this._parsePerspectiveCamera(b);break;case "Lines":this._parseLines(b);break;case "ClippingPlanes":this._parseClippingPlanes(b)}b=b.nextElementSibling}}};b.prototype._exportComponents=function(b){var c=b.createElement("Components"),
+g=b.createElement("ViewSetupHints"),a=this._components.viewSetupHints;a&&(c.setAttribute("SpacesVisible",h(a.spacesVisible)),c.setAttribute("SpaceBoundariesVisible",h(a.spaceBoundariesVisible)),c.setAttribute("OpeningsVisible",h(a.openingsVisible)));c.appendChild(g);var k=b.createElement("Selection");(g=this._components.selection)&&g.forEach(function(c){k.appendChild(f(b,c))});c.appendChild(k);g=b.createElement("Visibility");a=this._components.defaultVisibility;var d=this._components.visibilityExceptions;
+if(void 0!==a&&void 0!==d){g.setAttribute("DefaultVisibility",h(a));var r=b.createElement("Exceptions");d.forEach(function(c){r.appendChild(f(b,c))});g.appendChild(r)}c.appendChild(g);var u=b.createElement("Coloring");(g=this._components.coloring)&&g.forEach(function(c){var g=b.createElement("Color");g.setAttribute("Color",e(c.color,c.alpha));c.components.forEach(function(c){g.appendChild(f(b,c))});u.appendChild(g)});c.appendChild(u);return c};b.prototype._exportOrthogonalCamera=function(b,g){var a=
+b.createElement("OrthogonalCamera"),k=b.createElement("CameraViewPoint"),e=b.createElement("CameraViewPoint"),d=b.createElement("CameraViewPoint");c(b,k,g.cameraViewPoint);c(b,e,g.cameraDirection);c(b,d,g.cameraUpVector);b=b.createElement("ViewToWorldScale");b.innerHTML=g.viewToWorldScale.toString();a.appendChild(k);a.appendChild(e);a.appendChild(d);a.appendChild(b);return a};b.prototype._exportPerspectiveCamera=function(b,g){var a=b.createElement("PerspectiveCamera"),k=b.createElement("CameraViewPoint"),
+e=b.createElement("CameraViewPoint"),d=b.createElement("CameraViewPoint");c(b,k,g.cameraViewPoint);c(b,e,g.cameraDirection);c(b,d,g.cameraUpVector);b=b.createElement("FieldOfView");b.innerHTML=g.fieldOfView.toString();a.appendChild(k);a.appendChild(e);a.appendChild(d);a.appendChild(b);return a};b.prototype._exportLines=function(b){var g=b.createElement("Lines");this._lines.forEach(function(a){var k=b.createElement("Line"),e=b.createElement("StartPoint"),d=b.createElement("EndPoint");c(b,e,a.startPoint);
+c(b,d,a.endPoint);k.appendChild(e);k.appendChild(d);g.appendChild(k)});return g};b.prototype._exportClippingPlanes=function(b){var g=b.createElement("ClippingPlanes");this._clippingPlanes.forEach(function(a){var k=b.createElement("ClippingPlane"),e=b.createElement("Location"),d=b.createElement("Direction");c(b,e,a.location);c(b,d,a.direction);k.appendChild(e);k.appendChild(d);g.appendChild(k)});return g};b.prototype.export=function(){var b=document.implementation.createDocument("","",null),c=b.createElement("VisualizationInfo");
+c.appendChild(this._exportComponents(b));void 0!==this._viewpointGuid&&c.setAttribute("Guid",this._viewpointGuid);this._orthogonalCamera?c.appendChild(this._exportOrthogonalCamera(b,this._orthogonalCamera)):this._perspectiveCamera&&c.appendChild(this._exportPerspectiveCamera(b,this._perspectiveCamera));0<this._lines.length&&c.appendChild(this._exportLines(b));0<this._clippingPlanes.length&&c.appendChild(this._exportClippingPlanes(b));b.appendChild(c);return b};b.prototype.activate=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._activateCamera(),[4,this._activateComponentsVisibility()];case 1:return b.sent(),[4,this._activateMarkup()];case 2:return b.sent(),[4,this._activateCuttingPlanes()];case 3:return b.sent(),this._activateSelected(),[4,this._activateColors()];case 4:return b.sent(),[2]}})})};b.prototype._activateCamera=function(){var b=this.getCamera();null!==b&&this._viewer.view.setCamera(b,800)};b.prototype._activateComponentsVisibility=
+function(){return __awaiter(this,void 0,void 0,function(){var b,c,g;return __generator(this,function(a){switch(a.label){case 0:return b=this._viewer.model,c=this._getDefaultVisibility(),g=b.getNodeIdsByGenericIds(this.getVisibilityExceptions()),g.length?[4,b.setNodesVisibility([-2],c)]:[3,3];case 1:return a.sent(),[4,b.setNodesVisibility(g,!c)];case 2:return a.sent(),[3,5];case 3:return[4,b.reset()];case 4:a.sent(),a.label=5;case 5:return[2]}})})};b.prototype._activateMarkup=function(){return __awaiter(this,
+void 0,void 0,function(){var b,c,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.lineManager,[4,b.removeAllLines()];case 1:k.sent();c=[];for(g=0;g<this._lines.length;++g)a=this._lines[g],e=new d.Markup.Line.LineMarkup(this._viewer,a.startPoint.copy().scale(1E3),a.endPoint.copy().scale(1E3)),c.push(b.addLine(e));return[4,Promise.all(c)];case 2:return k.sent(),[2]}})})};b.prototype._activateCuttingPlanes=function(){return __awaiter(this,void 0,void 0,function(){var b,
+c,g,a,e,f,h,u,t,v;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.model,[4,b.getModelBounding(!0,!1)];case 1:return c=k.sent(),g=this._viewer.cuttingManager,[4,g.deactivateCuttingSections(!0)];case 2:k.sent(),a=0,k.label=3;case 3:if(!(a<this._clippingPlanes.length))return[3,7];e=g.getCuttingSection(a);return[4,e.clear()];case 4:return k.sent(),f=this._clippingPlanes[a],h=f.location.copy().scale(1E3),u=f.direction.normalize(),t=d.Plane.createFromPointAndNormal(h,u),
+v=g.createReferenceGeometryFromFaceNormal(u,h,c),[4,e.addPlane(t,v)];case 5:k.sent(),k.label=6;case 6:return++a,[3,3];case 7:return[4,g.activateCuttingSections()];case 8:return k.sent(),[2]}})})};b.prototype._activateSelected=function(){var b=this._getGenericIdsFromComponents(this._components.selection);if(b){b=this._viewer.model.getNodeIdsByGenericIds(b);this._viewer.selectionManager.clear();for(var c=0;c<b.length;++c)this._viewer.selectionManager.selectNode(b[c],d.SelectionMode.Add)}};b.prototype._activateColors=
+function(){return __awaiter(this,void 0,void 0,function(){var b,c,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.model,[4,b.resetNodesColor()];case 1:k.sent();if(void 0===this._components.coloring)return[3,3];c=new Map;g=function(g){var k=a._components.coloring[g];g=a._getGenericIdsFromComponents(k.components);b.getNodeIdsByGenericIds(g).forEach(function(b){c.set(b,k.color)})};a=this;for(e=0;e<this._components.coloring.length;++e)g(e);return[4,this._viewer.model.setNodesColors(c)];
+case 2:k.sent(),k.label=3;case 3:return[2]}})})};b.prototype.getFilename=function(){return this._filename};b.prototype.getViewpointGuid=function(){return this._viewpointGuid||null};b.prototype._fromBCFPerspectiveCamera=function(b,c){var g=new d.Camera;g.setProjection(d.Projection.Perspective);var a=b.cameraViewPoint.copy().scale(this._unitScale);c=b.cameraDirection.copy().normalize().scale(c);c=d.Point3.add(a,c);var k=b.cameraUpVector.copy().normalize();g.setPosition(a);g.setTarget(c);g.setUp(k);
+b=d.Util.degreesToRadians(b.fieldOfView);b=Math.tan(b/2);b*=2*d.Point3.subtract(g.getTarget(),g.getPosition()).length();g.setWidth(b);g.setHeight(b);return g};b.prototype._fromBCFOrthogonalCamera=function(b,c){var g=new d.Camera;g.setProjection(d.Projection.Orthographic);var a=b.cameraViewPoint.copy().scale(this._unitScale);c=b.cameraDirection.copy().normalize().scale(c);c=d.Point3.add(a,c);var k=b.cameraUpVector.copy().normalize();g.setPosition(a);g.setTarget(c);g.setUp(k);b=b.viewToWorldScale*this._unitScale*
+2;g.setWidth(b);g.setHeight(b);return g};b.prototype.getCamera=function(){var b=this._modelBounding.extents().length();return this._perspectiveCamera?this._fromBCFPerspectiveCamera(this._perspectiveCamera,b/40):this._orthogonalCamera?this._fromBCFOrthogonalCamera(this._orthogonalCamera,b):null};b.prototype.setCamera=function(b){b.getProjection()===d.Projection.Perspective?(this._perspectiveCamera=this._toBCFPerspectiveCamera(b),this._orthogonalCamera=void 0):(this._orthogonalCamera=this._toBCFOrthogonalCamera(b),
+this._perspectiveCamera=void 0)};b.prototype._toBCFOrthogonalCamera=function(b){var c=b.getPosition(),g=b.getTarget();g=d.Point3.subtract(g,c).normalize();var a=b.getUp().normalize();c=c.copy().scale(1/this._unitScale);b=b.getWidth()/(2*this._unitScale);return{cameraDirection:g,cameraUpVector:a,cameraViewPoint:c,viewToWorldScale:b}};b.prototype._toBCFPerspectiveCamera=function(b){var c=b.getPosition(),g=b.getTarget();g=d.Point3.subtract(g,c).normalize();var a=b.getUp().normalize();c=c.copy().scale(1/
+this._unitScale);var k=b.getWidth();b=d.Point3.subtract(b.getTarget(),b.getPosition()).length();b=d.Util.radiansToDegrees(2*Math.atan(k/(2*b)));return{cameraDirection:g,cameraUpVector:a,cameraViewPoint:c,fieldOfView:b}};b.prototype.setDefaultVisibility=function(b){this._components.defaultVisibility=b};b.prototype._getDefaultVisibility=function(){return void 0!==this._components.defaultVisibility?this._components.defaultVisibility:!0};b.prototype.setVisibilityExceptions=function(b){b=b.map(function(b){return{ifcGuid:b}});
+this._components.visibilityExceptions=b};b.prototype.getVisibilityExceptions=function(){return this._getGenericIdsFromComponents(this._components.visibilityExceptions)};b.prototype.setColors=function(b){var c=[];b.forEach(function(b,g){var a=[];b.forEach(function(b){a.push({ifcGuid:b})});c.push({color:g,components:a})});this._components.coloring=c};b.prototype.getColors=function(){var b=new Map,c=this._components.coloring;void 0!==c&&c.forEach(function(c){var g=c.color.copy(),a=new Set;c.components.map(function(b){a.add(b.ifcGuid)});
+b.set(g,a)});return b};b.prototype.setLines=function(b){var c=this;this._lines=[];b.forEach(function(b){b={startPoint:b[0].copy(),endPoint:b[1].copy()};c._lines.push(b)})};b.prototype.getLines=function(){var b=[];this._lines.forEach(function(c){b.push([c.startPoint.copy(),c.endPoint.copy()])});return b};b.prototype.setClippingPlanes=function(b){var c=this;this._clippingPlanes=[];b.forEach(function(b){b={location:b[0].copy(),direction:b[1].copy()};c._clippingPlanes.push(b)})};b.prototype.getClippingPlanes=
+function(){var b=[];this._clippingPlanes.forEach(function(c){b.push([c.location.copy(),c.direction.copy()])});return b};b.prototype.setSelection=function(b){b=b.map(function(b){return{ifcGuid:b}});this._components.selection=b};b.prototype.getSelection=function(){var b=[],c=this._components.selection;void 0!==c&&c.forEach(function(c){b.push(c.ifcGuid)});return b};b.prototype._getGenericIdsFromComponents=function(b){if(!b)return[];for(var c=[],g=0;g<b.length;++g)c.push(b[g].ifcGuid);return c};b.prototype._parseComponentsV2_0=
+function(b){console.assert(this._version<=d.BCFVersion.v2_0);var c=[],g=[],a=[],k=!0;for(b=b.firstElementChild;null!==b;){var e=b.localName;if(null===e)break;switch(e){case "Component":var f=b.attributes,h=f.getNamedItem("IfcGuid");e=f.getNamedItem("Selected");var t=f.getNamedItem("Visible");f=f.getNamedItem("Color");null!==h&&h.value&&(h={ifcGuid:h.value},null!==e&&"true"===e.value&&c.push(h),k=!1,null!==t&&"false"===t.value||g.push(h),null!==f&&f.value&&a.push(this._colorFromArgb(f.value,[h])))}b=
+b.nextElementSibling}this._components={defaultVisibility:k,selection:c,visibilityExceptions:g,coloring:a}};b.prototype._parseComponents=function(b){console.assert(this._version>=d.BCFVersion.v2_1);b=b.firstElementChild;for(var c={spacesVisible:!1,spaceBoundariesVisible:!1,openingsVisible:!1},g=[],a=!0,k=[],e=[];null!==b;){var f=b.localName;if(null===f)break;var h=b.attributes;switch(f){case "ViewSetupHints":f=h.getNamedItem("SpacesVisible");var t=h.getNamedItem("SpaceBoundariesVisible");h=h.getNamedItem("OpeningsVisible");
+null!==f&&(c.spacesVisible="true"===f.value);null!==t&&(c.spaceBoundariesVisible="true"===t.value);null!==h&&(c.openingsVisible="true"===h.value);break;case "Selection":g=this._getComponents(b);break;case "Visibility":(h=h.getNamedItem("DefaultVisibility"))&&(a="true"===h.value);h=b.firstElementChild;null!==h&&(k=this._getComponents(h));break;case "Coloring":e=this._getColoring(b)}b=b.nextElementSibling}this._components={viewSetupHints:c,selection:g,defaultVisibility:a,visibilityExceptions:k,coloring:e}};
+b.prototype._getCameraData=function(b){var c=[];for(b=b.firstElementChild;null!==b;)switch(b.nodeName){case "FieldOfView":case "ViewToWorldScale":b=b.textContent;null!==b&&c.push(parseFloat(b));b=null;break;default:c.push(this._getPoint(b)),b=b.nextElementSibling}return c};b.prototype._parseOrthogonalCamera=function(b){b=this._getCameraData(b);4===b.length&&(this._orthogonalCamera={cameraViewPoint:b[0],cameraDirection:b[1],cameraUpVector:b[2],viewToWorldScale:b[3]})};b.prototype._parsePerspectiveCamera=
+function(b){b=this._getCameraData(b);4===b.length&&(this._perspectiveCamera={cameraViewPoint:b[0],cameraDirection:b[1],cameraUpVector:b[2],fieldOfView:b[3]})};b.prototype._parseLines=function(b){for(b=b.firstElementChild;null!==b;)this._lines.push(this._getLine(b)),b=b.nextElementSibling};b.prototype._parseClippingPlanes=function(b){for(b=b.firstElementChild;null!==b;)this._clippingPlanes.push(this._getClippingPlane(b)),b=b.nextElementSibling};b.prototype._getClippingPlane=function(b){b=b.firstElementChild;
+var c=d.Point3.zero(),g=d.Point3.zero();null!==b&&(c=this._getPoint(b),b=b.nextElementSibling,null!==b&&(g=this._getPoint(b)));return{location:c,direction:g}};b.prototype._getLine=function(b){b=b.firstElementChild;var c=d.Point3.zero(),g=d.Point3.zero();null!==b&&(c=this._getPoint(b),b=b.nextElementSibling,null!==b&&(g=this._getPoint(b)));return{startPoint:c,endPoint:g}};b.prototype._getPoint=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.firstChild;null!==g&&c.push(parseFloat(g.wholeText));
+b=b.nextElementSibling}console.assert(3===c.length);return new d.Point3(c[0],c[1],c[2])};b.prototype._colorFromArgb=function(b,c){c={color:d.Color.black(),components:c};for(var g=[],a=0;a<b.length;a+=2){var k=b.substr(a,2);g.push(parseInt(k,16))}3===g.length?c.color.set(g[0],g[1],g[2]):4===g.length&&(c.alpha=g[0],c.color.set(g[1],g[2],g[3]));return c};b.prototype._getColoring=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.attributes.getNamedItem("Color"),a=this._getComponents(b);
+g&&a.length&&c.push(this._colorFromArgb(g.value,a));b=b.nextElementSibling}return c};b.prototype._getComponents=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.attributes,a=g.getNamedItem("IfcGuid"),k=g.getNamedItem("OriginatingSystem");g=g.getNamedItem("AuthoringToolId");null!==a&&(a={ifcGuid:a.value},null!==k&&(a.originatingSystem=k.value),null!==g&&(a.authoringToolId=g.value),c.push(a));b=b.nextElementSibling}return c};return b}();d.BCFViewpoint=b})(Communicator||(Communicator=
+{}));
+(function(d){var h=function(){function d(a,e,c){this.x=a;this.y=e;this.z=c}d.prototype.assign=function(a){this.x=a.x;this.y=a.y;this.z=a.z;return this};d.prototype.set=function(a,e,c){this.x=a;this.y=e;this.z=c;return this};d.prototype.toArray=function(a){a[0]=this.x;a[1]=this.y;a[2]=this.z};d.prototype.fromArray=function(a){this.x=a[0];this.y=a[1];this.z=a[2];return this};d.prototype.add=function(a){this.x+=a.x;this.y+=a.y;this.z+=a.z;return this};d.prototype.subtract=function(a){this.x-=a.x;this.y-=
+a.y;this.z-=a.z;return this};d.prototype.copy=function(){return new d(this.x,this.y,this.z)};d.fromJson=function(a){return new d(a.x,a.y,a.z)};d.construct=function(a){return d.fromJson(a)};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{x:this.x,y:this.y,z:this.z}};d.prototype.forJson=function(){return this.toJson()};d.prototype.equals=function(a){return this.x===a.x&&this.y===a.y&&this.z===a.z};d.prototype.equalsWithTolerance=function(a,e){return this.x-
+a.x<e&&this.x-a.x>-e&&this.y-a.y<e&&this.y-a.y>-e&&this.z-a.z<e&&this.z-a.z>-e};d.prototype.isAxis=function(){return 1===Math.abs(this.x)&&0===this.y&&0===this.z||0===this.x&&1===Math.abs(this.y)&&0===this.z||0===this.x&&0===this.y&&1===Math.abs(this.z)};d.prototype.length=function(){return Math.sqrt(this.squaredLength())};d.prototype.squaredLength=function(){return this.x*this.x+this.y*this.y+this.z*this.z};d.prototype.scale=function(a){this.x*=a;this.y*=a;this.z*=a;return this};d.prototype.normalize=
+function(){return this.scale(1/this.length())};d.prototype.negate=function(){this.x=-this.x;this.y=-this.y;this.z=-this.z;return this};d.zero=function(){return new d(0,0,0)};d.add=function(a,e){return new d(a.x+e.x,a.y+e.y,a.z+e.z)};d.subtract=function(a,e){return new d(a.x-e.x,a.y-e.y,a.z-e.z)};d.dot=function(a,e){return a.x*e.x+a.y*e.y+a.z*e.z};d.cross=function(a,e){return new d(a.y*e.z-a.z*e.y,a.z*e.x-a.x*e.z,a.x*e.y-a.y*e.x)};d.distance=function(a,e){return d.subtract(e,a).length()};d.scale=function(a,
+e){return a.copy().scale(e)};d.createFromArray=function(a){return new d(a[0],a[1],a[2])};return d}();d.Point3=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this.loadIdentity()}f.prototype.loadIdentity=function(){this.m=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];return this};f.prototype.isIdentity=function(){var a=this.m;return 1===a[0]&&0===a[1]&&0===a[2]&&0===a[3]&&0===a[4]&&1===a[5]&&0===a[6]&&0===a[7]&&0===a[8]&&0===a[9]&&1===a[10]&&0===a[11]&&0===a[12]&&0===a[13]&&0===a[14]&&1===a[15]};f.prototype.equals=function(a){for(var e=0;16>e;++e)if(this.m[e]!==a.m[e])return!1;return!0};f.prototype.equalsWithTolerance=function(a,
+e){e=Math.abs(e);for(var c=0;16>c;++c)if(Math.abs(this.m[c]-a.m[c])>e)return!1;return!0};f.prototype.setScaleComponent=function(a,e,c){this.m[0]=a;this.m[5]=e;this.m[10]=c;return this};f.prototype.setTranslationComponent=function(a,e,c){this.m[12]=a;this.m[13]=e;this.m[14]=c;return this};f.prototype.copy=function(){var a=new f;a.m=this.m.slice();return a};f.prototype.assign=function(a){for(var e=0;e<a.m.length;e++)this.m[e]=a.m[e];return this};f.prototype.scale=function(a){for(var e=0;16>e;e++)this.m[e]*=
+a;return this};f.prototype.transform=function(a,e){if(void 0===e)return e=d.Point3.zero(),this.transform(a,e),e;e.set(a.x*this.m[0]+a.y*this.m[4]+a.z*this.m[8]+this.m[12],a.x*this.m[1]+a.y*this.m[5]+a.z*this.m[9]+this.m[13],a.x*this.m[2]+a.y*this.m[6]+a.z*this.m[10]+this.m[14])};f.prototype.transform4=function(a,e){if(void 0===e)return e=d.Point4.zero(),this.transform4(a,e),e;e.set(a.x*this.m[0]+a.y*this.m[4]+a.z*this.m[8]+this.m[12]*a.w,a.x*this.m[1]+a.y*this.m[5]+a.z*this.m[9]+this.m[13]*a.w,a.x*
+this.m[2]+a.y*this.m[6]+a.z*this.m[10]+this.m[14]*a.w,a.x*this.m[3]+a.y*this.m[7]+a.z*this.m[11]+this.m[15]*a.w)};f.prototype.transformArray=function(a,e){for(var c=0;c<a.length;c++){var b=a[c];b=new d.Point3(b.x*this.m[0]+b.y*this.m[4]+b.z*this.m[8]+this.m[12],b.x*this.m[1]+b.y*this.m[5]+b.z*this.m[9]+this.m[13],b.x*this.m[2]+b.y*this.m[6]+b.z*this.m[10]+this.m[14]);e[c]=b}};f.prototype.transformBox=function(a){if(a.isDegenerate())return d.Box.invalid();a=a.getCorners();for(var e=0;e<a.length;e++){var c=
+a[e];this.transform(c,c)}e=new d.Box(a[0],a[0]);for(var b=1;b<a.length;++b)c=a[b],e.addPoint(c);return e};f.prototype.transpose=function(){var a=this.m[1];this.m[1]=this.m[4];this.m[4]=a;a=this.m[2];this.m[2]=this.m[8];this.m[8]=a;a=this.m[3];this.m[3]=this.m[12];this.m[12]=a;a=this.m[6];this.m[6]=this.m[9];this.m[9]=a;a=this.m[7];this.m[7]=this.m[13];this.m[13]=a;a=this.m[11];this.m[11]=this.m[14];this.m[14]=a;return this};f.createFromArray=function(a){var e=new f;e.m=a.slice();return e};f.createFromOffAxisRotation=
+function(a,e){var c=Math.PI/180*e;e=Math.sin(c);c=Math.cos(c);var b=new f;a=a.copy().normalize();var g=1-c,k=g*a.x*a.y,d=g*a.x*a.z,n=g*a.y*a.z;b.m[0]=g*a.x*a.x+c;b.m[1]=e*a.z+k;b.m[2]=d-e*a.y;b.m[3]=0;b.m[4]=k-e*a.z;b.m[5]=g*a.y*a.y+c;b.m[6]=e*a.x+n;b.m[7]=0;b.m[8]=e*a.y+d;b.m[9]=n-e*a.x;b.m[10]=g*a.z*a.z+c;b.m[11]=0;b.m[12]=0;b.m[13]=0;b.m[14]=0;b.m[15]=1;return b};f.createFromBasis=function(a,e,c){var b=new f;b.m[0]=a.x;b.m[1]=a.y;b.m[2]=a.z;b.m[4]=e.x;b.m[5]=e.y;b.m[6]=e.z;b.m[8]=c.x;b.m[9]=c.y;
+b.m[10]=c.z;return b};f.multiply=function(a,e){var c=new f;c.m[0]=a.m[0]*e.m[0]+a.m[1]*e.m[4]+a.m[2]*e.m[8]+a.m[3]*e.m[12];c.m[1]=a.m[0]*e.m[1]+a.m[1]*e.m[5]+a.m[2]*e.m[9]+a.m[3]*e.m[13];c.m[2]=a.m[0]*e.m[2]+a.m[1]*e.m[6]+a.m[2]*e.m[10]+a.m[3]*e.m[14];c.m[3]=a.m[0]*e.m[3]+a.m[1]*e.m[7]+a.m[2]*e.m[11]+a.m[3]*e.m[15];c.m[4]=a.m[4]*e.m[0]+a.m[5]*e.m[4]+a.m[6]*e.m[8]+a.m[7]*e.m[12];c.m[5]=a.m[4]*e.m[1]+a.m[5]*e.m[5]+a.m[6]*e.m[9]+a.m[7]*e.m[13];c.m[6]=a.m[4]*e.m[2]+a.m[5]*e.m[6]+a.m[6]*e.m[10]+a.m[7]*
+e.m[14];c.m[7]=a.m[4]*e.m[3]+a.m[5]*e.m[7]+a.m[6]*e.m[11]+a.m[7]*e.m[15];c.m[8]=a.m[8]*e.m[0]+a.m[9]*e.m[4]+a.m[10]*e.m[8]+a.m[11]*e.m[12];c.m[9]=a.m[8]*e.m[1]+a.m[9]*e.m[5]+a.m[10]*e.m[9]+a.m[11]*e.m[13];c.m[10]=a.m[8]*e.m[2]+a.m[9]*e.m[6]+a.m[10]*e.m[10]+a.m[11]*e.m[14];c.m[11]=a.m[8]*e.m[3]+a.m[9]*e.m[7]+a.m[10]*e.m[11]+a.m[11]*e.m[15];c.m[12]=a.m[12]*e.m[0]+a.m[13]*e.m[4]+a.m[14]*e.m[8]+a.m[15]*e.m[12];c.m[13]=a.m[12]*e.m[1]+a.m[13]*e.m[5]+a.m[14]*e.m[9]+a.m[15]*e.m[13];c.m[14]=a.m[12]*e.m[2]+
+a.m[13]*e.m[6]+a.m[14]*e.m[10]+a.m[15]*e.m[14];c.m[15]=a.m[12]*e.m[3]+a.m[13]*e.m[7]+a.m[14]*e.m[11]+a.m[15]*e.m[15];return c};f.prototype.inverseAndDeterminant=function(){var a=this.m[4]*this.m[9]-this.m[5]*this.m[8],e=this.m[4]*this.m[10]-this.m[6]*this.m[8],c=this.m[4]*this.m[11]-this.m[7]*this.m[8],b=this.m[4]*this.m[13]-this.m[5]*this.m[12],g=this.m[4]*this.m[14]-this.m[6]*this.m[12],k=this.m[4]*this.m[15]-this.m[7]*this.m[12],d=this.m[5]*this.m[10]-this.m[6]*this.m[9],n=this.m[5]*this.m[11]-
+this.m[7]*this.m[9],m=this.m[5]*this.m[14]-this.m[6]*this.m[13],p=this.m[5]*this.m[15]-this.m[7]*this.m[13],h=this.m[6]*this.m[11]-this.m[7]*this.m[10],r=this.m[6]*this.m[15]-this.m[7]*this.m[14],u=this.m[8]*this.m[13]-this.m[9]*this.m[12],t=this.m[8]*this.m[14]-this.m[10]*this.m[12],v=this.m[8]*this.m[15]-this.m[11]*this.m[12],w=this.m[9]*this.m[14]-this.m[10]*this.m[13],z=this.m[9]*this.m[15]-this.m[11]*this.m[13],x=this.m[10]*this.m[15]-this.m[11]*this.m[14],y=new f;y.m[0]=this.m[5]*x-this.m[6]*
+z+this.m[7]*w;y.m[1]=this.m[2]*z-this.m[3]*w-this.m[1]*x;y.m[2]=this.m[1]*r-this.m[2]*p+this.m[3]*m;y.m[3]=this.m[2]*n-this.m[3]*d-this.m[1]*h;y.m[4]=this.m[6]*v-this.m[7]*t-this.m[4]*x;y.m[5]=this.m[0]*x-this.m[2]*v+this.m[3]*t;y.m[6]=this.m[2]*k-this.m[3]*g-this.m[0]*r;y.m[7]=this.m[0]*h-this.m[2]*c+this.m[3]*e;y.m[8]=this.m[4]*z-this.m[5]*v+this.m[7]*u;y.m[9]=this.m[1]*v-this.m[3]*u-this.m[0]*z;y.m[10]=this.m[0]*p-this.m[1]*k+this.m[3]*b;y.m[11]=this.m[1]*c-this.m[3]*a-this.m[0]*n;y.m[12]=this.m[5]*
+t-this.m[6]*u-this.m[4]*w;y.m[13]=this.m[0]*w-this.m[1]*t+this.m[2]*u;y.m[14]=this.m[1]*g-this.m[2]*b-this.m[0]*m;y.m[15]=this.m[0]*d-this.m[1]*e+this.m[2]*a;a=this.m[0]*y.m[0]-this.m[1]*-y.m[4]+this.m[2]*y.m[8]-this.m[3]*-y.m[12];if(0===a)return[null,0];y.scale(1/a);return[y,a]};f.inverse=function(a){return a.inverseAndDeterminant()[0]};f.prototype.upperLeft3x3Determinant=function(){return this.m[0]*(this.m[5]*this.m[10]-this.m[9]*this.m[6])-this.m[4]*(this.m[1]*this.m[10]-this.m[9]*this.m[2])+this.m[8]*
+(this.m[1]*this.m[6]-this.m[5]*this.m[2])};f.prototype.normalMatrix=function(){var a=this.copy().setTranslationComponent(0,0,0).inverseAndDeterminant()[0];return a?a.transpose():null};f.prototype.toJson=function(){return this.m.slice()};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){return f.createFromArray(a)};f.construct=function(a){return f.fromJson(a)};f.toMatrix12=function(a){return[a[0],a[1],a[2],a[4],a[5],a[6],a[8],a[9],a[10],a[12],a[13],a[14]]};f.xAxisRotation=
+function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[5]=a;e.m[6]=-c;e.m[9]=c;e.m[10]=a;return e};f.yAxisRotation=function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[0]=a;e.m[2]=c;e.m[8]=-c;e.m[10]=a;return e};f.zAxisRotation=function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[0]=a;e.m[1]=-c;e.m[4]=c;e.m[5]=a;return e};return f}();d.Matrix=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,e,c){this.r=a;this.g=e;this.b=c}d.prototype.assign=function(a){this.set(a.r,a.g,a.b);return this};d.prototype.copy=function(){return new d(this.r,this.g,this.b)};d.prototype.equals=function(a){return this.r===a.r&&this.g===a.g&&this.b===a.b};d.prototype.set=function(a,e,c){this.r=a;this.g=e;this.b=c};d.prototype.setFromFloat=function(a,e,c){this.r=Math.round(255*a);this.g=Math.round(255*e);this.b=Math.round(255*c)};d.prototype.fromFloatArray=function(a){return this.setFromFloat(a[0],
+a[1],a[2])};d.prototype.getFloatArray=function(){return[this.r/255,this.g/255,this.b/255]};d.prototype.toFloatArray=function(a){a[0]=this.r/255;a[1]=this.g/255;a[2]=this.b/255};d.fromJson=function(a){return new d(a.r,a.g,a.b)};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{r:this.r,g:this.g,b:this.b}};d.prototype.forJson=function(){return this.toJson()};d.createFromFloat=function(a,e,c){var b=d.black();b.setFromFloat(a,e,c);return b};d.createFromFloatArray=
+function(a){var e=d.black();e.fromFloatArray(a);return e};d.red=function(){return new d(255,0,0)};d.green=function(){return new d(0,255,0)};d.blue=function(){return new d(0,0,255)};d.yellow=function(){return new d(255,255,0)};d.white=function(){return new d(255,255,255)};d.black=function(){return new d(0,0,0)};return d}();d.Color=h;h=function(){return function(d,a){this.top=d;this.bottom=a}}();d.VerticalGradient=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._position=new d.OverlayUnitPoint(0,d.OverlayUnit.Pixels,0,d.OverlayUnit.Pixels);this._viewportSize=new d.OverlayUnitPoint(200,d.OverlayUnit.Pixels,200,d.OverlayUnit.Pixels);this._anchor=d.OverlayAnchor.LowerLeftCorner;this._instanceKeys=[];this._firstAttachment=this._enabled=!1;this._sceneReadyCompleted=d.Util.OpenPromise.create();this._geometryCreated=!1;this._viewer=a;this._viewer.setCallbacks({sceneReady:function(){return __awaiter(e,
+void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._createViewport(),this._updateVisibility(),[4,this._createGeometry()];case 1:return c.sent(),this._sceneReadyCompleted.resolve(),[2]}})})},_assemblyTreeReady:function(){return __awaiter(e,void 0,void 0,function(){var c,b,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._sceneReadyCompleted];case 1:k.sent();c=this._viewer.model;b=0;for(g=this._instanceKeys;b<g.length;b++)a=
+g[b],e=c._getNodeFromInstanceInc(!0,0,a,!0),c._preventNodeDeletion(e);return[2]}})})},_firstAttachment:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._firstAttachment=!0,[4,this._onCameraUpdate()];case 1:return c.sent(),this._updateVisibility(),[2]}})})},modelSwitchStart:function(){e._firstAttachment=!1},overlayViewportSet:function(c){c===d.BuiltinOverlayIndex.AxisTriad&&e._onViewportSet()}})}f.prototype.setAxisColor=function(a,
+e){return __awaiter(this,void 0,void 0,function(){var c,b,g;return __generator(this,function(k){switch(k.label){case 0:return[4,this._sceneReadyCompleted];case 1:k.sent();switch(a){case d.Axis.X:c=this._instanceKeys[0];b=this._instanceKeys[3];break;case d.Axis.Y:c=this._instanceKeys[1];b=this._instanceKeys[4];break;case d.Axis.Z:c=this._instanceKeys[2];b=this._instanceKeys[5];break;default:return[2]}g=this._getScEngine();g.setPartColor([0,c],d.ElementType.Faces,e);g.setPartColor([0,b],d.ElementType.Lines,
+e);return[2]}})})};f.prototype.setAnchor=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(e){switch(e.label){case 0:return this._anchor=a,[4,this._sceneReadyCompleted];case 1:return e.sent(),[2,this._updateViewport()]}})})};f.prototype.getAnchor=function(){return this._anchor};f.prototype.enable=function(){this._enabled=!0;this._updateVisibility();return Promise.resolve()};f.prototype.disable=function(){this._enabled=!1;this._updateVisibility();return Promise.resolve()};
+f.prototype._updateVisibility=function(){this._enabled&&this._firstAttachment?this._showOverlay():this._hideOverlay()};f.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.AxisTriad,!1)};f.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.AxisTriad,!0)};f.prototype.getEnabled=function(){return this._enabled};f.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.AxisTriad};f.prototype._updateViewport=
+function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.AxisTriad,this._anchor,this._position.x,d.OverlayUnit.Pixels,this._position.y,d.OverlayUnit.Pixels,this._viewportSize.x,d.OverlayUnit.Pixels,this._viewportSize.y,d.OverlayUnit.Pixels)};f.prototype._createViewport=function(){var a=this._viewer.overlayManager;this._updateViewport();var e=new d.Camera;e.setPosition(new d.Point3(0,0,10));e.setTarget(d.Point3.zero());e.setUp(new d.Point3(0,1,0));e.setWidth(f._fieldSize);e.setHeight(f._fieldSize);
+e.setProjection(d.Projection.Orthographic);a.setCamera(d.BuiltinOverlayIndex.AxisTriad,e)};f.prototype._onViewportSet=function(){var a=this._viewer.overlayManager,e=a._getViewportPosition(d.BuiltinOverlayIndex.AxisTriad),c=a._getViewportSize(d.BuiltinOverlayIndex.AxisTriad);a=a.getViewportAnchor(d.BuiltinOverlayIndex.AxisTriad);null!==e&&null!==c&&null!==a&&(this._position=e,this._viewportSize=c,this._anchor=a)};f.prototype._createGeometry=function(){return __awaiter(this,void 0,void 0,function(){var a,
+e,c,b,g,k,l;return __generator(this,function(n){switch(n.label){case 0:if(this._geometryCreated)return[2];a=[this._createAxis(f._xRotMatrix,0,f._xColor),this._createAxis(f._yRotMatrix,1,f._yColor),this._createAxis(f._zRotMatrix,2,f._zColor),this._createAxisLabel(d.Axis.X,f._xColor,3),this._createAxisLabel(d.Axis.Y,f._yColor,4),this._createAxisLabel(d.Axis.Z,f._zColor,5)];return[4,Promise.all(a)];case 1:e=n.sent();this._onCameraUpdate();c=[];b=0;for(g=e;b<g.length;b++)k=g[b],c.push(0,k);l=this._getScEngine();
+l.setPartVisibility(c,!0,!0);this._createGeomCallbacks();this._geometryCreated=!0;return[2]}})})};f.prototype._createGeomCallbacks=function(){var a=this;this._viewer.setCallbacks({camera:function(){a._onCameraUpdate()}})};f.prototype._geometryHasBeenCreated=function(){return this._geometryCreated};f.prototype.insideOverlay=function(a){var e=this._viewer.overlayManager._toPixelPoint(this._viewportSize),c=this._getOverlayOffset();return a.x>=c.x&&a.y>=c.y&&a.x<=c.x+e.x&&a.y<=c.y+e.y};f.prototype._getOverlayOffset=
+function(){var a=this._viewer.overlayManager._toPixelPoint(this._viewportSize);return this._viewer.overlayManager._getOverlayOffset(this._anchor,a)};f.prototype._getViewportSize=function(){return this._viewportSize};f.prototype._getViewportPixelSize=function(){return this._viewer.overlayManager._toPixelPoint(this._viewportSize)};f.prototype.getSelectionAxis=function(a){console.assert(this._enabled);if(null===a||!a.isFaceSelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.AxisTriad)return null;var e=
+this._viewer.model;a=a.getNodeId();e=e._gatherInstanceIncsFromNodeIds([a],1);if(2!==e.length||0!==e[0])return null;e=e[1];for(a=0;a<this._instanceKeys.length;++a)if(this._instanceKeys[a]===e)switch(a%3){case 0:return d.Axis.X;case 1:return d.Axis.Y;case 2:return d.Axis.Z}return null};f.prototype.onClickSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,n;return __generator(this,function(f){switch(f.label){case 0:e=this.getSelectionAxis(a);if(null===e)return[2];c=
+this._viewer.model;b=this._viewer.view;switch(e){case d.Axis.X:g=34;break;case d.Axis.Y:g=68;break;case d.Axis.Z:g=24}return[4,c.getModelBounding(!0,!1)];case 1:return k=f.sent(),l=b.getCamera(),n=this._alignedFitBounding(g,!1,!1,k),l.equals(n)&&(n=this._alignedFitBounding(g,!0,!1,k)),[2,b._setCameraPromise(n,d.DefaultTransitionDuration)]}})})};f.prototype._getScEngine=function(){return this._viewer._getScEngine()};f.prototype._createInstance=function(a,e,c,b,g,k){return __awaiter(this,void 0,void 0,
+function(){var l,n,f,p,h;return __generator(this,function(m){switch(m.label){case 0:return[4,this._viewer.model.createMesh(a)];case 1:return l=m.sent(),n=new d.MeshInstanceData(l),n.setCreationFlags(k|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.Invisible),n.setOverlayIndex(d.BuiltinOverlayIndex.AxisTriad),n.setFaceColor(c),n.setLineColor(b),n.setMatrix(g),f=this._getScEngine(),[4,f.createMeshInstance(n)];
+case 2:return p=m.sent(),h=p[1],this._instanceKeys[e]=h,[2,h]}})})};f.prototype._createAxis=function(a,e,c){var b=d.Util.generateConeCylinderMeshData(.2,20,2,.4,.5,.1);return this._createInstance(b,e,c,d.Color.black(),a,d.MeshInstanceCreationFlags.None)};f.prototype._createAxisLabel=function(a,e,c){var b=new d.MeshData;b.setFaceWinding(d.FaceWinding.Clockwise);var g=new d.Matrix;a===d.Axis.X?(b.addPolyline([.15,.25,0,-.15,-.25,0]),b.addPolyline([-.15,.25,0,.15,-.25,0]),g.setTranslationComponent(3.1,
+0,0)):a===d.Axis.Y?(b.addPolyline([-.15,.25,0,0,0,0]),b.addPolyline([0,0,0,.15,.25,0]),b.addPolyline([0,0,0,0,-.3125,0]),g.setTranslationComponent(0,3.1,0)):a===d.Axis.Z&&(b.addPolyline([-.15,.25,0,.15,.25,0]),b.addPolyline([.15,.25,0,-.15,-.25,0]),b.addPolyline([-.15,-.25,0,.15,-.25,0]),g.setTranslationComponent(0,0,3.1));return this._createInstance(b,c,d.Color.black(),e,g,d.MeshInstanceCreationFlags.ScreenOriented)};f.prototype._onCameraUpdate=function(){var a=new d.Camera,e=this._viewer.view.getCamera();
+a.setPosition(e.getPosition().subtract(e.getTarget()).normalize());a.setTarget(d.Point3.zero());a.setUp(e.getUp());a.setProjection(d.Projection.Orthographic);a.setWidth(f._fieldSize);a.setHeight(f._fieldSize);this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.AxisTriad,a)};f.prototype._alignedFitBounding=function(a,e,c,b){var g=d.Point3.subtract(b.max,b.min).length();b=d.Point3.add(d.Point3.scale(b.min,.5),d.Point3.scale(b.max,.5));var k=new d.Point3(b.x,b.y,b.z+g);k=d.Point3.subtract(b,
+k);var l=-k.length();c=c?-1:1;0===a?(a=new d.Point3(0,c,0),e&&k.negate()):(e&&(l=-l),0!==(a&2)?k=new d.Point3(l,0,0):0!==(a&4)?k=new d.Point3(0,l,0):(console.assert(0!==(a&8)),k=new d.Point3(0,0,l)),0!==(a&16)?a=new d.Point3(c,0,0):0!==(a&32)?a=new d.Point3(0,c,0):(console.assert(0!==(a&64)),a=new d.Point3(0,0,c)));e=d.Point3.subtract(b,k);c=this._viewer.view.getCamera();return d.Camera.create(e,b,a,c.getProjection(),g,g,c.getNearLimit())};f._xRotMatrix=d.Matrix.createFromOffAxisRotation(new d.Point3(0,
+0,1),-90);f._yRotMatrix=new d.Matrix;f._zRotMatrix=d.Matrix.createFromOffAxisRotation(new d.Point3(1,0,0),90);f._xColor=new d.Color(168,56,59);f._yColor=new d.Color(96,166,50);f._zColor=new d.Color(41,81,185);f._fieldSize=8;return f}();d.AxisTriad=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){this._id=0;this._bcfMap=new Map;this._viewer=a}f.prototype._getId=function(){return++this._id};f.prototype.getBCFMap=function(){return this._bcfMap};f.prototype.getBCFData=function(a){return this._bcfMap.get(a)||null};f.prototype.removeBCFData=function(a){this._bcfMap.delete(a);this._viewer.trigger("bcfRemoved",a)};f.prototype.createBCFData=function(a){var e=this._getId();a=new d.BCFData(a,e);this._bcfMap.set(e,a);this._viewer.trigger("bcfLoaded",a.getId(),
+a.getFilename());return a};f.prototype.addBCFFromFile=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){switch(b.label){case 0:return e=this.createBCFData(a),[4,new JSZip.external.Promise(function(b,c){JSZipUtils.getBinaryContent(a,function(g,a){g?c(g):b(a)})})];case 1:return c=b.sent(),[4,this._loadBCFData(c,e)];case 2:return b.sent(),[2]}})})};f.prototype.addBCFFromBuffer=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,
+function(b){switch(b.label){case 0:return c=this.createBCFData(e),[4,this._loadBCFData(a,c)];case 1:return b.sent(),[2]}})})};f.prototype._getVersion=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g;return __generator(this,function(k){switch(k.label){case 0:return e=a.file("bcf.version"),null!==e?[3,1]:[2,d.BCFVersion.v1_0];case 1:return[4,this._getDocument(e)];case 2:c=k.sent();b=c.documentElement;g=b.firstElementChild;if(null!==g&&null!==g.textContent)switch(g.textContent){case "2.0 RC":return[2,
+d.BCFVersion.v2_0];case "2.1":return[2,d.BCFVersion.v2_1]}return[2,d.BCFVersion.Unknown]}})})};f.prototype._loadBCFData=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k,l,n,f,p,h,r=this;return __generator(this,function(m){switch(m.label){case 0:return c=this._viewer.model,[4,c.getModelBounding(!0,!1)];case 1:return b=m.sent(),g=c.getNodeUnitMultiplier(c.getAbsoluteRootNode()),k=e.getId(),l=e.getFilename(),[4,JSZip.loadAsync(a)];case 2:return n=m.sent(),p=(f=e).setVersion,[4,
+this._getVersion(n)];case 3:return p.apply(f,[m.sent()]),h=[],n.forEach(function(c){return __awaiter(r,void 0,void 0,function(){var a,f,m,p,q,r,u,t,C,E,F,H,G,J,K,I,L;return __generator(this,function(v){switch(v.label){case 0:a=d.Util.OpenPromise.create();h.push(a);f=this._getFileType(c);if(f!==d.BCFFileType.Markup&&f!==d.BCFFileType.Snapshot&&f!==d.BCFFileType.Viewpoint)return[3,7];m=c.split("/");p=m[0];q=m[1];r=e.getTopic(p);null===r&&(r=new d.BCFTopic(k,l,p,this._viewer),e.addTopic(p,r));if(!q.length)return[3,
+7];u=n.file(c);if(null===u)return[3,7];t=f;switch(t){case d.BCFFileType.Markup:return[3,1];case d.BCFFileType.Viewpoint:return[3,3];case d.BCFFileType.Snapshot:return[3,5]}return[3,7];case 1:return E=(C=r).addMarkup,F=[q],[4,this._getDocument(u)];case 2:return E.apply(C,F.concat([v.sent()])),[3,7];case 3:return G=(H=r).addViewpoint,J=[q],[4,this._getDocument(u)];case 4:return G.apply(H,J.concat([v.sent(),e.getVersion(),b,g])),[3,7];case 5:return I=(K=r).addSnapshot,L=[q],[4,u.async("uint8array")];
+case 6:return I.apply(K,L.concat([v.sent()])),[3,7];case 7:return a.resolve(),[2]}})})}),[4,d.Util.waitForAll(h)];case 4:return m.sent(),this._viewer.trigger("bcfLoaded",k,l),[2]}})})};f.prototype._getDocument=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:return e=new DOMParser,b=(c=e).parseFromString,[4,a.async("text")];case 1:return[2,b.apply(c,[g.sent(),"application/xml"])]}})})};f.prototype._getFileType=function(a){if("/"===
+a.slice(-1))return d.BCFFileType.TopicFolder;a=a.split(".");console.assert(2===a.length);switch(a[1]){case "bcf":return d.BCFFileType.Markup;case "bcfv":return d.BCFFileType.Viewpoint;case "png":return d.BCFFileType.Snapshot;case "version":return d.BCFFileType.Version;case "xsd":return d.BCFFileType.Schema;case "bcfp":return d.BCFFileType.Project}return d.BCFFileType.Unknown};return f}();d.BCFManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e){void 0===a&&(a=d.Point3.zero());void 0===e&&(e=d.Point3.zero());this.min=a.copy();this.max=e.copy()}f.prototype.copy=function(){return new f(this.min,this.max)};f.prototype.equals=function(a){return this.min.equals(a.min)&&this.max.equals(a.max)};f.prototype.center=function(){var a=d.Point3.add(this.min,this.max);a.scale(.5);return a};f.prototype.extents=function(){return d.Point3.subtract(this.max,this.min)};f.prototype.addBox=function(a){a.isDegenerate()||
+(this.addPoint(a.min),this.addPoint(a.max))};f.prototype.addPoint=function(a){a.x<this.min.x&&(this.min.x=a.x);a.y<this.min.y&&(this.min.y=a.y);a.z<this.min.z&&(this.min.z=a.z);a.x>this.max.x&&(this.max.x=a.x);a.y>this.max.y&&(this.max.y=a.y);a.z>this.max.z&&(this.max.z=a.z)};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){return{min:this.min.toJson(),max:this.max.toJson()}};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){var e=d.Point3.fromJson(a.min);
+a=d.Point3.fromJson(a.max);return new f(e,a)};f.construct=function(a){return f.fromJson(a)};f.prototype.getCorners=function(){var a=[];a[0]=this.min.copy();a[1]=this.min.copy();a[2]=this.min.copy();a[1].x=this.max.x;a[2].y=this.max.y;a[3]=a[2].copy();a[3].x=this.max.x;a[4]=a[0].copy();a[5]=a[1].copy();a[6]=a[2].copy();a[7]=a[3].copy();a[4].z=this.max.z;a[5].z=this.max.z;a[6].z=this.max.z;a[7].z=this.max.z;return a};f.invalid=function(){return new f(new d.Point3(Number.POSITIVE_INFINITY,Number.POSITIVE_INFINITY,
+Number.POSITIVE_INFINITY),new d.Point3(Number.NEGATIVE_INFINITY,Number.NEGATIVE_INFINITY,Number.NEGATIVE_INFINITY))};f.prototype.isDegenerate=function(){return this.min.x>this.max.x||this.min.y>this.max.y||this.min.z>this.max.z};return f}();d.Box=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){var a=this;this._aliasMap=new Map;this._callbackMap=new Map;this._activeTriggerDepth=0;this._pendingClearUnboundFilteredNames=new Set;this._aliasMap.set("sceneRendered","frameDrawn");this.bind({selectionArray:function(c){a._triggerDeprecatedSelectionCallback(c)},incrementalSelectionBatchBegin:function(){return a.unsafeTrigger("volumeSelectionBatchBegin")},incrementalSelectionBatchEnd:function(){return a.unsafeTrigger("volumeSelectionBatchEnd")},
+incrementalSelectionEnd:function(){return a.unsafeTrigger("volumeSelectionEnd")},visibilityChanged:function(c,b){a.unsafeTrigger("partsVisibilityShown",c);a.unsafeTrigger("partsVisibilityHidden",b)}})}a.prototype._triggerDeprecatedSelectionCallback=function(a){if(0===a.length)this.unsafeTrigger("selection",[d.Event.NodeSelectionEvent._createNull()]);else if(100>=a.length)this.unsafeTrigger("selection",a);else{var c=0;for(a=h.chunkify(a,100);c<a.length;c++)this.unsafeTrigger("selection",a[c])}};a.prototype._filterName=
+function(a){var c=this._aliasMap.get(a);return void 0===c?a:c};a.prototype.bind=function(a,c){for(var b=0,g=Object.keys(a);b<g.length;b++){var k=g[b],e=a[k];if("function"===typeof e){k=this._filterName(k);var d=this._callbackMap.get(k);void 0===d?this._callbackMap.set(k,[e]):c?d.unshift(e):d.push(e)}}};a.prototype.unbind=function(a){for(var c=0,b=Object.keys(a);c<b.length;c++){var g=b[c],k=this._filterName(g),e=this._callbackMap.get(k);if(void 0!==e){g=a[g];for(var d=0;d<e.length;d++)e[d]===g&&(e[d]=
+null,this._pendingClearUnboundFilteredNames.add(k))}}this._clearUnboundCallbacks()};a.prototype._clearUnboundCallbacks=function(){var a=this;0!==this._pendingClearUnboundFilteredNames.size&&0===this._activeTriggerDepth&&(this._pendingClearUnboundFilteredNames.forEach(function(c){var b=a._callbackMap.get(c);void 0!==b&&(b=b.filter(function(b){return null!==b}),0===b.length?a._callbackMap.delete(c):a._callbackMap.set(c,b))}),this._pendingClearUnboundFilteredNames.clear())};a.prototype.promiseTrigger=
+function(a,c){for(var b=[],g=2;g<arguments.length;g++)b[g-2]=arguments[g];return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(k){switch(k.label){case 0:console.assert(a!==c),k.label=1;case 1:return k.trys.push([1,3,4,5]),[4,this._unsafePromiseTrigger(a,b)];case 2:return k.sent(),[3,5];case 3:return g=k.sent(),console.log("Rejected promise in '"+a+"' callback:"),console.log(g),[3,5];case 4:return null!==c&&this.unsafeTrigger(c,b),[7];case 5:return[2]}})})};a.prototype._unsafePromiseTrigger=
+function(a,c){var b=this._filterName(a);b=this._callbackMap.get(b);var g=[];if(void 0!==b){++this._activeTriggerDepth;for(var k=0;k<b.length;k++){var e=b[k];if(null!==e)try{g.push(e.apply(null,c))}catch(n){console.log("Unhandled exception in '"+a+"' callback:"),console.log(n)}}--this._activeTriggerDepth;this._clearUnboundCallbacks()}return d.Util.waitForAll(g)};a.prototype.trigger=function(a){for(var c=[],b=1;b<arguments.length;b++)c[b-1]=arguments[b];this.unsafeTrigger(a,c)};a.prototype.unsafeTrigger=
+function(a,c){var b=this._filterName(a);b=this._callbackMap.get(b);if(void 0!==b){++this._activeTriggerDepth;for(var g=0;g<b.length;g++){var k=b[g];if(null!==k)try{k.apply(null,c)}catch(l){console.log("Unhandled exception in '"+a+"' callback:"),console.log(l)}}--this._activeTriggerDepth;this._clearUnboundCallbacks()}};return a}();h.CallbackManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(a){a[a.LoadModel=0]="LoadModel";a[a.CreateNode=1]="CreateNode";a[a.CreateInstance=2]="CreateInstance";a[a.CreatePmi=3]="CreatePmi"})(d.NodeSource||(d.NodeSource={}));(function(a){a[a.Desktop=0]="Desktop";a[a.Mobile=1]="Mobile"})(d.ScreenConfiguration||(d.ScreenConfiguration={}));(function(a){a[a.Faces=0]="Faces";a[a.Lines=1]="Lines";a[a.Points=2]="Points"})(d.ElementType||(d.ElementType={}));(function(a){a[a.Orthographic=0]="Orthographic";a[a.Perspective=1]="Perspective"})(d.Projection||
+(d.Projection={}));(function(a){a[a.Top=0]="Top";a[a.Bottom=1]="Bottom";a[a.Left=2]="Left";a[a.Right=3]="Right";a[a.Front=4]="Front";a[a.Back=5]="Back";a[a.Iso=6]="Iso";a[a.TopRightFront=7]="TopRightFront";a[a.TopLeftFront=8]="TopLeftFront";a[a.TopLeftBack=9]="TopLeftBack";a[a.TopRightBack=10]="TopRightBack";a[a.TopBack=11]="TopBack";a[a.TopFront=12]="TopFront";a[a.TopLeft=13]="TopLeft";a[a.TopRight=14]="TopRight";a[a.BottomRightBack=15]="BottomRightBack";a[a.BottomLeftBack=16]="BottomLeftBack";a[a.BottomLeftFront=
+17]="BottomLeftFront";a[a.BottomRightFront=18]="BottomRightFront";a[a.BottomFront=19]="BottomFront";a[a.BottomBack=20]="BottomBack";a[a.BottomLeft=21]="BottomLeft";a[a.BottomRight=22]="BottomRight";a[a.RightBottomBack=23]="RightBottomBack";a[a.RightBottomFront=24]="RightBottomFront";a[a.RightTopFront=25]="RightTopFront";a[a.RightTopBack=26]="RightTopBack";a[a.RightTop=27]="RightTop";a[a.RightBottom=28]="RightBottom";a[a.RightFront=29]="RightFront";a[a.RightBack=30]="RightBack";a[a.LeftBottomFront=
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+(function(d){d=d.Internal||(d.Internal={});d=d.CameraFlags||(d.CameraFlags={});d[d.None=0]="None";d[d.Position=1]="Position";d[d.Target=2]="Target";d[d.Up=4]="Up";d[d.Width=8]="Width";d[d.Height=16]="Height";d[d.Projection=32]="Projection";d[d.NearLimit=64]="NearLimit"})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this._position=new d.Point3(0,0,1);this._target=d.Point3.zero();this._up=new d.Point3(0,1,0);this._height=this._width=0;this._projection=d.Projection.Orthographic;this._nearLimit=.01;this._cameraFlags=d.Internal.CameraFlags.None}f.prototype._clearFlags=function(){this._cameraFlags=d.Internal.CameraFlags.None};f.prototype._getFlags=function(){return this._cameraFlags};f.prototype.copy=function(){return f.create(this._position,this._target,this._up,this._projection,
+this._width,this._height,this._nearLimit)};f.prototype.setPosition=function(a){this._position.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Position};f.prototype.getPosition=function(){return this._position.copy()};f.prototype.setTarget=function(a){this._target.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Target};f.prototype.getTarget=function(){return this._target.copy()};f.prototype.setUp=function(a){this._up.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Up};f.prototype.getUp=
+function(){return this._up.copy()};f.prototype.setWidth=function(a){this._width=a;this._cameraFlags|=d.Internal.CameraFlags.Width};f.prototype.getWidth=function(){return this._width};f.prototype.setHeight=function(a){this._height=a;this._cameraFlags|=d.Internal.CameraFlags.Height};f.prototype.getHeight=function(){return this._height};f.prototype.setProjection=function(a){this._projection=a;this._cameraFlags|=d.Internal.CameraFlags.Projection};f.prototype.getProjection=function(){return this._projection};
+f.prototype.setNearLimit=function(a){this._nearLimit=a;this._cameraFlags|=d.Internal.CameraFlags.NearLimit};f.prototype.getNearLimit=function(){return this._nearLimit};f.prototype.equals=function(a){return this._position.equals(a._position)&&this._target.equals(a._target)&&this._up.equals(a._up)&&this._width===a._width&&this._height===a._height&&this._projection===a._projection&&this._nearLimit===a._nearLimit};f.prototype.dolly=function(a){this._position.subtract(a);this._target.subtract(a)};f.prototype.getCameraPlaneIntersectionPoint=
+function(a,e){var c=d.Point3.subtract(this._position,this._target).normalize();c=d.Plane.createFromPointAndNormal(this._target,c);a=e.raycastFromPoint(a);if(null===a)return null;e=d.Point3.zero();return c.intersectsRay(a,e)?e:null};f.prototype.getViewMatrix=function(a){return a._getScEngine().getViewMatrix(this)};f.prototype.getProjectionMatrix=function(a){return a._getScEngine().getProjectionMatrix(this)};f.prototype.getFullMatrix=function(a){return a._getScEngine().getFullCameraMatrix(this)};f.prototype.getMatrixFromCamera=
+function(){var a=d.Point3.subtract(this.getTarget(),this.getPosition()).normalize(),e=this.getUp().normalize();e=d.Point3.cross(e,a);var c=d.Point3.cross(a,e);return d.Matrix.createFromBasis(e,c,a)};f.create=function(a,e,c,b,g,k,d){var l=new f;l._position.assign(a);l._target.assign(e);l._up.assign(c);l._projection=b;l._width=g;l._height=k;void 0!==d&&(l._nearLimit=d);return l};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){return{position:this._position.toJson(),
+target:this._target.toJson(),up:this._up.toJson(),width:this._width,height:this._height,projection:this._projection,nearLimit:this._nearLimit,className:"Communicator.Camera"}};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){var e=d.Point3.fromJson(a.position),c=d.Point3.fromJson(a.target),b=d.Point3.fromJson(a.up);return f.create(e,c,b,a.projection,a.width,a.height,a.nearLimit)};f.construct=function(a){return f.fromJson(a)};f.prototype.transform=function(a){if(a.isIdentity())return this.copy();
+var e=Math.abs(this._width),c=Math.abs(this._height),b=this.getUp().normalize().scale(c);c=d.Point3.subtract(this._position,this._target);var g=d.Point3.cross(b,c).normalize().scale(e);e=this.getTarget();g=d.Point3.add(e,g);b=d.Point3.add(e,b);var k=d.Point3.add(e,c);a.transform(e,e);a.transform(g,g);a.transform(b,b);a.transform(k,k);a=d.Point3.subtract(g,e);c=d.Point3.subtract(b,e);b=d.Point3.subtract(k,e);b=d.Point3.add(e,b);g=c.copy().normalize();a=a.length();c=c.length();0>this._width&&(a=-a);
+0>this._height&&(c=-c);return f.create(b,e,g,this._projection,a,c,this._nearLimit)};return f}();d.Camera=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e,c,b){var g=this;this._cuttingSections=[];this._isInit=!1;this._standinGeometryPickable=!0;this._cappingFaceColor=d.Color.createFromFloat(.5,.5,.5);this._cappingLineColor=d.Color.createFromFloat(.5,.5,.5);this._cappingIdleCallbackEnabled=!1;this._cappingIdlePromise=null;this._conservativeIsCappingIdle=!1;this._viewer=a;this._model=e;this._callbackManager=c;this._engine=b;a.setCallbacks({cappingIdle:function(b){(g._conservativeIsCappingIdle=b)&&null!==g._cappingIdlePromise&&
+(g._cappingIdlePromise.resolve(),g._cappingIdlePromise=null)},_resetAssemblyTreeBegin:function(){null!==g._cappingIdlePromise&&(g._cappingIdlePromise.reject(new d.CommunicatorError("Model became reset.")),g._cappingIdlePromise=null);return Promise.resolve()}})}f.prototype.createReferenceGeometryFromAxis=function(a,e){var c=[];switch(a){case d.Axis.X:c.push(new d.Point3(0,e.max.y,e.min.z));c.push(new d.Point3(0,e.max.y,e.max.z));c.push(new d.Point3(0,e.min.y,e.max.z));c.push(new d.Point3(0,e.min.y,
+e.min.z));break;case d.Axis.Y:c.push(new d.Point3(e.min.x,0,e.min.z));c.push(new d.Point3(e.max.x,0,e.min.z));c.push(new d.Point3(e.max.x,0,e.max.z));c.push(new d.Point3(e.min.x,0,e.max.z));break;case d.Axis.Z:c.push(new d.Point3(e.min.x,e.max.y,0)),c.push(new d.Point3(e.max.x,e.max.y,0)),c.push(new d.Point3(e.max.x,e.min.y,0)),c.push(new d.Point3(e.min.x,e.min.y,0))}return c};f.prototype.createReferenceGeometryFromFaceNormal=function(a,e,c){var b=[],g=(new d.Plane).setFromPointAndNormal(e,a).d;g=
+e.copy().add(d.Point3.scale(a,g));e=c.center();e=d.Point3.add(e,d.Point3.scale(a,d.Point3.dot(a,d.Point3.subtract(g,e))));c=c.extents().length()/2;g=d.Point3.subtract(e,g);var k=d.Point3.cross(a,g),l=g.copy().scale(-1),f=k.copy().scale(-1);a=d.Point3.add(g,k).normalize().scale(c).add(e);k=d.Point3.add(l,k).normalize().scale(c).add(e);l=d.Point3.add(l,f).normalize().scale(c).add(e);e=d.Point3.add(g,f).normalize().scale(c).add(e);b.push(a);b.push(k);b.push(l);b.push(e);return b};f.prototype.activateCuttingSections=
+function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)a.push(c[e].activate());return d.Util.waitForAll(a)};f.prototype.deactivateCuttingSections=function(a){void 0===a&&(a=!1);for(var e=[],c=0,b=this._cuttingSections;c<b.length;c++){var g=b[c];a?e.push(g.clear()):e.push(g.deactivate())}return d.Util.waitForAll(e)};f.prototype.setCuttingPlaneColor=function(a){for(var e=0,c=this._cuttingSections;e<c.length;e++)c[e].setColor(a);return Promise.resolve()};f.prototype.setCappingFaceColor=function(a){this._cappingFaceColor=
+a?a.copy():null;return this._engine.setCappingFaceColor(this._cappingFaceColor)};f.prototype.getCappingFaceColor=function(){return this._cappingFaceColor?this._cappingFaceColor.copy():null};f.prototype.setCappingLineColor=function(a){this._cappingLineColor=a?a.copy():null;return this._engine.setCappingLineColor(this._cappingLineColor)};f.prototype.getCappingLineColor=function(){return this._cappingLineColor?this._cappingLineColor.copy():null};f.prototype.getCuttingSection=function(a){return this._isInit&&
+a<this._cuttingSections.length?this._cuttingSections[a]:null};f.prototype.getCuttingSectionCapacity=function(){return void 0!==this._cuttingLimits?this._cuttingLimits.maxCuttingPlanesPerSection:0};f.prototype.getCuttingSectionCount=function(){return void 0!==this._cuttingLimits?this._cuttingLimits.maxCuttingSections:0};f.prototype.getCuttingSectionFromNodeId=function(a){if(null!==a)for(var e=0,c=this._cuttingSections;e<c.length;e++){var b=c[e];if(0<=b._getInstanceNodeIds().indexOf(a))return b}return null};
+f.prototype.setStandinGeometryPickable=function(a){this._standinGeometryPickable=a;var e=this._gatherStandinGeometryIds();this._model.setInstanceModifier(d.InstanceModifier.DoNotSelect,e,!a);return Promise.resolve()};f.prototype.getStandinGeometryPickable=function(){return this._standinGeometryPickable};f.prototype._setStandinGeometryVisible=function(a){var e=this,c=this._gatherStandinGeometryIds(),b=this._model._gatherInstanceIncsFromNodeIds(c);this._engine.pauseRendering(function(){e._engine.setPartVisibility(b,
+a,!1)})};f.prototype.setCappingDelay=function(a){this._engine.setCappingDelay(a)};f.prototype.delayCapping=function(){this._engine.delayCapping()};f.prototype.enableCappingIdleCallback=function(a){a!==this._cappingIdleCallbackEnabled&&(this._cappingIdleCallbackEnabled=a,this._conservativeIsCappingIdle=!1,a||null===this._cappingIdlePromise||(this._cappingIdlePromise.reject(new d.CommunicatorError("Capping idle callback became disabled.")),this._cappingIdlePromise=null));return this._engine.enableCappingIdleCallback(a)};
+f.prototype.waitForCappingIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){if(!this._cappingIdleCallbackEnabled)throw console.assert(null===this._cappingIdlePromise),new d.CommunicatorError("Capping idle callback is not enabled.");if(this._conservativeIsCappingIdle)return[2];null===this._cappingIdlePromise&&(this._cappingIdlePromise=d.Util.OpenPromise.create());return[2,this._cappingIdlePromise]})})};f.prototype.setCappingGeometryVisibility=function(a){return this._engine.setCappingGeometryVisibility(a)};
+f.prototype.getCappingGeometryVisibility=function(){return this._engine.getCappingGeometryVisibility()};f.prototype.getActiveCuttingSectionCount=function(){var a=0;if(this._cuttingLimits)for(var e=0;e<this._cuttingLimits.maxCuttingSections;e++){var c=this.getCuttingSection(e);null!==c&&c.isActive()&&(a+=c.getCount())}return a};f.prototype._init=function(){if(!this._isInit){this._cuttingLimits=this._engine.getCuttingSectionLimits();for(var a=0;a<this._cuttingLimits.maxCuttingSections;a++){var e=new d.CuttingSection(this._viewer,
+this._model,this._callbackManager,this,this._engine);this._cuttingSections.push(e)}this._isInit=!0}};f.prototype._isInitialized=function(){return this._isInit};f.prototype.refreshPlaneGeometry=function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)for(var b=c[e],g=0;g<b.getCount();g++){var k=b.getPlane(g);null!==k&&a.push(b.updatePlane(g,k,new d.Matrix,!1,!1))}return d.Util.waitForAll(a)};f.prototype.hasActiveCuttingSection=function(){if(this._cuttingLimits)for(var a=0;a<this._cuttingLimits.maxCuttingSections;a++){var e=
+this.getCuttingSection(a);if(null!==e&&e.isActive())return!0}return!1};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){for(var a=[],e=0;e<this._cuttingSections.length;e++)a[e]=this._cuttingSections[e].toJson();return{cuttingSections:a,cappingGeometryVisibility:this.getCappingGeometryVisibility(),cappingFaceColor:this.getCappingFaceColor(),cappingLineColor:this.getCappingLineColor(),pickable:this.getStandinGeometryPickable()}};f.prototype.forJson=function(){return this.toJson()};
+f.prototype.fromJson=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:e=d.Internal.deepClone(a);c=[];b=e.cuttingSections;for(g=0;g<b.length;g++)k=b[g],l=this._cuttingSections[g],c.push(l.fromJson(k));this.setStandinGeometryPickable(e.pickable);c.push(this.setCappingGeometryVisibility(e.cappingGeometryVisibility));c.push(this.setCappingFaceColor(d.Color.fromJson(e.cappingFaceColor)));c.push(this.setCappingLineColor(d.Color.fromJson(e.cappingLineColor)));
+return[4,Promise.all(c)];case 1:return f.sent(),[2,this._callbackManager.promiseTrigger("_cuttingSectionsLoaded",null)]}})})};f.prototype._gatherStandinGeometryIds=function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)for(var b=0,g=c[e]._getInstanceNodeIds();b<g.length;b++)a.push(g[b]);return a};return f}();d.CuttingManager=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b,g,k){this._container=a;this._canvasContainerElement=c;this._markupSvgElement=b;this._redlineSvgElement=g;this._redlineElement=k}a.prototype.getCanvasContainerElement=function(){return this._canvasContainerElement};a.prototype.getMarkupSvgElement=function(){return this._markupSvgElement};a.prototype.getRedlineSvgElement=function(){return this._redlineSvgElement};a.prototype.getRedlineElement=function(){return this._redlineElement};a.prototype.shutdown=
+function(){this._container.removeChild(this._markupSvgElement);this._container.removeChild(this._redlineSvgElement);this._container.removeChild(this._redlineElement);this._container.removeChild(this._canvasContainerElement)};a.createFromElement=function(e){var c=e.id;0===c.length&&(c=d.UUID.create());var b=c+"-canvas-container",g=c+"-svg",k=c+"-redline-svg";c+="-redline";var l=document.createElement("div");l.id=b;l.style.width="100%";l.style.height="100%";l.style.position="absolute";l.tabIndex=-1;
+l.classList.add("webviewer-canvas");l.oncontextmenu=function(){return!1};e.appendChild(l);b=a._createSvgElement(g);e.appendChild(b);k=a._createSvgElement(k);e.appendChild(k);g=document.createElement("div");g.id=c;g.style.position="absolute";g.style.width="100%";g.style.height="100%";g.style.pointerEvents="none";e.appendChild(g);return new a(e,l,b,k,g)};a.createFromId=function(a){a=document.getElementById(a);return null===a?null:this.createFromElement(a)};a._createSvgElement=function(a){var c=document.createElementNS("http://www.w3.org/2000/svg",
+"svg");c.id=a;c.style.width="100%";c.style.height="100%";c.style.position="absolute";c.style.pointerEvents="none";c.style.overflow="hidden";c.setAttributeNS("http://www.w3.org/2000/xmlns/","xmlns:xlink","http://www.w3.org/1999/xlink");return c};return a}();h.DomElements=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+var __extends=this&&this.__extends||function(){var d=function(h,f){d=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(a,d){a.__proto__=d}||function(a,d){for(var c in d)d.hasOwnProperty(c)&&(a[c]=d[c])};return d(h,f)};return function(h,f){function a(){this.constructor=h}d(h,f);h.prototype=null===f?Object.create(f):(a.prototype=f.prototype,new a)}}();
+(function(d){var h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(Error);d.CommunicatorError=h;var f=function(a){function c(b){b=a.call(this,"Invalid index ("+b+").")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.InvalidIndexError=f;f=function(a){function c(){var b=a.call(this,"Selection invalidated.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.SelectionInvalidatedError=
+f;f=function(a){function c(){var b=a.call(this,"Internal logic error.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.InternalLogicError=f;f=function(a){function c(b){var g=a.call(this,"Invalid node ("+b+").")||this;Object.setPrototypeOf(g,c.prototype);g.nodeId=b;return g}__extends(c,a);return c}(h);d.InvalidNodeIdError=f;f=function(a){function c(b,g){for(var k=[],e=2;e<arguments.length;e++)k[e-2]=arguments[e];k.push(g);e=[];for(var f=0;f<k.length;f++){var m=k[f];
+switch(m){case 0:e.push(d.NodeType.DrawingSheet,d.NodeType.PartInstance,d.NodeType.AssemblyNode);break;case 1:e.push(d.NodeType.BodyInstance);e.push(d.NodeType.PmiBody);e.push(d.NodeType.ViewFrame);break;case 2:e.push(d.NodeType.BodyInstance);break;case 3:e.push(d.NodeType.CadView);break;default:d.Util.TypeAssertNever(m)}}e.sort();k=[];for(f=0;f<e.length;f++)k.push(d.NodeType[e[f]]);k=a.call(this,"Expected node ("+b+") to be of "+(1===k.length?"type ("+k[0]+")":"types "+k)+".")||this;Object.setPrototypeOf(k,
+c.prototype);k.nodeId=b;k.expectedTypes=e;return k}__extends(c,a);return c}(h);d.InvalidNodeTypeError=f;f=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.LoadError=f;var a=function(a){function c(){var b=a.call(this,"Load cancelled.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(f);d.LoadCancelledError=a;f=function(a){function c(b){b=a.call(this,"Missing model: '"+b+"'.")||this;Object.setPrototypeOf(b,
+c.prototype);return b}__extends(c,a);return c}(f);d.MissingModelError=f;h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.ParseError=h;f=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.AssemblyDataParseError=f;d.MetaDataParseError=f;h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);
+d.XmlParseError=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d,c){var b=this;this._explodeActive=!1;this._explodeMagnitude=0;this._model=a;this._engine=d;c.bind({_modelSwitched:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){this.stop();return[2]})})}})}d.prototype.start=function(a,d){this.getActive()&&this.stop();return this._doExplode(a,d)};d.prototype.setMagnitude=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return 0<
+a&&!this._explodeActive?[4,this.start()]:[3,2];case 1:return d.sent(),[3,3];case 2:0===a&&this._explodeActive&&this.stop(),d.label=3;case 3:return this._explodeActive?(this._explodeMagnitude=a,[2,this._engine.setExplodeMagnitude(a)]):[2]}})})};d.prototype.stop=function(){this._engine.stopExplode();this._explodeMagnitude=0;this._explodeActive=!1;this._engine.setExplodeMagnitude(0);return Promise.resolve()};d.prototype.getMagnitude=function(){return this._explodeMagnitude};d.prototype.getActive=function(){return this._explodeActive};
+d.prototype._doExplode=function(a,d){return __awaiter(this,void 0,void 0,function(){var c,b;return __generator(this,function(g){switch(g.label){case 0:return this._explodeActive=!0,c=void 0!==a&&0<a.length?this._model._gatherInstanceIncsFromNodeIds(a):[],d?[3,2]:[4,this._model.getModelBounding(!0,!1)];case 1:return b=g.sent(),this._engine.startExplode(c,b.center()),[3,3];case 2:this._engine.startExplode(c,d),g.label=3;case 3:return[2]}})})};return d}();d.ExplodeManager=h})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){var f=function(){function a(){this._obscuredLineColor=d.Color.black();this._obscuredLineOpacity=.2;this._visibleLineColor=d.Color.black();this._visibleLineOpacity=1;this._backgroundColor=d.Color.white()}a.prototype.getObscuredLineColor=function(){return this._obscuredLineColor.copy()};a.prototype.setObscuredLineColor=function(a){this._obscuredLineColor.assign(a)};a.prototype.getObscuredLineOpacity=function(){return this._obscuredLineOpacity};a.prototype.getObscuredLineTransparency=function(){return this.getObscuredLineOpacity()};
+a.prototype.setObscuredLineOpacity=function(a){0<=a&&1>=a&&(this._obscuredLineOpacity=a)};a.prototype.setObscuredLineTransparency=function(a){this.setObscuredLineOpacity(a)};a.prototype.getVisibleLineColor=function(){return this._visibleLineColor.copy()};a.prototype.setVisibleLineColor=function(a){this._visibleLineColor.assign(a)};a.prototype.getVisibleLineOpacity=function(){return this._visibleLineOpacity};a.prototype.getVisibleLineTransparency=function(){return this.getVisibleLineOpacity()};a.prototype.setVisibleLineOpacity=
+function(a){0<=a&&1>=a&&(this._visibleLineOpacity=a)};a.prototype.setVisibleLineTransparency=function(a){this.setVisibleLineOpacity(a)};a.prototype.getBackgroundColor=function(){return this._backgroundColor.copy()};a.prototype.setBackgroundColor=function(a){this._backgroundColor.assign(a)};return a}();h.HiddenLineSettings=f})(d.Settings||(d.Settings={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.isMouseEventType=function(a){switch(a){case d.EventType.MouseDown:return!0;case d.EventType.MouseMove:return!0;case d.EventType.MouseUp:return!0;case d.EventType.Mousewheel:return!0;case d.EventType.TouchStart:return!1;case d.EventType.TouchMove:return!1;case d.EventType.TouchEnd:return!1;case d.EventType.KeyDown:return!1;case d.EventType.KeyUp:return!1;case d.EventType.ViewOrientationChange:return!1}};var f=function(){function a(){this._date=new Date;this._handled=!1}
+a.prototype.getHandled=function(){return this._handled};a.prototype.setHandled=function(a){this._handled=a};a.prototype.getDate=function(){return this._date};return a}();h.InputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(a){function d(c,b,g){b=a.call(this)||this;b._keyCode=c;b._eventType=g;return b}__extends(d,a);d.prototype.getKeyCode=function(){return this._keyCode};d.prototype.getEventType=function(){return this._eventType};return d}(d.InputEvent);d.KeyInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function e(c,b){this._callbackManager=c;this._operatorManager=b;this._contextEventChecker=new a(this._callbackManager)}e.prototype.injectMouseDownEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,b,g,a,e,d.MouseInputType.Down);b=d.EventType.MouseDown;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onMouseDownEvent(c)};e.prototype.injectMouseMoveEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,
+b,g,a,e,d.MouseInputType.Move);b=d.EventType.MouseMove;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectMouseUpEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,b,g,a,e,d.MouseInputType.Up);b=d.EventType.MouseUp;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onMouseUpEvent(c)};e.prototype.injectMousewheelEvent=function(c,b,g,a,e){c=new d.Event.MouseWheelInputEvent(c,
+b,g,a,e,d.MouseInputType.Wheel);b=d.EventType.Mousewheel;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectKeyDownEvent=function(c,b){c=new d.Event.KeyInputEvent(c,b,d.KeyInputType.Down);b=d.EventType.KeyDown;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectKeyUpEvent=function(c,b){c=new d.Event.KeyInputEvent(c,b,d.KeyInputType.Up);b=d.EventType.KeyUp;this._callbackManager.trigger("_inputInteraction",
+c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectTouchStartEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.Start);b=d.EventType.TouchStart;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchStartEvent(c)};e.prototype.injectTouchMoveEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.Start);b=d.EventType.TouchMove;this._callbackManager.trigger("_inputInteraction",
+c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchMoveEvent(c)};e.prototype.injectTouchEndEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.End);b=d.EventType.TouchEnd;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchEndEvent(c)};e.prototype.injectViewOrientationChangeEvent=function(){this._operatorManager._injectViewOrientationChangeEvent()};return e}();h.EventDispatcher=
+f;var a=function(){function a(c){this._contextMenuMouseButton=d.Button.Right;this._contextMenuPositionStart=d.Point2.zero();this._touchTimer=new d.Util.Timer;this._activeTouchCount=0;this._initialPosition=d.Point2.zero();this._callbackManager=c}a.prototype.onMouseDownEvent=function(c){c.getHandled()||this._contextMenuPositionStart.assign(c.getPosition())};a.prototype.onMouseUpEvent=function(c){if(!c.getHandled()){var b=c.getPosition();c.getButton()===this._contextMenuMouseButton&&this._contextMenuPositionStart.equals(b)&&
+this._callbackManager.trigger("contextMenu",b,c.getModifiers())}};a.prototype.onTouchStartEvent=function(c){var b=this,g=c.getPosition().copy();0===this._activeTouchCount&&(this._initialPosition=g);++this._activeTouchCount;c.getHandled()||this._touchTimer.set(600,function(){b._callbackManager.trigger("contextMenu",g,d.KeyModifiers.None)})};a.prototype.onTouchMoveEvent=function(c){if(!this._touchTimer.isIdle(0)){c=d.Point2.subtract(this._initialPosition,c.getPosition());c=Math.abs(c.squaredLength());
+var b=.02*window.outerHeight;c>b*b&&this._touchTimer.clear()}};a.prototype.onTouchEndEvent=function(c){0<this._activeTouchCount&&--this._activeTouchCount;this._touchTimer.clear()};return a}()})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d){this.x=a;this.y=d}d.prototype.assign=function(a){this.x=a.x;this.y=a.y;return this};d.prototype.add=function(a){this.x+=a.x;this.y+=a.y;return this};d.prototype.subtract=function(a){this.x-=a.x;this.y-=a.y;return this};d.prototype.scale=function(a){this.x*=a;this.y*=a;return this};d.prototype.equals=function(a){return this.x===a.x&&this.y===a.y};d.prototype.set=function(a,d){this.x=a;this.y=d;return this};d.prototype.copy=function(){return new d(this.x,
+this.y)};d.prototype.length=function(){return Math.sqrt(this.squaredLength())};d.prototype.squaredLength=function(){return this.x*this.x+this.y*this.y};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{x:this.x,y:this.y}};d.prototype.forJson=function(){return this.toJson()};d.fromJson=function(a){return new d(a.x,a.y)};d.subtract=function(a,e){return new d(a.x-e.x,a.y-e.y)};d.add=function(a,e){return new d(a.x+e.x,a.y+e.y)};d.distance=function(a,e){return d.subtract(e,
+a).length()};d.zero=function(){return new d(0,0)};d.fromPoint3=function(a){return new d(a.x,a.y)};return d}();d.Point2=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(){this.top=this.left=0}}(),a=function(){function a(c,b){this._isFirefox=this._isIE=!1;this._canvas=null;this._canvasEventFunctions=new Map;this._documentEventFunctions=new Map;this._pointerEventsEnabled=!0;this._captureInput=this._dragStarted=this._eventsBound=this._processInput=!1;this._elementOffset=new f;this._pointerUp=!1;this._buttons=d.Buttons.None;this._eventDispatcher=c;this._timeoutMonitor=b;this._document=document;c=navigator.userAgent.toLowerCase();
+this._isIE=0<=c.indexOf("trident")||0<=c.indexOf("edge");this._isFirefox=-1<c.indexOf("firefox")}a.prototype._tryLockEventDispatcher=function(){return a._activeEventDispatcherLocked&&a._activeEventDispatcher!==this._eventDispatcher?!1:(this._calculateElementOffset(),a._activeEventDispatcher=this._eventDispatcher,a._activeOffset=this._elementOffset,a._activeEventDispatcherLocked=!0)};a.prototype._unlockEventDispatcher=function(){a._activeEventDispatcherLocked=!1};a.prototype.shutdown=function(){this.unbindEvents()};
+a.prototype.setDocument=function(c){this._unbindDocumentEvents();this._document=c;this._initDocumentEvents()};a.prototype.setOptions=function(c){c.hasOwnProperty("usePointerEvents")&&this.setPointerEventsEnabled(!!c.usePointerEvents)};a.prototype.elementResize=function(){this._calculateElementOffset()};a.prototype.setPointerEventsEnabled=function(c){this._pointerEventsEnabled=c};a.prototype.getPointerEventsEnabled=function(){return this._pointerEventsEnabled};a.prototype._browserSupportsPointerEvents=
+function(){return window.hasOwnProperty("PointerEvent")};a.prototype._usePointerEvents=function(){return this._browserSupportsPointerEvents()&&this._pointerEventsEnabled&&this._isIE};a.prototype._calculateElementOffset=function(){if(null!==this._canvas){var c=this._canvas.getBoundingClientRect();this._elementOffset.left=c.left;this._elementOffset.top=c.top}};a.prototype._initDocumentEvents=function(){var c=this;this._usePointerEvents()?(this._bindDocumentEvent("pointermove",function(b){c._processDocumentPointerMove(b)}),
+this._bindDocumentEvent("pointerup",function(b){c._processDocumentPointerUp(b)})):(this._bindDocumentEvent("mousemove",function(b){c._processDocumentMouseMove(b)}),this._bindDocumentEvent("mouseup",function(b){c._processDocumentMouseUp(b)}))};a.prototype._initCanvasEvents=function(){var c=this;this._usePointerEvents()?(this._bindCanvasEvent("pointerdown",function(b){c._processPointerDown(b)}),this._bindCanvasEvent("pointermove",function(b){c._processPointerMove(b)}),this._bindCanvasEvent("pointerup",
+function(b){c._processPointerUp(b)}),this._bindCanvasEvent("pointerenter",function(b){c._processPointerEnter(b)}),this._bindCanvasEvent("pointerleave",function(b){c._processPointerLeave(b)})):(this._bindCanvasEvent("mousedown",function(b){c._processMouseDown(b)}),this._bindCanvasEvent("mousemove",function(b){c._processMouseMove(b)}),this._bindCanvasEvent("mouseup",function(b){c._processMouseUp(b)}),this._bindCanvasEvent("mouseenter",function(b){c._processMouseEnter(b)}),this._bindCanvasEvent("mouseleave",
+function(b){c._processMouseLeave(b)}),this._bindCanvasEvent("touchstart",function(b){c._processTouchStart(b)}),this._bindCanvasEvent("touchmove",function(b){c._processTouchMove(b)}),this._bindCanvasEvent("touchend",function(b){c._processTouchEnd(b)}),this._bindCanvasEvent("touchcancel",function(b){c._processTouchEnd(b)}));this._isFirefox?this._bindCanvasEvent("DOMMouseScroll",function(b){c._processMousewheel(b)}):this._bindCanvasEvent("mousewheel",function(b){c._processMousewheel(b)});this._bindCanvasEvent("keydown",
+function(b){c._processKeyDownEvent(b)});this._bindCanvasEvent("keyup",function(b){c._processKeyUpEvent(b)})};a.prototype.bindEvents=function(c){this._eventsBound||(this._canvas=c,this._processInput=!0,this._initCanvasEvents(),this._initDocumentEvents(),this._eventsBound=!0,this._tryLockEventDispatcher())};a.prototype._bindDocumentEvent=function(c,b){if(null!==this._document){var g=this._documentEventFunctions.get(c);void 0!==g&&this._document.removeEventListener(c,g);this._documentEventFunctions.set(c,
+b);this._document.addEventListener(c,b)}};a.prototype._bindCanvasEvent=function(c,b){if(null!==this._canvas){var g=this._canvasEventFunctions.get(c);void 0!==g&&this._canvas.removeEventListener(c,g);this._canvasEventFunctions.set(c,b);this._canvas.addEventListener(c,b)}};a.prototype._unbindDocumentEvents=function(){var c=this;this._documentEventFunctions.forEach(function(b,g){c._document.removeEventListener(g,b)});this._documentEventFunctions.clear()};a.prototype._unbindCanvasEvents=function(){var c=
+this;null!==this._canvas&&(this._canvasEventFunctions.forEach(function(b,g){c._canvas.removeEventListener(g,b)}),this._canvasEventFunctions.clear());console.assert(0===this._canvasEventFunctions.size)};a.prototype.unbindEvents=function(){this._unbindCanvasEvents();this._unbindDocumentEvents();this._eventsBound=this._processInput=!1;a._activeEventDispatcher===this._eventDispatcher&&this._unlockEventDispatcher()};a.prototype._convertEventCoordsToTargetCoords=function(c,b){var g=null!==a._activeOffset?
+a._activeOffset:this._elementOffset;return new d.Point2(c-g.left,b-g.top)};a.prototype.focusInput=function(c){null!==this._canvas&&(c?this._canvas.focus():this._canvas.blur())};a.prototype._setButtons=function(c){c.buttons&&(this._buttons=c.buttons)};a.prototype._processMouseDown=function(c){if(this._tryLockEventDispatcher()){switch(c.button){case 0:this._buttons|=d.Buttons.Left;break;case 1:this._buttons|=d.Buttons.Middle;break;case 2:this._buttons|=d.Buttons.Right}c.preventDefault();this._timeoutMonitor.resetTimeout();
+if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);a._activeEventDispatcher.injectMouseDownEvent(b.x,b.y,c.button,this._buttons,g);this._dragStarted=!0}}};a.prototype._processMouseMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY);c=this._getEventModifiers(c);null!==a._activeEventDispatcher&&a._activeEventDispatcher.injectMouseMoveEvent(b.x,
+b.y,d.Button.None,this._buttons,c)}};a.prototype._processMouseUp=function(c){this._unlockEventDispatcher();switch(c.button){case 0:this._buttons&=~d.Buttons.Left;break;case 1:this._buttons&=~d.Buttons.Middle;break;case 2:this._buttons&=~d.Buttons.Right}c.preventDefault();c.stopPropagation();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);null!==a._activeEventDispatcher?a._activeEventDispatcher.injectMouseUpEvent(b.x,
+b.y,c.button,this._buttons,g):this._eventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g);this._captureInput=this._dragStarted=!1}};a.prototype._processMousewheel=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);this._eventDispatcher.injectMousewheelEvent(b.x,b.y,this._isFirefox?0<c.detail?-1:1:0<c.wheelDelta?1:-1,this._buttons,g)}};a.prototype._processDocumentMouseMove=
+function(c){this._dragStarted&&this._captureInput&&this._processMouseMove(c)};a.prototype._processDocumentMouseUp=function(c){this._dragStarted&&this._captureInput&&this._processMouseUp(c)};a.prototype._processMouseLeave=function(c){this._unlockEventDispatcher();this._dragStarted&&(this._captureInput=!0)};a.prototype._processMouseEnter=function(c){this._tryLockEventDispatcher()&&this._dragStarted&&(this._captureInput=!1)};a.prototype._isFunctionKey=function(c){return 112<=c.which&&123>=c.which};a.prototype._processKeyDownEvent=
+function(c){this._isFunctionKey(c)||c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._getEventModifiers(c);this._eventDispatcher.injectKeyDownEvent(c.which,b)}};a.prototype._processKeyUpEvent=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._getEventModifiers(c);this._eventDispatcher.injectKeyUpEvent(c.which,b)}};a.prototype._processTouchStart=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();
+if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchStartEvent(g.identifier,a.x,a.y,this._buttons)}};a.prototype._processTouchMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchMoveEvent(g.identifier,
+a.x,a.y,this._buttons)}};a.prototype._processTouchEnd=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchEndEvent(g.identifier,a.x,a.y,this._buttons)}};a.prototype._processPointerDown=function(c){if(this._tryLockEventDispatcher()&&(this._setButtons(c),c.preventDefault(),this._timeoutMonitor.resetTimeout(),
+this._processInput)){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);"mouse"===c.pointerType?a._activeEventDispatcher.injectMouseDownEvent(b.x,b.y,c.button,this._buttons,g):"touch"===c.pointerType&&a._activeEventDispatcher.injectTouchStartEvent(c.pointerId,b.x,b.y,this._buttons);this._pointerUp=!1}};a.prototype._processPointerMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();this._setButtons(c);if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,
+c.clientY),g=this._getEventModifiers(c);null!==a._activeEventDispatcher&&("mouse"===c.pointerType?a._activeEventDispatcher.injectMouseMoveEvent(b.x,b.y,c.button,this._buttons,g):"touch"===c.pointerType&&a._activeEventDispatcher.injectTouchMoveEvent(c.pointerId,b.x,b.y,this._buttons))}};a.prototype._processPointerUp=function(c){this._unlockEventDispatcher();this._setButtons(c);c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,
+c.clientY),g=this._getEventModifiers(c);"mouse"!==c.pointerType||this._pointerUp?"touch"===c.pointerType&&this._eventDispatcher.injectTouchEndEvent(c.pointerId,b.x,b.y,this._buttons):null!==a._activeEventDispatcher?a._activeEventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g):this._eventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g);this._captureInput=this._dragStarted=!1;this._pointerUp=!0}};a.prototype._processPointerEnter=function(c){this._pointerUp||(this._captureInput=
+!1)};a.prototype._processPointerLeave=function(c){this._pointerUp||(this._captureInput=!0)};a.prototype._processDocumentPointerMove=function(c){!this._pointerUp&&this._captureInput&&this._processPointerMove(c)};a.prototype._processDocumentPointerUp=function(c){!this._pointerUp&&this._captureInput&&this._processPointerUp(c)};a.prototype._getEventModifiers=function(c){var b=d.KeyModifiers.None;c.altKey&&(b|=d.KeyModifiers.Alt);c.ctrlKey&&(b|=d.KeyModifiers.Control);c.shiftKey&&(b|=d.KeyModifiers.Shift);
+c.metaKey&&(b|=d.KeyModifiers.Command);return b};a._activeEventDispatcher=null;a._activeEventDispatcherLocked=!1;a._activeOffset=null;return a}();h.InputMonitor=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.Directional=0]="Directional"})(d.LightType||(d.LightType={}));(function(d){d[d.World=0]="World";d[d.Camera=1]="Camera"})(d.LightSpace||(d.LightSpace={}));var h=function(){return function(d,a,e,c){this.type=d;this.space=a;this.position=e;this.color=c}}();d.Light=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(){}d.prototype.exportMarkup=function(){return[]};d.prototype.loadData=function(a){a;return Promise.resolve([])};return d}();d.MarkupTypeManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a,c){var b=f.call(this)||this;b._markupArray=[];b._viewer=a;b._callbackManager=c;b._callbackManager.bind({modelSwitched:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.removeAllLines()];case 1:return b.sent(),[2]}})})}});return b}__extends(a,f);a.prototype.addLine=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._markupArray.push(a),
+[4,a.updateLine()];case 1:return c.sent(),this._callbackManager.trigger("lineCreated",a),[2]}})})};a.prototype.removeLine=function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:c=0,b.label=1;case 1:return c<this._markupArray.length?this._markupArray[c].getId()!==a.getId()?[3,3]:[4,a.removeLine()]:[3,4];case 2:b.sent(),this._markupArray.splice(c,1),this._callbackManager.trigger("lineDeleted",a),b.label=3;case 3:return c++,[3,1];case 4:return[2]}})})};
+a.prototype.removeAllLines=function(){for(var a=this,c=[],b=function(b){var d=g._markupArray[b];c.push(d.removeLine().then(function(){a._callbackManager.trigger("lineDeleted",d)}));g._markupArray.splice(b,1)},g=this,k=this._markupArray.length-1;0<=k;k--)b(k);return d.Util.waitForAll(c)};a.prototype.getAllLines=function(){return this._markupArray.slice(0)};a.prototype.removeLastLine=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return 0<
+this._markupArray.length?[4,this.removeLine(this._markupArray[this._markupArray.length-1])]:[3,2];case 1:a.sent(),a.label=2;case 2:return[2]}})})};a.prototype.getLineByNodeId=function(a){for(var c=0,b=this._markupArray;c<b.length;c++){var g=b[c],d=g.getNodeId();if(null!==d&&d===a)return g}return null};a.prototype.exportMarkup=function(){for(var a=[],c=0,b=this._markupArray;c<b.length;c++)a.push(b[c].toJson());return a};a.prototype._handleLoadLine=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(c){switch(c.label){case 0:return a instanceof d.Markup.Line.LineMarkup?[4,this.addLine(a)]:[3,2];case 1:return c.sent(),this._callbackManager.trigger("lineLoaded",a),[2,!0];case 2:return[2,!1]}})})};a.prototype.loadData=function(a){for(var c=this,b=[],g=0;g<a.length;g++){var k=a[g];if(k.hasOwnProperty("className")){var e=d.Internal.classFromString(k.className);e&&(k=e.fromJson(k,this._viewer),k instanceof Promise?b.push(k.then(function(b){return c._handleLoadLine(b)})):b.push(this._handleLoadLine(k)))}}return Promise.all(b)};
+return a}(d.MarkupTypeManager);d.LineManager=h})(Communicator||(Communicator={}));var __decorate=this&&this.__decorate||function(d,h,f,a){var e=arguments.length,c=3>e?h:null===a?a=Object.getOwnPropertyDescriptor(h,f):a,b;if("object"===typeof Reflect&&"function"===typeof Reflect.decorate)c=Reflect.decorate(d,h,f,a);else for(var g=d.length-1;0<=g;g--)if(b=d[g])c=(3>e?b(c):3<e?b(h,f,c):b(h,f))||c;return 3<e&&c&&Object.defineProperty(h,f,c),c};
+(function(d){var h=function(){function f(a,e,c,b,g,k,l){this._markupTypeMap=new Map;this._domElements=a;this._callbackManager=b;this._viewer=l;this._sheetManager=g;this._sheetManager.setMarkupManager(this);this._noteTextManager=k;this._renderer=new d.Internal.SVG.SVGMarkupRenderer;this._itemManager=new d.Internal.MarkupItemManager(this._callbackManager,this._domElements,this._renderer);this._viewManager=new d.Internal.MarkupViewManager(this._viewer,this._itemManager,this._callbackManager,l.explodeManager,
+l.cuttingManager,this._sheetManager);this._measurementManager=e;this._lineManager=c}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","MarkupManager",d);return b.apply(this,c)};return c};f.prototype.registerMarkupTypeManager=function(a,d){this._markupTypeMap.set(a,d)};f.prototype.createMarkupView=function(a,d,c,b,g){void 0===d&&(d=!0);void 0===c&&(c=null);void 0===b&&(b=null);void 0===
+g&&(g=null);var k=this._viewer.sheetManager.getActiveSheetId();return this._viewManager.createView(a,d,k,c,b,g).getUniqueId()};f.prototype.getMarkupView=function(a){return this._viewManager.getView(a)};f.prototype.getMarkupViewKeys=function(){return this._viewManager.getViewKeys()};f.prototype.activateMarkupViewWithPromise=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,this._viewManager.activateView(a,
+e)]})})};f.prototype.activateMarkupView=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return this._viewManager.deprecatedActivateView(a,e)};f.prototype.getActiveMarkupView=function(){return this._itemManager.getActiveView()};f.prototype.deleteMarkupView=function(a){return this._viewManager.deleteView(a)};f.prototype.registerMarkup=function(a){a=this._itemManager.registerMarkupItem(a);this.updateLater();return a};f.prototype.unregisterMarkup=function(a){this._itemManager.unregisterMarkupItem(a);
+this.updateLater()};f.prototype.addMarkupElement=function(a){var e=d.UUID.create();a.id=e;this._domElements.getRedlineElement().appendChild(a);return e};f.prototype.removeMarkupElement=function(a){for(var d=this._domElements.getRedlineElement(),c=0;c<d.children.length;c++){var b=d.children.item(c);null!==b&&b.id===a&&d.removeChild(b)}};f.prototype.refreshMarkup=function(){this.updateLater()};f.prototype.updateLater=function(){this._itemManager.updateLater()};f.prototype.pickMarkupItem=function(a){return this._itemManager.pick(a)};
+f.prototype.getPickTolerance=function(){return this._itemManager.getPickTolerance()};f.prototype.setPickTolerance=function(a){return this._itemManager.setPickTolerance(a)};f.prototype.selectMarkup=function(a){this._itemManager.select(a)};f.prototype.getSelectedMarkup=function(){return this._itemManager.getSelected()};f.prototype.exportMarkup=function(){var a={views:this._viewManager.exportMarkup(),notes:this._noteTextManager.exportMarkup(),measurement:this._measurementManager.exportMarkup(),lines:this._lineManager.exportMarkup()};
+this._markupTypeMap.forEach(function(d,c){a[c]=d.exportMarkup()});return a};f.prototype.loadMarkupData=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){"string"===typeof a&&(a=JSON.parse(a));return[2,this._loadMarkupData(a)]})})};f.prototype._loadMarkupData=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){e=[];a.hasOwnProperty("views")&&(c=this._viewManager.loadData(a.views).then(d.Internal.all),e.push(c));
+a.hasOwnProperty("notes")&&(c=this._noteTextManager.loadData(a.notes).then(d.Internal.all),e.push(c));a.hasOwnProperty("measurement")&&(c=this._measurementManager.loadData(a.measurement).then(d.Internal.all),e.push(c));a.hasOwnProperty("lines")&&(c=this._lineManager.loadData(a.lines).then(d.Internal.all),e.push(c));this._markupTypeMap.forEach(function(b,c){a.hasOwnProperty(c)&&(b=b.loadData(a[c]).then(d.Internal.all),e.push(b))});return[2,Promise.all(e).then(d.Internal.all)]})})};f.prototype.getRenderer=
+function(){return this._renderer};f.prototype._shutdown=function(){this._itemManager.shutdown();this._renderer._clear()};f.prototype._update=function(){this._itemManager.update()};f.prototype._setActiveMarkupView=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this._itemManager.setActiveView(a)]})})};f.prototype._getItemManager=function(){return this._itemManager};__decorate([f.deprecated],f.prototype,"activateMarkupView",null);return f}();d.MarkupManager=
+h})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a,c){var b=f.call(this)||this;b._markupArray=[];b._color=new d.Color(0,0,0);b._edgeColor=new d.Color(0,0,0);b._viewer=a;b._callbackManager=c;b._callbackManager.bind({modelSwitched:function(){b.removeAllMeasurements()}});return b}__extends(a,f);a.prototype.addMeasurement=function(a){this._markupArray.push(a);var c=this._viewer.markupManager.registerMarkup(a);a._setId(c);return c};a.prototype.finalizeMeasurement=function(a){this._callbackManager.trigger("measurementCreated",a)};
+a.prototype.removeMeasurement=function(a){for(var c=0;c<this._markupArray.length;c++)if(this._markupArray[c]._getId()===a._getId()){this._markupArray.splice(c,1);this._viewer.markupManager.unregisterMarkup(a._getId());this._callbackManager.trigger("measurementDeleted",a);break}};a.prototype.removeAllMeasurements=function(){for(var a=this._markupArray.length-1;0<=a;a--){var c=this._markupArray[a];this._viewer.markupManager.unregisterMarkup(c._getId());this._markupArray.splice(a,1);this._callbackManager.trigger("measurementDeleted",
+c)}};a.prototype.getAllMeasurements=function(){return this._markupArray.slice(0)};a.prototype.removeLastMeasurement=function(){0<this._markupArray.length&&this.removeMeasurement(this._markupArray[this._markupArray.length-1])};a.prototype.setMeasurementColor=function(a){this._color.assign(a)};a.prototype.getMeasurementColor=function(){return this._color.copy()};a.prototype.setMeasurementEdgeColor=function(a){this._edgeColor.assign(a)};a.prototype.getMeasurementEdgeColor=function(){return this._edgeColor.copy()};
+a.prototype.exportMarkup=function(){for(var a=[],c=0,b=this._markupArray;c<b.length;c++)a.push(b[c].toJson());return a};a.prototype._handleLoadMeasurement=function(a){return a instanceof d.Markup.Measure.MeasureMarkup?(this.addMeasurement(a),this._callbackManager.trigger("measurementLoaded",a),!0):!1};a.prototype.loadData=function(a){for(var c=this,b=[],g=0;g<a.length;g++){var k=a[g];if(k.hasOwnProperty("className")){var e=d.Internal.classFromString(k.className);e&&(k=e.fromJson(k,this._viewer),k instanceof
+Promise?b.push(k.then(function(b){return c._handleLoadMeasurement(b)})):b.push(Promise.resolve(this._handleLoadMeasurement(k))))}}return Promise.all(b)};return a}(d.MarkupTypeManager);d.MeasureManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this._faceMeshData=[];this._pointMeshData=[];this._polylineMeshData=[];this._faceWinding=d.FaceWinding.CounterClockwise;this._isManifold=this._backfacesEnabled=!1}f.prototype.addFaces=function(a,e,c,b,g){void 0===g&&(g=0);this._faceMeshData.push(new d.Internal.FaceMeshData(a,e,c,b,g))};f.prototype.addPoints=function(a,e,c){void 0===c&&(c=0);this._pointMeshData.push(new d.Internal.PointMeshData(a,e,c))};f.prototype.addPolyline=function(a,e,c){void 0===c&&
+(c=0);this._polylineMeshData.push(new d.Internal.PolylineMeshData(a,e,c))};f.prototype.clear=function(){this._faceMeshData.length=0;this._pointMeshData.length=0;this._polylineMeshData.length=0};f.prototype.setFaceWinding=function(a){this._faceWinding=a};f.prototype.getFaceWinding=function(){return this._faceWinding};f.prototype.setBackfacesEnabled=function(a){this._backfacesEnabled=a};f.prototype.getBackfacesEnabled=function(){return this._backfacesEnabled};f.prototype.setManifold=function(a){this._isManifold=
+a};f.prototype.isManifold=function(){return this._isManifold};f.prototype._getFaceData=function(){return this._faceMeshData};f.prototype._getPointData=function(){return this._pointMeshData};f.prototype._getPolylineData=function(){return this._polylineMeshData};return f}();d.MeshData=h;h=function(){function f(a,e,c,b,g,k,l){this._instanceName=this._pointColor=this._lineColor=this._faceColor=this._matrix=this._meshId=null;this._pointOpacity=this._lineOpacity=this._faceOpacity=1;this._creationFlags=
+d.MeshInstanceCreationFlags.None;this._overlayIndex=0;a&&(this._meshId=a.slice());e&&(this._matrix=e.copy());c&&(this._instanceName=c);b&&(this._faceColor=b.copy());g&&(this._lineColor=g.copy());k&&(this._pointColor=k.copy());l&&(this._creationFlags=l)}f.prototype.copy=function(){var a=new f(this.getMeshId(),this.getMatrix(),this.getInstanceName(),this.getFaceColor(),this.getLineColor(),this.getPointColor(),this.getCreationFlags());a.setPointOpacity(this.getOpacity());a.setLineOpacity(this.getLineOpacity());
+a.setOpacity(this.getOpacity());a.setOverlayIndex(this.getOverlayIndex());return a};f.prototype.clear=function(){this._instanceName=this._pointColor=this._lineColor=this._faceColor=this._matrix=this._meshId=null;this._pointOpacity=this._lineOpacity=this._faceOpacity=1;this._creationFlags=d.MeshInstanceCreationFlags.None;this._overlayIndex=0};f.prototype.getMeshId=function(){return null!==this._meshId?this._meshId.slice():null};f.prototype.getMeshKey=function(){return this.getMeshId()};f.prototype.setMeshId=
+function(a){this._meshId=a.slice()};f.prototype.setMeshKey=function(a){this.setMeshId(a)};f.prototype.getMatrix=function(){return null!==this._matrix?this._matrix.copy():null};f.prototype.getCreationFlags=function(){return this._creationFlags};f.prototype.setCreationFlags=function(a){this._creationFlags=a};f.prototype.setMatrix=function(a){this._matrix=a.copy()};f.prototype.getInstanceName=function(){return this._instanceName};f.prototype.setInstanceName=function(a){this._instanceName=a};f.prototype.setFaceColor=
+function(a){this._faceColor=a.copy()};f.prototype.getFaceColor=function(){return null!==this._faceColor?this._faceColor.copy():null};f.prototype.setLineColor=function(a){this._lineColor=a.copy()};f.prototype.getLineColor=function(){return null!==this._lineColor?this._lineColor.copy():null};f.prototype.setPointColor=function(a){this._pointColor=a.copy()};f.prototype.getPointColor=function(){return null!==this._pointColor?this._pointColor.copy():null};f.prototype.setPointOpacity=function(a){this._pointOpacity=
+a};f.prototype.getPointOpacity=function(){return this._pointOpacity};f.prototype.setLineOpacity=function(a){this._lineOpacity=a};f.prototype.getLineOpacity=function(){return this._lineOpacity};f.prototype.setOpacity=function(a){this._faceOpacity=a};f.prototype.setTransparency=function(a){this._faceOpacity=a};f.prototype.getOpacity=function(){return this._faceOpacity};f.prototype.getTransparency=function(){return this._faceOpacity};f.prototype.setOverlayIndex=function(a){this._overlayIndex=a};f.prototype.getOverlayIndex=
+function(){return this._overlayIndex};return f}();d.MeshInstanceData=h})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){return function(a,d,c,b,g){void 0===g&&(g=0);this.vertexData=a;this.normalData=d;this.rgba32data=c;this.uvData=b;this.bits=g}}();d.FaceMeshData=f;f=function(){return function(a,d,c){void 0===c&&(c=0);this.vertexData=a;this.rgba32data=d;this.bits=c}}();d.PolylineMeshData=f;f=function(){return function(a,d,c){void 0===c&&(c=0);this.vertexData=a;this.rgba32data=d;this.bits=c}}();d.PointMeshData=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator=
+{}));(function(d){(function(d){(function(d){function a(a){console.assert(a!==d.invalidNodeId);return a>d.invalidNodeId}d.invalidNodeId=-1;d.isAuthoredId=a;d.getAuthoredId=function(d){console.assert(a(d));return d};d.getRuntimeId=function(e,c){return a(e)?d.towardInclusionContext(c).toRuntimeId(e):e}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){d.DefaultTransitionDuration=400;d.EmptyModelName="_empty";d.InvalidNodeId=d.Internal.Tree.invalidNodeId;var h=function(){function f(a,e){var c=this;this._pmiColor=d.Color.black();this._pmiColorOverride=!1;this._viewAxes=new d.ViewAxes;this._viewAxesSet=!1;this._firstModelRootId=d.InvalidNodeId;this._engine=a;this._callbackManager=e;this._callbackManager.bind({_firstModelLoaded:function(b){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(c){this._firstModelRootId=
+b[0];return[2]})})},_resetAssemblyTreeBegin:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){this._viewAxes=new d.ViewAxes;this._viewAxesSet=!1;return[2]})})}})}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","Model",d);return b.apply(this,c)};return c};f.prototype._setModelStructure=function(a){console.assert(void 0===this._modelStructure);this._modelStructure=
+a};f.prototype.getClientDimensions=function(){return this._engine.getClientDimensions()};f.prototype.setViewAxes=function(a,e){if(a.isAxis()&&e.isAxis()&&!a.equals(e))this._viewAxes.frontVector=a,this._viewAxes.upVector=e,this._callbackManager.trigger("viewAxes",a,e),this._viewAxesSet=!0;else throw new d.CommunicatorError("The upVector and frontVector must be unique, cardinal axes.");};f.prototype.viewAxesHaveBeenSet=function(){return this._viewAxesSet};f.prototype.getViewAxes=function(){return this._viewAxes};
+f.prototype.getModelBounding=function(a,e,c){void 0===c&&(c=!1);return __awaiter(this,void 0,void 0,function(){var b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:b=new d.Box,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._engine.getModelBounding(a,e,c)];case 2:return b=f.sent(),[3,4];case 3:return g=f.sent(),k=!1,SC.isError(g)&&(l=SC.getStateFailure(g),1===l&&(k=!0)),console.assert(k),[3,4];case 4:return[2,b]}})})};f.prototype._preventNodeDeletion=function(a){return this._modelStructure.preventNodeDeletion(a)};
+f.prototype._preventMeshDeletion=function(a){console.assert(0===a[0]);return this._modelStructure.preventMeshDeletion(a[1])};f.prototype._getNodeFromInstanceInc=function(a,d,c,b){return this._modelStructure.getNodeFromInstanceInc(a,d,c,b)};f.prototype.getNodesBounding=function(a,d){var c=7,b=!1,g=!1;void 0!==d&&(!1===d.bodyInstance&&(c&=-2),!1===d.pmiBody&&(c&=-3),!1===d.viewFrame&&(c&=-5),d.ignoreInvisible&&(b=!0),d.tightBounding&&(g=!0));return this._modelStructure.getBounding(a,c,b,g)};f.prototype.getNodeRealBounding=
+function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){e=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);if(0===e.length)throw new d.CommunicatorError("Cannot get bounding of node without geometry.");return[2,this._engine.getDrawnPartsBounding(e)]})})};f.prototype.setNodesVisibilities=function(a,e){void 0===e&&(e=null);a=d.Internal.fromIntegerMap(a);return this._modelStructure.setVisibilitiesByMap(a,e)};f.prototype.setNodesVisibility=
+function(a,d,c){void 0===c&&(c=null);return this._modelStructure.setVisibilitiesByValue(a,d,c)};f.prototype.resetNodesVisibility=function(){return this._modelStructure.resetAllVisibilities()};f.prototype.getVisibilityState=function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){e=this._modelStructure.lookupAnyTreeNode(a);if(null===e)throw new d.InvalidNodeIdError(a);return[2,d.Internal.Tree.getVisibilityState(e)]})})};f.prototype.resetNodesTransform=function(){return this._modelStructure.resetAllTransforms()};
+f.prototype.reset=function(){return this._modelStructure.reset()};f.prototype.clear=function(){return this._modelStructure.clear()};f.prototype.setNodesFaceColor=function(a,d){this._setNodesFaceColor(a,d);return Promise.resolve()};f.prototype._setNodesFaceColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartColor(a,d.ElementType.Faces,e)};f.prototype._unsetNodesColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.unsetPartColor(a,e)};f.prototype.unsetNodesFaceColor=function(a){this._unsetNodesColor(a,d.ElementType.Faces);return Promise.resolve()};f.prototype.setNodesLineColor=function(a,d){this._setNodesLineColor(a,d);return Promise.resolve()};f.prototype._setNodesLineColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartColor(a,d.ElementType.Lines,e)};
+f.prototype.unsetNodesLineColor=function(a){this._unsetNodesColor(a,d.ElementType.Lines);return Promise.resolve()};f.prototype.setNodesHighlighted=function(a,e){if(0===a.length)return Promise.resolve();a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightParts(a,e);return Promise.resolve()};f.prototype.getNodesHighlighted=function(a){a=this._getInstanceIncsFromLeafNodes(a);return 0<a.length?this._engine.getPartHighlighted(a):
+Promise.resolve([])};f.prototype.setNodesColors=function(a,e){var c=this;void 0===e&&(e=!1);var b=new Set,g=new Map,k=function(a,k){a=c._modelStructure.lookupAnyTreeNode(a);if(null!==a&&(a=d.Internal.Tree.gatherInstanceIncsSync(a,7,!1,b,d.Internal.Tree.WalkRestriction.None),0<a.length)){k=(k.r<<16)+(k.g<<8)+k.b;var e=g.get(k);e?g.set(k,e.concat(a)):g.set(k,a)}};if(a instanceof Map)a.forEach(function(b,c){k(c,b)});else for(var l=0,f=Object.keys(a);l<f.length;l++){var m=parseInt(f[l],10);k(m,a[m])}g.forEach(function(b,
+g){g=new d.Color(g>>16,(g&65280)>>8,g&255);c._engine.setPartColor(b,d.ElementType.Faces,g);e&&c._engine.setPartColor(b,d.ElementType.Lines,g)});return Promise.resolve()};f.prototype.getPmiTopologyReferences=function(a){var e=[],c=function(b,c,g){var a=new d.RefOnTopoItem;a.bodyId=b;a.subElementType=c;a.subElementIndex=g;return a};a=this._modelStructure.getPmiTopologyReferences(a);if(null!==a)for(var b=0;b<a.length;b++){for(var g=a[b],k=g.body.getRuntimeId(),l=0,f=g.faceIds;l<f.length;l++)e.push(c(k,
+d.PmiTopoRef.Face,f[l]));l=0;for(g=g.edgeIds;l<g.length;l++)e.push(c(k,d.PmiTopoRef.Edge,g[l]))}return 0===e.length?null:e};f.prototype.getPmis=function(){return this._modelStructure.getPmis()};f.prototype.getPMIs=function(){return this.getPmis()};f.prototype.getPmiType=function(a){return this._modelStructure.getPmiType(a)};f.prototype.getPMIType=function(a){return this.getPmiType(a)};f.prototype.getPmiSubtype=function(a){return this._modelStructure.getPmiSubType(a)};f.prototype.getPMISubtype=function(a){return this.getPmiSubtype(a)};
+f.prototype.setPmiColor=function(a){this._pmiColor.assign(a)};f.prototype.setPMIColor=function(a){this.setPmiColor(a)};f.prototype.getPmiColor=function(){return this._pmiColor.copy()};f.prototype.getPMIColor=function(){return this.getPmiColor()};f.prototype.setPmiColorOverride=function(a,d){(this._pmiColorOverride=a)?this._modelStructure.setPmiColor(this._pmiColor,d):this._modelStructure.resetPmiColor(d);return Promise.resolve()};f.prototype.setPMIColorOverride=function(a){return this.setPmiColorOverride(a)};
+f.prototype.getPmiColorOverride=function(){return this._pmiColorOverride};f.prototype.getPMIColorOverride=function(){return this.getPmiColorOverride()};f.prototype.computeMinimumBodyBodyDistance=function(a,e){var c=this._modelStructure.lookupAnyBody(a);if(null===c)throw new d.InvalidNodeTypeError(a,1);a=this._modelStructure.lookupAnyBody(e);if(null===a)throw new d.InvalidNodeTypeError(e,1);e=c.getInstanceInc();c=a.getInstanceInc();return this._engine.computeMininimumBodyBodyDistance(e,c)};f.prototype.computeMinimumFaceFaceDistance=
+function(a,e,c,b){var g=this._modelStructure.lookupAnyBody(a);if(null===g)throw new d.InvalidNodeTypeError(a,1);a=this._modelStructure.lookupAnyBody(c);if(null===a)throw new d.InvalidNodeTypeError(c,1);c=g.getInstanceInc();g=a.getInstanceInc();return this._engine.computeMininimumFaceFaceDistance([c[0],c[1]],e,[g[0],g[1]],b)};f.prototype.computeMinimumFaceRayDistance=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();return this._engine.computeMinimumFaceRayDistance(a,
+e,c)};f.prototype.computeMinimumFaceLineDistance=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();return this._engine.computeMinimumFaceLineDistance(a,e,c)};f.prototype.setNodeFaceColor=function(a,d,c){this._setNodeFaceColor(a,d,c);return Promise.resolve()};f.prototype._setNodeFaceColor=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);2===a.length&&this._engine.setElementColor(a,
+d.ElementType.Faces,e,1,c)};f.prototype._unsetElementColor=function(a,d,c){a=this._getInstanceIncFromSingleLeafNode(a);this._engine.unsetElementColor(a,d,c,1)};f.prototype.unsetNodeFaceColor=function(a,e){this._unsetElementColor(a,d.ElementType.Faces,e);return Promise.resolve()};f.prototype.setNodeFaceHighlighted=function(a,d,c){this._setNodeFaceHighlighted(a,d,c);return Promise.resolve()};f.prototype._setNodeFaceHighlighted=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],
+7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightElements(a,d.ElementType.Faces,e,1,c)};f.prototype._getElementHighlighted=function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getElementHighlighted(b,d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype.getNodeFaceHighlighted=function(a,e){return this._getElementHighlighted(a,
+d.ElementType.Faces,e)};f.prototype.setNodeLineColor=function(a,d,c){this._setNodeLineColor(a,d,c);return Promise.resolve()};f.prototype._setNodeLineColor=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();this._engine.setElementColor(a,d.ElementType.Lines,e,1,c)};f.prototype.unsetNodeLineColor=function(a,e){this._unsetElementColor(a,d.ElementType.Lines,e);return Promise.resolve()};f.prototype.setNodeLineHighlighted=function(a,
+d,c){this._setNodeLineHighlighted(a,d,c);return Promise.resolve()};f.prototype._setNodeLineHighlighted=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightElements(a,d.ElementType.Lines,e,1,c)};f.prototype.getNodeLineHighlighted=function(a,e){return this._getElementHighlighted(a,d.ElementType.Lines,e)};f.prototype.setNodePointHighlighted=function(a,d,c){this._setNodePointHighlighted(a,d,c);return Promise.resolve()};
+f.prototype._setNodePointHighlighted=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();this._engine.highlightElements(a,d.ElementType.Points,e,1,c)};f.prototype.getNodePointHighlighted=function(a,e){return this._getElementHighlighted(a,d.ElementType.Points,e)};f.prototype.resetNodesColor=function(){this._engine.resetColors();return Promise.resolve()};f.prototype.setNodesOpacity=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartOpacity(a,e)};f.prototype.setNodesTransparency=function(a,d){this.setNodesOpacity(a,d);return Promise.resolve()};f.prototype.getNodesHaveTransparency=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return 0<a.length?this._engine.getPartHasTransparency(a):Promise.resolve([])};f.prototype.setNodesOpacities=function(a){var e=this;a=d.Internal.fromIntegerMap(a);var c=new Set;
+a.forEach(function(b,g){g=e._modelStructure.lookupAnyTreeNode(g);null!==g&&(g=d.Internal.Tree.gatherInstanceIncsSync(g,1,!1,c,d.Internal.Tree.WalkRestriction.None),0<g.length&&e._engine.setPartOpacity(g,b))})};f.prototype.setNodesTransparencies=function(a){this.setNodesOpacities(a);return Promise.resolve()};f.prototype.resetModelOpacity=function(){this._engine.resetOpacity();this._callbackManager.trigger("_resetOpacity")};f.prototype.resetModelTransparency=function(){this.resetModelOpacity();return Promise.resolve()};
+f.prototype.resetModelHighlight=function(){this._engine.clearHighlight();return Promise.resolve()};f.prototype.resetNodesOpacity=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.unsetPartOpacity(a)};f.prototype.resetNodesTransparency=function(a){this.resetNodesOpacity(a);return Promise.resolve()};f.prototype._getNodesColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);
+return 0<a.length?this._engine.getPartColor(a,e):Promise.resolve([])};f.prototype._getNodesEffectiveColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return 0<a.length?this._engine.getEffectivePartColor(a,e):Promise.resolve([])};f.prototype.getNodesFaceColor=function(a){return this._getNodesColor(a,d.ElementType.Faces)};f.prototype.getNodesEffectiveFaceColor=function(a){return this._getNodesEffectiveColor(a,d.ElementType.Faces)};f.prototype.getNodesLineColor=
+function(a){return this._getNodesColor(a,d.ElementType.Lines)};f.prototype.getNodesEffectiveLineColor=function(a){return this._getNodesEffectiveColor(a,d.ElementType.Lines)};f.prototype.getNodeColorMap=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){c=this._modelStructure.lookupAnyTreeNode(a);if(null!==c)return[2,d.Internal.Tree.getNodeColorMap(c,this._engine,e)];throw new d.InvalidNodeIdError(a);})})};f.prototype.getNodesOpacity=function(a){return Promise.resolve(this._getNodesOpacity(a))};
+f.prototype.getNodesTransparency=function(a){return this.getNodesOpacity(a)};f.prototype._getNodesOpacity=function(a){a=this._getInstanceIncsFromLeafNodes(a);return 0<a.length?this._engine.getPartOpacity(a):[]};f.prototype.getNodesEffectiveOpacity=function(a,d){return(a=this._getInstanceIncsFromLeafNodes(a))&&0<a.length?this._engine.getEffectivePartOpacity(a,d):Promise.resolve([])};f.prototype.getNodesEffectiveTransparency=function(a,d){return this.getNodesEffectiveOpacity(a,d)};f.prototype._getNodeElementColor=
+function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getElementColor(b,d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype._getNodeEffectiveElementColor=function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getEffectiveElementColor(b,
+d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype.getNodeFaceColor=function(a,e){return this._getNodeElementColor(a,d.ElementType.Faces,e)};f.prototype.getNodeEffectiveFaceColor=function(a,e){return this._getNodeEffectiveElementColor(a,d.ElementType.Faces,e)};f.prototype.getNodeLineColor=function(a,e){return this._getNodeElementColor(a,d.ElementType.Lines,e)};f.prototype.getNodeEffectiveLineColor=function(a,e){return this._getNodeEffectiveElementColor(a,d.ElementType.Lines,e)};f.prototype.getOutOfHierarchy=
+function(a){return this._modelStructure.isOutOfHierarchy(a)};f.prototype.getAbsoluteRootNode=function(){return this._modelStructure.getAbsoluteRootNodeId()};f.prototype.getRootNode=function(){return this.getAbsoluteRootNode()};f.prototype.getNodeChildren=function(a,d){return this._modelStructure.getChildIds(a,d||!1)};f.prototype.getNodesInstancingSamePart=function(a){return this._modelStructure.getPartReferrers(a)};f.prototype.getUnitMultiplier=function(){var a=this._firstModelRootId!==d.InvalidNodeId?
+this._firstModelRootId:this.getAbsoluteRootNode();return this.getNodeUnitMultiplier(a)};f.prototype.getNodeUnitMultiplier=function(a){return this._modelStructure.getUnit(a)};f.prototype.createCadView=function(a,d,c,b,g,k,l,f,m){b||(b=[]);g||(g=[]);k||(k=[]);l||(l=[]);void 0===f&&(f=null);void 0===m&&(m=null);a=this._modelStructure.createCadView(a,d,c,b,g,k,l,f,m);null!==a&&this._callbackManager.trigger("cadViewCreated",a,d);return a};f.prototype.createCADView=function(a,d,c,b,g,k,l,f,m){return this.createCadView(a,
+d,c,b,g,k,l,f,m)};f.prototype.getCadViewMap=function(){return this._modelStructure.getCadViewMap()};f.prototype.getCadViews=function(){return d.Internal.toIntegerMap(this.getCadViewMap())};f.prototype.getCADViews=function(){return this.getCadViews()};f.prototype.activateCadView=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return this._modelStructure.activateCadView(a,e)};f.prototype.activateCADView=function(a,d){return this.activateCadView(a,d)};f.prototype.getCadViewPmis=function(a){return this._modelStructure.getCadViewPmis(a)};
+f.prototype.getCADViewPMIs=function(a){return this.getCadViewPmis(a)};f.prototype.cadConfigurationsEnabled=function(){return this._modelStructure.cadConfigurationsEnabled()};f.prototype.getCadConfigurations=function(){return this._modelStructure.getCadConfigurations()};f.prototype.getCADConfigurations=function(){return this.getCadConfigurations()};f.prototype.getDefaultCadConfiguration=function(){return this._modelStructure.getDefaultCadConfiguration()};f.prototype.getCADDefaultConfiguration=function(){return this.getDefaultCadConfiguration()};
+f.prototype.getActiveCadConfiguration=function(){return this._modelStructure.getActiveCadConfiguration()};f.prototype.getCADActiveConfiguration=function(){return this.getActiveCadConfiguration()};f.prototype.activateCadConfiguration=function(a){return this._modelStructure.activateCadConfiguration(a)};f.prototype.activateCADConfiguration=function(a){return this.activateCadConfiguration(a)};f.prototype.activateDefaultCadConfiguration=function(){return this._modelStructure.activateDefaultCadConfiguration()};
+f.prototype.activateCADDefaultConfiguration=function(){return this.activateDefaultCadConfiguration()};f.prototype.getEdgeCount=function(a){return this._modelStructure.getEdgeCount(a)};f.prototype.getEdgeAttributes=function(a,d){return this._modelStructure.getEdgeAttributes(a,d)};f.prototype.getEdgeProperty=function(a,d){return this._modelStructure.getEdgeProperty(a,d)};f.prototype.getFaceCount=function(a){return this._modelStructure.getFaceCount(a)};f.prototype.getFaceAttributes=function(a,d){return this._modelStructure.getFaceAttributes(a,
+d)};f.prototype.getFaceProperty=function(a,d){return this._modelStructure.getFaceProperty(a,d)};f.prototype.setEdgeProperty=function(a,d,c){this._modelStructure.setEdgeProperty(a,d,c)};f.prototype.setFaceProperty=function(a,d,c){this._modelStructure.setFaceProperty(a,d,c)};f.prototype.getNodeMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:e=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);
+if(0===e.length)throw new d.CommunicatorError("Node does not refer to a mesh instance");if(2<e.length)throw new d.CommunicatorError("Node refers to multiple mesh instances");c=e;return[4,this._engine.getInstancesMeshData(c)];case 1:return b=g.sent(),[2,this._engine.getMeshData(b)]}})})};f.prototype.getNodeMatrix=function(a){return this._modelStructure.getMatrix(a)};f.prototype.setNodeMatrix=function(a,d,c){void 0===c&&(c=!1);return this._modelStructure.setMatrix(a,d,c)};f.prototype.resetNodeMatrixToInitial=
+function(a){return this._modelStructure.resetToInitialMatrix(a)};f.prototype.getNodeNetMatrix=function(a){return this._modelStructure.getNetMatrix(a)};f.prototype.getNodeParent=function(a){return this._modelStructure.getParentId(a)};f.prototype.getNodeType=function(a){return this._modelStructure.getType(a)};f.prototype.getNodeProperties=function(a){return this._modelStructure.getProperties(a)};f.prototype.addPropertyToNode=function(a,d,c){return this._modelStructure.addProperty(a,d,c)};f.prototype.setPhysicalProperties=
+function(a,d,c,b){return this._modelStructure.setPhysicalProperties(a,d,c,b)};f.prototype.requestNodes=function(a){return this._modelStructure.requestNodes(a)};f.prototype.getNodeName=function(a){return this._modelStructure.getName(a)||null};f.prototype.getNodeExchangeId=function(a){return this._modelStructure.getNodeExchangeId(a)};f.prototype.getFilters=function(){return this._modelStructure.getFilters()};f.prototype.getFilterName=function(a){return this._modelStructure.getFilterName(a)};f.prototype.getFiltersWithNode=
+function(a){return this._modelStructure.getFiltersWithNode(a)};f.prototype.getNodesFromFiltersId=function(a){return this._modelStructure.getNodesFromFilterIds(a)};f.prototype.getLayers=function(){return this._modelStructure.getLayers()};f.prototype.getUniqueLayerNames=function(){return this._modelStructure.getUniqueLayerNames()};f.prototype.getLayerName=function(a){return this._modelStructure.getLayerName(a)};f.prototype.getLayerIdsFromName=function(a){return this._modelStructure.getLayerIdsFromName(a)};
+f.prototype.getNodeLayerId=function(a){return this._modelStructure.getNodeLayerId(a)};f.prototype.getNodesFromLayer=function(a,d){return this._modelStructure.getRuntimeNodesFromLayer(a,d)};f.prototype.getNodesFromLayers=function(a,d){return this._modelStructure.getRuntimeNodesFromLayers(a,d)};f.prototype.getNodesFromLayerName=function(a,d){return this._modelStructure.getNodesFromLayerName(a,d)};f.prototype.getNodeVisibility=function(a){return this._modelStructure.isVisible(a)};f.prototype.getBranchVisibility=
+function(a){a=this._modelStructure.getBranchVisibility(a);if(2===a)return d.BranchVisibility.Shown;if(1===a)return d.BranchVisibility.Hidden;console.assert(3===a);return d.BranchVisibility.Mixed};f.prototype.getDataFromIds=function(a){return this._engine.getDataFromIds(a)};f.prototype.getDataFromKeys=function(a){return this.getDataFromIds(a)};f.prototype.createMesh=function(a,d){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,
+this._engine.createMesh(a)];case 1:return c=b.sent(),d&&d.doNotDelete&&this._preventMeshDeletion(c),[2,c]}})})};f._flatArrayToPairArray=function(a){for(var d=[],c=0;c<a.length;c+=2)d.push([a[c],a[c+1]]);return d};f._pairArrayToFlatArray=function(a){for(var d=[],c=0;c<a.length;c++){var b=a[c];d.push(b[0],b[1])}return d};f.prototype.getMeshIds=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){switch(b.label){case 0:return e=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None),[4,this._engine.getInstancesMeshData(e)];case 1:return c=b.sent(),[2,f._flatArrayToPairArray(c)]}})})};f.prototype.replaceMesh=function(a,d){return this._engine.replaceMesh(a,d)};f.prototype.createMeshInstance=function(a,d,c,b){void 0===d&&(d=null);c||(c=!1);b||(b=!1);return this._createMeshInstance(a,d,c,b)};f.prototype._createMeshInstance=function(a,e,c,b){return __awaiter(this,void 0,void 0,function(){var g,k,l,f,m,p,h,r;return __generator(this,function(n){switch(n.label){case 0:g=
+a.getMatrix();k=null!==g||null!==e;l=a.getCreationFlags();console.assert(!e||!b,"Out of hierarchy instances should not have a parent node.");f=null===e||this.getNodeVisibility(e);m=a;if(k||!f)m=a.copy(),m.setCreationFlags(l|d.MeshInstanceCreationFlags.Invisible);return[4,this._engine.createMeshInstance(m)];case 1:p=n.sent();h=this._modelStructure.createMeshInstance(p[0],p[1],a.getInstanceName(),e,c,b);if(!k)return[3,3];r=g?g:new d.Matrix;return[4,this.setNodeMatrix(h,r,!0)];case 2:n.sent(),0===(l&
+d.MeshInstanceCreationFlags.Invisible)&&f&&this._engine.setPartVisibility(p,!0,!0),n.label=3;case 3:return null===e?[3,5]:[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[h],d.NodeSource.CreateInstance)];case 4:n.sent(),n.label=5;case 5:return[2,h]}})})};f.prototype.createPmiInstance=function(a,e,c,b,g){return __awaiter(this,void 0,void 0,function(){var k,l,f,m,p,h,r,u;return __generator(this,function(n){switch(n.label){case 0:void 0===g&&(g=null);k=[];l=0;for(f=b;l<f.length;l++){m=
+f[l];p=this._modelStructure.lookupBodyInstance(m.bodyId);if(null===p)throw new d.InvalidNodeIdError(m.bodyId);h=d.Internal.Tree.ReferenceOnTopology.fromBodyInstance(p,m.subElementType,m.subElementIndex);k.push(h)}return[4,this._engine.createMeshInstance(a)];case 1:return r=n.sent(),u=this._modelStructure.createPmiInstance(r[0],r[1],e,c,k,a.getInstanceName(),g),null===g?[3,3]:[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[u],d.NodeSource.CreatePmi)];case 2:n.sent(),n.label=
+3;case 3:return[2,u]}})})};f.prototype.createPMIInstance=function(a,d,c,b,g){return this.createPmiInstance(a,d,c,b,g)};f.prototype.createImage=function(a,d){return this._engine.createImage(a,d)};f.prototype.deleteImages=function(a){return this._engine.destroyImages(f._pairArrayToFlatArray(a))};f.prototype.setNodesTexture=function(a,d){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.setTexture(a,d)};f.prototype.unsetNodesTexture=function(a){a=this._getInstanceIncsFromLeafNodes(a);this._engine.unsetTexture(a)};
+f.prototype.deleteMeshes=function(a){return this._engine.destroyMeshes(f._pairArrayToFlatArray(a))};f.prototype.deleteMeshInstances=function(a){var e=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None),c=[];if(0<e.length){for(var b=0;b<a.length;b++)c.push(this._modelStructure.deleteNode(a[b]));c.push(this._engine.destroyLocalInstances(e))}return d.Util.waitForAll(c)};f.prototype._obtainLoadSubtreeConfig=function(a){if(a[0]instanceof d.LoadSubtreeConfig)var e=
+a[0];else e=new d.LoadSubtreeConfig,e.additionalMatrix=a[0]||null,e.allowMissingExternalModels=!!a[1];return e.copy()};f.prototype.loadSubtreeFromXmlFile=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromXmlFile(a,e,c,b)};f.prototype.loadSubtreeFromXmlBuffer=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);
+c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromXmlDoc(a,e,c,b)};f.prototype.loadSubtreeFromScsXmlFile=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromScsXmlFile(a,e,c,b)};f.prototype.loadSubtreeFromScsXmlBuffer=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);
+return this._modelStructure.loadSubtreeFromScsXmlDoc(a,e,c,b)};f.prototype.loadSubtreeFromModel=function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromStream(a,d,c)};f.prototype.loadSubtreeFromScsFile=function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromScsFile(a,d,c)};f.prototype.loadSubtreeFromScsBuffer=
+function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromScsBuffer(a,d,c)};f.prototype.loadSubtreeFromUrl=function(a,d){return this.loadSubtreeFromXmlFile(a,d)};f.prototype.loadSubtreeFromXML=function(a,d){return this.loadSubtreeFromXmlBuffer(a,d)};f.prototype.switchToModel=function(a){this._callbackManager.trigger("modelLoadBegin");return this._modelStructure.switchToModel(a)};f.prototype.createNode=function(a,
+e,c,b,g,k){void 0===a&&(a=null);void 0===c&&(c=null);void 0===b&&(b=null);if(void 0===g||null===g)g=!0;a=this._modelStructure.createNode(a,e,c,b,g,k);null!==a&&(e=this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[a],d.NodeSource.CreateNode),e);return a};f.prototype.deleteNode=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return[4,this._modelStructure.deleteNode(a)];case 1:return d.sent(),this._callbackManager.trigger("subtreeDeleted",
+[a]),[2]}})})};f.prototype.createPart=function(a){void 0===a&&(a=null);return this._modelStructure.createPart(a)};f.prototype.setPart=function(a,d){return void 0===a||null===a||void 0===d||null===d?!1:this._modelStructure.setPart(a,d)};f.prototype.createAndAddRepresentationItem=function(a,d){if(void 0===a||null===a)return null;void 0===d&&(d=null);return this._modelStructure.createAndAddRepItem(a,d)};f.prototype.createAndAddBody=function(a,d){return this.createAndAddRepresentationItem(a,d)};f.prototype.getLowestAvailableNodeId=
+function(){return this._modelStructure.getLowestAvailableNodeId()};f.prototype.getLowestAvailableNodeID=function(){return this.getLowestAvailableNodeId()};f.prototype.setInstanceModifier=function(a,d,c){this._setInstanceModifier(a,d,c,7);return Promise.resolve()};f.prototype._setInstanceModifier=function(a,e,c,b){e=this._modelStructure.gatherInstanceIncsFromNodeIds(e,b,d.Internal.Tree.WalkRestriction.None);0<e.length&&this._engine.setInstanceModifier(a,e,c)};f.prototype.getSCInstanceKey=function(a){a=
+this._modelStructure.lookupBodyInstance(a);return null!==a?a.getInstanceInc():null};f.prototype.getNodeIDFromSCInstanceKey=function(a,d){return this._modelStructure.getNodeFromInstanceInc(!1,a,d,!1)};f.prototype.getPrimaryModelKey=function(){return this._engine.getPrimaryModelKey()};f.prototype.getPrimaryModelId=function(){return this.getPrimaryModelKey()};f.prototype.getAssociatedModelKey=function(a){a=this._modelStructure.getAssociatedModelKey(a);return Promise.resolve(a)};f.prototype.hasDepthRange=
+function(a){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.hasDepthRange(a)};f.prototype.setDepthRange=function(a,d,c){this._setDepthRange(a,d,c);return Promise.resolve()};f.prototype._setDepthRange=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.setDepthRange(a,e,c)};f.prototype.unsetDepthRange=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.unsetDepthRange(a)};
+f.prototype._gatherInstanceIncsFromNodeIds=function(a,e){void 0===e&&(e=7);return this._modelStructure.gatherInstanceIncsFromNodeIds(a,e,d.Internal.Tree.WalkRestriction.None)};f.prototype._getInstanceIncsFromLeafNodes=function(a){for(var e=[],c=0;c<a.length;c++){var b=this._modelStructure.gatherInstanceIncsFromNodeIds([a[c]],7,d.Internal.Tree.WalkRestriction.None);if(2===b.length)e.push(b[0],b[1]);else throw new d.CommunicatorError("Non-leaf node encountered");}return e};f.prototype._getInstanceIncFromSingleLeafNode=
+function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);if(2===a.length)return a;throw new d.CommunicatorError("Non-leaf node encountered");};f.prototype.setMeshLevel=function(a,d){this._modelStructure.setMeshLevel(a,d);return Promise.resolve()};f.prototype.setEnableAutomaticUnitScaling=function(a){return this._modelStructure.setEnableAutomaticUnitScaling(a)};f.prototype.setBehaviorInitiallyHidden=function(a){return this._modelStructure.setBehaviorInitiallyHidden(a)};
+f.prototype.isDrawing=function(){return this._modelStructure.isACadDrawing()};f.prototype.isMeasurable=function(){return this._modelStructure.isMeasurable()};f.prototype.getModelFileNameFromNode=function(a){return this._modelStructure.getModelFileNameFromNode(a)};f.prototype.getModelFileTypeFromNode=function(a){return this._modelStructure.getModelFileTypeFromNode(a)};f.prototype.getNodeGenericType=function(a){return this._modelStructure.getNodeGenericType(a)};f.prototype.getNodeGenericId=function(a){return this._modelStructure.getNodeGenericId(a)};
+f.prototype.registerBimNodes=function(a,e,c){void 0===c&&(c=null);return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=this._modelStructure.lookupAnyTreeNode(a);if(null===b)return[2];"boolean"===typeof c&&(c=c?"TYPE":null);return[2,d.Internal.Tree.registerBimNodes(e,this._engine,this._modelStructure,b,c)]})})};f.prototype.getGenericTypeIdMap=function(){return this._modelStructure.getGenericTypeIdMap()};f.prototype.getIfcNodeIds=function(){return this.getGenericTypeIdMap()};
+f.prototype.getIfcTypeByNodeId=function(a){return this._modelStructure.getNodeGenericType(a)};f.prototype.getNodesByGenericType=function(a){return this._modelStructure.getNodesByGenericType(a)};f.prototype.getNodesByIfcType=function(a){return this.getNodesByGenericType(a)};f.prototype.getGenericTypes=function(){return this._modelStructure.getGenericTypes()};f.prototype.getIfcTypes=function(){return this.getGenericTypes()};f.prototype.hasEffectiveGenericType=function(a,d){return this._modelStructure.hasEffectiveGenericType(a,
+d)};f.prototype.registerIfcNodes=function(a,e){void 0===e&&(e=null);return this.registerBimNodes(a,d.Internal.Tree.ifcAttributeToBimMask,e)};f.prototype.isAnnotationView=function(a){return this._modelStructure.isAnnotationView(a)};f.prototype.setNodesCullingVector=function(a,d,c,b){this._setNodesCullingVector(a,d,c,b);return Promise.resolve()};f.prototype._setNodesCullingVector=function(a,e,c,b){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return this._engine.setCullingVector(a,
+e,c,b)};f.prototype.unsetNodesCullingVectors=function(a){this._unsetNodesCullingVectors(a);return Promise.resolve()};f.prototype._unsetNodesCullingVectors=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.unsetCullingVector(a)};f.prototype.getNodesCullingVectors=function(a){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.getCullingVector(a)};f.prototype.getNodeIdOffset=function(a){return this._modelStructure.getIdOffset(a)};
+f.prototype.isNodeLoaded=function(a){return this._modelStructure.isNodeLoaded(a)};f.prototype.triangulatePolygon=function(a,e){e=d.Internal.toVec3(e);return this._engine.triangulatePolygon(a,e)};f.prototype.setNodesLinePattern=function(a,d,c,b){a=this._gatherInstanceIncsFromNodeIds(a);this._engine.setLinePattern(a,d,c,b)};f.prototype.unsetNodesLinePattern=function(a){a=this._gatherInstanceIncsFromNodeIds(a);this._engine.unsetLinePattern(a)};f.prototype._hwfAwaitAssemblyTreeReady=function(){return __awaiter(this,
+void 0,void 0,function(){var a,e,c;return __generator(this,function(b){switch(b.label){case 0:a=this.getAbsoluteRootNode();e=this._modelStructure.lookupAnyTreeNode(a);if(null===e)throw new d.InternalLogicError;c=d.Internal.Tree.towardLoadContext(e);return[4,d.Internal.Tree.WalkerAsync.forceLazyPromises(c)];case 1:return b.sent(),[4,d.Internal.Tree.markContextsLoaded([c])];case 2:return b.sent(),[2]}})})};f.prototype.getNodeUserDataIndices=function(a){return this._modelStructure.getUserDataIndices(a)};
+f.prototype.getNodeUserData=function(a,d){return this._modelStructure.getUserData(a,d)};f.prototype.getNodeIdsByGenericIds=function(a){for(var d=[],c=0;c<a.length;c++){var b=this._modelStructure.getNodeByGenericId(a[c]);null!==b&&d.push(b)}return d};f.prototype.getNodeIdsByIfcGuids=function(a){return this.getNodeIdsByGenericIds(a)};f.prototype._getModelStructure=function(){return this._modelStructure};f.prototype.isWithinExternalModel=function(a){return this._modelStructure.isWithinExternalModel(a)};
+f.prototype._firstAssemblyDataHeader=function(){return this._modelStructure.firstAssemblyDataHeader()};__decorate([f.deprecated],f.prototype,"getPMIs",null);__decorate([f.deprecated],f.prototype,"getPMIType",null);__decorate([f.deprecated],f.prototype,"getPMISubtype",null);__decorate([f.deprecated],f.prototype,"setPMIColor",null);__decorate([f.deprecated],f.prototype,"getPMIColor",null);__decorate([f.deprecated],f.prototype,"setPMIColorOverride",null);__decorate([f.deprecated],f.prototype,"getPMIColorOverride",
+null);__decorate([f.deprecated],f.prototype,"setNodesTransparency",null);__decorate([f.deprecated],f.prototype,"setNodesTransparencies",null);__decorate([f.deprecated],f.prototype,"resetModelTransparency",null);__decorate([f.deprecated],f.prototype,"resetNodesTransparency",null);__decorate([f.deprecated],f.prototype,"getNodesTransparency",null);__decorate([f.deprecated],f.prototype,"getNodesEffectiveTransparency",null);__decorate([f.deprecated],f.prototype,"getRootNode",null);__decorate([f.deprecated],
+f.prototype,"getUnitMultiplier",null);__decorate([f.deprecated],f.prototype,"createCADView",null);__decorate([f.deprecated],f.prototype,"getCadViews",null);__decorate([f.deprecated],f.prototype,"getCADViews",null);__decorate([f.deprecated],f.prototype,"activateCADView",null);__decorate([f.deprecated],f.prototype,"getCADViewPMIs",null);__decorate([f.deprecated],f.prototype,"getCADConfigurations",null);__decorate([f.deprecated],f.prototype,"getCADDefaultConfiguration",null);__decorate([f.deprecated],
+f.prototype,"getCADActiveConfiguration",null);__decorate([f.deprecated],f.prototype,"activateCADConfiguration",null);__decorate([f.deprecated],f.prototype,"activateCADDefaultConfiguration",null);__decorate([f.deprecated],f.prototype,"getDataFromKeys",null);__decorate([f.deprecated],f.prototype,"createPMIInstance",null);__decorate([f.deprecated],f.prototype,"loadSubtreeFromUrl",null);__decorate([f.deprecated],f.prototype,"loadSubtreeFromXML",null);__decorate([f.deprecated],f.prototype,"createAndAddBody",
+null);__decorate([f.deprecated],f.prototype,"getLowestAvailableNodeID",null);__decorate([f.deprecated],f.prototype,"getSCInstanceKey",null);__decorate([f.deprecated],f.prototype,"getNodeIDFromSCInstanceKey",null);__decorate([f.deprecated],f.prototype,"getPrimaryModelKey",null);__decorate([f.deprecated],f.prototype,"getPrimaryModelId",null);__decorate([f.deprecated],f.prototype,"getIfcNodeIds",null);__decorate([f.deprecated],f.prototype,"getIfcTypeByNodeId",null);__decorate([f.deprecated],f.prototype,
+"getNodesByIfcType",null);__decorate([f.deprecated],f.prototype,"getIfcTypes",null);__decorate([f.deprecated],f.prototype,"getNodeIdsByIfcGuids",null);return f}();d.Model=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._position=new d.OverlayUnitPoint(0,d.OverlayUnit.Pixels,0,d.OverlayUnit.Pixels);this._viewportSize=new d.OverlayUnitPoint(200,d.OverlayUnit.Pixels,200,d.OverlayUnit.Pixels);this._anchor=d.OverlayAnchor.UpperRightCorner;this._dimension=3;this._fieldSize=8;this._instanceKeys=[];this._enabled=!1;this._textImageId=null;this._selectionFaceColor=new d.Color(76,186,240);this._outlineColor=new d.Color(17,94,133);this._lastSelectedNodes=[];this._nodeIds=
+[];this._adjacentFaces=[];this._preserveModelUp=!0;this._cameraRotation=0;this._lastFaceIndex=this._lastCamera=this._lastOrientation=null;this._textWidths=[];this._sceneReadyCompleted=d.Util.OpenPromise.create();this._firstAttachment=this._geometryCreated=this._texturesReady=!1;this._viewer=a;this._fontSize=25;this._fontInfo=this._fontSize+"px Arial";this._textureSize=512;this._viewer.setCallbacks({sceneReady:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,
+this._createViewport()];case 1:return c.sent(),this._updateVisibility(),[4,this._createGeometry()];case 2:return c.sent(),this._sceneReadyCompleted.resolve(),[2]}})})},_assemblyTreeReady:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this._sceneReadyCompleted];case 1:return c.sent(),[2,this._setTextures()]}})})},_firstAttachment:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._firstAttachment=
+!0,[4,this._onCameraUpdate()];case 1:return c.sent(),this._updateVisibility(),[2]}})})},modelSwitchStart:function(){e._firstAttachment=!1},camera:function(){e._onCameraUpdate()},overlayViewportSet:function(c){c===d.BuiltinOverlayIndex.NavCube&&e._onViewportSet()},transitionEnd:function(){e._onCameraUpdate()},viewAxes:function(){e._updateOrientationMatrices()},_resetOpacity:function(){e._viewer.model.setNodesOpacity(e._nodeIds.slice(1),0)},viewOrientation:function(c){e._lastOrientation=c;e._cameraRotation=
+0;e._lastCamera=e._viewer.view.getCamera()}})}f.prototype.setAnchor=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return this._anchor=a,[4,this._sceneReadyCompleted];case 1:return d.sent(),[2,this._updateViewport()]}})})};f.prototype.getAnchor=function(){return this._anchor};f.prototype.enable=function(){this._enabled=!0;this._updateVisibility();return Promise.resolve()};f.prototype.disable=function(){this._enabled=!1;this._updateVisibility();
+return Promise.resolve()};f.prototype.setPreserveModelUp=function(a){this._preserveModelUp=a};f.prototype.getPreserveModelUp=function(){return this._preserveModelUp};f.prototype._updateVisibility=function(){this._enabled&&this._texturesReady&&this._firstAttachment?this._showOverlay():this._hideOverlay()};f.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.NavCube,!1)};f.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.NavCube,
+!0)};f.prototype.getEnabled=function(){return this._enabled};f.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.NavCube};f.prototype._setTextures=function(){return __awaiter(this,void 0,void 0,function(){var a,d,c,b,g;return __generator(this,function(k){switch(k.label){case 0:if(!this._textImageId||0<this._nodeIds.length||0>=this._instanceKeys.length)return[2];a=this._viewer.model;d=0;for(c=this._instanceKeys;d<c.length;d++)b=c[d],g=a._getNodeFromInstanceInc(!0,0,b,!0),this._nodeIds.push(g),
+a._preventNodeDeletion(g);a.setNodesOpacity(this._nodeIds.slice(1),0);return[4,a.setNodesTexture([this._nodeIds[0]],{imageId:this._textImageId})];case 1:return k.sent(),this._texturesReady=!0,this._updateVisibility(),[2]}})})};f.prototype._updateViewport=function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.NavCube,this._anchor,this._position.x,d.OverlayUnit.Pixels,this._position.y,d.OverlayUnit.Pixels,this._viewportSize.x,d.OverlayUnit.Pixels,this._viewportSize.y,d.OverlayUnit.Pixels)};
+f.prototype._createViewport=function(){var a=this._viewer.overlayManager;this._updateViewport();var e=new d.Camera;e.setPosition(new d.Point3(0,0,10));e.setTarget(d.Point3.zero());e.setUp(new d.Point3(0,1,0));e.setWidth(this._fieldSize);e.setHeight(this._fieldSize);e.setProjection(d.Projection.Orthographic);a.setCamera(d.BuiltinOverlayIndex.NavCube,e)};f.prototype._onViewportSet=function(){var a=this._viewer.overlayManager,e=a._getViewportPosition(d.BuiltinOverlayIndex.NavCube),c=a._getViewportSize(d.BuiltinOverlayIndex.NavCube);
+a=a.getViewportAnchor(d.BuiltinOverlayIndex.NavCube);null!==e&&null!==c&&null!==a&&(this._position=e,this._viewportSize=c,this._anchor=a)};f.prototype._createGeometry=function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b,g,k,l,f,m,p,h,r,u,t,v,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I,L,M,N;return __generator(this,function(n){switch(n.label){case 0:if(this._geometryCreated)return[2];a=this._initializeTextures();e=0;c=[];c.push(this._createCube(e++,this._dimension));b=[];b.push(this._makeRotationMatrixX(-.5*
+Math.PI));b.push(this._makeRotationMatrixX(.5*Math.PI));b.push(this._makeRotationMatrixY(.5*Math.PI));b.push(this._makeRotationMatrixY(-.5*Math.PI));b.push(this._makeRotationMatrixZ(.5*Math.PI));b.push(this._makeRotationMatrixZ(-.5*Math.PI));g=this._dimension/4;k=this._dimension/2;l=[];f=new d.Point3(0,0,0);m=new d.Point3(0,0,0);p=new d.Point3(0,0,0);for(h=0;h<b.length;h++)r=this._dimension,u=b[h],t=!1,h===b.length-1&&(t=!0,f.z+=this._dimension+.02),m=new d.Point3(.5*r-g,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+
+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,.5*r,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(.5*r-g,.5*r,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,.5*r,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-g,m.z),
+c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-k,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(.5*r-g,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-k,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-k,m.z),c.push(this._createSelectionFace(e++,
+m,p,u,t,f,l));for(v=0;v<l.length;v++){w=Math.floor(v/9);z=[];x=l[v];for(y=0;y<x.length;y+=2)for(A=x[y],B=x[y+1],D=0;D<l.length;D++)if(C=Math.floor(D/9),C!==w)for(E=l[D],F=0;F<E.length;F+=2)H=E[F],G=E[F+1],this._isSameEdge(A,B,H,G)&&z.push(D);this._adjacentFaces.push(z)}return[4,Promise.all(c)];case 1:J=n.sent();this._updateOrientationMatrices();this._onCameraUpdate();K=[];I=0;for(L=J;I<L.length;I++)M=L[I],K.push(0,M);N=this._getScEngine();N.setPartVisibility(K,!0,!0);this._geometryCreated=!0;return[2,
+a]}})})};f.prototype._createTexture=function(a,e){a=a.getImageData(0,0,e,e).data;e=new ArrayBuffer(e*e*3);e=new Uint8Array(e);for(var c=0,b=0;b<a.length;b+=4)e[c]=a[b],e[c+1]=a[b],e[c+2]=a[b],c+=3;return this._viewer.model.createImage({format:d.ImageFormat.Rgb24,data:e,width:this._textureSize,height:this._textureSize})};f.prototype._geometryHasBeenCreated=function(){return this._geometryCreated};f.prototype.insideOverlay=function(a){var d=this._viewer.overlayManager._toPixelPoint(this._viewportSize),
+c=this._getOverlayOffset();return a.x>=c.x&&a.y>=c.y&&a.x<=c.x+d.x&&a.y<=c.y+d.y};f.prototype._getOverlayOffset=function(){var a=this._viewer.overlayManager._toPixelPoint(this._viewportSize);return this._viewer.overlayManager._getOverlayOffset(this._anchor,a)};f.prototype._getViewportSize=function(){return this._viewportSize};f.prototype._getViewportPixelSize=function(){return this._viewer.overlayManager._toPixelPoint(this._viewportSize)};f.prototype._onNoSelection=function(){this._enabled&&0<this._lastSelectedNodes.length&&
+(this._viewer.model.setNodesOpacity(this._lastSelectedNodes,0),this._lastSelectedNodes.length=0)};f.prototype.onClickSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){switch(c.label){case 0:console.assert(this._enabled);if(null===a||!a.isFaceSelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.NavCube)return this._onNoSelection(),[2];e=this._getFaceIndexFromNodeId(a.getNodeId());return e<this._nodeIds.length&&0<e?[4,this._setViewOrientation(e)]:
+[3,2];case 1:c.sent(),c.label=2;case 2:return[2]}})})};f.prototype.onMoveSelection=function(a){var e=this;console.assert(this._enabled);if(null!==a&&a.isFaceSelection()&&a.overlayIndex()===d.BuiltinOverlayIndex.NavCube){var c=a.getNodeId(),b=this._getFaceIndexFromNodeId(c)-1;0<=b&&c!==this._nodeIds[0]&&this._viewer.pauseRendering(function(){var g=e._viewer.model;g.setNodesOpacity(e._lastSelectedNodes,0);e._lastSelectedNodes.length=0;e._lastSelectedNodes.push(c);console.assert(b<e._adjacentFaces.length);
+for(var a=0,d=e._adjacentFaces[b];a<d.length;a++){var f=e._getNodeIdFromFaceIndex(d[a]+1);e._lastSelectedNodes.push(f)}g.setNodesOpacity(e._lastSelectedNodes,1)})}else this._onNoSelection()};f.prototype._getViewOrientationFromFaceIndex=function(a){switch(a){case 1:a=d.ViewOrientation.LeftBottomBack;break;case 2:a=d.ViewOrientation.LeftBottomFront;break;case 3:a=d.ViewOrientation.LeftTopFront;break;case 4:a=d.ViewOrientation.LeftTopBack;break;case 5:a=d.ViewOrientation.LeftTop;break;case 6:a=d.ViewOrientation.LeftBottom;
+break;case 7:a=d.ViewOrientation.LeftFront;break;case 8:a=d.ViewOrientation.LeftBack;break;case 9:a=d.ViewOrientation.Left;break;case 10:a=d.ViewOrientation.RightTopBack;break;case 11:a=d.ViewOrientation.RightTopFront;break;case 12:a=d.ViewOrientation.RightBottomFront;break;case 13:a=d.ViewOrientation.RightBottomBack;break;case 14:a=d.ViewOrientation.RightBottom;break;case 15:a=d.ViewOrientation.RightTop;break;case 16:a=d.ViewOrientation.RightFront;break;case 17:a=d.ViewOrientation.RightBack;break;
+case 18:a=d.ViewOrientation.Right;break;case 19:a=d.ViewOrientation.BackTopRight;break;case 20:a=d.ViewOrientation.BackBottomRight;break;case 21:a=d.ViewOrientation.BackBottomLeft;break;case 22:a=d.ViewOrientation.BackTopLeft;break;case 23:a=d.ViewOrientation.BackLeft;break;case 24:a=d.ViewOrientation.BackRight;break;case 25:a=d.ViewOrientation.BackBottom;break;case 26:a=d.ViewOrientation.BackTop;break;case 27:a=d.ViewOrientation.Back;break;case 28:a=d.ViewOrientation.FrontBottomRight;break;case 29:a=
+d.ViewOrientation.FrontTopRight;break;case 30:a=d.ViewOrientation.FrontTopLeft;break;case 31:a=d.ViewOrientation.FrontBottomLeft;break;case 32:a=d.ViewOrientation.FrontLeft;break;case 33:a=d.ViewOrientation.FrontRight;break;case 34:a=d.ViewOrientation.FrontTop;break;case 35:a=d.ViewOrientation.FrontBottom;break;case 36:a=d.ViewOrientation.Front;break;case 37:a=d.ViewOrientation.BottomRightFront;break;case 38:a=d.ViewOrientation.BottomLeftFront;break;case 39:a=d.ViewOrientation.BottomLeftBack;break;
+case 40:a=d.ViewOrientation.BottomRightBack;break;case 41:a=d.ViewOrientation.BottomBack;break;case 42:a=d.ViewOrientation.BottomFront;break;case 43:a=d.ViewOrientation.BottomLeft;break;case 44:a=d.ViewOrientation.BottomRight;break;case 45:a=d.ViewOrientation.Bottom;break;case 46:a=d.ViewOrientation.TopLeftBack;break;case 47:a=d.ViewOrientation.TopRightBack;break;case 48:a=d.ViewOrientation.TopRightFront;break;case 49:a=d.ViewOrientation.TopLeftFront;break;case 50:a=d.ViewOrientation.TopFront;break;
+case 51:a=d.ViewOrientation.TopBack;break;case 52:a=d.ViewOrientation.TopRight;break;case 53:a=d.ViewOrientation.TopLeft;break;case 54:a=d.ViewOrientation.Top;break;default:a=d.ViewOrientation.Front}return a};f.prototype._setViewOrientation=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,f,m,p,h,r,u,t,v;return __generator(this,function(n){switch(n.label){case 0:return e=this._viewer.view,c=this._getViewOrientationFromFaceIndex(a),[4,e.getViewOrientationCamera(c,void 0,this._preserveModelUp)];
+case 1:b=n.sent();g=!1;console.assert(0<=a-1);console.assert(a-1<this._adjacentFaces.length);k=this._adjacentFaces[a-1];l=0;for(f=k;l<f.length;l++)if(m=f[l],p=m+1,p===this._lastFaceIndex){g=!0;break}this._lastFaceIndex=a;h=null!==this._lastCamera&&this._lastCamera.equals(e.getCamera());this._cameraRotation=(r=this._lastOrientation===c||g)&&h?this._preserveModelUp?(this._cameraRotation+90)%360:90:0;this._lastOrientation=c;0<this._cameraRotation&&(u=d.Point3.subtract(b.getPosition(),b.getTarget()).normalize(),
+t=d.Matrix.createFromOffAxisRotation(u,this._cameraRotation),v=b.getUp(),t.transform(v,v),b.setUp(v));return[4,e.fitWorld(d.DefaultTransitionDuration,b)];case 2:return n.sent(),this._lastCamera=e.getCamera(),[2]}})})};f.prototype._getScEngine=function(){return this._viewer._getScEngine()};f.prototype._createInstance=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:return[4,this._viewer.model.createMesh(a)];case 1:return c=
+f.sent(),b=new d.MeshInstanceData(c),b.setCreationFlags(d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotLight|d.MeshInstanceCreationFlags.Invisible),b.setOverlayIndex(d.BuiltinOverlayIndex.NavCube),g=this._getScEngine(),[4,g.createMeshInstance(b)];case 2:return k=f.sent(),l=k[1],this._instanceKeys[e]=l,[2,l]}})})};f.prototype._createCube=function(a,e){for(var c=[],b=[],g=[],k=[],l=this._textWidths[0],
+f=0,m=this._textWidths;f<m.length;f++){var p=m[f];p>l&&(l=p)}l+=10;c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));f=22/this._textureSize;m=82/this._textureSize;
+f=1-f;m=1-m;var h=(l-this._textWidths[0])/2;p=-(h/this._textureSize);h=(this._textWidths[0]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));k.push(new d.Point3(-.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*
+e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[1])/2;p=-(h/this._textureSize);h=(this._textWidths[1]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,f));g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*
+e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[2])/2;p=-(h/this._textureSize);h=(this._textWidths[2]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));k.push(new d.Point3(-.5*e,.5*e,-.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));k.push(new d.Point3(-.5*
+e,-.5*e,-.5*e));k.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));f-=60/this._textureSize;m-=60/this._textureSize;h=
+(l-this._textWidths[3])/2;p=-(h/this._textureSize);h=(this._textWidths[3]+h)/this._textureSize;g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*
+e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[4])/2;p=-(h/this._textureSize);h=(this._textWidths[4]+h)/this._textureSize;g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,f));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));b.push(new d.Point3(0,
+0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));f-=60/this._textureSize;m-=60/this._textureSize;h=(l-this._textWidths[5])/2;p=-(h/this._textureSize);h=(this._textWidths[5]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));e=new d.MeshData;e.setFaceWinding(d.FaceWinding.CounterClockwise);
+l=[];m=[];p=[];for(f=h=0;f<c.length;f++){var r=c[f];l.push(r.x);l.push(r.y);l.push(r.z);r=b[f];m.push(r.x);m.push(r.y);m.push(r.z);r=g[f];p.push(r.x);p.push(r.y);if(18<=l.length){r=[[0,255,0,255],[0,255,0,255],[255,0,0,255],[255,0,0,255],[0,0,255,255],[0,0,255,255]][h];for(var u=[],t=0;6>t;t++)u.push(r[0]),u.push(r[1]),u.push(r[2]),u.push(r[3]);e.addFaces(l,m,new Uint8Array(u),p);l=[];m=[];p=[];++h}}l=[];c=new Uint8Array(4*k.length);for(f=0;f<k.length;f++)b=k[f],l.push(b.x),l.push(b.y),l.push(b.z),
+b=4*f,c[b]=this._outlineColor.r,c[b+1]=this._outlineColor.g,c[b+2]=this._outlineColor.b,c[b+3]=255;e.addPolyline(l,c);return this._createInstance(e,a)};f.prototype._onCameraUpdate=function(){var a=new d.Camera,e=this._viewer.view.getCamera();a.setPosition(e.getPosition().subtract(e.getTarget()).normalize());a.setTarget(d.Point3.zero());a.setUp(e.getUp());a.setProjection(d.Projection.Orthographic);a.setWidth(this._fieldSize);a.setHeight(this._fieldSize);this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.NavCube,
+a)};f.prototype._updateOrientationMatrices=function(){var a=this._viewer.model.getViewAxes(),e=a.upVector.copy(),c=a.frontVector.copy(),b=d.Point3.cross(e,c.copy().scale(-1));a=new d.Matrix;a.m[0]=-c.x;a.m[1]=-c.y;a.m[2]=-c.z;a.m[4]=b.x;a.m[5]=b.y;a.m[6]=b.z;a.m[8]=e.x;a.m[9]=e.y;a.m[10]=e.z;e=this._getScEngine();c=[];b=0;for(var g=this._instanceKeys;b<g.length;b++)c.push(0,g[b]);e.setInstancesMatrix(c,a)};f.prototype._createSelectionFace=function(a,e,c,b,g,k,l){var f=new d.MeshData;f.setFaceWinding(d.FaceWinding.CounterClockwise);
+var m=[];this._createQuad(e,c,m,b,k,g);e=[];c=[];b=[];for(k=0;k<m.length;k++){var p=m[k];e.push(p.x);e.push(p.y);e.push(p.z);c.push(0);c.push(0);c.push(-1);b.push(this._selectionFaceColor.r);b.push(this._selectionFaceColor.g);b.push(this._selectionFaceColor.b);b.push(128)}k=[];p=[this._outlineColor.r,this._outlineColor.g,this._outlineColor.b,255,this._outlineColor.r,this._outlineColor.g,this._outlineColor.b,255];f.addFaces(e,c,new Uint8Array(b));e=[];g?(e.push(m[4].x,m[4].y,m[4].z),e.push(m[5].x,
+m[5].y,m[5].z)):(e.push(m[0].x,m[0].y,m[0].z),e.push(m[1].x,m[1].y,m[1].z));f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));e=[];e.push(m[1].x,m[1].y,m[1].z);e.push(m[2].x,m[2].y,m[2].z);f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));e=[];e.push(m[3].x,m[3].y,m[3].z);e.push(m[4].x,m[4].y,m[4].z);f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));
+e=[];g?(e.push(m[3].x,m[3].y,m[3].z),e.push(m[2].x,m[2].y,m[2].z)):(e.push(m[5].x,m[5].y,m[5].z),e.push(m[3].x,m[3].y,m[3].z));f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));l.push(k);return this._createInstance(f,a)};f.prototype._createQuad=function(a,e,c,b,g,k){void 0===k&&(k=!1);a=new d.Point3(a.x,a.y,a.z);e=new d.Point3(e.x,e.y,e.z);g&&(a.x+=g.x,a.y+=g.y,a.z+=g.z,e.x+=g.x,e.y+=g.y,e.z+=g.z);g=c.length;var l=new d.Point3(e.x,e.y,a.z);l=b.transform(l);
+c.push(l);l=new d.Point3(a.x,e.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(a.x,a.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(e.x,a.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(e.x,e.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(a.x,a.y,a.z);l=b.transform(l);c.push(l);if(k)for(b=0;3>b;b++)k=g+b,a=c[g+b],a=new d.Point3(a.x,a.y,a.z),e=g+(6-b-1),c[k].x=c[e].x,c[k].y=c[e].y,c[k].z=c[e].z,c[e].x=a.x,c[e].y=a.y,c[e].z=a.z};f.prototype._makeRotationMatrixX=function(a){var e=Math.cos(a);a=
+Math.sin(a);var c=new d.Matrix;c.m[5]=e;c.m[6]=-a;c.m[9]=a;c.m[10]=e;return c};f.prototype._makeRotationMatrixY=function(a){var e=Math.cos(a);a=Math.sin(a);var c=new d.Matrix;c.m[0]=e;c.m[2]=a;c.m[8]=-a;c.m[10]=e;return c};f.prototype._makeRotationMatrixZ=function(a){var e=Math.cos(a);a=Math.sin(a);var c=new d.Matrix;c.m[0]=e;c.m[1]=-a;c.m[4]=a;c.m[5]=e;return c};f.prototype._getFaceIndexFromNodeId=function(a){for(var d=0;d<this._nodeIds.length;d++)if(this._nodeIds[d]===a)return d;return-1};f.prototype._getNodeIdFromFaceIndex=
+function(a){return this._nodeIds[a]};f.prototype._isSameEdge=function(a,e,c,b){var g=d.Point3.subtract(a,c).squaredLength()+d.Point3.subtract(e,b).squaredLength();a=d.Point3.subtract(e,c).squaredLength()+d.Point3.subtract(a,b).squaredLength();return.03>Math.min(g,a)};f.prototype._initializeTextures=function(){return __awaiter(this,void 0,void 0,function(){var a,d,c,b,g,k,l;return __generator(this,function(e){switch(e.label){case 0:a=document.createElement("canvas");a.width=this._textureSize;a.height=
+this._textureSize;d=a.getContext("2d");c=2*(this._fontSize+5);d.beginPath();d.rect(0,0,this._textureSize,this._textureSize);d.fillStyle="gray";d.fill();d.fillStyle="black";d.font=this._fontInfo;for(b=0;b<f._faceTexts.length;b++)g=f._faceTexts[b],d.fillText(g,0,c*(b+1)),k=d.measureText(g),this._textWidths.push(k.width);return[4,this._createTexture(d,this._textureSize)];case 1:return this._textImageId=l=e.sent(),[2]}})})};f._faceTexts="LEFT RIGHT FRONT BACK BOTTOM TOP".split(" ");return f}();d.NavCube=
+h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._operatorStack=[];this._operators=new Map;this._customOperatorIdCount=0;this._customOperatorIdIndex=1E4;this._eventSequencePromise=Promise.resolve();this._events=[];this._viewer=a;this._viewer.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(e,void 0,void 0,function(){var c,b=this;return __generator(this,function(g){c=[];this._operators.forEach(function(g,a){g=b._deactivateOperator(a);void 0!==g&&c.push(g);g=b._activateOperator(a);
+void 0!==g&&c.push(g)});return[2,d.Util.waitForAll(c)]})})}})}f.prototype._shutdown=function(){for(;void 0!==this.pop(););};f.prototype._registerOperator=function(a,d){this._operators.set(a,d)};f.prototype.registerCustomOperator=function(a){var d=this._customOperatorIdIndex+this._customOperatorIdCount++;this._operators.set(d,a);return d};f.prototype.unregisterCustomOperator=function(a){a>=this._customOperatorIdIndex&&this._operators.delete(a)};f.prototype.replaceOperator=function(a,d){d=this.getOperator(d);
+return null!==d?(this._operators.set(a,d),!0):!1};f.prototype.indexOf=function(a){for(var d=this.size()-1;0<=d;d--)if(this._operatorStack[d]===a)return d;return-1};f.prototype.push=function(a){return this._isValid(a)&&!this._contains(a)?(this._operatorStack.push(a),this._activateOperator(a),!0):!1};f.prototype.set=function(a,d){var c=this._operatorStack[d];return a===c?!1:this._isValid(a)&&!this._contains(a)?(this._deactivateOperator(c),this._activateOperator(a),this._operatorStack[d]=a,!0):!1};f.prototype.pop=
+function(){var a=this._operatorStack.pop();void 0!==a&&this._deactivateOperator(a);return a};f.prototype.remove=function(a){var d=this.indexOf(a);-1!==d&&(this._operatorStack.splice(d,1),this._deactivateOperator(a))};f.prototype.peek=function(){return 0<this.size()?this._operatorStack[this.size()-1]:d.OperatorId.Invalid};f.prototype.clear=function(){for(var a=this.size()-1;0<=a;a--)this.pop()};f.prototype.size=function(){return this._operatorStack.length};f.prototype.getOperator=function(a){a=this._operators.get(a);
+return void 0!==a?a:null};f.prototype._injectEvent=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g;return __generator(this,function(k){switch(k.label){case 0:c=this.size()-1,k.label=1;case 1:if(!(0<=c))return[3,37];b=this._operators.get(this._operatorStack[c]);if(void 0===b)return[3,33];g=e;switch(g){case d.EventType.KeyDown:return[3,2];case d.EventType.KeyUp:return[3,5];case d.EventType.MouseDown:return[3,8];case d.EventType.MouseMove:return[3,11];case d.EventType.MouseUp:return[3,
+14];case d.EventType.Mousewheel:return[3,17];case d.EventType.TouchStart:return[3,20];case d.EventType.TouchMove:return[3,23];case d.EventType.TouchEnd:return[3,26];case d.EventType.ViewOrientationChange:return[3,29]}return[3,32];case 2:return b.onKeyDown?[4,b.onKeyDown(a)]:[3,4];case 3:k.sent(),k.label=4;case 4:return[3,33];case 5:return b.onKeyUp?[4,b.onKeyUp(a)]:[3,7];case 6:k.sent(),k.label=7;case 7:return[3,33];case 8:return b.onMouseDown?[4,b.onMouseDown(a)]:[3,10];case 9:k.sent(),k.label=10;
+case 10:return[3,33];case 11:return b.onMouseMove?[4,b.onMouseMove(a)]:[3,13];case 12:k.sent(),k.label=13;case 13:return[3,33];case 14:return b.onMouseUp?[4,b.onMouseUp(a)]:[3,16];case 15:k.sent(),k.label=16;case 16:return[3,33];case 17:return b.onMousewheel?[4,b.onMousewheel(a)]:[3,19];case 18:k.sent(),k.label=19;case 19:return[3,33];case 20:return b.onTouchStart?[4,b.onTouchStart(a)]:[3,22];case 21:k.sent(),k.label=22;case 22:return[3,33];case 23:return b.onTouchMove?[4,b.onTouchMove(a)]:[3,25];
+case 24:k.sent(),k.label=25;case 25:return[3,33];case 26:return b.onTouchEnd?[4,b.onTouchEnd(a)]:[3,28];case 27:k.sent(),k.label=28;case 28:return[3,33];case 29:return b.onViewOrientationChange?[4,b.onViewOrientationChange()]:[3,31];case 30:k.sent(),k.label=31;case 31:return[3,33];case 32:d.Util.TypeAssertNever(e),k.label=33;case 33:return a.getHandled()?e!==d.EventType.MouseUp&&e!==d.EventType.TouchEnd?[3,35]:[4,this._stopInteraction()]:[3,36];case 34:k.sent(),k.label=35;case 35:return[3,37];case 36:return c--,
+[3,1];case 37:return[2]}})})};f.prototype.injectEvent=function(a,d){return __awaiter(this,void 0,void 0,function(){var c=this;return __generator(this,function(b){this._events.push({event:a,eventType:d});this._eventSequencePromise=this._eventSequencePromise.then(function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this._injectNextEvent()];case 1:return b.sent(),[2]}})})});return[2,this._eventSequencePromise]})})};f.prototype._injectNextEvent=
+function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b;return __generator(this,function(g){switch(g.label){case 0:a=this._events.shift();if(void 0===a)return[2];e=a.eventType;if(e===d.EventType.MouseMove||e===d.EventType.TouchMove)for(;0<this._events.length;)if(c=this._events[0],c.eventType===e)a=c,this._events.shift();else break;g.label=1;case 1:return g.trys.push([1,3,,4]),[4,this._injectEvent(a.event,a.eventType)];case 2:return g.sent(),[3,4];case 3:return b=g.sent(),console.log(b),
+[3,4];case 4:return[2]}})})};f.prototype._stopInteraction=function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b;return __generator(this,function(g){a=[];for(e=this.size()-1;0<=e;e--)(c=this._operators.get(this._operatorStack[e]))&&c.stopInteraction&&(b=c.stopInteraction(),void 0!==b&&a.push(b));return[2,d.Util.waitForAll(a)]})})};f.prototype._injectViewOrientationChangeEvent=function(){for(var a=this.size()-1;0<=a;a--){var d=this._operators.get(this._operatorStack[a]);if(void 0!==
+d&&d.onViewOrientationChange)d.onViewOrientationChange()}};f.prototype._isValid=function(a){return this._operators.has(a)||a===d.OperatorId.None};f.prototype._contains=function(a){return-1!==this.indexOf(a)};f.prototype._activateOperator=function(a){a=this._operators.get(a);if(void 0!==a&&a.onActivate)return a.onActivate()};f.prototype._deactivateOperator=function(a){a=this._operators.get(a);if(void 0!==a&&a.onDeactivate)return a.onDeactivate()};return f}();d.OperatorManager=h})(Communicator||(Communicator=
+{}));
+(function(d){var h=function(){return function(a,c,b,g){this.x=a;this.xUnit=c;this.y=b;this.yUnit=g}}();d.OverlayUnitPoint=h;var f=function(){function a(c,b,g){this._anchor=c;this._position=b;this._size=g}a.prototype.getAnchor=function(){return this._anchor};a.prototype.getPosition=function(){return this._position};a.prototype.getSize=function(){return this._size};return a}(),a=function(){function a(c,b){this._viewer=c;this._engine=b;this._viewports=[];for(c=0;c<=this.maxIndex();c++)this._viewports.push(null)}a.prototype.maxIndex=
+function(){return d.BuiltinOverlayIndex.First-1};a.prototype.setViewport=function(c,b,g,a,e,n,m,p,q,r){if(0===c)throw new d.CommunicatorError("Index 0 is reserved and may not be used to specify an overlay.");if(0>c)throw new d.CommunicatorError("Invalid index "+c+" specified when setting viewport.");if(a===d.OverlayUnit.ProportionOfOtherDimension&&n===d.OverlayUnit.ProportionOfOtherDimension)throw new d.CommunicatorError("Both x and y may not be set proportional to each other");if(p===d.OverlayUnit.ProportionOfOtherDimension&&
+r===d.OverlayUnit.ProportionOfOtherDimension)throw new d.CommunicatorError("Both width and height may not be set proportional to each other");this._validateUnit(g,a,"x");this._validateUnit(e,n,"y");this._validateUnit(m,p,"width");this._validateUnit(q,r,"height");var k=new h(g,a,e,n),l=new h(m,p,q,r);k=new f(b,k,l);this._viewports[c]=k;this._engine.setOverlayViewport(c,b,g,a,e,n,m,p,q,r);this._viewer._getCallbackManager().trigger("overlayViewportSet",c);return Promise.resolve()};a.prototype._getViewportPosition=
+function(c){c=this._viewports[c];return null===c?null:c.getPosition()};a.prototype.getViewportPixelPosition=function(c){c=this._viewports[c];if(null===c)return null;c=c.getPosition();return this._toPixelPoint(c)};a.prototype._getViewportSize=function(c){c=this._viewports[c];return null===c?null:c.getSize()};a.prototype.getViewportPixelSize=function(c){c=this._viewports[c];if(null===c)return null;c=c.getSize();return this._toPixelPoint(c)};a.prototype.getViewportAnchor=function(c){c=this._viewports[c];
+return null===c?null:c.getAnchor()};a.prototype.setVisibility=function(c,b){this._engine.setOverlayVisibility(c,b);return Promise.resolve()};a.prototype.destroy=function(c){this._engine.destroyOverlay(c);this._viewports[c]=null;return Promise.resolve()};a.prototype.addNodes=function(c,b){b=this._viewer.model._gatherInstanceIncsFromNodeIds(b);0<b.length&&this._engine.addNodesToOverlay(b,c);return Promise.resolve()};a.prototype.setCamera=function(c,b){this._engine.setOverlayCamera(c,b);return Promise.resolve()};
+a.prototype._getOverlayOffset=function(c,b){var g=this._viewer.view.getCanvasSize(),a=d.Point2.zero();if(c===d.OverlayAnchor.LowerRightCorner||c===d.OverlayAnchor.UpperRightCorner||c===d.OverlayAnchor.RightCenter)a.x=g.x-b.x;else if(c===d.OverlayAnchor.Center||c===d.OverlayAnchor.TopCenter||c===d.OverlayAnchor.BottomCenter)a.x=.5*(g.x-b.x);if(c===d.OverlayAnchor.LowerLeftCorner||c===d.OverlayAnchor.LowerRightCorner||c===d.OverlayAnchor.BottomCenter)a.y=g.y-b.y;else if(c===d.OverlayAnchor.Center||
+c===d.OverlayAnchor.LeftCenter||c===d.OverlayAnchor.RightCenter)a.y=.5*(g.y-b.y);return a};a.prototype._toPixelPoint=function(c){var b=this._viewer.view.getCanvasSize(),g=d.Point2.zero(),a=!1;switch(c.xUnit){case d.OverlayUnit.Pixels:g.x=c.x;break;case d.OverlayUnit.ProportionOfCanvas:g.x=b.x*c.x;break;case d.OverlayUnit.ProportionOfOtherDimension:a=!0}switch(c.yUnit){case d.OverlayUnit.Pixels:g.y=c.y;break;case d.OverlayUnit.ProportionOfCanvas:g.y=b.y*c.y;break;case d.OverlayUnit.ProportionOfOtherDimension:g.y=
+g.x*c.y}a&&(g.x=c.x*c.y);return g};a.prototype._validateUnit=function(c,b,g){if(b!==d.OverlayUnit.Pixels&&(0>c||1<c))throw new d.ParseError("value for "+g+" should be between 0.0 and 1.0 when specifying non pixel value");};return a}();d.OverlayManager=a})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.None=0]="None";d[d.Floor=1]="Floor";d[d.Wall=2]="Wall";d[d.Door=4]="Door"})(d.BimMask||(d.BimMask={}));var h=function(){function f(a){void 0===a&&(a=d.SelectionMask.Face);this.respectVisibility=!0;this.forceEffectiveSceneVisibilityMask=this.forceEffectiveVisibilityMask=d.SelectionMask.None;this.restrictLinesAndPointsToSelectedFaceInstances=this.oneEntityPerTypePerInstance=this.respectDepthRange=!0;this.restrictToOverlays=this.ignoreOverlays=this.ignoreCappingGeometry=
+this.enableProximityFaces=!1;this.selectionMask=a}Object.defineProperty(f.prototype,"allowFaces",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Face)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Face,a)},enumerable:!0,configurable:!0});Object.defineProperty(f.prototype,"allowLines",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Line)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Line,
+a)},enumerable:!0,configurable:!0});Object.defineProperty(f.prototype,"allowPoints",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Point)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Point,a)},enumerable:!0,configurable:!0});return f}();d.PickConfig=h;h=function(){return function(f){void 0===f&&(f=d.SelectionMask.All);this.mustBeFullyContained=!1;this.respectVisibility=!0;this.forceEffectiveSceneVisibilityMask=this.forceEffectiveVisibilityMask=
+d.SelectionMask.None;this.ignoreCuttingSections=this.allowPoints=this.allowLines=this.allowFaces=!0;this.ignoreUnrequestedInstances=this.onlyStreamedInstances=!1;this.allowFaces=0!==(f&d.SelectionMask.Face);this.allowLines=0!==(f&d.SelectionMask.Line);this.allowPoints=0!==(f&d.SelectionMask.Point)}}();d.IncrementalPickConfig=h})(Communicator||(Communicator={}));var SC;
+(function(d){d.UnspecifiedMeasurementUnit=0;d.isError=function(d){return"object"===typeof d&&null!==d&&!0};d.getStateFailure=function(d){d=d.data;return"object"===typeof d&&null!==d&&"scStateFailure"in d?d.scStateFailure:null}})(SC||(SC={}));
+(function(d){(function(h){function f(b){return null!==b?d.Color.createFromFloatArray(b):b}function a(b){return h.mapInPlace(b,f)}var e;(function(b){b[b.Add=0]="Add";b[b.Update=1]="Update"})(e||(e={}));var c=function(){return function(b){this.promise=h.OpenPromise.create();this.ids=b}}(),b=function(){function b(b,c){this._engineReadyPromise=h.OpenPromise.create();this._sessionStartedPromise=h.OpenPromise.create();this._connectionlessEmpty=!1;this._uri="ws://localhost:9999";this._streamingMode=d.StreamingMode.Default;
+this._rendererType=d.RendererType.Client;this._memoryLimit=this._meshLevel=0;this._boundingPreviewMode=d.BoundingPreviewMode.All;this._streamCutoffScale=1;this._loadFinished=!1;this._statistics=new h.StatisticMap;this._cachedElementCount=this._cachedTriangleCount=null;this._windowSize=new d.Point2(0,0);this._cuttingSectionToKeyMap=new Map;this._cappingQuantizationGranularity=-1E4;this._cappingMaterialDirty=this._cappingGeometryVisibility=this._cappingLinesEnabled=this._cappingFacesEnabled=!0;this._cappingDelayTimeoutId=
+null;this._cappingDelay=500;this._requestBatchCountByType=[];this._pendingRequestsByType=[];this._xRayMaterials=[];this._callbackManager=b;this._applyOptions(c);for(b=0;1>b;++b)this._requestBatchCountByType.push(0),this._pendingRequestsByType.push([])}b.prototype.getNetworkModelName=function(){console.assert(1===this._sessionType);if(void 0!==this._model)return this._model;throw new d.InternalLogicError;};b.prototype.logMessage=function(b){console.log(b)};b.prototype.setTimeout=function(b,c){return setTimeout(b,
+c)};b.prototype.sleep=function(b){return d.Util.sleep(b)};b.prototype.getScsInfo=function(){console.assert(2===this._sessionType);return void 0!==this._buffer?this._buffer:/^wss?:\/\//i.test(this._uri)?null:this._uri};b.prototype._applyOptions=function(b){void 0!==b.empty&&(this._connectionlessEmpty=b.empty);void 0!==b.endpointUri&&(this._uri=b.endpointUri);b.model&&(this._model=b.model);void 0!==b.sessionToken&&(this._sessionToken=b.sessionToken);void 0!==b.buffer&&(this._buffer=b.buffer);void 0!==
+b.streamingMode&&(this._streamingMode=b.streamingMode);void 0!==b.rendererType&&(this._rendererType=b.rendererType);void 0!==b.defaultMeshLevel&&(this._meshLevel=b.defaultMeshLevel);void 0!==b.memoryLimit&&(this._memoryLimit=b.memoryLimit);void 0!==b.boundingPreviewMode&&(this._boundingPreviewMode=b.boundingPreviewMode);void 0!==b.streamCutoffScale&&this._setStreamCutoffScale(b.streamCutoffScale)};b.prototype.start=function(b,c){var a=this;this._canvasContainer=b;this._initOptions=c;_SC.createInstance({container:b,
+onReady:function(b){a._onEngineReady(b)},onError:function(b){a._callbackManager.trigger("modelLoadFailure",a._model||"","failed to load engine: "+b)},enginePath:c.enginePath});return!0};b.prototype.setPickTolerance=function(b){this._scSelectionManager.setPickTolerance(b)};b.prototype.getPickTolerance=function(){return this._scSelectionManager.getPickTolerance()};b.prototype._onEngineReady=function(b){var c=this;this._sc=b;this._sessionType=0;this._matrixCache=new h.ScMatrixCache(this);this._materialCache=
+new h.ScMaterialCache(this);this._scSelectionManager=new h.ScSelectionManager(this._sc);this.resize();this._callbackManager.bind({_firstBoundingReady:function(){return c._regenerateCapping()}});this._sc.setEventHandler("session_started",function(){var b=function(){c._callbackManager.unbind(a);return c._sessionStartedPromise},a={_sessionStarted:function(){return c._onSessionStarted()},_assemblyTreeReady:b,_modelSwitched:b};c._callbackManager.bind(a);c._sessionStartedPromise.resolve(c._callbackManager.promiseTrigger("_sessionStarted",
+null))});this._sc.setEventHandler("announce_model",function(b,a,g){c._callbackManager.trigger("_announceModel",a,g)});this._sc.setEventHandler("first_instance",function(){c._callbackManager.trigger("_firstInstance")});this._sc.setEventHandler("inclusion",function(b,a,g,d){c._callbackManager.trigger("_inclusion",a,g,d)});this._sc.setEventHandler("remap_model",function(b,a,g,d){c._callbackManager.trigger("_remapModel",a,g,d)});this._sc.setEventHandler("remap_inclusion",function(b,a,g,d,k){c._callbackManager.trigger("_remapInclusion",
+a,g,d,k)});this._sc.setEventHandler("capping_idle",function(b,a,g){c._callbackManager.trigger("cappingIdle",a,g)});this._sc.setEventHandler("stream_active",this._initOptions.streamingActivated);this._sc.setEventHandler("stream_idle",this._initOptions.streamingDeactivated);this._sc.setEventHandler("open_model_failed",function(b,a){switch(a.reason){case "UNKNOWN_MODEL":b="Unknown model";break;case "BAD_NETWORK_VERSION":b="Client/Server network version mismatch";break;case "BAD_STREAM_VERSION":case "BAD_STORE_VERSION":b=
+"Unsupported file version";break;default:b="Internal Error"}c._callbackManager.trigger("modelLoadFailure",c._model||"",b)});this._sc.setEventHandler("missing_model",function(b,a,g){c._callbackManager.trigger("_missingModel",a,g);c._callbackManager.trigger("missingModel",g)});this._sc.setEventHandler("bad_data",function(b,a){switch(a.type){case "TRUNCATED_BLOCK":b="Failed to parse truncated data block.";break;case "ZFRAME_DECOMPRESS_FAILED":b="Failed to decompress data.";break;case "UNMATCHED_CODE":b=
+"Unknown opcode.";break;case "STORE_VERSION_MISMATCHED":b="Store version mismatched. Expected='"+(a.expected+"'.");b+=" Actual='"+a.actual+"'.";break;case "STREAM_VERSION_MISMATCHED":b="Stream version mismatched. Expected='"+(a.expected+"'.");b+=" Actual='"+a.actual+"'.";break;case "PARSE_BOUNDING_TREE_FAILED":b="Failed to parse bounding tree.";break;default:b="Unknown error."}c._callbackManager.trigger("modelLoadFailure",c._model||"",b)});this._sc.setEventHandler("socket_open_failed",function(){c._callbackManager.trigger("modelLoadFailure",
+c._model||"","WebSocket connection failed.")});this._sc.setEventHandler("post_draw",function(b,a,g,d){c._syncedCamera=g;c._statistics=a;c._initOptions.renderComplete();c._fillStatTotalCounts();b=c._fromScCamera(g);c._callbackManager.trigger("frameDrawn",b,d)});this._sc.setEventHandler("priority_meta_data_sent",function(b,a,g){c._initOptions.priorityMetaDataSent(a,g)});this.setAllowHighDpi(!0);this._sc.setEventHandler("meta_data",function(b,a,g,d){0>a&&(a+=4294967296);c._callbackManager.trigger("_metaData",
+a,g,d)});this._sc.setEventHandler("draw_complete",function(){c._callbackManager.trigger("_drawComplete")});this._sc.setEventHandler("webgl_context_lost",function(){c._callbackManager.trigger("webGlContextLost")});this._sc.setEventHandler("websocket_connection_closed",function(){c._callbackManager.trigger("websocketConnectionClosed")});this._initOptions.engineReady(this._sessionStartedPromise);this._engineReadyPromise.resolve()};b.prototype.loadFinished=function(){return this._loadFinished};b.prototype.resetCachedStatistics=
+function(){this._cachedTriangleCount=this._cachedElementCount=null};b.prototype.setAmbientOcclusionEnabled=function(b){this._sc.setAmbientOcclusionEnabled(b)};b.prototype.setAmbientOcclusionRadius=function(b){this._sc.setAmbientOcclusionRadius(b)};b.prototype.setLightingEnabled=function(b){this._sc.setLightingEnabled(b)};b.prototype._fillStatTotalCounts=function(){null!==this._cachedElementCount&&null!==this._cachedTriangleCount&&(this._statistics.total_element_count=this._cachedElementCount,this._statistics.total_triangle_count=
+this._cachedTriangleCount)};b.prototype._updateCachedStats=function(){return __awaiter(this,void 0,void 0,function(){var b,c,a;return __generator(this,function(g){switch(g.label){case 0:return b=this._sc.getElementCount(),c=this._sc.getTriangleCount(),[4,Promise.all([b,c])];case 1:return a=g.sent(),this._cachedElementCount=a[0],this._cachedTriangleCount=a[1],this._fillStatTotalCounts(),[2]}})})};b.prototype._toVector3=function(b){var c=[0,0,0];b.toArray(c);return c};b.prototype.startExplode=function(b,
+c){this.delayCapping();this._sc.startExplode(b,this._toVector3(c))};b.prototype.setExplodeMagnitude=function(b){this._callbackManager.trigger("explode",b);this.delayCapping();this._sc.explode(b)};b.prototype.stopExplode=function(){this.delayCapping();this._sc.resetExplode()};b.prototype.getStatistics=function(b){void 0===b&&(b=!1);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return!b||this.loadFinished()?[3,2]:[4,this._updateCachedStats()];
+case 1:return c.sent(),this._fillStatTotalCounts(),[2,this._statistics];case 2:return this.loadFinished()&&null===this._cachedTriangleCount?[4,this._updateCachedStats()]:[3,4];case 3:return c.sent(),this._fillStatTotalCounts(),[2,this._statistics];case 4:return this._fillStatTotalCounts(),[2,this._statistics]}})})};b.prototype.setStreamIdleMarker=function(){return this._sc.setStreamIdleMarker()};b.prototype.hasDepthRange=function(b){return this._sc.MeshInstance.hasDepthRange(b)};b.prototype.setDepthRange=
+function(b,c,a){this._sc.MeshInstance.setDepthRange(b,c,a)};b.prototype.unsetDepthRange=function(b){this._sc.MeshInstance.unsetDepthRange(b)};b.prototype.setDefaultDepthRange=function(b,c){this._sc.setDefaultDepthRange(b,c)};b.prototype._getScPlaneArray=function(b){for(var c=[],a=0;a<b.getCount();a++){var g=b.getPlane(a);if(null!==g){var d=[];g.normal.toArray(d);d[3]=g.d;c.push(d)}}return c};b.prototype.getCuttingSectionLimits=function(){return this._sc.cuttingSectionLimits()};b.prototype._addCuttingSection=
+function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,k;return __generator(this,function(l){switch(l.label){case 0:return console.assert(!this._cuttingSectionToKeyMap.has(b)),a=4294967295,g=this._getScPlaneArray(b),0<g.length?[4,this._sc.addCuttingSection(g)]:[3,2];case 1:a=l.sent();if(4294967295===a)throw k=c===e.Add?"add":"update",new d.CommunicatorError("Failed to "+k+" cutting section.");l.label=2;case 2:return console.assert(!this._cuttingSectionToKeyMap.has(b)),this._cuttingSectionToKeyMap.set(b,
+a),c===e.Add&&this._callbackManager.trigger("addCuttingSection",b),[2]}})})};b.prototype.addCuttingSection=function(b){return this._addCuttingSection(b,e.Add)};b.prototype.removeCuttingSection=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._cuttingSectionToKeyMap.get(b);if(void 0===c)return console.assert(!1),[2];this._cuttingSectionToKeyMap.delete(b);this._callbackManager.trigger("removeCuttingSection");return 4294967295===c?[2]:[2,this._sc.removeCuttingSections([c])]})})};
+b.prototype.removeAllCuttingSections=function(){this._cuttingSectionToKeyMap.clear();this._callbackManager.trigger("removeCuttingSection");return this._sc.removeAllCuttingSections()};b.prototype.updateCuttingSection=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){c=this._cuttingSectionToKeyMap.get(b);if(void 0===c)return console.assert(!1),[2];if(4294967295===c)return[2,this._addCuttingSection(b,e.Update)];a=this._getScPlaneArray(b);return[2,
+this._sc.replaceCuttingSection(a,c)]})})};b.prototype.setCappingDelay=function(b){this._cappingDelay=b};b.prototype.enableCappingIdleCallback=function(b){return this._sc.setCappingIdleHookEnabled(b)};b.prototype.delayCapping=function(){var b=this;null===this._cappingDelayTimeoutId?this._sc.pauseCapping():clearTimeout(this._cappingDelayTimeoutId);this._cappingDelayTimeoutId=setTimeout(function(){b._cappingDelayTimeoutId=null;b._sc.resumeCapping()},this._cappingDelay)};b.prototype.setCappingGeometryVisibility=
+function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){console.assert(void 0!==this._cappingLineMaterialId);console.assert(void 0!==this._cappingFaceMaterialId);if(this._cappingGeometryVisibility!==b||this._cappingMaterialDirty){null!==this._cappingDelayTimeoutId&&(clearTimeout(this._cappingDelayTimeoutId),this._cappingDelayTimeoutId=null);this._cappingMaterialDirty=!1;if(this._cappingGeometryVisibility=b)return c=this._cappingLinesEnabled?this._cappingLineMaterialId:
+[0,4294967295],a=this._cappingFacesEnabled?this._cappingFaceMaterialId:[0,4294967295],[2,this._sc.enableCapping(c,a,this._cappingQuantizationGranularity)];this._sc.disableCapping()}return[2]})})};b.prototype._regenerateCapping=function(){this._cappingMaterialDirty=!0;return this.setCappingGeometryVisibility(this._cappingGeometryVisibility)};b.prototype.getCappingGeometryVisibility=function(){return this._cappingGeometryVisibility};b.prototype.setDiffuseColor=function(b,c){return this._sc.Material.setDiffuseColor(b,
+c)};b.prototype._toRgb=function(b){var c=[0,0,0];b.toFloatArray(c);return c};b.prototype._toRgba=function(b,c){c=[0,0,0,c];b.toFloatArray(c);return c};b.prototype.setCappingFaceColor=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._cappingMaterialDirty=!0,this._cappingFacesEnabled=!!b,b?[4,this.setDiffuseColor(this._cappingFaceMaterialId,this._toRgba(b,1))]:[3,2];case 1:c.sent(),c.label=2;case 2:return[2,this._regenerateCapping()]}})})};
+b.prototype.setCappingLineColor=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._cappingMaterialDirty=!0,this._cappingLinesEnabled=!!b,b?[4,this.setDiffuseColor(this._cappingLineMaterialId,this._toRgba(b,1))]:[3,2];case 1:c.sent(),c.label=2;case 2:return[2,this._regenerateCapping()]}})})};b.prototype._onSessionStarted=function(){return __awaiter(this,void 0,void 0,function(){var b,c,a,g,e,f,h,u,t=this;return __generator(this,
+function(k){switch(k.label){case 0:this._sc.suspendDrawing();this._sc.setDrawMode(1);this._sc.setHighlightedInstanceFilter(3);this._sc.setUnhighlightedFilter(0);this._sc.setHighlightMode(1);this._sc.setAntiAliasingMode(1);b=[];b.push(this._matrixCache.init());c=[.5,.5,.5,1];a=function(){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(b){this._cappingMaterialDirty=!0;return void 0!==this._cappingFaceMaterialId&&void 0!==this._cappingLineMaterialId?[2,this.setCappingGeometryVisibility(this.getCappingGeometryVisibility())]:
+[2]})})};b.push(this.createMaterial().then(function(b){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this.setDiffuseColor(b,c)];case 1:return g.sent(),this._cappingFaceMaterialId=b,[2,a()]}})})}));b.push(this.createMaterial().then(function(b){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this.setDiffuseColor(b,c)];case 1:return g.sent(),this._cappingLineMaterialId=b,
+[2,a()]}})})}));g=function(c){e._xRayMaterials[c]=[];for(var a=function(a){b.push(e.createMaterial().then(function(b){t._xRayMaterials[c][a]={id:b,color:null}}))},g=0,k=[d.ElementType.Faces,d.ElementType.Lines,d.ElementType.Points];g<k.length;g++)a(k[g])};e=this;f=0;for(h=[d.XRayGroup.Selected,d.XRayGroup.Unselected];f<h.length;f++)u=h[f],g(u);return[4,Promise.all(b)];case 1:return k.sent(),this._initOptions.sceneReady(),this._sc.resumeDrawing(),[2]}})})};b.prototype.isInit=function(){return void 0!==
+this._sc};b.prototype.setRemoteEndpoint=function(b,c){this._uri=b;this._model=c};b.prototype.getSessionType=function(){return this._sessionType};b.prototype._awaitEmptyLoad=function(){var b=this,c=h.OpenPromise.create(),a={_attached:function(g){b._callbackManager.unbind(a);0===g?c.resolve():c.reject(new d.InternalLogicError)}};this._callbackManager.bind(a);return c};b.prototype.loadEmpty=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,
+this._engineReadyPromise];case 1:c.sent();try{if(0!==this._sessionType)throw new d.LoadError("Incompatible load types.");b=this._awaitEmptyLoad();this._sessionType=this._connectionlessEmpty||void 0!==this._buffer||void 0===this._model?this._loadEmptyScs():this._loadEmptyNetwork();return[2,b]}catch(n){throw this._callbackManager.trigger("modelLoadFailure",this._model||"",n.message),n;}}})})};b.prototype._loadEmpty=function(b){var c=this;console.assert(void 0===b.XHRonprogress);console.assert(void 0===
+b.XHRonerror);console.assert(void 0===b.XHRonloadend);b.XHRonprogress=function(b){c._callbackManager.trigger("XHRonprogress",b)};b.XHRonerror=function(b){c._callbackManager.trigger("XHRonerror",b)};b.XHRonloadend=function(b,a,g){c._callbackManager.trigger("XHRonloadend",b,a,g)};return this._sc.load(b)};b.prototype._loadEmptyScs=function(){console.assert(void 0===this._model);var b={empty:!0};this._streamingMode===d.StreamingMode.OnDemand&&(b.streamInstancesOnDemand=!0);return this._loadEmpty(b)};
+b.prototype._loadEmptyNetwork=function(){console.assert(void 0!==this._model);var b={model:d.EmptyModelName,uri:this._uri,serverSideRendering:this._rendererType===d.RendererType.Server,meshLevel:this._meshLevel,streamCutoffScale:this._streamCutoffScale};void 0!==this._sessionToken&&(b.sessionToken=this._sessionToken);0<this._memoryLimit&&(b.limitMiB=this._memoryLimit);(this._boundingPreviewMode&d.BoundingPreviewMode.Model)===d.BoundingPreviewMode.Model&&(b.streamModelBoundingPreviews=!0);(this._boundingPreviewMode&
+d.BoundingPreviewMode.Instance)===d.BoundingPreviewMode.Instance&&(b.streamInstanceBoundingPreviews=!0);(this._boundingPreviewMode&d.BoundingPreviewMode.Ejected)===d.BoundingPreviewMode.Ejected&&(b.streamEjectedBoundingPreviews=!0);switch(this._streamingMode){case d.StreamingMode.OnDemand:b.streamInstancesOnDemand=!0;break;case d.StreamingMode.All:b.streamCulled=!0,b.streamMetaDataOnIdle=!0}return this._loadEmpty(b)};b.prototype.setProjection=function(b){var c=this.getCamera();c.getProjection()!==
+b&&(c.setProjection(b),this.setCamera(c))};b.prototype.getViewMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.viewMatrix())};b.prototype.getProjectionMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.projectionMatrix())};b.prototype.getFullCameraMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.fullMatrix())};b.prototype.getSynchedViewMatrix=
+function(){return this._syncedCamera?d.Matrix.createFromArray(this._syncedCamera.viewMatrix()):new d.Matrix};b.prototype.getSynchedProjectionMatrix=function(){return this._syncedCamera?d.Matrix.createFromArray(this._syncedCamera.projectionMatrix()):new d.Matrix};b.prototype.getPrimaryModelKey=function(){return this._sc.primaryModelKey()};b.prototype.getPartsBounding=function(b,c,a){return this.getBounding(b,c,!1,a)};b.prototype.getDrawnPartsBounding=function(b){return __awaiter(this,void 0,void 0,
+function(){var c,a;return __generator(this,function(g){switch(g.label){case 0:return[4,this._sc.MeshInstance.getDrawnWorldSpaceBounding(b)];case 1:return c=g.sent(),a=new d.Box,a.min.fromArray(c.min),a.max.fromArray(c.max),[2,a]}})})};b.prototype.getBounding=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var k,e;return __generator(this,function(l){switch(l.label){case 0:return[4,this._sc.MeshInstance.getWorldSpaceBounding(b,c,a,g)];case 1:return k=l.sent(),e=new d.Box,e.min.fromArray(k.min),
+e.max.fromArray(k.max),[2,e]}})})};b.prototype.getClientDimensions=function(){var b=this._sc.container;return[b.clientWidth,b.clientHeight]};b.prototype.getModelBounding=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this.getBounding([],b,c,a)]})})};b.prototype.pickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.pickFromScreen(b,c,a)]})})};b.prototype.pickAllFromScreen=
+function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.pickAllFromScreen(b,c,a)]})})};b.prototype.compositePickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.compositePickFromScreen(b,c,a)]})})};b.prototype.beginScreenAreaSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,
+this._scSelectionManager.beginScreenAreaSelection(b,c,a)]})})};b.prototype.beginRayDrillSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginRayDrillSelection(b,c,a)]})})};b.prototype.beginConvexPolyhedronSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginConvexPolyhedronSelection(b,c,a)]})})};b.prototype.beginSphereSelection=
+function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginSphereSelection(b,c,a)]})})};b.prototype.endIncrementalSelection=function(b){this._scSelectionManager.endIncrementalSelection(b)};b.prototype.advanceIncrementalSelection=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,this._scSelectionManager.advanceIncrementalSelection(b,!1)]})})};b.prototype.flushMetaDataCache=
+function(){this._sc.flushMetaDataCache()};b.prototype.safeGetMetaDatas=function(b,c){for(var a=[],g=0;g<c.length;g++)a.push(b,c[g]);return this.getDataFromIds(a).then(h.identity,function(){return null})};b.prototype.safeGetMetaData=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return[4,this.safeGetMetaDatas(b,[c])];case 1:return a=g.sent(),null!==a?[2,a[0]]:[2,null]}})})};b.prototype.safeLoadMetaDatas=function(b){return this.getDataFromIds(b).then(h.nop,
+h.nop)};b.prototype.getDataFromIds=function(b){if(0===this._requestBatchCountByType[0])return this._getDataFromIds(b);b=new c(b);this._pendingRequestsByType[0].push(b);return b.promise};b.prototype._getDataFromIds=function(b){return this._sc.getMetaData(b)};b.prototype.pickFromRay=function(b,c){return this._scSelectionManager.pickFromRay(b,c)};b.prototype.pickAllFromRay=function(b,c){return this._scSelectionManager.pickAllFromRay(b,c)};b.prototype.updateCamera=function(b){var c=b._getFlags(),a=this._sc.getCamera();
+(c&h.CameraFlags.Position)===h.CameraFlags.Position&&a.setPosition(this._toVector3(b.getPosition()));(c&h.CameraFlags.Target)===h.CameraFlags.Target&&a.setTarget(this._toVector3(b.getTarget()));(c&h.CameraFlags.Up)===h.CameraFlags.Up&&a.setUpVector(this._toVector3(b.getUp()));this._setCamera(a);return this.getCamera()};b.prototype._toProjection=function(b){switch(b){default:case d.Projection.Orthographic:return 1;case d.Projection.Perspective:return 0}};b.prototype._toCamera=function(b){var c=this._sc.getCamera();
+c.reset(this._toProjection(b.getProjection()),this._toVector3(b.getPosition()),this._toVector3(b.getTarget()),this._toVector3(b.getUp()),b.getWidth(),b.getHeight());c.setNearLimit(b.getNearLimit());return c};b.prototype.setCamera=function(b){b=this._toCamera(b);this._setCamera(b)};b.prototype._setCamera=function(b){this.delayCapping();this._sc.setCamera(b)};b.prototype.setInstancesMatrix=function(b,c){this._sc.MeshInstance.setAnonymousMatrix(b,c.m)};b.prototype.setMatrices=function(b,c){this._sc.requestMeshInstances(b,
+!1,!0);for(var a=0;a<c.length;a++)this._sc.MeshInstance.setAnonymousMatrix([b[2*a],b[2*a+1]],c[a].m)};b.prototype.highlightParts=function(b,c){this._sc.MeshInstance.setHighlighted(b,c);this._sc.MeshInstance.setXRay(b,c)};b.prototype.highlightElements=function(b,c,a,g,d){c=this._toElementType(c);this._sc.MeshInstance.setElementHighlighted(b,c,a,g,d);this._sc.MeshInstance.setElementXRay(b,c,a,g,d)};b.prototype.getPartHighlighted=function(b){return this._sc.MeshInstance.getHighlighted(b)};b.prototype.getElementHighlighted=
+function(b,c,a){return this._sc.MeshInstance.getElementHighlighted(b,this._toElementType(c),a)};b.prototype.setNodeHighlightColor=function(b,c){b?(this._sc.setHighlightedInstanceFilter(3),b=this._toRgba(b,1),this._sc.setHiddenLineHighlightedInstanceFillColor(b),this._sc.setHighlightedInstanceColor(b)):this._sc.setHighlightedInstanceFilter(0);b=c?this._toRgba(c,1):[0,0,0,0];this._sc.setHiddenLineHighlightedInstanceOutlineColor(b);this._sc.setHighlightedInstanceOutlineColor(b)};b.prototype.setElementHighlightColor=
+function(b,c){b?(this._sc.setHighlightedElementFilter(3),b=this._toRgba(b,1),this._sc.setHighlightedElementColor(b),this._sc.setHiddenLineHighlightedElementFillColor(b)):this._sc.setHighlightedElementFilter(0);b=c?this._toRgba(c,1):[0,0,0,0];this._sc.setHighlightedElementOutlineColor(b);this._sc.setHiddenLineHighlightedElementOutlineColor(b)};b.prototype.setHighlightColorizeCompression=function(b){this._sc.setHighlightColorizeCompression(b)};b.prototype.computeMininimumBodyBodyDistance=function(b,
+c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:if(2!==b.length||2!==c.length)throw new d.CommunicatorError("Invalid instance inc.");return[4,this._sc.MeshInstance.computeMinimalBodyBodyDistance(b,c)];case 1:return a=g.sent(),[2,h.makeFaceFaceDistanceItem(a)]}})})};b.prototype.computeMininimumFaceFaceDistance=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var k;return __generator(this,function(e){switch(e.label){case 0:if(2!==
+b.length||2!==a.length)throw new d.CommunicatorError("Invalid instance inc.");return[4,this._sc.MeshInstance.computeMinimalFaceFaceDistance(b,c,a,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.computeMinimumFaceRayDistance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(e){switch(e.label){case 0:if(2!==b.length)throw new d.CommunicatorError("Invalid instance inc.");g=h.toScRay(a);return[4,this._sc.MeshInstance.computeMinimalFaceRayDistance(b,
+c,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.computeMinimumFaceLineDistance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(e){switch(e.label){case 0:if(2!==b.length)throw new d.CommunicatorError("Invalid instance inc.");g=h.toScRay(a);return[4,this._sc.MeshInstance.computeMinimalFaceLineDistance(b,c,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.pauseRendering=function(b){this._sc.suspendDrawing();
+if("function"===typeof b)try{b()}finally{this._sc.resumeDrawing()}};b.prototype.resumeRendering=function(){this._sc.resumeDrawing()};b.prototype.beginRequestBatch=function(b){++this._requestBatchCountByType[b]};b.prototype.endRequestBatch=function(b){0<this._requestBatchCountByType[b]&&--this._requestBatchCountByType[b];this._flushBatchedRequests(b)};b.prototype._flushBatchedRequests=function(b){var c=this._pendingRequestsByType[b];this._pendingRequestsByType[b]=[];for(var a=[],g=0;g<c.length;g++)for(var k=
+0,e=c[g].ids;k<e.length;k++)a.push(e[k]);switch(b){case 0:return this._flushBatchedMetaDataRequests(c,a);default:return d.Util.TypeAssert(b),console.assert(!1),Promise.resolve()}};b.prototype._flushBatchedMetaDataRequests=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,d,k,e,l,f,h,w;return __generator(this,function(n){switch(n.label){case 0:return[4,this._getDataFromIds(c)];case 1:a=n.sent();d=g=0;for(k=b;d<k.length;d++){e=k[d];l=[];f=e.ids.length/2;for(h=0;h<f;++h)w=a[g++],l.push(w);
+e.promise.resolve(l)}console.assert(g===a.length);return[2]}})})};b.prototype.clearHighlight=function(){this._sc.unsetAllHighlighted();this._sc.unsetAllXRay()};b.prototype.resetColors=function(){this._sc.unsetAllColors()};b.prototype.resetOpacity=function(){this._sc.unsetAllOpacity()};b.prototype.setPartOpacity=function(b,c){var a=this;this.pauseRendering(function(){a._sc.MeshInstance.setOpacity(b,0,c);a._sc.MeshInstance.setOpacity(b,1,c)})};b.prototype.unsetPartOpacity=function(b){var c=this;this.pauseRendering(function(){c._sc.MeshInstance.unsetOpacity(b,
+0);c._sc.MeshInstance.unsetOpacity(b,1)})};b.prototype.getPartOpacity=function(b){return this._sc.MeshInstance.getOpacity(b,0)};b.prototype.getEffectivePartOpacity=function(b,c){return this._sc.MeshInstance.getEffectiveOpacity(b,this._toElementType(c))};b.prototype.getPartHasTransparency=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,d,k;return __generator(this,function(e){switch(e.label){case 0:return c=[],c.push(this._sc.MeshInstance.hasTransparency(b,0)),c.push(this._sc.MeshInstance.hasTransparency(b,
+1)),[4,Promise.all(c)];case 1:a=e.sent();g=a[0];d=a[1];for(k=0;k<g.length;++k)g[k]||(g[k]=d[k]);return[2,g]}})})};b.prototype.setPartColor=function(b,c,a){this._sc.MeshInstance.setColor(b,this._toElementType(c),a.getFloatArray())};b.prototype.unsetPartColor=function(b,c){this._sc.MeshInstance.unsetColor(b,this._toElementType(c))};b.prototype.getPartColor=function(b,c){return this._sc.MeshInstance.getColor(b,this._toElementType(c)).then(a)};b.prototype.getEffectivePartColor=function(b,c){return __awaiter(this,
+void 0,void 0,function(){var g,d;return __generator(this,function(k){switch(k.label){case 0:return g=this._toElementType(c),[4,this._sc.MeshInstance.getEffectiveColor(b,g)];case 1:return d=k.sent(),[2,a(d)]}})})};b.prototype.setElementColor=function(b,c,a,g,d){this._sc.MeshInstance.setElementColor(b,this._toElementType(c),a,g,d.getFloatArray())};b.prototype.unsetElementColor=function(b,c,a,g){this._sc.MeshInstance.unsetElementColor(b,this._toElementType(c),a,g)};b.prototype.getElementColor=function(b,
+c,g){return this._sc.MeshInstance.getElementColor(b,this._toElementType(c),g).then(a)};b.prototype.getEffectiveElementColor=function(b,c,g){return __awaiter(this,void 0,void 0,function(){var d,k;return __generator(this,function(e){switch(e.label){case 0:return d=this._toElementType(c),[4,this._sc.MeshInstance.getEffectiveElementColor(b,d,g)];case 1:return k=e.sent(),[2,a(k)]}})})};b.prototype.synchronizeVisibilities=function(b,c){0<b.length&&this._sc.MeshInstance.synchronizeVisibilities(b,c)};b.prototype.setPartVisibility=
+function(b,c,a){0<b.length&&this._sc.MeshInstance.setVisible(b,c,a)};b.prototype.setVisibilityByAttachment=function(b,c){this._sc.setVisibilityByAttachment(b,c)};b.prototype.requestMeshInstances=function(b){this._sc.demandMeshInstances(b)};b.prototype.getRendererType=function(){return this._rendererType};b.prototype._toMeshDataBuilder=function(b){for(var c=b._getFaceData(),a=b._getPointData(),g=b._getPolylineData(),k=new this._sc.MeshDataBuilder,e=0;e<c.length;e++){var f=c[e];k.addFace(f.vertexData,
+{normals:f.normalData,rgba32s:f.rgba32data,uvs:f.uvData,bits:f.bits})}for(c=0;c<a.length;c++)f=a[c],k.addPoints(f.vertexData,{rgba32s:f.rgba32data,bits:f.bits});for(a=0;a<g.length;a++)f=g[a],k.addPolyline(f.vertexData,{rgba32s:f.rgba32data,bits:f.bits});switch(b.getFaceWinding()){case d.FaceWinding.Clockwise:g=1;break;case d.FaceWinding.CounterClockwise:g=2;break;default:g=0}f=b.getBackfacesEnabled()?4:0;b=b.isManifold()?65536:0;k.formatBits=k.formatBits|g|f|b;return k};b.prototype.createMesh=function(b){b=
+this._toMeshDataBuilder(b);return this._sc.MeshData.create(b)};b.prototype.replaceMesh=function(b,c){c=this._toMeshDataBuilder(c);return this._sc.MeshData.replace(b,c)};b.prototype.destroyMeshes=function(b){return this._sc.MeshData.destroy(b)};b.prototype._toImageFormat=function(b){switch(b){case d.ImageFormat.Gray8:return 2;case d.ImageFormat.GrayAlpha16:return 3;case d.ImageFormat.Rgb24:return 1;case d.ImageFormat.Rgba32:return 0;case d.ImageFormat.Jpeg:return 4;case d.ImageFormat.Png:return 5}};
+b.prototype._validateImage=function(b){if(void 0===b.format)throw new d.ParseError("missing 'format' property");if(void 0===b.data)throw new d.ParseError("missing 'data' property");if((b.format===d.ImageFormat.Gray8||b.format===d.ImageFormat.GrayAlpha16||b.format===d.ImageFormat.Rgb24||b.format===d.ImageFormat.Rgba32)&&(void 0===b.width||0>=b.width||void 0===b.height||0>=b.height))throw new d.ParseError("uncompressed format requested but missing width or height");};b.prototype.createImage=function(b,
+c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){this._validateImage(b);return void 0!==c?(this._validateImage(c),[2,this._sc.Image.create(this._toImageFormat(b.format),b.data,b.width,b.height,this._toImageFormat(c.format),c.data,c.width,c.height)]):[2,this._sc.Image.create(this._toImageFormat(b.format),b.data,b.width,b.height)]})})};b.prototype.destroyImages=function(b){return this._sc.Image.destroy(b)};b.prototype._toTextureTiling=function(b){switch(b){default:case d.TextureTiling.Repeat:return 0;
+case d.TextureTiling.Clamp:return 1}};b.prototype._toTextureInterpolation=function(b){return!1===b?1:0};b.prototype._toTextureMipMapping=function(b){return!1===b?1:0};b.prototype._toTextureParameterization=function(b){switch(b){default:case d.TextureParameterization.UV:return 0}};b.prototype._toTextureModifier=function(b){switch(b){default:case 0:return 0;case d.TextureModifier.Decal:return 1}};b.prototype.setTexture=function(b,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(a){if(void 0===c.imageId)throw new d.ParseError("missing 'imageId' property");return[2,this._sc.MeshInstance.setTexture(b,0,c.imageId,void 0!==c.matrix?c.matrix.m:(new d.Matrix).m,this._toTextureTiling(c.tiling),this._toTextureInterpolation(c.interpolation),this._toTextureMipMapping(c.mipMapping),this._toTextureParameterization(c.parameterization),this._toTextureModifier(c.modifiers))]})})};b.prototype.unsetTexture=function(b){this._sc.MeshInstance.unsetTexture(b,0)};b.prototype.createMaterial=
+function(){return this._sc.Material.create()};b.prototype._getMaterialPromiseWithDiffuseColor=function(b,c,a,g){var d=new h.MaterialInfo;d.setDiffuseColor(null!==b?b:a);d.setDiffuseTransparency(null!==c?c:g);return this._materialCache.getOrCreateMaterial(d)};b.prototype.createMatrix=function(b){return this._sc.Matrix.create(b)};b.prototype.createIdentityMatrix=function(){return this._sc.Matrix.create()};b.prototype.createMeshInstance=function(b){return __awaiter(this,void 0,void 0,function(){var c,
+a,g,k,e,f,h,t,v,w;return __generator(this,function(l){switch(l.label){case 0:c=b.getMeshId();if(null===c)throw new d.CommunicatorError("MeshId is not set");e=this._matrixCache.getIdentityInc();f=[];if(h=b.getMatrix())t=this.createMatrix(h.m).then(function(b){e=b}),f.push(t);v=new d.Color(255,0,0);f.push(this._getMaterialPromiseWithDiffuseColor(b.getFaceColor(),b.getOpacity(),v,1).then(function(b){a=b}));f.push(this._getMaterialPromiseWithDiffuseColor(b.getLineColor(),b.getLineOpacity(),v,1).then(function(b){g=
+b}));f.push(this._getMaterialPromiseWithDiffuseColor(b.getPointColor(),b.getPointOpacity(),v,1).then(function(b){k=b}));return[4,Promise.all(f)];case 1:return l.sent(),[4,this._sc.MeshInstance.create(c,e,a,g,k,b.getCreationFlags(),b.getOverlayIndex())];case 2:return w=l.sent(),this._callbackManager.trigger("_geometryCreated",w),[2,w]}})})};b.prototype.destroyLocalInstances=function(b){return this._sc.MeshInstance.destroy(b)};b.prototype._fromScCamera=function(b){var c=d.Projection.Orthographic;0===
+b.projection()&&(c=d.Projection.Perspective);return d.Camera.create(d.Point3.createFromArray(b.position()),d.Point3.createFromArray(b.target()),d.Point3.createFromArray(b.upVector()),c,b.fieldWidth(),b.fieldHeight(),b.nearLimit())};b.prototype.getCameraPromise=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,this._sc.getCameraPromise()];case 1:return b=c.sent(),[2,this._fromScCamera(b)]}})})};b.prototype.getCamera=
+function(){var b=this._sc.getCamera();return this._fromScCamera(b)};b.prototype.resize=function(){this._sc.onResize();this._windowSize.set(this._canvasContainer.offsetWidth,this._canvasContainer.offsetHeight)};b.prototype.setFaceVisibility=function(b){this._sc.setFacesVisible(b)};b.prototype.setLineVisibility=function(b){this._sc.setLinesVisible(b)};b.prototype.getCanvasSize=function(){return this._windowSize.copy()};b.prototype.setBackgroundGradient=function(b,c){this._sc.setBackgroundGradient(b?
+this._toRgba(b,1):[0,0,0,0],c?this._toRgba(c,1):[0,0,0,0])};b.prototype.setServerRenderQuality=function(b,c,a,g){this._sc.setSsrQuality({jpegQualityLow:b,jpegQualityHigh:c,scaleLow:a,scaleHigh:g})};b.prototype.setMinimumFramerate=function(b){this._sc.setMinFrameRate(b)};b.prototype.getMinimumFramerate=function(){return this._sc.getMinFrameRate()};b.prototype.setBackFacesVisible=function(b){this._sc.setBackFacesVisible(b)};b.prototype.setDrawMode=function(b){this._sc.setDrawMode(b)};b.prototype.enableHiddenLineRendering=
+function(b){this.setDrawMode(2);this._sc.setHiddenLineVisibleLineColor(this._toRgba(b.getVisibleLineColor(),b.getVisibleLineOpacity()));this._sc.setHiddenLineHiddenLineColor(this._toRgba(b.getObscuredLineColor(),b.getObscuredLineOpacity()))};b.prototype.setAntiAliasingMode=function(b){switch(b){case d.AntiAliasingMode.None:this._sc.setAntiAliasingMode(0);break;case d.AntiAliasingMode.SMAA:this._sc.setAntiAliasingMode(1)}};b.prototype.setInstanceModifier=function(b,c,a){switch(b){case d.InstanceModifier.DoNotCut:this._sc.MeshInstance.setDoNotCut(c,
+a);break;case d.InstanceModifier.DoNotExplode:this._sc.MeshInstance.setDoNotExplode(c,a);break;case d.InstanceModifier.DoNotSelect:this._sc.MeshInstance.setDoNotSelect(c,a);break;case d.InstanceModifier.SuppressCameraScale:this._sc.MeshInstance.setSuppressCameraScale(c,a);break;case d.InstanceModifier.OverrideSceneVisibility:this._sc.MeshInstance.setOverrideSceneVisibility(c,a);break;case d.InstanceModifier.DoNotLight:this._sc.MeshInstance.setDoNotLight(c,a);break;case d.InstanceModifier.DoNotOutlineHighlight:this._sc.MeshInstance.setDoNotOutlineHighlight(c,
+a);break;case d.InstanceModifier.ExcludeBounding:this._sc.MeshInstance.setExcludeBounding(c,a);break;case d.InstanceModifier.DoNotUseVertexColors:this._sc.MeshInstance.setDoNotUseVertexColors(c,a);break;case d.InstanceModifier.AlwaysDraw:this._sc.MeshInstance.setAlwaysDraw(c,a);break;case d.InstanceModifier.DoNotXRay:this._sc.MeshInstance.setDoNotXRay(c,a);break;case d.InstanceModifier.ScreenOriented:this._sc.MeshInstance.setScreenOriented(c,a);break;case d.InstanceModifier.ScreenSpace:this._sc.MeshInstance.setScreenSpace(c,
+a);break;case d.InstanceModifier.ScreenSpaceStretched:this._sc.MeshInstance.setScreenSpaceStretched(c,a)}};b.prototype.attachModel=function(b,c,a,g,d){return this._attachModels(b,[[c,a]],g,d)};b.prototype.attachScsModelByKey=function(b,c,a,g,d){console.assert(2===this._sessionType);return this._sc.attachScsModelByKey(b,a,c,g,d)};b.prototype._attachModels=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return[4,this._sc.attachModels(b,
+c,a,g)];case 1:return d.sent(),this._callbackManager.trigger("_attached",b),[2]}})})};b.prototype.attachScsBuffer=function(b,c,a,g,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(k){switch(k.label){case 0:return[4,this._sc.attachScsBuffer(b,c,a,g,d,e)];case 1:return k.sent(),this._callbackManager.trigger("_attached",b),[2]}})})};b.prototype.feedScsBuffer=function(b,c){this._sc.feedScsBuffer(b,c)};b.prototype._parseKeyInfo=function(b,c,a){if(b||c)return a;b=new Map;
+for(c=0;c<a.length;++c){for(var g=a[c++],d=[];c<a.length&&4294967295!==a[c];++c)d.push(a[c]);b.set(g,d)}return b};b.prototype.instanceKeyInfo=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,d,e;return __generator(this,function(k){switch(k.label){case 0:return g=1===c,d=1===a,[4,this._sc.meshInstanceKeyInfo(b,g,d)];case 1:return e=k.sent(),[2,this._parseKeyInfo(g,d,e)]}})})};b.prototype.metaDataKeyInfo=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._sc.metaDataKeyInfo(b,c,a)];case 1:return g=d.sent(),[2,this._parseKeyInfo(c,a,g)]}})})};b.prototype.modelKeysFromInclusionKeys=function(b){return this._sc.modelKeysFromInclusionKeys(b)};b.prototype.detachInclusions=function(b){return this._sc.detachInclusions(b)};b.prototype.resetToEmpty=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,d,e;return __generator(this,function(k){switch(k.label){case 0:for(a=0;a<this._requestBatchCountByType.length;++a){g=
+this._requestBatchCountByType[a]=0;for(d=this._pendingRequestsByType[a];g<d.length;g++)e=d[g],e.promise.reject(e.ids);this._pendingRequestsByType[a].length=0}return[4,this._sc.resetToEmpty(b,c)];case 1:return k.sent(),this.flushMetaDataCache(),[2]}})})};b.prototype.redraw=function(){this._sc.queueRedraw()};b.prototype.disconnectNetwork=function(){this._sc.disconnectNetwork()};b.prototype.shutdown=function(){null!==this._cappingDelayTimeoutId&&(clearTimeout(this._cappingDelayTimeoutId),this._cappingDelayTimeoutId=
+null);this._sessionType=0;this._sc.shutDown()};b.prototype.getVersionString=function(){return this._sc.getStreamVersion().toString()};b.prototype.setAllowHighDpi=function(b){this._sc.allowHighDpi=b;this.resize()};b.prototype.getAllowHighDpi=function(){return this._sc.allowHighDpi};b.prototype.setMeshLevel=function(b,c){this._sc.MeshInstance.setMeshLevel(b,c)};b.prototype.setOverlayVisibility=function(b,c){this._sc.Overlay.setVisible(b,c)};b.prototype.setOverlayCamera=function(b,c){c=this._toCamera(c);
+this._sc.Overlay.setCamera(b,c)};b.prototype.destroyOverlay=function(b){this._sc.Overlay.destroy(b)};b.prototype._overlayUnit=function(b){switch(b){case d.OverlayUnit.ProportionOfCanvas:return 1;case d.OverlayUnit.ProportionOfOtherDimension:return 2;default:return 0}};b.prototype.getMaxOverlayIndex=function(){return this._sc.Overlay.maxIndex()};b.prototype._overlayAnchor=function(b){switch(b){case d.OverlayAnchor.BottomCenter:return 7;case d.OverlayAnchor.Center:return 8;case d.OverlayAnchor.LeftCenter:return 5;
+case d.OverlayAnchor.LowerLeftCorner:return 1;case d.OverlayAnchor.LowerRightCorner:return 2;case d.OverlayAnchor.RightCenter:return 6;case d.OverlayAnchor.TopCenter:return 4;case d.OverlayAnchor.UpperRightCorner:return 3;default:return 0}};b.prototype.setOverlayViewport=function(b,c,a,g,d,e,f,h,t,v){this._sc.Overlay.setViewport(b,this._overlayAnchor(c),a,this._overlayUnit(g),d,this._overlayUnit(e),f,this._overlayUnit(h),t,this._overlayUnit(v))};b.prototype.addNodesToOverlay=function(b,c){this._sc.MeshInstance.setOverlayIndex(b,
+c)};b.prototype.getInstancesMeshData=function(b){return this._sc.MeshInstance.getMeshData(b)};b.prototype.getMeshData=function(b){return this._sc.MeshData.getData(b)};b.prototype._toElementType=function(b){switch(b){case d.ElementType.Faces:return 0;case d.ElementType.Lines:return 1;case d.ElementType.Points:return 2}};b.prototype._toXRayGroup=function(b){switch(b){case d.XRayGroup.Selected:return 0;case d.XRayGroup.Unselected:return 1}};b.prototype.setXRayColor=function(b,c,a){var g=this._xRayMaterials[b][c];
+if(g.color&&g.color.equals(a))return Promise.resolve();g.color=a;this.setDiffuseColor(g.id,this._toRgba(a,1));return this._sc.setXRayMaterial(this._toXRayGroup(b),this._toElementType(c),g.id)};b.prototype.unsetXRayColor=function(b,c){if(!this._xRayMaterials[b][c].color)return Promise.resolve();this._xRayMaterials[b][c].color=null;return this._sc.unsetXRayMaterial(this._toXRayGroup(b),this._toElementType(c))};b.prototype.setXRayOpacity=function(b,c){void 0!==c?this._sc.setXRayOpacity(this._toElementType(c),
+b):(this._sc.setXRayOpacity(0,b),this._sc.setXRayOpacity(1,b),this._sc.setXRayOpacity(2,b))};b.prototype._xRayTransparencyMode=function(b){switch(b){case d.XRayTransparencyMode.Unsorted:return 0;case d.XRayTransparencyMode.SingleLayer:return 1}};b.prototype.setXRayTransparencyMode=function(b){this._sc.setXRayTransparencyMode(this._xRayTransparencyMode(b))};b.prototype._transparencyMode=function(b){switch(b){case d.TransparencyMode.Unsorted:return 0;case d.TransparencyMode.SingleLayer:return 1}};b.prototype.setTransparencyMode=
+function(b){this._sc.setTransparencyMode(this._transparencyMode(b))};b.prototype._toPointSizeUnit=function(b){switch(b){case d.PointSizeUnit.ScreenPixels:return 0;case d.PointSizeUnit.CSSPixels:return 1;case d.PointSizeUnit.World:return 2;case d.PointSizeUnit.ProportionOfScreenWidth:return 3;case d.PointSizeUnit.ProportionOfScreenHeight:return 4;case d.PointSizeUnit.ProportionOfBoundingDiagonal:return 5}};b.prototype._toPointShape=function(b){switch(b){case d.PointShape.Square:return 0;case d.PointShape.Disk:return 1;
+case d.PointShape.Sphere:return 2}};b.prototype._fromPointSizeUnit=function(b){switch(b){default:case 0:return d.PointSizeUnit.ScreenPixels;case 1:return d.PointSizeUnit.CSSPixels;case 2:return d.PointSizeUnit.World;case 3:return d.PointSizeUnit.ProportionOfScreenWidth;case 4:return d.PointSizeUnit.ProportionOfScreenHeight;case 5:return d.PointSizeUnit.ProportionOfBoundingDiagonal}};b.prototype._fromPointShape=function(b){switch(b){default:case 0:return d.PointShape.Square;case 1:return d.PointShape.Disk;
+case 2:return d.PointShape.Sphere}};b.prototype.setPointSize=function(b,c){this._sc.setPointSize(b,this._toPointSizeUnit(c))};b.prototype.getPointSize=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,Promise.all([this._sc.getPointSize(),this._sc.getPointSizeUnit()])];case 1:return b=c.sent(),[2,[b[0],this._fromPointSizeUnit(b[1])]]}})})};b.prototype.setPointShape=function(b){this._sc.setPointShape(this._toPointShape(b))};
+b.prototype.getPointShape=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._fromPointShape,[4,this._sc.getPointShape()];case 1:return[2,b.apply(this,[c.sent()])]}})})};b.prototype.setEyeDomeLightingEnabled=function(b){this._sc.setEyeDomeLightingEnabled(b)};b.prototype.getEyeDomeLightingEnabled=function(){return this._sc.getEyeDomeLightingEnabled()};b.prototype.setEyeDomeLightingBlurSamples=function(b){this._sc.setEyeDomeLightingBlurSamples(b)};
+b.prototype.getEyeDomeLightingBlurSamples=function(){return this._sc.getEyeDomeLightingBlurSamples()};b.prototype.setEyeDomeLightingBlurInterval=function(b){this._sc.setEyeDomeLightingBlurInterval(b)};b.prototype.getEyeDomeLightingBlurInterval=function(){return this._sc.getEyeDomeLightingBlurInterval()};b.prototype.setEyeDomeLightingBlurEdgeDistance=function(b){this._sc.setEyeDomeLightingBlurEdgeDistance(b)};b.prototype.getEyeDomeLightingBlurEdgeDistance=function(){return this._sc.getEyeDomeLightingBlurEdgeDistance()};
+b.prototype.setEyeDomeLightingShadingEdgeDistance=function(b){this._sc.setEyeDomeLightingShadingEdgeDistance(b)};b.prototype.getEyeDomeLightingShadingEdgeDistance=function(){return this._sc.getEyeDomeLightingShadingEdgeDistance()};b.prototype.setEyeDomeLightingOpacity=function(b){this._sc.setEyeDomeLightingOpacity(b)};b.prototype.getEyeDomeLightingOpacity=function(){return this._sc.getEyeDomeLightingOpacity()};b.prototype.setDisplayIncompleteFrames=function(b){this._sc.setDisplayIncompleteFrames(b)};
+b.prototype.setInteractiveDrawDelay=function(b){this._sc.setPostInputDelay(b)};b.prototype.setInteractiveDrawLimitIncreaseEnabled=function(b){this._sc.setInteractiveDrawLimitIncreaseEnabled(b)};b.prototype.getInteractiveDrawLimitIncreaseEnabled=function(){return this._sc.getInteractiveDrawLimitIncreaseEnabled()};b.prototype._toCullingVectorSpace=function(b){switch(b){case d.CullingVectorSpace.Object:return 0;case d.CullingVectorSpace.World:return 1}};b.prototype._fromCullingVectorSpace=function(b){switch(b){default:case 0:return d.CullingVectorSpace.Object;
+case 1:return d.CullingVectorSpace.World}};b.prototype.setCullingVector=function(b,c,a,g){this._sc.MeshInstance.setCullingVector(b,this._toCullingVectorSpace(c),[a.x,a.y,a.z],g)};b.prototype.unsetCullingVector=function(b){this._sc.MeshInstance.unsetCullingVector(b)};b.prototype.getCullingVector=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,k;return __generator(this,function(l){switch(l.label){case 0:return[4,this._sc.MeshInstance.getCullingVector(b)];case 1:c=l.sent();a=[];
+g=0;for(e=c;g<e.length;g++)k=e[g],0===k.vector[0]&&0===k.vector[1]&&0===k.vector[2]?a.push(null):a.push({space:this._fromCullingVectorSpace(k.space),vector:d.Point3.createFromArray(k.vector),toleranceDegrees:k.toleranceDegrees});return[2,a]}})})};b.prototype._setStreamCutoffScale=function(b){this._streamCutoffScale=Math.max(0,Math.min(b,2))};b.prototype.setStreamCutoffScale=function(b){this._setStreamCutoffScale(b);this._sc.setStreamCutoffScale(this._streamCutoffScale)};b.prototype.getStreamCutoffScale=
+function(){return this._streamCutoffScale};b.prototype.loseWebGlContext=function(){return this._sc._loseWebGlContext()};b.prototype.triangulatePolygon=function(b,c){b=this._sc.triangulatePolygon(b,c);return new Float32Array(b)};b.prototype.debug_log=function(b){return this._sc.debug_log(b)};b.prototype.debug_stateFailure=function(b){return this._sc.debug_stateFailure(b)};b.prototype.debug_sync=function(){return this._sc.debug_sync()};b.prototype._toLinePatternLengthUnit=function(b){switch(b){case d.LinePatternLengthUnit.Object:return 0;
+case d.LinePatternLengthUnit.World:return 1;case d.LinePatternLengthUnit.ProportionOfScreenWidth:return 2;case d.LinePatternLengthUnit.ProportionOfScreenHeight:return 3}};b.prototype.setLinePattern=function(b,c,a,g){this._sc.MeshInstance.setLinePattern(b,c,a,this._toLinePatternLengthUnit(g))};b.prototype.unsetLinePattern=function(b){this._sc.MeshInstance.unsetLinePattern(b)};b.prototype.exportToSvg=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){switch(g.label){case 0:return[4,
+this._sc.exportToSvg(b)];case 1:return c=g.sent(),a=c.map(function(b){return String.fromCharCode(b)}),[2,a.join("")]}})})};b.prototype.waitForImageDecoding=function(){return this._sc.waitForImageDecoding()};b.prototype.registerBimInstances=function(b,c){return this._sc.registerBimInstances(b,c)};b.prototype.setAmbientLightColor=function(b){this._sc.setAmbientLightColor(this._toRgb(b))};b.prototype.clearLights=function(){this._sc.clearLights()};b.prototype._toLightType=function(b){switch(b){default:case d.LightType.Directional:return 0}};
+b.prototype._toLightSpace=function(b){switch(b){case d.LightSpace.World:return 0;default:case d.LightSpace.Camera:return 1}};b.prototype.addLight=function(b){return this._sc.addLight(this._toLightType(b.type),this._toLightSpace(b.space),this._toVector3(b.position),this._toRgb(b.color))};b.prototype.removeLight=function(b){this._sc.removeLight(b)};b.prototype.updateLight=function(b,c){this._sc.updateLight(b,this._toLightType(c.type),this._toLightSpace(c.space),this._toVector3(c.position),this._toRgb(c.color))};
+b.prototype.setBloomEnabled=function(b){this._sc.setBloomEnabled(b)};b.prototype.setBloomThreshold=function(b){this._sc.setBloomThreshold(b)};b.prototype.setBloomThresholdRampWidth=function(b){this._sc.setBloomThresholdRampWidth(b)};b.prototype.setBloomIntensityScale=function(b){this._sc.setBloomIntensityScale(b)};b.prototype._toBlurIntervalUnit=function(b){switch(b){default:case d.BlurIntervalUnit.Pixels:return 0;case d.BlurIntervalUnit.ProportionOfWidth:return 1;case d.BlurIntervalUnit.ProportionOfHeight:return 2}};
+b.prototype.setBloomLayers=function(b){for(var c=0;c<b.length;c++){var a=b[c];if(void 0!==a.blurInterval&&2!==a.blurInterval.length)throw new d.CommunicatorError("'blurInterval' must be an array containing a number followed by a BlurIntervalUnit");}this._sc.suspendDrawing();this._sc.setBloomLayerCount(b.length);for(c=0;c<b.length;++c)a=b[c],void 0!==a.intensity&&this._sc.setBloomIntensity(c,a.intensity),void 0!==a.blurSamples&&this._sc.setBloomBlurSamples(c,a.blurSamples),void 0!==a.blurInterval&&
+this._sc.setBloomBlurInterval(c,a.blurInterval[0],this._toBlurIntervalUnit(a.blurInterval[1]));this._sc.resumeDrawing()};b.prototype.startComparison=function(b,c,a){var g=a&&a.sameColor?this._toRgb(a.sameColor):[0,0,0],d=a&&a.only1Color?this._toRgb(a.only1Color):[1,0,0];a=a&&a.only2Color?this._toRgb(a.only2Color):[0,1,0];this._sc.setComparisonColors(g,d,a);this._sc.startComparison(b,c)};b.prototype.endComparison=function(){this._sc.endComparison()};b.prototype.setSimpleShadowColor=function(b){this._sc.setSimpleShadowColor(this._toRgb(b))};
+b.prototype.setSimpleShadowEnabled=function(b){this._sc.setSimpleShadowEnabled(b)};b.prototype.setSimpleShadowOpacity=function(b){this._sc.setSimpleShadowOpacity(b)};b.prototype.setGroundPlane=function(b,c){void 0!==c?this._sc.setGroundPlaneWithPosition(this._toVector3(b),this._toVector3(c)):this._sc.setGroundPlane(this._toVector3(b))};b.prototype.setSimpleShadowResolution=function(b){this._sc.setSimpleShadowResolution(b)};b.prototype.setSimpleShadowBlurSamples=function(b){this._sc.setSimpleShadowBlurSamples(b)};
+b.prototype.setSimpleShadowBlurInterval=function(b){this._sc.setSimpleShadowBlurInterval(b)};b.prototype.setSimpleShadowInteractiveUpdateEnabled=function(b){void 0===b&&(b=!0);this._sc.setSimpleShadowInteractiveUpdateEnabled(b)};b.prototype.setSilhouetteColor=function(b){this._sc.setSilhouetteColor(this._toRgb(b))};b.prototype.setSilhouetteEnabled=function(b){void 0===b&&(b=!0);this._sc.setSilhouetteEnabled(b)};b.prototype.setSilhouetteOpacity=function(b){this._sc.setSilhouetteOpacity(b)};b.prototype.setSilhouetteThreshold=
+function(b){this._sc.setSilhouetteThreshold(b)};b.prototype.setSilhouetteThresholdRampWidth=function(b){this._sc.setSilhouetteThresholdRampWidth(b)};b.prototype.setHardEdgeColor=function(b){this._sc.setHardEdgeColor(this._toRgb(b))};b.prototype.setHardEdgesEnabled=function(b){void 0===b&&(b=!0);this._sc.setHardEdgesEnabled(b)};b.prototype.setHardEdgeOpacity=function(b){this._sc.setHardEdgeOpacity(b)};b.prototype.setHardEdgeThreshold=function(b){this._sc.setHardEdgeThreshold(b)};b.prototype.setHardEdgeThresholdRampWidth=
+function(b){this._sc.setHardEdgeThresholdRampWidth(b)};b.prototype.setSimpleReflectionEnabled=function(b){void 0===b&&(b=!0);this._sc.setSimpleReflectionEnabled(b)};b.prototype.setSimpleReflectionBlurInterval=function(b,c){this._sc.setSimpleReflectionBlurInterval(b,this._toBlurIntervalUnit(c))};b.prototype.setSimpleReflectionBlurSamples=function(b){this._sc.setSimpleReflectionBlurSamples(b)};b.prototype.setSimpleReflectionFadeAngle=function(b){this._sc.setSimpleReflectionFadeAngle(b)};b.prototype.setSimpleReflectionOpacity=
+function(b){this._sc.setSimpleReflectionOpacity(b)};b.prototype.setSimpleReflectionAttenuation=function(b,c,a){void 0===a&&(a=d.SimpleReflectionAttenuationUnit.World);this._sc.setSimpleReflectionAttenuation(b,c,a)};b.prototype.throttleLoad=function(b,c){this._sc.throttleLoad(b,c)};b.prototype._toVector3Array=function(b){for(var c=[],a=0;a<b.length;a++){var g=b[a];c.push([g.x,g.y,g.z])}return c};b.prototype.testPointVisibility=function(b){return this._sc.testPointVisibility(this._toVector3Array(b))};
+b.prototype.setPointVisibilityTest=function(b){this._sc.setPointVisibilityTest(this._toVector3Array(b))};return b}();h.ScEngine=b})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function b(b,c,a,d,e,f,h){this._position=b.copy();this._normal=c.copy();this._elementIndex=a;this._elementBits=e;this._bounding=f.copy();this._overlayIndex=d;this._isProximityFace=h}b.prototype.isProximityFace=function(){return this._isProximityFace};b.prototype.isCappingGeometry=function(){return-1===this._elementIndex};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){return{position:this._position.toJson(),normal:this._normal.toJson(),
+cadFaceIndex:this._elementIndex,cadFaceBits:this._elementBits,bounding:this._bounding.toJson(),overlayIndex:this._overlayIndex,isProximityFace:this._isProximityFace}};b.prototype.forJson=function(){return this.toJson()};b.fromJson=function(c){var a=d.Point3.fromJson(c.position),g=d.Point3.fromJson(c.normal),e=d.Box.fromJson(c.bounding);return new b(a,g,c.cadFaceIndex,c.overlayIndex,c.cadFaceBits,e,!0===c.isProximityFace)};b.construct=function(c){return b.fromJson(c)};b.prototype.getPosition=function(){return this._position.copy()};
+b.prototype.getNormal=function(){return this._normal.copy()};b.prototype.getCadFaceIndex=function(){return this._elementIndex};b.prototype.getCadFaceBits=function(){return this._elementBits};b.prototype.getBounding=function(){return this._bounding.copy()};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.FaceEntity=f;var a=function(){function b(b,c,a,e,f,p,h){this._lineSegmentVertices=[];this._elementIndex=b;this._elementBits=h;this._position=c.copy();this._bounding=f.copy();
+this._overlayIndex=p;if(a)for(0<=e&&(b=3*e,this._bestLineSegmentVertexIndex=new d.Point3(a[b],a[b+1],a[b+2])),this._lineSegmentVertices.push(new d.Point3(a[0],a[1],a[2])),b=3;b<a.length;b+=6)this._lineSegmentVertices.push(new d.Point3(a[b],a[b+1],a[b+2]))}b.prototype.isCappingGeometry=function(){return-1===this._elementIndex};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){for(var b=[],c=0,a=this._lineSegmentVertices;c<a.length;c++)b.push(a[c].toJson());return{lineId:this._elementIndex,
+lineBits:this._elementBits,position:this._position.toJson(),linePoints:b,bounding:this._bounding.copy(),overlayIndex:this._overlayIndex}};b.prototype.forJson=function(){return this.toJson()};b.fromJson=function(c){var a=d.Point3.fromJson(c.position),g=d.Box.fromJson(c.bounding);a=new b(c.lineId,a,null,-1,g,c.overlayIndex,0);g=0;for(c=c.linePoints;g<c.length;g++){var e=d.Point3.fromJson(c[g]);a._lineSegmentVertices.push(e)}return a};b.construct=function(c){return b.fromJson(c)};b.prototype.getLineId=
+function(){return this._elementIndex};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.getPoints=function(){return this._lineSegmentVertices};b.prototype.getBestVertex=function(){return this._bestLineSegmentVertexIndex?this._bestLineSegmentVertexIndex.copy():null};b.prototype.getLineBits=function(){return this._elementBits};b.prototype.getBounding=function(){return this._bounding.copy()};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.LineEntity=
+a;var e=function(){function b(b,c,a,d){this._position=b.copy();this._elementIndex=c;this._overlayIndex=a;this._elementBits=d}b.fromJson=function(c){var a=d.Point3.fromJson(c.position);return new b(a,c.pointId,c.pointBits,c.overlayIndex)};b.construct=function(c){return b.fromJson(c)};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){return{pointId:this._elementIndex,pointBits:this._elementBits,position:this._position.toJson(),overlayIndex:this._overlayIndex}};b.prototype.forJson=
+function(){return this.toJson()};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.getPointBits=function(){return this._elementBits};b.prototype.getPointId=function(){return this._elementIndex};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.PointEntity=e;var c=function(){return function(b){this._handle=b}}();h.IncrementalSelectionId=c;c=function(){function b(b,c,a,d,e){void 0===b&&(b=null);void 0===c&&(c=null);void 0===a&&(a=null);void 0===
+d&&(d=null);void 0===e&&(e=null);this._nodeId=b;this._inclusionKey=c;this._faceEntity=a;this._lineEntity=d;this._pointEntity=e}b.create=function(c,a,d,e,f){return new b(c,a,d,e,f)};b.prototype.getSelectionType=function(){return null===this._nodeId?d.SelectionType.None:null!==this._faceEntity?d.SelectionType.Face:null!==this._lineEntity?d.SelectionType.Line:null!==this._pointEntity?d.SelectionType.Point:d.SelectionType.Part};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=
+function(){return{nodeId:this._nodeId,includeId:this._inclusionKey,faceEntity:this._faceEntity?this._faceEntity.toJson():null,lineEntity:this._lineEntity?this._lineEntity.toJson():null,pointEntity:this._pointEntity?this._pointEntity.toJson():null}};b.prototype.forJson=function(){return this.toJson()};b._fromJson=function(c){return new b(c.nodeId,c.includeId,c.faceEntity?f.fromJson(c.faceEntity):null,c.lineEntity?a.fromJson(c.lineEntity):null,c.pointEntity?e.fromJson(c.pointEntity):null)};b.prototype.getFaceEntity=
+function(){return this._faceEntity};b.prototype.getLineEntity=function(){return this._lineEntity};b.prototype.getPointEntity=function(){return this._pointEntity};b.prototype.getNodeId=function(){return this._nodeId};b.prototype.getInclusionKey=function(){return this._inclusionKey};b.prototype.getIncludeId=function(){return this.getInclusionKey()};b.prototype.getPosition=function(){return null!==this._faceEntity?this._faceEntity.getPosition():null!==this._lineEntity?this._lineEntity.getPosition():
+null!==this._pointEntity?this._pointEntity.getPosition():null};b.prototype.overlayIndex=function(){return this._faceEntity?this._faceEntity.overlayIndex():this._lineEntity?this._lineEntity.overlayIndex():this._pointEntity?this._pointEntity.overlayIndex():null};b.prototype._setNodeId=function(b){this._nodeId=b};b.prototype.equals=function(b){return this._nodeId!==b._nodeId||this.getSelectionType()!==b.getSelectionType()?!1:this._faceEntity&&b._faceEntity?this._faceEntity.getCadFaceIndex()===b._faceEntity.getCadFaceIndex():
+this._lineEntity&&b._lineEntity?this._lineEntity.getLineId()===b._lineEntity.getLineId():this._pointEntity&&b._pointEntity?this._pointEntity.getPointId()===b._pointEntity.getPointId():!0};b.prototype._hash=function(){var b=null!==this._nodeId?this._nodeId.toString(36):"";b+=";"+this.getSelectionType()+";";this._faceEntity&&(b+=this._faceEntity.getCadFaceIndex().toString(36));b+=";";this._lineEntity&&(b+=this._lineEntity.getLineId().toString(36));b+=";";this._pointEntity&&(b+=this._pointEntity.getPointId().toString(36));
+return b};b.prototype.isEntitySelection=function(){return null!==this._faceEntity||null!==this._lineEntity||null!==this._pointEntity};b.prototype.isNodeSelection=function(){return null!==this._nodeId};b.prototype.isNodeEntitySelection=function(){return null!==this._nodeId&&this.isEntitySelection()};b.prototype.isFaceSelection=function(){return null!==this._nodeId&&null!==this._faceEntity};b.prototype.isLineSelection=function(){return null!==this._nodeId&&null!==this._lineEntity};b.prototype.isPointSelection=
+function(){return null!==this._nodeId&&null!==this._pointEntity};return b}();h.SelectionItem=c;c=function(){function b(b,c,a){this.faceItem=b;this.lineItem=c;this.pointItem=a}b.prototype.fetchMostRelevant=function(b){return null!==this.pointItem&&0!==(b&d.SelectionMask.Point)?this.pointItem:null!==this.lineItem&&0!==(b&d.SelectionMask.Line)?this.lineItem:null!==this.faceItem&&0!==(b&d.SelectionMask.Face)?this.faceItem:null};return b}();h.CompositeSelectionItem=c})(d.Selection||(d.Selection={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){d.sleep=function(d){return new Promise(function(a){setTimeout(a,d)})}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.hasBits=function(d,a){return(d&a)===a};h.setBit=function(d,a,e){return e?d|a:d&~a};h.classFromString=function(d){d=d.split(".");for(var a=window||this,e=0;e<d.length;e++){if(void 0===a)return null;a=a[d[e]]}return"function"!==typeof a?null:a};h.projectOnto=function(f,a){f=d.Point3.dot(a,f);var e=a.squaredLength();return d.Point3.scale(a,f/e)};h.majorAxis=function(f){var a=Math.abs(f.x),e=Math.abs(f.y);f=Math.abs(f.z);a=+a.toFixed(6);e=+e.toFixed(6);f=+f.toFixed(6);return a>
+e&&a>f?new d.Point3(1,0,0):e>a&&e>f?new d.Point3(0,1,0):f>a&&f>e?new d.Point3(0,0,1):null};h.deepClone=function(d){return JSON.parse(JSON.stringify(d))};h.getWithDefault=function(d,a){return void 0===d?a:d};h.versionAtLeast=function(d,a){for(var e=d.length>a.length?d.length:a.length,c=0;c<e;++c){var b=d[c]||0,g=a[c]||0;if(b>g)break;else if(b<g)return!1}return!0}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){return function(a){this.futureItemHash=null;this.pastItemHash=a}}(),f=function(){function a(){this.part=this.point=this.line=this.face=this.none=0}a.prototype.update=function(c,b){switch(c.getSelectionType()){case d.SelectionType.None:0===b?--this.none:++this.none;break;case d.SelectionType.Face:0===b?--this.face:++this.face;break;case d.SelectionType.Line:0===b?--this.line:++this.line;break;case d.SelectionType.Point:0===b?--this.point:++this.point;break;case d.SelectionType.Part:0===
+b?--this.part:++this.part}};a.prototype.sum=function(){return this.none+this.face+this.line+this.point+this.part};return a}(),a=function(){function a(c,b,a,e,l){var g=this;this._selectedItemsPruned=new Map;this._selectedItemsFull=new Map;this._selectedNodeCounts=new Map;this._temporalLinks=new Map;this._newestItemHash=this._oldestItemHash=null;this._selectedLayers=new Set;this._selectedTypes=new Set;this._nodeSelectionColor=new d.Color(255,255,0);this._nodeSelectionOutlineColor=new d.Color(255,255,
+0);this._elementSelectionColor=d.Color.red();this._elementSelectionOutlineColor=d.Color.red();this._nodeElementHighlightMode=this._nodeHighlightMode=d.SelectionHighlightMode.HighlightAndOutline;this._pruneSelectionDescendants=this._selectParentIfSelected=this._highlightPointElementSelection=this._highlightLineElementSelection=this._highlightFaceElementSelection=this._highlightNodeSelection=!0;this._selectionFilter=null;this._incrementalBlacklistedInstanceNodes=new Set;this._engine=b;this._view=a;
+this._model=e;this._modelStructure=l;this._callbackManager=c;this._callbackManager.bind({_subtreeLoaded:function(b){for(var c=0;c<b.length;c++)g._onSubtreeLoaded(b[c]);return Promise.resolve()}})}a.deprecated=function(c,b,a){var g=a.value;a.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","SelectionManager",b);return g.apply(this,c)};return a};a.prototype._init=function(){this._updateHighlightingMode();this._engine.setHighlightColorizeCompression(.7)};
+a.prototype.setSelectionFilter=function(c){this._selectionFilter=c};a.prototype.getSelectionFilter=function(){return this._selectionFilter};a.prototype.setPruneSelectionDescendants=function(c){this._pruneSelectionDescendants=c;this.clear()};a.prototype.getPruneSelectionDescendants=function(){return this._pruneSelectionDescendants};a.prototype.setSelectParentIfSelected=function(c){this._selectParentIfSelected=c};a.prototype.getSelectParentIfSelected=function(){return this._selectParentIfSelected};
+a.prototype.selectFromPoint=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickFromPoint(c,b)];case 1:return g=d.sent(),this._onSelectionItem(g,a),[2]}})})};a.prototype.selectAllFromPoint=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickAllFromPoint(c,
+b)];case 1:return g=d.sent(),this._onSelectionItems(g,a),[2]}})})};a.prototype.selectFromRay=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickFromRay(c,b)];case 1:return g=d.sent(),this._onSelectionItem(g,a),[2]}})})};a.prototype.selectAllFromRay=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._view.pickAllFromRay(c,b)];case 1:return g=d.sent(),this._onSelectionItems(g,a),[2]}})})};a.prototype._onSelectionItem=function(c,b){c.isNodeEntitySelection()?this._processSelection(c,b):this._triggerNullSelection()};a.prototype._onSelectionItems=function(c,b){b===d.SelectionMode.Set&&this.clear(!1);if(0===c.length)this._triggerNullSelection();else switch(b){case d.SelectionMode.Add:case d.SelectionMode.Set:this.add(c);break;case d.SelectionMode.Toggle:for(b=
+0;b<c.length;b++)this.toggle(c[b]);break;default:d.Util.TypeAssertNever(b)}};a.prototype.beginScreenSelectByArea=function(c,b,a){return this._view.beginScreenSelectByArea(c,b,a)};a.prototype.beginRayDrillSelection=function(c,b,a){return this._view.beginRayDrillSelection(c,b,a)};a.prototype.beginConvexPolyhedronSelection=function(c,b,a){return this._view.beginConvexPolyhedronSelection(c,b,a)};a.prototype.beginSphereSelection=function(c,b,a){return this._view.beginSphereSelection(c,b,a)};a.prototype.endIncrementalSelection=
+function(c){this._callbackManager.trigger("incrementalSelectionEnd");this._view.endIncrementalSelection(c);return Promise.resolve()};a.prototype.endVolumeSelection=function(c){return this.endIncrementalSelection(c)};a.prototype.advanceIncrementalSelection=function(c,b){void 0===b&&(b=null);return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._view.advanceIncrementalSelection(c)];case 1:return a=g.sent(),null===a?[2,!1]:null===
+b?[3,3]:[4,Promise.all(a.map(b))];case 2:d=g.sent(),a=a.filter(function(b,c){return d[c]}),g.label=3;case 3:return this.add(a),[2,!0]}})})};a.prototype.advanceVolumeSelection=function(c,b){void 0===b&&(b=null);return this.advanceIncrementalSelection(c,b)};a.prototype.isSelected=function(c){return this.contains(c)?!0:c.isNodeSelection()?null!==this._findAncestor(c):!1};a.prototype.contains=function(c){return this._selectedItemsPruned.has(c._hash())};a.prototype.containsParent=function(c){return this._findAncestor(c)};
+a.prototype._findAncestor=function(c){if(0<this._selectedItemsPruned.size)for(;;){c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c);var b=c._hash();if(this._selectedItemsPruned.has(b))return c}return null};a.prototype.selectLayer=function(c,b){b===d.SelectionMode.Set&&this.clear();var a=[],e=this._model.getLayerIdsFromName(c);if(null!==e)for(var l=0;l<e.length;l++){var f=this._model.getNodesFromLayer(e[l],!0);if(null!==f)for(var m=0;m<f.length;m++)a.push(d.Selection.SelectionItem.create(f[m]))}e=
+this._selectedLayers.has(c);b===d.SelectionMode.Toggle&&e?this.remove(a):(this.add(a),this._selectedLayers.add(c))};a.prototype.getSelectedLayers=function(){var c=[];this._selectedLayers.forEach(function(b){c.push(b)});return c};a.prototype.selectType=function(c,b){b===d.SelectionMode.Set&&this.clear();var a=[],e=this._model.getNodesByGenericType(c);null!==e&&e.forEach(function(b){a.push(d.Selection.SelectionItem.create(b))});e=this._selectedTypes.has(c);if(b===d.SelectionMode.Toggle&&e)for(c=0;c<
+a.length;c++)this.remove(a[c]);else this.add(a),this._selectedTypes.add(c)};a.prototype.getSelectedTypes=function(){var c=[];this._selectedTypes.forEach(function(b){c.push(b)});return c};a.prototype.selectNode=function(c,b){void 0===b&&(b=d.SelectionMode.Set);if(null!==c&&this._modelStructure.isIdValid(c))return c=d.Selection.SelectionItem.create(c),this._processSelection(c,b),c.getSelectionType();this._processSelection(null,b);return d.SelectionType.None};a.prototype._triggerNullSelection=function(){this._callbackManager.trigger("selectionArray",
+[],!1)};a.prototype._isInAxisOverlay=function(c){var b=c.getFaceEntity();return b||(b=c.getLineEntity())?1===b.overlayIndex():(c=c.getPointEntity())?1===c.overlayIndex():!1};a.prototype._getNodeCounts=function(c){c=c.getNodeId();var b=this._selectedNodeCounts.get(c);b||(b=new f,this._selectedNodeCounts.set(c,b));return b};a.prototype._addToFull=function(c,b){for(;this._selectedItemsFull.set(b,c);){c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c);b=
+c._hash()}};a.prototype._addItems=function(c){var b=c.length;if(0!==b){this._callbackManager.trigger("incrementalSelectionBatchBegin");for(var a=[],e=0;e<b;++e){var l=this._filterItem(c[e]);null!==l&&this._addImpl(l,l._hash())&&(l=new d.Event.NodeSelectionEvent(l),a.push(l))}0===a.length?this._triggerNullSelection():this._callbackManager.trigger("selectionArray",a,!1);this._callbackManager.trigger("incrementalSelectionBatchEnd")}};a.prototype._addItem=function(c){c=this._filterItem(c);null!==c&&this._addImpl(c,
+c._hash())?(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!1)):this._triggerNullSelection()};a.prototype.add=function(c){null===c?this._triggerNullSelection():Array.isArray(c)?this._addItems(c):this._addItem(c)};a.prototype._filterItem=function(c){if(null===this._selectionFilter)return c;var b=c.getNodeId(),a=this._selectionFilter(b,this._model);return a===b?c:null===a?null:d.Selection.SelectionItem.create(a)};a.prototype._addImpl=function(c,b){if(c.getSelectionType()===
+d.SelectionType.None)return!1;if(this._isInAxisOverlay(c))return!0;if(this._selectedItemsPruned.has(b))return!1;if(this._pruneSelectionDescendants){if(null!==this._findAncestor(c))return!1;this._removeDescendants(c)}this._selectedItemsPruned.set(b,c);this._addToFull(c,b);this._getNodeCounts(c).update(c,1);var a=this._newestItemHash;this._newestItemHash=b;this._oldestItemHash||(this._oldestItemHash=b);if(null!==a){var e=this._temporalLinks.get(a);e&&(e.futureItemHash=b)}a=new h(a);this._temporalLinks.set(b,
+a);this._updateItemHighlight(c,!0,!0);if(this._modelStructure.getType(c.getNodeId())===d.NodeType.Pmi&&(c=this._modelStructure.getPmiTopologyReferences(c.getNodeId()),null!==c))for(b=0;b<c.length;b++){e=c[b];a=e.body.getRuntimeId();for(var l=0,f=e.faceIds;l<f.length;l++)this._model.setNodeFaceHighlighted(a,f[l],!0);l=0;for(e=e.edgeIds;l<e.length;l++)this._model.setNodeLineHighlighted(a,e[l],!0)}return!0};a.prototype._removeUpdateLayers=function(c){0<this._selectedLayers.size&&(c=c.getNodeId(),null!==
+c&&(c=this._model.getNodeLayerId(c),null!==c&&(c=this._model.getLayerName(c),null!==c&&this._selectedLayers.delete(c))))};a.prototype._removeUpdateTypes=function(c){0<this._selectedTypes.size&&(c=c.getNodeId(),null!==c&&(c=this._model.getNodeGenericType(c),null!==c&&this._selectedTypes.delete(c)))};a.prototype._removeFromFull=function(c,b){this._removeUpdateLayers(c);this._removeUpdateTypes(c);if(this._selectedItemsFull.delete(b))for(b=0,c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=
+d.Selection.SelectionItem.create(c[b]);this._removeFromFull(a,a._hash())}};a.prototype._removeItems=function(c){var b=this,a=[];c.forEach(function(c){b._removeImpl(c,c._hash())&&a.push(new d.Event.NodeSelectionEvent(c))});this._callbackManager.trigger("selectionArray",a,!0)};a.prototype._removeItem=function(c){this._removeImpl(c,c._hash())&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!0))};a.prototype.remove=function(c){Array.isArray(c)?this._removeItems(c):
+this._removeItem(c)};a.prototype._removeImpl=function(c,b){if(!this._selectedItemsPruned.delete(b))return!1;this._removeFromFull(c,b);var a=this._getNodeCounts(c);a.update(c,0);var d=this._temporalLinks.get(b);if(void 0!==d){this._temporalLinks.delete(b);if(null!==d.pastItemHash){var e=this._temporalLinks.get(d.pastItemHash);e&&(e.futureItemHash=d.futureItemHash)}null!==d.futureItemHash&&(e=this._temporalLinks.get(d.futureItemHash))&&(e.pastItemHash=d.pastItemHash);this._oldestItemHash===b&&(this._oldestItemHash=
+d.futureItemHash);this._newestItemHash===b&&(this._newestItemHash=d.pastItemHash)}b=!0;0===a.sum()&&(b=!1,a=c.getNodeId(),this._selectedNodeCounts.delete(a));this._updateItemHighlight(c,b,!1);return!0};a.prototype.toggle=function(c){var b=this._findAncestor(c);null!==b?null===c.getFaceEntity()&&null===c.getLineEntity()&&null===c.getPointEntity()&&this._removeImplicit(c,b):(b=c._hash(),this._selectedItemsPruned.has(b)?this._removeImpl(c,b)&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",
+[c],!0)):(c=this._filterItem(c),null!==c&&this._addImpl(c,c._hash())&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!1))))};a.prototype.set=function(c){this.clear(!1);this.add(c)};a.prototype.getResults=function(){var c=[];this.each(function(b){c.push(b)});return c};a.prototype.getResult=function(c){var b=this.size();if(0>c||c>=b)return null;b=b-c-1;return c<=b?this._getItemFromOldest(c):this._getItemFromNewest(b)};a.prototype._getItemFromOldest=function(c){for(var b=
+this._oldestItemHash;b;){if(0===c--)return this._selectedItemsPruned.get(b)||null;b=this._temporalLinks.get(b).futureItemHash}return null};a.prototype._getItemFromNewest=function(c){for(var b=this._newestItemHash;b;){if(0===c--)return this._selectedItemsPruned.get(b)||null;b=this._temporalLinks.get(b).pastItemHash}return null};a.prototype.getFirst=function(){return null!==this._oldestItemHash?this._selectedItemsPruned.get(this._oldestItemHash)||null:null};a.prototype.getLast=function(){return null!==
+this._newestItemHash?this._selectedItemsPruned.get(this._newestItemHash)||null:null};a.prototype.size=function(){return this._selectedItemsPruned.size};a.prototype.each=function(c){for(var b=this._oldestItemHash;b;){var a=this._selectedItemsPruned.get(b);c(a);b=this._temporalLinks.get(b).futureItemHash}};a.prototype.clear=function(c){void 0===c&&(c=!0);this._selectedLayers.clear();this._selectedTypes.clear();this._clearHighlight();this._selectedItemsPruned.clear();this._selectedItemsFull.clear();
+this._selectedNodeCounts.clear();this._temporalLinks.clear();this._newestItemHash=this._oldestItemHash=null;c&&this._triggerNullSelection()};a.prototype.setNodeSelectionColor=function(c){this._setNodeSelectionColor(c);return Promise.resolve()};a.prototype._setNodeSelectionColor=function(c){this._nodeSelectionColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeSelectionColor=function(){return this._nodeSelectionColor.copy()};a.prototype.setNodeSelectionOutlineColor=function(c){this._setNodeSelectionOutlineColor(c);
+return Promise.resolve()};a.prototype._setNodeSelectionOutlineColor=function(c){this._nodeSelectionOutlineColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeSelectionOutlineColor=function(){return this._nodeSelectionOutlineColor.copy()};a.prototype.setNodeElementSelectionColor=function(c){this._setNodeElementSelectionColor(c);return Promise.resolve()};a.prototype._setNodeElementSelectionColor=function(c){this._elementSelectionColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeElementSelectionColor=
+function(){return this._elementSelectionColor.copy()};a.prototype.setNodeElementSelectionOutlineColor=function(c){this._setNodeElementSelectionOutlineColor(c);return Promise.resolve()};a.prototype._setNodeElementSelectionOutlineColor=function(c){this._elementSelectionOutlineColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeElementSelectionOutlineColor=function(){return this._elementSelectionOutlineColor.copy()};a.prototype.getHighlightFaceElementSelection=function(){return this._highlightFaceElementSelection};
+a.prototype.setHighlightFaceElementSelection=function(c){this._highlightFaceElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setNodeSelectionHighlightMode=function(c){this._setNodeSelectionHighlightMode(c);return Promise.resolve()};a.prototype._setNodeSelectionHighlightMode=function(c){this._nodeHighlightMode=c;this._updateHighlightingMode()};a.prototype.getNodeSelectionHighlightMode=function(){return this._nodeHighlightMode};a.prototype.setNodeElementSelectionHighlightMode=
+function(c){this._setNodeElementSelectionHighlightMode(c);return Promise.resolve()};a.prototype._setNodeElementSelectionHighlightMode=function(c){this._nodeElementHighlightMode=c;this._updateHighlightingMode()};a.prototype.getNodeElementSelectionHighlightMode=function(){return this._nodeElementHighlightMode};a.prototype.setHighlightNodeSelection=function(c){this._highlightNodeSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.getHighlightNodeSelection=function(){return this._highlightNodeSelection};
+a.prototype.getHighlightLineElementSelection=function(){return this._highlightLineElementSelection};a.prototype.getHighlightPointElementSelection=function(){return this._highlightPointElementSelection};a.prototype.setHighlightLineElementSelection=function(c){this._highlightLineElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setHighlightPointElementSelection=function(c){this._highlightPointElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setPickTolerance=
+function(c){this._engine.setPickTolerance(c)};a.prototype.getPickTolerance=function(){return this._engine.getPickTolerance()};a.prototype.exportSelectionData=function(){for(var c=[],b=0,a=this.getResults();b<a.length;b++)c.push(a[b].toJson());return c};a.prototype.loadSelectionData=function(c){this.clear(!1);if("string"===typeof c&&(c=JSON.parse(c),!Array.isArray(c)))throw new d.ParseError("Expected JSON depicting an Array.");for(var b=[],a=0;a<c.length;a++){var e=d.Selection.SelectionItem._fromJson(c[a]);
+e.isNodeSelection()&&b.push(e)}this.add(b)};a.prototype._pathToParent=function(c,b){for(var a=[];!c.equals(b);){a.push(c);c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c)}return a};a.prototype._removeImplicit=function(c,b){for(var a=this._pathToParent(c,b),e=b;0<a.length;){this.remove(e);b=[];var l=0;for(e=this._model.getNodeChildren(e.getNodeId());l<e.length;l++){var f=d.Selection.SelectionItem.create(e[l]);b.push(f)}this.add(b);e=a.pop()}console.assert(c===
+e);this.remove(c)};a.prototype._removeDescendants=function(c){var b=0;for(c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=d.Selection.SelectionItem.create(c[b]);this._removeDescendantsRecursive(a)}};a.prototype._removeDescendantsRecursive=function(c){var b=c._hash();if(this._selectedItemsFull.delete(b))for(this._removeImpl(c,b),b=0,c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=d.Selection.SelectionItem.create(c[b]);this._removeDescendantsRecursive(a)}};a.prototype._processSelection=
+function(c,b){switch(b){case d.SelectionMode.Add:this.add(c);break;case d.SelectionMode.Set:this.set(c);break;case d.SelectionMode.Toggle:null!==c&&this.toggle(c)}};a.prototype._clearHighlight=function(){0<this._selectedItemsPruned.size&&this._engine.clearHighlight()};a.prototype._updateHighlight=function(){var c=this;this._clearHighlight();this._selectedItemsPruned.forEach(function(b){b&&c._updateItemHighlight(b,!0,!0)});this._highlightNodeSelection&&this._model.setNodesHighlighted([],!0)};a.prototype._updateItemHighlight=
+function(c,b,a){var g=c.getNodeId();this._highlightNodeSelection&&this._model.setNodesHighlighted([g],b);this._model.getNodeType(g)!==d.NodeType.Pmi&&(b=c.getFaceEntity(),this._highlightFaceElementSelection&&null!==b&&!b.isCappingGeometry()&&this._model.setNodeFaceHighlighted(g,b.getCadFaceIndex(),a),b=c.getLineEntity(),this._highlightLineElementSelection&&null!==b&&!b.isCappingGeometry()&&this._model.setNodeLineHighlighted(g,b.getLineId(),a),c=c.getPointEntity(),this._highlightPointElementSelection&&
+null!==c&&this._model.setNodePointHighlighted(g,c.getPointId(),a))};a.prototype._updateHighlightingMode=function(){switch(this._nodeHighlightMode){case d.SelectionHighlightMode.HighlightOnly:this._engine.setNodeHighlightColor(this._nodeSelectionColor,null);break;case d.SelectionHighlightMode.OutlineOnly:this._engine.setNodeHighlightColor(null,this._nodeSelectionOutlineColor);break;case d.SelectionHighlightMode.HighlightAndOutline:this._engine.setNodeHighlightColor(this._nodeSelectionColor,this._nodeSelectionOutlineColor)}switch(this._nodeElementHighlightMode){case d.SelectionHighlightMode.HighlightOnly:this._engine.setElementHighlightColor(this._elementSelectionColor,
+null);break;case d.SelectionHighlightMode.OutlineOnly:this._nodeHighlightMode===d.SelectionHighlightMode.OutlineOnly?this._engine.setElementHighlightColor(null,this._elementSelectionOutlineColor):this._engine.setElementHighlightColor(this._nodeSelectionColor,this._elementSelectionOutlineColor);break;case d.SelectionHighlightMode.HighlightAndOutline:this._engine.setElementHighlightColor(this._elementSelectionColor,this._elementSelectionOutlineColor)}};a.prototype._onSubtreeLoaded=function(c){c=d.Selection.SelectionItem.create(c);
+if(this.isSelected(c))return this._updateItemHighlight(c,!0,!0)};a.ifcSelectionFilter=function(c,b){if(b.getNodeType(c)===d.NodeType.BodyInstance)for(var a=c;null!==a;){if(null!==b.getNodeGenericId(a))return a;a=b.getNodeParent(a)}return c};__decorate([a.deprecated],a.prototype,"endVolumeSelection",null);__decorate([a.deprecated],a.prototype,"advanceVolumeSelection",null);return a}();d.SelectionManager=a})(Communicator||(Communicator={}));
+(function(d){var h;(function(a){a[a.Background=0]="Background";a[a.Shadow=1]="Shadow";a[a.Selection=2]="Selection"})(h||(h={}));var f=function(){function a(a,c,b,g){var e=this;this._backgroundSheetMeshId=this._activeSheetId=null;this._sheetIds=[null,null,null];this._backgroundSelectionEnabled=this._backgroundSheetEnabled=!1;this._backgroundColor=new d.Color(180,180,180);this._sheetColor=d.Color.white();this._sheetShadowColor=new d.Color(75,75,75);this._viewer=a;this._engine=c;this._callbackManager=
+b;var l=function(){return __awaiter(e,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:if(!this._viewer.model.isDrawing())return[2];b=this._viewer.sheetManager.getActiveSheetId();return null!=b?[3,4]:[4,this.deactivateSheets(!1)];case 1:return a.sent(),c=this.getSheetIds(),0===this.get3DNodes().length&&0<c.length?[4,this.setActiveSheetId(c[0],!0,!0)]:[3,3];case 2:a.sent(),a.label=3;case 3:return[3,6];case 4:return[4,this._activateSheetId(b,!0,!0)];case 5:a.sent(),
+a.label=6;case 6:return[2]}})})};this._viewer.setCallbacks({_modelStructureHeaderParsed:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){return this._viewer.model.isDrawing()&&!g?[2,this.setBackgroundSheetEnabled(!0)]:[2]})})},_firstModelLoaded:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,l()];case 1:return b.sent(),[2]}})})},_resetAssemblyTreeBegin:function(){return __awaiter(e,
+void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return[4,this.setBackgroundSheetEnabled(!1)];case 1:return a.sent(),[4,this.setBackgroundSelectionEnabled(!1)];case 2:return a.sent(),this._backgroundSheetMeshId=this._activeSheetId=null,b=this._viewer.view,c=b.getBackgroundColor(),b.setBackgroundColor(c.top,c.bottom),[2]}})})},_resetDrawing:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+l()];case 1:return b.sent(),[2]}})})}})}a.prototype.getSheetIds=function(){var a=this._viewer.model,c=a.getAbsoluteRootNode();c=a.getNodeChildren(c);var b=a.getNodeChildren(c[0]);c=[];var g=0;for(b=a.getNodeChildren(b[0]);g<b.length;g++){var k=b[g];a.getNodeType(k)===d.NodeType.DrawingSheet&&c.push(k)}return c};a.prototype.get3DNodes=function(){var a=this._viewer.model,c=a.getAbsoluteRootNode();c=a.getNodeChildren(c);var b=a.getNodeChildren(c[0]);c=[];var g=0;for(b=a.getNodeChildren(b[0]);g<b.length;g++){var k=
+b[g];a.getNodeType(k)!==d.NodeType.DrawingSheet&&c.push(k)}return c};a.prototype.deactivateSheets=function(a){void 0===a&&(a=!0);return __awaiter(this,void 0,void 0,function(){var c,b,g,d;return __generator(this,function(e){switch(e.label){case 0:return this._activeSheetId=null,this._viewer.pauseRendering(),c=this.get3DNodes(),b=0<c.length,[4,this._viewer.view.isolateNodes(c,0,b)];case 1:return e.sent(),[4,this._refreshBackgroundSheets()];case 2:return e.sent(),g=this._viewer.view,d=g.getBackgroundColor(),
+g.setBackgroundColor(d.top,d.bottom),this._viewer.resumeRendering(),a&&this._callbackManager.trigger("sheetDeactivated"),[2]}})})};a.prototype.setActiveSheetId=function(a,c,b){void 0===c&&(c=!0);void 0===b&&(b=!0);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:if(this._activeSheetId===a)return[2];this._activeSheetId=a;return[4,this._activateSheetId(a,c,b)];case 1:return g.sent(),[2]}})})};a.prototype._activateSheetId=function(a,c,b){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this._markupManager._setActiveMarkupView(null)];case 1:g.sent();if(!c)return[3,4];this._viewer.pauseRendering();return[4,this._viewer.view.isolateNodes([a],0,b)];case 2:return g.sent(),[4,this._refreshBackgroundSheets()];case 3:g.sent(),this._viewer.resumeRendering(),g.label=4;case 4:return this._callbackManager.trigger("sheetActivated",this._activeSheetId),[2]}})})};a.prototype.getActiveSheetId=function(){return this._activeSheetId};
+a.prototype.isDrawingSheetActive=function(){return this._viewer.model.isDrawing()&&null!==this._activeSheetId};a.prototype.setMarkupManager=function(a){this._markupManager=a};a.prototype._createBackgroundSheetMesh=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b;return __generator(this,function(g){a=[0,0,0,1,0,0,0,1,0,0,1,0,1,0,0,1,1,0];c=[0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1];b=new d.MeshData;b.addFaces(a,c);b.setBackfacesEnabled(!0);return[2,this._viewer.model.createMesh(b)]})})};
+a.prototype._createBackgroundSheetMatrix=function(a,c){var b=a.min,g=a.max,e=this._viewer.view.getCamera();a=e.getPosition();var l=e.getTarget(),f=d.Point3.subtract(l,a);a=g.x-b.x;l=g.y-b.y;var m=Math.max(.1*a,.1*(g.z-b.z)),p=b.x+.5*a,h=b.y+.5*l,r=Math.max(.05*a,.05*l);a+=r;l+=r;p-=.5*a;h-=.5*l;b=0<f.z?g.z+m:b.z-m;c&&(c=e.getUp(),e=.3*r,p+=e,0<c.y&&(e=-e),h+=e,b+=0<f.z?m:-m);c=new d.Matrix;c.setTranslationComponent(p,h,b);c.setScaleComponent(a,l,1);return c};a.prototype._createBackgroundSheetInstance=
+function(a,c,b,g,k,l){return __awaiter(this,void 0,void 0,function(){var e,f,p;return __generator(this,function(n){switch(n.label){case 0:return e=d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.DoNotLight|d.MeshInstanceCreationFlags.DoNotOutlineHighlight|d.MeshInstanceCreationFlags.AlwaysDraw|d.MeshInstanceCreationFlags.ExcludeBounding,l||(e|=d.MeshInstanceCreationFlags.DoNotSelect),f=new d.MeshInstanceData(a,
+b,c,g,null,null,e),[4,this._viewer.model.createMeshInstance(f,null,!1,!0)];case 1:return p=n.sent(),this._viewer.model.setNodesOpacity([p],k),[2,p]}})})};a.prototype._deleteBackgroundSheetInstances=function(a){void 0===a&&(a=[h.Background,h.Selection,h.Shadow]);return __awaiter(this,void 0,void 0,function(){var c,b,g,d,e;return __generator(this,function(k){c=[];b=0;for(g=a;b<g.length;b++)d=g[b],e=this._sheetIds[d],null!==e&&(this._sheetIds[d]=null,c.push(e));return 0<c.length?[2,this._viewer.model.deleteMeshInstances(c)]:
+[2]})})};a.prototype._createOrUpdateSheet=function(a,c,b,g,k,l){return __awaiter(this,void 0,void 0,function(){var e,f,p,h;return __generator(this,function(n){switch(n.label){case 0:e=this._viewer.model;if(null!==this._sheetIds[a])return[3,2];f=this._sheetIds;p=a;return[4,this._createBackgroundSheetInstance(this._backgroundSheetMeshId,c,b,g,k,l)];case 1:return f[p]=n.sent(),[2,Promise.resolve()];case 2:return h=this._sheetIds[a],e.setNodesFaceColor([h],g),e.setNodesOpacity([h],k),null!==l&&e.setInstanceModifier(d.InstanceModifier.DoNotSelect,
+[h],!l),[2,e.setNodeMatrix(h,b,!0)]}})})};a.prototype._refreshBackgroundSheets=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b,g,k,l;return __generator(this,function(e){switch(e.label){case 0:a=this._viewer.model;if(!this.isDrawingSheetActive())return this._backgroundSelectionEnabled=!1,[2,this._deleteBackgroundSheetInstances()];if(null!==this._backgroundSheetMeshId)return[3,2];c=this;return[4,this._createBackgroundSheetMesh()];case 1:c._backgroundSheetMeshId=e.sent(),e.label=
+2;case 2:return[4,a.getModelBounding(!0,!1)];case 3:return b=e.sent(),g=this._createBackgroundSheetMatrix(b,!1),k=[],this._backgroundSelectionEnabled?[4,this._createOrUpdateSheet(h.Selection,"2d_drawing_background_selection_sheet",g,d.Color.black(),0,!0)]:[3,5];case 4:return e.sent(),[3,6];case 5:k.push(h.Selection),e.label=6;case 6:this._engine.setBackgroundGradient(this._backgroundColor,this._backgroundColor);if(!this._backgroundSheetEnabled)return[3,9];l=this._createBackgroundSheetMatrix(b,!0);
+return[4,this._createOrUpdateSheet(h.Background,"2d_drawing_background_sheet",g,this._sheetColor,1,!1)];case 7:return e.sent(),[4,this._createOrUpdateSheet(h.Shadow,"2d_drawing_background_shadow_sheet",l,this._sheetShadowColor,1,!1)];case 8:return e.sent(),[3,10];case 9:k.push(h.Background,h.Shadow),e.label=10;case 10:return 0<k.length?[2,this._deleteBackgroundSheetInstances(k)]:[2]}})})};a.prototype.setSheetColors=function(a,c,b){this._backgroundColor=a.copy();this._sheetColor=c.copy();this._sheetShadowColor=
+b.copy();return this._refreshBackgroundSheets()};a.prototype.getSheetBackgroundColor=function(){return this._backgroundColor};a.prototype.getSheetColor=function(){return this._sheetColor};a.prototype.getSheetShadowColor=function(){return this._sheetShadowColor};a.prototype.setBackgroundSheetEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:if(a===this._backgroundSheetEnabled)return[2];this._backgroundSheetEnabled=a;this._viewer.pauseRendering();
+return[4,this._refreshBackgroundSheets()];case 1:return c.sent(),this._viewer.resumeRendering(),[2]}})})};a.prototype.getBackgroundSheetEnabled=function(){return this._backgroundSheetEnabled};a.prototype.setBackgroundSelectionEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:this.isDrawingSheetActive()||(a=!1);if(a===this._backgroundSelectionEnabled)return[2];this._backgroundSelectionEnabled=a;this._viewer.pauseRendering();
+return[4,this._refreshBackgroundSheets()];case 1:return c.sent(),this._viewer.resumeRendering(),[2]}})})};a.prototype.getBackgroundSelectionEnabled=function(){return this._backgroundSelectionEnabled};a.prototype.startComparison=function(a,c,b){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return g=this._viewer.view,g.startComparison([a],[c],b),[4,this.setActiveSheetId(a,!1,!1)];case 1:return d.sent(),[4,g.isolateNodes([a,c],0,!0)];
+case 2:return d.sent(),[4,this._refreshBackgroundSheets()];case 3:return d.sent(),[2]}})})};a.prototype.endComparison=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._activeSheetId?[2]:[4,this.setActiveSheetId(this._activeSheetId,!0,!1)];case 1:return a.sent(),this._viewer.view.endComparison(),[2]}})})};return a}();d.SheetManager=f})(Communicator||(Communicator={}));
+(function(d){var h;(function(a){a[a.Model=1]="Model";a[a.Svg=2]="Svg";a[a.Html=4]="Html";a[a.All=7]="All"})(h=d.SnapshotLayer||(d.SnapshotLayer={}));var f=function(){return function(a,d,c){void 0===a&&(a=0);void 0===d&&(d=0);void 0===c&&(c=h.All);this.width=a;this.height=d;this.layers=c}}();d.SnapshotConfig=f})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(b){var c=document.createElement("canvas");c.width=b.width;c.height=b.height;c.getContext("2d").drawImage(b,0,0);return c}function a(b){if(b instanceof HTMLCanvasElement&&0<b.clientWidth&&0<b.clientHeight)return b;for(var c=0;c<b.childNodes.length;c++){var d=b.childNodes.item(c);if(d=a(d))return d}return null}function e(b,c){var a=b.getContext("2d");if(null===a)throw new d.CommunicatorError("failed to create 2D canvas context");for(var g=0;g<c.length;g++)a.drawImage(c[g],
+0,0);var e=h.OpenPromise.create(),f=new Image;f.src=b.toDataURL();f.onload=function(){e.resolve(f)};return e}var c=function(){function b(b,c){this._domElements=b;this._config=c}b.prototype._extractMarkupSvgAsCanvas=function(){var b=this._domElements.getMarkupSvgElement(),c=(new XMLSerializer).serializeToString(b);b=c;var a=(new DOMParser).parseFromString(b,"text/xml");c=a.getElementsByTagName("defs");for(var d=[],e=0;e<c.length;e++)for(var p=c.item(e).getElementsByTagName("marker"),h=0;h<p.length;h++){var r=
+p.item(h);d.push(r)}c=[];p=a.getElementsByTagName("line");for(e=0;e<p.length;e++)if(a=p.item(e),null!==a.style.marker&&0<a.style.marker.length){h=a.style.marker.indexOf("#")+1;r=a.style.marker.indexOf('"',h+1);r=a.style.marker.substring(h,r);var u=null,t=null;for(h=0;h<d.length;h++)if(d[h].id===r){u=d[h];t=d[h+1];break}c.push({line:a,start:u,end:t})}for(d=b.indexOf("marker: url");0<=d;){e=b.indexOf(")",d)+1;a=b.substring(d,e);h=a.indexOf("#")+1;p=a.indexOf('"',h);r=a.indexOf("&quot",h+11+1);u=p;if(0>
+p||r<p)u=r;h=a.substring(h,u);p=0;for(r=c;p<r.length;p++)if(a=r[p],u=a.start,a=a.end,null!==u&&null!==a&&u.id===h){h="marker-start: url('#"+u.id+"');";h+="marker-end: url('#"+a.id+"')";b=b.slice(0,d)+h+b.slice(e);break}d=b.indexOf("marker: url",e+1)}c=b;b=document.createElement("canvas");document.body.appendChild(b);canvg(b,c);c=f(b);document.body.removeChild(b);return c};b.prototype._extractRedlineSvgAsCanvas=function(b,c){var a=this._domElements.getRedlineSvgElement();a.setAttribute("width",""+
+b);a.setAttribute("height",""+c);a=(new XMLSerializer).serializeToString(a);a=a.replace("width: 100%;","width: "+b+";");a=a.replace("height: 100%;","height: "+c+";");b=document.createElement("canvas");document.body.appendChild(b);canvg(b,a);c=f(b);document.body.removeChild(b);return c};b.prototype._extractRedlineAsCanvas=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){b=this._domElements.getRedlineElement();return[2,html2canvas(b,{background:void 0})]})})};
+b.prototype.capture=function(b){return __awaiter(this,void 0,void 0,function(){var c,g,n,m,p;return __generator(this,function(k){switch(k.label){case 0:c=a(b);if(null===c)throw new d.CommunicatorError("failed to find canvas");g=document.createElement("canvas");g.width=this._config.width||b.clientWidth;g.height=this._config.height||b.clientHeight;g.style.width="100%";g.style.height="100%";n=[];this._config.layers&d.SnapshotLayer.Model&&n.push(f(c));this._config.layers&d.SnapshotLayer.Svg&&(n.push(this._extractMarkupSvgAsCanvas()),
+n.push(this._extractRedlineSvgAsCanvas(g.width,g.height)));if(!(this._config.layers&d.SnapshotLayer.Html))return[3,2];p=(m=n).push;return[4,this._extractRedlineAsCanvas()];case 1:p.apply(m,[k.sent()]),k.label=2;case 2:return[2,e(g,n)]}})})};return b}();h.Snapshot=c})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function b(){this._strokeWidth=1;this._strokeColor=d.Color.black()}b.prototype._assign=function(b){this._strokeWidth=b._strokeWidth;this._strokeColor.assign(b._strokeColor)};b.prototype.setStrokeColor=function(b){this._strokeColor.assign(b)};b.prototype.getStrokeColor=function(){return this._strokeColor.copy()};b.prototype.setStrokeWidth=function(b){this._strokeWidth=b};b.prototype.getStrokeWidth=function(){return this._strokeWidth};return b}();
+f.StrokedShape=a;var e=function(b){function c(){var c=null!==b&&b.apply(this,arguments)||this;c._fillColor=d.Color.black();c._fillOpacity=1;return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._fillColor.assign(c._fillColor);this._fillOpacity=c._fillOpacity};c.prototype.getFillOpacity=function(){return this._fillOpacity};c.prototype.setFillOpacity=function(b){this._fillOpacity=b};c.prototype.setFillColor=function(b){this._fillColor.assign(b)};c.prototype.getFillColor=
+function(){return this._fillColor.copy()};return c}(a);f.FilledShape=e;var c;(function(b){b[b.None=0]="None";b[b.Arrowhead=1]="Arrowhead";b[b.Circle=2]="Circle"})(c=f.EndcapType||(f.EndcapType={}));a=function(b){function a(){var a=null!==b&&b.apply(this,arguments)||this;a._startEndcapType=c.None;a._startEndcapColor=d.Color.black();a._startEndcapSize=9;a._endEndcapType=c.None;a._endEndcapColor=d.Color.black();a._endEndcapSize=9;a._endcapsInverted=!1;return a}__extends(a,b);a.prototype._assign=function(c){b.prototype._assign.call(this,
+c);this._startEndcapType=c._startEndcapType;this._startEndcapColor.assign(c._startEndcapColor);this._startEndcapSize=c._startEndcapSize;this._endEndcapType=c._endEndcapType;this._endEndcapColor.assign(c._endEndcapColor);this._endEndcapSize=c._endEndcapSize;this._endcapsInverted=c._endcapsInverted};a.prototype.getStartEndcapType=function(){return this._startEndcapType};a.prototype.setStartEndcapType=function(b){this._startEndcapType=b};a.prototype.getStartEndcapColor=function(){return this._startEndcapColor.copy()};
+a.prototype.setStartEndcapColor=function(b){this._startEndcapColor.assign(b)};a.prototype.getStartEndcapSize=function(){return this._startEndcapSize};a.prototype.setStartEndcapSize=function(b){this._startEndcapSize=b};a.prototype.getEndEndcapType=function(){return this._endEndcapType};a.prototype.setEndEndcapType=function(b){this._endEndcapType=b};a.prototype.setEndcapType=function(b){this._endEndcapType=this._startEndcapType=b};a.prototype.getEndEndcapSize=function(){return this._endEndcapSize};
+a.prototype.setEndEndcapSize=function(b){this._endEndcapSize=b};a.prototype.getEndEndcapColor=function(){return this._endEndcapColor.copy()};a.prototype.setEndEndcapColor=function(b){this._endEndcapColor.assign(b)};a.prototype.getEndcapsInverted=function(){return this._endcapsInverted};a.prototype.setEndcapsInverted=function(b){this._endcapsInverted=b};return a}(a);f.EndcapShape=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function c(){var c=null!==b&&b.apply(this,arguments)||this;c._borderRadius=0;return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._borderRadius=c._borderRadius};c.prototype.getBorderRadius=function(){return this._borderRadius};c.prototype.setBorderRadius=function(b){this._borderRadius=b};return c}(f.FilledShape);f.RectangleBase=a;var e=function(b){function c(c,a){var g=b.call(this)||this;g._position=
+d.Point2.zero();g._size=d.Point2.zero();c&&g._position.assign(c);a&&g._size.assign(a);return g}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._position.assign(c._position);this._size.assign(c._size)};c.prototype.setPosition=function(b){this._position.assign(b)};c.prototype.getPosition=function(){return this._position.copy()};c.prototype.setSize=function(b){this._size.assign(b)};c.prototype.getSize=function(){return this._size.copy()};return c}(a);f.Rectangle=
+e;var c=function(){return function(b,c){this.position=b.copy();this.size=c.copy()}}();f._MarkupRectangleData=c;a=function(b){function a(){var c=null!==b&&b.apply(this,arguments)||this;c._rectangles=[];return c}__extends(a,b);a.prototype.clear=function(){this._rectangles=[]};a.prototype.addRectangle=function(b,a){this._rectangles.push(new c(b,a))};a.prototype.getRectangles=function(){return this._rectangles};return a}(a);f.RectangleCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function c(){var c=b.call(this)||this;c._fontFamily=null;c._fontSize=12;c.setStrokeWidth(0);return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._fontFamily=c._fontFamily;this._fontSize=c._fontSize};c.prototype.getFontFamily=function(){return this._fontFamily};c.prototype.setFontFamily=function(b){this._fontFamily=b};c.prototype.setFontSize=function(b){this._fontSize=b};c.prototype.getFontSize=function(){return this._fontSize};
+return c}(f.FilledShape);f.TextMarkupBase=a;var e=function(b){function c(c,a){var g=b.call(this)||this;g._position=d.Point2.zero();g._text="";a&&(g._position=a.copy());c&&g.setText(c);return g}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._text=c._text;this._position.assign(c._position)};c.prototype.setPosition=function(b){this._position.assign(b)};c.prototype.getPosition=function(){return this._position};c.prototype.setText=function(b){this._text=b};c.prototype.getText=
+function(){return this._text};return c}(a);f.Text=e;var c=function(){return function(b,c){this.text=b;this.position=c.copy()}}();f._MarkupTextData=c;a=function(b){function a(){var c=null!==b&&b.apply(this,arguments)||this;c._textStrings=[];return c}__extends(a,b);a.prototype.clear=function(){this._textStrings=[]};a.prototype.addString=function(b,a){this._textStrings.push(new c(b,a))};a.prototype.getStrings=function(){return this._textStrings};return a}(a);f.TextCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||
+(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._behindView=!1}a.prototype.remove=function(){};a.prototype.draw=function(){};a.prototype.hit=function(a){a;return!1};a.prototype.hitWithTolerance=function(a,c){a;c;return!1};a.prototype.onSelect=function(){};a.prototype.onDeselect=function(){};a.prototype.toJson=function(){return{}};a.prototype.forJson=function(){return this.toJson()};a.prototype.getClassName=function(){return"Communicator.Markup.MarkupItem"};return a}();d.MarkupItem=f})(d.Markup||
+(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(c){function b(b){var a=c.call(this)||this;a._position=new d.Point2(10,10);a._nextItemPosition=d.Point2.zero();a._statItemOffset=new d.Point2(5,5);a._maxStatWidth=0;a._viewer=b;a._backgroundPanel=new d.Markup.Shape.Rectangle(a._position,new d.Point2(300,100));a._backgroundPanel.setFillColor(d.Color.white());a._backgroundPanel.setStrokeWidth(0);a._statsText=new d.Markup.Shape.TextCollection;return a}__extends(b,c);b.prototype.draw=function(){this._updateBackgroundSize();
+var b=this._viewer.markupManager.getRenderer();b.drawRectangle(this._backgroundPanel);b.drawTexts(this._statsText)};b.prototype.clearStatsText=function(){this._statsText.clear();this._nextItemPosition.assign(this._position)};b.prototype.setPosition=function(b){this._position.assign(b);this._backgroundPanel.setPosition(this._position)};b.prototype.addStatistic=function(b,c){var a=d.Point2.add(this._nextItemPosition,this._statItemOffset);this._statsText.addString(b+": "+c,a);this._nextItemPosition.y+=
+this._statsText.getFontSize()};b.prototype._updateBackgroundSize=function(){for(var b=this._viewer.markupManager.getRenderer(),c=this._statsText.getStrings(),a=this._statsText.getFontSize(),e=0;e<c.length;e++){var f=b.measureText(c[e].text,this._statsText);this._maxStatWidth=Math.max(this._maxStatWidth,f.x)}this._backgroundPanel.setSize(new d.Point2(2*this._statItemOffset.x+this._maxStatWidth,c.length*(a+this._statItemOffset.y)))};return b}(d.Markup.MarkupItem),a=function(){return function(){this.total_triangle_count=
+this.total_element_count=0}}();h.StatisticMap=a;var e=function(){function c(b,c){var g=this;this._statisticsDisplayHandle=null;this._statistics=new a;this._viewer=c;this._callbackManager=b;this._callbackManager.bind({frameDrawn:function(){return __awaiter(g,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.update()];case 1:return b.sent(),[2]}})})}});this._statisticsDisplay=new f(this._viewer)}c.prototype.update=function(){return __awaiter(this,void 0,
+void 0,function(){var b,c,a,d,e,f,p;return __generator(this,function(g){switch(g.label){case 0:return[4,this._viewer.getStatistics()];case 1:this._statistics=b=g.sent();this._statisticsDisplay.clearStatsText();c=Object.keys(this._statistics);a=0;for(d=c;a<d.length;a++)f=e=d[a],p=this._statistics[f],this._statisticsDisplay.addStatistic(f,p.toString());return[2]}})})};c.prototype.isShown=function(){return null!==this._statisticsDisplayHandle};c.prototype.getStatistics=function(){return this._statistics};
+c.prototype.showDisplay=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this.isShown()?[3,2]:[4,this.update()];case 1:b.sent(),this._statisticsDisplayHandle=this._viewer.markupManager.registerMarkup(this._statisticsDisplay),b.label=2;case 2:return[2]}})})};c.prototype.hideDisplay=function(){this.isShown()&&(this._viewer.markupManager.unregisterMarkup(this._statisticsDisplayHandle),this._statisticsDisplayHandle=null)};return c}();
+h.Statistics=e})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){var h=function(){return function(){this.svgXmlPrologEnabled=!0;this.svgBackgroundCssColor="";this.linesDrawModelLinesEnabled=this.silhouettesEnabled=!0;this.linesStrokeWidth=20;this.linesCssColor="#000000";this.linesClipZNudgeFactor=this.linesClipProximityToPlane=5.5;this.polygonsForceDrawCssColor="";this.logDiagnostics=this.logProgress=!1}}();d.SvgConfig=h})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.Rgba32=0]="Rgba32";d[d.Rgb24=1]="Rgb24";d[d.Gray8=2]="Gray8";d[d.GrayAlpha16=3]="GrayAlpha16";d[d.Jpeg=4]="Jpeg";d[d.Png=5]="Png"})(d.ImageFormat||(d.ImageFormat={}));(function(d){d[d.Clamp=0]="Clamp";d[d.Repeat=1]="Repeat"})(d.TextureTiling||(d.TextureTiling={}));(function(d){d[d.UV=0]="UV"})(d.TextureParameterization||(d.TextureParameterization={}));(function(d){d[d.Decal=1]="Decal"})(d.TextureModifier||(d.TextureModifier={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._timeoutDurationMinutes=15;this._timeoutWarningMinutes=14;this._timer=new d.Util.Timer;this._enabled=!0;this._callbackManager=a;this.resetTimeout()}a.prototype.setTimeoutDurations=function(a,c){this._timeoutDurationMinutes=a;this._timeoutWarningMinutes=c;this.resetTimeout();return!0};a.prototype.shutdown=function(){this._enabled=!1;this._timer.clear()};a.prototype.resetTimeout=function(){var a=this;this._enabled&&this._timer.set(Math.round(6E4*
+this._timeoutWarningMinutes),function(){a._warn()})};a.prototype._warn=function(){var a=this;console.assert(this._timer.isIdle(0));var c=this._timeoutDurationMinutes-this._timeoutWarningMinutes,b=Math.round(6E4*c);this._callbackManager.trigger("timeoutWarning",c);this._timer.set(b,function(){a._timeout()})};a.prototype._timeout=function(){this._callbackManager.trigger("timeout");this._callbackManager.trigger("_timeout")};return a}();h.TimeoutMonitor=f})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){d.create=function(){return"xxxxxxxx-xxxx-4xxx-yxxx-xxxxxxxxxxxx".replace(/[xy]/g,function(d){var a=16*Math.random()|0;return("x"===d?a:a&3|8).toString(16)})}})(d.UUID||(d.UUID={}))})(Communicator||(Communicator={}));(function(d){(function(h){h.create=function(){return d.UUID.create()}})(d.GUID||(d.GUID={}))})(Communicator||(Communicator={}));
+var __assign=this&&this.__assign||function(){__assign=Object.assign||function(d){for(var h,f=1,a=arguments.length;f<a;f++){h=arguments[f];for(var e in h)Object.prototype.hasOwnProperty.call(h,e)&&(d[e]=h[e])}return d};return __assign.apply(this,arguments)};
+(function(d){var h=function(){function f(a,e,c,b,g,k,l,f){this._backfacesVisible=!1;this._initialCamera=null;this._boundingCalculationIgnoresInvisible=this._faceVisibility=this._lineVisibility=!0;this._backgroundColorBottom=this._backgroundColorTop=null;this._drawMode=d.DrawMode.WireframeOnShaded;this._ambientOcclusionEnabled=!1;this._ambientOcclusionRadius=.03;this._antiAliasingMode=d.AntiAliasingMode.SMAA;this._lightingEnabled=!0;this._ambientLightColor=d.Color.black();this._bloomEnabled=!1;this._bloomIntensityScale=
+this._bloomThresholdRampWidth=this._bloomThreshold=0;this._bloomLayers=[];this._hardEdgesEnabled=this._silhouetteEnabled=this._simpleReflectionEnabled=this._simpleShadowEnabled=!1;this._hiddenLineSettings=new d.Settings.HiddenLineSettings;this._projectionMode=d.Projection.Orthographic;var n=a.getCreationParameters();this._viewer=a;this._engine=e;this._callbackManager=c;this._interpolationManager=g;this._eventDispatcher=b;this._model=a.model;this._statistics=k;this._navCube=l;this._axisTriad=f;this._determineInitialAxes=
+d.Internal.getWithDefault(n.calculateDefaultViewAxes,!0);this._initEvents()}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","View",d);return b.apply(this,c)};return c};f.prototype._initEvents=function(){var a=this;this._callbackManager.bind({_resetAssemblyTreeBegin:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){this._initialCamera=null;return[2]})})},
+_firstAttachment:function(e){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(c){return e===d.Internal.AttachType.Direct?[2,this._massageInitialCamera(!1)]:[2]})})},_firstModelLoaded:function(){return a._massageInitialCamera(!1)},_modelSwitched:function(d){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return d?[3,2]:[4,this._massageInitialCamera(!1)];case 1:return c.sent(),[2,this._setInitialView(0)];case 2:return[2]}})})},
+hwfParseComplete:function(){return a._massageInitialCamera(!0)},_modelStructureHeaderParsed:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){return this._viewer.sheetManager.isDrawingSheetActive()?(this._model.setViewAxes(new d.Point3(0,0,1),new d.Point3(0,1,0)),[2,this.setViewOrientation(d.ViewOrientation.Front,0)]):[2]})})},_sessionStarted:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){this.clearLights();this.setAmbientLightColor(d.Color.createFromFloatArray([.075,
+.075,.075]));this.addLight(new d.Light(d.LightType.Directional,d.LightSpace.Camera,new d.Point3(.5,.5,1),d.Color.createFromFloatArray([.925,.925,.925])));this.addLight(new d.Light(d.LightType.Directional,d.LightSpace.Camera,new d.Point3(-.5,-.5,1),d.Color.createFromFloatArray([.1,.1,.2])));this.setBloomIntensityScale(1);this.setBloomThreshold(.65);this.setBloomThresholdRampWidth(.1);this.setBloomLayers([{intensity:.5,blurSamples:5,blurInterval:[.0025,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:.5,
+blurSamples:5,blurInterval:[.005,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:.5,blurSamples:9,blurInterval:[.01,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:1,blurSamples:9,blurInterval:[.02,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:2,blurSamples:11,blurInterval:[.04,d.BlurIntervalUnit.ProportionOfHeight]}]);this.setGroundPlane({normal:new d.Point3(0,0,1),followViewAxes:!0});this.setSimpleShadowColor(d.Color.black());this.setSimpleShadowOpacity(.65);this.setSimpleShadowResolution(512);
+this.setSimpleShadowBlurSamples(5);this.setSimpleShadowBlurInterval(1);this.setSimpleShadowInteractiveUpdateEnabled();this.setSimpleReflectionOpacity(.65);this.setSimpleReflectionFadeAngle(10);this.setSimpleReflectionBlurSamples(9);this.setSimpleReflectionBlurInterval(1,d.BlurIntervalUnit.Pixels);this.setSimpleReflectionAttenuation(0,1,d.SimpleReflectionAttenuationUnit.ProportionOfBoundingHeight);this.setSilhouetteColor(d.Color.black());this.setSilhouetteOpacity(1);this.setSilhouetteThreshold(.05);
+this.setSilhouetteThresholdRampWidth(.025);this.setHardEdgeColor(d.Color.black());this.setHardEdgeOpacity(1);this.setHardEdgeThreshold(30);this.setHardEdgeThresholdRampWidth(20);return[2]})})},viewAxes:function(d,c){a._updateGroundPlane(d,c)}})};f.prototype._massageInitialCamera=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:if(null!==this._initialCamera)return[2];d=this;return[4,this._engine.getCameraPromise()];case 1:return d._initialCamera=
+c.sent(),this._projectionMode=this._initialCamera.getProjection(),!this._determineInitialAxes||this._viewer.sheetManager.isDrawingSheetActive()||this._model.viewAxesHaveBeenSet()||this._determineViewAxes(this._initialCamera),a?[4,this.fitWorld()]:[3,3];case 2:c.sent(),this._initialCamera=this.getCamera(),c.label=3;case 3:return[2]}})})};f.prototype.setLineVisibility=function(a){this._setLineVisibility(a);return Promise.resolve()};f.prototype._setLineVisibility=function(a){a!==this._lineVisibility&&
+(this._lineVisibility=a,this._engine.setLineVisibility(a))};f.prototype.getLineVisibility=function(){return this._lineVisibility};f.prototype.setFaceVisibility=function(a){this._setFaceVisibility(a);return Promise.resolve()};f.prototype._setFaceVisibility=function(a){a!==this._faceVisibility&&(this._faceVisibility=a,this._engine.setFaceVisibility(a));return Promise.resolve()};f.prototype.getFaceVisibility=function(){return this._faceVisibility};f.prototype.setProjectionMode=function(a){this._projectionMode!==
+a&&(this._projectionMode=a,this._engine.isInit()&&this._engine.setProjection(a),this._eventDispatcher.injectViewOrientationChangeEvent())};f.prototype.getProjectionMode=function(){return this._projectionMode};f.prototype.getViewMatrix=function(){return this._engine.getViewMatrix()};f.prototype.getProjectionMatrix=function(){return this._engine.getProjectionMatrix()};f.prototype.getFullCameraMatrix=function(){return this._engine.getFullCameraMatrix()};f.prototype.raycastFromPoint=function(a){var e=
+this.getCanvasSize(),c=this._engine.getViewMatrix(),b=this._engine.getProjectionMatrix(),g=new d.Point3(a.x,e.y-a.y,0);a=this._unproject(g,b,c,e);if(null===a)return null;g.z=.5;e=this._unproject(g,b,c,e);if(null===e)return null;e=d.Point3.subtract(e,a).normalize();return new d.Ray(a,e)};f.prototype._unproject=function(a,e,c,b){e=d.Matrix.multiply(c,e);e=d.Matrix.inverse(e);if(null===e)return null;a=new d.Point4(a.x,a.y,a.z,1);a.x/=b.x;a.y/=b.y;a.x=2*a.x-1;a.y=2*a.y-1;a.z=2*a.z-1;b=e.transform4(a);
+if(0===b.w)return null;b.scale(1/b.w);return new d.Point3(b.x,b.y,b.z)};f.prototype._rectifySelectionItem=function(a){var d=a.getInclusionKey(),c=a.getNodeId();d=this._model._getNodeFromInstanceInc(!1,d,c,!0);a._setNodeId(d)};f.prototype.isOutsideCanvasArea=function(a){var d=this.getCanvasSize();return 0>a.x||0>a.y||a.x>=d.x||a.y>=d.y};f.prototype.pickFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");
+return[4,this._engine.pickFromScreen(a,e,this._viewer.sheetManager.isDrawingSheetActive())];case 1:return(c=b.sent())?(this._rectifySelectionItem(c),[2,c]):[2,d.Selection.SelectionItem.create()]}})})};f.prototype.pickAllFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k;return __generator(this,function(l){switch(l.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[4,this._engine.pickAllFromScreen(a,
+e,this._viewer.sheetManager.isDrawingSheetActive())];case 1:c=l.sent();b=0;for(g=c;b<g.length;b++)k=g[b],this._rectifySelectionItem(k);return[2,c]}})})};f.prototype.compositePickFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[4,this._engine.compositePickFromScreen(a,e,this._viewer.sheetManager.isDrawingSheetActive())];
+case 1:return c=b.sent(),null!==c.faceItem&&this._rectifySelectionItem(c.faceItem),null!==c.lineItem&&this._rectifySelectionItem(c.lineItem),null!==c.pointItem&&this._rectifySelectionItem(c.pointItem),[2,c]}})})};f.prototype.pickFromRay=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,this._engine.pickFromRay(a,e)];case 1:return(c=b.sent())?(this._rectifySelectionItem(c),[2,c]):[2,d.Selection.SelectionItem.create()]}})})};
+f.prototype.pickAllFromRay=function(a,d){return __awaiter(this,void 0,void 0,function(){var c,b,g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._engine.pickAllFromRay(a,d)];case 1:c=k.sent();b=0;for(g=c;b<g.length;b++)e=g[b],this._rectifySelectionItem(e);return[2,c]}})})};f.prototype.beginScreenSelectByArea=function(a,e,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(this.isOutsideCanvasArea(a)||this.isOutsideCanvasArea(e))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");
+return[2,this._engine.beginScreenAreaSelection(a,e,c)]})})};f.prototype.beginRayDrillSelection=function(a,e,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[2,this._engine.beginRayDrillSelection(a,e,c)]})})};f.prototype.beginConvexPolyhedronSelection=function(a,d,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){return[2,
+this._engine.beginConvexPolyhedronSelection(a,d,c)]})})};f.prototype.beginSphereSelection=function(a,e,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=d.Internal.toVec3(a);return[2,this._engine.beginSphereSelection(b,e,c)]})})};f.prototype.endIncrementalSelection=function(a){this._endIncrementalSelection(a);return Promise.resolve()};f.prototype._endIncrementalSelection=function(a){this._engine.endIncrementalSelection(a)};f.prototype.endVolumeSelection=
+function(a){return this.endIncrementalSelection(a)};f.prototype.advanceIncrementalSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,f,m,p,h;return __generator(this,function(n){switch(n.label){case 0:return n.trys.push([0,2,,3]),[4,this._engine.advanceIncrementalSelection(a)];case 1:e=n.sent();if(null===e)return[2,null];c=this._viewer.selectionManager;b=[];g=0;for(k=e;g<k.length;g++)l=k[g],this._rectifySelectionItem(l),f=l,m=f.getNodeId(),(p=c._incrementalBlacklistedInstanceNodes.has(m))||
+b.push(f);return[2,b];case 2:h=n.sent();if("advanceVolumeSelection"===h.scFunction)throw new d.SelectionInvalidatedError;throw h;case 3:return[2]}})})};f.prototype.advanceVolumeSelection=function(a){return this.advanceIncrementalSelection(a)};f.prototype.projectPoint=function(a,d){if(void 0!==d){var c=d.getProjectionMatrix(this._viewer);var b=d.getViewMatrix(this._viewer)}else c=this._engine.getSynchedProjectionMatrix(),b=this._engine.getSynchedViewMatrix();d=this.getCanvasSize();a=this._project(a,
+c,b,d);a.y=d.y-a.y;return a};f.prototype._project=function(a,e,c,b){a=new d.Point4(a.x,a.y,a.z,1);c.transform4(a,a);e.transform4(a,a);e=0>=a.w;c=a.w;0>=a.w&&(a.w=.001);a.scale(1/a.w);a.x=.5*a.x+.5;a.y=.5*a.y+.5;a.z=.5*a.z+.5;a.x*=b.x;a.y*=b.y;e&&(a.z=c);return new d.Point3(a.x,a.y,a.z)};f.prototype.unprojectPoint=function(a,e){var c=this.getCanvasSize(),b=this.getProjectionMatrix(),g=this.getViewMatrix();a=new d.Point3(a.x,c.y-a.y,e);return this._unproject(a,b,g,c)};f.prototype.pointToWindowPosition=
+function(a){var e=this._engine.getCanvasSize();return new d.Point2(a.x/e.x*2-1,1-a.y/e.y*2)};f.prototype.setCamera=function(a,d){void 0===d&&(d=0);return null===a?!1:this._setCameraImpl(a,d).unsafeValue};f.prototype._setCameraPromise=function(a,d){return this._setCameraImpl(a,d).readyPromise};f.prototype._setCameraImpl=function(a,e){return 0<e?this._interpolateCamera(a,e):this._engine.isInit()?(e=a.getProjection(),this._projectionMode!==e&&this.setProjectionMode(e),this._engine.setCamera(a),e=this._markupManager?
+this._markupManager._setActiveMarkupView(null):Promise.resolve(),this._callbackManager.trigger("camera",a),d.Internal.UnsafePromise.create(!0,e)):d.Internal.UnsafePromise.create(!1,Promise.resolve())};f.prototype._interpolateCamera=function(a,e){var c=this;if(this._engine.isInit()){var b=this.getCamera();if(b.equals(a))return this._markupManager&&this._markupManager._update(),d.Internal.UnsafePromise.create(!1,Promise.resolve());this._callbackManager.trigger("transitionBegin",e);var g=d.Util.OpenPromise.create();
+this._interpolationManager.start(new d.Internal.CameraInterpolation(b,a,e,function(){c._eventDispatcher.injectViewOrientationChangeEvent();c._callbackManager.trigger("transitionEnd");g.resolve()},this));return d.Internal.UnsafePromise.create(!0,g)}return d.Internal.UnsafePromise.create(!1,Promise.resolve())};f.prototype.updateCamera=function(a){a=this._engine.updateCamera(a);this._callbackManager.trigger("camera",a);return a};f.prototype.resetCamera=function(a){void 0===a&&(a=d.DefaultTransitionDuration);
+return this._setInitialView(a)};f.prototype.getCamera=function(){if(this._engine.isInit())return this._engine.getCamera();throw new d.CommunicatorError("getCamera() called before sceneReady");};f.prototype.getViewOrientationCamera=function(a,e,c){void 0===c&&(c=!0);return __awaiter(this,void 0,void 0,function(){var b,g,k,l,f,m,p,h,r,u,t,v,w,z,x,y,A,B,D,C,E,F;return __generator(this,function(n){switch(n.label){case 0:return b=this.getCamera(),g=b.getUp().copy().normalize(),k=this._model.getViewAxes(),
+l=k.upVector.copy(),f=k.frontVector.copy(),void 0!==e?[3,2]:[4,this._model.getModelBounding(this._boundingCalculationIgnoresInvisible,!1)];case 1:return e=n.sent(),[3,3];case 2:this._fitCameraToBounding(b,e),n.label=3;case 3:m=e.center();p=m.copy();h=m.copy();r=d.Point3.subtract(b.getPosition(),b.getTarget()).length();u=d.Point3.subtract(b.getPosition(),m).length();t=new d.Point3(0,0,1);v=new d.Point3(-1,0,0);null!==l&&(t=l.copy());null!==f&&(v=f.copy());w=v.copy().scale(-1);z=v.copy();x=t.copy();
+y=t.copy().scale(-1);A=d.Point3.cross(x,w);B=A.copy().scale(-1);D=function(b){b=d.Point3.subtract(h,b);var c=t,a=d.Util.computeAngleBetweenVector(b,t);if(0===a||180===a)c=v;var e=d.Point3.cross(b,c),k=e.copy().negate(),l=d.Point3.cross(b,e),f=l.copy().negate();b=Infinity;c=e;a=0;for(e=[e,k,l,f];a<e.length;a++)k=e[a],l=d.Util.computeAngleBetweenVector(g,k),l<=b&&(b=l,c=k);return c.normalize()};C=null;switch(a){case d.ViewOrientation.Front:p=d.Point3.add(h,z);break;case d.ViewOrientation.Back:p=d.Point3.add(h,
+w);break;case d.ViewOrientation.Left:p=d.Point3.add(h,A);break;case d.ViewOrientation.Right:p=d.Point3.add(h,B);break;case d.ViewOrientation.Bottom:p=d.Point3.add(h,y);C=w.copy();break;case d.ViewOrientation.Top:p=d.Point3.add(h,x);C=w.copy();break;case d.ViewOrientation.FrontTop:case d.ViewOrientation.TopFront:p=d.Point3.add(h,d.Point3.add(z,x));C=d.Point3.add(w,x).normalize();break;case d.ViewOrientation.FrontTopLeft:case d.ViewOrientation.LeftTopFront:case d.ViewOrientation.TopLeftFront:p=d.Point3.add(h,
+d.Point3.add(z,d.Point3.add(A,x)));C=d.Point3.add(w,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.Iso:case d.ViewOrientation.FrontTopRight:case d.ViewOrientation.RightTopFront:case d.ViewOrientation.TopRightFront:p=d.Point3.add(h,d.Point3.add(z,d.Point3.add(B,x)));C=d.Point3.add(w,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.FrontLeft:case d.ViewOrientation.LeftFront:p=d.Point3.add(h,d.Point3.add(z,A));break;case d.ViewOrientation.FrontRight:case d.ViewOrientation.RightFront:p=
+d.Point3.add(h,d.Point3.add(z,B));break;case d.ViewOrientation.FrontBottom:case d.ViewOrientation.BottomFront:p=d.Point3.add(h,d.Point3.add(z,y));C=d.Point3.add(z,x).normalize();break;case d.ViewOrientation.FrontBottomLeft:case d.ViewOrientation.LeftBottomFront:case d.ViewOrientation.BottomLeftFront:p=d.Point3.add(h,d.Point3.add(z,d.Point3.add(A,y)));C=d.Point3.add(z,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.FrontBottomRight:case d.ViewOrientation.RightBottomFront:case d.ViewOrientation.BottomRightFront:p=
+d.Point3.add(h,d.Point3.add(z,d.Point3.add(B,y)));C=d.Point3.add(z,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.BackTop:case d.ViewOrientation.TopBack:p=d.Point3.add(h,d.Point3.add(w,x));C=d.Point3.add(z,x).normalize();break;case d.ViewOrientation.BackTopLeft:case d.ViewOrientation.LeftTopBack:case d.ViewOrientation.TopLeftBack:p=d.Point3.add(h,d.Point3.add(w,d.Point3.add(A,x)));C=d.Point3.add(z,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.BackTopRight:case d.ViewOrientation.RightTopBack:case d.ViewOrientation.TopRightBack:p=
+d.Point3.add(h,d.Point3.add(w,d.Point3.add(B,x)));C=d.Point3.add(z,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.BackLeft:case d.ViewOrientation.LeftBack:p=d.Point3.add(h,d.Point3.add(w,A));break;case d.ViewOrientation.BackRight:case d.ViewOrientation.RightBack:p=d.Point3.add(h,d.Point3.add(w,B));break;case d.ViewOrientation.BackBottom:case d.ViewOrientation.BottomBack:p=d.Point3.add(h,d.Point3.add(w,y));C=d.Point3.add(w,x).normalize();break;case d.ViewOrientation.BackBottomLeft:case d.ViewOrientation.LeftBottomBack:case d.ViewOrientation.BottomLeftBack:p=
+d.Point3.add(h,d.Point3.add(w,d.Point3.add(A,y)));C=d.Point3.add(w,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.BackBottomRight:case d.ViewOrientation.RightBottomBack:case d.ViewOrientation.BottomRightBack:p=d.Point3.add(h,d.Point3.add(w,d.Point3.add(B,y)));C=d.Point3.add(w,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.LeftBottom:case d.ViewOrientation.BottomLeft:p=d.Point3.add(h,d.Point3.add(A,y));C=d.Point3.add(A,x).normalize();break;case d.ViewOrientation.LeftTop:case d.ViewOrientation.TopLeft:p=
+d.Point3.add(h,d.Point3.add(A,x));C=d.Point3.add(B,x).normalize();break;case d.ViewOrientation.RightBottom:case d.ViewOrientation.BottomRight:p=d.Point3.add(h,d.Point3.add(B,y));C=d.Point3.add(B,x).normalize();break;case d.ViewOrientation.RightTop:case d.ViewOrientation.TopRight:p=d.Point3.add(h,d.Point3.add(B,x));C=d.Point3.add(A,x).normalize();break;default:d.Util.TypeAssertNever(a)}c||(C=D(p));null===C&&(C=t);E=d.Point3.add(d.Point3.subtract(p,m).normalize().scale(u),m);F=d.Point3.add(d.Point3.subtract(p,
+m).normalize().scale(u-r),m);b.setPosition(E);b.setTarget(F);b.setUp(C);return[2,b]}})})};f.prototype.setViewOrientation=function(a,e,c,b){void 0===e&&(e=d.DefaultTransitionDuration);void 0===b&&(b=!0);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this.getViewOrientationCamera(a,c,b)];case 1:return g=d.sent(),void 0!==c?[3,3]:[4,this.fitWorld(e,g)];case 2:return d.sent(),[3,5];case 3:return[4,this.fitBounding(c,e,g)];case 4:d.sent(),
+d.label=5;case 5:return this._callbackManager.trigger("viewOrientation",a),[2]}})})};f.prototype.centerCameraOnNode=function(a,e,c){void 0===e&&(e=0);void 0===c&&(c=this.getCamera());return __awaiter(this,void 0,void 0,function(){var b,g,k,l,f;return __generator(this,function(n){switch(n.label){case 0:return[4,this._model.getNodesBounding([a])];case 1:b=n.sent();g=b.center();k=c.getPosition();l=c.getTarget();f=d.Point3.subtract(l,g);k.subtract(f);c.setPosition(k);c.setTarget(g);if(0<e)return[2,this._setCameraPromise(c,
+e)];this.setCamera(c);return[2]}})})};f.prototype._setInitialView=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){if(!this._initialCamera)return[2,this.fitWorld(a)];if(0<a)return[2,this._setCameraPromise(this._initialCamera,a)];this.setCamera(this._initialCamera);this._eventDispatcher.injectViewOrientationChangeEvent();return[2]})})};f.prototype.getCanvasSize=function(){return this._engine.getCanvasSize()};f.prototype._setMarkupManager=function(a){this._markupManager=
+a};f.prototype.setStatisticsDisplayVisibility=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return a?[4,this._statistics.showDisplay()]:[3,2];case 1:return d.sent(),[3,3];case 2:this._statistics.hideDisplay(),d.label=3;case 3:return[2]}})})};f.prototype.getBackgroundColor=function(){var a=null!==this._backgroundColorTop?this._backgroundColorTop.copy():null,e=null!==this._backgroundColorBottom?this._backgroundColorBottom.copy():
+null;return new d.VerticalGradient(a,e)};f.prototype.setBackgroundColor=function(a,e){void 0===a&&(a=null);void 0===e&&(e=null);this._backgroundColorTop=null!==a?a.copy():null;this._backgroundColorBottom=null!==e?e.copy():null;this._drawMode===d.DrawMode.HiddenLine||this._viewer.sheetManager.isDrawingSheetActive()||this._engine.setBackgroundGradient(this._backgroundColorTop,this._backgroundColorBottom);return Promise.resolve()};f.prototype.isolateNodes=function(a,e,c,b){void 0===e&&(e=d.DefaultTransitionDuration);
+void 0===c&&(c=!0);void 0===b&&(b=null);return __awaiter(this,void 0,void 0,function(){var g,d,l,f,m;return __generator(this,function(k){switch(k.label){case 0:g=this._model.getAbsoluteRootNode();d=new Map;d.set(g,!1);l=0;for(f=a;l<f.length;l++)m=f[l],d.set(m,!0);return[4,this._model.setNodesVisibilities(d,b)];case 1:return k.sent(),c?[2,this.fitNodes(a,e)]:[2]}})})};f.prototype.fitNodes=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){var c;
+return __generator(this,function(b){switch(b.label){case 0:return[4,this._model.getNodesBounding(a)];case 1:return c=b.sent(),[2,this.fitBounding(c,e)]}})})};f.prototype.fitWorld=function(a,d){void 0===a&&(a=0);return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return d||(d=this.getCamera()),[4,this._model.getModelBounding(this._boundingCalculationIgnoresInvisible,!1)];case 1:return c=b.sent(),[2,this.fitBounding(c,a,d)]}})})};f.prototype._fitCameraToBounding=
+function(a,e){var c=e.extents().length(),b=a.getWidth(),g=d.Point3.subtract(a.getPosition(),a.getTarget()),k=g.length();b=c*k/b;e=e.center();g=d.Point3.add(e,g.normalize().scale(b));a.setTarget(e);a.setPosition(g);a.setWidth(c);a.setHeight(c)};f.prototype.fitBounding=function(a,e,c){void 0===e&&(e=d.DefaultTransitionDuration);void 0===c&&(c=this.getCamera());return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(a){this._fitCameraToBounding(c,a);if(0<e)return[2,this._setCameraPromise(c,
+e)];this.setCamera(c)}return[2]})})};f.prototype.setBackfacesVisible=function(a){this._backfacesVisible=a;this._engine.setBackFacesVisible(a);return Promise.resolve()};f.prototype.getBackfacesVisible=function(){return this._backfacesVisible};f.prototype.setDrawMode=function(a){this._setDrawMode(a);return Promise.resolve()};f.prototype._setDrawMode=function(a){this._drawMode=a;this._drawMode!==d.DrawMode.HiddenLine&&this.setBackgroundColor(this._backgroundColorTop,this._backgroundColorBottom);switch(a){case d.DrawMode.Wireframe:this._engine.setDrawMode(1);
+this._setLineVisibility(!0);this._setFaceVisibility(!1);break;case d.DrawMode.Shaded:this._engine.setDrawMode(1);this._setLineVisibility(!1);this._setFaceVisibility(!0);break;case d.DrawMode.WireframeOnShaded:this._engine.setDrawMode(1);this._setLineVisibility(!0);this._setFaceVisibility(!0);break;case d.DrawMode.HiddenLine:a=this._hiddenLineSettings.getBackgroundColor();this._setLineVisibility(!0);this._setFaceVisibility(!0);this._engine.enableHiddenLineRendering(this._hiddenLineSettings);this._engine.setBackgroundGradient(a,
+a);break;case d.DrawMode.XRay:this._engine.setDrawMode(3),this._setLineVisibility(!0),this._setFaceVisibility(!0)}};f.prototype.getDrawMode=function(){return this._drawMode};f.prototype.setAntiAliasingMode=function(a){this._setAntiAliasingMode(a);return Promise.resolve()};f.prototype._setAntiAliasingMode=function(a){this._antiAliasingMode=a;this._engine.setAntiAliasingMode(a)};f.prototype.getAntiAliasingMode=function(){return this._antiAliasingMode};f.prototype.getHiddenLineSettings=function(){return this._hiddenLineSettings};
+f.prototype.setAmbientOcclusionEnabled=function(a){void 0===a&&(a=!0);this._setAmbientOcclusionEnabled(a);return Promise.resolve()};f.prototype._setAmbientOcclusionEnabled=function(a){void 0===a&&(a=!0);this._ambientOcclusionEnabled=a;this._engine.setAmbientOcclusionEnabled(a)};f.prototype.getAmbientOcclusionEnabled=function(){return this._ambientOcclusionEnabled};f.prototype.setAmbientOcclusionRadius=function(a){this._setAmbientOcclusionRadius(a);return Promise.resolve()};f.prototype._setAmbientOcclusionRadius=
+function(a){this._ambientOcclusionRadius=a;this._engine.setAmbientOcclusionRadius(a)};f.prototype.getAmbientOcclusionRadius=function(){return this._ambientOcclusionRadius};f.prototype.setLightingEnabled=function(a){void 0===a&&(a=!0);this._setLightingEnabled(a);return Promise.resolve()};f.prototype._setLightingEnabled=function(a){void 0===a&&(a=!0);this._lightingEnabled=a;this._engine.setLightingEnabled(a)};f.prototype.getLightingEnabled=function(){return this._lightingEnabled};f.prototype.setTransparencyMode=
+function(a){this._engine.setTransparencyMode(a)};f.prototype.setXRayOpacity=function(a,d){this._setXRayOpacity(a,d);return Promise.resolve()};f.prototype._setXRayOpacity=function(a,d){this._engine.setXRayOpacity(a,d)};f.prototype.setXRayTransparencyMode=function(a){this._setXRayTransparencyMode(a);return Promise.resolve()};f.prototype._setXRayTransparencyMode=function(a){this._engine.setXRayTransparencyMode(a)};f.prototype.setXRayColor=function(a,e,c){void 0===c&&(c=d.XRayGroup.Selected);return this._engine.setXRayColor(c,
+a,e)};f.prototype.unsetXRayColor=function(a,e){void 0===e&&(e=d.XRayGroup.Selected);return this._engine.unsetXRayColor(e,a)};f.prototype.setPointSize=function(a,d){this._setPointSize(a,d);return Promise.resolve()};f.prototype._setPointSize=function(a,d){this._engine.setPointSize(a,d)};f.prototype.getPointSize=function(){return this._engine.getPointSize()};f.prototype.setPointShape=function(a){this._setPointShape(a);return Promise.resolve()};f.prototype._setPointShape=function(a){this._engine.setPointShape(a)};
+f.prototype.getPointShape=function(){return this._engine.getPointShape()};f.prototype.setEyeDomeLightingEnabled=function(a){void 0===a&&(a=!0);this._setEyeDomeLightingEnabled(a);return Promise.resolve()};f.prototype._setEyeDomeLightingEnabled=function(a){void 0===a&&(a=!0);this._engine.setEyeDomeLightingEnabled(a)};f.prototype.getEyeDomeLightingEnabled=function(){return this._engine.getEyeDomeLightingEnabled()};f.prototype.setEyeDomeLightingBlurSamples=function(a){this._setEyeDomeLightingBlurSamples(a);
+return Promise.resolve()};f.prototype._setEyeDomeLightingBlurSamples=function(a){this._engine.setEyeDomeLightingBlurSamples(a)};f.prototype.getEyeDomeLightingBlurSamples=function(){return this._engine.getEyeDomeLightingBlurSamples()};f.prototype.setEyeDomeLightingBlurInterval=function(a){this._setEyeDomeLightingBlurInterval(a);return Promise.resolve()};f.prototype._setEyeDomeLightingBlurInterval=function(a){this._engine.setEyeDomeLightingBlurInterval(a)};f.prototype.getEyeDomeLightingBlurInterval=
+function(){return this._engine.getEyeDomeLightingBlurInterval()};f.prototype.setEyeDomeLightingBlurEdgeDistance=function(a){this._setEyeDomeLightingBlurEdgeDistance(a);return Promise.resolve()};f.prototype._setEyeDomeLightingBlurEdgeDistance=function(a){this._engine.setEyeDomeLightingBlurEdgeDistance(a)};f.prototype.getEyeDomeLightingBlurEdgeDistance=function(){return this._engine.getEyeDomeLightingBlurEdgeDistance()};f.prototype.setEyeDomeLightingShadingEdgeDistance=function(a){this._setEyeDomeLightingShadingEdgeDistance(a);
+return Promise.resolve()};f.prototype._setEyeDomeLightingShadingEdgeDistance=function(a){this._engine.setEyeDomeLightingShadingEdgeDistance(a)};f.prototype.getEyeDomeLightingShadingEdgeDistance=function(){return this._engine.getEyeDomeLightingShadingEdgeDistance()};f.prototype.setEyeDomeLightingOpacity=function(a){this._setEyeDomeLightingOpacity(a);return Promise.resolve()};f.prototype._setEyeDomeLightingOpacity=function(a){this._engine.setEyeDomeLightingOpacity(a)};f.prototype.getEyeDomeLightingOpacity=
+function(){return this._engine.getEyeDomeLightingOpacity()};f.prototype.setBoundingCalculationIgnoresInvisible=function(a){this._boundingCalculationIgnoresInvisible=a};f.prototype.getBoundingCalculationIgnoresInvisible=function(){return this._boundingCalculationIgnoresInvisible};f.prototype.setDisplayIncompleteFrames=function(a){this._setDisplayIncompleteFrames(a);return Promise.resolve()};f.prototype._setDisplayIncompleteFrames=function(a){this._engine.setDisplayIncompleteFrames(a)};f.prototype.setInteractiveDrawDelay=
+function(a){this._setInteractiveDrawDelay(a);return Promise.resolve()};f.prototype._setInteractiveDrawDelay=function(a){this._engine.setInteractiveDrawDelay(a)};f.prototype.setInteractiveDrawLimitIncreaseEnabled=function(a){this._engine.setInteractiveDrawLimitIncreaseEnabled(a)};f.prototype.getInteractiveDrawLimitIncreaseEnabled=function(){return this._engine.getInteractiveDrawLimitIncreaseEnabled()};f.prototype.getNavCube=function(){return this._navCube};f.prototype.getAxisTriad=function(){return this._axisTriad};
+f.prototype._determineViewAxes=function(a){var e=a.getUp().normalize();a=d.Point3.subtract(a.getTarget(),a.getPosition()).normalize();e=d.Internal.majorAxis(e);a=d.Internal.majorAxis(a);null===e&&null===a?(e=new d.Point3(0,1,0),a=new d.Point3(0,0,1)):null===e?e=0===a.y?new d.Point3(0,1,0):new d.Point3(0,0,1):null===a&&(a=0===e.z?new d.Point3(0,0,1):new d.Point3(0,1,0));this._model.setViewAxes(a,e)};f.prototype.setAmbientLightColor=function(a){this._ambientLightColor=a;this._engine.setAmbientLightColor(a)};
+f.prototype.getAmbientLightColor=function(){return this._ambientLightColor};f.prototype.clearLights=function(){this._engine.clearLights()};f.prototype.addLight=function(a){return this._engine.addLight(a)};f.prototype.removeLight=function(a){this._engine.removeLight(a)};f.prototype.updateLight=function(a,d){this._engine.updateLight(a,d)};f.prototype.setBloomEnabled=function(a){void 0===a&&(a=!0);this._engine.setBloomEnabled(a);this._bloomEnabled=a};f.prototype.getBloomEnabled=function(){return this._bloomEnabled};
+f.prototype.setBloomThreshold=function(a){this._engine.setBloomThreshold(a);this._bloomThreshold=a};f.prototype.getBloomThreshold=function(){return this._bloomThreshold};f.prototype.setBloomThresholdRampWidth=function(a){this._engine.setBloomThresholdRampWidth(a);this._bloomThresholdRampWidth=a};f.prototype.getBloomThresholdRampWidth=function(){return this._bloomThresholdRampWidth};f.prototype.setBloomIntensityScale=function(a){this._engine.setBloomIntensityScale(a);this._bloomIntensityScale=a};f.prototype.getBloomIntensityScale=
+function(){return this._bloomIntensityScale};f.prototype.setBloomLayers=function(a){a=d.Internal.deepClone(a);for(var e=0;e<a.length;e++){var c=a[e];void 0===c.intensity&&(c.intensity=1);void 0===c.blurSamples&&(c.blurSamples=9);void 0===c.blurInterval&&(c.blurInterval=[1,d.BlurIntervalUnit.Pixels])}this._engine.setBloomLayers(a);this._bloomLayers=a};f.prototype.getBloomLayers=function(){return d.Internal.deepClone(this._bloomLayers)};f.prototype.startComparison=function(a,e,c){var b=this._model._getModelStructure();
+a=b.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);e=b.gatherInstanceIncsFromNodeIds(e,7,d.Internal.Tree.WalkRestriction.None);this._engine.startComparison(a,e,c)};f.prototype.endComparison=function(){this._engine.endComparison()};f.prototype.setSimpleShadowEnabled=function(a){void 0===a&&(a=!0);this._simpleShadowEnabled=a;this._engine.setSimpleShadowEnabled(a)};f.prototype.getSimpleShadowEnabled=function(){return this._simpleShadowEnabled};f.prototype.setSimpleShadowColor=
+function(a){this._simpleShadowColor=a.copy();this._engine.setSimpleShadowColor(a)};f.prototype.getSimpleShadowColor=function(){return this._simpleShadowColor.copy()};f.prototype.setSimpleShadowOpacity=function(a){this._simpleShadowOpacity=a;this._engine.setSimpleShadowOpacity(a)};f.prototype.getSimpleShadowOpacity=function(){return this._simpleShadowOpacity};f.prototype.setGroundPlane=function(a){this._groundPlane=__assign({},a);this._updateGroundPlane()};f.prototype._updateGroundPlane=function(a,
+e){if(this._groundPlane.followViewAxes&&(void 0!==a&&void 0!==e||this._model.viewAxesHaveBeenSet())){if(void 0===a||void 0===e)e=this._model.getViewAxes(),a=e.frontVector,e=e.upVector;a=a.copy().negate();var c=d.Point3.cross(e,a);a=d.Matrix.createFromBasis(a,c,e);e=new d.Point3(0,0,0);a.transform(this._groundPlane.normal,e);this._engine.setGroundPlane(e,this._groundPlane.position)}else this._engine.setGroundPlane(this._groundPlane.normal,this._groundPlane.position)};f.prototype.getGroundPlane=function(){return __assign({},
+this._groundPlane)};f.prototype.setSimpleShadowResolution=function(a){this._simpleShadowResolution=a;this._engine.setSimpleShadowResolution(a)};f.prototype.getSimpleShadowResolution=function(){return this._simpleShadowResolution};f.prototype.setSimpleShadowBlurSamples=function(a){this._simpleShadowBlurSamples=a;this._engine.setSimpleShadowBlurSamples(a)};f.prototype.getSimpleShadowBlurSamples=function(){return this._simpleShadowBlurSamples};f.prototype.setSimpleShadowBlurInterval=function(a){this._simpleShadowBlurInterval=
+a;this._engine.setSimpleShadowBlurInterval(a)};f.prototype.getSimpleShadowBlurInterval=function(){return this._simpleShadowBlurInterval};f.prototype.setSimpleShadowInteractiveUpdateEnabled=function(a){void 0===a&&(a=!0);this._simpleShadowInteractiveUpdateEnabled=a;this._engine.setSimpleShadowInteractiveUpdateEnabled(a)};f.prototype.getSimpleShadowInteractiveUpdateEnabled=function(){return this._simpleShadowInteractiveUpdateEnabled};f.prototype.setSilhouetteEnabled=function(a){void 0===a&&(a=!0);this._silhouetteEnabled=
+a;this._engine.setSilhouetteEnabled(a)};f.prototype.getSilhouetteEnabled=function(){return this._silhouetteEnabled};f.prototype.setSilhouetteColor=function(a){this._silhouetteColor=a.copy();this._engine.setSilhouetteColor(a)};f.prototype.getSilhouetteColor=function(){return this._silhouetteColor.copy()};f.prototype.setSilhouetteOpacity=function(a){this._silhouetteOpacity=a;this._engine.setSilhouetteOpacity(a)};f.prototype.getSilhouetteOpacity=function(){return this._silhouetteOpacity};f.prototype.setSilhouetteThreshold=
+function(a){this._silhouetteThreshold=a;this._engine.setSilhouetteThreshold(a)};f.prototype.getSilhouetteThreshold=function(){return this._silhouetteThreshold};f.prototype.setSilhouetteThresholdRampWidth=function(a){this._silhouetteThresholdRampWidth=a;this._engine.setSilhouetteThresholdRampWidth(a)};f.prototype.getSilhouetteThresholdRampWidth=function(){return this._silhouetteThresholdRampWidth};f.prototype.setHardEdgesEnabled=function(a){void 0===a&&(a=!0);this._hardEdgesEnabled=a;this._engine.setHardEdgesEnabled(a)};
+f.prototype.getHardEdgesEnabled=function(){return this._hardEdgesEnabled};f.prototype.setHardEdgeColor=function(a){this._hardEdgeColor=a.copy();this._engine.setHardEdgeColor(a)};f.prototype.getHardEdgeColor=function(){return this._hardEdgeColor.copy()};f.prototype.setHardEdgeOpacity=function(a){this._hardEdgeOpacity=a;this._engine.setHardEdgeOpacity(a)};f.prototype.getHardEdgeOpacity=function(){return this._hardEdgeOpacity};f.prototype.setHardEdgeThreshold=function(a){this._hardEdgeThreshold=a;this._engine.setHardEdgeThreshold(a)};
+f.prototype.getHardEdgeThreshold=function(){return this._hardEdgeThreshold};f.prototype.setHardEdgeThresholdRampWidth=function(a){this._hardEdgeThresholdRampWidth=a;this._engine.setHardEdgeThresholdRampWidth(a)};f.prototype.getHardEdgeThresholdRampWidth=function(){return this._hardEdgeThresholdRampWidth};f.prototype.setSimpleReflectionEnabled=function(a){void 0===a&&(a=!0);this._simpleReflectionEnabled=a;this._engine.setSimpleReflectionEnabled(a)};f.prototype.getSimpleReflectionEnabled=function(){return this._simpleReflectionEnabled};
+f.prototype.setSimpleReflectionBlurInterval=function(a,e){void 0===e&&(e=d.BlurIntervalUnit.Pixels);this._simpleReflectionBlurInterval=[a,e];this._engine.setSimpleReflectionBlurInterval(a,e)};f.prototype.getSimpleReflectionBlurInterval=function(){return[this._simpleReflectionBlurInterval[0],this._simpleReflectionBlurInterval[1]]};f.prototype.setSimpleReflectionBlurSamples=function(a){this._simpleReflectionBlurSamples=a;this._engine.setSimpleReflectionBlurSamples(a)};f.prototype.getSimpleReflectionBlurSamples=
+function(){return this._simpleReflectionBlurSamples};f.prototype.setSimpleReflectionFadeAngle=function(a){this._simpleReflectionFadeAngle=a;this._engine.setSimpleReflectionFadeAngle(a)};f.prototype.getSimpleReflectionFadeAngle=function(){return this._simpleReflectionFadeAngle};f.prototype.setSimpleReflectionOpacity=function(a){this._simpleReflectionOpacity=a;this._engine.setSimpleReflectionOpacity(a)};f.prototype.getSimpleReflectionOpacity=function(){return this._simpleReflectionOpacity};f.prototype.setSimpleReflectionAttenuation=
+function(a,e,c){void 0===c&&(c=d.SimpleReflectionAttenuationUnit.World);this._simpleReflectionAttenuation={nearDistance:a,farDistance:e,unit:c};this._engine.setSimpleReflectionAttenuation(a,e,c)};f.prototype.getSimpleReflectionAttenuation=function(){return __assign({},this._simpleReflectionAttenuation)};f.prototype.testPointVisibility=function(a){return this._engine.testPointVisibility(a)};f.prototype.setPointVisibilityTest=function(a){this._engine.setPointVisibilityTest(a)};__decorate([f.deprecated],
+f.prototype,"endVolumeSelection",null);__decorate([f.deprecated],f.prototype,"advanceVolumeSelection",null);return f}();d.View=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._callbackManager=new d.Internal.CallbackManager;this._interpolationManager=new d.Internal.InterpolationManager;this._streamingMode=d.StreamingMode.Interactive;this._rendererType=d.RendererType.Client;this._alreadyShutDown=!1;this._sceneReadyPromise=d.Util.OpenPromise.create();this._seenPriorityMetaDataSent=!1;this._params=__assign({},a);this._contextMenuActiveFlag=!1;if(void 0!==this._params.containerId){a=d.Internal.DomElements.createFromId(this._params.containerId);
+if(null===a)throw new d.ParseError("'containerId' is invalid");this._domElements=a}else if(void 0!==this._params.container)this._domElements=d.Internal.DomElements.createFromElement(this._params.container);else throw new d.ParseError("must supply 'container' or 'containerId'");this.operatorManager=new d.OperatorManager(this);this._eventDispatcher=new d.Internal.EventDispatcher(this._callbackManager,this.operatorManager);this._timeoutMonitor=new d.Internal.TimeoutMonitor(this._callbackManager);this._inputMonitor=
+new d.Internal.InputMonitor(this._eventDispatcher,this._timeoutMonitor);this._setInitialOptions(this._params);this._engine=new d.Internal.ScEngine(this._callbackManager,this._params);this._statistics=new d.Internal.Statistics(this._callbackManager,this);a=new d.NavCube(this);var c=new d.AxisTriad(this);this.model=new d.Model(this._engine,this._callbackManager);this.view=new d.View(this,this._engine,this._callbackManager,this._eventDispatcher,this._interpolationManager,this._statistics,a,c);this.cuttingManager=
+new d.CuttingManager(this,this.model,this._callbackManager,this._engine);a={disableAutomaticFitWorld:d.Internal.getWithDefault(this._params.disableAutomaticFitWorld,!1),markImplicitNodesOutOfHierarchy:d.Internal.getWithDefault(this._params._markImplicitNodesOutOfHierarchy,!0),streamingMode:d.Internal.getWithDefault(this._params.streamingMode,d.StreamingMode.Default)};this._modelStructure=d.Internal.Tree.ModelStructure.unsafeCreate(a,this._engine,this._callbackManager,this.cuttingManager,this.view,
+this.model,this._params._maxConcurrentAttachments||null);this.model._setModelStructure(this._modelStructure);this.measureManager=new d.MeasureManager(this,this._callbackManager);this.lineManager=new d.LineManager(this,this._callbackManager);this.explodeManager=new d.ExplodeManager(this.model,this._engine,this._callbackManager);this.overlayManager=new d.OverlayManager(this,this._engine);this.BCFManager=new d.BCFManager(this);this.selectionManager=new d.SelectionManager(this._callbackManager,this._engine,
+this.view,this.model,this._modelStructure);a=d.Internal.getWithDefault(this._params.disableAutomaticBackgroundSheets,!1);this.sheetManager=new d.SheetManager(this,this._engine,this._callbackManager,a);this.noteTextManager=new d.Markup.Note.NoteTextManager(this);this.markupManager=new d.MarkupManager(this._domElements,this.measureManager,this.lineManager,this._callbackManager,this.sheetManager,this.noteTextManager,this);this.view._setMarkupManager(this.markupManager);this._initEventDispatcher();var b=
+function(b){if(!e.sheetManager.isDrawingSheetActive()){e.model._setInstanceModifier(d.InstanceModifier.OverrideSceneVisibility,b,!0,6);for(var c=0;c<b.length;c++)e.model.setPmiColorOverride(!0,b[c])}},g=function(b){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return b?[4,Promise.all([this.view.setPointSize(.003,d.PointSizeUnit.ProportionOfBoundingDiagonal),this.view.setEyeDomeLightingEnabled(!0),this.view.setPointShape(d.PointShape.Disk)])]:
+[3,2];case 1:return c.sent(),[3,4];case 2:return[4,Promise.all([this.view.setPointSize(1,d.PointSizeUnit.ScreenPixels),this.view.setEyeDomeLightingEnabled(!1),this.view.setPointShape(d.PointShape.Square)])];case 3:c.sent(),c.label=4;case 4:return[2]}})})},k=function(b){return __awaiter(e,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return c=this.model.getModelFileTypeFromNode(b[0]),null===c||c===d.FileType.Unknown?[3,2]:[4,g(!1)];case 1:a.sent(),a.label=
+2;case 2:return[2]}})})},l=function(b){return __awaiter(e,void 0,void 0,function(){var c,a,g,e,k;return __generator(this,function(l){switch(l.label){case 0:c=[];if(this.model.getModelFileTypeFromNode(b[0])===d.FileType.Ifc)for(a=0,g=b;a<g.length;a++)e=g[a],k=this.model.registerIfcNodes(e),c.push(k);return[4,Promise.all(c)];case 1:return l.sent(),[2]}})})},f=function(b){var c=e.selectionManager.getSelectionFilter();b=e.model.getModelFileTypeFromNode(b[0])===d.FileType.Ifc;!c&&b?e.selectionManager.setSelectionFilter(d.SelectionManager.ifcSelectionFilter):
+c!==d.SelectionManager.ifcSelectionFilter||b||e.selectionManager.setSelectionFilter(null)};this.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){e.model.setPmiColor(d.Color.black());return[2]})})},_sessionStarted:function(){return g(!0)},_firstModelLoaded:function(c){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return e.model.setPmiColor(d.Color.black()),f(c),b([this.model.getAbsoluteRootNode()]),
+[4,Promise.all([l(c),k(c)])];case 1:return a.sent(),[2]}})})},_modelSwitched:function(c,a){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return f(a),b(a),[4,Promise.all([l(a),k(a)])];case 1:return c.sent(),[2]}})})},_subtreeLoaded:function(c){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return b(c),[4,l(c)];case 1:return a.sent(),[2]}})})},subtreeLoaded:function(b,c){e._callbackManager.trigger("modelLoaded",
+b,c)}})}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","WebViewer",d);return b.apply(this,c)};return c};f.prototype.setContextMenuStatus=function(a){this._contextMenuActiveFlag=a};f.prototype.getContextMenuStatus=function(){return this._contextMenuActiveFlag};f.prototype.deactivateSheets=function(){return this.sheetManager.deactivateSheets()};f.prototype.setActiveSheetId=function(a){return this.sheetManager.setActiveSheetId(a,
+!0,!0)};f.prototype.getActiveSheetId=function(){return this.sheetManager.getActiveSheetId()};f.prototype.getSheetIds=function(){return this.sheetManager.getSheetIds()};f.prototype.isDrawingSheetActive=function(){return this.sheetManager.isDrawingSheetActive()};f.prototype.setBackgroundSheetEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this.sheetManager.setBackgroundSheetEnabled(a)]})})};f.prototype.getBackgroundSheetEnabled=function(){return this.sheetManager.getBackgroundSheetEnabled()};
+f.prototype.setBackgroundSelectionEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this.sheetManager.setBackgroundSelectionEnabled(a)]})})};f.prototype.getBackgroundSelectionEnabled=function(){return this.sheetManager.getBackgroundSelectionEnabled()};f.prototype.setSheetColors=function(a,d,c){return this.sheetManager.setSheetColors(a,d,c)};f.prototype.getSheetBackgroundColor=function(){return this.sheetManager.getSheetBackgroundColor()};
+f.prototype.getSheetColor=function(){return this.sheetManager.getSheetColor()};f.prototype.getSheetShadowColor=function(){return this.sheetManager.getSheetShadowColor()};f.prototype.getCreationParameters=function(){return __assign({},this._params)};f.prototype._setInitialOptions=function(a){this._inputMonitor.setOptions(a);void 0!==a.streamingMode?this._streamingMode=a.streamingMode:a.streamingMode=this._streamingMode;void 0!==a.rendererType?this._rendererType=a.rendererType:a.rendererType=this._rendererType};
+f.prototype._initEventDispatcher=function(){var a=new d.Operator.CameraOrbitOperator(this),e=new d.Operator.CameraPanOperator(this),c=new d.Operator.CameraZoomOperator(this),b=new d.Operator.CameraNavigationOperator(this,a,e,c),g=new d.Operator.CameraWalkOperator(this),k=new d.Operator.CameraKeyboardWalkOperator(this),l=new d.Operator.CameraWalkModeOperator(this,g,k),f=new d.Operator.CameraTurntableOperator(this),m=new d.Operator.SelectionOperator(this,this.noteTextManager),p=new d.Operator.AreaSelectionOperator(this),
+h=new d.Operator.RayDrillSelectionOperator(this),r=new d.Operator.RedlineCircleOperator(this),u=new d.Operator.RedlineTextOperator(this),t=new d.Operator.RedlineRectangleOperator(this),v=new d.Operator.RedlinePolylineOperator(this),w=new d.Operator.MeasureEdgeLengthOperator(this,this.measureManager),z=new d.Operator.MeasureFaceFaceDistanceOperator(this,this.measureManager),x=new d.Operator.MeasurePointPointDistanceOperator(this,this.measureManager),y=new d.Operator.MeasureFaceFaceAngleOperator(this,
+this.measureManager),A=new d.Operator.NoteOperator(this,this.noteTextManager),B=new d.Operator.CuttingPlaneOperator(this,this.cuttingManager),D=new d.Operator.HandleOperator(this),C=new d.Operator.NavCubeOperator(this),E=new d.Operator.AxisTriadOperator(this);this.operatorManager._registerOperator(d.OperatorId.Navigate,b);this.operatorManager._registerOperator(d.OperatorId.Orbit,a);this.operatorManager._registerOperator(d.OperatorId.Pan,e);this.operatorManager._registerOperator(d.OperatorId.Zoom,
+c);this.operatorManager._registerOperator(d.OperatorId.Walk,g);this.operatorManager._registerOperator(d.OperatorId.KeyboardWalk,k);this.operatorManager._registerOperator(d.OperatorId.WalkMode,l);this.operatorManager._registerOperator(d.OperatorId.Turntable,f);this.operatorManager._registerOperator(d.OperatorId.Select,m);this.operatorManager._registerOperator(d.OperatorId.AreaSelect,p);this.operatorManager._registerOperator(d.OperatorId.RayDrillSelect,h);this.operatorManager._registerOperator(d.OperatorId.RedlineCircle,
+r);this.operatorManager._registerOperator(d.OperatorId.RedlineText,u);this.operatorManager._registerOperator(d.OperatorId.RedlineRectangle,t);this.operatorManager._registerOperator(d.OperatorId.RedlinePolyline,v);this.operatorManager._registerOperator(d.OperatorId.MeasureEdgeLength,w);this.operatorManager._registerOperator(d.OperatorId.MeasureFaceFaceDistance,z);this.operatorManager._registerOperator(d.OperatorId.MeasurePointPointDistance,x);this.operatorManager._registerOperator(d.OperatorId.MeasureFaceFaceAngle,
+y);this.operatorManager._registerOperator(d.OperatorId.Note,A);this.operatorManager._registerOperator(d.OperatorId.Cutting,B);this.operatorManager._registerOperator(d.OperatorId.Handle,D);this.operatorManager._registerOperator(d.OperatorId.NavCube,C);this.operatorManager._registerOperator(d.OperatorId.AxisTriad,E);b.setBimNavigationEnabled(!1);w.addMapping(d.Button.Left);z.addMapping(d.Button.Left);x.addMapping(d.Button.Left);x.addMapping(d.Button.Left,d.KeyModifiers.Alt);y.addMapping(d.Button.Left);
+B.addMapping(d.Button.Left);p.addMapping(d.Button.Left);p.addMapping(d.Button.Left,d.KeyModifiers.Control);this.operatorManager.set(d.OperatorId.Navigate,0);this.operatorManager.set(d.OperatorId.Select,1);this.operatorManager.push(d.OperatorId.Cutting);this.operatorManager.push(d.OperatorId.Handle);this.operatorManager.push(d.OperatorId.NavCube);this.operatorManager.push(d.OperatorId.AxisTriad)};f.prototype.getViewerVersionString=function(){return f.VIEWER_VERSION_STRING};f.prototype.getFormatVersionString=
+function(){return this._engine.getVersionString()};f.prototype.getView=function(){return this.view};f.prototype.getModel=function(){return this.model};f.prototype.getOverlayManager=function(){return this.overlayManager};f.prototype.getMeasureManager=function(){return this.measureManager};f.prototype.getLineManager=function(){return this.lineManager};f.prototype.getCuttingManager=function(){return this.cuttingManager};f.prototype.getMarkupManager=function(){return this.markupManager};f.prototype.getSelectionManager=
+function(){return this.selectionManager};f.prototype.getExplodeManager=function(){return this.explodeManager};f.prototype.getOperatorManager=function(){return this.operatorManager};f.prototype._getNoteTextManager=function(){return this.noteTextManager};f.prototype.start=function(){var a=this,d=this._domElements.getCanvasContainerElement();return this._engine.start(d,{enginePath:this._params.enginePath,engineReady:function(c){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+c];case 1:return b.sent(),[4,this._modelStructure.waitForReady()];case 2:return b.sent(),[4,this._scEngineReady()];case 3:return b.sent(),[2]}})})},sceneReady:function(){a._sceneReady()},renderComplete:function(){a._renderComplete()},streamingActivated:function(){a._streamingActivated()},streamingDeactivated:function(){a._streamingDeactivated()},priorityMetaDataSent:function(c,b){a._priorityMetaDataSent(c,b)}})};f.prototype.registerCustomOperator=function(a){return this.operatorManager.registerCustomOperator(a)};
+f.prototype.unregisterCustomOperator=function(a){this.operatorManager.unregisterCustomOperator(a)};f.prototype.focusInput=function(a){this._inputMonitor.focusInput(a)};f.prototype.setCallbacks=function(a){this._callbackManager.bind(a)};f.prototype.unsetCallbacks=function(a){this._callbackManager.unbind(a)};f.prototype.resizeCanvas=function(){this._alreadyShutDown||(this._engine.resize(),this._inputMonitor.elementResize())};f.prototype.moveToWindow=function(a){this._inputMonitor.setDocument(a.document)};
+f.prototype.redraw=function(a){var d=this;if(a){var c=function(){d._callbackManager.unbind({_drawComplete:c});a()};this._callbackManager.bind({_drawComplete:c})}this._engine.redraw()};f.prototype.selectPart=function(a,e){void 0===e&&(e=d.SelectionMode.Set);return this.selectionManager.selectNode(a,e)};f.prototype.trigger=function(a){for(var d=[],c=1;c<arguments.length;c++)d[c-1]=arguments[c];this._callbackManager.unsafeTrigger(a,d)};f.prototype.triggerEvent=function(a,d){this._callbackManager.unsafeTrigger(a,
+d)};f.prototype._getCallbackManager=function(){return this._callbackManager};f.prototype._setStreamIdleMarker=function(){return this._engine.setStreamIdleMarker()};f.prototype.getStatistics=function(a){void 0===a&&(a=!1);return this._engine.getStatistics(a)};f.prototype.setMinimumFramerate=function(a){this._setMinimumFramerate(a);return Promise.resolve()};f.prototype._setMinimumFramerate=function(a){this._engine.setMinimumFramerate(a)};f.prototype.getMinimumFramerate=function(){return this._engine.getMinimumFramerate()};
+f.prototype.setServerRenderQuality=function(a,d,c,b){return this._engine.setServerRenderQuality(a,d,c,b)};f.prototype.getStreamingMode=function(){return this._streamingMode};f.prototype.getRendererType=function(){return this._engine.getRendererType()};f.prototype.getViewElement=function(){return this._domElements.getCanvasContainerElement()};f.prototype.shutdown=function(){this._alreadyShutDown||(console.assert(this._modelStructure.isReady()),this._callbackManager.trigger("_shutdownBegin"),this.operatorManager._shutdown(),
+this._inputMonitor.shutdown(),this.markupManager._shutdown(),this._timeoutMonitor.shutdown(),this._modelStructure.shutdown(),this._domElements.shutdown(),this._engine.shutdown(),this._alreadyShutDown=!0)};f.prototype.setClientTimeout=function(a,d){return this._timeoutMonitor.setTimeoutDurations(a,d)};f.prototype.resetClientTimeout=function(){this._timeoutMonitor.resetTimeout()};f.prototype.pauseRendering=function(a){this._pauseRendering(a);return Promise.resolve()};f.prototype._pauseRendering=function(a){this._engine.pauseRendering(a)};
+f.prototype.resumeRendering=function(){this._resumeRendering();return Promise.resolve()};f.prototype._resumeRendering=function(){this._engine.resumeRendering()};f.prototype.delayCapping=function(){this.cuttingManager.delayCapping()};f.prototype.reset=function(a){void 0===a&&(a=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return(d=null!==this.model.getDefaultCadConfiguration())?[4,this._modelStructure.cadConfigurationsEnabled()]:
+[3,2];case 1:d=c.sent(),c.label=2;case 2:return d?[4,this.model.activateDefaultCadConfiguration()]:[3,4];case 3:return c.sent(),[3,7];case 4:return[4,this.model.reset()];case 5:return c.sent(),this.sheetManager.isDrawingSheetActive()?[3,7]:[4,this.view.resetCamera(a)];case 6:c.sent(),c.label=7;case 7:return[2]}})})};f.prototype.closeConnection=function(){this.view.setCamera(this.view.getCamera());this._engine.disconnectNetwork();this._timeoutMonitor.shutdown()};f.prototype.setAllowHighDpi=function(a){this._engine.setAllowHighDpi(a)};
+f.prototype.setAllowHighDPI=function(a){this.setAllowHighDpi(a)};f.prototype.getAllowHighDpi=function(){return this._engine.getAllowHighDpi()};f.prototype.getAllowHighDPI=function(){return this.getAllowHighDpi()};f.prototype.takeSnapshot=function(a){var e=this;void 0===a&&(a=new d.SnapshotConfig);var c=d.Util.OpenPromise.create(),b=new d.Internal.Snapshot(this._domElements,a),g=this._domElements.getCanvasContainerElement(),k=this._domElements.getRedlineElement(),l=0<a.width&&0<a.height;if(l){var f=
+a.width/g.clientWidth*100+"%";a=a.height/g.clientHeight*100+"%";g.style.width=f;g.style.height=a;k.style.width=f;k.style.height=a}var m=this.getAllowHighDpi();this._engine.setAllowHighDpi(!1);this._engine.resize();this.redraw(function(){return __awaiter(e,void 0,void 0,function(){var a;return __generator(this,function(d){switch(d.label){case 0:return[4,b.capture(g)];case 1:return a=d.sent(),l&&(g.style.width="100%",g.style.height="100%",k.style.width="100%",k.style.height="100%"),this._engine.setAllowHighDpi(m),
+this._engine.resize(),c.resolve(a),[2]}})})});return c};f.prototype.fitWorld=function(a){void 0===a&&(a=d.DefaultTransitionDuration);return this.view.fitWorld(a)};f.prototype.setViewOrientation=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this.view.setViewOrientation(a,e)];case 1:return c.sent(),this._eventDispatcher.injectViewOrientationChangeEvent(),[2]}})})};f.prototype._scEngineReady=
+function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b,g,k;return __generator(this,function(l){switch(l.label){case 0:console.assert(this._modelStructure.isReady()),a=this.model.getAbsoluteRootNode(),e=this._engine.getSessionType(),l.label=1;case 1:return l.trys.push([1,,17,18]),this.cuttingManager._init(),[4,this._sceneReadyPromise];case 2:return l.sent(),[4,this._callbackManager.promiseTrigger("_assemblyTreeReady","assemblyTreeReady")];case 3:l.sent(),c="",l.label=4;case 4:l.trys.push([4,
+15,,16]);b=new d.LoadSubtreeConfig;b._allowSubtreeLoadedCallback=!1;if(1!==e)return[3,8];c=this._engine.getNetworkModelName();return c!==d.EmptyModelName?[3,5]:[3,7];case 5:return[4,this.model.loadSubtreeFromModel(a,c,b)];case 6:l.sent(),l.label=7;case 7:return[3,14];case 8:if(2!==e)return[3,13];this._timeoutMonitor.shutdown();g=this._engine.getScsInfo();return"string"!==typeof g?[3,10]:[4,this.model.loadSubtreeFromScsFile(a,g,b)];case 9:return l.sent(),[3,12];case 10:return null===g?[3,12]:[4,this.model.loadSubtreeFromScsBuffer(a,
+g,b)];case 11:return l.sent(),[3,12];case 12:return[3,14];case 13:throw new d.InternalLogicError;case 14:return[3,16];case 15:throw k=l.sent(),this._callbackManager.trigger("modelLoadFailure",c,""+k,k),k;case 16:return[3,18];case 17:return console.assert(this._modelStructure.isReady()),[2,this._callbackManager.promiseTrigger("_modelStructureReady","modelStructureReady")];case 18:return[2]}})})};f.prototype._sceneReady=function(){var a=this;this._inputMonitor.bindEvents(this._domElements.getCanvasContainerElement());
+this.selectionManager._init();this._callbackManager.bind({_timeout:function(){a.shutdown()}});this._callbackManager.trigger("sceneReady");this._sceneReadyPromise&&this._sceneReadyPromise.resolve()};f.prototype._priorityMetaDataSent=function(a,e){this._callbackManager.trigger("_priorityMetaDataSent",a,e);if(!this._seenPriorityMetaDataSent){if(0!==a||0!==e)throw new d.InternalLogicError;this._seenPriorityMetaDataSent=!0;this._callbackManager.trigger("_attached",0)}};f.prototype._renderComplete=function(){this.markupManager._update()};
+f.prototype._streamingActivated=function(){this._callbackManager.trigger("streamingActivated")};f.prototype._streamingDeactivated=function(){this._callbackManager.trigger("streamingDeactivated")};f.prototype.setStreamCutoffScale=function(a){this._setStreamCutoffScale(a);return Promise.resolve()};f.prototype._setStreamCutoffScale=function(a){this._engine.setStreamCutoffScale(a)};f.prototype.getStreamCutoffScale=function(){return this._engine.getStreamCutoffScale()};f.prototype._loseWebGlContext=function(){return this._engine.loseWebGlContext()};
+f.prototype._getScEngine=function(){return this._engine};f.prototype._debug_log=function(a){return this._engine.debug_log(a)};f.prototype._debug_stateFailure=function(a){return this._engine.debug_stateFailure(a)};f.prototype._debug_sync=function(){return this._engine.debug_sync()};f.prototype.exportToSvg=function(a){void 0===a&&(a=new d.SvgConfig);return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return[4,this.cuttingManager._setStandinGeometryVisible(!1)];
+case 1:c.sent(),c.label=2;case 2:return c.trys.push([2,,5,7]),[4,this.waitForIdle({redraw:!1})];case 3:return c.sent(),[4,this._engine.exportToSvg(a)];case 4:return d=c.sent(),[3,7];case 5:return[4,this.cuttingManager._setStandinGeometryVisible(!0)];case 6:return c.sent(),[7];case 7:return[2,d]}})})};f.prototype.waitForIdle=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:return this._alreadyShutDown?[2]:[4,this._setStreamIdleMarker()];
+case 1:return g.sent(),e=[],this.cuttingManager.hasActiveCuttingSection()?[4,this.cuttingManager.enableCappingIdleCallback(!0)]:[3,3];case 2:(c=g.sent())||e.push(this.cuttingManager.waitForCappingIdle()),g.label=3;case 3:return e.push(this._engine.waitForImageDecoding()),[4,Promise.all(e)];case 4:g.sent();if(!a||!1===a.redraw)return[3,6];b=d.Util.OpenPromise.create();this.redraw(function(){b.resolve()});return[4,b];case 5:g.sent(),g.label=6;case 6:return[2]}})})};f.prototype.startSheetComparison=
+function(a,d,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.sheetManager.startComparison(a,d,c)];case 1:return b.sent(),[2]}})})};f.prototype.endSheetComparison=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.sheetManager.endComparison()];case 1:return a.sent(),[2]}})})};f.BUILD_ID="b9b36e1";f.VIEWER_VERSION_STRING="8.3 Build "+f.BUILD_ID;__decorate([f.deprecated],
+f.prototype,"deactivateSheets",null);__decorate([f.deprecated],f.prototype,"setActiveSheetId",null);__decorate([f.deprecated],f.prototype,"getActiveSheetId",null);__decorate([f.deprecated],f.prototype,"getSheetIds",null);__decorate([f.deprecated],f.prototype,"isDrawingSheetActive",null);__decorate([f.deprecated],f.prototype,"setBackgroundSheetEnabled",null);__decorate([f.deprecated],f.prototype,"getBackgroundSheetEnabled",null);__decorate([f.deprecated],f.prototype,"setBackgroundSelectionEnabled",
+null);__decorate([f.deprecated],f.prototype,"getBackgroundSelectionEnabled",null);__decorate([f.deprecated],f.prototype,"setSheetColors",null);__decorate([f.deprecated],f.prototype,"getSheetBackgroundColor",null);__decorate([f.deprecated],f.prototype,"getSheetColor",null);__decorate([f.deprecated],f.prototype,"getSheetShadowColor",null);__decorate([f.deprecated],f.prototype,"getView",null);__decorate([f.deprecated],f.prototype,"getModel",null);__decorate([f.deprecated],f.prototype,"getOverlayManager",
+null);__decorate([f.deprecated],f.prototype,"getMeasureManager",null);__decorate([f.deprecated],f.prototype,"getLineManager",null);__decorate([f.deprecated],f.prototype,"getCuttingManager",null);__decorate([f.deprecated],f.prototype,"getMarkupManager",null);__decorate([f.deprecated],f.prototype,"getSelectionManager",null);__decorate([f.deprecated],f.prototype,"getExplodeManager",null);__decorate([f.deprecated],f.prototype,"getOperatorManager",null);__decorate([f.deprecated],f.prototype,"setAllowHighDPI",
+null);__decorate([f.deprecated],f.prototype,"getAllowHighDPI",null);__decorate([f.deprecated],f.prototype,"startSheetComparison",null);__decorate([f.deprecated],f.prototype,"endSheetComparison",null);return f}();d.WebViewer=h})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(c){for(var b=2*Math.PI/c,a=[],d=0;d<c;d++){var e=d*b,f=Math.sin(e);a.push(Math.cos(e));a.push(f)}return a}function a(c,b,a,e){void 0===e&&(e=1);var g=d.Point3.cross(a,new d.Point3(0,1,0));.001>g.length()&&(g=d.Point3.cross(a,new d.Point3(0,0,1)));a=d.Point3.cross(g,a);for(var k=2*Math.PI/c,f=[],p=0;p<c;p++){var h=p*k,r=Math.sin(h);h=Math.cos(h);r=g.copy().scale(r).add(a.copy().scale(h)).scale(e).add(b);f.push(r)}return f}function e(c,b,a,e,l){for(var g=[],k=[],
+f=0;f<a.length;f++){var h=(f+1)%a.length;g.push(a[f]);g.push(a[h]);g.push(e[f]);g.push(a[h]);g.push(e[h]);g.push(e[f]);k.push(d.Point3.subtract(a[f],c));k.push(d.Point3.subtract(a[h],c));k.push(d.Point3.subtract(e[f],b));k.push(d.Point3.subtract(a[h],c));k.push(d.Point3.subtract(e[h],b));k.push(d.Point3.subtract(e[f],b))}if(l)for(c=d.Point3.subtract(c,b),b=0;b<k.length;b++)k[b].add(c).normalize();return[g,k]}h.generateSphereMeshData=function(){var c=(1+Math.sqrt(5))/2,b=Math.sqrt(10+2*Math.sqrt(5))/
+(4*c),a=b/2;c=b/(2*c);var e=[];e[0]=new d.Point3(-c,a,0);e[1]=new d.Point3(c,a,0);e[2]=new d.Point3(-c,-a,0);e[3]=new d.Point3(c,-a,0);e[4]=new d.Point3(0,-c,a);e[5]=new d.Point3(0,c,a);e[6]=new d.Point3(0,-c,-a);e[7]=new d.Point3(0,c,-a);e[8]=new d.Point3(a,0,-c);e[9]=new d.Point3(a,0,c);e[10]=new d.Point3(-a,0,-c);e[11]=new d.Point3(-a,0,c);for(a=0;a<e.length;a++)e[a].normalize();var l=[[0,11,5],[0,5,1],[0,1,7],[0,7,10],[0,10,11],[1,5,9],[5,11,4],[11,10,2],[10,7,6],[7,1,8],[3,9,4],[3,4,2],[3,2,
+6],[3,6,8],[3,8,9],[4,9,5],[2,4,11],[6,2,10],[8,6,7],[9,8,1]],f=12;a=function(b){var c=[];l.map(function(b){var a=e[b[0]],g=e[b[1]],k=e[b[2]];e[f++]=(new d.Point3(a.x+g.x,a.y+g.y,a.z+g.z)).scale(.5).normalize();e[f++]=(new d.Point3(g.x+k.x,g.y+k.y,g.z+k.z)).scale(.5).normalize();e[f++]=(new d.Point3(k.x+a.x,k.y+a.y,k.z+a.z)).scale(.5).normalize();c.push([b[0],f-3,f-1]);c.push([f-3,f-2,f-1]);c.push([f-3,b[1],f-2]);c.push([f-2,b[2],f-1])});l=c};for(c=0;2>c;c++)a(c);a=[];c=[];b=0;for(var m=l;b<m.length;b++)for(var h=
+m[b],q=0;3>q;q++){var r=h[q];a.push(e[r].x);a.push(e[r].y);a.push(e[r].z);r=e[r].normalize();c.push(r.x);c.push(r.y);c.push(r.z)}b=new d.MeshData;b.addFaces(a,c);b.setFaceWinding(d.FaceWinding.CounterClockwise);return b};h.generateConeCylinderMeshData=function(c,b,g,k,l,n){var m=new d.Matrix,h,q=g+n,r=f(b);for(h=0;h<r.length;h++)r[h]*=k;l=new d.Point3(0,q+l,0);h=new d.Point3(0,q,0);var u=m.transform(l),t=m.transform(h);l=[];var v=[];for(h=0;h<r.length;h+=2){var w=r[h],z=r[h+1],x=(h+2)%r.length,y=
+r[x],A=r[x+1],B=r[h],D=r[h+1],C=r[x];x=r[x+1];var E=new d.Point3(w,q,z),F=new d.Point3(y,q,A);E=m.transform(E);F=m.transform(F);l.push(u);l.push(E);l.push(F);F=new d.Point3(0,1,0);B=new d.Point3(B,0,D);C=new d.Point3(C,0,x);D=m.transform(F);B=m.transform(B);C=m.transform(C);v.push(D);v.push(B);v.push(C);w=new d.Point3(w,q,z);y=new d.Point3(y,q,A);A=m.transform(w);y=m.transform(y);l.push(t);l.push(y);l.push(A);y=new d.Point3(0,-1,0);y=m.transform(y);v.push(y);v.push(y);v.push(y)}q=[];r=[];for(h=0;h<
+l.length;h++)u=l[h],q.push(u.x),q.push(u.y),q.push(u.z),u=v[h],r.push(u.x),r.push(u.y),r.push(u.z);h=[q,r];l=[];v=[];r=f(b);for(q=0;q<r.length;q++)r[q]*=c;u=[];t=[];for(q=0;q<r.length;q+=2){y=r[q];A=r[q+1];x=(q+2)%r.length;w=r[x];z=r[x+1];C=r[q];B=r[q+1];D=r[x];x=r[x+1];u[0]=new d.Point3(y,g,A);u[1]=new d.Point3(y,0,A);u[2]=new d.Point3(w,0,z);u[3]=new d.Point3(w,0,z);u[4]=new d.Point3(w,g,z);u[5]=new d.Point3(y,g,A);t[0]=new d.Point3(C,0,B);t[1]=new d.Point3(C,0,B);t[2]=new d.Point3(D,0,x);t[3]=
+new d.Point3(D,0,x);t[4]=new d.Point3(D,0,x);t[5]=new d.Point3(C,0,B);for(C=0;C<u.length;C++)B=m.transform(u[C]),l.push(B),B=m.transform(t[C]),v.push(B);u[0]=new d.Point3(w,0,z);u[1]=new d.Point3(y,0,A);u[2]=d.Point3.zero();t[0]=new d.Point3(0,-1,0);t[1]=new d.Point3(0,-1,0);t[2]=new d.Point3(0,-1,0);for(C=0;3>C;C++)B=m.transform(u[C]),l.push(B),B=m.transform(t[C]),v.push(B)}m=[];r=[];for(q=0;q<l.length;q++)u=l[q],m.push(u.x),m.push(u.y),m.push(u.z),u=v[q],r.push(u.x),r.push(u.y),r.push(u.z);m=[m,
+r];l=new d.Point3(0,0,g);g=new d.Point3(0,0,g+n);n=new d.Point3(0,0,1);c=a(b,l,n,c);b=a(b,g,n,k);b=e(l,g,c,b,!0);k=[];c=[];for(g=0;g<b[0].length;g++)k.push(b[0][g].x),k.push(b[0][g].z),k.push(b[0][g].y),c.push(b[1][g].x),c.push(b[1][g].z),c.push(b[1][g].y);k=[k,c];b=h[0].concat(m[0]).concat(k[0]);k=h[1].concat(m[1]).concat(k[1]);c=new d.MeshData;c.setFaceWinding(d.FaceWinding.Clockwise);c.addFaces(b,k);return c};h.createCylinderMeshDataFromArc=function(c,b,g,k){for(var f=[],n=[],m,h=0;h<c.length-
+3;h+=3){var q=new d.Point3(c[h],c[h+1],c[h+2]),r=new d.Point3(c[h+3],c[h+4],c[h+5]),u=a(g,q,b,k),t=a(g,r,b,k);m=e(q,r,u,t,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1])}q=c.length;h=new d.Point3(c[q-3],c[q-2],c[q-1]);t=h.copy().subtract(new d.Point3(c[q-6],c[q-5],c[q-4])).normalize();q=a(2*g,h,b,k);r=h.copy().add(t.copy().scale(2/3));u=a(2*g,r,b,2*k);t=r.copy().add(t.copy().scale(2));m=e(h,r,q,u,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1]);for(h=
+0;h<q.length;h++)m=(h+1)%q.length,f.push(t),f.push(u[h]),f.push(u[m]),m=u[h].copy().subtract(r).normalize().add(t.copy().normalize()).normalize(),n.push(m),n.push(m),n.push(m);h=new d.Point3(c[0],c[1],c[2]);t=h.copy().subtract(new d.Point3(c[3],c[4],c[5])).normalize();q=a(2*g,h,b,k);r=h.copy().add(t.copy().scale(2/3));u=a(2*g,r,b,2*k);t=r.copy().add(t.copy().scale(2));m=e(r,h,u,q,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1]);for(h=0;h<q.length;h++)m=(h+1)%q.length,f.push(t),
+f.push(u[m]),f.push(u[h]),m=u[h].copy().subtract(r).normalize().add(t.copy().normalize()).normalize(),n.push(m),n.push(m),n.push(m);c=[];b=[];for(h=0;h<f.length;h++)g=f[h],c.push(g.x),c.push(g.y),c.push(g.z),m=n[h],b.push(m.x),b.push(m.y),b.push(m.z);f=new d.MeshData;f.setFaceWinding(d.FaceWinding.CounterClockwise);f.addFaces(c,b);return f}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c){this._mode=a;this._impl=new d.Internal.IncrementalSelectionImpl(c)}a.create=function(d,c){return new a(d,c)};a.prototype.performSelection=function(a,c,b){var d=this._impl.viewer;"View"===this._mode?(d=d.view,void 0===b&&(b=[])):(h.TypeAssert(this._mode),d=d.selectionManager);void 0===c&&(c=null);return this._impl.performSelection(d,a,c,b)};a.prototype.isIdle=function(){return this._impl.isIdle()};a.prototype.waitForIdle=function(){return this._impl.waitForIdle()};
+a.prototype.stopSelection=function(){return this._impl.stopSelection()};a.prototype.clearSelection=function(){return this._impl.clearSelection()};return a}();h.IncrementalSelection=f;(function(a){a.isScreenByAreaConfig=function(a){return"areaCssMin"in a};a.isRayDrillConfig=function(a){return"rayCssBoxRadius"in a};a.isConvexPolyhedronConfig=function(a){return"volumePlanes"in a};a.isSphereConfig=function(a){return"sphereRadius"in a}})(f=h.IncrementalSelection||(h.IncrementalSelection={}))})(d.Util||
+(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._killHandles=[];this._activeSelectionCount=0;this._inactivityPromise=null;this.viewer=a}a.prototype.isIdle=function(){return 0===this._activeSelectionCount};a.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){if(0===this._activeSelectionCount)return console.assert(null===this._inactivityPromise),[2,Promise.resolve()];null===this._inactivityPromise&&(this._inactivityPromise=
+h.OpenPromise.create());return[2,this._inactivityPromise]})})};a.prototype.stopSelection=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b,g;return __generator(this,function(e){console.assert(this._killHandles.length===this._activeSelectionCount);a=[];c=0;for(b=this._killHandles;c<b.length;c++)g=b[c],a.push(g());return[2,d.Util.waitForAll(a)]})})};a.prototype.clearSelection=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return a=
+this.viewer.selectionManager,a.clear(),[4,this.stopSelection()];case 1:return c.sent(),a.clear(),[2]}})})};a.prototype._advanceBySelectionManager=function(a,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(d){b=this.viewer.selectionManager;return[2,b.advanceIncrementalSelection(a,c)]})})};a.prototype._advanceByView=function(a,c,b){return __awaiter(this,void 0,void 0,function(){var d,e,f,n,m,h;return __generator(this,function(g){switch(g.label){case 0:return d=
+this.viewer.view,[4,d.advanceIncrementalSelection(a)];case 1:return e=g.sent(),null===e?[2,!1]:c?[4,Promise.all(e.map(c))]:[3,3];case 2:f=g.sent(),e=e.filter(function(b,c){return f[c]}),g.label=3;case 3:n=0;for(m=e;n<m.length;n++)h=m[n],b.push(h);return[2,!0]}})})};a.prototype._wrapBeginSelection=function(a,c){return d.Util.IncrementalSelection.isScreenByAreaConfig(c)?a.beginScreenSelectByArea(c.areaCssMin,c.areaCssMax,c.pickConfig):d.Util.IncrementalSelection.isRayDrillConfig(c)?a.beginRayDrillSelection(c.rayCssOrigin,
+c.rayCssBoxRadius,c.pickConfig):d.Util.IncrementalSelection.isConvexPolyhedronConfig(c)?a.beginConvexPolyhedronSelection(c.volumePlanes,c.heuristicOrigin,c.pickConfig):d.Util.IncrementalSelection.isSphereConfig(c)?a.beginSphereSelection(c.sphereCenter,c.sphereRadius,c.pickConfig):d.Util.TypeAssertNever(c)};a.prototype.performSelection=function(a,c,b,d){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return void 0!==d?[3,1]:[2,this._performSelection(a,
+c,b,null)];case 1:return[4,this._performSelection(a,c,b,d)];case 2:return g.sent(),[2,d]}})})};a.prototype._performSelection=function(a,c,b,g){return __awaiter(this,void 0,void 0,function(){var e,f,n,m,p,q,r,u,t=this;return __generator(this,function(k){switch(k.label){case 0:e=this._wrapBeginSelection(a,c);if(null===e)return[2];++this._activeSelectionCount;f=this.viewer.selectionManager;n=null===g;m=!1;p=h.Lazy.create(function(){return __awaiter(t,void 0,void 0,function(){var b,c;return __generator(this,
+function(a){switch(a.label){case 0:m=!0,a.label=1;case 1:return a.trys.push([1,,7,8]),[4,e];case 2:return b=a.sent(),n?[4,f.endIncrementalSelection(b)]:[3,4];case 3:return a.sent(),[3,6];case 4:return[4,this.viewer.view.endIncrementalSelection(b)];case 5:a.sent(),a.label=6;case 6:return[3,8];case 7:return c=this._killHandles.indexOf(q),console.assert(0<=c),this._killHandles.splice(c,1),--this._activeSelectionCount,0===this._activeSelectionCount&&null!==this._inactivityPromise&&(this._inactivityPromise.resolve(),
+this._inactivityPromise=null),[7];case 8:return[2]}})})});q=function(){return p.get()};this._killHandles.push(q);k.label=1;case 1:return k.trys.push([1,,11,13]),[4,e];case 2:r=k.sent(),u=!0,k.label=3;case 3:return!u||m?[3,10]:n?[4,this._advanceBySelectionManager(r,b)]:[3,5];case 4:return u=k.sent(),[3,7];case 5:return[4,this._advanceByView(r,b,g)];case 6:u=k.sent(),k.label=7;case 7:return!u||m?[3,9]:[4,d.Util.sleep(1)];case 8:k.sent(),k.label=9;case 9:return[3,3];case 10:return[3,13];case 11:return[4,
+q()];case 12:return k.sent(),[7];case 13:return[2]}})})};return a}();h.IncrementalSelectionImpl=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this.diffuseColor=[1,1,1,1]}a.prototype.setDiffuseTransparency=function(a){this.diffuseColor[3]=a};a.prototype.setDiffuseColor=function(a){a.toFloatArray(this.diffuseColor)};a.prototype.setDiffuseColorFromArray=function(a){this.diffuseColor[0]=a[0];this.diffuseColor[1]=a[1];this.diffuseColor[2]=a[2]};a.prototype.hash=function(){return this.diffuseColor.join(",")};return a}();d.MaterialInfo=f;f=function(){function a(a){this._materials=new Map;
+this._engine=a}a.prototype.getOrCreateMaterial=function(a){var c=this,b=a.hash(),d=this._materials.get(b);if(void 0!==d)return d;d=this._engine.createMaterial().then(function(b){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this._engine.setDiffuseColor(b,a.diffuseColor)];case 1:return c.sent(),[2,b]}})})});this._materials.set(b,d);return d};return a}();d.ScMaterialCache=f;f=function(){function a(a){this._engine=a}a.prototype.getIdentityInc=
+function(){return this._identityInc};a.prototype.init=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return[4,this._engine.createIdentityMatrix()];case 1:return this._identityInc=a=c.sent(),[2]}})})};return a}();d.ScMatrixCache=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(b,c,a){if(b.selectionMask===d.SelectionMask.None)throw new d.CommunicatorError("selectionMask is None");return __assign({},b,{cullSuboptimalEntities:c,enableOcclusionChecks:c,restrictLinesAndPointsToSelectedFaceInstances:a?!1:b.restrictLinesAndPointsToSelectedFaceInstances})}function a(b,c){var a=d.Point3.createFromArray(b.rayPoint),g=d.Point3.createFromArray(b.normal),e=new d.Point3(b.bounding.min[0],b.bounding.min[1],b.bounding.min[2]),k=new d.Point3(b.bounding.max[0],
+b.bounding.max[1],b.bounding.max[2]);e=new d.Box(e,k);c=new d.Selection.FaceEntity(a,g,b.elementIndex,b.overlayIndex,b.elementBits,e,c);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],c,null,null)}function e(b){var c=new d.Point3(b.bounding.min[0],b.bounding.min[1],b.bounding.min[2]),a=new d.Point3(b.bounding.max[0],b.bounding.max[1],b.bounding.max[2]);c=new d.Box(c,a);c=new d.Selection.LineEntity(b.elementIndex,d.Point3.createFromArray(b.point),b.lineSegmentVertices,b.bestLineSegmentVertexIndex,
+c,b.overlayIndex,b.elementBits);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],null,c,null)}function c(b){var c=new d.Selection.PointEntity(d.Point3.createFromArray(b.point),b.elementIndex,b.overlayIndex,b.elementBits);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],null,null,c)}function b(b){return null!==b.point?(b=b.point.entities[0],c(b)):null!==b.line?(b=b.line.entities[0],e(b)):null!==b.face?(b=b.face.entities[0],a(b,!1)):null!==b.proximityFace?(b=b.proximityFace.entities[0],
+a(b,!0)):null}function g(b){var g=null;if(null!==b.face){var k=b.face.entities[0];g=a(k,!1)}else null!==b.proximityFace&&(k=b.proximityFace.entities[0],g=a(k,!0));var f=null;null!==b.line&&(k=b.line.entities[0],f=e(k));k=null;null!==b.point&&(k=b.point.entities[0],k=c(k));return new d.Selection.CompositeSelectionItem(g,f,k)}function k(b){var d=[];if(null!==b.face)for(var g=0,k=b.face.entities;g<k.length;g++){var f=a(k[g],!1);d.push(f)}a:for(f=b.line,g=b.point,k=b.proximityFace,b=null!==f?f.entities:
+[],g=null!==g?g.entities:[],k=null!==k?k.entities:[],f=[b,g,k];;){for(var l,n=l=Number.POSITIVE_INFINITY,m=null,h=0;h<f.length;h++){var x=f[h];if(0<x.length){var y=x[0];y.radialMetric<l?(l=y.radialMetric,n=y.zMetric,m=x):y.radialMetric===l&&y.zMetric<n&&(n=y.zMetric,m=x)}}l=m;if(null===l){console.assert(0===b.length);console.assert(0===g.length);console.assert(0===k.length);break a}console.assert(0<l.length);l===b?(l=b.pop(),l=e(l)):l===g?(l=g.pop(),l=c(l)):(console.assert(l===k),l=k.pop(),l=a(l,
+!0));d.push(l)}return d}var l;(function(b){b[b.Batch=1E3]="Batch";b[b.Chunk=100]="Chunk"})(l=h.AdvanceSelectionCapacity||(h.AdvanceSelectionCapacity={}));var n=function(){function c(b){this._pickTolerance=20;this._incrementalChunkedItems=new Map;this._sc=b}c.prototype.setPickTolerance=function(b){this._pickTolerance=b};c.prototype.getPickTolerance=function(){return this._pickTolerance};c.prototype.beginScreenAreaSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k;return __generator(this,
+function(f){switch(f.label){case 0:g=a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginScreenAreaSelection(b.x,b.y,c.x,c.y,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginScreenAreaSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.beginRayDrillSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k;return __generator(this,function(f){switch(f.label){case 0:g=
+a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginRayDrillSelection(b.x,b.y,c,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginRayDrillSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.beginConvexPolyhedronSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k,f,l,n,m,h;return __generator(this,function(p){switch(p.label){case 0:g=
+a;e=[];k=0;for(f=b;k<f.length;k++)l=f[k],e.push(l.getCoefficients());n=[c.x,c.y,c.z];p.label=1;case 1:return p.trys.push([1,3,,4]),[4,this._sc.beginConvexPolyhedronSelection(e,n,g)];case 2:return m=p.sent(),[3,4];case 3:h=p.sent();if(SC.isError(h)&&"beginConvexPolyhedronSelection"===h.scFunction)throw new d.SelectionInvalidatedError;throw h;case 4:return[2,new d.Selection.IncrementalSelectionId(m)]}})})};c.prototype.beginSphereSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,
+e,k;return __generator(this,function(f){switch(f.label){case 0:g=a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginSphereSelection(b,c,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginSphereSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.endIncrementalSelection=function(b){this._incrementalChunkedItems.delete(b._handle);this._sc.endVolumeSelection(b._handle)};
+c.prototype.advanceIncrementalSelection=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,e,k,f,n,m,p;return __generator(this,function(q){switch(q.label){case 0:if((a=this._incrementalChunkedItems.get(b._handle))&&a.length)return[2,a.pop()];q.label=1;case 1:return q.trys.push([1,3,,4]),[4,this._sc.advanceVolumeSelection(b._handle,l.Batch)];case 2:return g=q.sent(),[3,4];case 3:e=q.sent();if(SC.isError(e)&&"advanceVolumeSelection"===e.scFunction)throw new d.SelectionInvalidatedError;
+throw e;case 4:return 2!==g.length||4294967295!==g[1]?[3,7]:c?[4,this._sc.setStreamIdleMarker()]:[3,6];case 5:return q.sent(),[2,this.advanceIncrementalSelection(b,!1)];case 6:return[2,null];case 7:k=[];for(f=0;f<g.length;f+=2)n=g[f],m=g[f+1],k.push(d.Selection.SelectionItem.create(m,n));if(k.length<=l.Chunk)return[2,k];p=h.chunkify(k,l.Chunk).reverse();this._incrementalChunkedItems.set(b._handle,p);return[2,p.pop()]}})})};c.prototype._screenSelectByRay=function(b,c,a,g){return __awaiter(this,void 0,
+void 0,function(){var e,k,l,n;return __generator(this,function(m){e=f(c,a,g);k=c.selectionMask;n=(l=c.selectionMask!==d.SelectionMask.Face||c.enableProximityFaces)?this._pickTolerance:-1;return[2,this._sc.screenSelectByRay(k,b.x,b.y,n,e)]})})};c.prototype._worldSelectByRay=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){d=f(c,a,!1);g=h.toScRay(b);return[2,this._sc.worldSelectByRay(g,d)]})})};c.prototype.pickFromScreen=function(c,a,d){return __awaiter(this,
+void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._screenSelectByRay(c,a,!0,d)];case 1:return g=e.sent(),[2,b(g)]}})})};c.prototype.pickAllFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._screenSelectByRay(b,c,!1,a)];case 1:return d=g.sent(),[2,k(d)]}})})};c.prototype.compositePickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,
+function(){var d;return __generator(this,function(e){switch(e.label){case 0:return[4,this._screenSelectByRay(b,c,!0,a)];case 1:return d=e.sent(),[2,g(d)]}})})};c.prototype.pickFromRay=function(c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._worldSelectByRay(c,a,!0)];case 1:return d=g.sent(),[2,b(d)]}})})};c.prototype.pickAllFromRay=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._worldSelectByRay(b,c,!1)];case 1:return a=d.sent(),[2,k(a)]}})})};c.prototype.pickCompositeFromRay=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d,e;return __generator(this,function(k){switch(k.label){case 0:return a=f(c,!0,!1),d=h.toScRay(b),[4,this._sc.worldSelectByRay(d,a)];case 1:return e=k.sent(),[2,g(e)]}})})};return c}();h.ScSelectionManager=n})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){d=d.Internal||(d.Internal={});(d.Test||(d.Test={})).AdvanceSelectionCapacity=d.AdvanceSelectionCapacity})(Communicator||(Communicator={}));
+(function(d){(function(h){h.toScRay=function(d){var a={origin:[],direction:[]};d.origin.toArray(a.origin);d.direction.toArray(a.direction);return a};h.makeFaceFaceDistanceItem=function(f){var a=new d.FaceFaceDistanceItem;a.pos1.fromArray(f.point1);a.pos2.fromArray(f.point2);a.distance=f.distance;return a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a){this.attributes=a}d.prototype.copy=function(){return new d(this.attributes.map(function(a){return a.copy()}))};return d}();d.SubentityAttributes=h})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){a.isFace=function(a){return a instanceof d.SubentityProperties.CylinderElement||a instanceof d.SubentityProperties.PlaneElement||a instanceof d.SubentityProperties.ConeElement||a instanceof d.SubentityProperties.SphereElement||a instanceof d.SubentityProperties.TorusElement||a instanceof d.SubentityProperties.Blend01Element||a instanceof d.SubentityProperties.Blend02Element||a instanceof d.SubentityProperties.Blend03Element||a instanceof d.SubentityProperties.NurbsElement||
+a instanceof d.SubentityProperties.CylindricalElement||a instanceof d.SubentityProperties.OffsetElement||a instanceof d.SubentityProperties.PipeElement||a instanceof d.SubentityProperties.RuledElement||a instanceof d.SubentityProperties.RevolutionElement||a instanceof d.SubentityProperties.ExtrusionElement||a instanceof d.SubentityProperties.FromCurvesElement||a instanceof d.SubentityProperties.TransformElement||a instanceof d.SubentityProperties.OtherFaceElement};a.isEdge=function(a){return a instanceof
+d.SubentityProperties.LineElement||a instanceof d.SubentityProperties.CircleElement||a instanceof d.SubentityProperties.OtherEdgeElement}})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){(function(a){a.parseBinary=function(a){var k=d.SubentityProperties.FaceType,l=a.parseFaceType();switch(l){case k.Cylinder:return c.parseBinary(a);case k.Plane:return b.parseBinary(a);case k.Cone:return g.parseBinary(a);case k.Other:return n.parseBinary(a);case k.Sphere:return e.parseBinary(a);case k.Torus:return f.parseBinary(a);case k.Blend01:return m.parseBinary(a);case k.Blend02:return h.parseBinary(a);case k.Blend03:return q.parseBinary(a);case k.Nurbs:return r.parseBinary(a);
+case k.Cylindrical:return u.parseBinary(a);case k.Offset:return t.parseBinary(a);case k.Pipe:return v.parseBinary(a);case k.Ruled:return w.parseBinary(a);case k.Revolution:return z.parseBinary(a);case k.Extrusion:return x.parseBinary(a);case k.FromCurves:return y.parseBinary(a);case k.Transform:return A.parseBinary(a);default:throw d.Util.TypeAssert(l),new d.AssemblyDataParseError("Unexpected measurement face type.");}};var c=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),
+a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.CylinderElement(c,a,b)};return b}();a.Cylinder=c;var b=function(){function b(){}b.parseBinary=function(b){var c=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.PlaneElement(c,b)};return b}();a.Plane=b;var g=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32(),g=b.parsePoint3_32();b=b.parseFloat_32();return new d.SubentityProperties.ConeElement(c,a,g,b)};return b}();
+a.Cone=g;var e=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.SphereElement(c,a,b)};return b}();a.Sphere=e;var f=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parseFloat_32(),g=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.TorusElement(c,a,g,b)};return b}();a.Torus=f;var n=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.OtherFaceElement};
+return b}();a.Other=n;var m=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend01Element};return b}();a.Blend01=m;var h=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend02Element};return b}();a.Blend02=h;var q=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend03Element};return b}();a.Blend03=q;var r=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.NurbsElement};
+return b}();a.Nurbs=r;var u=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.CylindricalElement};return b}();a.Cylindrical=u;var t=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.OffsetElement};return b}();a.Offset=t;var v=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.PipeElement};return b}();a.Pipe=v;var w=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.RuledElement};
+return b}();a.Ruled=w;var z=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.RevolutionElement};return b}();a.Revolution=z;var x=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.ExtrusionElement};return b}();a.Extrusion=x;var y=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.FromCurvesElement};return b}();a.FromCurves=y;var A=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.TransformElement};
+return b}();a.Transform=A})(a.Face||(a.Face={}))})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){(function(a){a.parseBinary=function(a){var e=d.SubentityProperties.EdgeType,k=a.parseEdgeType();switch(k){case e.Line:return c.parseBinary(a);case e.Circle:return b.parseBinary(a);case e.Other:return g.parseBinary(a);default:throw d.Util.TypeAssert(k),new d.AssemblyDataParseError("Unexpected measurement edge type.");}};var c=function(){function b(){}b.parseBinary=function(b){b=b.parseFloat_32();return new d.SubentityProperties.LineElement(b)};return b}();
+a.Line=c;var b=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.CircleElement(c,a,b)};return b}();a.Circle=b;var g=function(){function b(){}b.parseBinary=function(b){b=b.parseFloat_32();return new d.SubentityProperties.OtherEdgeElement(b)};return b}();a.Other=g})(a.Edge||(a.Edge={}))})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(d){var f;(function(c){c[c.Undefined=0]="Undefined";c[c.Line=1]="Line";c[c.Circle=2]="Circle";c[c.Other=6]="Other"})(f=d.EdgeType||(d.EdgeType={}));var a;(function(c){c[c.Undefined=0]="Undefined";c[c.Cylinder=3]="Cylinder";c[c.Plane=4]="Plane";c[c.Cone=5]="Cone";c[c.Other=6]="Other";c[c.Sphere=7]="Sphere";c[c.Torus=8]="Torus";c[c.Blend01=9]="Blend01";c[c.Blend02=10]="Blend02";c[c.Blend03=11]="Blend03";c[c.Nurbs=12]="Nurbs";c[c.Cylindrical=13]="Cylindrical";c[c.Offset=14]="Offset";
+c[c.Pipe=15]="Pipe";c[c.Ruled=16]="Ruled";c[c.Revolution=17]="Revolution";c[c.Extrusion=18]="Extrusion";c[c.FromCurves=19]="FromCurves";c[c.Transform=20]="Transform"})(a=d.FaceType||(d.FaceType={}));var e=function(){function c(b){this.length=b}c.prototype.copy=function(){return new c(this.length)};c.prototype.type=function(){return f.Line};return c}();d.LineElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}c.prototype.copy=function(){return new c(this.radius,
+this.origin,this.normal)};c.prototype.type=function(){return f.Circle};return c}();d.CircleElement=e;e=function(){function c(b){this.length=b}c.prototype.copy=function(){return new c(this.length)};c.prototype.type=function(){return f.Other};return c}();d.OtherEdgeElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Other};return c}();d.OtherFaceElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}
+c.prototype.copy=function(){return new c(this.radius,this.origin,this.normal)};c.prototype.type=function(){return a.Cylinder};return c}();d.CylinderElement=e;e=function(){function c(b,c){this.origin=b.copy();this.normal=c.copy()}c.prototype.copy=function(){return new c(this.origin,this.normal)};c.prototype.type=function(){return a.Plane};return c}();d.PlaneElement=e;e=function(){function c(b,c,a,d){this.radius=b;this.origin=c.copy();this.normal=a.copy();this.halfAngle=d}c.prototype.copy=function(){return new c(this.radius,
+this.origin,this.normal,this.halfAngle)};c.prototype.type=function(){return a.Cone};return c}();d.ConeElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}c.prototype.copy=function(){return new c(this.radius,this.origin,this.normal)};c.prototype.type=function(){return a.Sphere};return c}();d.SphereElement=e;e=function(){function c(b,c,a,d){this.majorRadius=b;this.minorRadius=c;this.origin=a.copy();this.normal=d.copy()}c.prototype.copy=function(){return new c(this.majorRadius,
+this.minorRadius,this.origin,this.normal)};c.prototype.type=function(){return a.Torus};return c}();d.TorusElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend01};return c}();d.Blend01Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend02};return c}();d.Blend02Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend03};
+return c}();d.Blend03Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Nurbs};return c}();d.NurbsElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Cylindrical};return c}();d.CylindricalElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Offset};return c}();d.OffsetElement=e;e=function(){function c(){}c.prototype.copy=
+function(){return new c};c.prototype.type=function(){return a.Pipe};return c}();d.PipeElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Ruled};return c}();d.RuledElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Revolution};return c}();d.RevolutionElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Extrusion};
+return c}();d.ExtrusionElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.FromCurves};return c}();d.FromCurvesElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Transform};return c}();d.TransformElement=e})(d.SubentityProperties||(d.SubentityProperties={}))})(Communicator||(Communicator={}));
+(function(d){d=d.StaticGenericType||(d.StaticGenericType={});d.IfcColumn="IFCCOLUMN";d.IfcCovering="IFCCOVERING";d.IfcCurtainWall="IFCCURTAINWALL";d.IfcDoor="IFCDOOR";d.IfcRamp="IFCRAMP";d.IfcRoof="IFCROOF";d.IfcSlab="IFCSLAB";d.IfcSpace="IFCSPACE";d.IfcStair="IFCSTAIR";d.IfcStairFlight="IFCSTAIRFLIGHT";d.IfcTransportElement="IFCTRANSPORTELEMENT";d.IfcWall="IFCWALL";d.IfcWallStandardCase="IFCWALLSTANDARDCASE";d.IfcWindow="IFCWINDOW"})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,m,h,w,z;return __generator(this,function(p){switch(p.label){case 0:return[4,c.getNodeOrRepItem(a)];case 1:e=p.sent();if(null===e||e instanceof f.RepresentationItem||e instanceof f.PartDefinition)return[2,d.BimMask.None];k=f.getNodeGenericType(e);return null!==k?[3,3]:null===g?[2,d.BimMask.None]:[4,e.getAttributes()];case 2:l=p.sent();n=0;for(m=l;n<m.length;n++)if(h=m[n],w=h.getTitle(),
+w===g){k=h.getValue();break}if(null===k)return[2,d.BimMask.None];p.label=3;case 3:return z=b(k),z!==d.BimMask.None?[2,z]:[2,d.BimMask.None]}})})}function e(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){switch(d.label){case 0:return c=[],a={enterAnyBody:function(b){b instanceof f.BodyInstance&&c.push(b)}},[4,f.WalkerAsync.walk(a,b,f.WalkRestriction.None)];case 1:return d.sent(),[2,c]}})})}function c(b){return __awaiter(this,void 0,void 0,function(){var c,
+a,g,k,f,h;return __generator(this,function(l){switch(l.label){case 0:return[4,e(b)];case 1:c=l.sent();a=new Set;g=0;for(k=c;g<k.length;g++)f=k[g],h=f.getParent(),a.add(h);return[2,d.Util.setToArray(a)]}})})}function b(b,c,g,e){return __awaiter(this,void 0,void 0,function(){var k,f,l,n,m,h,w,z,x,y,A;return __generator(this,function(p){switch(p.label){case 0:k=[];f=0;for(l=g;f<l.length;f++)n=l[f],m=a(b,c,n,e),k.push(m);return[4,Promise.all(k)];case 1:h=p.sent();w=[];z=[];x=[];for(y=0;y<g.length;++y)n=
+g[y],A=h[y],A!==d.BimMask.None&&(0!==(A&d.BimMask.Floor)&&w.push(n),0!==(A&d.BimMask.Wall)&&z.push(n),0!==(A&d.BimMask.Door)&&x.push(n));return[2,{floors:w,walls:z,doors:x}]}})})}function g(b){for(var c=[],a=0;a<b.length;a++)for(var d=0,g=b[a].getBodyInstances();d<g.length;d++){var e=g[d].getInstanceInc();c.push(e[0],e[1])}return c}f.hasEffectiveGenericType=function(b,c){for(;null!==b;){if(b.getName()===c||f.getNodeGenericType(b)===c)return!0;b=f.towardProductOccurrence(b.getParent())}return!1};f.ifcAttributeToBimMask=
+function(b){switch(b){case d.StaticGenericType.IfcColumn:case d.StaticGenericType.IfcCurtainWall:case d.StaticGenericType.IfcStair:case d.StaticGenericType.IfcStairFlight:case d.StaticGenericType.IfcWall:case d.StaticGenericType.IfcWallStandardCase:case d.StaticGenericType.IfcWindow:return d.BimMask.Wall|d.BimMask.Floor;case d.StaticGenericType.IfcCovering:case d.StaticGenericType.IfcRamp:case d.StaticGenericType.IfcRoof:case d.StaticGenericType.IfcSlab:return d.BimMask.Floor;case d.StaticGenericType.IfcDoor:case d.StaticGenericType.IfcTransportElement:return d.BimMask.Door|
+d.BimMask.Floor}return d.BimMask.None};f.registerBimNodes=function(a,d,e,f,h){return __awaiter(this,void 0,void 0,function(){var k,l,n,m,p;return __generator(this,function(q){switch(q.label){case 0:return[4,c(f)];case 1:return k=q.sent(),[4,b(a,e,k,h)];case 2:return l=q.sent(),n=g(l.floors),d.registerBimInstances(n,0),m=g(l.walls),d.registerBimInstances(m,1),p=g(l.doors),d.registerBimInstances(p,2),[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function c(b,c,a,d,e,f){this.headerVersion=b;this._rootAssemblyDataKey=c;this.isDrawing=a;this.isMeasurable=d;this.originalFileName=e;this.originalFileType=f}c.prototype.rootAssemblyDataKey=function(){console.assert(4294967295!==this._rootAssemblyDataKey);return this._rootAssemblyDataKey};c.parseBinary=function(b){if(0===b.length)return null;b=new f.AssemblyDataParser(new e(null,b));var a=new f.NodeParseBits;a.parseBits1(b);if(!a.hasBits1(8388608))return null;
+var k=b.parseAssemblyDataHeaderVersion();if(k>c._maxHeaderVersion)throw new d.AssemblyDataParseError("Unknown header version: "+k);a.parseBits2(b);var l=b.parseDataKey(),n=b.parseBoolean(),m="",h=d.FileType.Unknown;var q=1<=k?b.parseBoolean():!0;3<=k&&(a.hasBits2(4)&&(m=b.parseCString()),h=b.parseIndex_32());return new c(k,l,n,q,m,h)};c._maxHeaderVersion=3;c.dynamic=new c(c._maxHeaderVersion,4294967295,!1,!1,"",d.FileType.Unknown);return c}();f.AssemblyDataHeader=a;var e=function(){return function(c,
+b){this.header=c;this.bytes=b}}();f.AssemblyData=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){return function(){this.prototypes=new Map;this.partDefinitions=new Map}}(),e=function(){return function(){this.bodies=new Map;this.contexts=[]}}(),c=function(){function b(b,c,a,e,m,p){this._centralQueueClock=new h.Clock;this._productOccurrences=new Map;this._pmis=new Map;this._cadViews=new Map;this._bodyInstances=new Map;this._pmiBodies=new Map;this._viewFrames=new Map;this._partDefinitions=new Map;this._representationItems=new Map;this._partToInstance=
+new Map;this._filters=[];this._layers=new Map;this._layersIds=new Map;this._nextLayerId=0;this._genericTypeToNodes=new Map;this._genericIdToNode=new Map;this._cadConfigurations=new Set;this._modelContents=new Map;this._inclusionContents=new Map;this._nodeDeletionBlackList=new Set;this._meshDeletionBlackList=new Set;this._dynamicNodeIdSeed=f.invalidNodeId;this._currentNodeIdOffset=0;this._initialEmptyNodeIdOffsetObtained=!1;this._firstProductOccurrenceWithView=this._defaultCadConfiguration=this._activeCadConfiguration=
+this._activeCadView=null;this._isMeasurable=this._containsDrawings=!1;this._initiallyHiddenStayHidden=this._automaticMeasurementUnitScaling=!0;this._completedLoadTimestamp=this._activeLoadTimestamp=0;this._requestedNodes=new Map;this._unnamedDrawingViewCount=this._unnamedDrawingSheetCount=this._unnamedGroupCount=this._unnamedProductCount=0;this._seenExternalModel=this._isInitialized=!1;this._config=__assign({},b);this._engine=c;this._callbackManager=a;this._cuttingManager=e;this._view=m;this._model=
+p;this._isScs=2===this._engine.getSessionType();console.assert(!this._isScs||this._engine.getRendererType()===d.RendererType.Client)}b.prototype.initialize=function(b){var c=this;console.assert(void 0===this._rootLoadContext);console.assert(void 0===this._rootNode);console.assert(!this._isInitialized);this._isInitialized=!0;console.assert(void 0===this._centralQueue);this._centralQueue=new h.PromiseQueue(b.maxConcurrentAttachments(),!1);this._callbackManager.bind({_inputInteraction:function(b,a){c._onUserInteraction(b,
+a)}});this._rootLoadContext=new f.LoadContext(null,d.EmptyModelName,null);b=new f.AttachContext(new f.ScKeyRemapper,0,!1,0,this._rootLoadContext);this._rootLoadContext.addAttachContext(b);var a=new f.InclusionContext(this,b,0,0);b.addInclusionContext(a);this._rootNode=f.ProductOccurrence.createDynamic(this,a,"Models",null,null,!0);a.addProductOccurrence(this._rootNode);console.assert(this._rootNode.isAbsoluteRoot());this.preventNodeDeletion(this._rootLoadContext);this.preventNodeDeletion(b);this.preventNodeDeletion(a);
+this.preventNodeDeletion(this._rootNode);this._rootNode.markLoaded()};b.prototype.isInitialized=function(){return this._isInitialized};b.prototype.getRootNode=function(){return this._rootNode};b.prototype.getAbstractScEngine=function(){return this._engine};b.prototype.generateDynamicNodeId=function(){return--this._dynamicNodeIdSeed};b.prototype.newNodeIdOffset=function(){if(!this._initialEmptyNodeIdOffsetObtained)return this._initialEmptyNodeIdOffsetObtained=!0,console.assert(0===this._currentNodeIdOffset),
+0;var b=this._currentNodeIdOffset;this._currentNodeIdOffset+=4294967296;return b};b.prototype.getLowestAvailableNodeId=function(){return this._currentNodeIdOffset};b.prototype.tryParseHeader=function(b){var c=this,a=f.AssemblyDataHeader.parseBinary(b);if(null===a)return null;this._containsDrawings=this._containsDrawings||a.isDrawing;this._isMeasurable=this._isMeasurable||a.isMeasurable;return this._callbackManager.promiseTrigger("_modelStructureHeaderParsed",null,a).then(function(){c._callbackManager.trigger("modelStructureHeaderParsed",
+a.originalFileName,a.originalFileType);return a})};b.prototype._isRegistered=function(b){return this._productOccurrences.has(b)||this._pmis.has(b)||this._cadViews.has(b)||this._bodyInstances.has(b)||this._pmiBodies.has(b)||this._viewFrames.has(b)||this._partDefinitions.has(b)||this._representationItems.has(b)};b.prototype.registerProductOccurrence=function(b){if(!b.isMissing()){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._productOccurrences.set(c,b);c=f.getNodeGenericType(b);
+null!==c&&this.registerGenericType(b,c);c=b.getGenericId();null!==c&&this.registerGenericGlobalId(b,c);b.isAConfigurationNode()&&this._registerCadConfiguration(b);if(b.isADrawingSheetNode()||b.isADrawingViewNode())this._containsDrawings=!0}};b.prototype.lookupProductOccurrence=function(b){b=this._productOccurrences.get(b);return void 0!==b?b:null};b.prototype.registerPmi=function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._pmis.set(c,b)};b.prototype.lookupPmi=function(b){b=
+this._pmis.get(b);return void 0!==b?b:null};b.prototype.registerCadView=function(b){null===this._firstProductOccurrenceWithView&&(this._firstProductOccurrenceWithView=b.getParent());var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._cadViews.set(c,b)};b.prototype.getFirstProductOccurrenceWithView=function(){return this._firstProductOccurrenceWithView};b.prototype.lookupCadView=function(b){b=this._cadViews.get(b);return void 0!==b?b:null};b.prototype.registerBodyInstance=function(b){var c=
+b.getRuntimeId();console.assert(!this._isRegistered(c));this._bodyInstances.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupBodyInstance=function(b){b=this._bodyInstances.get(b);return void 0!==b?b:null};b.prototype.registerPmiBody=function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._pmiBodies.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupPmiBody=function(b){b=this._pmiBodies.get(b);return void 0!==b?b:null};b.prototype.registerViewFrame=
+function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._viewFrames.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupViewFrame=function(b){b=this._viewFrames.get(b);return void 0!==b?b:null};b.prototype.registerPartDefinition=function(b){if(!b.isMissing()){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._partDefinitions.set(c,b)}};b.prototype.lookupPartDefinition=function(b){b=this._partDefinitions.get(b);return void 0!==b?b:null};b.prototype.registerRepresentationItem=
+function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._representationItems.set(c,b)};b.prototype.lookupRepresentationItem=function(b){b=this._representationItems.get(b);return void 0!==b?b:null};b.prototype.lookupAnyBody=function(b){return this.lookupBodyInstance(b)||this.lookupPmiBody(b)||this.lookupViewFrame(b)};b.prototype.lookupAnyTreeNode=function(b){return this.lookupProductOccurrence(b)||this.lookupPmi(b)||this.lookupCadView(b)||this.lookupAnyBody(b)};b.prototype.lookupAnyNonTreeNode=
+function(b){return this.lookupRepresentationItem(b)||this.lookupPartDefinition(b)};b.prototype.lookupAnyNode=function(b){return this.lookupAnyTreeNode(b)||this.lookupAnyNonTreeNode(b)};b.prototype._registerCadConfiguration=function(b){console.assert(b.isAConfigurationNode());console.assert(!this._cadConfigurations.has(b));this._cadConfigurations.add(b);b.isADefaultNode()&&null===this._defaultCadConfiguration&&(this._defaultCadConfiguration=b)};b.prototype.getInstanceCountByInclusion=function(b){return this._getInclusionContent(b).bodies.size};
+b.prototype.lookupAnyBodyByInstanceInc=function(b,c){b=this._getInclusionContent(b).bodies.get(c);return void 0!==b?b:null};b.prototype._registerAnyBodyByInstanceInc=function(b){var c=b.getInstanceInc(),a=this._getInclusionContent(c[0]),g=a.bodies.get(c[1]);if(void 0!==g){console.assert(b.hasAuthoredId());if(g.hasAuthoredId()){console.assert(g.constructor===b.constructor);h.CompileTime.disable&&console.assert(!1);return}console.assert(g.constructor===f.BodyInstance);g=g.getRuntimeId();b instanceof
+f.BodyInstance?this._bodyInstances.set(g,b):b instanceof f.PmiBody?this._pmiBodies.set(g,b):(d.Util.TypeAssert(b),this._viewFrames.set(g,b))}a.bodies.set(c[1],b)};b.prototype._getInclusionContent=function(b){console.assert(4294967295!==b);var c=this._inclusionContents.get(b);void 0===c&&(c=new e,this._inclusionContents.set(b,c));return c};b.prototype._getModelContent=function(b,c){console.assert(4294967295!==c);var d=this._modelContents.get(b);void 0===d&&(d=new Map,this._modelContents.set(b,d));
+b=d.get(c);void 0===b&&(b=new a,d.set(c,b));return b};b.prototype.registerPrototypeByDataId=function(b,c,a,d){b=this._getModelContent(b,c);console.assert(!b.prototypes.has(a));b.prototypes.set(a,d)};b.prototype.registerPartDefinitionByDataId=function(b,c,a,d){b=this._getModelContent(b,c);console.assert(!b.partDefinitions.has(a));b.partDefinitions.set(a,d)};b.prototype.lookupPrototypeByDataId=function(b,c,a){b=this._getModelContent(b,c).prototypes.get(a);return void 0!==b?b:null};b.prototype.lookupPartDefinitionByDataId=
+function(b,c,a){b=this._getModelContent(b,c).partDefinitions.get(a);return void 0!==b?b:null};b.prototype.registerInclusionContext=function(b){var c=b.getInclusionKey();this._getInclusionContent(c).contexts.push(b)};b.prototype.getInclusionContexts=function(b){return this._getInclusionContent(b).contexts};b.prototype._createLayer=function(b,c,a,d){a=new f.Layer(b,c,a,d);console.assert(!this._layers.has(b));this._layers.set(b,a);null!==c&&this._updateNameToLayersMap(c,b);return a};b.prototype._updateNameToLayersMap=
+function(b,c){var a=this._layersIds.get(b);void 0!==a?a.push(c):this._layersIds.set(b,[c])};b.prototype.createLayer=function(b,c,a){var d=this._nextLayerId++;c=this._createLayer(d,c,[],[]);a.addLayerIdToMap(d,b);return c};b.prototype.updateLayerName=function(b,c){var a=this._layers.get(b);void 0!==a&&(a.name=c,this._updateNameToLayersMap(c,b))};b.prototype._registerNodeInLayer=function(b,c,a){var d=f.towardLoadContext(b),g=d.getRuntimeLayerId(c);null===g&&(g=this._nextLayerId++,this._createLayer(g,
+null,[b],[]),d.addLayerIdToMap(g,c));var e=this._layers.get(g);void 0!==e?a(e).push(b):(console.assert(!1,"Layer has mapping in LoadContext but not represented in AssemblyTree"),this._createLayer(g,null,[b],[]),d.addLayerIdToMap(g,c))};b.prototype.registerNodeInLayer=function(b,c){return this._registerNodeInLayer(b,c,function(b){return b.nodes})};b.prototype.registerTreeNodeInLayer=function(b,c){return this._registerNodeInLayer(b,c,function(b){return b.treeNodes})};b.prototype.addFilter=function(b,
+c){this._filters.push({filter:b,loadContext:c})};b.prototype.getFilters=function(){for(var b=new Map,c=0;c<this._filters.length;c++){var a=this.getFilterName(c)||"";b.set(c,a)}return b};b.prototype.getFilterName=function(b){return b<this._filters.length?this._filters[b].filter.name||"":null};b.prototype.getFiltersWithNode=function(b){for(var c=b.getAuthoredId(),a=this._filters,d=[],g=0;g<a.length;g++){var e=a[g],f=e.filter;e=e.loadContext;if(null!==f.layers)for(var h=0,u=f.layers.authoredIds;h<u.length;h++){var t=
+e.getRuntimeLayerId(u[h]);if(null!==t){var v=this.getNodesFromLayer(t);if(null!==v)for(t=0;t<v.length;t++)b===v[t]&&d.push(g)}}if(null!==f.entities)for(e=0,f=f.entities.ids;e<f.length;e++)c===f[e]&&d.push(g)}return d};b.prototype.getNodesFromFilterIds=function(b){for(var c=new Set,a=new Set,g=null,e=0;e<b.length;e++){var f=this._filters[b[e]],h=f.filter,r=f.loadContext,u=h.layers;if(null!==u){f=u.isInclusive;null===g&&(g=f);var t=0;for(u=u.authoredIds;t<u.length;t++){var v=r.getRuntimeLayerId(u[t]);
+if(null!==v&&(v=this._layers.get(v))&&null!==v.nodes)for(var w=0,z=v.nodes;w<z.length;w++)v=z[w].getRuntimeId(),f?(c.add(v),a.delete(v)):(c.delete(v),a.add(v))}}r=h.entities;if(null!==r)for(f=r.isInclusive,null===g&&(g=f),h=0,r=r.ids;h<r.length;h++)v=r[h],f?(c.add(v),a.delete(v)):(c.delete(v),a.add(v))}return null===g?null:g?new d.FilteredNodes(!0,c):new d.FilteredNodes(!1,a)};b.prototype.getLayers=function(){var b=new Map;this._layers.forEach(function(c,a){b.set(a,c.name||"")});return b};b.prototype.getUniqueLayerNames=
+function(){var b=new Set,c=[];this._layers.forEach(function(a){a=a.name;null===a||b.has(a)||(b.add(a),c.push(a))});return c};b.prototype.getLayerName=function(b){b=this._layers.get(b);return void 0!==b?b.name||"":null};b.prototype.getLayersIdFromName=function(b){b=this._layersIds.get(b);return void 0!==b?b:null};b.prototype.getNodesFromLayer=function(b,c){b=this._layers.get(b);return void 0!==b?c?b.treeNodes:b.nodes:null};b.prototype.getNodesFromLayers=function(b,c){for(var a=[],d=0;d<b.length;d++){var g=
+this.getNodesFromLayer(b[d],c);if(null!==g)for(var e=0;e<g.length;e++)a.push(g[e])}return a};b.prototype.getNodesFromLayerName=function(b,c){b=this._layersIds.get(b);return void 0!==b?this.getNodesFromLayers(b,c):null};b.prototype.generateProductName=function(){return"Product "+this._unnamedProductCount++};b.prototype.generateGroupName=function(){return"Product "+this._unnamedGroupCount++};b.prototype.generateDrawingSheetName=function(){return"Product "+this._unnamedDrawingSheetCount++};b.prototype.generateDrawingViewName=
+function(){return"Product "+this._unnamedDrawingViewCount++};b.prototype.forEachCadView=function(b){this._cadViews.forEach(b)};b.prototype.forEachPmi=function(b){this._pmis.forEach(b)};b.prototype.forEachCadConfiguration=function(b){this._cadConfigurations.forEach(b)};b.prototype.hasActiveCadView=function(){return null!==this._activeCadView};b.prototype.activateCadView=function(b,c){console.assert(null===this._activeCadView);this._activeCadView=b;return b.activate(this,this._engine,this._callbackManager,
+this._cuttingManager,this._view,c,this._activeCadConfiguration)};b.prototype.deactivateActiveCadView=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return null===this._activeCadView?[2]:[4,this._activeCadView.deactivate(this._cuttingManager)];case 1:return b.sent(),console.assert(null!==this._activeCadView),this._activeCadView=null,[2]}})})};b.prototype.getCadViewPmis=function(b){var c=[];this._pmis.forEach(function(a){b.hasPmi(a)&&
+c.push(a)});return c};b.prototype.isMeasureable=function(){return this._isMeasurable};b.prototype.containsDrawings=function(){return this._containsDrawings};b.prototype.getDefaultCadConfiguration=function(){return this._defaultCadConfiguration};b.prototype.getActiveCadConfiguration=function(){return this._activeCadConfiguration};b.prototype.activateCadConfiguration=function(b){console.assert(b.isAConfigurationNode());this._activeCadConfiguration=b;b=b.getRuntimeId();return this._view.isolateNodes([b],
+d.DefaultTransitionDuration,!0)};b.prototype.massageAuthoredUserId=function(b,c){if(null===c)return this.generateDynamicNodeId();b=b.toRuntimeId(c);return null!==this.lookupAnyNode(b)?this.generateDynamicNodeId():c};b.prototype.createNode=function(b,c,a,d,e,h){void 0===h&&(h=null);c=f.ProductOccurrence.createDynamic(this,b,c,a,d,e,!1,h);b.addProductOccurrence(c);c.markLoaded();return c};b.prototype.createPart=function(b){b=f.PartDefinition.createDynamic(this,b,null);b.markLoaded();return b};b.prototype.setPart=
+function(b,c){c.addReferrer(b);var a=this._partToInstance.get(c);if(void 0===a){a=f.towardInclusionContext(this._rootNode);var d=h.LazyObject.create(function(){console.assert(void 0!==g);return new f.SharedPrototypeContext(h.LazyPromise.create(g))});a=new f.PrototypeContext(d,a);var g=f.ProductOccurrence.createDynamic(this,a,null,null,null,!0);g.setPartDefinition(c);g.markLoaded()}b.setPrototype(a)};b.prototype._createCadView=function(b,c,a,d,e,h,q,r){c=f.CadView.createDynamic(this,b,c,a,d,e,h,q,
+r);b.addCadView(c);c.markLoaded();return c};b.prototype._createCadViewInstance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,h,t,v,w;return __generator(this,function(n){switch(n.label){case 0:return null===a?[3,2]:[4,b.createMeshInstance(a)];case 1:d=n.sent(),g=d[0],e=d[1],k=this.generateDynamicNodeId(),l={nodeId:k,bits:786432,name:null,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},h={nodeInfo:l,inclusionKey:g,instanceKey:e,bits:0},t=f.towardAttachContext(c),v=t.getMasterModelKey(),console.assert(c.isLoaded()),w=f.ViewFrame.reify(this,v,c,h),c.setViewFrame(w),w.markLoaded(),n.label=2;case 2:return[2]}})})};b.prototype.createCadView=function(b,c,a,d,e,f,h,r,u,t){c=this._createCadView(c,a,d,e,f,h,r,u);null!==t&&(b=this._createCadViewInstance(b,c,t),b);return c};b.prototype.createMeshInstance=function(b,c,a,d,e,h,q,r){var g=0;q&&(g|=16384);r&&(g|=268435456);c=f.BodyInstance.createDynamic(this,
+c,a,d,e,h,g);h.addBodyInstance(c);b&&c.markLoaded();return c};b.prototype.createPmiInstance=function(b,c,a,d,e,h,q,r){var g=f.towardInclusionContext(e);b={nodeInfo:{nodeId:this.massageAuthoredUserId(g,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},inclusionKey:b,instanceKey:c,bits:0};d=f.Pmi.createDynamic(this,g,e,d,h,q,[b],r);e.addPmi(d);d.markLoaded();return d};b.prototype.getAutomaticMeasurementUnitScaling=
+function(){return this._automaticMeasurementUnitScaling};b.prototype.setAutomaticMeasurementUnitScaling=function(b){this._automaticMeasurementUnitScaling=b};b.prototype.getInitiallyHiddenStayHidden=function(){return this._initiallyHiddenStayHidden};b.prototype.setInitiallyHiddenStayHidden=function(b){this._initiallyHiddenStayHidden=b};b.prototype._removeIdMappingsRecursive=function(b){var c=this;return f.WalkerAsync.walk({enterProductOccurrence:function(b){c._productOccurrences.delete(b.getRuntimeId())},
+enterAnyBody:function(b){var a=b.getRuntimeId();b instanceof f.BodyInstance?c._bodyInstances.delete(a):b instanceof f.PmiBody?c._pmiBodies.delete(a):(d.Util.TypeAssert(b),c._viewFrames.delete(a))},enterCadView:function(b){c._cadViews.delete(b.getRuntimeId())},enterPmi:function(b){c._pmis.delete(b.getRuntimeId())}},b,f.WalkRestriction.None)};b.prototype.deleteNode=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,h,q,r;return __generator(this,function(k){switch(k.label){case 0:if(!this._canDeleteNode(b))throw c=
+b.getRuntimeId(),new d.CommunicatorError("Cannot delete node ("+c+")");a=f.gatherInstanceIncsSync(b,7,!0,new Set,f.WalkRestriction.None);this._engine.setPartVisibility(a,!1,!1);this._engine.setInstanceModifier(d.InstanceModifier.DoNotSelect,a,!0);if(!(b instanceof f.ProductOccurrence))return[3,2];this._cadConfigurations.delete(b)&&(b===this._activeCadConfiguration&&(this._activeCadConfiguration=null),b===this._defaultCadConfiguration&&(this._defaultCadConfiguration=null));g=b.getParent();console.assert(null!==
+g);null!==g&&(e=void 0,e=g instanceof f.PrototypeContext?g.removeReferrer(b):g.removeProductOccurrence(b),console.assert(e));this._productOccurrences.delete(b.getRuntimeId());return[4,this._removeIdMappingsRecursive(b)];case 1:return k.sent(),[2,b.purgeContents()];case 2:d.Util.TypeAssert(b),h=b.getParent(),h.removeBodyInstance(b),q=b.getInstanceInc(),r=this._getInclusionContent(q[0]),r.bodies.delete(q[1]),this._bodyInstances.delete(b.getRuntimeId()),k.label=3;case 3:return[2]}})})};b.prototype._canDeleteNode=
+function(b){return!this._nodeDeletionBlackList.has(b)};b.prototype.preventNodeDeletion=function(b){var c=b.getParent();if(c instanceof f.PrototypeContext)throw new d.InternalLogicError;null!==c&&(console.assert(null===c||this._nodeDeletionBlackList.has(c)),b instanceof f.ProductOccurrence?(console.assert(!b.hasAuthoredId()),console.assert(!b.isOutOfHierarchy())):b instanceof f.BodyInstance&&(c=b.getInstanceInc(),console.assert(!b.hasAuthoredId()),console.assert(0===c[0]),console.assert(b.isOutOfHierarchy())));
+this._nodeDeletionBlackList.add(b)};b.prototype.preventMeshDeletion=function(b){this._meshDeletionBlackList.add(b)};b.prototype._resetContents=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(c){switch(c.label){case 0:return this.hasActiveCadView()?[4,this.deactivateActiveCadView()]:[3,2];case 1:return c.sent(),[2,this._resetContents()];case 2:return[4,this._rootLoadContext.purgeContents()];case 3:return c.sent(),this._productOccurrences.clear(),
+this._pmis.clear(),this._cadViews.clear(),this._bodyInstances.clear(),this._pmiBodies.clear(),this._viewFrames.clear(),this._partDefinitions.clear(),this._representationItems.clear(),this._partToInstance.clear(),this._filters.length=0,this._layers.clear(),this._layersIds.clear(),this._genericTypeToNodes.clear(),this._genericIdToNode.clear(),this._cadConfigurations.clear(),this._modelContents.clear(),this._inclusionContents.clear(),this._currentNodeIdOffset=0,this._firstProductOccurrenceWithView=this._defaultCadConfiguration=
+this._activeCadConfiguration=this._activeCadView=null,this._isMeasurable=this._containsDrawings=!1,this._completedLoadTimestamp=this._activeLoadTimestamp=0,this._requestedNodes.clear(),this._unnamedDrawingViewCount=this._unnamedDrawingSheetCount=this._unnamedGroupCount=this._unnamedProductCount=0,this._seenExternalModel=!1,this._rootNode.unsetMeasurementUnit(),this._nodeDeletionBlackList.forEach(function(c){if(c instanceof f.ProductOccurrence){var a=c.getRuntimeId();b._productOccurrences.set(a,c);
+a=c.getParent();a instanceof f.PrototypeContext?console.assert(!1):a.addProductOccurrence(c);c.setVisibility(!0);c.unsetMeasurementUnit();c.hasLocalTransformOverride()&&c.removeLocalTransformOverride()}else if(c instanceof f.BodyInstance){a=c.getRuntimeId();b._bodyInstances.set(a,c);a=c.getInstanceInc();var g=a[0];console.assert(0===g);g=b._getInclusionContent(g);g.bodies.set(a[1],c);c.getParent().addBodyInstance(c)}else c instanceof f.LoadContext?(a=c.getParent(),null!==a&&a.addLoadContext(c)):c instanceof
+f.AttachContext?c.getParent().addAttachContext(c):(d.Util.TypeAssert(c),g=c.getInclusionKey(),console.assert(0===g),g=b._getInclusionContent(g),g.contexts.push(c),c.getParent().addInclusionContext(c))}),[2]}})})};b.prototype.reset=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._callbackManager.promiseTrigger("_resetAssemblyTreeBegin",null)];case 1:return a.sent(),[4,this._resetContents()];case 2:return a.sent(),
+b=[],this._nodeDeletionBlackList.forEach(function(c){c instanceof f.BodyInstance&&(c=c.getInstanceInc(),console.assert(0===c[0]),b.push(c[1]))}),c=[],this._meshDeletionBlackList.forEach(function(b){c.push(b)}),[4,this._engine.resetToEmpty(b,c)];case 3:return a.sent(),[4,this._resetContents()];case 4:return a.sent(),[2]}})})};b.prototype.setViewAxes=function(b,c){this._model.setViewAxes(b,c)};b.prototype._requestIncsOfNodes=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,h,q,
+r,u,t;return __generator(this,function(k){switch(k.label){case 0:if(this._config.streamingMode!==d.StreamingMode.OnDemand)return[2];c=new Set;a=[];g=[];e=0;for(h=b;e<h.length;e++)q=h[e],r=f.gatherInstanceIncs(q,7,!1,c).then(function(b){for(var c=0;c<b.length;c++)a.push(b[c])}),g.push(r);return[4,d.Util.waitForAll(g)];case 1:return k.sent(),u=[],t=[],c.forEach(function(b){if(!b.isRequested()){b.setRequested();var c=b.isInitiallyShown();c!==b.isVisible()&&(c?(b.setVisibility(!0),u.push(b.getRuntimeId())):
+(b.setVisibility(!1),t.push(b.getRuntimeId())))}}),0<u.length+t.length&&this._callbackManager.trigger("visibilityChanged",u,t),this._engine.requestMeshInstances(a),[2]}})})};b.prototype._requestExternalModelsLocal=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,c.loadPendingExternalModels(b)];case 1:return d=g.sent(),0===d.length?[3,4]:[4,f.markContextsLoaded(d)];case 2:return g.sent(),[4,this._requestNodes(b,
+[c],a)];case 3:g.sent(),g.label=4;case 4:return[2,d]}})})};b.prototype._requestExternalModelsNonLocal=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,u,t,v;return __generator(this,function(n){switch(n.label){case 0:return[4,f.gatherParentsOfPendingExternalModels(c)];case 1:d=n.sent();if(0===d.length)return[2,[]];g=[];e=0;for(k=d;e<k.length;e++)l=k[e],u=this._requestExternalModelsLocal(b,l,a),g.push(u);v=h.concatAll;return[4,Promise.all(g)];case 2:return t=v.apply(void 0,
+[n.sent()]),[2,t]}})})};b.prototype._requestExternalModelsOfNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,f,l,t;return __generator(this,function(n){switch(n.label){case 0:d=[];g=0;for(e=c;g<e.length;g++)k=e[g],f=this._requestExternalModelsNonLocal(b,k,a),d.push(f);t=h.concatAll;return[4,Promise.all(d)];case 1:return l=t.apply(void 0,[n.sent()]),[2,l]}})})};b.prototype._requestNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,h,t;
+return __generator(this,function(n){switch(n.label){case 0:if(!a)for(d=0,g=c;d<g.length;d++)e=g[d],this._activeLoadTimestamp!==this._completedLoadTimestamp&&this._requestedNodes.set(e,this._activeLoadTimestamp),e instanceof f.ProductOccurrence&&b.notifyDirectRequest(e);k=this._requestIncsOfNodes(c);l=this._requestExternalModelsOfNodes(b,c,a);h=[k,l];return[4,Promise.all(h)];case 1:return t=n.sent()[1],[2,t]}})})};b.prototype.requestNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,
+e,k,f,l,u,t;return __generator(this,function(n){switch(n.label){case 0:return[4,this._requestNodes(b,c,a)];case 1:g=n.sent();e=[];k=0;for(f=g;k<f.length;k++)l=f[k],u=l.getChildren(),h.concatInPlace(e,u);if(!(0<e.length))return[3,3];t=e.map(function(b){return b.getRuntimeId()});return[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",t,d.NodeSource.LoadModel)];case 2:n.sent(),n.label=3;case 3:return[2]}})})};b.prototype.isBeingRequested=function(b){for(;;)if(b instanceof f.NodeMixin){if(this._requestedNodes.has(b))return!0;
+b=b.getParent()}else if(b instanceof f.AttachContext)b=b.getParent();else if(b instanceof f.InclusionContext)b=b.getParent();else if(b instanceof f.LoadContext){if(b=b.getParent(),null===b)return!1}else return d.Util.TypeAssert(b),console.assert(!1),!1};b.prototype.onDemandRequestsActive=function(){return 0!==this._requestedNodes.size};b.prototype.onLoadBegin=function(){++this._activeLoadTimestamp};b.prototype.onLoadEnd=function(){var b=this;console.assert(this._completedLoadTimestamp<this._activeLoadTimestamp);
+++this._completedLoadTimestamp;console.assert(this._completedLoadTimestamp===this._activeLoadTimestamp);var c=[];this._requestedNodes.forEach(function(a,d){a<=b._completedLoadTimestamp&&(console.assert(a===b._completedLoadTimestamp),c.push(d))});for(var a=0;a<c.length;a++)this._requestedNodes.delete(c[a])};b.prototype.markSeenExternalModel=function(){this._seenExternalModel=!0};b.prototype.seenExternalModel=function(){return this._seenExternalModel};b.prototype.getNodeByGenericId=function(b){return this._genericIdToNode.get(b)||
+null};b.prototype.getNodesByGenericType=function(b){return this._genericTypeToNodes.get(b)||null};b.prototype.genericTypeToNodes=function(){return this._genericTypeToNodes};b.prototype.registerGenericGlobalId=function(b,c){this._genericIdToNode.set(c,b)};b.prototype.registerGenericType=function(b,c){var a=this._genericTypeToNodes.get(c);void 0===a&&(a=new Set);a.add(b);this._genericTypeToNodes.set(c,a)};b.prototype.disableAutomaticFitWorld=function(){return this._config.disableAutomaticFitWorld};
+b.prototype.markImplicitNodesOutOfHierarchy=function(){return this._config.markImplicitNodesOutOfHierarchy};b.prototype._throttleLoad=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._engine.throttleLoad(200,200),[4,this._engine.sleep(20)];case 1:return b.sent(),[2]}})})};b.prototype.enqueue=function(b){var c=this,a="function"===typeof b?h.Lazy.create(b):b;return this._centralQueue.push(function(){return __awaiter(c,void 0,
+void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:return(b=this._isScs&&this._centralQueueClock.isTicking())?[4,this._throttleLoad()]:[3,2];case 1:d.sent(),d.label=2;case 2:return[4,a.get()];case 3:return c=d.sent(),b?[4,this._throttleLoad()]:[3,5];case 4:d.sent(),d.label=5;case 5:return[2,c]}})})})};b.prototype._onUserInteraction=function(b,c){if(this._isScs){var a=!1;switch(c){case d.EventType.MouseDown:case d.EventType.MouseUp:case d.EventType.Mousewheel:case d.EventType.TouchStart:case d.EventType.TouchMove:case d.EventType.TouchEnd:case d.EventType.KeyDown:case d.EventType.KeyUp:case d.EventType.ViewOrientationChange:a=
+!0;break;case d.EventType.MouseMove:a=b.getButtons()!==d.Buttons.None;break;default:d.Util.TypeAssertNever(c)}a&&this._centralQueueClock.tickFor(1E3)}};return b}();f.AssemblyTree=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(c){var b=this;return function(a,d){return __awaiter(b,void 0,void 0,function(){var b,g;return __generator(this,function(e){switch(e.label){case 0:return b=h.versionAtLeast(d,[7,3])?a+".scs":a,[4,c(b)];case 1:return g=e.sent(),"string"===typeof g?h.FetchApi.isSupported()?[2,h.FetchApi.request(g)]:[2,h.httpRequestBuffer(g)]:[2,g]}})})}}var e=function(){function c(b,c,a,d,e,m){this._clearQueue=new h.PromiseQueue(1,!1);this._clearInProgress=!1;this._cadConfigurationsEnabled=
+!0;this._engine=c;this._callbackManager=a;this._cuttingManager=d;this._view=e;this._model=m;this._assemblyTree=new f.AssemblyTree(b,this._engine,this._callbackManager,this._cuttingManager,this._view,this._model);this._readyPromise=h.TrackedOpenPromise.create()}c.unsafeCreate=function(b,c,a,d,e,f,h){return this._create(b,c,a,d,e,f,h).unsafeValue};c.create=function(b,c,a,d,e,f,h){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._create(b,c,a,d,e,f,h)]})})};
+c._create=function(b,a,d,e,f,m,p){b=new c(b,a,d,e,f,m);p=b._init(p);return h.UnsafePromise.create(b,p)};c.prototype._init=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){switch(d.label){case 0:return[4,f.ScAttacher.createWithEmptyModel(this._engine,this._view,this._callbackManager,b)];case 1:return c=d.sent(),this._assemblyTree.initialize(c),a=new f.TreeLoader(this._assemblyTree,c,this._engine,this._view,this._callbackManager),this._callbackManager.trigger("modelStructureLoadBegin"),
+this._callbackManager.trigger("modelStructureLoadEnd"),this._callbackManager.trigger("modelStructureParseBegin"),console.assert(void 0===this._treeLoader),this._treeLoader=a,this._readyPromise.resolve(),[2]}})})};c.prototype._loadSubtreePrologue=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:if(this._engine.getSessionType()!==b)throw new d.LoadError("Incompatible load types.");return a?[4,this._clearQueue.waitOnLatest()]:
+[3,2];case 1:e.sent(),e.label=2;case 2:if(this._clearInProgress)throw new d.LoadCancelledError;g=this._assemblyTree.lookupProductOccurrence(c);if(null===g)throw new d.InvalidNodeTypeError(c,0);return[2,g]}})})};c.prototype._loadSubtreeEpilogue=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g;return __generator(this,function(e){switch(e.label){case 0:return b.isFirstLoad()&&2===this._engine.getSessionType()?[4,this._callbackManager.promiseTrigger("_firstBoundingReady",null)]:[3,
+2];case 1:e.sent(),e.label=2;case 2:return a=b.getChildren(),g=a.map(function(b){return b.getRuntimeId()}),c?[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",g,d.NodeSource.LoadModel)]:[3,4];case 3:e.sent(),e.label=4;case 4:return[2,g]}})})};c.prototype.loadSubtreeFromXmlFile=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._disableCadConfigurations()];case 1:return k.sent(),[4,
+this._loadSubtreePrologue(1,b,!0)];case 2:return g=k.sent(),[4,this._treeLoader.loadByXmlFile(d,g,c,a)];case 3:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,!1)]}})})};c.prototype.loadSubtreeFromXmlDoc=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._disableCadConfigurations()];case 1:return k.sent(),[4,this._loadSubtreePrologue(1,b,!0)];case 2:return g=k.sent(),[4,this._treeLoader.loadByXmlDoc(d,
+g,c,a)];case 3:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,!1)]}})})};c.prototype.loadSubtreeFromScsXmlFile=function(b,c,d,e){return __awaiter(this,void 0,void 0,function(){var g,k,f;return __generator(this,function(l){switch(l.label){case 0:return[4,this._disableCadConfigurations()];case 1:return l.sent(),[4,this._loadSubtreePrologue(2,b,!0)];case 2:return g=l.sent(),k=a(d),[4,this._treeLoader.loadByXmlFile(e,g,c,k)];case 3:return f=l.sent(),[2,this._loadSubtreeEpilogue(f,!1)]}})})};c.prototype.loadSubtreeFromScsXmlDoc=
+function(b,c,d,e){return __awaiter(this,void 0,void 0,function(){var g,k,f;return __generator(this,function(l){switch(l.label){case 0:return[4,this._disableCadConfigurations()];case 1:return l.sent(),[4,this._loadSubtreePrologue(2,b,!0)];case 2:return g=l.sent(),k=a(d),[4,this._treeLoader.loadByXmlDoc(e,g,c,k)];case 3:return f=l.sent(),[2,this._loadSubtreeEpilogue(f,!1)]}})})};c.prototype._loadSubtreeFromStream=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,
+function(k){switch(k.label){case 0:return[4,this._loadSubtreePrologue(1,b,a)];case 1:return g=k.sent(),[4,this._treeLoader.loadByStream(d,g,c)];case 2:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,d._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromStream=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this._loadSubtreeFromStream(b,c,!0,a)]})})};c.prototype.loadSubtreeFromScsFile=function(b,c,a){return __awaiter(this,void 0,
+void 0,function(){var d,g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._loadSubtreePrologue(2,b,!0)];case 1:return d=e.sent(),[4,this._treeLoader.loadByScsFile(a,d,c)];case 2:return g=e.sent(),[2,this._loadSubtreeEpilogue(g,a._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromScsBuffer=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._loadSubtreePrologue(2,b,!0)];
+case 1:return d=e.sent(),[4,this._treeLoader.loadByScsBuffer(a,d,c)];case 2:return g=e.sent(),[2,this._loadSubtreeEpilogue(g,a._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromAssemblyData=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._loadSubtreePrologue(1,b,!0)];case 1:return g=k.sent(),[4,this._treeLoader.loadByAssemblyData(d,g,c,a)];case 2:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,
+d._allowSubtreeLoadedCallback)]}})})};c.prototype._clearImpl=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:console.assert(!this._clearInProgress),this._clearInProgress=!0,c.label=1;case 1:return c.trys.push([1,5,,6]),[4,this._treeLoader.cancelPendingLoads()];case 2:return c.sent(),console.assert(this._treeLoader.isIdle()),console.assert(this._clearInProgress),[4,this._treeLoader.reset()];case 3:return c.sent(),console.assert(this._treeLoader.isIdle()),
+console.assert(this._clearInProgress),[4,this._assemblyTree.reset()];case 4:return c.sent(),console.assert(this._treeLoader.isIdle()),console.assert(this._clearInProgress),this._clearInProgress=!1,[3,6];case 5:throw b=c.sent(),console.assert(this._clearInProgress),this._clearInProgress=!1,b;case 6:return[2]}})})};c.prototype.clear=function(){var b=this;return this._clearQueue.push(function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._callbackManager.trigger("modelSwitchStart",
+!0),[4,this._clearImpl()];case 1:return b.sent(),[2,this._callbackManager.promiseTrigger("_modelSwitched","modelSwitched",!0,[],h.AttachType.Direct)]}})})})};c.prototype.switchToModel=function(b){var c=this,a=b===d.EmptyModelName;return this._clearQueue.push(function(){return __awaiter(c,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return this._callbackManager.trigger("modelSwitchStart",!1),[4,this._clearImpl()];case 1:g.sent();if(!a)return[3,2];c=[];return[3,
+4];case 2:return[4,this._loadSubtreeFromStream(this.getAbsoluteRootNodeId(),b,!1,new d.LoadSubtreeConfig)];case 3:c=g.sent(),g.label=4;case 4:return[4,this._callbackManager.promiseTrigger("_modelSwitched","modelSwitched",a,c,h.AttachType.Direct)];case 5:return g.sent(),[2,c]}})})})};c.prototype.getAbsoluteRootNodeId=function(){return this._assemblyTree.getRootNode().getRuntimeId()};c.prototype.isIdValid=function(b){return null!==this._assemblyTree.lookupAnyNode(b)};c.prototype._getNodeChildren=function(b,
+c){var a=b.getChildrenSync();c||(a=a.filter(function(b){return!b.isOutOfHierarchy()}));for(var d=0,g=b.getBodyInstances();d<g.length;d++){var e=g[d];e.isOutOfHierarchy()&&!c||a.push(e)}c=0;for(b=b.getPmis();c<b.length;c++)a.push(b[c]);return a};c.prototype.getChildIds=function(b,c){var a=this._assemblyTree.lookupProductOccurrence(b);if(null===a)return[];b=[];var d=0;for(c=this._getNodeChildren(a,c);d<c.length;d++)b.push(c[d].getRuntimeId());return b};c.prototype.isOutOfHierarchy=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+return null!==b&&f.isOutOfHierarchy(b)};c.prototype.getParentId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);if(null===b)return null;b=f.towardContainerNode(b.getParent());return null===b?null:b.getRuntimeId()};c.prototype.getPartReferrers=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,m,h,q,r,u,t,v,w,z;return __generator(this,function(g){switch(g.label){case 0:c=this._assemblyTree.lookupProductOccurrence(b);if(null===c)return[2,null];a=this._assemblyTree.getRootNode();
+return[4,f.forcePrototypes(a)];case 1:return g.sent(),[4,f.forcePartDefinitions(a)];case 2:g.sent();d=c.getPartDefinitionSync();if(null===d)return[2,null];e=d.getReferrers();m=new Set;h=0;for(q=e;h<q.length;h++)for(r=q[h],u=r.getParent(),t=u.getReferrers(),v=0,w=t;v<w.length;v++)z=w[v],m.add(z.getRuntimeId());return[2,Array.from(m)]}})})};c.prototype.getAttributes=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];
+case 1:return c=a.sent(),null===c?[2,[]]:[2,c.getAttributes()]}})})};c.prototype.getProperties=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,e,n,m,p,q=this;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:c=g.sent();if(null===c)return[2,null];a=null;e=[];n=c.getAttributes().then(function(b){null===a&&(a={});for(var c=0;c<b.length;c++){var d=b[c],g=d.getTitle();d=d.getValue();a[g]=d}});e.push(n);m=function(c){null===a&&
+(a={});var g=q.getNetMatrix(b),e=new d.Point3(g.m[0],g.m[1],g.m[2]),k=q.getUnit(b),f=e.length()/k;e=c.volume*f*f*f;f=d.Util.formatWithUnit(c.surfaceArea*f*f,k);a["Surface Area"]=""+f+h.Unicode.Subscript2;e=d.Util.formatWithUnit(e,k);a.Volume=""+e+h.Unicode.Subscript3;c=g.transform(c.centerOfGravity);g=d.Point3.scale(c,1/k);k=g.x.toLocaleString();c=g.y.toLocaleString();g=g.z.toLocaleString();a.COG="x:"+k+" y:"+c+" z:"+g};c instanceof f.RepresentationItem?(p=c.getPhysicalProperties(),null!==p&&m(p)):
+c instanceof f.ProductOccurrence&&(n=Promise.resolve(f.forcePartDefinition(c)).then(function(){return __awaiter(q,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,c.getPhysicalProperties()];case 1:return b=a.sent(),null!==b&&m(b),[2]}})})}),e.push(n));return[4,d.Util.waitForAll(e)];case 2:return g.sent(),[2,a]}})})};c.prototype.addProperty=function(b,c,a){b=this._assemblyTree.lookupAnyNode(b);if(null===b)return!1;c=new f.Attribute(d.AttributeType.String,
+c,a);b.addAttribute(c);return!0};c.prototype.setPhysicalProperties=function(b,c,a,d){b=this._assemblyTree.lookupRepresentationItem(b);if(null===b)return!1;c=new f.PhysicalProperties(a,d,c);b.setPhysicalProperties(c);return!0};c.prototype.getUserDataIndices=function(b){var c=this._assemblyTree.lookupAnyTreeNode(b);if(null===c)throw new d.InvalidNodeIdError(b);return c.getUserDataIndices()};c.prototype.getUserData=function(b,c){var a=this._assemblyTree.lookupAnyTreeNode(b);if(null===a)throw new d.InvalidNodeIdError(b);
+return a.getUserData(c)};c.prototype.getInstanceIncs=function(b,c){b=this._assemblyTree.lookupAnyTreeNode(b);if(null===b)return console.assert(!1),[];var a=f.isOutOfHierarchy(b),d=new Set;return f.gatherInstanceIncsSync(b,c,a,d,f.WalkRestriction.None)};c.prototype.getNodeFromInstanceInc=function(b,c,a,d){var g=this._assemblyTree.lookupAnyBodyByInstanceInc(c,a);null===g?(g=b?this._rectifyParent(c,null):this._assemblyTree.getRootNode(),g=this._assemblyTree.createMeshInstance(b,c,a,null,null,g,!1,d)):
+g instanceof f.PmiBody?g=g.getParent():g instanceof f.ViewFrame&&(b=g.getParent(),b);return g.getRuntimeId()};c.prototype._getAssociatedModelKey=function(b){if(b instanceof f.PartDefinition)return b.getModelKey();d.Util.TypeAssert(b);return this._getAssociatedModelKey(b.getParent())};c.prototype.getAssociatedModelKey=function(b){var c=this._assemblyTree.lookupAnyTreeNode(b);return null===c?(c=this._assemblyTree.lookupAnyNonTreeNode(b),null===c?null:this._getAssociatedModelKey(c)):f.towardAttachContext(c).getMasterModelKey()};
+c.prototype.getMatrix=function(b){b=this._assemblyTree.lookupAnyNode(b);if(null===b)return new d.Matrix;b=b.getLocalTransform();return null===b?new d.Matrix:b.copy()};c.prototype.setMatrix=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){d=this._assemblyTree.lookupAnyTreeNode(b);if(null===d)return[2];a?d.setLocalTransformAsInitial(c):d.overrideLocalTransform(c);g=f.isOutOfHierarchy(d);return[2,f.updateScMatrices(this._engine,this._callbackManager,
+[d],g)]})})};c.prototype.resetToInitialMatrix=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){c=this._assemblyTree.lookupAnyTreeNode(b);return null===c?[2]:c.hasLocalTransformOverride()?(c.removeLocalTransformOverride(),a=f.isOutOfHierarchy(c),[2,f.updateScMatrices(this._engine,this._callbackManager,[c],a)]):[2]})})};c.prototype.getNetMatrix=function(b){b=this._assemblyTree.lookupAnyNode(b);return null===b?new d.Matrix:f.getNetMatrix(b)};c.prototype._getBodyInstanceIndexFrom=
+function(b,c,a){void 0===a&&(a={});for(var d=0,g=b.getBodyInstances();d<g.length;d++){var e=g[d];void 0!==a.value?a.value++:a.value=0;if(e===c)return a.value}d=0;for(g=b.getChildrenSync();d<g.length;d++)if(b=this._getBodyInstanceIndexFrom(g[d],c,a),void 0!==b)return b};c.prototype.getNodeOrRepItem=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,m,h;return __generator(this,function(g){switch(g.label){case 0:if(!(b instanceof f.BodyInstance))return[3,8];c=void 0;a=b.getParent();
+d=void 0;e=a;g.label=1;case 1:return e instanceof f.ProductOccurrence?[4,f.forcePartDefinition(e)]:[2,null];case 2:return g.sent(),[4,e.getPartDefinition()];case 3:return m=g.sent(),null===m?[3,5]:[4,m.value];case 4:return d=g.sent(),[3,7];case 5:e=e.getParent(),g.label=6;case 6:return[3,1];case 7:return c=this._getBodyInstanceIndexFrom(e,b),h=d.getRepresentationItems(),void 0!==c&&c<h.length?[2,h[c]]:[2,null];case 8:if(b instanceof f.ProductOccurrence||b instanceof f.Pmi||b instanceof f.CadView||
+b instanceof f.PartDefinition||b instanceof f.RepresentationItem)return[2,b];g.label=9;case 9:return[2,null]}})})};c.prototype._getNodeOrRepItemFromId=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupAnyNode(b);return null===c?[2,null]:[2,this.getNodeOrRepItem(c)]})})};c.prototype.getEdgeCount=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,
+this._getNodeOrRepItemFromId(b)];case 1:return c=a.sent(),c instanceof f.RepresentationItem?[2,c.getEdgeCount()]:[2,0]}})})};c.prototype.getEdgeAttributes=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getEdgeAttributes(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.getEdgeProperty=function(b,c){return __awaiter(this,
+void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getEdgeMeasurementProperty(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.getFaceCount=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return c=a.sent(),c instanceof f.RepresentationItem?
+[2,c.getFaceCount()]:[2,0]}})})};c.prototype.getFaceAttributes=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getFaceAttributes(c),null!=d)?[2,d.copy()]:[2,null]}})})};c.prototype.getFaceProperty=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,
+this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getFaceMeasurementProperty(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.setEdgeProperty=function(b,c,a){b=this._assemblyTree.lookupRepresentationItem(b);null!==b&&f.MeasurementProperty.isEdge(a)&&b.setEdgeMeasurementProperty(c,a)};c.prototype.setFaceProperty=function(b,c,a){b=this._assemblyTree.lookupRepresentationItem(b);null!==b&&f.MeasurementProperty.isFace(a)&&b.setFaceMeasurementProperty(c,
+a)};c.prototype.getName=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.getName():null};c.prototype.getNodeExchangeId=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.getExchangeId():null};c.prototype.getFilters=function(){return this._assemblyTree.getFilters()};c.prototype.getFilterName=function(b){return this._assemblyTree.getFilterName(b)};c.prototype.getFiltersWithNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null===b?[]:this._assemblyTree.getFiltersWithNode(b)};
+c.prototype.getNodesFromFilterIds=function(b){return this._assemblyTree.getNodesFromFilterIds(b)};c.prototype.getLayers=function(){return this._assemblyTree.getLayers()};c.prototype.getUniqueLayerNames=function(){return this._assemblyTree.getUniqueLayerNames()};c.prototype.getLayerName=function(b){return this._assemblyTree.getLayerName(b)};c.prototype.getLayerIdsFromName=function(b){return this._assemblyTree.getLayersIdFromName(b)};c.prototype.getNodeLayerId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+if(null===b)return null;var c=b.getAuthoredLayerId();return null===c?null:f.towardLoadContext(b).getRuntimeLayerId(c)};c.prototype.getAuthoredNodesFromLayer=function(b,c){b=this._assemblyTree.getNodesFromLayer(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.getAuthoredNodesFromLayers=function(b,c){b=this._assemblyTree.getNodesFromLayers(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.getRuntimeNodesFromLayer=function(b,c){b=this._assemblyTree.getNodesFromLayer(b,
+c);return null===b?null:b.map(function(b){return b.getRuntimeId()})};c.prototype.getRuntimeNodesFromLayers=function(b,c){b=this._assemblyTree.getNodesFromLayers(b,c);return null===b?null:b.map(function(b){return b.getRuntimeId()})};c.prototype.getNodesFromLayerName=function(b,c){b=this._assemblyTree.getNodesFromLayerName(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.createCadView=function(b,c,a,d,e,f,h,q,r){if(null===this._assemblyTree.lookupProductOccurrence(b))return null;
+b=this._assemblyTree.lookupProductOccurrence(b);if(null===b)return null;for(var g=[],k=0;k<d.length;k++){var l=this._assemblyTree.lookupPmi(d[k]);null!==l&&g.push(l)}d=new Map;for(k=0;k<h.length;k++)l=h[k],d.set(l[0],l[1]);return this._assemblyTree.createCadView(this._engine,b,c,a,g,e,f,d,q,r).getRuntimeId()};c.prototype.getCadViewMap=function(){var b=this._assemblyTree.getFirstProductOccurrenceWithView(),c=new Map;this._assemblyTree.forEachCadView(function(a){var d=a.getRuntimeId(),g=a.getParent();
+a=g===b?a.getName()||"(null)":g.getName()+" - "+a.getName();c.set(d,a)});return c};c.prototype.activateCadView=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(d){switch(d.label){case 0:return this._assemblyTree.hasActiveCadView()?[4,this._assemblyTree.deactivateActiveCadView()]:[3,2];case 1:return d.sent(),[2,this.activateCadView(b,c)];case 2:return a=this._assemblyTree.lookupCadView(b),null===a?[2]:[2,this._assemblyTree.activateCadView(a,c)]}})})};
+c.prototype.getCadViewPmis=function(b){var c=this._assemblyTree.lookupCadView(b);if(null===c)return[];b=[];var a=0;for(c=this._assemblyTree.getCadViewPmis(c);a<c.length;a++)b.push(c[a].getRuntimeId());return b};c.prototype._disableCadConfigurations=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._cadConfigurationsEnabled=!1,[4,this._assemblyTree.deactivateActiveCadView()];case 1:return b.sent(),[2]}})})};c.prototype.cadConfigurationsEnabled=
+function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._cadConfigurationsEnabled&&this._assemblyTree.seenExternalModel()?[4,this._disableCadConfigurations()]:[3,2];case 1:b.sent(),b.label=2;case 2:return[2,this._cadConfigurationsEnabled]}})})};c.prototype.getCadConfigurations=function(){var b={};this._assemblyTree.forEachCadConfiguration(function(c){var a=c.getRuntimeId();c=c.getName()||"(null)";b[a]=c});return b};c.prototype.getDefaultCadConfiguration=
+function(){var b=this._assemblyTree.getDefaultCadConfiguration();return null!==b?b.getRuntimeId():null};c.prototype.getActiveCadConfiguration=function(){var b=this._assemblyTree.getActiveCadConfiguration();return null!==b?b.getRuntimeId():null};c.prototype._activateCadConfiguration=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._assemblyTree.activateCadConfiguration(b)];case 1:return a.sent(),c=b.getRuntimeId(),
+this._callbackManager.trigger("configurationActivated",c),[2]}})})};c.prototype.activateCadConfiguration=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupProductOccurrence(b);return null===c?[2]:[2,this._activateCadConfiguration(c)]})})};c.prototype.activateDefaultCadConfiguration=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._assemblyTree.getDefaultCadConfiguration(),
+null===b?[3,2]:[4,this._activateCadConfiguration(b)];case 1:c.sent(),c.label=2;case 2:return[2]}})})};c.prototype.getPmis=function(){var b={};this._assemblyTree.forEachPmi(function(c){var a=c.getRuntimeId();c=c.getName()||"(null)";b[a]=c});return b};c.prototype.getPmiType=function(b){b=this._assemblyTree.lookupPmi(b);return null===b?f.PmiType.Unknown:b.getPmiType()};c.prototype.getPmiSubType=function(b){b=this._assemblyTree.lookupPmi(b);return null===b?d.PmiSubType.Unknown:b.getPmiSubType()};c.prototype.getUnit=
+function(b){b=this._assemblyTree.lookupAnyNode(b);return b instanceof f.ProductOccurrence?b.getMeasurementUnit():b instanceof f.BodyInstance?b.getParent().getMeasurementUnit():1};c.prototype._rectifyParent=function(b,c){if(null!==c){c=this._assemblyTree.lookupProductOccurrence(c);if(null!==c)return c;console.assert(!1)}b=this._assemblyTree.getInclusionContexts(b);return 0<b.length?(b=b[0].getChildren(),console.assert(0<b.length),b[0]):this._assemblyTree.getRootNode()};c.prototype.createMeshInstance=
+function(b,c,a,d,e,f){d=this._rectifyParent(b,d);return this._assemblyTree.createMeshInstance(!0,b,c,null,a,d,e,f).getRuntimeId()};c.prototype.createPmiInstance=function(b,c,a,d,e,f,h){h=this._rectifyParent(b,h);return this._assemblyTree.createPmiInstance(b,c,null,f,h,a,d,e).getRuntimeId()};c.prototype.setVisibilitiesByMap=function(b,c){var a=this,d=new Map;b.forEach(function(b,c){c=a._assemblyTree.lookupAnyTreeNode(c);null!==c&&d.set(c,b)});b=this._assemblyTree.getRootNode();return f.updateVisibilities(this._assemblyTree,
+this._engine,this._callbackManager,b,d,!1,c,null)};c.prototype.setVisibilitiesByValue=function(b,c,a){for(var d=new Map,g=0;g<b.length;g++){var e=this._assemblyTree.lookupAnyTreeNode(b[g]);null!==e&&d.set(e,c)}c=this._assemblyTree.getRootNode();1===b.length&&(b=this._assemblyTree.lookupAnyTreeNode(b[0]),b instanceof f.ProductOccurrence&&(c=b));return f.updateVisibilities(this._assemblyTree,this._engine,this._callbackManager,c,d,!1,a,null)};c.prototype.resetAllVisibilities=function(){var b=new Map,
+c=this._assemblyTree.getRootNode(),a=this._assemblyTree.getActiveCadConfiguration();return f.updateVisibilities(this._assemblyTree,this._engine,this._callbackManager,c,b,!0,null,a)};c.prototype.resetAllTransforms=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return b=this._assemblyTree.getRootNode(),[4,f.resetTransforms(b)];case 1:return(c=a.sent())?[2,f.updateScMatrices(this._engine,this._callbackManager,[b],!1)]:[2]}})})};
+c.prototype.reset=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return this._cadConfigurationsEnabled=!0,this.isACadDrawing()?[2,this._callbackManager.promiseTrigger("_resetDrawing",null)]:this._assemblyTree.hasActiveCadView()?[4,this._assemblyTree.deactivateActiveCadView()]:[3,2];case 1:c.sent(),c.label=2;case 2:return b=[this.resetAllVisibilities(),this.resetAllTransforms()],[4,d.Util.waitForAll(b)];case 3:return c.sent(),
+[2]}})})};c.prototype.setPmiColor=function(b,c){void 0===c&&(c=this.getAbsoluteRootNodeId());c=this.getInstanceIncs(c,6);0<c.length&&(this._engine.setPartColor(c,d.ElementType.Faces,b),this._engine.setPartColor(c,d.ElementType.Lines,b))};c.prototype.resetPmiColor=function(b){void 0===b&&(b=this.getAbsoluteRootNodeId());b=this.getInstanceIncs(b,6);0<b.length&&(this._engine.unsetPartColor(b,d.ElementType.Faces),this._engine.unsetPartColor(b,d.ElementType.Lines))};c.prototype.getPmiTopologyReferences=
+function(b){b=this._assemblyTree.lookupPmi(b);return null===b?null:b.getPmiTopologyReferences(this._assemblyTree)};c.prototype.createNode=function(b,c,a,e,n,m){void 0===e&&(e=null);void 0===n&&(n=!0);void 0===m&&(m=null);var g=null;null!==b&&(g=this._assemblyTree.lookupProductOccurrence(b));null===g&&(g=this._assemblyTree.getRootNode());null===a||f.isAuthoredId(a)||(a=null);m&&(b=m/g.getMeasurementUnit(),b=(new d.Matrix).setScaleComponent(b,b,b),e=e?d.Matrix.multiply(e,b):b);return this._assemblyTree.createNode(g,
+c,a,e,n,m).getRuntimeId()};c.prototype.deleteNode=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupAnyTreeNode(b);if(null!==c){if(c instanceof f.ProductOccurrence||c instanceof f.BodyInstance)return[2,this._assemblyTree.deleteNode(c)];throw new d.InvalidNodeTypeError(b,0,2);}return[2]})})};c.prototype.createPart=function(b){return this._assemblyTree.createPart(b).getRuntimeId()};c.prototype.setPart=function(b,c){b=this._assemblyTree.lookupProductOccurrence(b);
+if(null===b)return!1;c=this._assemblyTree.lookupPartDefinition(c);if(null===c)return!1;this._assemblyTree.setPart(b,c);return!0};c.prototype.createAndAddRepItem=function(b,c){b=this._assemblyTree.lookupPartDefinition(b);return null===b?null:b.createRepItem(this._assemblyTree,c).getRuntimeId()};c.prototype.getLowestAvailableNodeId=function(){return this._assemblyTree.getLowestAvailableNodeId()};c.prototype.getType=function(b){b=this._assemblyTree.lookupAnyNode(b);return null===b?d.NodeType.Unknown:
+f.getNodeType(b)};c.prototype.isVisible=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.isVisible():!1};c.prototype.getBranchVisibility=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.getBranchVisibility(b):1};c.prototype.setMeshLevel=function(b,c){for(var a=[],d=0;d<b.length;d++){var g=this._assemblyTree.lookupAnyTreeNode(b[d]);null!==g&&a.push(g)}return f.setMeshLevels(this._engine,a,c)};c.prototype.setEnableAutomaticUnitScaling=function(b){this._assemblyTree.setAutomaticMeasurementUnitScaling(b)};
+c.prototype.setBehaviorInitiallyHidden=function(b){this._assemblyTree.setInitiallyHiddenStayHidden(b)};c.prototype.isACadDrawing=function(){return this._assemblyTree.containsDrawings()};c.prototype.isMeasurable=function(){return this._assemblyTree.isMeasureable()};c.prototype.getModelFileNameFromNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.towardAttachContext(b).getOriginalFileName():null};c.prototype.getModelFileTypeFromNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+return null!==b?f.towardAttachContext(b).getOriginalFileType():null};c.prototype.isAnnotationView=function(b){var c=this._assemblyTree.lookupCadView(b);if(null!==c)return c.isAnnotationView();throw new d.InvalidNodeTypeError(b,3);};c.prototype.preventNodeDeletion=function(b){b=this._assemblyTree.lookupBodyInstance(b);if(null===b)throw new d.InternalLogicError;this._assemblyTree.preventNodeDeletion(b)};c.prototype.preventMeshDeletion=function(b){this._assemblyTree.preventMeshDeletion(b)};c.prototype.getBounding=
+function(b,c,a,d){return f.getBoundingByNodeId(this._assemblyTree,this._engine,b,c,a,d)};c.prototype.getIdOffset=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?(b instanceof f.PartDefinition?b.getInclusionContextForNodeId():b instanceof f.RepresentationItem?b.getParent().getInclusionContextForNodeId():f.towardInclusionContext(b)).getIdOffset():0};c.prototype.isNodeLoaded=function(b){var c=this._assemblyTree.lookupAnyNode(b);if(null===c)throw new d.InvalidNodeIdError(b);return c.isLoaded()};
+c.prototype.shutdown=function(){var b=this._treeLoader.cancelPendingLoads();b};c.prototype.isReady=function(){console.assert(2!==this._readyPromise.state);return 0!==this._readyPromise.state};c.prototype.waitForReady=function(){return this._readyPromise};c.prototype.lookupAnyTreeNode=function(b){return this._assemblyTree.lookupAnyTreeNode(b)};c.prototype.lookupAnyBody=function(b){return this._assemblyTree.lookupAnyBody(b)};c.prototype.lookupBodyInstance=function(b){return this._assemblyTree.lookupBodyInstance(b)};
+c.prototype.gatherInstanceIncsFromNodeIds=function(b,c,a){return f.gatherInstanceIncsByNodeIdsSync(this._assemblyTree,b,c,a)};c.prototype.requestNodes=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,f;return __generator(this,function(g){c=[];a=0;for(d=b;a<d.length;a++)e=d[a],f=this._assemblyTree.lookupAnyTreeNode(e),null!==f&&c.push(f);return[2,this._assemblyTree.requestNodes(this._treeLoader,c,!1)]})})};c.prototype.isWithinExternalModel=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+if(null===b)return!1;for(b=f.towardProductOccurrence(b);null!==b;){if(b.isExternalModelRoot())return!0;b=f.towardProductOccurrence(b.getParent())}return!1};c.prototype.getNodeGenericType=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.getNodeGenericType(b):null};c.prototype.getNodeGenericId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?b.getGenericId():null};c.prototype.getNodeByGenericId=function(b){b=this._assemblyTree.getNodeByGenericId(b);return null!==
+b?b.getRuntimeId():null};c.prototype.getNodesByGenericType=function(b){b=this._assemblyTree.getNodesByGenericType(b);if(null!==b){var c=new Set;b.forEach(function(b){c.add(b.getRuntimeId())});return c}return null};c.prototype.getGenericTypes=function(){var b=[];this._assemblyTree.genericTypeToNodes().forEach(function(c,a){b.push(a)});return b};c.prototype.getGenericTypeIdMap=function(){var b=new Map;this._assemblyTree.genericTypeToNodes().forEach(function(c,a){var d=new Set;c.forEach(function(b){d.add(b.getRuntimeId())});
+b.set(a,d)});return b};c.prototype.hasEffectiveGenericType=function(b,c){var a=this.lookupAnyTreeNode(b);if(null===a)throw new d.InvalidNodeIdError(b);return f.hasEffectiveGenericType(a,c)};c.prototype.registerGenericId=function(b,c){return this._assemblyTree.registerGenericGlobalId(b,c)};c.prototype.registerGenericType=function(b,c){return this._assemblyTree.registerGenericType(b,c)};c.prototype.firstAssemblyDataHeader=function(){return this._treeLoader.firstAssemblyDataHeader()};return c}();f.ModelStructure=
+e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(a){for(;;)if(a instanceof f.InclusionContext)a=a.getParent();else{if(a instanceof f.AttachContext)return a;if(a instanceof f.NodeMixin)a=a.getParent();else if(a instanceof f.LoadContext){if(a=a.getParent(),null===a)throw new d.InternalLogicError;}else d.Util.TypeAssert(a),a=a.getInclusionContext()}}f.getNetMatrix=function(a){for(var c=new d.Matrix;null!==a;)if(a instanceof f.NodeMixin){var b=a.getLocalTransform();b&&(c=d.Matrix.multiply(c,b));a=a instanceof
+f.PartDefinition?null:a.getParent()}else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.AttachContext)a=a.getParent();else if(a instanceof f.LoadContext)a=a.getParent();else{d.Util.TypeAssert(a);break}return c};f.towardContainerNode=function(a){for(;;)if(a instanceof f.NodeMixin)if(a instanceof f.BodyMixin)a=a.getParent();else return a;else if(a instanceof f.LoadContext)a=a.getParent();else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.AttachContext)a=
+a.getParent();else{if(null===a)return null;d.Util.TypeAssert(a);console.assert(!1);a=a.getInclusionContext()}};f.isOutOfHierarchy=function(a){return a instanceof f.BodyMixin||a instanceof f.ProductOccurrence?a.isOutOfHierarchy():!1};f.getBranchVisibility=function(a){return a instanceof f.ProductOccurrence||a instanceof f.Pmi||a instanceof f.CadView?a.getBranchVisibility():a.isVisible()?2:1};f.getNodeType=function(a){if(a instanceof f.ProductOccurrence)return a.hasBodyInstances()?a.isADrawingSheetNode()?
+d.NodeType.DrawingSheet:d.NodeType.PartInstance:d.NodeType.AssemblyNode;if(a instanceof f.PartDefinition)return d.NodeType.Part;if(a instanceof f.PmiBody)return d.NodeType.PmiBody;if(a instanceof f.ViewFrame)return d.NodeType.ViewFrame;if(a instanceof f.BodyInstance)return d.NodeType.BodyInstance;if(a instanceof f.RepresentationItem)switch(a.getBodyType()){case f.BodyType.BRep:return d.NodeType.BrepBody;case f.BodyType.Tessellation:return d.NodeType.TessBody;case f.BodyType.Wireframe:return d.NodeType.WireBody;
+case f.BodyType.PointCloud:return d.NodeType.PointsBody;default:return d.NodeType.Body}else{if(a instanceof f.Pmi)return d.NodeType.Pmi;d.Util.TypeAssert(a);return d.NodeType.CadView}};f.getNodeGenericType=function(d){var c=d.getGenericTypeId();return null!==c&&(d=a(d).getGenericTypeMaps(),null!==d)?d.getRight(c)||null:null};f.towardInclusionContext=function(a){for(;;)if(a instanceof f.NodeMixin)a=a.getParent();else{if(a instanceof f.InclusionContext)return a;if(a instanceof f.PmiBody)a=a.getParent();
+else if(a instanceof f.ViewFrame)a=a.getParent();else return d.Util.TypeAssert(a),a.getInclusionContext()}};f.towardLoadContext=function(a){for(;;)if(a instanceof f.AttachContext)a=a.getParent();else{if(a instanceof f.LoadContext)return a;a instanceof f.NodeMixin?a=a.getParent():a instanceof f.InclusionContext?a=a.getParent():(d.Util.TypeAssert(a),a=a.getInclusionContext())}};f.towardAttachContext=a;f.towardAttachRoot=function(a){for(var c=null;;)if(a instanceof f.ProductOccurrence)c=a,a=a.getParent();
+else if(a instanceof f.NodeMixin)a=a.getParent();else{if(a instanceof f.InclusionContext){if(null===c)throw new d.InternalLogicError;return c}d.Util.TypeAssert(a);a=a.getInclusionContext()}};f.towardProductOccurrence=function(a){for(;;){if(a instanceof f.ProductOccurrence)return a;if(a instanceof f.AttachContext)a=a.getParent();else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.LoadContext){if(a=a.getParent(),null===a)return null}else if(a instanceof f.BodyMixin)a=a.getParent();
+else if(a instanceof f.Pmi)a=a.getParent();else if(a instanceof f.CadView)a=a.getParent();else return d.Util.TypeAssert(a),console.assert(!1),null}}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){})(f.GenericTypeId||(f.GenericTypeId={}));var a=function(){function a(c,b,a,e,f){this._inclusionContexts=this._reservedNodeIdOffset=null;this._originalFileName="";this._originalFileType=d.FileType.Unknown;this._genericTypeMaps=null;console.assert(4294967295!==e);this._remapper=c;this._attachScope=b;this._attachedInvisibly=a;this._masterModelKey=e;this._parent=f}a.prototype.getRootNodeMetaData=function(c){return __awaiter(this,void 0,void 0,function(){var b,
+a,d,e,n,m;return __generator(this,function(g){switch(g.label){case 0:if(4294967295===this._masterModelKey)return[2,null];b=c.getAbstractScEngine();a=this._masterModelKey;return[4,b.safeGetMetaData(a,1)];case 1:d=g.sent();if(null===d)return[3,4];e=c.tryParseHeader(d);return null===e?[2,new f.AssemblyData(null,d)]:[4,e];case 2:return n=g.sent(),this._originalFileName=n.originalFileName,this._originalFileType=n.originalFileType,[4,b.safeGetMetaData(a,n.rootAssemblyDataKey())];case 3:return m=g.sent(),
+null!==m?[2,new f.AssemblyData(n,m)]:[2,null];case 4:return[2,null]}})})};a.prototype.getAttachScope=function(){return this._attachScope};a.prototype.attachedInvisibly=function(){return this._attachedInvisibly};a.prototype.getMasterModelKey=function(){return this._masterModelKey};a.prototype.addInclusionContext=function(c){console.assert(c.getParent()===this);this._inclusionContexts=h.TerseArray.push(this._inclusionContexts,c)};a.prototype.getRemapper=function(){return this._remapper};a.prototype.getParent=
+function(){return this._parent};a.prototype.getChildren=function(){var c=this._inclusionContexts;if(null===c)return[];if(Array.isArray(c)){console.assert(0<c.length);for(var b=c[0].getChildren(),a=1;a<c.length;++a)h.append(b,c[a].getChildren());return b}return c.getChildren()};a.prototype.split=function(c,b,d){return new a(this._remapper,c,b,this._masterModelKey,d)};a.prototype.hasChildren=function(){return null!==this._inclusionContexts};a.prototype.removeProductOccurrence=function(c){for(var b=
+null,a=h.TerseArray.toArray(this._inclusionContexts),d=0,e=a;d<e.length;d++){var f=e[d];if(f.removeProductOccurrence(c)){b=f;break}}if(null===b)return!1;a=a.filter(function(b){return b.hasChildren()});this._inclusionContexts=0===a.length?null:h.TerseArray.fromArray(a);return!0};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._inclusionContexts);b<a.length;b++){var e=a[b].purgeContents();c.push(e)}this._inclusionContexts=null;return d.Util.waitForAll(c)};a.prototype.isLoaded=
+function(){if(this._inclusionContexts instanceof f.InclusionContext)return this._inclusionContexts.isLoaded();if(null!==this._inclusionContexts)for(var c=0,b=this._inclusionContexts;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};a.prototype.setReservedNodeIdOffset=function(c){console.assert(null===this._reservedNodeIdOffset);this._reservedNodeIdOffset=c};a.prototype.getReservedNodeIdOffset=function(){return this._reservedNodeIdOffset};a.prototype.forgetReservedNodeIdOffset=function(){console.assert(null!==
+this._reservedNodeIdOffset);this._reservedNodeIdOffset=null};a.prototype.getOriginalFileName=function(){return this._originalFileName};a.prototype.getOriginalFileType=function(){return this._originalFileType};a.prototype.setGenericTypeMaps=function(c){this._genericTypeMaps=c};a.prototype.getGenericTypeMaps=function(){return this._genericTypeMaps};return a}();f.AttachContext=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a,d){this._productOccurrences=null;console.assert(void 0!==a);console.assert(0===a===(0===d));this._attachContext=b;this._inclusionKey=a;this._modelKey=d;a=b.getReservedNodeIdOffset();null!==a?b.forgetReservedNodeIdOffset():a=c.newNodeIdOffset();this._nodeIdOffset=a;c.registerInclusionContext(this)}a.prototype.split=function(c,b){return new a(c,b,this._inclusionKey,this._modelKey)};a.prototype.getIdOffset=function(){return this._nodeIdOffset};
+a.prototype.toRuntimeId=function(c){console.assert(f.isAuthoredId(c));return c+this._nodeIdOffset};a.prototype.getInclusionKey=function(){return this._inclusionKey};a.prototype.getModelKey=function(){return this._modelKey};a.prototype.getParent=function(){return this._attachContext};a.prototype.getAttachContext=function(){return this._attachContext};a.prototype.addProductOccurrence=function(c){console.assert(c.getParent()===this);this._productOccurrences=h.TerseArray.push(this._productOccurrences,
+c)};a.prototype.getChildren=function(){console.assert(null!==this._productOccurrences);return h.TerseArray.toArray(this._productOccurrences)};a.prototype.removeProductOccurrence=function(c){var b=h.TerseArray.toArray(this._productOccurrences),a=b.length;b=b.filter(function(b){return b!==c});0===b.length?delete this._productOccurrences:this._productOccurrences=h.TerseArray.fromArray(b);return b.length<a};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._productOccurrences);b<
+a.length;b++){var e=a[b].purgeContents();c.push(e)}this._productOccurrences=null;return d.Util.waitForAll(c)};a.prototype.hasChildren=function(){return null!==this._productOccurrences};a.prototype.isLoaded=function(){if(this._productOccurrences instanceof f.ProductOccurrence)return this._productOccurrences.isLoaded();if(null!==this._productOccurrences)for(var c=0,b=this._productOccurrences;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};return a}();f.InclusionContext=a})(h.Tree||(h.Tree={}))})(d.Internal||
+(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a){this._attachContexts=this._handledExternalModels=null;this._registeredScsModelKeys=new Map;this._layerIdMap=new h.Bimap;this._parent=c;this._debugLoadString=b;this._debugLoadString;this._scsBufferCache=a}a.prototype.handleExternalModel=function(c,b,a){b=b.getInclusionKey();c=h.compressUint(a)+" "+h.compressUint(b)+" "+h.compressUint(c);null===this._handledExternalModels&&(this._handledExternalModels=new Set);if(this._handledExternalModels.has(c))return!1;
+this._handledExternalModels.add(c);return!0};a.prototype.getParent=function(){return this._parent};a.prototype.addAttachContext=function(c){this._attachContexts=h.TerseArray.push(this._attachContexts,c)};a.prototype.getChildren=function(){var c=this._attachContexts;if(null===c)return[];if(Array.isArray(c)){console.assert(0<c.length);for(var b=c[0].getChildren(),a=1;a<c.length;++a)h.append(b,c[a].getChildren());return b}return c.getChildren()};a.prototype.hasChildren=function(){return null!==this._attachContexts};
+a.prototype.removeProductOccurrence=function(c){for(var b=null,a=h.TerseArray.toArray(this._attachContexts),d=0,e=a;d<e.length;d++){var f=e[d];if(f.removeProductOccurrence(c)){b=f;break}}if(null===b)return!1;a=a.filter(function(b){return b.hasChildren()});this._attachContexts=0===a.length?null:h.TerseArray.fromArray(a);return!0};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._attachContexts);b<a.length;b++){var e=a[b].purgeContents();c.push(e)}this._attachContexts=
+null;return d.Util.waitForAll(c)};a.prototype.isLoaded=function(){if(this._attachContexts instanceof f.AttachContext)return this._attachContexts.isLoaded();if(null!==this._attachContexts)for(var c=0,b=this._attachContexts;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};a.prototype.initializeScsModelKeysOf=function(c){console.assert(void 0===this._registeredScsModelKeys.get(c));this._registeredScsModelKeys.set(c,h.TrackedOpenPromise.create())};a.prototype.getScsModelKeysOf=function(c){c=this._registeredScsModelKeys.get(c);
+return void 0===c?null:c};a.prototype.markAsFirstLoad=function(){console.assert(void 0===this._isFirstLoad);this._isFirstLoad=!0};a.prototype.isFirstLoad=function(){return!0===this._isFirstLoad};a.prototype.toScsBuffer=function(c,b){return __awaiter(this,void 0,void 0,function(){var a,e=this;return __generator(this,function(g){a=h.LazyPromise.create(function(){return __awaiter(e,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return[4,b(c)];case 1:g=a=g.sent();
+if("string"===typeof g)throw new d.InternalLogicError;return[2,g]}})})});return null===this._scsBufferCache?[2,a]:[2,this._scsBufferCache.load(c,a)]})})};a.prototype.onLoadComplete=function(){this._scsBufferCache=null};a.prototype.addLayerIdToMap=function(c,b){this._layerIdMap.set(c,b)};a.prototype.getAuthoredLayerId=function(c){c=this._layerIdMap.getRight(c);return void 0!==c?c:null};a.prototype.getRuntimeLayerId=function(c){c=this._layerIdMap.getLeft(c);return void 0!==c?c:null};return a}();f.LoadContext=
+a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(){function c(b){this._referrers=null;this._prototype=b}c.prototype._addReferrer=function(b){this._referrers=d.TerseArray.push(this._referrers,b)};c.prototype._getReferrers=function(){return d.TerseArray.toArray(this._referrers)};c.prototype._getPrototype=function(){return this._prototype};c.prototype._removeReferrer=function(b){var c=!1,a=d.TerseArray.toArray(this._referrers);a=a.filter(function(a){return a===b?(c=!0,!1):!0});if(!c)return!1;0===
+a.length?delete this._referrers:this._referrers=d.TerseArray.fromArray(a);return!0};c.prototype._purgeContents=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return this._prototype.isUnforced()?[3,3]:[4,this._prototype];case 1:return b=c.sent(),[4,b.purgeContents()];case 2:c.sent(),c.label=3;case 3:return[2]}})})};c.prototype._isLoaded=function(){return this._prototype.isResolved()&&this._prototype.getResolved().isLoaded()};
+return c}();f.SharedPrototypeContext=a;var e=function(){function c(b,c){b instanceof a&&(b=d.LazyObject.create(b));this._shared=b;this._inclusionContext=c}c.prototype.getInclusionContext=function(){return this._inclusionContext};c.prototype.addReferrer=function(b){this._shared.get()._addReferrer(b)};c.prototype.getReferrers=function(){return this._shared.get()._getReferrers()};c.prototype.getProductOccurrence=function(){return this._shared.get()._getPrototype()};c.prototype.removeReferrer=function(b){return this._shared.get()._removeReferrer(b)?
+(b=b.removePrototype(),console.assert(this===b),!0):!1};c.prototype.removeAllReferrers=function(){for(var b=0,c=this.getReferrers();b<c.length;b++)this.removeReferrer(c[b])||console.assert(!1)};c.prototype.purgeContents=function(){return this._shared.get()._purgeContents()};c.prototype.isLoaded=function(){return this._shared.get()._isLoaded()};return c}();f.PrototypeContext=e})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function b(){this._bits2=this._bits1=0}b.prototype.hasBits1=function(b){return h.hasBits(this._bits1,b)};b.prototype.hasBits2=function(b){return h.hasBits(this._bits2,b)};b.prototype.parseBits1=function(b){this._bits1=b.parseIndex_32()};b.prototype.parseBits2=function(b){this.hasBits1(1073741824)&&(this._bits2=b.parseIndex_32())};return b}();f.NodeParseBits=a;var e=function(){return function(b,c){this.shown=b;this.removed=c}}();f.AssemblyVisibility=
+e;var c=function(){function b(b){this._bytes=b.bytes;this._header=b.header;this._dataView=new DataView(this._bytes.buffer,this._bytes.byteOffset,this._bytes.byteLength);this._currentPos=0}b.prototype.hasNext=function(){return this._currentPos<this._bytes.length};b.prototype.parseCount_32=function(){return this._parseUint_32()};b.prototype.parseIndex_32=function(){return this._parseUint_32()};b.prototype.parseAssemblyDataVersion=function(){return{major:this._parseUint_32(),minor:this._parseUint_32()}};
+b.prototype.parseAssemblyDataHeaderVersion=function(){return this._parseUint_32()};b.prototype.parseVisibility=function(){var b=this._parseInt_8(),c=h.hasBits(b,2);b=h.hasBits(b,1);return new e(c,b)};b.prototype.parseProductBits=function(){var b=this._parseUint_8();return null!==this._header&&2<=this._header.headerVersion||!h.hasBits(b,6)?b:b&-7|32};b.prototype.parseCString=function(){for(var b=this._currentPos,c=this._bytes[this._currentPos++];0!==c;)c=this._bytes[this._currentPos++];return h.utf8ArrayToStr(this._bytes.subarray(b,
+this._currentPos-1))};b.prototype.parseBytes=function(b){var c=this._currentPos;this._currentPos+=b;b=this._bytes.subarray(c,this._currentPos);return new Uint8Array(b)};b.prototype.parseNodeId=function(){var b=this._parseUint_32();console.assert(b!==f.invalidNodeId);return b};b.prototype.parseLayerId=function(){var b=this._parseUint_32();console.assert(b!==f.invalidNodeId);return b};b.prototype.parseGenericTypes=function(){for(var b=this._parseUint_32(),c=new h.Bimap,a=0;a<b;a++){var d=this.parseCString(),
+e=this._parseUint_32();c.set(e,d)}return c};b.prototype.parseGenericTypeId=function(){return this._parseUint_32()};b.prototype.parseGenericId=function(){return this.parseCString()};b.prototype._parseScKey=function(){var b=this._parseUint_32();console.assert(4294967295!==b);return b};b.prototype.parseDataKey=function(){return this._parseScKey()};b.prototype.parseInstanceKey=function(){return this._parseScKey()};b.prototype.parseMeshKey=function(){return this._parseScKey()};b.prototype.parseModelKey=
+function(b){var c=this._parseScKey();return null!==b?b.getEffectiveModelKey(c):c};b.prototype.parseInclusionKey=function(b,c){var a=this._parseScKey();return null!==b?b.getEffectiveInclusionKey(a,c):a};b.prototype._parseInt_8=function(){return this._dataView.getInt8(this._currentPos++)};b.prototype._parseUint_8=function(){return this._dataView.getUint8(this._currentPos++)};b.prototype._parseUint_32=function(){var b=this._dataView.getUint32(this._currentPos,!0);this._currentPos+=4;return b};b.prototype._parseFloat_32=
+function(){var b=this._dataView.getFloat32(this._currentPos,!0);this._currentPos+=4;return b};b.prototype._parseFloat_64=function(){var b=this._dataView.getFloat64(this._currentPos,!0);this._currentPos+=8;return b};b.prototype.parseFloat_32=function(){return this._parseFloat_32()};b.prototype.parseFloat_64=function(){return this._parseFloat_64()};b.prototype.parseAttributeType=function(){return this._parseInt_8()};b.prototype.parseNodeParseBits=function(){var b=new a;b.parseBits1(this);b.parseBits2(this);
+return b};b.prototype.parseViewParseBits=function(){return this._parseUint_32()};b.prototype.parsePmiParseBits=function(){return this._parseUint_32()};b.prototype.parseLayerParseBits=function(){return this._parseUint_32()};b.prototype.parseBoolean=function(){return 0!==this._parseUint_8()};b.prototype.parsePoint3_32=function(){return new d.Point3(this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32())};b.prototype.parsePoint3_64=function(){return new d.Point3(this._parseFloat_64(),this._parseFloat_64(),
+this._parseFloat_64())};b.prototype.parsePlane3_32=function(){return d.Plane.createFromCoefficients(this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32())};b.prototype.parsePmiType=function(){return this._parseUint_32()};b.prototype.parsePmiSubType=function(){return this._parseUint_32()};b.prototype.parsePmiTopoRef=function(){return this._parseInt_8()};b.prototype.parseBodyType=function(){return this._parseUint_8()};b.prototype.parseFaceType=function(){return this._parseInt_8()};
+b.prototype.parseEdgeType=function(){return this._parseInt_8()};b.prototype.parseUserDataIndex=function(){var b=this._parseUint_32(),c=this._parseUint_32();return 2097151>=c?4294967296*c+b:(""+c.toString(16)+h.zeroPadHex32(b)).toUpperCase()};b.prototype.getHeader=function(){return this._header};return b}();f.AssemblyDataParser=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(c,b){this._inclusionsOf=new Map;this._masterModelKey=4294967295;this._prototypeInstanceCount=-1;this._attachScope=c;this._attachedInvisibly=b}a.prototype.getAttachScope=function(){return this._attachScope};a.prototype.getMasterModelKey=function(){console.assert(4294967295!==this._masterModelKey);return this._masterModelKey};a.prototype.getModelKeys=function(){var c=[];this._inclusionsOf.forEach(function(b,a){c.push(a)});return c};
+a.prototype.hasInclusions=function(){return 0<this._inclusionsOf.size};a.prototype.getAllInclusions=function(){var c=[];this._inclusionsOf.forEach(function(b,a){for(var d=0;d<b.length;d++)c.push(b[d],a)});return c};a.prototype.getInclusionsOf=function(c){var b=this._inclusionsOf.get(c);if(void 0===b)return[];for(var a=[],d=0;d<b.length;d++)a.push(b[d],c);return a};a.prototype.hasModelIncluded=function(c){return this._inclusionsOf.has(c)};a.prototype.attachedInvisibly=function(){return this._attachedInvisibly};
+a.prototype.prototypeInstanceCount=function(){console.assert(0<=this._prototypeInstanceCount);return this._prototypeInstanceCount};a.prototype.registerInclusion=function(c,b){var a=this._inclusionsOf.get(b);void 0===a?this._inclusionsOf.set(b,[c]):a.push(c)};a.prototype.registerMasterModelKey=function(c){console.assert(4294967295===this._masterModelKey);this._masterModelKey=c};a.prototype.registerPrototypeInstanceCount=function(c){console.assert(-1===this._prototypeInstanceCount);this._prototypeInstanceCount=
+c};return a}();d.AttachInfoBuilder=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(){function a(){this._prevPriorityValue=1;this._priorityProxies=new Map}a.prototype._getPriorityCompareValue=function(c){if("number"===typeof c)return c;c=this._priorityProxies.get(c);null!==c.worldBounding&&console.assert(1>=c.priorityHeuristic);return c.priorityHeuristic};a.prototype.comparePriority=function(c,b){c=this._getPriorityCompareValue(c);b=this._getPriorityCompareValue(b);return c<b};a.prototype._updateHeuristicInfo=function(c,b){if(null!==
+b.worldBounding){var a=d.toVec3(b.worldBounding.center()),e=d.toVec3(b.worldBounding.extents());c=c.calculateAttachHeuristic(e,a);b.priorityHeuristic=c}null!==b.xmlAttachInfo&&b.xmlAttachInfo.directlyRequested&&(null===b.worldBounding&&(b.priorityHeuristic=0),b.priorityHeuristic+=-1E6)};a.prototype.createPriority=function(c,b,a){if(null===a)return++this._prevPriorityValue;var d=Object.create(null);if(null!==a.bounding){b=b.transformBox(a.bounding);var g=0}else b=null,g=++this._prevPriorityValue;a=
+{xmlAttachInfo:a,worldBounding:b,priorityHeuristic:g};this._updateHeuristicInfo(c,a);this._priorityProxies.set(d,a);return d};a.prototype.destroyPriority=function(c){"object"===typeof c&&this._priorityProxies.delete(c)};a.prototype.onViewChange=function(c){var b=this;this._priorityProxies.forEach(function(a){b._updateHeuristicInfo(c,a)})};a.prototype.reset=function(){this._priorityProxies.clear()};return a}();f.AttachPriorityManager=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){(function(d){(function(a){function d(c){return"modelName"in c}a.isNameInfo=d;a.isIncInfo=function(c){return!d(c)};a.canImplicitlyLoad=function(c){return c.config.implicitlyLoadXmlExternalModels||!d(c)}})(d.ExternalModel||(d.ExternalModel={}))})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return b instanceof e?b.referencedInfo:b}var e=function(){return function(b){this.referencedInfo=b}}();f.ReferencedNodeInfo=e;f.modelFileNodeInfoAsProdOccInfo=a;var c=function(){function b(){}b.parseXml=function(b,c,a,n,m){console.assert("ModelFile"===n.localName);var g=new Map,k=new Map,l=new Map;for(n=n.firstElementChild;null!==n;){if("ProductOccurence"!==n.localName)throw new d.XmlParseError('Unexpected element "'+n.localName+'".');if(null===
+f.XmlParser.parseNodeId(n,"Id"))throw new d.XmlParseError('Expected "Id" attribute.');var h=n,t=f.ProductOccurrence.parseXml(b,c,a,h,m),v=t.nodeInfo.nodeId;if(l.has(t.nodeInfo.nodeId)){var w=new e(t);g.set(v,w)}else{if(!k.has(t.nodeInfo.nodeId)&&(k.set(t.nodeInfo.nodeId,null),null!==b.additionalMatrix)){w=b.additionalMatrix;var z=t.nodeInfo.localTransform;z=null===z?w:d.Matrix.multiply(z,w);t=__assign({},t,{nodeInfo:__assign({},t.nodeInfo,{localTransform:z})})}g.set(v,t)}v=0;for(w=f.XmlParser.parseNodeIds(h,
+"Children")||[];v<w.length;v++)k.set(w[v],t);h=f.XmlParser.parseNodeId(h,"InstanceRef");null!==h&&(v=l.get(h),void 0===v?l.set(h,[t]):v.push(t));n=n.nextElementSibling}b=this._parentMapToChildMap(g,k,l);return{treeInfos:this._childMapRoseTrees(b)}};b._parentMapToChildMap=function(b,c,a){var g=new Map,k=function(b,c){var a=g.get(b);void 0===a?g.set(b,[c]):a.push(c)};c.forEach(function(c,a){a=b.get(a);if(a instanceof e)throw new d.XmlParseError('Expected a referenced node for "InstanceRef".');k(c,a)});
+a.forEach(function(c,a){console.assert(0<c.length);a=b.get(a);if(!(a instanceof e))throw new d.XmlParseError('Node is both an "InstanceRef" and contained in another node\'s "Children" list.');for(var g=0;g<c.length;g++)k(c[g],a)});return g};b._childMapRoseTrees=function(b){var c=function(d){var g=[],e=a(d);e=b.get(e);if(void 0!==e){console.assert(0<e.length);for(var k=0;k<e.length;k++){var f=c(e[k]);g.push(f)}}return new h.RoseTree(d,g)},d=b.get(null);if(void 0===d)return console.assert(0===b.size),
+[];for(var g=[],f=0;f<d.length;f++){var p=d[f];p instanceof e?console.assert(!1):(p=c(p),g.push(p))}return g};b.reify=function(b,c,a,f,m,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,p,w,z,x;return __generator(this,function(q){switch(q.label){case 0:g=[];k=[];l=[];n=0;for(p=h.treeInfos;n<p.length;n++)w=p[n],w.value instanceof e?console.assert(!1):(z=this._reifyProductOccurrence(b,c,a,f,m,m,w,g),k.push(z),l.push(z.getRuntimeId()));x=c.promiseTrigger("_subtreeLoaded","subtreeLoaded",
+l,d.NodeSource.LoadModel).then(function(){for(var b=0,a=l;b<a.length;b++)c.trigger("shatteredXmlStructureReady",a[b])});g.push(x);return[4,d.Util.waitForAll(g)];case 1:return q.sent(),[2,k]}})})};b._rectifyExternalModelInfo=function(b,c){c=c.referencedInfo.externalModelInfo;if(null===c)throw new d.XmlParseError('"InstanceRef" node does not contain "ExternalModel".');if(!f.ExternalModel.isNameInfo(c))throw new d.InternalLogicError;console.assert(0===c.reservedNodeIdOffset);b=b.newNodeIdOffset();return c=
+__assign({},c,{reservedNodeIdOffset:b})};b._reifyProductOccurrence=function(b,c,l,n,m,h,q,r){var g=this,k=a(q.value);if(0!==k.childDataKeys.length)throw new d.InternalLogicError;if(null!==k.externalModelInfo)throw new d.LoadError('Unexpected "ExternalModel". Should be a child of an "InstanceRef".');var p=f.ProductOccurrence.reifySync(b,l,n,m,k,h);h.addProductOccurrence(p);p.markLoaded();h=0;for(q=q.kids;h<q.length;h++)k=q[h],k.value instanceof e?(console.assert(0===k.kids.length),k=this._rectifyExternalModelInfo(n,
+k.value),f.ExternalModel.canImplicitlyLoad(k)?(k=l.attachByExternalModelInfo(k,p,m).then(function(b){return __awaiter(g,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return null===b?[2]:[4,f.markContextsLoaded([b])];case 1:return g.sent(),p.addAttachContext(b),a=b.getChildren().map(function(b){return b.getRuntimeId()}),[4,c.promiseTrigger("_subtreeLoaded","subtreeLoaded",a,d.NodeSource.LoadModel)];case 2:return g.sent(),[2]}})})}),r.push(k)):p.addPendingExternalModel(k)):
+(console.assert(null===k.value.externalModelInfo),this._reifyProductOccurrence(b,c,l,n,m,p,k,r));return p};b._parseBounding=function(b,c){var g=a(b.value),e=SC.UnspecifiedMeasurementUnit;null!==g.measurementUnit&&(e=g.measurementUnit);var k=1;e===SC.UnspecifiedMeasurementUnit?e=c:c!==SC.UnspecifiedMeasurementUnit&&(k=e/c);k=(new d.Matrix).setScaleComponent(k,k,k);var h=g.nodeInfo.localTransform;null!==h&&(k=d.Matrix.multiply(h,k));h=d.Box.invalid();var q=0;for(b=b.kids;q<b.length;q++){var r=this._parseBounding(b[q],
+e);r=k.transformBox(r);h.addBox(r)}b=g.externalModelInfo;if(null!==b){if(!f.ExternalModel.isNameInfo(b))throw new d.InternalLogicError;g=b.bounding;null===g||g.isDegenerate()||(b=b.measurementUnit||SC.UnspecifiedMeasurementUnit,c!==SC.UnspecifiedMeasurementUnit&&b!==SC.UnspecifiedMeasurementUnit&&(c=b/e,c=(new d.Matrix).setScaleComponent(c,c,c),k=d.Matrix.multiply(c,k)),g=k.transformBox(g),h.addBox(g))}return h};b.parseBounding=function(b,c){var a=d.Box.invalid(),g=0;for(b=b.treeInfos;g<b.length;g++)for(var e=
+0,k=b[g].kids;e<k.length;e++){var f=this._parseBounding(k[e],c);a.addBox(f)}return a};return b}();f.ModelFile=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a,d){var g=this;this._cameraTimeoutId=null;this._isFirstAttachment=!0;this._attachScope=0;null===d&&(d=13);console.assert(0<d);this._engine=c;this._view=b;this._callbackManager=a;this._parentToXmlAttachInfos=new Map;this._viewInfo=new f.ViewInfo(this._view);this._attachPriorityManager=new f.AttachPriorityManager;this._comparePriority=function(b,c){return g._attachPriorityManager.comparePriority(b,c)};this._attachQueue=this._createAttachQueue(d);
+this._prefetchScsQueue=this._createPrefetchScsQueue(d);this._registerCameraListener()}a.createWithEmptyModel=function(c,b,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,c.loadEmpty()];case 1:return g.sent(),[2,new a(c,b,d,e)]}})})};a.prototype._createAttachQueue=function(c){return new h.PriorityPromiseQueue(c,this._comparePriority,!1)};a.prototype._createPrefetchScsQueue=function(c){return new h.PriorityPromiseQueue(c+15,this._comparePriority,
+!1)};a.prototype._reprioritizeAttachments=function(){this._viewInfo=new f.ViewInfo(this._view);this._attachQueue.markDirty();this._prefetchScsQueue.markDirty();this._attachPriorityManager.onViewChange(this._viewInfo)};a.prototype._registerCameraListener=function(){var c=this,b=function(){c._onCameraChange()};this._callbackManager.bind({camera:b,_shutdownBegin:function(){null!==c._cameraTimeoutId&&(clearTimeout(c._cameraTimeoutId),c._cameraTimeoutId=null);c._callbackManager.unbind({camera:b})}})};
+a.prototype._onCameraChange=function(){var c=this;null!==this._cameraTimeoutId&&clearTimeout(this._cameraTimeoutId);this._cameraTimeoutId=this._engine.setTimeout(function(){c._cameraTimeoutId=null;c._reprioritizeAttachments()},500)};a.prototype._awaitAttachInfo=function(c,b,a,e,l){var g=this,k=null===e,p=new f.AttachInfoBuilder(b,a),q=!1,r=[],u=h.OpenPromise.create(),t=h.OpenPromise.create(),v=!1,w=function(){console.assert(!v);v=!0;g._cleanupAttachLowLevel();g._callbackManager.unbind(x)},z=null,
+x={_priorityMetaDataSent:function(c,a){c===b&&(p.registerPrototypeInstanceCount(a),u.resolve())},_announceModel:function(c,a){c===b&&(q=!0,p.registerMasterModelKey(a))},_inclusion:function(c,a,d){c===b&&(p.registerInclusion(a,d),r.push(d))},_remapModel:function(a,d,g){a===b&&c.remapModel(d,g)},_remapInclusion:function(a,d,g,e){a===b&&c.remapInclusion(d,g,e)},_missingModel:function(c,a){c===b&&(z=a)},_attached:function(c){if(c===b){if(!q){if(null!==z&&(k||l)){console.assert(0===r.length);t.reject(new d.MissingModelError(z));
+return}if(1!==r.length){t.reject(new d.LoadError("Bad model: Could not find master model key."));return}p.registerMasterModelKey(r[0])}c=[u];var a=g._isFirstAttachment;if(a){g._isFirstAttachment=!1;var e=g._callbackManager.promiseTrigger("_firstAttachment",null,k?h.AttachType.Direct:h.AttachType.Indirect);c.push(e)}return d.Util.waitForAll(c).catch(function(b){console.assert(!1);throw b;}).then(function(){return __awaiter(g,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return a&&
+1===this._engine.getSessionType()?[4,this._callbackManager.promiseTrigger("_firstBoundingReady",null)]:[3,2];case 1:b.sent(),b.label=2;case 2:return w(),t.resolve(p),[2]}})})})}}};this._callbackManager.bind(x);return t.catch(function(b){w();throw b;})};a.prototype._createPriority=function(c,b){return this._attachPriorityManager.createPriority(this._viewInfo,c,b)};a.prototype._cleanupAttachLowLevel=function(){};a.prototype._cleanupAttachHighLevel=function(c,b,a){return __awaiter(this,void 0,void 0,
+function(){return __generator(this,function(d){switch(d.label){case 0:return d.trys.push([0,,2,3]),[4,c];case 1:return[2,d.sent()];case 2:return null!==a&&this._forgetXmlAttachment(a),this._attachPriorityManager.destroyPriority(b),[7];case 3:return[2]}})})};a.prototype.newAttachScope=function(){return++this._attachScope};a.prototype._attachByStream=function(c,b,a,e,f,n,h,p){var g=this,k=d.Matrix.toMatrix12(e.m);e=this._createPriority(e,h);var l=this._attachQueue.push(function(){return __awaiter(g,
+void 0,void 0,function(){var d,g,e,l=this;return __generator(this,function(m){switch(m.label){case 0:d=this.newAttachScope(),g=this._awaitAttachInfo(b,d,n.get(),h,p),m.label=1;case 1:return m.trys.push([1,4,,5]),[4,c.enqueue(function(){return l._engine.attachModel(d,a,k,f,n.get())})];case 2:return m.sent(),[4,g];case 3:return[2,m.sent()];case 4:throw e=m.sent(),this._cleanupAttachLowLevel(),e;case 5:return[2]}})})},e);return this._cleanupAttachHighLevel(l,e,h)};a._getAllModelKeys=function(c){var b=
+c.getMasterModelKey();c=c.getAllInclusions();if(c[1]!==b)for(var a=2;a<c.length;a+=2)if(c[a+1]===b){var d=c[a];c[a]=c[0];c[a+1]=c[1];c[0]=d;c[1]=b;break}b=[];a=0;for(d=1;d<c.length;++a,d+=2)b[a]=c[d];return b};a.prototype.attachByNamedScsBuffer=function(c,b,g,e,l,n,m,p){return __awaiter(this,void 0,void 0,function(){var k,r,u,t,v,w=this;return __generator(this,function(q){c.getAutomaticMeasurementUnitScaling()||(n=SC.UnspecifiedMeasurementUnit);k=f.towardLoadContext(p.parent);r=d.Matrix.toMatrix12(l.m);
+u=this._createPriority(l,p);t=function(e){return __awaiter(w,void 0,void 0,function(){var l,q,u,t,v,w,x,z,G,J,K,I,L=this;return __generator(this,function(y){switch(y.label){case 0:return[4,function(){return __awaiter(L,void 0,void 0,function(){var a;return __generator(this,function(c){a=k.getScsModelKeysOf(b);return null===a?(k.initializeScsModelKeysOf(b),[2,e]):[2,a]})})}()];case 1:l=y.sent();q=k.getScsModelKeysOf(b);if(null===q)throw new d.InternalLogicError;u=this.newAttachScope();if(!(l instanceof
+Uint8Array||h.FetchApi.isSupported()&&l instanceof Response))return[3,7];v=!0;w=this._awaitAttachInfo(g,u,m.get(),p,!1);y.label=2;case 2:return y.trys.push([2,5,,6]),[4,c.enqueue(function(){var b=L._engine.attachScsBuffer(u,l instanceof Uint8Array?l:null,r,n,m.get(),v);l instanceof Uint8Array||L.streamScsData(u,l);return b})];case 3:return y.sent(),[4,w];case 4:return t=y.sent(),[3,6];case 5:throw x=y.sent(),this._cleanupAttachLowLevel(),x;case 6:return 0===q.state&&(z=a._getAllModelKeys(t),q.resolve(z)),
+[3,8];case 7:if(null===l)t=null,0===q.state&&q.resolve(null);else if(l instanceof Array){console.assert(0!==q.state);G=new f.AttachInfoBuilder(u,m.get());G.registerPrototypeInstanceCount(0);for(J=0;J<l.length;++J)K=l[J],I=this._engine.attachScsModelByKey(u,K,r,n,m.get()),G.registerInclusion(I,K),0===J&&G.registerMasterModelKey(K);t=G}else throw new d.InternalLogicError;y.label=8;case 8:return[2,t]}})})};v=function(){return __awaiter(w,void 0,void 0,function(){var a,c=this;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._prefetchScsQueue.push(function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(a){return[2,k.toScsBuffer(b,e)]})})},u)];case 1:return a=d.sent(),p.directlyRequested=!0,[2,this._attachQueue.push(function(){return t(a)},u)]}})})}();return[2,this._cleanupAttachHighLevel(v,u,p)]})})};a.prototype.streamScsData=function(a,b){var c=this;this._callbackManager.trigger("_fetchBegin",b.url,a);var d=b.body.getReader();this._engine.setTimeout(function(){return __awaiter(c,
+void 0,void 0,function(){var c,g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,d.read()];case 1:c=k.sent();g=c.done;e=c.value;if(g)return this._engine.feedScsBuffer(a,null),this._callbackManager.trigger("_fetchEnd",b.url,a),[2];this._engine.feedScsBuffer(a,e);return[3,0];case 2:return[2]}})})},0)};a.prototype._attachByScsBuffer=function(a,b,g,e,f,n){var c=this,k=d.Matrix.toMatrix12(e.m);e=this._createPriority(e,null);var l=this._attachQueue.push(function(){return __awaiter(c,
+void 0,void 0,function(){var c,d,e,l=this;return __generator(this,function(h){switch(h.label){case 0:c=this.newAttachScope(),d=this._awaitAttachInfo(b,c,n.get(),null,!1),h.label=1;case 1:return h.trys.push([1,4,,5]),[4,a.enqueue(function(){var b=l._engine.attachScsBuffer(c,g instanceof Uint8Array?g:null,k,f,n.get(),!1);g instanceof Uint8Array||l.streamScsData(c,g);return b})];case 2:return h.sent(),[4,d];case 3:return[2,h.sent()];case 4:throw e=h.sent(),this._cleanupAttachLowLevel(),e;case 5:return[2]}})})},
+e);return this._cleanupAttachHighLevel(l,e,null)};a.prototype.simpleAttach=function(a,b,g,e,f,n,h,p){a.getAutomaticMeasurementUnitScaling()||(f=SC.UnspecifiedMeasurementUnit);if("string"===typeof g)return this._attachByStream(a,b,g,e,f,n,h,p);if(null===h)return this._attachByScsBuffer(a,b,g,e,f,n);d.Util.TypeAssert(g);d.Util.TypeAssert(h);throw new d.InternalLogicError;};a.prototype.reset=function(){this._isFirstAttachment=!0;this._attachScope=0;this._parentToXmlAttachInfos.clear();this._attachPriorityManager.reset();
+this._attachQueue.killDeferred();return this._attachQueue.waitForIdle()};a.prototype.isIdle=function(){return this._attachQueue.isIdle()};a.prototype.notifyDirectRequest=function(a){a=this._parentToXmlAttachInfos.get(a);if(void 0!==a){for(var b=!1,c=0;c<a.length;c++){var d=a[c];d.directlyRequested||(b=d.directlyRequested=!0)}b&&this._reprioritizeAttachments()}};a.prototype.registerXmlAttachInfo=function(a){var b=a.parent,c=this._parentToXmlAttachInfos.get(b);void 0===c&&(c=[],this._parentToXmlAttachInfos.set(b,
+c));c.push(a)};a.prototype._forgetXmlAttachment=function(a){var b=a.parent,c=this._parentToXmlAttachInfos.get(b);1===c.length?(console.assert(c[0]===a),this._parentToXmlAttachInfos.delete(b)):(console.assert(1<c.length),a=c.indexOf(a),console.assert(0<=a),c.splice(a,1))};a.prototype.maxConcurrentAttachments=function(){return this._attachQueue.maxActivePromises()};return a}();f.ScAttacher=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(){this._remappedModelKeys=new Map;this._remappedInclusionKeys=new Map}a.prototype.remapModel=function(a,b){this._remappedModelKeys.set(b,a);this._remappedInclusionKeys.has(a)||this._remappedInclusionKeys.set(a,new Map)};a.prototype.remapInclusion=function(a,b,d){a=this._remappedInclusionKeys.get(a);console.assert(void 0!==a);a.set(d,b)};a.prototype.getEffectiveModelKey=function(a){var b=this._remappedModelKeys.get(a);return void 0!==
+b?b:a};a.prototype.getEffectiveInclusionKey=function(a,b){b=this._remappedInclusionKeys.get(b);return void 0!==b&&(b=b.get(a),void 0!==b)?b:a};return a}();d.ScKeyRemapper=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return(new DOMParser).parseFromString(b,"application/xml")}function e(b){return __awaiter(this,void 0,void 0,function(){var c,d;return __generator(this,function(g){switch(g.label){case 0:return[4,h.httpRequest(b)];case 1:return c=g.sent(),d=c.responseXML,null===d&&(d=a(c.responseText)),[2,d]}})})}function c(b){if(!b.hasChildNodes)return null;b=b.firstChild;if(!(b instanceof Comment))return null;b=b.data.split(" ");if(2!==b.length||"HC"!==b[0])return null;
+b=b[1].split(".");if(2!==b.length)return null;for(var a=0;a<b.length;a++)if(!h.isBase10Number(b[a]))return null;return[parseInt(b[0],10),parseInt(b[1],10)]}function b(b){b=b.getElementsByTagName("parsererror");if(0<b.length)throw new d.XmlParseError(b[0].textContent||"unknown error");}function g(b,a,c,d){return{getAttachScope:function(){return b},getMasterModelKey:function(){return d},getModelKeys:function(){return[d]},hasInclusions:function(){return!0},getAllInclusions:function(){return[c,d]},getInclusionsOf:function(b){return b===
+d?[c,d]:[]},hasModelIncluded:function(b){return b===d},attachedInvisibly:function(){return a},prototypeInstanceCount:function(){return 0}}}var k=function(){function k(b,a,c,d,g){this._loadQueue=new h.PromiseQueue(1,!1);this._activeLoadGeneration=this._activeLoadCount=0;this._isFirstLoad=!0;this._firstAssemblyDataHeader=null;console.assert(b.isInitialized());this._assemblyTree=b;this._scAttacher=a;this._engine=c;this._view=d;this._callbackManager=g;this._isScsSession=2===this._engine.getSessionType();
+this._nodesUntilNextSleep=2E3}k.prototype._resolveMeasurementUnits=function(b){if(this._assemblyTree.getAutomaticMeasurementUnitScaling()){var a=f.towardProductOccurrence(b.getParent());if(null===a)throw new d.InternalLogicError;var c=a.getMeasurementUnit(),g=b.getMeasurementUnit();c!==g&&(a=b.getLocalTransform(),null===a&&(a=new d.Matrix),c=g/c,a.m[0]*=c,a.m[5]*=c,a.m[10]*=c,b.setLocalTransformAsInitial(a))}};k.prototype._patchImplicitNodesByModelInc=function(b,a,c,d,g){var e=this,k=0;if(0!==d.length)for(var l,
+n=h.Lazy.create(function(){var d=b.get(),k=f.towardAttachContext(d),n=k.getAttachScope();l=k.attachedInvisibly();k=k.split(n,l,d);d.addAttachContext(k);d=new f.InclusionContext(e._assemblyTree,k,a,c);k.addInclusionContext(d);k=f.ProductOccurrence.createDynamic(e._assemblyTree,d,"Of Inclusion ("+a+")",null,null,!l,g);d.addProductOccurrence(k);return k}),m=0;m<d.length;m++){var p=d[m],q=this._assemblyTree.lookupAnyBodyByInstanceInc(a,p);if(null===q){q=n.get();var r="Implicit Body "+ ++k;q=this._assemblyTree.createMeshInstance(!0,
+a,p,null,r,q,!1,!1);l&&q.setVisibility(!1)}}};k.prototype._getPrototypeInstanceCountByAttachment=function(b){var a=new Set,c=0;b=b.getAllInclusions();for(var d=0;d<b.length;d+=2){var g=b[d],e=b[d+1];a.has(e)||(a.add(e),c+=this._assemblyTree.getInstanceCountByInclusion(g))}return c};k.prototype._patchImplicitNodesByAttachment=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,m,p,x,y,A,B=this;return __generator(this,function(q){switch(q.label){case 0:return console.assert(b.isLoaded()),
+g=null,e=h.Lazy.create(function(){var d=new f.ScKeyRemapper,e=a.getMasterModelKey();g=new f.AttachContext(d,a.getAttachScope(),a.attachedInvisibly(),e,b);d=new f.InclusionContext(B._assemblyTree,g,0,0);g.addInclusionContext(d);e=f.ProductOccurrence.createDynamic(B._assemblyTree,d,"Implicit Bodies",null,null,!a.attachedInvisibly(),c);d.addProductOccurrence(e);return e}),k=a.prototypeInstanceCount(),0!==k?[3,2]:[4,this._engine.instanceKeyInfo(a.getAttachScope(),0,1)];case 1:k=q.sent()[0],q.label=2;
+case 2:return l=this._getPrototypeInstanceCountByAttachment(a),l===k?[2]:[4,this._engine.instanceKeyInfo(a.getAttachScope(),0,0)];case 3:n=q.sent();m=a.getAllInclusions();for(p=0;p<m.length;p+=2)x=m[p],y=m[p+1],A=n.get(y),void 0!==A&&this._patchImplicitNodesByModelInc(e,x,y,A,c);l=this._getPrototypeInstanceCountByAttachment(a);if(l<k)throw new d.InternalLogicError;return null===g?[2]:[4,f.markContextsLoaded([g])];case 4:return q.sent(),b.addAttachContext(g),[2]}})})};k.prototype._updateOnDemandRequests=
+function(b){return __awaiter(this,void 0,void 0,function(){var a,c,d,g,e;return __generator(this,function(k){if(!this._assemblyTree.onDemandRequestsActive())return[2];a=b.getChildren();c=[];d=0;for(g=a;d<g.length;d++)e=g[d],this._assemblyTree.isBeingRequested(e)&&c.push(e);return[2,this._assemblyTree.requestNodes(this,c,!0)]})})};k.prototype._populateAttachment=function(b,a,c,d,g,e){return __awaiter(this,void 0,void 0,function(){var k;return __generator(this,function(f){switch(f.label){case 0:return console.assert(g===
+h.AttachType.Indirect===(null!==e)),[4,this._parseRootNodes(b,a,c,d,e)];case 1:return k=f.sent(),[4,this._postProcessAttachContext(a,d,g,k)];case 2:return f.sent(),[2,k]}})})};k.prototype._postProcessAttachContext=function(b,a,c,d){return __awaiter(this,void 0,void 0,function(){var g,e,k,l=this;return __generator(this,function(n){switch(n.label){case 0:return[4,f.WalkerAsync.forceLazyPromises(d)];case 1:return n.sent(),[4,this._assemblyTree.enqueue(function(){return f.synchronizePmiVisibilities(l._engine,
+d)})];case 2:return n.sent(),(g=this._assemblyTree.markImplicitNodesOutOfHierarchy())&&(g=0<d.getChildren().length||c===h.AttachType.Indirect),[4,this._patchImplicitNodesByAttachment(b,a,g)];case 3:return n.sent(),[4,this._updateOnDemandRequests(d)];case 4:return n.sent(),e=d.getChildren(),k=e.map(function(b){return b.getRuntimeId()}),this._callbackManager.trigger("_attachmentPopulated",k),[2]}})})};k.prototype._parseRootNodes=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,
+k,l,n,m,p,q,r=this;return __generator(this,function(u){switch(u.label){case 0:return e=d.getMasterModelKey(),k=d.getInclusionsOf(e),4294967295===e&&(console.assert(0===k.length),k.push(4294967295,4294967295)),l=new f.AttachContext(c,d.getAttachScope(),d.attachedInvisibly(),e,a),null!==g&&l.setReservedNodeIdOffset(g),n=new h.PromiseQueue(1,!0),[4,this._assemblyTree.enqueue(function(){return l.getRootNodeMetaData(r._assemblyTree)})];case 1:m=u.sent();p=function(a){n.push(function(){return r._parseRootNode(b,
+l,m,k[a],k[a+1])})};for(q=0;q<k.length;q+=2)p(q);return[4,n.waitForIdle()];case 2:return u.sent(),[2,l]}})})};k.prototype._parseRootNode=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,k;return __generator(this,function(l){switch(l.label){case 0:return console.assert(0!==d),[4,this._populateInclusion(b,a,c,d,g)];case 1:return e=l.sent(),e.hasAuthoredId()?(console.assert(!e.isLoaded()),k=f.towardInclusionContext(e),l=k.getParent(),l=l instanceof f.AttachContext&&l.getParent()instanceof
+f.LoadContext?!0:!1,l&&this._setupRootNode(e,!1)):null===e.getName()&&(a.removeProductOccurrence(e)||console.assert(!1)),[2]}})})};k.prototype._setupRootNode=function(b,a){console.assert(!b.isAbsoluteRoot());a&&b.markIsExternalModelRoot(this._assemblyTree);this._resolveMeasurementUnits(b)};k.prototype._populateInclusion=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,k,l=this;return __generator(this,function(n){switch(n.label){case 0:return console.assert(0!==d),e=new f.InclusionContext(this._assemblyTree,
+a,d,g),a.addInclusionContext(e),[4,function(){return __awaiter(l,void 0,void 0,function(){var d,g,k;return __generator(this,function(l){if(null===c||0===c.bytes.length)return d=null,null===c&&(d="Missing"),[2,f.ProductOccurrence.createDynamic(this._assemblyTree,e,d,null,null,!a.attachedInvisibly())];g=new f.AssemblyDataParser(c);k=f.ProductOccurrence.parseBinary(b,this._assemblyTree,e,g);return[2,f.ProductOccurrence.reify(b,this,this._assemblyTree,e,k,e)]})})}()];case 1:return k=n.sent(),e.addProductOccurrence(k),
+[2,k]}})})};k.prototype._rectifyLateVisibilityChange=function(b,a){return __awaiter(this,void 0,void 0,function(){var c,d,g,e;return __generator(this,function(k){c=f.towardAttachContext(a.getParent());d=f.towardProductOccurrence(a.getParent());console.assert(d===f.towardProductOccurrence(c));if(b.attachInvisibly||null===d||!d.isLoaded())return[2];g=d.isVisible();if(c.attachedInvisibly()===!g)return[2];e=g?2:0;return[2,f.updateVisibilitiesByAttachment(this._assemblyTree,this._engine,c,e)]})})};k.prototype._loadCleanup=
+function(b,a){console.assert(0<this._activeLoadCount);b.onLoadComplete();null!==a&&this._callbackManager.unbind(a);--this._activeLoadCount;this._assemblyTree.onLoadEnd();this._callbackManager.trigger("visibilityChanged",[],[])};k.prototype._wrap=function(b,a,c,g){var e=this,k=this._activeLoadGeneration;return this._loadQueue.push(function(){return __awaiter(e,void 0,void 0,function(){var e,f,l,n,m,p,q,r,u,C,E,F,H,G=this;return __generator(this,function(t){switch(t.label){case 0:this._assemblyTree.onLoadBegin();
+e=null;if(k!==this._activeLoadGeneration)throw this._loadCleanup(a,e),new d.LoadCancelledError;null===this._firstAssemblyDataHeader&&(e={_modelStructureHeaderParsed:function(b){return __awaiter(G,void 0,void 0,function(){return __generator(this,function(a){null!==e&&(null===this._firstAssemblyDataHeader&&(this._firstAssemblyDataHeader=b),this._callbackManager.unbind(e),e=null);return[2]})})}},this._callbackManager.bind(e,!0));t.label=1;case 1:return t.trys.push([1,3,,5]),[4,c];case 2:return t.sent(),
+[3,5];case 3:return f=t.sent(),[4,a.purgeContents()];case 4:throw t.sent(),this._loadCleanup(a,e),f;case 5:l=a.getParent();if(null===l)throw this._loadCleanup(a,e),new d.InternalLogicError;n=g===h.AttachType.Direct;if(!n)return[3,8];if(!a.hasChildren())return[3,6];l.addLoadContext(a);return[3,8];case 6:return[4,a.purgeContents()];case 7:t.sent(),t.label=8;case 8:this._loadCleanup(a,e);m=a.getChildren();p=[];q=0;for(r=m;q<r.length;q++)u=r[q],C=this._rectifyLateVisibilityChange(b,u),p.push(C);return[4,
+d.Util.waitForAll(p)];case 9:t.sent();if(!this._isFirstLoad)return[3,13];this._isFirstLoad=!1;a.markAsFirstLoad();E=m.map(function(b){return b.getRuntimeId()});F=!1;t.label=10;case 10:return t.trys.push([10,12,,13]),[4,this._callbackManager.promiseTrigger("_firstModelLoaded","firstModelLoaded",E,F,g)];case 11:return t.sent(),[3,13];case 12:throw H=t.sent(),console.assert(!1),H;case 13:return[2,a]}})})})};k.prototype._initLoad=function(b,a,c){++this._activeLoadCount;c=this._isScsSession&&c?new h.PromiseCache:
+null;return new f.LoadContext(b,a,c)};k._getNetMatrix=function(b,a){b=f.getNetMatrix(b);null!==a&&(b=d.Matrix.multiply(a,b));return b};k.prototype._lazyAttachInvisibly=function(b,a){return h.Lazy.create(function(){return a.attachInvisibly||!b.isVisible()})};k.prototype._loadBySingleAttach=function(b,a,c,d){var g=this,e=this._initLoad(a,d,!1);d=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var d,g,l,n,m,p,q;return __generator(this,function(r){switch(r.label){case 0:return[4,
+c];case 1:return d=r.sent(),g=new f.ScKeyRemapper,l=k._getNetMatrix(a,b.additionalMatrix),n=a.getMeasurementUnit(),m=this._lazyAttachInvisibly(a,b),[4,this._scAttacher.simpleAttach(this._assemblyTree,g,d,l,n,m,null,!1)];case 2:return p=r.sent(),[4,this._populateAttachment(b,e,g,p,h.AttachType.Direct,null)];case 3:return q=r.sent(),[4,f.markContextsLoaded([e,q])];case 4:return r.sent(),q.hasChildren()&&e.addAttachContext(q),[2,{}]}})})});return this._wrap(b,e,d,h.AttachType.Direct)};k.prototype._populateFromXml=
+function(b,a,c,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,h,m,p,q,A,B,D;return __generator(this,function(r){switch(r.label){case 0:e=c.documentElement;k=e.firstElementChild;for(l=null;null!==k;)"ModelFile"===k.localName&&(console.assert(null===l),l=f.ModelFile.parseXml(b,this._assemblyTree,a,k,g)),k=k.nextElementSibling;if(null===l)throw new d.XmlParseError('Expected "ModelFile" element.');n=!1;if(!this._isFirstLoad)return[3,2];h=SC.UnspecifiedMeasurementUnit;this._assemblyTree.getAutomaticMeasurementUnitScaling()&&
+(m=f.towardProductOccurrence(a),h=m.getMeasurementUnit());p=f.ModelFile.parseBounding(l,h);if(p.isDegenerate())return[3,2];n=!0;return[4,this._view.setViewOrientation(d.ViewOrientation.Iso,0,p)];case 1:r.sent(),r.label=2;case 2:return[4,f.ModelFile.reify(b,this._callbackManager,this,this._assemblyTree,a,l)];case 3:q=r.sent();A=0;for(B=q;A<B.length;A++)D=B[A],this._setupRootNode(D,!1);return!this._isFirstLoad||n?[3,5]:[4,this._view.setViewOrientation(d.ViewOrientation.Iso,0)];case 4:r.sent(),r.label=
+5;case 5:return[2]}})})};k.prototype._loadByXml=function(a,g,e,k,l){var n=this,m=this._initLoad(g,l,!0);l=h.LazyPromise.create(function(){return __awaiter(n,void 0,void 0,function(){var l,n,p,q,r,u,t,D,C;return __generator(this,function(v){switch(v.label){case 0:return[4,e];case 1:l=v.sent();b(l);n=c(l);if(null===n||!h.versionAtLeast([8,3],n))throw new d.XmlParseError("Bad version.");p=function(b){return k(b,n)};g.addLoadContext(m);q=f.towardInclusionContext(g);r=f.towardAttachContext(q);u=this._scAttacher.newAttachScope();
+t=this._lazyAttachInvisibly(g,a);D=r.split(u,t.get(),m);m.addAttachContext(D);C=q.split(this._assemblyTree,D);D.addInclusionContext(C);return[4,this._populateFromXml(a,C,l,p)];case 2:return v.sent(),[4,f.markContextsLoaded([m,D])];case 3:return v.sent(),[2,{}]}})})});return this._wrap(a,m,l,h.AttachType.Indirect)};k.prototype._attachExternalModelByInc=function(b,a){return __awaiter(this,void 0,void 0,function(){var c,d,g,e,k,l;return __generator(this,function(n){switch(n.label){case 0:return console.assert(0!==
+b.inclusionKey),c=f.towardAttachContext(a).getAttachScope(),d=b.modelKey,g=this._lazyAttachInvisibly(a,b.config),e=new f.ScKeyRemapper,k=new f.AttachContext(e,c,g.get(),d,a),[4,k.getRootNodeMetaData(this._assemblyTree)];case 1:return l=n.sent(),[4,this._populateInclusion(b.config,k,l,b.inclusionKey,b.modelKey)];case 2:return n.sent(),[2,k]}})})};k.prototype._attachExternalModelInfoByName=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,m,p,x,y,A,B=this;return __generator(this,
+function(q){switch(q.label){case 0:g=new f.ScKeyRemapper;e=this._lazyAttachInvisibly(a,b.config);k=a.getMeasurementUnit();q=f.getNetMatrix(a);if(0>=k||!B._assemblyTree.getAutomaticMeasurementUnitScaling())l=q;else{var r=c.getAttachContext().getParent();null===r?r=SC.UnspecifiedMeasurementUnit:(r=r.getParent(),r=null===r?SC.UnspecifiedMeasurementUnit:r.getMeasurementUnit());r=r===SC.UnspecifiedMeasurementUnit?1:k/r;l=1===r?q:d.Matrix.multiply(q,(new d.Matrix).setScaleComponent(r,r,r))}n={bounding:b.bounding,
+parent:a,directlyRequested:!1};if(!this._isScsSession)return[3,2];this._scAttacher.registerXmlAttachInfo(n);return[4,this._scAttacher.attachByNamedScsBuffer(this._assemblyTree,b.modelName,g,b.toAttachData,l,k,e,n)];case 1:return m=q.sent()||0,[3,8];case 2:return q.trys.push([2,7,,8]),[4,b.toAttachData(b.modelName)];case 3:p=q.sent();if(null!==p&&p!==d.EmptyModelName)return[3,4];m=0;return[3,6];case 4:if("string"!==typeof p)throw d.Util.TypeAssert(p),new d.InternalLogicError;d.Util.TypeAssert(p);this._scAttacher.registerXmlAttachInfo(n);
+return[4,this._scAttacher.simpleAttach(this._assemblyTree,g,p,l,k,e,n,b.config.allowMissingExternalModels)];case 5:m=q.sent(),q.label=6;case 6:return[3,8];case 7:x=q.sent();if(b.config.allowMissingExternalModels&&x instanceof d.MissingModelError)m=1;else throw x;return[3,8];case 8:if("number"===typeof m){d.Util.TypeAssert(m);y=this._scAttacher.newAttachScope();A=!e.get();a:{r=this._assemblyTree;var u=m,t=A;q=new f.AttachContext(g,y,t,0,a);switch(u){case 0:break a;case 1:u=new f.InclusionContext(r,
+q,0,0);q.addInclusionContext(u);r=f.ProductOccurrence.createDynamic(r,u,"Missing",null,null,!t);u.addProductOccurrence(r);break a;default:q=d.Util.TypeAssertNever(u)}}return[2,q]}return[2,this._populateAttachment(b.config,a,g,m,h.AttachType.Indirect,b.reservedNodeIdOffset)]}})})};k.prototype.isIdle=function(){return 0===this._activeLoadCount?(console.assert(this._scAttacher.isIdle()),!0):!1};k.prototype.waitOnCurrentLoads=function(){return this._loadQueue.waitOnLatest()};k.prototype.cancelPendingLoads=
+function(){++this._activeLoadGeneration;return this.waitOnCurrentLoads()};k.prototype.loadByStream=function(b,a,c){return c===d.EmptyModelName?(b=new f.LoadContext(a,d.EmptyModelName,null),Promise.resolve(b)):this._loadBySingleAttach(b,a,Promise.resolve(c),c)};k.prototype.loadByScsBuffer=function(b,a,c){return this._loadBySingleAttach(b,a,Promise.resolve(c),"*SCS Buffer*")};k.prototype.loadByScsFile=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){if(h.FetchApi.isSupported())return[2,
+this._loadBySingleAttach(b,a,h.FetchApi.request(c),c)];d=h.httpRequestBuffer(c);return[2,this._loadBySingleAttach(b,a,d,c)]})})};k.prototype.loadByXmlDoc=function(b,c,d,g){d="string"===typeof d?a(d):d;return this._loadByXml(b,c,Promise.resolve(d),g,"*XML Document*")};k.prototype.loadByXmlFile=function(b,a,c,d){var g=e(c);return this._loadByXml(b,a,g,d,c)};k.prototype.attachByExternalModelInfo=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,h,m;return __generator(this,
+function(p){switch(p.label){case 0:return f.ExternalModel.isNameInfo(b)?[4,this._attachExternalModelInfoByName(b,a,c)]:[3,2];case 1:return g=p.sent(),[3,4];case 2:return[4,this._attachExternalModelByInc(b,a)];case 3:g=p.sent(),p.label=4;case 4:e=[];k=g.getChildren();l=0;for(n=k;l<n.length;l++)h=n[l],this._setupRootNode(h,!0),m=this._rectifyLateVisibilityChange(b.config,h),e.push(m);return[4,d.Util.waitForAll(e)];case 5:return p.sent(),[2,g]}})})};k.prototype.loadByAssemblyData=function(b,a,c,d){return __awaiter(this,
+void 0,void 0,function(){var e,k,l,n,m,p,q,y,A=this;return __generator(this,function(r){e=h.AttachType.Direct;k=c[0];l=c[1];n=this._scAttacher.newAttachScope();m=!a.isVisible();p=g(n,m,k,l);q=this._initLoad(a,"*Assembly Data*",!1);y=h.LazyPromise.create(function(){return __awaiter(A,void 0,void 0,function(){var a,c,g;return __generator(this,function(h){switch(h.label){case 0:return a=new f.ScKeyRemapper,c=p.getMasterModelKey(),g=new f.AttachContext(a,n,p.attachedInvisibly(),c,q),[4,this._parseRootNode(b,
+g,d,k,l)];case 1:return h.sent(),[4,this._postProcessAttachContext(q,p,e,g)];case 2:return h.sent(),[4,f.markContextsLoaded([q,g])];case 3:return h.sent(),g.hasChildren()&&q.addAttachContext(g),[2,{}]}})})});return[2,this._wrap(b,q,y,e)]})})};k.prototype.reset=function(){this._isFirstLoad=!0;this._firstAssemblyDataHeader=null;return this._scAttacher.reset()};k.prototype.notifyDirectRequest=function(b){this._scAttacher.notifyDirectRequest(b)};k.prototype.onLoadChildProductOccurrence=function(){if(0===
+this._nodesUntilNextSleep)return this._nodesUntilNextSleep=2E3,this._engine.sleep(10);--this._nodesUntilNextSleep};k.prototype.firstAssemblyDataHeader=function(){return this._firstAssemblyDataHeader};return k}();f.TreeLoader=k})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a){var b=a.getCamera(),c=b.getPosition(),e=b.getTarget();e=d.Point3.subtract(e,c);var f=e.length();1E-7>f&&(f=1E-7);this._eyeDistanceInverse=1/f;e.scale(this._eyeDistanceInverse);a=a.getFullCameraMatrix();this._frustum=h.ConvexVolume.createFrustumFromMatrix(a);this._viewProjectionW=h.col4(a,3);this._cameraIsOrtho=b.getProjection()===d.Projection.Orthographic;this._position=h.toVec3(c);this._eye=h.toVec3(e)}a.prototype.calculateAttachHeuristic=
+function(a,b){var c=0;if(this._frustum.axisAlignedBoxNotOutside(b,a))return a=h.squaredNorm3(a),a=h.projectSquaredSize(b,a,this._viewProjectionW),0<a&&(c=h.sub3(b,this._position),b=1/(h.dot3(this._eye,c)*this._eyeDistanceInverse+1E-5),c=h.scale3(1/h.norm3(c),c),c=h.dot3(this._eye,c),b=Math.pow(b,6),this._cameraIsOrtho||(b*=5*Math.pow(c,10)),1E-5>b&&(b=1E-5),c=a*b),console.assert(0<=c),-c-1;c=1/(1+Math.exp(h.norm3(a)));console.assert(0<=c&&1>c);return c};return a}();f.ViewInfo=a})(h.Tree||(h.Tree=
+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){}a._parseUint_32=function(a){if(!h.isBase10Number(a))return null;a=parseInt(a,10);return 4294967295>=a?a:null};a._parseFloat=function(a){a=parseFloat(a);return isNaN(a)?null:a};a.parseFloat=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseFloat(a)};a._parseScKey=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseDataKey=function(a,b){return this._parseScKey(a,b)};a.parseMeshKey=
+function(a,b){return this._parseScKey(a,b)};a.parseInstanceKeyFromInc=function(a,b){a=a.getAttribute(b);if(null===a)return null;a=a.split(" ");return 2!==a.length||null===this._parseUint_32(a[0])?null:this._parseUint_32(a[1])};a.parseNodeId=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseLayerId=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseUint=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};
+a.parseUints=function(a,b){var c=a.getAttribute(b);if(null===c)return null;a=[];b=0;for(c=c.match(/[0-9]+/g)||[];b<c.length;b++){var d=this._parseUint_32(c[b]);if(null===d)return null;a.push(d)}return a};a.parseFloats=function(a,b){var c=a.getAttribute(b);if(null===c)return null;a=[];b=0;for(c=c.match(/\S+/g)||[];b<c.length;b++){var d=this._parseFloat(c[b]);if(null===d)return null;a.push(d)}return a};a.parseNodeIds=function(a,b){return this.parseUints(a,b)};a._parsePoint3=function(a,b){a=a.getAttribute(b);
+if(null===a)return null;a=a.split(" ");if(3!==a.length)return null;b=[];for(var c=0;c<a.length;c++){var e=Number(a[c]);if(isNaN(e))return null;b.push(e)}return new d.Point3(b[0],b[1],b[2])};a.parseBounding=function(a,b){a=a.getElementsByTagName(b);if(1!==a.length)return null;b=a[0];a=this._parsePoint3(b,"Min");if(null===a)return null;b=this._parsePoint3(b,"Max");return null===b?null:new d.Box(a,b)};return a}();f.XmlParser=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){(function(f){function a(a,b){var c="number"===typeof a;return c===("number"===typeof b)?a<b?-1:a>b?1:0:c?-1:1}var e=function(){function a(){console.assert(!1)}a.parseXml=function(b,a){var c=f.XmlParser.parseNodeId(a,"Id");null===c&&(console.assert(!1),c=b.generateDynamicNodeId());b=a.getAttribute("Name");for(var d=null,g=[],e=a.firstElementChild;null!==e;){if("Transformation"===e.localName)console.assert(null===d),d=f.Transform.parseXml(e),d.isIdentity()&&(d=null);else if("Attributes"===e.localName)for(var h=
+e.firstElementChild;null!==h;){console.assert("Attr"===h.localName);var q=f.Attribute.parseXml(h);g.push(q);h=h.nextElementSibling}e=e.nextElementSibling}e=a.getAttribute("ExchangeId");a=f.XmlParser.parseLayerId(a,"LayerId");return{nodeId:c,bits:1073741824,name:b,localTransform:d,attributes:g,header:f.AssemblyDataHeader.dynamic,exchangeId:e,layerId:a,genericTypeId:null,genericId:null,userDatas:null}};a.parseBinary=function(b,a,c){c.hasBits1(1)?b=a.parseNodeId():(console.assert(!1),b=b.generateDynamicNodeId());
+var d=c.hasBits1(2)?a.parseCString():null,g=1073741824;if(c.hasBits1(4)){var e=a.parseVisibility();e.shown||(g&=-1073741825);e.removed&&(g|=536870912)}e=null;c.hasBits1(8)&&(e=f.Transform.parseBinary(a),e.isIdentity()&&(e=null));var k=null;c.hasBits1(256)&&(k=a.parseDataKey());var h=c.hasBits1(33554432)?a.parseCString():null,r=c.hasBits1(67108864)?a.parseLayerId():null,u=null;c.hasBits2(16)&&(u=a.parseGenericTypeId());var t=null;c.hasBits2(32)&&(t=a.parseGenericId());var v=null;if(c.hasBits1(536870912)){v=
+new Map;c=a.parseCount_32();for(var w=0;w<c;++w){var z=a.parseUserDataIndex(),x=a.parseCount_32();x=a.parseBytes(x);v.set(z,x)}}return{nodeId:b,bits:g,name:d,localTransform:e,attributes:null!==k?k:[],header:a.getHeader(),exchangeId:h,layerId:r,genericTypeId:u,genericId:t,userDatas:v}};return a}();f.Node=e;e=function(){function c(b,a,e){this._bits=0;this._nodeId=e.nodeId;this._bits=e.bits;null!==e.name&&(this._name=e.name);null!==e.localTransform&&(this._localTransform=e.localTransform.copy());"number"===
+typeof e.attributes?this._lazyAttributes=c._lazyLoadAttributes(b,a,e.attributes,e.header):0<e.attributes.length&&(this._lazyAttributes=h.LazyPromise.create(e.attributes));null!==e.exchangeId&&(this._exchangeId=e.exchangeId);null!==e.layerId&&(this._layerId=e.layerId);null!==e.genericTypeId&&(this._genericTypeId=e.genericTypeId);null!==e.genericId&&(this._genericId=e.genericId);null!==e.userDatas&&(this._userDatas=d.Util.copyMap(e.userDatas))}c._lazyLoadAttributes=function(b,a,c,d){var g=this;return h.LazyPromise.create(function(){return __awaiter(g,
+void 0,void 0,function(){var g,e,k,l,n,h;return __generator(this,function(m){switch(m.label){case 0:return g=b.getAbstractScEngine(),[4,b.enqueue(function(){return g.safeGetMetaData(a,c)})];case 1:e=m.sent();k=[];if(null!==e)for(l=new f.AssemblyData(d,e),n=new f.AssemblyDataParser(l);n.hasNext();)h=f.Attribute.parseBinary(n),k.push(h);return[2,k]}})})})};c.prototype.hasAuthoredId=function(){return f.isAuthoredId(this._nodeId)};c.prototype.getAuthoredId=function(){return f.getAuthoredId(this._nodeId)};
+c.prototype.getName=function(){return void 0!==this._name?this._name:null};c.prototype.getExchangeId=function(){return void 0!==this._exchangeId?this._exchangeId:null};c.prototype.getAuthoredLayerId=function(){return void 0!==this._layerId?this._layerId:null};c.prototype.getGenericTypeId=function(){return void 0!==this._genericTypeId?this._genericTypeId:null};c.prototype.getGenericId=function(){return void 0!==this._genericId?this._genericId:null};c.prototype._hasBits=function(b){return h.hasBits(this._bits,
+b)};c.prototype.isLoaded=function(){return this._hasBits(-2147483648)};c.prototype.markLoaded=function(){this._bits|=-2147483648};c.prototype._setVisibility=function(b){this._bits|=524288;this._bits=b?this._bits|262144:this._bits&-262145};c.prototype.isVisible=function(){return this._hasBits(524288)?this._hasBits(262144):this.isInitiallyShown()};c.prototype.isInitiallyShown=function(){return this._hasBits(536870912)?!1:this._hasBits(1073741824)};c.prototype.setLocalTransformAsInitial=function(b){this._localTransform=
+b.copy()};c.prototype.overrideLocalTransform=function(b){this._localTransformOverride=b.copy()};c.prototype.hasLocalTransformOverride=function(){return void 0!==this._localTransformOverride};c.prototype.removeLocalTransformOverride=function(){console.assert(void 0!==this._localTransformOverride);delete this._localTransformOverride};c.prototype.getLocalTransform=function(){return void 0!==this._localTransformOverride?this._localTransformOverride:void 0!==this._localTransform?this._localTransform:null};
+c.prototype.getAttributes=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(a){return void 0!==this._lazyAttributes?[2,this._lazyAttributes.then(function(a){if(void 0!==b._lazyAttributes){for(var c=0;c<a.length;c++)b.addAttribute(a[c]);delete b._lazyAttributes}return b.getAttributes()})]:[2,h.TerseArray.toArray(this._attributes)]})})};c.prototype.addAttribute=function(b){this._attributes=h.TerseArray.push(this._attributes,b)};c.prototype.getUserDataIndices=
+function(){var b=[];void 0!==this._userDatas&&this._userDatas.forEach(function(a,c){b.push(c)});return b.sort(a)};c.prototype.getUserData=function(b){if(void 0!==this._userDatas){var a=this._userDatas.get(b);if(void 0!==a)return a}throw new d.InvalidIndexError(b);};return c}();f.NodeMixin=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function a(a,c,d,g){c=b.call(this,a,c,g.nodeInfo)||this;c._bits|=g.bits;c._parent=d;c._instanceInc=[g.inclusionKey,g.instanceKey];d=c.getAuthoredLayerId();null!==d&&a.registerNodeInLayer(c,d);null===d||c.isOutOfHierarchy()||a.registerTreeNodeInLayer(c,d);return c}__extends(a,b);a.prototype.setRequested=function(){this._bits|=1024};a.prototype.isRequested=function(){return this._hasBits(1024)};a.prototype.isOutOfHierarchy=function(){return this._hasBits(268435456)};
+a.prototype.preventFromResetting=function(){return this._hasBits(16384)};a.prototype.getInstanceInc=function(){return this._instanceInc};a.prototype.getParent=function(){return this._parent};return a}(f.NodeMixin);f.BodyMixin=a;var e=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;a.registerBodyInstance(c);return c}__extends(a,b);a.parseXml=function(b,a,c){b=f.Node.parseXml(b,a);a=f.XmlParser.parseInstanceKeyFromInc(a,"MeshInstanceKey");if(null===a)throw new d.XmlParseError('Expected "MeshInstanceKey" attribute.');
+return{nodeInfo:b,inclusionKey:c,instanceKey:a,bits:0}};a.parseBinary=function(b,a,c){var g=f.towardAttachContext(a),e=g.getRemapper(),k=g.getMasterModelKey();g=c.parseNodeParseBits();b=f.Node.parseBinary(b,c,g);a=g.hasBits1(131072)?c.parseInclusionKey(e,k):a.getInclusionKey();if(!g.hasBits1(262144))throw new d.AssemblyDataParseError('Expected "ScInstanceKey" in binary data.');c=c.parseInstanceKey();return{nodeInfo:b,inclusionKey:a,instanceKey:c,bits:0}};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);
+b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.createDynamic=function(b,c,d,g,e,h,r){var k=f.towardInclusionContext(h),l=f.towardAttachContext(k).getMasterModelKey();c={nodeInfo:{nodeId:b.massageAuthoredUserId(k,g),bits:1073741824,name:e,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},inclusionKey:c,instanceKey:d,bits:r};return new a(b,l,h,c)};a.prototype.getName=function(){var a=
+b.prototype.getName.call(this);if(null!==a)return a;a=this.getParent().getBodyInstances();if(1<a.length){for(var c=0;c<a.length;++c)if(this===a[c])return"body "+(c+1);console.assert(!1)}return"body"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().markBranchVisibilityDirty();this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.BodyInstance=e;var c=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;
+a.registerPmiBody(c);return c}__extends(a,b);a.parseBinary=function(b,a,c,d){b=e.parseBinary(b,a,c);d&&(d=b.nodeInfo,d=__assign({},d,{bits:d.bits&-1073741825}),b=__assign({},b,{nodeInfo:d}));return b};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.prototype.getName=function(){var b=this.getName();return null!==b?b:"PMI body"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().getParent().markBranchVisibilityDirty();
+this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.PmiBody=c;a=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;c._bits&=-1073741825;a.registerViewFrame(c);return c}__extends(a,b);a.parseXml=function(b,a,c){return e.parseXml(b,a,c)};a.parseBinary=function(b,a,c){return e.parseBinary(b,a,c)};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.prototype.getName=
+function(){var b=this.getName();return null!==b?b:"CAD View frame"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().getParent().markBranchVisibilityDirty();this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.ViewFrame=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b,a){var c=new h.PromiseQueue(1,!0);c.push(function(){return b.clear()});for(var d=function(a){c.push(function(){return b.addPlane(a,null)})},g=0;g<a.length;g++)d(a[g]);return c.waitForIdle()}function e(b,a){a.hasLocalTransformOverride()&&(a.removeLocalTransformOverride(),b.push(a))}var c=function(b){function c(a,g,e,m,p){var k=this,l=f.towardAttachContext(g).getMasterModelKey();k=b.call(this,a,l,{nodeId:e.nodeId,bits:0,name:e.name,localTransform:null,
+attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null})||this;k._parent=p;k._bits|=e.bits;k._activatedCuttingSectionIndex=null;null!==e.camera&&(k._camera={initial:e.camera.copy(),derived:e.camera.copy()});k._instanceMarkupKeysToShow=d.Util.toSet(e.instanceMarkupKeysToShow);c.isAuthoredViewInfo(e,m)?(k._nodesToShow=c._toRuntimeIds(g,e.nodesToShow),k._nodesToHide=c._toRuntimeIds(g,e.nodesToHide),0<e.transformMap.size&&(k._transformMap=
+new Map,e.transformMap.forEach(function(b,a){a=g.toRuntimeId(a);k._transformMap.set(a,b.copy())}))):(k._nodesToShow=d.Util.toSet(e.nodesToShow),k._nodesToHide=d.Util.toSet(e.nodesToHide),0<e.transformMap.size&&(k._transformMap=d.Util.copyMap(e.transformMap)));null!==e.viewFrameInfo&&(k._viewFrame=k._loadViewFrame(a,l,e.viewFrameInfo));0<e.cuttingPlanes.length&&(k._cuttingPlanes=h.TerseArray.fromArray(e.cuttingPlanes));a.registerCadView(k);return k}__extends(c,b);c.parseXml=function(b,a,c){var g=0,
+e=f.XmlParser.parseNodeId(a,"Id");if(null===e)throw new d.XmlParseError('Expected "Id" attribute.');var k=a.getAttribute("Name");if(null===k)throw new d.XmlParseError('Expected "Name" attribute');var l=function(b,a,c,g){b=b.getAttribute("Enabled");if(null===b)throw new d.XmlParseError("Expected "+c+" attribute");return a=h.setBit(a,g,"1"===b)},n=a.getAttribute("isAnnotationView");g=null===n?h.setBit(g,134217728,!1):h.setBit(g,134217728,"true"===n);var t=n=null,v=[],w=[],z=[],x=new Map,y=[],A=function(b){var a=
+f.XmlParser.parseUint(b,"Projection");if(null===a)throw new d.XmlParseError('Expected "Projection" attribute');var c=b.getAttribute("field");if(null===c)throw new d.XmlParseError('Expected "field" attribute');var g=c.split(" ");if(2!==g.length)throw new d.XmlParseError("Expected 2 field values");c=parseFloat(g[0]);g=parseFloat(g[1]);b=b.getAttribute("definition");if(null===b)throw new d.XmlParseError('Expected "definition" attribute');var e=b.split(" ");if(9!==e.length)throw new d.XmlParseError("Expected 9 definition values");
+var k=function(b,a){return new d.Point3(parseFloat(b[a]),parseFloat(b[a+1]),parseFloat(b[a+2]))};b=k(e,0);var l=k(e,3);e=k(e,6);return d.Camera.create(b,l,e,a,c,g)},B=function(b){var a=[];if(null===f.XmlParser.parseUint(b,"Count"))throw new d.XmlParseError('Expected "PMIToShow Count" attribute');b=f.XmlParser.parseNodeIds(b,"IDs");if(null===b)throw new d.XmlParseError('Expected "PMIToShow Ids" attribute');for(var c=0;c<b.length;c+=2)a.push(b[c+1]);return a},D=function(b){var a=[],c=f.XmlParser.parseUint(b,
+"Count");if(null===c)throw new d.XmlParseError('Expected "ClipPlanes Count" attribute');b=f.XmlParser.parseFloats(b,"Plane");if(null===b)throw new d.XmlParseError('Expected "Plane" attribute');if(b.length/4!==c)throw new d.XmlParseError("Expected "+c+" Planes");for(c=0;c<b.length;c+=4)a.push(d.Plane.createFromCoefficients(b[c],b[c+1],b[c+2],b[c+3]));return a},C=function(b){var a=new Map,c=f.XmlParser.parseUint(b,"Count");if(null===c)throw new d.XmlParseError('Expected "IDLocalTransform Count" attribute');
+b=f.XmlParser.parseFloats(b,"IDTransform");if(null===b)throw new d.XmlParseError('Expected "IDTransform" attribute');if(b.length/13!==c)throw new d.XmlParseError("Expected "+c+" IDTransform values");for(c=0;c<b.length;c+=13){var g=b[c],e=b,k=c,l=new d.Matrix;l.m[1]=e[k+1];l.m[2]=e[k+2];l.m[3]=e[k+3];l.m[4]=e[k+4];l.m[6]=e[k+5];l.m[7]=e[k+6];l.m[8]=e[k+7];l.m[9]=e[k+8];l.m[11]=e[k+9];l.m[12]=e[k+10];l.m[13]=e[k+11];l.m[14]=e[k+12];a.set(g,l)}return a};for(a=a.firstElementChild;null!==a;)"Camera"===
+a.localName?(console.assert(null===n),n=A(a)):"Frame"===a.localName?t=f.ViewFrame.parseXml(b,a,c.getInclusionKey()):"PMIToShow"===a.localName?v=B(a):"InstanceToShow"===a.localName?w=f.XmlParser.parseNodeIds(a,"IDs"):"InstanceToHide"===a.localName?z=f.XmlParser.parseNodeIds(a,"IDs"):"ClipPlanes"===a.localName?y=D(a):"IDLocalTransform"===a.localName?x=C(a):"IsCameraSet"===a.localName?g=l(a,g,"IsCameraSet",67108864):"IsPMIFilteringSet"===a.localName?g=l(a,g,"IsPMIFilteringSet",33554432):"IsGeomFilteringSet"===
+a.localName?g=l(a,g,"IsGeomFilteringSet",16777216):"IsCrosssectionSet"===a.localName?g=l(a,g,"IsCrosssectionSet",8388608):"IsExplosionSet"===a.localName?g=l(a,g,"IsExplosionSet",4194304):"IsCombineState"===a.localName&&(g=l(a,g,"IsCombineState",2097152)),a=a.nextElementSibling;return{nodeId:e,name:k,camera:n,instanceMarkupKeysToShow:v,viewFrameInfo:t,nodesToShow:null===w?[]:w,nodesToHide:null===z?[]:z,transformMap:x,cuttingPlanes:y,bits:g}};c.parseBinary=function(b,a,c){var g=c.parseViewParseBits(),
+e=c.parseNodeId(),k=null;h.hasBits(g,1)&&(k=c.parseCString());var l=0,n=!1;h.hasBits(g,256)?(n=!0,k+=" # Annotation View"):null!==k&&0<=k.indexOf("# Annotation View")&&(n=!0);n&&(l|=134217728);h.hasBits(g,1024)||(l|=33554432);h.hasBits(g,2048)||(l|=16777216);h.hasBits(g,4096)||(l|=8388608);h.hasBits(g,8192)||(l|=4194304);h.hasBits(g,16384)&&(l|=2097152);var t=h.hasBits(g,32768);t&&(l|=1048576);n=null;if(h.hasBits(g,2)){t=t?d.Projection.Perspective:d.Projection.Orthographic;var v=c.parsePoint3_32(),
+w=c.parsePoint3_32(),z=c.parsePoint3_32(),x=c.parseFloat_32(),y=c.parseFloat_32();!h.hasBits(g,512)&&(l|=67108864,n=d.Camera.create(v,w,z,t,x,y),0>x||0>y)&&(l|=8192)}t=[];if(h.hasBits(g,4))for(w=c.parseCount_32(),v=0;v<w;++v)z=c.parseInstanceKey(),t.push(z);w=null;h.hasBits(g,8)&&(w=f.ViewFrame.parseBinary(b,a,c));b=[];if(h.hasBits(g,16))for(a=c.parseCount_32(),v=0;v<a;++v)z=c.parseNodeId(),b.push(z);a=[];if(h.hasBits(g,32))for(z=c.parseCount_32(),v=0;v<z;++v)x=c.parseNodeId(),a.push(x);z=new Map;
+if(h.hasBits(g,64))for(x=c.parseCount_32(),v=0;v<x;++v){y=c.parseNodeId();var A=f.Transform.parseBinary(c);z.set(y,A)}x=[];if(h.hasBits(g,128))for(g=c.parseCount_32(),v=0;v<g;++v)y=c.parsePlane3_32(),x.push(y);return{nodeId:e,name:k,camera:n,instanceMarkupKeysToShow:t,viewFrameInfo:w,nodesToShow:b,nodesToHide:a,transformMap:z,cuttingPlanes:x,bits:l}};c.reify=function(b,a,d,g){var e=f.towardAttachContext(a);b=new c(b,a,d,0,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};c.createDynamic=function(b,
+a,d,g,e,h,r,u,t){for(var k=f.towardInclusionContext(a),l=b.generateDynamicNodeId(),n=[],m=0;m<e.length;m++)for(var p=0,q=e[m].getPmiBodies();p<q.length;p++){var B=q[p],D=f.towardInclusionContext(B);console.assert(k===D);B=B.getInstanceInc()[1];n.push(B)}return new c(b,k,{nodeId:l,name:d,camera:g,instanceMarkupKeysToShow:n,viewFrameInfo:null,nodesToShow:h,nodesToHide:r,transformMap:u,cuttingPlanes:null!==t?[t]:[],bits:67108864},1,a)};c.isAuthoredViewInfo=function(b,a){return 0===a};c._toRuntimeIds=
+function(b,a){for(var c=new Set,d=0;d<a.length;d++){var g=b.toRuntimeId(a[d]);c.add(g)}return c};c.prototype._loadViewFrame=function(b,a,c){return f.ViewFrame.reify(b,a,this,c)};c.prototype.getViewFrame=function(){return void 0!==this._viewFrame?this._viewFrame:null};c.prototype.getParent=function(){return this._parent};c.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};c.prototype.getBranchVisibility=function(){var b=this.isVisible()?2:1;void 0===this._viewFrame||this._viewFrame.isOutOfHierarchy()||
+(b|=this._viewFrame.isVisible()?2:1);return b};c.prototype.setVisibility=function(b){this._setVisibility(b)};c.prototype.isPmiFilteringSet=function(){return this._hasBits(33554432)};c.prototype.deactivate=function(b){var a=Promise.resolve();null!==this._activatedCuttingSectionIndex&&(b=b.getCuttingSection(this._activatedCuttingSectionIndex),null!==b&&(a=b.clear()),this._activatedCuttingSectionIndex=null);return a};c.prototype.activate=function(b,a,c,d,g,e,f){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(k){switch(k.label){case 0:return console.assert(null===this._activatedCuttingSectionIndex),[4,this._activateView(b,a,c,d,f)];case 1:return k.sent(),[2,this._activateCamera(b,a,g,e)]}})})};c.prototype._activateView=function(b,c,g,m,p){return __awaiter(this,void 0,void 0,function(){var k,l,n,t,v,w,z,x,y,A,B,D=this;return __generator(this,function(q){switch(q.label){case 0:return k=b.getRootNode(),null!==p&&console.assert(p.isAConfigurationNode()),l=0,n=new Map,t=[],v=[],w=e,void 0!==this._transformMap&&
+(w=function(b,a){var c=D._transformMap,d=a.getRuntimeId();c=c.get(d);void 0!==c?(a.overrideLocalTransform(c),b.push(a)):a.hasLocalTransformOverride()&&(a.removeLocalTransformOverride(),b.push(a))}),z={enterProductOccurrence:function(b){(p===b||0<l)&&++l;var a=b.forEachPmi(function(b){var a=b.getPmiBodies();if(0!==a.length){var c=!0;if(D.isPmiFilteringSet()){c=!1;for(var d=0;d<a.length;d++){var g=a[d];g=g.getInstanceInc()[1];if(D._instanceMarkupKeysToShow.has(g)){c=!0;break}}}null!==p&&(c=c&&0<l);
+n.set(b,c);for(b=0;b<a.length;b++)g=a[b],n.set(g,c)}}).then(function(){var a=b.getRuntimeId();D._nodesToHide.has(a)||b.isADrawingSheetNode()?n.set(b,!1):D._nodesToShow.has(a)&&(null!==p?n.set(b,0<l):n.set(b,!0));w(t,b);return b.forEachCadView(function(b){if(void 0!==b._viewFrame){var a=b===D;null!==p&&(a=a&&0<l);n.set(b,a);n.set(b._viewFrame,a)}})});v.push(a)},leaveProductOccurrence:function(){0<l&&--l},enterAnyBody:function(b){w(t,b);for(var a=null,c=b.getParent();null!==c&&null===a&&!(c instanceof
+f.Pmi);){var d=c.getRuntimeId();D._nodesToHide.has(d)?(a=!1,n.set(c,!1)):D._nodesToShow.has(d)&&(a=!0,n.set(c,!0));c=f.towardContainerNode(c.getParent())}null===a&&(d=b.getRuntimeId(),D._nodesToShow.has(d)?n.set(b,!0):D._nodesToHide.has(d)&&n.set(b,!1));null!==p&&0===l&&n.set(b,!1)}},[4,f.WalkerAsync.walk(z,k,f.WalkRestriction.None)];case 1:return q.sent(),[4,Promise.all(v)];case 2:return q.sent(),x=[],y=f.updateVisibilities(b,c,g,k,n,!0,!1,null),x.push(y),y=f.updateScMatrices(c,g,t,!1),x.push(y),
+[4,d.Util.waitForAll(x)];case 3:q.sent();A=h.TerseArray.toArray(this._cuttingPlanes);if(!(0<A.length))return[3,5];B=m.getCuttingSection(4);if(null===B)return[3,5];this._activatedCuttingSectionIndex=4;return[4,a(B,A)];case 4:return q.sent(),[2,B.activate()];case 5:return[2]}})})};c.prototype._activateCamera=function(b,a,c,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,h,m,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I,L,M,N,R,O,P,S,Q,T,U,V,W,X;return __generator(this,function(p){switch(p.label){case 0:return e=
+this._camera,void 0!==e?[3,3]:b.disableAutomaticFitWorld()?[3,2]:[4,c.fitWorld(g)];case 1:p.sent(),p.label=2;case 2:return[2];case 3:k=f.towardAttachRoot(this);l=f.towardAttachContext(k);n=f.towardProductOccurrence(l);h=f.getNetMatrix(l);null!==n&&(m=k.getMeasurementUnit(),w=n.getMeasurementUnit(),m!==w&&(z=m/w,x=new d.Matrix,x.setScaleComponent(z,z,z),h=d.Matrix.multiply(x,h)));e.derived=e.initial.transform(h);if(!this._hasBits(8192))return[3,8];y=!1;return void 0===this._viewFrame?[3,5]:[4,f.getBoundingByNodeId(b,
+a,[this._viewFrame.getRuntimeId()],7,!1,y)];case 4:return B=p.sent(),[3,7];case 5:return[4,a.getModelBounding(!0,!1,y)];case 6:B=p.sent(),p.label=7;case 7:return A=B,D=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition()),C=A.extents().length(),E=D.copy().normalize().scale(C),F=A.center(),H=d.Point3.subtract(F,E),e.derived.setPosition(H),e.derived.setTarget(F),e.derived.setWidth(C),e.derived.setHeight(C),[2,c._setCameraPromise(e.derived,g)];case 8:if(e.derived.getProjection()!==d.Projection.Orthographic)return[3,
+10];G=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition());return[4,a.getModelBounding(!0,!1,!1)];case 9:return A=p.sent(),J=d.Point3.subtract(A.center(),e.derived.getPosition()),K=1/G.length(),I=K*d.Point3.dot(G,J),0<I&&(G.scale(K),L=Math.max(e.derived.getWidth(),e.derived.getHeight()),M=d.Point3.add(e.derived.getPosition(),d.Point3.scale(G,I)),N=d.Point3.subtract(M,d.Point3.scale(G,2.5*L)),e.derived.setPosition(N),e.derived.setTarget(M)),[2,c._setCameraPromise(e.derived,g)];case 10:if(e.derived.getProjection()!==
+d.Projection.Perspective)return[3,12];R=.01;return[4,a.getModelBounding(!0,!1,!1)];case 11:A=p.sent();O=d.Point3.subtract(A.max,A.min).length();G=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition());P=G.length();S=P/O;if(0===O||S>R)return[2,c._setCameraPromise(e.derived,g)];Q=O*R*1.001;T=e.derived.getWidth()/P;U=e.derived.getHeight()/P;V=T*Q;W=U*Q;X=G.copy().normalize().scale(Q);F=d.Point3.add(e.derived.getPosition(),X);e.derived.setTarget(F);e.derived.setWidth(V);e.derived.setHeight(W);
+return[2,c._setCameraPromise(e.derived,g)];case 12:return[2,c._setCameraPromise(e.derived,g)]}})})};c.prototype.hasPmi=function(b){var a=f.towardInclusionContext(this).getInclusionKey(),c=f.towardInclusionContext(b).getInclusionKey();if(a!==c)return!1;a=0;for(b=b.getPmiBodies();a<b.length;a++)if(c=b[a].getInstanceInc()[1],this._instanceMarkupKeysToShow.has(c))return!0;return!1};c.prototype.isAnnotationView=function(){return this._hasBits(134217728)};c.prototype.setViewFrame=function(b){console.assert(void 0===
+this._viewFrame);this._viewFrame=b};return c}(f.NodeMixin);f.CadView=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b,c,e,f){var g=a.call(this,b,e,f.nodeInfo)||this;g._inclusionContextForNodeId=c;g._modelKey=e;0<f.repItemInfos.length&&(c=g._loadRepresentationItems(b,e,f.repItemInfos),g._repItems=d.TerseArray.fromArray(c));b.registerPartDefinition(g);return g}__extends(c,a);c.parseXml=function(b,a){var c=f.Node.parseXml(b,a);if(null===c.name){var d=a.getAttribute("FilePath");null!==d&&(c=__assign({},c,{name:d}))}d=[];for(a=a.firstElementChild;null!==
+a;){if("Body"===a.localName){var g=f.RepresentationItem.parseXml(b,a);d.push(g)}a=a.nextElementSibling}return{nodeInfo:c,repItemInfos:d}};c.parseBinary=function(b,a){var c=a.parseNodeParseBits(),d=f.Node.parseBinary(b,a,c),g=[];if(c.hasBits1(1024)){c=a.parseCount_32();for(var e=0;e<c;++e){var h=f.RepresentationItem.parseBinary(b,a);g.push(h)}}return{nodeInfo:d,repItemInfos:g}};c.reify=function(b,a,d,e){return new c(b,a,d,e)};c.createDynamic=function(b,a,d){var g=b.getRootNode();g=f.towardInclusionContext(g);
+a={nodeInfo:{nodeId:b.massageAuthoredUserId(g,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},repItemInfos:[]};return new c(b,g,0,a)};c.createMissing=function(b){b=this.createDynamic(b,null,null);b._bits|=4096;return b};c.prototype.isMissing=function(){return this._hasBits(4096)};c.prototype._loadRepresentationItems=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.RepresentationItem.reify(b,
+a,c[g],this);this._addRepresentationItem(e);d.push(e)}return d};c.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this._inclusionContextForNodeId)};c.prototype.getInclusionContextForNodeId=function(){return this._inclusionContextForNodeId};c.prototype.addReferrer=function(b){var a=f.towardLoadContext(b),c=f.towardLoadContext(this._inclusionContextForNodeId);console.assert(a===c);this._referrers=d.TerseArray.push(this._referrers,b)};c.prototype.createRepItem=function(b,a){b=f.RepresentationItem.createDynamic(b,
+a,null,this._modelKey,this);this._addRepresentationItem(b);return b};c.prototype._addRepresentationItem=function(b){this._repItems=d.TerseArray.push(this._repItems,b)};c.prototype.getRepresentationItems=function(){return d.TerseArray.toArray(this._repItems)};c.prototype.getReferrers=function(){return d.TerseArray.toArray(this._referrers)};c.prototype.removeAllReferrers=function(){for(var b=0,a=this.getReferrers();b<a.length;b++){var c=a[b].removePartDefinition();console.assert(this===c)}delete this._referrers};
+c.prototype.getModelKey=function(){return this._modelKey};return c}(f.NodeMixin);f.PartDefinition=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){a[a.Unknown=0]="Unknown";a[a.Text=1]="Text";a[a.Dimension=2]="Dimension";a[a.Arrow=3]="Arrow";a[a.Balloon=4]="Balloon";a[a.CircleCenter=5]="CircleCenter";a[a.Coordinate=6]="Coordinate";a[a.Datum=7]="Datum";a[a.Fastener=8]="Fastener";a[a.Gdt=9]="Gdt";a[a.Locator=10]="Locator";a[a.MeasurementPoint=11]="MeasurementPoint";a[a.Roughness=12]="Roughness";a[a.Welding=13]="Welding";a[a.Table=14]="Table";a[a.Other=15]="Other";a[a.GeometricalTolerance=16]=
+"GeometricalTolerance"})(f.PmiType||(f.PmiType={}));(function(a){a[a.Ident=1]="Ident";a[a.Target=2]="Target"})(f.PmiSubTypeDatum||(f.PmiSubTypeDatum={}));(function(a){a[a.Distance=1]="Distance";a[a.DistanceOffset=2]="DistanceOffset";a[a.DistanceCumulate=3]="DistanceCumulate";a[a.Chamfer=4]="Chamfer";a[a.Slope=5]="Slope";a[a.Ordinate=6]="Ordinate";a[a.Radius=7]="Radius";a[a.RadiusTangent=8]="RadiusTangent";a[a.RadiusCylinder=9]="RadiusCylinder";a[a.RadiusEdge=10]="RadiusEdge";a[a.Diameter=11]="Diameter";
+a[a.DiameterTangent=12]="DiameterTangent";a[a.DiameterCylinder=13]="DiameterCylinder";a[a.DiameterEdge=14]="DiameterEdge";a[a.DiameterCone=15]="DiameterCone";a[a.Length=16]="Length";a[a.LengthCurvilinear=17]="LengthCurvilinear";a[a.LengthCircular=18]="LengthCircular";a[a.Angle=19]="Angle"})(f.PmiSubTypeDimension||(f.PmiSubTypeDimension={}));(function(a){a[a.Fcf=1]="Fcf"})(f.PmiSubTypeGdt||(f.PmiSubTypeGdt={}));(function(a){a[a.Line=1]="Line";a[a.Spot=2]="Spot"})(f.PmiSubTypeWelding||(f.PmiSubTypeWelding=
+{}));(function(a){a[a.SymbolUser=1]="SymbolUser";a[a.SymbolUtility=2]="SymbolUtility";a[a.SymbolCustom=3]="SymbolCustom";a[a.GeometricReference=4]="GeometricReference";a[a.Region=5]="Region"})(f.PmiSubTypeOther||(f.PmiSubTypeOther={}));var a=function(){return function(a){this.faceIds=[];this.edgeIds=[];this.body=a}}();f.PmiTopologyReference=a;var e=function(c){function b(a,d,e,n){var g=f.towardAttachContext(d).getMasterModelKey();var k=0;e.initiallyShown&&(k|=1073741824);k=c.call(this,a,g,{nodeId:e.nodeId,
+bits:k,name:e.name,localTransform:null,attributes:e.attributesDataKey?e.attributesDataKey:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null})||this;k._bits|=16384;k._parent=n;k._packed=b._pack(e.pmiType,e.pmiSubType);n=0;for(var l=e.pmiBodyInfos;n<l.length;n++)k._pmiBodies=h.TerseArray.push(k._pmiBodies,k._loadPmiBody(a,g,l[n]));0<e.topoRefInfos.length&&(k._topoRefs=b._loadTopoRefs(d,e.topoRefInfos));if(0<e.topoRefs.length)if(void 0===
+k._topoRefs)k._topoRefs=e.topoRefs.slice();else for(d=0,e=e.topoRefs;d<e.length;d++)k._topoRefs.push(e[d]);a.registerPmi(k);return k}__extends(b,c);b.parseBinary=function(b,a,c){var d=c.parsePmiParseBits(),g=c.parseNodeId(),e=null;h.hasBits(d,1)&&(e=c.parseCString());var k=null;h.hasBits(d,4)&&(k=c.parseDataKey());var l=1;h.hasBits(d,16)&&(l=c.parseCount_32());for(var u=[],t=h.hasBits(d,8),v=0;v<l;++v){var w=f.PmiBody.parseBinary(b,a,c,t);u.push(w)}b=0<u.length?h.hasBits(u[0].nodeInfo.bits,1073741824):
+!1;a=c.parsePmiType();l=c.parsePmiSubType();t=[];if(h.hasBits(d,2))for(d=c.parseCount_32(),v=0;v<d;++v)w=f.ReferenceOnTopology.parseBinary(c),t.push(w);return{nodeId:g,name:e,attributesDataKey:k,pmiBodyInfos:u,initiallyShown:b,pmiType:a,pmiSubType:l,topoRefInfos:t,topoRefs:[]}};b.reify=function(a,c,d,e){var g=f.towardAttachContext(c);a=new b(a,c,d,e);g.attachedInvisibly()&&a.setVisibility(!1);return a};b.createDynamic=function(a,c,d,e,f,h,q,r){e={nodeId:a.generateDynamicNodeId(),name:e,attributesDataKey:null,
+pmiBodyInfos:q,initiallyShown:!0,pmiType:f,pmiSubType:h,topoRefInfos:[],topoRefs:r};return new b(a,c,e,d)};b._loadTopoRefs=function(b,a){for(var c=[],d=0;d<a.length;d++){var g=f.ReferenceOnTopology.reify(b,a[d]);c.push(g)}return c};b.prototype._loadPmiBody=function(b,a,c){return f.PmiBody.reify(b,a,this,c)};b.prototype.getPmiBodies=function(){return h.TerseArray.toArray(this._pmiBodies)};b._pack=function(b,a){return b+100*a};b.prototype.getPmiType=function(){return this._packed%100};b.prototype.getPmiSubType=
+function(){return Math.floor(this._packed/100)%100};b.prototype.getParent=function(){return this._parent};b.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};b.prototype.getBranchVisibility=function(){for(var b=this.isVisible()?2:1,a=0,c=h.TerseArray.toArray(this._pmiBodies);a<c.length;a++){var d=c[a];d.isOutOfHierarchy()||(b|=d.isVisible()?2:1)}return b};b.prototype.setVisibility=function(b){this._setVisibility(b)};b.prototype.getPmiTopologyReferences=function(b){if(void 0===
+this._topoRefs)return[];for(var c=new Map,g=0,e=this._topoRefs;g<e.length;g++){var f=e[g],h=f.getBodyInstanceInc();h=b.lookupAnyBodyByInstanceInc(h[0],h[1]);if(null!==h){var q=c.get(h);void 0===q&&(q=new a(h),c.set(h,q));switch(f.getTopoItemType()){case d.PmiTopoRef.Face:q.faceIds.push(f.getItemIndex());break;case d.PmiTopoRef.Edge:q.edgeIds.push(f.getItemIndex())}}}var r=[];c.forEach(function(b){r.push(b)});return r};return b}(f.NodeMixin);f.Pmi=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal=
+{}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(a,b){for(var c=[],e=0;e<a.length;e++){var f=b(a[e]);f&&c.push(f)}return d.Util.waitForAll(c)}var e=function(c){function b(a,e,l,n,m,p,q){var g=this;q=b._amendInfo(n,q);var k=f.towardAttachContext(m),t=k.getMasterModelKey();k=f.towardLoadContext(k);g=c.call(this,n,t,q.nodeInfo)||this;g._parent=p;g._bits=g._bits|q.productBits|32768;var v=q.nodeInfo.header;p=[];null!==q.prototypeDataKey&&(console.assert(null!==l),g._prototypeContext=g._loadPrototypeContext(e,
+l,n,m,q.prototypeDataKey,v));console.assert(null===q.quickAccessPartDefinitionDataId||null===q.partDefinition);null!==q.partDefinition?Array.isArray(q.partDefinition)?g._partDefinition=g._lazyLoadPartDefinitionById(n,m,q.partDefinition,v):g._partDefinition=g._lazyLoadPartDefinitionByInfo(n,m,q.partDefinition,t):null!==q.quickAccessPartDefinitionDataId&&(g._partDefinition=g._lazyLoadPartDefinitionById(n,m,q.quickAccessPartDefinitionDataId,v));if(0<q.childDataKeys.length){console.assert(null!==l);var w=
+function(){return __awaiter(g,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,this._loadProductOccurrences(e,l,n,m,q.childDataKeys,v)];case 1:return b=a.sent(),this._children=h.TerseArray.fromArray(b),[2]}})})}();p.push(w)}0<q.bodyInstanceInfos.length&&(t=g._loadBodyInstances(n,t,q.bodyInstanceInfos),g._bodyInstances=h.TerseArray.fromArray(t));0<q.cadViewInfos.length&&(t=g._loadCadViews(n,m,q.cadViewInfos),g._cadViews=h.TerseArray.fromArray(t));0<
+q.pmiInfos.length&&(t=g._loadPmis(n,m,q.pmiInfos),g._pmis=h.TerseArray.fromArray(t));null!==q.measurementUnit&&(g._measurementUnit=q.measurementUnit);null!==q.externalModelInfo&&(console.assert(null!==a),console.assert(null!==l),f.ExternalModel.canImplicitlyLoad(q.externalModelInfo)?(w=g._loadAndAttachExternalModel(l,m,q.externalModelInfo),p.push(w)):g._pendingExternalModels=h.TerseArray.push(g._pendingExternalModels,q.externalModelInfo));t=0;for(w=q.layerInfos;t<w.length;t++){var z=w[t],x=k.getRuntimeLayerId(z.id);
+null===x?n.createLayer(z.id,z.name,k):null!==z.name&&n.updateLayerName(x,z.name)}t=0;for(w=q.filters;t<w.length;t++)n.addFilter(w[t],k);k=g.getAuthoredLayerId();null!==k&&(n.registerNodeInLayer(g,k),g.isOutOfHierarchy()||n.registerTreeNodeInLayer(g,k));n.registerProductOccurrence(g);if(null===a){if(0<p.length)throw new d.InternalLogicError;}else a.resolve(d.Util.waitForAll(p));return g}__extends(b,c);b.parseXml=function(b,a,c,d,e){var g=c.getInclusionKey(),k=f.Node.parseXml(a,d),l=f.XmlParser.parseFloat(d,
+"Unit"),h=[],n=[],m=[],w=[],z=null,x=null,y=null;for(d=d.firstElementChild;null!==d;){if("PartDefinition"===d.localName){z=f.PartDefinition.parseXml(a,d);break}else if("BodyInstance"===d.localName){var A=f.BodyInstance.parseXml(a,d,g);h.push(A)}else if("Material"===d.localName)console.assert(null===x),x=f.SimpleMaterial.parseXml(d);else if("ExternalModel"===d.localName){if(console.assert(null===y),A=d.getAttribute("Name"),null!==A){y=f.XmlParser.parseFloat(d,"Unit");var B=f.XmlParser.parseBounding(d,
+"BoundingBox");y={config:b,modelName:A,bounding:B,measurementUnit:y,toAttachData:e,reservedNodeIdOffset:0}}}else"CADView"===d.localName?(A=f.CadView.parseXml(a,d,c),w.push(A)):"Filter"===d.localName?n.push(f.Filter.parseXml(d)):"Layer"===d.localName&&(A=f.Layer.parseXml(d),null!==A&&m.push(A));d=d.nextElementSibling}return{nodeInfo:k,productBits:0,childDataKeys:[],prototypeDataKey:null,partDefinition:z,quickAccessPartDefinitionDataId:null,externalModelInfo:y,bodyInstanceInfos:h,cadViewInfos:w,pmiInfos:[],
+measurementUnit:l,simpleMaterial:x,layerInfos:m,filters:n}};b.parseBinary=function(b,a,c,d){var g=f.towardAttachContext(c),e=g.getRemapper(),k=d.parseNodeParseBits();if(k.hasBits1(2097152)){var l=d.parseAssemblyDataVersion();l}k.hasBits2(8)&&g.setGenericTypeMaps(d.parseGenericTypes());l=f.Node.parseBinary(a,d,k);var h=0;k.hasBits1(4194304)&&(h=d.parseProductBits());var n=[];if(k.hasBits1(16))for(var v=d.parseCount_32(),w=0;w<v;++w){var z=d.parseDataKey();n.push(z)}z=v=null;if(k.hasBits1(32)&&(v=d.parseDataKey(),
+k.hasBits1(64))){z=d.parseModelKey(e);console.assert(0!==z);var x=d.parseDataKey();z=[z,x]}x=[];if(k.hasBits1(128)){var y=d.parseCount_32();for(w=0;w<y;++w){var A=f.BodyInstance.parseBinary(a,c,d);x.push(A)}}y=null;k.hasBits1(524288)&&(w=d.parseModelKey(e),console.assert(0!==w),y=d.parseInclusionKey(e,w),y={config:b,inclusionKey:y,modelKey:w});b=null;k.hasBits1(512)&&(w=d.parseModelKey(e),0===w&&(w=g.getMasterModelKey()),b=d.parseDataKey(),b=[w,b]);g=[];if(k.hasBits1(32768))for(e=d.parseCount_32(),
+w=0;w<e;++w)A=f.CadView.parseBinary(a,c,d),g.push(A);e=[];if(k.hasBits1(65536))for(A=d.parseCount_32(),w=0;w<A;++w){var B=f.Pmi.parseBinary(a,c,d);e.push(B)}c=null;k.hasBits1(16384)&&(c=d.parseFloat_64());k.hasBits1(16777216)&&(w=d.parsePoint3_64(),A=d.parsePoint3_64(),a.setViewAxes(w,A));a=[];if(k.hasBits1(134217728))for(A=d.parseCount_32(),w=0;w<A;++w)B=f.Layer.parseBinary(d),a.push(B);A=[];if(k.hasBits1(268435456))for(k=d.parseCount_32(),w=0;w<k;++w)B=f.Filter.parseBinary(d),A.push(B);return{nodeInfo:l,
+productBits:h,childDataKeys:n,prototypeDataKey:v,partDefinition:b,quickAccessPartDefinitionDataId:z,externalModelInfo:y,bodyInstanceInfos:x,cadViewInfos:g,pmiInfos:e,measurementUnit:c,simpleMaterial:null,layerInfos:a,filters:A}};b.reifySync=function(a,c,d,e,h,p){console.assert(0===h.childDataKeys.length);console.assert(null===h.externalModelInfo);var g=f.towardAttachContext(e);a=new b(null,a,c,d,e,p,h);g.attachedInvisibly()&&a.setVisibility(!1);return a};b.reify=function(a,c,d,e,f,p){return __awaiter(this,
+void 0,void 0,function(){var g,k;return __generator(this,function(l){switch(l.label){case 0:return g=h.OpenPromise.create(),k=new b(g,a,c,d,e,p,f),[4,g];case 1:return l.sent(),[2,k]}})})};b.createDynamic=function(a,c,e,h,m,p,q,r){void 0===q&&(q=!1);void 0===r&&(r=null);var g=f.towardInclusionContext(c);e={nodeInfo:{nodeId:a.massageAuthoredUserId(g,h),bits:p?1073741824:0,name:e,localTransform:m,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},productBits:q?268435456:0,childDataKeys:[],prototypeDataKey:null,partDefinition:null,quickAccessPartDefinitionDataId:null,bodyInstanceInfos:[],externalModelInfo:null,cadViewInfos:[],pmiInfos:[],measurementUnit:r,simpleMaterial:null,layerInfos:[],filters:[]};h=new d.LoadSubtreeConfig;h.attachInvisibly=!p;return new b(null,h,null,a,g,c,e)};b.createMissing=function(b,a){b=this.createDynamic(b,a,"Missing",null,null,!1);b._bits|=4096;return b};b.prototype.isMissing=function(){return this._hasBits(4096)};
+b._amendInfo=function(b,a){if(null!==a.nodeInfo.name)return a;var c=null;h.hasBits(a.productBits,2)?c=b.generateProductName():h.hasBits(a.productBits,4)?c=b.generateGroupName():h.hasBits(a.productBits,32)?c=b.generateDrawingSheetName():h.hasBits(a.productBits,8)&&(c=b.generateDrawingViewName());if(null===c)return a;b=__assign({},a.nodeInfo,{name:c});return __assign({},a,{nodeInfo:b})};b.prototype._loadExternalModel=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,
+function(e){if(f.ExternalModel.isNameInfo(c))return[2,b.attachByExternalModelInfo(c,this,a)];d=this.getAuthoredId();g=f.towardLoadContext(a);return g.handleExternalModel(d,a,c.inclusionKey)?[2,b.attachByExternalModelInfo(c,this,a)]:[2,null]})})};b.prototype._loadAndAttachExternalModel=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._loadExternalModel(b,a,c)];case 1:return d=g.sent(),null!==d&&this.addAttachContext(d),
+[2,d]}})})};b.prototype.loadPendingExternalModels=function(b){return __awaiter(this,void 0,void 0,function(){var a,c,d,g,e,q,r,u,t,v;return __generator(this,function(k){switch(k.label){case 0:if(!this.hasPendingExternalModels())return[2,[]];a=f.towardInclusionContext(this);c=[];d=0;for(g=h.TerseArray.toArray(this._pendingExternalModels);d<g.length;d++)e=g[d],q=this._loadAndAttachExternalModel(b,a,e),c.push(q);delete this._pendingExternalModels;r=[];u=0;return[4,Promise.all(c)];case 1:t=k.sent(),k.label=
+2;case 2:if(!(u<t.length))return[3,4];v=t[u];null!==v&&r.push(v);k.label=3;case 3:return u++,[3,2];case 4:return[2,r]}})})};b.prototype._lazyLoadPartDefinitionByInfo=function(b,a,c,d){b=f.PartDefinition.reify(b,a,d,c);return h.LazyPromise.create(b)};b.prototype._lazyLoadPartDefinitionById=function(b,a,c,d){var g=this,e=b.getAbstractScEngine(),k=f.towardLoadContext(a),l=b.lookupPartDefinitionByDataId(k,c[0],c[1]);if(null!==l)return h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var b;
+return __generator(this,function(a){switch(a.label){case 0:return[4,l];case 1:return b=a.sent(),b.addReferrer(this),[2,b]}})})});l=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var g,k,l,h,n,m,p;return __generator(this,function(q){switch(q.label){case 0:return g=c[0],k=c[1],[4,b.enqueue(function(){return e.safeGetMetaData(g,k)})];case 1:return l=q.sent(),null!==l?(h=new f.AssemblyData(d,l),n=new f.AssemblyDataParser(h),m=f.PartDefinition.parseBinary(b,n),p=f.PartDefinition.reify(b,
+a,g,m),p.addReferrer(this),[2,p]):[2,f.PartDefinition.createMissing(b)]}})})});b.registerPartDefinitionByDataId(k,c[0],c[1],l);return l};b._loadProductOccurrence=function(a,c,d,e,h,p){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(l){g=new f.AssemblyDataParser(h);k=b.parseBinary(a,d,e,g);return[2,b.reify(a,c,d,e,k,p)]})})};b.prototype._loadPrototypeContext=function(a,c,d,e,m,p){var g=this,k=f.towardAttachContext(e),l=f.towardLoadContext(k),n=k.getMasterModelKey();
+k=d.lookupPrototypeByDataId(l,n,m);null===k&&(k=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=d.getAbstractScEngine(),[4,d.enqueue(function(){return g.safeGetMetaData(n,m)})];case 1:return k=h.sent(),null!==k?(l=new f.AssemblyData(p,k),[2,b._loadProductOccurrence(a,c,d,e,l,v)]):[2,b.createMissing(d,v)]}})})}),k=new f.SharedPrototypeContext(k),d.registerPrototypeByDataId(l,n,m,k));var v=new f.PrototypeContext(k,
+e);v.addReferrer(this);return v};b.prototype._loadProductOccurrences=function(a,c,d,e,m,p){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,v,w,z,x,y,A,B;return __generator(this,function(q){switch(q.label){case 0:return g=f.towardAttachContext(e),l=k=g.getMasterModelKey(),n=d.getAbstractScEngine(),[4,d.enqueue(function(){return n.safeGetMetaDatas(l,m)})];case 1:v=q.sent(),w=[],z=0,q.label=2;case 2:if(!(z<m.length))return[3,9];x=void 0;if(null===v)return[3,6];y=v[z];v[z]=h.emptyBytes;A=new f.AssemblyData(p,
+y);return[4,b._loadProductOccurrence(a,c,d,e,A,this)];case 3:return x=q.sent(),(B=c.onLoadChildProductOccurrence())?[4,B]:[3,5];case 4:q.sent(),q.label=5;case 5:return[3,7];case 6:x=b.createMissing(d,this),q.label=7;case 7:w.push(x),q.label=8;case 8:return++z,[3,2];case 9:return[2,w]}})})};b.prototype._loadBodyInstances=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.BodyInstance.reify(b,a,this,c[g]);d.push(e)}return d};b.prototype._loadCadViews=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=
+f.CadView.reify(b,a,c[g],this);d.push(e);e.markLoaded()}return d};b.prototype._loadPmis=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.Pmi.reify(b,a,c[g],this);d.push(e)}return d};b.prototype.getParent=function(){return this._parent};b.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};b.prototype.isAbsoluteRoot=function(){return-2===this._nodeId};b.prototype.getPrototype=function(){return void 0!==this._prototypeContext?this._prototypeContext:null};b.prototype.isAConfigurationNode=
+function(){return this._hasBits(1)};b.prototype.isADefaultNode=function(){return this._hasBits(16)};b.prototype.isAProductNode=function(){return h.hasBits(this._bits,2)};b.prototype.isAGroupNode=function(){return h.hasBits(this._bits,4)};b.prototype.isADrawingSheetNode=function(){return h.hasBits(this._bits,32)};b.prototype.isADrawingViewNode=function(){return h.hasBits(this._bits,8)};b.prototype.addProductOccurrence=function(b){console.assert(b.getParent()===this);this._children=h.TerseArray.push(this._children,
+b);this._itemWasAdded()};b.prototype.addBodyInstance=function(b){console.assert(b.getParent()===this);this._bodyInstances=h.TerseArray.push(this._bodyInstances,b);this._itemWasAdded()};b.prototype.addCadView=function(b){console.assert(b.getParent()===this);this._cadViews=h.TerseArray.push(this._cadViews,b);this._itemWasAdded()};b.prototype.addPmi=function(b){console.assert(b.getParent()===this);this._pmis=h.TerseArray.push(this._pmis,b);this._itemWasAdded()};b.prototype.addLoadContext=function(b){console.assert(b.getParent()===
+this);this._childContexts=h.TerseArray.push(this._childContexts,b);this._itemWasAdded()};b.prototype.addAttachContext=function(b){console.assert(b.getParent()===this);this._childContexts=h.TerseArray.push(this._childContexts,b);this._itemWasAdded()};b.prototype._followPrototypesWhileEmpty=function(){if(void 0===this._prototypeContext||void 0!==this._children||void 0!==this._childContexts)return this;var b=this._prototypeContext.getProductOccurrence();return b.isResolved()?b.getResolved()._followPrototypesWhileEmpty():
+this};b.prototype.getRawPartDefinition=function(){if(void 0!==this._partDefinition)return this._partDefinition;if(void 0!==this._prototypeContext){var b=this._prototypeContext.getProductOccurrence();if(b.isResolved())return b.getResolved().getRawPartDefinition()}return null};b.prototype.getPartDefinition=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){b=this.getRawPartDefinition();if(b instanceof h.LazyPromise)return[2,h.Boxed.create(b)];if(b instanceof
+Promise)return[2,b];d.Util.TypeAssert(b);return[2,null]})})};b.prototype.getPartDefinitionSync=function(){console.assert(this.isLoaded());if(void 0!==this._partDefinition&&this._partDefinition.isResolved())return this._partDefinition.getResolved();if(void 0!==this._prototypeContext){var b=this._prototypeContext.getProductOccurrence();if(b.isResolved())return b.getResolved().getPartDefinitionSync()}return null};b.prototype._getChildren=function(){for(var b=h.TerseArray.toArray(this._children),a=0,
+c=h.TerseArray.toArray(this._childContexts);a<c.length;a++){var d=c[a].getChildren();h.append(b,d)}return b};b.prototype.getChildren=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,this._followPrototypesWhileEmpty()];case 1:return b=a.sent(),[2,b._getChildren()]}})})};b.prototype.getChildrenSync=function(){console.assert(this.isLoaded());var b=this.tryGetChildrenSync();if(null===b)throw new d.InternalLogicError;return b};
+b.prototype.tryGetChildrenSync=function(){var b=this._followPrototypesWhileEmpty();return b instanceof Promise?null:b._getChildren()};b.prototype.forEachChild=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return[4,this.getChildren()];case 1:return c=d.sent(),[2,a(c,b)]}})})};b.prototype.forEachBodyInstance=function(b){var c=this.getBodyInstances();return a(c,b)};b.prototype.forEachPmi=function(b){var c=this.getPmis();return a(c,
+b)};b.prototype.forEachCadView=function(b){var c=this.getCadViews();return a(c,b)};b.prototype.hasBodyInstances=function(){return void 0!==this._bodyInstances};b.prototype.getBodyInstances=function(){return h.TerseArray.toArray(this._bodyInstances)};b.prototype.getCadViews=function(){return h.TerseArray.toArray(this._cadViews)};b.prototype.getPmis=function(){return h.TerseArray.toArray(this._pmis)};b.prototype.setMeasurementUnit=function(b){this._measurementUnit=b};b.prototype.unsetMeasurementUnit=
+function(){this._measurementUnit=void 0};b.prototype.hasMeasurementUnit=function(){return void 0!==this._measurementUnit};b.prototype.getMeasurementUnit=function(){for(var b=this;null!==b;){if(void 0!==b._measurementUnit)return b._measurementUnit;b=f.towardProductOccurrence(b._parent)}return 1};b.prototype.getPhysicalProperties=function(){return __awaiter(this,void 0,void 0,function(){var b,a,c,d,e;return __generator(this,function(g){switch(g.label){case 0:return[4,this.getPartDefinition()];case 1:return b=
+g.sent(),null===b?[2,null]:[4,b.value];case 2:a=g.sent();c=a.getRepresentationItems();if(1!==c.length)return[2,null];d=c[0];e=d.getPhysicalProperties();return[2,e]}})})};b.prototype.setPartDefinition=function(b){console.assert(void 0===this._partDefinition);this._partDefinition=h.LazyPromise.create(b)};b.prototype.setPrototype=function(b){console.assert(void 0===this._prototypeContext);this._prototypeContext=b;this._markBranchVisibilityDirty(!1)};b.prototype.removePrototype=function(){if(void 0===
+this._prototypeContext)throw new d.InternalLogicError;var b=this._prototypeContext;delete this._prototypeContext;this._markBranchVisibilityDirty(!1);return b};b.prototype.getBranchVisibility=function(){this._updateBranchVisibility();return this._getBranchVisibility()};b.prototype._getBranchVisibility=function(){var b=this.isVisible()?2:1;this._hasBits(65536)&&(b|=2);this._hasBits(131072)&&(b|=1);return b};b.prototype._setBranchVisibility=function(b){this.isVisible()?console.assert(h.hasBits(b,2)):
+console.assert(h.hasBits(b,1));this._bits&=-196609;h.hasBits(b,1)&&(this._bits|=131072);h.hasBits(b,2)&&(this._bits|=65536)};b.prototype._updateBranchVisibility=function(){if(this._hasBits(32768)){var b=this.isVisible()?2:1,a=this._getSubBranchVisibilities();null!==a&&(b|=a);this._setBranchVisibility(b);this._bits&=-32769}};b.prototype._getSubBranchVisibilities=function(){for(var b=0,a=0,c=this.getChildrenSync();a<c.length;a++){var d=c[a].getBranchVisibility();b|=d;if(3===b)return 3}d=0;for(a=this.getBodyInstances();d<
+a.length;d++)if(c=a[d],!c.isOutOfHierarchy()&&(b|=c.isVisible()?2:1,3===b))return 3;a=0;for(c=this.getPmis();a<c.length;a++)if(d=c[a].getBranchVisibility(),b|=d,3===b)return 3;a=0;for(c=this.getCadViews();a<c.length;a++)if(d=c[a].getBranchVisibility(),b|=d,3===b)return 3;return 0===b?null:b};b.prototype._itemWasAdded=function(){3!==this._getBranchVisibility()&&this._markBranchVisibilityDirty(!0)};b.prototype._onItemRemoved=function(){1!==this._getBranchVisibility()&&this._markBranchVisibilityDirty(!1)};
+b.prototype.markBranchVisibilityDirty=function(){this._markBranchVisibilityDirty(!1)};b.prototype._markBranchVisibilityDirty=function(b){if(!(this._hasBits(32768)||b&&3===this._getBranchVisibility()))if(this._bits|=32768,this._parent instanceof f.PrototypeContext)for(var a=0,c=this._parent.getReferrers();a<c.length;a++)c[a]._markBranchVisibilityDirty(b);else if(a=f.towardProductOccurrence(this._parent),null!==a)return a._markBranchVisibilityDirty(b)};b.prototype.setVisibility=function(b){this.isVisible()!==
+b&&(this._setVisibility(b),this._markBranchVisibilityDirty(!1))};b.prototype._removeDirectChild=function(b){var a=h.TerseArray.toArray(this._children),c=a.length;a=a.filter(function(a){return a!==b});if(a.length===c)return!1;0===a.length?delete this._children:this._children=h.TerseArray.fromArray(a);this._onItemRemoved();return!0};b.prototype._removeIndirectChild=function(b){for(var a=!1,c=h.TerseArray.toArray(this._childContexts),d=0,g=c;d<g.length;d++)if(g[d].removeProductOccurrence(b)){a=!0;break}if(!a)return!1;
+c=c.filter(function(b){return b.hasChildren()});0===c.length?delete this._childContexts:this._childContexts=h.TerseArray.fromArray(c);this._onItemRemoved();return!0};b.prototype.removeProductOccurrence=function(b){return this._removeDirectChild(b)?!0:this._removeIndirectChild(b)};b.prototype.removeBodyInstance=function(b){var a=h.TerseArray.toArray(this._bodyInstances),c=a.length;a=a.filter(function(a){return a!==b});if(a.length===c)return!1;0===a.length?delete this._bodyInstances:this._bodyInstances=
+h.TerseArray.fromArray(a);this._onItemRemoved();return!0};b.prototype.purgeContents=function(){var b=this;this._markBranchVisibilityDirty(!1);var c=[];if(void 0!==this._partDefinition&&!this._partDefinition.isUnforced()){var e=this._partDefinition.then(function(a){a.removeAllReferrers();delete b._partDefinition});c.push(e)}void 0!==this._prototypeContext&&(e=this._prototypeContext.purgeContents(),c.push(e),delete this._prototypeContext);e=h.TerseArray.toArray(this._children);e=a(e,function(b){return b.purgeContents()});
+c.push(e);delete this._children;e=h.TerseArray.toArray(this._childContexts);e=a(e,function(b){return b.purgeContents()});c.push(e);delete this._childContexts;delete this._bodyInstances;delete this._cadViews;delete this._pmis;delete this._measurementUnit;return d.Util.waitForAll(c)};b.prototype.removePartDefinition=function(){if(void 0===this._partDefinition||!this._partDefinition.isResolved())throw new d.InternalLogicError;var b=this._partDefinition;delete this._partDefinition;return b.getResolved()};
+b.prototype.isOutOfHierarchy=function(){return this._hasBits(268435456)};b.prototype.markIsExternalModelRoot=function(b){console.assert(!this._hasBits(2048));this._bits|=2048;b.markSeenExternalModel()};b.prototype.isExternalModelRoot=function(){return this._hasBits(2048)};b.prototype.addPendingExternalModel=function(b){this._pendingExternalModels=h.TerseArray.push(this._pendingExternalModels,b)};b.prototype.hasPendingExternalModels=function(){return!h.TerseArray.isEmpty(this._pendingExternalModels)};
+return b}(f.NodeMixin);f.ProductOccurrence=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(c._faceMeasurementProps=d.faceMeasurementProps.slice());0<d.edgeMeasurementProps.length&&(c._edgeMeasurementProps=d.edgeMeasurementProps.slice());null!==d.physicalProps&&(c._physicalProps=d.physicalProps);if(0<d.faceAttributes.length){c._faceAttributes=[];for(var e=0,f=d.faceAttributes;e<f.length;e++)g=f[e],c._faceAttributes.push(g.copy())}if(0<d.edgeAttributes.length)for(c._edgeAttributes=[],e=0,d=d.edgeAttributes;e<d.length;e++)g=d[e],c._edgeAttributes.push(g.copy());a.registerRepresentationItem(c);
+return c}__extends(g,b);g.parseXml=function(b,a){b=f.Node.parseXml(b,a);a=f.XmlParser.parseMeshKey(a,"TCKey_Mesh");return{nodeInfo:b,meshKey:a,bodyType:c.Unknown,faceMeasurementProps:[],edgeMeasurementProps:[],physicalProps:null,faceAttributes:[],edgeAttributes:[]}};g.parseBinary=function(b,a){var c=a.parseNodeParseBits();b=f.Node.parseBinary(b,a,c);var g=a.parseBodyType(),e=null;c.hasBits1(8192)&&(e=a.parseMeshKey());var k=[];if(c.hasBits1(2048))for(var l=a.parseCount_32(),h=0;h<l;++h){var n=f.MeasurementProperty.Face.parseBinary(a);
+k.push(n)}n=[];if(c.hasBits1(4096))for(l=a.parseCount_32(),h=0;h<l;++h){var w=f.MeasurementProperty.Edge.parseBinary(a);n.push(w)}l=null;c.hasBits1(1048576)&&(l=f.PhysicalProperties.parseBinary(a));w=[];if(c.hasBits2(1)){var z=a.parseCount_32();for(h=0;h<z;h++){for(var x=[],y=a.parseCount_32(),A=0;A<y;A++){var B=f.Attribute.parseBinary(a);x.push(B)}w.push(new d.SubentityAttributes(x))}}z=[];if(c.hasBits2(2))for(c=a.parseCount_32(),h=0;h<c;h++){x=[];y=a.parseCount_32();for(A=0;A<y;A++)B=f.Attribute.parseBinary(a),
+x.push(B);z.push(new d.SubentityAttributes(x))}return{nodeInfo:b,meshKey:e,bodyType:g,faceMeasurementProps:k,edgeMeasurementProps:n,physicalProps:l,faceAttributes:w,edgeAttributes:z}};g.reify=function(b,a,c,d){return new g(b,a,c,d)};g.createDynamic=function(b,a,d,e,k){var l=k.getInclusionContextForNodeId();a={nodeInfo:{nodeId:b.massageAuthoredUserId(l,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},meshKey:null,bodyType:c.Unknown,faceMeasurementProps:[],edgeMeasurementProps:[],physicalProps:null,faceAttributes:[],edgeAttributes:[]};return new g(b,e,a,k)};g.prototype.setPhysicalProperties=function(b){this._physicalProps=b};g.prototype.getPhysicalProperties=function(){return void 0!==this._physicalProps?this._physicalProps:null};g.prototype.getParent=function(){return this._parent};g.prototype.getFaceCount=function(){return void 0!==this._faceMeasurementProps?this._faceMeasurementProps.length:
+0};g.prototype.getEdgeCount=function(){return void 0!==this._edgeMeasurementProps?this._edgeMeasurementProps.length:0};g.prototype.getFaceAttributes=function(b){return a(this._faceAttributes,b)};g.prototype.getEdgeAttributes=function(b){return a(this._edgeAttributes,b)};g.prototype.getFaceMeasurementProperty=function(b){return a(this._faceMeasurementProps,b)};g.prototype.getEdgeMeasurementProperty=function(b){return a(this._edgeMeasurementProps,b)};g.prototype.setFaceMeasurementProperty=function(b,
+a){this._faceMeasurementProps=e(this._faceMeasurementProps,b,a.copy())};g.prototype.setEdgeMeasurementProperty=function(b,a){this._edgeMeasurementProps=e(this._edgeMeasurementProps,b,a.copy())};g.prototype.getBodyType=function(){return this._bodyType};g.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this._parent.getInclusionContextForNodeId())};return g}(f.NodeMixin);f.RepresentationItem=b})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+d.AttributeType.Int;break;case "f":b=d.AttributeType.Float;break;case "t":b=d.AttributeType.Time;break;case "s":b=d.AttributeType.String}c=c.getAttribute("Value");null!==c&&(e=c);return new a(b,g,e)};a.prototype.getType=function(){return this._type};a.prototype.getTitle=function(){return this._title};a.prototype.getValue=function(){return this._value};a.prototype.copy=function(){return new a(this._type,this._title.slice(),this._value.slice())};return a}();f.Attribute=a})(h.Tree||(h.Tree={}))})(d.Internal||
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+console.assert(!1);return null};return a}();f.ColorTable=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+return c};return b}();f.FilterEntities=a;var e=function(){function b(){this.isInclusive=!1;this.authoredIds=[]}b.parseBinary=function(a){var c=new b;c.isInclusive=a.parseBoolean();for(var d=a.parseCount_32(),g=0;g<d;g++)c.authoredIds.push(a.parseLayerId());return c};b.parseXml=function(a){var c=new b;c.isInclusive="1"===a.getAttribute("Inclusive");var d=f.XmlParser.parseUints(a,"Ids");null!==d?(c.authoredIds=d,a=a.getAttribute("Count"),null!==a&&(a=parseInt(a,10),console.assert(a===c.authoredIds.length))):
+console.error("'Layers' tag has missing or malformed 'Ids' attribute");return c};return b}();f.FilterLayers=e;var c=function(){function b(){this.isDisplayfilter=!1;this.name=null;this.isActive=!1;this.entities=this.layers=null}b.parseBinary=function(c){var g=new b,f=null,h=null,m=c.parseLayerParseBits();g.isDisplayfilter=c.parseBoolean();d.hasBits(m,1)&&(g.name=c.parseCString());g.isActive=c.parseBoolean();d.hasBits(m,2)&&(f=e.parseBinary(c));d.hasBits(m,4)&&(h=a.parseBinary(c));g.layers=f;g.entities=
+h;return g};b.parseXml=function(c){var d=new b,g=c.getAttribute("Name");null!==g&&(d.name=g);d.isDisplayfilter="1"===c.getAttribute("Display");d.isActive="1"===c.getAttribute("Active");for(g=c.firstElementChild;null!==g;g=g.nextElementSibling)"Layers"===g.localName?(console.assert(null===d.layers),d.layers=e.parseXml(g)):"Entities"===g.localName?(console.assert(null===d.entities),d.entities=a.parseXml(g)):console.error("Unknown tag: "+c.localName);return d};return b}();f.Filter=c})(d.Tree||(d.Tree=
+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+"EmissiveAlpha")||0,l=f.XmlParser.parseFloat(c,"SpecularAlpha")||0,h=f.XmlParser.parseFloat(c,"Shininess")||0,m=f.XmlParser.parseUint(c,"AmbientIndice"),p=f.XmlParser.parseUint(c,"DiffuseIndice"),q=f.XmlParser.parseUint(c,"EmissiveIndice");c=f.XmlParser.parseUint(c,"SpecularIndice");return new a(b,d,e,l,h,m,p,q,c)};a.prototype.getAmbientColorIndex=function(){return void 0!==this._ambientIndex?this._ambientIndex:null};a.prototype.getDiffuseColorIndex=function(){return void 0!==this._diffuseIndex?this._diffuseIndex:
+null};a.prototype.getEmissiveColorIndex=function(){return void 0!==this._emissiveIndex?this._emissiveIndex:null};a.prototype.getSpecularColorIndex=function(){return void 0!==this._specularIndex?this._specularIndex:null};a.prototype.getAmbientAlpha=function(){return this._ambientAlpha};a.prototype.getDiffuseAlpha=function(){return this._diffuseAlpha};a.prototype.getEmissiveAlpha=function(){return this._emissiveAlpha};a.prototype.getSpecularAlpha=function(){return this._specularAlpha};a.prototype.getShininess=
+function(){return this._shininess};return a}();f.Material=a;a=function(){function a(a,b){null!==a&&(this._color=a);null!==b&&(this._alpha=b)}a.parseXml=function(c){console.assert("Material"===c.localName);var b=null,g=null;c=c.getAttribute("Color");if(null!==c){var e=c.split(" ");if(4!==e.length)throw new d.XmlParseError('Expected "Color" attribute to have four channel components.');b=parseFloat(e[0]);g=parseFloat(e[1]);c=parseFloat(e[2]);e=parseFloat(e[3]);b=new d.Color(b,g,c);g=e}return new a(b,
+g)};a.prototype.getColor=function(){return void 0!==this._color?this._color:null};a.prototype.getAlpha=function(){return void 0!==this._alpha?this._alpha:null};return a}();f.SimpleMaterial=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+function(){return[this._inclusionKey,this._bodyInstanceKey]};a.prototype.getTopoItemType=function(){return this._topoItemType};a.prototype.getItemIndex=function(){return this._itemIndex};return a}();d.ReferenceOnTopology=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){b.markLoaded();var a=0;for(b=b.getRepresentationItems();a<b.length;a++)b[a].markLoaded()}function e(b){b=b.getRawPartDefinition();if(null!==b){if(b instanceof h.LazyPromise)return b.isResolved()?void 0:b.then(a);d.Util.TypeAssert(b);return b.then(function(b){if(null!==b&&(b=b.value,!b.isResolved()))return b.then(a)})}}function c(b){var a=f.forcePrototype(b);return void 0!==a?a.then(function(){return e(b)}):e(b)}f.forcePartDefinition=c;f.forcePartDefinitions=
+function(b){return __awaiter(this,void 0,void 0,function(){var a,e;return __generator(this,function(g){switch(g.label){case 0:return a=[],e={enterProductOccurrence:function(b){b=c(b);void 0!==b&&a.push(b)}},[4,f.WalkerAsync.walk(e,b,f.WalkRestriction.None)];case 1:return g.sent(),[2,d.Util.waitForAll(a)]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+case 1:return e.sent(),[2,d.Util.waitForAll(b)]}})})}f.forcePrototype=a;f.forcePrototypes=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+e){return a(f.WalkerAsync,c,b,d,e,f.WalkRestriction.None)};f.gatherInstanceIncsSync=e;f.gatherInstanceIncsByNodeIdsSync=function(a,b,g,k){for(var c=null,h=new Set,m=0;m<b.length;m++){var p=b[m],q=a.lookupAnyTreeNode(p);if(null===q)throw new d.InvalidNodeIdError(p);p=f.isOutOfHierarchy(q);p=e(q,g,p,h,k);if(null===c)c=p;else for(q=0;q<p.length;q++)c.push(p[q])}return null!==c?c:[]}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+0;p<m;++p)q=h[p],null!==q&&(r=b[p],u=r.getParent().getRuntimeId(),l.set(u,q));return[2,l]}})})}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+case 1:k.sent();m=0;for(p=b;m<p.length;m++)q=p[m],q.markLoaded();return[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.setMeshLevels=function(a,e,c){var b=[],g=new Set,f=function(b){if(g.has(b))return!1;g.add(b);return!0};f={followProductOccurrence:f,followPmi:f,followCadView:f,followAnyBody:f,enterAnyBody:function(a){a.isOutOfHierarchy()||(a=a.getInstanceInc(),b.push(a[0],a[1]))}};for(var l=0;l<e.length;l++)d.WalkerSync.walk(f,e[l],d.WalkRestriction.None);a.setMeshLevel(b,c)}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){f.updateScMatrices=function(a,e,c,b){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,m,p,q,r,u,t,v,w,z=this;return __generator(this,function(x){switch(x.label){case 0:g=[];k=[];l=[];n=new Set;m=function(b){if(n.has(b))return!1;n.add(b);b=b.getLocalTransform();if(null!==b){var a=h.last(g);a=d.Matrix.multiply(b,a);g.push(a)}return!0};p=function(b){null!==b.getLocalTransform()&&(console.assert(1<g.length),g.pop())};q={followProductOccurrence:m,leaveProductOccurrence:p,
+followPmi:m,leavePmi:p,followCadView:m,leaveCadView:p,followAnyBody:m,enterAnyBody:function(a){if(!a.isOutOfHierarchy()||b)a=a.getInstanceInc(),l.push(a[0],a[1]),k.push(h.last(g))},leaveAnyBody:p};r=new h.PromiseQueue(1,!0);u=function(b){var a=h.Lazy.create(function(){return __awaiter(z,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return console.assert(0===g.length),a=f.getNetMatrix(b.getParent()),g.push(a),[4,f.WalkerAsync.walk(q,b,f.WalkRestriction.None)];
+case 1:return c.sent(),console.assert(1===g.length),g.pop(),[2]}})})});r.push(a)};t=0;for(v=c;t<v.length;t++)w=v[t],u(w);return[4,r.waitForIdle()];case 1:return x.sent(),console.assert(2*k.length===l.length),[4,a.setMatrices(l,k)];case 2:return x.sent(),e.trigger("_updateTransform",b),[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){function a(b){for(var a=[],c=0;c<b.length;c++){var d=b[c].getInstanceInc();a.push(d[0],d[1])}return a}function e(b){for(var a=[],c=0;c<b.length;c++){var d=b[c].getRuntimeId();a.push(d)}return a}function c(b,c,k,l,h,m,p,q,r){return __awaiter(this,void 0,void 0,function(){var g,n,v,w,z,x,y,A,B,D,C,E,F,H;return __generator(this,function(u){switch(u.label){case 0:if(l instanceof f.AttachContext)switch(console.assert(0===h.size),console.assert(null===k),console.assert(null===
+r),console.assert(null!==m),g=function(b){l.getChildren().forEach(function(a){h.set(a,b)})},m){case 0:console.assert(!0===q);g(!1);break;case 1:g(!0);break;case 2:console.assert(p),console.assert(!0===q)}else console.assert(null===m);null!==r&&console.assert(r.isAConfigurationNode());n=0;null===q&&(q=b.getInitiallyHiddenStayHidden());v=[];w=[];z=[];x=function(b){var a=y(b,!1);null!==a&&b.setVisibility(a)};y=function(b,a){var c=h.get(b);void 0!==c?z.push(c):0<z.length&&z.push(d.last(z));if(f.isOutOfHierarchy(b))return null;
+if(null!==r&&0===n)return!1;if(void 0!==c)return c;c=b.isVisible();var g=b.isInitiallyShown();if(0<z.length){if(a=d.last(z),a!==c)return a&&!g&&q?b instanceof f.PmiBody&&(b=b.getParent(),!0===h.get(b))?!0:null:a}else if(p&&c!==g&&!a)return g;return null};A=function(b){0<z.length&&z.pop()};B={enterProductOccurrence:function(b){(r===b||0<n)&&++n;x(b)},leaveProductOccurrence:function(b){A(b);0<n&&--n},enterPmi:x,leavePmi:A,enterCadView:x,leaveCadView:A,enterAnyBody:function(b){var a=b.preventFromResetting();
+a=y(b,a);null!==a&&(b.setVisibility(a),a?v.push(b):w.push(b))},leaveAnyBody:A};return[4,f.WalkerAsync.walk(B,l,f.WalkRestriction.None)];case 1:return u.sent(),console.assert(0===z.length),null===m?(D=a(v),C=a(w),c.pauseRendering(),c.setPartVisibility(D,!0,!0),c.setPartVisibility(C,!1,!0),c.resumeRendering(),null!==k&&(E=e(v),F=e(w),k.trigger("visibilityChanged",E,F))):(H=l.getAttachScope(),console.assert(0!==H),c.setVisibilityByAttachment(H,m)),[2]}})})}f.updateVisibilitiesByAttachment=function(b,
+a,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,c(b,a,null,d,new Map,e,2===e,1!==e,null)]})})};f.updateVisibilities=function(b,a,d,e,f,h,p,q){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,c(b,a,d,e,f,null,h,p,q)]})})};f.synchronizePmiVisibilities=function(b,c){return __awaiter(this,void 0,void 0,function(){var d,g,e,h,p;return __generator(this,function(k){switch(k.label){case 0:return d=[],g=[],e={enterAnyBody:function(b){if(b instanceof
+f.PmiBody||b instanceof f.ViewFrame){var a=b.isVisible();b.setVisibility(a);a?d.push(b):g.push(b)}}},[4,f.WalkerAsync.walk(e,c,f.WalkRestriction.None)];case 1:return k.sent(),h=a(d),p=a(g),b.pauseRendering(),b.synchronizeVisibilities(h,!0),b.synchronizeVisibilities(p,!1),b.resumeRendering(),[2]}})})}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a,b){this._visitor=new f.TotalVisitor(a,b)}a.walk=function(c,b,g){if(g===f.WalkRestriction.LoadedNodesOnly&&!b.isLoaded())return Promise.resolve();var e=new a(c,g);if(b instanceof f.NodeMixin)return e._walkAnyTreeNode(b);var l=new d.Util.ActionQueue(1,!1);c=function(b){l.push(function(){return e._walkAnyTreeNode(b)})};g=0;for(b=b.getChildren();g<b.length;g++)c(b[g]);return l.waitForIdle()};a.forceLazyPromises=function(a){return this.walk({},
+a,f.WalkRestriction.None)};a.prototype._walkAnyTreeNode=function(a){a instanceof f.ProductOccurrence?a=this._walkProductOccurrence(a):a instanceof f.Pmi?a=this._walkPmi(a):a instanceof f.CadView?a=this._walkCadView(a):(d.Util.TypeAssert(a),a=this._walkAnyBody(a));return void 0===a?Promise.resolve():a};a.prototype._walkRepresentationItem=function(a){this._visitor.followRepresentationItem(a)&&(this._visitor.enterRepresentationItem(a),this._visitor.leaveRepresentationItem(a))};a.prototype._walkPartDefinition=
+function(a){if(this._visitor.followPartDefinition(a)){this._visitor.enterPartDefinition(a);for(var b=0,c=a.getRepresentationItems();b<c.length;b++)this._walkRepresentationItem(c[b]);this._visitor.leavePartDefinition(a)}};a.prototype._walkAnyBody=function(a){this._visitor.followAnyBody(a)&&(this._visitor.enterAnyBody(a),this._visitor.leaveAnyBody(a))};a.prototype._walkPmi=function(a){if(this._visitor.followPmi(a)){this._visitor.enterPmi(a);for(var b=0,c=a.getPmiBodies();b<c.length;b++)this._walkAnyBody(c[b]);
+this._visitor.leavePmi(a)}};a.prototype._walkCadView=function(a){if(this._visitor.followCadView(a)){this._visitor.enterCadView(a);var b=a.getViewFrame();null!==b&&this._walkAnyBody(b);this._visitor.leaveCadView(a)}};a.prototype._walkProductOccurrence=function(a){var b=this,c=new d.Util.ActionQueue(1,!1);if(this._visitor.followProductOccurrence(a)){this._visitor.enterProductOccurrence(a);var e=a.getRawPartDefinition();null!==e&&(e instanceof h.LazyPromise?c.push(function(){if(e.isResolved())return b._walkPartDefinition(e.getResolved())}):
+(d.Util.TypeAssert(e),c.push(function(){return e.then(function(a){return null!==a&&(a=a.value,a.isResolved())?b._walkPartDefinition(a.getResolved()):Promise.resolve()})})));var f=a.tryGetChildrenSync();if(null!==f)for(var n=function(a){c.push(function(){return b._walkProductOccurrence(a)})},m=0;m<f.length;m++)n(f[m]);else c.push(function(){return a.getChildren().then(function(a){if(0!==a.length){for(var c=new d.Util.ActionQueue(1,!1),g=function(a){c.push(function(){return b._walkProductOccurrence(a)})},
+e=0;e<a.length;e++)g(a[e]);if(!c.isIdle())return c.waitForIdle()}})});f=function(a){c.push(function(){return b._walkAnyBody(a)})};n=0;for(m=a.getBodyInstances();n<m.length;n++)f(m[n]);f=function(a){c.push(function(){return b._walkPmi(a)})};n=0;for(m=a.getPmis();n<m.length;n++)f(m[n]);f=function(a){c.push(function(){return b._walkCadView(a)})};n=0;for(m=a.getCadViews();n<m.length;n++)f(m[n]);c.push(function(){return b._visitor.leaveProductOccurrence(a)})}if(!c.isIdle())return c.waitForIdle()};return a}();
+f.WalkerAsync=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return b.isLoaded()}function e(){return!0}var c;(function(b){b[b.None=0]="None";b[b.LoadedNodesOnly=1]="LoadedNodesOnly"})(c=f.WalkRestriction||(f.WalkRestriction={}));var b=function(){return function(b,f){this.followProductOccurrence=e;this.leaveProductOccurrence=this.enterProductOccurrence=h.nop;this.followPartDefinition=e;this.leavePartDefinition=this.enterPartDefinition=h.nop;this.followRepresentationItem=e;this.leaveRepresentationItem=this.enterRepresentationItem=
+h.nop;this.followAnyBody=e;this.leaveAnyBody=this.enterAnyBody=h.nop;this.followCadView=e;this.leaveCadView=this.enterCadView=h.nop;this.followPmi=e;this.leavePmi=this.enterPmi=h.nop;f===c.LoadedNodesOnly?(console.assert(void 0===b.followProductOccurrence),console.assert(void 0===b.followAnyBody),console.assert(void 0===b.followCadView),console.assert(void 0===b.followPmi),this.followPmi=this.followCadView=this.followAnyBody=this.followProductOccurrence=a):d.Util.TypeAssert(f);void 0!==b.followProductOccurrence&&
+(this.followProductOccurrence=b.followProductOccurrence);void 0!==b.enterProductOccurrence&&(this.enterProductOccurrence=b.enterProductOccurrence);void 0!==b.leaveProductOccurrence&&(this.leaveProductOccurrence=b.leaveProductOccurrence);void 0!==b.followPartDefinition&&(this.followPartDefinition=b.followPartDefinition);void 0!==b.enterPartDefinition&&(this.enterPartDefinition=b.enterPartDefinition);void 0!==b.leavePartDefinition&&(this.leavePartDefinition=b.leavePartDefinition);void 0!==b.followRepresentationItem&&
+(this.followRepresentationItem=b.followRepresentationItem);void 0!==b.enterRepresentationItem&&(this.enterRepresentationItem=b.enterRepresentationItem);void 0!==b.leaveRepresentationItem&&(this.leaveRepresentationItem=b.leaveRepresentationItem);void 0!==b.followAnyBody&&(this.followAnyBody=b.followAnyBody);void 0!==b.enterAnyBody&&(this.enterAnyBody=b.enterAnyBody);void 0!==b.leaveAnyBody&&(this.leaveAnyBody=b.leaveAnyBody);void 0!==b.followCadView&&(this.followCadView=b.followCadView);void 0!==b.enterCadView&&
+(this.enterCadView=b.enterCadView);void 0!==b.leaveCadView&&(this.leaveCadView=b.leaveCadView);void 0!==b.followPmi&&(this.followPmi=b.followPmi);void 0!==b.enterPmi&&(this.enterPmi=b.enterPmi);void 0!==b.leavePmi&&(this.leavePmi=b.leavePmi)}}();f.TotalVisitor=b})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(a,b){this._visitor=new d.TotalVisitor(a,b)}a.walk=function(c,b,g){if(g!==d.WalkRestriction.LoadedNodesOnly||b.isLoaded())return c=new a(c,g),b instanceof d.ProductOccurrence?c._walkProductOccurrence(b):b instanceof d.Pmi?c._walkPmi(b):b instanceof d.CadView?c._walkCadView(b):c._walkAnyBody(b)};a.prototype._walkRepresentationItem=function(a){console.assert(a.isLoaded());this._visitor.followRepresentationItem(a)&&(this._visitor.enterRepresentationItem(a),
+this._visitor.leaveRepresentationItem(a))};a.prototype._walkPartDefinition=function(a){console.assert(a.isLoaded());if(this._visitor.followPartDefinition(a)){this._visitor.enterPartDefinition(a);for(var b=0,c=a.getRepresentationItems();b<c.length;b++)this._walkRepresentationItem(c[b]);this._visitor.leavePartDefinition(a)}};a.prototype._walkAnyBody=function(a){console.assert(a.isLoaded());this._visitor.followAnyBody(a)&&(this._visitor.enterAnyBody(a),this._visitor.leaveAnyBody(a))};a.prototype._walkPmi=
+function(a){console.assert(a.isLoaded());if(this._visitor.followPmi(a)){this._visitor.enterPmi(a);for(var b=0,c=a.getPmiBodies();b<c.length;b++)this._walkAnyBody(c[b]);this._visitor.leavePmi(a)}};a.prototype._walkCadView=function(a){console.assert(a.isLoaded());if(this._visitor.followCadView(a)){this._visitor.enterCadView(a);var b=a.getViewFrame();null!==b&&this._walkAnyBody(b);this._visitor.leaveCadView(a)}};a.prototype._walkProductOccurrence=function(a){console.assert(a.isLoaded());if(this._visitor.followProductOccurrence(a)){this._visitor.enterProductOccurrence(a);
+var b=a.getPartDefinitionSync();null!==b&&this._walkPartDefinition(b);b=0;for(var c=a.getChildrenSync();b<c.length;b++)this._walkProductOccurrence(c[b]);b=0;for(c=a.getBodyInstances();b<c.length;b++)this._walkAnyBody(c[b]);b=0;for(c=a.getPmis();b<c.length;b++)this._walkPmi(c[b]);b=0;for(c=a.getCadViews();b<c.length;b++)this._walkCadView(c[b]);this._visitor.leaveProductOccurrence(a)}};return a}();d.WalkerSync=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this.plane=new d.Plane;this.instanceNodeId=this.meshId=this.referenceGeometry=null;this.color=d.Color.createFromFloat(.65,.65,.65);this.lineColor=d.Color.black();this.opacity=.35;this.matrix=new d.Matrix}a.prototype.toJson=function(){return this._toJson()};a.prototype._toJson=function(){return{plane:{normal:this.plane.normal,d:this.plane.d},referenceGeometry:this.referenceGeometry}};a.prototype.forJson=function(){return this.toJson()};a.prototype.fromJson=
+function(a){a=h.deepClone(a);var c=a.plane;this.plane=new d.Plane;var b=c.normal;this.plane.normal=new d.Point3(b.x,b.y,b.z);this.plane.d=c.d;a=a.referenceGeometry;if(Array.isArray(a))for(c=0;c<a.length;++c)a[c]=d.Point3.fromJson(a[c]);this.referenceGeometry=a};a.prototype.getMatrix=function(){return this.matrix.copy()};a.prototype.setMatrix=function(a){this.matrix=a.copy()};a.prototype.setReferenceGeometry=function(a){if(a){this.referenceGeometry=[];for(var c=0;c<a.length;c++)this.referenceGeometry.push(a[c].copy())}else this.referenceGeometry=
+null};a.prototype.getReferenceGeometry=function(){if(this.referenceGeometry){for(var a=[],c=0,b=this.referenceGeometry;c<b.length;c++)a.push(b[c].copy());return a}return null};a.prototype.createMeshData=function(){var a=this.referenceGeometry;if(null===a)return null;var c=new d.MeshData,b=[],g=[];b.push(a[0].x,a[0].y,a[0].z);b.push(a[1].x,a[1].y,a[1].z);b.push(a[3].x,a[3].y,a[3].z);b.push(a[1].x,a[1].y,a[1].z);b.push(a[2].x,a[2].y,a[2].z);b.push(a[3].x,a[3].y,a[3].z);for(var f=d.Plane.createFromPoints(a[0],
+a[1],a[2]).normal,l=0;6>l;l++)g.push(f.x,f.y,f.z);c.addFaces(b,g);c.addPolyline([a[0].x,a[0].y,a[0].z,a[1].x,a[1].y,a[1].z]);c.addPolyline([a[1].x,a[1].y,a[1].z,a[2].x,a[2].y,a[2].z]);c.addPolyline([a[2].x,a[2].y,a[2].z,a[3].x,a[3].y,a[3].z]);c.addPolyline([a[3].x,a[3].y,a[3].z,a[0].x,a[0].y,a[0].z]);return c};return a}();h.CuttingPlane=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,d,c,b,g){this._cuttingPlanes=[];this._isActive=!1;this._viewer=a;this._model=d;this._callbackManager=c;this._cuttingManager=b;this._engine=g}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var a=[],c=0;c<arguments.length;c++)a[c]=arguments[c];this._callbackManager.trigger("deprecated","CuttingSection",d);return b.apply(this,a)};return c};f.prototype.addPlane=function(a,e){void 0===e&&(e=null);return __awaiter(this,void 0,void 0,function(){var c,
+b;return __generator(this,function(g){switch(g.label){case 0:c=this._engine.getCuttingSectionLimits();if(this._cuttingPlanes.length>=c.maxCuttingPlanesPerSection)return[2,!1];b=new d.Internal.CuttingPlane;b.plane=a.copy();b.setReferenceGeometry(e);this._cuttingPlanes.push(b);return this._isActive?[4,this._resetCuttingPlane(b)]:[2,!0];case 1:return g.sent(),[4,this._engine.updateCuttingSection(this)];case 2:return g.sent(),[2,!0]}})})};f.prototype.setPlane=function(a,d,c){void 0===c&&(c=null);return __awaiter(this,
+void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:b=this._cuttingPlanes[a];if(void 0===b)return[3,2];b.plane=d.copy();b.setReferenceGeometry(c);return this._isActive?[4,this._resetCuttingPlane(b)]:[3,2];case 1:return g.sent(),[2,this._engine.updateCuttingSection(this)];case 2:return[2]}})})};f.prototype.updatePlane=function(a,e,c,b,g){void 0===c&&(c=new d.Matrix);void 0===b&&(b=!1);void 0===g&&(g=!1);return __awaiter(this,void 0,void 0,function(){var f,l,h;
+return __generator(this,function(k){switch(k.label){case 0:f=this._cuttingPlanes[a];if(void 0===f)return[3,3];f.plane=e.copy();if(!this._isActive)return[3,3];if(null===f.instanceNodeId)return[3,2];this._engine.pauseRendering();l=f.getMatrix();g&&(l=new d.Matrix);h=d.Matrix.multiply(l,c);b&&f.setMatrix(h);return[4,Promise.all([this._model.setNodeMatrix(f.instanceNodeId,h),this._engine.updateCuttingSection(this)])];case 1:return k.sent(),this._engine.resumeRendering(),[3,3];case 2:return[2,this._engine.updateCuttingSection(this)];
+case 3:return[2]}})})};f.prototype.removePlane=function(a){var e=[],c=this._cuttingPlanes[a];void 0!==c&&(null!==c.meshId&&null!==c.instanceNodeId&&e.push(this._destroyMeshes([c.meshId],[c.instanceNodeId])),this._cuttingPlanes.splice(a,1));this._isActive&&e.push(this._engine.updateCuttingSection(this));return d.Util.waitForAll(e)};f.prototype.getPlane=function(a){a=this._cuttingPlanes[a];return void 0!==a?a.plane.copy():null};f.prototype.getNodeId=function(a){a=this._cuttingPlanes[a];return void 0!==
+a?a.instanceNodeId:null};f.prototype.getReferenceGeometry=function(a){a=this._cuttingPlanes[a];return void 0!==a?a.getReferenceGeometry():null};f.prototype.getPlaneIndexByNodeId=function(a){for(var d=0;d<this._cuttingPlanes.length;d++)if(this._cuttingPlanes[d].instanceNodeId===a)return d;return null};f.prototype.setPlaneOpacity=function(a,d){a=this._cuttingPlanes[a];void 0!==a&&(a.opacity=d,null!==a.instanceNodeId&&this._model.setNodesOpacity([a.instanceNodeId],d))};f.prototype.setPlaneTransparency=
+function(a,d){this.setPlaneOpacity(a,d);return Promise.resolve()};f.prototype.setItemTransparency=function(a,d){this.setPlaneOpacity(a,d);return Promise.resolve()};f.prototype.setColor=function(a){for(var d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];g.color.assign(a);null!==g.instanceNodeId&&d.push(g.instanceNodeId)}this._model.setNodesFaceColor(d,a);return Promise.resolve()};f.prototype.setOpacity=function(a){for(var d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];g.opacity=
+a;null!==g.instanceNodeId&&d.push(g.instanceNodeId)}this._model.setNodesOpacity(d,a)};f.prototype.setTransparency=function(a){this.setOpacity(a);return Promise.resolve()};f.prototype.getCount=function(){return this._cuttingPlanes.length};f.prototype.clear=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.deactivate()];case 1:return a.sent(),this._cuttingPlanes.length=0,[2]}})})};f.prototype.activate=function(){return __awaiter(this,
+void 0,void 0,function(){var a,e,c,b,g;return __generator(this,function(f){switch(f.label){case 0:if(this._isActive)return[2];this._isActive=!0;if(!(0<this._cuttingPlanes.length))return[3,2];this._cuttingManager.hasActiveCuttingSection()||this._engine.setDefaultDepthRange(0,.9999995231628418);a=[];e=[];c=0;for(b=this._cuttingPlanes;c<b.length;c++)g=b[c],a.push(this._createCuttingPlaneGeometry(g).then(function(b){null!==b&&e.push(b)}));return[4,d.Util.waitForAll(a)];case 1:f.sent(),this._initCuttingPlanesByNodeId(e),
+f.label=2;case 2:return[2,this._engine.addCuttingSection(this)]}})})};f.prototype.deactivate=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(e){return this._isActive?(this._isActive=!1,a=[],a.push(this._destroyGeometry()),a.push(this._engine.removeCuttingSection(this)),this._cuttingManager.hasActiveCuttingSection()||this._engine.setDefaultDepthRange(0,1),[2,d.Util.waitForAll(a)]):[2]})})};f.prototype.isActive=function(){return this._isActive};f.prototype.toJson=
+function(){return this._toJson()};f.prototype._toJson=function(){for(var a=[],d=0;d<this._cuttingPlanes.length;d++)a[d]=this._cuttingPlanes[d].toJson();return{planes:a}};f.prototype.forJson=function(){return this.toJson()};f.prototype.fromJson=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,f,l;return __generator(this,function(k){switch(k.label){case 0:return[4,this.clear()];case 1:k.sent();e=d.Internal.deepClone(a);c=e.planes;b=0;for(g=c;b<g.length;b++)f=g[b],l=new d.Internal.CuttingPlane,
+l.fromJson(f),this._cuttingPlanes.push(l);return[2,this.activate()]}})})};f.prototype._initCuttingPlanesByNodeId=function(a){this._model.setInstanceModifier(d.InstanceModifier.DoNotCut,a,!0);this._model.setInstanceModifier(d.InstanceModifier.DoNotExplode,a,!0);this._cuttingManager.getStandinGeometryPickable()||this._model.setInstanceModifier(d.InstanceModifier.DoNotSelect,a,!0)};f.prototype._destroyGeometry=function(){for(var a=[],d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];null!==g.meshId&&
+a.push(g.meshId);null!==g.instanceNodeId&&d.push(g.instanceNodeId);g.meshId=null;g.instanceNodeId=null}return this._destroyMeshes(a,d)};f.prototype._getInstanceNodeIds=function(){for(var a=[],d=0,c=this._cuttingPlanes;d<c.length;d++){var b=c[d].instanceNodeId;null!==b&&a.push(b)}return a};f.prototype._resetCuttingPlane=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:if(null===a.meshId||null===a.instanceNodeId)return[3,2];
+d=this._destroyMeshes([a.meshId],[a.instanceNodeId]);a.meshId=null;a.instanceNodeId=null;return[4,d];case 1:return c.sent(),[2,this._createInstanceGeometry(a)];case 2:if(null!==a.referenceGeometry)return[2,this._createInstanceGeometry(a)];c.label=3;case 3:return[2]}})})};f.prototype._createInstanceGeometry=function(a){return __awaiter(this,void 0,void 0,function(){var d,c;return __generator(this,function(b){switch(b.label){case 0:return d=[],[4,this._createCuttingPlaneGeometry(a)];case 1:return c=
+b.sent(),null!==c&&d.push(c),this._initCuttingPlanesByNodeId(d),[2]}})})};f.prototype._destroyMeshes=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,f;return __generator(this,function(k){switch(k.label){case 0:return c=[],c.push(this._model.deleteMeshInstances(e)),c.push(this._model.deleteMeshes(a)),[4,d.Util.waitForAll(c)];case 1:k.sent();b=0;for(g=e;b<g.length;b++)f=g[b],this._viewer.selectionManager._incrementalBlacklistedInstanceNodes.delete(f);return[2]}})})};f.prototype._createCuttingPlaneGeometry=
+function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,f,l,h,m;return __generator(this,function(k){switch(k.label){case 0:e=a.createMeshData();if(null===e)return[2,null];e.setBackfacesEnabled(!0);return[4,this._model.createMesh(e)];case 1:return c=k.sent(),a.meshId=c,b=d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotXRay,g=a.plane.copy(),f=g.normal.copy().scale(-g.d),l=(new d.Matrix).setTranslationComponent(f.x,
+f.y,f.z),a.setMatrix(l.copy()),h=new d.MeshInstanceData(c,l,null,a.color,null,null,b),h.setOpacity(a.opacity),h.setLineColor(a.lineColor),this._engine.pauseRendering(),[4,this._model.createMeshInstance(h,void 0,!0,!0)];case 2:return m=k.sent(),a.instanceNodeId=m,this._viewer.selectionManager._incrementalBlacklistedInstanceNodes.add(m),this._model.setDepthRange([m],4.76837158203125E-7,1),this._engine.resumeRendering(),[2,m]}})})};__decorate([f.deprecated],f.prototype,"setPlaneTransparency",null);__decorate([f.deprecated],
+f.prototype,"setItemTransparency",null);__decorate([f.deprecated],f.prototype,"setTransparency",null);__decorate([f.deprecated],f.prototype,"forJson",null);return f}();d.CuttingSection=h})(Communicator||(Communicator={}));
+(function(d){(function(d){function f(a,d){for(var c=0;c<d.length;c++)a.push(d[c])}d.emptyBytes=new Uint8Array(0);d.copyArray=function(a){return a.slice()};d.append=function(a,d){for(var c=0;c<d.length;c++)a.push(d[c])};d.last=function(a){console.assert(0<a.length);return a[a.length-1]};d.all=function(a){for(var d=0;d<a.length;d++)if(!a[d])return!1;return!0};d.chunkify=function(a,d){for(var c=[],b=0;b<a.length;b+=d)c.push(a.slice(b,b+d));return c};d.mapInPlace=function(a,d){for(var c=0;c<a.length;++c)a[c]=
+d(a[c]);return a};d.concatInPlace=f;d.concatAll=function(a){for(var d=[],c=0;c<a.length;c++)f(d,a[c]);return d}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.filterInPlace=function(d,a){for(var e=0,c=0;c<d.length;++c){var b=d[c];a(b)&&(d[e++]=b)}d.length=e}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._leftToRight=new Map;this._rightToLeft=new Map}a.prototype.set=function(a,c){this._leftToRight.set(a,c);this._rightToLeft.set(c,a)};a.prototype.getLeft=function(a){return this._rightToLeft.get(a)};a.prototype.getRight=function(a){return this._leftToRight.get(a)};return a}();d.Bimap=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this.value=a}a.create=function(d){return new a(d)};return a}();d.Boxed=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._stopTime=this._currentTime=0}a.prototype.stop=function(){this._stopTime=this._currentTime};a.prototype.isTicking=function(){this._refreshCurrentTime();return 0<this._remainingDuration()};a.prototype.tickFor=function(a){this._refreshCurrentTime();this._remainingDuration()>=a||(this._stopTime=this._currentTime+a)};a.prototype._remainingDuration=function(){return this._stopTime-this._currentTime};a.prototype._refreshCurrentTime=function(){this._currentTime=
+Date.now()};return a}();d.Clock=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._planes=[];this._absPlanes=[];this._signs=[];this._distanceScale=[];for(var c=a.length,b=0;b<a.length;b++)this._planes.push(a[b].slice());for(a=0;a<c;++a)for(this._planes[a][3]=-this._planes[a][3],this._absPlanes[a]=d.cwiseAbs3(this._planes[a]),this._signs[a]=[0,0,0],b=0;3>b;++b)this._signs[a][b]=0<=this._planes[a][b]?1:-1;for(a=0;a<c;++a)b=d.squaredNorm3(this._planes[a]),this._distanceScale[a]=0===b?0:1/b}a.fromPlaneCoefficients=function(d){for(var c=
+[],b=0;b<d.length;b++){var g=d[b];c.push([g.x,g.y,g.z,g.w])}return new a(c)};a.createFrustumFromMatrix=function(e){for(var c=[],b=0;3>b;++b)c[b]=d.sub4(d.col4(e,3),d.col4(e,b));for(b=0;3>b;++b)c[b+3]=d.add4(d.col4(e,3),d.col4(e,b));return new a(c)};a.prototype.testAxisAlignedBox=function(a,c){for(var b=this._planes.length,g=2,e=0;e<b;++e){var f=d.dot3(this._planes[e],a),h=d.dot3(this._absPlanes[e],c);if(f+h<=this._planes[e][3])return 0;f-h<this._planes[e][3]&&(g=1)}return g};a.prototype.axisAlignedBoxNotOutside=
+function(a,c){for(var b=this._planes.length,g=0;g<b;++g)if(d.dot3(this._planes[g],d.add3(a,d.cwiseProduct3(c,this._signs[g])))<=this._planes[g][3])return!1;return!0};a.prototype.sphereNotOutside=function(a,c){for(var b=this._planes.length,g=0;g<b;++g){var e=d.dot3(this._planes[g],a)-this._planes[g][3];if(0>e&&e*e*this._distanceScale[g]>=c)return!1}return!0};a.prototype.sphereFullyInside=function(a,c){for(var b=this._planes.length,g=0;g<b;++g){var e=d.dot3(this._planes[g],a)-this._planes[g][3];if(0>
+e||e*e*this._distanceScale[g]<c)return!1}return!0};a.prototype.pointInside=function(a){for(var c=this._planes.length,b=0;b<c;++b)if(0>d.dot3(this._planes[b],a)-this._planes[b][3])return!1;return!0};return a}();d.ConvexVolume=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){}a.isSupported=function(){return a._enabled&&"function"===typeof fetch&&"function"===typeof ReadableStream};a.request=function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,fetch(a)];case 1:c=b.sent();if(200===c.status)return[2,c];throw new d.LoadError('Failed to fetch "'+a+'" with status '+c.status+".");}})})};a._enabled=!0;return a}();h.FetchApi=f})(d.Internal||(d.Internal=
+{}))})(Communicator||(Communicator={}));(function(d){(function(d){d.nop=function(){};d.identity=function(d){return d}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,e){return new Promise(function(c,b){var g=new XMLHttpRequest;g.open("GET",a,!0);e&&(g.responseType=e);g.onload=function(e){4===g.readyState&&(200===g.status?c(g):(e=new d.LoadError('XMLHttpRequest failed to GET "'+a+'" with status '+g.status+"."),b(e)))};g.onerror=function(a){b(a)};g.send()})}h.httpRequest=f;h.httpRequestBuffer=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return[4,
+f(a,"arraybuffer")];case 1:return d=c.sent(),[2,new Uint8Array(d.response)]}})})}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.copyMap=function(d){var a=new Map;d.forEach(function(d,c){a.set(c,d)});return a};d.copySet=function(d){var a=new Set;d.forEach(function(d){a.add(d)});return a};d.toSet=function(d){for(var a=new Set,e=0;e<d.length;e++)a.add(d[e]);return a}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._deferredValue=a}a.create=function(d){return new a(d)};a.prototype.get=function(){null!==this._deferredValue&&(this._resolvedValue=this._deferredValue(),this._deferredValue=null);return this._resolvedValue};return a}();d.Lazy=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.Lazy=d.Util.Lazy;var f=function(){function a(a){this._value=a}a.create=function(c){return new a(c)};a.prototype.get=function(){"function"===typeof this._value&&(this._value=this._value());return this._value};return a}();h.LazyObject=f;var a=function(){function a(a){"function"===typeof a&&(a=f.create(a));a instanceof Promise&&(a=this._rectifyResult(a));this._value=a}a.create=function(c){return new a(c)};a.prototype.isUnforced=function(){return this._value instanceof f};
+a.prototype.isResolved=function(){return!(this._value instanceof f)&&!(this._value instanceof Promise)};a.prototype.getResolved=function(){console.assert(this.isResolved());return this._value};a.prototype.then=function(a,b){this._value instanceof f&&(this._value=this._rectifyResult(this._value.get()));if(this._value instanceof Promise)return this._value.then(a,b);d.Util.TypeAssert(this._value);return Promise.resolve(this._value).then(a,b)};a.prototype._rectifyResult=function(a){var b=this;return a instanceof
+Promise?a.then(function(a){return b._value=a}):a};return a}();h.LazyPromise=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){d.fromIntegerMap=function(d){if(d instanceof Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e],g=d[b];a.set(parseInt(b,10),g)}return a};d.toIntegerMap=function(d){if(!(d instanceof Map))return d;var a={};d.forEach(function(d,c){a[c]=d});return a};d.fromRealNumberMap=function(d){if(d instanceof Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e];a.set(Number(b),d[b])}return a};d.fromStringMap=function(d){if(d instanceof
+Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e];a.set(b,d[b])}return a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(h){h.Todo=function(){for(var f=0;f<arguments.length;f++);throw new d.InternalLogicError;}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.TypeAssert=function(d){};h.TypeAssertNever=function(f){throw new d.InternalLogicError;}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){d=d.Internal||(d.Internal={});d=d.CompileTime||(d.CompileTime={});d.enable=!0;d.disable=!1})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._heap=[];this._comparator=a}a.prototype.clear=function(){this._heap.length=0};Object.defineProperty(a.prototype,"length",{get:function(){return this._heap.length},enumerable:!0,configurable:!0});a.prototype.peek=function(){return this._heap[0]};a.prototype.push=function(a){this._heap.push(a);this._siftUp()};a.prototype.pop=function(){var a=this.peek(),c=this.length-1;0<c&&this._swap(0,c);this._heap.pop();this._siftDown();return a};a.prototype.replace=
+function(a){var c=this.peek();this._heap[0]=a;this._siftDown();return c};a.prototype._greater=function(a,c){return this._comparator(this._heap[a],this._heap[c])};a.prototype._swap=function(a,c){var b=[this._heap[c],this._heap[a]];this._heap[a]=b[0];this._heap[c]=b[1]};a.prototype._siftUp=function(){for(var a=this.length-1;0<a&&this._greater(a,(a+1>>>1)-1);)this._swap(a,(a+1>>>1)-1),a=(a+1>>>1)-1};a.prototype._siftDown=function(){for(var a=0;(a<<1)+1<this.length&&this._greater((a<<1)+1,a)||a+1<<1<
+this.length&&this._greater(a+1<<1,a);){var c=a+1<<1<this.length&&this._greater(a+1<<1,(a<<1)+1)?a+1<<1:(a<<1)+1;this._swap(a,c);a=c}};return a}();d.PriorityQueue=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.waitForAll=function(d){return Promise.all(d)}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){return function(){this.items=[];this.next=null}}(),a=function(){function a(){this.clear()}a.prototype.clear=function(){this._tail=this._head=new f;this._size=0};Object.defineProperty(a.prototype,"length",{get:function(){return this._size},enumerable:!0,configurable:!0});a.prototype.push=function(a){++this._size;if(1024===this._tail.items.length){var b=new f;this._tail=this._tail.next=b}this._tail.items.push(a)};a.prototype.pop=function(){console.assert(0<
+this._size);console.assert(0<this._head.items.length);--this._size;var a=this._head.items.shift();if(0===this._head.items.length){var b=this._head.next;null===b?console.assert(this._head===this._tail):this._head=b}return a};return a}();d.Queue=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){var f=function(){return function(a,d){this.value=a;this.kids=d.slice()}}();d.RoseTree=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(function(d){(function(d){d.utf8ArrayToStr=function(a){if("undefined"!==typeof window&&8192>a.length&&"escape"in window){var b=void 0;try{var c=String.fromCharCode.apply(null,a),d=window.escape(c);b=decodeURIComponent(d)}catch(p){b=""}return b}b="";d=a.length;for(c=0;c<d;){var e=a[c++];switch(e>>4){case 0:case 1:case 2:case 3:case 4:case 5:case 6:case 7:b+=String.fromCharCode(e);break;case 12:case 13:var f=a[c++];b+=String.fromCharCode((e&31)<<6|f&63);break;case 14:f=a[c++];var h=a[c++];b+=String.fromCharCode((e&
+15)<<12|(f&63)<<6|(h&63)<<0)}}return b};var f=/^\d+$/;d.isBase10Number=function(a){return f.test(a)};var a="0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz`~!@#$%^&*()_+-=[]{};:'\",.<>\\|/?".split("");d.compressUint=function(c){console.assert(0<=c);if(0===c)return a[0];for(var b=[];0!==c;){var d=Math.floor(c/a.length);b.push(a[c%a.length]);c=d}return b.join("")};var e="0000000 000000 00000 0000 000 00 0 ".split(" ");d.zeroPadHex32=function(a){a=a.toString(16);return e[a.length-1]+a}})(d.Internal||
+(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){(function(d){d.isEmpty=function(a){return null===a||void 0===a};d.toArray=function(a){return Array.isArray(a)?a.slice():null===a||void 0===a?[]:[a]};d.fromArray=function(a){return 0===a.length?null:1===a.length?a[0]:a};d.push=function(a,d){return a?Array.isArray(a)?(a.push(d),a):[a,d]:d}})(d.TerseArray||(d.TerseArray={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this._afterActionIdlePromise=this._beforeActionIdlePromise=this._action=this._timerId=null}a.prototype.isIdle=function(a){if(0===a)return null===this._timerId;h.TypeAssert(a);return null===this._action};a.prototype.waitForIdle=function(a){if(0===a){if(null===this._timerId)return Promise.resolve();null===this._beforeActionIdlePromise&&(this._beforeActionIdlePromise=d.Internal.OpenPromise.create());return this._beforeActionIdlePromise}h.TypeAssert(a);
+if(null===this._action)return Promise.resolve();null===this._afterActionIdlePromise&&(this._afterActionIdlePromise=d.Internal.OpenPromise.create());return this._afterActionIdlePromise};a.prototype._triggerIdlePromise=function(a){0===a?null!==this._beforeActionIdlePromise&&(this._beforeActionIdlePromise.resolve(),this._beforeActionIdlePromise=null):(h.TypeAssert(a),null!==this._afterActionIdlePromise&&(this._afterActionIdlePromise.resolve(),this._afterActionIdlePromise=null))};a.prototype._clearTimeout=
+function(){null!==this._timerId&&(clearTimeout(this._timerId),this._timerId=null)};a.prototype.clear=function(){this._clearTimeout();this._triggerIdlePromise(0);this._action=null;this._triggerIdlePromise(1)};a.prototype.set=function(a,c){var b=this;this._clearTimeout();this._action=c;this._timerId=setTimeout(function(){b._timerId=null;b._triggerIdlePromise(0);var a=b._afterActionIdlePromise;b._afterActionIdlePromise=null;b._action();null===b._timerId&&(b._action=null);null!==a&&a.resolve()},a)};return a}();
+h.Timer=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){d=d.Internal||(d.Internal={});d=d.Unicode||(d.Unicode={});d.Subscript2="\u00b2";d.Subscript3="\u00b3"})(Communicator||(Communicator={}));
+(function(d){(function(d){function f(a,c){return a[0]*c[0]+a[1]*c[1]+a[2]*c[2]}function a(a){var c=a[0],b=a[1];a=a[2];return c*c+b*b+a*a}d.toVec3=function(a){return[a.x,a.y,a.z]};d.cwiseAbs3=function(a){return[Math.abs(a[0]),Math.abs(a[1]),Math.abs(a[2])]};d.cwiseProduct3=function(a,c){return[a[0]*c[0],a[1]*c[1],a[2]*c[2]]};d.add3=function(a,c){return[a[0]+c[0],a[1]+c[1],a[2]+c[2]]};d.sub3=function(a,c){return[a[0]-c[0],a[1]-c[1],a[2]-c[2]]};d.add4=function(a,c){return[a[0]+c[0],a[1]+c[1],a[2]+c[2],
+a[3]+c[3]]};d.sub4=function(a,c){return[a[0]-c[0],a[1]-c[1],a[2]-c[2],a[3]-c[3]]};d.dot3=f;d.squaredNorm3=a;d.norm3=function(d){return Math.sqrt(a(d))};d.scale3=function(a,c){return[a*c[0],a*c[1],a*c[2]]};d.row4=function(a,c){a=a.m;c*=4;return[a[c],a[c+1],a[c+2],a[c+3]]};d.col4=function(a,c){a=a.m;return[a[c],a[c+4],a[c+8],a[c+12]]};d.projectSquaredSize=function(a,c,b){a=f(a,b)+b[3];a*=a;1E-5>a&&(a=1E-5);return c/a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+return[2]}null===this._idlePromise&&(this._idlePromise=h.OpenPromise.create());return[2,this._idlePromise]})})};a.prototype.push=function(a){"function"===typeof a&&(a=h.Lazy.create(a));this._activePromiseCount<this._maxActivePromises?(console.assert(0===this._deferredActions.length),this._immediateAction(a)):this._deferredActions.push(a)};a.prototype._immediateAction=function(a){var c=this;if(this._failed)return console.assert(0===this._deferredActions.length),!0;try{var b=a.get()}catch(g){this._suppressFailures||
+(this._failed=!0,this._failureError=g,this._deferredActions.clear())}if(void 0===b)return!0;++this._activePromiseCount;b.then(function(b){c._finalizePromise();return b}).catch(function(b){c._finalizePromise();throw b;});return!1};a.prototype._finalizePromise=function(){--this._activePromiseCount;this._failed&&console.assert(0===this._deferredActions.length);if(0<this._deferredActions.length){do{var a=this._deferredActions.pop();if(!this._immediateAction(a))break}while(0<this._deferredActions.length)
+}this._tryActivateIdlePromise()};a.prototype._tryActivateIdlePromise=function(){0===this._activePromiseCount&&(console.assert(0===this._deferredActions.length),null!==this._idlePromise&&(this._failed?this._idlePromise.reject(this._failureError):this._idlePromise.resolve(),this._idlePromise=null))};return a}();h.ActionQueue=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._idlePromise=this._pending=this._active=null;this._suppressFailures=a}a.prototype.isIdle=function(){return null===this._active};a.prototype.waitForIdle=function(){if(this.isIdle())return Promise.resolve();null===this._idlePromise&&(this._idlePromise=d.OpenPromise.create());return this._idlePromise};a.prototype.set=function(a){var c=this;"function"===typeof a&&(a=d.Lazy.create(a));if(null===this._active){var b=void 0;try{b=a.get()}catch(g){return this._advance(!this._suppressFailures,
+g)}if(void 0===b)return this._advance(!1,null);this._active=b.then(function(){c._advance(!1,null)}).catch(function(b){c._advance(!c._suppressFailures,b)})}else this._pending=a};a.prototype._advance=function(a,c){this._active=null;a&&(this._pending=null);null===this._pending?null!==this._idlePromise&&(a?this._idlePromise.reject(c):this._idlePromise.resolve(),this._idlePromise=null):(a=this._pending,this._pending=null,this.set(a))};a.prototype.clear=function(){this._pending=null};return a}();d.CurrentAction=
+f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._action=new d.CurrentAction(!0);this._latestPromise=null;this._timestamp=0}a.prototype.isIdle=function(){return null===this._latestPromise&&this._action.isIdle()};a.prototype.set=function(a){var c=this,b=++this._timestamp;null!==this._latestPromise&&this._latestPromise.reject(void 0);var g=d.OpenPromise.create();this._latestPromise=g;this._action.clear();this._action.waitForIdle().then(function(){b===c._timestamp&&c._action.set(function(){if(b===
+c._timestamp){g===c._latestPromise&&(c._latestPromise=null);"function"===typeof a&&(a=d.Lazy.create(a));try{var e=a.get()}catch(l){return c._advance(g,!0,l)}return void 0===e?c._advance(g,!1,null):e.then(function(){return c._advance(g,!1,null)},function(b){return c._advance(g,!0,b)})}})});return g};a.prototype._advance=function(a,c,b){a===this._latestPromise&&(this._latestPromise=null);c?a.reject(b):a.resolve()};return a}();d.CurrentActionSync=f})(d.Util||(d.Util={}))})(Communicator||(Communicator=
+{}));(function(d){(function(d){(function(d){d.create=function(){var a,d,c=new Promise(function(b,c){a=b;d=c});c.resolve=a;c.reject=d;return c}})(d.OpenPromise||(d.OpenPromise={}))})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){(d.Internal||(d.Internal={})).OpenPromise=d.Util.OpenPromise})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._cache=new Map}a.prototype.clear=function(){this._cache.clear()};a.prototype.load=function(a,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(d){b=this._cache.get(a);if(void 0!==b)return[2,b];this._cache.set(a,c);return[2,c]})})};return a}();d.PromiseCache=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(b,a,c){this._lazyPromise=b;this._wrapperPromise=a;null!==c&&(this.compareValue=c)}a.prototype.kill=function(){this._lazyPromise=null};a.prototype.fetch=function(b,a){var c=this;null===this._lazyPromise?(this._wrapperPromise.reject(null),setTimeout(a,0)):b(this._lazyPromise).then(function(b){c._wrapperPromise.resolve(b)}).catch(function(b){c._wrapperPromise.reject(b)})};return a}();d._DeferredPromise=f;var a=function(){function a(b,a,c){this._failed=
+!1;this._failureError=null;this._activePromiseCount=0;this._idlePromise=null;this._latestPromise=Promise.resolve();this._needsResorting=!1;console.assert(0<b,"Don't create a non-progressible queue.");this._maxActivePromises=b;this._deferredPromises=a;this._failureFailsAll=c}a.prototype.maxActivePromises=function(){return this._maxActivePromises};a.prototype.isIdle=function(){return 0===this._activePromiseCount};a.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(b){if(this.isIdle()){if(this._failureFailsAll&&this._failed)throw this._failureError;return[2]}null===this._idlePromise&&(this._idlePromise=d.OpenPromise.create());return[2,this._idlePromise]})})};a.prototype.killDeferred=function(){for(var b=[];0<this._deferredPromises.length;){var a=this._dequeue();a.kill();b.push(a)}for(var c=0;c<b.length;c++)a=b[c],this._queue(a)};a.prototype._push=function(b,a){"function"===typeof b&&(b=d.Lazy.create(b));return this._latestPromise=b=this._activePromiseCount<
+this._maxActivePromises?this._immediatePromise(b):this._deferPromise(b,a)};a.prototype._resort=function(){console.assert(this._needsResorting);this._needsResorting=!1;for(var b=[];0<this._deferredPromises.length;){var a=this._dequeue();b.push(a)}for(var c=0;c<b.length;c++)a=b[c],this._queue(a)};a.prototype._deferPromise=function(b,a){var c=d.OpenPromise.create();b=new f(b,c,a);this._queue(b);return c};a.prototype._immediatePromise=function(b){return __awaiter(this,void 0,void 0,function(){var a,c;
+return __generator(this,function(d){switch(d.label){case 0:if(this._failureFailsAll&&this._failed)throw this._failureError;++this._activePromiseCount;d.label=1;case 1:return d.trys.push([1,3,,4]),[4,b.get()];case 2:return a=d.sent(),this._finalizePromise(),[2,a];case 3:throw c=d.sent(),this._failureFailsAll&&!this._failed&&(this._failed=!0,this._failureError=c,null!==this._idlePromise&&this._idlePromise.reject(c)),this._finalizePromise(),c;case 4:return[2]}})})};a.prototype._finalizePromise=function(){var b=
+this;--this._activePromiseCount;0<this._deferredPromises.length?(this._needsResorting&&this._resort(),this._dequeue().fetch(function(a){return b._immediatePromise(a)},function(){b._finalizePromise()})):0===this._activePromiseCount&&(null!==this._idlePromise&&(this._failureFailsAll&&this._failed?this._idlePromise.reject(this._failureError):this._idlePromise.resolve(),this._idlePromise=null),this._latestPromise=Promise.resolve())};return a}();d.PromiseQueueImpl=a;var e=function(a){function b(b,c){return a.call(this,
+b,new d.Queue,c)||this}__extends(b,a);b.prototype._queue=function(b){this._deferredPromises.push(b)};b.prototype._dequeue=function(){return this._deferredPromises.pop()};b.prototype.push=function(b){return this._push(b,null)};b.prototype.waitOnLatest=function(){return this._latestPromise.then(d.nop,d.nop)};return b}(a);d.PromiseQueue=e;a=function(a){function b(b,c,e){var g=this;g=new d.PriorityQueue(function(b,a){return c(b.compareValue,a.compareValue)});return g=a.call(this,b,g,e)||this}__extends(b,
+a);b.prototype._queue=function(b){this._deferredPromises.push(b)};b.prototype._dequeue=function(){return this._deferredPromises.pop()};b.prototype.push=function(b,a){return this._push(b,a)};b.prototype.markDirty=function(){this._needsResorting=!0};return b}(a);d.PriorityPromiseQueue=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.create=function(){var a,d,c=new Promise(function(b,g){a=function(a){c.state=1;b(a)};d=function(b){c.state=2;g(b)}});c.state=0;c.resolve=a;c.reject=d;return c}})(d.TrackedOpenPromise||(d.TrackedOpenPromise={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.create=function(a,d){var c=new Promise(function(b,g){d.then(function(){c.isReady=!0;b(a)},g)});c.unsafeValue=a;c.readyPromise=d;c.isReady=!1;return c}})(d.UnsafePromise||(d.UnsafePromise={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b,c,e,f){var g=a.call(this)||this;g._position=new d.Point2(b,c);g._modifiers=e;g._inputType=f;return g}__extends(c,a);c.prototype.getPosition=function(){return this._position.copy()};c.prototype.shiftDown=function(){return(this._modifiers&d.KeyModifiers.Shift)===d.KeyModifiers.Shift};c.prototype.altDown=function(){return(this._modifiers&d.KeyModifiers.Alt)===d.KeyModifiers.Alt};c.prototype.controlDown=function(){return(this._modifiers&d.KeyModifiers.Control)===
+d.KeyModifiers.Control};c.prototype.commandDown=function(){return(this._modifiers&d.KeyModifiers.Command)===d.KeyModifiers.Command};c.prototype.getEventType=function(){return this._inputType};c.prototype.getModifiers=function(){return this._modifiers};return c}(h.InputEvent);h.MouseInputEventBase=f;var a=function(a){function c(b,c,d,e,f,h){b=a.call(this,b,c,f,h)||this;b._button=d;b._buttons=e;return b}__extends(c,a);c.prototype.getButton=function(){return this._button};c.prototype.getButtons=function(){return this._buttons};
+return c}(f);h.MouseInputEvent=a;f=function(a){function c(b,c,d,e,f,h){b=a.call(this,b,c,f,h)||this;b._wheelDelta=d;b._buttons=e;return b}__extends(c,a);c.prototype.getWheelDelta=function(){return this._wheelDelta};c.prototype.getButtons=function(){return this._buttons};return c}(f);h.MouseWheelInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._selection=a}a.prototype.getType=function(){return this._selection?this._selection.getSelectionType():d.SelectionType.None};a.prototype.getSelection=function(){return this._selection};a._createNull=function(){return new a(d.Selection.SelectionItem.create())};return a}();h.NodeSelectionEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,g,e,f){var k=a.call(this)||this;k._id=c;k._position=new d.Point2(b,g);k._buttons=e;k._inputType=f;return k}__extends(e,a);e.prototype.getId=function(){return this._id};e.prototype.getPosition=function(){return this._position};e.prototype.getEventType=function(){return this._inputType};e.prototype.getButtons=function(){return this._buttons};return e}(h.InputEvent);h.TouchInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){}a.calculate=function(a,c,b,d){var g=2/(c+2*b+d);a=a<=c?this._PA(a,g,c):a>=c&&a<=c+b?this._PA(a,g,c):this._PC(a,g,c,b,d);return a=Math.min(a,1)};a._PA=function(a,c,b){return a*a*.5*c/b};a._PB=function(a,c,b){return this._PA(b,c,b)+(a-b)*c};a._PC=function(a,c,b,d,f){return this._PB(b+d,c,b)+(a-(b+d))*c*(1-.5*(a-(b+d))/f)};return a}();d.EaseInEaseOut=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b,g,f){this._startTime=this._completeCallback=null;this._progress=0;this._targetMoveDelta=this._positionMoveDelta=null;this._interpolationUsesRotation=!1;this._endQuaternion=this._beginQuaternion=null;this._fieldHeightDelta=this._fieldWidthDelta=this._viewVectorLengthDelta=this._viewVectorLength=0;this._beginCam=a.copy();this._endCam=c.copy();a=d.Point3.subtract(this._endCam.getTarget(),this._endCam.getPosition()).normalize();c=this._endCam.getUp().normalize();
+c=d.Point3.cross(c,a);a=d.Point3.cross(a,c);this._endCam.setUp(a.normalize());this._completeCallback=g;this._duration=b;this._view=f}a.prototype.isComplete=function(){return 1<=this._progress};a.prototype.getCallback=function(){return this._completeCallback};a.prototype.stop=function(){};a.prototype.start=function(){this._startTime=Date.now();this._progress=0;this._init();this._view.getProjectionMode()!==this._endCam.getProjection()&&this._view.setProjectionMode(this._endCam.getProjection())};a.prototype.update=
+function(){if(null!==this._startTime){var a=(Date.now()-this._startTime)/this._duration;a=Math.min(a,1);a=Math.max(a,0);a=h.EaseInEaseOut.calculate(a,.49,.02,.49);a=Math.min(a,1);a=Math.max(a,0);var c=d.Point3.scale(this._positionMoveDelta,a),b=d.Point3.scale(this._targetMoveDelta,a),g=this._beginCam.getUp(),f=d.Point3.add(this._beginCam.getPosition(),c);b=d.Point3.add(this._beginCam.getTarget(),b);c=this._beginCam.getWidth()+a*this._fieldWidthDelta;var l=this._beginCam.getHeight()+a*this._fieldHeightDelta;
+if(this._interpolationUsesRotation){f=this._viewVectorLength+this._viewVectorLengthDelta*a;var n=d.Quaternion.interpolate(this._beginQuaternion,this._endQuaternion,a);n=d.Quaternion.toMatrix(n);f=new d.Point3(b.x-n.m[8]*f,b.y-n.m[9]*f,b.z-n.m[10]*f);g.set(n.m[4],n.m[5],n.m[6])}g=d.Camera.create(f,b,g,this._endCam.getProjection(),c,l,this._endCam.getNearLimit());this._view.setCamera(g);this._progress=a;1<=this._progress&&this._view.setCamera(this._endCam)}};a.prototype.getMatrixFromCamera=function(a){var c=
+d.Point3.subtract(a.getTarget(),a.getPosition()).normalize();a=a.getUp().normalize();a=d.Point3.cross(a,c);var b=d.Point3.cross(c,a);return d.Matrix.createFromBasis(a,b,c)};a.prototype._init=function(){var a=d.Point3.subtract(this._beginCam.getTarget(),this._beginCam.getPosition()),c=d.Point3.subtract(this._endCam.getTarget(),this._endCam.getPosition()),b=a.length(),g=c.length()-b;a.normalize();c.normalize();c=d.Point3.subtract(a,c);var f=d.Point3.subtract(this._endCam.getUp(),this._beginCam.getUp());
+a=!0;1E-4>c.length()&&1E-4>f.length()&&(a=!1);f=c=null;if(a){c=this.getMatrixFromCamera(this._beginCam);f=this.getMatrixFromCamera(this._endCam);c=d.Quaternion.createFromMatrix(c);f=d.Quaternion.createFromMatrix(f);var l=d.Quaternion.subtract(c,f).magnitudeSquared();d.Quaternion.add(c,f).magnitudeSquared()<l&&f.negate()}this._interpolationUsesRotation=a;this._beginQuaternion=c;this._endQuaternion=f;this._viewVectorLength=b;this._viewVectorLengthDelta=g;this._positionMoveDelta=d.Point3.subtract(this._endCam.getPosition(),
+this._beginCam.getPosition());this._targetMoveDelta=d.Point3.subtract(this._endCam.getTarget(),this._beginCam.getTarget());this._fieldWidthDelta=this._endCam.getWidth()-this._beginCam.getWidth();this._fieldHeightDelta=this._endCam.getHeight()-this._beginCam.getHeight()};return a}();h.CameraInterpolation=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this._activeInterpolation=null;this._updateTimer=new d.Util.Timer;this._updateInterval=16}a.prototype.stop=function(){this._activeInterpolation&&this._activeInterpolation.stop();this._activeInterpolation=null;this._updateTimer.clear()};a.prototype.start=function(a,c){void 0===c&&(c=!0);if(this._activeInterpolation&&!c)return!1;this.stop();this._activeInterpolation=a;this._activeInterpolation.start();this.update();return!0};a.prototype.update=
+function(){var a=this;if(this._activeInterpolation)if(this._activeInterpolation.update(),this._activeInterpolation.isComplete()){var c=this._activeInterpolation.getCallback();null!==c&&c()}else this._updateTimer.isIdle(0)&&this._updateTimer.set(this._updateInterval,function(){a.update()})};return a}();h.InterpolationManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b){this._markupItems=new Map;this._selectedMarkup=this._activeView=null;this._pendingUpdateHandleTimer=new d.Util.Timer;this._pickTolerance=0;this._callbackManager=a;this._domElements=c;this._markupRenderer=b}a.prototype.shutdown=function(){this.setActiveView(null);this._markupItems.forEach(function(a){a.remove()});this._markupItems.clear()};a.prototype._updateLater=function(a){var c=this;this._pendingUpdateHandleTimer.isIdle(0)&&this._pendingUpdateHandleTimer.set(0,
+function(){c.update()});null!==a&&this._pendingUpdateHandleTimer.waitForIdle(1).then(function(){a.resolve()})};a.prototype.updateLater=function(){this._updateLater(null)};a.prototype.update=function(){this._pendingUpdateHandleTimer.clear();this.renderMarkup();this.renderActiveViewMarkup()};a.prototype.registerMarkupItem=function(a){var c=d.UUID.create();this._markupItems.set(c,a);return c};a.prototype.unregisterMarkupItem=function(a){var c=this._markupItems.get(a);c&&(c.remove&&c.remove(),this._markupItems.delete(a))};
+a.prototype.getActiveView=function(){return this._activeView};a.prototype.setActiveView=function(a){return __awaiter(this,void 0,void 0,function(){var c,b,d,e,f,n;return __generator(this,function(g){switch(g.label){case 0:this._selectedMarkup&&(this._selectedMarkup.onDeselect(),this._selectedMarkup=null);c=this._activeView;this._activeView=a;if(null===c||c===a)return[3,2];b=c.getMarkup();d=0;for(e=b;d<e.length;d++)f=e[d],f.remove();n=h.OpenPromise.create();this._updateLater(n);return[4,n];case 1:return g.sent(),
+this._callbackManager.trigger("viewDeactivated",c),[3,4];case 2:return[4,this._pendingUpdateHandleTimer.waitForIdle(1)];case 3:g.sent(),g.label=4;case 4:return[2]}})})};a.prototype.renderMarkup=function(){this._markupRenderer._setCanvas(this._domElements.getMarkupSvgElement());this._markupRenderer._clear();this._markupItems.forEach(function(a){a.draw()});this._markupRenderer._finalize()};a.prototype.renderActiveViewMarkup=function(){this._markupRenderer._setCanvas(this._domElements.getRedlineSvgElement());
+this._markupRenderer._clear();if(this._activeView){for(var a=0,c=this._activeView.getMarkup();a<c.length;a++)c[a].draw();this._markupRenderer._finalize()}};a.prototype.getPickTolerance=function(){return this._pickTolerance};a.prototype.setPickTolerance=function(a){this._pickTolerance=a};a.prototype.pick=function(a){var c=this;if(this._activeView)for(var b=0,d=this._activeView.getMarkup();b<d.length;b++){var e=d[b];if(e.hitWithTolerance(a,this._pickTolerance)||e.hit(a))return e}var f=null;this._markupItems.forEach(function(b){null===
+f&&(b.hitWithTolerance(a,c._pickTolerance)||b.hit(a))&&(f=b)});return f};a.prototype.select=function(a){if(this._selectedMarkup&&a!==this._selectedMarkup)this._selectedMarkup.onDeselect();if(this._selectedMarkup=a)this._selectedMarkup.onSelect();this.update()};a.prototype.getSelected=function(){return this._selectedMarkup};return a}();h.MarkupItemManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._center=d.Point2.zero();b._radius=1;return b}__extends(b,a);b.prototype.set=function(b,a){this._center.assign(b);this.setRadius(a)};b.prototype.getCenter=function(){return this._center.copy()};b.prototype.setCenter=function(b){this._center.assign(b)};b.prototype.getRadius=function(){return this._radius};b.prototype.setRadius=function(b){this._radius=b};return b}(f.FilledShape);f.Circle=
+a;var e=function(){return function(a,b){this.center=a.copy();this.radius=b}}();f._MarkupCircleData=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._circles=[];return b}__extends(b,a);b.prototype.clear=function(){this._circles=[]};b.prototype.addCircle=function(b,a){this._circles.push(new e(b,a))};b.prototype.getCircles=function(){return this._circles};return b}(f.FilledShape);f.CircleCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){(function(f){var a=function(a){function b(b,c){var g=a.call(this)||this;g._p1=b?b.copy():d.Point2.zero();g._p2=c?c.copy():d.Point2.zero();return g}__extends(b,a);b.prototype.set=function(b,a){this._p1.assign(b);this._p2.assign(a)};b.prototype.getP1=function(){return this._p1.copy()};b.prototype.setP1=function(b){this._p1.assign(b)};b.prototype.getP2=function(){return this._p2};b.prototype.setP2=function(b){this._p2.assign(b)};return b}(f.EndcapShape);f.Line=a;var e=function(){return function(a,
+b){this.p1=a.copy();this.p2=b.copy()}}();f._MarkupLineData=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._lines=[];return b}__extends(b,a);b.prototype.addLine=function(b,a){this._lines.push(new e(b,a))};b.prototype.getLines=function(){return this._lines};b.prototype.clear=function(){this._lines=[]};return b}(f.EndcapShape);f.LineCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._padding=5;this._text=new f.TextMarkupBase;this._box=new f.RectangleBase;this._box.setFillOpacity(0);this._box.setFillColor(d.Color.white())}a.prototype._assign=function(b){this._text._assign(b._text);this._box._assign(b._box);this._padding=b._padding};a.prototype.getTextPortion=function(){return this._text};a.prototype.getBoxPortion=function(){return this._box};a.prototype.getPadding=function(){return this._padding};a.prototype.setPadding=
+function(b){this._padding=b};return a}();f.TextBoxBase=a;var e=function(a){function b(b,c){var g=a.call(this)||this;g._position=d.Point2.zero();g._textStr="";b&&g._position.assign(b);c&&(g._textStr=c);return g}__extends(b,a);b.prototype._assign=function(b){a.prototype._assign.call(this,b);this._position.assign(b._position)};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.setPosition=function(b){this._position.assign(b)};b.prototype.getTextString=function(){return this._textStr};
+b.prototype.setTextString=function(b){this._textStr=b};return b}(a);f.TextBox=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._textStrings=[];return b}__extends(b,a);b.prototype.clear=function(){this._textStrings=[]};b.prototype.addString=function(b,a){this._textStrings.push(new f._MarkupTextData(b,a))};b.prototype.getStrings=function(){return this._textStrings};return b}(a);f.TextBoxCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){var f=function(){return function(a,c){this.markupView=a;this.itemResults=c}}();h._MarkupViewConstruction=f;var a=function(){function a(a,b,d,e,f,h){void 0===h&&(h=null);this._faceVisibility=this._lineVisibility=!0;this._markupItems=new Set;this._sheetId=null;this._colorMap=new Map;this._snapshotImage=null;this._defaultVisibility=!0;this._visibilityExceptions=new Set;this._uniqueId=a;this._camera=d;this._name=b;this._explodeMagnitude=e;this._cuttingPlaneData=f;this._sheetId=h}
+a.prototype.getCamera=function(){return this._camera};a.prototype.getSheetId=function(){return this._sheetId};a.prototype.getUniqueId=function(){return this._uniqueId};a.prototype.getName=function(){return this._name};a.prototype.setName=function(a){this._name=a};a.prototype.getLineVisibility=function(){return this._lineVisibility};a.prototype.setLineVisibility=function(a){this._lineVisibility=a};a.prototype.getFaceVisibility=function(){return this._faceVisibility};a.prototype.setFaceVisibility=function(a){this._faceVisibility=
+a};a.prototype.addMarkupItem=function(a){this._markupItems.add(a)};a.prototype.getMarkup=function(){return d.Util.setToArray(this._markupItems)};a.prototype.removeMarkup=function(a){a.remove();return this._markupItems.delete(a)};a.prototype.getCuttingPlaneData=function(){return this._cuttingPlaneData};a.prototype.setCuttingPlaneData=function(a){this._cuttingPlaneData=a};a.prototype.getExplodeMagnitude=function(){return this._explodeMagnitude};a.prototype.setExplodeMagnitude=function(a){this._explodeMagnitude=
+a};a.prototype.getColorMap=function(){return this._colorMap};a.prototype.setColorMap=function(a){this._colorMap=a};a.prototype.getDefaultVisibility=function(){return this._defaultVisibility};a.prototype.setDefaultVisibility=function(a){this._defaultVisibility=a};a.prototype.getVisibilityExceptions=function(){return this._visibilityExceptions};a.prototype.setVisibilityExceptions=function(a){this._visibilityExceptions=a};a.prototype.getSnapshotImage=function(){return this._snapshotImage};a.prototype.setSnapshotImage=
+function(a){this._snapshotImage=a};a.prototype._handleLoadMarkupItem=function(a){return a instanceof h.MarkupItem?(this.addMarkupItem(a),!0):!1};a._fromJson=function(c,b){return __awaiter(this,void 0,void 0,function(){var g,e,l,h,m,p,q,r,u,t,v,w,z,x,y,A,B,D,C,E,F,H;return __generator(this,function(k){switch(k.label){case 0:g=c;e=d.Camera.fromJson(g.camera);g.hasOwnProperty("sheetId")&&g.sheetId&&(h=parseInt(c.sheetId,10),isNaN(h)||(l=h));m=new a(g.uniqueId,g.name,e,g.explodeMagnitude,g.cuttingData,
+l);m.setLineVisibility(g.lineVisibility);m.setFaceVisibility(g.faceVisibility);void 0!==g.defaultVisibility&&void 0!==g.visibilityExceptions&&(m.setDefaultVisibility(g.defaultVisibility),p=new Set,g.visibilityExceptions.forEach(function(b){p.add(b)}),m.setVisibilityExceptions(p));q=new Map;r=g.colors;if(Array.isArray(r))for(u=0,t=r;u<t.length;u++)v=t[u],w=v[0],z=d.Color.fromJson(v[1]),q.set(w,z);m.setColorMap(q);x=[];console.assert(Array.isArray(g.markup));y=0;for(A=g.markup;y<A.length;y++)if(B=A[y],
+D=d.Internal.classFromString(B.className))C=D.fromJson(B,b),C instanceof Promise?x.push(C.then(function(b){return m._handleLoadMarkupItem(b)})):x.push(Promise.resolve(m._handleLoadMarkupItem(C)));E=g.imageSrc;void 0!==E&&0<E.length&&(F=new Image,F.src=E,m.setSnapshotImage(F));return[4,Promise.all(x)];case 1:return H=k.sent(),[2,new f(m,H)]}})})};a.prototype.toJson=function(){return this._toJson()};a.prototype._toJson=function(){var a={uniqueId:this._uniqueId,name:this._name,camera:this._camera.toJson(),
+cuttingData:this._cuttingPlaneData,explodeMagnitude:this._explodeMagnitude,lineVisibility:this._lineVisibility,faceVisibility:this._faceVisibility,markup:[],sheetId:this._sheetId,defaultVisibility:this._defaultVisibility,visibilityExceptions:[],colors:[],imageSrc:""};this._markupItems.forEach(function(b){var c=b.toJson();c.className=b.getClassName();a.markup.push(c)});this._visibilityExceptions.forEach(function(b){a.visibilityExceptions.push(b)});this._colorMap.forEach(function(b,c){a.colors.push([c,
+b.toJson()])});null!==this._snapshotImage&&(a.imageSrc=this._snapshotImage.src);return a};a.prototype.forJson=function(){return this.toJson()};return a}();h.MarkupView=a})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,d,e,f,h){var g=a.call(this)||this;g._markupViews=new Map;g._defaultViewCounter=1;g._markupItemManager=b;g._callbackManager=d;g._explodeManager=e;g._cuttingManager=f;g._viewer=c;g._sheetManager=h;g._initEvents();return g}__extends(e,a);e.prototype._initEvents=function(){var a=this;this._callbackManager.bind({modelSwitchStart:function(){a._markupItemManager.shutdown()}})};e.prototype.getView=function(a){a=this._markupViews.get(a);return void 0!==
+a?a:null};e.prototype.getViewKeys=function(){var a=[];this._markupViews.forEach(function(b,c){a.push(c)});return a};e.prototype.loadData=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,n,m=this;return __generator(this,function(g){b=[];c=0;for(e=a;c<e.length;c++)f=e[c],n=d.Markup.MarkupView._fromJson(f,this._viewer).then(function(b){if(!h.all(b.itemResults))return!1;b=b.markupView;var a=b.getUniqueId();return m._markupViews.has(a)?!1:(m._markupViews.set(a,b),m._callbackManager.trigger("viewLoaded",
+b),!0)}),b.push(n);return[2,Promise.all(b)]})})};e.prototype.exportMarkup=function(){var a=[];this._markupViews.forEach(function(b){a.push(b.toJson())});return a};e.prototype.createView=function(a,b,g,e,f,h){void 0===a&&(a=this._createDefaultViewName());void 0===b&&(b=!0);void 0===g&&(g=null);void 0===e&&(e=null);void 0===f&&(f=null);void 0===h&&(h=null);var c=this._viewer.view,k=d.UUID.create();a=new d.Markup.MarkupView(k,a,c.getCamera(),this._explodeManager.getMagnitude(),this._cuttingManager.toJson(),
+g);this._markupViews.set(k,a);a.setLineVisibility(c.getLineVisibility());a.setFaceVisibility(c.getFaceVisibility());null!==e&&(a.setDefaultVisibility(e.defaultVisibility),a.setVisibilityExceptions(e.visibilityExceptions));null!==f&&a.setColorMap(f);null!==h&&a.setSnapshotImage(h);this._markupItemManager.setActiveView(a);b&&this._callbackManager.trigger("viewCreated",a);return a};e.prototype._activateSheet=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){return null!==
+a?[2,this._sheetManager.setActiveSheetId(a,!0,!1)]:[2]})})};e.prototype._activateViewImpl=function(a,b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return[4,this._activateSheet(a.getSheetId())];case 1:return d.sent(),c=this._viewer.view,c.setFaceVisibility(a.getFaceVisibility()),c.setLineVisibility(a.getLineVisibility()),0<b?[4,this._markupItemManager.setActiveView(null)]:[3,4];case 2:return d.sent(),[4,c._setCameraPromise(a.getCamera(),
+b)];case 3:return d.sent(),[3,5];case 4:c.setCamera(a.getCamera()),d.label=5;case 5:return[4,this._setActiveView(a)];case 6:return d.sent(),[2]}})})};e.prototype._activateView=function(a,b){a=this._markupViews.get(a);return void 0!==a?(b=this._activateViewImpl(a,b),h.UnsafePromise.create(!0,b)):h.UnsafePromise.create(!1,Promise.resolve())};e.prototype.activateView=function(a,b){void 0===b&&(b=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,
+this._activateView(a,b)]})})};e.prototype.deprecatedActivateView=function(a,b){void 0===b&&(b=d.DefaultTransitionDuration);return this._activateView(a,b).unsafeValue};e.prototype._setActiveView=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d,e;return __generator(this,function(g){switch(g.label){case 0:return this._viewer.model.isDrawing()?null!==a.getSheetId()?[3,2]:[4,this._viewer.sheetManager.deactivateSheets()]:[3,5];case 1:return g.sent(),[3,4];case 2:b=a.getVisibilityExceptions();
+c=a.getDefaultVisibility();if(!(0<b.size&&c))return[3,4];d=[];b.forEach(function(b){d.push(b)});return[4,this._viewer.model.setNodesVisibility(d,!1)];case 3:g.sent(),g.label=4;case 4:return[3,8];case 5:return c=a.getDefaultVisibility(),[4,this._viewer.model.setNodesVisibility([this._viewer.model.getAbsoluteRootNode()],c)];case 6:g.sent();b=a.getVisibilityExceptions();if(!(0<b.size))return[3,8];e=[];b.forEach(function(b){e.push(b)});return[4,this._viewer.model.setNodesVisibility(e,!c)];case 7:g.sent(),
+g.label=8;case 8:return[4,this._markupItemManager.setActiveView(a)];case 9:return g.sent(),[4,this._cuttingManager.fromJson(a.getCuttingPlaneData())];case 10:return g.sent(),[4,this._viewer.model.setNodesColors(a.getColorMap())];case 11:return g.sent(),[4,this._explodeManager.setMagnitude(a.getExplodeMagnitude())];case 12:return g.sent(),[2]}})})};e.prototype.deleteView=function(a){var b=this._markupViews.get(a);return void 0!==b?(this._callbackManager.trigger("viewDeleted",b),b===this._markupItemManager.getActiveView()&&
+this._markupItemManager.setActiveView(null),this._markupViews.delete(a),!0):!1};e.prototype._createDefaultViewName=function(){return"View "+this._defaultViewCounter++};e.prototype.toJson=function(){return this.exportMarkup()};e.prototype.forJson=function(){return this.toJson()};return e}(d.MarkupTypeManager);h.MarkupViewManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f,h){void 0===c&&(c=null);void 0===e&&(e=null);void 0===f&&(f=null);void 0===h&&(h=null);var g=a.call(this)||this;g._uniqueId=d.UUID.create();g._lineMeshId=null;g._lineMeshInstanceId=null;g._lineColor=d.Color.red();g._lineOpacity=1;g._linePattern=null;g._linePatternLength=null;g._linePatternLengthUnit=null;g._viewer=b;g._firstPoint=c;g._secondPoint=e;g._firstNodeId=f;g._secondNodeId=h;return g}__extends(c,a);c.prototype.setLineColor=
+function(b){this._lineColor=b};c.prototype.getLineColor=function(){return this._lineColor};c.prototype.setLineOpacity=function(b){this._lineOpacity=b};c.prototype.getLineOpacity=function(){return this._lineOpacity};c.prototype.setLinePattern=function(b,a,c){this._linePattern=b;this._linePatternLength=a;this._linePatternLengthUnit=c};c.prototype.getLinePattern=function(){return void 0!==this._linePattern?this._linePattern:null};c.prototype.getLinePatternLength=function(){return void 0!==this._linePatternLength?
+this._linePatternLength:null};c.prototype.getLinePatternLengthUnit=function(){return void 0!==this._linePatternLengthUnit?this._linePatternLengthUnit:null};c.prototype.setFirstPoint=function(b){this._firstPoint=b};c.prototype.getFirstPoint=function(){return this._firstPoint};c.prototype.setSecondPoint=function(b){this._secondPoint=b};c.prototype.getSecondPoint=function(){return this._secondPoint};c.prototype.setFirstNodeId=function(b){this._firstNodeId=b};c.prototype.getFirstNodeId=function(){return this._firstNodeId};
+c.prototype.setSecondNodeId=function(b){this._secondNodeId=b};c.prototype.getSecondNodeId=function(){return this._secondNodeId};c.prototype.getNodeId=function(){return this._lineMeshInstanceId};c.prototype.removeLine=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return b=this._viewer.model,null===this._lineMeshInstanceId?[3,3]:[4,b.deleteMeshInstances([this._lineMeshInstanceId])];case 1:return a.sent(),this._lineMeshInstanceId=
+null,null===this._lineMeshId?[3,3]:[4,b.deleteMeshes([this._lineMeshId])];case 2:a.sent(),this._lineMeshId=null,a.label=3;case 3:return[2]}})})};c.prototype.updateLine=function(){return __awaiter(this,void 0,void 0,function(){var b,a,c,e,f;return __generator(this,function(g){switch(g.label){case 0:return[4,this.removeLine()];case 1:g.sent();if(null===this._firstPoint||null===this._secondPoint)return[3,4];b=new d.MeshData;b.addPolyline([this._firstPoint.x,this._firstPoint.y,this._firstPoint.z,this._secondPoint.x,
+this._secondPoint.y,this._secondPoint.z]);a=this._viewer.model;return[4,a.createMesh(b)];case 2:return this._lineMeshId=c=g.sent(),e=new d.MeshInstanceData(c),e.setLineColor(this._lineColor),e.setLineOpacity(this._lineOpacity),e.setCreationFlags(d.MeshInstanceCreationFlags.ExcludeBounding),[4,a.createMeshInstance(e)];case 3:f=g.sent(),null!==this._linePattern&&a.setNodesLinePattern([f],this._linePattern,this._linePatternLength,this._linePatternLengthUnit),this._lineMeshInstanceId=f,g.label=4;case 4:return[2]}})})};
+c.prototype.getId=function(){return this._uniqueId};c.prototype.setId=function(b){this._uniqueId=b};c.prototype.getClassName=function(){return c.className};c.prototype._toJson=function(){return{className:this.getClassName(),uniqueId:this._uniqueId,firstPoint:this.getFirstPoint(),secondPoint:this.getSecondPoint(),firstNodeId:this.getFirstNodeId(),secondNodeId:this.getSecondNodeId(),lineColor:this.getLineColor(),lineOpacity:this.getLineOpacity(),linePattern:this.getLinePattern(),linePatternLength:this.getLinePatternLength(),
+linePatternLengthUnit:this.getLinePatternLengthUnit()}};c.prototype.toJson=function(){return this._toJson()};c.fromJson=function(b,a){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(f){g=b;e=new c(a,d.Point3.fromJson(g.firstPoint),d.Point3.fromJson(g.secondPoint),g.firstNodeId,g.secondNodeId);e.setId(g.uniqueId);e.setLineColor(d.Color.fromJson(g.lineColor));e.setLineOpacity(g.lineOpacity);null!=g.linePattern&&null!=g.linePatternLength&&null!=g.linePatternLengthUnit&&
+e.setLinePattern(g.linePattern,g.linePatternLength,g.linePatternLengthUnit);return[2,e]})})};c.className="Communicator.Markup.Line.LineMarkup";return c}(h.MarkupItem);f.LineMarkup=a})(h.Line||(h.Line={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._viewer=b;return c}__extends(c,a);c.prototype.onDragStart=function(b){b;return!1};c.prototype.onDragMove=function(b){b;return!1};c.prototype.onDragEnd=function(b){b;return!1};c.prototype.remove=function(){this._viewer.trigger("redlineDeleted",this);this._viewer.markupManager.refreshMarkup()};return c}(d.MarkupItem);f.RedlineItem=a})(d.Redline||(d.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._svgDefsElement=this._svgCanvas=null;this._svgElements=[];this._svgTextElements=[]}a.prototype._setCanvas=function(a){this._svgCanvas=a;this._svgDefsElement=document.createElementNS(f.Util.svgNamespace,"defs");this._svgCanvas.appendChild(this._svgDefsElement)};a.prototype._clear=function(){if(null===this._svgCanvas||null===this._svgDefsElement)throw new d.CommunicatorError("canvas not set");for(;this._svgCanvas.firstChild;)this._svgCanvas.removeChild(this._svgCanvas.firstChild);this._svgElements=
+[];for(this._svgTextElements=[];this._svgDefsElement.firstChild;)this._svgDefsElement.removeChild(this._svgDefsElement.firstChild);this._svgCanvas.appendChild(this._svgDefsElement)};a.prototype._finalize=function(){if(null===this._svgCanvas)throw new d.CommunicatorError("canvas not set");for(var a=0,b=this._svgElements;a<b.length;a++){var g=b[a];this._svgCanvas.appendChild(g)}a=0;for(b=this._svgTextElements;a<b.length;a++)g=b[a],this._svgCanvas.appendChild(g)};a.prototype.drawCircle=function(a){return this._addCircleNode(a.getCenter(),
+a.getRadius(),a)};a.prototype.drawCircles=function(a){for(var b=[],c=0,d=a.getCircles();c<d.length;c++){var e=d[c];e=this._addCircleNode(e.center,e.radius,a);b.push(e)}return b};a.prototype.drawLine=function(a){return this._addLineElement(a.getP1(),a.getP2(),a)};a.prototype.drawLines=function(a){for(var b=[],c=0,d=a.getLines();c<d.length;c++){var e=d[c];e=this._addLineElement(e.p1,e.p2,a);b.push(e)}return b};a.prototype.drawText=function(a){return this._addTextElement(a.getText(),a.getPosition(),
+a)};a.prototype.drawTexts=function(a){for(var b=[],c=0,d=a.getStrings();c<d.length;c++){var e=d[c];e=this._addTextElement(e.text,e.position,a);b.push(e)}return b};a.prototype.measureText=function(a,b){if(null===this._svgCanvas)throw new d.CommunicatorError("canvas not set");a=this._createTextElement(a,d.Point2.zero(),b);this._svgCanvas.appendChild(a);b=a.getBoundingClientRect();b=new d.Point2(b.width,b.height);this._svgCanvas.removeChild(a);return b};a.prototype.measureTextBox=function(a){var b=this.measureText(a.getTextString(),
+a.getTextPortion());b.x+=2*a.getBoxPortion().getStrokeWidth();b.y+=2*a.getBoxPortion().getStrokeWidth();b.x+=2*a.getPadding();b.y+=2*a.getPadding();return b};a.prototype.drawPolyline=function(a){return this._addPolylineElement(a.getPoints(),a)};a.prototype.drawPolylines=function(a){for(var b=[],c=0,d=a.getPolylines();c<d.length;c++){var e=this._addPolylineElement(d[c],a);b.push(e)}return b};a.prototype.drawPolygon=function(a){return this._addPolygonElement(a.getPoints(),a)};a.prototype.drawPolygons=
+function(a){for(var b=[],c=0,d=a.getPolygons();c<d.length;c++){var e=this._addPolygonElement(d[c],a);b.push(e)}return b};a.prototype.drawRectangle=function(a){return this._addRectangleElement(a.getPosition(),a.getSize(),a)};a.prototype.drawRectangles=function(a){for(var b=[],c=0,d=a.getRectangles();c<d.length;c++){var e=d[c];e=this._addRectangleElement(e.position,e.size,a);b.push(e)}return b};a.prototype.drawTextBox=function(a){return this._addTextBoxElement(a.getTextString(),a.getPosition(),a)};
+a.prototype.drawTextBoxes=function(a){for(var b=[],c=0,d=a.getStrings();c<d.length;c++){var e=d[c];e=this._addTextBoxElement(e.text,e.position,a);b.push(e)}return b};a.prototype._addTextBoxElement=function(a,b,d){var c=this.measureText(a,d.getTextPortion());c.x+=2*d.getPadding();c.y+=2*d.getPadding();var g=[];c=this._addRectangleElement(b,c,d.getBoxPortion(),!0);g.push(c);b=b.copy();b.x+=d.getPadding();b.y+=d.getPadding()/2+d.getBoxPortion().getStrokeWidth();a=this._addTextElement(a,b,d.getTextPortion());
+g.push(a);return g};a.prototype._renderEndcaps=function(a,b,g,e){if(null===this._svgDefsElement)throw new d.CommunicatorError("canvas not set");g.getStartEndcapType()===d.Markup.Shape.EndcapType.Arrowhead?(g.getEndcapsInverted()?(a=f.Util.createEndArrowMarker(g.getStartEndcapSize(),g.getStartEndcapColor()),a.refX.baseVal.value=g.getStartEndcapSize()):a=f.Util.createStartArrowMarker(g.getStartEndcapSize(),g.getStartEndcapColor()),e.style.markerStart="url(#"+a.id+")",this._svgDefsElement.appendChild(a)):
+g.getStartEndcapType()===d.Markup.Shape.EndcapType.Circle&&(a=f.Util.createCircleMarker(a,g.getStrokeWidth(),g.getStartEndcapSize(),g.getStartEndcapColor()),this._addSVGElement(a));g.getEndEndcapType()===d.Markup.Shape.EndcapType.Arrowhead?(a=g.getEndcapsInverted()?f.Util.createStartArrowMarker(g.getEndEndcapSize(),g.getEndEndcapColor()):f.Util.createEndArrowMarker(g.getEndEndcapSize(),g.getEndEndcapColor()),e.style.markerEnd="url(#"+a.id+")",this._svgDefsElement.appendChild(a)):g.getEndEndcapType()===
+d.Markup.Shape.EndcapType.Circle&&(a=f.Util.createCircleMarker(b,g.getStrokeWidth(),g.getEndEndcapSize(),g.getEndEndcapColor()),this._addSVGElement(a))};a.prototype._createTextElement=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"text"),g=0;for(a=a.split("\n");g<a.length;g++){var e=a[g],h=document.createElementNS(f.Util.svgNamespace,"tspan");h.textContent=e;h.setAttributeNS(null,"x",""+b.x);h.setAttributeNS(null,"dy","1.2em");c.appendChild(h)}(g=d.getFontFamily())&&c.setAttributeNS(null,
+"font-family",g);c.setAttributeNS(null,"font-size",d.getFontSize().toString());c.setAttributeNS(null,"x",""+b.x);c.setAttributeNS(null,"y",""+b.y);this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);return c};a.prototype._addTextElement=function(a,b,d){a=this._createTextElement(a,b,d);this._addSVGTextItemElement(a);return a};a.prototype._addRectangleElement=function(a,b,d,e){void 0===e&&(e=!1);var c=document.createElementNS(f.Util.svgNamespace,"rect");c.setAttributeNS(null,"x",
+a.x.toString());c.setAttributeNS(null,"y",a.y.toString());c.setAttributeNS(null,"width",b.x.toString());c.setAttributeNS(null,"height",b.y.toString());a=d.getBorderRadius();0<a&&(c.setAttributeNS(null,"rx",a.toString()),c.setAttributeNS(null,"ry",a.toString()));this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);e?this._addSVGTextItemElement(c):this._addSVGElement(c);return c};a.prototype._addLineElement=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"line");
+c.setAttributeNS(null,"x1",a.x.toString());c.setAttributeNS(null,"y1",a.y.toString());c.setAttributeNS(null,"x2",b.x.toString());c.setAttributeNS(null,"y2",b.y.toString());this._setGenericStrokeAttributes(c,d);this._addSVGElement(c);this._renderEndcaps(a,b,d,c);return c};a.prototype._addPolygonElement=function(a,b){a=f.Util.svgPointString(a);var c=document.createElementNS(f.Util.svgNamespace,"polygon");c.setAttributeNS(null,"points",a);this._setGenericStrokeAttributes(c,b);this._setGenericFillAttributes(c,
+b);this._addSVGElement(c);return c};a.prototype._addPolylineElement=function(a,b){var c=f.Util.svgPointString(a),d=document.createElementNS(f.Util.svgNamespace,"polyline");d.setAttributeNS(null,"points",c);d.setAttributeNS(null,"fill","none");this._renderEndcaps(a[0],a[a.length-1],b,d);this._setGenericStrokeAttributes(d,b);this._addSVGElement(d);return d};a.prototype._addCircleNode=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"circle");c.setAttributeNS(null,"cx",a.x.toString());
+c.setAttributeNS(null,"cy",a.y.toString());c.setAttributeNS(null,"r",b.toString());this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);this._addSVGElement(c);return c};a.prototype._setGenericFillAttributes=function(a,b){a.setAttributeNS(null,"fill",f.Util.svgColorRgbString(b.getFillColor()));a.setAttributeNS(null,"fill-opacity",b.getFillOpacity().toString())};a.prototype._setGenericStrokeAttributes=function(a,b){a.setAttributeNS(null,"stroke",f.Util.svgColorRgbString(b.getStrokeColor()));
+a.setAttributeNS(null,"stroke-width",b.getStrokeWidth().toString())};a.prototype._addSVGTextItemElement=function(a){this._svgTextElements.push(a)};a.prototype._addSVGElement=function(a){this._svgElements.push(a)};return a}();f.SVGMarkupRenderer=a})(h.SVG||(h.SVG={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){function e(a){return"rgb("+a.r+", "+a.g+", "+a.b+")"}a.svgNamespace="http://www.w3.org/2000/svg";a.svgColorRgbString=e;a.svgPointString=function(a){for(var b="",c=0;c<a.length;c++)c&&(b+=" "),b+=a[c].x+","+a[c].y;return b};a.createStartArrowMarker=function(c,b){var g=1.1*c,f=new d.Point2(g,0),l=new d.Point2(g,c),h=new d.Point2(0,c/2),m=document.createElementNS(a.svgNamespace,"marker");m.id=d.UUID.create();m.markerWidth.baseVal.value=g;m.markerHeight.baseVal.value=
+c;m.setOrientToAuto();m.refY.baseVal.value=c/2;c="M"+f.x+","+f.y+" L"+l.x+","+l.y+" L"+h.x+","+h.y+" Z";g=document.createElementNS(a.svgNamespace,"path");g.setAttribute("d",c);g.setAttributeNS(null,"fill",e(b));m.appendChild(g);return m};a.createEndArrowMarker=function(c,b){var g=1.1*c,f=d.Point2.zero(),l=new d.Point2(0,c),h=new d.Point2(g,c/2),m=document.createElementNS(a.svgNamespace,"marker");m.id=d.UUID.create();m.markerWidth.baseVal.value=g;m.markerHeight.baseVal.value=c;m.setOrientToAuto();
+m.refY.baseVal.value=c/2;m.refX.baseVal.value=c;c="M"+f.x+","+f.y+" L"+l.x+","+l.y+" L"+h.x+","+h.y+" Z";g=document.createElementNS(a.svgNamespace,"path");g.setAttribute("d",c);g.setAttributeNS(null,"fill",e(b));m.appendChild(g);return m};a.createCircleMarker=function(c,b,d,f){d/=2;f=e(f);var g=document.createElementNS(a.svgNamespace,"circle");g.setAttributeNS(null,"cx",c.x.toString());g.setAttributeNS(null,"cy",c.y.toString());g.setAttributeNS(null,"r",d.toString());g.setAttributeNS(null,"fill",
+f);0<b&&(g.setAttributeNS(null,"stroke-width",b.toString()),g.setAttributeNS(null,"stroke",f));return g}})(f.Util||(f.Util={}))})(h.SVG||(h.SVG={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._points=[];return b}__extends(c,a);c.prototype.clearPoints=function(){this._points=[]};c.prototype.getPoints=function(){return this._points};c.prototype.pushPoint=function(a){this._points.push(a.copy())};return c}(d.FilledShape);d.Polygon=a;a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._polygons=[];return b}__extends(c,a);c.prototype.clear=function(){this._polygons=
+[]};c.prototype.createPolygon=function(){var a=[];this._polygons.push(a);return a};c.prototype.getPolygons=function(){return this._polygons};return c}(d.FilledShape);d.PolygonCollection=a})(d.Shape||(d.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._points=[];return b}__extends(c,a);c.prototype.clearPoints=function(){this._points=[]};c.prototype.getPoints=function(){return this._points};c.prototype.pushPoint=function(a){this._points.push(a.copy())};return c}(d.EndcapShape);d.Polyline=a;a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._polylines=[];return b}__extends(c,a);c.prototype.clear=function(){this._polylines=
+[]};c.prototype.createPolyline=function(){var a=[];this._polylines.push(a);return a};c.prototype.getPolylines=function(){return this._polylines};return c}(d.EndcapShape);d.PolylineCollection=a})(d.Shape||(d.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,b){var c=Math.abs(a.x);var g=Math.abs(a.y),e=Math.abs(a.z);c=c<=g&&c<=e?new d.Point3(1,0,0):g<=c&&g<=e?new d.Point3(0,1,0):new d.Point3(0,0,1);a=d.Point3.cross(c,a);return b?(b.assign(a),b):a}function a(a,b,c,d){var g=c.normal.x*(b.x-a.x)+c.normal.y*(b.y-a.y)+c.normal.z*(b.z-a.z);if(1E-5>Math.abs(g))return!1;c=-(c.d+c.normal.x*a.x+c.normal.y*a.y+c.normal.z*a.z)/g;d.x=a.x+c*(b.x-a.x);d.y=a.y+c*(b.y-a.y);d.z=a.z+c*(b.z-a.z);return 0>c||1<c?!1:!0}function e(a){if(.01>
+Math.abs(a-25.4/72))return"points";if(.01>Math.abs(a-25.4))return"inch";if(.01>Math.abs(a-1))return"mm";if(.01>Math.abs(a-10))return"cm";if(.01>Math.abs(a-25.4/6))return"picas";if(.01>Math.abs(a-12*25.4))return"ft";if(.01>Math.abs(a-914.4))return"yd";if(.01>Math.abs(a-1E3))return"m";if(.01>Math.abs(a-1E6))return"km";if(.01>Math.abs(a-1609344))return"mi";console.log("warning: unit multiplier doesn't map to known type: unit="+a);return""}function c(a){return Math.PI/180*a}function b(a){return 180/Math.PI*
+a}function g(a,b,g){a=a.copy().normalize();var e=c(b);b=Math.cos(e);e=Math.sin(e);var f=1-b,k=f*a.x*a.y,l=f*a.x*a.z,h=f*a.y*a.z;void 0===g&&(g=new d.Matrix);g.m[0]=f*a.x*a.x+b;g.m[1]=e*a.z+k;g.m[2]=l-e*a.y;g.m[3]=0;g.m[4]=k-e*a.z;g.m[5]=f*a.y*a.y+b;g.m[6]=e*a.x+h;g.m[7]=0;g.m[8]=e*a.y+l;g.m[9]=h-e*a.x;g.m[10]=f*a.z*a.z+b;g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g}function k(a,b,c){b=d.Point3.subtract(b,a);a=d.Point3.subtract(c,a);a=d.Point3.dot(a,b)/b.squaredLength();return Math.max(0,
+Math.min(1,a))}h.oneVectorCross=f;h.intersectionPlaneLine2=a;h.computePointToLineDistance=function(a,b,c,g){var e=d.Point3.subtract(c,b),f=e.squaredLength(),k=0;0<f&&(k=((a.x-b.x)*(c.x-b.x)+(a.y-b.y)*(c.y-b.y)+(a.z-b.z)*(c.z-b.z))/f);e.set(e.x*k,e.y*k,e.z*k);g.set(b.x+e.x,b.y+e.y,b.z+e.z);new d.Point3(0,0,0);return d.Point3.subtract(a,g).length()};h.formatWithUnit=function(a,b){b=e(b);for(var c,d=2;9>d&&(c=a.toFixed(d),0===parseFloat(c));d++);0===parseFloat(c)&&(c="0");return c+b};h.degreesToRadians=
+c;h.radiansToDegrees=b;h.computeOffaxisRotation=g;h.intersect3d2Planes=function(a,b,c,g,e,f){var k=d.Point3.cross(a.normal,c.normal),l=Math.abs(k.x),h=Math.abs(k.y),n=Math.abs(k.z);if(1E-7>l+h+n)return c=d.Point3.subtract(g,b),0===d.Point3.dot(a.normal,c)?1:0;l=l>h?l>n?1:3:h>n?2:3;h=d.Point3.zero();b=-d.Point3.dot(a.normal,b);g=-d.Point3.dot(c.normal,g);switch(l){case 1:h.x=0;h.y=(g*a.normal.z-b*c.normal.z)/k.x;h.z=(b*c.normal.y-g*a.normal.y)/k.x;break;case 2:h.x=(b*c.normal.z-g*a.normal.z)/k.y;h.y=
+0;h.z=(g*a.normal.x-b*c.normal.x)/k.y;break;case 3:h.x=(g*a.normal.y-b*c.normal.y)/k.z,h.y=(b*c.normal.x-g*a.normal.x)/k.z,h.z=0}e.assign(h);f.set(h.x+k.x,h.y+k.y,h.z+k.z);return 2};h.intersectionPlaneLine=function(b,c,g,e,f,k){var l=new d.Plane;l.normal.x=(e.y-g.y)*(f.z-g.z)-(e.z-g.z)*(f.y-g.y);l.normal.y=(e.z-g.z)*(f.x-g.x)-(e.x-g.x)*(f.z-g.z);l.normal.z=(e.x-g.x)*(f.y-g.y)-(e.y-g.y)*(f.x-g.x);l.normal.normalize();l.d=-l.normal.x*g.x-l.normal.y*g.y-l.normal.z*g.z;return a(b,c,l,k)};h.computeAngleBetweenVector=
+function(a,c){a=a.copy().normalize();var g=c.copy().normalize();c=d.Point3.cross(a,g).length();a=d.Point3.dot(a,g);return b(Math.atan2(c,a))};h.generatePointsOnCircle=function(a,b,c,g,e){for(var k=2*Math.PI/g,l=0;l<g;l++)a[l]=new d.Point3(0,c*Math.cos(k*l),c*Math.sin(k*l));a[g]=a[0].copy();c=f(e);c.normalize();k=d.Point3.cross(c,e);k.normalize();l=new d.Matrix;var h=l.m;h[0]=e.x;h[1]=e.y;h[2]=e.z;h[3]=0;h[4]=c.x;h[5]=c.y;h[6]=c.z;h[7]=0;h[8]=k.x;h[9]=k.y;h[10]=k.z;h[11]=0;h[12]=0;h[13]=0;h[14]=0;
+h[15]=1;l.transformArray(a,a);for(l=0;l<=g;l++)a[l].set(a[l].x+b.x,a[l].y+b.y,a[l].z+b.z)};h.distanceLineLine=function(a,b,c,g,e,f){var k=0,l=0,h=d.Point3.subtract(b,a),n=d.Point3.subtract(g,c),m=d.Point3.dot(h,a),p=d.Point3.dot(h,n),q=d.Point3.dot(h,h),r=d.Point3.dot(h,c),B=d.Point3.dot(n,n),D=d.Point3.dot(n,c),C=d.Point3.dot(n,a);g=d.Point3.dot(h,g);var E=d.Point3.dot(n,b),F=q*B-p*p;0===F?(0!==q?(r=(r-m)/q,0>r?r=0:1<r&&(r=1),m=(g-m)/q,0>m?m=0:1<m&&(m=1)):m=r=0,0!==B?(C=(C-D)/B,0>C?C=0:1<C&&(C=1),
+B=(E-D)/B,0>B?B=0:1<B&&(B=1)):B=C=0,k=(r+m)/2,l=(C+B)/2):(b=(p*C-p*D-B*m+B*r)/F,p=(q*C-q*D+p*r-p*m)/F,r=(r-m)/q,C=(C-D)/B,m=(g-m)/q,B=(E-D)/B,0<=b&&1>=b&&0<=p&&1>=p?(k=b,l=p):0>b&&0<=p&&1>=p?(k=b,l=C):1<b&&0<=p&&1>=p?(k=b,l=B):0<=b&&1>=b&&0>p?(k=r,l=p):0<=b&&1>=b&&1<p?(k=m,l=p):0>b&&0>p?(k=r,l=C):0>b&&1<p?(k=m,l=C):1<b&&0>p?(k=r,l=B):1<b&&1<p&&(k=m,l=B),0>k?k=0:1<k&&(k=1),0>l?l=0:1<l&&(l=1));e.x=k*h.x+a.x;e.y=k*h.y+a.y;e.z=k*h.z+a.z;f.x=l*n.x+c.x;f.y=l*n.y+c.y;f.z=l*n.z+c.z;return d.Point3.subtract(f,
+e).length()};h.lineLineIntersect=function(a,b,c,g){var e=d.Point3.zero(),f=d.Point3.zero(),k=d.Point3.zero(),l=d.Point3.zero(),h=d.Point3.zero();k.x=a.x-c.x;k.y=a.y-c.y;k.z=a.z-c.z;l.x=g.x-c.x;l.y=g.y-c.y;l.z=g.z-c.z;if(1E-12>Math.abs(l.x)&&1E-12>Math.abs(l.y)&&1E-12>Math.abs(l.z))return null;h.x=b.x-a.x;h.y=b.y-a.y;h.z=b.z-a.z;if(1E-12>Math.abs(h.x)&&1E-12>Math.abs(h.y)&&1E-12>Math.abs(h.z))return null;b=k.x*l.x+k.y*l.y+k.z*l.z;g=l.x*h.x+l.y*h.y+l.z*h.z;var n=k.x*h.x+k.y*h.y+k.z*h.z;k=l.x*l.x+l.y*
+l.y+l.z*l.z;var m=(h.x*h.x+h.y*h.y+h.z*h.z)*k-g*g;if(1E-12>Math.abs(m))return null;n=(b*g-n*k)/m;b=(b+g*n)/k;e.x=a.x+n*h.x;e.y=a.y+n*h.y;e.z=a.z+n*h.z;f.x=c.x+b*l.x;f.y=c.y+b*l.y;f.z=c.z+b*l.z;return e};h.closestPointScalarFromPointToSegment=k;h.closestPointFromPointToSegment=function(a,b,c){c=k(a,b,c);b=d.Point3.subtract(b,a).scale(c);return d.Point3.add(a,b)};h.isPointOnLineSegment=function(a,b,c,g){var e=k(a,b,c);if(0>e||1<e)return!1;b=d.Point3.subtract(b,a).scale(e);a=d.Point3.add(a,b);return d.Point3.subtract(a,
+c).squaredLength()<=g*g};h.isPointOnLineSegment2d=function(a,b,c,g){var e=d.Point2.subtract(c,b);var f=e.length();e.scale(((a.x-b.x)*(c.x-b.x)+(a.y-b.y)*(c.y-b.y))/(f*f));e=d.Point2.add(b,e);return d.Point2.distance(a,e)<=g?e.x<Math.min(b.x,c.x)||e.x>Math.max(b.x,c.x)||e.y<Math.min(b.y,c.y)||e.y>Math.max(b.y,c.y)?!1:!0:!1};h.isPointInRect2d=function(a,b,c,d){void 0===d&&(d=0);return a.x+d<b.x||a.x>b.x+c.x+d||a.y+d<b.y||a.y>b.y+c.y+d?!1:!0};h.generateArcPoints=function(a,b,c,e,f){var k=[],l=d.Point3.zero(),
+h=new d.Matrix;b/=f;for(var n=0,m=0;n<=f;++n,m+=b)g(a,m,h),h.transform(e,l),k.push(d.Point3.add(c,l));return k}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e){this.origin=d.Point3.zero();this.direction=new d.Point3(0,0,1);a&&this.origin.assign(a);e&&this.direction.assign(e)}f.prototype.copy=function(){return new f(this.origin,this.direction)};f.prototype.assign=function(a){this.origin.assign(a.origin);this.direction.assign(a.direction);return this};f.prototype.negate=function(){this.direction.negate();return this};return f}();d.Ray=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this.normal=d.Point3.zero();this.d=0}f.prototype.setFromPointAndNormal=function(a,e){this.normal.assign(e);this.d=-d.Point3.dot(e,a);return this};f.prototype.setFromPoints=function(a,e,c){this.normal=d.Point3.cross(d.Point3.subtract(e,a),d.Point3.subtract(c,a)).normalize();this.d=-d.Point3.dot(a,this.normal)};f.prototype.setFromCoefficients=function(a,d,c,b){this.normal.set(a,d,c);this.d=b};f.prototype.getCoefficients=function(){var a=this.normal;return[a.x,
+a.y,a.z,this.d]};f.prototype.distanceToPoint=function(a){return d.Point3.dot(this.normal,a)+this.d};f.prototype.rayIntersection=function(a){var e=d.Point3.zero();return this.intersectsRay(a,e)?e:null};f.prototype.intersectsRay=function(a,e){var c=d.Point3.dot(this.normal,a.direction),b=this.distanceToPoint(a.origin),g=-b/c;return 0<=g&&0<Math.abs(c)?(e&&(c=a.direction.copy().scale(g),e.set(a.origin.x+c.x,a.origin.y+c.y,a.origin.z+c.z)),!0):0<=g&&0>=Math.abs(b)?(e&&e.assign(a.origin),!0):!1};f.prototype.determineSide=
+function(a){return 0<this.normal.x*a.x+this.normal.y*a.y+this.normal.z*a.z+this.d?!0:!1};f.prototype.copy=function(){var a=new f;a.normal.assign(this.normal);a.d=this.d;return a};f.prototype.assign=function(a){this.normal.assign(a.normal);this.d=a.d};f.prototype.equals=function(a){return this.normal.equals(a.normal)&&this.d===a.d};f.createFromPointAndNormal=function(a,d){return(new f).setFromPointAndNormal(a,d)};f.createFromPoints=function(a,d,c){var b=new f;b.setFromPoints(a,d,c);return b};f.createFromCoefficients=
+function(a,d,c,b){var g=new f;g.setFromCoefficients(a,d,c,b);return g};return f}();d.Plane=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b}d.prototype.scale=function(a){this.x*=a;this.y*=a;this.z*=a;this.w*=a;return this};d.prototype.set=function(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b};d.prototype.assign=function(a){this.x=a.x;this.y=a.y;this.z=a.z;this.w=a.w};d.zero=function(){return new d(0,0,0,0)};return d}();d.Point4=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b}f.prototype.set=function(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b};f.prototype.copy=function(){return new f(this.x,this.y,this.z,this.w)};f.prototype.equals=function(a){return this.x===a.x&&this.y===a.y&&this.z===a.z&&this.w===a.w};f.prototype.fromArray=function(a){this.x=a[0];this.y=a[1];this.z=a[2];this.w=a[3];return this};f.prototype.toArray=function(a){a[0]=this.x;a[1]=this.y;a[2]=this.z;a[3]=this.w;return this};
+f.prototype.negate=function(){this.x=-this.x;this.y=-this.y;this.z=-this.z;this.w=-this.w;return this};f.prototype.magnitudeSquared=function(){return this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w};f.prototype.magnitude=function(){return Math.sqrt(this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w)};f.add=function(a,d){return new f(a.x+d.x,a.y+d.y,a.z+d.z,a.w+d.w)};f.subtract=function(a,d){return new f(a.x-d.x,a.y-d.y,a.z-d.z,a.w-d.w)};f.Identity=function(){return new f(0,0,0,1)};f.toMatrix=
+function(a){var e=a.x*a.x+a.y*a.y+a.z*a.z+a.w*a.w;e=2/e;var c=a.x*e,b=a.y*e,g=a.z*e;e=a.w*c;var f=a.w*b,l=a.w*g;c*=a.x;var h=a.x*b,m=a.x*g;b*=a.y;var p=a.y*g;a=a.z*g;g=new d.Matrix;g.m[0]=1-(b+a);g.m[1]=h+l;g.m[2]=m-f;g.m[3]=0;g.m[4]=h-l;g.m[5]=1-(c+a);g.m[6]=p+e;g.m[7]=0;g.m[8]=m+f;g.m[9]=p-e;g.m[10]=1-(c+b);g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g};f.createFromMatrix=function(a){var d=[],c=a.m[0]+a.m[5]+a.m[10];if(0<c){var b=Math.sqrt(c+1);d[3]=.5*b;b=.5/b;d[0]=b*(a.m[6]-a.m[9]);
+d[1]=b*(a.m[8]-a.m[2]);d[2]=b*(a.m[1]-a.m[4])}else{c=0;a.m[5]>a.m[0]&&(c=1);a.m[10]>a.m[4*c+c]&&(c=2);b=[1,2,0];var g=b[c],k=b[g];b=Math.sqrt(a.m[4*c+c]-(a.m[4*g+g]+a.m[4*k+k])+1);d[c]=.5*b;b=.5/b;d[3]=b*(a.m[4*g+k]-a.m[4*k+g]);d[g]=b*(a.m[4*c+g]+a.m[4*g+c]);d[k]=b*(a.m[4*c+k]+a.m[4*k+c])}return f.Identity().fromArray(d)};f.interpolate=function(a,d,c){var b=[],g=[],e=[];a.toArray(b);d.toArray(g);a=b[0]*g[0]+b[1]*g[1]+b[2]*g[2]+b[3]*g[3];if(1+a>f._epsilon){if(1-a>f._epsilon){d=f._arccos(a);var l=1/
+Math.sin(d);a=l*Math.sin((1-c)*d);c=l*Math.sin(c*d)}else a=1-c;for(d=0;4>d;++d)e[d]=a*b[d]+c*g[d]}else for(e[0]=-b[1],e[1]=b[0],e[2]=-b[3],e[3]=b[2],a=Math.sin(.5*Math.PI*(1-c)),c=Math.sin(.5*Math.PI*c),d=0;3>d;++d)e[d]=a*b[d]+c*e[d];return f.Identity().fromArray(e)};f._arccos=function(a){return-1>a?Math.PI:1<a?0:Math.acos(a)};f._epsilon=1E-5;return f}();d.Quaternion=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,b){this._button=a;this._modifier=b}a.prototype.getButton=function(){return this._button};a.prototype.getModifier=function(){return this._modifier};return a}();h.ButtonModifier=f;var a=function(){function a(a){this._ptFirst=d.Point2.zero();this._ptPrevious=d.Point2.zero();this._ptCurrent=d.Point2.zero();this._dragging=!1;this._dragCount=0;this._primaryTouchId=null;this._mapping=[];this._buttonModifierActive=!1;this._doubleClickInterval=200;this._firstMouseDownTime=
+null;this._isDoubleClick=!1;this._viewer=a}a.prototype.onDoubleClick=function(a){};a.prototype.onMouseDown=function(a){this._firstMouseDownTime?Date.now()-this._firstMouseDownTime<this._doubleClickInterval?(this._isDoubleClick=!0,this._firstMouseDownTime=null):this._firstMouseDownTime=Date.now():(this._firstMouseDownTime=Date.now(),this._isDoubleClick=!1);if(this._isDoubleClick)this.onDoubleClick(a);else{if(this._buttonModifierActive=this.checkMapping(a))a=a.getPosition(),this._ptFirst.assign(a),
+this._ptPrevious.assign(a),this._ptCurrent.assign(a);this._dragging=!0}};a.prototype.onMouseMove=function(a){this.isActive()&&(this._ptPrevious.assign(this._ptCurrent),this._ptCurrent.assign(a.getPosition()),this._dragging&&!this._ptCurrent.equals(this._ptPrevious)&&(++this._dragCount,1===this._dragCount&&this._viewer.trigger("beginInteraction")))};a.prototype.onMouseUp=function(a){this._buttonModifierActive&&this.stopInteraction();this._dragging=!1};a.prototype.stopInteraction=function(){this._viewer.trigger("endInteraction");
+this._dragging=!1;this._dragCount=0;this._buttonModifierActive=!1};a.prototype.isDragging=function(){return this._dragging};a.prototype.isActive=function(){return(this._buttonModifierActive||null!==this._primaryTouchId)&&!this._isDoubleClick&&!this._viewer.getContextMenuStatus()};a.prototype.onTouchStart=function(a){if(null===this._primaryTouchId){this._primaryTouchId=a.getId();var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Down);
+this.onMouseDown(b)}a.setHandled(this.setHandled())};a.prototype.onTouchMove=function(a){if(this._primaryTouchId===a.getId()){var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Move);this.onMouseMove(b)}a.setHandled(this.setHandled())};a.prototype.onTouchEnd=function(a){if(this._primaryTouchId===a.getId()){var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Up);
+this.onMouseUp(b);this._primaryTouchId=null}a.setHandled(this.setHandled())};a.prototype.addMapping=function(a,b){void 0===b&&(b=d.KeyModifiers.None);this._mapping.push(new f(a,b))};a.prototype.clearMapping=function(){this._mapping=[]};a.prototype.setMapping=function(a,b){void 0===b&&(b=d.KeyModifiers.None);this._mapping=[];this._mapping.push(new f(a,b))};a.prototype.checkMapping=function(a){if(0===this._mapping.length)return!0;for(var b=0,c=this._mapping;b<c.length;b++){var d=c[b];if(d.getButton()===
+a.getButton()&&d.getModifier()===a.getModifiers())return!0}return!1};a.prototype.setHandled=function(){return!1};a.prototype.onDeactivate=function(){var a=this.stopInteraction();this._primaryTouchId=null;return a};return a}();h.OperatorBase=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._stage=0;c._finalized=!1;c._uniqueId="";c._positions=[];c._name="";c._measurementValue=0;c._unitMultiplier=1;c._textShape=new h.Shape.TextBox;c._visibility=!0;c._positions=[];c._lineShapes=[];c._viewer=b;return c}__extends(c,a);c.prototype.getName=function(){return this._name};c.prototype.setName=function(a){this._name=a};c.prototype._getStage=function(){return this._stage};c.prototype._nextStage=function(){this._stage++};
+c.prototype._setId=function(a){this._uniqueId=a};c.prototype._getId=function(){return this._uniqueId};c.prototype.adjust=function(a){a};c.prototype._isFinalized=function(){return this._finalized};c.prototype.update=function(){};c.prototype.draw=function(){this.update()};c.prototype.setVisibility=function(a){this._visibility=a;this.draw();a?this._viewer.trigger("measurementShown",this):this._viewer.trigger("measurementHidden",this)};c.prototype.getVisibility=function(){return this._visibility};c.prototype.toJson=
+function(){return{}};c.prototype.forJson=function(){return this.toJson()};c.prototype.getMeasurementValue=function(){return this._measurementValue};c.prototype.getUnitMultiplier=function(){return this._unitMultiplier};c.prototype.setMeasurementText=function(a){this._textShape.setTextString(a)};c.prototype.getMeasurementText=function(){return this._textShape.getTextString()};c.prototype._setMeasurementValue=function(a){this._measurementValue=a/this._unitMultiplier;this.setMeasurementText(d.Util.formatWithUnit(this._measurementValue,
+this._unitMultiplier));this._viewer.trigger("measurementValueSet",this)};c._serializePointArray=function(a){for(var b=[],c=0;c<a.length;c++)b.push(a[c].toJson());return b};c._constructPointArray=function(a){for(var b=[],c=0;c<a.length;c++){var e=d.Point3.fromJson(a[c]);b.push(e)}return b};return c}(h.MarkupItem);f.MeasureMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b){b=a.call(this,b)||this;b._rectangle=new d.Markup.Shape.Rectangle;b._markupHandle=null;b._dim=new d.Point2(0,0);b.initialPosition=new d.Point2(0,0);b.currentPosition=new d.Point2(0,0);b.min=new d.Point2(0,0);b.max=new d.Point2(0,0);b._name="_RectangleMarkup";b._rectangle.setFillOpacity(0);return b}__extends(c,a);c.prototype.draw=function(){this._viewer.markupManager.getRenderer().drawRectangle(this._rectangle)};c.prototype.updateCurrentPosition=
+function(a){this.currentPosition.assign(a);this._rectangle.setStrokeColor(this.initialPosition.x<this.currentPosition.x?d.Color.red():d.Color.blue());this.min.assign(this.initialPosition);this.max.assign(this.currentPosition);this.max.x<this.min.x&&(a=this.max.x,this.max.x=this.min.x,this.min.x=a);this.max.y<this.min.y&&(a=this.max.y,this.max.y=this.min.y,this.min.y=a);this._dim.assign(this.max);this._dim.subtract(this.min);this._updateRectangleVertices()};c.prototype._updateRectangleVertices=function(){this._rectangle.setPosition(this.min);
+this._rectangle.setSize(this._dim)};c.prototype.activate=function(a){this.initialPosition.assign(a);this.currentPosition.assign(a);this.min.assign(a);this.max.assign(a);this._dim.set(0,0);this._rectangle.setStrokeWidth(1);this._updateRectangleVertices();this._markupHandle=this._viewer.markupManager.registerMarkup(this)};c.prototype.deactivate=function(){this.initialPosition.set(0,0);this.currentPosition.set(0,0);this.min.set(0,0);this.max.set(0,0);this._dim.set(0,0);this._rectangle.setStrokeWidth(0);
+this._updateRectangleVertices();var a=this._viewer.markupManager;null!==this._markupHandle&&(a.unregisterMarkup(this._markupHandle),this._markupHandle=null);a.refreshMarkup()};c.prototype.isActive=function(){return null!==this._markupHandle};return c}(d.Markup.Measure.MeasureMarkup),a=function(a){function c(b){var c=a.call(this,b)||this;c._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;c._rectangleMarkup=new f(b);c._incrementalSelection=d.Util.IncrementalSelection.create("SelectionManager",
+b);b.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.clearSelection()];case 1:return a.sent(),[2,this.waitForIdle()]}})})},selectionArray:function(a){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return 0!==a.length?[3,2]:[4,this._incrementalSelection.stopSelection()];case 1:b.sent(),b.label=2;case 2:return[2]}})})}});return c}
+__extends(c,a);c.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};c.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};c.prototype.hasActiveSelection=function(){return!this._incrementalSelection.isIdle()};c.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.waitForIdle()]})})};c.prototype.clearSelection=
+function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.clearSelection()]})})};c.prototype._allowSelection=function(a,c){return a.x===c.x||a.y===c.y?!1:!0};c.prototype._createBeginConfig=function(a,c,e){var b=new d.IncrementalPickConfig;b.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;b.ignoreCuttingSections=!1;b.ignoreUnrequestedInstances=!0;e&&(b.mustBeFullyContained=!0);return{pickConfig:b,areaCssMin:a,
+areaCssMax:c}};c.prototype._performSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h;return __generator(this,function(g){switch(g.label){case 0:return b=this._rectangleMarkup.min.copy(),c=this._rectangleMarkup.max.copy(),e=this._rectangleMarkup.initialPosition.x<this._rectangleMarkup.currentPosition.x,a?[4,this.clearSelection()]:[3,2];case 1:g.sent(),g.label=2;case 2:if(!this._allowSelection(b,c))return[2];f=this._createBeginConfig(b,c,e);g.label=3;case 3:return g.trys.push([3,
+5,,6]),[4,this._incrementalSelection.performSelection(f)];case 4:return[2,g.sent()];case 5:h=g.sent();if(!(h instanceof d.SelectionInvalidatedError))throw h;return[3,6];case 6:return[2]}})})};c.prototype.setHandled=function(){return!0};c.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&this.clearSelection()};c.prototype.onMouseDown=function(b){a.prototype.onMouseDown.call(this,b);this.isActive()&&(b.setHandled(!0),this._rectangleMarkup.isActive()&&this._rectangleMarkup.deactivate(),
+this._rectangleMarkup.activate(b.getPosition()))};c.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);this.isActive()&&this._rectangleMarkup.isActive()&&(b.setHandled(!0),this._rectangleMarkup.updateCurrentPosition(b.getPosition()),this._viewer.markupManager.refreshMarkup())};c.prototype.onMouseUp=function(b){if(this.isActive()&&this._rectangleMarkup.isActive()){b.setHandled(!0);this._rectangleMarkup.updateCurrentPosition(b.getPosition());var c=!b.controlDown();this._performSelection(c)}this._rectangleMarkup.isActive()&&
+this._rectangleMarkup.deactivate();a.prototype.onMouseUp.call(this,b)};return c}(h.OperatorBase);h.AreaSelectionOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._axisTriad=c.view.getAxisTriad();b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;return b}__extends(e,a);e.prototype.onMouseUp=function(c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:if(!(this._axisTriad.getEnabled()&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()&&this._axisTriad.insideOverlay(c.getPosition())))return[3,
+3];c.setHandled(!0);return[4,this._viewer.view.pickFromPoint(this._ptFirst,this._pickConfig)];case 1:return b=g.sent(),[4,this._axisTriad.onClickSelection(b)];case 2:g.sent(),g.label=3;case 3:return a.prototype.onMouseUp.call(this,c),[2]}})})};return e}(h.OperatorBase);h.AxisTriadOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(a,c,b,d,f){this.section=a;this.node=c;this.planeIndex=b;this.plane=d;this.selectionPosition=f;this.origPlaneD=d.d}}(),a=function(a){function c(b,c){b=a.call(this,b)||this;b._context=null;b._cuttingManager=c;return b}__extends(c,a);c.prototype.onMouseDown=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return a.prototype.onMouseDown.call(this,b),this.isActive()&&this._cuttingManager.hasActiveCuttingSection()?
+[4,this._startSelection(b)]:[3,2];case 1:c.sent(),b.setHandled(null!==this._context),c.label=2;case 2:return[2]}})})};c.prototype.onMouseMove=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:a.prototype.onMouseMove.call(this,b);c=this._context;if(!this.isActive()||null===c)return[3,2];b.setHandled(!0);return[4,this._updatePlane(b.getPosition(),c,!1)];case 1:d.sent(),this._viewer.trigger("cuttingPlaneDrag",c.section,c.planeIndex),
+d.label=2;case 2:return[2]}})})};c.prototype._updatePlane=function(a,c,e){return __awaiter(this,void 0,void 0,function(){var b,g,f,k,h,r,u,t,v;return __generator(this,function(l){switch(l.label){case 0:b=c.selectionPosition;g=c.plane.normal.copy().add(c.selectionPosition);f=this._viewer.view.unprojectPoint(a,0);k=this._viewer.view.unprojectPoint(a,.5);if(null===f||null===k)return[3,3];h=d.Util.lineLineIntersect(b,g,f,k);if(null===h)return[3,2];r=d.Point3.subtract(h,c.selectionPosition);u=0>d.Point3.dot(r,
+c.plane.normal)?r.length():-r.length();c.plane.d=c.origPlaneD+u;t=c.plane.normal.copy().scale(-u);v=(new d.Matrix).setTranslationComponent(t.x,t.y,t.z);return[4,c.section.updatePlane(c.planeIndex,c.plane,v,e,!1)];case 1:l.sent(),l.label=2;case 2:this._cuttingManager.delayCapping(),l.label=3;case 3:return[2]}})})};c.prototype.onMouseUp=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:c=this._context;if(!this.isActive()||null===
+c)return[3,2];b.setHandled(!0);return[4,this._updatePlane(b.getPosition(),c,!0)];case 1:d.sent(),this._viewer.trigger("cuttingPlaneDragEnd",c.section,c.planeIndex),d.label=2;case 2:return this._context=null,a.prototype.onMouseUp.call(this,b),[2]}})})};c.prototype.setHandled=function(){return this.isActive()&&null!==this._context};c.prototype._startSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return this._context=
+null,b=a.getPosition(),c=d.SelectionMask.Face|d.SelectionMask.Line,e=new d.PickConfig(c),e.ignoreCappingGeometry=!0,e.forceEffectiveSceneVisibilityMask=d.SelectionMask.Face,[4,this._viewer.view.compositePickFromPoint(b,e)];case 1:h=g.sent();m=h.fetchMostRelevant(c);if(null===m)return[2];p=m.getNodeId();q=this._cuttingManager.getCuttingSectionFromNodeId(p);null!==q&&(r=q.getPlaneIndexByNodeId(p),this._context=new f(q,p,r,q.getPlane(r),m.getPosition()),this._cuttingManager.delayCapping(),this._viewer.trigger("cuttingPlaneDragStart",
+q,r));return[2]}})})};return c}(h.OperatorBase);h.CuttingPlaneOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._draggingHandle=!1;b._newRotationMatrix=new d.Matrix;b._translation=d.Point3.zero();b._newTranslation=d.Point3.zero();b._nodeIdGroupMap=new Map;b._groupIdCount=0;b._activeChildrenGroupIds=new Map;b._initialLocalNodeMatrices=[];b._newLocalNodeMatrices=[];b._trackedPoints=[];b._trackedPointsPositions=[];b._trackedPointCount=0;b._previousContextClick=!1;b._overlayIndex=null;b._activeHandleNodeId=null;b._handleEventType=
+d.HandleEventType.Translate;b._highlightedHandleId=null;b._handleSize=1;b._explodeActive=!1;b._measureActive=!1;b._settingMatrixInProgress=!1;b._handleMarkup=new d.Markup.HandleMarkup(c);b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;c.setCallbacks({explode:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return(this._explodeActive=0<a)?[4,this.removeHandles()]:[3,2];case 1:b.sent(),b.label=
+2;case 2:return[2]}})})},measurementBegin:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return this._measureActive=!0,[4,this.removeHandles()];case 1:return a.sent(),[2]}})})},measurementCreated:function(){b._measureActive=!1}});return b}__extends(e,a);e.prototype.setAxisMeshData=function(a){return this._handleMarkup.setAxisMeshData(a)};e.prototype.setPlaneMeshData=function(a){return this._handleMarkup.setPlaneMeshData(a)};e.prototype.setViewPlaneMeshData=
+function(a){return this._handleMarkup.setViewPlaneMeshData(a)};e.prototype.setRotateMeshData=function(a){return this._handleMarkup.setRotateMeshData(a)};e.prototype.addTrackedPoint=function(a){var b=this._trackedPointCount;this._trackedPoints[b]=a.copy();this._trackedPointsPositions[b]=a.copy();++this._trackedPointCount;return b};e.prototype.getTrackedPoints=function(){return this._trackedPointsPositions};e.prototype.clearTrackedPoints=function(){this._trackedPoints.length=0;this._trackedPointCount=
+this._trackedPointsPositions.length=0};e.prototype.isEnabled=function(){return!this._explodeActive&&!this._measureActive&&!this._viewer.sheetManager.isDrawingSheetActive()};e.prototype._guardEnabled=function(){if(!this.isEnabled()){var a=this._explodeActive?"Handles are not enabled when the model is exploded":this._measureActive?"Handles are not enabled while a measurement is in progress.":this._viewer.sheetManager.isDrawingSheetActive()?"Handles are not enabled for 2d drawings.":"Handles are not enabled.";
+throw new d.CommunicatorError(a);}};e.prototype.setHandleSize=function(a){this._handleSize=a};e.prototype.addHandles=function(a,b,d){void 0===b&&(b=null);void 0===d&&(d=null);return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return this._previousContextClick=!1,this._guardEnabled(),b?[3,2]:[4,this._viewer.model.getNodesBounding(a)];case 1:return c=g.sent(),[2,this.addHandles(a,c.center())];case 2:return null===d&&(d=this.generateGroupId()),
+this._nodeIdGroupMap.set(d,a),[2,this._handleMarkup.addHandles(b,this._handleSize,d)]}})})};e.prototype.generateGroupId=function(){return this._groupIdCount++};e.prototype._massageGroupId=function(a){return null===a?d.Markup.HandleMarkup.defaultGroupId:a};e.prototype.addAxisTranslationHandle=function(a,b,d,e,f){void 0===e&&(e=null);void 0===f&&(f=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addAxisTranslationHandle(a,
+b,d,e,this._massageGroupId(f))]})})};e.prototype.addAxisRotationHandle=function(a,b,d,e,f){void 0===e&&(e=null);void 0===f&&(f=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addRotateHandle(a,b,d,e,this._massageGroupId(f))]})})};e.prototype.addPlaneTranslationHandle=function(a,b,d,e,f,h){void 0===f&&(f=null);void 0===h&&(h=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addPlaneTranslationHandle(a,b,d,e,f,this._massageGroupId(h))]})})};e.prototype.addViewPlaneTranslationHandle=function(a,b,d){void 0===d&&(d=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addViewPlaneHandle(a,b,this._massageGroupId(d))]})})};e.prototype.setNodeIds=function(a,b){void 0===b&&
+(b=null);this._nodeIdGroupMap.set(this._massageGroupId(b),a)};e.prototype.getNodeIds=function(a){void 0===a&&(a=null);a=this._nodeIdGroupMap.get(this._massageGroupId(a));return void 0===a?[]:a.slice()};e.prototype.showHandles=function(){this._handleMarkup.showOverlay()};e.prototype.updatePosition=function(a,b,d,e){void 0===e&&(e=null);return this._handleMarkup.updatePosition(a,b,d,this._massageGroupId(e),this._activeChildrenGroupIds)};e.prototype.getPosition=function(){var a=this._handleMarkup.getHandleNodeIds();
+return 0<a.length&&(a=this._handleMarkup.getPosition(a[0]),null!==a)?a.copy():null};e.prototype.removeHandles=function(){this._newRotationMatrix=new d.Matrix;this._translation=d.Point3.zero();this._highlightedHandleId=null;this._nodeIdGroupMap.clear();this._groupIdCount=0;return this._handleMarkup.removeHandles()};e.prototype.getTranslation=function(){return this._translation};e.prototype._initLocalNodeMatrices=function(a){var b=this._viewer.model;this._initialLocalNodeMatrices=[];for(var c=0;c<a.length;c++)this._initialLocalNodeMatrices.push(b.getNodeMatrix(a[c]))};
+e.prototype._getHandleEventType=function(a){return this._handleMarkup.getHandleType(a)===d.HandleType.Rotate?d.HandleEventType.Rotate:d.HandleEventType.Translate};e.prototype._rotate=function(a,b,g,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(f){switch(f.label){case 0:if(!this._draggingHandle||this._settingMatrixInProgress)return[2];c=this.getNodeIds(e);return[4,this._genericTransform(a,b,d.Point3.zero(),g,c,e)];case 1:return f.sent(),this._viewer.trigger("handleEvent",
+d.HandleEventType.Rotate,c,this._initialLocalNodeMatrices,this._newLocalNodeMatrices),[2]}})})};e.prototype._translate=function(a,b,g){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(e){switch(e.label){case 0:if(!this._draggingHandle||this._settingMatrixInProgress)return[2];c=this.getNodeIds(g);return[4,this._genericTransform(d.Point3.zero(),0,a,b,c,g)];case 1:return e.sent(),this._viewer.trigger("handleEvent",d.HandleEventType.Translate,c,this._initialLocalNodeMatrices,
+this._newLocalNodeMatrices),[2]}})})};e.prototype._genericTransform=function(a,b,g,e,f,h){return __awaiter(this,void 0,void 0,function(){var c,k,l,n,u,t,v,w,z,x,y,A,B,D,C,E;return __generator(this,function(m){switch(m.label){case 0:this._settingMatrixInProgress=!0;c=this._viewer.model;k=new d.Matrix;this._newTranslation=g;0<a.squaredLength()&&(k=this._getRotationMatrix(a,d.Point3.zero(),b),this._newRotationMatrix=k.copy());l=[];l.push(this.updatePosition(this._newTranslation,this._newRotationMatrix,
+!1,h));this._newLocalNodeMatrices=[];for(n=0;n<f.length;n++)u=this._newTranslation.copy(),t=f[n],v=this._initialLocalNodeMatrices[n].copy(),w=a.copy(),z=e.copy(),x=void 0,y=c.getNodeParent(t),null!==y?(x=c.getNodeNetMatrix(y),A=d.Matrix.inverse(x),null!==A&&(A.transform(z,z),A.setTranslationComponent(0,0,0),A.transform(w,w),A.transform(u,u))):x=null,0<a.squaredLength()&&(k=this._getRotationMatrix(w,z,x&&0>x.upperLeft3x3Determinant()?-b:b),v=d.Matrix.multiply(v,k)),v.setTranslationComponent(v.m[12]+
+u.x,v.m[13]+u.y,v.m[14]+u.z),l.push(c.setNodeMatrix(t,v)),this._newLocalNodeMatrices.push(v);B=this._newRotationMatrix.copy();B.setTranslationComponent(g.x,g.y,g.z);for(n=0;n<this._trackedPoints.length;++n)D=this._trackedPoints[n].copy(),C=d.Point3.subtract(D,e),B.transform(C,C),E=d.Point3.add(C,e),this._trackedPointsPositions[n]=E;return[4,d.Util.waitForAll(l)];case 1:return m.sent(),this._settingMatrixInProgress=!1,[2]}})})};e.prototype._testRotate=function(a,b,g){void 0===g&&(g=null);return __awaiter(this,
+void 0,void 0,function(){var c,e;return __generator(this,function(f){switch(f.label){case 0:g=this._massageGroupId(g);c=this._getActiveNodeIdByGroupId(g);if(null===c)return[3,3];e=this._handleMarkup.getPosition(c);if(null===e)return[2];this._startDragging(c,d.HandleEventType.Rotate);return[4,this._rotate(a,b,e,g)];case 1:return f.sent(),[4,this._stopDragging()];case 2:f.sent(),f.label=3;case 3:return[2]}})})};e.prototype._testTranslate=function(a,b){void 0===b&&(b=null);return __awaiter(this,void 0,
+void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:b=this._massageGroupId(b);c=this._getActiveNodeIdByGroupId(b);if(null===c)return[3,3];this._startDragging(c,d.HandleEventType.Translate);return[4,this._translate(a,d.Point3.zero(),b)];case 1:return g.sent(),[4,this._stopDragging()];case 2:g.sent(),g.label=3;case 3:return[2]}})})};e.prototype._getActiveNodeIdByGroupId=function(a){for(var b=this._handleMarkup.getHandleNodeIds(),c=0;c<b.length;++c){var d=b[c];if(this._handleMarkup.getHandleGroupId(d)===
+a)return d}return null};e.prototype._startDragging=function(a,b){var c=this;this._activeHandleNodeId=a;this._handleEventType=b;var d=this._handleMarkup.getHandleGroupId(a),e=this.getNodeIds(d),f=new Map;this._nodeIdGroupMap.forEach(function(a,b){b!==d&&a.forEach(function(a){for(var d=c._viewer.model.getNodeParent(a);null!==d;){if(-1!==e.indexOf(d)){f.set(b,a);break}d=c._viewer.model.getNodeParent(d)}})});this._activeChildrenGroupIds=f;0<e.length&&(this._initLocalNodeMatrices(e),this._viewer.trigger("handleEventStart",
+this._handleEventType,e,this._initialLocalNodeMatrices),this._draggingHandle=!0)};e.prototype._stopDragging=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,function(c){switch(c.label){case 0:this._draggingHandle=!1;if(null===this._activeHandleNodeId)return[3,2];a=this._handleMarkup.getHandleGroupId(this._activeHandleNodeId);return[4,this.updatePosition(this._newTranslation,this._newRotationMatrix,!0,a)];case 1:c.sent(),b=this.getNodeIds(a),this._activeHandleNodeId=
+null,this._activeChildrenGroupIds.clear(),this._viewer.trigger("handleEventEnd",this._handleEventType,b,this._initialLocalNodeMatrices,this._newLocalNodeMatrices),this._newRotationMatrix=new d.Matrix,this._handleMarkup.resetTranslation(),this._translation.add(this._newTranslation),this._newTranslation=d.Point3.zero(),this._trackedPoints=this._trackedPointsPositions.slice(),c.label=2;case 2:return[2]}})})};e.prototype.onMouseDown=function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e,
+f;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseDown.call(this,c),this._overlayIndex=null,[4,this._viewer.view.pickFromPoint(c.getPosition(),this._pickConfig)];case 1:return b=g.sent(),b.isNodeEntitySelection()&&(d=b.getNodeId(),e=this._viewer.model.getNodeName(d),null!==e&&"handle-"===e.slice(0,7)&&(c.setHandled(!0),f=this._getHandleEventType(d),this._startDragging(d,f))),[2]}})})};e.prototype._onHandleDrag=function(){if(null!==this._activeHandleNodeId){var a=
+this._viewer.view.getCamera();d.Point3.zero();d.Point3.zero();var b=this._handleMarkup.getHandleType(this._activeHandleNodeId),g=this._handleMarkup.getVector(this._activeHandleNodeId),e=this._handleMarkup.getPosition(this._activeHandleNodeId);if(null!==b&&null!==e){var f=this._handleMarkup.getHandleGroupId(this._activeHandleNodeId);switch(b){case d.HandleType.Axis:null!==g&&(a=this._getTranslationComponent(e,g,0,f),this._translate(a,e,f));break;case d.HandleType.Plane:null!==g&&(a=this._getTranslationComponent(e,
+g,1,f),this._translate(a,e,f));break;case d.HandleType.ViewPlane:g=a.getTarget();a=a.getPosition();a=d.Point3.subtract(a,g).normalize();a=this._getTranslationComponent(e,a,2,f);this._translate(a,e,f);break;case d.HandleType.Rotate:null!==g&&(this._handleMarkup.getGroupIdRotationMatrix(f).copy().setTranslationComponent(0,0,0).transform(g,g),a=this._getRotationAngle(e,g),this._rotate(g,a,e,f));break;default:d.Util.TypeAssertNever(b)}}}};e.prototype.onMouseMove=function(c){return __awaiter(this,void 0,
+void 0,function(){var b;return __generator(this,function(d){switch(d.label){case 0:a.prototype.onMouseMove.call(this,c);if(!this._draggingHandle||null===this._activeHandleNodeId)return[3,1];this._onHandleDrag();return[3,4];case 1:return[4,this._viewer.view.pickFromPoint(c.getPosition(),this._pickConfig)];case 2:return b=d.sent(),[4,this._highlightHandle(b)];case 3:d.sent(),d.label=4;case 4:return[2]}})})};e.prototype.onMouseUp=function(c){this._draggingHandle||!(3>this._dragCount)||c.getButton()===
+d.Button.Right||this._previousContextClick||this._viewer.getContextMenuStatus()||0!==this._overlayIndex&&null!==this._overlayIndex||this.removeHandles();this._previousContextClick=c.getButton()===d.Button.Right||this._viewer.getContextMenuStatus();this._draggingHandle&&this._stopDragging();a.prototype.onMouseUp.call(this,c)};e.prototype.setHandled=function(){return this._draggingHandle};e.prototype._getClosestPoint=function(a,b,g){var c=a.copy();a=a.copy().add(b);b=this._viewer.view.unprojectPoint(g,
+0);g=this._viewer.view.unprojectPoint(g,.5);return null!==b&&null!==g?d.Util.lineLineIntersect(c,a,b,g):null};e.prototype._getTranslationComponent=function(a,b,g,e){2!==g&&this._handleMarkup.getGroupIdRotationMatrix(e).copy().setTranslationComponent(0,0,0).transform(b,b);var c=e=null;1===g||2===g?(e=this._getPlaneIntersectionPoint(a,b,this._ptFirst),null!==e&&(c=this._getPlaneIntersectionPoint(e,b,this._ptCurrent))):0===g&&(e=this._getClosestPoint(a,b,this._ptFirst),null!==e&&(c=this._getClosestPoint(e,
+b,this._ptCurrent)));return null!==c&&null!==e?d.Point3.subtract(c,e):d.Point3.zero()};e.prototype._clearHighlightedHandle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._highlightedHandleId?[3,2]:[4,this._viewer.model.unsetNodesFaceColor([this._highlightedHandleId])];case 1:a.sent(),this._highlightedHandleId=null,a.label=2;case 2:return[2]}})})};e.prototype._highlightHandle=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e;return __generator(this,function(g){switch(g.label){case 0:if(!a.isNodeEntitySelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.Handles)return[3,2];b=this._viewer.model;c=b.getNodeName(a.getNodeId());if(null===c||"handle-"!==c.slice(0,7))return[3,2];e=a.getNodeId();return this._highlightedHandleId===e?[2]:[4,this._clearHighlightedHandle()];case 1:return g.sent(),this._highlightedHandleId=e,b.setNodesFaceColor([this._highlightedHandleId],d.Color.green()),[2];case 2:return[2,
+this._clearHighlightedHandle()]}})})};e.prototype._getPlaneIntersectionPoint=function(a,b,g){var c=this._viewer.view.unprojectPoint(g,0);g=this._viewer.view.unprojectPoint(g,.5);if(null===c||null===g)return null;c=new d.Ray(c,g.copy().subtract(c));a=d.Plane.createFromPointAndNormal(a,b);b=d.Point3.zero();return a.intersectsRay(c,b)?b:null};e.prototype._getRotationAngle=function(a,b){console.assert(null!==a);var c=this._getPlaneIntersectionPoint(a,b,this._ptFirst),e=this._getPlaneIntersectionPoint(a,
+b,this._ptCurrent);if(null===c||null===e)return 0;c=d.Point3.subtract(c,a).normalize();a=d.Point3.subtract(e,a).normalize();e=d.Point3.dot(c,a);e=180*Math.acos(e)/Math.PI;0>d.Point3.dot(d.Point3.cross(c,a),b)&&(e=-e);return e};e.prototype._getRotationMatrix=function(a,b,g){var c=(new d.Matrix).setTranslationComponent(-b.x,-b.y,-b.z);a=d.Matrix.createFromOffAxisRotation(a,g);b=(new d.Matrix).setTranslationComponent(b.x,b.y,b.z);return d.Matrix.multiply(d.Matrix.multiply(c,a),b)};return e}(h.OperatorBase);
+h.HandleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._navCube=c.view.getNavCube();b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;return b}__extends(e,a);e.prototype.onMouseMove=function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseMove.call(this,c),b=c.getPosition(),d=this._dragging&&1<this._dragCount,this._navCube.getEnabled()&&
+!d&&this._navCube.insideOverlay(b)?[4,this._viewer.view.pickFromPoint(b,this._pickConfig)]:[3,2];case 1:e=g.sent(),this._navCube.onMoveSelection(e),g.label=2;case 2:return[2]}})})};e.prototype.onMouseUp=function(c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:return this._navCube.getEnabled()&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()?[4,this._viewer.view.pickFromPoint(this._ptFirst,this._pickConfig)]:[3,
+3];case 1:return b=g.sent(),[4,this._navCube.onClickSelection(b)];case 2:g.sent(),g.label=3;case 3:return a.prototype.onMouseUp.call(this,c),[2]}})})};return e}(h.OperatorBase);h.NavCubeOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._insertNoteButton=d.Button.Left;c._callbackFlag=!1;c._noteTextManager=b;return c}__extends(e,a);e.prototype.onMouseDown=function(c){var b=this;a.prototype.onMouseDown.call(this,c);this.isActive()&&(this._callbackFlag||(this._viewer.setCallbacks({explode:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this._noteTextManager.explode(a)];case 1:return b.sent(),
+[2]}})})}}),this._callbackFlag=!0),this._dragging=!1)};e.prototype.onMouseUp=function(c){var b=this;if(this.isActive()){var g=new d.PickConfig(d.SelectionMask.Face);if(this._ptFirst.equals(this._ptCurrent)&&c.getButton()===this._insertNoteButton||null!==this._primaryTouchId)g=this._viewer.view.pickFromPoint(c.getPosition(),g).then(function(a){b._noteTextManager.selectPin(a)||b._noteTextManager.getExplodeActive()||b._noteTextManager.getIsolateActive()||0!==a.overlayIndex()||(a.isFaceSelection()&&new d.Markup.Note.NoteText(b._viewer,
+b._noteTextManager,a.getPosition(),a.getFaceEntity().getNormal(),a.getNodeId()),c.setHandled(!0))}),g}a.prototype.onMouseUp.call(this,c)};e.prototype.getNoteTextElement=function(){return this._noteTextManager.getNoteTextElement()};e.prototype.setNoteTextElement=function(a){this._noteTextManager.setNoteTextElement(a)};e.prototype.checkPinInstance=function(a){return null!==this._noteTextManager.checkPinInstance(a)};return e}(h.OperatorBase);h.NoteOperator=f})(d.Operator||(d.Operator={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._selectionButton=d.Button.Left;b._ignoreTransparency=!1;b._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;b._incrementalSelection=d.Util.IncrementalSelection.create("SelectionManager",c);c.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.clearSelection()];case 1:return a.sent(),[2,this.waitForIdle()]}})})},
+selectionArray:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return 0!==a.length?[3,2]:[4,this._incrementalSelection.stopSelection()];case 1:b.sent(),b.label=2;case 2:return[2]}})})}});return b}__extends(e,a);e.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};e.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};e.prototype.setIgnoreTransparency=
+function(a){this._ignoreTransparency=a};e.prototype.getIgnoreTransparency=function(){return this._ignoreTransparency};e.prototype.hasActiveSelection=function(){return!this._incrementalSelection.isIdle()};e.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.waitForIdle()]})})};e.prototype.clearSelection=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,
+this._incrementalSelection.clearSelection()]})})};e.prototype._createBeginConfig=function(a){var b=new d.IncrementalPickConfig;b.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;b.ignoreUnrequestedInstances=!0;return{pickConfig:b,rayCssOrigin:a,rayCssBoxRadius:10}};e.prototype._selectionPredicate=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.model,c=a.getNodeId(),null===
+c?[2,!1]:[4,b.getNodesHaveTransparency([c])];case 1:return d=g.sent()[0],[2,!d]}})})};e.prototype._performSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d=this;return __generator(this,function(g){b=this._createBeginConfig(a);c=this._ignoreTransparency?function(a){return d._selectionPredicate(a)}:null;return[2,this._incrementalSelection.performSelection(b,c)]})})};e.prototype.setHandled=function(){return!0};e.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&
+this.clearSelection()};e.prototype.onMouseUp=function(c){var b=this;this.isActive()&&function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return(c.getButton()===this._selectionButton||null!==this._primaryTouchId)&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()?c.controlDown()?[3,2]:[4,this.clearSelection()]:[3,4];case 1:a.sent(),a.label=2;case 2:return[4,this._performSelection(c.getPosition())];case 3:a.sent(),a.label=
+4;case 4:return[2]}})})}();a.prototype.onMouseUp.call(this,c)};return e}(h.OperatorBase);h.RayDrillSelectionOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._selectionButton=d.Button.Left;c._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;c._doubleClickFitWorld=!0;c._noteTextManager=b;return c}__extends(e,a);e.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};e.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};e.prototype.getSelectionButton=function(){return this._selectionButton};
+e.prototype.setSelectionButton=function(a){this._selectionButton=a};e.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&this._viewer.selectionManager.clear()};e.prototype.onMouseUp=function(c){var b=this;if(this.isActive()&&5>d.Point2.subtract(this._ptFirst,this._ptCurrent).length()&&(c.getButton()===this._selectionButton||null!==this._primaryTouchId)){var g=this._viewer.view,e=new d.PickConfig(d.SelectionMask.Face|d.SelectionMask.Line);e.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;
+g=g.pickFromPoint(this._ptCurrent,e).then(function(a){var g=null!==b._viewer.cuttingManager.getCuttingSectionFromNodeId(a.getNodeId()),e=b._noteTextManager.selectPin(a),f=b._viewer.markupManager.pickMarkupItem(b._ptCurrent);if(f instanceof d.Markup.Redline.RedlineText)f.onSelect();e||g||null!==f||(a.isNodeSelection()?b._processSelectionClick(c,a):b._isDoubleClick||b._viewer.selectionManager.clear())});g}a.prototype.onMouseUp.call(this,c)};e.prototype.onDoubleClick=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(a){return this._doubleClickFitWorld?[2,this._viewer.view.fitWorld()]:[2]})})};e.prototype.setDoubleClickFitWorldEnabled=function(a){this._doubleClickFitWorld=a};e.prototype._getSelectionOrParentIfSelected=function(a){var b=this._viewer.model,c=a.getNodeId();if(!b.isNodeLoaded(c)||b.getNodeType(c)===d.NodeType.PmiBody)return a;var e=this._viewer.selectionManager,f=null;e.getSelectParentIfSelected()&&(f=e.containsParent(a));return null!==f?(b=
+d.Selection.SelectionItem.create(b.getNodeParent(f.getNodeId())),b.isNodeSelection()?b:a):e.contains(a)?(b=d.Selection.SelectionItem.create(b.getNodeParent(c)),b.isNodeSelection()?b:a):a};e.prototype._processSelectionClick=function(a,b){var c=b.overlayIndex();if(0===c||null===c)c=this._viewer.selectionManager,a.controlDown()||a.commandDown()?c.toggle(b):(a=this._getSelectionOrParentIfSelected(b),c.set(a))};return e}(h.OperatorBase);h.SelectionOperator=f})(d.Operator||(d.Operator={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){function f(a,b){var c=new d.PickConfig(d.SelectionMask.Face);c.bimMask=a;c.ignoreOverlays=!0;null!==b&&(c.maxWorldDistance=b);return c}function a(a,b,c,e){return __awaiter(this,void 0,void 0,function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=new d.Ray(b,c),k=f(d.BimMask.Floor,e),[4,a.pickFromRay(g,k)];case 1:return l=h.sent(),l.isFaceSelection()?[2,l.getPosition()]:[2,null]}})})}function e(a,b,c,e){return __awaiter(this,void 0,void 0,
+function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=new d.Ray(b,c),k=f(d.BimMask.Wall,e),[4,a.pickFromRay(g,k)];case 1:return l=h.sent(),l.isFaceSelection()?[2,l]:[2,null]}})})}var c=function(){function a(a){this._nearbyDoors=new Set;this._viewer=a}a.prototype._performSphereSelection=function(a,b,c){var g=d.Util.IncrementalSelection.create("View",this._viewer),e=new d.IncrementalPickConfig(d.SelectionMask.Face);e.bimMask=c;e.onlyStreamedInstances=!0;e.ignoreUnrequestedInstances=
+!0;return g.performSelection({pickConfig:e,sphereCenter:a,sphereRadius:b})};a.prototype.updateNearbyDoors=function(a,b,c){return __awaiter(this,void 0,void 0,function(){var g,e,f,k,l,h,n,w,z,x,y;return __generator(this,function(m){switch(m.label){case 0:return[4,this._performSphereSelection(a,b,d.BimMask.Door)];case 1:g=m.sent();e=new Set;f=0;for(k=g;f<k.length;f++)l=k[f],h=l.getNodeId(),e.add(h);n=d.Util.setSubtraction(e,this._nearbyDoors);w=d.Util.setSubtraction(this._nearbyDoors,e);z=d.Util.setToArray(n);
+x=d.Util.setToArray(w);y=this._viewer.model;y.setNodesOpacity(z,c);y.resetNodesOpacity(x);this._nearbyDoors=e;return[2]}})})};a.prototype.forgetNearbyDoors=function(){var a=d.Util.setToArray(this._nearbyDoors);this._nearbyDoors.clear();this._viewer.model.resetNodesOpacity(a)};return a}(),b=function(b){function g(a){var g=b.call(this,a)||this;g._elevationSpeed=0;g._rotationSpeed=0;g._viewAngle=90;g._zoomDistance=0;g._walkDistance=0;g._tilt=0;g._majorAxis=d.Axis.X;g._maxExtents=0;g._walkActive=!1;g._activeWalk=
+new d.Util.CurrentAction(!0);g._bimModeEnabled=!1;g._synchronizedToggleBimMode=new d.Util.CurrentActionSync;g._initialInteractiveDrawLimitIncreaseStatus=!0;g._logical={floor:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.FloorConfig),wall:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.WallConfig),door:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.DoorConfig)};g._effective={floor:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.FloorConfig),wall:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.WallConfig),
+door:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.DoorConfig)};g._doorCache=new c(a);g._downAxis=new d.Point3(0,-1,0);a.setCallbacks({subtreeLoaded:function(a,b){b===d.NodeSource.LoadModel&&g._updateSceneFloor()}});return g}__extends(g,b);g.prototype._updateSceneFloor=function(){var a=this._viewer.model.getViewAxes().upVector;console.assert(a.isAxis());this._downAxis=d.Point3.scale(a,-1)};g.prototype.isBimModeEnabled=function(){return this._bimModeEnabled};g.prototype._enableBimMode=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return this._bimModeEnabled=!0,this._effective.floor=this._scaleAgainstModelUnit(this._logical.floor),this._effective.wall=this._scaleAgainstModelUnit(this._logical.wall),this._effective.door=this._scaleAgainstModelUnit(this._logical.door),this._updateSceneFloor(),[4,this._applyGravity()];case 1:return a.sent(),[4,this._updateNearbyDoors()];case 2:return a.sent(),[2]}})})};g.prototype._disableBimMode=function(){this._bimModeEnabled=
+!1;this._doorCache.forgetNearbyDoors()};g.prototype.enableBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._enableBimMode()];case 1:return a.sent(),[2]}})})})};g.prototype.disableBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){a._disableBimMode()})};g.prototype.toggleBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){return a._bimModeEnabled?
+a._disableBimMode():a._enableBimMode()})};g.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,function(c){switch(c.label){case 0:return this._viewer.view.setProjectionMode(d.Projection.Perspective),a=this._viewer.view,b=this,[4,a.getInteractiveDrawLimitIncreaseEnabled()];case 1:return b._initialInteractiveDrawLimitIncreaseStatus=c.sent(),a.setInteractiveDrawLimitIncreaseEnabled(!1),this._calculateInitialPosition(),0!==this._maxExtents?[3,
+3]:[4,this.resetDefaultWalkSpeeds()];case 2:c.sent(),c.label=3;case 3:return this._bimModeEnabled?[4,this._updateNearbyDoors()]:[3,5];case 4:c.sent(),c.label=5;case 5:return[2]}})})};g.prototype.onDeactivate=function(){this._viewer.view.setInteractiveDrawLimitIncreaseEnabled(this._initialInteractiveDrawLimitIncreaseStatus);this._doorCache.forgetNearbyDoors();b.prototype.onDeactivate.call(this)};g.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,
+function(c){switch(c.label){case 0:return this._rotationSpeed=40,this._viewAngle=90,[4,this._viewer.model.getModelBounding(!0,!1)];case 1:return a=c.sent(),b=a.extents(),this._maxExtents=Math.max(b.x,b.y,b.z),this._walkDistance=this._maxExtents/15,this._elevationSpeed=this._maxExtents/10,this._zoomDistance=this._maxExtents/30,[2]}})})};g.prototype.getBimFloorConfig=function(){return __assign({},this._logical.floor)};g.prototype.setBimFloorConfig=function(a){this._logical.floor=__assign({},a);this._effective.floor=
+this._scaleAgainstModelUnit(this._logical.floor)};g.prototype.getBimWallConfig=function(){return __assign({},this._logical.wall)};g.prototype.setBimWallConfig=function(a){this._logical.wall=__assign({},a);this._effective.wall=this._scaleAgainstModelUnit(this._logical.wall)};g.prototype.getBimDoorConfig=function(){return __assign({},this._logical.door)};g.prototype.setBimDoorConfig=function(a){this._logical.door=__assign({},a);this._effective.door=this._scaleAgainstModelUnit(this._logical.door)};g.prototype._scaleAgainstModelUnit=
+function(a){var b=this._viewer.model;b=1/b.getNodeUnitMultiplier(b.getAbsoluteRootNode());a=__assign({},a);for(var c=0,d=Object.keys(a);c<d.length;c++){var g=d[c];"number"===typeof a[g]&&(a[g]*=b)}return a};g.prototype.onMouseDown=function(a){b.prototype.onMouseDown.call(this,a)};g.prototype.onMouseMove=function(a){b.prototype.onMouseMove.call(this,a)};g.prototype.onMouseUp=function(a){b.prototype.onMouseUp.call(this,a)};g.prototype._applyGravity=function(){return __awaiter(this,void 0,void 0,function(){var b,
+c,g,e,f,k,h,t,v,w;return __generator(this,function(l){switch(l.label){case 0:return b=this._viewer.view,c=b.getCamera(),g=c.getPosition(),[4,a(b,g,this._downAxis,this._effective.floor.maxFallDistance)];case 1:e=l.sent();if(null!==e)return[3,3];g=d.Point3.subtract(g,d.Point3.scale(this._downAxis,this._effective.floor.avatarOffset));return[4,a(b,g,this._downAxis,this._effective.floor.maxFallDistance)];case 2:e=l.sent();if(null===e)return[2];l.label=3;case 3:f=new d.Point3(0,0,this._effective.floor.avatarOffset);
+k=d.Point3.add(e,f);h=d.Point3.subtract(k,g);t=h.length();if(t>this._effective.floor.negligibleClimbHeight&&(v=d.Util.computeAngleBetweenVector(h,this._downAxis),(w=90<v)&&t>this._effective.floor.maxClimbHeight))return[2];this._applyWalkDelta(c,h);return[2]}})})};g.prototype._updateNearbyDoors=function(){var a=this._viewer.view.getCamera().getPosition();return this._doorCache.updateNearbyDoors(a,this._effective.door.transparencyRange,.5)};g.prototype._updateCamera=function(a){this._resetPosition(a);
+this._updateCameraTilt(a);this._updateCameraViewAngle(a);this._viewer.view.setCamera(a)};g.prototype._applyWalkDelta=function(a,b){a.dolly(d.Point3.scale(b,-1));this._updateCamera(a)};g.prototype._applyWalkDeltaWithCollisionCheck=function(a,b,c){return __awaiter(this,void 0,void 0,function(){var g,e,f,k,h,l,n,m,x,y,A,B,D,C,E,F,H,G;return __generator(this,function(p){switch(p.label){case 0:return g=a.getPosition(),e=d.Matrix.createFromOffAxisRotation(c,90),f=e.transform(b),k=d.Matrix.createFromOffAxisRotation(c,
+-90),h=k.transform(b),l=this._testWallCollision(g,f,this._effective.wall.avatarOffset),n=this._testWallCollision(g,h,this._effective.wall.avatarOffset),m=this._testWallCollision(g,b,b.length()+this._effective.wall.avatarOffset),[4,Promise.all([l,n])];case 1:x=p.sent();y=x[0];A=x[1];if(null!==y||null!==A)if(B=function(a){return null!==a?(a=a.getFaceEntity().getNormal(),90<d.Util.computeAngleBetweenVector(a,b)):!1},B(y)||B(A))return[2];return[4,m];case 2:return D=p.sent(),null!==D&&(C=b.length(),E=
+d.Point3.scale(b,1/C),F=d.Point3.subtract(D.getPosition(),g).length(),H=F-this._effective.wall.avatarOffset,G=Math.min(C,H),b=d.Point3.scale(E,G)),this._applyWalkDelta(a,b),[2]}})})};g.prototype._testWallCollision=function(a,b,c){return e(this._viewer.view,a,b,c)};g.prototype._walkBackward=function(a,b){var c=this._viewer.view.getCamera();this._resetPosition(c);var g=c.getTarget(),e=c.getPosition(),f=c.getUp();a=d.Point3.subtract(e,g).normalize().copy().scale(a);return b?this._applyWalkDeltaWithCollisionCheck(c,
+a,f):this._applyWalkDelta(c,a)};g.prototype._walkForward=function(a,b){return this._walkBackward(-a,b)};g.prototype._walkLeft=function(a,b){var c=this._viewer.view.getCamera();this._resetPosition(c);var g=c.getTarget(),e=c.getPosition(),f=c.getUp();g=d.Point3.subtract(g,e).normalize();a=d.Point3.cross(f,g).normalize().copy().scale(a);return b?this._applyWalkDeltaWithCollisionCheck(c,a,f):this._applyWalkDelta(c,a)};g.prototype._walkRight=function(a,b){return this._walkLeft(-a,b)};g.prototype.walkBackward=
+function(a){return this._walkBackward(a,!1)};g.prototype.walkForward=function(a){return this._walkForward(a,!1)};g.prototype.walkLeft=function(a){return this._walkLeft(a,!1)};g.prototype.walkRight=function(a){return this._walkRight(a,!1)};g.prototype.walkBackwardWithCollision=function(a){return this._walkBackward(a,!0)};g.prototype.walkForwardWithCollision=function(a){return this._walkForward(a,!0)};g.prototype.walkLeftWithCollision=function(a){return this._walkLeft(a,!0)};g.prototype.walkRightWithCollision=
+function(a){return this._walkRight(a,!0)};g.prototype.walkDown=function(a){var b=this._viewer.view.getCamera();this._resetPosition(b);a=b.getUp().normalize().scale(a);this._applyWalkDelta(b,a)};g.prototype.walkUp=function(a){this.walkDown(-a)};g.prototype.rotateRight=function(a){var b=this._viewer.view.getCamera();this._resetPosition(b);var c=b.getTarget(),g=b.getPosition(),e=d.Point3.subtract(g,c).length(),f=d.Point3.subtract(c,g).normalize();a=d.Util.degreesToRadians(a);a=Math.tan(a);a*=d.Point3.subtract(b.getTarget(),
+b.getPosition()).length();f=d.Point3.cross(f,b.getUp()).scale(a);c=c.copy().add(f);e=d.Point3.subtract(c,g).normalize().scale(e);c=d.Point3.add(g,e);b.setTarget(c);this._updateCamera(b)};g.prototype.rotateLeft=function(a){this.rotateRight(-a)};g.prototype.tiltDown=function(a){this.setTilt(this._tilt+a);a=this._viewer.view.getCamera();this._resetPosition(a);this._updateCamera(a)};g.prototype.tiltUp=function(a){this.tiltDown(-a)};g.prototype._calculateInitialPosition=function(){var a=this._viewer.view.getCamera();
+this._calculateMajorAxis(a);this.setTilt(this._calculateInitialTilt(a));this._resetPosition(a);this._updateCamera(a)};g.prototype._updateCameraViewAngle=function(a){var b=d.Util.degreesToRadians(this._viewAngle);b=Math.tan(b/2);b*=d.Point3.subtract(a.getTarget(),a.getPosition()).length();a.setWidth(b);a.setHeight(b)};g.prototype._updateCameraTilt=function(a){var b=a.getPosition(),c=a.getTarget(),g=a.getUp().normalize(),e=d.Point3.subtract(c,b).normalize();g=d.Point3.cross(g,e).normalize();c=d.Point3.distance(c,
+b);d.Matrix.createFromOffAxisRotation(g,this._tilt).transform(e,e);a.setTarget(d.Point3.add(b,e.scale(c)))};g.prototype._calculateInitialTilt=function(a){var b=a.getTarget();a=a.getPosition();a=d.Point3.subtract(b,a);b=a.length();this._majorAxis===d.Axis.X?a.x=0:this._majorAxis===d.Axis.Y?a.y=0:this._majorAxis===d.Axis.Z&&(a.z=0);a=a.length();return 180/Math.PI*Math.acos(a/b)};g.prototype._resetPosition=function(a){this._calculateMajorAxis(a);var b=a.getPosition(),c=a.getTarget();c=d.Point3.subtract(c,
+b);var g=c.length();0<this.getWalkSpeed()&&(g=this.getWalkSpeed());switch(this._majorAxis){case d.Axis.X:c.set(0,c.y,c.z);a.setUp(new d.Point3(1,0,0));break;case d.Axis.Y:c.set(c.x,0,c.z);a.setUp(new d.Point3(0,1,0));break;case d.Axis.Z:c.set(c.x,c.y,0),a.setUp(new d.Point3(0,0,1))}c.normalize().scale(g);a.setTarget(d.Point3.add(b,c))};g.prototype._calculateMajorAxis=function(a){var b=a.getUp();a=Math.abs(b.x);var c=Math.abs(b.y);b=Math.abs(b.z);this._majorAxis=b>=a&&b>=c?d.Axis.Z:c>=a&&c>=b?d.Axis.Y:
+d.Axis.X};g.prototype.setZoomSpeed=function(a){this._zoomDistance=a};g.prototype.getZoomSpeed=function(){return this._zoomDistance};g.prototype.setTilt=function(a){this._tilt=Math.max(Math.min(a,45),-45);a=this._viewer.view.getCamera();this._updateCamera(a)};g.prototype.getTilt=function(){return this._tilt};g.prototype.setViewAngle=function(a){a=Math.max(Math.min(a,150),30);this._viewAngle!==a&&(this._viewAngle=a,this._updateCamera(this._viewer.view.getCamera()))};g.prototype.getViewAngle=function(){return this._viewAngle};
+g.prototype.setWalkSpeed=function(a){this._walkDistance=a};g.prototype.getWalkSpeed=function(){return this._walkDistance};g.prototype.setElevationSpeed=function(a){this._elevationSpeed=a};g.prototype.getElevationSpeed=function(){return this._elevationSpeed};g.prototype.setRotationSpeed=function(a){this._rotationSpeed=a};g.prototype.getRotationSpeed=function(){return this._rotationSpeed};g.prototype.setWalkActive=function(a){this._walkActive=a};g.prototype.getWalkActive=function(){return this._walkActive};
+g.prototype.getBimModeEnabled=function(){return this._bimModeEnabled};g.prototype.getMajorAxis=function(){return this._majorAxis};g.prototype.getActiveWalk=function(){return this._activeWalk};return g}(h.OperatorBase);h.CameraWalkBaseOperator=b;(function(a){(function(a){(function(a){(function(a){a[a.avatarOffset=1500]="avatarOffset";a[a.maxClimbHeight=600]="maxClimbHeight";a[a.negligibleClimbHeight=20]="negligibleClimbHeight";a[a.maxFallDistance=5E3]="maxFallDistance"})(a.FloorConfig||(a.FloorConfig=
+{}));(function(a){a[a.avatarOffset=150]="avatarOffset"})(a.WallConfig||(a.WallConfig={}));(function(a){a[a.transparencyRange=4E3]="transparencyRange"})(a.DoorConfig||(a.DoorConfig={}))})(a.Default||(a.Default={}))})(a.Bim||(a.Bim={}))})(b=h.CameraWalkBaseOperator||(h.CameraWalkBaseOperator={}))})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(c){a(c,d.WalkDirection.Forward,d.WalkDirection.Backward);a(c,d.WalkDirection.Left,d.WalkDirection.Right);a(c,d.WalkDirection.Up,d.WalkDirection.Down);a(c,d.WalkDirection.RotateLeft,d.WalkDirection.RotateRight);a(c,d.WalkDirection.TiltUp,d.WalkDirection.TiltDown)}function a(a,b,d){a.has(b)&&a.has(d)&&(a.delete(b),a.delete(d))}var e=function(a){function b(b){var c=a.call(this,b)||this;c._keyWalkMapping=new Map;c._keyUpMap=new Map;c._keyDownMap=new Map;c._mouseLookSpeed=
+0;c._mouseLookEnabled=!0;c._previousWalkTime=0;c._tickTimerId=null;b.setCallbacks({camera:function(a){a.getProjection()!==d.Projection.Perspective&&c._keyDownMap.clear()}});c.addKeyMapping(d.KeyCode.a,d.WalkDirection.Left);c.addKeyMapping(d.KeyCode.d,d.WalkDirection.Right);c.addKeyMapping(d.KeyCode.w,d.WalkDirection.Forward);c.addKeyMapping(d.KeyCode.s,d.WalkDirection.Backward);c.addKeyMapping(d.KeyCode.q,d.WalkDirection.RotateLeft);c.addKeyMapping(d.KeyCode.e,d.WalkDirection.RotateRight);c.addKeyMapping(d.KeyCode.r,
+d.WalkDirection.TiltUp);c.addKeyMapping(d.KeyCode.f,d.WalkDirection.TiltDown);c.addKeyMapping(d.KeyCode.x,d.WalkDirection.Up);c.addKeyMapping(d.KeyCode.c,d.WalkDirection.Down);c.addKeyMapping(d.KeyCode.LeftArrow,d.WalkDirection.Left);c.addKeyMapping(d.KeyCode.RightArrow,d.WalkDirection.Right);c.addKeyMapping(d.KeyCode.UpArrow,d.WalkDirection.Forward);c.addKeyMapping(d.KeyCode.DownArrow,d.WalkDirection.Backward);return c}__extends(b,a);b.prototype.addKeyMapping=function(a,b){this._keyWalkMapping.set(a,
+b)};b.prototype.getKeyMapping=function(){return d.Util.copyMap(this._keyWalkMapping)};b.prototype.clearKeyMappings=function(){this._keyWalkMapping.clear()};b.prototype.onMouseDown=function(b){a.prototype.onMouseDown.call(this,b);this._viewer.focusInput(!0)};b.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);if(this._dragging&&this._mouseLookEnabled){this._viewer.view.setProjectionMode(d.Projection.Perspective);var c=window.screen.width,g=window.screen.height;b.setHandled(!0);
+b=d.Point2.subtract(this._ptPrevious,this._ptCurrent);this.rotateLeft(b.x/c*this._mouseLookSpeed);this.tiltUp(b.y/g*this._mouseLookSpeed)}};b.prototype.onMouseUp=function(b){5<this._dragCount&&b.setHandled(!0);a.prototype.onMouseUp.call(this,b)};b.prototype.onMousewheel=function(a){var b=this;this._viewer.view.setProjectionMode(d.Projection.Perspective);var c=this._viewer.view,g=c.getCamera(),e=a.getPosition(),f=a.getWheelDelta();a=c.pickFromPoint(e,new d.PickConfig(d.SelectionMask.Face)).then(function(a){var c=
+a.getPosition();null!==a&&null!==c?(a=d.Point3.subtract(g.getPosition(),c).normalize().scale(b.getZoomSpeed()*f),b._applyWalkDelta(g,a)):b.walkBackward(f*b.getWalkSpeed())});a};b.prototype.onKeyDown=function(a){this._viewer.view.setProjectionMode(d.Projection.Perspective);var b=a.getKeyCode();b===d.KeyCode.v&&this.toggleBimMode();this._keyCodeActive(b)||(this._keyDownMap.set(b,a.getDate().getTime()),this._onKeyChange(b))};b.prototype.onKeyUp=function(a){var b=a.getKeyCode();this._keyUpMap.set(b,a.getDate().getTime());
+this._onKeyChange(b)};b.prototype._keyCodeActive=function(a){var b=this._keyDownMap.get(a);return void 0!==b&&(a=this._keyUpMap.get(a),void 0===a||b>a)?!0:!1};b.prototype._onKeyChange=function(a){this._keyCodeActive(a)&&this._keyWalkMapping.has(a)&&(this.getWalkActive()||(this._previousWalkTime=Date.now()),this._onTick())};b.prototype.setMouseLookSpeed=function(a){this._mouseLookSpeed=a};b.prototype.getMouseLookSpeed=function(){return this._mouseLookSpeed};b.prototype.setMouseLookEnabled=function(a){this._mouseLookEnabled=
+a};b.prototype.getMouseLookEnabled=function(){return this._mouseLookEnabled};b.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(c){return[2,a.prototype.resetDefaultWalkSpeeds.call(this).then(function(){b._mouseLookSpeed=300})]})})};b.prototype._execWalkDirection=function(a,b,c){var g=this.getWalkSpeed()*b;switch(a){case d.WalkDirection.Forward:return c?this.walkForwardWithCollision(g):this.walkForward(g);case d.WalkDirection.Backward:return c?
+this.walkBackwardWithCollision(g):this.walkBackward(g);case d.WalkDirection.Left:return c?this.walkLeftWithCollision(g):this.walkLeft(g);case d.WalkDirection.Right:return c?this.walkRightWithCollision(g):this.walkRight(g);case d.WalkDirection.Up:return this.walkUp(this.getElevationSpeed()*b);case d.WalkDirection.Down:return this.walkDown(this.getElevationSpeed()*b);case d.WalkDirection.RotateLeft:return this.rotateLeft(this.getRotationSpeed()*b);case d.WalkDirection.RotateRight:return this.rotateRight(this.getRotationSpeed()*
+b);case d.WalkDirection.TiltUp:return this.tiltUp(this.getRotationSpeed()*b);case d.WalkDirection.TiltDown:return this.tiltDown(this.getRotationSpeed()*b);default:d.Util.TypeAssertNever(a)}};b.prototype._queueWalkDirections=function(a){var b=this,c=new Set;this._keyWalkMapping.forEach(function(a,d){b._keyCodeActive(d)&&c.add(a)});f(c);var g=d.Util.setToArray(c);g.sort();if(0<g.length){this.setWalkActive(!0);var e=this.getBimModeEnabled();this.getActiveWalk().set(function(){return __awaiter(b,void 0,
+void 0,function(){var b,f,k,h,l,n=this;return __generator(this,function(m){b=new d.Util.ActionQueue(1,!0);if(0<a)for(f=function(c){b.push(function(){return n._execWalkDirection(c,a,e)})},k=0,h=g;k<h.length;k++)l=h[k],f(l);e&&(c.has(d.WalkDirection.Up)||c.has(d.WalkDirection.Down)||b.push(function(){return __awaiter(n,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._applyGravity()];case 1:return a.sent(),[2]}})})}),b.push(function(){return __awaiter(n,
+void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._updateNearbyDoors()];case 1:return a.sent(),[2]}})})}));return b.isIdle()?[2]:[2,b.waitForIdle()]})})})}};b.prototype._onTick=function(){var a=this,b=Date.now(),c=(b-this._previousWalkTime)/1E3;this._previousWalkTime=b;b=!this.getActiveWalk().isIdle();this.setWalkActive(b);this._queueWalkDirections(c);null!==this._tickTimerId&&(cancelAnimationFrame(this._tickTimerId),this._tickTimerId=null);this.getWalkActive()&&
+(this._tickTimerId=requestAnimationFrame(function(){a._onTick()}))};return b}(h.CameraWalkBaseOperator);h.CameraKeyboardWalkOperator=e})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(e){function c(b,c){b=e.call(this,b)||this;b._cameraRotationMomentumEnabled=!1;b._isDown=!1;b._mouseDragged=!1;b._averagedMousePoints=new a;b._averageTimeIntervalMilliseconds=150;b._previousMouseMovePoint=d.Point2.zero();b._mouseMovePoint=d.Point2.zero();b._mouseMoveOffset=d.Point2.zero();b._previousMouseMoveTime=null;b._mouseMoveTime=null;b._mouseMoveElapsedTimeSeconds=0;b._rotationDegreesPerSecond=[0,0];b._animationLastTickTime=0;b._animationElapsedTimeSeconds=
+0;b._animationIntervalResult=null;b._preferredAnimationIntervalMilliseconds=16;b._momentum=0;b._momentumLossPerSecond=0;b._degreesPerPixel=.5;b._maxRotationMagnitudeScale=8;b._initialSelectionPosition=null;b._cameraRotateFunction=c;return b}__extends(c,e);c.prototype.getCameraRotationMomentumEnabled=function(){return this._cameraRotationMomentumEnabled};c.prototype.setCameraRotationMomentumEnabled=function(a){a!==this._cameraRotationMomentumEnabled&&((this._cameraRotationMomentumEnabled=a)||this.stopAnimation())};
+c.prototype.isCurrentlyAnimating=function(){return this._cameraRotationMomentumEnabled&&0<this.getMomentum()};c.prototype.onDeactivate=function(){return e.prototype.onDeactivate.call(this)};c.prototype.onViewOrientationChange=function(){this.stopAnimation()};c.prototype.supportsAnimation=function(){return!0};c.prototype.onMouseDown=function(a){e.prototype.onMouseDown.call(this,a);this.isActive()&&(this._initialSelectionPosition=a.getPosition(),this._isDown=!0,this.stopAnimation(),this._mouseDragged=
+!1,this._mouseMoveTime=this._previousMouseMoveTime=Date.now(),this._mouseMovePoint.assign(this._initialSelectionPosition),this._previousMouseMovePoint.assign(this._mouseMovePoint),this._averagedMousePoints.clear(),this._averagedMousePoints.add(this._mouseMovePoint,this._mouseMoveTime))};c.prototype.onMouseMove=function(a){e.prototype.onMouseMove.call(this,a);this.isActive()&&this._isDown&&(this._mouseDragged=!0,this._previousMouseMovePoint.assign(this._mouseMovePoint),this._mouseMovePoint.assign(a.getPosition()),
+this._mouseMoveOffset=d.Point2.subtract(this._mouseMovePoint,this._previousMouseMovePoint),this._previousMouseMoveTime=this._mouseMoveTime,this._mouseMoveTime=Date.now(),this._mouseMoveElapsedTimeSeconds=null===this._previousMouseMoveTime?0:(this._mouseMoveTime-this._previousMouseMoveTime)/1E3,this._averagedMousePoints.add(this._mouseMovePoint,this._mouseMoveTime),a=this._getMouseMoveOffsetForRotation(),this._rotateCamera(a))};c.prototype.onMouseUp=function(a){if(this.isActive()&&(this._isDown=!1,
+this._mouseDragged&&this.getCameraRotationMomentumEnabled())){this._mouseMoveOffset=this._averagedMousePoints.getAverageOffsetWithinMilliseconds(this._averageTimeIntervalMilliseconds);var b=this._getMouseMoveOffsetForRotation();if(0!==b[0]||0!==b[1]){for(var c=0;2>c;c++){var d=Math.abs(b[c])*this._maxRotationMagnitudeScale;this._rotationDegreesPerSecond[c]=b[c]/this._mouseMoveElapsedTimeSeconds;this._rotationDegreesPerSecond[c]<-d?this._rotationDegreesPerSecond[c]=-d:this._rotationDegreesPerSecond[c]>
+d&&(this._rotationDegreesPerSecond[c]=d)}this._momentum=1;this._startAnimation()}else this._momentum=0}e.prototype.onMouseUp.call(this,a)};c.prototype._rotateCamera=function(a){this._cameraRotateFunction(a)};c.prototype.stopAnimation=function(){null!==this._animationIntervalResult&&(clearInterval(this._animationIntervalResult),this._animationIntervalResult=null)};c.prototype.getMomentum=function(){return this._momentum};c.prototype.setMomentumLossPerSecond=function(a){0<=a&&(this._momentumLossPerSecond=
+a)};c.prototype.getMomentumLossPerSecond=function(){return this._momentumLossPerSecond};c.prototype.isAnimating=function(){return null!==this._animationIntervalResult};c.prototype._startAnimation=function(){var a=this;null===this._animationIntervalResult&&(this._animationLastTickTime=Date.now(),this._animationIntervalResult=window.setInterval(function(){a._onTick()},this._preferredAnimationIntervalMilliseconds))};c.prototype._getMouseMoveOffsetForRotation=function(){return[-this._mouseMoveOffset.x*
+this._degreesPerPixel,this._mouseMoveOffset.y*this._degreesPerPixel]};c.prototype._onTick=function(){var a=Date.now();this._animationElapsedTimeSeconds=(a-this._animationLastTickTime)/1E3;this._animationLastTickTime=a;this._rotateCamera([this._animationElapsedTimeSeconds*this._rotationDegreesPerSecond[0],this._animationElapsedTimeSeconds*this._rotationDegreesPerSecond[1]]);if(0<this._momentumLossPerSecond)if(this._momentum=Math.max(0,this._momentum-this._animationElapsedTimeSeconds*this._momentumLossPerSecond),
+0<this._momentum)for(a=0;a<this._rotationDegreesPerSecond.length;a++)this._rotationDegreesPerSecond[a]*=this._momentum;else{for(a=0;a<this._rotationDegreesPerSecond.length;a++)this._rotationDegreesPerSecond[a]=0;this._rotateCamera(this._rotationDegreesPerSecond);this.stopAnimation()}};return c}(h.OperatorBase);h.CameraOrbitBaseOperator=f;var a=function(){function a(a){void 0===a&&(a=10);this._count=0;this._points=Array(a);this._times=Array(a)}a.prototype.clear=function(){this._count=0};a.prototype.add=
+function(a,b){void 0===b&&(b=Date.now());var c=this._count%this._points.length;void 0===this._points[c]?this._points[c]=a.copy():this._points[c].assign(a);this._times[c]=b;this._count++};a.prototype.getAverageOffsetWithinMilliseconds=function(a,b){void 0===b&&(b=Date.now());var c=-1,e=d.Point2.zero(),f=Math.min(this._points.length,this._count);if(0<f){for(var h=0,m=0;m<f;m++){var p=(this._count-1-m)%this._points.length;if(b-this._times[p]>a)break;c=p;e.add(this._points[p]);h++}1<h?(e.subtract(this._points[c]),
+h--,e.scale(1/h)):(c=-1,e.set(0,0))}return 0<=c?d.Point2.subtract(e,this._points[c]):e};return a}()})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b,c,e){var g=a.call(this)||this;g._circle=new d.Markup.Shape.Circle;g._viewer=b;g._position=c;g._circle.setRadius(e);return g}__extends(c,a);c.prototype.draw=function(){if(this._circle){var a=this._viewer.view.projectPoint(this._position);this._circle.setCenter(d.Point2.fromPoint3(a));this._viewer.markupManager.getRenderer().drawCircle(this._circle)}};return c}(d.Markup.MarkupItem);h.OrbitMarkup=f;var a=function(a){function c(b){var c=a.call(this,
+b,function(a){if(!c._viewer.sheetManager.isDrawingSheetActive())if(null!==c._pickPosition){if(null===c._circleMarkupHandler){var b=new f(c._viewer,c._pickPosition,c._circleRadius);c._circleMarkupHandler=c._viewer.markupManager.registerMarkup(b)}c._orbitByTurnTiltWithTarget(a,c._pickPosition)}else switch(b=c._viewer.view.getCamera(),c._orbitFallbackMode){default:case d.OrbitFallbackMode.CameraTarget:c._orbitByTurnTiltWithTarget(a,b.getTarget());break;case d.OrbitFallbackMode.ModelCenter:c._modelCenter&&
+c._orbitByTurnTiltWithTarget(a,c._modelCenter);break;case d.OrbitFallbackMode.OrbitTarget:c._orbitByTurnTiltWithTarget(a,c._orbitTarget)}})||this;c._orbitTarget=d.Point3.zero();c._orbitFallbackMode=d.OrbitFallbackMode.ModelCenter;c._modelCenter=null;c._circleMarkupHandler=null;c._circleRadius=3;c._updateCameraCenterAction=new d.Util.CurrentAction(!1);c._updateCameraCenterTimer=new d.Util.Timer;c._primaryButton=d.Button.Middle;c._pickPosition=null;c._bimOrbitEnabled=!1;c._viewer.setCallbacks({sceneReady:function(){c._updateModelCenter()},
+modelSwitched:function(){c._updateModelCenter()},visibilityChanged:function(){c._updateModelCenter()},_updateTransform:function(a){a||c._updateModelCenter()},_geometryCreated:function(){c._updateModelCenter()},hwfParseComplete:function(){c._updateModelCenter()}});return c}__extends(c,a);c.prototype._updateModelCenter=function(a){var b=this;void 0===a&&(a=50);this._updateCameraCenterTimer.clear();this._updateCameraCenterAction.set(function(){return __awaiter(b,void 0,void 0,function(){var b,c=this;
+return __generator(this,function(d){switch(d.label){case 0:return[4,this._viewer.model.getModelBounding(!0,!1)];case 1:b=d.sent();if(b.isDegenerate()&&0<a)return this._updateCameraCenterTimer.set(500,function(){c._updateModelCenter(a-1)}),[2];this._modelCenter=b.center();return[2]}})})})};c.prototype.onMouseDown=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseDown.call(this,b),this.isActive()&&b.getButton()===
+this._primaryButton?[4,this._viewer.view.pickFromPoint(b.getPosition(),new d.PickConfig(d.SelectionMask.Face))]:[3,2];case 1:c=g.sent(),null!==c&&0===c.overlayIndex()?(this._pickPosition=c.getPosition(),b.setHandled(!0)):this._pickPosition=null,g.label=2;case 2:return[2]}})})};c.prototype.onMouseUp=function(b){a.prototype.onMouseUp.call(this,b);b.getButton()===this._primaryButton&&(this._pickPosition=null);this._removeMarkup()};c.prototype.setBimOrbitEnabled=function(a){this._bimOrbitEnabled=a};c.prototype.getBimOrbitEnabled=
+function(){return this._bimOrbitEnabled};c.prototype._removeMarkup=function(){null!==this._circleMarkupHandler&&(this._viewer.markupManager.unregisterMarkup(this._circleMarkupHandler),this._circleMarkupHandler=null)};c.prototype._getClampedRotationMatrix=function(a,c,e,f){a=d.Matrix.createFromOffAxisRotation(a,c);c=d.Point3.zero();a.transform(e,c);return 0>=d.Util.radiansToDegrees(Math.asin(d.Point3.dot(f,c)))?new d.Matrix:a};c.prototype._orbitByTurnTiltWithTarget=function(a,c){var b=this._viewer.view,
+g=b.getCamera(),e=g.getPosition().subtract(c),f=g.getTarget().subtract(c),h=g.getUp().normalize(),q=d.Point3.subtract(f,e).normalize(),r=d.Point3.cross(h,q).normalize();q=a[0];var u=a[1];new d.Matrix;new d.Matrix;this._bimOrbitEnabled?(a=this._viewer.model.getViewAxes().upVector.copy(),r=this._getClampedRotationMatrix(r,u,h,a),a=d.Matrix.createFromOffAxisRotation(a,q/4),q=a.transform(r.transform(e)),f=a.transform(r.transform(f)),h=a.transform(r.transform(d.Point3.add(e,h)))):(r=d.Matrix.createFromOffAxisRotation(r,
+u),a=d.Matrix.createFromOffAxisRotation(h,q),r=d.Matrix.multiply(a,r),q=r.transform(e),f=r.transform(f),h=r.transform(d.Point3.add(e,h)));h.subtract(q);e=q;e.add(c);f.add(c);g.setPosition(e);g.setTarget(f);g.setUp(h);b.setCamera(g)};c.prototype.setOrbitFallbackMode=function(a){this._orbitFallbackMode=a};c.prototype.getOrbitFallbackMode=function(){return this._orbitFallbackMode};c.prototype.setOrbitTarget=function(a){this._orbitTarget=a};c.prototype.getOrbitTarget=function(){return this._orbitTarget};
+c.prototype.setPrimaryButton=function(a){this._primaryButton=a};c.prototype.getPrimaryButton=function(){return this._primaryButton};return c}(h.CameraOrbitBaseOperator);h.CameraOrbitOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._cameraPtPrevious=d.Point3.zero();return c}__extends(e,a);e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);if(this.isActive()||this._viewer.sheetManager.isDrawingSheetActive()){var b=this._viewer.view;(c=b.getCamera().getCameraPlaneIntersectionPoint(c.getPosition(),b))&&this._cameraPtPrevious.assign(c)}};e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);if(this.isActive()||
+this._viewer.sheetManager.isDrawingSheetActive()){var b=this._viewer.view,g=b.getCamera();if(c=g.getCameraPlaneIntersectionPoint(c.getPosition(),b))c=d.Point3.subtract(c,this._cameraPtPrevious),g.dolly(c),b.setCamera(g)}};return e}(h.OperatorBase);h.CameraPanOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._mouseMoveZoomDelta=3;c._mouseWheelZoomDelta=.25;c._pinchZoomModifier=2.5;c._zoomToMousePosition=!0;c._dollyZoomEnabled=!1;c._mouseMoveZoomFactor=1;c._mouseWheelZoomFactor=-1;c._mouseWheelAdjustCameraTarget=!1;c._secondaryTouchId=null;c._lastTouch1=d.Point2.zero();c._lastTouch2=d.Point2.zero();c._prevLen=0;return c}__extends(e,a);e.prototype.setMouseWheelZoomInverted=function(a){this._mouseWheelZoomFactor=a?-1:1};e.prototype.getMouseWheelZoomInverted=
+function(){return-1===this._mouseWheelZoomFactor};e.prototype.setMouseMoveZoomInverted=function(a){this._mouseMoveZoomFactor=a?-1:1};e.prototype.getMouseMoveZoomInverted=function(){return-1===this._mouseMoveZoomFactor};e.prototype.setMouseMoveZoomDelta=function(a){this._mouseMoveZoomDelta=a};e.prototype.getMouseMoveZoomDelta=function(){return this._mouseMoveZoomDelta};e.prototype.setMouseWheelZoomDelta=function(a){this._mouseWheelZoomDelta=a};e.prototype.getMouseWheelZoomDelta=function(){return this._mouseWheelZoomDelta};
+e.prototype.setZoomToMousePosition=function(a){this._zoomToMousePosition=a};e.prototype.getZoomToMousePosition=function(){return this._zoomToMousePosition};e.prototype.setDollyZoomEnabled=function(a){this._dollyZoomEnabled=a};e.prototype.getDollyZoomEnabled=function(){return this._dollyZoomEnabled};e.prototype.setMouseWheelAdjustCameraTarget=function(a){this._mouseWheelAdjustCameraTarget=a};e.prototype.getMouseWheelAdjustCameraTarget=function(){return this._mouseWheelAdjustCameraTarget};e.prototype.onMouseMove=
+function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e,f,h,m;return __generator(this,function(g){switch(g.label){case 0:a.prototype.onMouseMove.call(this,c);if(!this.isDragging()||!this.isActive())return[3,4];b=this._viewer.view;d=b.pointToWindowPosition(this._ptCurrent);e=b.pointToWindowPosition(this._ptPrevious);f=d.y-e.y;h=d.x-e.x;m=this._mouseMoveZoomDelta*this._mouseMoveZoomFactor*(f-h);return this._dollyZoomEnabled?[4,this._dollyZoom(m,void 0,void 0,!0)]:[3,2];case 1:return g.sent(),
+[3,4];case 2:return[4,this._doZoom(m)];case 3:g.sent(),g.label=4;case 4:return[2]}})})};e.prototype.onMousewheel=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._mouseWheelZoomDelta*this._mouseWheelZoomFactor*a.getWheelDelta(),this._dollyZoomEnabled?[4,this._dollyZoom(-b,void 0,a.getPosition())]:[3,2];case 1:return c.sent(),[3,4];case 2:return[4,this._doZoom(b,void 0,a.getPosition())];case 3:c.sent(),c.label=
+4;case 4:return[2]}})})};e.prototype.onTouchStart=function(a){var b=this._viewer.view;null===this._primaryTouchId?(this._primaryTouchId=a.getId(),this._lastTouch1.assign(b.pointToWindowPosition(a.getPosition()))):null===this._secondaryTouchId&&(this._secondaryTouchId=a.getId(),this._lastTouch2.assign(b.pointToWindowPosition(a.getPosition())));null!==this._primaryTouchId&&null!==this._secondaryTouchId&&(this._prevLen=d.Point2.subtract(this._lastTouch2,this._lastTouch1).length(),this._dragging=!0)};
+e.prototype.onTouchMove=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h;return __generator(this,function(g){switch(g.label){case 0:b=this._viewer.view;c=a.getId();e=a.getPosition();c===this._primaryTouchId?this._lastTouch1.assign(b.pointToWindowPosition(e)):c===this._secondaryTouchId&&this._lastTouch2.assign(b.pointToWindowPosition(e));if(!this._dragging||c!==this._secondaryTouchId)return[3,2];f=d.Point2.subtract(this._lastTouch2,this._lastTouch1).length();h=(this._prevLen-
+f)*this._pinchZoomModifier;return[4,this._doZoom(h)];case 1:g.sent(),this._prevLen=f,g.label=2;case 2:return[2]}})})};e.prototype.onTouchEnd=function(a){a=a.getId();this._primaryTouchId===a?this._primaryTouchId=null:this._secondaryTouchId===a&&(this._secondaryTouchId=null);this._dragging=!1};e.prototype.onDeactivate=function(){this._secondaryTouchId=this._primaryTouchId=null};e.prototype._updateCameraViewAngle=function(a){var b=d.Util.degreesToRadians(90);b=Math.tan(b/2);b*=d.Point3.subtract(a.getTarget(),
+a.getPosition()).length();a.setWidth(b);a.setHeight(b);return a};e.prototype._dollyZoom=function(a,b,g,e){void 0===b&&(b=this._viewer.view.getCamera());void 0===e&&(e=!1);return __awaiter(this,void 0,void 0,function(){var c,f,k,h,q,r,u,t,v,w,z,x,y=this;return __generator(this,function(l){switch(l.label){case 0:return c=this._viewer.view,b.setProjection(d.Projection.Perspective),f=b.getPosition(),k=b.getTarget(),g?[4,this._viewer.model.getModelBounding(!1,!1,!1)]:[3,3];case 1:return h=l.sent(),q=h.extents().length(),
+r=q/100,[4,this._viewer.view.pickFromPoint(g,new d.PickConfig)];case 2:return u=l.sent(),t=u.getPosition(),null!==t&&(v=d.Point3.subtract(k,f),w=d.Point3.subtract(t,f),z=d.Point3.add(f,v.scale(d.Point3.dot(v,w)/d.Point3.dot(v,v))),b.setTarget(z)),x=d.Point3.subtract(b.getTarget(),f),0<a&&x.length()<r&&b.setTarget(d.Point3.add(k,x.copy().normalize().scale(2*r))),x=d.Point3.subtract(b.getTarget(),f),b.setPosition(d.Point3.add(f,x.copy().scale(.05*(0<a?1:-1)))),[3,4];case 3:x=d.Point3.subtract(k,f).scale(a/
+10),b.setPosition(d.Point3.add(f,x)),e&&b.setTarget(d.Point3.add(k,x)),l.label=4;case 4:return b=this._updateCameraViewAngle(b),this._viewer.pauseRendering(function(){if(g){var a=b.getCameraPlaneIntersectionPoint(g,y._viewer.view);c.setCamera(b);var e=b.getCameraPlaneIntersectionPoint(g,y._viewer.view);null!==a&&null!==e&&b.dolly(d.Point3.subtract(e,a))}c.setCamera(b)}),[2]}})})};e.prototype._doZoom=function(a,b,g){void 0===b&&(b=this._viewer.view.getCamera());return __awaiter(this,void 0,void 0,
+function(){var c,e,f,h,p,q,r,u=this;return __generator(this,function(k){switch(k.label){case 0:return c=this._viewer.view,e=1/(1-a),g&&this._zoomToMousePosition?this._mouseWheelAdjustCameraTarget?[4,this._viewer.view.pickFromPoint(g,new d.PickConfig)]:[3,2]:[3,3];case 1:f=k.sent(),void 0!==f&&f.isEntitySelection()&&(h=b.getPosition().subtract(b.getTarget()),p=d.Point3.subtract(b.getTarget(),b.getPosition()),q=d.Point3.subtract(f.getPosition(),b.getPosition()),r=b.getPosition().add(p.scale(d.Point3.dot(p,
+q)/d.Point3.dot(p,p))),b.setTarget(r),b.setPosition(d.Point3.add(r,h))),k.label=2;case 2:return this._viewer.pauseRendering(function(){var a=b.getCameraPlaneIntersectionPoint(g,u._viewer.view);u._zoomHelper(e,b);var f=b.getCameraPlaneIntersectionPoint(g,u._viewer.view);null!==a&&null!==f&&b.dolly(d.Point3.subtract(f,a));c.setCamera(b)}),[3,4];case 3:this._zoomHelper(e,b),k.label=4;case 4:return[2]}})})};e.prototype._zoomHelper=function(a,b){var c=this._viewer.view;b.setWidth(b.getWidth()*a);b.setHeight(b.getHeight()*
+a);var e=b.getPosition(),f=b.getTarget();a=d.Point3.subtract(f,e).scale(a);b.setPosition(d.Point3.subtract(f,a));c.setCamera(b)};return e}(h.OperatorBase);h.CameraZoomOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,d,e){c=a.call(this,c)||this;c._activeOperator=null;c._activeTouchCount=0;c._touchMoveCount=0;c._returnToOrbit=!1;c._bimNavigationEnabled=!1;c._orbitOperator=b;c._panOperator=d;c._zoomOperator=e;return c}__extends(e,a);e.prototype.setBimNavigationEnabled=function(a){this._bimNavigationEnabled=a;var b=this._orbitOperator,c=this._zoomOperator,e=this._panOperator;b.clearMapping();c.clearMapping();e.clearMapping();b.setMapping(d.Button.Left);b.setBimOrbitEnabled(a);
+c.setDollyZoomEnabled(a);a?(b.setPrimaryButton(d.Button.Left),c.setMapping(d.Button.Right),e.setMapping(d.Button.Middle),this._setBimCamera()):(b.addMapping(d.Button.Middle),b.setPrimaryButton(d.Button.Middle),c.addMapping(d.Button.Left,d.KeyModifiers.Shift),e.addMapping(d.Button.Right),e.addMapping(d.Button.Left,d.KeyModifiers.Control))};e.prototype._setBimCamera=function(){var a=this._viewer.view.getCamera(),b=d.Point3.subtract(a.getPosition(),a.getTarget()).normalize(),g=this._viewer.model.getViewAxes().upVector.copy();
+g=d.Point3.cross(b,g);b=d.Point3.cross(g,b);a.setUp(b);a.setProjection(d.Projection.Perspective);this._viewer.view.setCamera(a)};e.prototype.getBimNavigationEnabled=function(){return this._bimNavigationEnabled};e.prototype.onViewOrientationChange=function(){this._activeTouchCount=0;this._returnToOrbit=!1};e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);this._setActiveOperatorForMouseInput(c);this._activeOperator&&(this._bimNavigationEnabled&&this._setBimCamera(),this._activeOperator.onMouseDown(c))};
+e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);if(this._activeOperator&&this._dragging&&3<this._dragCount)this._activeOperator.onMouseMove(c)};e.prototype.onMouseUp=function(c){if(this._activeOperator)this._activeOperator.onMouseUp(c);this._activeOperator instanceof h.CameraOrbitOperator||this._orbitOperator._removeMarkup();a.prototype.onMouseUp.call(this,c)};e.prototype.onMousewheel=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+this._zoomOperator.onMousewheel(a)];case 1:return b.sent(),[2]}})})};e.prototype.onTouchStart=function(a){++this._activeTouchCount;this._orbitOperator.onTouchStart(a);this._zoomOperator.onTouchStart(a);this._viewer.sheetManager.isDrawingSheetActive()&&(this._panOperator.onTouchStart(a),this._orbitOperator.onDeactivate());1===this._activeTouchCount&&(this._primaryTouchId=a.getId());2===this._activeTouchCount&&(this._orbitOperator.onDeactivate(),this._panOperator.onTouchStart(a),this._zoomOperator.onTouchStart(a))};
+e.prototype.onTouchMove=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:++this._touchMoveCount;if(!(5<this._touchMoveCount))return[3,5];if(!this._returnToOrbit)return[3,1];this._orbitOperator.onTouchStart(a);this._returnToOrbit=!1;return[3,5];case 1:if(1!==this._activeTouchCount)return[3,3];this._orbitOperator.onTouchMove(a);return[4,this._zoomOperator.onTouchMove(a)];case 2:return b.sent(),this._panOperator.onTouchMove(a),[3,5];
+case 3:return 2!==this._activeTouchCount?[3,5]:[4,this._zoomOperator.onTouchMove(a)];case 4:b.sent(),this._panOperator.onTouchMove(a),b.label=5;case 5:return[2]}})})};e.prototype.onTouchEnd=function(a){2===this._activeTouchCount&&(this._returnToOrbit=!0);this._zoomOperator.onTouchEnd(a);this._panOperator.onTouchEnd(a);this._orbitOperator.onTouchEnd(a);0<this._activeTouchCount&&--this._activeTouchCount;0===this._activeTouchCount&&(this._touchMoveCount=0)};e.prototype.stopInteraction=function(){var c=
+[];var b=a.prototype.stopInteraction.call(this);void 0!==b&&c.push(b);this._touchMoveCount=this._activeTouchCount=0;b=this._zoomOperator.onDeactivate();void 0!==b&&c.push(b);b=this._panOperator.onDeactivate();void 0!==b&&c.push(b);b=this._orbitOperator.onDeactivate();void 0!==b&&c.push(b);return d.Util.waitForAll(c)};e.prototype._setActiveOperatorForMouseInput=function(a){var b=this._orbitOperator,c=this._panOperator,d=this._zoomOperator;this._activeOperator=null;this._viewer.sheetManager.isDrawingSheetActive()?
+this._activeOperator=c:b.checkMapping(a)?this._activeOperator=b:d.checkMapping(a)?this._activeOperator=d:c.checkMapping(a)&&(this._activeOperator=c)};e.prototype.onDeactivate=function(){a.prototype.onDeactivate.call(this);this._orbitOperator.onDeactivate();this._panOperator.onDeactivate();this._zoomOperator.onDeactivate()};return e}(h.OperatorBase);h.CameraNavigationOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c,function(a){b._rotateAroundAxis(b._rotationAxis,a[0])})||this;b._rotationAxis=new d.Point3(0,0,1);b._tiltAmount=12;return b}__extends(e,a);e.prototype._rotateAroundAxis=function(a,b){var c=this._viewer.view,e=c.getCamera(),f=e.getPosition(),h=e.getUp().normalize(),m=e.getTarget();a=d.Matrix.createFromOffAxisRotation(a,b);b=(new d.Matrix).setTranslationComponent(-m.x,-m.y,-m.z);b=d.Matrix.multiply(b,a);m=(new d.Matrix).setTranslationComponent(m.x,
+m.y,m.z);d.Matrix.multiply(b,m).transform(f,f);a.transform(h,h);h.normalize();e.setPosition(f);e.setUp(h);c.setCamera(e)};e.prototype.onMousewheel=function(a){a=a.getWheelDelta();var b=this._viewer.view.getCamera(),c=b.getUp().normalize();b=d.Point3.subtract(b.getTarget(),b.getPosition()).normalize();c=d.Point3.cross(c,b).normalize();0<a?this._rotateAroundAxis(c,this._tiltAmount):this._rotateAroundAxis(c,-this._tiltAmount)};e.prototype.setRotationAxis=function(a){var b=!0;switch(a){case d.Axis.X:this._rotationAxis.set(1,
+0,0);break;case d.Axis.Y:this._rotationAxis.set(0,1,0);break;case d.Axis.Z:this._rotationAxis.set(0,0,1);break;default:b=!1}return b};return e}(h.CameraOrbitBaseOperator);h.CameraTurntableOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b){this._keyboardWalkOperator=b;this._activeOperator=this._walkOperator=c;this._walkMode=d.WalkMode.Mouse;this._active=!1}a.prototype.setWalkMode=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:if(this._walkMode===a)return[3,7];this._walkMode=a;if(a!==d.WalkMode.Keyboard)return[3,4];this._activeOperator=this._keyboardWalkOperator;return this._active?[4,this._walkOperator.onDeactivate()]:
+[3,3];case 1:return c.sent(),[4,this._keyboardWalkOperator.onActivate()];case 2:c.sent(),c.label=3;case 3:return[3,7];case 4:return this._activeOperator=this._walkOperator,this._active?[4,this._keyboardWalkOperator.onDeactivate()]:[3,7];case 5:return c.sent(),[4,this._walkOperator.onActivate()];case 6:c.sent(),c.label=7;case 7:return[2]}})})};a.prototype.getWalkMode=function(){return this._activeOperator instanceof h.CameraKeyboardWalkOperator?d.WalkMode.Keyboard:d.WalkMode.Mouse};a.prototype.onMouseDown=
+function(a){this._activeOperator.onMouseDown(a)};a.prototype.onMouseMove=function(a){this._activeOperator.onMouseMove(a)};a.prototype.onMouseUp=function(a){this._activeOperator.onMouseUp(a)};a.prototype.onMousewheel=function(a){this._activeOperator.onMousewheel(a)};a.prototype.onTouchStart=function(a){this._activeOperator.onTouchStart(a)};a.prototype.onTouchMove=function(a){this._activeOperator.onTouchMove(a)};a.prototype.onTouchEnd=function(a){this._activeOperator.onTouchEnd(a)};a.prototype.onKeyDown=
+function(a){this._activeOperator.onKeyDown(a)};a.prototype.onKeyUp=function(a){if(this._activeOperator instanceof h.CameraKeyboardWalkOperator)this._activeOperator.onKeyUp(a)};a.prototype.onDeactivate=function(){return this._activeOperator.onDeactivate()};a.prototype.onActivate=function(){this._active=!0;return this._activeOperator.onActivate()};a.prototype.onViewOrientationChange=function(){this._active=!1};a.prototype.stopInteraction=function(){return this._activeOperator.stopInteraction()};a.prototype.setBimModeEnabled=
+function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){c=[];a?(c.push(this._keyboardWalkOperator.enableBimMode()),c.push(this._walkOperator.enableBimMode())):(c.push(this._keyboardWalkOperator.disableBimMode()),c.push(this._walkOperator.disableBimMode()));return[2,Promise.all(c).then(function(){})]})})};a.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,Promise.all([this._walkOperator.resetDefaultWalkSpeeds(),
+this._keyboardWalkOperator.resetDefaultWalkSpeeds()]).then(function(){})]})})};a.prototype.setBimFloorConfig=function(a){this._walkOperator.setBimFloorConfig(a);this._keyboardWalkOperator.setBimFloorConfig(a)};a.prototype.setBimWallConfig=function(a){this._walkOperator.setBimWallConfig(a);this._keyboardWalkOperator.setBimWallConfig(a)};a.prototype.setBimDoorConfig=function(a){this._walkOperator.setBimDoorConfig(a);this._keyboardWalkOperator.setBimDoorConfig(a)};a.prototype.setZoomSpeed=function(a){this._walkOperator.setZoomSpeed(a);
+this._keyboardWalkOperator.setZoomSpeed(a)};a.prototype.setWalkSpeed=function(a){this._walkOperator.setWalkSpeed(a);this._keyboardWalkOperator.setWalkSpeed(a)};a.prototype.setElevationSpeed=function(a){this._walkOperator.setElevationSpeed(a);this._keyboardWalkOperator.setElevationSpeed(a)};a.prototype.setRotationSpeed=function(a){this._walkOperator.setRotationSpeed(a);this._keyboardWalkOperator.setRotationSpeed(a)};a.prototype.setViewAngle=function(a){this._walkOperator.setViewAngle(a);this._keyboardWalkOperator.setViewAngle(a)};
+return a}();h.CameraWalkModeOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._timerId=null;c._walkButton=d.Button.None;c._previousTimestamp=0;c._activeTouchCount=0;c._maxDistance=200;return c}__extends(e,a);e.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,a.prototype.onActivate.call(this)];case 1:return c.sent(),this._viewer.trigger("walkOperatorActivated"),[2]}})})};e.prototype.onKeyDown=function(a){a=
+a.getKeyCode();var b=this.getWalkSpeed();a===d.KeyCode.PgUp&&this.setWalkSpeed(1.2*b);a===d.KeyCode.PgDown&&this.setWalkSpeed(.8*b);a===d.KeyCode.v&&this.toggleBimMode()};e.prototype.onDeactivate=function(){var c=this._resetCameraTarget();this.stopWalking();a.prototype.onDeactivate.call(this);this._viewer.trigger("walkOperatorDeactivated");return c};e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);var b=this._viewer.view;b.getProjectionMode()!==d.Projection.Perspective&&(b.setProjectionMode(d.Projection.Perspective),
+this._calculateInitialPosition());this.isActive()&&(this.stopWalking(),this.setWalkActive(!0),this._walkButton=c.getButton())};e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);this.getWalkActive()&&null===this._timerId&&this.isActive()&&(this._previousTimestamp=Date.now(),this._onTick())};e.prototype.onMouseUp=function(c){this.isActive()&&this.stopWalking();a.prototype.onMouseUp.call(this,c)};e.prototype.onTouchStart=function(c){a.prototype.onTouchStart.call(this,c);++this._activeTouchCount;
+1===this._activeTouchCount?this._walkButton=d.Button.Left:2===this._activeTouchCount?this._walkButton=d.Button.Right:3===this._activeTouchCount&&(this._walkButton=d.Button.None)};e.prototype.onTouchMove=function(c){3===this._activeTouchCount&&this._primaryTouchId===c.getId()?(this._ptCurrent.assign(c.getPosition()),c=d.Point2.subtract(this._ptCurrent,this._ptPrevious),this._adjustTilt(c.y/100*1.5)):3>this._activeTouchCount&&a.prototype.onTouchMove.call(this,c)};e.prototype.onTouchEnd=function(c){a.prototype.onTouchEnd.call(this,
+c);0<this._activeTouchCount&&--this._activeTouchCount};e.prototype.onMousewheel=function(a){0<a.getWheelDelta()?this._adjustTilt(3):this._adjustTilt(-3)};e.prototype.stopWalking=function(){null!==this._timerId&&(cancelAnimationFrame(this._timerId),this._timerId=null);this.setWalkActive(!1)};e.prototype._testWalk=function(a,b,g){return __awaiter(this,void 0,void 0,function(){var c,e,f;return __generator(this,function(k){switch(k.label){case 0:return c=new d.Event.MouseInputEvent(0,0,g,d.Buttons.None,
+d.KeyModifiers.None,d.MouseInputType.Down),e=new d.Event.MouseInputEvent(0,a,g,d.Buttons.None,d.KeyModifiers.None,d.MouseInputType.Move),f=new d.Event.MouseInputEvent(0,a,g,d.Buttons.None,d.KeyModifiers.None,d.MouseInputType.Up),this.onMouseDown(c),this.onMouseMove(e),[4,d.Util.sleep(b)];case 1:return k.sent(),this.onMouseUp(f),[2]}})})};e.prototype._onTick=function(){var a=this,b=Date.now(),g=(b-this._previousTimestamp)/1E3;this._previousTimestamp=b;var e=this._viewer.view;b=d.Point2.subtract(this._ptCurrent,
+this._ptFirst);var f=new d.Point2(Math.abs(b.x)/this._maxDistance,Math.abs(b.y)/this._maxDistance),h=this.getRotationSpeed()*g*f.x,m=this.getWalkSpeed()*g*f.y,p=this.getElevationSpeed()*g*f.x;g=this.getElevationSpeed()*g*f.y;if(this._walkButton===d.Button.Left){if(0!==b.x&&(0<b.x?this.rotateRight(h):0>b.x&&this.rotateLeft(h)),0!==b.y){var q=e.getCamera();this._resetPosition(q);g=q.getTarget();e=q.getPosition();g=d.Point3.subtract(g,e).normalize();var r=q.getUp(),u=d.Point3.scale(g,m);0<b.y&&(u=u.negate());
+this.setWalkActive(!0);var t=this.getBimModeEnabled();this.getActiveWalk().set(function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return t?[4,this._applyWalkDeltaWithCollisionCheck(q,u,r)]:[3,4];case 1:return a.sent(),[4,this._applyGravity()];case 2:return a.sent(),[4,this._updateNearbyDoors()];case 3:return a.sent(),[3,5];case 4:return[2,this._applyWalkDelta(q,u)];case 5:return[2]}})})})}}else if(this._walkButton===d.Button.Right||this._walkButton===
+d.Button.Middle)0<Math.abs(b.y)&&(0<b.y?this.walkUp(g):this.walkDown(g)),0<Math.abs(b.x)&&(0<b.x?this.walkRight(p):this.walkLeft(p));this._timerId=requestAnimationFrame(function(){a._onTick()})};e.prototype._adjustTilt=function(a){var b=this._viewer.view;this.setTilt(this.getTilt()+a);a=b.getCamera();this._resetPosition(a);var c=a.getTarget(),e=a.getPosition(),f=d.Point3.distance(c,e),h=a.getUp().normalize();c=d.Point3.subtract(c,e).normalize();h=d.Point3.cross(h,c).normalize();d.Matrix.createFromOffAxisRotation(h,
+this.getTilt()).transform(c,c);c.normalize().scale(f);a.setTarget(d.Point3.add(e,c));b.setCamera(a)};e.prototype._resetCameraTarget=function(){return __awaiter(this,void 0,void 0,function(){var a,b,g,e,f,h;return __generator(this,function(c){switch(c.label){case 0:return a=this._viewer.view,b=a.getCanvasSize(),g=new d.Point2(Math.round(b.x/2),Math.round(b.y/2)),e=new d.PickConfig,[4,a.pickFromPoint(g,e)];case 1:return f=c.sent(),f.isEntitySelection()&&(h=a.getCamera(),h.setTarget(f.getPosition()),
+a.updateCamera(h)),[2]}})})};return e}(h.CameraWalkBaseOperator);h.CameraWalkOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._positionOffset=d.Point2.zero();this._position=d.Point2.zero();this._activeNoteText=null;this._createTextBox()}a.prototype._createTextBox=function(){var a=this;this._container=document.createElement("div");this._container.className="noteTextElement";this._textArea=document.createElement("textarea");this._textArea.oninput=function(){null!==a._activeNoteText&&a._activeNoteText.saveTextValue()};this._container.appendChild(this._textArea);
+var b=7;["blue","red","green","white","black"].forEach(function(c){var g=document.createElement("button");g.className="noteButton color "+c;g.style.top=b+"px";b+=25;g.id=c+"_button";switch(c){case "blue":var e=d.Color.blue();break;case "red":e=d.Color.red();break;case "green":e=d.Color.green();break;case "white":e=d.Color.white();break;case "black":e=d.Color.black();break;default:e=d.Color.white()}g.onmousedown=function(){null!==a._activeNoteText&&a._activeNoteText.setColor(e)};a._container.appendChild(g)});
+var g=document.createElement("button");g.className="noteButton trash";g.style.top=b+"px";g.onmousedown=function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._activeNoteText?[3,2]:[4,this._activeNoteText.remove()];case 1:a.sent(),a.label=2;case 2:return[2]}})})};this._container.appendChild(g)};a.prototype.setPositionOffset=function(a){this._positionOffset=a};a.prototype.getPositionOffset=function(){return this._positionOffset.copy()};
+a.prototype.setPosition=function(a){this._position=d.Point2.add(a,this._positionOffset);this._container.style.left=this._position.x+"px";this._container.style.top=this._position.y+"px"};a.prototype.getPosition=function(){return this._position.copy()};a.prototype.setText=function(a){var b=this._container.querySelector("textarea");null!==b&&(b.value=a)};a.prototype.getText=function(){var a=this._container.querySelector("textarea");return null!==a?a.value:""};a.prototype.setSize=function(a){this._container.style.width=
+a.x+"px";this._container.style.height=a.y+"px"};a.prototype.getSize=function(){var a=this._container.getBoundingClientRect();return new d.Point2(a.width,a.height)};a.prototype.focus=function(){this._textArea.focus();this._textArea.style.pointerEvents="auto"};a.prototype.blur=function(){this._container.blur()};a.prototype.hide=function(){this._container.style.visibility="hidden";this._activeNoteText=null};a.prototype.show=function(a){this._container.style.visibility="visible";this._activeNoteText=
+a};a.prototype.getHtmlContainer=function(){return this._container};a.prototype.setHtmlContainer=function(a){this._container=a};return a}();f.NoteTextElement=a})(h.Note||(h.Note={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(){this.rotate=this.viewPlane=this.plane=this.axis=null}}(),a=function(){return function(a,b,g,e,f,h){this.vector=b;this.matrix=g;this.nodeId=e;this.position=a;this.handleType=f;this.translation=d.Point3.zero();this.groupId=h}}(),e=function(c){function b(a){var b=c.call(this)||this;b._meshIds=new f;b._scaleModifier=1;b._id=0;b._handleData=new Map;b._translationFromInitialHandlePosition=d.Point3.zero();b._groupIdRotationMatrix=new Map;b._viewer=
+a;b._callbacks={camera:function(){b._updateCamera()},_assemblyTreeReady:function(){return __awaiter(b,void 0,void 0,function(){var a,b,c,d,g=this;return __generator(this,function(e){this._updateViewport();this._hideOverlay();a=this._createMeshId(this._getAxisMeshData()).then(function(a){g._meshIds.axis=a});b=this._createMeshId(this._getPlaneMeshData()).then(function(a){g._meshIds.plane=a});c=this._createMeshId(this._getViewPlaneMeshData()).then(function(a){g._meshIds.viewPlane=a});d=this._createMeshId(this._getRotateMeshData()).then(function(a){g._meshIds.rotate=
+a});a;b;c;d;return[2]})})},modelSwitchStart:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.removeHandles()];case 1:return a.sent(),[2]}})})}};b._viewer.setCallbacks(b._callbacks);return b}__extends(b,c);b.prototype.remove=function(){null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),this._callbacks=null);c.prototype.remove.call(this)};b.prototype._getAxisMeshData=function(){return d.Util.generateConeCylinderMeshData(b._cylinderRadius,
+b._segmentCount,b._cylinderHeight,b._coneBaseRadius,b._capHeight,b._taperHeight)};b.prototype._getPlaneMeshData=function(){var a=new d.Point3(b._planeOffset,0,b._planeOffset),c=new d.Point3(b._planeOffset+b._planeLength,0,b._planeOffset),e=new d.Point3(b._planeOffset+b._planeLength,0,b._planeOffset+b._planeLength),f=new d.Point3(b._planeOffset,0,b._planeOffset+b._planeLength),h=[a.x,a.y,a.z,c.x,c.y,c.z,e.x,e.y,e.z,a.x,a.y,a.z,e.x,e.y,e.z,f.x,f.y,f.z],p=new d.Point3(0,-1,0);p=[p.x,p.y,p.z,p.x,p.y,
+p.z,p.x,p.y,p.z,p.x,p.y,p.z,p.x,p.y,p.z,p.x,p.y,p.z];var q=new d.MeshData;q.addFaces(h,p);q.setBackfacesEnabled(!0);q.addPolyline([a.x,a.y,a.z,c.x,c.y,c.z]);q.addPolyline([c.x,c.y,c.z,e.x,e.y,e.z]);q.addPolyline([e.x,e.y,e.z,f.x,f.y,f.z]);q.addPolyline([f.x,f.y,f.z,a.x,a.y,a.z]);return q};b.prototype._getViewPlaneMeshData=function(){return d.Util.generateSphereMeshData()};b.prototype._getRotateMeshData=function(a,b,c){void 0===a&&(a=35);void 0===b&&(b=12);void 0===c&&(c=.5);var g=a*Math.PI/180*.5;
+a=[];for(var e=-g;e<=g;e+=.1){var f=Math.sin(e)*b;a.push(Math.cos(e)*b);a.push(0);a.push(f)}b=new d.Point3(0,0,1);c=d.Util.createCylinderMeshDataFromArc(a,b,10,c);c.setBackfacesEnabled(!0);return c};b.prototype.setAxisMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.axis?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.axis=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.axis,
+a)];case 3:return[2]}})})};b.prototype.setPlaneMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.plane?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.plane=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.plane,a)];case 3:return[2]}})})};b.prototype.setViewPlaneMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,
+function(c){switch(c.label){case 0:return null!==this._meshIds.viewPlane?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.viewPlane=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.viewPlane,a)];case 3:return[2]}})})};b.prototype.setRotateMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.rotate?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),
+this._meshIds.rotate=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.rotate,a)];case 3:return[2]}})})};b.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.Handles};b.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.Handles,!1)};b.prototype.hideOverlay=function(){this._hideOverlay();return Promise.resolve()};b.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.Handles,!0);
+this._updateCamera()};b.prototype.showOverlay=function(){this._showOverlay();return Promise.resolve()};b.prototype._updateViewport=function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.Handles,d.OverlayAnchor.UpperLeftCorner,0,d.OverlayUnit.ProportionOfCanvas,0,d.OverlayUnit.ProportionOfCanvas,1,d.OverlayUnit.ProportionOfCanvas,1,d.OverlayUnit.ProportionOfCanvas)};b.prototype.updateViewport=function(){this._updateViewport();return Promise.resolve()};b.prototype.addHandles=function(a,
+b,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return this._scaleModifier=b,this._translationFromInitialHandlePosition.assign(d.Point3.zero()),[4,this.createDefaultHandles(a,c)];case 1:return g.sent(),this._showOverlay(),[2]}})})};b.prototype._updateCamera=function(){this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.Handles,this._viewer.view.getCamera())};b.prototype.getVector=function(a){a=this._handleData.get(a);return void 0!==
+a&&(a=a.vector,null!==a)?a.copy():null};b.prototype.getHandleType=function(a){a=this._handleData.get(a);return void 0===a?null:a.handleType};b.prototype.getHandleGroupId=function(a){a=this._handleData.get(a);return void 0===a?b.defaultGroupId:a.groupId};b.prototype.getPosition=function(a){if(a=this._handleData.get(a)){var b=a.translation.copy();return a.position.copy().add(this._translationFromInitialHandlePosition).add(b)}return null};b.prototype.getHandleNodeIds=function(){var a=[];this._handleData.forEach(function(b,
+c){a.push(c)});return a};b.prototype.removeHandles=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(b){switch(b.label){case 0:return a=this.getHandleNodeIds(),this._handleData.clear(),this._groupIdRotationMatrix.clear(),this._id=0,this._hideOverlay(),[4,this._viewer.model.deleteMeshInstances(a)];case 1:return b.sent(),[2]}})})};b.prototype.isEmpty=function(){return 0===this._handleData.size};b.prototype.createDefaultHandles=function(a,c){return __awaiter(this,
+void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:return g=[],g.push(this.addViewPlaneHandle(a,b._viewPlaneColor,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(1,0,0),b._xColor,null,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(0,1,0),b._yColor,null,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(0,0,1),b._zColor,null,c)),g.push(this.addPlaneTranslationHandle(a,new d.Point3(1,0,0),b._zColor,d.Color.black(),new d.Point3(0,-1,0),c)),
+g.push(this.addPlaneTranslationHandle(a,new d.Point3(0,1,0),b._xColor,d.Color.black(),new d.Point3(0,0,-1),c)),g.push(this.addPlaneTranslationHandle(a,new d.Point3(0,0,1),b._yColor,d.Color.black(),new d.Point3(-1,0,0),c)),g.push(this.addRotateHandle(a,new d.Point3(1,0,0),b._zColor,new d.Point3(0,-1,0),c)),g.push(this.addRotateHandle(a,new d.Point3(0,1,0),b._xColor,new d.Point3(0,0,-1),c)),g.push(this.addRotateHandle(a,new d.Point3(0,0,1),b._yColor,new d.Point3(-1,0,0),c)),[4,Promise.all(g)];case 1:return e.sent(),
+[2]}})})};b.prototype._createMeshId=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:return b=this._viewer.model,[4,b.createMesh(a,{doNotDelete:!0})];case 1:return c=d.sent(),[2,c]}})})};b.prototype.addAxisTranslationHandle=function(b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.axis)return[3,2];g=this._meshIds;return[4,
+this._createMeshId(this._getAxisMeshData())];case 1:g.axis=m.sent(),m.label=2;case 2:return k="handle-axis-translation-"+this._id++,l=this._getRotationMatrixFromVector(c,f),[4,this._createMeshInstance(this._meshIds.axis,k,e,null,b.copy(),l.copy())];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),l.copy(),n,d.HandleType.Axis,h)),[2,n]}})})};b.prototype.addViewPlaneHandle=function(b,c,e){return __awaiter(this,void 0,void 0,function(){var g,f;return __generator(this,function(k){switch(k.label){case 0:if(null!==
+this._meshIds.viewPlane)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getViewPlaneMeshData())];case 1:g.viewPlane=k.sent(),k.label=2;case 2:return[4,this._createMeshInstance(this._meshIds.viewPlane,"handle-sphere-instance",c,null,b,new d.Matrix)];case 3:return f=k.sent(),this._handleData.set(f,new a(b.copy(),null,new d.Matrix,f,d.HandleType.ViewPlane,e)),[2,f]}})})};b.prototype.addPlaneTranslationHandle=function(b,c,e,f,h,p){return __awaiter(this,void 0,void 0,function(){var g,k,l,
+n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.plane)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getPlaneMeshData())];case 1:g.plane=m.sent(),m.label=2;case 2:return k="handle-plane-translation-"+this._id++,l=this._getRotationMatrixFromVector(c,h),[4,this._createMeshInstance(this._meshIds.plane,k,e,f,b,l)];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),l.copy(),n,d.HandleType.Plane,p)),[2,n]}})})};b.prototype.addRotateHandle=
+function(b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.rotate)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getRotateMeshData())];case 1:g.rotate=m.sent(),m.label=2;case 2:return k="handle-rotate-"+this._id++,l=this._getRotationMatrixFromVector(c,f),[4,this._createMeshInstance(this._meshIds.rotate,k,e,null,b,l)];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),
+l.copy(),n,d.HandleType.Rotate,h)),[2,n]}})})};b.prototype._getRotationMatrixFromVector=function(a,b){b||(b=new d.Point3(1,0,0),.001>d.Point3.cross(b,a).squaredLength()&&(b=new d.Point3(0,1,0)));b=d.Point3.cross(b,a).normalize();var c=d.Point3.cross(b,a).normalize();a.normalize();var g=new d.Matrix;g.m[0]=b.x;g.m[1]=b.y;g.m[2]=b.z;g.m[3]=0;g.m[4]=a.x;g.m[5]=a.y;g.m[6]=a.z;g.m[7]=0;g.m[8]=c.x;g.m[9]=c.y;g.m[10]=c.z;g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g};b.prototype._createMeshInstance=
+function(a,b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l;return __generator(this,function(m){g=this._createTransformationMatrix(f,new d.Matrix);g=d.Matrix.multiply(h,g);k=new d.MeshInstanceData(a,g,b,c||void 0,e||void 0);k.setOpacity(1);k.setCreationFlags(d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.OverrideSceneVisibility|
+d.MeshInstanceCreationFlags.AlwaysDraw);k.setOverlayIndex(d.BuiltinOverlayIndex.Handles);l=this._viewer.model;return[2,l.createMeshInstance(k,void 0,!0,!0)]})})};b.prototype._createTransformationMatrix=function(a,c){var g=b._defaultScale*this._scaleModifier;g=(new d.Matrix).setScaleComponent(g,g,g);g=d.Matrix.multiply(g,c);g.setTranslationComponent(a.x,a.y,a.z);return g};b.prototype._getHandlePosition=function(a){var b=null;this._handleData.forEach(function(c){c.groupId===a&&(b=c.position.copy())});
+return b};b.prototype.getGroupIdRotationMatrix=function(a){a=this._groupIdRotationMatrix.get(a);return void 0===a?new d.Matrix:a.copy()};b.prototype.updatePosition=function(a,b,c,e,f){return __awaiter(this,void 0,void 0,function(){var g,k,h,l,m=this;return __generator(this,function(n){switch(n.label){case 0:g=this._viewer.model;k=[];h=new Map;l=this._getHandlePosition(e);if(null===l)return[2];this._handleData.forEach(function(n,p){var q=n.groupId,r=void 0!==f.get(q);if(q===e||r){var t=n.position.copy();
+t.add(a.copy());var u=n.translation.copy();t.add(u);u=d.Matrix.multiply(m.getGroupIdRotationMatrix(q),b);u=d.Matrix.multiply(n.matrix,u);r&&(r=d.Point3.subtract(t,l),b.transform(r,t),t.add(l));r=m._createTransformationMatrix(t,u);c&&(n.position.assign(t),h.set(q,d.Matrix.multiply(m.getGroupIdRotationMatrix(q),b)));k.push(g.setNodeMatrix(p,r))}});h.forEach(function(a,b){m._groupIdRotationMatrix.set(b,a.copy())});return[4,Promise.all(k)];case 1:return n.sent(),[2]}})})};b.prototype.resetTranslation=
+function(){var a=this;this._translationFromInitialHandlePosition&&(this._handleData.forEach(function(b){b.translation.add(a._translationFromInitialHandlePosition)}),this._translationFromInitialHandlePosition.assign(d.Point3.zero()))};b.prototype.getTranslation=function(){return this._translationFromInitialHandlePosition};b.className="Communicator.Markup.HandleMarkup";b.defaultGroupId=-1;b._defaultScale=.02;b._cylinderRadius=.5;b._coneBaseRadius=.9;b._cylinderHeight=7;b._capHeight=1.2;b._taperHeight=
+.2;b._segmentCount=20;b._planeOffset=1;b._planeLength=2.5;b._xColor=new d.Color(168,56,59);b._yColor=new d.Color(96,166,50);b._zColor=new d.Color(41,81,185);b._viewPlaneColor=d.Color.white();return b}(h.MarkupItem);h.HandleMarkup=e})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b){var c=a.call(this,b)||this;c._lineEdgeShape=new d.Shape.Polyline;c._linePositions=[];c._name="MeasureLength";c._positions=[];c._lineShapes=[];c._lineEdgeShape.setStrokeWidth(4);c._lineEdgeShape.setStrokeColor(b.measureManager.getMeasurementEdgeColor());return c}__extends(c,a);c.prototype.setLineGeometry=function(a){this._lineEdgeShape.setStrokeColor(this._viewer.measureManager.getMeasurementEdgeColor());this._linePositions=a;this._stage=
+1};c.prototype.reset=function(){this._stage=0};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b)};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.measureManager,c=b.getMeasurementColor();b=b.getMeasurementEdgeColor();this._lineShapes.forEach(function(a){a.setStrokeColor(c)});this._lineEdgeShape.setStrokeColor(b)};c.prototype.draw=function(){};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureLengthMarkup"};return c}(f.MeasureMarkup);
+f.MeasureLengthMarkup=a})(d.Measure||(d.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f){var g=a.call(this,b)||this;g._circlePoints=[];g._radius=0;g._surfaceCenter=d.Point3.zero();g._circlePlane=new d.Plane;g._arrowsInvert=!1;g._name="MeasureCircleEdgeLength";g._lineProperties=c;g._matrix=e.copy();g._unitMultiplier=f;g._textShape.getBoxPortion().setFillOpacity(1);g._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(c=0;5>c;c++)g._lineShapes.push(new h.Shape.Line),g._lineShapes[c].setStrokeColor(b.measureManager.getMeasurementColor());
+return g}__extends(c,a);c.prototype.createCircleData=function(){d.Util.generatePointsOnCircle(this._circlePoints,this._lineProperties.origin,this._lineProperties.radius,32,this._lineProperties.normal);this._matrix.transformArray(this._circlePoints,this._circlePoints);this._positions[0]=this._circlePoints[0].copy();this._positions[1]=this._circlePoints[16].copy();var a=new d.Point3(this._lineProperties.radius,0,0),c=new d.Point3(0,0,0);this._matrix.transform(a,a);this._matrix.transform(c,c);this._radius=
+d.Point3.subtract(c,a).length();d.Point3.subtract(this._positions[1],this._positions[0]);this._positions[4]=this._positions[1].copy();this._surfaceCenter=this._matrix.transform(this._lineProperties.origin);a=new d.Point3(this._circlePoints[0].x,this._circlePoints[0].y,this._circlePoints[0].z);c=new d.Point3(this._circlePoints[1].x,this._circlePoints[1].y,this._circlePoints[1].z);this._circlePlane=d.Plane.createFromPoints(a,c,this._surfaceCenter)};c.prototype.setLineGeometry=function(b){a.prototype.setLineGeometry.call(this,
+b);this._positions[0]=this._linePositions[0];this._positions[0].equals(this._positions[this._positions.length-1])?this._positions[1]=this._positions[Math.floor(this._positions.length/2)]:this._positions[1]=this._linePositions[this._linePositions.length-1];this._positions[1]=this._linePositions[this._linePositions.length-1];this._positions[2]=this._linePositions[1].copy();this.createCircleData();this._setMeasurementValue(this._radius)};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);
+var c=this._viewer.view.raycastFromPoint(b);if(null!==c){b=this._surfaceCenter;var e=this._circlePlane,f=e.rayIntersection(c);null===f&&(f=d.Point3.add(b,c.direction.copy().scale(-2*this._radius)),f=d.Plane.createFromPointAndNormal(f,c.direction).rayIntersection(c),console.assert(null!==f),c=new d.Ray(f,e.normal),f=e.rayIntersection(c),null===f&&(f=e.rayIntersection(c.negate())));null===f&&(console.assert(!1),f=b.copy());c=d.Point3.subtract(f,b).normalize().scale(this._radius);e=d.Point3.add(b,c);
+b=d.Point3.subtract(b,c);this._positions[0]=e;this._positions[1]=b;this._positions[2]=e.copy();this._positions[3]=b.copy();this._positions[4]=f.copy();this._positions[5]=this._surfaceCenter.copy();this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._positions[4].x+this._positions[5].x)/2,(this._positions[4].y+this._positions[5].y)/2,(this._positions[4].z+this._positions[5].z)/2),c=d.Point3.subtract(this._positions[5],
+this._positions[4]);this._arrowsInvert=2*d.Point3.subtract(this._positions[2],a).length()>c.length()};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;if(0<this._stage){this._lineEdgeShape.clearPoints();for(var c=0,e=this._linePositions;c<e.length;c++){var f=d.Point2.fromPoint3(b.projectPoint(e[c]));this._lineEdgeShape.pushPoint(f)}}if(1<this._stage){c=Array(6);for(e=0;e<this._positions.length;e++)c[e]=d.Point2.fromPoint3(b.projectPoint(this._positions[e]));this._textShape&&
+this._textShape.setPosition(c[4]);this._lineShapes[0].set(c[5],c[2]);this._lineShapes[1].set(c[5],c[4]);b=this._viewer.measureManager.getMeasurementColor();this._lineShapes[0].setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[0].setStartEndcapType(h.Shape.EndcapType.None);this._lineShapes[0].setEndcapsInverted(this._arrowsInvert);this._lineShapes[0].setEndEndcapColor(b);this._lineShapes[0].setStartEndcapColor(b)}};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()){this.update();
+var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawPolyline(this._lineEdgeShape);break;case 2:case 3:for(var c=0;2>c;c++)a.drawLine(this._lineShapes[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineEdgeShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){var a=f.MeasureMarkup._serializePointArray(this._linePositions),c=f.MeasureMarkup._serializePointArray(this._positions);return{matrix:this._matrix.toJson(),lineOrigin:this._lineProperties.origin,
+lineRadius:this._lineProperties.radius,lineNormal:this._lineProperties.normal,linePositions:a,positions:c,text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,g){var b=d.Matrix.fromJson(a.matrix),e=a.lineRadius,h=d.Point3.fromJson(a.lineOrigin),m=d.Point3.fromJson(a.lineNormal);e=new d.SubentityProperties.CircleElement(e,h,m);g=new c(g,
+e,b,a.unitMultiplier||1);b=f.MeasureMarkup._constructPointArray(a.linePositions);e=f.MeasureMarkup._constructPointArray(a.positions);g.setLineGeometry(b);g._positions=e;g._textShape.setTextString(a.text);g._stage=3;g._measurementValue=a.measurementValue;return g};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureCircleEdgeLengthMarkup"};return c}(f.MeasureLengthMarkup);f.MeasureCircleEdgeLengthMarkup=a})(h.Measure||(h.Measure=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._faceSelection=[];b._arcArray=[];b._lineGeometryShape=new h.Shape.Polyline;b.planeIntersectionLine=[];b._pointOnLine=d.Point3.zero();b._clickpointOriginal2=d.Point3.zero();b._clickpointOriginal1=d.Point3.zero();b._plane1=new d.Plane;b._plane2=new d.Plane;b._secondPoint=d.Point3.zero();b._firstPoint=d.Point3.zero();b._textPos=d.Point3.zero();b._intermediatePoint=d.Point3.zero();b._textAnchorPoint=d.Point3.zero();
+b._angle=0;b._useAuthoredNormals=!0;b._name="MeasureFaceFaceAngle";b._lineGeometryShape.setStrokeWidth(2);b._lineGeometryShape.setStrokeColor(b._viewer.measureManager.getMeasurementColor());b._textShape=new h.Shape.TextBox;b._textShape.getBoxPortion().setFillOpacity(1);b._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(var c=0;5>c;c++)b._lineShapes.push(new h.Shape.Line),b._lineShapes[c].setStrokeColor(b._viewer.measureManager.getMeasurementColor());return b}__extends(c,a);c.prototype._getNormalAndPositionFromSelection=
+function(a,c,e){return __awaiter(this,void 0,void 0,function(){var b,g,f,k,h;return __generator(this,function(l){switch(l.label){case 0:return b=a.getNodeId(),g=a.getFaceEntity().getCadFaceIndex(),e.assign(a.getPosition().copy()),c.assign(a.getFaceEntity().getNormal()),[4,this._viewer.model.getFaceProperty(b,g)];case 1:return f=l.sent(),this._useAuthoredNormals&&null!==f&&f instanceof d.SubentityProperties.PlaneElement&&(k=this._viewer.model.getNodeNetMatrix(b),h=k.normalMatrix(),null!==h&&h.transform(f.normal,
+c)),[2]}})})};c.prototype.getFirstSelection=function(){return this._faceSelection[0]};c.prototype.setFirstFace=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){switch(g.label){case 0:return b=a.getNodeId(),c=a.getFaceEntity().getCadFaceIndex(),this._viewer.model.setNodeFaceColor(b,c,new d.Color(255,0,0)),this._faceSelection.push(a),e=d.Point3.zero(),f=d.Point3.zero(),[4,this._getNormalAndPositionFromSelection(a,e,f)];case 1:return g.sent(),
+this._firstPoint=f.copy(),this._plane1.setFromPointAndNormal(this._firstPoint,e),this._clickpointOriginal1=a.getPosition().copy(),this._stage++,[2]}})})};c.prototype.setSecondFace=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h,p,q,r,u,t,v,w,z,x,y,A,B;return __generator(this,function(g){switch(g.label){case 0:return b=a.getNodeId(),c=a.getFaceEntity().getCadFaceIndex(),this._faceSelection[1]=a,this._viewer.model.setNodeFaceColor(b,c,new d.Color(255,0,0)),e=d.Point3.zero(),
+f=d.Point3.zero(),[4,this._getNormalAndPositionFromSelection(a,f,e)];case 1:g.sent();this._secondPoint=e.copy();this._plane2.setFromPointAndNormal(this._secondPoint,f);this.planeIntersectionLine[0]=new d.Point3(0,0,0);this.planeIntersectionLine[1]=new d.Point3(0,0,0);h=d.Util.intersect3d2Planes(this._plane1,this._firstPoint,this._plane2,this._secondPoint,this.planeIntersectionLine[0],this.planeIntersectionLine[1]);if(2!==h)return[2,!1];p=d.Point3.subtract(this.planeIntersectionLine[1],this.planeIntersectionLine[0]);
+p.normalize();this.planeIntersectionLine[0].set(this.planeIntersectionLine[0].x-100*p.x,this.planeIntersectionLine[0].y-100*p.y,this.planeIntersectionLine[0].z-100*p.z);this.planeIntersectionLine[1].set(this.planeIntersectionLine[1].x+100*p.x,this.planeIntersectionLine[1].y+100*p.y,this.planeIntersectionLine[1].z+100*p.z);d.Util.computePointToLineDistance(this._secondPoint,this.planeIntersectionLine[0],this.planeIntersectionLine[1],this._pointOnLine);q=new d.Point3(0,0,0);r=new d.Point3(0,0,0);q.set(this._firstPoint.x+
+p.x,this._firstPoint.y+p.y,this._firstPoint.z+p.z);d.Util.computePointToLineDistance(this._pointOnLine,this._firstPoint,q,r);this._firstPoint=r.copy();this._clickpointOriginal2=a.getPosition().copy();u=new d.Matrix;t=d.Point3.subtract(this._secondPoint,this._pointOnLine);v=t.length();w=d.Point3.subtract(this._firstPoint,this._pointOnLine);w.normalize();this._intermediatePoint.set(this._pointOnLine.x+w.x*v,this._pointOnLine.y+w.y*v,this._pointOnLine.z+w.z*v);this._angle=d.Util.computeAngleBetweenVector(t,
+w);if(0===this._angle)return[2,!1];this._measurementValue=this._angle;this._textShape.setTextString(this._measurementValue.toFixed(2)+"\u00b0");this._viewer.trigger("measurementValueSet",this);this._textPos=this._pointOnLine.copy();z=!1;x=new d.Point3(0,0,0);y=new d.Point3(0,0,0);d.Util.computeOffaxisRotation(p,1,u);u.transform(t,y);x.set(y.x+this._pointOnLine.x,y.y+this._pointOnLine.y,y.z+this._pointOnLine.z);x=d.Point3.subtract(x,this._firstPoint);A=x.length();d.Util.computeOffaxisRotation(p,-1,
+u);u.transform(t,y);x.set(y.x+this._pointOnLine.x,y.y+this._pointOnLine.y,y.z+this._pointOnLine.z);d.Point3.subtract(x,this._firstPoint);B=x.length();B<A&&(z=!0);this._arcArray=d.Util.generateArcPoints(p,z?-this._angle:this._angle,this._pointOnLine,t,30);this._stage++;return[2,!0]}})})};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);if(!(1>=this._stage)&&(b=this._viewer.view.raycastFromPoint(b),null!==b)){var c=new d.Point3(b.origin.x+1E6*b.direction.x,b.origin.y+1E6*b.direction.y,
+b.origin.z+1E6*b.direction.z),e=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(b.origin,c,this._pointOnLine,this._firstPoint,this._secondPoint,e);this._textPos=e.copy();new d.Point3(0,0,0);b=d.Point3.subtract(e,this._pointOnLine);c=b.length();b=d.Point3.subtract(this._secondPoint,this._pointOnLine);b.normalize();this._secondPoint.set(this._pointOnLine.x+b.x*c,this._pointOnLine.y+b.y*c,this._pointOnLine.z+b.z*c);b=d.Point3.subtract(this.planeIntersectionLine[1],this.planeIntersectionLine[0]);b.normalize();
+c=new d.Matrix;e=d.Point3.subtract(this._secondPoint,this._pointOnLine);var f=e.length(),h=d.Point3.subtract(this._firstPoint,this._pointOnLine);h.normalize();this._intermediatePoint.set(this._pointOnLine.x+h.x*f,this._pointOnLine.y+h.y*f,this._pointOnLine.z+h.z*f);f=!1;h=new d.Point3(0,0,0);var m=new d.Point3(0,0,0);d.Util.computeOffaxisRotation(b,1,c);c.transform(e,m);h.set(m.x+this._pointOnLine.x,m.y+this._pointOnLine.y,m.z+this._pointOnLine.z);h=d.Point3.subtract(h,this._firstPoint);var p=h.length();
+d.Util.computeOffaxisRotation(b,-1,c);c.transform(e,m);h.set(m.x+this._pointOnLine.x,m.y+this._pointOnLine.y,m.z+this._pointOnLine.z);h=d.Point3.subtract(h,this._firstPoint);h.length()<p&&(f=!0);this._arcArray=d.Util.generateArcPoints(b,f?-this._angle:this._angle,this._pointOnLine,e,30);b=this._viewer.view.projectPoint(this._textPos);c=0;for(e=this._arcArray;c<e.length;c++)if(f=this._viewer.view.projectPoint(e[c]),f=(new d.Point3(b.x-f.x,b.y-f.y,b.z-f.z)).length(),void 0===q||q>f)var q=f;void 0===
+q||20>=q?this._textAnchorPoint=this._textPos:(c=this._viewer.view.projectPoint(this._intermediatePoint),q=this._viewer.view.projectPoint(this._secondPoint),c=new d.Point3(c.x-b.x,c.y-b.y,c.z-b.z),q=new d.Point3(q.x-b.x,q.y-b.y,q.z-b.z),b=c.length(),q=q.length(),this._textAnchorPoint=b<q?this._intermediatePoint:this._secondPoint)}};c.prototype._nextStage=function(){this._stage++;2<this._stage&&(this._finalized=!0,this.cleanup())};c.prototype.cleanup=function(){var a=this,c=function(b){b=a._faceSelection[b];
+a._viewer.model.unsetNodeFaceColor(b.getNodeId(),b.getFaceEntity().getCadFaceIndex())};2<=this._stage&&c(1);1<=this._stage&&c(0)};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;if(1<this._stage){this._lineGeometryShape.clearPoints();for(var c=0,e=this._arcArray;c<e.length;c++)this._lineGeometryShape.pushPoint(d.Point2.fromPoint3(b.projectPoint(e[c])));this._lineGeometryShape.setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineGeometryShape.setStartEndcapType(h.Shape.EndcapType.Arrowhead);
+this._lineGeometryShape.setEndEndcapSize(5);this._lineGeometryShape.setStartEndcapSize(5);this._lineGeometryShape.setEndEndcapColor(this._viewer.measureManager.getMeasurementColor());this._lineGeometryShape.setStartEndcapColor(this._viewer.measureManager.getMeasurementColor());c=Array(10);c[0]=b.projectPoint(this._textPos);c[1]=b.projectPoint(this._firstPoint);c[2]=b.projectPoint(this._clickpointOriginal1);c[3]=b.projectPoint(this._secondPoint);c[4]=b.projectPoint(this._clickpointOriginal2);c[5]=
+b.projectPoint(this._intermediatePoint);c[6]=b.projectPoint(this._textAnchorPoint);this._behindView=!1;b=Array(10);for(e=0;6>=e;e++)0>=c[e].z&&(this._behindView=!0),b[e]=d.Point2.fromPoint3(c[e]);this._textShape&&this._textShape.setPosition(b[0]);this._lineShapes[0].set(b[1],b[2]);this._lineShapes[1].set(b[1],b[5]);this._lineShapes[2].set(b[3],b[4]);this._lineShapes[3].set(b[6],b[0])}};c.prototype.draw=function(){var a=0!==this._viewer.explodeManager.getMagnitude();if(this._visibility&&!a&&(this.update(),
+!this._behindView&&2<=this._stage&&4>=this._stage)){a=this._viewer.markupManager.getRenderer();for(var c=0;4>c;c++)a.drawLine(this._lineShapes[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineGeometryShape)}};c.prototype.setUseAuthoredNormals=function(a){this._useAuthoredNormals=a};c.prototype.getUseAuthoredNormals=function(){return this._useAuthoredNormals};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],c=0,d=this._arcArray;c<d.length;c++){var e=
+d[c].toJson();a.push(e)}return{text:this._textShape.getTextString(),textPos:this._textPos.toJson(),arcArray:a,firstPoint:this._firstPoint.toJson(),clickpointOriginal1:this._clickpointOriginal1.toJson(),secondPoint:this._secondPoint.toJson(),clickpointOriginal2:this._clickpointOriginal2.toJson(),intermediatePoint:this._intermediatePoint.toJson(),textAnchorPoint:this._textAnchorPoint.toJson(),measurementValue:this._measurementValue,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};
+c.fromJson=function(a,g){g=new c(g);for(var b=0,e=a.arcArray;b<e.length;b++){var f=d.Point3.fromJson(e[b]);g._arcArray.push(f)}g._textShape.setTextString(a.text);g._textPos.assign(d.Point3.fromJson(a.textPos));g._firstPoint.assign(d.Point3.fromJson(a.firstPoint));g._clickpointOriginal1=d.Point3.fromJson(a.clickpointOriginal1);g._secondPoint.assign(d.Point3.fromJson(a.secondPoint));g._clickpointOriginal2=d.Point3.fromJson(a.clickpointOriginal2);g._intermediatePoint.assign(d.Point3.fromJson(a.intermediatePoint));
+g._textAnchorPoint.assign(d.Point3.fromJson(a.textAnchorPoint));g._measurementValue=a.measurementValue;g._stage=3;return g};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureFaceFaceAngleMarkup"};return c}(f.MeasureMarkup);f.MeasureFaceFaceAngleMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._faceSelection=[];b._line1PreviewShape1=new h.Shape.Line;b._line1PreviewShape2=new h.Shape.Line;b._line2PreviewShape1=new h.Shape.Line;b._line2PreviewShape2=new h.Shape.Line;b._matrix1=new d.Matrix;b._matrix2=new d.Matrix;b._lineGeometryShape=new h.Shape.Polyline;b._parallelFaces=!1;b._triangulatedDistance=!0;b._pointsOnSameRay=!1;b._arrowsInvert=!1;b._faceData=[];b._distance=0;b._surfaceCenter=[d.Point3.zero(),
+d.Point3.zero()];b._surfaceAxis1=[d.Point3.zero(),d.Point3.zero()];b._surfaceAxis2=[d.Point3.zero(),d.Point3.zero()];b._cylinderAxisInfinite1=[d.Point3.zero(),d.Point3.zero()];b._cylinderAxisInfinite2=[d.Point3.zero(),d.Point3.zero()];b._firstPointHelper=d.Point3.zero();b._secondPointHelper=d.Point3.zero();b._secondPoint=d.Point3.zero();b._firstPoint=d.Point3.zero();b._textPos=d.Point3.zero();b._name="MeasureFaceFaceDistance";b._lineGeometryShape.setStrokeWidth(2);b._lineGeometryShape.setStrokeColor(b._viewer.measureManager.getMeasurementColor());
+b._textShape=new h.Shape.TextBox;b._textShape.getBoxPortion().setFillOpacity(1);b._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(var c=0;5>c;c++)b._lineShapes.push(new h.Shape.Line),b._lineShapes[c].setStrokeColor(b._viewer.measureManager.getMeasurementColor());return b}__extends(c,a);c.prototype.setUnitMultiplier=function(a){this._unitMultiplier=a};c.prototype.setFirstFace=function(a,c,e,f){var b=a.getNodeId(),g=a.getFaceEntity(),k=a.getPosition();this._matrix1=e.copy();this._viewer.model.setNodeFaceColor(b,
+g.getCadFaceIndex(),new d.Color(255,0,0));this._faceSelection[0]=a;this._firstPoint=k.copy();this._faceData[0]=c;this._faceData[0]instanceof d.SubentityProperties.PlaneElement?(a=this._faceData[0],c=new d.Point3(a.origin.x+a.normal.x,a.origin.y+a.normal.y,a.origin.z+a.normal.z),this._matrix1.transform(c,this._surfaceAxis1[0]),this._matrix1.transform(a.origin,this._surfaceCenter[0])):this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&this.createCylinderData(this._faceData[0],e,f);this._stage++};
+c.prototype.getFirstSelection=function(){return this._faceSelection[0]||null};c.prototype.getFirstFaceData=function(){return this._faceData[0]||null};c.prototype.cleanup=function(){var a=this._viewer.model;2<=this._stage&&a.unsetNodeFaceColor(this._faceSelection[1].getNodeId(),this._faceSelection[1].getFaceEntity().getCadFaceIndex());1<=this._stage&&a.unsetNodeFaceColor(this._faceSelection[0].getNodeId(),this._faceSelection[0].getFaceEntity().getCadFaceIndex())};c.prototype.createCylinderData=function(a,
+c,e){e=d.Point3.subtract(e.max,e.min).length()/4;var b=new d.Point3(a.origin.x+1E4*a.normal.x,a.origin.y+1E4*a.normal.y,a.origin.z+1E4*a.normal.z),g=new d.Point3(a.origin.x-1E4*a.normal.x,a.origin.y-1E4*a.normal.y,a.origin.z-1E4*a.normal.z),f=new d.Point3(0,0,0);d.Util.computePointToLineDistance(a.origin,b,g,f);this._surfaceCenter[this._stage]=new d.Point3(0,0,0);c.transform(f,this._surfaceCenter[this._stage]);b=new d.Point3(f.x+a.normal.x,f.y+a.normal.y,f.z+a.normal.z);this._surfaceAxis1[this._stage]=
+new d.Point3(0,0,0);c.transform(b,this._surfaceAxis1[this._stage]);b.set(f.x-a.normal.x,f.y-a.normal.y,f.z-a.normal.z);this._surfaceAxis2[this._stage]=new d.Point3(0,0,0);c.transform(b,this._surfaceAxis2[this._stage]);new d.Point3(0,0,0);a=this._surfaceAxis1[this._stage].copy();a=d.Point3.subtract(a,this._surfaceCenter[this._stage]);a.normalize();this._surfaceAxis1[this._stage].set(this._surfaceCenter[this._stage].x+a.x*e,this._surfaceCenter[this._stage].y+a.y*e,this._surfaceCenter[this._stage].z+
+a.z*e);this._surfaceAxis2[this._stage].set(this._surfaceCenter[this._stage].x-a.x*e,this._surfaceCenter[this._stage].y-a.y*e,this._surfaceCenter[this._stage].z-a.z*e);this._cylinderAxisInfinite1[this._stage]=new d.Point3(this._surfaceCenter[this._stage].x+a.x*e*1E3,this._surfaceCenter[this._stage].y+a.y*e*1E3,this._surfaceCenter[this._stage].z+a.z*e*1E3);this._cylinderAxisInfinite2[this._stage]=new d.Point3(this._surfaceCenter[this._stage].x-a.x*e*1E3,this._surfaceCenter[this._stage].y-a.y*e*1E3,
+this._surfaceCenter[this._stage].z-a.z*e*1E3)};c.prototype.setSecondFace=function(a,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var b,g,k,l,n,t,v,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I;return __generator(this,function(m){switch(m.label){case 0:b=this._faceSelection[0];g=this._faceData[0];if(void 0===b||void 0===g)throw new d.CommunicatorError("setSecondFace() called before setFirstFace()");if(e instanceof d.SubentityProperties.PlaneElement)k=g,l=new d.Point3(k.origin.x+k.normal.x,k.origin.y+k.normal.y,
+k.origin.z+k.normal.z),this._matrix1.transform(l,this._surfaceAxis1[0]),this._matrix1.transform(k.origin,this._surfaceCenter[0]);else if(e instanceof d.SubentityProperties.CylinderElement)this.createCylinderData(e,f,h);else return[2];return[4,this._viewer.model.computeMinimumFaceFaceDistance(b.getNodeId(),b.getFaceEntity().getCadFaceIndex(),c.getNodeId(),c.getFaceEntity().getCadFaceIndex())];case 1:n=m.sent();if(0===n.distance)return[2];this._matrix2=f.copy();this._secondPoint=c.getPosition().copy();
+if(!(g instanceof d.SubentityProperties.PlaneElement&&e instanceof d.SubentityProperties.PlaneElement))return[3,2];t=e;l=new d.Point3(t.origin.x+t.normal.x,t.origin.y+t.normal.y,t.origin.z+t.normal.z);this._matrix2.transform(l,this._surfaceAxis1[1]);this._matrix2.transform(t.origin,this._surfaceCenter[1]);v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);w=new d.Point3(this._surfaceAxis1[1].x-
+this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,this._surfaceAxis1[1].z-this._surfaceCenter[1].z);v.normalize();w.normalize();z=new d.Point3(-v.x,-v.y,-v.z);v.equalsWithTolerance(w,1E-5)||z.equalsWithTolerance(w,1E-5)?(this._secondPointHelper=new d.Point3(this._secondPoint.x,this._secondPoint.y,this._secondPoint.z),this._firstPointHelper=new d.Point3(this._firstPoint.x,this._firstPoint.y,this._firstPoint.z),x=new d.Plane,x.setFromPointAndNormal(this._surfaceCenter[0],v),
+y=new d.Plane,y.setFromPointAndNormal(this._surfaceCenter[1],w),A=new d.Point3(this._firstPoint.x+v.x,this._firstPoint.y+v.y,this._firstPoint.z+v.z),d.Util.intersectionPlaneLine2(b.getPosition(),A,y,this._secondPoint),z.equalsWithTolerance(w,1E-5)&&(B=new d.Point3(-v.x,-v.y,-v.z),x.setFromPointAndNormal(this._surfaceCenter[0],B)),this._distance=D=Math.abs(y.d-x.d)/x.normal.length(),this._setMeasurementValue(this._distance),this._parallelFaces=!0,this._triangulatedDistance=!1,C=new d.Point3(0,1,0),
+E=d.Point3.subtract(this._secondPoint,this._firstPoint),F=new d.Point3(0,0,0),F=d.Point3.subtract(this._secondPointHelper,this._firstPoint),H=d.Util.computeAngleBetweenVector(C,E),G=d.Util.computeAngleBetweenVector(C,F),this._textPos.assign(this._secondPoint),.1>H-G&&-.1<H-G&&(this._pointsOnSameRay=!0)):(this._firstPoint.assign(n.pos1),this._secondPoint.assign(n.pos2),this._textPos.assign(n.pos2),this._distance=n.distance,this._setMeasurementValue(this._distance));return[3,8];case 2:if(!(g instanceof
+d.SubentityProperties.CylinderElement&&e instanceof d.SubentityProperties.CylinderElement))return[3,3];v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);w=new d.Point3(this._surfaceAxis1[1].x-this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,this._surfaceAxis1[1].z-this._surfaceCenter[1].z);v.normalize();w.normalize();z=new d.Point3(-v.x,-v.y,-v.z);if(v.equalsWithTolerance(w,
+1E-5)||z.equalsWithTolerance(w,1E-5)){J=new d.Point3(0,0,0);d.Util.computePointToLineDistance(this._firstPoint,this._cylinderAxisInfinite1[0],this._cylinderAxisInfinite2[0],J);this._firstPoint=J.copy();K=new d.Point3(this._firstPoint.x,this._firstPoint.y,this._firstPoint.z);K=d.Point3.subtract(K,this._surfaceCenter[0]);K.set(0,0,0);d.Util.computePointToLineDistance(this._firstPoint,this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],J);this._secondPoint=J.copy();D=d.Point3.subtract(this._secondPoint,
+this._firstPoint).length();if(1E-7>D)return[2];this._triangulatedDistance=!1;this._textPos.assign(this._secondPoint);this._setMeasurementValue(D)}else{this._distance=d.Util.distanceLineLine(this._cylinderAxisInfinite1[0],this._cylinderAxisInfinite2[0],this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],this._firstPoint,this._secondPoint);if(1E-7>this._distance)return[2];this._textPos.assign(this._firstPoint);this._setMeasurementValue(this._distance)}return[3,8];case 3:if(!(g instanceof d.SubentityProperties.CylinderElement&&
+e instanceof d.SubentityProperties.PlaneElement))return[3,5];v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);return[4,this._viewer.model.computeMinimumFaceLineDistance(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Ray(this._surfaceCenter[0],v))];case 4:I=m.sent();this._distance=I.distance;if(1E-7>this._distance)return[2];this._firstPoint.assign(I.pos1);this._secondPoint.assign(I.pos2);
+this._textPos.assign(I.pos2);this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0));this._faceData[1]=e;this._faceSelection[1]=c;this._stage++;this.adjust(a);this._setMeasurementValue(this._distance);return[3,8];case 5:if(!(g instanceof d.SubentityProperties.PlaneElement&&e instanceof d.SubentityProperties.CylinderElement))return[3,7];v=new d.Point3(this._surfaceAxis1[1].x-this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,
+this._surfaceAxis1[1].z-this._surfaceCenter[1].z);return[4,this._viewer.model.computeMinimumFaceLineDistance(b.getNodeId(),b.getFaceEntity().getCadFaceIndex(),new d.Ray(this._surfaceCenter[1],v))];case 6:I=m.sent();this._distance=I.distance;if(1E-7>this._distance)return[2];this._firstPoint.assign(I.pos1);this._secondPoint.assign(I.pos2);this._textPos.assign(I.pos2);this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0));this._faceData[1]=e;this._faceSelection[1]=
+c;this._stage++;this.adjust(a);this._setMeasurementValue(this._distance);return[3,8];case 7:this._firstPoint.assign(n.pos1);this._secondPoint.assign(n.pos2);this._textPos.assign(n.pos2);this._distance=n.distance;if(1E-7>this._distance)return[2];this._setMeasurementValue(this._distance);m.label=8;case 8:return this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0)),this._faceData[1]=e,this._faceSelection[1]=c,this._stage++,this.adjust(a),[2]}})})};
+c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);if(!(1>=this._stage)){var c=this._viewer.view.raycastFromPoint(b);if(null!==c){var e=new d.Point3(c.origin.x+1E6*c.direction.x,c.origin.y+1E6*c.direction.y,c.origin.z+1E6*c.direction.z),f=d.Util.oneVectorCross(c.direction);new d.Point3(0,0,0);var h=d.Point3.cross(c.direction,f);h.normalize();new d.Point3((this._firstPoint.x+this._secondPoint.x)/2,(this._firstPoint.y+this._secondPoint.y)/2,(this._firstPoint.z+this._secondPoint.z)/2);var m=
+this._textPos.copy();f.set(m.x+f.x,m.y+f.y,m.z+f.z);h.set(m.x+h.x,m.y+h.y,m.z+h.z);b=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(c.origin,e,m,f,h,b);2===this._stage?d.Util.computePointToLineDistance(b,this._firstPoint,this._secondPoint,this._textPos):this._parallelFaces||this._triangulatedDistance?(c=new d.Point3(0,0,0),this._pointsOnSameRay||(d.Util.computePointToLineDistance(b,this._secondPoint,this._secondPointHelper,c),new d.Point3(0,0,0),b=d.Point3.subtract(c,this._secondPoint),this._secondPoint=
+c.copy(),this._firstPoint.set(this._firstPoint.x+b.x,this._firstPoint.y+b.y,this._firstPoint.z+b.z),this._textPos.set(this._textPos.x+b.x,this._textPos.y+b.y,this._textPos.z+b.z))):(c=new d.Point3(0,0,0),d.Util.computePointToLineDistance(b,this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],c),b=d.Point3.subtract(c,this._secondPoint),this._secondPoint=c.copy(),this._firstPoint.set(this._firstPoint.x+b.x,this._firstPoint.y+b.y,this._firstPoint.z+b.z),this._textPos.set(this._textPos.x+b.x,
+this._textPos.y+b.y,this._textPos.z+b.z));this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._firstPoint.x+this._secondPoint.x)/2,(this._firstPoint.y+this._secondPoint.y)/2,(this._firstPoint.z+this._secondPoint.z)/2),c=d.Point3.subtract(this._secondPoint,this._firstPoint);2*d.Point3.subtract(this._textPos,a).length()>c.length()?this._arrowsInvert=!0:this._arrowsInvert=!1};c.prototype._nextStage=function(){this._stage++;
+if(3<this._stage||2<this._stage&&this._triangulatedDistance)this._finalized=!0,this.cleanup()};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;this._behindView=!1;if(0!==this._stage){for(var c=Array(10),e=[],f=0;10>f;f++)e.push(new d.Point3(0,0,0));this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&(e[0]=b.projectPoint(this._surfaceCenter[0]),e[1]=b.projectPoint(this._surfaceAxis1[0]),e[2]=b.projectPoint(this._surfaceAxis2[0]),c[0]=d.Point2.fromPoint3(e[0]),
+c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._line1PreviewShape1.set(c[0],c[1]),this._line1PreviewShape2.set(c[0],c[2]));1<this._stage&&this._faceData[1]instanceof d.SubentityProperties.CylinderElement&&(e[0]=b.projectPoint(this._surfaceCenter[1]),e[1]=b.projectPoint(this._surfaceAxis1[1]),e[2]=b.projectPoint(this._surfaceAxis2[1]),c[0]=d.Point2.fromPoint3(e[0]),c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._line2PreviewShape1.set(c[0],c[1]),this._line2PreviewShape2.set(c[0],
+c[2]));1<this._stage&&(e[0]=b.projectPoint(this._textPos),e[1]=b.projectPoint(this._firstPoint),e[2]=b.projectPoint(this._secondPoint),c[0]=d.Point2.fromPoint3(e[0]),c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._textShape&&this._textShape.setPosition(c[0]),this._lineShapes[0].setEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[0].setStartEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[0].setEndcapsInverted(this._arrowsInvert),this._lineShapes[0].setEndEndcapColor(this._viewer.measureManager.getMeasurementColor()),
+this._lineShapes[0].setStartEndcapColor(this._viewer.measureManager.getMeasurementColor()),this._lineShapes[0].set(c[1],c[2]),this._faceData[1]instanceof d.SubentityProperties.CylinderElement&&this._faceData[0]instanceof d.SubentityProperties.CylinderElement?(e[3]=b.projectPoint(this._surfaceCenter[0]),e[4]=b.projectPoint(this._surfaceCenter[1]),c[3]=d.Point2.fromPoint3(e[3]),c[4]=d.Point2.fromPoint3(e[4]),this._lineShapes[1].set(c[1],c[3]),this._lineShapes[2].set(c[2],c[4]),this._lineShapes[3].set(c[0],
+c[1])):(e[3]=b.projectPoint(this._firstPointHelper),e[4]=b.projectPoint(this._secondPointHelper),c[3]=d.Point2.fromPoint3(e[3]),c[4]=d.Point2.fromPoint3(e[4]),this._lineShapes[1].set(c[2],c[4]),this._lineShapes[2].set(c[1],c[3]),this._lineShapes[3].set(c[1],c[0])));for(f=0;6>f;f++)0>e[f].z&&(this._behindView=!0)}};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:this._faceData[0]instanceof
+d.SubentityProperties.CylinderElement&&(a.drawLine(this._line1PreviewShape1),a.drawLine(this._line1PreviewShape2));break;case 2:case 3:case 4:this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&this._faceData[1]instanceof d.SubentityProperties.CylinderElement?(3>this._stage&&(a.drawLine(this._line1PreviewShape1),a.drawLine(this._line1PreviewShape2),a.drawLine(this._line2PreviewShape1),a.drawLine(this._line2PreviewShape2)),a.drawLine(this._lineShapes[0]),a.drawLine(this._lineShapes[1]),
+a.drawLine(this._lineShapes[2])):(this._viewer.markupManager.getRenderer().drawLine(this._lineShapes[0]),this._parallelFaces&&(a.drawLine(this._lineShapes[1]),a.drawLine(this._lineShapes[2]))),a.drawLine(this._lineShapes[3]),a.drawTextBox(this._textShape)}}};c._serializeFaceProp=function(a){return a instanceof d.SubentityProperties.CylinderElement?{type:"CylinderElement",origin:a.origin.toJson(),normal:a.normal.toJson(),radius:a.radius}:a instanceof d.SubentityProperties.PlaneElement?{type:"PlaneElement",
+origin:a.origin.toJson(),normal:a.normal.toJson()}:null};c._constructFaceProp=function(a){if("CylinderElement"===a.type){var b=d.Point3.fromJson(a.origin),c=d.Point3.fromJson(a.normal);return new d.SubentityProperties.CylinderElement(a.radius,b,c)}return"PlaneElement"===a.type?(b=d.Point3.fromJson(a.origin),c=d.Point3.fromJson(a.normal),new d.SubentityProperties.PlaneElement(b,c)):null};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],d=0,e=this._faceData;d<
+e.length;d++)a.push(c._serializeFaceProp(e[d]));d=[];e=0;for(var f=this._surfaceCenter;e<f.length;e++)d.push(f[e].toJson());e=[];for(var h=0,m=this._surfaceAxis1;h<m.length;h++)f=m[h],e.push(f.toJson());h=[];m=0;for(var p=this._surfaceAxis2;m<p.length;m++)f=p[m],h.push(f.toJson());return{text:this._textShape.getTextString(),textPos:this._textPos.toJson(),firstPoint:this._firstPoint.toJson(),secondPoint:this._secondPoint.toJson(),firstPointHelper:this._firstPointHelper.toJson(),secondPointHelper:this._secondPointHelper.toJson(),
+measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,parallelFaces:this._parallelFaces,faceData:a,surfaceCenter:d,surfaceAxis1:e,surfaceAxis2:h,name:this.getName(),className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e.setName(a.name);e._textShape.setTextString(a.text);e._textPos.assign(d.Point3.fromJson(a.textPos));e._firstPoint.assign(d.Point3.fromJson(a.firstPoint));e._firstPointHelper.assign(d.Point3.fromJson(a.firstPointHelper));
+e._secondPoint.assign(d.Point3.fromJson(a.secondPoint));e._secondPointHelper.assign(d.Point3.fromJson(a.secondPointHelper));console.assert(Array.isArray(a.faceData));for(var b=0,g=a.faceData;b<g.length;b++){var f=c._constructFaceProp(g[b]);console.assert(null!==f);e._faceData.push(f)}e._surfaceCenter[0].assign(a.surfaceCenter[0]);e._surfaceCenter[1].assign(a.surfaceCenter[1]);e._surfaceAxis1[0].assign(a.surfaceAxis1[0]);e._surfaceAxis1[1].assign(a.surfaceAxis1[1]);e._surfaceAxis2[0].assign(a.surfaceAxis2[0]);
+e._surfaceAxis2[1].assign(a.surfaceAxis2[1]);e._stage=4;e._parallelFaces=a.parallelFaces;e._measurementValue=a.measurementValue;e._unitMultiplier=a.unitMultiplier||1;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureFaceFaceDistanceMarkup"};return c}(f.MeasureMarkup);f.MeasureFaceFaceDistanceMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this,b)||this;c._firstPointShape=new h.Shape.Circle;c._secondPointShape=new h.Shape.Circle;c._arrowsInvert=!1;c._name="MeasurePointPointDistance";c._lineShapes=[];for(var e=0;6>e;e++)c._lineShapes.push(new h.Shape.Line),c._lineShapes[e].setStrokeColor(c._viewer.measureManager.getMeasurementColor()),c._lineShapes[e].setEndEndcapColor(c._viewer.measureManager.getMeasurementColor()),c._lineShapes[e].setStartEndcapColor(c._viewer.measureManager.getMeasurementColor());
+c._viewer=b;c.initCircle(c._firstPointShape);c.initCircle(c._secondPointShape);c._textShape=new h.Shape.TextBox;c._textShape.getBoxPortion().setFillOpacity(1);c._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));return c}__extends(c,a);c.prototype.initCircle=function(a){a.setRadius(2.5);a.setFillColor(this._viewer.measureManager.getMeasurementColor())};c.prototype.setUnitMultiplier=function(a){this._unitMultiplier=a};c.prototype.setFirstPointPosition=function(a){this._stage=1;this._positions[0]=
+a.copy()};c.prototype.setSecondPointPosition=function(a){this._stage=2;this._positions[1]=a.copy();this._positions[2]=a.copy();this._setMeasurementValue(d.Point3.subtract(this._positions[1],this._positions[0]).length())};c.prototype._getStage=function(){return this._stage};c.prototype.finalize=function(){this._stage++};c.prototype.getFirstPointPosition=function(){return this._positions[0]};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);var c=this._viewer.view.raycastFromPoint(b);if(null!==
+c){b=this._positions[0];var e=this._positions[1],f=new d.Point3(1,0,0);e.equals(b)||(f=d.Point3.subtract(e,b));var h=this._viewer.view.getCamera().getUp(),m=d.Point3.cross(c.direction,h).normalize(),p=new d.Point3((b.x+e.x)/2,(b.y+e.y)/2,(b.z+e.z)/2);h=new d.Point3(p.x+h.x,p.y+h.y,p.z+h.z);var q=new d.Point3(p.x+m.x,p.y+m.y,p.z+m.z),r=new d.Point3(c.origin.x+1E6*c.direction.x,c.origin.y+1E6*c.direction.y,c.origin.z+1E6*c.direction.z);m=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(c.origin,r,p,
+h,q,m);this._positions[2].assign(m);new d.Point3(0,0,0);c=Math.abs(f.x)<=Math.abs(f.y)&&Math.abs(f.x)<=Math.abs(f.z)?new d.Point3(1,0,0):Math.abs(f.y)<=Math.abs(f.x)&&Math.abs(f.y)<=Math.abs(f.z)?new d.Point3(0,1,0):new d.Point3(0,0,1);c=d.Point3.cross(c,f);p=d.Point3.cross(c,f);c.set(b.x+c.x,b.y+c.y,b.z+c.z);p.set(b.x+p.x,b.y+p.y,b.z+p.z);h=new d.Point3(m.x+1E4*f.x,m.y+1E4*f.y,m.z+1E4*f.z);f=new d.Point3(m.x-1E4*f.x,m.y-1E4*f.y,m.z-1E4*f.z);f=d.Util.intersectionPlaneLine(h,f,b,c,p,m);c=!isNaN(m.x)&&
+!isNaN(m.y)&&!isNaN(m.z);f&&c||(m=e.copy());m=d.Point3.subtract(m,b);this._positions[3]=new d.Point3(b.x+m.x,b.y+m.y,b.z+m.z);this._positions[4]=new d.Point3(e.x+m.x,e.y+m.y,e.z+m.z);this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._positions[3].x+this._positions[4].x)/2,(this._positions[3].y+this._positions[4].y)/2,(this._positions[3].z+this._positions[4].z)/2),c=d.Point3.subtract(this._positions[4],this._positions[3]);
+2*d.Point3.subtract(this._positions[2],a).length()>c.length()?this._arrowsInvert=!0:this._arrowsInvert=!1};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view,c=Array(6);if(0<this._stage){this._behindView=!1;for(var e=0;e<this._positions.length;e++)0>=b.projectPoint(this._positions[e]).z&&(this._behindView=!0),c[e]=d.Point2.fromPoint3(b.projectPoint(this._positions[e]));this._firstPointShape.setCenter(c[0])}1<this._stage&&(this._textShape&&this._textShape.setPosition(c[2]),
+this._secondPointShape.setCenter(c[1]),this._lineShapes[0].set(c[0],c[1]),this._lineShapes[1].set(c[3],c[4]),this._lineShapes[2].set(c[0],c[3]),this._lineShapes[3].set(c[1],c[4]),this._lineShapes[4].set(c[3],c[2]),this._lineShapes[5].set(c[3],c[4]),this._lineShapes[5].setEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[5].setStartEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[5].setEndcapsInverted(this._arrowsInvert))};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&
+(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawCircle(this._firstPointShape);break;case 2:case 3:a.drawCircle(this._firstPointShape);a.drawCircle(this._secondPointShape);for(var c=0,d=this._lineShapes;c<d.length;c++)a.drawLine(d[c]);a.drawTextBox(this._textShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{name:this._name,measurePoint1:this._positions[0].copy(),measurePoint2:this._positions[1].copy(),
+leaderPoint1:this._positions[3].copy(),leaderPoint2:this._positions[4].copy(),textPoint:this._positions[2].copy(),text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._name=a.name;e._positions[0]=d.Point3.fromJson(a.measurePoint1);e._positions[1]=d.Point3.fromJson(a.measurePoint2);e._positions[2]=d.Point3.fromJson(a.textPoint);
+e._textShape.setTextString(a.text);e._positions[3]=d.Point3.fromJson(a.leaderPoint1);e._positions[4]=d.Point3.fromJson(a.leaderPoint2);e._measurementValue=a.measurementValue;e._unitMultiplier=a.unitMultiplier||1;e._updateArrowsInverted();e._stage=2;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasurePointPointDistanceMarkup"};return c}(f.MeasureMarkup);f.MeasurePointPointDistanceMarkup=a})(h.Measure||(h.Measure=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f){b=a.call(this,b)||this;b._lineProperties=null;b._worldSpaceLength=0;b._arrowsInvert=!1;b._name="MeasureStraightEdgeLength";b._lineProperties=c;b._matrix=e.copy();b._matrix.setTranslationComponent(0,0,0);b._unitMultiplier=f;c=b._viewer.measureManager.getMeasurementColor();for(e=0;5>e;e++)f=new h.Shape.Line,f.setStrokeColor(c),f.setEndEndcapColor(c),f.setStartEndcapColor(c),b._lineShapes.push(f);c=b._textShape.getBoxPortion();
+c.setFillOpacity(1);c.setFillColor(new d.Color(255,255,255));return b}__extends(c,a);c.prototype.setLineGeometry=function(b){a.prototype.setLineGeometry.call(this,b);this._positions[0]=this._linePositions[0];this._positions[2]=this._linePositions[0].copy();this._positions[1]=this._linePositions[this._linePositions.length-1];null!==this._lineProperties&&-1!==this._lineProperties.length?(b=new d.Point3(this._lineProperties.length,0,0),this._matrix.transform(b,b),b=this._worldSpaceLength=b.length()):
+b=d.Point3.subtract(this._positions[1],this._positions[0]).length();this._setMeasurementValue(b)};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);var c=this._viewer.view,e=c.raycastFromPoint(b);if(null!==e){b=this._positions[0];var f=this._positions[1],h=new d.Point3(1,0,0);f.equals(b)||(h=d.Point3.subtract(f,b));var m=c.getCamera().getUp();c=d.Point3.cross(e.direction,m).normalize();var p=d.Point3.add(b,f).scale(.5);m=d.Point3.add(p,m);var q=d.Point3.add(p,c),r=d.Point3.add(d.Point3.scale(e.direction,
+1E6),e.origin);c=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(e.origin,r,p,m,q,c);this._positions[2].assign(c);new d.Point3(0,0,0);e=Math.abs(h.x)<=Math.abs(h.y)&&Math.abs(h.x)<=Math.abs(h.z)?new d.Point3(1,0,0):Math.abs(h.y)<=Math.abs(h.x)&&Math.abs(h.y)<=Math.abs(h.z)?new d.Point3(0,1,0):new d.Point3(0,0,1);e=d.Point3.cross(e,h);p=d.Point3.cross(e,h);e.add(b);p.add(b);m=d.Point3.add(d.Point3.scale(h,1E4),c);h=d.Point3.add(d.Point3.scale(h,-1E4),c);d.Util.intersectionPlaneLine(m,h,b,e,p,c);h=
+d.Point3.subtract(c,b);this._positions[3]=d.Point3.add(b,h);this._positions[4]=d.Point3.add(f,h);this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=d.Point3.add(this._positions[3],this._positions[4]).scale(.5),c=d.Point3.subtract(this._positions[4],this._positions[3]);this._arrowsInvert=2*d.Point3.subtract(this._positions[2],a).squaredLength()>c.squaredLength()};c.prototype.update=function(){a.prototype.update.call(this);var b=
+this._viewer.view;this._behindView=!1;if(0<this._stage){this._lineEdgeShape.clearPoints();for(var c=Array(this._linePositions.length),e=0;e<this._linePositions.length;e++)c[e]=b.projectPoint(this._linePositions[e]),0>=c[e].z&&(this._behindView=!0),this._lineEdgeShape.pushPoint(d.Point2.fromPoint3(c[e]))}if(1<this._stage){var f=Array(6);c=Array(6);for(e=0;e<this._positions.length;e++)c[e]=b.projectPoint(this._positions[e]),0>=c[e].z&&(this._behindView=!0),f[e]=d.Point2.fromPoint3(c[e]);this._textShape&&
+this._textShape.setPosition(f[2]);b=this._viewer.measureManager.getMeasurementColor();this._lineShapes[0].set(f[3],f[4]);this._lineShapes[1].set(f[0],f[3]);this._lineShapes[2].set(f[1],f[4]);this._lineShapes[3].set(f[3],f[2]);this._lineShapes[4].set(f[3],f[4]);this._lineShapes[4].setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[4].setStartEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[4].setEndcapsInverted(this._arrowsInvert);this._lineShapes[4].setEndEndcapColor(b);this._lineShapes[4].setStartEndcapColor(b)}};
+c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawPolyline(this._lineEdgeShape);break;case 2:case 3:for(var c=0,d=this._lineShapes;c<d.length;c++)a.drawLine(d[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineEdgeShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{name:this._name,
+measurePoint1:this._positions[0].copy(),measurePoint2:this._positions[1].copy(),leaderPoint1:this._positions[3].copy(),leaderPoint2:this._positions[4].copy(),textPoint:this._positions[2].copy(),text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName(),matrix:this._matrix.toJson()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){var b=d.Matrix.fromJson(a.matrix);e=new c(e,null,b,a.unitMultiplier||
+1);e._name=a.name;e._positions[0]=d.Point3.fromJson(a.measurePoint1);e._positions[1]=d.Point3.fromJson(a.measurePoint2);e._positions[2]=d.Point3.fromJson(a.textPoint);e._textShape.setTextString(a.text);e._positions[3]=d.Point3.fromJson(a.leaderPoint1);e._positions[4]=d.Point3.fromJson(a.leaderPoint2);e._measurementValue=a.measurementValue;e._updateArrowsInverted();e._stage=2;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureStraightEdgeLengthMarkup"};
+return c}(f.MeasureLengthMarkup);f.MeasureStraightEdgeLengthMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f,h){var g=a.call(this)||this;g._uniqueId=d.UUID.create();g._noteElementId=null;g._position=d.Point3.zero();g._text="";g._color=d.Color.white();g._sphereRadius=.03;g._deleted=!1;g._active=!1;g._callbacks=null;g._viewer=b;g._noteTextManager=c;g._selectionPosition=e;g._selectionNormal=f;g._partId=h;g._noteTextManager.addNote(g);g._init();return g}__extends(c,a);c.prototype._init=function(){return __awaiter(this,void 0,void 0,
+function(){var a,c,d,e,f=this;return __generator(this,function(b){switch(b.label){case 0:return a=this._createPinTransformationMatrix(this._selectionPosition,this._selectionNormal),[4,Promise.all([this._createPinStemInstance(a),this._createPinSphereInstance(a)])];case 1:return c=b.sent(),d=c[0],e=c[1],this._stemInstanceId=d,this._sphereInstanceId=e,[4,this._restore(!1)];case 2:return b.sent(),this._callbacks={visibilityChanged:function(){f._matchPartVisibility()}},this._viewer.setCallbacks(this._callbacks),
+this._viewer.trigger("noteTextCreated",this),[2]}})})};c.prototype._matchPartVisibility=function(){if(void 0!==this._sphereInstanceId&&void 0!==this._stemInstanceId){var a=this._viewer.model,c=a.getNodeVisibility(this._partId),d=a.getNodeVisibility(this._sphereInstanceId);c===d||this._noteTextManager.getExplodeActive()||a.setNodesVisibility([this._stemInstanceId,this._sphereInstanceId],c);a=this._noteTextManager.getActiveItem();null===a||a.getStemInstanceId()!==this._stemInstanceId||c||this.hide()}};
+c.prototype.updatePosition=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(b){switch(b.label){case 0:return void 0===this._sphereInstanceId?[2]:[4,this._viewer.model.getNodeRealBounding(this._sphereInstanceId)];case 1:return this._pinBoundingBox=a=b.sent(),this._position=this._pinBoundingBox.center(),this.setText(this._text),[2]}})})};c.prototype._restore=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._noteTextManager.setActiveItemHandle(this._viewer.markupManager.registerMarkup(this)),
+this._noteTextManager.setActiveItem(this),this._show(a),this._updateColor(),[4,this.draw()];case 1:return b.sent(),[2]}})})};c.prototype.restore=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._restore(!0)]})})};c.prototype.setText=function(a){this._text=a;this._noteTextManager.getNoteTextElement().setText(a)};c.prototype.saveTextValue=function(){this._text=this._noteTextManager.getNoteTextElement().getText()};c.prototype.draw=function(){return __awaiter(this,
+void 0,void 0,function(){var a,c,e;return __generator(this,function(b){switch(b.label){case 0:if(this._deleted||!this._active)return[2];this._behindView=!1;return[4,this.updatePosition()];case 1:return b.sent(),a=this._viewer.view.projectPoint(this._position),0>=a.z&&(this._behindView=!0),this._behindView?null!==this._noteElementId&&null!==document.getElementById(this._noteElementId)&&(this._viewer.markupManager.removeMarkupElement(this._noteElementId),this._noteElementId=null):(c=new d.Point2(a.x,
+a.y),e=this._noteTextManager.getNoteTextElement(),e.setPosition(c),null===this._noteElementId&&(this._noteElementId=this._viewer.markupManager.addMarkupElement(e.getHtmlContainer()))),[2]}})})};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){var b=this._noteTextManager.getNoteTextElement(),e=b.getPosition();b=b.getSize();return d.Util.isPointInRect2d(a,e,b,c)};c.prototype.getClassName=function(){return c.className};c.prototype.getUniqueId=
+function(){return this._uniqueId};c.prototype.getSphereInstanceId=function(){return this._sphereInstanceId};c.prototype.getStemInstanceId=function(){return this._stemInstanceId};c.prototype.onSelect=function(){this._noteTextManager.getNoteTextElement().focus()};c.prototype.onDeselect=function(){this._noteTextManager.getNoteTextElement().blur()};c.prototype.hide=function(){var a=this._noteTextManager.getNoteTextElement();a.hide();this.setText(a.getText());this._noteTextManager.setActiveItem(null);
+this._active=!1;this._viewer.trigger("noteTextHidden",this)};c.prototype._show=function(a){this._noteTextManager.getNoteTextElement().show(this);this._active=!0;a&&this._viewer.trigger("noteTextShown",this)};c.prototype.show=function(){this._show(!0)};c.prototype.remove=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(e){switch(e.label){case 0:return null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),this._callbacks=null),b=this._viewer.model,
+c=[],void 0!==this._stemInstanceId&&c.push(b.deleteMeshInstances([this._stemInstanceId])),void 0!==this._sphereInstanceId&&c.push(b.deleteMeshInstances([this._sphereInstanceId])),this.hide(),this._noteTextManager.removeNote(this),this._deleted=!0,[4,d.Util.waitForAll(c)];case 1:return e.sent(),a.prototype.remove.call(this),[2]}})})};c.prototype.getRemoved=function(){return this._deleted};c.prototype.setColor=function(a){this._color=a;this._updateColor();return Promise.resolve()};c.prototype.getColor=
+function(){return this._color};c.prototype.getPartId=function(){return this._partId};c.prototype._updateColor=function(){void 0!==this._sphereInstanceId&&this._viewer.model.setNodesFaceColor([this._sphereInstanceId],this._color)};c.prototype._createPinTransformationMatrix=function(a,c){var b=0,e=c.x;Math.abs(c.y)<Math.abs(e)&&(e=c.y,b=1);Math.abs(c.z)<Math.abs(e)&&(b=2);e=[0,0,0];e[b]=1;b=d.Point3.createFromArray(e);b=d.Point3.cross(c,b).normalize();e=d.Point3.cross(c,b);var g=new d.Matrix;g.m=[c.x,
+c.y,c.z,0,b.x,b.y,b.z,0,e.x,e.y,e.z,0,0,0,0,1];g=d.Matrix.multiply(g,(new d.Matrix).setScaleComponent(this._sphereRadius,this._sphereRadius,this._sphereRadius));g.setTranslationComponent(a.x,a.y,a.z);return g};c.prototype._createPinStemInstance=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){b=this._noteTextManager.getPinStemMeshId();if(null===b)throw new d.CommunicatorError("stem mesh hasn't been created yet");c=new d.MeshInstanceData(b,
+a,"pin-stem-instance",void 0,d.Color.black());c.setOpacity(1);e=d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.AlwaysDraw;c.setCreationFlags(e);f=this._viewer.model;return[2,f.createMeshInstance(c,void 0,!0)]})})};c.prototype._createPinSphereInstance=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){b=this._noteTextManager.getPinSphereMeshId();if(null===b)throw new d.CommunicatorError("sphere mesh hasn't been created yet");c=new d.MeshInstanceData(b,a,"pin-sphere-instance",d.Color.white(),void 0);c.setOpacity(1);e=d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.OverrideSceneVisibility|
+d.MeshInstanceCreationFlags.AlwaysDraw;c.setCreationFlags(e);f=this._viewer.model;return[2,f.createMeshInstance(c,void 0,!0)]})})};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),selectionPosition:this._selectionPosition.toJson(),selectionNormal:this._selectionNormal.toJson(),text:this._text,color:this._color,partId:this._partId}};c.prototype.forJson=function(){return this.toJson()};c._fromJson=function(a,
+e,f){if(!f.findById(a.uniqueId)){var b=d.Point3.fromJson(a.selectionPosition),g=d.Point3.fromJson(a.selectionNormal);e=new c(e,f,b,g,a.partId);e._uniqueId=a.uniqueId;e.setText(a.text);e.setColor(d.Color.fromJson(a.color));return e}return null};c.fromJson=function(a,d,e){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=c._fromJson(a,d,e);return[2,b]})})};c.className="Communicator.Markup.Note.NoteText";return c}(h.MarkupItem);f.NoteText=a})(h.Note||(h.Note=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._pinSphereMeshId=null;c._pinStemMeshId=null;c._noteTextList=[];c._activeItemHandle=null;c._activeItem=null;c._explodeActive=!1;c._isolateActive=!1;c._stemLength=2;c._sphereIterations=2;c._viewer=b;c._noteTextElement=new f.NoteTextElement;c._noteTextElement.setPositionOffset(new d.Point2(12,-24));c._viewer.setCallbacks({sceneReady:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,
+function(a){switch(a.label){case 0:return[4,this._init()];case 1:return a.sent(),[2]}})})}});return c}__extends(c,a);c.prototype._init=function(){return __awaiter(this,void 0,void 0,function(){var a,d,e,f;return __generator(this,function(b){switch(b.label){case 0:return null===c._globalPinSphereMeshData&&(c._globalPinSphereMeshData=this._createPinSphereMeshData()),null===c._globalPinStemMeshData&&(c._globalPinStemMeshData=this._createPinStemMeshData()),a=this._viewer.model,d=a.createMesh(c._globalPinSphereMeshData),
+e=a.createMesh(c._globalPinStemMeshData),[4,Promise.all([d,e])];case 1:return f=b.sent(),this._pinSphereMeshId=f[0],this._pinStemMeshId=f[1],[2]}})})};c.prototype._createPinStemMeshData=function(){var a=new d.MeshData;a.addPolyline([0,0,0,this._stemLength,0,0]);return a};c.prototype._createPinSphereMeshData=function(){var a=(1+Math.sqrt(5))/2,c=Math.sqrt(10+2*Math.sqrt(5))/(4*a),e=c/2;a=c/(2*a);var f=[];f[0]=new d.Point3(-a,e,0);f[1]=new d.Point3(a,e,0);f[2]=new d.Point3(-a,-e,0);f[3]=new d.Point3(a,
+-e,0);f[4]=new d.Point3(0,-a,e);f[5]=new d.Point3(0,a,e);f[6]=new d.Point3(0,-a,-e);f[7]=new d.Point3(0,a,-e);f[8]=new d.Point3(e,0,-a);f[9]=new d.Point3(e,0,a);f[10]=new d.Point3(-e,0,-a);f[11]=new d.Point3(-e,0,a);for(e=0;e<f.length;e++){var h=f[e];h.normalize()}var m=[[0,11,5],[0,5,1],[0,1,7],[0,7,10],[0,10,11],[1,5,9],[5,11,4],[11,10,2],[10,7,6],[7,1,8],[3,9,4],[3,4,2],[3,2,6],[3,6,8],[3,8,9],[4,9,5],[2,4,11],[6,2,10],[8,6,7],[9,8,1]],p=12;a=function(a){var b=[];m.map(function(a){var c=f[a[0]],
+e=f[a[1]],g=f[a[2]];f[p++]=(new d.Point3(c.x+e.x,c.y+e.y,c.z+e.z)).scale(.5).normalize();f[p++]=(new d.Point3(e.x+g.x,e.y+g.y,e.z+g.z)).scale(.5).normalize();f[p++]=(new d.Point3(g.x+c.x,g.y+c.y,g.z+c.z)).scale(.5).normalize();b.push([a[0],p-3,p-1]);b.push([p-3,p-2,p-1]);b.push([p-3,a[1],p-2]);b.push([p-2,a[2],p-1])});m=b};for(e=0;e<this._sphereIterations;e++)a(e);a=[];c=[];for(var q=0,r=m;q<r.length;q++){var u=r[q];for(e=0;3>e;e++)h=f[u[e]],a.push(h.x+this._stemLength+1),a.push(h.y),a.push(h.z),
+h=h.normalize(),c.push(h.x),c.push(h.y),c.push(h.z)}e=new d.MeshData;e.addFaces(a,c);e.setFaceWinding(d.FaceWinding.CounterClockwise);return e};c.prototype.getPinStemMeshId=function(){return this._pinStemMeshId};c.prototype.getPinSphereMeshId=function(){return this._pinSphereMeshId};c.prototype.getNoteTextElement=function(){return this._noteTextElement};c.prototype.setNoteTextElement=function(a){this._noteTextElement.hide();this._noteTextElement=a};c.prototype.getNoteTextList=function(){return this._noteTextList};
+c.prototype.addNote=function(a){this._noteTextList.push(a);this._activeItem=a};c.prototype.removeNote=function(a){a=this._noteTextList.indexOf(a);this._noteTextList.splice(a,1)};c.prototype.updatePinVisibility=function(){return __awaiter(this,void 0,void 0,function(){var a,c,d,e,f,h,p;return __generator(this,function(b){if(0<this._noteTextList.length){a=[];c=0;for(d=this._noteTextList;c<d.length;c++)e=d[c],f=e.getSphereInstanceId(),h=e.getStemInstanceId(),void 0!==f&&a.push(f),void 0!==h&&a.push(h);
+p=this._viewer.model.setNodesVisibility(a,!this._explodeActive);this._explodeActive&&this._noteTextElement.hide();return[2,p]}return[2]})})};c.prototype.explode=function(a){this._explodeActive=0<a;return this.updatePinVisibility()};c.prototype.getExplodeActive=function(){return this._explodeActive};c.prototype.setIsolateActive=function(a){this._isolateActive=a};c.prototype.getIsolateActive=function(){return this._isolateActive};c.prototype.getActiveItem=function(){return this._activeItem};c.prototype.setActiveItem=
+function(a){this._activeItem=a};c.prototype.getActiveItemHandle=function(){return this._activeItemHandle};c.prototype.setActiveItemHandle=function(a){this._activeItemHandle=a};c.prototype.selectPin=function(a){this._activeItem&&this._activeItem.hide();a=a.getNodeId();return null!==a&&(a=this._getNoteTextFromNodeId(a),null!==a)?(a.restore(),!0):!1};c.prototype.checkPinInstance=function(a){return null!==this._getNoteTextFromNodeId(a)};c.prototype._getNoteTextFromNodeId=function(a){for(var b=0,c=this._noteTextList;b<
+c.length;b++){var d=c[b];if(d.getSphereInstanceId()===a||d.getStemInstanceId()===a)return d}return null};c.prototype.findById=function(a){for(var b=0,c=this._noteTextList;b<c.length;b++)if(a===c[b].getUniqueId())return!0;return!1};c.prototype.loadData=function(a){for(var b=[],c=0;c<a.length;c++){var d=f.NoteText.fromJson(a[c],this._viewer,this).then(function(a){return null!==a});b.push(d)}return Promise.all(b)};c.prototype.exportMarkup=function(){for(var a=[],c=0,d=this._noteTextList;c<d.length;c++)a.push(d[c].toJson());
+return a};c._globalPinSphereMeshData=null;c._globalPinStemMeshData=null;return c}(d.MarkupTypeManager);f.NoteTextManager=a})(h.Note||(h.Note={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._centerPt=d.Point3.zero();b._radiusPt=d.Point3.zero();b._circleShape=new h.Shape.Circle;b._previousDragPlanePosition=d.Point3.zero();b._circleShape.setFillOpacity(0);b._circleShape.setStrokeColor(d.Color.red());b._circleShape.setStrokeWidth(2);return b}__extends(c,a);c.prototype.setCenter=function(a){this._centerPt.assign(a)};c.prototype.getCenter=function(){return this._centerPt.copy()};
+c.prototype.setRadiusPoint=function(a){this._radiusPt.assign(a)};c.prototype.getRadiusPoint=function(){return this._radiusPt.copy()};c.prototype.getUniqueId=function(){return this._uniqueId};c.prototype._update=function(){var a=this._viewer.view,c=d.Point2.fromPoint3(a.projectPoint(this._centerPt));a=d.Point2.fromPoint3(a.projectPoint(this._radiusPt));a=d.Point2.distance(c,a);this._circleShape.set(c,a)};c.prototype.draw=function(){this._update();this._viewer.markupManager.getRenderer().drawCircle(this._circleShape)};
+c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._circleShape.getStrokeWidth()+c;a=d.Point2.distance(this._circleShape.getCenter(),a)-this._circleShape.getRadius();return Math.abs(a)<=c};c.prototype.onSelect=function(){this._circleShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._circleShape.setStrokeWidth(2)};c.prototype.isValid=function(){return this._circleShape.getRadius()>c._validRadiusTolerance};c.prototype.onDragStart=
+function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(b=d.Point3.subtract(a,this._previousDragPlanePosition),this._centerPt.add(b),this._radiusPt.add(b),this._previousDragPlanePosition.assign(a));return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,
+centerPoint:this._centerPt.toJson(),radiusPoint:this._radiusPt.toJson(),className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;e.setCenter(d.Point3.fromJson(a.centerPoint));e.setRadiusPoint(d.Point3.fromJson(a.radiusPoint));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlineCircle"};c._validRadiusTolerance=1;return c}(f.RedlineItem);
+f.RedlineCircle=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._points=[];b._polylineShape=new h.Shape.Polyline;b._previousDragPlanePosition=d.Point3.zero();b._polylineShape.setStrokeWidth(2);b._polylineShape.setStrokeColor(d.Color.red());return b}__extends(c,a);c.prototype.addPoint=function(a){this._points.push(a.copy())};c.prototype.getPoints=function(){var a=[];this._points.forEach(function(b){a.push(b.copy())});return a};c.prototype._update=
+function(){var a=this._viewer.view;this._polylineShape.clearPoints();for(var c=0,e=this._points;c<e.length;c++){var f=d.Point2.fromPoint3(a.projectPoint(e[c]));this._polylineShape.pushPoint(f)}};c.prototype.draw=function(){this._update();this.isValid()&&this._viewer.markupManager.getRenderer().drawPolyline(this._polylineShape)};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._polylineShape.getStrokeWidth()+c;var b=this._polylineShape.getPoints();
+if(1<b.length)for(var e=1;e<b.length;e++)if(d.Util.isPointOnLineSegment2d(a,b[e-1],b[e],c))return!0;return!1};c.prototype.onSelect=function(){this._polylineShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._polylineShape.setStrokeWidth(2)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlinePolyline"};c.prototype.isValid=function(){return 1<this._points.length};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,
+b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);if(null!==a){b=d.Point3.subtract(a,this._previousDragPlanePosition);for(var c=0,e=this._points;c<e.length;c++)e[c].add(b);this._polylineShape.clearPoints();this._previousDragPlanePosition.assign(a)}return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],c=0,d=this._points;c<
+d.length;c++)a.push(d[c].toJson());return{uniqueId:this._uniqueId,points:a}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;var b=0;for(a=a.points;b<a.length;b++)e.addPoint(d.Point3.fromJson(a[b]));return e};c.construct=function(a,d){return c.fromJson(a,d)};return c}(f.RedlineItem);f.RedlinePolyline=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._point1=d.Point3.zero();b._point2=d.Point3.zero();b._rectangleShape=new h.Shape.Rectangle;b._previousDragPlanePosition=d.Point3.zero();b._rectangleShape.setFillOpacity(0);b._rectangleShape.setStrokeColor(d.Color.red());b._rectangleShape.setStrokeWidth(2);return b}__extends(c,a);c.prototype.setPoint1=function(a){this._point1.assign(a)};c.prototype.getPoint1=function(){return this._point1.copy()};
+c.prototype.setPoint2=function(a){this._point2.assign(a)};c.prototype.getPoint2=function(){return this._point2.copy()};c.prototype.getUniqueId=function(){return this._uniqueId};c.prototype._update=function(){var a=this._viewer.view,c=a.projectPoint(this._point1),e=a.projectPoint(this._point2);a=new d.Point2(Math.min(c.x,e.x),Math.min(c.y,e.y));c=new d.Point2(Math.max(c.x,e.x),Math.max(c.y,e.y));c=d.Point2.subtract(c,a);this._rectangleShape.setPosition(a);this._rectangleShape.setSize(c)};c.prototype.draw=
+function(){this._update();this._viewer.markupManager.getRenderer().drawRectangle(this._rectangleShape)};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._rectangleShape.getStrokeWidth()+c;var b=this._rectangleShape.getPosition(),e=this._rectangleShape.getSize(),g=new d.Point2(b.x+e.x,b.y),f=new d.Point2(b.x,b.y+e.y);e=new d.Point2(b.x+e.x,b.y+e.y);return d.Util.isPointOnLineSegment2d(a,b,g,c)||d.Util.isPointOnLineSegment2d(a,
+g,e,c)||d.Util.isPointOnLineSegment2d(a,e,f,c)||d.Util.isPointOnLineSegment2d(a,f,b,c)?!0:!1};c.prototype.onSelect=function(){this._rectangleShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._rectangleShape.setStrokeWidth(2)};c.prototype.isValid=function(){var a=this._rectangleShape.getSize();return a.x>c._validSizeTolerance.x&&a.y>c._validSizeTolerance.y};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);
+return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(b=d.Point3.subtract(a,this._previousDragPlanePosition),this._point1.add(b),this._point2.add(b),this._previousDragPlanePosition.assign(a));return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),point1:this._point1.toJson(),point2:this._point2.toJson()}};c.prototype.forJson=
+function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;e.setPoint1(d.Point3.fromJson(a.point1));e.setPoint2(d.Point3.fromJson(a.point2));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlineRectangle"};c._validSizeTolerance=new d.Point2(5,5);return c}(f.RedlineItem);f.RedlineRectangle=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a,b){this._sizeChanged=!1;this._sizeUpdateCallback=a;this._textUpdateCallback=b;this._createTextBox()}a.prototype._createTextBox=function(){var c=this;this._currentSize=a._defaultSize.copy();this._textArea=document.createElement("textarea");this._textArea.style.position="absolute";this._textArea.style.width=a._defaultSize.x+"px";this._textArea.style.height=a._defaultSize.y+"px";this._textArea.style.zIndex="1";this._textArea.style.pointerEvents=
+"none";this._textArea.style.resize="none";this.setBorderWidth(2);this._textArea.onmousemove=function(a){a.stopPropagation();a=new d.Point2(parseInt(c._textArea.style.width,10),parseInt(c._textArea.style.height,10));c.setSize(a)};this._textArea.onmouseup=function(a){a.stopPropagation();c._sizeChanged&&(c._sizeChanged=!1,c._sizeUpdateCallback(c._currentSize))};this._textArea.oninput=function(){c._textUpdateCallback(c._textArea.value)}};a.prototype.setPosition=function(a){this._textArea.style.left=a.x+
+"px";this._textArea.style.top=a.y+"px"};a.prototype.setBorderWidth=function(a){this._textArea.style.outline=a+"px solid red"};a.prototype.setText=function(a){this._textArea.textContent=a};a.prototype.setSize=function(a){this._currentSize.equals(a)||(this._sizeChanged=!0,this._currentSize.assign(a),this._textArea.style.width=a.x+"px",this._textArea.style.height=a.y+"px")};a.prototype.focus=function(){this._textArea.focus();this._textArea.style.pointerEvents="auto";this._textArea.style.resize="both"};
+a.prototype.blur=function(){this._textArea.blur();this._textArea.style.pointerEvents="none";this._textArea.style.resize="none"};a.prototype.getTextArea=function(){return this._textArea};a._defaultSize=new d.Point2(100,100);return a}();f.RedlineTextElement=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,e){void 0===e&&(e=c.defaultText);var g=a.call(this,b)||this;g._uniqueId=d.UUID.create();g._position=d.Point3.zero();g._size=new d.Point2(100,100);g._redlineElementId=null;g._previousDragPlanePosition=d.Point3.zero();g._text=e;g._redlineTextElement=new f.RedlineTextElement(function(a){g.setSize(a)},function(a){g.setText(a)});g._redlineTextElement.setText(g._text);g._callbacks={selectionArray:function(){g.onDeselect()}};g._viewer.setCallbacks(g._callbacks);
+return g}__extends(c,a);c.prototype.setPosition=function(a){this._position.assign(a)};c.prototype.getPosition=function(){return this._position.copy()};c.prototype.setSize=function(a){this._viewer.trigger("redlineUpdated",this);this._size.assign(a)};c.prototype.setText=function(a){this._viewer.trigger("redlineUpdated",this);this._text=a};c.prototype.draw=function(){var a=d.Point2.fromPoint3(this._viewer.view.projectPoint(this._position));this._redlineTextElement.setPosition(a);null===this._redlineElementId&&
+(this._redlineElementId=this._viewer.markupManager.addMarkupElement(this._redlineTextElement.getTextArea()))};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){var b=this._redlineTextElement.getTextArea(),e=new d.Point2(parseFloat(b.style.left||"0"),parseFloat(b.style.top||"0"));b=new d.Point2(parseFloat(b.style.width||"0"),parseFloat(b.style.height||"0"));return d.Util.isPointInRect2d(a,e,b,c)};c.prototype.getClassName=function(){return c.className};
+c.prototype.onSelect=function(){this._redlineTextElement.setBorderWidth(4);this._redlineTextElement.focus()};c.prototype.onDeselect=function(){this._redlineTextElement.setBorderWidth(2);this._redlineTextElement.blur()};c.prototype.isValid=function(){return 0<this._text.length};c.prototype.remove=function(){this._redlineElementId&&(this._viewer.markupManager.removeMarkupElement(this._redlineElementId),this._redlineElementId=null);null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),
+this._callbacks=null);a.prototype.remove.call(this)};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);if(null!==a){b=d.Point3.subtract(a,this._previousDragPlanePosition);var c=this.getPosition();c.add(b);this.setPosition(c);this._previousDragPlanePosition.assign(a)}return!0};
+c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),position:this._position.toJson(),size:this._size.toJson(),text:this._text}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e,a.text);e._uniqueId=a.uniqueId;e.setPosition(d.Point3.fromJson(a.position));e.setSize(d.Point2.fromJson(a.size));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.className="Communicator.Markup.Redline.RedlineText";
+c.defaultText="Type Here...";return c}(f.RedlineItem);f.RedlineText=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._pickConfig=new d.PickConfig(d.SelectionMask.Line);c._moveSelectionAction=new d.Util.CurrentAction(!0);c._lengthMarkup=null;c._edgeMarkup=null;c._measureManager=b;c._pickConfig.restrictLinesAndPointsToSelectedFaceInstances=!1;return c}__extends(e,a);e.prototype.onActivate=function(){null===this._edgeMarkup&&(this._edgeMarkup=new d.Markup.Measure.MeasureStraightEdgeLengthMarkup(this._viewer,null,new d.Matrix,1))};
+e.prototype._unregisterEdgeMarkup=function(){if(null!==this._edgeMarkup){var a=this._edgeMarkup._getId();""!==a&&(this._viewer.markupManager.unregisterMarkup(a),this._edgeMarkup._setId(""))}};e.prototype._registerEdgeMarkup=function(){null!==this._edgeMarkup&&(this._unregisterEdgeMarkup(),this._edgeMarkup._setId(this._viewer.markupManager.registerMarkup(this._edgeMarkup)))};e.prototype._resetEdgeMarkup=function(){null!==this._edgeMarkup&&(this._unregisterEdgeMarkup(),this._edgeMarkup.reset())};e.prototype._performMoveSelection=
+function(a,b){return __awaiter(this,void 0,void 0,function(){var c,d,e;return __generator(this,function(g){switch(g.label){case 0:return c=this._viewer.view,[4,c.pickFromPoint(a,this._pickConfig)];case 1:return d=g.sent(),(e=d.getLineEntity())&&0===d.overlayIndex()&&0!==(e.getLineBits()&4)?(b.setLineGeometry(e.getPoints()),this._registerEdgeMarkup()):this._resetEdgeMarkup(),[2]}})})};e.prototype._performUpSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h,m,p,q;return __generator(this,
+function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,this._pickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._lengthMarkup&&2===this._lengthMarkup._getStage())return this._lengthMarkup._nextStage(),this._measureManager.finalizeMeasurement(this._lengthMarkup),this._lengthMarkup=null,[2];if(this._lengthMarkup||!e.isLineSelection())return[2];f=e.getLineEntity();if(0===(f.getLineBits()&4))return[2];h=e.getNodeId();m=c.getNodeUnitMultiplier(h);
+return[4,c.getEdgeProperty(h,f.getLineId())];case 2:p=g.sent();this._viewer.trigger("measurementBegin");if(!p)return[2];p instanceof d.SubentityProperties.LineElement||p instanceof d.SubentityProperties.OtherEdgeElement?(q=c.getNodeNetMatrix(h),this._lengthMarkup=new d.Markup.Measure.MeasureStraightEdgeLengthMarkup(this._viewer,p,q,m),this._measureManager.addMeasurement(this._lengthMarkup),this._lengthMarkup.setLineGeometry(f.getPoints()),this._lengthMarkup._nextStage(),this._lengthMarkup.adjust(a)):
+p instanceof d.SubentityProperties.CircleElement&&(q=c.getNodeNetMatrix(h),this._lengthMarkup=new d.Markup.Measure.MeasureCircleEdgeLengthMarkup(this._viewer,p,q,m),this._measureManager.addMeasurement(this._lengthMarkup),this._lengthMarkup.setLineGeometry(f.getPoints()),this._lengthMarkup._nextStage(),this._lengthMarkup.adjust(a));2===this._lengthMarkup._getStage()&&this._viewer.trigger("measurementValueSet",this._lengthMarkup);return[2]}})})};e.prototype.onMouseMove=function(c){var b=this;a.prototype.onMouseMove.call(this,
+c);var d=this._edgeMarkup;if(null!==d){var e=c.getPosition();this.isDragging()&&null===this._primaryTouchId?this._resetEdgeMarkup():(null===this._lengthMarkup&&this._moveSelectionAction.set(function(){return b._performMoveSelection(e,d)}),this._viewer.markupManager.refreshMarkup(),null!==this._lengthMarkup&&0<this._lengthMarkup._getStage()&&this._lengthMarkup.adjust(e))}};e.prototype._onMouseUpImpl=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:if(!this.isActive())return[2];
+b=null!==this._primaryTouchId&&null!==this._lengthMarkup;if(!(3>this._dragCount||b))return[2];c=a.getPosition();return[4,this._performUpSelection(c)];case 1:return d.sent(),[2]}})})};e.prototype.onMouseUp=function(c){this._onMouseUpImpl(c);a.prototype.onMouseUp.call(this,c)};e.prototype.setDraggingEnabled=function(a){this._dragging=a};e.prototype.onKeyUp=function(a){};e.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&(null!==this._lengthMarkup?(this._measureManager.removeMeasurement(this._lengthMarkup),
+this._lengthMarkup=null):this._measureManager.removeLastMeasurement(),null!==this._edgeMarkup&&this._resetEdgeMarkup())};e.prototype.setHandled=function(){return null!==this._lengthMarkup};e.prototype.onDeactivate=function(){null!==this._lengthMarkup&&(this._measureManager.removeMeasurement(this._lengthMarkup),this._lengthMarkup=null);null!==this._edgeMarkup&&this._resetEdgeMarkup()};return e}(h.OperatorBase);h.MeasureEdgeLengthOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){function f(a){return a.getSelectionType()!==d.SelectionType.None?(a=a.getFaceEntity().getCadFaceBits(),0!==(a&2)&&0!==(a&1)):!1}var a=function(a){function c(b,c){b=a.call(this,b)||this;b._moveSelectionAction=new d.Util.CurrentAction(!0);b._currentHighlight=null;b._markup=null;b._useAuthoredNormals=!0;b._measureManager=c;return b}__extends(c,a);c.prototype._unsetCurrentHighlight=function(){null!==this._currentHighlight&&(this._viewer.model.unsetNodeFaceColor(this._currentHighlight.getNodeId(),this._currentHighlight.getFaceEntity().getCadFaceIndex()),
+this._currentHighlight=null)};c.prototype._performMoveSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(0!==e.overlayIndex()||!e.isFaceSelection())return[2];h=e.getNodeId();m=e.getFaceEntity();if(c.getNodeType(e.getNodeId())!==d.NodeType.BodyInstance||this._markup&&(p=this._markup.getFirstSelection(),
+h===p.getNodeId()&&(q=p.getFaceEntity().getCadFaceIndex(),r=m.getCadFaceIndex(),q===r)))return[2];null!==this._currentHighlight?e.equals(this._currentHighlight)?e.getSelectionType()===d.SelectionType.None&&this._unsetCurrentHighlight():(this._unsetCurrentHighlight(),f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()))):null===this._currentHighlight&&f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()));return[2]}})})};c.prototype._performUpSelection=
+function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._markup&&1<this._markup._getStage())return this._viewer.trigger("measurementBegin"),this._markup._nextStage(),this._markup._isFinalized()&&(this._measureManager.finalizeMeasurement(this._markup),this._markup=null),[2];if(!e.isFaceSelection()||
+c.getNodeType(e.getNodeId())!==d.NodeType.BodyInstance||this._markup&&!(1>=this._markup._getStage())||!f(e))return[2];h=e.getFaceEntity();return[4,c.getFaceProperty(e.getNodeId(),h.getCadFaceIndex())];case 2:m=g.sent();if(!(m instanceof d.SubentityProperties.PlaneElement))return[2];this._unsetCurrentHighlight();if(null!==this._markup)return[3,4];this._markup=new d.Markup.Measure.MeasureFaceFaceAngleMarkup(this._viewer);this._markup.setUseAuthoredNormals(this._useAuthoredNormals);return[4,this._markup.setFirstFace(e)];
+case 3:return g.sent(),this._measureManager.addMeasurement(this._markup),[3,6];case 4:return[4,this._markup.setSecondFace(e)];case 5:(p=g.sent())&&this._markup.adjust(a),g.label=6;case 6:return[2]}})})};c.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);b=b.getPosition();(!this._markup||1>=this._markup._getStage())&&this._performMoveSelection(b);this._viewer.markupManager.refreshMarkup();null!==this._markup&&0<this._markup._getStage()&&this._markup.adjust(b)};c.prototype._onMouseUpImpl=
+function(a){var b=this;if(this.isActive()){var c=null!==this._primaryTouchId&&null!==this._markup&&1<this._markup._getStage();if(3>this._dragCount||c){var d=a.getPosition();this._moveSelectionAction.set(function(){return b._performUpSelection(d)})}}};c.prototype.onMouseUp=function(b){this._onMouseUpImpl(b);a.prototype.onMouseUp.call(this,b)};c.prototype.setDraggingEnabled=function(a){this._dragging=a};c.prototype.onKeyUp=function(a){};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&
+(null!==this._markup?(this._markup.cleanup(),this._measureManager.removeMeasurement(this._markup),this._markup=null):this._measureManager.removeLastMeasurement())};c.prototype.setHandled=function(){return null!==this._markup&&1<this._markup._getStage()};c.prototype.onDeactivate=function(){this._unsetCurrentHighlight();null!==this._markup&&(this._measureManager.removeMeasurement(this._markup),this._markup.cleanup(),this._markup=null)};c.prototype.setUseAuthoredNormals=function(a){this._useAuthoredNormals=
+a};c.prototype.getUseAuthoredNormals=function(){return this._useAuthoredNormals};return c}(h.OperatorBase);h.MeasureFaceFaceAngleOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a){return a.getSelectionType()!==d.SelectionType.None?0!==(a.getFaceEntity().getCadFaceBits()&1):!1}var a=function(a){function c(b,c){b=a.call(this,b)||this;b._moveSelectionAction=new d.Util.CurrentAction(!0);b._currentHighlight=null;b._markup=null;b._measureManager=c;return b}__extends(c,a);c.prototype._unsetCurrentHighlight=function(){null!==this._currentHighlight&&(this._viewer.model.unsetNodeFaceColor(this._currentHighlight.getNodeId(),this._currentHighlight.getFaceEntity().getCadFaceIndex()),
+this._currentHighlight=null)};c.prototype._performMoveSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(0!==e.overlayIndex()||!e.isFaceSelection())return[2];h=e.getNodeId();m=e.getFaceEntity();if(c.getNodeType(h)!==d.NodeType.BodyInstance||this._markup&&(p=this._markup.getFirstSelection(),null!==p&&
+h===p.getNodeId()&&m.getCadFaceIndex()===p.getFaceEntity().getCadFaceIndex()))return[2];null!==this._currentHighlight?e.equals(this._currentHighlight)?e.getSelectionType()===d.SelectionType.None&&this._unsetCurrentHighlight():(this._unsetCurrentHighlight(),f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()))):f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()));return[2]}})})};c.prototype._performUpSelection=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._markup&&1<this._markup._getStage())return this._viewer.trigger("measurementBegin"),this._markup._nextStage(),this._markup._isFinalized()&&(this._measureManager.finalizeMeasurement(this._markup),this._markup=null),[2];if(!e.isFaceSelection())return[2];h=
+e.getNodeId();m=e.getFaceEntity();return f(e)&&c.getNodeType(h)===d.NodeType.BodyInstance&&(!this._markup||1>=this._markup._getStage())?[4,c.getFaceProperty(h,m.getCadFaceIndex())]:[2];case 2:p=g.sent();if(!p)return[2];q=c.getNodeNetMatrix(h);this._unsetCurrentHighlight();return p instanceof d.SubentityProperties.PlaneElement||p instanceof d.SubentityProperties.CylinderElement?[4,c.getNodesBounding([h])]:[3,6];case 3:r=g.sent();if(this._markup)return[3,4];this._markup=new d.Markup.Measure.MeasureFaceFaceDistanceMarkup(this._viewer);
+this._markup.setUnitMultiplier(c.getNodeUnitMultiplier(h));this._markup.setFirstFace(e,p,q,r);this._measureManager.addMeasurement(this._markup);return[3,6];case 4:return[4,this._markup.setSecondFace(a,e,p,q,r)];case 5:g.sent(),g.label=6;case 6:return[2]}})})};c.prototype.onMouseMove=function(b){var c=this;a.prototype.onMouseMove.call(this,b);var d=b.getPosition();(!this._markup||1>=this._markup._getStage())&&this._moveSelectionAction.set(function(){return c._performMoveSelection(d)});this._viewer.markupManager.refreshMarkup();
+null!==this._markup&&0<this._markup._getStage()&&this._markup.adjust(d)};c.prototype._onMouseUpImpl=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:if(!this.isActive())return[2];b=null!==this._primaryTouchId&&null!==this._markup&&1<this._markup._getStage();if(!(3>this._dragCount||b))return[2];c=a.getPosition();return[4,this._performUpSelection(c)];case 1:return d.sent(),[2]}})})};c.prototype.onMouseUp=function(b){this._onMouseUpImpl(b);
+a.prototype.onMouseUp.call(this,b)};c.prototype.setDraggingEnabled=function(a){this._dragging=a};c.prototype.onKeyUp=function(a){};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&(null!==this._markup?(this._markup.cleanup(),this._measureManager.removeMeasurement(this._markup),this._markup=null):this._measureManager.removeLastMeasurement())};c.prototype.setHandled=function(){return null!==this._markup&&1<this._markup._getStage()};c.prototype.onDeactivate=function(){a.prototype.onDeactivate.call(this);
+this._unsetCurrentHighlight();null!==this._markup&&(this._measureManager.removeMeasurement(this._markup),this._markup.cleanup(),this._markup=null)};return c}(h.OperatorBase);h.MeasureFaceFaceDistanceOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,c){var b=new d.Point4(c.x,c.y,c.z,1);c=new d.Point4(0,0,0,0);a.view.getFullCameraMatrix().transform4(b,c);b=1/c.w;c=new d.Point2(c.x*b,c.y*b);b=a.model.getClientDimensions();a=b[0];b=b[1];c.x=.5*a*(c.x+1);c.y=.5*b*(c.y+1);c.x=Math.max(0,Math.min(c.x,a));c.y=b-Math.max(0,Math.min(c.y,b));return c}var a=function(){return function(a,c,d){this.worldPosition=a;this.screenPosition=c;this.selectionItem=d}}(),e=function(a){function b(b){var c=a.call(this,b)||this;c._cursorSprite=
+new d.Markup.Shape.Circle;c._name="CursorMarkup";c._cursorSprite.setFillColor(b.measureManager.getMeasurementColor());c._markupId=b.markupManager.registerMarkup(c);return c}__extends(b,a);b.prototype.draw=function(){this._viewer.markupManager.getRenderer().drawCircle(this._cursorSprite)};b.prototype.enable=function(a){this._cursorSprite.setRadius(a?2.5:0)};b.prototype.isEnabled=function(){return 0<this._cursorSprite.getRadius()};b.prototype.setPosition=function(a){this._cursorSprite.setCenter(a)};
+b.prototype.destroy=function(){this._viewer.markupManager.unregisterMarkup(this._markupId)};return b}(d.Markup.Measure.MeasureMarkup),c=function(b){function c(a,c){var e=b.call(this,a)||this;e._updateCursorSpriteAction=new d.Util.CurrentAction(!0);e._measureMarkup=null;e._cursorMarkup=null;e._cameraInteractionActive=!1;e._viewer=a;e._measureManager=c;e._snappingConfig={enabled:!0,preferVertices:!0};e._viewer.setCallbacks({beginInteraction:function(){e._onBeginInteraction()},endInteraction:function(){e._onEndInteraction()}});
+return e}__extends(c,b);c.prototype._onBeginInteraction=function(){this._cameraInteractionActive=!0;this._activateCursorSprite(!1)};c.prototype._onEndInteraction=function(){this._cameraInteractionActive=!1};c.prototype._getStage=function(){return null===this._measureMarkup?0:this._measureMarkup._getStage()};c.prototype._draw=function(){var a=!1;2>this._getStage()&&null!==this._cursorMarkup&&(this._cursorMarkup.draw(),a=!0);null!==this._measureMarkup&&(this._measureMarkup.draw(),a=!0);a&&this._viewer.markupManager.refreshMarkup()};
+c.prototype._activateCursorSprite=function(a){null!==this._cursorMarkup&&this._cursorMarkup.enable(a)};c.prototype._createConfig=function(a){return new d.PickConfig(a?d.SelectionMask.All:d.SelectionMask.Face)};c.prototype._finalizeMeasurement=function(a,b){return __awaiter(this,void 0,void 0,function(){var c,d,e;return __generator(this,function(f){switch(f.label){case 0:c=this._measureMarkup;if(null===c)return console.assert(!1),[2];d=this._createConfig(b);return[4,this._viewer.view.pickFromPoint(a,
+d)];case 1:e=f.sent();if(e.overlayIndex())return[2];this._measureMarkup.finalize();this._measureManager.finalizeMeasurement(this._measureMarkup);this._measureMarkup=null;return[2]}})})};c.prototype._getLineSnapPoint=function(a,b){console.assert(2!==this._getStage());var c=this._snappingConfig.preferVertices?a.getBestVertex():null;if(null!==c)return c;c=a.getPosition();if(!b||0===this._getStage())return c;console.assert(null!==this._measureMarkup);b=a.getPoints();a:{for(a=0;a<b.length-1;a++)if(d.Util.isPointOnLineSegment(b[a],
+b[a+1],c,1E-10)){var e=a;break a}e=0}a=b[e];b=b[e+1];e=this._measureMarkup.getFirstPointPosition();a=d.Util.closestPointFromPointToSegment(a,b,e);b=f(this._viewer,a);e=f(this._viewer,c);b=d.Point2.subtract(b,e).squaredLength();e=this._viewer.selectionManager.getPickTolerance();return b<=e*e?a:c};c.prototype._getSelectionCursorPoints=function(b,c){return __awaiter(this,void 0,void 0,function(){var d,e,g,h,k,l,t,v;return __generator(this,function(m){switch(m.label){case 0:d=this._getStage();if(2<=d)return[2,
+null];e=this._createConfig(c);return[4,this._viewer.view.pickFromPoint(b,e)];case 1:g=m.sent();if(0!==g.overlayIndex())return[2,null];h=g.getPosition();k=b;this._snappingConfig.enabled&&(l=g.getLineEntity(),t=g.getPointEntity(),l||t)&&(v=null,null!==l?v=this._getLineSnapPoint(l,c):null!==t&&(v=t.getPosition()),null!==v&&(h=v,k=f(this._viewer,h)));return[2,new a(h,k,g)]}})})};c.prototype._updateMeasurementPoints=function(a,b){return __awaiter(this,void 0,void 0,function(){var c,e,f;return __generator(this,
+function(g){switch(g.label){case 0:return c=this._getStage(),console.assert(2>c),this._viewer.trigger("measurementBegin"),[4,this._getSelectionCursorPoints(a,b)];case 1:e=g.sent();if(null===e||null===e.worldPosition)return this._activateCursorSprite(!1),[2];this._activateCursorSprite(!0);null===this._measureMarkup&&(this._measureMarkup=new d.Markup.Measure.MeasurePointPointDistanceMarkup(this._viewer),this._measureManager.addMeasurement(this._measureMarkup));0===c?(this._measureMarkup.setFirstPointPosition(e.worldPosition),
+this._measureMarkup.setUnitMultiplier(e.selectionItem.isNodeSelection()?this._viewer.model.getNodeUnitMultiplier(e.selectionItem.getNodeId()):1)):1===c&&(f=this._measureMarkup.getFirstPointPosition(),e.worldPosition.equalsWithTolerance(f,1E-7)||(this._measureMarkup.setSecondPointPosition(e.worldPosition),this._measureMarkup.adjust(e.screenPosition)));return[2]}})})};c.prototype._updateCursorSpriteImpl=function(a,b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return null===
+this._cursorMarkup?[3,3]:b?[4,this._getSelectionCursorPoints(a,b)]:[3,2];case 1:return c=d.sent(),null!==c?(this._cursorMarkup.setPosition(c.screenPosition),this._activateCursorSprite(!0)):this._activateCursorSprite(!1),[3,3];case 2:this._cursorMarkup.setPosition(a),d.label=3;case 3:return this._draw(),[2]}})})};c.prototype._updateCursorSprite=function(a,b){var c=this;this._updateCursorSpriteAction.set(function(){return c._updateCursorSpriteImpl(a,b)})};c.prototype._useSnapping=function(a){return this._snappingConfig.enabled&&
+!a.altDown()};c.prototype.onMouseMove=function(a){b.prototype.onMouseMove.call(this,a);var c=this._getStage();2>c?this._cameraInteractionActive||(c=a.getPosition(),this._updateCursorSprite(c,this._useSnapping(a))):2===c&&(this._measureMarkup.adjust(a.getPosition()),a.setHandled(!0));this._draw()};c.prototype.onMouseUp=function(a){if(this.isActive()){var c=this._getStage(),d=null!==this._primaryTouchId&&null!==this._measureMarkup&&1<c;if(3>this._dragCount||d){d=this._useSnapping(a);var e=a.getPosition();
+1>=c?this._updateMeasurementPoints(e,d):this._finalizeMeasurement(e,d)}}b.prototype.onMouseUp.call(this,a)};c.prototype.onKeyUp=function(a){};c.prototype._clearMeasurement=function(){null!==this._measureMarkup?(this._measureManager.removeMeasurement(this._measureMarkup),this._measureMarkup=null):this._measureManager.removeLastMeasurement()};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&this._clearMeasurement()};c.prototype.setHandled=function(){return 1<this._getStage()};c.prototype.onActivate=
+function(){this._cursorMarkup=new e(this._viewer);this._viewer.sheetManager.isDrawingSheetActive()&&this._viewer.sheetManager.setBackgroundSelectionEnabled(!0)};c.prototype.onDeactivate=function(){null!==this._cursorMarkup&&(this._cursorMarkup.destroy(),this._cursorMarkup=null);null!==this._measureMarkup&&(this._measureManager.removeMeasurement(this._measureMarkup),this._measureMarkup=null);this._viewer.sheetManager.isDrawingSheetActive()&&this._viewer.sheetManager.setBackgroundSelectionEnabled(!1)};
+return c}(h.OperatorBase);h.MeasurePointPointDistanceOperator=c})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a){var c=f.call(this,a)||this;c._activeRedlineItem=null;c._newRedlineItem=null;c._viewer=a;return c}__extends(a,f);a.prototype.createRedlineItem=function(a){a;return null};a.prototype.updateRedlineItem=function(a){a};a.prototype.finalizeRedlineItem=function(a){a;return null};a.prototype.onMouseDown=function(a){f.prototype.onMouseDown.call(this,a);this.isActive()&&(a.getButton()!==d.Button.Left&&null===this._primaryTouchId||this._redlineOperatorStart(),a.setHandled(!0))};
+a.prototype.onMouseMove=function(a){f.prototype.onMouseMove.call(this,a);this.isActive()&&(this._redlineOperatorMove(),a.setHandled(!0))};a.prototype.onMouseUp=function(a){this.isActive()&&(a.getButton()!==d.Button.Left&&null===this._primaryTouchId||this._redlineOperatorEnd(),a.setHandled(!0));f.prototype.onMouseUp.call(this,a)};a.prototype.onMousewheel=function(a){a.setHandled(!0)};a.prototype.setDraggingEnabled=function(a){this._dragging=a};a.prototype.setHandled=function(){return!0};a.prototype._isRedlineItem=
+function(a){return Object.getPrototypeOf(a)instanceof d.Markup.Redline.RedlineItem};a.prototype.onKeyUp=function(a){a=a.getKeyCode();if(a===d.KeyCode.Backspace||a===d.KeyCode.Delete){a=this._viewer.markupManager;var c=a.getSelectedMarkup(),b=a.getActiveMarkupView();null!==c&&this._isRedlineItem(c)&&null!==b&&(b.removeMarkup(c),a.selectMarkup(null))}};a.prototype._removeRedlineTextIfInvalid=function(a){if(!a.isValid()){var c=this._viewer.markupManager.getActiveMarkupView();null!==c&&(c.removeMarkup(a),
+this._viewer.trigger("redlineDeleted",a));a.remove()}};a.prototype._redlineOperatorStart=function(){var a=this._viewer.markupManager,c=a.pickMarkupItem(this._ptFirst),b=a.getSelectedMarkup();c?(this._activeRedlineItem=c,this._dragging&&this._activeRedlineItem.onDragStart(this._ptFirst)&&a.refreshMarkup()):(a.selectMarkup(null),this._markupIsTextArea(b)?this._removeRedlineTextIfInvalid(b):this._newRedlineItem=this.createRedlineItem(this._ptFirst))};a.prototype._redlineOperatorMove=function(){this._activeRedlineItem?
+this._dragging&&this._activeRedlineItem.onDragMove(this._ptCurrent)&&this._viewer.markupManager.refreshMarkup():this.updateRedlineItem(this._ptCurrent)};a.prototype._redlineOperatorEnd=function(){var a=this._viewer.markupManager;this._activeRedlineItem?this._ptFirst.equals(this._ptCurrent)?a.selectMarkup(this._activeRedlineItem):(this._viewer.trigger("redlineUpdated",this._activeRedlineItem),this._dragging&&this._activeRedlineItem.onDragEnd(this._ptCurrent)&&a.refreshMarkup()):this._newRedlineItem&&
+(a=this.finalizeRedlineItem(this._ptCurrent))&&this._attachNewMarkupToView(a);this._newRedlineItem=this._activeRedlineItem=null};a.prototype._attachNewMarkupToView=function(a){return __awaiter(this,void 0,void 0,function(){var c,b,e,f,h,n,m,p,q;return __generator(this,function(g){switch(g.label){case 0:c=this._viewer;b=c.model;e=c.markupManager;f=e.getActiveMarkupView();h=!1;if(null!==f)return[3,3];n=b.getAbsoluteRootNode();return[4,b.getVisibilityState(n)];case 1:return m=g.sent(),[4,b.getNodeColorMap(b.getAbsoluteRootNode(),
+d.ElementType.Faces)];case 2:p=g.sent(),q=e.createMarkupView(void 0,!1,m,p,null),f=e.getMarkupView(q),h=!0,g.label=3;case 3:return null!==f&&(f.addMarkupItem(a),e.selectMarkup(a)),h&&null!==f&&this._viewer.trigger("viewCreated",f),this._viewer.trigger("redlineCreated",a),[2]}})})};a.prototype._markupIsTextArea=function(a){return a?a.getClassName()===d.Markup.Redline.RedlineText.className:!1};return a}(d.Operator.OperatorBase);d.RedlineOperator=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineCircle=null;c._previewHandle=null;c._centerSet=!1;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;this._redlineCircle=new d.Markup.Redline.RedlineCircle(this._viewer);this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlineCircle);a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(this._centerSet=!0,this._redlineCircle.setCenter(a),this._redlineCircle.setRadiusPoint(a));
+return this._redlineCircle};e.prototype.updateRedlineItem=function(a){var b=this._viewer.view;this._redlineCircle&&(a=b.getCamera().getCameraPlaneIntersectionPoint(a,b),null!==a&&(this._centerSet||(this._centerSet=!0,this._redlineCircle.setCenter(a)),this._redlineCircle.setRadiusPoint(a),this._viewer.markupManager.refreshMarkup()))};e.prototype.finalizeRedlineItem=function(a){a=this._viewer.markupManager;var b=null;this._redlineCircle&&(this._redlineCircle.isValid()&&(b=this._redlineCircle),this._redlineCircle=
+null,null!==this._previewHandle&&(a.unregisterMarkup(this._previewHandle),this._previewHandle=null),a.refreshMarkup());return b};return e}(d.RedlineOperator);h.RedlineCircleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlinePolyline=null;c._previewHandle=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;this._redlinePolyline=new d.Markup.Redline.RedlinePolyline(this._viewer);this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlinePolyline);a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._redlinePolyline.addPoint(a);return this._redlinePolyline};
+e.prototype.updateRedlineItem=function(a){if(this._redlinePolyline){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(this._redlinePolyline.addPoint(a),this._viewer.markupManager.refreshMarkup())}};e.prototype.finalizeRedlineItem=function(a){a=this._viewer.markupManager;var b=null;this._redlinePolyline&&(this._redlinePolyline.isValid()&&(b=this._redlinePolyline),this._redlinePolyline=null,null!==this._previewHandle&&(a.unregisterMarkup(this._previewHandle),this._previewHandle=
+null),a.refreshMarkup());return b};return e}(d.RedlineOperator);h.RedlinePolylineOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineRectangle=null;c._previewHandle=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);this._redlineRectangle=new d.Markup.Redline.RedlineRectangle(this._viewer);null!==a&&(this._redlineRectangle.setPoint1(a),this._redlineRectangle.setPoint2(a));this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlineRectangle);
+return this._redlineRectangle};e.prototype.updateRedlineItem=function(a){if(this._redlineRectangle){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._redlineRectangle.setPoint2(a);this._viewer.markupManager.refreshMarkup()}};e.prototype.finalizeRedlineItem=function(a){a=null;if(this._redlineRectangle&&this._previewHandle){var b=this._viewer.markupManager;this._redlineRectangle.isValid()&&(a=this._redlineRectangle);b.unregisterMarkup(this._previewHandle);
+this._redlineRectangle=this._previewHandle=null;b.refreshMarkup()}return a};return e}(d.RedlineOperator);h.RedlineRectangleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineText=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){return this._redlineText=new d.Markup.Redline.RedlineText(this._viewer)};e.prototype.finalizeRedlineItem=function(a){if(null===this._redlineText)return null;var b=this._viewer.view,c=this._redlineText;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&c.setPosition(a);this._redlineText=null;return c};return e}(d.RedlineOperator);
+h.RedlineTextOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+
+/*! promise-polyfill 2.1.0 */
+!function(a){function b(a,b){return function(){a.apply(b,arguments)}}function c(a){if("object"!=typeof this)throw new TypeError("Promises must be constructed via new");if("function"!=typeof a)throw new TypeError("not a function");this._state=null,this._value=null,this._deferreds=[],i(a,b(e,this),b(f,this))}function d(a){var b=this;return null===this._state?void this._deferreds.push(a):void j(function(){var c=b._state?a.onFulfilled:a.onRejected;if(null===c)return void(b._state?a.resolve:a.reject)(b._value);var d;try{d=c(b._value)}catch(e){return void a.reject(e)}a.resolve(d)})}function e(a){try{if(a===this)throw new TypeError("A promise cannot be resolved with itself.");if(a&&("object"==typeof a||"function"==typeof a)){var c=a.then;if("function"==typeof c)return void i(b(c,a),b(e,this),b(f,this))}this._state=!0,this._value=a,g.call(this)}catch(d){f.call(this,d)}}function f(a){this._state=!1,this._value=a,g.call(this)}function g(){for(var a=0,b=this._deferreds.length;b>a;a++)d.call(this,this._deferreds[a]);this._deferreds=null}function h(a,b,c,d){this.onFulfilled="function"==typeof a?a:null,this.onRejected="function"==typeof b?b:null,this.resolve=c,this.reject=d}function i(a,b,c){var d=!1;try{a(function(a){d||(d=!0,b(a))},function(a){d||(d=!0,c(a))})}catch(e){if(d)return;d=!0,c(e)}}var j="function"==typeof setImmediate&&setImmediate||function(a){setTimeout(a,1)},k=Array.isArray||function(a){return"[object Array]"===Object.prototype.toString.call(a)};c.prototype["catch"]=function(a){return this.then(null,a)},c.prototype.then=function(a,b){var e=this;return new c(function(c,f){d.call(e,new h(a,b,c,f))})},c.all=function(){var a=Array.prototype.slice.call(1===arguments.length&&k(arguments[0])?arguments[0]:arguments);return new c(function(b,c){function d(f,g){try{if(g&&("object"==typeof g||"function"==typeof g)){var h=g.then;if("function"==typeof h)return void h.call(g,function(a){d(f,a)},c)}a[f]=g,0===--e&&b(a)}catch(i){c(i)}}if(0===a.length)return b([]);for(var e=a.length,f=0;f<a.length;f++)d(f,a[f])})},c.resolve=function(a){return a&&"object"==typeof a&&a.constructor===c?a:new c(function(b){b(a)})},c.reject=function(a){return new c(function(b,c){c(a)})},c.race=function(a){return new c(function(b,c){for(var d=0,e=a.length;e>d;d++)a[d].then(b,c)})},c._setImmediateFn=function(a){j=a},"undefined"!=typeof module&&module.exports?module.exports=c:a.Promise||(a.Promise=c)}(this);
+
+/*!
+ * Bowser - a browser detector
+ * https://github.com/ded/bowser
+ * MIT License | (c) Dustin Diaz 2015
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+"longjmp"!==y)throw y;e.setThrew(1,0)}},invoke_viiiidi:function(a,b,c,d,f,g,h){try{e.dynCall_viiiidi(a,b,c,d,f,g,h)}catch(l){if("number"!==typeof l&&"longjmp"!==l)throw l;e.setThrew(1,0)}},invoke_viiiidii:function(a,b,c,d,f,g,h,l){try{e.dynCall_viiiidii(a,b,c,d,f,g,h,l)}catch(m){if("number"!==typeof m&&"longjmp"!==m)throw m;e.setThrew(1,0)}},invoke_viiiidiiii:function(a,b,c,d,f,g,h,l,m,n){try{e.dynCall_viiiidiiii(a,b,c,d,f,g,h,l,m,n)}catch(p){if("number"!==typeof p&&"longjmp"!==p)throw p;e.setThrew(1,
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+typeof n&&"longjmp"!==n)throw n;e.setThrew(1,0)}},invoke_viiiiiiddd:function(a,b,c,d,f,g,h,l,m,n){try{e.dynCall_viiiiiiddd(a,b,c,d,f,g,h,l,m,n)}catch(p){if("number"!==typeof p&&"longjmp"!==p)throw p;e.setThrew(1,0)}},invoke_viiiiiidiii:function(a,b,c,d,f,g,h,l,m,n,p){try{e.dynCall_viiiiiidiii(a,b,c,d,f,g,h,l,m,n,p)}catch(t){if("number"!==typeof t&&"longjmp"!==t)throw t;e.setThrew(1,0)}},invoke_viiiiiii:function(a,b,c,d,f,g,h,l){try{e.dynCall_viiiiiii(a,b,c,d,f,g,h,l)}catch(m){if("number"!==typeof m&&
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+_glGetActiveAttrib:function(a,b,c,d,f,g,h){a=mg[a];if(a=GLctx.getActiveAttrib(a,b))0<c&&h?(c=Oa(a.name,u,h,c),d&&(v[d>>2]=c)):d&&(v[d>>2]=0),f&&(v[f>>2]=a.size),g&&(v[g>>2]=a.type)},_glGetActiveUniform:function(a,b,c,d,f,g,h){a=mg[a];if(a=GLctx.getActiveUniform(a,b))0<c&&h?(c=Oa(a.name,u,h,c),d&&(v[d>>2]=c)):d&&(v[d>>2]=0),f&&(v[f>>2]=a.size),g&&(v[g>>2]=a.type)},_glGetAttribLocation:function(a,b){a=mg[a];b=G(b);return GLctx.getAttribLocation(a,b)},_glGetBooleanv:function(a,b){Lg(a,b,"Boolean")},
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+GLctx.ACTIVE_UNIFORMS),f=0;f<d;++f){var g=GLctx.getActiveUniform(b,f),h=g.name;a.$a=Math.max(a.$a,h.length+1);-1!==h.indexOf("]",h.length-1)&&(h=h.slice(0,h.lastIndexOf("[")));var l=GLctx.getUniformLocation(b,h);if(null!=l){var m=xg(W);c[h]=[g.size,m];W[m]=l;for(var n=1;n<g.size;++n)l=GLctx.getUniformLocation(b,h+"["+n+"]"),m=xg(W),W[m]=l}}},_glPixelStorei:function(a,b){3333==a||3317==a&&(wg=b);GLctx.pixelStorei(a,b)},_glPolygonOffset:function(a,b){GLctx.polygonOffset(a,b)},_glReadPixels:function(a,
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+count_emval_handles:We,craftEmvalAllocator:lf,craftInvokerFunction:Re,createNamedFunction:Hd,downcastPointer:xe,embind__requireFunction:Ke,embind_init_charCodes:Pd,emscriptenWebGLComputeImageSize:Mg,emscriptenWebGLGet:Lg,emscriptenWebGLGetHeapForType:Og,emscriptenWebGLGetShiftForType:Pg,emscriptenWebGLGetTexPixelData:Ng,emval_get_global:jf,ensureOverloadTable:le,enumReadValueFromPointer:Ze,exposePublicSymbol:me,extendError:Id,floatReadValueFromPointer:af,flushPendingDeletes:he,genericPointerToWireType:re,
+getBasestPointer:De,getInheritedInstance:Ee,getInheritedInstanceCount:ye,getLiveInheritedInstances:Ae,getShiftFromSize:Od,getStringOrSymbol:gf,getTypeName:Me,get_first_emval:Xe,heap32VectorToArray:Se,init_ClassHandle:je,init_RegisteredPointer:He,init_embind:Ce,init_emval:Ye,integerReadValueFromPointer:bf,makeClassHandle:Fe,makeLegalFunctionName:Gd,new_:Qe,nonConstNoSmartPtrRawPointerToWireType:te,readLatin1String:U,registerType:Md,replacePublicSymbol:Je,requireHandle:cf,requireRegisteredType:$e,runDestructor:ce,
+runDestructors:Bd,setDelayFunction:Be,shallowCopyInternalPointer:$d,simpleReadValueFromPointer:Cd,throwBindingError:V,throwInstanceAlreadyDeleted:ae,throwInternalError:Kd,throwUnboundTypeError:Pe,upcastPointer:oe,whenDependentTypesAreResolved:Ld,DYNAMICTOP_PTR:za,tempDoublePtr:$b,ABORT:Ha,STACKTOP:bb,STACK_MAX:cb,cttz_i8:dc};// EMSCRIPTEN_START_ASM
+
+var Y=(/** @suppress {uselessCode} */ function(global,env,buffer) {
+"almost asm";var a=global.Int8Array;var b=new a(buffer);var c=global.Int16Array;var d=new c(buffer);var e=global.Int32Array;var f=new e(buffer);var g=global.Uint8Array;var h=new g(buffer);var i=global.Uint16Array;var j=new i(buffer);var k=global.Uint32Array;var l=new k(buffer);var m=global.Float32Array;var n=new m(buffer);var o=global.Float64Array;var p=new o(buffer);var q=global.byteLength;var r=env.DYNAMICTOP_PTR|0;var s=env.tempDoublePtr|0;var t=env.ABORT|0;var u=env.STACKTOP|0;var v=env.STACK_MAX|0;var w=env.cttz_i8|0;var x=0;var y=0;var z=0;var A=0;var B=global.NaN,C=global.Infinity;var D=0,E=0,F=0,G=0,H=0.0;var I=0;var J=global.Math.floor;var K=global.Math.abs;var L=global.Math.sqrt;var M=global.Math.pow;var N=global.Math.cos;var O=global.Math.sin;var P=global.Math.tan;var Q=global.Math.acos;var R=global.Math.asin;var S=global.Math.atan;var T=global.Math.atan2;var U=global.Math.exp;var V=global.Math.log;var W=global.Math.ceil;var X=global.Math.imul;var Y=global.Math.min;var Z=global.Math.max;var _=global.Math.clz32;var $=env.abort;var aa=env.assert;var ba=env.enlargeMemory;var ca=env.getTotalMemory;var da=env.abortOnCannotGrowMemory;var ea=env.invoke_di;var fa=env.invoke_dii;var ga=env.invoke_i;var ha=env.invoke_ii;var ia=env.invoke_iid;var ja=env.invoke_iii;var ka=env.invoke_iiii;var la=env.invoke_iiiii;var ma=env.invoke_iiiiid;var na=env.invoke_iiiiii;var oa=env.invoke_iiiiiid;var pa=env.invoke_iiiiiidi;var qa=env.invoke_iiiiiii;var ra=env.invoke_iiiiiiii;var sa=env.invoke_iiiiiiiii;var ta=env.invoke_iiiiiiiiiiiiiiid;var ua=env.invoke_iiiiiiiiiiiiiiiid;var va=env.invoke_v;var wa=env.invoke_vd;var xa=env.invoke_vdd;var ya=env.invoke_vddi;var za=env.invoke_vdi;var Aa=env.invoke_vi;var Ba=env.invoke_vid;var Ca=env.invoke_vidd;var Da=env.invoke_viddd;var Ea=env.invoke_vidddiii;var Fa=env.invoke_viddi;var Ga=env.invoke_vidi;var Ha=env.invoke_vidiii;var Ia=env.invoke_vii;var Ja=env.invoke_viid;var Ka=env.invoke_viidd;var La=env.invoke_viiddd;var Ma=env.invoke_viiddi;var Na=env.invoke_viidi;var Oa=env.invoke_viididididi;var Pa=env.invoke_viidii;var Qa=env.invoke_viidiii;var Ra=env.invoke_viii;var Sa=env.invoke_viiid;var Ta=env.invoke_viiidd;var Ua=env.invoke_viiiddddi;var Va=env.invoke_viiiddi;var Wa=env.invoke_viiidi;var Xa=env.invoke_viiididididi;var Ya=env.invoke_viiidii;var Za=env.invoke_viiii;var _a=env.invoke_viiiid;var $a=env.invoke_viiiidddiiii;var ab=env.invoke_viiiidi;var bb=env.invoke_viiiidii;var cb=env.invoke_viiiidiiii;var db=env.invoke_viiiii;var eb=env.invoke_viiiiidd;var fb=env.invoke_viiiiiddd;var gb=env.invoke_viiiiiddi;var hb=env.invoke_viiiiidi;var ib=env.invoke_viiiiidii;var jb=env.invoke_viiiiidiii;var kb=env.invoke_viiiiidiiii;var lb=env.invoke_viiiiii;var mb=env.invoke_viiiiiidd;var nb=env.invoke_viiiiiiddd;var ob=env.invoke_viiiiiidiii;var pb=env.invoke_viiiiiii;var qb=env.invoke_viiiiiiii;var rb=env.invoke_viiiiiiiii;var sb=env.invoke_viiiiiiiiii;var tb=env.invoke_viiiiiiiiiii;var ub=env.invoke_viiiiiiiiiiii;var vb=env.invoke_viiiiiiiiiiiii;var wb=env.invoke_viiiiiiiiiiiiidddddi;var xb=env.invoke_viiiiiiiiiiiiii;var yb=env.invoke_viiiiiiiiiiiiiii;var zb=env.invoke_viiiiiiiiiiiiiiii;var Ab=env.invoke_viiiiiiiiiiiiiiiii;var Bb=env.ClassHandle;var Cb=env.ClassHandle_clone;var Db=env.ClassHandle_delete;var Eb=env.ClassHandle_deleteLater;var Fb=env.ClassHandle_isAliasOf;var Gb=env.ClassHandle_isDeleted;var Hb=env.RegisteredClass;var Ib=env.RegisteredPointer;var Jb=env.RegisteredPointer_deleteObject;var Kb=env.RegisteredPointer_destructor;var Lb=env.RegisteredPointer_fromWireType;var Mb=env.RegisteredPointer_getPointee;var Nb=env._TC_MeshBuffer_allocate;var Ob=env._TC_MeshBuffer_allocateAndFill;var Pb=env._TC_MeshBuffer_clear;var Qb=env._TC_MeshBuffer_create;var Rb=env._TC_MeshBuffer_delete;var Sb=env._TC_MeshBuffer_getIndexData;var Tb=env._TC_MeshBuffer_getVertexData;var Ub=env._TC_MeshBuffer_indexSize;var Vb=env._TC_MeshBuffer_setGlIndexData;var Wb=env._TC_MeshBuffer_setGlIndexSubData;var Xb=env._TC_MeshBuffer_setGlVertexData;var Yb=env._TC_MeshBuffer_setGlVertexSubData;var Zb=env._TC_MeshBuffer_setVertexSubData;var _b=env._TC_MeshBuffer_vertexSize;var $b=env._TC_announceModelHook;var ac=env._TC_callAfter;var bc=env._TC_callAfterCleanup;var cc=env._TC_cappingIdleHook;var dc=env._TC_dataAccessAttachedHook;var ec=env._TC_firstInstanceHook;var fc=env._TC_genericHook;var gc=env._TC_genericJsonHook;var hc=env._TC_inclusionHook;var ic=env._TC_metaDataHook;var jc=env._TC_missingModelHook;var kc=env._TC_networkReceiveHook;var lc=env._TC_postDrawHook;var mc=env._TC_priorityMetaDataHook;var nc=env._TC_remapInclusionHook;var oc=env._TC_remapModelHook;var pc=env._TC_sendRpc;var qc=env._TC_sessionStartedHook;var rc=env._TC_setReady;var sc=env.__ZSt18uncaught_exceptionv;var tc=env.___assert_fail;var uc=env.___buildEnvironment;var vc=env.___cxa_pure_virtual;var wc=env.___lock;var xc=env.___map_file;var yc=env.___setErrNo;var zc=env.___syscall140;var Ac=env.___syscall145;var Bc=env.___syscall146;var Cc=env.___syscall221;var Dc=env.___syscall5;var Ec=env.___syscall54;var Fc=env.___syscall6;var Gc=env.___syscall91;var Hc=env.___unlock;var Ic=env.__addDays;var Jc=env.__arraySum;var Kc=env.__embind_finalize_value_array;var Lc=env.__embind_finalize_value_object;var Mc=env.__embind_register_bool;var Nc=env.__embind_register_class;var Oc=env.__embind_register_class_class_function;var Pc=env.__embind_register_emval;var Qc=env.__embind_register_enum;var Rc=env.__embind_register_enum_value;var Sc=env.__embind_register_float;var Tc=env.__embind_register_integer;var Uc=env.__embind_register_memory_view;var Vc=env.__embind_register_std_string;var Wc=env.__embind_register_std_wstring;var Xc=env.__embind_register_value_array;var Yc=env.__embind_register_value_array_element;var Zc=env.__embind_register_value_object;var _c=env.__embind_register_value_object_field;var $c=env.__embind_register_void;var ad=env.__emval_addMethodCaller;var bd=env.__emval_allocateDestructors;var cd=env.__emval_as;var dd=env.__emval_call;var ed=env.__emval_call_method;var fd=env.__emval_decref;var gd=env.__emval_get_global;var hd=env.__emval_get_method_caller;var id=env.__emval_get_module_property;var jd=env.__emval_get_property;var kd=env.__emval_incref;var ld=env.__emval_lookupTypes;var md=env.__emval_new;var nd=env.__emval_new_array;var od=env.__emval_new_cstring;var pd=env.__emval_new_object;var qd=env.__emval_register;var rd=env.__emval_run_destructors;var sd=env.__emval_set_property;var td=env.__emval_take_value;var ud=env.__isLeapYear;var vd=env._abort;var wd=env._clock_gettime;var xd=env._embind_repr;var yd=env._emscripten_asm_const_i;var zd=env._emscripten_asm_const_iii;var Ad=env._emscripten_get_canvas_size;var Bd=env._emscripten_get_now;var Cd=env._emscripten_get_now_is_monotonic;var Dd=env._emscripten_memcpy_big;var Ed=env._emscripten_set_main_loop;var Fd=env._emscripten_set_main_loop_timing;var Gd=env._emscripten_webgl_create_context;var Hd=env._emscripten_webgl_destroy_context;var Id=env._emscripten_webgl_init_context_attributes;var Jd=env._emscripten_webgl_make_context_current;var Kd=env._getenv;var Ld=env._glActiveTexture;var Md=env._glAttachShader;var Nd=env._glBindBuffer;var Od=env._glBindFramebuffer;var Pd=env._glBindRenderbuffer;var Qd=env._glBindTexture;var Rd=env._glBlendFunc;var Sd=env._glBlendFuncSeparate;var Td=env._glBufferData;var Ud=env._glBufferSubData;var Vd=env._glClear;var Wd=env._glClearColor;var Xd=env._glClearStencil;var Yd=env._glColorMask;var Zd=env._glCompileShader;var _d=env._glCreateProgram;var $d=env._glCreateShader;var ae=env._glDeleteBuffers;var be=env._glDeleteFramebuffers;var ce=env._glDeleteProgram;var de=env._glDeleteRenderbuffers;var ee=env._glDeleteShader;var fe=env._glDeleteTextures;var ge=env._glDepthFunc;var he=env._glDepthMask;var ie=env._glDepthRangef;var je=env._glDisable;var ke=env._glDisableVertexAttribArray;var le=env._glDrawArrays;var me=env._glDrawArraysInstanced;var ne=env._glDrawBuffers;var oe=env._glDrawElements;var pe=env._glDrawElementsInstanced;var qe=env._glEnable;var re=env._glEnableVertexAttribArray;var se=env._glFinish;var te=env._glFramebufferRenderbuffer;var ue=env._glFramebufferTexture2D;var ve=env._glFrontFace;var we=env._glGenBuffers;var xe=env._glGenFramebuffers;var ye=env._glGenRenderbuffers;var ze=env._glGenTextures;var Ae=env._glGenerateMipmap;var Be=env._glGetActiveAttrib;var Ce=env._glGetActiveUniform;var De=env._glGetAttribLocation;var Ee=env._glGetBooleanv;var Fe=env._glGetError;var Ge=env._glGetFloatv;var He=env._glGetIntegerv;var Ie=env._glGetProgramiv;var Je=env._glGetShaderPrecisionFormat;var Ke=env._glGetString;var Le=env._glGetUniformLocation;var Me=env._glIsEnabled;var Ne=env._glLinkProgram;var Oe=env._glPixelStorei;var Pe=env._glPolygonOffset;var Qe=env._glReadPixels;var Re=env._glRenderbufferStorage;var Se=env._glScissor;var Te=env._glShaderSource;var Ue=env._glStencilFunc;var Ve=env._glStencilFuncSeparate;var We=env._glStencilMask;var Xe=env._glStencilMaskSeparate;var Ye=env._glStencilOp;var Ze=env._glStencilOpSeparate;var _e=env._glTexImage2D;var $e=env._glTexParameterf;var af=env._glTexParameteri;var bf=env._glUniform1f;var cf=env._glUniform1fv;var df=env._glUniform1i;var ef=env._glUniform2f;var ff=env._glUniform2fv;var gf=env._glUniform2i;var hf=env._glUniform3f;var jf=env._glUniform3fv;var kf=env._glUniform4f;var lf=env._glUniform4fv;var mf=env._glUniformMatrix3fv;var nf=env._glUniformMatrix4fv;var of=env._glUseProgram;var pf=env._glVertexAttrib1f;var qf=env._glVertexAttrib4f;var rf=env._glVertexAttribDivisor;var sf=env._glVertexAttribPointer;var tf=env._glViewport;var uf=env._glppAsyncUploadImage;var vf=env._llvm_ceil_f64;var wf=env._llvm_fabs_f32;var xf=env._llvm_fabs_f64;var yf=env._llvm_trap;var zf=env._nanosleep;var Af=env._networkClose;var Bf=env._networkCloseBeforeUnload;var Cf=env._networkConnect;var Df=env._networkSendData;var Ef=env._pthread_cond_wait;var Ff=env._pthread_mutex_destroy;var Gf=env._strftime;var Hf=env._strftime_l;var If=env._usleep;var Jf=env.constNoSmartPtrRawPointerToWireType;var Kf=env.count_emval_handles;var Lf=env.craftEmvalAllocator;var Mf=env.craftInvokerFunction;var Nf=env.createNamedFunction;var Of=env.downcastPointer;var Pf=env.embind__requireFunction;var Qf=env.embind_init_charCodes;var Rf=env.emscriptenWebGLComputeImageSize;var Sf=env.emscriptenWebGLGet;var Tf=env.emscriptenWebGLGetHeapForType;var Uf=env.emscriptenWebGLGetShiftForType;var Vf=env.emscriptenWebGLGetTexPixelData;var Wf=env.emval_get_global;var Xf=env.ensureOverloadTable;var Yf=env.enumReadValueFromPointer;var Zf=env.exposePublicSymbol;var _f=env.extendError;var $f=env.floatReadValueFromPointer;var ag=env.flushPendingDeletes;var bg=env.genericPointerToWireType;var cg=env.getBasestPointer;var dg=env.getInheritedInstance;var eg=env.getInheritedInstanceCount;var fg=env.getLiveInheritedInstances;var gg=env.getShiftFromSize;var hg=env.getStringOrSymbol;var ig=env.getTypeName;var jg=env.get_first_emval;var kg=env.heap32VectorToArray;var lg=env.init_ClassHandle;var mg=env.init_RegisteredPointer;var ng=env.init_embind;var og=env.init_emval;var pg=env.integerReadValueFromPointer;var qg=env.makeClassHandle;var rg=env.makeLegalFunctionName;var sg=env.new_;var tg=env.nonConstNoSmartPtrRawPointerToWireType;var ug=env.readLatin1String;var vg=env.registerType;var wg=env.replacePublicSymbol;var xg=env.requireHandle;var yg=env.requireRegisteredType;var zg=env.runDestructor;var Ag=env.runDestructors;var Bg=env.setDelayFunction;var Cg=env.shallowCopyInternalPointer;var Dg=env.simpleReadValueFromPointer;var Eg=env.throwBindingError;var Fg=env.throwInstanceAlreadyDeleted;var Gg=env.throwInternalError;var Hg=env.throwUnboundTypeError;var Ig=env.upcastPointer;var Jg=env.whenDependentTypesAreResolved;var Kg=0.0;function Lg(newBuffer){if(q(newBuffer)&16777215||q(newBuffer)<=16777215||q(newBuffer)>2147483648)return false;b=new a(newBuffer);d=new c(newBuffer);f=new e(newBuffer);h=new g(newBuffer);j=new i(newBuffer);l=new k(newBuffer);n=new m(newBuffer);p=new o(newBuffer);buffer=newBuffer;return true}
+// EMSCRIPTEN_START_FUNCS
+function uN(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function vN(a){a=a|0;return a+4|0}function wN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21768;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function xN(a){a=a|0;yf()}function yN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zN(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function zN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;IG(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);IG(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);IG(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function AN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262859;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262859)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262859)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BN(a){a=a|0;sOb(a);return}function CN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21792;f[b+4>>2]=f[a+4>>2];return b|0}function DN(a,b){a=a|0;b=b|0;f[b>>2]=21792;f[b+4>>2]=f[a+4>>2];return}function EN(a){a=a|0;return}function FN(a){a=a|0;sOb(a);return}function GN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==87392?a+4|0:0)|0}function IN(a){a=a|0;return 4088}function JN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KN(a){a=a|0;sOb(a);return}function LN(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function MN(a){a=a|0;return a+4|0}function NN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function ON(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262860;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262860)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262860)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;d=i;e=a+4|0;b=f[e>>2]|0;g=f[a>>2]|0;h=g+4|0;if((b|0)!=((f[h>>2]|0)-(f[g>>2]|0)>>2|0)){h=b;g=f[g>>2]|0;h=g+(h<<2)|0;h=f[h>>2]|0;u=i;return h|0}b=pOb(288)|0;dQb(b|0,0,288)|0;n[b+64>>2]=1.0;c=b+68|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+84>>2]=1.0;c=b+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+104>>2]=1.0;c=b+108|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+124>>2]=1.0;c=b+128|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[b>>2]=21904;f[b+148>>2]=0;f[b+152>>2]=0;f[b+156>>2]=0;f[b+144>>2]=18364;f[b+160>>2]=18020;f[b+172>>2]=0;f[b+176>>2]=0;f[b+180>>2]=0;f[b+168>>2]=21952;f[b+184>>2]=22e3;f[b+196>>2]=0;f[b+200>>2]=0;f[b+204>>2]=0;f[b+192>>2]=22024;f[b+208>>2]=22072;f[b+228>>2]=0;f[b+232>>2]=0;f[b+236>>2]=0;f[b+224>>2]=22024;f[b+240>>2]=22072;f[b+260>>2]=0;f[b+264>>2]=0;f[b+268>>2]=0;f[b+256>>2]=22024;f[b+272>>2]=22072;f[d>>2]=b;c=f[h>>2]|0;if(c>>>0<(f[g+8>>2]|0)>>>0){f[c>>2]=b;f[h>>2]=c+4}else YN(g,d);g=f[a>>2]|0;h=f[e>>2]|0;g=f[g>>2]|0;h=g+(h<<2)|0;h=f[h>>2]|0;u=i;return h|0}function QN(a){a=a|0;sOb(a);return}function RN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21860;f[b+4>>2]=f[a+4>>2];return b|0}function SN(a,b){a=a|0;b=b|0;f[b>>2]=21860;f[b+4>>2]=f[a+4>>2];return}function TN(a){a=a|0;return}function UN(a){a=a|0;sOb(a);return}function VN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==87835?a+4|0:0)|0}function XN(a){a=a|0;return 4160}function YN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21904;f[a+256>>2]=22048;b=f[a+260>>2]|0;if(b|0){c=a+264|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+224>>2]=22048;b=f[a+228>>2]|0;if(b|0){c=a+232|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+192>>2]=22048;b=f[a+196>>2]|0;if(b|0){c=a+200|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+168>>2]=21976;d=f[a+172>>2]|0;if(d|0){b=a+176|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-2-d|0)>>>1)<<1);sOb(d)}f[a+144>>2]=18388;b=f[a+148>>2]|0;if(!b){f[a>>2]=21928;a=a+4|0;dO(a);return}c=a+152|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);f[a>>2]=21928;a=a+4|0;dO(a);return}function _N(a){a=a|0;ZN(a);sOb(a);return}function $N(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0;y=a+144|0;d=a+168|0;e=a+192|0;g=a+224|0;i=a+256|0;b=Sg[f[(f[y>>2]|0)+8>>2]&255](y,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){a=0;return a|0}y=Sg[f[(f[i>>2]|0)+8>>2]&255](i,b,c)|0;if(!y){a=0;return a|0}if((c-y|0)<64){a=0;return a|0}s=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;t=y+4|0;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;u=y+8|0;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;v=y+12|0;v=h[v>>0]|h[v+1>>0]<<8|h[v+2>>0]<<16|h[v+3>>0]<<24;w=y+16|0;w=h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24;x=y+20|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;i=y+24|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=y+28|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=y+32|0;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=y+36|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;m=y+40|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;n=y+44|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=y+48|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;p=y+52|0;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;q=y+56|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;r=y+60|0;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;b=y+64|0;if((c-b|0)<4){a=0;return a|0}g=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=y+68|0;if((c-b|0)<4){a=0;return a|0}b=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;d=y+72|0;if((c-d|0)<4){a=0;return a|0}e=y+76|0;if((c-e|0)<4){a=0;return a|0}d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=a+4|0;z=a+148|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+8|0;A=a+152|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+12|0;e=a+156|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+16|0;z=a+172|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+20|0;A=a+176|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+24|0;e=a+180|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+28|0;z=a+196|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+32|0;A=a+200|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+36|0;e=a+204|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+40|0;z=a+228|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+44|0;A=a+232|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+48|0;e=a+236|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+52|0;z=a+260|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+56|0;A=a+264|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+60|0;e=a+268|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;f[a+64>>2]=s;f[a+68>>2]=t;f[a+72>>2]=u;f[a+76>>2]=v;f[a+80>>2]=w;f[a+84>>2]=x;f[a+88>>2]=i;f[a+92>>2]=j;f[a+96>>2]=k;f[a+100>>2]=l;f[a+104>>2]=m;f[a+108>>2]=n;f[a+112>>2]=o;f[a+116>>2]=p;f[a+120>>2]=q;f[a+124>>2]=r;f[a+128>>2]=g;f[a+132>>2]=b;f[a+136>>2]=d;f[a+140>>2]=c;a=y+80|0;return a|0}function aO(a){a=a|0;return a+4|0}function bO(a){a=a|0;f[a>>2]=21928;dO(a+4|0);return}function cO(a){a=a|0;yf()}function dO(a){a=a|0;var b=0,c=0,d=0;b=f[a+48>>2]|0;if(b|0){c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}d=f[a+12>>2]|0;if(d|0){b=a+16|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-2-d|0)>>>1)<<1);sOb(d)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function eO(a){a=a|0;var b=0,c=0;f[a>>2]=21976;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-2-c|0)>>>1)<<1);sOb(c);return}function fO(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21976;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-2-b|0)>>>1)<<1);sOb(b);sOb(a);return}function gO(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=e;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=c+4|0;l=a+4|0;i=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;g=i;if((c|0)!=(i|0)){c=c+(~((c+-2-g|0)>>>1)<<1)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-g>>1>>>0<n>>>0){if((n|0)<0)vd();c=c-g|0;g=pOb(n<<1)|0;if((c|0)>0)bQb(g|0,i|0,c|0)|0;f[l>>2]=g;f[k>>2]=g+(c>>1<<1);f[j>>2]=g+(n<<1);if(i|0)sOb(i)}else if(!n){n=e;return n|0}a=a+20|0;g=0;while(1){if((m-e|0)<2){e=0;c=18;break}i=h[e>>0]|h[e+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;e=e+2|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){d[c>>1]=i;f[k>>2]=c+2}else nO(l,a);g=g+1|0;if(g>>>0>=n>>>0){c=18;break}}if((c|0)==18)return e|0;return 0}function hO(a){a=a|0;return a+4|0}function iO(a){a=a|0;var b=0,c=0;f[a>>2]=21976;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-2-c|0)>>>1)<<1);sOb(c);return}function jO(a){a=a|0;yf()}function kO(a){a=a|0;sOb(a);return}function lO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<2){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8;b[d>>0]=a;b[d+1>>0]=a>>8;d=c+2|0;return d|0}function mO(a){a=a|0;return a+4|0}function nO(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=a+4|0;k=f[a>>2]|0;l=(f[h>>2]|0)-k|0;g=l>>1;c=g+1|0;if((l|0)<-2)AMb(a);m=a+8|0;e=(f[m>>2]|0)-k|0;e=e>>1>>>0<1073741823?(e>>>0<c>>>0?c:e):2147483647;do if(!e){i=0;j=0}else if((e|0)<0)vd();else{j=pOb(e<<1)|0;i=j;break}while(0);c=i+(g<<1)|0;d[c>>1]=d[b>>1]|0;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=i;f[h>>2]=c+2;f[m>>2]=i+(e<<1);if(!k)return;sOb(k);return}function oO(a){a=a|0;var b=0,c=0;f[a>>2]=22048;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function pO(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22048;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function qO(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=d;if((n-c|0)<4){o=0;return o|0}o=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;m=a+4|0;j=f[m>>2]|0;l=a+8|0;c=f[l>>2]|0;e=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-e|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}k=a+12|0;if((((f[k>>2]|0)-e|0)/12|0)>>>0<o>>>0){if(o>>>0>357913941)vd();c=c-e|0;e=pOb(o*12|0)|0;g=e+(((c|0)/12|0)*12|0)|0;i=g+(((c|0)/-12|0)*12|0)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[m>>2]=i;f[l>>2]=g;f[k>>2]=e+(o*12|0);if(j|0)sOb(j)}else if(!o){o=d;return o|0}j=a+20|0;i=0;while(1){if((n-d|0)<12){d=0;c=18;break}c=j;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[l>>2]|0;if(c>>>0<(f[k>>2]|0)>>>0){f[c>>2]=f[j>>2];f[c+4>>2]=f[j+4>>2];f[c+8>>2]=f[j+8>>2];f[l>>2]=(f[l>>2]|0)+12}else xO(m,j);i=i+1|0;if(i>>>0>=o>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function rO(a){a=a|0;return a+4|0}function sO(a){a=a|0;var b=0,c=0;f[a>>2]=22048;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function tO(a){a=a|0;yf()}function uO(a){a=a|0;sOb(a);return}function vO(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function wO(a){a=a|0;return a+4|0}function xO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function yO(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zO(c,a);fd(f[64564]|0);f[64564]=f[c>>2];f[c>>2]=0;fd(0);u=b;return}function zO(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+32|0;m=t;k=t+16|0;o=pd()|0;f[a>>2]=o;o=gd(88647)|0;p=gd(88660)|0;q=gd(88672)|0;r=id(88684)|0;s=id(88692)|0;l=id(88700)|0;e=f[c>>2]|0;d=e>>>2;e=((f[c+4>>2]|0)-e>>2)+d|0;if(!(b[255592]|0))if(MPb(255592)|0){i=hd(3,22092)|0;f[64588]=i}i=f[64588]|0;f[m>>2]=d;f[m+8>>2]=e;v=+ed(i|0,r|0,88717,k|0,m|0);d=~~v>>>0;i=d;rd(f[k>>2]|0);kd(i|0);f[m>>2]=d;d=md(o|0,1,22088,m|0)|0;h=f[a>>2]|0;e=od(88708)|0;sd(h|0,e|0,d|0);fd(e|0);fd(d|0);fd(i|0);i=f[c+12>>2]|0;d=f[c+16>>2]|0;e=i;if((i|0)!=(d|0)){g=e>>>1;d=(d-e>>1)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){i=hd(3,22092)|0;f[64588]=i}h=f[64588]|0;f[m>>2]=g;f[m+8>>2]=d;v=+ed(h|0,s|0,88717,k|0,m|0);h=~~v>>>0;i=h;rd(f[k>>2]|0);kd(i|0);f[m>>2]=h;h=md(p|0,1,22088,m|0)|0;e=f[a>>2]|0;g=od(88726)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);fd(i|0)}h=nd()|0;i=m+8|0;g=f[c+24>>2]|0;d=f[c+28>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=0;g=td(17744,m|0)|0;sd(h|0,g|0,2);fd(g|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);e=~~v>>>0;g=e;rd(f[k>>2]|0);kd(g|0);f[m>>2]=e;e=md(q|0,1,22088,m|0)|0;f[m>>2]=0;d=td(17744,m|0)|0;sd(h|0,d|0,e|0);fd(d|0);fd(e|0);fd(g|0)}g=f[c+36>>2]|0;d=f[c+40>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=1;g=td(17744,m|0)|0;sd(h|0,g|0,2);fd(g|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);e=~~v>>>0;g=e;rd(f[k>>2]|0);kd(g|0);f[m>>2]=e;e=md(q|0,1,22088,m|0)|0;f[m>>2]=1;d=td(17744,m|0)|0;sd(h|0,d|0,e|0);fd(d|0);fd(e|0);fd(g|0)}g=f[c+48>>2]|0;d=f[c+52>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=2;i=td(17744,m|0)|0;sd(h|0,i|0,2);fd(i|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);g=~~v>>>0;i=g;rd(f[k>>2]|0);kd(i|0);f[m>>2]=g;g=md(q|0,1,22088,m|0)|0;f[m>>2]=2;e=td(17744,m|0)|0;sd(h|0,e|0,g|0);fd(e|0);fd(g|0);fd(i|0)}i=f[a>>2]|0;d=od(88734)|0;sd(i|0,d|0,h|0);fd(d|0);fd(h|0);d=c+60|0;do if(+n[d>>2]!=1.0)j=31;else if(+n[c+64>>2]!=0.0)j=31;else if(+n[c+68>>2]!=0.0)j=31;else if(+n[c+72>>2]!=0.0)j=31;else if(+n[c+76>>2]!=0.0)j=31;else if(+n[c+80>>2]!=1.0)j=31;else if(+n[c+84>>2]!=0.0)j=31;else if(+n[c+88>>2]!=0.0)j=31;else if(+n[c+92>>2]!=0.0)j=31;else if(+n[c+96>>2]!=0.0)j=31;else if(+n[c+100>>2]!=1.0)j=31;else if(+n[c+104>>2]!=0.0)j=31;else if(+n[c+108>>2]!=0.0)j=31;else if(+n[c+112>>2]!=0.0)j=31;else{if(+n[c+116>>2]!=0.0){j=31;break}if(+n[c+120>>2]!=1.0)j=31}while(0);if((j|0)==31){d=d>>>2;e=d+16|0;if(!(b[255592]|0))if(MPb(255592)|0){j=hd(3,22092)|0;f[64588]=j}h=f[64588]|0;f[m>>2]=d;f[m+8>>2]=e;v=+ed(h|0,r|0,88717,k|0,m|0);h=~~v>>>0;j=h;rd(f[k>>2]|0);kd(j|0);f[m>>2]=h;k=md(o|0,1,22088,m|0)|0;h=f[a>>2]|0;i=od(88743)|0;sd(h|0,i|0,k|0);fd(i|0);fd(k|0);fd(j|0)}d=pd()|0;g=c+136|0;e=f[g>>2]|0;if(!(e&2)){if(e&1|0){k=od(88759)|0;j=od(88784)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0)}}else{k=od(88759)|0;j=od(88767)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0)}j=(f[g>>2]|0)>>>2&1;k=od(88794)|0;f[m>>2]=j;j=td(17688,m|0)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0);k=(f[g>>2]|0)>>>16&1;j=od(88805)|0;f[m>>2]=k;k=td(17688,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88816)|0;sd(j|0,k|0,d|0);fd(k|0);fd(d|0);k=lMa(g)|0;d=f[a>>2]|0;j=od(88824)|0;f[m>>2]=k;k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88831)|0;f[m>>2]=3;d=td(17744,m|0)|0;sd(j|0,k|0,d|0);fd(d|0);fd(k|0);k=f[g>>2]&4096|0?6:3;d=f[a>>2]|0;j=od(88844)|0;f[m>>2]=k;k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[g>>2]|0;k=f[a>>2]|0;d=od(88853)|0;f[m>>2]=(j&4096|0?6:3)+(j>>>12&2);j=td(17744,m|0)|0;sd(k|0,d|0,j|0);fd(j|0);fd(d|0);d=f[a>>2]|0;j=od(88866)|0;f[m>>2]=f[c+124>>2];k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88882)|0;f[m>>2]=f[c+128>>2];d=td(17744,m|0)|0;sd(j|0,k|0,d|0);fd(d|0);fd(k|0);k=f[a>>2]|0;d=od(88898)|0;f[m>>2]=f[c+132>>2];c=td(17744,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0;if(d&8){k=f[a>>2]|0;d=od(88915)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&16){k=f[a>>2]|0;d=od(88927)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&32){k=f[a>>2]|0;d=od(88935)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&64){k=f[a>>2]|0;d=od(88947)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&128){k=f[a>>2]|0;d=od(88959)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&256){k=f[a>>2]|0;d=od(88967)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&512){k=f[a>>2]|0;d=od(88979)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&1024){k=f[a>>2]|0;d=od(88992)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(!(d&2048)){fd(l|0);fd(s|0);fd(r|0);fd(q|0);fd(p|0);fd(o|0);u=t;return}c=f[a>>2]|0;a=od(89001)|0;f[m>>2]=1;m=td(17688,m|0)|0;sd(c|0,a|0,m|0);fd(m|0);fd(a|0);fd(l|0);fd(s|0);fd(r|0);fd(q|0);fd(p|0);fd(o|0);u=t;return}function AO(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262861;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262861)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262861)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BO(a){a=a|0;sOb(a);return}function CO(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22112;f[b+4>>2]=f[a+4>>2];return b|0}function DO(a,b){a=a|0;b=b|0;f[b>>2]=22112;f[b+4>>2]=f[a+4>>2];return}function EO(a){a=a|0;return}function FO(a){a=a|0;sOb(a);return}function GO(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HO(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==89204?a+4|0:0)|0}function IO(a){a=a|0;return 4384}function JO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KO(a){a=a|0;sOb(a);return}function LO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function MO(a){a=a|0;return a+4|0}function NO(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function OO(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262862;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262862)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262862)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PO(a){a=a|0;sOb(a);return}function QO(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22180;f[b+4>>2]=f[a+4>>2];return b|0}function RO(a,b){a=a|0;b=b|0;f[b>>2]=22180;f[b+4>>2]=f[a+4>>2];return}function SO(a){a=a|0;return}function TO(a){a=a|0;sOb(a);return}function UO(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function VO(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==89695?a+4|0:0)|0}function WO(a){a=a|0;return 4456}function XO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function YO(a){a=a|0;sOb(a);return}function ZO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function _O(a){a=a|0;return a+4|0}function $O(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function aP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262863;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262863)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262863)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function bP(a){a=a|0;sOb(a);return}function cP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22248;f[b+4>>2]=f[a+4>>2];return b|0}function dP(a,b){a=a|0;b=b|0;f[b>>2]=22248;f[b+4>>2]=f[a+4>>2];return}function eP(a){a=a|0;return}function fP(a){a=a|0;sOb(a);return}function gP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function hP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==90168?a+4|0:0)|0}function iP(a){a=a|0;return 4528}function jP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function kP(a){a=a|0;sOb(a);return}function lP(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<48){c=0;return c|0}a=a+8|0;d=c;e=a+48|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+48|0;return c|0}function mP(a){a=a|0;return a+8|0}function nP(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(48)|0;p[d>>3]=+p[a>>3];p[d+8>>3]=+p[a+8>>3];p[d+16>>3]=+p[a+16>>3];p[d+24>>3]=+p[a+24>>3];p[d+32>>3]=+p[a+32>>3];p[d+40>>3]=+p[a+40>>3];f[c>>2]=d;a=td(4584,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function oP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262864;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262864)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262864)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function pP(a){a=a|0;sOb(a);return}function qP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22316;f[b+4>>2]=f[a+4>>2];return b|0}function rP(a,b){a=a|0;b=b|0;f[b>>2]=22316;f[b+4>>2]=f[a+4>>2];return}function sP(a){a=a|0;return}function tP(a){a=a|0;sOb(a);return}function uP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==90609?a+4|0:0)|0}function wP(a){a=a|0;return 4608}function xP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yP(a){a=a|0;sOb(a);return}function zP(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function AP(a){a=a|0;return a+4|0}function BP(a){a=a|0;var b=0,c=0;a=u;u=u+16|0;b=a;c=pOb(1)|0;f[b>>2]=c;b=td(4664,b|0)|0;fd(f[64564]|0);f[64564]=b;fd(0);u=a;return}function CP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262865;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262865)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262865)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function DP(a){a=a|0;sOb(a);return}function EP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22384;f[b+4>>2]=f[a+4>>2];return b|0}function FP(a,b){a=a|0;b=b|0;f[b>>2]=22384;f[b+4>>2]=f[a+4>>2];return}function GP(a){a=a|0;return}function HP(a){a=a|0;sOb(a);return}function IP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function JP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91105?a+4|0:0)|0}function KP(a){a=a|0;return 4688}function LP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function MP(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22428;f[a+28>>2]=19804;b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=22452;d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function NP(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22428;f[a+28>>2]=19804;b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=22452;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function OP(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0;e=a+28|0;g=d;if((g-c|0)<1){i=0;return i|0}i=b[c>>0]|0;c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c+1|0,d)|0;if(!c){i=0;return i|0}if((g-c|0)<8){i=0;return i|0}g=c;e=g;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=g+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[a+4>>0]=i;i=a+8|0;d=a+32|0;j=f[i>>2]|0;f[i>>2]=f[d>>2];f[d>>2]=j;d=a+12|0;j=a+36|0;i=f[d>>2]|0;f[d>>2]=f[j>>2];f[j>>2]=i;j=a+16|0;i=a+40|0;d=f[j>>2]|0;f[j>>2]=f[i>>2];f[i>>2]=d;i=a+20|0;f[i>>2]=e;f[i+4>>2]=g;i=c+8|0;return i|0}function PP(a){a=a|0;return a+4|0}function QP(a){a=a|0;var b=0,c=0;f[a>>2]=22452;c=f[a+8>>2]|0;if(!c)return;a=a+12|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function RP(a){a=a|0;yf()}function SP(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;TP(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function TP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;g=od(83077)|0;f[e>>2]=h[b>>0];a=td(4728,e|0)|0;sd(d|0,g|0,a|0);fd(a|0);fd(g|0);IG(e,b+4|0);g=od(91327)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);cL(e,b+16|0);a=od(83105)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function UP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262866;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262866)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262866)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VP(a){a=a|0;sOb(a);return}function WP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22476;f[b+4>>2]=f[a+4>>2];return b|0}function XP(a,b){a=a|0;b=b|0;f[b>>2]=22476;f[b+4>>2]=f[a+4>>2];return}function YP(a){a=a|0;return}function ZP(a){a=a|0;sOb(a);return}function _P(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $P(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91551?a+4|0:0)|0}function aQ(a){a=a|0;return 4752}function bQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cQ(a){a=a|0;sOb(a);return}function dQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<1){c=0;return c|0}e=c+1|0;if((d-e|0)<8){c=0;return c|0}d=e;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;b[a+4>>0]=b[c>>0]|0;a=a+8|0;f[a>>2]=d;f[a+4>>2]=e;c=c+9|0;return c|0}function eQ(a){a=a|0;return a+4|0}function fQ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;gQ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function gQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;a=od(83077)|0;f[e>>2]=h[b>>0];g=td(4792,e|0)|0;sd(d|0,a|0,g|0);fd(g|0);fd(a|0);hQ(e,b+4|0);a=od(91776)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function hQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function iQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262867;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262867)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262867)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jQ(a){a=a|0;sOb(a);return}function kQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22544;f[b+4>>2]=f[a+4>>2];return b|0}function lQ(a,b){a=a|0;b=b|0;f[b>>2]=22544;f[b+4>>2]=f[a+4>>2];return}function mQ(a){a=a|0;return}function nQ(a){a=a|0;sOb(a);return}function oQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91985?a+4|0:0)|0}function qQ(a){a=a|0;return 4816}function rQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sQ(a){a=a|0;sOb(a);return}function tQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+8|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function uQ(a){a=a|0;return a+8|0}function vQ(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(4872,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function wQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262868;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262868)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262868)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function xQ(a){a=a|0;sOb(a);return}function yQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22612;f[b+4>>2]=f[a+4>>2];return b|0}function zQ(a,b){a=a|0;b=b|0;f[b>>2]=22612;f[b+4>>2]=f[a+4>>2];return}function AQ(a){a=a|0;return}function BQ(a){a=a|0;sOb(a);return}function CQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function DQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==92445?a+4|0:0)|0}function EQ(a){a=a|0;return 4896}function FQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function GQ(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(24)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[d+16>>2]=f[a+16>>2];f[d+20>>2]=f[a+20>>2];f[c>>2]=d;a=td(1112,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function HQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262869;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262869)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262869)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function IQ(a){a=a|0;sOb(a);return}function JQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22656;f[b+4>>2]=f[a+4>>2];return b|0}function KQ(a,b){a=a|0;b=b|0;f[b>>2]=22656;f[b+4>>2]=f[a+4>>2];return}function LQ(a){a=a|0;return}function MQ(a){a=a|0;sOb(a);return}function NQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function OQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==92687?a+4|0:0)|0}function PQ(a){a=a|0;return 4920}function QQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function RQ(a){a=a|0;sOb(a);return}function SQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0.0,m=0,n=0,o=0,q=0,r=0,t=0,v=0;v=u;u=u+992|0;e=v+952|0;h=v+920|0;k=v+888|0;r=v+752|0;t=v;f[e>>2]=22748;f[h>>2]=22748;f[k>>2]=22748;f[r>>2]=22772;if((d-c|0)<1){t=0;u=v;return t|0}q=b[c>>0]|0;g=c+1|0;if((d-g|0)<24){t=0;u=v;return t|0}o=e+8|0;m=o;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));g=c+25|0;if((d-g|0)<24){t=0;u=v;return t|0}n=h+8|0;m=n;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));g=c+49|0;if((d-g|0)<24){t=0;u=v;return t|0}h=k+8|0;m=h;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));e=c+73|0;if((d-e|0)<8){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];l=+p[s>>3];e=c+81|0;if((d-e|0)<8){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+89|0;if((d-e|0)<8){t=0;u=v;return t|0}g=c+97|0;if((d-g|0)<128){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];d=r+8|0;m=d;e=m+128|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));aAa(t,q,o,n,h,l,j,i);a=a+8|0;VQ(a,t)|0;UAa(a,d);t=c+225|0;u=v;return t|0}function TQ(a){a=a|0;return a+8|0}function UQ(a){a=a|0;yf()}function VQ(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0;e=u;u=u+912|0;b[a>>0]=b[c>>0]|0;i=+p[(c+8|0)>>3];p[(c+8|0)>>3]=+p[(a+8|0)>>3];p[(a+8|0)>>3]=i;i=+p[(c+16|0)>>3];p[(c+16|0)>>3]=+p[(a+16|0)>>3];p[(a+16|0)>>3]=i;i=+p[(c+24|0)>>3];p[(c+24|0)>>3]=+p[(a+24|0)>>3];p[(a+24|0)>>3]=i;i=+p[(c+32|0)>>3];p[(c+32|0)>>3]=+p[(a+32|0)>>3];p[(a+32|0)>>3]=i;i=+p[(c+40|0)>>3];p[(c+40|0)>>3]=+p[(a+40|0)>>3];p[(a+40|0)>>3]=i;i=+p[(c+48|0)>>3];p[(c+48|0)>>3]=+p[(a+48|0)>>3];p[(a+48|0)>>3]=i;i=+p[(c+56|0)>>3];p[(c+56|0)>>3]=+p[(a+56|0)>>3];p[(a+56|0)>>3]=i;i=+p[(c+64|0)>>3];p[(c+64|0)>>3]=+p[(a+64|0)>>3];p[(a+64|0)>>3]=i;i=+p[(c+72|0)>>3];p[(c+72|0)>>3]=+p[(a+72|0)>>3];p[(a+72|0)>>3]=i;i=+p[(c+80|0)>>3];p[(c+80|0)>>3]=+p[(a+80|0)>>3];p[(a+80|0)>>3]=i;i=+p[(c+88|0)>>3];p[(c+88|0)>>3]=+p[(a+88|0)>>3];p[(a+88|0)>>3]=i;i=+p[(c+96|0)>>3];p[(c+96|0)>>3]=+p[(a+96|0)>>3];p[(a+96|0)>>3]=i;i=+p[(c+104|0)>>3];p[(c+104|0)>>3]=+p[(a+104|0)>>3];p[(a+104|0)>>3]=i;i=+p[(c+112|0)>>3];p[(c+112|0)>>3]=+p[(a+112|0)>>3];p[(a+112|0)>>3]=i;i=+p[(c+120|0)>>3];p[(c+120|0)>>3]=+p[(a+120|0)>>3];p[(a+120|0)>>3]=i;i=+p[(c+128|0)>>3];p[(c+128|0)>>3]=+p[(a+128|0)>>3];p[(a+128|0)>>3]=i;i=+p[(c+136|0)>>3];p[(c+136|0)>>3]=+p[(a+136|0)>>3];p[(a+136|0)>>3]=i;i=+p[(c+144|0)>>3];p[(c+144|0)>>3]=+p[(a+144|0)>>3];p[(a+144|0)>>3]=i;i=+p[(c+152|0)>>3];p[(c+152|0)>>3]=+p[(a+152|0)>>3];p[(a+152|0)>>3]=i;i=+p[(c+160|0)>>3];p[(c+160|0)>>3]=+p[(a+160|0)>>3];p[(a+160|0)>>3]=i;i=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(a+168|0)>>3];p[(a+168|0)>>3]=i;i=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(a+176|0)>>3];p[(a+176|0)>>3]=i;i=+p[(c+184|0)>>3];p[(c+184|0)>>3]=+p[(a+184|0)>>3];p[(a+184|0)>>3]=i;i=+p[(c+192|0)>>3];p[(c+192|0)>>3]=+p[(a+192|0)>>3];p[(a+192|0)>>3]=i;i=+p[(c+200|0)>>3];p[(c+200|0)>>3]=+p[(a+200|0)>>3];p[(a+200|0)>>3]=i;d=a+208|0;g=c+208|0;h=d+40|0;do{f[d>>2]=f[g>>2];d=d+4|0;g=g+4|0}while((d|0)<(h|0));i=+p[(c+248|0)>>3];p[(c+248|0)>>3]=+p[(a+248|0)>>3];p[(a+248|0)>>3]=i;i=+p[(c+256|0)>>3];p[(c+256|0)>>3]=+p[(a+256|0)>>3];p[(a+256|0)>>3]=i;i=+p[(c+264|0)>>3];p[(c+264|0)>>3]=+p[(a+264|0)>>3];p[(a+264|0)>>3]=i;i=+p[(c+272|0)>>3];p[(c+272|0)>>3]=+p[(a+272|0)>>3];p[(a+272|0)>>3]=i;i=+p[(c+280|0)>>3];p[(c+280|0)>>3]=+p[(a+280|0)>>3];p[(a+280|0)>>3]=i;i=+p[(c+288|0)>>3];p[(c+288|0)>>3]=+p[(a+288|0)>>3];p[(a+288|0)>>3]=i;i=+p[(c+296|0)>>3];p[(c+296|0)>>3]=+p[(a+296|0)>>3];p[(a+296|0)>>3]=i;i=+p[(c+304|0)>>3];p[(c+304|0)>>3]=+p[(a+304|0)>>3];p[(a+304|0)>>3]=i;i=+p[(c+312|0)>>3];p[(c+312|0)>>3]=+p[(a+312|0)>>3];p[(a+312|0)>>3]=i;i=+p[(c+320|0)>>3];p[(c+320|0)>>3]=+p[(a+320|0)>>3];p[(a+320|0)>>3]=i;i=+p[(c+328|0)>>3];p[(c+328|0)>>3]=+p[(a+328|0)>>3];p[(a+328|0)>>3]=i;i=+p[(c+336|0)>>3];p[(c+336|0)>>3]=+p[(a+336|0)>>3];p[(a+336|0)>>3]=i;i=+p[(c+344|0)>>3];p[(c+344|0)>>3]=+p[(a+344|0)>>3];p[(a+344|0)>>3]=i;i=+p[(c+352|0)>>3];p[(c+352|0)>>3]=+p[(a+352|0)>>3];p[(a+352|0)>>3]=i;i=+p[(c+360|0)>>3];p[(c+360|0)>>3]=+p[(a+360|0)>>3];p[(a+360|0)>>3]=i;i=+p[(c+368|0)>>3];p[(c+368|0)>>3]=+p[(a+368|0)>>3];p[(a+368|0)>>3]=i;h=f[(c+376|0)>>2]|0;f[(c+376|0)>>2]=f[(a+376|0)>>2];f[(a+376|0)>>2]=h;h=f[(c+380|0)>>2]|0;f[(c+380|0)>>2]=f[(a+380|0)>>2];f[(a+380|0)>>2]=h;h=f[(c+384|0)>>2]|0;f[(c+384|0)>>2]=f[(a+384|0)>>2];f[(a+384|0)>>2]=h;h=f[(c+388|0)>>2]|0;f[(c+388|0)>>2]=f[(a+388|0)>>2];f[(a+388|0)>>2]=h;h=f[(c+392|0)>>2]|0;f[(c+392|0)>>2]=f[(a+392|0)>>2];f[e+16>>2]=a;f[e+24>>2]=c;f[e+216>>2]=h;f[e+840>>2]=0;f[e+844>>2]=0;A$(e);G=f[e+840>>2]|0;D=f[e+844>>2]|0;H=+n[e+844>>2];f[e+840>>2]=0;f[e+844>>2]=0;if((G|0)==6){u=e;return D|0}u=e;return 0|0;return 0}function WQ(a){a=a|0;sOb(a);return}function XQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<24){c=0;return c|0}a=a+8|0;d=c;e=a+24|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+24|0;return c|0}function YQ(a){a=a|0;return a+8|0}function ZQ(a){a=a|0;sOb(a);return}function _Q(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<128){c=0;return c|0}a=a+8|0;d=c;e=a+128|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+128|0;return c|0}function $Q(a){a=a|0;return a+8|0}function aR(a){a=a|0;var c=0,d=0;d=u;u=u+16|0;c=d;if(!(b[256352]|0))if(MPb(256352)|0)eAa(255600);bR(255600,a)|0;f[c>>2]=255600;c=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=c;fd(0);u=d;return}function bR(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;b[a>>0]=b[c>>0]|0;p[a+8>>3]=+p[c+8>>3];p[a+16>>3]=+p[c+16>>3];p[a+24>>3]=+p[c+24>>3];p[a+32>>3]=+p[c+32>>3];p[a+40>>3]=+p[c+40>>3];p[a+48>>3]=+p[c+48>>3];p[a+56>>3]=+p[c+56>>3];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];p[a+88>>3]=+p[c+88>>3];p[a+96>>3]=+p[c+96>>3];p[a+104>>3]=+p[c+104>>3];p[a+112>>3]=+p[c+112>>3];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];p[a+184>>3]=+p[c+184>>3];p[a+192>>3]=+p[c+192>>3];p[a+200>>3]=+p[c+200>>3];d=a+208|0;e=c+208|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+248>>3]=+p[c+248>>3];p[a+256>>3]=+p[c+256>>3];p[a+264>>3]=+p[c+264>>3];p[a+272>>3]=+p[c+272>>3];p[a+280>>3]=+p[c+280>>3];p[a+288>>3]=+p[c+288>>3];p[a+296>>3]=+p[c+296>>3];p[a+304>>3]=+p[c+304>>3];p[a+312>>3]=+p[c+312>>3];p[a+320>>3]=+p[c+320>>3];p[a+328>>3]=+p[c+328>>3];p[a+336>>3]=+p[c+336>>3];p[a+344>>3]=+p[c+344>>3];p[a+352>>3]=+p[c+352>>3];p[a+360>>3]=+p[c+360>>3];p[a+368>>3]=+p[c+368>>3];f[a+376>>2]=f[c+376>>2];f[a+380>>2]=f[c+380>>2];f[a+384>>2]=f[c+384>>2];f[a+388>>2]=f[c+388>>2];f[a+392>>2]=f[c+392>>2];f[a+396>>2]=f[c+396>>2];f[a+400>>2]=f[c+400>>2];f[a+404>>2]=f[c+404>>2];f[a+408>>2]=f[c+408>>2];f[a+412>>2]=f[c+412>>2];f[a+416>>2]=f[c+416>>2];f[a+420>>2]=f[c+420>>2];f[a+424>>2]=f[c+424>>2];f[a+428>>2]=f[c+428>>2];f[a+432>>2]=f[c+432>>2];f[a+436>>2]=f[c+436>>2];p[a+440>>3]=+p[c+440>>3];p[a+448>>3]=+p[c+448>>3];p[a+456>>3]=+p[c+456>>3];p[a+464>>3]=+p[c+464>>3];p[a+472>>3]=+p[c+472>>3];p[a+480>>3]=+p[c+480>>3];p[a+488>>3]=+p[c+488>>3];p[a+496>>3]=+p[c+496>>3];p[a+504>>3]=+p[c+504>>3];p[a+512>>3]=+p[c+512>>3];p[a+520>>3]=+p[c+520>>3];p[a+528>>3]=+p[c+528>>3];p[a+536>>3]=+p[c+536>>3];p[a+544>>3]=+p[c+544>>3];p[a+552>>3]=+p[c+552>>3];p[a+560>>3]=+p[c+560>>3];p[a+568>>3]=+p[c+568>>3];p[a+576>>3]=+p[c+576>>3];p[a+584>>3]=+p[c+584>>3];p[a+592>>3]=+p[c+592>>3];p[a+600>>3]=+p[c+600>>3];p[a+608>>3]=+p[c+608>>3];p[a+616>>3]=+p[c+616>>3];p[a+624>>3]=+p[c+624>>3];p[a+632>>3]=+p[c+632>>3];p[a+640>>3]=+p[c+640>>3];p[a+648>>3]=+p[c+648>>3];p[a+656>>3]=+p[c+656>>3];p[a+664>>3]=+p[c+664>>3];p[a+672>>3]=+p[c+672>>3];p[a+680>>3]=+p[c+680>>3];p[a+688>>3]=+p[c+688>>3];f[a+696>>2]=f[c+696>>2];f[a+700>>2]=f[c+700>>2];f[a+704>>2]=f[c+704>>2];f[a+708>>2]=f[c+708>>2];f[a+712>>2]=f[c+712>>2];f[a+716>>2]=f[c+716>>2];f[a+720>>2]=f[c+720>>2];f[a+724>>2]=f[c+724>>2];f[a+728>>2]=f[c+728>>2];g=a+732|0;e=c+732|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];b[g+12>>0]=b[e+12>>0]|0;return a|0}function cR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262870;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262870)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262870)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dR(a){a=a|0;sOb(a);return}function eR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22796;f[b+4>>2]=f[a+4>>2];return b|0}function fR(a,b){a=a|0;b=b|0;f[b>>2]=22796;f[b+4>>2]=f[a+4>>2];return}function gR(a){a=a|0;return}function hR(a){a=a|0;sOb(a);return}function iR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==93430?a+4|0:0)|0}function kR(a){a=a|0;return 5072}function lR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mR(a){a=a|0;sOb(a);return}function nR(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function oR(a){a=a|0;return a+4|0}function pR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function qR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262871;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262871)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262871)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function rR(a){a=a|0;sOb(a);return}function sR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22864;f[b+4>>2]=f[a+4>>2];return b|0}function tR(a,b){a=a|0;b=b|0;f[b>>2]=22864;f[b+4>>2]=f[a+4>>2];return}function uR(a){a=a|0;return}function vR(a){a=a|0;sOb(a);return}function wR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function xR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==93902?a+4|0:0)|0}function yR(a){a=a|0;return 5144}function zR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function AR(a){a=a|0;sOb(a);return}function BR(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function CR(a){a=a|0;return a+4|0}function DR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function ER(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262872;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262872)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262872)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FR(a){a=a|0;sOb(a);return}function GR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22932;f[b+4>>2]=f[a+4>>2];return b|0}function HR(a,b){a=a|0;b=b|0;f[b>>2]=22932;f[b+4>>2]=f[a+4>>2];return}function IR(a){a=a|0;return}function JR(a){a=a|0;sOb(a);return}function KR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==94378?a+4|0:0)|0}function MR(a){a=a|0;return 5216}function NR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OR(a){a=a|0;sOb(a);return}function PR(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function QR(a){a=a|0;return a+4|0}function RR(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function SR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262873;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262873)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262873)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TR(a){a=a|0;sOb(a);return}function UR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23e3;f[b+4>>2]=f[a+4>>2];return b|0}function VR(a,b){a=a|0;b=b|0;f[b>>2]=23e3;f[b+4>>2]=f[a+4>>2];return}function WR(a){a=a|0;return}function XR(a){a=a|0;sOb(a);return}function YR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==94896?a+4|0:0)|0}function _R(a){a=a|0;return 5288}function $R(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=23044;f[a+16>>2]=23116;b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[e>>2]=d;a=f[d>>2]|0;if(!a)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~((d+-32-a|0)>>>5)<<5);sOb(a);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);return}function bS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;f[a>>2]=23044;f[a+16>>2]=23116;b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b){sOb(a);return}h=a+8|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);sOb(a);return}function cS(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;if((c-b|0)<4){o=0;return o|0}o=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=b+4|0;n=a+4|0;i=f[n>>2]|0;m=a+8|0;d=f[m>>2]|0;if((d|0)!=(i|0))do{e=d+-12|0;f[m>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[m>>2]|0}}while((d|0)!=(i|0));rS(n,o);i=a+16|0;if(!o){o=b;return o|0}j=a+20|0;k=a+12|0;l=a+24|0;g=a+28|0;e=0;while(1){b=iS(i,b,c)|0;if(!b){b=0;d=15;break}d=f[m>>2]|0;if(d>>>0<(f[k>>2]|0)>>>0){f[d>>2]=0;a=d+4|0;f[a>>2]=0;f[d+8>>2]=0;f[d>>2]=f[j>>2];f[a>>2]=f[l>>2];f[d+8>>2]=f[g>>2];f[g>>2]=0;f[l>>2]=0;f[j>>2]=0;f[m>>2]=(f[m>>2]|0)+12}else sS(n,j);e=e+1|0;if(e>>>0>=o>>>0){d=15;break}}if((d|0)==15)return b|0;return 0}function dS(a){a=a|0;return a+4|0}function eS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;a=f[e>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-12|0;f[e>>2]=a;d=f[a>>2]|0;if(d){a=c+-8|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[g>>2]|0}sOb(b);return}function fS(a){a=a|0;yf()}function gS(a){a=a|0;var b=0,c=0;f[a>>2]=23116;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function hS(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=23116;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);sOb(a);return}function iS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;r=d;if((r-c|0)<4){s=0;return s|0}s=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;q=a+4|0;m=f[q>>2]|0;o=a+8|0;c=f[o>>2]|0;l=m;if((c|0)!=(m|0)){c=c+(~((c+-32-l|0)>>>5)<<5)|0;f[o>>2]=c}e=c;n=a+12|0;if((f[n>>2]|0)-l>>5>>>0<s>>>0){if(s>>>0>134217727)vd();k=pOb(s<<5)|0;g=k+(e-l>>5<<5)|0;j=g;k=k+(s<<5)|0;if((c|0)==(m|0))c=j;else{i=c+-32|0;e=g;while(1){t=c;c=c+-32|0;p[e+-32>>3]=+p[c>>3];p[e+-24>>3]=+p[t+-24>>3];p[e+-16>>3]=+p[t+-16>>3];p[e+-8>>3]=+p[t+-8>>3];if((c|0)==(m|0))break;else e=e+-32|0}c=g+(~((i-l|0)>>>5)<<5)|0}f[q>>2]=c;f[o>>2]=j;f[n>>2]=k;if(m|0)sOb(m)}if(!s){t=d;return t|0}k=a+24|0;l=a+32|0;m=a+40|0;j=a+48|0;i=0;while(1){if((r-d|0)<32){d=0;c=20;break}c=k;e=d;g=c+32|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+32|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];f[c+16>>2]=f[k+16>>2];f[c+20>>2]=f[k+20>>2];f[c+24>>2]=f[k+24>>2];f[c+28>>2]=f[k+28>>2];p[c>>3]=+p[k>>3];p[c+8>>3]=+p[l>>3];p[c+16>>3]=+p[m>>3];p[c+24>>3]=+p[j>>3];f[o>>2]=(f[o>>2]|0)+32}else qS(q,k);i=i+1|0;if(i>>>0>=s>>>0){c=20;break}}if((c|0)==20)return d|0;return 0}function jS(a){a=a|0;return a+4|0}function kS(a){a=a|0;var b=0,c=0;f[a>>2]=23116;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function lS(a){a=a|0;yf()}function mS(a){a=a|0;return}function nS(a){a=a|0;sOb(a);return}function oS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<32){c=0;return c|0}a=a+8|0;d=c;e=a+32|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+32|0;return c|0}function pS(a){a=a|0;return a+8|0}function qS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>5;c=h+1|0;j=m;if(c>>>0>134217727)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>4;e=i>>5>>>0<67108863?(e>>>0<c>>>0?c:e):134217727;do if(!e)g=0;else if(e>>>0>134217727)vd();else{g=pOb(e<<5)|0;break}while(0);c=g+(h<<5)|0;i=g+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];p[c>>3]=+p[b>>3];p[g+(h<<5)+8>>3]=+p[b+8>>3];p[g+(h<<5)+16>>3]=+p[b+16>>3];p[g+(h<<5)+24>>3]=+p[b+24>>3];g=c+32|0;if((d|0)!=(j|0)){b=d+-32-m|0;e=c;while(1){h=d;d=d+-32|0;p[e+-32>>3]=+p[d>>3];p[e+-24>>3]=+p[h+-24>>3];p[e+-16>>3]=+p[h+-16>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-32|0}c=c+(~(b>>>5)<<5)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function rS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function sS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function tS(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;uS(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function uS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;h=k;g=(f[b+4>>2]|0)-(f[b>>2]|0)|0;i=(g|0)/12|0;j=nd()|0;f[a>>2]=j;if(!g){u=k;return}e=0;do{c=f[b>>2]|0;a=c+(e*12|0)|0;c=(f[c+(e*12|0)+4>>2]|0)-(f[a>>2]|0)>>5;d=nd()|0;if(c|0){g=0;do{m=f[a>>2]|0;l=pOb(32)|0;p[l>>3]=+p[m+(g<<5)>>3];p[l+8>>3]=+p[m+(g<<5)+8>>3];p[l+16>>3]=+p[m+(g<<5)+16>>3];p[l+24>>3]=+p[m+(g<<5)+24>>3];f[h>>2]=l;l=td(5528,h|0)|0;f[h>>2]=g;m=td(17744,h|0)|0;sd(d|0,m|0,l|0);fd(m|0);fd(l|0);g=g+1|0}while((g|0)!=(c|0))}f[h>>2]=e;m=td(17744,h|0)|0;sd(j|0,m|0,d|0);fd(m|0);fd(d|0);e=e+1|0}while(e>>>0<i>>>0);u=k;return}function vS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262874;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262874)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262874)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function wS(a){a=a|0;sOb(a);return}function xS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23164;f[b+4>>2]=f[a+4>>2];return b|0}function yS(a,b){a=a|0;b=b|0;f[b>>2]=23164;f[b+4>>2]=f[a+4>>2];return}function zS(a){a=a|0;return}function AS(a){a=a|0;sOb(a);return}function BS(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function CS(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==96441?a+4|0:0)|0}function DS(a){a=a|0;return 5560}function ES(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function FS(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function GS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262875;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262875)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262875)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function HS(a){a=a|0;sOb(a);return}function IS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23208;f[b+4>>2]=f[a+4>>2];return b|0}function JS(a,b){a=a|0;b=b|0;f[b>>2]=23208;f[b+4>>2]=f[a+4>>2];return}function KS(a){a=a|0;return}function LS(a){a=a|0;sOb(a);return}function MS(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function NS(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==96709?a+4|0:0)|0}function OS(a){a=a|0;return 5584}function PS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function QS(a){a=a|0;sOb(a);return}function RS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<56){c=0;return c|0}a=a+8|0;d=c;e=a+56|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+56|0;return c|0}function SS(a){a=a|0;return a+8|0}function TS(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(56)|0;p[d>>3]=+p[a>>3];p[d+8>>3]=+p[a+8>>3];p[d+16>>3]=+p[a+16>>3];p[d+24>>3]=+p[a+24>>3];p[d+32>>3]=+p[a+32>>3];p[d+40>>3]=+p[a+40>>3];p[d+48>>3]=+p[a+48>>3];f[c>>2]=d;a=td(5640,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function US(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262876;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262876)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262876)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VS(a){a=a|0;sOb(a);return}function WS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23276;f[b+4>>2]=f[a+4>>2];return b|0}function XS(a,b){a=a|0;b=b|0;f[b>>2]=23276;f[b+4>>2]=f[a+4>>2];return}function YS(a){a=a|0;return}function ZS(a){a=a|0;sOb(a);return}function _S(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $S(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97136?a+4|0:0)|0}function aT(a){a=a|0;return 5664}function bT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cT(a){a=a|0;sOb(a);return}function dT(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function eT(a){a=a|0;return a+4|0}function fT(a){a=a|0;var b=0,c=0;a=u;u=u+16|0;b=a;c=pOb(1)|0;f[b>>2]=c;b=td(4664,b|0)|0;fd(f[64564]|0);f[64564]=b;fd(0);u=a;return}function gT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262877;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262877)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262877)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function hT(a){a=a|0;sOb(a);return}function iT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23344;f[b+4>>2]=f[a+4>>2];return b|0}function jT(a,b){a=a|0;b=b|0;f[b>>2]=23344;f[b+4>>2]=f[a+4>>2];return}function kT(a){a=a|0;return}function lT(a){a=a|0;sOb(a);return}function mT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function nT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97523?a+4|0:0)|0}function oT(a){a=a|0;return 5736}function pT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function qT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function rT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262878;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262878)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262878)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sT(a){a=a|0;sOb(a);return}function tT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23388;f[b+4>>2]=f[a+4>>2];return b|0}function uT(a,b){a=a|0;b=b|0;f[b>>2]=23388;f[b+4>>2]=f[a+4>>2];return}function vT(a){a=a|0;return}function wT(a){a=a|0;sOb(a);return}function xT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97803?a+4|0:0)|0}function zT(a){a=a|0;return 5760}function AT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BT(a){a=a|0;sOb(a);return}function CT(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function DT(a){a=a|0;return a+4|0}function ET(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function FT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262879;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262879)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262879)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function GT(a){a=a|0;sOb(a);return}function HT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23456;f[b+4>>2]=f[a+4>>2];return b|0}function IT(a,b){a=a|0;b=b|0;f[b>>2]=23456;f[b+4>>2]=f[a+4>>2];return}function JT(a){a=a|0;return}function KT(a){a=a|0;sOb(a);return}function LT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function MT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==98279?a+4|0:0)|0}function NT(a){a=a|0;return 5832}function OT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function PT(a){a=a|0;sOb(a);return}function QT(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function RT(a){a=a|0;return a+4|0}function ST(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function TT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262880;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262880)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262880)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function UT(a){a=a|0;sOb(a);return}function VT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23524;f[b+4>>2]=f[a+4>>2];return b|0}function WT(a,b){a=a|0;b=b|0;f[b>>2]=23524;f[b+4>>2]=f[a+4>>2];return}function XT(a){a=a|0;return}function YT(a){a=a|0;sOb(a);return}function ZT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function _T(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==98754?a+4|0:0)|0}function $T(a){a=a|0;return 5904}function aU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function bU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;hQ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function cU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262881;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262881)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262881)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dU(a){a=a|0;sOb(a);return}function eU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23568;f[b+4>>2]=f[a+4>>2];return b|0}function fU(a,b){a=a|0;b=b|0;f[b>>2]=23568;f[b+4>>2]=f[a+4>>2];return}function gU(a){a=a|0;return}function hU(a){a=a|0;sOb(a);return}function iU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99034?a+4|0:0)|0}function kU(a){a=a|0;return 5928}function lU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mU(a){a=a|0;sOb(a);return}function nU(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function oU(a){a=a|0;return a+4|0}function pU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function qU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262882;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262882)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262882)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function rU(a){a=a|0;sOb(a);return}function sU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23636;f[b+4>>2]=f[a+4>>2];return b|0}function tU(a,b){a=a|0;b=b|0;f[b>>2]=23636;f[b+4>>2]=f[a+4>>2];return}function uU(a){a=a|0;return}function vU(a){a=a|0;sOb(a);return}function wU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function xU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99510?a+4|0:0)|0}function yU(a){a=a|0;return 6e3}function zU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function AU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function BU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262883;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262883)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262883)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function CU(a){a=a|0;sOb(a);return}function DU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23680;f[b+4>>2]=f[a+4>>2];return b|0}function EU(a,b){a=a|0;b=b|0;f[b>>2]=23680;f[b+4>>2]=f[a+4>>2];return}function FU(a){a=a|0;return}function GU(a){a=a|0;sOb(a);return}function HU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function IU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99791?a+4|0:0)|0}function JU(a){a=a|0;return 6024}function KU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function LU(a){a=a|0;sOb(a);return}function MU(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NU(a){a=a|0;return a+4|0}function OU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function PU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262884;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262884)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262884)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QU(a){a=a|0;sOb(a);return}function RU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23748;f[b+4>>2]=f[a+4>>2];return b|0}function SU(a,b){a=a|0;b=b|0;f[b>>2]=23748;f[b+4>>2]=f[a+4>>2];return}function TU(a){a=a|0;return}function UU(a){a=a|0;sOb(a);return}function VU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==100266?a+4|0:0)|0}function XU(a){a=a|0;return 6096}function YU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;_U(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function _U(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function $U(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262885;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262885)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262885)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function aV(a){a=a|0;sOb(a);return}function bV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23792;f[b+4>>2]=f[a+4>>2];return b|0}function cV(a,b){a=a|0;b=b|0;f[b>>2]=23792;f[b+4>>2]=f[a+4>>2];return}function dV(a){a=a|0;return}function eV(a){a=a|0;sOb(a);return}function fV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function gV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==100546?a+4|0:0)|0}function hV(a){a=a|0;return 6120}function iV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function jV(a){a=a|0;sOb(a);return}function kV(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function lV(a){a=a|0;return a+4|0}function mV(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function nV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262886;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262886)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262886)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function oV(a){a=a|0;sOb(a);return}function pV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23860;f[b+4>>2]=f[a+4>>2];return b|0}function qV(a,b){a=a|0;b=b|0;f[b>>2]=23860;f[b+4>>2]=f[a+4>>2];return}function rV(a){a=a|0;return}function sV(a){a=a|0;sOb(a);return}function tV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function uV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101021?a+4|0:0)|0}function vV(a){a=a|0;return 6192}function wV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function xV(a){a=a|0;sOb(a);return}function yV(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function zV(a){a=a|0;return a+4|0}function AV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function BV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262887;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262887)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262887)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function CV(a){a=a|0;sOb(a);return}function DV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23928;f[b+4>>2]=f[a+4>>2];return b|0}function EV(a,b){a=a|0;b=b|0;f[b>>2]=23928;f[b+4>>2]=f[a+4>>2];return}function FV(a){a=a|0;return}function GV(a){a=a|0;sOb(a);return}function HV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function IV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101493?a+4|0:0)|0}function JV(a){a=a|0;return 6264}function KV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function LV(a){a=a|0;sOb(a);return}function MV(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NV(a){a=a|0;return a+4|0}function OV(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function PV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262888;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262888)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262888)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QV(a){a=a|0;sOb(a);return}function RV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23996;f[b+4>>2]=f[a+4>>2];return b|0}function SV(a,b){a=a|0;b=b|0;f[b>>2]=23996;f[b+4>>2]=f[a+4>>2];return}function TV(a){a=a|0;return}function UV(a){a=a|0;sOb(a);return}function VV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101968?a+4|0:0)|0}function XV(a){a=a|0;return 6336}function YV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function _V(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262889;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262889)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262889)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $V(a){a=a|0;sOb(a);return}function aW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24040;f[b+4>>2]=f[a+4>>2];return b|0}function bW(a,b){a=a|0;b=b|0;f[b>>2]=24040;f[b+4>>2]=f[a+4>>2];return}function cW(a){a=a|0;return}function dW(a){a=a|0;sOb(a);return}function eW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==102248?a+4|0:0)|0}function gW(a){a=a|0;return 6360}function hW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;cL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function jW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262890;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262890)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262890)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function kW(a){a=a|0;sOb(a);return}function lW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24084;f[b+4>>2]=f[a+4>>2];return b|0}function mW(a,b){a=a|0;b=b|0;f[b>>2]=24084;f[b+4>>2]=f[a+4>>2];return}function nW(a){a=a|0;return}function oW(a){a=a|0;sOb(a);return}function pW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function qW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==102529?a+4|0:0)|0}function rW(a){a=a|0;return 6384}function sW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function tW(a){a=a|0;sOb(a);return}function uW(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function vW(a){a=a|0;return a+4|0}function wW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function xW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262891;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262891)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262891)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yW(a){a=a|0;sOb(a);return}function zW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24152;f[b+4>>2]=f[a+4>>2];return b|0}function AW(a,b){a=a|0;b=b|0;f[b>>2]=24152;f[b+4>>2]=f[a+4>>2];return}function BW(a){a=a|0;return}function CW(a){a=a|0;sOb(a);return}function DW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103005?a+4|0:0)|0}function FW(a){a=a|0;return 6456}function GW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function IW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262892;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262892)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262892)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function JW(a){a=a|0;sOb(a);return}function KW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24196;f[b+4>>2]=f[a+4>>2];return b|0}function LW(a,b){a=a|0;b=b|0;f[b>>2]=24196;f[b+4>>2]=f[a+4>>2];return}function MW(a){a=a|0;return}function NW(a){a=a|0;sOb(a);return}function OW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function PW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103287?a+4|0:0)|0}function QW(a){a=a|0;return 6480}function RW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function SW(a){a=a|0;sOb(a);return}function TW(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function UW(a){a=a|0;return a+4|0}function VW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function WW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262893;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262893)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262893)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function XW(a){a=a|0;sOb(a);return}function YW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24264;f[b+4>>2]=f[a+4>>2];return b|0}function ZW(a,b){a=a|0;b=b|0;f[b>>2]=24264;f[b+4>>2]=f[a+4>>2];return}function _W(a){a=a|0;return}function $W(a){a=a|0;sOb(a);return}function aX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function bX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103766?a+4|0:0)|0}function cX(a){a=a|0;return 6552}function dX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function eX(a){a=a|0;sOb(a);return}function fX(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function gX(a){a=a|0;return a+4|0}function hX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function iX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262894;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262894)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262894)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jX(a){a=a|0;sOb(a);return}function kX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24332;f[b+4>>2]=f[a+4>>2];return b|0}function lX(a,b){a=a|0;b=b|0;f[b>>2]=24332;f[b+4>>2]=f[a+4>>2];return}function mX(a){a=a|0;return}function nX(a){a=a|0;sOb(a);return}function oX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104238?a+4|0:0)|0}function qX(a){a=a|0;return 6624}function rX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function tX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262895;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262895)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262895)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function uX(a){a=a|0;sOb(a);return}function vX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24376;f[b+4>>2]=f[a+4>>2];return b|0}function wX(a,b){a=a|0;b=b|0;f[b>>2]=24376;f[b+4>>2]=f[a+4>>2];return}function xX(a){a=a|0;return}function yX(a){a=a|0;sOb(a);return}function zX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function AX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104519?a+4|0:0)|0}function BX(a){a=a|0;return 6648}function CX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function DX(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function EX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262896;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262896)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262896)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FX(a){a=a|0;sOb(a);return}function GX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24420;f[b+4>>2]=f[a+4>>2];return b|0}function HX(a,b){a=a|0;b=b|0;f[b>>2]=24420;f[b+4>>2]=f[a+4>>2];return}function IX(a){a=a|0;return}function JX(a){a=a|0;sOb(a);return}function KX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104800?a+4|0:0)|0}function MX(a){a=a|0;return 6672}function NX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function PX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262897;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262897)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262897)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QX(a){a=a|0;sOb(a);return}function RX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24464;f[b+4>>2]=f[a+4>>2];return b|0}function SX(a,b){a=a|0;b=b|0;f[b>>2]=24464;f[b+4>>2]=f[a+4>>2];return}function TX(a){a=a|0;return}function UX(a){a=a|0;sOb(a);return}function VX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105082?a+4|0:0)|0}function XX(a){a=a|0;return 6696}function YX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZX(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function _X(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262898;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262898)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262898)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $X(a){a=a|0;sOb(a);return}function aY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24508;f[b+4>>2]=f[a+4>>2];return b|0}function bY(a,b){a=a|0;b=b|0;f[b>>2]=24508;f[b+4>>2]=f[a+4>>2];return}function cY(a){a=a|0;return}function dY(a){a=a|0;sOb(a);return}function eY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105365?a+4|0:0)|0}function gY(a){a=a|0;return 6720}function hY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iY(a){a=a|0;sOb(a);return}function jY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function kY(a){a=a|0;return a+4|0}function lY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function mY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262899;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262899)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262899)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function nY(a){a=a|0;sOb(a);return}function oY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24576;f[b+4>>2]=f[a+4>>2];return b|0}function pY(a,b){a=a|0;b=b|0;f[b>>2]=24576;f[b+4>>2]=f[a+4>>2];return}function qY(a){a=a|0;return}function rY(a){a=a|0;sOb(a);return}function sY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function tY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105846?a+4|0:0)|0}function uY(a){a=a|0;return 6792}function vY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function wY(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function xY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262900;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262900)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262900)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yY(a){a=a|0;sOb(a);return}function zY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24620;f[b+4>>2]=f[a+4>>2];return b|0}function AY(a,b){a=a|0;b=b|0;f[b>>2]=24620;f[b+4>>2]=f[a+4>>2];return}function BY(a){a=a|0;return}function CY(a){a=a|0;sOb(a);return}function DY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==106128?a+4|0:0)|0}function FY(a){a=a|0;return 6816}function GY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HY(a){a=a|0;sOb(a);return}function IY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function JY(a){a=a|0;return a+4|0}function KY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function LY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262901;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262901)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262901)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function MY(a){a=a|0;sOb(a);return}function NY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24688;f[b+4>>2]=f[a+4>>2];return b|0}function OY(a,b){a=a|0;b=b|0;f[b>>2]=24688;f[b+4>>2]=f[a+4>>2];return}function PY(a){a=a|0;return}function QY(a){a=a|0;sOb(a);return}function RY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function SY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==106605?a+4|0:0)|0}function TY(a){a=a|0;return 6888}function UY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VY(a){a=a|0;sOb(a);return}function WY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function XY(a){a=a|0;return a+4|0}function YY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function ZY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262902;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262902)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262902)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function _Y(a){a=a|0;sOb(a);return}function $Y(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24756;f[b+4>>2]=f[a+4>>2];return b|0}function aZ(a,b){a=a|0;b=b|0;f[b>>2]=24756;f[b+4>>2]=f[a+4>>2];return}function bZ(a){a=a|0;return}function cZ(a){a=a|0;sOb(a);return}function dZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function eZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107086?a+4|0:0)|0}function fZ(a){a=a|0;return 6960}function gZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function hZ(a){a=a|0;sOb(a);return}function iZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function jZ(a){a=a|0;return a+4|0}function kZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function lZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262903;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262903)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262903)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function mZ(a){a=a|0;sOb(a);return}function nZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24824;f[b+4>>2]=f[a+4>>2];return b|0}function oZ(a,b){a=a|0;b=b|0;f[b>>2]=24824;f[b+4>>2]=f[a+4>>2];return}function pZ(a){a=a|0;return}function qZ(a){a=a|0;sOb(a);return}function rZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function sZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107551?a+4|0:0)|0}function tZ(a){a=a|0;return 7032}function uZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function vZ(a){a=a|0;sOb(a);return}function wZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function xZ(a){a=a|0;return a+4|0}function yZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function zZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262904;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262904)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262904)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function AZ(a){a=a|0;sOb(a);return}function BZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24892;f[b+4>>2]=f[a+4>>2];return b|0}function CZ(a,b){a=a|0;b=b|0;f[b>>2]=24892;f[b+4>>2]=f[a+4>>2];return}function DZ(a){a=a|0;return}function EZ(a){a=a|0;sOb(a);return}function FZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function GZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107955?a+4|0:0)|0}function HZ(a){a=a|0;return 7104}function IZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function JZ(a){a=a|0;sOb(a);return}function KZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function LZ(a){a=a|0;return a+4|0}function MZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function NZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262905;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262905)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262905)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function OZ(a){a=a|0;sOb(a);return}function PZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24960;f[b+4>>2]=f[a+4>>2];return b|0}function QZ(a,b){a=a|0;b=b|0;f[b>>2]=24960;f[b+4>>2]=f[a+4>>2];return}function RZ(a){a=a|0;return}function SZ(a){a=a|0;sOb(a);return}function TZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function UZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==108383?a+4|0:0)|0}function VZ(a){a=a|0;return 7176}function WZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function XZ(a){a=a|0;sOb(a);return}function YZ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function ZZ(a){a=a|0;return a+4|0}function _Z(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function $Z(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262906;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262906)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262906)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function a_(a){a=a|0;sOb(a);return}function b_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25028;f[b+4>>2]=f[a+4>>2];return b|0}function c_(a,b){a=a|0;b=b|0;f[b>>2]=25028;f[b+4>>2]=f[a+4>>2];return}function d_(a){a=a|0;return}function e_(a){a=a|0;sOb(a);return}function f_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function g_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==108860?a+4|0:0)|0}function h_(a){a=a|0;return 7248}function i_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function j_(a){a=a|0;sOb(a);return}function k_(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function l_(a){a=a|0;return a+4|0}function m_(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function n_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262907;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262907)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262907)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function o_(a){a=a|0;sOb(a);return}function p_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25096;f[b+4>>2]=f[a+4>>2];return b|0}function q_(a,b){a=a|0;b=b|0;f[b>>2]=25096;f[b+4>>2]=f[a+4>>2];return}function r_(a){a=a|0;return}function s_(a){a=a|0;sOb(a);return}function t_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function u_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==109322?a+4|0:0)|0}function v_(a){a=a|0;return 7320}function w_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function x_(a){a=a|0;sOb(a);return}function y_(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+8|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function z_(a){a=a|0;return a+8|0}function A_(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(7376,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function B_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262908;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262908)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262908)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function C_(a){a=a|0;sOb(a);return}function D_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25164;f[b+4>>2]=f[a+4>>2];return b|0}function E_(a,b){a=a|0;b=b|0;f[b>>2]=25164;f[b+4>>2]=f[a+4>>2];return}function F_(a){a=a|0;return}function G_(a){a=a|0;sOb(a);return}function H_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function I_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==109728?a+4|0:0)|0}function J_(a){a=a|0;return 7400}function K_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function L_(a){a=a|0;sOb(a);return}function M_(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function N_(a){a=a|0;return a+4|0}function O_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;c=b;d=pOb(8)|0;g=a;e=f[g+4>>2]|0;a=d;f[a>>2]=f[g>>2];f[a+4>>2]=e;f[c>>2]=d;a=td(7456,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function P_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262909;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262909)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262909)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Q_(a){a=a|0;sOb(a);return}function R_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25232;f[b+4>>2]=f[a+4>>2];return b|0}function S_(a,b){a=a|0;b=b|0;f[b>>2]=25232;f[b+4>>2]=f[a+4>>2];return}function T_(a){a=a|0;return}function U_(a){a=a|0;sOb(a);return}function V_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function W_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110134?a+4|0:0)|0}function X_(a){a=a|0;return 7480}function Y_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Z_(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(400,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function __(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262910;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262910)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262910)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $_(a){a=a|0;sOb(a);return}function a$(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25276;f[b+4>>2]=f[a+4>>2];return b|0}function b$(a,b){a=a|0;b=b|0;f[b>>2]=25276;f[b+4>>2]=f[a+4>>2];return}function c$(a){a=a|0;return}function d$(a){a=a|0;sOb(a);return}function e$(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function f$(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110380?a+4|0:0)|0}function g$(a){a=a|0;return 7504}function h$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function i$(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(12)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[c>>2]=d;a=td(2968,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function j$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262911;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262911)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262911)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function k$(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j;g=a+4|0;c=f[g>>2]|0;h=f[a>>2]|0;i=h+4|0;if((c|0)!=((f[i>>2]|0)-(f[h>>2]|0)>>2|0)){i=c;h=f[h>>2]|0;i=h+(i<<2)|0;i=f[i>>2]|0;u=j;return i|0}c=pOb(944)|0;dQb(c|0,0,944)|0;f[c>>2]=25364;f[c+60>>2]=0;f[c+64>>2]=0;f[c+68>>2]=0;f[c+56>>2]=25412;f[c+72>>2]=25460;f[c+276>>2]=0;f[c+280>>2]=0;f[c+284>>2]=0;f[c+272>>2]=25532;f[c+384>>2]=0;f[c+388>>2]=0;f[c+392>>2]=0;f[c+396>>2]=-1;b[c+496>>0]=0;f[c+288>>2]=25580;f[c+508>>2]=0;f[c+512>>2]=0;f[c+516>>2]=0;f[c+504>>2]=20568;f[c+520>>2]=18528;f[c+540>>2]=0;f[c+544>>2]=0;f[c+548>>2]=0;f[c+536>>2]=25628;b[c+672>>0]=0;f[c+552>>2]=25676;f[c+684>>2]=0;f[c+688>>2]=0;f[c+692>>2]=0;f[c+680>>2]=25700;b[c+936>>0]=0;f[c+696>>2]=25748;f[e>>2]=c;d=f[i>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=c;f[i>>2]=d+4}else t$(h,e);h=f[a>>2]|0;i=f[g>>2]|0;h=f[h>>2]|0;i=h+(i<<2)|0;i=f[i>>2]|0;u=j;return i|0}function l$(a){a=a|0;sOb(a);return}function m$(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25320;f[b+4>>2]=f[a+4>>2];return b|0}function n$(a,b){a=a|0;b=b|0;f[b>>2]=25320;f[b+4>>2]=f[a+4>>2];return}function o$(a){a=a|0;return}function p$(a){a=a|0;sOb(a);return}function q$(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function r$(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110646?a+4|0:0)|0}function s$(a){a=a|0;return 7528}function t$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function u$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25364;f[a+680>>2]=25724;b=f[a+684>>2]|0;if(b|0){c=a+688|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b)}f[a+536>>2]=25652;b=f[a+540>>2]|0;if(b|0){c=a+544|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b)}U$(a+272|0);f[a+56>>2]=25436;b=f[a+60>>2]|0;if(!b){f[a>>2]=25388;a=a+4|0;B$(a);return}c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-192-b|0)>>>0)/192|0)*192|0);sOb(b);f[a>>2]=25388;a=a+4|0;B$(a);return}function v$(a){a=a|0;u$(a);sOb(a);return}function w$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=a+56|0;d=a+272|0;e=a+536|0;g=a+680|0;b=Sg[f[(f[h>>2]|0)+8>>2]&255](h,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){h=0;return h|0}h=a+4|0;c=a+60|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+8|0;g=a+64|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+12|0;h=a+68|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+16|0;c=a+276|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+20|0;g=a+280|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+24|0;h=a+284|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+28|0;c=a+540|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+32|0;g=a+544|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+36|0;h=a+548|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+40|0;c=a+684|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+44|0;g=a+688|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+48|0;h=a+692|0;a=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=a;h=b;return h|0}function x$(a){a=a|0;return a+4|0}function y$(a){a=a|0;f[a>>2]=25388;B$(a+4|0);return}function z$(a){a=a|0;yf()}function A$(a){a=a|0;var c=0,d=0,e=0,g=0.0;c=f[a+16>>2]|0;d=f[a+24>>2]|0;e=f[a+216>>2]|0;a:{f[(c+392|0)>>2]=e;e=f[(d+396|0)>>2]|0;f[(d+396|0)>>2]=f[(c+396|0)>>2];f[(c+396|0)>>2]=e;e=f[(d+400|0)>>2]|0;f[(d+400|0)>>2]=f[(c+400|0)>>2];f[(c+400|0)>>2]=e;e=f[(d+404|0)>>2]|0;f[(d+404|0)>>2]=f[(c+404|0)>>2];f[(c+404|0)>>2]=e;e=f[(d+408|0)>>2]|0;f[(d+408|0)>>2]=f[(c+408|0)>>2];f[(c+408|0)>>2]=e;e=f[(d+412|0)>>2]|0;f[(d+412|0)>>2]=f[(c+412|0)>>2];f[(c+412|0)>>2]=e;e=f[(d+416|0)>>2]|0;f[(d+416|0)>>2]=f[(c+416|0)>>2];f[(c+416|0)>>2]=e;e=f[(d+420|0)>>2]|0;f[(d+420|0)>>2]=f[(c+420|0)>>2];f[(c+420|0)>>2]=e;e=f[(d+424|0)>>2]|0;f[(d+424|0)>>2]=f[(c+424|0)>>2];f[(c+424|0)>>2]=e;e=f[(d+428|0)>>2]|0;f[(d+428|0)>>2]=f[(c+428|0)>>2];f[(c+428|0)>>2]=e;e=f[(d+432|0)>>2]|0;f[(d+432|0)>>2]=f[(c+432|0)>>2];f[(c+432|0)>>2]=e;e=f[(d+436|0)>>2]|0;f[(d+436|0)>>2]=f[(c+436|0)>>2];f[(c+436|0)>>2]=e;g=+p[(d+440|0)>>3];p[(d+440|0)>>3]=+p[(c+440|0)>>3];p[(c+440|0)>>3]=g;g=+p[(d+448|0)>>3];p[(d+448|0)>>3]=+p[(c+448|0)>>3];p[(c+448|0)>>3]=g;g=+p[(d+456|0)>>3];p[(d+456|0)>>3]=+p[(c+456|0)>>3];p[(c+456|0)>>3]=g;g=+p[(d+464|0)>>3];p[(d+464|0)>>3]=+p[(c+464|0)>>3];p[(c+464|0)>>3]=g;g=+p[(d+472|0)>>3];p[(d+472|0)>>3]=+p[(c+472|0)>>3];p[(c+472|0)>>3]=g;g=+p[(d+480|0)>>3];p[(d+480|0)>>3]=+p[(c+480|0)>>3];p[(c+480|0)>>3]=g;g=+p[(d+488|0)>>3];p[(d+488|0)>>3]=+p[(c+488|0)>>3];p[(c+488|0)>>3]=g;g=+p[(d+496|0)>>3];p[(d+496|0)>>3]=+p[(c+496|0)>>3];p[(c+496|0)>>3]=g;g=+p[(d+504|0)>>3];p[(d+504|0)>>3]=+p[(c+504|0)>>3];p[(c+504|0)>>3]=g;g=+p[(d+512|0)>>3];p[(d+512|0)>>3]=+p[(c+512|0)>>3];p[(c+512|0)>>3]=g;g=+p[(d+520|0)>>3];p[(d+520|0)>>3]=+p[(c+520|0)>>3];p[(c+520|0)>>3]=g;g=+p[(d+528|0)>>3];p[(d+528|0)>>3]=+p[(c+528|0)>>3];p[(c+528|0)>>3]=g;g=+p[(d+536|0)>>3];p[(d+536|0)>>3]=+p[(c+536|0)>>3];p[(c+536|0)>>3]=g;g=+p[(d+544|0)>>3];p[(d+544|0)>>3]=+p[(c+544|0)>>3];p[(c+544|0)>>3]=g;g=+p[(d+552|0)>>3];p[(d+552|0)>>3]=+p[(c+552|0)>>3];p[(c+552|0)>>3]=g;g=+p[(d+560|0)>>3];p[(d+560|0)>>3]=+p[(c+560|0)>>3];p[(c+560|0)>>3]=g;g=+p[(d+568|0)>>3];p[(d+568|0)>>3]=+p[(c+568|0)>>3];p[(c+568|0)>>3]=g;g=+p[(d+576|0)>>3];p[(d+576|0)>>3]=+p[(c+576|0)>>3];p[(c+576|0)>>3]=g;g=+p[(d+584|0)>>3];p[(d+584|0)>>3]=+p[(c+584|0)>>3];p[(c+584|0)>>3]=g;g=+p[(d+592|0)>>3];p[(d+592|0)>>3]=+p[(c+592|0)>>3];p[(c+592|0)>>3]=g;g=+p[(d+600|0)>>3];p[(d+600|0)>>3]=+p[(c+600|0)>>3];p[(c+600|0)>>3]=g;g=+p[(d+608|0)>>3];p[(d+608|0)>>3]=+p[(c+608|0)>>3];p[(c+608|0)>>3]=g;g=+p[(d+616|0)>>3];p[(d+616|0)>>3]=+p[(c+616|0)>>3];p[(c+616|0)>>3]=g;g=+p[(d+624|0)>>3];p[(d+624|0)>>3]=+p[(c+624|0)>>3];p[(c+624|0)>>3]=g;g=+p[(d+632|0)>>3];p[(d+632|0)>>3]=+p[(c+632|0)>>3];p[(c+632|0)>>3]=g;g=+p[(d+640|0)>>3];p[(d+640|0)>>3]=+p[(c+640|0)>>3];p[(c+640|0)>>3]=g;g=+p[(d+648|0)>>3];p[(d+648|0)>>3]=+p[(c+648|0)>>3];p[(c+648|0)>>3]=g;g=+p[(d+656|0)>>3];p[(d+656|0)>>3]=+p[(c+656|0)>>3];p[(c+656|0)>>3]=g;g=+p[(d+664|0)>>3];p[(d+664|0)>>3]=+p[(c+664|0)>>3];p[(c+664|0)>>3]=g;g=+p[(d+672|0)>>3];p[(d+672|0)>>3]=+p[(c+672|0)>>3];p[(c+672|0)>>3]=g;g=+p[(d+680|0)>>3];p[(d+680|0)>>3]=+p[(c+680|0)>>3];p[(c+680|0)>>3]=g;g=+p[(d+688|0)>>3];p[(d+688|0)>>3]=+p[(c+688|0)>>3];p[(c+688|0)>>3]=g;e=f[(d+696|0)>>2]|0;f[(d+696|0)>>2]=f[(c+696|0)>>2];f[(c+696|0)>>2]=e;e=f[(d+700|0)>>2]|0;f[(d+700|0)>>2]=f[(c+700|0)>>2];f[(c+700|0)>>2]=e;e=f[(d+704|0)>>2]|0;f[(d+704|0)>>2]=f[(c+704|0)>>2];f[(c+704|0)>>2]=e;e=f[(d+708|0)>>2]|0;f[(d+708|0)>>2]=f[(c+708|0)>>2];f[(c+708|0)>>2]=e;e=f[(d+712|0)>>2]|0;f[(d+712|0)>>2]=f[(c+712|0)>>2];f[(c+712|0)>>2]=e;e=f[(d+716|0)>>2]|0;f[(d+716|0)>>2]=f[(c+716|0)>>2];f[(c+716|0)>>2]=e;e=f[(d+720|0)>>2]|0;f[(d+720|0)>>2]=f[(c+720|0)>>2];f[(c+720|0)>>2]=e;e=f[(d+724|0)>>2]|0;f[(d+724|0)>>2]=f[(c+724|0)>>2];f[(c+724|0)>>2]=e;e=f[(d+728|0)>>2]|0;f[(d+728|0)>>2]=f[(c+728|0)>>2];f[(c+728|0)>>2]=e;f[(c+732|0)>>2]=f[(d+732|0)>>2];f[(c+732|0)+4>>2]=f[(d+732|0)+4>>2];f[(c+732|0)+8>>2]=f[(d+732|0)+8>>2];b[(c+732|0)+12>>0]=b[(d+732|0)+12>>0]|0;f[a+840>>2]=6;f[a+844>>2]=c|0;break a}}
+function msb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function nsb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0;i=f[a>>2]|0;d=f[b>>2]|0;i=i+(((d-i|0)/192|0)*192|0)|0;b=f[c>>2]|0;if((b|0)==(d|0))return i|0;b=i+(((b-d|0)/192|0)*192|0)|0;h=a+4|0;g=f[h>>2]|0;if((b|0)==(g|0))c=i;else{c=i;do{d=c;a=b;e=d+36|0;do{f[d>>2]=f[a>>2];d=d+4|0;a=a+4|0}while((d|0)<(e|0));a=b+40|0;j=+p[a>>3];d=c+40|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+48|0;j=+p[d>>3];a=c+48|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+56|0;j=+p[a>>3];d=c+56|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+64|0;j=+p[d>>3];a=c+64|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+72|0;j=+p[a>>3];d=c+72|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+80|0;j=+p[d>>3];a=c+80|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=c+88|0;d=b+88|0;e=f[d>>2]|0;f[d>>2]=f[a>>2];f[a>>2]=e;a=b+92|0;e=f[a>>2]|0;d=c+92|0;f[a>>2]=f[d>>2];f[d>>2]=e;d=b+96|0;e=f[d>>2]|0;a=c+96|0;f[d>>2]=f[a>>2];f[a>>2]=e;a=c+100|0;e=b+100|0;d=f[e>>2]|0;f[e>>2]=f[a>>2];f[a>>2]=d;a=b+104|0;d=f[a>>2]|0;e=c+104|0;f[a>>2]=f[e>>2];f[e>>2]=d;e=b+108|0;d=f[e>>2]|0;a=c+108|0;f[e>>2]=f[a>>2];f[a>>2]=d;a=b+112|0;j=+p[a>>3];d=c+112|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+120|0;j=+p[d>>3];a=c+120|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+128|0;j=+p[a>>3];d=c+128|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+136|0;j=+p[d>>3];a=c+136|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+144|0;j=+p[a>>3];d=c+144|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+152|0;j=+p[d>>3];a=c+152|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+160|0;j=+p[a>>3];d=c+160|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+168|0;j=+p[d>>3];a=c+168|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+176|0;j=+p[a>>3];d=c+176|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+184|0;a=f[d+4>>2]|0;e=c+184|0;f[e>>2]=f[d>>2];f[e+4>>2]=a;b=b+192|0;c=c+192|0}while((b|0)!=(g|0));b=f[h>>2]|0}if((b|0)==(c|0))return i|0;f[h>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);return i|0}function osb(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0;N=0;na=u;u=u+3632|0;a:while(1){l=c;Y=c+-208|0;B=c+-416|0;C=c+-24|0;M=c+-16|0;Z=c+-172|0;_=c+-168|0;$=c+-164|0;S=c+-160|0;T=c+-156|0;U=c+-152|0;V=c+-144|0;W=c+-136|0;X=c+-128|0;ea=c+-120|0;aa=c+-116|0;ba=c+-112|0;ca=c+-108|0;fa=c+-88|0;ga=c+-80|0;ha=c+-72|0;ia=c+-64|0;ja=c+-56|0;ka=c+-48|0;la=c+-40|0;ma=c+-32|0;da=c+-24|0;i=a;while(1){R=i;b:while(1){m=R;switch((l-m|0|0)/208|0|0){case 2:{N=5;break a}case 3:{N=15;break a}case 4:{N=16;break a}case 5:{N=17;break a}case 1:case 0:{N=144;break a}default:{}}if((l-m|0|0)<1456){N=19;break a}o=R+((((l-m|0)>>>0)/416|0)*208|0)|0;if((l-m|0|0)>207792)j=Dsb(R,R+((((l-m|0)>>>0)/832|0)*208|0)|0,o,o+((((l-m|0)>>>0)/832|0)*208|0)|0,Y)|0;else j=Bsb(R,o,Y)|0;z=R+184|0;g=~~+p[z>>3]>>>0;A=R+((((l-m|0)>>>0)/416|0)*208|0)+184|0;h=~~+p[A>>3]>>>0;if(g>>>0<h>>>0){F=Y;I=j;break}if(g>>>0<=h>>>0){d=+p[R+192>>3];e=+p[R+((((l-m|0)>>>0)/416|0)*208|0)+192>>3];if(d<e){F=Y;I=j;break}if(!(d>e))if(gub(R,o)|0){F=Y;I=j;break}}f[na+312>>2]=E;f[na+392>>2]=R;f[na+600>>2]=aa;f[na+648>>2]=ba;f[na+688>>2]=ca;f[na+824>>2]=da;f[na+832>>2]=S;f[na+864>>2]=T;f[na+888>>2]=U;f[na+920>>2]=V;f[na+944>>2]=W;f[na+968>>2]=X;f[na+1016>>2]=ea;f[na+1032>>2]=fa;f[na+1064>>2]=ga;f[na+1096>>2]=ha;f[na+1152>>2]=l;f[na+1160>>2]=ia;f[na+1216>>2]=ja;f[na+1280>>2]=ka;f[na+1312>>2]=la;f[na+1360>>2]=ma;f[na+1424>>2]=m;f[na+1488>>2]=o;f[na+1496>>2]=z;f[na+1512>>2]=A;f[na+1600>>2]=Y;f[na+2024>>2]=B;f[na+2280>>2]=K;f[na+2496>>2]=C;f[na+2936>>2]=M;f[na+3288>>2]=Z;f[na+3352>>2]=_;f[na+3376>>2]=$;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3504>>2]=0;f[na+3508>>2]=0;utb(na);E=f[na+312>>2]|0;R=f[na+392>>2]|0;K=f[na+2280>>2]|0;O=f[na+3408>>2]|0;P=f[na+3424>>2]|0;Q=f[na+3432>>2]|0;N=f[na+3448>>2]|0;G=f[na+3504>>2]|0;D=f[na+3508>>2]|0;H=+n[na+3508>>2];f[na+3504>>2]=0;f[na+3508>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 7:break a}if((G|0)==3)continue;if((G|0)==4)switch(D|0){case 8:continue b}}f[na+288>>2]=i;f[na+312>>2]=E;f[na+336>>2]=j;f[na+352>>2]=c;f[na+392>>2]=R;f[na+440>>2]=F;f[na+464>>2]=I;f[na+536>>2]=J;f[na+1152>>2]=l;f[na+1424>>2]=m;f[na+1488>>2]=o;f[na+2280>>2]=K;f[na+3304>>2]=L;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3496>>2]=0;f[na+3500>>2]=0;ttb(na);i=f[na+288>>2]|0;F=f[na+440>>2]|0;I=f[na+464>>2]|0;J=f[na+536>>2]|0;L=f[na+3304>>2]|0;O=f[na+3408>>2]|0;P=f[na+3424>>2]|0;Q=f[na+3432>>2]|0;N=f[na+3448>>2]|0;G=f[na+3496>>2]|0;D=f[na+3500>>2]|0;H=+n[na+3500>>2];f[na+3496>>2]=0;f[na+3500>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if((N|0)==142){N=0;osb(J+208|0,c);a=R;c=J;continue}else if((N|0)==143){N=0;if(L){N=144;break}else{a=R;c=J;continue}}}a=1;if(a)if((N|0)==5){a=~~+p[C>>3]>>>0;c=~~+p[R+184>>3]>>>0;if(a>>>0>=c>>>0){if(a>>>0>c>>>0){u=na;return}d=+p[M>>3];e=+p[R+192>>3];if(!(d<e)){if(d>e){u=na;return}if(!(gub(Y,R)|0)){u=na;return}}}O=na+24|0;P=R;Q=O+36|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));a=f[R+36>>2]|0;c=f[R+40>>2]|0;g=f[R+44>>2]|0;h=f[R+48>>2]|0;i=f[R+52>>2]|0;j=f[R+56>>2]|0;d=+p[R+64>>3];e=+p[R+72>>3];k=+p[R+80>>3];O=R+88|0;l=f[O>>2]|0;P=R+92|0;m=f[P>>2]|0;Q=R+96|0;o=f[Q>>2]|0;f[Q>>2]=0;f[P>>2]=0;f[O>>2]=0;O=R+100|0;f[(na+232|0)>>2]=f[O>>2];f[(na+232|0)+4>>2]=f[O+4>>2];f[(na+232|0)+8>>2]=f[O+8>>2];f[(na+232|0)+12>>2]=f[O+12>>2];f[(na+232|0)+16>>2]=f[O+16>>2];q=+p[R+120>>3];r=+p[R+128>>3];s=+p[R+136>>3];t=+p[R+144>>3];v=+p[R+152>>3];w=+p[R+160>>3];x=+p[R+168>>3];y=+p[R+176>>3];O=R+184|0;f[na>>2]=f[O>>2];f[na+4>>2]=f[O+4>>2];f[na+8>>2]=f[O+8>>2];f[na+12>>2]=f[O+12>>2];b[na+16>>0]=b[O+16>>0]|0;psb(R,Y)|0;O=Y;P=na+24|0;Q=O+36|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));f[Z>>2]=a;f[_>>2]=c;f[$>>2]=g;f[S>>2]=h;f[T>>2]=i;f[U>>2]=j;p[V>>3]=d;p[W>>3]=e;p[X>>3]=k;a=f[ea>>2]|0;if(a|0){c=f[aa>>2]|0;if((c|0)!=(a|0))f[aa>>2]=c+(~(((c+-12-a|0)>>>0)/12|0)*12|0);sOb(a);f[ba>>2]=0;f[aa>>2]=0;f[ea>>2]=0}f[ea>>2]=l;f[aa>>2]=m;f[ba>>2]=o;f[ca>>2]=f[(na+232|0)>>2];f[ca+4>>2]=f[(na+232|0)+4>>2];f[ca+8>>2]=f[(na+232|0)+8>>2];f[ca+12>>2]=f[(na+232|0)+12>>2];f[ca+16>>2]=f[(na+232|0)+16>>2];p[fa>>3]=q;p[ga>>3]=r;p[ha>>3]=s;p[ia>>3]=t;p[ja>>3]=v;p[ka>>3]=w;p[la>>3]=x;p[ma>>3]=y;f[da>>2]=f[na>>2];f[da+4>>2]=f[na+4>>2];f[da+8>>2]=f[na+8>>2];f[da+12>>2]=f[na+12>>2];b[da+16>>0]=b[na+16>>0]|0;u=na;return}else a=1;f[na+352>>2]=c;f[na+392>>2]=R;f[na+1600>>2]=Y;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3456>>2]=a;f[na+3488>>2]=0;f[na+3492>>2]=0;stb(na);G=f[na+3488>>2]|0;D=f[na+3492>>2]|0;H=+n[na+3492>>2];f[na+3488>>2]=0;f[na+3492>>2]=0;if((G|0)==5)return}function psb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0;d=a;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));i=a+36|0;h=c+36|0;d=f[h>>2]|0;f[h>>2]=f[i>>2];f[i>>2]=d;i=c+40|0;d=f[i>>2]|0;h=a+40|0;f[i>>2]=f[h>>2];f[h>>2]=d;h=c+44|0;d=f[h>>2]|0;i=a+44|0;f[h>>2]=f[i>>2];f[i>>2]=d;i=a+48|0;d=c+48|0;h=f[d>>2]|0;f[d>>2]=f[i>>2];f[i>>2]=h;i=c+52|0;h=f[i>>2]|0;d=a+52|0;f[i>>2]=f[d>>2];f[d>>2]=h;d=c+56|0;h=f[d>>2]|0;i=a+56|0;f[d>>2]=f[i>>2];f[i>>2]=h;i=c+64|0;j=+p[i>>3];h=a+64|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+72|0;j=+p[h>>3];i=a+72|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+80|0;j=+p[i>>3];h=a+80|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=a+88|0;i=c+88|0;d=f[h>>2]|0;g=a+92|0;if(!d)d=a+96|0;else{e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d);d=a+96|0;f[d>>2]=0;f[g>>2]=0;f[h>>2]=0}f[h>>2]=f[i>>2];h=c+92|0;f[g>>2]=f[h>>2];g=c+96|0;f[d>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;i=a+100|0;h=c+100|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];i=c+120|0;j=+p[i>>3];h=a+120|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+128|0;j=+p[h>>3];i=a+128|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+136|0;j=+p[i>>3];h=a+136|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+144|0;j=+p[h>>3];i=a+144|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+152|0;j=+p[i>>3];h=a+152|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+160|0;j=+p[h>>3];i=a+160|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+168|0;j=+p[i>>3];h=a+168|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+176|0;j=+p[h>>3];i=a+176|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=a+184|0;c=c+184|0;f[i>>2]=f[c>>2];f[i+4>>2]=f[c+4>>2];f[i+8>>2]=f[c+8>>2];f[i+12>>2]=f[c+12>>2];b[i+16>>0]=b[c+16>>0]|0;return a|0}function qsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+8|0;h=f[l>>2]|0;m=a+4|0;d=f[m>>2]|0;if(((h-d|0)/208|0)>>>0>=c>>>0){do{dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;d=(f[m>>2]|0)+208|0;f[m>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/208|0;d=g+c|0;if(d>>>0>20648881)AMb(a);j=(h-e|0)/208|0;k=j<<1;d=j>>>0<10324440?(k>>>0<d>>>0?d:k):20648881;do if(!d)i=0;else if(d>>>0>20648881)vd();else{i=pOb(d*208|0)|0;break}while(0);j=i+(g*208|0)|0;e=j;g=i+(d*208|0)|0;k=e;d=j;do{dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;d=k+208|0;k=d;c=c+-1|0}while((c|0)!=0);h=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(h|0)){c=e;i=h;d=h}else{c=j;do{d=d+-208|0;f0(c+-208|0,d);c=e+-208|0;e=c}while((d|0)!=(h|0));c=e;i=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=c;f[m>>2]=k;f[l>>2]=g;h=i;if((d|0)!=(h|0))do{c=f[d+-120>>2]|0;if(c|0){e=d+-116|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~(((g+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}d=d+-208|0}while((d|0)!=(h|0));if(!i)return;sOb(i);return}function rsb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function ssb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0.0;F=0;J=u;u=u+2704|0;a:while(1){z=c;v=c+-120|0;A=c+-240|0;d=c+-24|0;h=c+-16|0;w=c+-80|0;x=c+-72|0;y=c+-64|0;q=c+-56|0;r=c+-40|0;s=c+-32|0;t=c+-24|0;k=a;f[J+224>>2]=k;f[J+240>>2]=a;f[J+288>>2]=c;f[J+320>>2]=I;f[J+840>>2]=q;f[J+912>>2]=r;f[J+976>>2]=s;f[J+1008>>2]=t;f[J+1256>>2]=z;f[J+1712>>2]=v;f[J+2200>>2]=A;f[J+2304>>2]=d;f[J+2352>>2]=h;f[J+2376>>2]=w;f[J+2408>>2]=x;f[J+2440>>2]=y;f[J+2504>>2]=B;f[J+2520>>2]=C;f[J+2528>>2]=E;f[J+2536>>2]=F;f[J+2584>>2]=0;f[J+2588>>2]=0;wtb(J);a=f[J+240>>2]|0;c=f[J+288>>2]|0;I=f[J+320>>2]|0;B=f[J+2504>>2]|0;C=f[J+2520>>2]|0;E=f[J+2528>>2]|0;F=f[J+2536>>2]|0;G=f[J+2584>>2]|0;D=f[J+2588>>2]|0;H=+n[J+2588>>2];f[J+2584>>2]=0;f[J+2588>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}a=1;if(a)if((F|0)==5){a=~~+p[d>>3]>>>0;c=~~+p[I+96>>3]>>>0;if(a>>>0>=c>>>0){if(a>>>0>c>>>0){u=J;return}e=+p[h>>3];g=+p[I+104>>3];if(!(e<g)){if(e>g){u=J;return}if(!(hub(v,I)|0)){u=J;return}}}B=J+24|0;C=I;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));j=I+40|0;k=I+48|0;a=I+56|0;e=+p[j>>3];g=+p[k>>3];l=+p[a>>3];c=I+64|0;f[(J+64|0)>>2]=f[c>>2];f[(J+64|0)+4>>2]=f[c+4>>2];f[(J+64|0)+8>>2]=f[c+8>>2];f[(J+64|0)+12>>2]=f[c+12>>2];d=I+80|0;h=I+88|0;m=+p[d>>3];o=+p[h>>3];i=I+96|0;f[J>>2]=f[i>>2];f[J+4>>2]=f[i+4>>2];f[J+8>>2]=f[i+8>>2];f[J+12>>2]=f[i+12>>2];b[J+16>>0]=b[i+16>>0]|0;B=I;C=v;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));K=+p[w>>3];p[w>>3]=e;p[j>>3]=K;K=+p[x>>3];p[x>>3]=+p[k>>3];p[k>>3]=K;K=+p[y>>3];p[y>>3]=+p[a>>3];p[a>>3]=K;f[c>>2]=f[q>>2];f[c+4>>2]=f[q+4>>2];f[c+8>>2]=f[q+8>>2];f[c+12>>2]=f[q+12>>2];K=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=K;p[h>>3]=+p[s>>3];f[i>>2]=f[t>>2];f[i+4>>2]=f[t+4>>2];f[i+8>>2]=f[t+8>>2];f[i+12>>2]=f[t+12>>2];b[i+16>>0]=b[t+16>>0]|0;B=v;C=J+24|0;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));p[w>>3]=e;p[x>>3]=g;p[y>>3]=l;f[q>>2]=f[(J+64|0)>>2];f[q+4>>2]=f[(J+64|0)+4>>2];f[q+8>>2]=f[(J+64|0)+8>>2];f[q+12>>2]=f[(J+64|0)+12>>2];p[r>>3]=m;p[s>>3]=o;f[t>>2]=f[J>>2];f[t+4>>2]=f[J+4>>2];f[t+8>>2]=f[J+8>>2];f[t+12>>2]=f[J+12>>2];b[t+16>>0]=b[J+16>>0]|0;u=J;return}else a=1;if(a)if((F|0)==11){xsb(I,I+120|0,v)|0;u=J;return}else if((F|0)==12){ysb(I,I+120|0,I+240|0,v)|0;u=J;return}else if((F|0)==13){zsb(I,I+120|0,I+240|0,I+360|0,v)|0;u=J;return}else a=1;if(a)if((F|0)==15){d=I+240|0;xsb(I,I+120|0,d)|0;a=I+360|0;if((a|0)==(c|0)){u=J;return}x=(J+64|0)+40|0;y=(J+64|0)+64|0;z=(J+64|0)+80|0;A=(J+64|0)+96|0;w=a;while(1){a=~~+p[w+96>>3]>>>0;h=~~+p[d+96>>3]>>>0;if(a>>>0<h>>>0)F=22;else if(a>>>0<=h>>>0){e=+p[w+104>>3];g=+p[d+104>>3];if(e<g)F=22;else if(!(e>g))if(hub(w,d)|0)F=22}if((F|0)==22){F=0;B=J+64|0;C=w;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));a=w+40|0;f[x>>2]=f[a>>2];f[x+4>>2]=f[a+4>>2];f[x+8>>2]=f[a+8>>2];f[x+12>>2]=f[a+12>>2];f[x+16>>2]=f[a+16>>2];f[x+20>>2]=f[a+20>>2];p[x>>3]=+p[a>>3];p[((J+64|0)+48|0)>>3]=+p[w+48>>3];p[((J+64|0)+56|0)>>3]=+p[w+56>>3];a=w+64|0;f[y>>2]=f[a>>2];f[y+4>>2]=f[a+4>>2];f[y+8>>2]=f[a+8>>2];f[y+12>>2]=f[a+12>>2];a=w+80|0;f[z>>2]=f[a>>2];f[z+4>>2]=f[a+4>>2];f[z+8>>2]=f[a+8>>2];f[z+12>>2]=f[a+12>>2];p[z>>3]=+p[a>>3];p[((J+64|0)+88|0)>>3]=+p[w+88>>3];a=w+96|0;f[A>>2]=f[a>>2];f[A+4>>2]=f[a+4>>2];f[A+8>>2]=f[a+8>>2];f[A+12>>2]=f[a+12>>2];b[A+16>>0]=b[a+16>>0]|0;a=w;while(1){B=a;C=d;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));t=d+40|0;K=+p[t>>3];v=a+40|0;p[t>>3]=+p[v>>3];p[v>>3]=K;v=d+48|0;K=+p[v>>3];k=a+48|0;p[v>>3]=+p[k>>3];p[k>>3]=K;k=d+56|0;K=+p[k>>3];r=a+56|0;p[k>>3]=+p[r>>3];p[r>>3]=K;r=a+64|0;q=d+64|0;f[r>>2]=f[q>>2];f[r+4>>2]=f[q+4>>2];f[r+8>>2]=f[q+8>>2];f[r+12>>2]=f[q+12>>2];r=d+80|0;K=+p[r>>3];s=a+80|0;p[r>>3]=+p[s>>3];p[s>>3]=K;s=d+88|0;K=+p[s>>3];E=a+88|0;p[s>>3]=+p[E>>3];p[E>>3]=K;E=a+96|0;j=d+96|0;f[E>>2]=f[j>>2];f[E+4>>2]=f[j+4>>2];f[E+8>>2]=f[j+8>>2];f[E+12>>2]=f[j+12>>2];b[E+16>>0]=b[j+16>>0]|0;if((d|0)==(I|0))break;i=d+-120|0;a=~~+p[((J+64|0)+96|0)>>3]>>>0;h=~~+p[d+-24>>3]>>>0;if(a>>>0<h>>>0){a=d;d=i;continue}if(a>>>0>h>>>0)break;e=+p[((J+64|0)+104|0)>>3];g=+p[d+-16>>3];if(e<g){a=d;d=i;continue}if(e>g)break;if(hub(J+64|0,i)|0){a=d;d=i}else break}B=d;C=J+64|0;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));K=+p[((J+64|0)+40|0)>>3];p[((J+64|0)+40|0)>>3]=+p[t>>3];p[t>>3]=K;K=+p[((J+64|0)+48|0)>>3];p[((J+64|0)+48|0)>>3]=+p[v>>3];p[v>>3]=K;K=+p[((J+64|0)+56|0)>>3];p[((J+64|0)+56|0)>>3]=+p[k>>3];p[k>>3]=K;f[q>>2]=f[y>>2];f[q+4>>2]=f[y+4>>2];f[q+8>>2]=f[y+8>>2];f[q+12>>2]=f[y+12>>2];K=+p[((J+64|0)+80|0)>>3];p[((J+64|0)+80|0)>>3]=+p[r>>3];p[r>>3]=K;K=+p[((J+64|0)+88|0)>>3];p[((J+64|0)+88|0)>>3]=+p[s>>3];p[s>>3]=K;f[j>>2]=f[A>>2];f[j+4>>2]=f[A+4>>2];f[j+8>>2]=f[A+8>>2];f[j+12>>2]=f[A+12>>2];b[j+16>>0]=b[A+16>>0]|0}a=w+120|0;if((a|0)==(c|0))break;else{d=w;w=a}}u=J;return}else a=1;if(a)if((F|0)==111)if(1){u=J;return}}function tsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+8|0;h=f[n>>2]|0;o=a+4|0;d=f[o>>2]|0;if(((h-d|0)/120|0)>>>0>=c>>>0){do{l=d+120|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));d=(f[o>>2]|0)+120|0;f[o>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/120|0;d=g+c|0;if(d>>>0>35791394)AMb(a);l=(h-e|0)/120|0;m=l<<1;d=l>>>0<17895697?(m>>>0<d>>>0?d:m):35791394;do if(!d)i=0;else if(d>>>0>35791394)vd();else{i=pOb(d*120|0)|0;break}while(0);h=i+(g*120|0)|0;g=h;e=i+(d*120|0)|0;d=h;m=g;do{l=d+120|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));d=m+120|0;m=d;c=c+-1|0}while((c|0)!=0);k=f[a>>2]|0;d=f[o>>2]|0;if((d|0)==(k|0)){c=g;d=k}else{j=d;c=g;do{g=j;j=j+-120|0;d=h+-120|0;i=j;l=d+36|0;do{f[d>>2]=f[i>>2];d=d+4|0;i=i+4|0}while((d|0)<(l|0));p[h+-80>>3]=+p[g+-80>>3];p[h+-72>>3]=+p[g+-72>>3];p[h+-64>>3]=+p[g+-64>>3];l=h+-56|0;i=g+-56|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[l+12>>2]=f[i+12>>2];p[h+-40>>3]=+p[g+-40>>3];p[h+-32>>3]=+p[g+-32>>3];l=h+-24|0;i=g+-24|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[l+12>>2]=f[i+12>>2];b[l+16>>0]=b[i+16>>0]|0;h=c+-120|0;c=h}while((j|0)!=(k|0));d=f[a>>2]|0}f[a>>2]=c;f[o>>2]=m;f[n>>2]=e;if(!d)return;sOb(d);return}function usb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function vsb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wsb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wsb(a,b);return}function wsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+720|0;j=+p[(c+96|0)>>3];e=~~+p[(a+96|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){m=1;h=j}else if(~~j>>>0>>>0>e>>>0){m=0;h=j}else{h=+p[c+104>>3];i=+p[a+104>>3];if(h<i){m=1;h=j}else if(h>i){m=0;h=j}else{m=hub(c,a)|0;h=+p[(c+96|0)>>3]}}g=~~+p[(d+96|0)>>3]>>>0;e=~~h>>>0;if(g>>>0<e>>>0)e=1;else if(g>>>0>e>>>0)e=0;else{h=+p[d+104>>3];i=+p[c+104>>3];if(h<i)e=1;else if(h>i)e=0;else e=hub(d,c)|0}if(!m){if(!e){c=0;u=t;return c|0}q=t+24|0;r=c;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));h=+p[(c+40|0)>>3];i=+p[(c+48|0)>>3];j=+p[(c+56|0)>>3];f[(t+64|0)>>2]=f[(c+64|0)>>2];f[(t+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(c+64|0)+12>>2];k=+p[(c+80|0)>>3];l=+p[(c+88|0)>>3];f[t>>2]=f[(c+96|0)>>2];f[t+4>>2]=f[(c+96|0)+4>>2];f[t+8>>2]=f[(c+96|0)+8>>2];f[t+12>>2]=f[(c+96|0)+12>>2];b[t+16>>0]=b[(c+96|0)+16>>0]|0;q=c;r=d;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));v=+p[(d+40|0)>>3];p[(d+40|0)>>3]=h;p[(c+40|0)>>3]=v;v=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=v;v=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=v;f[(c+64|0)>>2]=f[(d+64|0)>>2];f[(c+64|0)+4>>2]=f[(d+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(d+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(d+64|0)+12>>2];p[(c+80|0)>>3]=+p[(d+80|0)>>3];p[(c+88|0)>>3]=+p[(d+88|0)>>3];f[(c+96|0)>>2]=f[(d+96|0)>>2];f[(c+96|0)+4>>2]=f[(d+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(d+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(d+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(d+96|0)+16>>0]|0;q=d;r=t+24|0;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));p[(d+40|0)>>3]=h;p[(d+48|0)>>3]=i;p[(d+56|0)>>3]=j;f[(d+64|0)>>2]=f[(t+64|0)>>2];f[(d+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(d+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(d+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(d+80|0)>>3]=k;p[(d+88|0)>>3]=l;f[(d+96|0)>>2]=f[t>>2];f[(d+96|0)+4>>2]=f[t+4>>2];f[(d+96|0)+8>>2]=f[t+8>>2];f[(d+96|0)+12>>2]=f[t+12>>2];b[(d+96|0)+16>>0]=b[t+16>>0]|0;e=~~+p[(c+96|0)>>3]>>>0;g=~~+p[(a+96|0)>>3]>>>0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){c=1;u=t;return c|0}h=+p[c+104>>3];i=+p[a+104>>3];if(!(h<i)){if(h>i){c=1;u=t;return c|0}if(!(hub(c,a)|0)){c=1;u=t;return c|0}}}q=t+24|0;r=a;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));h=+p[(a+40|0)>>3];i=+p[(a+48|0)>>3];j=+p[(a+56|0)>>3];f[(t+64|0)>>2]=f[(a+64|0)>>2];f[(t+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(a+64|0)+12>>2];k=+p[(a+80|0)>>3];l=+p[(a+88|0)>>3];f[t>>2]=f[(a+96|0)>>2];f[t+4>>2]=f[(a+96|0)+4>>2];f[t+8>>2]=f[(a+96|0)+8>>2];f[t+12>>2]=f[(a+96|0)+12>>2];b[t+16>>0]=b[(a+96|0)+16>>0]|0;q=a;r=c;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));v=+p[(c+40|0)>>3];p[(c+40|0)>>3]=h;p[(a+40|0)>>3]=v;v=+p[(c+48|0)>>3];p[(c+48|0)>>3]=+p[(a+48|0)>>3];p[(a+48|0)>>3]=v;v=+p[(c+56|0)>>3];p[(c+56|0)>>3]=+p[(a+56|0)>>3];p[(a+56|0)>>3]=v;f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];p[(a+80|0)>>3]=+p[(c+80|0)>>3];p[(a+88|0)>>3]=+p[(c+88|0)>>3];f[(a+96|0)>>2]=f[(c+96|0)>>2];f[(a+96|0)+4>>2]=f[(c+96|0)+4>>2];f[(a+96|0)+8>>2]=f[(c+96|0)+8>>2];f[(a+96|0)+12>>2]=f[(c+96|0)+12>>2];b[(a+96|0)+16>>0]=b[(c+96|0)+16>>0]|0;q=c;r=t+24|0;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));p[(c+40|0)>>3]=h;p[(c+48|0)>>3]=i;p[(c+56|0)>>3]=j;f[(c+64|0)>>2]=f[(t+64|0)>>2];f[(c+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(c+80|0)>>3]=k;p[(c+88|0)>>3]=l;f[(c+96|0)>>2]=f[t>>2];f[(c+96|0)+4>>2]=f[t+4>>2];f[(c+96|0)+8>>2]=f[t+8>>2];f[(c+96|0)+12>>2]=f[t+12>>2];b[(c+96|0)+16>>0]=b[t+16>>0]|0;c=2;u=t;return c|0}f[t+96>>2]=a;f[t+104>>2]=c;f[t+112>>2]=d;f[t+120>>2]=o;f[t+136>>2]=e;f[t+608>>2]=q;f[t+624>>2]=r;f[t+632>>2]=s;f[t+640>>2]=0;f[t+644>>2]=0;xtb(t);G=f[t+640>>2]|0;D=f[t+644>>2]|0;H=+n[t+644>>2];f[t+640>>2]=0;f[t+644>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function ysb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;O=u;u=u+80|0;L=O+64|0;K=O+24|0;M=O;N=xsb(a,c,d)|0;j=~~+p[e+96>>3]>>>0;t=d+96|0;g=~~+p[t>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=O;return N|0}h=+p[e+104>>3];i=+p[d+104>>3];if(!(h<i)){if(h>i){u=O;return N|0}if(!(hub(e,d)|0)){u=O;return N|0}}}H=K;I=d;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));F=d+40|0;G=d+48|0;A=d+56|0;h=+p[F>>3];i=+p[G>>3];q=+p[A>>3];B=d+64|0;f[L>>2]=f[B>>2];f[L+4>>2]=f[B+4>>2];f[L+8>>2]=f[B+8>>2];f[L+12>>2]=f[B+12>>2];C=d+80|0;D=d+88|0;r=+p[C>>3];s=+p[D>>3];E=d+96|0;f[M>>2]=f[E>>2];f[M+4>>2]=f[E+4>>2];f[M+8>>2]=f[E+8>>2];f[M+12>>2]=f[E+12>>2];b[M+16>>0]=b[E+16>>0]|0;H=d;I=e;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));g=e+40|0;P=+p[g>>3];p[g>>3]=h;p[F>>3]=P;j=e+48|0;P=+p[j>>3];p[j>>3]=+p[G>>3];p[G>>3]=P;k=e+56|0;P=+p[k>>3];p[k>>3]=+p[A>>3];p[A>>3]=P;l=e+64|0;f[B>>2]=f[l>>2];f[B+4>>2]=f[l+4>>2];f[B+8>>2]=f[l+8>>2];f[B+12>>2]=f[l+12>>2];m=e+80|0;p[C>>3]=+p[m>>3];n=e+88|0;p[D>>3]=+p[n>>3];o=e+96|0;f[E>>2]=f[o>>2];f[E+4>>2]=f[o+4>>2];f[E+8>>2]=f[o+8>>2];f[E+12>>2]=f[o+12>>2];b[E+16>>0]=b[o+16>>0]|0;H=e;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[g>>3]=h;p[j>>3]=i;p[k>>3]=q;f[l>>2]=f[L>>2];f[l+4>>2]=f[L+4>>2];f[l+8>>2]=f[L+8>>2];f[l+12>>2]=f[L+12>>2];p[m>>3]=r;p[n>>3]=s;f[o>>2]=f[M>>2];f[o+4>>2]=f[M+4>>2];f[o+8>>2]=f[M+8>>2];f[o+12>>2]=f[M+12>>2];b[o+16>>0]=b[M+16>>0]|0;k=N+1|0;g=~~+p[t>>3]>>>0;l=c+96|0;j=~~+p[l>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){N=k;u=O;return N|0}h=+p[d+104>>3];i=+p[c+104>>3];if(!(h<i)){if(h>i){N=k;u=O;return N|0}if(!(hub(d,c)|0)){N=k;u=O;return N|0}}}H=K;I=c;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));y=c+40|0;z=c+48|0;e=c+56|0;h=+p[y>>3];i=+p[z>>3];q=+p[e>>3];t=c+64|0;f[L>>2]=f[t>>2];f[L+4>>2]=f[t+4>>2];f[L+8>>2]=f[t+8>>2];f[L+12>>2]=f[t+12>>2];v=c+80|0;w=c+88|0;r=+p[v>>3];s=+p[w>>3];x=c+96|0;f[M>>2]=f[x>>2];f[M+4>>2]=f[x+4>>2];f[M+8>>2]=f[x+8>>2];f[M+12>>2]=f[x+12>>2];b[M+16>>0]=b[x+16>>0]|0;H=c;I=d;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));P=+p[F>>3];p[F>>3]=h;p[y>>3]=P;P=+p[G>>3];p[G>>3]=+p[z>>3];p[z>>3]=P;P=+p[A>>3];p[A>>3]=+p[e>>3];p[e>>3]=P;f[t>>2]=f[B>>2];f[t+4>>2]=f[B+4>>2];f[t+8>>2]=f[B+8>>2];f[t+12>>2]=f[B+12>>2];p[v>>3]=+p[C>>3];p[w>>3]=+p[D>>3];f[x>>2]=f[E>>2];f[x+4>>2]=f[E+4>>2];f[x+8>>2]=f[E+8>>2];f[x+12>>2]=f[E+12>>2];b[x+16>>0]=b[E+16>>0]|0;H=d;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[F>>3]=h;p[G>>3]=i;p[A>>3]=q;f[B>>2]=f[L>>2];f[B+4>>2]=f[L+4>>2];f[B+8>>2]=f[L+8>>2];f[B+12>>2]=f[L+12>>2];p[C>>3]=r;p[D>>3]=s;f[E>>2]=f[M>>2];f[E+4>>2]=f[M+4>>2];f[E+8>>2]=f[M+8>>2];f[E+12>>2]=f[M+12>>2];b[E+16>>0]=b[M+16>>0]|0;k=N+2|0;g=~~+p[l>>3]>>>0;j=~~+p[a+96>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){N=k;u=O;return N|0}h=+p[c+104>>3];i=+p[a+104>>3];if(!(h<i)){if(h>i){N=k;u=O;return N|0}if(!(hub(c,a)|0)){N=k;u=O;return N|0}}}H=K;I=a;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));n=a+40|0;o=a+48|0;g=a+56|0;h=+p[n>>3];i=+p[o>>3];q=+p[g>>3];j=a+64|0;f[L>>2]=f[j>>2];f[L+4>>2]=f[j+4>>2];f[L+8>>2]=f[j+8>>2];f[L+12>>2]=f[j+12>>2];k=a+80|0;l=a+88|0;r=+p[k>>3];s=+p[l>>3];m=a+96|0;f[M>>2]=f[m>>2];f[M+4>>2]=f[m+4>>2];f[M+8>>2]=f[m+8>>2];f[M+12>>2]=f[m+12>>2];b[M+16>>0]=b[m+16>>0]|0;H=a;I=c;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));P=+p[y>>3];p[y>>3]=h;p[n>>3]=P;P=+p[z>>3];p[z>>3]=+p[o>>3];p[o>>3]=P;P=+p[e>>3];p[e>>3]=+p[g>>3];p[g>>3]=P;f[j>>2]=f[t>>2];f[j+4>>2]=f[t+4>>2];f[j+8>>2]=f[t+8>>2];f[j+12>>2]=f[t+12>>2];p[k>>3]=+p[v>>3];p[l>>3]=+p[w>>3];f[m>>2]=f[x>>2];f[m+4>>2]=f[x+4>>2];f[m+8>>2]=f[x+8>>2];f[m+12>>2]=f[x+12>>2];b[m+16>>0]=b[x+16>>0]|0;H=c;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[y>>3]=h;p[z>>3]=i;p[e>>3]=q;f[t>>2]=f[L>>2];f[t+4>>2]=f[L+4>>2];f[t+8>>2]=f[L+8>>2];f[t+12>>2]=f[L+12>>2];p[v>>3]=r;p[w>>3]=s;f[x>>2]=f[M>>2];f[x+4>>2]=f[M+4>>2];f[x+8>>2]=f[M+8>>2];f[x+12>>2]=f[M+12>>2];b[x+16>>0]=b[M+16>>0]|0;N=N+3|0;u=O;return N|0}function zsb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+640|0;s=ysb(a,c,d,e)|0;i=~~+p[g+96>>3]>>>0;h=~~+p[(e+96|0)>>3]>>>0;if(i>>>0>=h>>>0){if(i>>>0>h>>>0){u=t;return s|0}j=+p[g+104>>3];k=+p[e+104>>3];if(!(j<k)){if(j>k){u=t;return s|0}if(!(hub(g,e)|0)){u=t;return s|0}}}h=t+24|0;i=e;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));j=+p[(e+40|0)>>3];k=+p[(e+48|0)>>3];l=+p[(e+56|0)>>3];f[(t+64|0)>>2]=f[(e+64|0)>>2];f[(t+64|0)+4>>2]=f[(e+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(e+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(e+64|0)+12>>2];m=+p[(e+80|0)>>3];o=+p[(e+88|0)>>3];f[t>>2]=f[(e+96|0)>>2];f[t+4>>2]=f[(e+96|0)+4>>2];f[t+8>>2]=f[(e+96|0)+8>>2];f[t+12>>2]=f[(e+96|0)+12>>2];b[t+16>>0]=b[(e+96|0)+16>>0]|0;h=e;i=g;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));v=+p[(g+40|0)>>3];p[(g+40|0)>>3]=j;p[(e+40|0)>>3]=v;v=+p[(g+48|0)>>3];p[(g+48|0)>>3]=+p[(e+48|0)>>3];p[(e+48|0)>>3]=v;v=+p[(g+56|0)>>3];p[(g+56|0)>>3]=+p[(e+56|0)>>3];p[(e+56|0)>>3]=v;f[(e+64|0)>>2]=f[(g+64|0)>>2];f[(e+64|0)+4>>2]=f[(g+64|0)+4>>2];f[(e+64|0)+8>>2]=f[(g+64|0)+8>>2];f[(e+64|0)+12>>2]=f[(g+64|0)+12>>2];p[(e+80|0)>>3]=+p[(g+80|0)>>3];p[(e+88|0)>>3]=+p[(g+88|0)>>3];f[(e+96|0)>>2]=f[(g+96|0)>>2];f[(e+96|0)+4>>2]=f[(g+96|0)+4>>2];f[(e+96|0)+8>>2]=f[(g+96|0)+8>>2];f[(e+96|0)+12>>2]=f[(g+96|0)+12>>2];b[(e+96|0)+16>>0]=b[(g+96|0)+16>>0]|0;h=g;i=t+24|0;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));p[(g+40|0)>>3]=j;p[(g+48|0)>>3]=k;p[(g+56|0)>>3]=l;f[(g+64|0)>>2]=f[(t+64|0)>>2];f[(g+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(g+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(g+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(g+80|0)>>3]=m;p[(g+88|0)>>3]=o;f[(g+96|0)>>2]=f[t>>2];f[(g+96|0)+4>>2]=f[t+4>>2];f[(g+96|0)+8>>2]=f[t+8>>2];f[(g+96|0)+12>>2]=f[t+12>>2];b[(g+96|0)+16>>0]=b[t+16>>0]|0;h=~~+p[(e+96|0)>>3]>>>0;i=~~+p[(d+96|0)>>3]>>>0;if(h>>>0>=i>>>0){if(h>>>0>i>>>0){s=s+1|0;u=t;return s|0}j=+p[e+104>>3];k=+p[d+104>>3];if(!(j<k)){if(j>k){s=s+1|0;u=t;return s|0}if(!(hub(e,d)|0)){s=s+1|0;u=t;return s|0}}}h=t+24|0;i=d;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));j=+p[(d+40|0)>>3];k=+p[(d+48|0)>>3];l=+p[(d+56|0)>>3];f[(t+64|0)>>2]=f[(d+64|0)>>2];f[(t+64|0)+4>>2]=f[(d+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(d+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(d+64|0)+12>>2];m=+p[(d+80|0)>>3];o=+p[(d+88|0)>>3];f[t>>2]=f[(d+96|0)>>2];f[t+4>>2]=f[(d+96|0)+4>>2];f[t+8>>2]=f[(d+96|0)+8>>2];f[t+12>>2]=f[(d+96|0)+12>>2];b[t+16>>0]=b[(d+96|0)+16>>0]|0;h=d;i=e;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));v=+p[(e+40|0)>>3];p[(e+40|0)>>3]=j;p[(d+40|0)>>3]=v;v=+p[(e+48|0)>>3];p[(e+48|0)>>3]=+p[(d+48|0)>>3];p[(d+48|0)>>3]=v;v=+p[(e+56|0)>>3];p[(e+56|0)>>3]=+p[(d+56|0)>>3];p[(d+56|0)>>3]=v;f[(d+64|0)>>2]=f[(e+64|0)>>2];f[(d+64|0)+4>>2]=f[(e+64|0)+4>>2];f[(d+64|0)+8>>2]=f[(e+64|0)+8>>2];f[(d+64|0)+12>>2]=f[(e+64|0)+12>>2];p[(d+80|0)>>3]=+p[(e+80|0)>>3];p[(d+88|0)>>3]=+p[(e+88|0)>>3];f[(d+96|0)>>2]=f[(e+96|0)>>2];f[(d+96|0)+4>>2]=f[(e+96|0)+4>>2];f[(d+96|0)+8>>2]=f[(e+96|0)+8>>2];f[(d+96|0)+12>>2]=f[(e+96|0)+12>>2];b[(d+96|0)+16>>0]=b[(e+96|0)+16>>0]|0;h=e;i=t+24|0;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));p[(e+40|0)>>3]=j;p[(e+48|0)>>3]=k;p[(e+56|0)>>3]=l;f[(e+64|0)>>2]=f[(t+64|0)>>2];f[(e+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(e+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(e+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(e+80|0)>>3]=m;p[(e+88|0)>>3]=o;f[(e+96|0)>>2]=f[t>>2];f[(e+96|0)+4>>2]=f[t+4>>2];f[t+96>>2]=a;f[t+104>>2]=c;f[t+112>>2]=d;f[t+120>>2]=e;f[t+136>>2]=r;f[t+336>>2]=s;f[t+536>>2]=h;f[t+552>>2]=i;f[t+560>>2]=q;f[t+568>>2]=0;f[t+572>>2]=0;ytb(t);G=f[t+568>>2]|0;D=f[t+572>>2]|0;H=+n[t+572>>2];f[t+568>>2]=0;f[t+572>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Asb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;O=u;u=u+160|0;N=O+40|0;x=O+24|0;y=O;switch((c-a|0)/120|0|0){case 2:{w=c+-120|0;e=~~+p[c+-24>>3]>>>0;d=~~+p[a+96>>3]>>>0;if(e>>>0>=d>>>0){if(e>>>0>d>>>0){c=1;u=O;return c|0}g=+p[c+-16>>3];h=+p[a+104>>3];if(!(g<h)){if(g>h){c=1;u=O;return c|0}if(!(hub(w,a)|0)){c=1;u=O;return c|0}}}K=N;L=a;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));d=a+40|0;e=a+48|0;i=a+56|0;g=+p[d>>3];h=+p[e>>3];s=+p[i>>3];k=a+64|0;f[x>>2]=f[k>>2];f[x+4>>2]=f[k+4>>2];f[x+8>>2]=f[k+8>>2];f[x+12>>2]=f[k+12>>2];m=a+80|0;o=a+88|0;t=+p[m>>3];v=+p[o>>3];r=a+96|0;f[y>>2]=f[r>>2];f[y+4>>2]=f[r+4>>2];f[y+8>>2]=f[r+8>>2];f[y+12>>2]=f[r+12>>2];b[y+16>>0]=b[r+16>>0]|0;K=a;L=w;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));q=c+-80|0;P=+p[q>>3];p[q>>3]=g;p[d>>3]=P;n=c+-72|0;P=+p[n>>3];p[n>>3]=+p[e>>3];p[e>>3]=P;l=c+-64|0;P=+p[l>>3];p[l>>3]=+p[i>>3];p[i>>3]=P;j=c+-56|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];i=c+-40|0;p[m>>3]=+p[i>>3];e=c+-32|0;p[o>>3]=+p[e>>3];d=c+-24|0;f[r>>2]=f[d>>2];f[r+4>>2]=f[d+4>>2];f[r+8>>2]=f[d+8>>2];f[r+12>>2]=f[d+12>>2];b[r+16>>0]=b[d+16>>0]|0;K=w;L=N;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));p[q>>3]=g;p[n>>3]=h;p[l>>3]=s;f[j>>2]=f[x>>2];f[j+4>>2]=f[x+4>>2];f[j+8>>2]=f[x+8>>2];f[j+12>>2]=f[x+12>>2];p[i>>3]=t;p[e>>3]=v;f[d>>2]=f[y>>2];f[d+4>>2]=f[y+4>>2];f[d+8>>2]=f[y+8>>2];f[d+12>>2]=f[y+12>>2];b[d+16>>0]=b[y+16>>0]|0;c=1;u=O;return c|0}case 3:{xsb(a,a+120|0,c+-120|0)|0;c=1;u=O;return c|0}case 4:{ysb(a,a+120|0,a+240|0,c+-120|0)|0;c=1;u=O;return c|0}case 5:{zsb(a,a+120|0,a+240|0,a+360|0,c+-120|0)|0;c=1;u=O;return c|0}case 1:case 0:{c=1;u=O;return c|0}default:{e=a+240|0;xsb(a,a+120|0,e)|0;d=a+360|0;a:do if((d|0)==(c|0)){e=1;d=0}else{y=N+40|0;z=N+48|0;A=N+56|0;B=N+64|0;C=N+80|0;D=N+88|0;E=N+96|0;F=N+96|0;G=N+104|0;H=N+40|0;I=N+80|0;x=d;d=0;while(1){i=~~+p[x+96>>3]>>>0;j=~~+p[e+96>>3]>>>0;if(i>>>0<j>>>0)J=18;else if(i>>>0<=j>>>0){g=+p[x+104>>3];h=+p[e+104>>3];if(g<h)J=18;else if(!(g>h))if(hub(x,e)|0)J=18}if((J|0)==18){J=0;K=N;L=x;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));i=x+40|0;f[y>>2]=f[i>>2];f[y+4>>2]=f[i+4>>2];f[y+8>>2]=f[i+8>>2];f[y+12>>2]=f[i+12>>2];f[y+16>>2]=f[i+16>>2];f[y+20>>2]=f[i+20>>2];p[y>>3]=+p[i>>3];p[z>>3]=+p[x+48>>3];p[A>>3]=+p[x+56>>3];i=x+64|0;f[B>>2]=f[i>>2];f[B+4>>2]=f[i+4>>2];f[B+8>>2]=f[i+8>>2];f[B+12>>2]=f[i+12>>2];i=x+80|0;f[C>>2]=f[i>>2];f[C+4>>2]=f[i+4>>2];f[C+8>>2]=f[i+8>>2];f[C+12>>2]=f[i+12>>2];p[C>>3]=+p[i>>3];p[D>>3]=+p[x+88>>3];i=x+96|0;f[E>>2]=f[i>>2];f[E+4>>2]=f[i+4>>2];f[E+8>>2]=f[i+8>>2];f[E+12>>2]=f[i+12>>2];b[E+16>>0]=b[i+16>>0]|0;i=x;while(1){K=i;L=e;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));r=e+40|0;P=+p[r>>3];w=i+40|0;p[r>>3]=+p[w>>3];p[w>>3]=P;w=e+48|0;P=+p[w>>3];m=i+48|0;p[w>>3]=+p[m>>3];p[m>>3]=P;m=e+56|0;P=+p[m>>3];o=i+56|0;p[m>>3]=+p[o>>3];p[o>>3]=P;o=i+64|0;n=e+64|0;f[o>>2]=f[n>>2];f[o+4>>2]=f[n+4>>2];f[o+8>>2]=f[n+8>>2];f[o+12>>2]=f[n+12>>2];o=e+80|0;P=+p[o>>3];q=i+80|0;p[o>>3]=+p[q>>3];p[q>>3]=P;q=e+88|0;P=+p[q>>3];M=i+88|0;p[q>>3]=+p[M>>3];p[M>>3]=P;M=i+96|0;l=e+96|0;f[M>>2]=f[l>>2];f[M+4>>2]=f[l+4>>2];f[M+8>>2]=f[l+8>>2];f[M+12>>2]=f[l+12>>2];b[M+16>>0]=b[l+16>>0]|0;if((e|0)==(a|0))break;k=e+-120|0;i=~~+p[F>>3]>>>0;j=~~+p[e+-24>>3]>>>0;if(i>>>0<j>>>0){i=e;e=k;continue}if(i>>>0>j>>>0)break;g=+p[G>>3];h=+p[e+-16>>3];if(g<h){i=e;e=k;continue}if(g>h)break;if(hub(N,k)|0){i=e;e=k}else break}K=e;L=N;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));P=+p[H>>3];p[H>>3]=+p[r>>3];p[r>>3]=P;P=+p[z>>3];p[z>>3]=+p[w>>3];p[w>>3]=P;P=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=P;f[n>>2]=f[B>>2];f[n+4>>2]=f[B+4>>2];f[n+8>>2]=f[B+8>>2];f[n+12>>2]=f[B+12>>2];P=+p[I>>3];p[I>>3]=+p[o>>3];p[o>>3]=P;P=+p[D>>3];p[D>>3]=+p[q>>3];p[q>>3]=P;f[l>>2]=f[E>>2];f[l+4>>2]=f[E+4>>2];f[l+8>>2]=f[E+8>>2];f[l+12>>2]=f[E+12>>2];b[l+16>>0]=b[E+16>>0]|0;d=d+1|0;if((d|0)==8){e=0;d=(x+120|0)==(c|0);break a}}e=x+120|0;if((e|0)==(c|0)){e=1;d=0;break}else{M=x;x=e;e=M}}}while(0);c=d|e;u=O;return c|0}}return 0}function Bsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,E=0,F=0,I=0;I=u;u=u+1312|0;j=+p[(c+184|0)>>3];e=~~+p[(a+184|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){k=1;h=j}else if(~~j>>>0>>>0>e>>>0){k=0;h=j}else{h=+p[c+192>>3];i=+p[a+192>>3];if(h<i){k=1;h=j}else if(h>i){k=0;h=j}else{k=gub(c,a)|0;h=+p[(c+184|0)>>3]}}g=~~+p[(d+184|0)>>3]>>>0;e=~~h>>>0;if(g>>>0<e>>>0)e=1;else if(g>>>0>e>>>0)e=0;else{h=+p[d+192>>3];i=+p[c+192>>3];if(h<i)e=1;else if(h>i)e=0;else e=gub(d,c)|0}if(!k){if(!e){c=0;u=I;return c|0}C=I+24|0;E=c;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));e=f[(c+36|0)>>2]|0;g=f[(c+40|0)>>2]|0;k=f[(c+44|0)>>2]|0;l=f[(c+48|0)>>2]|0;m=f[(c+52|0)>>2]|0;o=f[(c+56|0)>>2]|0;h=+p[(c+64|0)>>3];i=+p[(c+72|0)>>3];j=+p[(c+80|0)>>3];q=f[(c+88|0)>>2]|0;r=f[(c+92|0)>>2]|0;s=f[(c+96|0)>>2]|0;f[(c+96|0)>>2]=0;f[(c+92|0)>>2]=0;f[(c+88|0)>>2]=0;f[(I+60|0)>>2]=f[(c+100|0)>>2];f[(I+60|0)+4>>2]=f[(c+100|0)+4>>2];f[(I+60|0)+8>>2]=f[(c+100|0)+8>>2];f[(I+60|0)+12>>2]=f[(c+100|0)+12>>2];f[(I+60|0)+16>>2]=f[(c+100|0)+16>>2];t=+p[(c+120|0)>>3];v=+p[(c+128|0)>>3];w=+p[(c+136|0)>>3];x=+p[(c+144|0)>>3];y=+p[(c+152|0)>>3];z=+p[(c+160|0)>>3];A=+p[(c+168|0)>>3];B=+p[(c+176|0)>>3];f[I>>2]=f[(c+184|0)>>2];f[I+4>>2]=f[(c+184|0)+4>>2];f[I+8>>2]=f[(c+184|0)+8>>2];f[I+12>>2]=f[(c+184|0)+12>>2];b[I+16>>0]=b[(c+184|0)+16>>0]|0;psb(c,d)|0;C=d;E=I+24|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[d+36>>2]=e;f[d+40>>2]=g;f[d+44>>2]=k;f[d+48>>2]=l;f[d+52>>2]=m;f[d+56>>2]=o;p[d+64>>3]=h;p[d+72>>3]=i;p[d+80>>3]=j;e=f[(d+88|0)>>2]|0;if(!e)e=d+96|0;else{g=f[(d+92|0)>>2]|0;if((g|0)!=(e|0))f[(d+92|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e);f[(d+96|0)>>2]=0;f[(d+92|0)>>2]=0;f[(d+88|0)>>2]=0;e=d+96|0}f[(d+88|0)>>2]=q;f[(d+92|0)>>2]=r;f[e>>2]=s;f[(d+100|0)>>2]=f[(I+60|0)>>2];f[(d+100|0)+4>>2]=f[(I+60|0)+4>>2];f[(d+100|0)+8>>2]=f[(I+60|0)+8>>2];f[(d+100|0)+12>>2]=f[(I+60|0)+12>>2];f[(d+100|0)+16>>2]=f[(I+60|0)+16>>2];p[d+120>>3]=t;p[d+128>>3]=v;p[d+136>>3]=w;p[d+144>>3]=x;p[d+152>>3]=y;p[d+160>>3]=z;p[d+168>>3]=A;p[d+176>>3]=B;f[(d+184|0)>>2]=f[I>>2];f[(d+184|0)+4>>2]=f[I+4>>2];f[(d+184|0)+8>>2]=f[I+8>>2];f[(d+184|0)+12>>2]=f[I+12>>2];b[(d+184|0)+16>>0]=b[I+16>>0]|0;e=~~+p[(c+184|0)>>3]>>>0;g=~~+p[(a+184|0)>>3]>>>0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){c=1;u=I;return c|0}h=+p[c+192>>3];i=+p[a+192>>3];if(!(h<i)){if(h>i){c=1;u=I;return c|0}if(!(gub(c,a)|0)){c=1;u=I;return c|0}}}C=I+24|0;E=a;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));e=f[a+36>>2]|0;g=f[a+40>>2]|0;k=f[a+44>>2]|0;l=f[a+48>>2]|0;m=f[a+52>>2]|0;o=f[a+56>>2]|0;h=+p[a+64>>3];i=+p[a+72>>3];j=+p[a+80>>3];q=f[(a+88|0)>>2]|0;r=f[(a+92|0)>>2]|0;s=f[(a+96|0)>>2]|0;f[(a+96|0)>>2]=0;f[(a+92|0)>>2]=0;f[(a+88|0)>>2]=0;f[(I+60|0)>>2]=f[(a+100|0)>>2];f[(I+60|0)+4>>2]=f[(a+100|0)+4>>2];f[(I+60|0)+8>>2]=f[(a+100|0)+8>>2];f[(I+60|0)+12>>2]=f[(a+100|0)+12>>2];f[(I+60|0)+16>>2]=f[(a+100|0)+16>>2];t=+p[a+120>>3];v=+p[a+128>>3];w=+p[a+136>>3];x=+p[a+144>>3];y=+p[a+152>>3];z=+p[a+160>>3];A=+p[a+168>>3];B=+p[a+176>>3];f[I>>2]=f[(a+184|0)>>2];f[I+4>>2]=f[(a+184|0)+4>>2];f[I+8>>2]=f[(a+184|0)+8>>2];f[I+12>>2]=f[(a+184|0)+12>>2];b[I+16>>0]=b[(a+184|0)+16>>0]|0;psb(a,c)|0;C=c;E=I+24|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[(c+36|0)>>2]=e;f[(c+40|0)>>2]=g;f[(c+44|0)>>2]=k;f[(c+48|0)>>2]=l;f[(c+52|0)>>2]=m;f[(c+56|0)>>2]=o;p[(c+64|0)>>3]=h;p[(c+72|0)>>3]=i;p[(c+80|0)>>3]=j;e=f[(c+88|0)>>2]|0;if(e|0){g=f[(c+92|0)>>2]|0;if((g|0)!=(e|0))f[(c+92|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e);f[(c+96|0)>>2]=0;f[(c+92|0)>>2]=0;f[(c+88|0)>>2]=0}f[(c+88|0)>>2]=q;f[(c+92|0)>>2]=r;f[(c+96|0)>>2]=s;f[(c+100|0)>>2]=f[(I+60|0)>>2];f[(c+100|0)+4>>2]=f[(I+60|0)+4>>2];f[(c+100|0)+8>>2]=f[(I+60|0)+8>>2];f[(c+100|0)+12>>2]=f[(I+60|0)+12>>2];f[(c+100|0)+16>>2]=f[(I+60|0)+16>>2];p[(c+120|0)>>3]=t;p[(c+128|0)>>3]=v;p[(c+136|0)>>3]=w;p[(c+144|0)>>3]=x;p[(c+152|0)>>3]=y;p[(c+160|0)>>3]=z;p[(c+168|0)>>3]=A;p[(c+176|0)>>3]=B;f[(c+184|0)>>2]=f[I>>2];f[(c+184|0)+4>>2]=f[I+4>>2];f[(c+184|0)+8>>2]=f[I+8>>2];f[(c+184|0)+12>>2]=f[I+12>>2];b[(c+184|0)+16>>0]=b[I+16>>0]|0;c=2;u=I;return c|0}f[I+96>>2]=a;f[I+104>>2]=c;f[I+112>>2]=d;f[I+120>>2]=l;f[I+136>>2]=e;f[I+1200>>2]=C;f[I+1216>>2]=E;f[I+1224>>2]=F;f[I+1232>>2]=0;f[I+1236>>2]=0;ztb(I);G=f[I+1232>>2]|0;D=f[I+1236>>2]|0;H=+n[I+1236>>2];f[I+1232>>2]=0;f[I+1236>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Csb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0;za=u;u=u+80|0;va=za+24|0;wa=za+60|0;xa=za;ya=Bsb(a,c,d)|0;j=~~+p[e+184>>3]>>>0;C=d+184|0;g=~~+p[C>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=za;return ya|0}h=+p[e+192>>3];i=+p[d+192>>3];if(!(h<i)){if(h>i){u=za;return ya|0}if(!(gub(e,d)|0)){u=za;return ya|0}}}sa=va;ta=d;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));ca=d+36|0;ba=d+40|0;Y=d+44|0;g=f[ca>>2]|0;j=f[ba>>2]|0;k=f[Y>>2]|0;da=d+48|0;Z=d+52|0;_=d+56|0;l=f[da>>2]|0;m=f[Z>>2]|0;n=f[_>>2]|0;$=d+72|0;aa=d+80|0;ea=d+64|0;h=+p[ea>>3];i=+p[$>>3];o=+p[aa>>3];ma=d+88|0;q=f[ma>>2]|0;na=d+92|0;r=f[na>>2]|0;oa=d+96|0;s=f[oa>>2]|0;f[oa>>2]=0;f[na>>2]=0;f[ma>>2]=0;fa=d+100|0;f[wa>>2]=f[fa>>2];f[wa+4>>2]=f[fa+4>>2];f[wa+8>>2]=f[fa+8>>2];f[wa+12>>2]=f[fa+12>>2];f[wa+16>>2]=f[fa+16>>2];ga=d+128|0;ha=d+136|0;pa=d+120|0;t=+p[pa>>3];v=+p[ga>>3];w=+p[ha>>3];ia=d+152|0;ja=d+160|0;qa=d+144|0;x=+p[qa>>3];y=+p[ia>>3];z=+p[ja>>3];ka=d+176|0;ra=d+168|0;A=+p[ra>>3];B=+p[ka>>3];la=d+184|0;f[xa>>2]=f[la>>2];f[xa+4>>2]=f[la+4>>2];f[xa+8>>2]=f[la+8>>2];f[xa+12>>2]=f[la+12>>2];b[xa+16>>0]=b[la+16>>0]|0;psb(d,e)|0;sa=e;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[e+36>>2]=g;f[e+40>>2]=j;f[e+44>>2]=k;f[e+48>>2]=l;f[e+52>>2]=m;f[e+56>>2]=n;p[e+64>>3]=h;p[e+72>>3]=i;p[e+80>>3]=o;l=e+88|0;g=f[l>>2]|0;k=e+92|0;if(!g)g=e+96|0;else{j=f[k>>2]|0;if((j|0)!=(g|0))f[k>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);g=e+96|0;f[g>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=q;f[k>>2]=r;f[g>>2]=s;k=e+100|0;f[k>>2]=f[wa>>2];f[k+4>>2]=f[wa+4>>2];f[k+8>>2]=f[wa+8>>2];f[k+12>>2]=f[wa+12>>2];f[k+16>>2]=f[wa+16>>2];p[e+120>>3]=t;p[e+128>>3]=v;p[e+136>>3]=w;p[e+144>>3]=x;p[e+152>>3]=y;p[e+160>>3]=z;p[e+168>>3]=A;p[e+176>>3]=B;k=e+184|0;f[k>>2]=f[xa>>2];f[k+4>>2]=f[xa+4>>2];f[k+8>>2]=f[xa+8>>2];f[k+12>>2]=f[xa+12>>2];b[k+16>>0]=b[xa+16>>0]|0;k=ya+1|0;g=~~+p[C>>3]>>>0;e=c+184|0;j=~~+p[e>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){ya=k;u=za;return ya|0}h=+p[d+192>>3];i=+p[c+192>>3];if(!(h<i)){if(h>i){ya=k;u=za;return ya|0}if(!(gub(d,c)|0)){ya=k;u=za;return ya|0}}}sa=va;ta=c;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));J=c+36|0;H=c+40|0;C=c+44|0;g=f[J>>2]|0;j=f[H>>2]|0;k=f[C>>2]|0;K=c+48|0;D=c+52|0;E=c+56|0;l=f[K>>2]|0;m=f[D>>2]|0;n=f[E>>2]|0;F=c+72|0;G=c+80|0;I=c+64|0;h=+p[I>>3];i=+p[F>>3];o=+p[G>>3];S=c+88|0;q=f[S>>2]|0;T=c+92|0;r=f[T>>2]|0;U=c+96|0;s=f[U>>2]|0;f[U>>2]=0;f[T>>2]=0;f[S>>2]=0;L=c+100|0;f[wa>>2]=f[L>>2];f[wa+4>>2]=f[L+4>>2];f[wa+8>>2]=f[L+8>>2];f[wa+12>>2]=f[L+12>>2];f[wa+16>>2]=f[L+16>>2];M=c+128|0;N=c+136|0;V=c+120|0;t=+p[V>>3];v=+p[M>>3];w=+p[N>>3];O=c+152|0;P=c+160|0;W=c+144|0;x=+p[W>>3];y=+p[O>>3];z=+p[P>>3];Q=c+176|0;X=c+168|0;A=+p[X>>3];B=+p[Q>>3];R=c+184|0;f[xa>>2]=f[R>>2];f[xa+4>>2]=f[R+4>>2];f[xa+8>>2]=f[R+8>>2];f[xa+12>>2]=f[R+12>>2];b[xa+16>>0]=b[R+16>>0]|0;psb(c,d)|0;sa=d;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[ca>>2]=g;f[ba>>2]=j;f[Y>>2]=k;f[da>>2]=l;f[Z>>2]=m;f[_>>2]=n;p[ea>>3]=h;p[$>>3]=i;p[aa>>3]=o;g=f[ma>>2]|0;if(g|0){j=f[na>>2]|0;if((j|0)!=(g|0))f[na>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[oa>>2]=0;f[na>>2]=0;f[ma>>2]=0}f[ma>>2]=q;f[na>>2]=r;f[oa>>2]=s;f[fa>>2]=f[wa>>2];f[fa+4>>2]=f[wa+4>>2];f[fa+8>>2]=f[wa+8>>2];f[fa+12>>2]=f[wa+12>>2];f[fa+16>>2]=f[wa+16>>2];p[pa>>3]=t;p[ga>>3]=v;p[ha>>3]=w;p[qa>>3]=x;p[ia>>3]=y;p[ja>>3]=z;p[ra>>3]=A;p[ka>>3]=B;f[la>>2]=f[xa>>2];f[la+4>>2]=f[xa+4>>2];f[la+8>>2]=f[xa+8>>2];f[la+12>>2]=f[xa+12>>2];b[la+16>>0]=b[xa+16>>0]|0;k=ya+2|0;g=~~+p[e>>3]>>>0;j=~~+p[a+184>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){ya=k;u=za;return ya|0}h=+p[c+192>>3];i=+p[a+192>>3];if(!(h<i)){if(h>i){ya=k;u=za;return ya|0}if(!(gub(c,a)|0)){ya=k;u=za;return ya|0}}}sa=va;ta=a;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));g=f[a+36>>2]|0;j=f[a+40>>2]|0;k=f[a+44>>2]|0;l=f[a+48>>2]|0;m=f[a+52>>2]|0;n=f[a+56>>2]|0;h=+p[a+64>>3];i=+p[a+72>>3];o=+p[a+80>>3];sa=a+88|0;q=f[sa>>2]|0;ta=a+92|0;r=f[ta>>2]|0;ua=a+96|0;s=f[ua>>2]|0;f[ua>>2]=0;f[ta>>2]=0;f[sa>>2]=0;sa=a+100|0;f[wa>>2]=f[sa>>2];f[wa+4>>2]=f[sa+4>>2];f[wa+8>>2]=f[sa+8>>2];f[wa+12>>2]=f[sa+12>>2];f[wa+16>>2]=f[sa+16>>2];t=+p[a+120>>3];v=+p[a+128>>3];w=+p[a+136>>3];x=+p[a+144>>3];y=+p[a+152>>3];z=+p[a+160>>3];A=+p[a+168>>3];B=+p[a+176>>3];sa=a+184|0;f[xa>>2]=f[sa>>2];f[xa+4>>2]=f[sa+4>>2];f[xa+8>>2]=f[sa+8>>2];f[xa+12>>2]=f[sa+12>>2];b[xa+16>>0]=b[sa+16>>0]|0;psb(a,c)|0;sa=c;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[J>>2]=g;f[H>>2]=j;f[C>>2]=k;f[K>>2]=l;f[D>>2]=m;f[E>>2]=n;p[I>>3]=h;p[F>>3]=i;p[G>>3]=o;g=f[S>>2]|0;if(g|0){j=f[T>>2]|0;if((j|0)!=(g|0))f[T>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[U>>2]=0;f[T>>2]=0;f[S>>2]=0}f[S>>2]=q;f[T>>2]=r;f[U>>2]=s;f[L>>2]=f[wa>>2];f[L+4>>2]=f[wa+4>>2];f[L+8>>2]=f[wa+8>>2];f[L+12>>2]=f[wa+12>>2];f[L+16>>2]=f[wa+16>>2];p[V>>3]=t;p[M>>3]=v;p[N>>3]=w;p[W>>3]=x;p[O>>3]=y;p[P>>3]=z;p[X>>3]=A;p[Q>>3]=B;f[R>>2]=f[xa>>2];f[R+4>>2]=f[xa+4>>2];f[R+8>>2]=f[xa+8>>2];f[R+12>>2]=f[xa+12>>2];b[R+16>>0]=b[xa+16>>0]|0;ya=ya+3|0;u=za;return ya|0}function Dsb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0,I=0,J=0,K=0,L=0,M=0;M=u;u=u+1088|0;L=Csb(a,c,d,e)|0;i=~~+p[g+184>>3]>>>0;h=~~+p[(e+184|0)>>3]>>>0;if(i>>>0>=h>>>0){if(i>>>0>h>>>0){u=M;return L|0}j=+p[g+192>>3];k=+p[e+192>>3];if(!(j<k)){if(j>k){u=M;return L|0}if(!(gub(g,e)|0)){u=M;return L|0}}}F=M+24|0;I=e;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));h=f[(e+36|0)>>2]|0;i=f[(e+40|0)>>2]|0;m=f[(e+44|0)>>2]|0;o=f[(e+48|0)>>2]|0;q=f[(e+52|0)>>2]|0;r=f[(e+56|0)>>2]|0;j=+p[(e+64|0)>>3];k=+p[(e+72|0)>>3];l=+p[(e+80|0)>>3];s=f[(e+88|0)>>2]|0;t=f[(e+92|0)>>2]|0;v=f[(e+96|0)>>2]|0;f[(e+96|0)>>2]=0;f[(e+92|0)>>2]=0;f[(e+88|0)>>2]=0;f[(M+60|0)>>2]=f[(e+100|0)>>2];f[(M+60|0)+4>>2]=f[(e+100|0)+4>>2];f[(M+60|0)+8>>2]=f[(e+100|0)+8>>2];f[(M+60|0)+12>>2]=f[(e+100|0)+12>>2];f[(M+60|0)+16>>2]=f[(e+100|0)+16>>2];w=+p[(e+120|0)>>3];x=+p[(e+128|0)>>3];y=+p[(e+136|0)>>3];z=+p[(e+144|0)>>3];A=+p[(e+152|0)>>3];B=+p[(e+160|0)>>3];C=+p[(e+168|0)>>3];E=+p[(e+176|0)>>3];f[M>>2]=f[(e+184|0)>>2];f[M+4>>2]=f[(e+184|0)+4>>2];f[M+8>>2]=f[(e+184|0)+8>>2];f[M+12>>2]=f[(e+184|0)+12>>2];b[M+16>>0]=b[(e+184|0)+16>>0]|0;psb(e,g)|0;F=g;I=M+24|0;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));f[g+36>>2]=h;f[g+40>>2]=i;f[g+44>>2]=m;f[g+48>>2]=o;f[g+52>>2]=q;f[g+56>>2]=r;p[g+64>>3]=j;p[g+72>>3]=k;p[g+80>>3]=l;h=f[(g+88|0)>>2]|0;if(!h)h=g+96|0;else{i=f[(g+92|0)>>2]|0;if((i|0)!=(h|0))f[(g+92|0)>>2]=i+(~(((i+-12-h|0)>>>0)/12|0)*12|0);sOb(h);f[(g+96|0)>>2]=0;f[(g+92|0)>>2]=0;f[(g+88|0)>>2]=0;h=g+96|0}f[(g+88|0)>>2]=s;f[(g+92|0)>>2]=t;f[h>>2]=v;f[(g+100|0)>>2]=f[(M+60|0)>>2];f[(g+100|0)+4>>2]=f[(M+60|0)+4>>2];f[(g+100|0)+8>>2]=f[(M+60|0)+8>>2];f[(g+100|0)+12>>2]=f[(M+60|0)+12>>2];f[(g+100|0)+16>>2]=f[(M+60|0)+16>>2];p[g+120>>3]=w;p[g+128>>3]=x;p[g+136>>3]=y;p[g+144>>3]=z;p[g+152>>3]=A;p[g+160>>3]=B;p[g+168>>3]=C;p[g+176>>3]=E;f[(g+184|0)>>2]=f[M>>2];f[(g+184|0)+4>>2]=f[M+4>>2];f[(g+184|0)+8>>2]=f[M+8>>2];f[(g+184|0)+12>>2]=f[M+12>>2];b[(g+184|0)+16>>0]=b[M+16>>0]|0;h=~~+p[(e+184|0)>>3]>>>0;i=~~+p[(d+184|0)>>3]>>>0;if(h>>>0>=i>>>0){if(h>>>0>i>>>0){L=L+1|0;u=M;return L|0}j=+p[e+192>>3];k=+p[d+192>>3];if(!(j<k)){if(j>k){L=L+1|0;u=M;return L|0}if(!(gub(e,d)|0)){L=L+1|0;u=M;return L|0}}}F=M+24|0;I=d;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));i=f[(d+36|0)>>2]|0;m=f[(d+40|0)>>2]|0;o=f[(d+44|0)>>2]|0;q=f[(d+48|0)>>2]|0;r=f[(d+52|0)>>2]|0;h=f[(d+56|0)>>2]|0;j=+p[(d+64|0)>>3];k=+p[(d+72|0)>>3];l=+p[(d+80|0)>>3];s=f[(d+88|0)>>2]|0;t=f[(d+92|0)>>2]|0;v=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=0;f[(d+92|0)>>2]=0;f[(d+88|0)>>2]=0;f[(M+60|0)>>2]=f[(d+100|0)>>2];f[(M+60|0)+4>>2]=f[(d+100|0)+4>>2];f[(M+60|0)+8>>2]=f[(d+100|0)+8>>2];f[(M+60|0)+12>>2]=f[(d+100|0)+12>>2];f[(M+60|0)+16>>2]=f[(d+100|0)+16>>2];w=+p[(d+120|0)>>3];x=+p[(d+128|0)>>3];y=+p[(d+136|0)>>3];z=+p[(d+144|0)>>3];A=+p[(d+152|0)>>3];B=+p[(d+160|0)>>3];C=+p[(d+168|0)>>3];E=+p[(d+176|0)>>3];f[M>>2]=f[(d+184|0)>>2];f[M+4>>2]=f[(d+184|0)+4>>2];f[M+8>>2]=f[(d+184|0)+8>>2];f[M+12>>2]=f[(d+184|0)+12>>2];b[M+16>>0]=b[(d+184|0)+16>>0]|0;psb(d,e)|0;F=e;I=M+24|0;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));f[(e+36|0)>>2]=i;f[(e+40|0)>>2]=m;f[(e+44|0)>>2]=o;f[(e+48|0)>>2]=q;f[(e+52|0)>>2]=r;f[(e+56|0)>>2]=h;p[(e+64|0)>>3]=j;p[(e+72|0)>>3]=k;p[(e+80|0)>>3]=l;h=f[(e+88|0)>>2]|0;if(h|0){i=f[(e+92|0)>>2]|0;if((i|0)!=(h|0))f[(e+92|0)>>2]=i+(~(((i+-12-h|0)>>>0)/12|0)*12|0);sOb(h);f[(e+96|0)>>2]=0;f[(e+92|0)>>2]=0;f[(e+88|0)>>2]=0}f[(e+88|0)>>2]=s;f[(e+92|0)>>2]=t;f[(e+96|0)>>2]=v;f[(e+100|0)>>2]=f[(M+60|0)>>2];f[(e+100|0)+4>>2]=f[(M+60|0)+4>>2];f[(e+100|0)+8>>2]=f[(M+60|0)+8>>2];f[(e+100|0)+12>>2]=f[(M+60|0)+12>>2];f[(e+100|0)+16>>2]=f[(M+60|0)+16>>2];p[(e+120|0)>>3]=w;p[(e+128|0)>>3]=x;p[(e+136|0)>>3]=y;p[(e+144|0)>>3]=z;p[(e+152|0)>>3]=A;p[(e+160|0)>>3]=B;p[(e+168|0)>>3]=C;f[M+96>>2]=a;f[M+104>>2]=c;f[M+112>>2]=d;f[M+120>>2]=e;f[M+136>>2]=K;n[M+272>>2]=E;f[M+888>>2]=L;f[M+992>>2]=F;f[M+1008>>2]=I;f[M+1016>>2]=J;f[M+1024>>2]=0;f[M+1028>>2]=0;Atb(M);G=f[M+1024>>2]|0;D=f[M+1028>>2]|0;H=+n[M+1028>>2];f[M+1024>>2]=0;f[M+1028>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Esb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0;L=0;P=u;u=u+1296|0;d=1;h=(c-a|0)/208|0|0;if(d)switch(h|0){case 2:{h=~~+p[c+-24>>3]>>>0;d=~~+p[a+184>>3]>>>0;if(h>>>0>=d>>>0){if(h>>>0>d>>>0){c=1;u=P;return c|0}e=+p[c+-16>>3];g=+p[a+192>>3];if(!(e<g)){if(e>g){c=1;u=P;return c|0}if(!(gub(c+-208|0,a)|0)){c=1;u=P;return c|0}}}M=P+24|0;N=a;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));d=f[a+36>>2]|0;h=f[a+40>>2]|0;i=f[a+44>>2]|0;j=f[a+48>>2]|0;k=f[a+52>>2]|0;l=f[a+56>>2]|0;e=+p[a+64>>3];g=+p[a+72>>3];s=+p[a+80>>3];m=f[(a+88|0)>>2]|0;o=f[(a+92|0)>>2]|0;q=f[(a+96|0)>>2]|0;f[(a+96|0)>>2]=0;f[(a+92|0)>>2]=0;f[(a+88|0)>>2]=0;f[(P+232|0)>>2]=f[(a+100|0)>>2];f[(P+232|0)+4>>2]=f[(a+100|0)+4>>2];f[(P+232|0)+8>>2]=f[(a+100|0)+8>>2];f[(P+232|0)+12>>2]=f[(a+100|0)+12>>2];f[(P+232|0)+16>>2]=f[(a+100|0)+16>>2];A=+p[a+120>>3];B=+p[a+128>>3];C=+p[a+136>>3];E=+p[a+144>>3];F=+p[a+152>>3];I=+p[a+160>>3];J=+p[a+168>>3];K=+p[a+176>>3];f[P>>2]=f[(a+184|0)>>2];f[P+4>>2]=f[(a+184|0)+4>>2];f[P+8>>2]=f[(a+184|0)+8>>2];f[P+12>>2]=f[(a+184|0)+12>>2];b[P+16>>0]=b[(a+184|0)+16>>0]|0;psb(a,c+-208|0)|0;M=c+-208|0;N=P+24|0;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));f[c+-172>>2]=d;f[c+-168>>2]=h;f[c+-164>>2]=i;f[c+-160>>2]=j;f[c+-156>>2]=k;f[c+-152>>2]=l;p[c+-144>>3]=e;p[c+-136>>3]=g;p[c+-128>>3]=s;d=f[(c+-120|0)>>2]|0;if(!d)d=c+-112|0;else{h=f[(c+-116|0)>>2]|0;if((h|0)!=(d|0))f[(c+-116|0)>>2]=h+(~(((h+-12-d|0)>>>0)/12|0)*12|0);sOb(d);f[(c+-112|0)>>2]=0;f[(c+-116|0)>>2]=0;f[(c+-120|0)>>2]=0;d=c+-112|0}f[(c+-120|0)>>2]=m;f[(c+-116|0)>>2]=o;f[d>>2]=q;f[(c+-108|0)>>2]=f[(P+232|0)>>2];f[(c+-108|0)+4>>2]=f[(P+232|0)+4>>2];f[(c+-108|0)+8>>2]=f[(P+232|0)+8>>2];f[(c+-108|0)+12>>2]=f[(P+232|0)+12>>2];f[(c+-108|0)+16>>2]=f[(P+232|0)+16>>2];p[c+-88>>3]=A;p[c+-80>>3]=B;p[c+-72>>3]=C;p[c+-64>>3]=E;p[c+-56>>3]=F;p[c+-48>>3]=I;p[c+-40>>3]=J;p[c+-32>>3]=K;f[(c+-24|0)>>2]=f[P>>2];f[(c+-24|0)+4>>2]=f[P+4>>2];f[(c+-24|0)+8>>2]=f[P+8>>2];f[(c+-24|0)+12>>2]=f[P+12>>2];b[(c+-24|0)+16>>0]=b[P+16>>0]|0;c=1;u=P;return c|0}default:d=1}if(d)switch(h|0){case 3:{Bsb(a,a+208|0,c+-208|0)|0;c=1;u=P;return c|0}case 4:{Csb(a,a+208|0,a+416|0,c+-208|0)|0;c=1;u=P;return c|0}case 5:{Dsb(a,a+208|0,a+416|0,a+624|0,c+-208|0)|0;c=1;u=P;return c|0}case 1:case 0:{c=1;u=P;return c|0}default:d=1}if(d)switch(h|0){default:{Bsb(a,a+208|0,a+416|0)|0;a:{d=1;if(d){d=0;if((a+624|0|0)==(c|0)){x=1;z=0}else d=1}if(d)if(1){t=(P+24|0)+36|0;v=(P+24|0)+48|0;w=(P+24|0)+64|0;l=(P+24|0)+100|0;m=(P+24|0)+120|0;o=(P+24|0)+144|0;q=(P+24|0)+168|0;r=(P+24|0)+184|0;k=a+624|0;i=0;j=a+416|0;while(1){d=~~+p[k+184>>3]>>>0;h=~~+p[j+184>>3]>>>0;if(d>>>0<h>>>0)L=23;else if(d>>>0>h>>>0)y=i;else{e=+p[k+192>>3];g=+p[j+192>>3];if(e<g)L=23;else if(e>g)y=i;else if(gub(k,j)|0)L=23;else y=i}if((L|0)==23){L=0;M=P+24|0;N=k;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));h=k+36|0;f[t>>2]=f[h>>2];f[t+4>>2]=f[h+4>>2];f[t+8>>2]=f[h+8>>2];f[t>>2]=f[h>>2];f[((P+24|0)+40|0)>>2]=f[k+40>>2];f[((P+24|0)+44|0)>>2]=f[k+44>>2];h=k+48|0;f[v>>2]=f[h>>2];f[v+4>>2]=f[h+4>>2];f[v+8>>2]=f[h+8>>2];f[v>>2]=f[h>>2];f[((P+24|0)+52|0)>>2]=f[k+52>>2];f[((P+24|0)+56|0)>>2]=f[k+56>>2];h=k+64|0;f[w>>2]=f[h>>2];f[w+4>>2]=f[h+4>>2];f[P+272>>2]=a;f[P+280>>2]=c;f[P+304>>2]=k;f[P+312>>2]=i;f[P+320>>2]=j;f[P+336>>2]=x;f[P+344>>2]=y;f[P+352>>2]=z;f[P+392>>2]=l;f[P+400>>2]=m;f[P+408>>2]=o;f[P+416>>2]=q;f[P+424>>2]=r;f[P+488>>2]=h;f[P+1128>>2]=t;f[P+1136>>2]=v;f[P+1144>>2]=w;f[P+1152>>2]=M;f[P+1168>>2]=N;f[P+1176>>2]=O;f[P+1224>>2]=0;f[P+1228>>2]=0;Btb(P);x=f[P+336>>2]|0;y=f[P+344>>2]|0;z=f[P+352>>2]|0;G=f[P+1224>>2]|0;D=f[P+1228>>2]|0;H=+n[P+1228>>2];f[P+1224>>2]=0;f[P+1228>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 2:break a}}d=k+208|0;if((d|0)==(c|0)){x=1;z=0;break}else{j=k;k=d;i=y}}}}c=z|x;u=P;return c|0}}return 0}function Fsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0,j=0.0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0,J=0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0,ga=0,ha=0,ia=0,ja=0.0,ka=0;ga=u;u=u+2144|0;j=+p[(c+216|0)>>3];e=~~+p[(a+216|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){k=1;g=j}else if(~~j>>>0>>>0>e>>>0){k=0;g=j}else{g=+p[c+224>>3];h=+p[a+224>>3];if(g<h){k=1;g=j}else if(g>h){k=0;g=j}else{k=fub(c,a)|0;g=+p[(c+216|0)>>3]}}i=~~+p[(d+216|0)>>3]>>>0;e=~~g>>>0;if(i>>>0<e>>>0)I=1;else if(i>>>0>e>>>0)I=0;else{g=+p[d+224>>3];h=+p[c+224>>3];if(g<h)I=1;else if(g>h)I=0;else I=fub(d,c)|0}if(!k){if(!I){ia=0;u=ga;return ia|0}fa=ga+24|0;ha=c;ia=fa+36|0;do{f[fa>>2]=f[ha>>2];fa=fa+4|0;ha=ha+4|0}while((fa|0)<(ia|0));g=+p[(c+40|0)>>3];h=+p[(c+48|0)>>3];j=+p[(c+56|0)>>3];l=+p[(c+64|0)>>3];m=+p[(c+72|0)>>3];o=+p[(c+80|0)>>3];e=f[(c+88|0)>>2]|0;i=f[(c+92|0)>>2]|0;k=f[(c+96|0)>>2]|0;q=f[(c+100|0)>>2]|0;r=f[(c+104|0)>>2]|0;s=f[(c+108|0)>>2]|0;t=+p[(c+112|0)>>3];v=+p[(c+120|0)>>3];w=+p[(c+128|0)>>3];x=+p[(c+136|0)>>3];y=+p[(c+144|0)>>3];z=+p[(c+152|0)>>3];A=+p[(c+160|0)>>3];B=+p[(c+168|0)>>3];C=+p[(c+176|0)>>3];f[(ga+64|0)>>2]=f[(c+184|0)>>2];f[(ga+64|0)+4>>2]=f[(c+184|0)+4>>2];f[(ga+64|0)+8>>2]=f[(c+184|0)+8>>2];f[(ga+64|0)+12>>2]=f[(c+184|0)+12>>2];E=+p[(c+200|0)>>3];F=+p[(c+208|0)>>3];f[ga>>2]=f[(c+216|0)>>2];f[ga+4>>2]=f[(c+216|0)+4>>2];f[ga+8>>2]=f[(c+216|0)+8>>2];f[ga+12>>2]=f[(c+216|0)+12>>2];b[ga+16>>0]=b[(c+216|0)+16>>0]|0;fa=c;ha=d;ia=fa+36|0;do{f[fa>>2]=f[ha>>2];fa=fa+4|0;ha=ha+4|0}while((fa|0)<(ia|0));ja=+p[(d+40|0)>>3];p[(d+40|0)>>3]=g;p[(c+40|0)>>3]=ja;ja=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=ja;ja=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=ja;ja=+p[(d+64|0)>>3];p[(d+64|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=ja;ja=+p[(d+72|0)>>3];p[(d+72|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=ja;ja=+p[(d+80|0)>>3];p[(d+80|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=ja;ka=f[(d+88|0)>>2]|0;f[(d+88|0)>>2]=e;f[(c+88|0)>>2]=ka;ka=f[(d+92|0)>>2]|0;f[(d+92|0)>>2]=f[(c+92|0)>>2];f[(c+92|0)>>2]=ka;ka=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=f[(c+96|0)>>2];f[(c+96|0)>>2]=ka;ka=f[(d+100|0)>>2]|0;f[(d+100|0)>>2]=f[(c+100|0)>>2];f[(c+100|0)>>2]=ka;f[(c+104|0)>>2]=f[(d+104|0)>>2];f[(c+108|0)>>2]=f[(d+108|0)>>2];ja=+p[(d+112|0)>>3];p[(d+112|0)>>3]=+p[(c+112|0)>>3];p[(c+112|0)>>3]=ja;ja=+p[(d+120|0)>>3];p[(d+120|0)>>3]=+p[(c+120|0)>>3];p[(c+120|0)>>3]=ja;ja=+p[(d+128|0)>>3];p[(d+128|0)>>3]=+p[(c+128|0)>>3];p[(c+128|0)>>3]=ja;ja=+p[(d+136|0)>>3];p[(d+136|0)>>3]=+p[(c+136|0)>>3];p[(c+136|0)>>3]=ja;ja=+p[(d+144|0)>>3];p[(d+144|0)>>3]=+p[(c+144|0)>>3];p[(c+144|0)>>3]=ja;ja=+p[(d+152|0)>>3];p[(d+152|0)>>3]=+p[(c+152|0)>>3];p[(c+152|0)>>3]=ja;ja=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(c+160|0)>>3];f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;n[ga+160>>2]=ja;n[ga+1152>>2]=g;n[ga+1184>>2]=h;n[ga+1224>>2]=j;n[ga+1248>>2]=l;n[ga+1280>>2]=m;n[ga+1320>>2]=o;f[ga+1368>>2]=e;f[ga+1408>>2]=i;f[ga+1448>>2]=k;f[ga+1504>>2]=q;f[ga+1536>>2]=r;f[ga+1576>>2]=s;n[ga+1592>>2]=t;n[ga+1680>>2]=v;n[ga+1768>>2]=w;n[ga+1784>>2]=x;n[ga+1792>>2]=y;n[ga+1800>>2]=z;n[ga+1808>>2]=A;n[ga+1816>>2]=B;n[ga+1824>>2]=C;n[ga+1832>>2]=E;n[ga+1840>>2]=F;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2016>>2]=0;f[ga+2020>>2]=0;Etb(ga);J=f[ga+120>>2]|0;fa=f[ga+1968>>2]|0;ha=f[ga+1984>>2]|0;ia=f[ga+1992>>2]|0;G=f[ga+2016>>2]|0;D=f[ga+2020>>2]|0;H=+n[ga+2020>>2];f[ga+2016>>2]=0;f[ga+2020>>2]=0;if((G|0)==6)return D|0}f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;f[ga+136>>2]=I;n[ga+952>>2]=K;n[ga+960>>2]=L;n[ga+968>>2]=M;n[ga+976>>2]=N;n[ga+984>>2]=O;n[ga+992>>2]=P;f[ga+1e3>>2]=Q;f[ga+1008>>2]=R;f[ga+1016>>2]=S;f[ga+1024>>2]=T;f[ga+1032>>2]=U;f[ga+1040>>2]=V;n[ga+1048>>2]=W;n[ga+1056>>2]=X;n[ga+1064>>2]=Y;n[ga+1072>>2]=Z;n[ga+1080>>2]=_;n[ga+1088>>2]=$;n[ga+1096>>2]=aa;n[ga+1104>>2]=ba;n[ga+1112>>2]=ca;n[ga+1120>>2]=da;n[ga+1128>>2]=ea;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2008>>2]=0;f[ga+2012>>2]=0;Dtb(ga);J=f[ga+120>>2]|0;K=+n[ga+952>>2];L=+n[ga+960>>2];M=+n[ga+968>>2];N=+n[ga+976>>2];O=+n[ga+984>>2];P=+n[ga+992>>2];Q=f[ga+1e3>>2]|0;R=f[ga+1008>>2]|0;S=f[ga+1016>>2]|0;T=f[ga+1024>>2]|0;U=f[ga+1032>>2]|0;V=f[ga+1040>>2]|0;W=+n[ga+1048>>2];X=+n[ga+1056>>2];Y=+n[ga+1064>>2];Z=+n[ga+1072>>2];_=+n[ga+1080>>2];$=+n[ga+1088>>2];aa=+n[ga+1096>>2];ba=+n[ga+1104>>2];ca=+n[ga+1112>>2];da=+n[ga+1120>>2];ea=+n[ga+1128>>2];fa=f[ga+1968>>2]|0;ha=f[ga+1984>>2]|0;ia=f[ga+1992>>2]|0;G=f[ga+2008>>2]|0;D=f[ga+2012>>2]|0;H=+n[ga+2012>>2];f[ga+2008>>2]=0;f[ga+2012>>2]=0;if((G|0)==6)return D|0;f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;n[ga+952>>2]=K;n[ga+960>>2]=L;n[ga+968>>2]=M;n[ga+976>>2]=N;n[ga+984>>2]=O;n[ga+992>>2]=P;f[ga+1e3>>2]=Q;f[ga+1008>>2]=R;f[ga+1016>>2]=S;f[ga+1024>>2]=T;f[ga+1032>>2]=U;f[ga+1040>>2]=V;n[ga+1048>>2]=W;n[ga+1056>>2]=X;n[ga+1064>>2]=Y;n[ga+1072>>2]=Z;n[ga+1080>>2]=_;n[ga+1088>>2]=$;n[ga+1096>>2]=aa;n[ga+1104>>2]=ba;n[ga+1112>>2]=ca;n[ga+1120>>2]=da;n[ga+1128>>2]=ea;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2e3>>2]=0;f[ga+2004>>2]=0;Ctb(ga);G=f[ga+2e3>>2]|0;D=f[ga+2004>>2]|0;H=+n[ga+2004>>2];f[ga+2e3>>2]=0;f[ga+2004>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Gsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0,ja=0,ka=0,la=0.0,ma=0;ka=u;u=u+1376|0;ja=Fsb(a,c,d)|0;j=~~+p[e+216>>3]>>>0;g=~~+p[(d+216|0)>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=ka;return ja|0}h=+p[e+224>>3];i=+p[d+224>>3];if(!(h<i)){if(h>i){u=ka;return ja|0}if(!(fub(e,d)|0)){u=ka;return ja|0}}}J=ka+24|0;K=d;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));h=+p[(d+40|0)>>3];i=+p[(d+48|0)>>3];k=+p[(d+56|0)>>3];l=+p[(d+64|0)>>3];m=+p[(d+72|0)>>3];o=+p[(d+80|0)>>3];g=f[(d+88|0)>>2]|0;j=f[(d+92|0)>>2]|0;q=f[(d+96|0)>>2]|0;r=f[(d+100|0)>>2]|0;s=f[(d+104|0)>>2]|0;t=f[(d+108|0)>>2]|0;v=+p[(d+112|0)>>3];w=+p[(d+120|0)>>3];x=+p[(d+128|0)>>3];y=+p[(d+136|0)>>3];z=+p[(d+144|0)>>3];A=+p[(d+152|0)>>3];B=+p[(d+160|0)>>3];C=+p[(d+168|0)>>3];E=+p[(d+176|0)>>3];f[(ka+64|0)>>2]=f[(d+184|0)>>2];f[(ka+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(ka+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(ka+64|0)+12>>2]=f[(d+184|0)+12>>2];F=+p[(d+200|0)>>3];I=+p[(d+208|0)>>3];f[ka>>2]=f[(d+216|0)>>2];f[ka+4>>2]=f[(d+216|0)+4>>2];f[ka+8>>2]=f[(d+216|0)+8>>2];f[ka+12>>2]=f[(d+216|0)+12>>2];b[ka+16>>0]=b[(d+216|0)+16>>0]|0;J=d;K=e;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));la=+p[(e+40|0)>>3];p[(e+40|0)>>3]=h;p[(d+40|0)>>3]=la;la=+p[(e+48|0)>>3];p[(e+48|0)>>3]=+p[(d+48|0)>>3];p[(d+48|0)>>3]=la;la=+p[(e+56|0)>>3];p[(e+56|0)>>3]=+p[(d+56|0)>>3];p[(d+56|0)>>3]=la;la=+p[(e+64|0)>>3];p[(e+64|0)>>3]=+p[(d+64|0)>>3];p[(d+64|0)>>3]=la;la=+p[(e+72|0)>>3];p[(e+72|0)>>3]=+p[(d+72|0)>>3];p[(d+72|0)>>3]=la;la=+p[(e+80|0)>>3];p[(e+80|0)>>3]=+p[(d+80|0)>>3];p[(d+80|0)>>3]=la;ma=f[(e+88|0)>>2]|0;f[(e+88|0)>>2]=g;f[(d+88|0)>>2]=ma;ma=f[(e+92|0)>>2]|0;f[(e+92|0)>>2]=f[(d+92|0)>>2];f[(d+92|0)>>2]=ma;ma=f[(e+96|0)>>2]|0;f[(e+96|0)>>2]=f[(d+96|0)>>2];f[(d+96|0)>>2]=ma;ma=f[(e+100|0)>>2]|0;f[(e+100|0)>>2]=f[(d+100|0)>>2];f[(d+100|0)>>2]=ma;f[(d+104|0)>>2]=f[(e+104|0)>>2];f[(d+108|0)>>2]=f[(e+108|0)>>2];la=+p[(e+112|0)>>3];p[(e+112|0)>>3]=+p[(d+112|0)>>3];p[(d+112|0)>>3]=la;la=+p[(e+120|0)>>3];p[(e+120|0)>>3]=+p[(d+120|0)>>3];p[(d+120|0)>>3]=la;la=+p[(e+128|0)>>3];p[(e+128|0)>>3]=+p[(d+128|0)>>3];p[(d+128|0)>>3]=la;f[ka+104>>2]=c;f[ka+112>>2]=d;f[ka+120>>2]=e;f[ka+128>>2]=M;n[ka+184>>2]=N;n[ka+192>>2]=O;n[ka+200>>2]=P;n[ka+208>>2]=Q;n[ka+216>>2]=R;n[ka+224>>2]=S;f[ka+232>>2]=T;f[ka+240>>2]=U;f[ka+248>>2]=V;f[ka+256>>2]=W;f[ka+264>>2]=X;f[ka+272>>2]=Y;n[ka+280>>2]=Z;n[ka+296>>2]=_;n[ka+304>>2]=$;n[ka+312>>2]=aa;n[ka+320>>2]=ba;n[ka+328>>2]=ca;n[ka+336>>2]=da;n[ka+344>>2]=ea;n[ka+352>>2]=fa;n[ka+360>>2]=ga;n[ka+368>>2]=ha;f[ka+440>>2]=ia;n[ka+560>>2]=h;n[ka+616>>2]=i;n[ka+688>>2]=k;n[ka+776>>2]=l;n[ka+832>>2]=m;n[ka+872>>2]=o;f[ka+952>>2]=g;f[ka+960>>2]=j;f[ka+968>>2]=q;f[ka+976>>2]=r;f[ka+984>>2]=s;f[ka+992>>2]=t;n[ka+1e3>>2]=v;n[ka+1008>>2]=w;n[ka+1016>>2]=x;n[ka+1024>>2]=y;n[ka+1032>>2]=z;n[ka+1040>>2]=A;f[ka+1048>>2]=ja;n[ka+1056>>2]=B;n[ka+1064>>2]=C;n[ka+1072>>2]=E;n[ka+1080>>2]=F;n[ka+1088>>2]=I;f[ka+1248>>2]=J;f[ka+1264>>2]=K;f[ka+1272>>2]=L;f[ka+1288>>2]=0;f[ka+1292>>2]=0;Gtb(ka);M=f[ka+128>>2]|0;N=+n[ka+184>>2];O=+n[ka+192>>2];P=+n[ka+200>>2];Q=+n[ka+208>>2];R=+n[ka+216>>2];S=+n[ka+224>>2];T=f[ka+232>>2]|0;U=f[ka+240>>2]|0;V=f[ka+248>>2]|0;W=f[ka+256>>2]|0;X=f[ka+264>>2]|0;Y=f[ka+272>>2]|0;Z=+n[ka+280>>2];_=+n[ka+296>>2];$=+n[ka+304>>2];aa=+n[ka+312>>2];ba=+n[ka+320>>2];ca=+n[ka+328>>2];da=+n[ka+336>>2];ea=+n[ka+344>>2];fa=+n[ka+352>>2];ga=+n[ka+360>>2];ha=+n[ka+368>>2];ia=f[ka+440>>2]|0;J=f[ka+1248>>2]|0;K=f[ka+1264>>2]|0;L=f[ka+1272>>2]|0;G=f[ka+1288>>2]|0;D=f[ka+1292>>2]|0;H=+n[ka+1292>>2];f[ka+1288>>2]=0;f[ka+1292>>2]=0;if((G|0)==6)return D|0;f[ka+96>>2]=a;f[ka+104>>2]=c;f[ka+112>>2]=d;f[ka+128>>2]=M;n[ka+184>>2]=N;n[ka+192>>2]=O;n[ka+200>>2]=P;n[ka+208>>2]=Q;n[ka+216>>2]=R;n[ka+224>>2]=S;f[ka+232>>2]=T;f[ka+240>>2]=U;f[ka+248>>2]=V;f[ka+256>>2]=W;f[ka+264>>2]=X;f[ka+272>>2]=Y;n[ka+280>>2]=Z;n[ka+296>>2]=_;n[ka+304>>2]=$;n[ka+312>>2]=aa;n[ka+320>>2]=ba;n[ka+328>>2]=ca;n[ka+336>>2]=da;n[ka+344>>2]=ea;n[ka+352>>2]=fa;n[ka+360>>2]=ga;n[ka+368>>2]=ha;f[ka+440>>2]=ia;f[ka+1048>>2]=ja;f[ka+1248>>2]=J;f[ka+1264>>2]=K;f[ka+1272>>2]=L;f[ka+1280>>2]=0;f[ka+1284>>2]=0;Ftb(ka);G=f[ka+1280>>2]|0;D=f[ka+1284>>2]|0;H=+n[ka+1284>>2];f[ka+1280>>2]=0;f[ka+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Hsb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0,$=0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0.0,oa=0.0,pa=0.0,qa=0.0,ra=0.0,sa=0.0;$=u;u=u+1792|0;_=Gsb(a,b,c,d)|0;j=~~+p[e+216>>3]>>>0;g=~~+p[(d+216|0)>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=$;return _|0}h=+p[e+224>>3];i=+p[d+224>>3];if(!(h<i)){if(h>i){u=$;return _|0}if(!(fub(e,d)|0)){u=$;return _|0}}}g=$+24|0;j=d;k=g+36|0;do{f[g>>2]=f[j>>2];g=g+4|0;j=j+4|0}while((g|0)<(k|0));sa=+p[(d+40|0)>>3];ra=+p[(d+48|0)>>3];qa=+p[(d+56|0)>>3];pa=+p[(d+64|0)>>3];oa=+p[(d+72|0)>>3];na=+p[(d+80|0)>>3];ma=f[(d+88|0)>>2]|0;la=f[(d+92|0)>>2]|0;ka=f[(d+96|0)>>2]|0;ja=f[(d+100|0)>>2]|0;ia=f[(d+104|0)>>2]|0;ha=f[(d+108|0)>>2]|0;ga=+p[(d+112|0)>>3];fa=+p[(d+120|0)>>3];ea=+p[(d+128|0)>>3];da=+p[(d+136|0)>>3];ca=+p[(d+144|0)>>3];ba=+p[(d+152|0)>>3];aa=+p[(d+160|0)>>3];h=+p[(d+168|0)>>3];i=+p[(d+176|0)>>3];f[($+64|0)>>2]=f[(d+184|0)>>2];f[($+64|0)+4>>2]=f[(d+184|0)+4>>2];f[($+64|0)+8>>2]=f[(d+184|0)+8>>2];f[($+64|0)+12>>2]=f[(d+184|0)+12>>2];f[$+112>>2]=c;f[$+120>>2]=d;f[$+128>>2]=e;f[$+136>>2]=l;n[$+200>>2]=m;n[$+208>>2]=o;n[$+216>>2]=q;n[$+224>>2]=r;n[$+232>>2]=s;n[$+240>>2]=t;f[$+248>>2]=v;f[$+256>>2]=w;f[$+264>>2]=x;f[$+272>>2]=y;f[$+280>>2]=z;n[$+616>>2]=sa;n[$+688>>2]=ra;n[$+776>>2]=qa;n[$+832>>2]=pa;n[$+880>>2]=oa;n[$+928>>2]=na;f[$+984>>2]=ma;f[$+1040>>2]=la;f[$+1112>>2]=ka;f[$+1248>>2]=ja;f[$+1296>>2]=ia;f[$+1344>>2]=ha;n[$+1384>>2]=ga;n[$+1392>>2]=fa;n[$+1400>>2]=ea;n[$+1408>>2]=da;n[$+1416>>2]=ca;n[$+1424>>2]=ba;n[$+1432>>2]=aa;n[$+1440>>2]=h;n[$+1448>>2]=i;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1672>>2]=0;f[$+1676>>2]=0;Jtb($);l=f[$+136>>2]|0;m=+n[$+200>>2];o=+n[$+208>>2];q=+n[$+216>>2];r=+n[$+224>>2];s=+n[$+232>>2];t=+n[$+240>>2];v=f[$+248>>2]|0;w=f[$+256>>2]|0;x=f[$+264>>2]|0;y=f[$+272>>2]|0;z=f[$+280>>2]|0;g=f[$+1624>>2]|0;j=f[$+1640>>2]|0;k=f[$+1648>>2]|0;G=f[$+1672>>2]|0;D=f[$+1676>>2]|0;H=+n[$+1676>>2];f[$+1672>>2]=0;f[$+1676>>2]=0;if((G|0)==6)return D|0;f[$+104>>2]=b;f[$+112>>2]=c;f[$+120>>2]=d;f[$+136>>2]=l;n[$+200>>2]=m;n[$+208>>2]=o;n[$+216>>2]=q;n[$+224>>2]=r;n[$+232>>2]=s;n[$+240>>2]=t;f[$+248>>2]=v;f[$+256>>2]=w;f[$+264>>2]=x;f[$+272>>2]=y;f[$+280>>2]=z;n[$+584>>2]=A;n[$+592>>2]=B;n[$+600>>2]=C;n[$+608>>2]=E;n[$+624>>2]=F;n[$+632>>2]=I;f[$+640>>2]=J;f[$+648>>2]=K;f[$+656>>2]=L;f[$+664>>2]=M;f[$+672>>2]=N;f[$+680>>2]=O;n[$+696>>2]=P;n[$+704>>2]=Q;n[$+712>>2]=R;n[$+720>>2]=S;n[$+728>>2]=T;n[$+736>>2]=U;n[$+744>>2]=V;n[$+752>>2]=W;n[$+760>>2]=X;n[$+768>>2]=Y;n[$+784>>2]=Z;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1664>>2]=0;f[$+1668>>2]=0;Itb($);l=f[$+136>>2]|0;A=+n[$+584>>2];B=+n[$+592>>2];C=+n[$+600>>2];E=+n[$+608>>2];F=+n[$+624>>2];I=+n[$+632>>2];J=f[$+640>>2]|0;K=f[$+648>>2]|0;L=f[$+656>>2]|0;M=f[$+664>>2]|0;N=f[$+672>>2]|0;O=f[$+680>>2]|0;P=+n[$+696>>2];Q=+n[$+704>>2];R=+n[$+712>>2];S=+n[$+720>>2];T=+n[$+728>>2];U=+n[$+736>>2];V=+n[$+744>>2];W=+n[$+752>>2];X=+n[$+760>>2];Y=+n[$+768>>2];Z=+n[$+784>>2];g=f[$+1624>>2]|0;j=f[$+1640>>2]|0;k=f[$+1648>>2]|0;G=f[$+1664>>2]|0;D=f[$+1668>>2]|0;H=+n[$+1668>>2];f[$+1664>>2]=0;f[$+1668>>2]=0;if((G|0)==6)return D|0;f[$+96>>2]=a;f[$+104>>2]=b;f[$+112>>2]=c;f[$+136>>2]=l;n[$+584>>2]=A;n[$+592>>2]=B;n[$+600>>2]=C;n[$+608>>2]=E;n[$+624>>2]=F;n[$+632>>2]=I;f[$+640>>2]=J;f[$+648>>2]=K;f[$+656>>2]=L;f[$+664>>2]=M;f[$+672>>2]=N;f[$+680>>2]=O;n[$+696>>2]=P;n[$+704>>2]=Q;n[$+712>>2]=R;n[$+720>>2]=S;n[$+728>>2]=T;n[$+736>>2]=U;n[$+744>>2]=V;n[$+752>>2]=W;n[$+760>>2]=X;n[$+768>>2]=Y;n[$+784>>2]=Z;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1656>>2]=0;f[$+1660>>2]=0;Htb($);G=f[$+1656>>2]|0;D=f[$+1660>>2]|0;H=+n[$+1660>>2];f[$+1656>>2]=0;f[$+1660>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Isb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0;B=0;C=u;u=u+1952|0;c=1;g=(b-a|0)/240|0|0;if(c)switch(g|0){case 2:{g=~~+p[b+-24>>3]>>>0;c=~~+p[a+216>>3]>>>0;if(g>>>0>=c>>>0){if(g>>>0>c>>>0){b=1;u=C;return b|0}d=+p[b+-16>>3];e=+p[a+224>>3];if(!(d<e)){if(d>e){b=1;u=C;return b|0}if(!(fub(b+-240|0,a)|0)){b=1;u=C;return b|0}}}c=C+40|0;g=a;i=c+36|0;do{f[c>>2]=f[g>>2];c=c+4|0;g=g+4|0}while((c|0)<(i|0));R=+p[(a+40|0)>>3];Q=+p[(a+48|0)>>3];P=+p[(a+56|0)>>3];O=+p[(a+64|0)>>3];N=+p[(a+72|0)>>3];M=+p[(a+80|0)>>3];w=f[(a+88|0)>>2]|0;x=f[(a+92|0)>>2]|0;y=f[(a+96|0)>>2]|0;z=f[(a+100|0)>>2]|0;A=f[(a+104|0)>>2]|0;B=f[(a+108|0)>>2]|0;L=+p[(a+112|0)>>3];K=+p[(a+120|0)>>3];J=+p[(a+128|0)>>3];I=+p[(a+136|0)>>3];F=+p[(a+144|0)>>3];E=+p[(a+152|0)>>3];d=+p[(a+160|0)>>3];e=+p[(a+168|0)>>3];f[C+304>>2]=a;f[C+312>>2]=b;f[C+400>>2]=h;n[C+632>>2]=R;n[C+704>>2]=Q;n[C+776>>2]=P;n[C+840>>2]=O;n[C+912>>2]=N;n[C+976>>2]=M;f[C+1104>>2]=w;f[C+1176>>2]=x;f[C+1248>>2]=y;f[C+1336>>2]=z;f[C+1376>>2]=A;f[C+1424>>2]=B;n[C+1472>>2]=L;n[C+1520>>2]=K;n[C+1568>>2]=J;n[C+1584>>2]=I;n[C+1592>>2]=F;n[C+1600>>2]=E;n[C+1608>>2]=d;n[C+1616>>2]=e;f[C+1792>>2]=c;f[C+1808>>2]=g;f[C+1816>>2]=i;f[C+1864>>2]=0;f[C+1868>>2]=0;Ltb(C);G=f[C+1864>>2]|0;D=f[C+1868>>2]|0;H=+n[C+1868>>2];f[C+1864>>2]=0;f[C+1868>>2]=0;if((G|0)==6)return D|0}default:c=1}if(c)switch(g|0){case 3:{Fsb(a,a+240|0,b+-240|0)|0;b=1;u=C;return b|0}case 4:{Gsb(a,a+240|0,a+480|0,b+-240|0)|0;b=1;u=C;return b|0}case 5:{Hsb(a,a+240|0,a+480|0,a+720|0,b+-240|0)|0;b=1;u=C;return b|0}case 1:case 0:{b=1;u=C;return b|0}default:c=1}if(c)switch(g|0){default:{Fsb(a,a+240|0,a+480|0)|0;a:{c=1;if(c){c=0;if((a+720|0|0)==(b|0)){y=1;A=0}else c=1}if(c)if(1){l=(C+40|0)+40|0;m=(C+40|0)+64|0;o=(C+40|0)+88|0;q=(C+40|0)+100|0;r=(C+40|0)+112|0;s=(C+40|0)+136|0;t=(C+40|0)+160|0;v=(C+40|0)+184|0;w=(C+40|0)+200|0;x=(C+40|0)+216|0;k=a+720|0;h=0;j=a+480|0;while(1){c=~~+p[k+216>>3]>>>0;g=~~+p[j+216>>3]>>>0;if(c>>>0<g>>>0)B=18;else if(c>>>0>g>>>0)z=h;else{d=+p[k+224>>3];e=+p[j+224>>3];if(d<e)B=18;else if(d>e)z=h;else if(fub(k,j)|0)B=18;else z=h}if((B|0)==18){B=0;c=C+40|0;g=k;i=c+36|0;do{f[c>>2]=f[g>>2];c=c+4|0;g=g+4|0}while((c|0)<(i|0));S=k+40|0;f[l>>2]=f[S>>2];f[l+4>>2]=f[S+4>>2];f[l+8>>2]=f[S+8>>2];f[l+12>>2]=f[S+12>>2];f[l+16>>2]=f[S+16>>2];f[l+20>>2]=f[S+20>>2];p[l>>3]=+p[S>>3];p[((C+40|0)+48|0)>>3]=+p[k+48>>3];p[((C+40|0)+56|0)>>3]=+p[k+56>>3];S=k+64|0;f[m>>2]=f[S>>2];f[m+4>>2]=f[S+4>>2];f[m+8>>2]=f[S+8>>2];f[m+12>>2]=f[S+12>>2];f[m+16>>2]=f[S+16>>2];f[m+20>>2]=f[S+20>>2];f[C+304>>2]=a;f[C+312>>2]=b;f[C+328>>2]=k;f[C+336>>2]=h;f[C+344>>2]=j;f[C+360>>2]=y;f[C+368>>2]=z;f[C+392>>2]=A;f[C+440>>2]=m;f[C+448>>2]=o;f[C+456>>2]=q;f[C+464>>2]=r;f[C+472>>2]=s;f[C+480>>2]=t;f[C+488>>2]=v;f[C+496>>2]=w;f[C+504>>2]=x;f[C+560>>2]=S;f[C+1792>>2]=c;f[C+1808>>2]=g;f[C+1816>>2]=i;f[C+1856>>2]=0;f[C+1860>>2]=0;Ktb(C);y=f[C+360>>2]|0;z=f[C+368>>2]|0;A=f[C+392>>2]|0;G=f[C+1856>>2]|0;D=f[C+1860>>2]|0;H=+n[C+1860>>2];f[C+1856>>2]=0;f[C+1860>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break a}}c=k+240|0;if((c|0)==(b|0)){y=1;A=0;break}else{j=k;k=c;h=z}}}}S=A|y;u=C;return S|0}}return 0}function Jsb(){if(!(b[257144]|0))MPb(257144)|0;f[64728]=262921;return}function Ksb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[b+56>>2]|0;if(!e)e=0;else e=f[f[e>>2]>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];QDa(f[b+48>>2]|0,e,d,a);return}function Lsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;F=u;u=u+1104|0;C=F+1040|0;E=F+520|0;D=F;if(b[a+55>>0]|0)if(!(f[d+196>>2]&16777216)){u=F;return}g=a+56|0;do if(b[a+23>>0]|0){if(f[g>>2]|0)if(b[a+8>>0]|0)break;if(!(FSa(f[a+48>>2]|0,d+116|0,b[a+32>>0]|0)|0)){u=F;return}}while(0);h=f[d+4>>2]|0;B=f[d+96>>2]|0;g=f[g>>2]|0;if(!g)g=0;else g=f[f[g>>2]>>2]|0;f[C>>2]=f[B>>2];j=C+4|0;f[j>>2]=f[B+4>>2];k=C+8|0;f[k>>2]=f[B+8>>2];l=C+12|0;f[l>>2]=f[B+12>>2];m=C+16|0;f[m>>2]=f[B+16>>2];o=C+20|0;f[o>>2]=f[B+20>>2];q=C+24|0;f[q>>2]=f[B+24>>2];r=C+28|0;f[r>>2]=f[B+28>>2];s=C+32|0;f[s>>2]=f[B+32>>2];t=C+36|0;f[t>>2]=f[B+36>>2];v=C+40|0;f[v>>2]=f[B+40>>2];w=C+44|0;f[w>>2]=f[B+44>>2];x=C+48|0;f[x>>2]=f[B+48>>2];y=C+52|0;f[y>>2]=f[B+52>>2];z=C+56|0;f[z>>2]=f[B+56>>2];A=C+60|0;f[A>>2]=f[B+60>>2];QDa(f[a+48>>2]|0,g,d,C);f[E>>2]=a;i=a+120|0;f[E+4>>2]=i;G=E+8|0;f[G>>2]=d;g=E+12|0;f[g>>2]=h;jEa(E+16|0,f[h+44>>2]|0);f[E+100>>2]=B;p[E+104>>3]=+n[C>>2];p[E+112>>3]=+n[j>>2];p[E+120>>3]=+n[k>>2];p[E+128>>3]=+n[l>>2];p[E+136>>3]=+n[m>>2];p[E+144>>3]=+n[o>>2];p[E+152>>3]=+n[q>>2];p[E+160>>3]=+n[r>>2];p[E+168>>3]=+n[s>>2];p[E+176>>3]=+n[t>>2];p[E+184>>3]=+n[v>>2];p[E+192>>3]=+n[w>>2];p[E+200>>3]=+n[x>>2];p[E+208>>3]=+n[y>>2];p[E+216>>3]=+n[z>>2];p[E+224>>3]=+n[A>>2];h=(f[(f[G>>2]|0)+4>>2]|0)!=(f[g>>2]|0);b[E+361>>0]=h&1;g=d+196|0;if(h)h=1;else h=(f[g>>2]|0)>>>1&1;b[E+362>>0]=h;p[E+368>>3]=+p[(f[E>>2]|0)+112>>3];f[E+504>>2]=0;p[E+512>>3]=0.0;Msb(E,c,e)|0;if(f[g>>2]&1048576|0)if(!(b[a+21>>0]|0)){h=lJa(d)|0;h=f[h>>2]|0;f[D>>2]=a;f[D+4>>2]=i;a=D+8|0;f[a>>2]=d;G=D+12|0;f[G>>2]=h;jEa(D+16|0,f[h+44>>2]|0);f[D+100>>2]=B;p[D+104>>3]=+n[C>>2];p[D+112>>3]=+n[j>>2];p[D+120>>3]=+n[k>>2];p[D+128>>3]=+n[l>>2];p[D+136>>3]=+n[m>>2];p[D+144>>3]=+n[o>>2];p[D+152>>3]=+n[q>>2];p[D+160>>3]=+n[r>>2];p[D+168>>3]=+n[s>>2];p[D+176>>3]=+n[t>>2];p[D+184>>3]=+n[v>>2];p[D+192>>3]=+n[w>>2];p[D+200>>3]=+n[x>>2];p[D+208>>3]=+n[y>>2];p[D+216>>3]=+n[z>>2];p[D+224>>3]=+n[A>>2];G=(f[(f[a>>2]|0)+4>>2]|0)!=(f[G>>2]|0);b[D+361>>0]=G&1;if(G)g=1;else g=(f[g>>2]|0)>>>1&1;b[D+362>>0]=g;p[D+368>>3]=+p[(f[D>>2]|0)+112>>3];f[D+504>>2]=0;p[D+512>>3]=0.0;Msb(D,c,e)|0;g=D+64|0;h=f[D+76>>2]|0;if(h|0)RBa(h,g);g=f[g>>2]|0;if(g|0){h=D+68|0;i=f[h>>2]|0;if((i|0)!=(g|0))f[h>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}g=D+48|0;h=f[D+60>>2]|0;if(h|0)SBa(h,g);i=f[g>>2]|0;if(i|0){g=D+52|0;h=f[g>>2]|0;if((h|0)!=(i|0))f[g>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i)}}g=E+64|0;h=f[E+76>>2]|0;if(h|0)RBa(h,g);g=f[g>>2]|0;if(g|0){h=E+68|0;i=f[h>>2]|0;if((i|0)!=(g|0))f[h>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}g=E+48|0;h=f[E+60>>2]|0;if(h|0)SBa(h,g);i=f[g>>2]|0;if(i|0){g=E+52|0;h=f[g>>2]|0;if((h|0)!=(i|0))f[g>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i)}u=F;return}function Msb(a,c,d){a=a|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=0;o=u;u=u+4208|0;i=f[a>>2]|0;h=(b[i+24>>0]|0)!=0;e=(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+24>>2]|0)!=0;if(!(f[i+56>>2]|0))l=0;else if((b[i+12>>0]|0)==0|e^1)l=1;else l=(c|0)==2?1:(f[(f[a+8>>2]|0)+196>>2]&24576|0)==24576;do if(!(c&1))j=0;else if(!(b[i+109>>0]|0))j=0;else{if(!(b[i+20>>0]|0)){if(!e){j=0;break}}else if(!(+p[i+112>>3]>=d)|e^1){j=0;break}if(h)e=(b[i+26>>0]|0)==0;else e=0;j=cjb(i+52|0,e,f[i+104>>2]|0,f[a+8>>2]|0)|0}while(0);if((c&2|0)!=0|l){c=f[a>>2]|0;if(!(b[c+110>>0]|0))g=0;else if(!(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+28>>2]|0))g=0;else{if(h)e=(b[c+27>>0]|0)==0;else e=0;g=djb(i+52|0,e,f[c+104>>2]|0,f[a+8>>2]|0)|0;c=f[a>>2]|0}if(!(b[c+111>>0]|0))c=0;else if(!(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+32>>2]|0))c=0;else{if(h)e=(b[c+28>>0]|0)==0;else e=0;c=ejb(i+52|0,e,f[c+104>>2]|0,f[a+8>>2]|0)|0}}else{g=0;c=0}if(!(c|(j|g))){m=0;u=o;return m|0}e=f[(f[(a+8|0)>>2]|0)+108>>2]|0;if(e|0)if(!(Xtb(f[a>>2]|0,e)|0)){m=0;u=o;return m|0}i=1;f[o+656>>2]=a;n[o+672>>2]=d;f[o+920>>2]=k;f[o+3192>>2]=l;f[o+3744>>2]=g;f[o+3760>>2]=j;f[o+3776>>2]=c;f[o+3848>>2]=m;f[o+3856>>2]=i;f[o+4e3>>2]=0;f[o+4004>>2]=0;Ptb(o);G=f[o+4e3>>2]|0;D=f[o+4004>>2]|0;H=+n[o+4004>>2];f[o+4e3>>2]=0;f[o+4004>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Nsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;k=f[m>>2]|0;d=f[a>>2]|0;j=(k-d|0)/208|0;e=j+1|0;c=d;g=k;if(e>>>0>20648881)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/208|0;h=l<<1;h=l>>>0<10324440?(h>>>0<e>>>0?e:h):20648881;do if(!h)i=0;else if(h>>>0>20648881)vd();else{i=pOb(h*208|0)|0;break}while(0);d=i+(j*208|0)|0;e=d;l=i+(h*208|0)|0;dQb(d|0,0,208)|0;f[i+(j*208|0)+100>>2]=-1;b[i+(j*208|0)+200>>0]=0;h=d+208|0;if((g|0)==(c|0))i=k;else{do{g=g+-208|0;f0(d+-208|0,g);d=e+-208|0;e=d}while((g|0)!=(c|0));i=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=h;f[n>>2]=l;h=i;if((c|0)!=(h|0))do{d=f[c+-120>>2]|0;if(d|0){e=c+-116|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}c=c+-208|0}while((c|0)!=(h|0));if(!i)return;sOb(i);return}function Osb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=a+4|0;c=f[o>>2]|0;d=f[a>>2]|0;g=(c-d|0)/120|0;e=g+1|0;n=d;i=c;if(e>>>0>35791394)AMb(a);q=a+8|0;l=((f[q>>2]|0)-d|0)/120|0;m=l<<1;e=l>>>0<17895697?(m>>>0<e>>>0?e:m):35791394;do if(!e)h=0;else if(e>>>0>35791394)vd();else{h=pOb(e*120|0)|0;break}while(0);g=h+(g*120|0)|0;d=g;l=h+(e*120|0)|0;j=g;k=j+120|0;do{f[j>>2]=0;j=j+4|0}while((j|0)<(k|0));m=g+120|0;if((i|0)!=(n|0)){h=i;e=g;do{c=h;h=h+-120|0;j=e+-120|0;g=h;k=j+36|0;do{f[j>>2]=f[g>>2];j=j+4|0;g=g+4|0}while((j|0)<(k|0));p[e+-80>>3]=+p[c+-80>>3];p[e+-72>>3]=+p[c+-72>>3];p[e+-64>>3]=+p[c+-64>>3];k=e+-56|0;j=c+-56|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];p[e+-40>>3]=+p[c+-40>>3];p[e+-32>>3]=+p[c+-32>>3];k=e+-24|0;j=c+-24|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];b[k+16>>0]=b[j+16>>0]|0;e=d+-120|0;d=e}while((h|0)!=(n|0));c=f[a>>2]|0}f[a>>2]=d;f[o>>2]=m;f[q>>2]=l;if(!c)return;sOb(c);return}function Psb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+168|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+184>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+192>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+176>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+192>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+64>>3]+y/z*.0001;A=+p[c+72>>3]+x/z*.0001;z=w/z*.0001+ +p[c+80>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+192>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Qsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=(k<<6)+-1640531527+(k>>>2)+i^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Rsb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0;j=f[b>>2]|0;i=f[b+4>>2]|0;q=(j<<6)+-1640531527+(j>>>2)+i^j;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)h=q&g;else if(q>>>0<l>>>0)h=q;else h=(q>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{b=f[b>>2]|0;if(!b)b=h;else{if(c){while(1){o=f[b+4>>2]|0;if(!((o|0)==(q|0)|(o&g|0)==(h|0))){b=h;break a}if((f[b+8>>2]|0)==(j|0))if((f[b+12>>2]|0)==(i|0))break;b=f[b>>2]|0;if(!b){b=h;break a}}a=b+16|0;return a|0}while(1){c=f[b+4>>2]|0;if((c|0)!=(q|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}if((f[b+8>>2]|0)==(j|0))if((f[b+12>>2]|0)==(i|0))break;b=f[b>>2]|0;if(!b){b=h;break a}}a=b+16|0;return a|0}}}while(0);o=pOb(24)|0;f[o+8>>2]=j;f[o+12>>2]=i;p[o+16>>3]=0.0;f[o+4>>2]=q;f[o>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Ssb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&q;break}if(q>>>0<b>>>0){g=b;b=q}else{g=b;b=(q>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[o>>2]=f[b>>2];f[b>>2]=o;f[c>>2]=b;b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;r=33}}else{f[o>>2]=f[b>>2];r=33}if((r|0)==33)f[b>>2]=o;f[h>>2]=(f[h>>2]|0)+1;a=o;a=a+16|0;return a|0}function Ssb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Tsb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Tsb(a,b);return}function Tsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Usb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+80|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+96>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+104>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+88>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+104>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+40>>3]+y/z*.0001;A=+p[c+48>>3]+x/z*.0001;z=w/z*.0001+ +p[c+56>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+104>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Vsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+200|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+216>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+224>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+208>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+224>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+40>>3]+y/z*.0001;A=+p[c+48>>3]+x/z*.0001;z=w/z*.0001+ +p[c+56>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+224>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Wsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+64|0;c=j+48|0;h=j;i=a+109|0;b[c>>0]=b[i>>0]|0;b[c+1>>0]=b[i+1>>0]|0;b[c+2>>0]=b[i+2>>0]|0;ujb(i,b[a+108>>0]|0);i=AQa(f[a+48>>2]|0)|0;d=f[a+56>>2]|0;e=a+104|0;g=f[e>>2]|0;if(!g){if(_9a(i)|0){f[h>>2]=a;f[h+4>>2]=d;$9a(i,106,h);f[e>>2]=0;if(b[a+96>>0]|0)if((f[a+120>>2]|0)!=(f[a+124>>2]|0))p[a+112>>3]=0.0}}else{Xsb(h,a,W9a(i,g,0)|0,d+24|0);Ujb(a+120|0,h);B$(h)}i=a+109|0;b[i>>0]=b[c>>0]|0;b[i+1>>0]=b[c+1>>0]|0;b[i+2>>0]=b[c+2>>0]|0;u=j;return}function Xsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0;g=u;u=u+1408|0;i=g+1360|0;k=g+1344|0;j=g+976|0;m=g+776|0;h=g;l=g+1392|0;o=f[c+56>>2]|0;qeb(i,d);n=+(~~(+p[i+24>>3]*+p[o+16>>3])|0);p[k>>3]=+(~~(+p[i+16>>3]*+p[o+8>>3])|0);p[k+8>>3]=n;ojb(j,d+16|0,k,f[c+16>>2]|0);qjb(m,j,e,k);k=b[c+108>>0]|0;j=f[c+48>>2]|0;f[l>>2]=m;b[l+4>>0]=0;e=f[c+104>>2]|0;b[i>>0]=b[l>>0]|0;b[i+1>>0]=b[l+1>>0]|0;b[i+2>>0]=b[l+2>>0]|0;b[i+3>>0]=b[l+3>>0]|0;b[i+4>>0]=b[l+4>>0]|0;b[i+5>>0]=b[l+5>>0]|0;b[i+6>>0]=b[l+6>>0]|0;b[i+7>>0]=b[l+7>>0]|0;Sjb(h,c,k,j,c+52|0,i,e);Xjb(h,d);Vrb(h);Tjb(a,h+120|0);Jjb(h);u=g;return}function Ysb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0.0;o=u;u=u+64|0;i=o+16|0;n=o;if(!(b[c+812>>0]|0)){u=o;return}if(!(Vjb((f[d>>2]|0)+120|0)|0)){u=o;return}q=f[d+4>>2]|0;qeb(i,c);e=+p[q+8>>3];g=+p[q+16>>3];h=~~(+p[i+24>>3]*g);j=+(~~(e*+p[i>>3])|0);k=+p[q+24>>3]-j;l=+(~~g-h-~~(g*+p[i+8>>3])|0);m=+p[q+32>>3]-l;if(!(k<0.0|m<0.0)){r=+(~~(+p[i+16>>3]*e)|0);e=e-j;j=+(h|0);l=g-l;if(k>=(e<r?e:r)?0:!(m>=(l<j?l:j))){p[n>>3]=k;p[n+8>>3]=m;f[(f[d>>2]|0)+104>>2]=a;Xsb(i,f[d>>2]|0,c,n);Ujb((f[d>>2]|0)+120|0,i);B$(i)}}u=o;return}function Zsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0.0,s=0.0;q=u;u=u+32|0;o=q;j=f[a+56>>2]|0;h=+p[d>>3];if(h<0.0){o=0;u=q;return o|0}n=d+8|0;g=+p[n>>3];if(g<0.0){o=0;u=q;return o|0}if(h>+p[j+8>>3]){o=0;u=q;return o|0}if(g>+p[j+16>>3]){o=0;u=q;return o|0}if(!e){o=1;u=q;return o|0}a=W9a(AQa(f[a+48>>2]|0)|0,e,0)|0;if(!(b[a+812>>0]|0)){o=0;u=q;return o|0}qeb(o,a);m=+p[c+8>>3];k=+p[c+16>>3];a=~~(+p[o+24>>3]*k);l=+(~~(m*+p[o>>3])|0);h=+p[d>>3]-l;i=+(~~k-a-~~(k*+p[o+8>>3])|0);g=+p[n>>3]-i;if(h<0.0|g<0.0){o=0;u=q;return o|0}else{r=+(~~(+p[o+16>>3]*m)|0);s=m-l;m=+(a|0);l=k-i;u=q;return (h>=(s<r?s:r)?0:!(g>=(l<m?l:m)))|0}return 0}function _sb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;t=a+d|0;u=c+e|0;v=u+-12|0;if(!e){if((d|0)!=1){w=-1;return w|0}w=((b[a>>0]|0)!=0)<<31>>31;return w|0}n=t+-15|0;o=t+-8|0;p=t+-5|0;q=u+-5|0;r=u+-8|0;s=r;e=a;g=c;a:while(1){d=e+1|0;l=h[e>>0]|0;e=l>>>4;if((e|0)==15){e=15;do{m=d;d=d+1|0;m=b[m>>0]|0;e=e+(m&255)|0}while(m<<24>>24==-1&d>>>0<n>>>0);if((e|0)<0)break}m=g+e|0;i=d+e|0;if(m>>>0>v>>>0|i>>>0>o>>>0){w=9;break}else e=g;while(1){j=d;x=j;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=e;g=k;b[g>>0]=x;b[g+1>>0]=x>>8;b[g+2>>0]=x>>16;b[g+3>>0]=x>>24;k=k+4|0;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;e=e+8|0;if(e>>>0>=m>>>0)break;else d=d+8|0}g=h[i+1>>0]<<8|h[i>>0];j=g&65535;k=m+(0-g)|0;d=i+2|0;if(k>>>0<c>>>0)break;e=l&15;if((e|0)==15){e=15;do{if(d>>>0>p>>>0)break a;x=d;d=d+1|0;x=b[x>>0]|0;e=e+(x&255)|0}while(x<<24>>24==-1);if((e|0)<0)break}l=m+(e+4)|0;if((j&65535)<8){x=f[42168+(g<<2)>>2]|0;b[m>>0]=b[k>>0]|0;b[m+1>>0]=b[k+1>>0]|0;b[m+2>>0]=b[k+2>>0]|0;b[m+3>>0]=b[k+3>>0]|0;g=k+(f[42200+(g<<2)>>2]|0)|0;k=m+4|0;j=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;g=g+(0-x)|0}else{x=k;i=x;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;x=x+4|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;g=m;j=g;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;g=g+4|0;b[g>>0]=x;b[g+1>>0]=x>>8;b[g+2>>0]=x>>16;b[g+3>>0]=x>>24;g=k+8|0}e=m+8|0;if(l>>>0<=v>>>0)while(1){m=g;j=m;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;x=e;k=x;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;x=x+4|0;b[x>>0]=m;b[x+1>>0]=m>>8;b[x+2>>0]=m>>16;b[x+3>>0]=m>>24;e=e+8|0;if(e>>>0<l>>>0)g=g+8|0;else{e=d;g=l;continue a}}if(l>>>0>q>>>0)break;if(e>>>0<r>>>0){i=e;j=g;while(1){m=j;y=m;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;x=i;k=x;b[k>>0]=y;b[k+1>>0]=y>>8;b[k+2>>0]=y>>16;b[k+3>>0]=y>>24;x=x+4|0;b[x>>0]=m;b[x+1>>0]=m>>8;b[x+2>>0]=m>>16;b[x+3>>0]=m>>24;i=i+8|0;if(i>>>0>=r>>>0)break;else j=j+8|0}g=g+(s-e)|0;e=r}if(e>>>0>=l>>>0){e=d;g=l;continue}while(1){i=e+1|0;b[e>>0]=b[g>>0]|0;if(i>>>0<l>>>0){g=g+1|0;e=i}else{e=d;g=l;continue a}}}if((w|0)==9)if(!(m>>>0>u>>>0|(i|0)!=(t|0))){bQb(g|0,d|0,e|0)|0;y=m-c|0;return y|0}y=a+-1-d|0;return y|0}function $sb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=a+8|0;f[d>>2]=b;f[d+4>>2]=c;d=QPb(b|0,c|0,-1379879466,1625958382)|0;e=a+16|0;f[e>>2]=d;f[e+4>>2]=I;e=QPb(b|0,c|0,668265295,-1028477379)|0;d=a+24|0;f[d>>2]=e;f[d+4>>2]=I;d=a+32|0;f[d>>2]=b;f[d+4>>2]=c;b=QPb(b|0,c|0,2048144761,1640531534)|0;c=a+40|0;f[c>>2]=b;f[c+4>>2]=I;c=a;f[c>>2]=0;f[c+4>>2]=0;f[a+80>>2]=0;return 0}function atb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;r=b+c|0;d=a;d=QPb(f[d>>2]|0,f[d+4>>2]|0,c|0,0)|0;s=a;f[s>>2]=d;f[s+4>>2]=I;s=a+80|0;d=f[s>>2]|0;do if((d+c|0)>>>0<32){bQb(a+48+d|0,b|0,c|0)|0;b=(f[s>>2]|0)+c|0}else{if(d){m=a+48|0;bQb(m+d|0,b|0,32-d|0)|0;q=m;m=m+4|0;m=WPb(h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,668265295,-1028477379)|0;q=a+16|0;o=q;m=QPb(f[o>>2]|0,f[o+4>>2]|0,m|0,I|0)|0;o=I;n=_Pb(m|0,o|0,31)|0;p=I;o=ZPb(m|0,o|0,33)|0;p=WPb(n|o|0,p|I|0,-2048144761,-1640531535)|0;f[q>>2]=p;f[q+4>>2]=I;q=a+56|0;p=q;q=q+4|0;q=WPb(h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24|0,h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,668265295,-1028477379)|0;p=a+24|0;o=p;q=QPb(f[o>>2]|0,f[o+4>>2]|0,q|0,I|0)|0;o=I;n=_Pb(q|0,o|0,31)|0;m=I;o=ZPb(q|0,o|0,33)|0;m=WPb(n|o|0,m|I|0,-2048144761,-1640531535)|0;f[p>>2]=m;f[p+4>>2]=I;p=a+64|0;m=p;p=p+4|0;p=WPb(h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24|0,668265295,-1028477379)|0;m=a+32|0;o=m;p=QPb(f[o>>2]|0,f[o+4>>2]|0,p|0,I|0)|0;o=I;n=_Pb(p|0,o|0,31)|0;q=I;o=ZPb(p|0,o|0,33)|0;q=WPb(n|o|0,q|I|0,-2048144761,-1640531535)|0;f[m>>2]=q;f[m+4>>2]=I;m=a+72|0;q=m;m=m+4|0;m=WPb(h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,668265295,-1028477379)|0;q=a+40|0;o=q;m=QPb(f[o>>2]|0,f[o+4>>2]|0,m|0,I|0)|0;o=I;n=_Pb(m|0,o|0,31)|0;p=I;o=ZPb(m|0,o|0,33)|0;p=WPb(n|o|0,p|I|0,-2048144761,-1640531535)|0;f[q>>2]=p;f[q+4>>2]=I;b=b+(32-(f[s>>2]|0))|0;f[s>>2]=0}if((b+32|0)>>>0<=r>>>0){m=r+-32|0;n=a+16|0;c=n;o=a+24|0;g=o;p=a+32|0;j=p;q=a+40|0;l=q;d=f[c>>2]|0;c=f[c+4>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;i=f[j>>2]|0;j=f[j+4>>2]|0;k=f[l>>2]|0;l=f[l+4>>2]|0;do{t=b;u=t;t=t+4|0;t=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24|0,668265295,-1028477379)|0;t=QPb(t|0,I|0,d|0,c|0)|0;u=I;v=_Pb(t|0,u|0,31)|0;w=I;u=ZPb(t|0,u|0,33)|0;d=WPb(v|u|0,w|I|0,-2048144761,-1640531535)|0;c=I;w=b+8|0;u=w;w=w+4|0;w=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24|0,668265295,-1028477379)|0;w=QPb(w|0,I|0,e|0,g|0)|0;u=I;v=_Pb(w|0,u|0,31)|0;t=I;u=ZPb(w|0,u|0,33)|0;e=WPb(v|u|0,t|I|0,-2048144761,-1640531535)|0;g=I;t=b+16|0;u=t;t=t+4|0;t=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24|0,668265295,-1028477379)|0;t=QPb(t|0,I|0,i|0,j|0)|0;u=I;v=_Pb(t|0,u|0,31)|0;w=I;u=ZPb(t|0,u|0,33)|0;i=WPb(v|u|0,w|I|0,-2048144761,-1640531535)|0;j=I;w=b+24|0;u=w;w=w+4|0;w=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24|0,668265295,-1028477379)|0;w=QPb(w|0,I|0,k|0,l|0)|0;u=I;v=_Pb(w|0,u|0,31)|0;t=I;u=ZPb(w|0,u|0,33)|0;k=WPb(v|u|0,t|I|0,-2048144761,-1640531535)|0;l=I;b=b+32|0}while(b>>>0<=m>>>0);w=n;f[w>>2]=d;f[w+4>>2]=c;w=o;f[w>>2]=e;f[w+4>>2]=g;w=p;f[w>>2]=i;f[w+4>>2]=j;w=q;f[w>>2]=k;f[w+4>>2]=l}if(b>>>0<r>>>0){w=r-b|0;bQb(a+48|0,b|0,w|0)|0;b=w;break}else return 0}while(0);f[s>>2]=b;return 0}function btb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;g=a+48|0;i=g+(f[a+80>>2]|0)|0;b=a;e=f[b>>2]|0;b=f[b+4>>2]|0;if(b>>>0>0|(b|0)==0&e>>>0>31){p=a+16|0;m=f[p>>2]|0;p=f[p+4>>2]|0;n=a+24|0;j=f[n>>2]|0;n=f[n+4>>2]|0;l=a+32|0;c=f[l>>2]|0;l=f[l+4>>2]|0;k=a+40|0;d=f[k>>2]|0;k=f[k+4>>2]|0;s=_Pb(m|0,p|0,1)|0;o=I;q=ZPb(m|0,p|0,63)|0;o=o|I;u=_Pb(j|0,n|0,7)|0;t=I;r=ZPb(j|0,n|0,57)|0;o=QPb(u|r|0,t|I|0,s|q|0,o|0)|0;q=I;s=_Pb(c|0,l|0,12)|0;t=I;r=ZPb(c|0,l|0,52)|0;t=QPb(o|0,q|0,s|r|0,t|I|0)|0;r=I;s=_Pb(d|0,k|0,18)|0;q=I;o=ZPb(d|0,k|0,46)|0;q=QPb(t|0,r|0,s|o|0,q|I|0)|0;o=I;s=WPb(m|0,p|0,668265295,-1028477379)|0;r=I;p=WPb(m|0,p|0,-2147483648,-1813351001)|0;m=I;r=ZPb(s|0,r|0,33)|0;m=WPb(r|p|0,I|m|0,-2048144761,-1640531535)|0;o=WPb(q^m|0,o^I|0,-2048144761,-1640531535)|0;o=QPb(o|0,I|0,-1028477341,-2048144777)|0;m=I;q=WPb(j|0,n|0,668265295,-1028477379)|0;p=I;n=WPb(j|0,n|0,-2147483648,-1813351001)|0;j=I;p=ZPb(q|0,p|0,33)|0;j=WPb(p|n|0,I|j|0,-2048144761,-1640531535)|0;m=WPb(o^j|0,m^I|0,-2048144761,-1640531535)|0;m=QPb(m|0,I|0,-1028477341,-2048144777)|0;j=I;o=WPb(c|0,l|0,668265295,-1028477379)|0;n=I;l=WPb(c|0,l|0,-2147483648,-1813351001)|0;c=I;n=ZPb(o|0,n|0,33)|0;c=WPb(n|l|0,I|c|0,-2048144761,-1640531535)|0;j=WPb(m^c|0,j^I|0,-2048144761,-1640531535)|0;j=QPb(j|0,I|0,-1028477341,-2048144777)|0;c=I;m=WPb(d|0,k|0,668265295,-1028477379)|0;l=I;k=WPb(d|0,k|0,-2147483648,-1813351001)|0;d=I;l=ZPb(m|0,l|0,33)|0;d=WPb(l|k|0,I|d|0,-2048144761,-1640531535)|0;c=WPb(j^d|0,c^I|0,-2048144761,-1640531535)|0;c=QPb(c|0,I|0,-1028477341,-2048144777)|0;d=I}else{c=a+8|0;c=QPb(f[c>>2]|0,f[c+4>>2]|0,374761413,668265263)|0;d=I}c=QPb(c|0,d|0,e|0,b|0)|0;b=I;e=a+56|0;if(i>>>0<e>>>0)e=g;else{d=g;while(1){u=d;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;s=WPb(u|0,d|0,668265295,-1028477379)|0;t=I;d=WPb(u|0,d|0,-2147483648,-1813351001)|0;u=I;t=ZPb(s|0,t|0,33)|0;u=WPb(t|d|0,I|u|0,-2048144761,-1640531535)|0;u=u^c;b=I^b;d=_Pb(u|0,b|0,27)|0;c=I;b=ZPb(u|0,b|0,37)|0;c=WPb(d|b|0,c|I|0,-2048144761,-1640531535)|0;c=QPb(c|0,I|0,-1028477341,-2048144777)|0;b=I;d=e+8|0;if(d>>>0>i>>>0)break;else{u=e;e=d;d=u}}}d=e+4|0;if(d>>>0>i>>>0)d=e;else{t=WPb(h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24|0,0,-2048144761,-1640531535)|0;t=t^c;b=I^b;u=_Pb(t|0,b|0,23)|0;c=I;b=ZPb(t|0,b|0,41)|0;c=WPb(u|b|0,c|I|0,668265295,-1028477379)|0;c=QPb(c|0,I|0,-1640531463,374761393)|0;b=I}if(d>>>0>=i>>>0){u=c;t=b;s=ZPb(u|0,t|0,33)|0;r=I;u=s^u;t=r^t;t=WPb(u|0,t|0,668265295,-1028477379)|0;u=I;r=ZPb(t|0,u|0,29)|0;s=I;t=r^t;u=s^u;u=WPb(t|0,u|0,-1640531463,374761393)|0;t=I;u=t^u;I=t;return u|0}do{t=WPb(h[d>>0]|0|0,0,374761413,668265263)|0;t=t^c;b=I^b;u=_Pb(t|0,b|0,11)|0;c=I;b=ZPb(t|0,b|0,53)|0;c=WPb(u|b|0,c|I|0,-2048144761,-1640531535)|0;b=I;d=d+1|0}while((d|0)!=(i|0));u=ZPb(c|0,b|0,33)|0;t=I;u=u^c;t=t^b;t=WPb(u|0,t|0,668265295,-1028477379)|0;u=I;r=ZPb(t|0,u|0,29)|0;s=I;t=r^t;u=s^u;u=WPb(t|0,u|0,-1640531463,374761393)|0;t=I;u=t^u;I=t;return u|0}function ctb(a){a=a|0;return a>>>0>4294967278|0}function dtb(a,b,c,e,g){a=a|0;b=b|0;c=c|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;i=e+g|0;if(g>>>0<4){e=-10;return e|0}j=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;k=j&15;g=k+5|0;if(g>>>0>15){e=-13;return e|0}f[c>>2]=g;g=32<<k;c=g|1;a:do if(g>>>0>1){t=i+-7|0;u=i+-4|0;v=u;s=i+-5|0;n=0;r=0;l=4;o=j>>>4;i=g;q=k+6|0;g=e;b:while(1){do if(!n){j=r;p=g;n=l;g=o}else{c:do if((o&65535|0)==65535){k=r;j=o;while(1){k=k+24|0;if(g>>>0>=s>>>0)break;g=g+2|0;j=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>l;if((j&65535|0)!=65535)break c}j=j>>>16;l=l+16|0;p=(j|0)==65535;k=p?k+24|0:k;l=p?l+16|0:l;j=p?0:j}else{k=r;j=o}while(0);m=j&3;if((m|0)==3){do{k=k+3|0;j=j>>>2;l=l+2|0;m=j&3}while((m|0)==3);o=j;j=m}else{o=j;j=m}j=k+j|0;l=l+2|0;if(j>>>0>(f[b>>2]|0)>>>0){g=-15;break b}if(j>>>0>r>>>0)dQb(a+(r<<1)|0,0,j-r<<1|0)|0;else j=r;k=g+(l>>3)|0;if(g>>>0>t>>>0&k>>>0>u>>>0){p=g;n=l;g=o>>>2;break}else{g=l&7;p=k;n=g;g=(h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24)>>>g;break}}while(0);l=(i<<1)+-1|0;k=g&i+-1;m=l-c<<16>>16;if(k>>>0<m>>>0)g=q+-1|0;else{g=g&l;k=g<<16>>16;k=(k|0)<(i|0)?g:k-m|0;g=q}l=g+n|0;n=(k&65535)+-1<<16>>16;r=n<<16>>16;c=c-((n<<16>>16<0?0-r|0:r)<<16>>16)|0;r=j+1|0;d[a+(j<<1)>>1]=n;n=n<<16>>16==0&1;if((c|0)<(i|0)){g=q;do{g=g+-1|0;i=i>>1}while((c|0)<(i|0));k=i;m=g}else{k=i;m=q}g=p+(l>>3)|0;if(p>>>0>t>>>0&g>>>0>u>>>0){g=u;i=l-(v-p<<3)|0}else i=l&7;if(!((c|0)>1?r>>>0<=(f[b>>2]|0)>>>0:0))break a;else{l=i;o=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>(i&31);i=k;q=m}}return g|0}else{j=-1;i=4;g=e}while(0);if((c|0)!=1|(i|0)>32){e=-11;return e|0}f[b>>2]=j;e=g+(i+7>>3)-e|0;return e|0}function etb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0;m=b[i>>0]|0;l=m&255;do if(m<<24>>24<0){k=l+-127|0;l=(l+-126|0)>>>1;if(l>>>0>=j>>>0){e=-10;return e|0}if(k>>>0>=c>>>0){e=-11;return e|0}i=i+1|0;if(!k){c=d;i=c+68|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(i|0));c=0;i=0;break}else{c=0;do{n=i+(c>>>1)|0;b[a+c>>0]=(h[n>>0]|0)>>>4;b[a+(c|1)>>0]=b[n>>0]&15;c=c+2|0}while(c>>>0<k>>>0);m=l;n=9}}else{if(l>>>0>=j>>>0){e=-10;return e|0}k=itb(a,c+-1|0,i+1|0,l)|0;if(k>>>0<4294967279){m=l;n=9}else{e=k;return e|0}}while(0);a:do if((n|0)==9){c=d;i=c+68|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(i|0));if(!k){c=0;l=m;i=0}else{c=0;j=0;while(1){i=a+j|0;l=b[i>>0]|0;if((l&255)>15){k=-11;break}n=d+((l&255)<<2)|0;f[n>>2]=(f[n>>2]|0)+1;c=(1<<(h[i>>0]|0)>>1)+c|0;j=j+1|0;if(j>>>0>=k>>>0){l=m;i=k;break a}}return k|0}}while(0);k=31-(_(c|0)|0)+1|0;if(k>>>0>16){e=-11;return e|0}f[g>>2]=k;g=(1<<k)-c|0;n=31-(_(g|0)|0)|0;k=n+1|0;if((1<<n|0)!=(g|0)){e=-11;return e|0}b[a+i>>0]=k;a=d+(k<<2)|0;f[a>>2]=(f[a>>2]|0)+1;d=f[d+4>>2]|0;if(!(d>>>0>1&(d&1|0)==0)){e=-11;return e|0}f[e>>2]=i+1;e=l+1|0;return e|0}function ftb(a,c,e,f){a=a|0;c=c|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+512|0;q=t;r=a+4|0;o=e+1|0;s=1<<f;p=s+-1|0;if(e>>>0>255){s=-14;u=t;return s|0}if(f>>>0>12){s=-13;u=t;return s|0}k=f&65535;l=(o|0)==0;if(l){d[a>>1]=k;d[a+2>>1]=1}else{m=65536<<f+-1>>16;j=0;e=p;g=1;while(1){i=d[c+(j<<1)>>1]|0;if(i<<16>>16==-1){b[r+(e<<2)+2>>0]=j;n=e+-1|0;e=1}else{n=e;e=i;g=(m|0)>(i<<16>>16|0)?g:0}d[q+(j<<1)>>1]=e;j=j+1|0;if((j|0)==(o|0))break;else e=n}d[a>>1]=k;d[a+2>>1]=g;if(!l){l=(s>>>3)+3+(s>>>1)|0;k=0;e=0;do{g=d[c+(k<<1)>>1]|0;if(g<<16>>16>0){j=k&255;i=g<<16>>16;g=0;do{b[r+(e<<2)+2>>0]=j;do e=l+e&p;while(e>>>0>n>>>0);g=g+1|0}while((g|0)<(i|0))}k=k+1|0}while((k|0)!=(o|0));if(e|0){s=-1;u=t;return s|0}}}g=f+-31|0;e=0;do{p=r+(e<<2)|0;o=q+((h[p+2>>0]|0)<<1)|0;f=d[o>>1]|0;d[o>>1]=f+1<<16>>16;f=f&65535;o=g+(_(f|0)|0)|0;b[p+3>>0]=o;d[p>>1]=(f<<(o&255))-s;e=e+1|0}while(e>>>0<s>>>0);e=0;u=t;return e|0}function gtb(a,c){a=a|0;c=c|0;var e=0;e=a+4|0;d[a>>1]=0;d[a+2>>1]=0;d[e>>1]=0;b[e+2>>0]=c;b[e+3>>0]=0;return 0}function htb(a,c,e,f,g){a=a|0;c=c|0;e=e|0;f=f|0;g=g|0;var i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;t=(d[g+2>>1]|0)!=0;s=a+c|0;r=s+-3|0;if(!f){v=-10;return v|0}do if(f>>>0>3){l=f+-4|0;c=b[e+(f+-1)>>0]|0;if(!(c<<24>>24)){v=-1;return v|0}i=e+l|0;k=(_(c&255|0)|0)+-23|0;if(f>>>0<4294967279)c=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;else{v=f;return v|0}}else{c=h[e>>0]|0;switch(f|0){case 2:{v=6;break}case 3:{c=h[e+2>>0]<<16|c;v=6;break}default:{}}if((v|0)==6)c=(h[e+1>>0]<<8)+c|0;i=b[e+(f+-1)>>0]|0;if(!(i<<24>>24)){v=-1;return v|0}else{k=(4-f<<3)+-23+(_(i&255|0)|0)|0;l=0;break}}while(0);i=e+l|0;n=d[g>>1]|0;o=n&65535;n=31-n&31;p=c<<(k&31)>>>1>>>n;m=k+o|0;do if(m>>>0>32)f=c;else{if((l|0)>=4){l=l-(m>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;m=m&7;break}k=m>>>3;i=(i+(0-k)|0)>>>0<e>>>0?l:k;k=l-i|0;if(!l){f=c;l=0}else{f=e+k|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;m=m-(i<<3)|0;l=k}}while(0);i=e+l|0;u=g+4|0;c=f<<(m&31)>>>1>>>n;k=m+o|0;a:do if(k>>>0>32){i=a;m=p}else{if((l|0)<4)if(!l)l=0;else{q=k>>>3;q=(i+(0-q)|0)>>>0<e>>>0?l:q;l=l-q|0;f=e+l|0;k=k-(q<<3)|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;if(k>>>0>32){i=a;m=p;break}}else{l=l-(k>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;k=k&7}i=a;o=p;n=f;while(1){f=e+l|0;if((l|0)<4){if(!l){m=o;f=n;l=0;break a}q=k>>>3;m=(f+(0-q)|0)>>>0<e>>>0;q=m?l:q;m=m&1;f=q;k=k-(q<<3)|0}else{m=0;f=k>>>3;k=k&7}l=l-f|0;q=e+l|0;f=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;if(!(i>>>0<r>>>0&(m|0)==0)){m=o;break a}p=d[u+(o<<2)>>1]|0;n=b[u+(o<<2)+2>>0]|0;o=b[u+(o<<2)+3>>0]|0;m=o&255;g=f<<(k&31);if(t){w=k+m|0;b[i>>0]=n;k=b[u+(c<<2)+3>>0]|0;m=f<<(w&31)>>>(0-k&31);n=(g>>>(0-o&31))+(p&65535)|0;k=w+(k&255)|0}else{w=k+m|0;b[i>>0]=n;k=b[u+(c<<2)+3>>0]|0;m=f<<(w&31)>>>1>>>(31-k&31);n=(g>>>1>>>(31-o&31))+(p&65535)|0;k=w+(k&255)|0}p=m+(j[u+(c<<2)>>1]|0)|0;b[i+1>>0]=b[u+(c<<2)+2>>0]|0;if(k>>>0>32)break;if((l|0)<4){if(!l){l=0;break}c=k>>>3;w=(q+(0-c)|0)>>>0<e>>>0;q=w?l:c;l=l-q|0;c=e+l|0;k=k-(q<<3)|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;if(w){f=c;break}else f=c}else{l=l-(k>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;k=k&7}g=d[u+(n<<2)>>1]|0;m=b[u+(n<<2)+2>>0]|0;n=b[u+(n<<2)+3>>0]|0;c=n&255;o=f<<(k&31);if(t){w=k+c|0;b[i+2>>0]=m;k=b[u+(p<<2)+3>>0]|0;c=f<<(w&31)>>>(0-k&31);m=(o>>>(0-n&31))+(g&65535)|0;k=w+(k&255)|0}else{w=k+c|0;b[i+2>>0]=m;k=b[u+(p<<2)+3>>0]|0;c=f<<(w&31)>>>1>>>(31-k&31);m=(o>>>1>>>(31-n&31))+(g&65535)|0;k=w+(k&255)|0}c=c+(j[u+(p<<2)>>1]|0)|0;b[i+3>>0]=b[u+(p<<2)+2>>0]|0;i=i+4|0;if(k>>>0>32)break a;else{o=m;n=f}}i=i+2|0;c=p;m=n}while(0);r=s+-2|0;if(i>>>0>r>>>0){w=-9;return w|0}q=t?0:31;p=(t^1)&1;g=i;o=m;while(1){n=e+l|0;i=b[u+(o<<2)+3>>0]|0;m=k+(i&255)|0;w=o;o=(f<<(k&31)>>>p>>>(q-i&31))+(j[u+(o<<2)>>1]|0)|0;i=g+1|0;b[g>>0]=b[u+(w<<2)+2>>0]|0;if(m>>>0>32){k=2;v=55;break}if((l|0)<4)if(!l)n=0;else{v=m>>>3;v=(n+(0-v)|0)>>>0<e>>>0?l:v;k=v;m=m-(v<<3)|0;v=46}else{k=m>>>3;m=m&7;v=46}if((v|0)==46){v=0;n=l-k|0;f=e+n|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24}l=e+n|0;if(i>>>0>r>>>0){c=-9;v=56;break}t=b[u+(c<<2)+3>>0]|0;k=m+(t&255)|0;w=c;c=(f<<(m&31)>>>p>>>(q-t&31))+(j[u+(c<<2)>>1]|0)|0;m=g+2|0;b[i>>0]=b[u+(w<<2)+2>>0]|0;if(k>>>0>32){i=m;k=3;c=o;v=55;break}if((n|0)<4)if(!n)l=0;else{v=k>>>3;v=(l+(0-v)|0)>>>0<e>>>0?n:v;i=v;k=k-(v<<3)|0;v=51}else{i=k>>>3;k=k&7;v=51}if((v|0)==51){v=0;l=n-i|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24}if(m>>>0>r>>>0){c=-9;v=56;break}else g=m}if((v|0)==55){b[i>>0]=b[u+(c<<2)+2>>0]|0;w=g+k-a|0;return w|0}else if((v|0)==56)return c|0;return 0}function itb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16912|0;h=l+16400|0;k=l+8|0;i=l+4|0;j=l;f[j>>2]=255;if(d>>>0<2)e=-10;else{e=dtb(h,j,i,c,d)|0;if(e>>>0<4294967279){c=c+e|0;g=d-e|0;if(e>>>0<d>>>0){e=ftb(k,h,f[j>>2]|0,f[i>>2]|0)|0;if(e>>>0<4294967279)e=htb(a,b,c,g,k)|0}else e=-10}}u=l;return e|0}function jtb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+336|0;m=p+80|0;n=p+8|0;g=p+4|0;i=p;f[g>>2]=0;f[i>>2]=0;o=a+4|0;c=etb(m,256,n,i,g,c,d)|0;if(ctb(c)|0){o=c;u=p;return o|0}e=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;d=f[g>>2]|0;if(d>>>0>((e&255)+1|0)>>>0){o=-13;u=p;return o|0}l=e&-16776961|d<<16&16711680;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;l=d+1|0;if(l>>>0>1){d=1;e=0;do{k=n+(d<<2)|0;j=e;e=(f[k>>2]<<d+-1)+e|0;f[k>>2]=j;d=d+1|0}while(d>>>0<l>>>0)}g=f[i>>2]|0;if(!g){o=c;u=p;return o|0}else e=0;do{k=h[m+e>>0]|0;a=e&255;i=l-k&255;j=n+(k<<2)|0;d=f[j>>2]|0;k=d+(1<<k>>1)|0;if(d>>>0<k>>>0)do{b[o+(d<<1)>>0]=a;b[o+(d<<1)+1>>0]=i;d=d+1|0}while(d>>>0<k>>>0);f[j>>2]=k;e=e+1|0}while(e>>>0<g>>>0);u=p;return c|0}function ktb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=c+4|0;i=f[p>>2]|0;a:do if(i>>>0<=32){n=c+8|0;o=c+12|0;l=d+-4|0;m=0-g&31;while(1){j=f[n>>2]|0;k=f[o>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0))break a;q=i>>>3;r=(j+(0-q)|0)>>>0<k>>>0;q=r?j-k|0:q;j=j+(0-q)|0;f[n>>2]=j;k=r&1;i=i-(q<<3)|0}else{j=j+(0-(i>>>3))|0;f[n>>2]=j;k=0;i=i&7}f[p>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(a>>>0>l>>>0|(k|0)!=0)break a;j=j<<(i&31)>>>m;r=b[e+(j<<1)>>0]|0;f[p>>2]=i+(h[e+(j<<1)+1>>0]|0);b[a>>0]=r;r=f[p>>2]|0;j=f[c>>2]<<(r&31)>>>m;i=b[e+(j<<1)>>0]|0;f[p>>2]=r+(h[e+(j<<1)+1>>0]|0);j=a+2|0;b[a+1>>0]=i;i=f[p>>2]|0;if(i>>>0>32){a=j;break}else a=j}}while(0);l=c+8|0;m=c+12|0;n=0-g&31;b:do if(i>>>0>32)j=a;else while(1){j=f[l>>2]|0;k=f[m>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0)){j=a;break b}r=i>>>3;q=(j+(0-r)|0)>>>0<k>>>0;r=q?j-k|0:r;j=j+(0-r)|0;f[l>>2]=j;k=q&1;i=i-(r<<3)|0}else{j=j+(0-(i>>>3))|0;f[l>>2]=j;k=0;i=i&7}f[p>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(!(a>>>0<d>>>0&(k|0)==0)){j=a;break b}j=j<<(i&31)>>>n;r=b[e+(j<<1)>>0]|0;f[p>>2]=i+(h[e+(j<<1)+1>>0]|0);j=a+1|0;b[a>>0]=r;i=f[p>>2]|0;if(i>>>0>32)break;else a=j}while(0);if(j>>>0>=d>>>0)return;a=0-g&31;q=f[c>>2]<<(i&31)>>>a;r=b[e+(q<<1)>>0]|0;f[p>>2]=i+(h[e+(q<<1)+1>>0]|0);i=j+1|0;b[j>>0]=r;if((i|0)==(d|0))return;do{g=f[p>>2]|0;q=f[c>>2]<<(g&31)>>>a;r=b[e+(q<<1)>>0]|0;f[p>>2]=g+(h[e+(q<<1)+1>>0]|0);b[i>>0]=r;i=i+1|0}while((i|0)!=(d|0));return}function ltb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;i=jtb(a,e,g)|0;if(ctb(i)|0){m=i;u=n;return m|0}if(i>>>0>=g>>>0){m=-10;u=n;return m|0}j=e+i|0;i=g-i|0;l=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;do if(!i){f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;i=-10}else{f[m+12>>2]=j;if(i>>>0>3){e=e+g+-4|0;f[m+8>>2]=e;f[m>>2]=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=b[j+(i+-1)>>0]|0;g=m+4|0;if(!(e<<24>>24)){f[g>>2]=0;i=-1;break}else{k=(_(e&255|0)|0)+-23|0;f[g>>2]=k;break}}f[m+8>>2]=j;e=h[j>>0]|0;f[m>>2]=e;switch(i|0){case 2:{k=11;break}case 3:{e=(h[j+2>>0]|0)<<16|e;f[m>>2]=e;k=11;break}default:{}}if((k|0)==11)f[m>>2]=((h[j+1>>0]|0)<<8)+e;e=b[j+(i+-1)>>0]|0;g=m+4|0;if(!(e<<24>>24)){f[g>>2]=0;i=-1;break}else{k=(4-i<<3)+-23+(_(e&255|0)|0)|0;f[g>>2]=k;break}}while(0);if(!(ctb(i)|0)){ktb(c,m,c+d|0,a+4|0,l>>>16&255);i=((f[m+4>>2]|0)!=32?1:(f[m+8>>2]|0)!=(f[m+12>>2]|0))?-11:d}m=i;u=n;return m|0}function mtb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;y=0;D=u;u=u+1056|0;if(e>>>0<10){g=-11;u=D;return g|0}l=h[d>>0]|h[d+1>>0]<<8;o=h[(d+2|0)>>0]|h[(d+2|0)+1>>0]<<8;v=h[(d+4|0)>>0]|h[(d+4|0)+1>>0]<<8;i=e+-6-(l&65535)-(o&65535)-(v&65535)|0;m=(d+6|0)+(l&65535)|0;q=m+(o&65535)|0;x=q+(v&65535)|0;B=a+((c+3|0)>>>2)|0;C=B+((c+3|0)>>>2)|0;A=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16;j=1;if(j){j=0;if(i>>>0>e>>>0)z=-11;else j=1}if(j)if(1){do if(!(l<<16>>16)){f[(D+48|0)>>2]=0;f[(D+48|0)+4>>2]=0;f[(D+48|0)+8>>2]=0;f[(D+48|0)+12>>2]=0;r=-10;s=0}else{f[(D+48|0)+12>>2]=d+6|0;if((l&65535)>3){f[(D+48|0)+8>>2]=m+-4|0;f[(D+48|0)>>2]=h[(m+-4|0)>>0]|h[(m+-4|0)+1>>0]<<8|h[(m+-4|0)+2>>0]<<16|h[(m+-4|0)+3>>0]<<24;e=b[(d+6|0)+((l&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(_(e&255|0)|0)+-23|0;f[((D+48|0)+4|0)>>2]=s;r=l&65535;break}}f[(D+48|0)+8>>2]=d+6|0;e=h[(d+6|0)>>0]|0;f[(D+48|0)>>2]=e;switch(l<<16>>16){case 2:{k=e;y=11;break}case 3:{k=(h[d+8>>0]|0)<<16|e;f[(D+48|0)>>2]=k;y=11;break}default:{}}if((y|0)==11)f[(D+48|0)>>2]=((h[d+7>>0]|0)<<8)+k;e=b[(d+6|0)+((l&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(4-(l&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+48|0)+4|0)>>2]=s;r=l&65535;break}}while(0);t=1;if(t){t=0;if(!(ctb(r)|0)){do if(!(o<<16>>16)){f[(D+32|0)>>2]=0;f[(D+32|0)+4>>2]=0;f[(D+32|0)+8>>2]=0;f[(D+32|0)+12>>2]=0;k=-10}else{f[(D+32|0)+12>>2]=m;if((o&65535)>3){f[(D+32|0)+8>>2]=q+-4|0;f[(D+32|0)>>2]=h[(q+-4|0)>>0]|h[(q+-4|0)+1>>0]<<8|h[(q+-4|0)+2>>0]<<16|h[(q+-4|0)+3>>0]<<24;e=b[m+((o&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;k=-1;break}else{k=(_(e&255|0)|0)+-23|0;f[((D+32|0)+4|0)>>2]=k;k=o&65535;break}}f[(D+32|0)+8>>2]=m;e=h[m>>0]|0;f[(D+32|0)>>2]=e;switch(o<<16>>16){case 2:{n=e;y=24;break}case 3:{n=(h[m+2>>0]|0)<<16|e;f[(D+32|0)>>2]=n;y=24;break}default:{}}if((y|0)==24)f[(D+32|0)>>2]=((h[m+1>>0]|0)<<8)+n;e=b[m+((o&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;k=-1;break}else{k=(4-(o&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+32|0)+4|0)>>2]=k;k=o&65535;break}}while(0);l=1;if(l){l=0;if(!(ctb(k)|0)){do if(!(v<<16>>16)){f[(D+16|0)>>2]=0;f[(D+16|0)+4>>2]=0;f[(D+16|0)+8>>2]=0;f[(D+16|0)+12>>2]=0;j=-10}else{f[(D+16|0)+12>>2]=q;if((v&65535)>3){f[(D+16|0)+8>>2]=x+-4|0;f[(D+16|0)>>2]=h[(x+-4|0)>>0]|h[(x+-4|0)+1>>0]<<8|h[(x+-4|0)+2>>0]<<16|h[(x+-4|0)+3>>0]<<24;e=b[q+((v&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(_(e&255|0)|0)+-23|0;f[((D+16|0)+4|0)>>2]=j;j=v&65535;break}}f[(D+16|0)+8>>2]=q;e=h[q>>0]|0;f[(D+16|0)>>2]=e;switch(v<<16>>16){case 2:{p=e;y=37;break}case 3:{p=(h[q+2>>0]|0)<<16|e;f[(D+16|0)>>2]=p;y=37;break}default:{}}if((y|0)==37)f[(D+16|0)>>2]=((h[q+1>>0]|0)<<8)+p;e=b[q+((v&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(4-(v&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+16|0)+4|0)>>2]=j;j=v&65535;break}}while(0);d=1;if(d){d=0;if(!(ctb(j)|0)){do if(!i){f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;f[D+12>>2]=0;i=-10}else{f[D+12>>2]=x;if(i>>>0>3){f[D+8>>2]=x+i+-4|0;f[D>>2]=h[(x+i+-4|0)>>0]|h[(x+i+-4|0)+1>>0]<<8|h[(x+i+-4|0)+2>>0]<<16|h[(x+i+-4|0)+3>>0]<<24;e=b[x+(i+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;i=-1;break}else{y=(_(e&255|0)|0)+-23|0;f[(D+4|0)>>2]=y;break}}f[D+8>>2]=x;e=h[x>>0]|0;f[D>>2]=e;switch(i|0){case 2:{w=e;y=50;break}case 3:{w=(h[x+2>>0]|0)<<16|e;f[D>>2]=w;y=50;break}default:{}}if((y|0)==50)f[D>>2]=((h[x+1>>0]|0)<<8)+w;e=b[x+(i+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;i=-1;break}else{y=(4-i<<3)+-23+(_(e&255|0)|0)|0;f[(D+4|0)>>2]=y;break}}while(0);e=1;if(e){e=0;if(!(ctb(i)|0)){f[D+80>>2]=a;f[D+88>>2]=c;f[D+112>>2]=g;f[D+272>>2]=z;f[D+352>>2]=A;f[D+616>>2]=B;f[D+624>>2]=C;f[D+832>>2]=s;f[D+992>>2]=0;f[D+996>>2]=0;Qtb(D);z=f[D+272>>2]|0}else e=1}if(e)if(1)z=i}else d=1}if(d)if(1)z=j}else l=1}if(l)if(1)z=k}else t=1}if(t)if(1)z=r}g=z;u=D;return g|0}function ntb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;J=u;u=u+2144|0;E=J+1304|0;F=J+1236|0;l=J+1888|0;G=J+1376|0;o=J+1168|0;H=J+1096|0;I=J+8|0;g=J+4|0;i=J;k=o;m=k+68|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(m|0));k=H;m=k+72|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(m|0));j=H+4|0;B=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;C=B&255;D=a+4|0;if((B&255)>16){I=-13;u=J;return I|0}A=etb(l,256,o,i,g,c,e)|0;if(ctb(A)|0){I=A;u=J;return I|0}m=f[g>>2]|0;if(m>>>0>C>>>0){I=-13;u=J;return I|0}else p=m;while(1)if(!(f[o+(p<<2)>>2]|0))p=p+-1|0;else break;n=p+1|0;k=n>>>0>1;if(k){c=1;e=0;while(1){g=(f[o+(c<<2)>>2]|0)+e|0;f[j+(c<<2)>>2]=e;c=c+1|0;if((c|0)==(n|0)){z=g;break}else e=g}}else z=0;f[j>>2]=z;e=f[i>>2]|0;if(e|0){c=0;do{x=b[l+c>>0]|0;w=j+((x&255)<<2)|0;y=f[w>>2]|0;f[w>>2]=y+1;b[G+(y<<1)>>0]=c;b[G+(y<<1)+1>>0]=x;c=c+1|0}while(c>>>0<e>>>0)}f[j>>2]=0;if(k){g=C+-1-m|0;c=1;e=0;do{y=e;e=(f[o+(c<<2)>>2]<<g+c)+e|0;f[I+(c<<2)>>2]=y;c=c+1|0}while((c|0)!=(n|0))}c=1-p+m|0;g=C+1-c|0;if(!(c>>>0>=g>>>0|k^1))do{e=1;do{f[I+(c*68|0)+(e<<2)>>2]=(f[I+(e<<2)>>2]|0)>>>c;e=e+1|0}while((e|0)!=(n|0));c=c+1|0}while((c|0)!=(g|0));x=m+1|0;y=x-C|0;v=x-p|0;k=F;i=I;m=k+68|0;do{f[k>>2]=f[i>>2];k=k+4|0;i=i+4|0}while((k|0)<(m|0));if(z|0){t=0;do{j=b[G+(t<<1)>>0]|0;w=h[G+(t<<1)+1>>0]|0;s=x-w|0;w=F+(w<<2)|0;e=f[w>>2]|0;n=C-s|0;o=1<<n;if(n>>>0<v>>>0){c=o+e|0;if(e>>>0<c>>>0){g=s<<16&16711680|j&255|16777216;do{s=D+(e<<2)|0;d[s>>1]=g;d[s+2>>1]=g>>>16;e=e+1|0}while((e|0)!=(c|0))}}else{c=s+y|0;g=(c|0)>1;c=g?c:1;r=f[H+(c<<2)>>2]|0;p=D+(e<<2)|0;q=G+(r<<1)|0;r=z-r|0;k=E;i=I+(s*68|0)|0;m=k+68|0;do{f[k>>2]=f[i>>2];k=k+4|0;i=i+4|0}while((k|0)<(m|0));if(g){i=f[E+(c<<2)>>2]|0;if(i|0){g=s<<16&16711680|j&255|16777216;c=0;do{m=p+(c<<2)|0;d[m>>1]=g;d[m+2>>1]=g>>>16;c=c+1|0}while((c|0)!=(i|0))}}if(r|0){l=j&255;g=0;do{j=h[q+(g<<1)+1>>0]|0;i=x-j|0;j=E+(j<<2)|0;c=f[j>>2]|0;k=(1<<n-i)+c|0;i=(h[q+(g<<1)>>0]|0)<<8|l|i+s<<16&16711680|33554432;do{m=p+(c<<2)|0;c=c+1|0;d[m>>1]=i;d[m+2>>1]=i>>>16}while(c>>>0<k>>>0);f[j>>2]=k;g=g+1|0}while((g|0)!=(r|0))}c=o+e|0}f[w>>2]=c;t=t+1|0}while((t|0)!=(z|0))}I=B&-16776961|C<<16|256;b[a>>0]=I;b[a+1>>0]=I>>8;b[a+2>>0]=I>>16;b[a+3>>0]=I>>24;I=A;u=J;return I|0}function otb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=c+4|0;i=f[q>>2]|0;a:do if(i>>>0>32)p=10;else{n=c+8|0;o=c+12|0;l=d+-7|0;m=0-g&31;while(1){j=f[n>>2]|0;k=f[o>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0))break;r=i>>>3;s=(j+(0-r)|0)>>>0<k>>>0;r=s?j-k|0:r;j=j+(0-r)|0;f[n>>2]=j;k=s&1;i=i-(r<<3)|0}else{j=j+(0-(i>>>3))|0;f[n>>2]=j;k=0;i=i&7}f[q>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(!(a>>>0<l>>>0&(k|0)==0)){p=9;break}s=j<<(i&31)>>>m;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;s=a+(h[e+(s<<2)+3>>0]|0)|0;a=f[c>>2]<<(i&31)>>>m;i=e+(a<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[s>>0]=i;b[s+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(a<<2)+2>>0]|0)|0;f[q>>2]=i;a=s+(h[e+(a<<2)+3>>0]|0)|0;if(i>>>0>32){p=10;break a}}if((p|0)==9)if(i>>>0>32){p=10;break}m=c+8|0;n=c+12|0;k=d+-2|0;o=0-g&31;do{j=f[m>>2]|0;l=f[n>>2]|0;if(j>>>0<(l+4|0)>>>0){if((j|0)==(l|0))break a;s=i>>>3;r=(j+(0-s)|0)>>>0<l>>>0;s=r?j-l|0:s;j=j+(0-s)|0;f[m>>2]=j;l=r&1;i=i-(s<<3)|0}else{j=j+(0-(i>>>3))|0;f[m>>2]=j;l=0;i=i&7}f[q>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(a>>>0>k>>>0|(l|0)!=0)break a;s=j<<(i&31)>>>o;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;a=a+(h[e+(s<<2)+3>>0]|0)|0}while(i>>>0<=32)}while(0);if((p|0)==10)k=d+-2|0;if(a>>>0>k>>>0)j=a;else{j=0-g&31;do{s=f[c>>2]<<(i&31)>>>j;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;a=a+(h[e+(s<<2)+3>>0]|0)|0}while(a>>>0<=k>>>0);j=a}if(j>>>0>=d>>>0)return;a=f[c>>2]<<(i&31)>>>(0-g&31);b[j>>0]=b[e+(a<<2)>>0]|0;if((b[e+(a<<2)+3>>0]|0)==1){f[q>>2]=(f[q>>2]|0)+(h[e+(a<<2)+2>>0]|0);return}i=f[q>>2]|0;if(i>>>0>=32)return;s=i+(h[e+(a<<2)+2>>0]|0)|0;f[q>>2]=s>>>0<32?s:32;return}function ptb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;x=0;D=u;u=u+1088|0;if(e>>>0<10){g=-11;u=D;return g|0}k=h[d>>0]|h[d+1>>0]<<8;n=h[(d+2|0)>>0]|h[(d+2|0)+1>>0]<<8;q=h[(d+4|0)>>0]|h[(d+4|0)+1>>0]<<8;y=e+-6-(k&65535)-(n&65535)-(q&65535)|0;l=(d+6|0)+(k&65535)|0;p=l+(n&65535)|0;w=p+(q&65535)|0;B=a+((c+3|0)>>>2)|0;C=B+((c+3|0)>>>2)|0;A=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16;i=1;if(i){i=0;if(y>>>0>e>>>0)z=-11;else i=1}if(i)if(1){do if(!(k<<16>>16)){f[(D+48|0)>>2]=0;f[(D+48|0)+4>>2]=0;f[(D+48|0)+8>>2]=0;f[(D+48|0)+12>>2]=0;r=-10;s=0}else{f[(D+48|0)+12>>2]=d+6|0;if((k&65535)>3){f[(D+48|0)+8>>2]=l+-4|0;f[(D+48|0)>>2]=h[(l+-4|0)>>0]|h[(l+-4|0)+1>>0]<<8|h[(l+-4|0)+2>>0]<<16|h[(l+-4|0)+3>>0]<<24;e=b[(d+6|0)+((k&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(_(e&255|0)|0)+-23|0;f[((D+48|0)+4|0)>>2]=s;r=k&65535;break}}f[(D+48|0)+8>>2]=d+6|0;e=h[(d+6|0)>>0]|0;f[(D+48|0)>>2]=e;switch(k<<16>>16){case 2:{j=e;x=11;break}case 3:{j=(h[d+8>>0]|0)<<16|e;f[(D+48|0)>>2]=j;x=11;break}default:{}}if((x|0)==11)f[(D+48|0)>>2]=((h[d+7>>0]|0)<<8)+j;e=b[(d+6|0)+((k&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(4-(k&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+48|0)+4|0)>>2]=s;r=k&65535;break}}while(0);t=1;if(t){t=0;if(!(ctb(r)|0)){do if(!(n<<16>>16)){f[(D+32|0)>>2]=0;f[(D+32|0)+4>>2]=0;f[(D+32|0)+8>>2]=0;f[(D+32|0)+12>>2]=0;l=-10}else{f[(D+32|0)+12>>2]=l;if((n&65535)>3){f[(D+32|0)+8>>2]=p+-4|0;f[(D+32|0)>>2]=h[(p+-4|0)>>0]|h[(p+-4|0)+1>>0]<<8|h[(p+-4|0)+2>>0]<<16|h[(p+-4|0)+3>>0]<<24;e=b[l+((n&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;l=-1;break}else{l=(_(e&255|0)|0)+-23|0;f[((D+32|0)+4|0)>>2]=l;l=n&65535;break}}f[(D+32|0)+8>>2]=l;e=h[l>>0]|0;f[(D+32|0)>>2]=e;switch(n<<16>>16){case 2:{m=e;x=24;break}case 3:{m=(h[l+2>>0]|0)<<16|e;f[(D+32|0)>>2]=m;x=24;break}default:{}}if((x|0)==24)f[(D+32|0)>>2]=((h[l+1>>0]|0)<<8)+m;e=b[l+((n&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;l=-1;break}else{l=(4-(n&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+32|0)+4|0)>>2]=l;l=n&65535;break}}while(0);m=1;if(m){m=0;if(!(ctb(l)|0)){do if(!(q<<16>>16)){f[(D+16|0)>>2]=0;f[(D+16|0)+4>>2]=0;f[(D+16|0)+8>>2]=0;f[(D+16|0)+12>>2]=0;j=-10}else{f[(D+16|0)+12>>2]=p;if((q&65535)>3){f[(D+16|0)+8>>2]=w+-4|0;f[(D+16|0)>>2]=h[(w+-4|0)>>0]|h[(w+-4|0)+1>>0]<<8|h[(w+-4|0)+2>>0]<<16|h[(w+-4|0)+3>>0]<<24;e=b[p+((q&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(_(e&255|0)|0)+-23|0;f[((D+16|0)+4|0)>>2]=j;j=q&65535;break}}f[(D+16|0)+8>>2]=p;e=h[p>>0]|0;f[(D+16|0)>>2]=e;switch(q<<16>>16){case 2:{o=e;x=37;break}case 3:{o=(h[p+2>>0]|0)<<16|e;f[(D+16|0)>>2]=o;x=37;break}default:{}}if((x|0)==37)f[(D+16|0)>>2]=((h[p+1>>0]|0)<<8)+o;e=b[p+((q&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(4-(q&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+16|0)+4|0)>>2]=j;j=q&65535;break}}while(0);k=1;if(k){k=0;if(!(ctb(j)|0)){do if(!y){f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;f[D+12>>2]=0;e=-10;i=0}else{f[D+12>>2]=w;if(y>>>0>3){f[D+8>>2]=w+y+-4|0;f[D>>2]=h[(w+y+-4|0)>>0]|h[(w+y+-4|0)+1>>0]<<8|h[(w+y+-4|0)+2>>0]<<16|h[(w+y+-4|0)+3>>0]<<24;e=b[w+(y+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;e=-1;i=0;break}else{i=(_(e&255|0)|0)+-23|0;f[(D+4|0)>>2]=i;e=y;break}}f[D+8>>2]=w;e=h[w>>0]|0;f[D>>2]=e;switch(y|0){case 2:{v=e;x=50;break}case 3:{v=(h[w+2>>0]|0)<<16|e;f[D>>2]=v;x=50;break}default:{}}if((x|0)==50)f[D>>2]=((h[w+1>>0]|0)<<8)+v;e=b[w+(y+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;e=-1;i=0;break}else{i=(4-y<<3)+-23+(_(e&255|0)|0)|0;f[(D+4|0)>>2]=i;e=y;break}}while(0);d=1;if(d){d=0;if(!(ctb(e)|0)){q=(D+48|0)+4|0;v=(D+32|0)+4|0;w=(D+16|0)+4|0;E=a;n=B;o=C;p=C+((c+3|0)>>>2)|0;x=s;y=i;f[D+80>>2]=a;f[D+88>>2]=c;f[D+112>>2]=g;f[D+144>>2]=E;f[D+152>>2]=n;f[D+160>>2]=o;f[D+168>>2]=p;f[D+272>>2]=z;f[D+296>>2]=A;f[D+440>>2]=q;f[D+448>>2]=v;f[D+456>>2]=w;f[D+472>>2]=x;f[D+560>>2]=B;f[D+568>>2]=C;f[D+616>>2]=y;f[D+1024>>2]=0;f[D+1028>>2]=0;Rtb(D);z=f[D+272>>2]|0}else d=1}if(d)if(1)z=e}else k=1}if(k)if(1)z=j}else m=1}if(m)if(1)z=l}else t=1}if(t)if(1)z=r}E=z;u=D;return E|0}function qtb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;k=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if(!(k&65280)){do if(!e){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;e=-10}else{f[l+12>>2]=d;if(e>>>0>3){i=d+e+-4|0;f[l+8>>2]=i;f[l>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{j=(_(i&255|0)|0)+-23|0;f[d>>2]=j;break}}f[l+8>>2]=d;i=h[d>>0]|0;f[l>>2]=i;switch(e|0){case 2:{j=25;break}case 3:{i=(h[d+2>>0]|0)<<16|i;f[l>>2]=i;j=25;break}default:{}}if((j|0)==25)f[l>>2]=((h[d+1>>0]|0)<<8)+i;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{j=(4-e<<3)+-23+(_(i&255|0)|0)|0;f[d>>2]=j;break}}while(0);if(!(ctb(e)|0)){ktb(a,l,a+c|0,g+4|0,k>>>16&255);e=((f[l+4>>2]|0)!=32?1:(f[l+8>>2]|0)!=(f[l+12>>2]|0))?-11:c}l=e;u=m;return l|0}else{do if(!e){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;e=-10}else{f[l+12>>2]=d;if(e>>>0>3){i=d+e+-4|0;f[l+8>>2]=i;f[l>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{k=(_(i&255|0)|0)+-23|0;f[d>>2]=k;break}}f[l+8>>2]=d;i=h[d>>0]|0;f[l>>2]=i;switch(e|0){case 2:{j=10;break}case 3:{i=(h[d+2>>0]|0)<<16|i;f[l>>2]=i;j=10;break}default:{}}if((j|0)==10)f[l>>2]=((h[d+1>>0]|0)<<8)+i;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{k=(4-e<<3)+-23+(_(i&255|0)|0)|0;f[d>>2]=k;break}}while(0);if(!(ctb(e)|0)){otb(a,l,a+c|0,g+4|0,(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16&255);e=((f[l+4>>2]|0)!=32?1:(f[l+8>>2]|0)!=(f[l+12>>2]|0))?-11:c}l=e;u=m;return l|0}return 0}function rtb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;if(!(((h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24)>>>8&255)<<24>>24)){e=mtb(a,b,c,d,e)|0;return e|0}else{e=ptb(a,b,c,d,e)|0;return e|0}return 0}function stb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=f[a+352>>2]|0;z=f[a+392>>2]|0;c=f[a+1600>>2]|0;k=f[a+3408>>2]|0;l=f[a+3424>>2]|0;m=f[a+3432>>2]|0;A=f[a+3448>>2]|0;B=f[a+3456>>2]|0;a:{if(B){B=0;if((A|0)==15){Bsb(z,z+208|0,c)|0;u=a;f[a+3488>>2]=5;break a}else if((A|0)==16){Csb(z,z+208|0,z+416|0,c)|0;u=a;f[a+3488>>2]=5;break a}else if((A|0)==17){Dsb(z,z+208|0,z+416|0,z+624|0,c)|0;u=a;f[a+3488>>2]=5;break a}else B=1}if(B){B=0;if((A|0)==19){d=z+416|0;Bsb(z,z+208|0,d)|0;c=z+624|0;if((c|0)==(y|0)){u=a;f[a+3488>>2]=5;break a}v=(a+24|0)+36|0;w=(a+24|0)+48|0;x=(a+24|0)+64|0;o=(a+24|0)+100|0;q=(a+24|0)+120|0;r=(a+24|0)+144|0;s=(a+24|0)+168|0;t=(a+24|0)+184|0;n=c;while(1){c=~~+p[n+184>>3]>>>0;h=~~+p[d+184>>3]>>>0;if(c>>>0<h>>>0)A=26;else if(c>>>0<=h>>>0){e=+p[n+192>>3];g=+p[d+192>>3];if(e<g)A=26;else if(!(e>g))if(gub(n,d)|0)A=26}if((A|0)==26){A=0;k=a+24|0;l=n;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));m=n+36|0;f[v>>2]=f[m>>2];f[v+4>>2]=f[m+4>>2];f[v+8>>2]=f[m+8>>2];f[v>>2]=f[m>>2];f[((a+24|0)+40|0)>>2]=f[n+40>>2];f[((a+24|0)+44|0)>>2]=f[n+44>>2];m=n+48|0;f[w>>2]=f[m>>2];f[w+4>>2]=f[m+4>>2];f[w+8>>2]=f[m+8>>2];f[w>>2]=f[m>>2];f[((a+24|0)+52|0)>>2]=f[n+52>>2];f[((a+24|0)+56|0)>>2]=f[n+56>>2];m=n+64|0;f[x>>2]=f[m>>2];f[x+4>>2]=f[m+4>>2];f[x+8>>2]=f[m+8>>2];f[x+12>>2]=f[m+12>>2];f[x+16>>2]=f[m+16>>2];f[x+20>>2]=f[m+20>>2];p[x>>3]=+p[m>>3];p[((a+24|0)+72|0)>>3]=+p[n+72>>3];p[((a+24|0)+80|0)>>3]=+p[n+80>>3];m=n+88|0;f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+88|0)>>2]=f[m>>2];l=n+92|0;f[((a+24|0)+92|0)>>2]=f[l>>2];k=n+96|0;f[((a+24|0)+96|0)>>2]=f[k>>2];f[k>>2]=0;f[l>>2]=0;f[m>>2]=0;m=n+100|0;f[o>>2]=f[m>>2];f[o+4>>2]=f[m+4>>2];f[o+8>>2]=f[m+8>>2];f[o+12>>2]=f[m+12>>2];f[o+16>>2]=f[m+16>>2];m=n+120|0;f[q>>2]=f[m>>2];f[q+4>>2]=f[m+4>>2];f[q+8>>2]=f[m+8>>2];f[q+12>>2]=f[m+12>>2];f[q+16>>2]=f[m+16>>2];f[q+20>>2]=f[m+20>>2];p[q>>3]=+p[m>>3];p[((a+24|0)+128|0)>>3]=+p[n+128>>3];p[((a+24|0)+136|0)>>3]=+p[n+136>>3];m=n+144|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];f[r+12>>2]=f[m+12>>2];f[r+16>>2]=f[m+16>>2];f[r+20>>2]=f[m+20>>2];p[r>>3]=+p[m>>3];p[((a+24|0)+152|0)>>3]=+p[n+152>>3];p[((a+24|0)+160|0)>>3]=+p[n+160>>3];m=n+168|0;f[s>>2]=f[m>>2];f[s+4>>2]=f[m+4>>2];f[s+8>>2]=f[m+8>>2];f[s+12>>2]=f[m+12>>2];p[s>>3]=+p[m>>3];p[((a+24|0)+176|0)>>3]=+p[n+176>>3];m=n+184|0;f[t>>2]=f[m>>2];f[t+4>>2]=f[m+4>>2];f[t+8>>2]=f[m+8>>2];f[t+12>>2]=f[m+12>>2];b[t+16>>0]=b[m+16>>0]|0;psb(n,d)|0;b:do if((d|0)==(z|0))i=z;else{h=d;while(1){i=h;h=h+-208|0;c=~~+p[((a+24|0)+184|0)>>3]>>>0;d=~~+p[i+-24>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0)break b;e=+p[((a+24|0)+192|0)>>3];g=+p[i+-16>>3];if(!(e<g)){if(e>g)break b;if(!(gub(a+24|0,h)|0))break b}}psb(i,h)|0;if((h|0)==(z|0)){i=z;break}}}while(0);k=i;l=a+24|0;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));j=i+36|0;c=f[v>>2]|0;f[v>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+40|0)>>2]|0;c=i+40|0;f[((a+24|0)+40|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+44|0)>>2]|0;j=i+44|0;f[((a+24|0)+44|0)>>2]=f[j>>2];f[j>>2]=c;j=i+48|0;c=f[w>>2]|0;f[w>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+52|0)>>2]|0;c=i+52|0;f[((a+24|0)+52|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+56|0)>>2]|0;j=i+56|0;f[((a+24|0)+56|0)>>2]=f[j>>2];f[j>>2]=c;g=+p[((a+24|0)+64|0)>>3];j=i+64|0;p[((a+24|0)+64|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+72|0)>>3];j=i+72|0;p[((a+24|0)+72|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+80|0)>>3];j=i+80|0;p[((a+24|0)+80|0)>>3]=+p[j>>3];p[j>>3]=g;j=i+88|0;c=f[j>>2]|0;h=i+92|0;if(!c)c=i+96|0;else{d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=i+96|0;f[c>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[((a+24|0)+88|0)>>2];f[h>>2]=f[((a+24|0)+92|0)>>2];f[c>>2]=f[((a+24|0)+96|0)>>2];f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+92|0)>>2]=0;f[((a+24|0)+88|0)>>2]=0;j=i+100|0;f[j>>2]=f[o>>2];f[j+4>>2]=f[o+4>>2];f[j+8>>2]=f[o+8>>2];f[j+12>>2]=f[o+12>>2];f[j+16>>2]=f[o+16>>2];g=+p[((a+24|0)+120|0)>>3];j=i+120|0;p[((a+24|0)+120|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+128|0)>>3];j=i+128|0;p[((a+24|0)+128|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+136|0)>>3];j=i+136|0;p[((a+24|0)+136|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+144|0)>>3];j=i+144|0;p[((a+24|0)+144|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+152|0)>>3];j=i+152|0;p[((a+24|0)+152|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+160|0)>>3];j=i+160|0;p[((a+24|0)+160|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+168|0)>>3];j=i+168|0;p[((a+24|0)+168|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+176|0)>>3];j=i+176|0;p[((a+24|0)+176|0)>>3]=+p[j>>3];p[j>>3]=g;j=i+184|0;f[j>>2]=f[t>>2];f[j+4>>2]=f[t+4>>2];f[j+8>>2]=f[t+8>>2];f[j+12>>2]=f[t+12>>2];b[j+16>>0]=b[t+16>>0]|0}c=n+208|0;if((c|0)==(y|0))break;else{d=n;n=c}}u=a;f[a+3488>>2]=5;break a}else B=1}if(B){B=0;if((A|0)==144)if(1){u=a;f[a+3488>>2]=5;break a}else B=1}}f[a+3408>>2]=k;f[a+3424>>2]=l;f[a+3432>>2]=m;f[a+3448>>2]=A;f[a+3456>>2]=B}function ttb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0;J=f[a+288>>2]|0;y=f[a+312>>2]|0;z=f[a+336>>2]|0;K=f[a+352>>2]|0;L=f[a+392>>2]|0;H=f[a+440>>2]|0;I=f[a+464>>2]|0;D=f[a+536>>2]|0;M=f[a+1152>>2]|0;N=f[a+1424>>2]|0;B=f[a+1488>>2]|0;A=f[a+2280>>2]|0;O=f[a+3304>>2]|0;P=f[a+3408>>2]|0;R=f[a+3424>>2]|0;S=f[a+3432>>2]|0;Q=f[a+3448>>2]|0;a:{if((Q|0)==96){Q=0;P=a+24|0;R=L;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));c=f[L+36>>2]|0;d=f[L+40>>2]|0;i=f[L+44>>2]|0;j=f[L+48>>2]|0;k=f[L+52>>2]|0;l=f[L+56>>2]|0;e=+p[L+64>>3];g=+p[L+72>>3];h=+p[L+80>>3];P=L+88|0;m=f[P>>2]|0;R=L+92|0;n=f[R>>2]|0;S=L+96|0;o=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=L+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[L+120>>3];r=+p[L+128>>3];s=+p[L+136>>3];t=+p[L+144>>3];u=+p[L+152>>3];v=+p[L+160>>3];w=+p[L+168>>3];x=+p[L+176>>3];P=L+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(L,A)|0;P=A;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[y+-172>>2]=c;f[y+-168>>2]=d;f[y+-164>>2]=i;f[y+-160>>2]=j;f[y+-156>>2]=k;f[y+-152>>2]=l;p[y+-144>>3]=e;p[y+-136>>3]=g;p[y+-128>>3]=h;j=y+-120|0;c=f[j>>2]|0;i=y+-116|0;if(!c)c=y+-112|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=y+-112|0;f[c>>2]=0;f[i>>2]=0;f[j>>2]=0}f[j>>2]=m;f[i>>2]=n;f[c>>2]=o;H=y+-108|0;f[H>>2]=f[(a+232|0)>>2];f[H+4>>2]=f[(a+232|0)+4>>2];f[H+8>>2]=f[(a+232|0)+8>>2];f[H+12>>2]=f[(a+232|0)+12>>2];f[H+16>>2]=f[(a+232|0)+16>>2];p[y+-88>>3]=q;p[y+-80>>3]=r;p[y+-72>>3]=s;p[y+-64>>3]=t;p[y+-56>>3]=u;p[y+-48>>3]=v;p[y+-40>>3]=w;p[y+-32>>3]=x;H=y+-24|0;f[H>>2]=f[a>>2];f[H+4>>2]=f[a+4>>2];f[H+8>>2]=f[a+8>>2];f[H+12>>2]=f[a+12>>2];b[H+16>>0]=b[a+16>>0]|0;H=A;I=z+1|0}c=L+208|0;b:{d=1;if(d)if(c>>>0<H>>>0){j=H;C=I;while(1){l=B+184|0;m=B+192|0;while(1){d=~~+p[c+184>>3]>>>0;h=+p[l>>3];if(d>>>0>=~~h>>>0>>>0){if(d>>>0>~~h>>>0>>>0){F=h;break}e=+p[c+192>>3];g=+p[m>>3];if(!(e<g)){if(e>g){F=h;break}if(!(gub(c,B)|0)){Q=110;break}}}c=c+208|0}if((Q|0)==110){Q=0;F=+p[l>>3]}k=j+-208|0;d=~~+p[j+-24>>3]>>>0;i=~~F>>>0;c:do if(d>>>0<i>>>0){A=j;j=k}else{h=F;while(1){if(d>>>0>i>>>0)e=h;else{e=+p[j+-16>>3];g=+p[m>>3];if(e<g){A=j;j=k;break c}if(e>g)e=h;else{if(gub(k,B)|0){A=j;j=k;break c}e=+p[l>>3]}}j=k+-208|0;d=~~+p[k+-24>>3]>>>0;i=~~e>>>0;if(d>>>0<i>>>0){A=k;break}else{E=k;k=j;h=e;j=E}}}while(0);if(c>>>0>j>>>0){E=B;D=c;break b}P=a+24|0;R=c;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));d=f[c+36>>2]|0;i=f[c+40>>2]|0;k=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;e=+p[c+64>>3];g=+p[c+72>>3];h=+p[c+80>>3];P=c+88|0;o=f[P>>2]|0;R=c+92|0;y=f[R>>2]|0;S=c+96|0;z=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=c+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[c+120>>3];r=+p[c+128>>3];s=+p[c+136>>3];t=+p[c+144>>3];u=+p[c+152>>3];v=+p[c+160>>3];w=+p[c+168>>3];x=+p[c+176>>3];P=c+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(c,j)|0;P=j;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[A+-172>>2]=d;f[A+-168>>2]=i;f[A+-164>>2]=k;f[A+-160>>2]=l;f[A+-156>>2]=m;f[A+-152>>2]=n;p[A+-144>>3]=e;p[A+-136>>3]=g;p[A+-128>>3]=h;l=A+-120|0;d=f[l>>2]|0;k=A+-116|0;if(!d)d=A+-112|0;else{i=f[k>>2]|0;if((i|0)!=(d|0))f[k>>2]=i+(~(((i+-12-d|0)>>>0)/12|0)*12|0);sOb(d);d=A+-112|0;f[d>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=o;f[k>>2]=y;f[d>>2]=z;E=A+-108|0;f[E>>2]=f[(a+232|0)>>2];f[E+4>>2]=f[(a+232|0)+4>>2];f[E+8>>2]=f[(a+232|0)+8>>2];f[E+12>>2]=f[(a+232|0)+12>>2];f[E+16>>2]=f[(a+232|0)+16>>2];p[A+-88>>3]=q;p[A+-80>>3]=r;p[A+-72>>3]=s;p[A+-64>>3]=t;p[A+-56>>3]=u;p[A+-48>>3]=v;p[A+-40>>3]=w;p[A+-32>>3]=x;E=A+-24|0;f[E>>2]=f[a>>2];f[E+4>>2]=f[a+4>>2];f[E+8>>2]=f[a+8>>2];f[E+12>>2]=f[a+12>>2];b[E+16>>0]=b[a+16>>0]|0;B=(B|0)==(c|0)?j:B;c=c+208|0;C=C+1|0}}else d=1;if(d)if(1){E=B;C=I;D=c}}do{c=1;if(c){c=0;if((D|0)==(E|0))G=C;else c=1}if(c)if(1){c=~~+p[E+184>>3]>>>0;d=~~+p[D+184>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){G=C;break}e=+p[E+192>>3];g=+p[D+192>>3];if(!(e<g)){if(e>g){G=C;break}if(!(gub(E,D)|0)){G=C;break}}}P=a+24|0;R=D;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));c=f[D+36>>2]|0;d=f[D+40>>2]|0;i=f[D+44>>2]|0;j=f[D+48>>2]|0;k=f[D+52>>2]|0;l=f[D+56>>2]|0;e=+p[D+64>>3];g=+p[D+72>>3];h=+p[D+80>>3];P=D+88|0;m=f[P>>2]|0;R=D+92|0;n=f[R>>2]|0;S=D+96|0;o=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=D+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[D+120>>3];r=+p[D+128>>3];s=+p[D+136>>3];t=+p[D+144>>3];u=+p[D+152>>3];v=+p[D+160>>3];w=+p[D+168>>3];x=+p[D+176>>3];P=D+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(D,E)|0;P=E;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[E+36>>2]=c;f[E+40>>2]=d;f[E+44>>2]=i;f[E+48>>2]=j;f[E+52>>2]=k;f[E+56>>2]=l;p[E+64>>3]=e;p[E+72>>3]=g;p[E+80>>3]=h;j=E+88|0;c=f[j>>2]|0;i=E+92|0;if(!c)c=E+96|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=E+96|0;f[c>>2]=0;f[i>>2]=0;f[j>>2]=0}f[j>>2]=m;f[i>>2]=n;f[c>>2]=o;G=E+100|0;f[G>>2]=f[(a+232|0)>>2];f[G+4>>2]=f[(a+232|0)+4>>2];f[G+8>>2]=f[(a+232|0)+8>>2];f[G+12>>2]=f[(a+232|0)+12>>2];f[G+16>>2]=f[(a+232|0)+16>>2];p[E+120>>3]=q;p[E+128>>3]=r;p[E+136>>3]=s;p[E+144>>3]=t;p[E+152>>3]=u;p[E+160>>3]=v;p[E+168>>3]=w;p[E+176>>3]=x;G=E+184|0;f[G>>2]=f[a>>2];f[G+4>>2]=f[a+4>>2];f[G+8>>2]=f[a+8>>2];f[G+12>>2]=f[a+12>>2];b[G+16>>0]=b[a+16>>0]|0;G=C+1|0}}while(0);if(!G){O=Esb(L,D)|0;c=D+208|0;if(Esb(c,K)|0){Q=143;f[a+3496>>2]=1;break a}if(O){J=c;f[a+3496>>2]=3;break a}}K=D;if(((K-N|0)/208|0|0)>=((M-K|0)/208|0|0)){Q=142;f[a+3496>>2]=1;break a}osb(L,D);J=D+208|0}f[a+288>>2]=J;f[a+440>>2]=H;f[a+464>>2]=I;f[a+536>>2]=D;f[a+3304>>2]=O;f[a+3408>>2]=P;f[a+3424>>2]=R;f[a+3432>>2]=S;f[a+3448>>2]=Q}function utb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0;W=f[a+312>>2]|0;X=f[a+392>>2]|0;J=f[a+600>>2]|0;K=f[a+648>>2]|0;L=f[a+688>>2]|0;M=f[a+824>>2]|0;A=f[a+832>>2]|0;B=f[a+864>>2]|0;C=f[a+888>>2]|0;D=f[a+920>>2]|0;E=f[a+944>>2]|0;F=f[a+968>>2]|0;N=f[a+1016>>2]|0;O=f[a+1032>>2]|0;P=f[a+1064>>2]|0;Q=f[a+1096>>2]|0;g=f[a+1152>>2]|0;R=f[a+1160>>2]|0;S=f[a+1216>>2]|0;T=f[a+1280>>2]|0;U=f[a+1312>>2]|0;V=f[a+1360>>2]|0;h=f[a+1424>>2]|0;m=f[a+1488>>2]|0;Y=f[a+1496>>2]|0;n=f[a+1512>>2]|0;k=f[a+1600>>2]|0;j=f[a+2024>>2]|0;Z=f[a+2280>>2]|0;o=f[a+2496>>2]|0;q=f[a+2936>>2]|0;G=f[a+3288>>2]|0;H=f[a+3352>>2]|0;I=f[a+3376>>2]|0;_=f[a+3408>>2]|0;aa=f[a+3424>>2]|0;ba=f[a+3432>>2]|0;$=f[a+3448>>2]|0;a:{if((X|0)!=(j|0)){l=X+((((g-h|0)>>>0)/416|0)*208|0)+192|0;W=k;Z=j;while(1){g=~~+p[W+-24>>3]>>>0;h=~~+p[n>>3]>>>0;if(g>>>0<h>>>0){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}if(g>>>0<=h>>>0){d=+p[W+-16>>3];e=+p[l>>3];if(d<e){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}if(!(d>e))if(gub(Z,m)|0){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}}g=Z+-208|0;if((X|0)==(g|0))break;else{W=Z;Z=g}}}l=X+208|0;j=~~+p[Y>>3]>>>0;g=~~+p[o>>3]>>>0;do{h=1;if(h){h=0;if(j>>>0<g>>>0)c=l;else h=1}if(h)if(1){if(j>>>0<=g>>>0){e=+p[X+192>>3];d=+p[q>>3];if(e<d){c=l;break}if(!(e>d))if(gub(X,k)|0){c=l;break}}if((l|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}j=X+192|0;c=l;while(1){g=~~+p[Y>>3]>>>0;h=~~+p[c+184>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[j>>3];e=+p[c+192>>3];if(d<e)break;if(!(d>e))if(gub(X,c)|0)break}c=c+208|0;if((c|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=f[c+36>>2]|0;h=f[c+40>>2]|0;j=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;d=+p[c+64>>3];e=+p[c+72>>3];i=+p[c+80>>3];_=c+88|0;o=f[_>>2]|0;aa=c+92|0;q=f[aa>>2]|0;ba=c+96|0;r=f[ba>>2]|0;f[ba>>2]=0;f[aa>>2]=0;f[_>>2]=0;_=c+100|0;f[(a+232|0)>>2]=f[_>>2];f[(a+232|0)+4>>2]=f[_+4>>2];f[(a+232|0)+8>>2]=f[_+8>>2];f[(a+232|0)+12>>2]=f[_+12>>2];f[(a+232|0)+16>>2]=f[_+16>>2];s=+p[c+120>>3];t=+p[c+128>>3];u=+p[c+136>>3];v=+p[c+144>>3];w=+p[c+152>>3];x=+p[c+160>>3];y=+p[c+168>>3];z=+p[c+176>>3];_=c+184|0;f[a>>2]=f[_>>2];f[a+4>>2]=f[_+4>>2];f[a+8>>2]=f[_+8>>2];f[a+12>>2]=f[_+12>>2];b[a+16>>0]=b[_+16>>0]|0;psb(c,k)|0;_=k;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));f[G>>2]=g;f[H>>2]=h;f[I>>2]=j;f[A>>2]=l;f[B>>2]=m;f[C>>2]=n;p[D>>3]=d;p[E>>3]=e;p[F>>3]=i;g=f[N>>2]|0;if(g|0){h=f[J>>2]|0;if((h|0)!=(g|0))f[J>>2]=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[K>>2]=0;f[J>>2]=0;f[N>>2]=0}f[N>>2]=o;f[J>>2]=q;f[K>>2]=r;f[L>>2]=f[(a+232|0)>>2];f[L+4>>2]=f[(a+232|0)+4>>2];f[L+8>>2]=f[(a+232|0)+8>>2];f[L+12>>2]=f[(a+232|0)+12>>2];f[L+16>>2]=f[(a+232|0)+16>>2];p[O>>3]=s;p[P>>3]=t;p[Q>>3]=u;p[R>>3]=v;p[S>>3]=w;p[T>>3]=x;p[U>>3]=y;p[V>>3]=z;f[M>>2]=f[a>>2];f[M+4>>2]=f[a+4>>2];f[M+8>>2]=f[a+8>>2];f[M+12>>2]=f[a+12>>2];b[M+16>>0]=b[a+16>>0]|0;c=c+208|0}}while(0);if((c|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}B=X+192|0;while(1){d=+p[Y>>3];g=~~+p[c+184>>3]>>>0;b:do if(~~d>>>0>>>0>=g>>>0){j=~~d>>>0;i=d;while(1){if(j>>>0>g>>>0)d=i;else{d=+p[B>>3];e=+p[c+192>>3];if(d<e)break b;if(d>e)d=i;else{if(gub(X,c)|0)break b;d=+p[Y>>3]}}h=c+208|0;j=~~d>>>0;g=~~+p[c+392>>3]>>>0;if(j>>>0<g>>>0){c=h;break}else{c=h;i=d}}}while(0);while(1){A=k+-208|0;g=~~+p[Y>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=A;continue}if(g>>>0>h>>>0)break;d=+p[B>>3];e=+p[k+-16>>3];if(d<e){k=A;continue}if(d>e)break;if(gub(X,A)|0)k=A;else break}if(c>>>0>=A>>>0){X=c;f[a+3504>>2]=4;f[a+3508>>2]=8;break a}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=f[c+36>>2]|0;h=f[c+40>>2]|0;j=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;d=+p[c+64>>3];e=+p[c+72>>3];i=+p[c+80>>3];_=c+88|0;o=f[_>>2]|0;aa=c+92|0;q=f[aa>>2]|0;ba=c+96|0;r=f[ba>>2]|0;f[ba>>2]=0;f[aa>>2]=0;f[_>>2]=0;_=c+100|0;f[(a+232|0)>>2]=f[_>>2];f[(a+232|0)+4>>2]=f[_+4>>2];f[(a+232|0)+8>>2]=f[_+8>>2];f[(a+232|0)+12>>2]=f[_+12>>2];f[(a+232|0)+16>>2]=f[_+16>>2];s=+p[c+120>>3];t=+p[c+128>>3];u=+p[c+136>>3];v=+p[c+144>>3];w=+p[c+152>>3];x=+p[c+160>>3];y=+p[c+168>>3];z=+p[c+176>>3];_=c+184|0;f[a>>2]=f[_>>2];f[a+4>>2]=f[_+4>>2];f[a+8>>2]=f[_+8>>2];f[a+12>>2]=f[_+12>>2];b[a+16>>0]=b[_+16>>0]|0;psb(c,A)|0;_=A;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));f[k+-172>>2]=g;f[k+-168>>2]=h;f[k+-164>>2]=j;f[k+-160>>2]=l;f[k+-156>>2]=m;f[k+-152>>2]=n;p[k+-144>>3]=d;p[k+-136>>3]=e;p[k+-128>>3]=i;l=k+-120|0;g=f[l>>2]|0;j=k+-116|0;if(!g)g=k+-112|0;else{h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0);sOb(g);g=k+-112|0;f[g>>2]=0;f[j>>2]=0;f[l>>2]=0}f[l>>2]=o;f[j>>2]=q;f[g>>2]=r;V=k+-108|0;f[V>>2]=f[(a+232|0)>>2];f[V+4>>2]=f[(a+232|0)+4>>2];f[V+8>>2]=f[(a+232|0)+8>>2];f[V+12>>2]=f[(a+232|0)+12>>2];f[V+16>>2]=f[(a+232|0)+16>>2];p[k+-88>>3]=s;p[k+-80>>3]=t;p[k+-72>>3]=u;p[k+-64>>3]=v;p[k+-56>>3]=w;p[k+-48>>3]=x;p[k+-40>>3]=y;p[k+-32>>3]=z;k=k+-24|0;f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];b[k+16>>0]=b[a+16>>0]|0;k=A;c=c+208|0}}f[a+312>>2]=W;f[a+392>>2]=X;f[a+2280>>2]=Z;f[a+3408>>2]=_;f[a+3424>>2]=aa;f[a+3432>>2]=ba;f[a+3448>>2]=$}function vtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;F=f[a+224>>2]|0;u=f[a+248>>2]|0;v=f[a+272>>2]|0;G=f[a+288>>2]|0;H=f[a+320>>2]|0;D=f[a+384>>2]|0;E=f[a+408>>2]|0;z=f[a+480>>2]|0;I=f[a+1056>>2]|0;x=f[a+1072>>2]|0;J=f[a+1256>>2]|0;w=f[a+1608>>2]|0;K=f[a+2264>>2]|0;L=f[a+2504>>2]|0;N=f[a+2520>>2]|0;O=f[a+2528>>2]|0;M=f[a+2536>>2]|0;a:{if((M|0)==78){M=0;L=a+24|0;N=H;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));c=H+40|0;d=H+48|0;i=H+56|0;e=+p[c>>3];g=+p[d>>3];h=+p[i>>3];j=H+64|0;f[(a+64|0)>>2]=f[j>>2];f[(a+64|0)+4>>2]=f[j+4>>2];f[(a+64|0)+8>>2]=f[j+8>>2];f[(a+64|0)+12>>2]=f[j+12>>2];l=H+80|0;n=H+88|0;r=+p[l>>3];s=+p[n>>3];q=H+96|0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];b[a+16>>0]=b[q+16>>0]|0;L=H;N=w;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));t=u+-80|0;P=+p[t>>3];p[t>>3]=e;p[c>>3]=P;o=u+-72|0;P=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=P;m=u+-64|0;P=+p[m>>3];p[m>>3]=+p[i>>3];p[i>>3]=P;k=u+-56|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];i=u+-40|0;P=+p[i>>3];p[i>>3]=+p[l>>3];p[l>>3]=P;d=u+-32|0;p[n>>3]=+p[d>>3];c=u+-24|0;f[q>>2]=f[c>>2];f[q+4>>2]=f[c+4>>2];f[q+8>>2]=f[c+8>>2];f[q+12>>2]=f[c+12>>2];b[q+16>>0]=b[c+16>>0]|0;L=w;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[t>>3]=e;p[o>>3]=g;p[m>>3]=h;f[k>>2]=f[(a+64|0)>>2];f[k+4>>2]=f[(a+64|0)+4>>2];f[k+8>>2]=f[(a+64|0)+8>>2];f[k+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=r;p[d>>3]=s;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;D=w;E=v+1|0}c=H+120|0;b:{d=1;if(d)if(c>>>0<D>>>0){j=D;y=E;while(1){l=x+96|0;m=x+104|0;while(1){d=~~+p[c+96>>3]>>>0;h=+p[l>>3];if(d>>>0>=~~h>>>0>>>0){if(d>>>0>~~h>>>0>>>0){B=h;break}e=+p[c+104>>3];g=+p[m>>3];if(!(e<g)){if(e>g){B=h;break}if(!(hub(c,x)|0)){M=87;break}}}c=c+120|0}if((M|0)==87){M=0;B=+p[l>>3]}k=j+-120|0;d=~~+p[j+-24>>3]>>>0;i=~~B>>>0;c:do if(d>>>0<i>>>0){w=j;j=k}else{h=B;while(1){if(d>>>0>i>>>0)e=h;else{e=+p[j+-16>>3];g=+p[m>>3];if(e<g){w=j;j=k;break c}if(e>g)e=h;else{if(hub(k,x)|0){w=j;j=k;break c}e=+p[l>>3]}}j=k+-120|0;d=~~+p[k+-24>>3]>>>0;i=~~e>>>0;if(d>>>0<i>>>0){w=k;break}else{A=k;k=j;h=e;j=A}}}while(0);if(c>>>0>j>>>0){A=x;z=c;break b}L=a+24|0;N=c;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));d=c+40|0;i=c+48|0;k=c+56|0;e=+p[d>>3];g=+p[i>>3];h=+p[k>>3];l=c+64|0;f[(a+64|0)>>2]=f[l>>2];f[(a+64|0)+4>>2]=f[l+4>>2];f[(a+64|0)+8>>2]=f[l+8>>2];f[(a+64|0)+12>>2]=f[l+12>>2];n=c+80|0;q=c+88|0;r=+p[n>>3];s=+p[q>>3];u=c+96|0;f[a>>2]=f[u>>2];f[a+4>>2]=f[u+4>>2];f[a+8>>2]=f[u+8>>2];f[a+12>>2]=f[u+12>>2];b[a+16>>0]=b[u+16>>0]|0;L=c;N=j;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));v=w+-80|0;P=+p[v>>3];p[v>>3]=e;p[d>>3]=P;t=w+-72|0;P=+p[t>>3];p[t>>3]=+p[i>>3];p[i>>3]=P;o=w+-64|0;P=+p[o>>3];p[o>>3]=+p[k>>3];p[k>>3]=P;m=w+-56|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[l+12>>2]=f[m+12>>2];k=w+-40|0;P=+p[k>>3];p[k>>3]=+p[n>>3];p[n>>3]=P;i=w+-32|0;p[q>>3]=+p[i>>3];d=w+-24|0;f[u>>2]=f[d>>2];f[u+4>>2]=f[d+4>>2];f[u+8>>2]=f[d+8>>2];f[u+12>>2]=f[d+12>>2];b[u+16>>0]=b[d+16>>0]|0;L=j;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[v>>3]=e;p[t>>3]=g;p[o>>3]=h;f[m>>2]=f[(a+64|0)>>2];f[m+4>>2]=f[(a+64|0)+4>>2];f[m+8>>2]=f[(a+64|0)+8>>2];f[m+12>>2]=f[(a+64|0)+12>>2];p[k>>3]=r;p[i>>3]=s;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];b[d+16>>0]=b[a+16>>0]|0;x=(x|0)==(c|0)?j:x;c=c+120|0;y=y+1|0}}else d=1;if(d)if(1){A=x;y=E;z=c}}do{c=1;if(c){c=0;if((z|0)==(A|0))C=y;else c=1}if(c)if(1){c=~~+p[A+96>>3]>>>0;d=~~+p[z+96>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){C=y;break}e=+p[A+104>>3];g=+p[z+104>>3];if(!(e<g)){if(e>g){C=y;break}if(!(hub(A,z)|0)){C=y;break}}}L=a+24|0;N=z;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));c=z+40|0;d=z+48|0;i=z+56|0;e=+p[c>>3];g=+p[d>>3];h=+p[i>>3];j=z+64|0;f[(a+64|0)>>2]=f[j>>2];f[(a+64|0)+4>>2]=f[j+4>>2];f[(a+64|0)+8>>2]=f[j+8>>2];f[(a+64|0)+12>>2]=f[j+12>>2];l=z+80|0;n=z+88|0;r=+p[l>>3];s=+p[n>>3];q=z+96|0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];b[a+16>>0]=b[q+16>>0]|0;L=z;N=A;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));t=A+40|0;P=+p[t>>3];p[t>>3]=e;p[c>>3]=P;o=A+48|0;P=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=P;m=A+56|0;P=+p[m>>3];p[m>>3]=+p[i>>3];p[i>>3]=P;k=A+64|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];i=A+80|0;p[l>>3]=+p[i>>3];d=A+88|0;p[n>>3]=+p[d>>3];c=A+96|0;f[q>>2]=f[c>>2];f[q+4>>2]=f[c+4>>2];f[q+8>>2]=f[c+8>>2];f[q+12>>2]=f[c+12>>2];b[q+16>>0]=b[c+16>>0]|0;L=A;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[t>>3]=e;p[o>>3]=g;p[m>>3]=h;f[k>>2]=f[(a+64|0)>>2];f[k+4>>2]=f[(a+64|0)+4>>2];f[k+8>>2]=f[(a+64|0)+8>>2];f[k+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=r;p[d>>3]=s;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;C=y+1|0}}while(0);if(!C){K=Asb(H,z)|0;c=z+120|0;if(Asb(c,G)|0){M=110;f[a+2576>>2]=1;break a}if(K){F=c;f[a+2576>>2]=3;break a}}G=z;if(((G-I|0)/120|0|0)>=((J-G|0)/120|0|0)){M=109;f[a+2576>>2]=1;break a}ssb(H,z);F=z+120|0}f[a+224>>2]=F;f[a+384>>2]=D;f[a+408>>2]=E;f[a+480>>2]=z;f[a+2264>>2]=K;f[a+2504>>2]=L;f[a+2520>>2]=N;f[a+2528>>2]=O;f[a+2536>>2]=M}function wtb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0.0;A=f[a+224>>2]|0;B=f[a+240>>2]|0;E=f[a+288>>2]|0;L=f[a+840>>2]|0;M=f[a+912>>2]|0;N=f[a+976>>2]|0;O=f[a+1008>>2]|0;Q=f[a+1256>>2]|0;S=f[a+1712>>2]|0;T=f[a+2200>>2]|0;V=f[a+2304>>2]|0;W=f[a+2352>>2]|0;X=f[a+2376>>2]|0;Y=f[a+2408>>2]|0;Z=f[a+2440>>2]|0;_=f[a+2504>>2]|0;aa=f[a+2520>>2]|0;ba=f[a+2528>>2]|0;$=f[a+2536>>2]|0;a:{while(1){F=A;b:while(1){k=F;switch((Q-k|0|0)/120|0|0){case 2:{$=5;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 3:{$=11;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 4:{$=12;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 5:{$=13;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 1:case 0:{$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}default:{}}if((Q-k|0|0)<840){$=15;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}l=F+((((Q-k|0)>>>0)/240|0)*120|0)|0;if((Q-k|0|0)>119880)i=zsb(F,F+((((Q-k|0)>>>0)/480|0)*120|0)|0,l,l+((((Q-k|0)>>>0)/480|0)*120|0)|0,S)|0;else i=xsb(F,l,S)|0;P=F+96|0;c=~~+p[P>>3]>>>0;m=F+((((Q-k|0)>>>0)/240|0)*120|0)+96|0;g=~~+p[m>>3]>>>0;if(c>>>0<g>>>0){I=S;J=i;break}if(c>>>0<=g>>>0){d=+p[F+104>>3];e=+p[F+((((Q-k|0)>>>0)/240|0)*120|0)+104>>3];if(d<e){I=S;J=i;break}if(!(d>e))if(hub(F,l)|0){I=S;J=i;break}}if((F|0)!=(T|0)){h=F+((((Q-k|0)>>>0)/240|0)*120|0)+104|0;C=S;R=T;while(1){c=~~+p[C+-24>>3]>>>0;g=~~+p[m>>3]>>>0;if(c>>>0<g>>>0){$=78;break b}if(c>>>0<=g>>>0){d=+p[C+-16>>3];e=+p[h>>3];if(d<e){$=78;break b}if(!(d>e))if(hub(R,l)|0){$=78;break b}}c=R+-120|0;if((F|0)==(c|0))break;else{C=R;R=c}}}c=F+120|0;g=~~+p[P>>3]>>>0;h=~~+p[V>>3]>>>0;do{i=1;if(i){i=0;if(g>>>0<h>>>0)z=c;else i=1}if(i)if(1){if(g>>>0<=h>>>0){d=+p[F+104>>3];e=+p[W>>3];if(d<e){z=c;break}if(!(d>e))if(hub(F,S)|0){z=c;break}}if((c|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}i=F+104|0;while(1){g=~~+p[P>>3]>>>0;h=~~+p[c+96>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[i>>3];e=+p[c+104>>3];if(d<e)break;if(!(d>e))if(hub(F,c)|0)break}c=c+120|0;if((c|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));m=c+40|0;o=c+48|0;g=c+56|0;d=+p[m>>3];e=+p[o>>3];j=+p[g>>3];h=c+64|0;f[(a+64|0)>>2]=f[h>>2];f[(a+64|0)+4>>2]=f[h+4>>2];f[(a+64|0)+8>>2]=f[h+8>>2];f[(a+64|0)+12>>2]=f[h+12>>2];i=c+80|0;k=c+88|0;q=+p[i>>3];r=+p[k>>3];l=c+96|0;f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];f[a+12>>2]=f[l+12>>2];b[a+16>>0]=b[l+16>>0]|0;_=c;aa=S;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));ca=+p[X>>3];p[X>>3]=d;p[m>>3]=ca;ca=+p[Y>>3];p[Y>>3]=+p[o>>3];p[o>>3]=ca;ca=+p[Z>>3];p[Z>>3]=+p[g>>3];p[g>>3]=ca;f[h>>2]=f[L>>2];f[h+4>>2]=f[L+4>>2];f[h+8>>2]=f[L+8>>2];f[h+12>>2]=f[L+12>>2];ca=+p[M>>3];p[M>>3]=+p[i>>3];p[i>>3]=ca;p[k>>3]=+p[N>>3];f[l>>2]=f[O>>2];f[l+4>>2]=f[O+4>>2];f[l+8>>2]=f[O+8>>2];f[l+12>>2]=f[O+12>>2];b[l+16>>0]=b[O+16>>0]|0;_=S;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));p[X>>3]=d;p[Y>>3]=e;p[Z>>3]=j;f[L>>2]=f[(a+64|0)>>2];f[L+4>>2]=f[(a+64|0)+4>>2];f[L+8>>2]=f[(a+64|0)+8>>2];f[L+12>>2]=f[(a+64|0)+12>>2];p[M>>3]=q;p[N>>3]=r;f[O>>2]=f[a>>2];f[O+4>>2]=f[a+4>>2];f[O+8>>2]=f[a+8>>2];f[O+12>>2]=f[a+12>>2];b[O+16>>0]=b[a+16>>0]|0;z=c+120|0}}while(0);if((z|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}y=F+104|0;k=S;c=z;while(1){d=+p[P>>3];g=~~+p[c+96>>3]>>>0;c:do if(~~d>>>0>>>0>=g>>>0){i=~~d>>>0;j=d;while(1){if(i>>>0>g>>>0)d=j;else{d=+p[y>>3];e=+p[c+104>>3];if(d<e)break c;if(d>e)d=j;else{if(hub(F,c)|0)break c;d=+p[P>>3]}}h=c+120|0;i=~~d>>>0;g=~~+p[c+216>>3]>>>0;if(i>>>0<g>>>0){c=h;break}else{c=h;j=d}}}while(0);while(1){x=k+-120|0;g=~~+p[P>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=x;continue}if(g>>>0>h>>>0)break;d=+p[y>>3];e=+p[k+-16>>3];if(d<e){k=x;continue}if(d>e)break;if(hub(F,x)|0)k=x;else break}if(c>>>0>=x>>>0){F=c;continue b}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=c+40|0;h=c+48|0;i=c+56|0;d=+p[g>>3];e=+p[h>>3];j=+p[i>>3];l=c+64|0;f[(a+64|0)>>2]=f[l>>2];f[(a+64|0)+4>>2]=f[l+4>>2];f[(a+64|0)+8>>2]=f[l+8>>2];f[(a+64|0)+12>>2]=f[l+12>>2];o=c+80|0;t=c+88|0;q=+p[o>>3];r=+p[t>>3];v=c+96|0;f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];b[a+16>>0]=b[v+16>>0]|0;_=c;aa=x;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));w=k+-80|0;ca=+p[w>>3];p[w>>3]=d;p[g>>3]=ca;u=k+-72|0;ca=+p[u>>3];p[u>>3]=+p[h>>3];p[h>>3]=ca;s=k+-64|0;ca=+p[s>>3];p[s>>3]=+p[i>>3];p[i>>3]=ca;m=k+-56|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[l+12>>2]=f[m+12>>2];i=k+-40|0;ca=+p[i>>3];p[i>>3]=+p[o>>3];p[o>>3]=ca;h=k+-32|0;p[t>>3]=+p[h>>3];g=k+-24|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];b[v+16>>0]=b[g+16>>0]|0;_=x;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));p[w>>3]=d;p[u>>3]=e;p[s>>3]=j;f[m>>2]=f[(a+64|0)>>2];f[m+4>>2]=f[(a+64|0)+4>>2];f[m+8>>2]=f[(a+64|0)+8>>2];f[m+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=q;p[h>>3]=r;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;k=x;c=c+120|0}}f[a+224>>2]=A;f[a+248>>2]=C;f[a+272>>2]=i;f[a+288>>2]=E;f[a+320>>2]=F;f[a+384>>2]=I;f[a+408>>2]=J;f[a+480>>2]=K;f[a+1056>>2]=k;f[a+1072>>2]=l;f[a+1256>>2]=Q;f[a+1608>>2]=R;f[a+2264>>2]=U;f[a+2504>>2]=_;f[a+2520>>2]=aa;f[a+2528>>2]=ba;f[a+2536>>2]=$;f[a+2576>>2]=0;f[a+2580>>2]=0;vtb(a);A=f[a+224>>2]|0;I=f[a+384>>2]|0;J=f[a+408>>2]|0;K=f[a+480>>2]|0;U=f[a+2264>>2]|0;_=f[a+2504>>2]|0;aa=f[a+2520>>2]|0;ba=f[a+2528>>2]|0;$=f[a+2536>>2]|0;G=f[a+2576>>2]|0;D=f[a+2580>>2]|0;H=+n[a+2580>>2];f[a+2576>>2]=0;f[a+2580>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if(($|0)==109){$=0;ssb(K+120|0,E);B=F;E=K;f[a+2584>>2]=3;break a}else if(($|0)==110){$=0;if(U){$=111;f[a+2584>>2]=1;break a}else{B=F;E=K;f[a+2584>>2]=3;break a}}}f[a+224>>2]=A;f[a+240>>2]=B;f[a+288>>2]=E;f[a+320>>2]=F;f[a+2504>>2]=_;f[a+2520>>2]=aa;f[a+2528>>2]=ba;f[a+2536>>2]=$}function xtb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0;c=f[a+96>>2]|0;m=f[a+104>>2]|0;n=f[a+112>>2]|0;r=f[a+136>>2]|0;a:{if(r){o=a+24|0;q=c;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(c+40|0)>>3];e=+p[(c+48|0)>>3];g=+p[(c+56|0)>>3];f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];h=+p[(c+80|0)>>3];i=+p[(c+88|0)>>3];f[a>>2]=f[(c+96|0)>>2];f[a+4>>2]=f[(c+96|0)+4>>2];f[a+8>>2]=f[(c+96|0)+8>>2];f[a+12>>2]=f[(c+96|0)+12>>2];b[a+16>>0]=b[(c+96|0)+16>>0]|0;o=c;q=n;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));l=+p[(n+40|0)>>3];p[(n+40|0)>>3]=d;p[(c+40|0)>>3]=l;l=+p[(n+48|0)>>3];p[(n+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=l;l=+p[(n+56|0)>>3];p[(n+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=l;f[(c+64|0)>>2]=f[(n+64|0)>>2];f[(c+64|0)+4>>2]=f[(n+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(n+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(n+64|0)+12>>2];p[(c+80|0)>>3]=+p[(n+80|0)>>3];p[(c+88|0)>>3]=+p[(n+88|0)>>3];f[(c+96|0)>>2]=f[(n+96|0)>>2];f[(c+96|0)+4>>2]=f[(n+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(n+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(n+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(n+96|0)+16>>0]|0;o=n;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(n+40|0)>>3]=d;p[(n+48|0)>>3]=e;p[(n+56|0)>>3]=g;f[(n+64|0)>>2]=f[(a+64|0)>>2];f[(n+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(n+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(n+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(n+80|0)>>3]=h;p[(n+88|0)>>3]=i;f[(n+96|0)>>2]=f[a>>2];f[(n+96|0)+4>>2]=f[a+4>>2];f[(n+96|0)+8>>2]=f[a+8>>2];f[(n+96|0)+12>>2]=f[a+12>>2];b[(n+96|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}o=a+24|0;q=c;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));i=+p[(c+40|0)>>3];k=+p[(c+48|0)>>3];l=+p[(c+56|0)>>3];f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];e=+p[(c+80|0)>>3];d=+p[(c+88|0)>>3];f[a>>2]=f[(c+96|0)>>2];f[a+4>>2]=f[(c+96|0)+4>>2];f[a+8>>2]=f[(c+96|0)+8>>2];f[a+12>>2]=f[(c+96|0)+12>>2];b[a+16>>0]=b[(c+96|0)+16>>0]|0;o=c;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));h=+p[(m+40|0)>>3];p[(m+40|0)>>3]=i;p[(c+40|0)>>3]=h;h=+p[(m+48|0)>>3];p[(m+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=h;h=+p[(m+56|0)>>3];p[(m+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=h;f[(c+64|0)>>2]=f[(m+64|0)>>2];f[(c+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(m+64|0)+12>>2];p[(c+80|0)>>3]=+p[(m+80|0)>>3];p[(c+88|0)>>3]=+p[(m+88|0)>>3];f[(c+96|0)>>2]=f[(m+96|0)>>2];f[(c+96|0)+4>>2]=f[(m+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(m+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(m+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(m+40|0)>>3]=i;p[(m+48|0)>>3]=k;p[(m+56|0)>>3]=l;f[(m+64|0)>>2]=f[(a+64|0)>>2];f[(m+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+80|0)>>3]=e;p[(m+88|0)>>3]=d;f[(m+96|0)>>2]=f[a>>2];f[(m+96|0)+4>>2]=f[a+4>>2];f[(m+96|0)+8>>2]=f[a+8>>2];f[(m+96|0)+12>>2]=f[a+12>>2];b[(m+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(n+96|0)>>3]>>>0;j=~~+p[(m+96|0)>>3]>>>0;do if(c>>>0<j>>>0){h=k;g=l}else{if(c>>>0>j>>>0){c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}g=+p[n+104>>3];h=+p[m+104>>3];if(g<h){h=k;g=l}else{if(g>h){c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}if(hub(n,m)|0){i=+p[(m+40|0)>>3];h=+p[(m+48|0)>>3];g=+p[(m+56|0)>>3];e=+p[(m+80|0)>>3];d=+p[(m+88|0)>>3];break}else{c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}}}while(0);o=a+24|0;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));f[(a+64|0)>>2]=f[(m+64|0)>>2];f[(a+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(m+64|0)+12>>2];f[a>>2]=f[(m+96|0)>>2];f[a+4>>2]=f[(m+96|0)+4>>2];f[a+8>>2]=f[(m+96|0)+8>>2];f[a+12>>2]=f[(m+96|0)+12>>2];b[a+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=n;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));l=+p[(n+40|0)>>3];p[(n+40|0)>>3]=i;p[(m+40|0)>>3]=l;l=+p[(n+48|0)>>3];p[(n+48|0)>>3]=+p[(m+48|0)>>3];p[(m+48|0)>>3]=l;l=+p[(n+56|0)>>3];p[(n+56|0)>>3]=+p[(m+56|0)>>3];p[(m+56|0)>>3]=l;f[(m+64|0)>>2]=f[(n+64|0)>>2];f[(m+64|0)+4>>2]=f[(n+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(n+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(n+64|0)+12>>2];p[(m+80|0)>>3]=+p[(n+80|0)>>3];p[(m+88|0)>>3]=+p[(n+88|0)>>3];f[(m+96|0)>>2]=f[(n+96|0)>>2];f[(m+96|0)+4>>2]=f[(n+96|0)+4>>2];f[(m+96|0)+8>>2]=f[(n+96|0)+8>>2];f[(m+96|0)+12>>2]=f[(n+96|0)+12>>2];b[(m+96|0)+16>>0]=b[(n+96|0)+16>>0]|0;o=n;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(n+40|0)>>3]=i;p[(n+48|0)>>3]=h;p[(n+56|0)>>3]=g;f[(n+64|0)>>2]=f[(a+64|0)>>2];f[(n+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(n+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(n+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(n+80|0)>>3]=e;p[(n+88|0)>>3]=d;f[(n+96|0)>>2]=f[a>>2];f[(n+96|0)+4>>2]=f[a+4>>2];f[(n+96|0)+8>>2]=f[a+8>>2];f[(n+96|0)+12>>2]=f[a+12>>2];b[(n+96|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}f[a+120>>2]=c;f[a+608>>2]=o;f[a+624>>2]=q;f[a+632>>2]=r}function ytb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0;l=f[a+96>>2]|0;m=f[a+104>>2]|0;k=f[a+112>>2]|0;c=f[a+120>>2]|0;n=f[a+336>>2]|0;o=f[a+536>>2]|0;q=f[a+552>>2]|0;r=f[a+560>>2]|0;a:{f[(c+96|0)+8>>2]=f[a+8>>2];f[(c+96|0)+12>>2]=f[a+12>>2];b[(c+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(k+96|0)>>3]>>>0;g=~~+p[(m+96|0)>>3]>>>0;if(c>>>0>=g>>>0){if(c>>>0>g>>>0){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}d=+p[k+104>>3];e=+p[m+104>>3];if(!(d<e)){if(d>e){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}if(!(hub(k,m)|0)){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}}}o=a+24|0;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(m+40|0)>>3];e=+p[(m+48|0)>>3];h=+p[(m+56|0)>>3];f[(a+64|0)>>2]=f[(m+64|0)>>2];f[(a+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(m+64|0)+12>>2];i=+p[(m+80|0)>>3];j=+p[(m+88|0)>>3];f[a>>2]=f[(m+96|0)>>2];f[a+4>>2]=f[(m+96|0)+4>>2];f[a+8>>2]=f[(m+96|0)+8>>2];f[a+12>>2]=f[(m+96|0)+12>>2];b[a+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=k;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));s=+p[(k+40|0)>>3];p[(k+40|0)>>3]=d;p[(m+40|0)>>3]=s;s=+p[(k+48|0)>>3];p[(k+48|0)>>3]=+p[(m+48|0)>>3];p[(m+48|0)>>3]=s;s=+p[(k+56|0)>>3];p[(k+56|0)>>3]=+p[(m+56|0)>>3];p[(m+56|0)>>3]=s;f[(m+64|0)>>2]=f[(k+64|0)>>2];f[(m+64|0)+4>>2]=f[(k+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(k+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(k+64|0)+12>>2];p[(m+80|0)>>3]=+p[(k+80|0)>>3];p[(m+88|0)>>3]=+p[(k+88|0)>>3];f[(m+96|0)>>2]=f[(k+96|0)>>2];f[(m+96|0)+4>>2]=f[(k+96|0)+4>>2];f[(m+96|0)+8>>2]=f[(k+96|0)+8>>2];f[(m+96|0)+12>>2]=f[(k+96|0)+12>>2];b[(m+96|0)+16>>0]=b[(k+96|0)+16>>0]|0;o=k;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(k+40|0)>>3]=d;p[(k+48|0)>>3]=e;p[(k+56|0)>>3]=h;f[(k+64|0)>>2]=f[(a+64|0)>>2];f[(k+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(k+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(k+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(k+80|0)>>3]=i;p[(k+88|0)>>3]=j;f[(k+96|0)>>2]=f[a>>2];f[(k+96|0)+4>>2]=f[a+4>>2];f[(k+96|0)+8>>2]=f[a+8>>2];f[(k+96|0)+12>>2]=f[a+12>>2];b[(k+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(m+96|0)>>3]>>>0;g=~~+p[l+96>>3]>>>0;if(c>>>0>=g>>>0){if(c>>>0>g>>>0){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}d=+p[m+104>>3];e=+p[l+104>>3];if(!(d<e)){if(d>e){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}if(!(hub(m,l)|0)){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}}}o=a+24|0;q=l;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(l+40|0)>>3];e=+p[(l+48|0)>>3];h=+p[(l+56|0)>>3];f[(a+64|0)>>2]=f[(l+64|0)>>2];f[(a+64|0)+4>>2]=f[(l+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(l+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(l+64|0)+12>>2];i=+p[(l+80|0)>>3];j=+p[(l+88|0)>>3];f[a>>2]=f[(l+96|0)>>2];f[a+4>>2]=f[(l+96|0)+4>>2];f[a+8>>2]=f[(l+96|0)+8>>2];f[a+12>>2]=f[(l+96|0)+12>>2];b[a+16>>0]=b[(l+96|0)+16>>0]|0;o=l;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));s=+p[(m+40|0)>>3];p[(m+40|0)>>3]=d;p[(l+40|0)>>3]=s;s=+p[(m+48|0)>>3];p[(m+48|0)>>3]=+p[(l+48|0)>>3];p[(l+48|0)>>3]=s;s=+p[(m+56|0)>>3];p[(m+56|0)>>3]=+p[(l+56|0)>>3];p[(l+56|0)>>3]=s;f[(l+64|0)>>2]=f[(m+64|0)>>2];f[(l+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(l+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(l+64|0)+12>>2]=f[(m+64|0)+12>>2];p[(l+80|0)>>3]=+p[(m+80|0)>>3];p[(l+88|0)>>3]=+p[(m+88|0)>>3];f[(l+96|0)>>2]=f[(m+96|0)>>2];f[(l+96|0)+4>>2]=f[(m+96|0)+4>>2];f[(l+96|0)+8>>2]=f[(m+96|0)+8>>2];f[(l+96|0)+12>>2]=f[(m+96|0)+12>>2];b[(l+96|0)+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(m+40|0)>>3]=d;p[(m+48|0)>>3]=e;p[(m+56|0)>>3]=h;f[(m+64|0)>>2]=f[(a+64|0)>>2];f[(m+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+80|0)>>3]=i;p[(m+88|0)>>3]=j;f[(m+96|0)>>2]=f[a>>2];f[(m+96|0)+4>>2]=f[a+4>>2];f[(m+96|0)+8>>2]=f[a+8>>2];f[(m+96|0)+12>>2]=f[a+12>>2];b[(m+96|0)+16>>0]=b[a+16>>0]|0;c=n+4|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}f[a+136>>2]=c;f[a+536>>2]=o;f[a+552>>2]=q;f[a+560>>2]=r}function ztb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0,D=0,E=0;z=f[a+96>>2]|0;A=f[a+104>>2]|0;B=f[a+112>>2]|0;E=f[a+136>>2]|0;a:{if(E){C=a+24|0;D=z;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[z+36>>2]|0;d=f[z+40>>2]|0;h=f[z+44>>2]|0;i=f[z+48>>2]|0;j=f[z+52>>2]|0;k=f[z+56>>2]|0;e=+p[z+64>>3];g=+p[z+72>>3];l=+p[z+80>>3];m=f[(z+88|0)>>2]|0;n=f[(z+92|0)>>2]|0;o=f[(z+96|0)>>2]|0;f[(z+96|0)>>2]=0;f[(z+92|0)>>2]=0;f[(z+88|0)>>2]=0;f[(a+60|0)>>2]=f[(z+100|0)>>2];f[(a+60|0)+4>>2]=f[(z+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(z+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(z+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(z+100|0)+16>>2];q=+p[z+120>>3];r=+p[z+128>>3];s=+p[z+136>>3];t=+p[z+144>>3];v=+p[z+152>>3];w=+p[z+160>>3];x=+p[z+168>>3];y=+p[z+176>>3];f[a>>2]=f[(z+184|0)>>2];f[a+4>>2]=f[(z+184|0)+4>>2];f[a+8>>2]=f[(z+184|0)+8>>2];f[a+12>>2]=f[(z+184|0)+12>>2];b[a+16>>0]=b[(z+184|0)+16>>0]|0;psb(z,B)|0;C=B;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[B+36>>2]=c;f[B+40>>2]=d;f[B+44>>2]=h;f[B+48>>2]=i;f[B+52>>2]=j;f[B+56>>2]=k;p[B+64>>3]=e;p[B+72>>3]=g;p[B+80>>3]=l;c=f[(B+88|0)>>2]|0;if(!c)c=B+96|0;else{d=f[(B+92|0)>>2]|0;if((d|0)!=(c|0))f[(B+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;c=B+96|0}f[(B+88|0)>>2]=m;f[(B+92|0)>>2]=n;f[c>>2]=o;f[(B+100|0)>>2]=f[(a+60|0)>>2];f[(B+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(B+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(B+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(B+100|0)+16>>2]=f[(a+60|0)+16>>2];p[B+120>>3]=q;p[B+128>>3]=r;p[B+136>>3]=s;p[B+144>>3]=t;p[B+152>>3]=v;p[B+160>>3]=w;p[B+168>>3]=x;p[B+176>>3]=y;f[(B+184|0)>>2]=f[a>>2];f[(B+184|0)+4>>2]=f[a+4>>2];f[(B+184|0)+8>>2]=f[a+8>>2];f[(B+184|0)+12>>2]=f[a+12>>2];b[(B+184|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}C=a+24|0;D=z;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[z+36>>2]|0;d=f[z+40>>2]|0;h=f[z+44>>2]|0;i=f[z+48>>2]|0;j=f[z+52>>2]|0;k=f[z+56>>2]|0;e=+p[z+64>>3];g=+p[z+72>>3];l=+p[z+80>>3];m=f[(z+88|0)>>2]|0;n=f[(z+92|0)>>2]|0;o=f[(z+96|0)>>2]|0;f[(z+96|0)>>2]=0;f[(z+92|0)>>2]=0;f[(z+88|0)>>2]=0;f[(a+60|0)>>2]=f[(z+100|0)>>2];f[(a+60|0)+4>>2]=f[(z+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(z+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(z+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(z+100|0)+16>>2];y=+p[z+120>>3];x=+p[z+128>>3];w=+p[z+136>>3];v=+p[z+144>>3];t=+p[z+152>>3];s=+p[z+160>>3];r=+p[z+168>>3];q=+p[z+176>>3];f[a>>2]=f[(z+184|0)>>2];f[a+4>>2]=f[(z+184|0)+4>>2];f[a+8>>2]=f[(z+184|0)+8>>2];f[a+12>>2]=f[(z+184|0)+12>>2];b[a+16>>0]=b[(z+184|0)+16>>0]|0;psb(z,A)|0;C=A;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[(A+36|0)>>2]=c;f[(A+40|0)>>2]=d;f[(A+44|0)>>2]=h;f[(A+48|0)>>2]=i;f[(A+52|0)>>2]=j;f[(A+56|0)>>2]=k;p[(A+64|0)>>3]=e;p[(A+72|0)>>3]=g;p[(A+80|0)>>3]=l;c=f[(A+88|0)>>2]|0;if(!c)c=A+96|0;else{d=f[(A+92|0)>>2]|0;if((d|0)!=(c|0))f[(A+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(A+96|0)>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0;c=A+96|0}f[(A+88|0)>>2]=m;f[(A+92|0)>>2]=n;f[c>>2]=o;f[(A+100|0)>>2]=f[(a+60|0)>>2];f[(A+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(A+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(A+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(A+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(A+120|0)>>3]=y;p[(A+128|0)>>3]=x;p[(A+136|0)>>3]=w;p[(A+144|0)>>3]=v;p[(A+152|0)>>3]=t;p[(A+160|0)>>3]=s;p[(A+168|0)>>3]=r;p[(A+176|0)>>3]=q;f[(A+184|0)>>2]=f[a>>2];f[(A+184|0)+4>>2]=f[a+4>>2];f[(A+184|0)+8>>2]=f[a+8>>2];f[(A+184|0)+12>>2]=f[a+12>>2];b[(A+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(B+184|0)>>3]>>>0;d=~~+p[(A+184|0)>>3]>>>0;do if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}e=+p[B+192>>3];g=+p[A+192>>3];if(!(e<g)){if(e>g){c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}if(gub(B,A)|0){m=f[(A+88|0)>>2]|0;n=f[(A+92|0)>>2]|0;o=f[A+96>>2]|0;y=+p[(A+120|0)>>3];x=+p[(A+128|0)>>3];w=+p[(A+136|0)>>3];v=+p[(A+144|0)>>3];t=+p[(A+152|0)>>3];s=+p[(A+160|0)>>3];r=+p[(A+168|0)>>3];q=+p[(A+176|0)>>3];break}else{c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}}}while(0);C=a+24|0;D=A;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[(A+36|0)>>2]|0;d=f[(A+40|0)>>2]|0;h=f[(A+44|0)>>2]|0;i=f[(A+48|0)>>2]|0;j=f[(A+52|0)>>2]|0;k=f[(A+56|0)>>2]|0;e=+p[(A+64|0)>>3];g=+p[(A+72|0)>>3];l=+p[(A+80|0)>>3];f[A+96>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0;f[(a+60|0)>>2]=f[(A+100|0)>>2];f[(a+60|0)+4>>2]=f[(A+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(A+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(A+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(A+100|0)+16>>2];f[a>>2]=f[(A+184|0)>>2];f[a+4>>2]=f[(A+184|0)+4>>2];f[a+8>>2]=f[(A+184|0)+8>>2];f[a+12>>2]=f[(A+184|0)+12>>2];b[a+16>>0]=b[(A+184|0)+16>>0]|0;psb(A,B)|0;C=B;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[B+36>>2]=c;f[B+40>>2]=d;f[B+44>>2]=h;f[B+48>>2]=i;f[B+52>>2]=j;f[B+56>>2]=k;p[B+64>>3]=e;p[B+72>>3]=g;p[B+80>>3]=l;c=f[(B+88|0)>>2]|0;if(!c)c=B+96|0;else{d=f[(B+92|0)>>2]|0;if((d|0)!=(c|0))f[(B+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;c=B+96|0}f[(B+88|0)>>2]=m;f[(B+92|0)>>2]=n;f[c>>2]=o;f[(B+100|0)>>2]=f[(a+60|0)>>2];f[(B+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(B+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(B+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(B+100|0)+16>>2]=f[(a+60|0)+16>>2];p[B+120>>3]=y;p[B+128>>3]=x;p[B+136>>3]=w;p[B+144>>3]=v;p[B+152>>3]=t;p[B+160>>3]=s;p[B+168>>3]=r;p[B+176>>3]=q;f[(B+184|0)>>2]=f[a>>2];f[(B+184|0)+4>>2]=f[a+4>>2];f[(B+184|0)+8>>2]=f[a+8>>2];f[(B+184|0)+12>>2]=f[a+12>>2];b[(B+184|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}f[a+120>>2]=c;f[a+1200>>2]=C;f[a+1216>>2]=D;f[a+1224>>2]=E}function Atb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;B=f[a+96>>2]|0;C=f[a+104>>2]|0;A=f[a+112>>2]|0;c=f[a+120>>2]|0;z=+n[a+272>>2];D=f[a+888>>2]|0;E=f[a+992>>2]|0;F=f[a+1008>>2]|0;G=f[a+1016>>2]|0;a:{p[(c+176|0)>>3]=z;f[(c+184|0)>>2]=f[a>>2];f[(c+184|0)+4>>2]=f[a+4>>2];f[(c+184|0)+8>>2]=f[a+8>>2];f[(c+184|0)+12>>2]=f[a+12>>2];b[(c+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(A+184|0)>>3]>>>0;d=~~+p[(C+184|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}e=+p[A+192>>3];g=+p[C+192>>3];if(!(e<g)){if(e>g){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}if(!(gub(A,C)|0)){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}}}E=a+24|0;F=C;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));c=f[(C+36|0)>>2]|0;d=f[(C+40|0)>>2]|0;h=f[(C+44|0)>>2]|0;i=f[(C+48|0)>>2]|0;j=f[(C+52|0)>>2]|0;k=f[(C+56|0)>>2]|0;e=+p[(C+64|0)>>3];g=+p[(C+72|0)>>3];l=+p[(C+80|0)>>3];m=f[(C+88|0)>>2]|0;o=f[(C+92|0)>>2]|0;q=f[(C+96|0)>>2]|0;f[(C+96|0)>>2]=0;f[(C+92|0)>>2]=0;f[(C+88|0)>>2]=0;f[(a+60|0)>>2]=f[(C+100|0)>>2];f[(a+60|0)+4>>2]=f[(C+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(C+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(C+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(C+100|0)+16>>2];r=+p[(C+120|0)>>3];s=+p[(C+128|0)>>3];t=+p[(C+136|0)>>3];v=+p[(C+144|0)>>3];w=+p[(C+152|0)>>3];x=+p[(C+160|0)>>3];y=+p[(C+168|0)>>3];z=+p[(C+176|0)>>3];f[a>>2]=f[(C+184|0)>>2];f[a+4>>2]=f[(C+184|0)+4>>2];f[a+8>>2]=f[(C+184|0)+8>>2];f[a+12>>2]=f[(C+184|0)+12>>2];b[a+16>>0]=b[(C+184|0)+16>>0]|0;psb(C,A)|0;E=A;F=a+24|0;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));f[(A+36|0)>>2]=c;f[(A+40|0)>>2]=d;f[(A+44|0)>>2]=h;f[(A+48|0)>>2]=i;f[(A+52|0)>>2]=j;f[(A+56|0)>>2]=k;p[(A+64|0)>>3]=e;p[(A+72|0)>>3]=g;p[(A+80|0)>>3]=l;c=f[(A+88|0)>>2]|0;if(c|0){d=f[(A+92|0)>>2]|0;if((d|0)!=(c|0))f[(A+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(A+96|0)>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0}f[(A+88|0)>>2]=m;f[(A+92|0)>>2]=o;f[(A+96|0)>>2]=q;f[(A+100|0)>>2]=f[(a+60|0)>>2];f[(A+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(A+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(A+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(A+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(A+120|0)>>3]=r;p[(A+128|0)>>3]=s;p[(A+136|0)>>3]=t;p[(A+144|0)>>3]=v;p[(A+152|0)>>3]=w;p[(A+160|0)>>3]=x;p[(A+168|0)>>3]=y;p[(A+176|0)>>3]=z;f[(A+184|0)>>2]=f[a>>2];f[(A+184|0)+4>>2]=f[a+4>>2];f[(A+184|0)+8>>2]=f[a+8>>2];f[(A+184|0)+12>>2]=f[a+12>>2];b[(A+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(C+184|0)>>3]>>>0;d=~~+p[B+184>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}e=+p[C+192>>3];g=+p[B+192>>3];if(!(e<g)){if(e>g){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}if(!(gub(C,B)|0)){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}}}E=a+24|0;F=B;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));c=f[B+36>>2]|0;d=f[B+40>>2]|0;h=f[B+44>>2]|0;i=f[B+48>>2]|0;j=f[B+52>>2]|0;k=f[B+56>>2]|0;e=+p[B+64>>3];g=+p[B+72>>3];l=+p[B+80>>3];m=f[(B+88|0)>>2]|0;o=f[(B+92|0)>>2]|0;q=f[(B+96|0)>>2]|0;f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;f[(a+60|0)>>2]=f[(B+100|0)>>2];f[(a+60|0)+4>>2]=f[(B+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(B+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(B+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(B+100|0)+16>>2];r=+p[B+120>>3];s=+p[B+128>>3];t=+p[B+136>>3];v=+p[B+144>>3];w=+p[B+152>>3];x=+p[B+160>>3];y=+p[B+168>>3];z=+p[B+176>>3];f[a>>2]=f[(B+184|0)>>2];f[a+4>>2]=f[(B+184|0)+4>>2];f[a+8>>2]=f[(B+184|0)+8>>2];f[a+12>>2]=f[(B+184|0)+12>>2];b[a+16>>0]=b[(B+184|0)+16>>0]|0;psb(B,C)|0;E=C;F=a+24|0;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));f[(C+36|0)>>2]=c;f[(C+40|0)>>2]=d;f[(C+44|0)>>2]=h;f[(C+48|0)>>2]=i;f[(C+52|0)>>2]=j;f[(C+56|0)>>2]=k;p[(C+64|0)>>3]=e;p[(C+72|0)>>3]=g;p[(C+80|0)>>3]=l;c=f[(C+88|0)>>2]|0;if(c|0){d=f[(C+92|0)>>2]|0;if((d|0)!=(c|0))f[(C+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(C+96|0)>>2]=0;f[(C+92|0)>>2]=0;f[(C+88|0)>>2]=0}f[(C+88|0)>>2]=m;f[(C+92|0)>>2]=o;f[(C+96|0)>>2]=q;f[(C+100|0)>>2]=f[(a+60|0)>>2];f[(C+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(C+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(C+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(C+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(C+120|0)>>3]=r;p[(C+128|0)>>3]=s;p[(C+136|0)>>3]=t;p[(C+144|0)>>3]=v;p[(C+152|0)>>3]=w;p[(C+160|0)>>3]=x;p[(C+168|0)>>3]=y;p[(C+176|0)>>3]=z;f[(C+184|0)>>2]=f[a>>2];f[(C+184|0)+4>>2]=f[a+4>>2];f[(C+184|0)+8>>2]=f[a+8>>2];f[(C+184|0)+12>>2]=f[a+12>>2];b[(C+184|0)+16>>0]=b[a+16>>0]|0;c=D+4|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}f[a+136>>2]=c;f[a+992>>2]=E;f[a+1008>>2]=F;f[a+1016>>2]=G}function Btb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;j=f[a+272>>2]|0;x=f[a+280>>2]|0;t=f[a+304>>2]|0;q=f[a+312>>2]|0;c=f[a+320>>2]|0;u=f[a+336>>2]|0;v=f[a+344>>2]|0;w=f[a+352>>2]|0;r=f[a+392>>2]|0;k=f[a+400>>2]|0;l=f[a+408>>2]|0;m=f[a+416>>2]|0;s=f[a+424>>2]|0;e=f[a+488>>2]|0;n=f[a+1128>>2]|0;o=f[a+1136>>2]|0;i=f[a+1144>>2]|0;a:{f[i+8>>2]=f[e+8>>2];f[i+12>>2]=f[e+12>>2];f[i+16>>2]=f[e+16>>2];f[i+20>>2]=f[e+20>>2];p[i>>3]=+p[e>>3];p[((a+24|0)+72|0)>>3]=+p[t+72>>3];p[((a+24|0)+80|0)>>3]=+p[t+80>>3];i=t+88|0;f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+88|0)>>2]=f[i>>2];e=t+92|0;f[((a+24|0)+92|0)>>2]=f[e>>2];d=t+96|0;f[((a+24|0)+96|0)>>2]=f[d>>2];f[d>>2]=0;f[e>>2]=0;f[i>>2]=0;i=t+100|0;f[r>>2]=f[i>>2];f[r+4>>2]=f[i+4>>2];f[r+8>>2]=f[i+8>>2];f[r+12>>2]=f[i+12>>2];f[r+16>>2]=f[i+16>>2];i=t+120|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[k+12>>2]=f[i+12>>2];f[k+16>>2]=f[i+16>>2];f[k+20>>2]=f[i+20>>2];p[k>>3]=+p[i>>3];p[((a+24|0)+128|0)>>3]=+p[t+128>>3];p[((a+24|0)+136|0)>>3]=+p[t+136>>3];k=t+144|0;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[l+12>>2]=f[k+12>>2];f[l+16>>2]=f[k+16>>2];f[l+20>>2]=f[k+20>>2];p[l>>3]=+p[k>>3];p[((a+24|0)+152|0)>>3]=+p[t+152>>3];p[((a+24|0)+160|0)>>3]=+p[t+160>>3];l=t+168|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];p[m>>3]=+p[l>>3];p[((a+24|0)+176|0)>>3]=+p[t+176>>3];m=t+184|0;f[s>>2]=f[m>>2];f[s+4>>2]=f[m+4>>2];f[s+8>>2]=f[m+8>>2];f[s+12>>2]=f[m+12>>2];b[s+16>>0]=b[m+16>>0]|0;psb(t,c)|0;b:do if((c|0)==(j|0))i=j;else while(1){i=c;c=c+-208|0;d=~~+p[((a+24|0)+184|0)>>3]>>>0;e=~~+p[i+-24>>3]>>>0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0)break b;g=+p[((a+24|0)+192|0)>>3];h=+p[i+-16>>3];if(!(g<h)){if(g>h)break b;if(!(gub(a+24|0,c)|0))break b}}psb(i,c)|0;if((c|0)==(j|0)){i=j;break}}while(0);k=i;l=a+24|0;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));j=i+36|0;c=f[n>>2]|0;f[n>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+40|0)>>2]|0;c=i+40|0;f[((a+24|0)+40|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+44|0)>>2]|0;j=i+44|0;f[((a+24|0)+44|0)>>2]=f[j>>2];f[j>>2]=c;j=i+48|0;c=f[o>>2]|0;f[o>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+52|0)>>2]|0;c=i+52|0;f[((a+24|0)+52|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+56|0)>>2]|0;j=i+56|0;f[((a+24|0)+56|0)>>2]=f[j>>2];f[j>>2]=c;h=+p[((a+24|0)+64|0)>>3];j=i+64|0;p[((a+24|0)+64|0)>>3]=+p[j>>3];p[j>>3]=h;h=+p[((a+24|0)+72|0)>>3];j=i+72|0;p[((a+24|0)+72|0)>>3]=+p[j>>3];p[j>>3]=h;h=+p[((a+24|0)+80|0)>>3];j=i+80|0;p[((a+24|0)+80|0)>>3]=+p[j>>3];p[j>>3]=h;j=i+88|0;c=f[j>>2]|0;e=i+92|0;if(!c)c=i+96|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=i+96|0;f[c>>2]=0;f[e>>2]=0;f[j>>2]=0}f[j>>2]=f[((a+24|0)+88|0)>>2];f[e>>2]=f[((a+24|0)+92|0)>>2];f[c>>2]=f[((a+24|0)+96|0)>>2];f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+92|0)>>2]=0;f[((a+24|0)+88|0)>>2]=0;c=i+100|0;f[c>>2]=f[r>>2];f[c+4>>2]=f[r+4>>2];f[c+8>>2]=f[r+8>>2];f[c+12>>2]=f[r+12>>2];f[c+16>>2]=f[r+16>>2];h=+p[((a+24|0)+120|0)>>3];c=i+120|0;p[((a+24|0)+120|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+128|0)>>3];c=i+128|0;p[((a+24|0)+128|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+136|0)>>3];c=i+136|0;p[((a+24|0)+136|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+144|0)>>3];c=i+144|0;p[((a+24|0)+144|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+152|0)>>3];c=i+152|0;p[((a+24|0)+152|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+160|0)>>3];c=i+160|0;p[((a+24|0)+160|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+168|0)>>3];c=i+168|0;p[((a+24|0)+168|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+176|0)>>3];c=i+176|0;p[((a+24|0)+176|0)>>3]=+p[c>>3];p[c>>3]=h;c=i+184|0;f[c>>2]=f[s>>2];f[c+4>>2]=f[s+4>>2];f[c+8>>2]=f[s+8>>2];f[c+12>>2]=f[s+12>>2];b[c+16>>0]=b[s+16>>0]|0;c=q+1|0;if((c|0)==8){u=0;w=(t+208|0)==(x|0);f[a+1224>>2]=2;f[a+1228>>2]=2;break a}else v=c}f[a+336>>2]=u;f[a+344>>2]=v;f[a+352>>2]=w;f[a+1152>>2]=k;f[a+1168>>2]=l;f[a+1176>>2]=m}function Ctb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0;J=f[a+96>>2]|0;H=f[a+104>>2]|0;I=f[a+112>>2]|0;j=+n[a+952>>2];o=+n[a+960>>2];r=+n[a+968>>2];t=+n[a+976>>2];w=+n[a+984>>2];y=+n[a+992>>2];l=f[a+1e3>>2]|0;A=f[a+1008>>2]|0;B=f[a+1016>>2]|0;C=f[a+1024>>2]|0;D=f[a+1032>>2]|0;E=f[a+1040>>2]|0;z=+n[a+1048>>2];x=+n[a+1056>>2];v=+n[a+1064>>2];s=+n[a+1072>>2];q=+n[a+1080>>2];m=+n[a+1088>>2];k=+n[a+1096>>2];F=+n[a+1104>>2];G=+n[a+1112>>2];e=+n[a+1120>>2];d=+n[a+1128>>2];a:{b[(J+216|0)+16>>0]=b[(H+216|0)+16>>0]|0;J=H;K=a+24|0;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));p[(H+40|0)>>3]=j;p[(H+48|0)>>3]=o;p[(H+56|0)>>3]=r;p[(H+64|0)>>3]=t;p[(H+72|0)>>3]=w;p[(H+80|0)>>3]=y;f[(H+88|0)>>2]=l;f[(H+92|0)>>2]=A;f[(H+96|0)>>2]=B;f[(H+100|0)>>2]=C;f[(H+104|0)>>2]=D;f[(H+108|0)>>2]=E;p[(H+112|0)>>3]=z;p[(H+120|0)>>3]=x;p[(H+128|0)>>3]=v;p[(H+136|0)>>3]=s;p[(H+144|0)>>3]=q;p[(H+152|0)>>3]=m;p[(H+160|0)>>3]=k;p[(H+168|0)>>3]=F;p[(H+176|0)>>3]=G;f[(H+184|0)>>2]=f[(a+64|0)>>2];f[(H+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(H+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(H+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(H+200|0)>>3]=e;p[(H+208|0)>>3]=d;f[(H+216|0)>>2]=f[a>>2];f[(H+216|0)+4>>2]=f[a+4>>2];f[(H+216|0)+8>>2]=f[a+8>>2];f[(H+216|0)+12>>2]=f[a+12>>2];b[(H+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(I+216|0)>>3]>>>0;g=~~+p[(H+216|0)>>3]>>>0;do if(c>>>0<g>>>0){g=D;c=E;i=F;h=G}else{if(c>>>0>g>>>0){c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}h=+p[I+224>>3];i=+p[H+224>>3];if(h<i){g=D;c=E;i=F;h=G}else{if(h>i){c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}if(fub(I,H)|0){j=+p[(H+40|0)>>3];l=f[(H+88|0)>>2]|0;o=+p[(H+48|0)>>3];r=+p[(H+56|0)>>3];t=+p[(H+64|0)>>3];w=+p[(H+72|0)>>3];y=+p[(H+80|0)>>3];A=f[(H+92|0)>>2]|0;B=f[(H+96|0)>>2]|0;C=f[(H+100|0)>>2]|0;g=f[(H+104|0)>>2]|0;c=f[(H+108|0)>>2]|0;z=+p[(H+112|0)>>3];x=+p[(H+120|0)>>3];v=+p[(H+128|0)>>3];s=+p[(H+136|0)>>3];q=+p[(H+144|0)>>3];m=+p[(H+152|0)>>3];k=+p[(H+160|0)>>3];i=+p[(H+168|0)>>3];h=+p[(H+176|0)>>3];e=+p[(H+200|0)>>3];d=+p[(H+208|0)>>3];break}else{c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}}}while(0);J=a+24|0;K=H;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));f[(a+64|0)>>2]=f[(H+184|0)>>2];f[(a+64|0)+4>>2]=f[(H+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(H+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(H+184|0)+12>>2];f[a>>2]=f[(H+216|0)>>2];f[a+4>>2]=f[(H+216|0)+4>>2];f[a+8>>2]=f[(H+216|0)+8>>2];f[a+12>>2]=f[(H+216|0)+12>>2];b[a+16>>0]=b[(H+216|0)+16>>0]|0;J=H;K=I;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));G=+p[(I+40|0)>>3];p[(I+40|0)>>3]=j;p[(H+40|0)>>3]=G;G=+p[(I+48|0)>>3];p[(I+48|0)>>3]=+p[(H+48|0)>>3];p[(H+48|0)>>3]=G;G=+p[(I+56|0)>>3];p[(I+56|0)>>3]=+p[(H+56|0)>>3];p[(H+56|0)>>3]=G;G=+p[(I+64|0)>>3];p[(I+64|0)>>3]=+p[(H+64|0)>>3];p[(H+64|0)>>3]=G;G=+p[(I+72|0)>>3];p[(I+72|0)>>3]=+p[(H+72|0)>>3];p[(H+72|0)>>3]=G;G=+p[(I+80|0)>>3];p[(I+80|0)>>3]=+p[(H+80|0)>>3];p[(H+80|0)>>3]=G;J=f[(I+88|0)>>2]|0;f[(I+88|0)>>2]=l;f[(H+88|0)>>2]=J;J=f[(I+92|0)>>2]|0;f[(I+92|0)>>2]=f[(H+92|0)>>2];f[(H+92|0)>>2]=J;J=f[(I+96|0)>>2]|0;f[(I+96|0)>>2]=f[(H+96|0)>>2];f[(H+96|0)>>2]=J;J=f[(I+100|0)>>2]|0;f[(I+100|0)>>2]=f[(H+100|0)>>2];f[(H+100|0)>>2]=J;f[(H+104|0)>>2]=f[(I+104|0)>>2];f[(H+108|0)>>2]=f[(I+108|0)>>2];G=+p[(I+112|0)>>3];p[(I+112|0)>>3]=+p[(H+112|0)>>3];p[(H+112|0)>>3]=G;G=+p[(I+120|0)>>3];p[(I+120|0)>>3]=+p[(H+120|0)>>3];p[(H+120|0)>>3]=G;G=+p[(I+128|0)>>3];p[(I+128|0)>>3]=+p[(H+128|0)>>3];p[(H+128|0)>>3]=G;G=+p[(I+136|0)>>3];p[(I+136|0)>>3]=+p[(H+136|0)>>3];p[(H+136|0)>>3]=G;G=+p[(I+144|0)>>3];p[(I+144|0)>>3]=+p[(H+144|0)>>3];p[(H+144|0)>>3]=G;G=+p[(I+152|0)>>3];p[(I+152|0)>>3]=+p[(H+152|0)>>3];p[(H+152|0)>>3]=G;G=+p[(I+160|0)>>3];p[(I+160|0)>>3]=+p[(H+160|0)>>3];p[(H+160|0)>>3]=G;G=+p[(I+168|0)>>3];p[(I+168|0)>>3]=+p[(H+168|0)>>3];p[(H+168|0)>>3]=G;G=+p[(I+176|0)>>3];p[(I+176|0)>>3]=+p[(H+176|0)>>3];p[(H+176|0)>>3]=G;f[(H+184|0)>>2]=f[(I+184|0)>>2];f[(H+184|0)+4>>2]=f[(I+184|0)+4>>2];f[(H+184|0)+8>>2]=f[(I+184|0)+8>>2];f[(H+184|0)+12>>2]=f[(I+184|0)+12>>2];p[(H+200|0)>>3]=+p[(I+200|0)>>3];p[(H+208|0)>>3]=+p[(I+208|0)>>3];f[(H+216|0)>>2]=f[(I+216|0)>>2];f[(H+216|0)+4>>2]=f[(I+216|0)+4>>2];f[(H+216|0)+8>>2]=f[(I+216|0)+8>>2];f[(H+216|0)+12>>2]=f[(I+216|0)+12>>2];b[(H+216|0)+16>>0]=b[(I+216|0)+16>>0]|0;J=I;K=a+24|0;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));p[(I+40|0)>>3]=j;p[(I+48|0)>>3]=o;p[(I+56|0)>>3]=r;p[(I+64|0)>>3]=t;p[(I+72|0)>>3]=w;p[(I+80|0)>>3]=y;f[(I+88|0)>>2]=l;f[(I+92|0)>>2]=A;f[(I+96|0)>>2]=B;f[(I+100|0)>>2]=C;f[(I+104|0)>>2]=g;f[(I+108|0)>>2]=c;p[(I+112|0)>>3]=z;p[(I+120|0)>>3]=x;p[(I+128|0)>>3]=v;p[(I+136|0)>>3]=s;p[(I+144|0)>>3]=q;p[(I+152|0)>>3]=m;p[(I+160|0)>>3]=k;p[(I+168|0)>>3]=i;p[(I+176|0)>>3]=h;f[(I+184|0)>>2]=f[(a+64|0)>>2];f[(I+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(I+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(I+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(I+200|0)>>3]=e;p[(I+208|0)>>3]=d;f[(I+216|0)>>2]=f[a>>2];f[(I+216|0)+4>>2]=f[a+4>>2];f[(I+216|0)+8>>2]=f[a+8>>2];f[(I+216|0)+12>>2]=f[a+12>>2];b[(I+216|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}f[a+120>>2]=c;f[a+1968>>2]=J;f[a+1984>>2]=K;f[a+1992>>2]=L}function Dtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0,ba=0,ca=0,da=0.0;D=f[a+96>>2]|0;d=f[a+104>>2]|0;E=f[a+112>>2]|0;c=f[a+120>>2]|0;ca=f[a+136>>2]|0;F=+n[a+952>>2];G=+n[a+960>>2];H=+n[a+968>>2];I=+n[a+976>>2];J=+n[a+984>>2];K=+n[a+992>>2];L=f[a+1e3>>2]|0;M=f[a+1008>>2]|0;N=f[a+1016>>2]|0;O=f[a+1024>>2]|0;P=f[a+1032>>2]|0;Q=f[a+1040>>2]|0;R=+n[a+1048>>2];S=+n[a+1056>>2];T=+n[a+1064>>2];U=+n[a+1072>>2];V=+n[a+1080>>2];W=+n[a+1088>>2];X=+n[a+1096>>2];Y=+n[a+1104>>2];Z=+n[a+1112>>2];_=+n[a+1120>>2];$=+n[a+1128>>2];a:{if(ca){aa=a+24|0;ba=D;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));e=+p[(D+40|0)>>3];g=+p[(D+48|0)>>3];h=+p[(D+56|0)>>3];i=+p[(D+64|0)>>3];j=+p[(D+72|0)>>3];k=+p[(D+80|0)>>3];c=f[(D+88|0)>>2]|0;d=f[(D+92|0)>>2]|0;l=f[(D+96|0)>>2]|0;m=f[(D+100|0)>>2]|0;o=f[(D+104|0)>>2]|0;q=f[(D+108|0)>>2]|0;r=+p[(D+112|0)>>3];s=+p[(D+120|0)>>3];t=+p[(D+128|0)>>3];v=+p[(D+136|0)>>3];w=+p[(D+144|0)>>3];x=+p[(D+152|0)>>3];y=+p[(D+160|0)>>3];z=+p[(D+168|0)>>3];A=+p[(D+176|0)>>3];f[(a+64|0)>>2]=f[(D+184|0)>>2];f[(a+64|0)+4>>2]=f[(D+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(D+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(D+184|0)+12>>2];B=+p[(D+200|0)>>3];C=+p[(D+208|0)>>3];f[a>>2]=f[(D+216|0)>>2];f[a+4>>2]=f[(D+216|0)+4>>2];f[a+8>>2]=f[(D+216|0)+8>>2];f[a+12>>2]=f[(D+216|0)+12>>2];b[a+16>>0]=b[(D+216|0)+16>>0]|0;aa=D;ba=E;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));da=+p[(E+40|0)>>3];p[(E+40|0)>>3]=e;p[(D+40|0)>>3]=da;da=+p[(E+48|0)>>3];p[(E+48|0)>>3]=+p[(D+48|0)>>3];p[(D+48|0)>>3]=da;da=+p[(E+56|0)>>3];p[(E+56|0)>>3]=+p[(D+56|0)>>3];p[(D+56|0)>>3]=da;da=+p[(E+64|0)>>3];p[(E+64|0)>>3]=+p[(D+64|0)>>3];p[(D+64|0)>>3]=da;da=+p[(E+72|0)>>3];p[(E+72|0)>>3]=+p[(D+72|0)>>3];p[(D+72|0)>>3]=da;da=+p[(E+80|0)>>3];p[(E+80|0)>>3]=+p[(D+80|0)>>3];p[(D+80|0)>>3]=da;aa=f[(E+88|0)>>2]|0;f[(E+88|0)>>2]=c;f[(D+88|0)>>2]=aa;aa=f[(E+92|0)>>2]|0;f[(E+92|0)>>2]=f[(D+92|0)>>2];f[(D+92|0)>>2]=aa;aa=f[(E+96|0)>>2]|0;f[(E+96|0)>>2]=f[(D+96|0)>>2];f[(D+96|0)>>2]=aa;aa=f[(E+100|0)>>2]|0;f[(E+100|0)>>2]=f[(D+100|0)>>2];f[(D+100|0)>>2]=aa;f[(D+104|0)>>2]=f[(E+104|0)>>2];f[(D+108|0)>>2]=f[(E+108|0)>>2];da=+p[(E+112|0)>>3];p[(E+112|0)>>3]=+p[(D+112|0)>>3];p[(D+112|0)>>3]=da;da=+p[(E+120|0)>>3];p[(E+120|0)>>3]=+p[(D+120|0)>>3];p[(D+120|0)>>3]=da;da=+p[(E+128|0)>>3];p[(E+128|0)>>3]=+p[(D+128|0)>>3];p[(D+128|0)>>3]=da;da=+p[(E+136|0)>>3];p[(E+136|0)>>3]=+p[(D+136|0)>>3];p[(D+136|0)>>3]=da;da=+p[(E+144|0)>>3];p[(E+144|0)>>3]=+p[(D+144|0)>>3];p[(D+144|0)>>3]=da;da=+p[(E+152|0)>>3];p[(E+152|0)>>3]=+p[(D+152|0)>>3];p[(D+152|0)>>3]=da;da=+p[(E+160|0)>>3];p[(E+160|0)>>3]=+p[(D+160|0)>>3];p[(D+160|0)>>3]=da;da=+p[(E+168|0)>>3];p[(E+168|0)>>3]=+p[(D+168|0)>>3];p[(D+168|0)>>3]=da;da=+p[(E+176|0)>>3];p[(E+176|0)>>3]=+p[(D+176|0)>>3];p[(D+176|0)>>3]=da;f[(D+184|0)>>2]=f[(E+184|0)>>2];f[(D+184|0)+4>>2]=f[(E+184|0)+4>>2];f[(D+184|0)+8>>2]=f[(E+184|0)+8>>2];f[(D+184|0)+12>>2]=f[(E+184|0)+12>>2];p[(D+200|0)>>3]=+p[(E+200|0)>>3];p[(D+208|0)>>3]=+p[(E+208|0)>>3];f[(D+216|0)>>2]=f[(E+216|0)>>2];f[(D+216|0)+4>>2]=f[(E+216|0)+4>>2];f[(D+216|0)+8>>2]=f[(E+216|0)+8>>2];f[(D+216|0)+12>>2]=f[(E+216|0)+12>>2];b[(D+216|0)+16>>0]=b[(E+216|0)+16>>0]|0;aa=E;ba=a+24|0;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));p[(E+40|0)>>3]=e;p[(E+48|0)>>3]=g;p[(E+56|0)>>3]=h;p[(E+64|0)>>3]=i;p[(E+72|0)>>3]=j;p[(E+80|0)>>3]=k;f[(E+88|0)>>2]=c;f[(E+92|0)>>2]=d;f[(E+96|0)>>2]=l;f[(E+100|0)>>2]=m;f[(E+104|0)>>2]=o;f[(E+108|0)>>2]=q;p[(E+112|0)>>3]=r;p[(E+120|0)>>3]=s;p[(E+128|0)>>3]=t;p[(E+136|0)>>3]=v;p[(E+144|0)>>3]=w;p[(E+152|0)>>3]=x;p[(E+160|0)>>3]=y;p[(E+168|0)>>3]=z;p[(E+176|0)>>3]=A;f[(E+184|0)>>2]=f[(a+64|0)>>2];f[(E+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(E+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(E+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(E+200|0)>>3]=B;p[(E+208|0)>>3]=C;f[(E+216|0)>>2]=f[a>>2];f[(E+216|0)+4>>2]=f[a+4>>2];f[(E+216|0)+8>>2]=f[a+8>>2];f[(E+216|0)+12>>2]=f[a+12>>2];b[(E+216|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+2008>>2]=6;f[a+2012>>2]=c|0;break a}aa=a+24|0;ba=D;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));F=+p[(D+40|0)>>3];G=+p[(D+48|0)>>3];H=+p[(D+56|0)>>3];I=+p[(D+64|0)>>3];J=+p[(D+72|0)>>3];K=+p[(D+80|0)>>3];L=f[(D+88|0)>>2]|0;M=f[(D+92|0)>>2]|0;N=f[(D+96|0)>>2]|0;O=f[(D+100|0)>>2]|0;P=f[(D+104|0)>>2]|0;Q=f[(D+108|0)>>2]|0;R=+p[(D+112|0)>>3];S=+p[(D+120|0)>>3];T=+p[(D+128|0)>>3];U=+p[(D+136|0)>>3];V=+p[(D+144|0)>>3];W=+p[(D+152|0)>>3];X=+p[(D+160|0)>>3];Y=+p[(D+168|0)>>3];Z=+p[(D+176|0)>>3];f[(a+64|0)>>2]=f[(D+184|0)>>2];f[(a+64|0)+4>>2]=f[(D+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(D+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(D+184|0)+12>>2];_=+p[(D+200|0)>>3];$=+p[(D+208|0)>>3];f[a>>2]=f[(D+216|0)>>2];f[a+4>>2]=f[(D+216|0)+4>>2];f[a+8>>2]=f[(D+216|0)+8>>2];f[a+12>>2]=f[(D+216|0)+12>>2];b[a+16>>0]=b[(D+216|0)+16>>0]|0;aa=D;ba=d;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));da=+p[(d+40|0)>>3];p[(d+40|0)>>3]=F;p[(D+40|0)>>3]=da;da=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(D+48|0)>>3];p[(D+48|0)>>3]=da;da=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(D+56|0)>>3];p[(D+56|0)>>3]=da;da=+p[(d+64|0)>>3];p[(d+64|0)>>3]=+p[(D+64|0)>>3];p[(D+64|0)>>3]=da;da=+p[(d+72|0)>>3];p[(d+72|0)>>3]=+p[(D+72|0)>>3];p[(D+72|0)>>3]=da;da=+p[(d+80|0)>>3];p[(d+80|0)>>3]=+p[(D+80|0)>>3];p[(D+80|0)>>3]=da;E=f[(d+88|0)>>2]|0;f[(d+88|0)>>2]=L;f[(D+88|0)>>2]=E;E=f[(d+92|0)>>2]|0;f[(d+92|0)>>2]=f[(D+92|0)>>2];f[(D+92|0)>>2]=E;E=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=f[(D+96|0)>>2];f[(D+96|0)>>2]=E;E=f[(d+100|0)>>2]|0;f[(d+100|0)>>2]=f[(D+100|0)>>2];f[(D+100|0)>>2]=E;f[(D+104|0)>>2]=f[(d+104|0)>>2];f[(D+108|0)>>2]=f[(d+108|0)>>2];da=+p[(d+112|0)>>3];p[(d+112|0)>>3]=+p[(D+112|0)>>3];p[(D+112|0)>>3]=da;da=+p[(d+120|0)>>3];p[(d+120|0)>>3]=+p[(D+120|0)>>3];p[(D+120|0)>>3]=da;da=+p[(d+128|0)>>3];p[(d+128|0)>>3]=+p[(D+128|0)>>3];p[(D+128|0)>>3]=da;da=+p[(d+136|0)>>3];p[(d+136|0)>>3]=+p[(D+136|0)>>3];p[(D+136|0)>>3]=da;da=+p[(d+144|0)>>3];p[(d+144|0)>>3]=+p[(D+144|0)>>3];p[(D+144|0)>>3]=da;da=+p[(d+152|0)>>3];p[(d+152|0)>>3]=+p[(D+152|0)>>3];p[(D+152|0)>>3]=da;da=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(D+160|0)>>3];p[(D+160|0)>>3]=da;da=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(D+168|0)>>3];p[(D+168|0)>>3]=da;da=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(D+176|0)>>3];p[(D+176|0)>>3]=da;f[(D+184|0)>>2]=f[(d+184|0)>>2];f[(D+184|0)+4>>2]=f[(d+184|0)+4>>2];f[(D+184|0)+8>>2]=f[(d+184|0)+8>>2];f[(D+184|0)+12>>2]=f[(d+184|0)+12>>2];p[(D+200|0)>>3]=+p[(d+200|0)>>3];p[(D+208|0)>>3]=+p[(d+208|0)>>3];f[(D+216|0)>>2]=f[(d+216|0)>>2];f[(D+216|0)+4>>2]=f[(d+216|0)+4>>2];f[(D+216|0)+8>>2]=f[(d+216|0)+8>>2];f[(D+216|0)+12>>2]=f[(d+216|0)+12>>2]}f[a+120>>2]=c;n[a+952>>2]=F;n[a+960>>2]=G;n[a+968>>2]=H;n[a+976>>2]=I;n[a+984>>2]=J;n[a+992>>2]=K;f[a+1e3>>2]=L;f[a+1008>>2]=M;f[a+1016>>2]=N;f[a+1024>>2]=O;f[a+1032>>2]=P;f[a+1040>>2]=Q;n[a+1048>>2]=R;n[a+1056>>2]=S;n[a+1064>>2]=T;n[a+1072>>2]=U;n[a+1080>>2]=V;n[a+1088>>2]=W;n[a+1096>>2]=X;n[a+1104>>2]=Y;n[a+1112>>2]=Z;n[a+1120>>2]=_;n[a+1128>>2]=$;f[a+1968>>2]=aa;f[a+1984>>2]=ba;f[a+1992>>2]=ca}function Etb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;c=f[a+112>>2]|0;J=+n[a+160>>2];e=+n[a+1152>>2];g=+n[a+1184>>2];h=+n[a+1224>>2];i=+n[a+1248>>2];j=+n[a+1280>>2];k=+n[a+1320>>2];d=f[a+1368>>2]|0;l=f[a+1408>>2]|0;m=f[a+1448>>2]|0;o=f[a+1504>>2]|0;q=f[a+1536>>2]|0;D=f[a+1576>>2]|0;r=+n[a+1592>>2];s=+n[a+1680>>2];t=+n[a+1768>>2];v=+n[a+1784>>2];w=+n[a+1792>>2];x=+n[a+1800>>2];y=+n[a+1808>>2];z=+n[a+1816>>2];A=+n[a+1824>>2];B=+n[a+1832>>2];C=+n[a+1840>>2];a:{p[(F+160|0)>>3]=J;J=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=J;J=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=J;f[(F+184|0)>>2]=f[(c+184|0)>>2];f[(F+184|0)+4>>2]=f[(c+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(c+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(c+184|0)+12>>2];p[(F+200|0)>>3]=+p[(c+200|0)>>3];p[(F+208|0)>>3]=+p[(c+208|0)>>3];f[(F+216|0)>>2]=f[(c+216|0)>>2];f[(F+216|0)+4>>2]=f[(c+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(c+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(c+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(c+216|0)+16>>0]|0;G=c;H=a+24|0;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));p[(c+40|0)>>3]=e;p[(c+48|0)>>3]=g;p[(c+56|0)>>3]=h;p[(c+64|0)>>3]=i;p[(c+72|0)>>3]=j;p[(c+80|0)>>3]=k;f[(c+88|0)>>2]=d;f[(c+92|0)>>2]=l;f[(c+96|0)>>2]=m;f[(c+100|0)>>2]=o;f[(c+104|0)>>2]=q;f[(c+108|0)>>2]=D;p[(c+112|0)>>3]=r;p[(c+120|0)>>3]=s;p[(c+128|0)>>3]=t;p[(c+136|0)>>3]=v;p[(c+144|0)>>3]=w;p[(c+152|0)>>3]=x;p[(c+160|0)>>3]=y;p[(c+168|0)>>3]=z;p[(c+176|0)>>3]=A;f[(c+184|0)>>2]=f[(a+64|0)>>2];f[(c+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(c+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(c+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(c+200|0)>>3]=B;p[(c+208|0)>>3]=C;f[(c+216|0)>>2]=f[a>>2];f[(c+216|0)+4>>2]=f[a+4>>2];f[(c+216|0)+8>>2]=f[a+8>>2];f[(c+216|0)+12>>2]=f[a+12>>2];b[(c+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[(E+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}if(!(fub(F,E)|0)){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}}}G=a+24|0;H=E;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;G=E;H=F;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));J=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=J;J=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=J;J=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=J;J=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=J;J=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=J;J=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=J;G=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=G;G=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=G;G=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=G;G=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=G;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];J=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=J;J=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=J;J=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=J;J=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=J;J=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=J;J=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=J;J=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=J;J=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=J;J=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=J;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;G=F;H=a+24|0;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}f[a+120>>2]=c;f[a+1968>>2]=G;f[a+1984>>2]=H;f[a+1992>>2]=I}function Ftb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;D=f[a+112>>2]|0;e=+n[a+184>>2];g=+n[a+192>>2];h=+n[a+200>>2];i=+n[a+208>>2];j=+n[a+216>>2];k=+n[a+224>>2];c=f[a+232>>2]|0;d=f[a+240>>2]|0;l=f[a+248>>2]|0;m=f[a+256>>2]|0;o=f[a+264>>2]|0;q=f[a+272>>2]|0;r=+n[a+280>>2];s=+n[a+296>>2];t=+n[a+304>>2];v=+n[a+312>>2];w=+n[a+320>>2];x=+n[a+328>>2];y=+n[a+336>>2];z=+n[a+344>>2];A=+n[a+352>>2];B=+n[a+360>>2];C=+n[a+368>>2];H=f[a+440>>2]|0;G=f[a+1048>>2]|0;a:{f[(D+92|0)>>2]=f[(F+92|0)>>2];f[(F+92|0)>>2]=H;H=f[(D+96|0)>>2]|0;f[(D+96|0)>>2]=f[(F+96|0)>>2];f[(F+96|0)>>2]=H;H=f[(D+100|0)>>2]|0;f[(D+100|0)>>2]=f[(F+100|0)>>2];f[(F+100|0)>>2]=H;f[(F+104|0)>>2]=f[(D+104|0)>>2];f[(F+108|0)>>2]=f[(D+108|0)>>2];K=+p[(D+112|0)>>3];p[(D+112|0)>>3]=+p[(F+112|0)>>3];p[(F+112|0)>>3]=K;K=+p[(D+120|0)>>3];p[(D+120|0)>>3]=+p[(F+120|0)>>3];p[(F+120|0)>>3]=K;K=+p[(D+128|0)>>3];p[(D+128|0)>>3]=+p[(F+128|0)>>3];p[(F+128|0)>>3]=K;K=+p[(D+136|0)>>3];p[(D+136|0)>>3]=+p[(F+136|0)>>3];p[(F+136|0)>>3]=K;K=+p[(D+144|0)>>3];p[(D+144|0)>>3]=+p[(F+144|0)>>3];p[(F+144|0)>>3]=K;K=+p[(D+152|0)>>3];p[(D+152|0)>>3]=+p[(F+152|0)>>3];p[(F+152|0)>>3]=K;K=+p[(D+160|0)>>3];p[(D+160|0)>>3]=+p[(F+160|0)>>3];p[(F+160|0)>>3]=K;K=+p[(D+168|0)>>3];p[(D+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=K;K=+p[(D+176|0)>>3];p[(D+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=K;f[(F+184|0)>>2]=f[(D+184|0)>>2];f[(F+184|0)+4>>2]=f[(D+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(D+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(D+184|0)+12>>2];p[(F+200|0)>>3]=+p[(D+200|0)>>3];p[(F+208|0)>>3]=+p[(D+208|0)>>3];f[(F+216|0)>>2]=f[(D+216|0)>>2];f[(F+216|0)+4>>2]=f[(D+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(D+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(D+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(D+216|0)+16>>0]|0;H=D;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(D+40|0)>>3]=e;p[(D+48|0)>>3]=g;p[(D+56|0)>>3]=h;p[(D+64|0)>>3]=i;p[(D+72|0)>>3]=j;p[(D+80|0)>>3]=k;f[(D+88|0)>>2]=c;f[(D+92|0)>>2]=d;f[(D+96|0)>>2]=l;f[(D+100|0)>>2]=m;f[(D+104|0)>>2]=o;f[(D+108|0)>>2]=q;p[(D+112|0)>>3]=r;p[(D+120|0)>>3]=s;p[(D+128|0)>>3]=t;p[(D+136|0)>>3]=v;p[(D+144|0)>>3]=w;p[(D+152|0)>>3]=x;p[(D+160|0)>>3]=y;p[(D+168|0)>>3]=z;p[(D+176|0)>>3]=A;f[(D+184|0)>>2]=f[(a+64|0)>>2];f[(D+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(D+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(D+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(D+200|0)>>3]=B;p[(D+208|0)>>3]=C;f[(D+216|0)>>2]=f[a>>2];f[(D+216|0)+4>>2]=f[a+4>>2];f[(D+216|0)+8>>2]=f[a+8>>2];f[(D+216|0)+12>>2]=f[a+12>>2];b[(D+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[E+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}if(!(fub(F,E)|0)){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}}}H=a+24|0;I=E;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;H=E;I=F;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));K=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=K;K=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=K;K=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=K;K=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=K;K=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=K;K=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=K;H=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=H;H=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=H;H=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=H;H=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=H;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];K=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=K;K=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=K;K=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=K;K=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=K;K=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=K;K=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=K;K=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=K;K=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=K;K=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=K;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;H=F;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=G+3|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[a+128>>2]=c;f[a+1248>>2]=H;f[a+1264>>2]=I;f[a+1272>>2]=J}function Gtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0.0;F=f[a+104>>2]|0;ca=f[a+112>>2]|0;m=f[a+120>>2]|0;E=f[a+128>>2]|0;G=+n[a+184>>2];H=+n[a+192>>2];I=+n[a+200>>2];J=+n[a+208>>2];K=+n[a+216>>2];L=+n[a+224>>2];M=f[a+232>>2]|0;N=f[a+240>>2]|0;O=f[a+248>>2]|0;P=f[a+256>>2]|0;Q=f[a+264>>2]|0;R=f[a+272>>2]|0;S=+n[a+280>>2];T=+n[a+296>>2];U=+n[a+304>>2];V=+n[a+312>>2];W=+n[a+320>>2];X=+n[a+328>>2];Y=+n[a+336>>2];Z=+n[a+344>>2];_=+n[a+352>>2];$=+n[a+360>>2];aa=+n[a+368>>2];ba=f[a+440>>2]|0;e=+n[a+560>>2];g=+n[a+616>>2];h=+n[a+688>>2];i=+n[a+776>>2];j=+n[a+832>>2];k=+n[a+872>>2];c=f[a+952>>2]|0;d=f[a+960>>2]|0;l=f[a+968>>2]|0;o=f[a+976>>2]|0;q=f[a+984>>2]|0;r=f[a+992>>2]|0;s=+n[a+1e3>>2];t=+n[a+1008>>2];v=+n[a+1016>>2];w=+n[a+1024>>2];x=+n[a+1032>>2];y=+n[a+1040>>2];da=f[a+1048>>2]|0;z=+n[a+1056>>2];A=+n[a+1064>>2];B=+n[a+1072>>2];C=+n[a+1080>>2];D=+n[a+1088>>2];a:{ha=+p[(m+136|0)>>3];p[(m+136|0)>>3]=+p[(ca+136|0)>>3];p[(ca+136|0)>>3]=ha;ha=+p[(m+144|0)>>3];p[(m+144|0)>>3]=+p[(ca+144|0)>>3];p[(ca+144|0)>>3]=ha;ha=+p[(m+152|0)>>3];p[(m+152|0)>>3]=+p[(ca+152|0)>>3];p[(ca+152|0)>>3]=ha;ha=+p[(m+160|0)>>3];p[(m+160|0)>>3]=+p[(ca+160|0)>>3];p[(ca+160|0)>>3]=ha;ha=+p[(m+168|0)>>3];p[(m+168|0)>>3]=+p[(ca+168|0)>>3];p[(ca+168|0)>>3]=ha;ha=+p[(m+176|0)>>3];p[(m+176|0)>>3]=+p[(ca+176|0)>>3];p[(ca+176|0)>>3]=ha;f[(ca+184|0)>>2]=f[(m+184|0)>>2];f[(ca+184|0)+4>>2]=f[(m+184|0)+4>>2];f[(ca+184|0)+8>>2]=f[(m+184|0)+8>>2];f[(ca+184|0)+12>>2]=f[(m+184|0)+12>>2];p[(ca+200|0)>>3]=+p[(m+200|0)>>3];p[(ca+208|0)>>3]=+p[(m+208|0)>>3];f[(ca+216|0)>>2]=f[(m+216|0)>>2];f[(ca+216|0)+4>>2]=f[(m+216|0)+4>>2];f[(ca+216|0)+8>>2]=f[(m+216|0)+8>>2];f[(ca+216|0)+12>>2]=f[(m+216|0)+12>>2];b[(ca+216|0)+16>>0]=b[(m+216|0)+16>>0]|0;ea=m;fa=a+24|0;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));p[(m+40|0)>>3]=e;p[(m+48|0)>>3]=g;p[(m+56|0)>>3]=h;p[(m+64|0)>>3]=i;p[(m+72|0)>>3]=j;p[(m+80|0)>>3]=k;f[(m+88|0)>>2]=c;f[(m+92|0)>>2]=d;f[(m+96|0)>>2]=l;f[(m+100|0)>>2]=o;f[(m+104|0)>>2]=q;f[(m+108|0)>>2]=r;p[(m+112|0)>>3]=s;p[(m+120|0)>>3]=t;p[(m+128|0)>>3]=v;p[(m+136|0)>>3]=w;p[(m+144|0)>>3]=x;p[(m+152|0)>>3]=y;p[(m+160|0)>>3]=z;p[(m+168|0)>>3]=A;p[(m+176|0)>>3]=B;f[(m+184|0)>>2]=f[(a+64|0)>>2];f[(m+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+200|0)>>3]=C;p[(m+208|0)>>3]=D;f[(m+216|0)>>2]=f[a>>2];f[(m+216|0)+4>>2]=f[a+4>>2];f[(m+216|0)+8>>2]=f[a+8>>2];f[(m+216|0)+12>>2]=f[a+12>>2];b[(m+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(ca+216|0)>>3]>>>0;d=~~+p[(F+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}e=+p[ca+224>>3];g=+p[F+224>>3];if(!(e<g)){if(e>g){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}if(!(fub(ca,F)|0)){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}}}ea=a+24|0;fa=F;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));G=+p[(F+40|0)>>3];H=+p[(F+48|0)>>3];I=+p[(F+56|0)>>3];J=+p[(F+64|0)>>3];K=+p[(F+72|0)>>3];L=+p[(F+80|0)>>3];M=f[(F+88|0)>>2]|0;N=f[(F+92|0)>>2]|0;O=f[(F+96|0)>>2]|0;P=f[(F+100|0)>>2]|0;Q=f[(F+104|0)>>2]|0;R=f[(F+108|0)>>2]|0;S=+p[(F+112|0)>>3];T=+p[(F+120|0)>>3];U=+p[(F+128|0)>>3];V=+p[(F+136|0)>>3];W=+p[(F+144|0)>>3];X=+p[(F+152|0)>>3];Y=+p[(F+160|0)>>3];Z=+p[(F+168|0)>>3];_=+p[(F+176|0)>>3];f[(a+64|0)>>2]=f[(F+184|0)>>2];f[(a+64|0)+4>>2]=f[(F+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(F+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(F+184|0)+12>>2];$=+p[(F+200|0)>>3];aa=+p[(F+208|0)>>3];f[a>>2]=f[(F+216|0)>>2];f[a+4>>2]=f[(F+216|0)+4>>2];f[a+8>>2]=f[(F+216|0)+8>>2];f[a+12>>2]=f[(F+216|0)+12>>2];b[a+16>>0]=b[(F+216|0)+16>>0]|0;ea=F;fa=ca;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));ha=+p[(ca+40|0)>>3];p[(ca+40|0)>>3]=G;p[(F+40|0)>>3]=ha;ha=+p[(ca+48|0)>>3];p[(ca+48|0)>>3]=+p[(F+48|0)>>3];p[(F+48|0)>>3]=ha;ha=+p[(ca+56|0)>>3];p[(ca+56|0)>>3]=+p[(F+56|0)>>3];p[(F+56|0)>>3]=ha;ha=+p[(ca+64|0)>>3];p[(ca+64|0)>>3]=+p[(F+64|0)>>3];p[(F+64|0)>>3]=ha;ha=+p[(ca+72|0)>>3];p[(ca+72|0)>>3]=+p[(F+72|0)>>3];p[(F+72|0)>>3]=ha;ha=+p[(ca+80|0)>>3];p[(ca+80|0)>>3]=+p[(F+80|0)>>3];p[(F+80|0)>>3]=ha;ba=f[(ca+88|0)>>2]|0;f[(ca+88|0)>>2]=M;f[(F+88|0)>>2]=ba;ba=f[(ca+92|0)>>2]|0}f[a+128>>2]=E;n[a+184>>2]=G;n[a+192>>2]=H;n[a+200>>2]=I;n[a+208>>2]=J;n[a+216>>2]=K;n[a+224>>2]=L;f[a+232>>2]=M;f[a+240>>2]=N;f[a+248>>2]=O;f[a+256>>2]=P;f[a+264>>2]=Q;f[a+272>>2]=R;n[a+280>>2]=S;n[a+296>>2]=T;n[a+304>>2]=U;n[a+312>>2]=V;n[a+320>>2]=W;n[a+328>>2]=X;n[a+336>>2]=Y;n[a+344>>2]=Z;n[a+352>>2]=_;n[a+360>>2]=$;n[a+368>>2]=aa;f[a+440>>2]=ba;f[a+1248>>2]=ea;f[a+1264>>2]=fa;f[a+1272>>2]=ga}function Htb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;c=f[a+112>>2]|0;e=+n[a+584>>2];g=+n[a+592>>2];h=+n[a+600>>2];i=+n[a+608>>2];j=+n[a+624>>2];k=+n[a+632>>2];d=f[a+640>>2]|0;l=f[a+648>>2]|0;m=f[a+656>>2]|0;o=f[a+664>>2]|0;q=f[a+672>>2]|0;D=f[a+680>>2]|0;r=+n[a+696>>2];s=+n[a+704>>2];t=+n[a+712>>2];v=+n[a+720>>2];w=+n[a+728>>2];x=+n[a+736>>2];y=+n[a+744>>2];z=+n[a+752>>2];A=+n[a+760>>2];B=+n[a+768>>2];C=+n[a+784>>2];G=f[a+1488>>2]|0;a:{K=+p[(c+160|0)>>3];p[(c+160|0)>>3]=+p[(F+160|0)>>3];p[(F+160|0)>>3]=K;K=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=K;K=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=K;f[(F+184|0)>>2]=f[(c+184|0)>>2];f[(F+184|0)+4>>2]=f[(c+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(c+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(c+184|0)+12>>2];p[(F+200|0)>>3]=+p[(c+200|0)>>3];p[(F+208|0)>>3]=+p[(c+208|0)>>3];f[(F+216|0)>>2]=f[(c+216|0)>>2];f[(F+216|0)+4>>2]=f[(c+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(c+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(c+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(c+216|0)+16>>0]|0;H=c;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(c+40|0)>>3]=e;p[(c+48|0)>>3]=g;p[(c+56|0)>>3]=h;p[(c+64|0)>>3]=i;p[(c+72|0)>>3]=j;p[(c+80|0)>>3]=k;f[(c+88|0)>>2]=d;f[(c+92|0)>>2]=l;f[(c+96|0)>>2]=m;f[(c+100|0)>>2]=o;f[(c+104|0)>>2]=q;f[(c+108|0)>>2]=D;p[(c+112|0)>>3]=r;p[(c+120|0)>>3]=s;p[(c+128|0)>>3]=t;p[(c+136|0)>>3]=v;p[(c+144|0)>>3]=w;p[(c+152|0)>>3]=x;p[(c+160|0)>>3]=y;p[(c+168|0)>>3]=z;p[(c+176|0)>>3]=A;f[(c+184|0)>>2]=f[(a+64|0)>>2];f[(c+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(c+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(c+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(c+200|0)>>3]=B;p[(c+208|0)>>3]=C;f[(c+216|0)>>2]=f[a>>2];f[(c+216|0)+4>>2]=f[a+4>>2];f[(c+216|0)+8>>2]=f[a+8>>2];f[(c+216|0)+12>>2]=f[a+12>>2];b[(c+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[E+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}if(!(fub(F,E)|0)){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}}}H=a+24|0;I=E;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;H=E;I=F;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));K=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=K;K=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=K;K=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=K;K=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=K;K=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=K;K=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=K;H=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=H;H=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=H;H=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=H;H=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=H;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];K=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=K;K=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=K;K=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=K;K=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=K;K=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=K;K=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=K;K=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=K;K=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=K;K=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=K;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;H=F;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=G+4|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}f[a+136>>2]=c;f[a+1624>>2]=H;f[a+1640>>2]=I;f[a+1648>>2]=J}function Itb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0,da=0,ea=0,fa=0,ga=0.0;F=f[a+104>>2]|0;G=f[a+112>>2]|0;D=f[a+120>>2]|0;E=f[a+136>>2]|0;e=+n[a+200>>2];g=+n[a+208>>2];h=+n[a+216>>2];i=+n[a+224>>2];j=+n[a+232>>2];k=+n[a+240>>2];c=f[a+248>>2]|0;d=f[a+256>>2]|0;l=f[a+264>>2]|0;m=f[a+272>>2]|0;o=f[a+280>>2]|0;H=+n[a+584>>2];I=+n[a+592>>2];J=+n[a+600>>2];K=+n[a+608>>2];L=+n[a+624>>2];M=+n[a+632>>2];N=f[a+640>>2]|0;O=f[a+648>>2]|0;P=f[a+656>>2]|0;Q=f[a+664>>2]|0;R=f[a+672>>2]|0;S=f[a+680>>2]|0;T=+n[a+696>>2];U=+n[a+704>>2];V=+n[a+712>>2];W=+n[a+720>>2];X=+n[a+728>>2];Y=+n[a+736>>2];Z=+n[a+744>>2];_=+n[a+752>>2];$=+n[a+760>>2];aa=+n[a+768>>2];ba=+n[a+784>>2];ca=f[a+1488>>2]|0;a:{q=f[(G+108|0)>>2]|0;r=+p[(G+112|0)>>3];s=+p[(G+120|0)>>3];t=+p[(G+128|0)>>3];v=+p[(G+136|0)>>3];w=+p[(G+144|0)>>3];x=+p[(G+152|0)>>3];y=+p[(G+160|0)>>3];z=+p[(G+168|0)>>3];A=+p[(G+176|0)>>3];f[(a+64|0)>>2]=f[(G+184|0)>>2];f[(a+64|0)+4>>2]=f[(G+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(G+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(G+184|0)+12>>2];B=+p[(G+200|0)>>3];C=+p[(G+208|0)>>3];f[a>>2]=f[(G+216|0)>>2];f[a+4>>2]=f[(G+216|0)+4>>2];f[a+8>>2]=f[(G+216|0)+8>>2];f[a+12>>2]=f[(G+216|0)+12>>2];b[a+16>>0]=b[(G+216|0)+16>>0]|0;da=G;ea=D;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));ga=+p[(D+40|0)>>3];p[(D+40|0)>>3]=e;p[(G+40|0)>>3]=ga;ga=+p[(D+48|0)>>3];p[(D+48|0)>>3]=+p[(G+48|0)>>3];p[(G+48|0)>>3]=ga;ga=+p[(D+56|0)>>3];p[(D+56|0)>>3]=+p[(G+56|0)>>3];p[(G+56|0)>>3]=ga;ga=+p[(D+64|0)>>3];p[(D+64|0)>>3]=+p[(G+64|0)>>3];p[(G+64|0)>>3]=ga;ga=+p[(D+72|0)>>3];p[(D+72|0)>>3]=+p[(G+72|0)>>3];p[(G+72|0)>>3]=ga;ga=+p[(D+80|0)>>3];p[(D+80|0)>>3]=+p[(G+80|0)>>3];p[(G+80|0)>>3]=ga;da=f[(D+88|0)>>2]|0;f[(D+88|0)>>2]=c;f[(G+88|0)>>2]=da;da=f[(D+92|0)>>2]|0;f[(D+92|0)>>2]=f[(G+92|0)>>2];f[(G+92|0)>>2]=da;da=f[(D+96|0)>>2]|0;f[(D+96|0)>>2]=f[(G+96|0)>>2];f[(G+96|0)>>2]=da;da=f[(D+100|0)>>2]|0;f[(D+100|0)>>2]=f[(G+100|0)>>2];f[(G+100|0)>>2]=da;f[(G+104|0)>>2]=f[(D+104|0)>>2];f[(G+108|0)>>2]=f[(D+108|0)>>2];ga=+p[(D+112|0)>>3];p[(D+112|0)>>3]=+p[(G+112|0)>>3];p[(G+112|0)>>3]=ga;ga=+p[(D+120|0)>>3];p[(D+120|0)>>3]=+p[(G+120|0)>>3];p[(G+120|0)>>3]=ga;ga=+p[(D+128|0)>>3];p[(D+128|0)>>3]=+p[(G+128|0)>>3];p[(G+128|0)>>3]=ga;ga=+p[(D+136|0)>>3];p[(D+136|0)>>3]=+p[(G+136|0)>>3];p[(G+136|0)>>3]=ga;ga=+p[(D+144|0)>>3];p[(D+144|0)>>3]=+p[(G+144|0)>>3];p[(G+144|0)>>3]=ga;ga=+p[(D+152|0)>>3];p[(D+152|0)>>3]=+p[(G+152|0)>>3];p[(G+152|0)>>3]=ga;ga=+p[(D+160|0)>>3];p[(D+160|0)>>3]=+p[(G+160|0)>>3];p[(G+160|0)>>3]=ga;ga=+p[(D+168|0)>>3];p[(D+168|0)>>3]=+p[(G+168|0)>>3];p[(G+168|0)>>3]=ga;ga=+p[(D+176|0)>>3];p[(D+176|0)>>3]=+p[(G+176|0)>>3];p[(G+176|0)>>3]=ga;f[(G+184|0)>>2]=f[(D+184|0)>>2];f[(G+184|0)+4>>2]=f[(D+184|0)+4>>2];f[(G+184|0)+8>>2]=f[(D+184|0)+8>>2];f[(G+184|0)+12>>2]=f[(D+184|0)+12>>2];p[(G+200|0)>>3]=+p[(D+200|0)>>3];p[(G+208|0)>>3]=+p[(D+208|0)>>3];f[(G+216|0)>>2]=f[(D+216|0)>>2];f[(G+216|0)+4>>2]=f[(D+216|0)+4>>2];f[(G+216|0)+8>>2]=f[(D+216|0)+8>>2];f[(G+216|0)+12>>2]=f[(D+216|0)+12>>2];b[(G+216|0)+16>>0]=b[(D+216|0)+16>>0]|0;da=D;ea=a+24|0;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));p[(D+40|0)>>3]=e;p[(D+48|0)>>3]=g;p[(D+56|0)>>3]=h;p[(D+64|0)>>3]=i;p[(D+72|0)>>3]=j;p[(D+80|0)>>3]=k;f[(D+88|0)>>2]=c;f[(D+92|0)>>2]=d;f[(D+96|0)>>2]=l;f[(D+100|0)>>2]=m;f[(D+104|0)>>2]=o;f[(D+108|0)>>2]=q;p[(D+112|0)>>3]=r;p[(D+120|0)>>3]=s;p[(D+128|0)>>3]=t;p[(D+136|0)>>3]=v;p[(D+144|0)>>3]=w;p[(D+152|0)>>3]=x;p[(D+160|0)>>3]=y;p[(D+168|0)>>3]=z;p[(D+176|0)>>3]=A;f[(D+184|0)>>2]=f[(a+64|0)>>2];f[(D+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(D+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(D+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(D+200|0)>>3]=B;p[(D+208|0)>>3]=C;f[(D+216|0)>>2]=f[a>>2];f[(D+216|0)+4>>2]=f[a+4>>2];f[(D+216|0)+8>>2]=f[a+8>>2];f[(D+216|0)+12>>2]=f[a+12>>2];b[(D+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(G+216|0)>>3]>>>0;d=~~+p[(F+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}e=+p[G+224>>3];g=+p[F+224>>3];if(!(e<g)){if(e>g){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}if(!(fub(G,F)|0)){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}}}da=a+24|0;ea=F;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));H=+p[(F+40|0)>>3];I=+p[(F+48|0)>>3];J=+p[(F+56|0)>>3];K=+p[(F+64|0)>>3];L=+p[(F+72|0)>>3];M=+p[(F+80|0)>>3];N=f[(F+88|0)>>2]|0;O=f[(F+92|0)>>2]|0;P=f[(F+96|0)>>2]|0;Q=f[(F+100|0)>>2]|0;R=f[(F+104|0)>>2]|0;S=f[(F+108|0)>>2]|0;T=+p[(F+112|0)>>3];U=+p[(F+120|0)>>3];V=+p[(F+128|0)>>3];W=+p[(F+136|0)>>3];X=+p[(F+144|0)>>3];Y=+p[(F+152|0)>>3];Z=+p[(F+160|0)>>3];_=+p[(F+168|0)>>3];$=+p[(F+176|0)>>3];f[(a+64|0)>>2]=f[(F+184|0)>>2];f[(a+64|0)+4>>2]=f[(F+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(F+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(F+184|0)+12>>2];aa=+p[(F+200|0)>>3];ba=+p[(F+208|0)>>3];f[a>>2]=f[(F+216|0)>>2];f[a+4>>2]=f[(F+216|0)+4>>2];f[a+8>>2]=f[(F+216|0)+8>>2];f[a+12>>2]=f[(F+216|0)+12>>2];b[a+16>>0]=b[(F+216|0)+16>>0]|0;da=F;ea=G;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));ga=+p[(G+40|0)>>3];p[(G+40|0)>>3]=H;p[(F+40|0)>>3]=ga;ga=+p[(G+48|0)>>3];p[(G+48|0)>>3]=+p[(F+48|0)>>3];p[(F+48|0)>>3]=ga;ga=+p[(G+56|0)>>3];p[(G+56|0)>>3]=+p[(F+56|0)>>3];p[(F+56|0)>>3]=ga;ga=+p[(G+64|0)>>3];p[(G+64|0)>>3]=+p[(F+64|0)>>3];p[(F+64|0)>>3]=ga;ga=+p[(G+72|0)>>3];p[(G+72|0)>>3]=+p[(F+72|0)>>3];p[(F+72|0)>>3]=ga;ga=+p[(G+80|0)>>3];p[(G+80|0)>>3]=+p[(F+80|0)>>3];p[(F+80|0)>>3]=ga;ca=f[(G+88|0)>>2]|0;f[(G+88|0)>>2]=N;f[(F+88|0)>>2]=ca;ca=f[(G+92|0)>>2]|0;f[(G+92|0)>>2]=f[(F+92|0)>>2];f[(F+92|0)>>2]=ca;ca=f[(G+96|0)>>2]|0;f[(G+96|0)>>2]=f[(F+96|0)>>2];f[(F+96|0)>>2]=ca;ca=f[(G+100|0)>>2]|0;f[(G+100|0)>>2]=f[(F+100|0)>>2];f[(F+100|0)>>2]=ca;f[(F+104|0)>>2]=f[(G+104|0)>>2];f[(F+108|0)>>2]=f[(G+108|0)>>2];ga=+p[(G+112|0)>>3];p[(G+112|0)>>3]=+p[(F+112|0)>>3];p[(F+112|0)>>3]=ga;ga=+p[(G+120|0)>>3];p[(G+120|0)>>3]=+p[(F+120|0)>>3];p[(F+120|0)>>3]=ga;ga=+p[(G+128|0)>>3];p[(G+128|0)>>3]=+p[(F+128|0)>>3];p[(F+128|0)>>3]=ga;ga=+p[(G+136|0)>>3];p[(G+136|0)>>3]=+p[(F+136|0)>>3];p[(F+136|0)>>3]=ga;ga=+p[(G+144|0)>>3];p[(G+144|0)>>3]=+p[(F+144|0)>>3];p[(F+144|0)>>3]=ga;ga=+p[(G+152|0)>>3];p[(G+152|0)>>3]=+p[(F+152|0)>>3];p[(F+152|0)>>3]=ga}f[a+136>>2]=E;n[a+584>>2]=H;n[a+592>>2]=I;n[a+600>>2]=J;n[a+608>>2]=K;n[a+624>>2]=L;n[a+632>>2]=M;f[a+640>>2]=N;f[a+648>>2]=O;f[a+656>>2]=P;f[a+664>>2]=Q;f[a+672>>2]=R;f[a+680>>2]=S;n[a+696>>2]=T;n[a+704>>2]=U;n[a+712>>2]=V;n[a+720>>2]=W;n[a+728>>2]=X;n[a+736>>2]=Y;n[a+744>>2]=Z;n[a+752>>2]=_;n[a+760>>2]=$;n[a+768>>2]=aa;n[a+784>>2]=ba;f[a+1624>>2]=da;f[a+1640>>2]=ea;f[a+1648>>2]=fa}function Jtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0;Q=f[a+112>>2]|0;R=f[a+120>>2]|0;x=f[a+128>>2]|0;E=f[a+136>>2]|0;F=+n[a+200>>2];G=+n[a+208>>2];H=+n[a+216>>2];I=+n[a+224>>2];J=+n[a+232>>2];K=+n[a+240>>2];L=f[a+248>>2]|0;M=f[a+256>>2]|0;N=f[a+264>>2]|0;O=f[a+272>>2]|0;P=f[a+280>>2]|0;e=+n[a+616>>2];g=+n[a+688>>2];h=+n[a+776>>2];i=+n[a+832>>2];j=+n[a+880>>2];k=+n[a+928>>2];c=f[a+984>>2]|0;d=f[a+1040>>2]|0;l=f[a+1112>>2]|0;m=f[a+1248>>2]|0;o=f[a+1296>>2]|0;q=f[a+1344>>2]|0;r=+n[a+1384>>2];s=+n[a+1392>>2];t=+n[a+1400>>2];v=+n[a+1408>>2];w=+n[a+1416>>2];y=+n[a+1424>>2];z=+n[a+1432>>2];A=+n[a+1440>>2];B=+n[a+1448>>2];S=f[a+1488>>2]|0;a:{C=+p[(R+200|0)>>3];D=+p[(R+208|0)>>3];f[a>>2]=f[(R+216|0)>>2];f[a+4>>2]=f[(R+216|0)+4>>2];f[a+8>>2]=f[(R+216|0)+8>>2];f[a+12>>2]=f[(R+216|0)+12>>2];b[a+16>>0]=b[(R+216|0)+16>>0]|0;T=R;U=x;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));W=+p[(x+40|0)>>3];p[(x+40|0)>>3]=e;p[(R+40|0)>>3]=W;W=+p[(x+48|0)>>3];p[(x+48|0)>>3]=+p[(R+48|0)>>3];p[(R+48|0)>>3]=W;W=+p[(x+56|0)>>3];p[(x+56|0)>>3]=+p[(R+56|0)>>3];p[(R+56|0)>>3]=W;W=+p[(x+64|0)>>3];p[(x+64|0)>>3]=+p[(R+64|0)>>3];p[(R+64|0)>>3]=W;W=+p[(x+72|0)>>3];p[(x+72|0)>>3]=+p[(R+72|0)>>3];p[(R+72|0)>>3]=W;W=+p[(x+80|0)>>3];p[(x+80|0)>>3]=+p[(R+80|0)>>3];p[(R+80|0)>>3]=W;T=f[(x+88|0)>>2]|0;f[(x+88|0)>>2]=c;f[(R+88|0)>>2]=T;T=f[(x+92|0)>>2]|0;f[(x+92|0)>>2]=f[(R+92|0)>>2];f[(R+92|0)>>2]=T;T=f[(x+96|0)>>2]|0;f[(x+96|0)>>2]=f[(R+96|0)>>2];f[(R+96|0)>>2]=T;T=f[(x+100|0)>>2]|0;f[(x+100|0)>>2]=f[(R+100|0)>>2];f[(R+100|0)>>2]=T;f[(R+104|0)>>2]=f[(x+104|0)>>2];f[(R+108|0)>>2]=f[(x+108|0)>>2];W=+p[(x+112|0)>>3];p[(x+112|0)>>3]=+p[(R+112|0)>>3];p[(R+112|0)>>3]=W;W=+p[(x+120|0)>>3];p[(x+120|0)>>3]=+p[(R+120|0)>>3];p[(R+120|0)>>3]=W;W=+p[(x+128|0)>>3];p[(x+128|0)>>3]=+p[(R+128|0)>>3];p[(R+128|0)>>3]=W;W=+p[(x+136|0)>>3];p[(x+136|0)>>3]=+p[(R+136|0)>>3];p[(R+136|0)>>3]=W;W=+p[(x+144|0)>>3];p[(x+144|0)>>3]=+p[(R+144|0)>>3];p[(R+144|0)>>3]=W;W=+p[(x+152|0)>>3];p[(x+152|0)>>3]=+p[(R+152|0)>>3];p[(R+152|0)>>3]=W;W=+p[(x+160|0)>>3];p[(x+160|0)>>3]=+p[(R+160|0)>>3];p[(R+160|0)>>3]=W;W=+p[(x+168|0)>>3];p[(x+168|0)>>3]=+p[(R+168|0)>>3];p[(R+168|0)>>3]=W;W=+p[(x+176|0)>>3];p[(x+176|0)>>3]=+p[(R+176|0)>>3];p[(R+176|0)>>3]=W;f[(R+184|0)>>2]=f[(x+184|0)>>2];f[(R+184|0)+4>>2]=f[(x+184|0)+4>>2];f[(R+184|0)+8>>2]=f[(x+184|0)+8>>2];f[(R+184|0)+12>>2]=f[(x+184|0)+12>>2];p[(R+200|0)>>3]=+p[(x+200|0)>>3];p[(R+208|0)>>3]=+p[(x+208|0)>>3];f[(R+216|0)>>2]=f[(x+216|0)>>2];f[(R+216|0)+4>>2]=f[(x+216|0)+4>>2];f[(R+216|0)+8>>2]=f[(x+216|0)+8>>2];f[(R+216|0)+12>>2]=f[(x+216|0)+12>>2];b[(R+216|0)+16>>0]=b[(x+216|0)+16>>0]|0;T=x;U=a+24|0;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));p[(x+40|0)>>3]=e;p[(x+48|0)>>3]=g;p[(x+56|0)>>3]=h;p[(x+64|0)>>3]=i;p[(x+72|0)>>3]=j;p[(x+80|0)>>3]=k;f[(x+88|0)>>2]=c;f[(x+92|0)>>2]=d;f[(x+96|0)>>2]=l;f[(x+100|0)>>2]=m;f[(x+104|0)>>2]=o;f[(x+108|0)>>2]=q;p[(x+112|0)>>3]=r;p[(x+120|0)>>3]=s;p[(x+128|0)>>3]=t;p[(x+136|0)>>3]=v;p[(x+144|0)>>3]=w;p[(x+152|0)>>3]=y;p[(x+160|0)>>3]=z;p[(x+168|0)>>3]=A;p[(x+176|0)>>3]=B;f[(x+184|0)>>2]=f[(a+64|0)>>2];f[(x+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(x+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(x+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(x+200|0)>>3]=C;p[(x+208|0)>>3]=D;f[(x+216|0)>>2]=f[a>>2];f[(x+216|0)+4>>2]=f[a+4>>2];f[(x+216|0)+8>>2]=f[a+8>>2];f[(x+216|0)+12>>2]=f[a+12>>2];b[(x+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(R+216|0)>>3]>>>0;d=~~+p[(Q+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}e=+p[R+224>>3];g=+p[Q+224>>3];if(!(e<g)){if(e>g){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}if(!(fub(R,Q)|0)){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}}}T=a+24|0;U=Q;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));F=+p[(Q+40|0)>>3];G=+p[(Q+48|0)>>3];H=+p[(Q+56|0)>>3];I=+p[(Q+64|0)>>3];J=+p[(Q+72|0)>>3];K=+p[(Q+80|0)>>3];L=f[(Q+88|0)>>2]|0;M=f[(Q+92|0)>>2]|0;N=f[(Q+96|0)>>2]|0;O=f[(Q+100|0)>>2]|0;P=f[(Q+104|0)>>2]|0}f[a+136>>2]=E;n[a+200>>2]=F;n[a+208>>2]=G;n[a+216>>2]=H;n[a+224>>2]=I;n[a+232>>2]=J;n[a+240>>2]=K;f[a+248>>2]=L;f[a+256>>2]=M;f[a+264>>2]=N;f[a+272>>2]=O;f[a+280>>2]=P;f[a+1624>>2]=T;f[a+1640>>2]=U;f[a+1648>>2]=V}function Ktb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;m=f[a+304>>2]|0;U=f[a+312>>2]|0;Q=f[a+328>>2]|0;l=f[a+336>>2]|0;k=f[a+344>>2]|0;R=f[a+360>>2]|0;S=f[a+368>>2]|0;T=f[a+392>>2]|0;M=f[a+440>>2]|0;n=f[a+448>>2]|0;o=f[a+456>>2]|0;N=f[a+464>>2]|0;O=f[a+472>>2]|0;P=f[a+480>>2]|0;q=f[a+488>>2]|0;c=f[a+496>>2]|0;r=f[a+504>>2]|0;L=f[a+560>>2]|0;a:{p[M>>3]=+p[L>>3];p[((a+40|0)+72|0)>>3]=+p[Q+72>>3];p[((a+40|0)+80|0)>>3]=+p[Q+80>>3];M=Q+88|0;f[n>>2]=f[M>>2];f[n+4>>2]=f[M+4>>2];f[n+8>>2]=f[M+8>>2];f[n>>2]=f[M>>2];f[((a+40|0)+92|0)>>2]=f[Q+92>>2];f[((a+40|0)+96|0)>>2]=f[Q+96>>2];M=Q+100|0;f[o>>2]=f[M>>2];f[o+4>>2]=f[M+4>>2];f[o+8>>2]=f[M+8>>2];f[o>>2]=f[M>>2];f[((a+40|0)+104|0)>>2]=f[Q+104>>2];f[((a+40|0)+108|0)>>2]=f[Q+108>>2];M=Q+112|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];f[N+16>>2]=f[M+16>>2];f[N+20>>2]=f[M+20>>2];p[N>>3]=+p[M>>3];p[((a+40|0)+120|0)>>3]=+p[Q+120>>3];p[((a+40|0)+128|0)>>3]=+p[Q+128>>3];N=Q+136|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];f[O+16>>2]=f[N+16>>2];f[O+20>>2]=f[N+20>>2];p[O>>3]=+p[N>>3];p[((a+40|0)+144|0)>>3]=+p[Q+144>>3];p[((a+40|0)+152|0)>>3]=+p[Q+152>>3];O=Q+160|0;f[P>>2]=f[O>>2];f[P+4>>2]=f[O+4>>2];f[P+8>>2]=f[O+8>>2];f[P+12>>2]=f[O+12>>2];f[P+16>>2]=f[O+16>>2];f[P+20>>2]=f[O+20>>2];p[P>>3]=+p[O>>3];p[((a+40|0)+168|0)>>3]=+p[Q+168>>3];p[((a+40|0)+176|0)>>3]=+p[Q+176>>3];P=Q+184|0;f[q>>2]=f[P>>2];f[q+4>>2]=f[P+4>>2];f[q+8>>2]=f[P+8>>2];f[q+12>>2]=f[P+12>>2];P=Q+200|0;f[c>>2]=f[P>>2];f[c+4>>2]=f[P+4>>2];f[c+8>>2]=f[P+8>>2];f[c+12>>2]=f[P+12>>2];p[c>>3]=+p[P>>3];p[((a+40|0)+208|0)>>3]=+p[Q+208>>3];c=Q+216|0;f[r>>2]=f[c>>2];f[r+4>>2]=f[c+4>>2];f[r+8>>2]=f[c+8>>2];f[r+12>>2]=f[c+12>>2];b[r+16>>0]=b[c+16>>0]|0;c=Q;while(1){d=c;h=k;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));s=k+40|0;g=+p[s>>3];t=c+40|0;p[s>>3]=+p[t>>3];p[t>>3]=g;t=k+48|0;g=+p[t>>3];u=c+48|0;p[t>>3]=+p[u>>3];p[u>>3]=g;u=k+56|0;g=+p[u>>3];v=c+56|0;p[u>>3]=+p[v>>3];p[v>>3]=g;v=k+64|0;g=+p[v>>3];w=c+64|0;p[v>>3]=+p[w>>3];p[w>>3]=g;w=k+72|0;g=+p[w>>3];x=c+72|0;p[w>>3]=+p[x>>3];p[x>>3]=g;x=k+80|0;g=+p[x>>3];z=c+80|0;p[x>>3]=+p[z>>3];p[z>>3]=g;z=c+88|0;y=k+88|0;B=f[y>>2]|0;f[y>>2]=f[z>>2];f[z>>2]=B;z=k+92|0;B=f[z>>2]|0;A=c+92|0;f[z>>2]=f[A>>2];f[A>>2]=B;A=k+96|0;B=f[A>>2]|0;C=c+96|0;f[A>>2]=f[C>>2];f[C>>2]=B;C=c+100|0;B=k+100|0;F=f[B>>2]|0;f[B>>2]=f[C>>2];f[C>>2]=F;C=k+104|0;F=f[C>>2]|0;D=c+104|0;f[C>>2]=f[D>>2];f[D>>2]=F;D=k+108|0;F=f[D>>2]|0;E=c+108|0;f[D>>2]=f[E>>2];f[E>>2]=F;E=k+112|0;g=+p[E>>3];F=c+112|0;p[E>>3]=+p[F>>3];p[F>>3]=g;F=k+120|0;g=+p[F>>3];G=c+120|0;p[F>>3]=+p[G>>3];p[G>>3]=g;G=k+128|0;g=+p[G>>3];H=c+128|0;p[G>>3]=+p[H>>3];p[H>>3]=g;H=k+136|0;g=+p[H>>3];I=c+136|0;p[H>>3]=+p[I>>3];p[I>>3]=g;I=k+144|0;g=+p[I>>3];J=c+144|0;p[I>>3]=+p[J>>3];p[J>>3]=g;J=k+152|0;g=+p[J>>3];K=c+152|0;p[J>>3]=+p[K>>3];p[K>>3]=g;K=k+160|0;g=+p[K>>3];L=c+160|0;p[K>>3]=+p[L>>3];p[L>>3]=g;L=k+168|0;g=+p[L>>3];M=c+168|0;p[L>>3]=+p[M>>3];p[M>>3]=g;M=k+176|0;g=+p[M>>3];O=c+176|0;p[M>>3]=+p[O>>3];p[O>>3]=g;O=c+184|0;N=k+184|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];O=k+200|0;g=+p[O>>3];P=c+200|0;p[O>>3]=+p[P>>3];p[P>>3]=g;P=k+208|0;g=+p[P>>3];i=c+208|0;p[P>>3]=+p[i>>3];p[i>>3]=g;i=c+216|0;j=k+216|0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];b[i+16>>0]=b[j+16>>0]|0;if((k|0)==(m|0))break;h=k+-240|0;c=~~+p[((a+40|0)+216|0)>>3]>>>0;d=~~+p[k+-24>>3]>>>0;if(c>>>0<d>>>0){c=k;k=h;continue}if(c>>>0>d>>>0)break;e=+p[((a+40|0)+224|0)>>3];g=+p[k+-16>>3];if(e<g){c=k;k=h;continue}if(e>g)break;if(fub(a+40|0,h)|0){c=k;k=h}else break}d=k;h=a+40|0;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));g=+p[((a+40|0)+40|0)>>3];p[((a+40|0)+40|0)>>3]=+p[s>>3];p[s>>3]=g;g=+p[((a+40|0)+48|0)>>3];p[((a+40|0)+48|0)>>3]=+p[t>>3];p[t>>3]=g;g=+p[((a+40|0)+56|0)>>3];p[((a+40|0)+56|0)>>3]=+p[u>>3];p[u>>3]=g;g=+p[((a+40|0)+64|0)>>3];p[((a+40|0)+64|0)>>3]=+p[v>>3];p[v>>3]=g;g=+p[((a+40|0)+72|0)>>3];p[((a+40|0)+72|0)>>3]=+p[w>>3];p[w>>3]=g;g=+p[((a+40|0)+80|0)>>3];p[((a+40|0)+80|0)>>3]=+p[x>>3];p[x>>3]=g;c=f[n>>2]|0;f[n>>2]=f[y>>2];f[y>>2]=c;c=f[((a+40|0)+92|0)>>2]|0;f[((a+40|0)+92|0)>>2]=f[z>>2];f[z>>2]=c;c=f[((a+40|0)+96|0)>>2]|0;f[((a+40|0)+96|0)>>2]=f[A>>2];f[A>>2]=c;c=f[o>>2]|0;f[o>>2]=f[B>>2];f[B>>2]=c;c=f[((a+40|0)+104|0)>>2]|0;f[((a+40|0)+104|0)>>2]=f[C>>2];f[C>>2]=c;c=f[((a+40|0)+108|0)>>2]|0;f[((a+40|0)+108|0)>>2]=f[D>>2];f[D>>2]=c;g=+p[((a+40|0)+112|0)>>3];p[((a+40|0)+112|0)>>3]=+p[E>>3];p[E>>3]=g;g=+p[((a+40|0)+120|0)>>3];p[((a+40|0)+120|0)>>3]=+p[F>>3];p[F>>3]=g;g=+p[((a+40|0)+128|0)>>3];p[((a+40|0)+128|0)>>3]=+p[G>>3];p[G>>3]=g;g=+p[((a+40|0)+136|0)>>3];p[((a+40|0)+136|0)>>3]=+p[H>>3];p[H>>3]=g;g=+p[((a+40|0)+144|0)>>3];p[((a+40|0)+144|0)>>3]=+p[I>>3];p[I>>3]=g;g=+p[((a+40|0)+152|0)>>3];p[((a+40|0)+152|0)>>3]=+p[J>>3];p[J>>3]=g;g=+p[((a+40|0)+160|0)>>3];p[((a+40|0)+160|0)>>3]=+p[K>>3];p[K>>3]=g;g=+p[((a+40|0)+168|0)>>3];p[((a+40|0)+168|0)>>3]=+p[L>>3];p[L>>3]=g;g=+p[((a+40|0)+176|0)>>3];p[((a+40|0)+176|0)>>3]=+p[M>>3];p[M>>3]=g;f[N>>2]=f[q>>2];f[N+4>>2]=f[q+4>>2];f[N+8>>2]=f[q+8>>2];f[N+12>>2]=f[q+12>>2];g=+p[((a+40|0)+200|0)>>3];p[((a+40|0)+200|0)>>3]=+p[O>>3];p[O>>3]=g;g=+p[((a+40|0)+208|0)>>3];p[((a+40|0)+208|0)>>3]=+p[P>>3];p[P>>3]=g;f[j>>2]=f[r>>2];f[j+4>>2]=f[r+4>>2];f[j+8>>2]=f[r+8>>2];f[j+12>>2]=f[r+12>>2];b[j+16>>0]=b[r+16>>0]|0;c=l+1|0;if((c|0)==8){R=0;T=(Q+240|0)==(U|0);f[a+1856>>2]=2;f[a+1860>>2]=1;break a}else S=c}f[a+360>>2]=R;f[a+368>>2]=S;f[a+392>>2]=T;f[a+1792>>2]=d;f[a+1808>>2]=h;f[a+1816>>2]=i}function Ltb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0.0;c=f[a+304>>2]|0;d=f[a+312>>2]|0;e=+n[a+632>>2];g=+n[a+704>>2];h=+n[a+776>>2];i=+n[a+840>>2];j=+n[a+912>>2];k=+n[a+976>>2];l=f[a+1104>>2]|0;m=f[a+1176>>2]|0;o=f[a+1248>>2]|0;q=f[a+1336>>2]|0;r=f[a+1376>>2]|0;s=f[a+1424>>2]|0;t=+n[a+1472>>2];v=+n[a+1520>>2];w=+n[a+1568>>2];x=+n[a+1584>>2];y=+n[a+1592>>2];z=+n[a+1600>>2];A=+n[a+1608>>2];B=+n[a+1616>>2];a:{C=+p[(c+176|0)>>3];f[(a+24|0)>>2]=f[(c+184|0)>>2];f[(a+24|0)+4>>2]=f[(c+184|0)+4>>2];f[(a+24|0)+8>>2]=f[(c+184|0)+8>>2];f[(a+24|0)+12>>2]=f[(c+184|0)+12>>2];D=+p[(c+200|0)>>3];E=+p[(c+208|0)>>3];f[a>>2]=f[(c+216|0)>>2];f[a+4>>2]=f[(c+216|0)+4>>2];f[a+8>>2]=f[(c+216|0)+8>>2];f[a+12>>2]=f[(c+216|0)+12>>2];b[a+16>>0]=b[(c+216|0)+16>>0]|0;F=c;G=d+-240|0;H=F+36|0;do{f[F>>2]=f[G>>2];F=F+4|0;G=G+4|0}while((F|0)<(H|0));I=+p[(d+-200|0)>>3];p[(d+-200|0)>>3]=e;p[(c+40|0)>>3]=I;I=+p[(d+-192|0)>>3];p[(d+-192|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=I;I=+p[(d+-184|0)>>3];p[(d+-184|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=I;I=+p[(d+-176|0)>>3];p[(d+-176|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=I;I=+p[(d+-168|0)>>3];p[(d+-168|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=I;I=+p[(d+-160|0)>>3];p[(d+-160|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=I;F=f[(d+-152|0)>>2]|0;f[(d+-152|0)>>2]=l;f[(c+88|0)>>2]=F;F=f[(d+-148|0)>>2]|0;f[(d+-148|0)>>2]=f[(c+92|0)>>2];f[(c+92|0)>>2]=F;F=f[(d+-144|0)>>2]|0;f[(d+-144|0)>>2]=f[(c+96|0)>>2];f[(c+96|0)>>2]=F;F=f[(d+-140|0)>>2]|0;f[(d+-140|0)>>2]=f[(c+100|0)>>2];f[(c+100|0)>>2]=F;f[(c+104|0)>>2]=f[(d+-136|0)>>2];f[(c+108|0)>>2]=f[(d+-132|0)>>2];I=+p[(d+-128|0)>>3];p[(d+-128|0)>>3]=+p[(c+112|0)>>3];p[(c+112|0)>>3]=I;I=+p[(d+-120|0)>>3];p[(d+-120|0)>>3]=+p[(c+120|0)>>3];p[(c+120|0)>>3]=I;I=+p[(d+-112|0)>>3];p[(d+-112|0)>>3]=+p[(c+128|0)>>3];p[(c+128|0)>>3]=I;I=+p[(d+-104|0)>>3];p[(d+-104|0)>>3]=+p[(c+136|0)>>3];p[(c+136|0)>>3]=I;I=+p[(d+-96|0)>>3];p[(d+-96|0)>>3]=+p[(c+144|0)>>3];p[(c+144|0)>>3]=I;I=+p[(d+-88|0)>>3];p[(d+-88|0)>>3]=+p[(c+152|0)>>3];p[(c+152|0)>>3]=I;I=+p[(d+-80|0)>>3];p[(d+-80|0)>>3]=+p[(c+160|0)>>3];p[(c+160|0)>>3]=I;I=+p[(d+-72|0)>>3];p[(d+-72|0)>>3]=+p[(c+168|0)>>3];p[(c+168|0)>>3]=I;I=+p[(d+-64|0)>>3];p[(d+-64|0)>>3]=+p[(c+176|0)>>3];p[(c+176|0)>>3]=I;f[(c+184|0)>>2]=f[(d+-56|0)>>2];f[(c+184|0)+4>>2]=f[(d+-56|0)+4>>2];f[(c+184|0)+8>>2]=f[(d+-56|0)+8>>2];f[(c+184|0)+12>>2]=f[(d+-56|0)+12>>2];p[(c+200|0)>>3]=+p[(d+-40|0)>>3];p[(c+208|0)>>3]=+p[(d+-32|0)>>3];f[(c+216|0)>>2]=f[(d+-24|0)>>2];f[(c+216|0)+4>>2]=f[(d+-24|0)+4>>2];f[(c+216|0)+8>>2]=f[(d+-24|0)+8>>2];f[(c+216|0)+12>>2]=f[(d+-24|0)+12>>2];b[(c+216|0)+16>>0]=b[(d+-24|0)+16>>0]|0;F=d+-240|0;G=a+40|0;H=F+36|0;do{f[F>>2]=f[G>>2];F=F+4|0;G=G+4|0}while((F|0)<(H|0));p[(d+-200|0)>>3]=e;p[(d+-192|0)>>3]=g;p[(d+-184|0)>>3]=h;p[(d+-176|0)>>3]=i;p[(d+-168|0)>>3]=j;p[(d+-160|0)>>3]=k;f[(d+-152|0)>>2]=l;f[(d+-148|0)>>2]=m;f[(d+-144|0)>>2]=o;f[(d+-140|0)>>2]=q;f[(d+-136|0)>>2]=r;f[(d+-132|0)>>2]=s;p[(d+-128|0)>>3]=t;p[(d+-120|0)>>3]=v;p[(d+-112|0)>>3]=w;p[(d+-104|0)>>3]=x;p[(d+-96|0)>>3]=y;p[(d+-88|0)>>3]=z;p[(d+-80|0)>>3]=A;p[(d+-72|0)>>3]=B;p[(d+-64|0)>>3]=C;f[(d+-56|0)>>2]=f[(a+24|0)>>2];f[(d+-56|0)+4>>2]=f[(a+24|0)+4>>2];f[(d+-56|0)+8>>2]=f[(a+24|0)+8>>2];f[(d+-56|0)+12>>2]=f[(a+24|0)+12>>2];p[(d+-40|0)>>3]=D;p[(d+-32|0)>>3]=E;f[(d+-24|0)>>2]=f[a>>2];f[(d+-24|0)+4>>2]=f[a+4>>2];f[(d+-24|0)+8>>2]=f[a+8>>2];f[(d+-24|0)+12>>2]=f[a+12>>2];b[(d+-24|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+1864>>2]=6;f[a+1868>>2]=c|0;break a}f[a+400>>2]=c;f[a+1792>>2]=F;f[a+1808>>2]=G;f[a+1816>>2]=H}function Mtb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0;n=f[a+656>>2]|0;r=f[a+696>>2]|0;s=f[a+808>>2]|0;t=f[a+832>>2]|0;i=f[a+936>>2]|0;u=f[a+2152>>2]|0;v=f[a+2160>>2]|0;w=f[a+2168>>2]|0;x=f[a+2176>>2]|0;y=f[a+2184>>2]|0;z=f[a+2192>>2]|0;A=f[a+2208>>2]|0;B=f[a+2336>>2]|0;j=f[a+2464>>2]|0;o=f[a+2472>>2]|0;C=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;D=f[a+3848>>2]|0;a:{b:do if(i>>>0<2){p[(a+496|0)>>3]=+p[t>>3];p[((a+496|0)+8|0)>>3]=+p[t+8>>3];p[((a+496|0)+16|0)>>3]=+p[t+16>>3];p[((a+496|0)+24|0)>>3]=+p[t+24>>3];p[((a+496|0)+32|0)>>3]=+p[t+32>>3];p[((a+496|0)+40|0)>>3]=+p[t+40>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=211;else if((b[e+4>>0]&g)<<24>>24)D=211;do if((D|0)==211){if(h&4){D=b[e+3>>0]|0;if((D&g)<<24>>24!=D<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break b}D=b[e+1>>0]|0;if((D&g)<<24>>24!=D<<24>>24){l=c;m=d;q=e;D=217;break b}}while(0)}while(0);D=222}else D=222;while(0);c:do if((D|0)==222){D=0;if(j|(i|0)==1){p[(a+496|0)>>3]=+p[t+24>>3];p[((a+496|0)+8|0)>>3]=+p[t+32>>3];p[((a+496|0)+16|0)>>3]=+p[t+40>>3];p[((a+496|0)+24|0)>>3]=+p[t+48>>3];p[((a+496|0)+32|0)>>3]=+p[t+56>>3];p[((a+496|0)+40|0)>>3]=+p[t+64>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=230;else if((b[e+4>>0]&g)<<24>>24)D=230;do if((D|0)==230){D=0;if(h&4){G=b[e+3>>0]|0;if((G&g)<<24>>24!=G<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break c}G=b[e+1>>0]|0;if((G&g)<<24>>24!=G<<24>>24){l=c;m=d;q=e;D=217;break c}}while(0)}while(0)}if(!(j|(i|0)==0)){k=s;break}p[(a+496|0)>>3]=+p[t+48>>3];p[((a+496|0)+8|0)>>3]=+p[t+56>>3];p[((a+496|0)+16|0)>>3]=+p[t+64>>3];p[((a+496|0)+24|0)>>3]=+p[t>>3];p[((a+496|0)+32|0)>>3]=+p[t+8>>3];p[((a+496|0)+40|0)>>3]=+p[t+16>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=244;else if((b[e+4>>0]&g)<<24>>24)D=244;do if((D|0)==244){D=0;if(h&4){G=b[e+3>>0]|0;if((G&g)<<24>>24!=G<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break c}G=b[e+1>>0]|0;if((G&g)<<24>>24!=G<<24>>24){l=c;m=d;q=e;D=217;break c}}while(0)}while(0);k=s}while(0);if((D|0)==217){D=0;d=(f[(n+8|0)>>2]|0)+116|0;c=f[d+4>>2]|0;f[(a+64|0)>>2]=f[d>>2];f[(a+64|0)+4>>2]=c;f[((a+64|0)+28|0)>>2]=f[l>>2];p[((a+64|0)+112|0)>>3]=+p[t>>3];p[((a+64|0)+120|0)>>3]=+p[t+8>>3];p[((a+64|0)+128|0)>>3]=+p[t+16>>3];p[((a+64|0)+136|0)>>3]=+p[t+24>>3];p[((a+64|0)+144|0)>>3]=+p[t+32>>3];p[((a+64|0)+152|0)>>3]=+p[t+40>>3];p[((a+64|0)+160|0)>>3]=+p[t+48>>3];p[((a+64|0)+168|0)>>3]=+p[t+56>>3];p[((a+64|0)+176|0)>>3]=+p[t+64>>3];c=(b[(n+361|0)>>0]|0)==0;f[((a+64|0)+20|0)>>2]=c?o:-1;f[((a+64|0)+24|0)>>2]=c?m:-1;p[u>>3]=+p[((a+304|0)+16|0)>>3];p[((a+64|0)+48|0)>>3]=+p[((a+304|0)+24|0)>>3];p[((a+64|0)+56|0)>>3]=+p[((a+304|0)+32|0)>>3];sjb(a+48|0,f[q+56>>2]|0,u);I=+p[(a+48|0)>>3];p[(a+48|0)>>3]=+p[((a+64|0)+200|0)>>3];p[((a+64|0)+200|0)>>3]=I;H=+p[((a+48|0)+8|0)>>3];p[((a+64|0)+208|0)>>3]=H;c=f[(f[n>>2]|0)+56>>2]|0;I=I-+p[c+24>>3];H=H-+p[c+32>>3];p[((a+64|0)+216|0)>>3]=I*I+H*H;p[((a+64|0)+224|0)>>3]=+p[((a+304|0)+8|0)>>3];c=f[(n+4|0)>>2]|0;d=f[(c+40|0)>>2]|0;e=1;if(e){e=0;if(d>>>0<(f[c+44>>2]|0)>>>0){C=d;E=a+64|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[(d+40|0)>>2]=f[u>>2];f[(d+40|0)+4>>2]=f[u+4>>2];f[(d+40|0)+8>>2]=f[u+8>>2];f[(d+40|0)+12>>2]=f[u+12>>2];f[(d+40|0)+16>>2]=f[u+16>>2];f[(d+40|0)+20>>2]=f[u+20>>2];p[(d+40|0)>>3]=+p[u>>3];p[d+48>>3]=+p[((a+64|0)+48|0)>>3];p[d+56>>3]=+p[((a+64|0)+56|0)>>3];f[(d+64|0)>>2]=f[v>>2];f[(d+64|0)+4>>2]=f[v+4>>2];f[(d+64|0)+8>>2]=f[v+8>>2];f[(d+64|0)+12>>2]=f[v+12>>2];f[(d+64|0)+16>>2]=f[v+16>>2];f[(d+64|0)+20>>2]=f[v+20>>2];p[(d+64|0)>>3]=+p[v>>3];p[d+72>>3]=+p[((a+64|0)+72|0)>>3];p[d+80>>3]=+p[((a+64|0)+80|0)>>3];f[(d+88|0)>>2]=f[((a+64|0)+88|0)>>2];f[(d+88|0)+4>>2]=f[((a+64|0)+88|0)+4>>2];f[(d+88|0)+8>>2]=f[((a+64|0)+88|0)+8>>2];f[(d+88|0)>>2]=f[((a+64|0)+88|0)>>2];f[d+92>>2]=f[((a+64|0)+92|0)>>2];f[d+96>>2]=f[((a+64|0)+96|0)>>2];f[(d+100|0)>>2]=f[((a+64|0)+100|0)>>2];f[(d+100|0)+4>>2]=f[((a+64|0)+100|0)+4>>2];f[(d+100|0)+8>>2]=f[((a+64|0)+100|0)+8>>2];f[(d+100|0)>>2]=f[((a+64|0)+100|0)>>2];f[d+104>>2]=f[((a+64|0)+104|0)>>2];f[d+108>>2]=f[((a+64|0)+108|0)>>2];f[(d+112|0)>>2]=f[w>>2];f[(d+112|0)+4>>2]=f[w+4>>2];f[(d+112|0)+8>>2]=f[w+8>>2];f[(d+112|0)+12>>2]=f[w+12>>2];f[(d+112|0)+16>>2]=f[w+16>>2];f[(d+112|0)+20>>2]=f[w+20>>2];p[(d+112|0)>>3]=+p[w>>3];p[d+120>>3]=+p[((a+64|0)+120|0)>>3];p[d+128>>3]=+p[((a+64|0)+128|0)>>3];f[(d+136|0)>>2]=f[x>>2];f[(d+136|0)+4>>2]=f[x+4>>2];f[(d+136|0)+8>>2]=f[x+8>>2];f[(d+136|0)+12>>2]=f[x+12>>2];f[(d+136|0)+16>>2]=f[x+16>>2];f[(d+136|0)+20>>2]=f[x+20>>2];p[(d+136|0)>>3]=+p[x>>3];p[d+144>>3]=+p[((a+64|0)+144|0)>>3];p[d+152>>3]=+p[((a+64|0)+152|0)>>3];f[(d+160|0)>>2]=f[y>>2];f[(d+160|0)+4>>2]=f[y+4>>2];f[(d+160|0)+8>>2]=f[y+8>>2];f[(d+160|0)+12>>2]=f[y+12>>2];f[(d+160|0)+16>>2]=f[y+16>>2];f[(d+160|0)+20>>2]=f[y+20>>2];p[(d+160|0)>>3]=+p[y>>3];p[d+168>>3]=+p[((a+64|0)+168|0)>>3];p[d+176>>3]=+p[((a+64|0)+176|0)>>3];f[(d+184|0)>>2]=f[((a+64|0)+184|0)>>2];f[(d+184|0)+4>>2]=f[((a+64|0)+184|0)+4>>2];f[(d+184|0)+8>>2]=f[((a+64|0)+184|0)+8>>2];f[(d+184|0)+12>>2]=f[((a+64|0)+184|0)+12>>2];f[(d+200|0)>>2]=f[z>>2];f[(d+200|0)+4>>2]=f[z+4>>2];f[(d+200|0)+8>>2]=f[z+8>>2];f[(d+200|0)+12>>2]=f[z+12>>2];p[(d+200|0)>>3]=+p[z>>3];p[d+208>>3]=+p[((a+64|0)+208|0)>>3];f[(d+216|0)>>2]=f[A>>2];f[(d+216|0)+4>>2]=f[A+4>>2];f[(d+216|0)+8>>2]=f[A+8>>2];f[(d+216|0)+12>>2]=f[A+12>>2];b[(d+216|0)+16>>0]=b[A+16>>0]|0;f[(c+40|0)>>2]=(f[(c+40|0)>>2]|0)+240}else e=1}if(e)if(1)C0(c+36|0,a+64|0);k=1}t=t+72|0;if((t|0)==(B|0)){r=k;f[a+3976>>2]=1;break a}else s=k}f[a+696>>2]=r;f[a+808>>2]=s;f[a+832>>2]=t;f[a+3816>>2]=C;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=D}function Ntb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0;z=f[a+656>>2]|0;s=f[a+704>>2]|0;u=f[a+944>>2]|0;c=f[a+3744>>2]|0;v=f[a+3776>>2]|0;A=f[a+3816>>2]|0;D=f[a+3840>>2]|0;B=f[a+3848>>2]|0;C=f[a+3896>>2]|0;if(C){C=0;if(c){sEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);q=0;r=0;while(1){c=wEa(a+64|0)|0;G=+n[c+4>>2];E=+n[c+8>>2];H=+n[c+12>>2];F=+n[c+16>>2];I=+n[c+20>>2];p[a>>3]=+n[c>>2];p[(a+8|0)>>3]=G;p[(a+16|0)>>3]=E;p[(a+24|0)>>3]=H;p[(a+32|0)>>3]=F;p[(a+40|0)>>3]=I;UBa(a+304|0,a,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;I=+p[(a+304|0)>>3];F=(+p[((a+304|0)+24|0)>>3]-I)*.5;H=+p[((a+304|0)+8|0)>>3];E=(+p[((a+304|0)+32|0)>>3]-H)*.5;G=+p[((a+304|0)+16|0)>>3];i=(+p[((a+304|0)+40|0)>>3]-G)*.5;p[(a+496|0)>>3]=I+F;p[((a+496|0)+8|0)>>3]=H+E;p[((a+496|0)+16|0)>>3]=G+i;p[((a+496|0)+24|0)>>3]=F*F+(E*E+i*i);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))e=r;else c=1}if(c)if(1){nEa(a+64|0,a+48|0);m=f[(a+48|0)>>2]|0;o=f[((a+48|0)+4|0)>>2]|0;c=1;if(c){c=0;if((m|0)==(o|0))d=0;else c=1}if(c)if(1){c=m;do{E=+p[c>>3];l=c+8|0;F=+p[l>>3];t=c+16|0;G=+p[t>>3];H=E*+p[(z+112|0)>>3]+F*+p[(z+144|0)>>3]+G*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];I=E*+p[(z+120|0)>>3]+F*+p[(z+152|0)>>3]+G*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*E+ +p[(z+136|0)>>3]*F+ +p[(z+168|0)>>3]*G+ +p[(z+200|0)>>3];p[l>>3]=H;p[t>>3]=I;c=c+24|0}while((c|0)!=(o|0));c=0;l=m;do{cub(a+496|0,f[z>>2]|0,l,(b[(z+362|0)>>0]|0)!=0);do if(b[(a+496|0)>>0]|0){d=f[(f[(z+8|0)>>2]|0)+108>>2]|0;if(d|0)if(!(Wtb(f[z>>2]|0,d,(a+496|0)+16|0)|0))break;j=(((l-m|0)/24|0)>>>1)+q|0;k=IEa(f[(z+12|0)>>2]|0,j)|0;d=f[z>>2]|0;h=(f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+84>>2]|0)+(k*12|0)+8|0;e=f[h>>2]&255;g=b[d>>0]|0;if(g&8)if(!((b[d+4>>0]&e)<<24>>24))break;if(g&4){t=b[d+3>>0]|0;if((t&e)<<24>>24!=t<<24>>24)break}if(g&2)if((b[d+2>>0]&e)<<24>>24)break;if(g&1){t=b[d+1>>0]|0;if((t&e)<<24>>24==t<<24>>24)break}c=f[(z+4|0)>>2]|0;d=f[(c+16|0)>>2]|0;if(d>>>0<(f[c+20>>2]|0)>>>0){dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;f[(c+16|0)>>2]=(f[(c+16|0)>>2]|0)+208}else Nsb(c+12|0);c=f[(f[(z+4|0)>>2]|0)+16>>2]|0;g=(f[(z+8|0)>>2]|0)+116|0;t=f[g+4>>2]|0;f[(c+-208|0)>>2]=f[g>>2];f[(c+-208|0)+4>>2]=t;p[(c+-144|0)>>3]=+p[((a+496|0)+16|0)>>3];p[c+-136>>3]=+p[((a+496|0)+24|0)>>3];p[c+-128>>3]=+p[((a+496|0)+32|0)>>3];f[(c+-188|0)>>2]=j;f[(c+-184|0)>>2]=k;f[c+-180>>2]=f[h>>2];p[c+-88>>3]=+p[l>>3];p[c+-80>>3]=+p[l+8>>3];p[c+-72>>3]=+p[l+16>>3];p[c+-64>>3]=+p[l+24>>3];p[c+-56>>3]=+p[l+32>>3];p[c+-48>>3]=+p[l+40>>3];sjb(a+304|0,f[(f[z>>2]|0)+56>>2]|0,c+-144|0);H=+p[(a+304|0)>>3];p[(a+304|0)>>3]=+p[(c+-40|0)>>3];p[(c+-40|0)>>3]=H;p[(c+-32|0)>>3]=+p[((a+304|0)+8|0)>>3];t=f[(f[z>>2]|0)+56>>2]|0;H=+p[(c+-40|0)>>3]-+p[t+24>>3];I=+p[(c+-32|0)>>3]-+p[t+32>>3];p[c+-24>>3]=H*H+I*I;p[c+-16>>3]=+p[((a+496|0)+8|0)>>3];t=(b[(z+361|0)>>0]|0)==0;f[(c+-188|0)>>2]=t?j:-1;f[(c+-184|0)>>2]=t?k:-1;c=1}while(0);l=l+48|0}while((l|0)!=(o|0));d=c}e=r|d}if(!(uEa(a+64|0)|0))break;vEa(a+64|0);q=q+512|0;r=e}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}t=s|e}else C=1}if(C){C=0;if(1)t=s;else C=1}s=1;if(s){s=0;if(v){tEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);q=0;r=0;while(1){c=wEa(a+64|0)|0;F=+n[c+4>>2];H=+n[c+8>>2];E=+n[c+12>>2];G=+n[c+16>>2];i=+n[c+20>>2];p[a>>3]=+n[c>>2];p[(a+8|0)>>3]=F;p[(a+16|0)>>3]=H;p[(a+24|0)>>3]=E;p[(a+32|0)>>3]=G;p[(a+40|0)>>3]=i;UBa(a+304|0,a,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;i=+p[(a+304|0)>>3];G=(+p[((a+304|0)+24|0)>>3]-i)*.5;E=+p[((a+304|0)+8|0)>>3];H=(+p[((a+304|0)+32|0)>>3]-E)*.5;F=+p[((a+304|0)+16|0)>>3];I=(+p[((a+304|0)+40|0)>>3]-F)*.5;p[(a+496|0)>>3]=i+G;p[((a+496|0)+8|0)>>3]=E+H;p[((a+496|0)+16|0)>>3]=F+I;p[((a+496|0)+24|0)>>3]=G*G+(H*H+I*I);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))x=r;else c=1}if(c)if(1){nEa(a+64|0,a+48|0);m=f[(a+48|0)>>2]|0;o=f[((a+48|0)+4|0)>>2]|0;c=1;if(c){c=0;if((m|0)==(o|0))w=0;else c=1}if(c)if(1){c=m;do{E=+p[c>>3];w=c+8|0;F=+p[w>>3];x=c+16|0;G=+p[x>>3];H=E*+p[(z+112|0)>>3]+F*+p[(z+144|0)>>3]+G*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];I=E*+p[(z+120|0)>>3]+F*+p[(z+152|0)>>3]+G*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*E+ +p[(z+136|0)>>3]*F+ +p[(z+168|0)>>3]*G+ +p[(z+200|0)>>3];p[w>>3]=H;p[x>>3]=I;c=c+24|0}while((c|0)!=(o|0));g=0;l=m;while(1){c=f[(f[(z+8|0)>>2]|0)+108>>2]|0;if(!c)B=160;else if(Wtb(f[z>>2]|0,c,l)|0)B=160;else y=g;do if((B|0)==160){B=0;eub(a+496|0,f[z>>2]|0,l,(b[(z+362|0)>>0]|0)!=0);i=+p[((a+496|0)+8|0)>>3];if(!(b[(a+496|0)>>0]|0))y=g;else{j=((l-m|0)/24|0)+q|0;k=JEa(f[(z+12|0)>>2]|0,j)|0;c=f[z>>2]|0;h=(f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+96>>2]|0)+(k*12|0)+8|0;d=f[h>>2]&255;e=b[c>>0]|0;if(e&8)if(!((b[c+4>>0]&d)<<24>>24)){y=g;break}if(e&4){y=b[c+3>>0]|0;if((y&d)<<24>>24!=y<<24>>24){y=g;break}}if(e&2)if((b[c+2>>0]&d)<<24>>24){y=g;break}if(e&1){y=b[c+1>>0]|0;if((y&d)<<24>>24==y<<24>>24){y=g;break}}c=f[(z+4|0)>>2]|0;d=f[(c+28|0)>>2]|0;if(d>>>0<(f[c+32>>2]|0)>>>0){A=d;D=A+120|0;do{f[A>>2]=0;A=A+4|0}while((A|0)<(D|0));f[(c+28|0)>>2]=(f[(c+28|0)>>2]|0)+120}else Osb(c+24|0);y=f[(f[(z+4|0)>>2]|0)+28>>2]|0;w=(f[(z+8|0)>>2]|0)+116|0;x=f[w+4>>2]|0;f[(y+-120|0)>>2]=f[w>>2];f[(y+-120|0)+4>>2]=x;p[(y+-80|0)>>3]=+p[l>>3];p[y+-72>>3]=+p[l+8>>3];p[y+-64>>3]=+p[l+16>>3];f[(y+-100|0)>>2]=j;f[(y+-96|0)>>2]=k;f[y+-92>>2]=f[h>>2];sjb(a+496|0,f[(f[z>>2]|0)+56>>2]|0,y+-80|0);H=+p[(a+496|0)>>3];p[(a+496|0)>>3]=+p[(y+-40|0)>>3];p[(y+-40|0)>>3]=H;p[(y+-32|0)>>3]=+p[((a+496|0)+8|0)>>3];x=f[(f[z>>2]|0)+56>>2]|0;H=+p[(y+-40|0)>>3]-+p[x+24>>3];I=+p[(y+-32|0)>>3]-+p[x+32>>3];p[y+-24>>3]=H*H+I*I;p[y+-16>>3]=i;x=(b[(z+361|0)>>0]|0)==0;f[(y+-100|0)>>2]=x?j:-1;f[(y+-96|0)>>2]=x?k:-1;y=1}}while(0);l=l+24|0;if((l|0)==(o|0)){w=y;break}else g=y}}x=r|w}if(!(uEa(a+64|0)|0))break;vEa(a+64|0);q=q+512|0;r=x}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}u=t|x}else s=1}if(s)if(1)u=t;f[a+944>>2]=u;f[a+3816>>2]=A;f[a+3840>>2]=D;f[a+3848>>2]=B;f[a+3896>>2]=C}function Otb(a){a=a|0;var c=0,d=0,e=0.0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;I=f[a+656>>2]|0;K=f[a+776>>2]|0;L=f[a+792>>2]|0;y=f[a+912>>2]|0;z=f[a+3256>>2]|0;A=f[a+3264>>2]|0;B=f[a+3272>>2]|0;D=f[a+3280>>2]|0;E=f[a+3288>>2]|0;F=f[a+3296>>2]|0;G=f[a+3304>>2]|0;N=f[a+3816>>2]|0;O=f[a+3832>>2]|0;P=f[a+3840>>2]|0;J=f[a+3848>>2]|0;while(1){w=wEa(a+64|0)|0;e=+n[w>>2];j=+n[w+4>>2];k=+n[w+8>>2];l=+n[w+12>>2];m=+n[w+16>>2];o=+n[w+20>>2];p[a>>3]=e;p[(a+8|0)>>3]=j;p[(a+16|0)>>3]=k;p[(a+24|0)>>3]=l;p[(a+32|0)>>3]=m;p[(a+40|0)>>3]=o;do if(z){p[((a+496|0)+32|0)>>3]=-1.0;p[(a+496|0)>>3]=(l-e)*.5+e;p[((a+496|0)+8|0)>>3]=(m-j)*.5+j;p[((a+496|0)+16|0)>>3]=(o-k)*.5+k;p[((a+496|0)+24|0)>>3]=(l-e)*.5*((l-e)*.5)+((m-j)*.5*((m-j)*.5)+(o-k)*.5*((o-k)*.5));e=+Fib(f[(f[I>>2]|0)+60>>2]|0,a+496|0);if(!(e>=0.0)){h=K;break}if(!(e<+p[(I+368|0)>>3]))if(b[(f[I>>2]|0)+20>>0]|0){h=K;break}nEa(a+64|0,a+48|0);d=f[(a+48|0)>>2]|0;g=f[((a+48|0)+4|0)>>2]|0;J=73}else{UBa(a+304|0,a,I+104|0);p[((a+496|0)+32|0)>>3]=-1.0;e=+p[(a+304|0)>>3];l=(+p[((a+304|0)+24|0)>>3]-e)*.5;j=+p[((a+304|0)+8|0)>>3];m=(+p[((a+304|0)+32|0)>>3]-j)*.5;k=+p[((a+304|0)+16|0)>>3];o=(+p[((a+304|0)+40|0)>>3]-k)*.5;p[(a+496|0)>>3]=e+l;p[((a+496|0)+8|0)>>3]=j+m;p[((a+496|0)+16|0)>>3]=k+o;p[((a+496|0)+24|0)>>3]=l*l+(m*m+o*o);if(!(+Trb(f[I>>2]|0,a+496|0)>=0.0))h=K;else{nEa(a+64|0,a+48|0);d=f[(a+48|0)>>2]|0;g=f[((a+48|0)+4|0)>>2]|0;if((d|0)==(g|0))J=73;else{c=d;do{j=+p[c>>3];w=c+8|0;k=+p[w>>3];J=c+16|0;l=+p[J>>3];m=j*+p[(I+112|0)>>3]+k*+p[(I+144|0)>>3]+l*+p[(I+176|0)>>3]+ +p[(I+208|0)>>3];o=j*+p[(I+120|0)>>3]+k*+p[(I+152|0)>>3]+l*+p[(I+184|0)>>3]+ +p[(I+216|0)>>3];p[c>>3]=+p[(I+104|0)>>3]*j+ +p[(I+136|0)>>3]*k+ +p[(I+168|0)>>3]*l+ +p[(I+200|0)>>3];p[w>>3]=m;p[J>>3]=o;c=c+24|0}while((c|0)!=(g|0));J=73}}}while(0);if((J|0)==73){J=0;v=d;c=g-v|0;w=d+(((c|0)/24|0)*24|0)|0;h=1;if(h){h=0;if(!c)i=0;else h=1}if(h)if(1){q=0;u=d;while(1){c=f[I>>2]|0;if(!(b[c+20>>0]|0))e=C;else e=+p[(I+368|0)>>3];aub(a+496|0,c,u,f[(I+504|0)>>2]|0,y,e,(b[(I+360|0)>>0]|0)!=0,(b[(I+362|0)>>0]|0)!=0);c=1;if(c){c=0;if(!(b[(a+496|0)>>0]|0))r=q;else c=1}if(c)if(1){e=+p[((a+496|0)+8|0)>>3];s=((((u-v|0)/24|0)>>>0)/3|0)+L|0;t=HEa(f[(I+12|0)>>2]|0,s)|0;c=f[I>>2]|0;r=(f[(f[(f[(I+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(t*12|0)+8|0;h=f[r>>2]&255;i=b[c>>0]|0;if(!(i&8))J=79;else if(!((b[c+4>>0]&h)<<24>>24))x=q;else J=79;do if((J|0)==79){J=0;if(i&4){Q=b[c+3>>0]|0;if((Q&h)<<24>>24!=Q<<24>>24){x=q;break}}if(i&2)if((b[c+2>>0]&h)<<24>>24){x=q;break}if(i&1){Q=b[c+1>>0]|0;if((Q&h)<<24>>24==Q<<24>>24){x=q;break}}do if(b[(c+9|0)>>0]|0){if(!(b[c+20>>0]|0))break;b[(c+9|0)>>0]=0;c=f[(I+4|0)>>2]|0;h=f[c+36>>2]|0;i=f[(c+40|0)>>2]|0;if((i|0)==(h|0))break;f[(c+40|0)>>2]=i+(~(((i+-240-h|0)>>>0)/240|0)*240|0)}while(0);if(+p[(I+368|0)>>3]>e){do if(b[(f[I>>2]|0)+20>>0]|0){c=f[(I+4|0)>>2]|0;h=f[c>>2]|0;i=f[(c+4|0)>>2]|0;if((i|0)==(h|0))break;f[(c+4|0)>>2]=i+(~(((i+-192-h|0)>>>0)/192|0)*192|0)}while(0);p[(I+368|0)>>3]=e}h=(f[(I+8|0)>>2]|0)+116|0;c=f[h+4>>2]|0;f[(a+304|0)>>2]=f[h>>2];f[(a+304|0)+4>>2]=c;f[((a+304|0)+28|0)>>2]=f[r>>2];p[((a+304|0)+112|0)>>3]=+p[u>>3];p[((a+304|0)+120|0)>>3]=+p[u+8>>3];p[((a+304|0)+128|0)>>3]=+p[u+16>>3];p[((a+304|0)+136|0)>>3]=+p[u+24>>3];p[((a+304|0)+144|0)>>3]=+p[u+32>>3];p[((a+304|0)+152|0)>>3]=+p[u+40>>3];p[((a+304|0)+160|0)>>3]=+p[u+48>>3];p[((a+304|0)+168|0)>>3]=+p[u+56>>3];p[((a+304|0)+176|0)>>3]=+p[u+64>>3];c=(b[(I+361|0)>>0]|0)==0;f[((a+304|0)+20|0)>>2]=c?s:-1;f[((a+304|0)+24|0)>>2]=c?t:-1;f[((a+304|0)+184|0)>>2]=y;b[((a+304|0)+188|0)>>0]=b[(I+360|0)>>0]|0;b[((a+304|0)+189|0)>>0]=b[(I+362|0)>>0]|0;b[((a+304|0)+190|0)>>0]=A;c=f[(I+4|0)>>2]|0;h=f[(c+4|0)>>2]|0;i=1;if(i)if(h>>>0<(f[c+8>>2]|0)>>>0){N=h;O=a+304|0;P=N+36|0;do{f[N>>2]=f[O>>2];N=N+4|0;O=O+4|0}while((N|0)<(P|0));f[(h+40|0)>>2]=f[B>>2];f[(h+40|0)+4>>2]=f[B+4>>2];f[(h+40|0)+8>>2]=f[B+8>>2];f[(h+40|0)+12>>2]=f[B+12>>2];f[(h+40|0)+16>>2]=f[B+16>>2];f[(h+40|0)+20>>2]=f[B+20>>2];p[(h+40|0)>>3]=+p[B>>3];p[h+48>>3]=+p[((a+304|0)+48|0)>>3];p[h+56>>3]=+p[((a+304|0)+56|0)>>3];f[(h+64|0)>>2]=f[D>>2];f[(h+64|0)+4>>2]=f[D+4>>2];f[(h+64|0)+8>>2]=f[D+8>>2];f[(h+64|0)+12>>2]=f[D+12>>2];f[(h+64|0)+16>>2]=f[D+16>>2];f[(h+64|0)+20>>2]=f[D+20>>2];p[(h+64|0)>>3]=+p[D>>3];p[h+72>>3]=+p[((a+304|0)+72|0)>>3];p[h+80>>3]=+p[((a+304|0)+80|0)>>3];f[(h+88|0)>>2]=f[((a+304|0)+88|0)>>2];f[(h+88|0)+4>>2]=f[((a+304|0)+88|0)+4>>2];f[(h+88|0)+8>>2]=f[((a+304|0)+88|0)+8>>2];f[(h+88|0)>>2]=f[((a+304|0)+88|0)>>2];f[h+92>>2]=f[((a+304|0)+92|0)>>2];f[h+96>>2]=f[((a+304|0)+96|0)>>2];f[(h+100|0)>>2]=f[((a+304|0)+100|0)>>2];f[(h+100|0)+4>>2]=f[((a+304|0)+100|0)+4>>2];f[(h+100|0)+8>>2]=f[((a+304|0)+100|0)+8>>2];f[(h+100|0)>>2]=f[((a+304|0)+100|0)>>2];f[h+104>>2]=f[((a+304|0)+104|0)>>2];f[h+108>>2]=f[((a+304|0)+108|0)>>2];f[(h+112|0)>>2]=f[E>>2];f[(h+112|0)+4>>2]=f[E+4>>2];f[(h+112|0)+8>>2]=f[E+8>>2];f[(h+112|0)+12>>2]=f[E+12>>2];f[(h+112|0)+16>>2]=f[E+16>>2];f[(h+112|0)+20>>2]=f[E+20>>2];p[(h+112|0)>>3]=+p[E>>3];p[h+120>>3]=+p[((a+304|0)+120|0)>>3];p[h+128>>3]=+p[((a+304|0)+128|0)>>3];f[(h+136|0)>>2]=f[F>>2];f[(h+136|0)+4>>2]=f[F+4>>2];f[(h+136|0)+8>>2]=f[F+8>>2];f[(h+136|0)+12>>2]=f[F+12>>2];f[(h+136|0)+16>>2]=f[F+16>>2];f[(h+136|0)+20>>2]=f[F+20>>2];p[(h+136|0)>>3]=+p[F>>3];p[h+144>>3]=+p[((a+304|0)+144|0)>>3];p[h+152>>3]=+p[((a+304|0)+152|0)>>3];f[(h+160|0)>>2]=f[G>>2];f[(h+160|0)+4>>2]=f[G+4>>2];f[(h+160|0)+8>>2]=f[G+8>>2];f[(h+160|0)+12>>2]=f[G+12>>2];f[(h+160|0)+16>>2]=f[G+16>>2];f[(h+160|0)+20>>2]=f[G+20>>2];p[(h+160|0)>>3]=+p[G>>3];p[h+168>>3]=+p[((a+304|0)+168|0)>>3];p[h+176>>3]=+p[((a+304|0)+176|0)>>3];x=f[((a+304|0)+184|0)+4>>2]|0;f[(h+184|0)>>2]=f[((a+304|0)+184|0)>>2];f[(h+184|0)+4>>2]=x;f[(c+4|0)>>2]=(f[(c+4|0)>>2]|0)+192;x=1;break}else i=1;if(i)if(1){T$(c,a+304|0);x=1;break}}while(0);r=x}u=u+72|0;if((u|0)==(w|0)){i=r;break}else q=r}}if(K|i){H=f[I>>2]|0;if(!(b[H+96>>0]|0))h=1;else if(+p[(I+368|0)>>3]<+p[H+88>>3]){J=102;break}else h=1}else h=0}if(!(uEa(a+64|0)|0)){M=h;break}vEa(a+64|0);K=h;L=L+512|0}if((J|0)==102){Zqb(H+168|0);M=1}if(z){c=f[I>>2]|0;if(M){m=+p[c+112>>3];o=+p[(I+368|0)>>3]*(1.0/+p[I+512>>3]);p[(I+368|0)>>3]=m<o?m:o}c=f[c+60>>2]|0;p[c>>3]=+p[c+72>>3];p[c+8>>3]=+p[c+80>>3];p[c+16>>3]=+p[c+88>>3];p[c+24>>3]=+p[c+96>>3];p[c+32>>3]=+p[c+104>>3];p[c+40>>3]=+p[c+112>>3];f[c+48>>2]=f[c+120>>2];f[c+52>>2]=f[c+124>>2];f[c+56>>2]=f[c+128>>2];f[c+60>>2]=f[c+132>>2];f[c+64>>2]=f[c+136>>2];f[c+68>>2]=f[c+140>>2];c=f[I>>2]|0;xjb(c+744|0,f[c+760>>2]|0,f[c+764>>2]|0);c=f[(f[I>>2]|0)+56>>2]|0;if(c|0){Q=f[c>>2]|0;p[Q+8>>3]=+p[Q+40>>3];p[Q+16>>3]=+p[Q+48>>3];p[Q+24>>3]=+p[Q+56>>3];p[Q+32>>3]=+p[Q+64>>3]}}if(M){Q=(f[I>>2]|0)+112|0;m=+p[Q>>3];o=+p[(I+368|0)>>3];o=m<o?m:o;p[(I+368|0)>>3]=o;p[Q>>3]=o}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}Q=M;f[a+704>>2]=Q;f[a+776>>2]=K;f[a+792>>2]=L;f[a+3816>>2]=N;f[a+3832>>2]=O;f[a+3840>>2]=P;f[a+3848>>2]=J}function Ptb(a){a=a|0;var c=0,d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,E=0,F=0,I=0,J=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0,aa=0,ba=0;z=f[a+656>>2]|0;v=+n[a+672>>2];m=f[a+3192>>2]|0;o=f[a+3744>>2]|0;q=f[a+3760>>2]|0;r=f[a+3776>>2]|0;J=f[a+3848>>2]|0;L=f[a+3856>>2]|0;a:{if(L){L=0;if(q){b[(z+360|0)>>0]=0;g=f[z>>2]|0;d=f[(g+56|0)>>2]|0;do if(!d){g=f[g+48>>2]|0;h=0}else{if(v==0.0){Vib(a+496|0,f[g+48>>2]|0,f[f[d>>2]>>2]|0,f[(z+8|0)>>2]|0,0);g=f[f[(g+56|0)>>2]>>2]|0;e=+p[g+32>>3]+(+p[g+8>>3]*+p[(a+496|0)>>3]+(+p[g+16>>3]*+p[(a+496|0)+8>>3]+ +p[g+24>>3]*+p[(a+496|0)+16>>3]));b[(z+360|0)>>0]=(e<0.0?1:e*e<+p[(a+496|0)+24>>3])&1;g=f[z>>2]|0;d=f[g+56>>2]|0;g=f[g+48>>2]|0;if(!d){h=0;break}}else{b[(z+360|0)>>0]=0;g=f[g+48>>2]|0}h=f[f[d>>2]>>2]|0}while(0);d=f[(z+8|0)>>2]|0;t=tSa(g)|0;d=f[d+196>>2]|0;b:do if((d&32|0)!=0|(d&2048|0)==0&(t^1))if((h|0)==0|(d&33554456|0)==0){g=f[z+100>>2]|0;d=f[z>>2]|0;do if((g|0)!=(f[(d+608|0)>>2]|0)){f[(d+608|0)>>2]=g;Y=+p[(z+104|0)>>3];Q=+p[z+144>>3];S=+p[z+112>>3];X=+p[z+136>>3];M=+p[z+184>>3];U=+p[z+224>>3];T=+p[z+192>>3];O=+p[z+216>>3];W=+p[z+152>>3];V=+p[z+120>>3];_=+p[z+176>>3];Z=+p[z+208>>3];R=+p[z+160>>3];P=+p[z+128>>3];N=+p[z+168>>3];e=+p[z+200>>3];t=+K(+((V*R-W*P)*(Z*N-_*e)+((Y*Q-S*X)*(M*U-T*O)-(Y*W-X*V)*(U*_-T*Z)+(O*_-M*Z)*(Y*R-X*P)+(S*W-Q*V)*(U*N-T*e)-(S*R-Q*P)*(O*N-M*e))))>1.0e-12;d=f[z>>2]|0;if(t){LAa(z+104|0,d+616|0);d=f[z>>2]|0;break}else{f[d+608>>2]=0;k=0;break b}}while(0);j=d+616|0;i=d;J=42}else J=35;else J=35;while(0);if((J|0)==35){N=+p[(z+104|0)>>3];V=+p[z+144>>3];T=+p[z+112>>3];O=+p[z+136>>3];Z=+p[z+184>>3];R=+p[z+224>>3];S=+p[z+192>>3];X=+p[z+216>>3];P=+p[z+152>>3];Q=+p[z+120>>3];e=+p[z+176>>3];M=+p[z+208>>3];U=+p[z+160>>3];W=+p[z+128>>3];Y=+p[z+168>>3];_=+p[z+200>>3];if(+K(+((Q*U-P*W)*(M*Y-e*_)+((N*V-T*O)*(Z*R-S*X)-(N*P-O*Q)*(R*e-S*M)+(X*e-Z*M)*(N*U-O*W)+(T*P-V*Q)*(R*Y-S*_)-(T*U-V*W)*(X*Y-Z*_))))>1.0e-12){LAa(z+104|0,z+232|0);j=z+232|0;i=f[z>>2]|0;J=42}else k=0}if((J|0)==42){d=f[i+60>>2]|0;p[d+72>>3]=+p[d>>3];p[d+80>>3]=+p[d+8>>3];p[d+88>>3]=+p[d+16>>3];p[d+96>>3]=+p[d+24>>3];p[d+104>>3]=+p[d+32>>3];p[d+112>>3]=+p[d+40>>3];f[d+120>>2]=f[d+48>>2];f[d+124>>2]=f[d+52>>2];f[d+128>>2]=f[d+56>>2];f[d+132>>2]=f[d+60>>2];f[d+136>>2]=f[d+64>>2];f[d+140>>2]=f[d+68>>2];Yib(a+496|0,f[(f[z>>2]|0)+60>>2]|0,j,z+512|0);V=+p[(a+496|0)>>3];W=+p[(a+496|0)+8>>3];X=+p[(a+496|0)+16>>3];Y=+p[(a+496|0)+24>>3];Z=+p[(a+496|0)+32>>3];_=+p[(a+496|0)+40>>3];d=f[(f[z>>2]|0)+60>>2]|0;p[d>>3]=V;p[d+8>>3]=W;p[d+16>>3]=X;p[d+24>>3]=Y;p[d+32>>3]=Z;p[d+40>>3]=_;n[d+48>>2]=V;n[d+52>>2]=W;n[d+56>>2]=X;n[d+60>>2]=Y;n[d+64>>2]=Z;n[d+68>>2]=_;p[(z+368|0)>>3]=+p[(z+512|0)>>3]*+p[(z+368|0)>>3];d=f[(f[z>>2]|0)+56>>2]|0;if(d|0){d=f[d>>2]|0;p[d+40>>3]=+p[(d+8|0)>>3];p[d+48>>3]=+p[(d+16|0)>>3];p[d+56>>3]=+p[(d+24|0)>>3];p[d+64>>3]=+p[(d+32|0)>>3];if(b[(z+360|0)>>0]|0){_ib(a+496|0,d+8|0,j,z+104|0);p[(d+8|0)>>3]=+p[(a+496|0)>>3];p[(d+16|0)>>3]=+p[(a+496|0)+8>>3];p[(d+24|0)>>3]=+p[(a+496|0)+16>>3];p[(d+32|0)>>3]=+p[(a+496|0)+24>>3]}}i=f[z>>2]|0;d=f[i+744>>2]|0;i=f[i+748>>2]|0;if((d|0)==(i|0))k=1;else{do{g=f[d>>2]|0;h=f[d+4>>2]|0;if((g|0)!=(h|0))do{_ib(a+496|0,g,j,z+104|0);p[g>>3]=+p[(a+496|0)>>3];p[g+8>>3]=+p[((a+496|0)+8|0)>>3];p[g+16>>3]=+p[((a+496|0)+16|0)>>3];p[g+24>>3]=+p[((a+496|0)+24|0)>>3];g=g+32|0}while((g|0)!=(h|0));d=d+12|0}while((d|0)!=(i|0));k=1}}d=f[z>>2]|0;g=f[d+56>>2]|0;if(g){if(k){f[(a+304|0)>>2]=(f[g>>2]|0)+72;f[(a+304|0)+4>>2]=z+104;yAa(a+496|0,a+304|0)|0;p[z+376>>3]=+p[(a+496|0)>>3];p[z+384>>3]=+p[(a+496|0)+8>>3];p[z+392>>3]=+p[(a+496|0)+16>>3];p[z+400>>3]=+p[(a+496|0)+24>>3];p[z+408>>3]=+p[(a+496|0)+32>>3];p[z+416>>3]=+p[(a+496|0)+40>>3];p[z+424>>3]=+p[(a+496|0)+48>>3];p[z+432>>3]=+p[(a+496|0)+56>>3];p[z+440>>3]=+p[(a+496|0)+64>>3];p[z+448>>3]=+p[(a+496|0)+72>>3];p[z+456>>3]=+p[(a+496|0)+80>>3];p[z+464>>3]=+p[(a+496|0)+88>>3];p[z+472>>3]=+p[(a+496|0)+96>>3];p[z+480>>3]=+p[(a+496|0)+104>>3];p[z+488>>3]=+p[(a+496|0)+112>>3];d=f[z>>2]|0;e=+p[(a+496|0)+120>>3]}else{t=f[g>>2]|0;p[z+376>>3]=+p[t+72>>3];p[z+384>>3]=+p[t+80>>3];p[z+392>>3]=+p[t+88>>3];p[z+400>>3]=+p[t+96>>3];p[z+408>>3]=+p[t+104>>3];p[z+416>>3]=+p[t+112>>3];p[z+424>>3]=+p[t+120>>3];p[z+432>>3]=+p[t+128>>3];p[z+440>>3]=+p[t+136>>3];p[z+448>>3]=+p[t+144>>3];p[z+456>>3]=+p[t+152>>3];p[z+464>>3]=+p[t+160>>3];p[z+472>>3]=+p[t+168>>3];p[z+480>>3]=+p[t+176>>3];p[z+488>>3]=+p[t+184>>3];e=+p[t+192>>3]}p[z+496>>3]=e;f[z+504>>2]=z+376}d=f[d+576>>2]|0;g=f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+52>>2]|0;if(!(g&4)){if(g&1)d=ijb(d)|0;h=f[z+100>>2]|0;g=b[(h+120|0)>>0]|0;if(g&8){BIa(h);g=b[(h+120|0)>>0]|0}if(g&1)d=ijb(d)|0}else d=0;rEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);$=(k^1)&1;g=(a+304|0)+40|0;h=(a+304|0)+64|0;i=(a+304|0)+112|0;j=(a+304|0)+136|0;t=(a+304|0)+160|0;ba=0;aa=0;f[a+656>>2]=z;f[a+704>>2]=l;f[a+776>>2]=ba;f[a+792>>2]=aa;f[a+912>>2]=d;f[a+3256>>2]=k;f[a+3264>>2]=$;f[a+3272>>2]=g;f[a+3280>>2]=h;f[a+3288>>2]=i;f[a+3296>>2]=j;f[a+3304>>2]=t;f[a+3816>>2]=B;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3992>>2]=0;f[a+3996>>2]=0;Otb(a);l=f[a+704>>2]|0;B=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0}else L=1}if(L){L=0;if(1)l=0;else L=1}d=1;if(d){d=0;if(m){ba=1;f[a+656>>2]=z;f[a+704>>2]=l;f[a+944>>2]=c;f[a+3744>>2]=o;f[a+3776>>2]=r;f[a+3816>>2]=B;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3896>>2]=ba;f[a+3984>>2]=0;f[a+3988>>2]=0;Ntb(a);c=f[a+944>>2]|0;B=f[a+3816>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0}else d=1}if(d)if(1)c=l;if(c|q^1){u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}c=f[z>>2]|0;d=f[(c+56|0)>>2]|0;if(!d){c=0;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}if(!(b[c+9>>0]|0)){c=0;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}b[(z+360|0)>>0]=0;if(v==0.0){Vib(a+496|0,f[c+48>>2]|0,f[f[d>>2]>>2]|0,f[(z+8|0)>>2]|0,0);c=f[f[(c+56|0)>>2]>>2]|0;_=+p[c+32>>3]+(+p[c+8>>3]*+p[(a+496|0)>>3]+(+p[c+16>>3]*+p[(a+496|0)+8>>3]+ +p[c+24>>3]*+p[(a+496|0)+16>>3]));b[(z+360|0)>>0]=(_<0.0?1:_*_<+p[(a+496|0)+24>>3])&1;c=f[(f[z>>2]|0)+56>>2]|0;if(c|0){s=c;J=190}}else{b[(z+360|0)>>0]=0;s=d;J=190}if((J|0)==190){ba=f[s>>2]|0;p[(z+376|0)>>3]=+p[ba+72>>3];p[z+384>>3]=+p[ba+80>>3];p[z+392>>3]=+p[ba+88>>3];p[z+400>>3]=+p[ba+96>>3];p[z+408>>3]=+p[ba+104>>3];p[z+416>>3]=+p[ba+112>>3];p[z+424>>3]=+p[ba+120>>3];p[z+432>>3]=+p[ba+128>>3];p[z+440>>3]=+p[ba+136>>3];p[z+448>>3]=+p[ba+144>>3];p[z+456>>3]=+p[ba+152>>3];p[z+464>>3]=+p[ba+160>>3];p[z+472>>3]=+p[ba+168>>3];p[z+480>>3]=+p[ba+176>>3];p[z+488>>3]=+p[ba+184>>3];p[z+496>>3]=+p[ba+192>>3];f[z+504>>2]=z+376|0}ba=f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+52>>2]|0;if(!(ba&4)){c=f[z+100>>2]|0;ba=b[(c+120|0)>>0]|0;if(ba&8)BIa(c)}rEa(a,z+16|0);cBa(a+624|0,f[64728]|0);l=(a+64|0)+40|0;m=(a+64|0)+64|0;o=(a+64|0)+112|0;q=(a+64|0)+136|0;r=(a+64|0)+160|0;s=(a+64|0)+200|0;t=(a+64|0)+216|0;j=0;k=0;while(1){c=wEa(a)|0;X=+n[c+4>>2];Z=+n[c+8>>2];W=+n[c+12>>2];Y=+n[c+16>>2];V=+n[c+20>>2];p[(a+64|0)>>3]=+n[c>>2];p[((a+64|0)+8|0)>>3]=X;p[((a+64|0)+16|0)>>3]=Z;p[((a+64|0)+24|0)>>3]=W;p[((a+64|0)+32|0)>>3]=Y;p[((a+64|0)+40|0)>>3]=V;UBa(a+304|0,a+64|0,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;V=+p[(a+304|0)>>3];Y=(+p[((a+304|0)+24|0)>>3]-V)*.5;W=+p[((a+304|0)+8|0)>>3];Z=(+p[((a+304|0)+32|0)>>3]-W)*.5;X=+p[((a+304|0)+16|0)>>3];_=(+p[((a+304|0)+40|0)>>3]-X)*.5;p[(a+496|0)>>3]=V+Y;p[((a+496|0)+8|0)>>3]=W+Z;p[((a+496|0)+16|0)>>3]=X+_;p[((a+496|0)+24|0)>>3]=Y*Y+(Z*Z+_*_);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))y=j;else c=1}if(c)if(1){nEa(a,a+624|0);h=f[(a+624|0)>>2]|0;i=f[((a+624|0)+4|0)>>2]|0;if((h|0)!=(i|0)){c=h;do{W=+p[c>>3];aa=c+8|0;X=+p[aa>>3];ba=c+16|0;Y=+p[ba>>3];Z=W*+p[(z+112|0)>>3]+X*+p[(z+144|0)>>3]+Y*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];_=W*+p[(z+120|0)>>3]+X*+p[(z+152|0)>>3]+Y*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*W+ +p[(z+136|0)>>3]*X+ +p[(z+168|0)>>3]*Y+ +p[(z+200|0)>>3];p[aa>>3]=Z;p[ba>>3]=_;c=c+24|0}while((c|0)!=(i|0))}c=f[(z+4|0)>>2]|0;g=1;if(g){g=0;if((f[c>>2]|0)==(f[c+4>>2]|0)){c=1;if(c){c=0;if((h|0)==(i|0))x=0;else c=1}if(c)if(1){c=0;d=h;while(1){aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d,f[aa+60>>2]|0);_=+p[(a+496|0)>>3];_=_<C?_:C;aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d+24|0,f[aa+60>>2]|0);Z=+p[(a+496|0)>>3];aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d+48|0,f[aa+60>>2]|0);aa=+p[(a+496|0)>>3]<(Z<_?Z:_);$=aa?2:Z<_&1;ba=((((d-h|0)/24|0)>>>0)/3|0)+k|0;f[a+656>>2]=z;f[a+696>>2]=x;f[a+808>>2]=c;f[a+832>>2]=d;f[a+936>>2]=$;f[a+2152>>2]=l;f[a+2160>>2]=m;f[a+2168>>2]=o;f[a+2176>>2]=q;f[a+2184>>2]=r;f[a+2192>>2]=s;f[a+2208>>2]=t;f[a+2336>>2]=i;f[a+2464>>2]=aa;f[a+2472>>2]=ba;f[a+3816>>2]=B;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3976>>2]=0;f[a+3980>>2]=0;Mtb(a);x=f[a+696>>2]|0;c=f[a+808>>2]|0;d=f[a+832>>2]|0;B=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0;G=f[a+3976>>2]|0;D=f[a+3980>>2]|0;H=+n[a+3980>>2];f[a+3976>>2]=0;f[a+3980>>2]=0;if((G|0)==1)break}}w=(x&1)!=0}else g=1}if(g)if(1)w=0;if(j|w){A=f[z>>2]|0;if(!(b[A+96>>0]|0))y=1;else if(+p[(z+368|0)>>3]<+p[A+88>>3]){J=255;break}else y=1}else y=0}if(!(uEa(a)|0)){J=258;break}vEa(a);j=y;k=k+512|0}if((J|0)==255){Zqb(A+168|0);J=259}else if((J|0)==258)if(y)J=259;else I=0;if((J|0)==259){I=(f[z>>2]|0)+112|0;Z=+p[I>>3];_=+p[(z+368|0)>>3];_=Z<_?Z:_;p[(z+368|0)>>3]=_;p[I>>3]=_;I=1}c=f[(a+624|0)+12>>2]|0;if(c|0)xCa(c,a+624|0);c=f[(a+624|0)>>2]|0;if(c|0){d=f[((a+624|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+624|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=I;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}f[a+920>>2]=c;f[a+3848>>2]=J;f[a+3856>>2]=L}function Qtb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;o=f[a+80>>2]|0;p=f[a+88>>2]|0;v=f[a+112>>2]|0;n=f[a+352>>2]|0;t=f[a+616>>2]|0;u=f[a+624>>2]|0;e=f[a+832>>2]|0;q=(a+48|0)+4|0;r=(a+32|0)+4|0;s=(a+16|0)+4|0;j=o;k=t;l=u;m=u+((p+3|0)>>>2)|0;while(1){do if(e>>>0>32)i=3;else{c=f[((a+48|0)+8|0)>>2]|0;d=f[((a+48|0)+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){i=c+(0-(e>>>3))|0;f[((a+48|0)+8|0)>>2]=i;e=e&7;f[q>>2]=e;f[(a+48|0)>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=0;break}if((c|0)==(d|0)){i=e>>>0<32?1:2;break}else{i=e>>>3;g=(c+(0-i)|0)>>>0<d>>>0?c-d|0:i;f[((a+48|0)+8|0)>>2]=c+(0-g)|0;e=e-(g<<3)|0;f[q>>2]=e;f[(a+48|0)>>2]=h[(c+(0-g)|0)>>0]|h[(c+(0-g)|0)+1>>0]<<8|h[(c+(0-g)|0)+2>>0]<<16|h[(c+(0-g)|0)+3>>0]<<24;i=(c+(0-i)|0)>>>0<d>>>0&1;break}}while(0);c=f[r>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+32|0)+8|0)>>2]|0;g=f[((a+32|0)+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[((a+32|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[r>>2]=c&7;f[(a+32|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[((a+32|0)+8|0)>>2]=d+(0-w)|0;f[r>>2]=c-(w<<3);f[(a+32|0)>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);i=c|i;c=f[s>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+16|0)+8|0)>>2]|0;g=f[((a+16|0)+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[((a+16|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[s>>2]=c&7;f[(a+16|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[((a+16|0)+8|0)>>2]=d+(0-w)|0;f[s>>2]=c-(w<<3);f[(a+16|0)>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);i=i|c;c=f[(a+4|0)>>2]|0;do if(c>>>0>32)c=3;else{d=f[(a+8|0)>>2]|0;g=f[(a+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[(a+8|0)>>2]=d+(0-(c>>>3))|0;f[(a+4|0)>>2]=c&7;f[a>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[(a+8|0)>>2]=d+(0-w)|0;f[(a+4|0)>>2]=c-(w<<3);f[a>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);if(!(m>>>0<((o+p|0)+-7|0)>>>0&(i|c|0)==0))break;w=f[(a+48|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[q>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[j>>0]=i;i=f[r>>2]|0;w=f[(a+32|0)>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[r>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[k>>0]=e;e=f[s>>2]|0;w=f[(a+16|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[s>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[l>>0]=i;i=f[(a+4|0)>>2]|0;w=f[a>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[(a+4|0)>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[m>>0]=e;e=f[q>>2]|0;w=f[(a+48|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[q>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[j+1>>0]=i;i=f[r>>2]|0;w=f[(a+32|0)>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[r>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[k+1>>0]=e;e=f[s>>2]|0;w=f[(a+16|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[s>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[l+1>>0]=i;i=f[(a+4|0)>>2]|0;w=f[a>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[(a+4|0)>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[m+1>>0]=e;j=j+2|0;k=k+2|0;l=l+2|0;m=m+2|0;e=f[q>>2]|0}if(l>>>0>(u+((p+3|0)>>>2)|0)>>>0|(k>>>0>u>>>0|j>>>0>t>>>0))c=-11;else{ktb(j,a+48|0,t,v+4|0,n&255);ktb(k,a+32|0,u,v+4|0,n&255);ktb(l,a+16|0,u+((p+3|0)>>>2)|0,v+4|0,n&255);ktb(m,a,o+p|0,v+4|0,n&255);c=((f[q>>2]|0)==32?(f[((a+48|0)+8|0)>>2]|0)==(f[((a+48|0)+12|0)>>2]|0):0)&((f[r>>2]|0)==32?(f[((a+32|0)+8|0)>>2]|0)==(f[((a+32|0)+12|0)>>2]|0):0)&((f[s>>2]|0)==32?(f[((a+16|0)+8|0)>>2]|0)==(f[((a+16|0)+12|0)>>2]|0):0)&((f[(a+4|0)>>2]|0)==32?(f[(a+8|0)>>2]|0)==(f[(a+12|0)>>2]|0):0)?p:-11}f[a+272>>2]=c}function Rtb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;k=f[a+80>>2]|0;l=f[a+88>>2]|0;r=f[a+112>>2]|0;s=f[a+144>>2]|0;t=f[a+152>>2]|0;u=f[a+160>>2]|0;v=f[a+168>>2]|0;j=f[a+296>>2]|0;m=f[a+440>>2]|0;n=f[a+448>>2]|0;o=f[a+456>>2]|0;w=f[a+472>>2]|0;p=f[a+560>>2]|0;q=f[a+568>>2]|0;x=f[a+616>>2]|0;while(1){do if(w>>>0>32){g=3;i=w}else{c=f[((a+48|0)+8|0)>>2]|0;d=f[((a+48|0)+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){g=c+(0-(w>>>3))|0;f[((a+48|0)+8|0)>>2]=g;i=w&7;f[m>>2]=i;f[(a+48|0)>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;g=0;break}if((c|0)==(d|0)){g=w>>>0<32?1:2;i=w;break}else{g=w>>>3;e=(c+(0-g)|0)>>>0<d>>>0?c-d|0:g;f[((a+48|0)+8|0)>>2]=c+(0-e)|0;i=w-(e<<3)|0;f[m>>2]=i;f[(a+48|0)>>2]=h[(c+(0-e)|0)>>0]|h[(c+(0-e)|0)+1>>0]<<8|h[(c+(0-e)|0)+2>>0]<<16|h[(c+(0-e)|0)+3>>0]<<24;g=(c+(0-g)|0)>>>0<d>>>0&1;break}}while(0);c=f[n>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+32|0)+8|0)>>2]|0;e=f[((a+32|0)+12|0)>>2]|0;if(d>>>0>=(e+4|0)>>>0){f[((a+32|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[n>>2]=c&7;f[(a+32|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(e|0)){c=c>>>0<32?1:2;break}else{y=(d+(0-(c>>>3))|0)>>>0<e>>>0?d-e|0:c>>>3;f[((a+32|0)+8|0)>>2]=d+(0-y)|0;f[n>>2]=c-(y<<3);f[(a+32|0)>>2]=h[(d+(0-y)|0)>>0]|h[(d+(0-y)|0)+1>>0]<<8|h[(d+(0-y)|0)+2>>0]<<16|h[(d+(0-y)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<e>>>0&1;break}}while(0);g=c|g;c=f[o>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+16|0)+8|0)>>2]|0;e=f[((a+16|0)+12|0)>>2]|0;if(d>>>0>=(e+4|0)>>>0){f[((a+16|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[o>>2]=c&7;f[(a+16|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(e|0)){c=c>>>0<32?1:2;break}else{y=(d+(0-(c>>>3))|0)>>>0<e>>>0?d-e|0:c>>>3;f[((a+16|0)+8|0)>>2]=d+(0-y)|0;f[o>>2]=c-(y<<3);f[(a+16|0)>>2]=h[(d+(0-y)|0)>>0]|h[(d+(0-y)|0)+1>>0]<<8|h[(d+(0-y)|0)+2>>0]<<16|h[(d+(0-y)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<e>>>0&1;break}}while(0);e=g|c;do if(x>>>0>32)c=3;else{c=f[(a+8|0)>>2]|0;d=f[(a+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){c=c+(0-(x>>>3))|0;f[(a+8|0)>>2]=c;f[(a+4|0)>>2]=x&7;f[a>>2]=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=0;break}if((c|0)==(d|0)){c=x>>>0<32?1:2;break}else{y=x>>>3;g=(c+(0-y)|0)>>>0<d>>>0?c-d|0:y;f[(a+8|0)>>2]=c+(0-g)|0;f[(a+4|0)>>2]=x-(g<<3);f[a>>2]=h[(c+(0-g)|0)>>0]|h[(c+(0-g)|0)+1>>0]<<8|h[(c+(0-g)|0)+2>>0]<<16|h[(c+(0-g)|0)+3>>0]<<24;c=(c+(0-y)|0)>>>0<d>>>0&1;break}}while(0);if(!(v>>>0<((k+l|0)+-7|0)>>>0&(e|c|0)==0))break;g=f[(a+48|0)>>2]<<(i&31)>>>(0-j&31);i=h[((r+4|0)+(g<<2)|0)>>0]|h[((r+4|0)+(g<<2)|0)+1>>0]<<8;b[s>>0]=i;b[s+1>>0]=i>>8;f[m>>2]=(f[m>>2]|0)+(h[(r+4|0)+(g<<2)+2>>0]|0);g=s+(h[(r+4|0)+(g<<2)+3>>0]|0)|0;i=f[(a+32|0)>>2]<<(f[n>>2]&31)>>>(0-j&31);w=h[((r+4|0)+(i<<2)|0)>>0]|h[((r+4|0)+(i<<2)|0)+1>>0]<<8;b[t>>0]=w;b[t+1>>0]=w>>8;f[n>>2]=(f[n>>2]|0)+(h[(r+4|0)+(i<<2)+2>>0]|0);i=t+(h[(r+4|0)+(i<<2)+3>>0]|0)|0;w=f[(a+16|0)>>2]<<(f[o>>2]&31)>>>(0-j&31);y=h[((r+4|0)+(w<<2)|0)>>0]|h[((r+4|0)+(w<<2)|0)+1>>0]<<8;b[u>>0]=y;b[u+1>>0]=y>>8;f[o>>2]=(f[o>>2]|0)+(h[(r+4|0)+(w<<2)+2>>0]|0);w=u+(h[(r+4|0)+(w<<2)+3>>0]|0)|0;y=f[a>>2]<<(f[(a+4|0)>>2]&31)>>>(0-j&31);e=h[((r+4|0)+(y<<2)|0)>>0]|h[((r+4|0)+(y<<2)|0)+1>>0]<<8;b[v>>0]=e;b[v+1>>0]=e>>8;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+(h[(r+4|0)+(y<<2)+2>>0]|0);y=v+(h[(r+4|0)+(y<<2)+3>>0]|0)|0;e=f[(a+48|0)>>2]<<(f[m>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(e<<2)|0)>>0]|h[((r+4|0)+(e<<2)|0)+1>>0]<<8;b[g>>0]=x;b[g+1>>0]=x>>8;f[m>>2]=(f[m>>2]|0)+(h[(r+4|0)+(e<<2)+2>>0]|0);e=g+(h[(r+4|0)+(e<<2)+3>>0]|0)|0;g=f[(a+32|0)>>2]<<(f[n>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(g<<2)|0)>>0]|h[((r+4|0)+(g<<2)|0)+1>>0]<<8;b[i>>0]=x;b[i+1>>0]=x>>8;f[n>>2]=(f[n>>2]|0)+(h[(r+4|0)+(g<<2)+2>>0]|0);g=i+(h[(r+4|0)+(g<<2)+3>>0]|0)|0;i=f[(a+16|0)>>2]<<(f[o>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(i<<2)|0)>>0]|h[((r+4|0)+(i<<2)|0)+1>>0]<<8;b[w>>0]=x;b[w+1>>0]=x>>8;f[o>>2]=(f[o>>2]|0)+(h[(r+4|0)+(i<<2)+2>>0]|0);i=w+(h[(r+4|0)+(i<<2)+3>>0]|0)|0;w=f[a>>2]<<(f[(a+4|0)>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(w<<2)|0)>>0]|h[((r+4|0)+(w<<2)|0)+1>>0]<<8;b[y>>0]=x;b[y+1>>0]=x>>8;x=(f[(a+4|0)>>2]|0)+(h[(r+4|0)+(w<<2)+2>>0]|0)|0;f[(a+4|0)>>2]=x;s=e;t=g;u=i;v=y+(h[(r+4|0)+(w<<2)+3>>0]|0)|0;w=f[m>>2]|0}if(u>>>0>(q+((l+3|0)>>>2)|0)>>>0|(t>>>0>q>>>0|s>>>0>p>>>0))c=-11;else{otb(s,a+48|0,p,r+4|0,j&255);otb(t,a+32|0,q,r+4|0,j&255);otb(u,a+16|0,q+((l+3|0)>>>2)|0,r+4|0,j&255);otb(v,a,k+l|0,r+4|0,j&255);c=((f[m>>2]|0)==32?(f[((a+48|0)+8|0)>>2]|0)==(f[((a+48|0)+12|0)>>2]|0):0)&((f[n>>2]|0)==32?(f[((a+32|0)+8|0)>>2]|0)==(f[((a+32|0)+12|0)>>2]|0):0)&((f[o>>2]|0)==32?(f[((a+16|0)+8|0)>>2]|0)==(f[((a+16|0)+12|0)>>2]|0):0)&((f[(a+4|0)>>2]|0)==32?(f[(a+8|0)>>2]|0)==(f[(a+12|0)>>2]|0):0)?l:-11}f[a+144>>2]=s;f[a+152>>2]=t;f[a+160>>2]=u;f[a+168>>2]=v;f[a+272>>2]=c;f[a+472>>2]=w;f[a+616>>2]=x}
+function xz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=P1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18296;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Y1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=26064;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function yz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20916;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else h2(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=26108;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function zz(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262821;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262821)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262821)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Az(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=j;f[i+12>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Bz(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function Bz(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Cz(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Cz(a,b);return}function Cz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Dz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;i=f[a>>2]|0;d=e-i>>2;c=d+1|0;j=i;if(c>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-i|0;g=m>>1;g=m>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);c=h+(d<<2)|0;d=c;h=h+(g<<2)|0;f[c>>2]=f[b>>2];g=c+4|0;if((e|0)==(j|0))c=j;else{do{e=e+-4|0;m=f[e>>2]|0;f[e>>2]=0;f[c+-4>>2]=m;c=d+-4|0;d=c}while((e|0)!=(j|0));i=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=d;f[l>>2]=g;f[k>>2]=h;b=i;if((c|0)!=(b|0)){g=c;do{g=g+-4|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){c=f[h>>2]|0;if(c|0){e=h+4|0;d=f[e>>2]|0;if((d|0)!=(c|0)){do{m=d+-4|0;f[e>>2]=m;d=f[m>>2]|0;f[m>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[e>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}sOb(h)}}while((g|0)!=(b|0))}if(!i)return;sOb(i);return}function Ez(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;i=f[o>>2]|0;c=f[a>>2]|0;l=i-c>>5;d=l+1|0;j=c;if(d>>>0>134217727)AMb(a);n=a+8|0;h=(f[n>>2]|0)-c|0;m=h>>4;d=h>>5>>>0<67108863?(m>>>0<d>>>0?d:m):134217727;do if(!d)k=0;else if(d>>>0>134217727)vd();else{k=pOb(d<<5)|0;break}while(0);g=k+(l<<5)|0;c=g;m=k+(d<<5)|0;f[g>>2]=f[b>>2];d=k+(l<<5)+8|0;e=b+24|0;h=f[e>>2]|0;do if(!h){f[k+(l<<5)+24>>2]=0;d=i}else if((b+8|0)==(h|0)){f[k+(l<<5)+24>>2]=d;oh[f[(f[h>>2]|0)+12>>2]&1023](h,d);d=f[o>>2]|0;j=f[a>>2]|0;break}else{f[k+(l<<5)+24>>2]=h;f[e>>2]=0;d=i;break}while(0);k=g+32|0;if((d|0)==(j|0))g=d;else{do{e=d;d=d+-32|0;f[g+-32>>2]=f[d>>2];h=g+-24|0;b=e+-8|0;i=f[b>>2]|0;do if(!i)f[g+-8>>2]=0;else if((e+-24|0)==(i|0)){f[g+-8>>2]=h;l=f[b>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,h);break}else{f[g+-8>>2]=i;f[b>>2]=0;break}while(0);g=c+-32|0;c=g}while((d|0)!=(j|0));g=f[a>>2]|0}f[a>>2]=c;c=f[o>>2]|0;f[o>>2]=k;f[n>>2]=m;e=g;if((c|0)!=(e|0))do{d=f[c+-8>>2]|0;if((c+-24|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);c=c+-32|0}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Fz(a){a=a|0;sOb(a);return}function Gz(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17840;f[b+4>>2]=f[a+4>>2];return b|0}function Hz(a,b){a=a|0;b=b|0;f[b>>2]=17840;f[b+4>>2]=f[a+4>>2];return}function Iz(a){a=a|0;return}function Jz(a){a=a|0;sOb(a);return}function Kz(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function Lz(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62012?a+4|0:0)|0}function Mz(a){a=a|0;return 32}function Nz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Oz(a){a=a|0;sOb(a);return}function Pz(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=(b[c>>0]|0)!=0&1;d=c+1|0;return d|0}function Qz(a){a=a|0;return a+4|0}function Rz(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17688,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function Sz(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262822;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262822)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262822)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Tz(a){a=a|0;sOb(a);return}function Uz(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17908;f[b+4>>2]=f[a+4>>2];return b|0}function Vz(a,b){a=a|0;b=b|0;f[b>>2]=17908;f[b+4>>2]=f[a+4>>2];return}function Wz(a){a=a|0;return}function Xz(a){a=a|0;sOb(a);return}function Yz(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function Zz(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62294?a+4|0:0)|0}function _z(a){a=a|0;return 96}function $z(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aA(a){a=a|0;sOb(a);return}function bA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+8|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function cA(a){a=a|0;return a+8|0}function dA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;p[c>>3]=+p[a>>3];a=td(17776,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function eA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262823;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262823)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262823)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function fA(a){a=a|0;sOb(a);return}function gA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17976;f[b+4>>2]=f[a+4>>2];return b|0}function hA(a,b){a=a|0;b=b|0;f[b>>2]=17976;f[b+4>>2]=f[a+4>>2];return}function iA(a){a=a|0;return}function jA(a){a=a|0;sOb(a);return}function kA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function lA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62595?a+4|0:0)|0}function mA(a){a=a|0;return 168}function nA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function oA(a){a=a|0;sOb(a);return}function pA(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function qA(a){a=a|0;return a+4|0}function rA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17768,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function sA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262824;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262824)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262824)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function tA(a){a=a|0;sOb(a);return}function uA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18044;f[b+4>>2]=f[a+4>>2];return b|0}function vA(a,b){a=a|0;b=b|0;f[b>>2]=18044;f[b+4>>2]=f[a+4>>2];return}function wA(a){a=a|0;return}function xA(a){a=a|0;sOb(a);return}function yA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function zA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62896?a+4|0:0)|0}function AA(a){a=a|0;return 240}function BA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function CA(a){a=a|0;sOb(a);return}function DA(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function EA(a){a=a|0;return a+4|0}function FA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17736,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function GA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262825;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262825)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262825)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function HA(a){a=a|0;sOb(a);return}function IA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18112;f[b+4>>2]=f[a+4>>2];return b|0}function JA(a,b){a=a|0;b=b|0;f[b>>2]=18112;f[b+4>>2]=f[a+4>>2];return}function KA(a){a=a|0;return}function LA(a){a=a|0;sOb(a);return}function MA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function NA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==63229?a+4|0:0)|0}function OA(a){a=a|0;return 312}function PA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function QA(a){a=a|0;return}function RA(a){a=a|0;sOb(a);return}function SA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;if((d-c|0)<16){c=0;u=k;return c|0}h=a+40|0;i=h;e=c;g=i+16|0;do{b[i>>0]=b[e>>0]|0;i=i+1|0;e=e+1|0}while((i|0)<(g|0));e=c+16|0;if((d-e|0)<16){c=0;u=k;return c|0}d=a+60|0;i=d;g=i+16|0;do{b[i>>0]=b[e>>0]|0;i=i+1|0;e=e+1|0}while((i|0)<(g|0));i=a+4|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[h>>2]=f[j>>2];f[h+4>>2]=f[j+4>>2];f[h+8>>2]=f[j+8>>2];f[h+12>>2]=f[j+12>>2];a=a+20|0;f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];f[j+12>>2]=f[a+12>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[j>>2];f[d+4>>2]=f[j+4>>2];f[d+8>>2]=f[j+8>>2];f[d+12>>2]=f[j+12>>2];c=c+32|0;u=k;return c|0}function TA(a){a=a|0;return a+4|0}function UA(a){a=a|0;sOb(a);return}function VA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+4|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function WA(a){a=a|0;return a+4|0}function XA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;YA(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function YA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;a=pOb(16)|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[e>>2]=a;a=td(400,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);a=b+16|0;b=pOb(16)|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];f[b+12>>2]=f[a+12>>2];f[e>>2]=b;b=td(400,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function ZA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262826;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262826)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262826)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function _A(a){a=a|0;sOb(a);return}function $A(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18204;f[b+4>>2]=f[a+4>>2];return b|0}function aB(a,b){a=a|0;b=b|0;f[b>>2]=18204;f[b+4>>2]=f[a+4>>2];return}function bB(a){a=a|0;return}function cB(a){a=a|0;sOb(a);return}function dB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function eB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==63782?a+4|0:0)|0}function fB(a){a=a|0;return 424}function gB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function hB(a){a=a|0;f[a>>2]=18272;a=f[a+4>>2]|0;if(!a)return;sOb(a);return}function iB(a){a=a|0;var b=0;f[a>>2]=18272;b=f[a+4>>2]|0;if(!b){sOb(a);return}sOb(b);sOb(a);return}function jB(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;l=d;if((l-c|0)<4){n=0;return n|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;j=a+8|0;f[j>>2]=0;oB(n,m);if(!m){n=d;return n|0}k=a+20|0;i=a+12|0;g=0;while(1){if((l-d|0)<1){d=0;c=13;break}e=(b[d>>0]|0)!=0&1;b[k>>0]=e;d=d+1|0;c=f[j>>2]|0;a=f[i>>2]|0;if((c|0)==(a<<5|0)){if((c+1|0)<0){c=7;break}a=a<<6;e=c+32&-32;oB(n,c>>>0<1073741823?(a>>>0<e>>>0?e:a):2147483647);c=f[j>>2]|0;a=b[k>>0]|0}else a=e;f[j>>2]=c+1;e=(f[n>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(!(a<<24>>24))c=f[e>>2]&~c;else c=f[e>>2]|c;f[e>>2]=c;g=g+1|0;if(g>>>0>=m>>>0){c=13;break}}if((c|0)==7)AMb(n);else if((c|0)==13)return d|0;return 0}function kB(a){a=a|0;return a+4|0}function lB(a){a=a|0;f[a>>2]=18272;a=f[a+4>>2]|0;if(!a)return;sOb(a);return}function mB(a){a=a|0;yf()}function nB(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function oB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+16|0;c=j+8|0;d=j;h=a+8|0;if(f[h>>2]<<5>>>0>=b>>>0){u=j;return}f[g>>2]=0;i=g+4|0;f[i>>2]=0;e=g+8|0;f[e>>2]=0;if((b|0)<0)AMb(g);l=((b+-1|0)>>>5)+1|0;k=pOb(l<<2)|0;f[g>>2]=k;f[i>>2]=0;f[e>>2]=l;l=f[a>>2]|0;f[c>>2]=l;f[c+4>>2]=0;k=a+4|0;b=f[k>>2]|0;f[d>>2]=l+(b>>>5<<2);f[d+4>>2]=b&31;rB(g,c,d);b=f[a>>2]|0;f[a>>2]=f[g>>2];f[g>>2]=b;g=f[k>>2]|0;f[k>>2]=f[i>>2];f[i>>2]=g;i=f[h>>2]|0;f[h>>2]=f[e>>2];f[e>>2]=i;if(b|0)sOb(b);u=j;return}function pB(a){a=a|0;sOb(a);return}function qB(a){a=a|0;return a+4|0}function rB(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+24|0;k=o+16|0;l=o+8|0;n=o;e=a+4|0;p=f[e>>2]|0;m=f[b>>2]|0;d=f[b+4>>2]|0;i=f[c>>2]|0;g=f[c+4>>2]|0;h=i-m<<3;f[e>>2]=p-d+g+h;e=(f[a>>2]|0)+(p>>>5<<2)|0;c=p&31;b=e;if((d|0)!=(c|0)){f[j>>2]=m;f[j+4>>2]=d;f[k>>2]=i;f[k+4>>2]=g;f[l>>2]=b;f[l+4>>2]=c;sB(n,j,k,l);u=o;return}c=g-d+h|0;h=m;if((c|0)>0){if(!d){d=0;b=m}else{p=32-d|0;b=(c|0)<(p|0)?c:p;p=-1>>>(p-b|0)&-1<<d;f[e>>2]=f[e>>2]&~p|f[h>>2]&p;d=b+d|0;h=h+4|0;c=c-b|0;e=e+(d>>>5<<2)|0;d=d&31;b=h}g=(c|0)/32|0;cQb(e|0,b|0,g<<2|0)|0;a=c-(g<<5)|0;c=e+(g<<2)|0;b=c;if((a|0)>0){d=-1>>>(32-a|0);f[c>>2]=f[c>>2]&~d|f[h+(g<<2)>>2]&d;d=a}}f[n>>2]=b;f[n+4>>2]=d;u=o;return}function sB(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=f[b>>2]|0;m=b+4|0;e=f[m>>2]|0;i=((f[c>>2]|0)-l<<3)+(f[c+4>>2]|0)-e|0;c=l;if((i|0)<=0){b=d+4|0;d=f[d>>2]|0;f[a>>2]=d;d=a+4|0;a=f[b>>2]|0;f[d>>2]=a;return}if(!e){e=d+4|0;k=e;e=f[e>>2]|0}else{g=32-e|0;l=(i|0)<(g|0)?i:g;g=-1>>>(g-l|0)&-1<<e&f[c>>2];k=d+4|0;e=f[k>>2]|0;j=32-e|0;c=j>>>0<l>>>0?j:l;h=f[d>>2]|0;e=f[h>>2]&~(-1>>>(j-c|0)&-1<<e);f[h>>2]=e;j=f[k>>2]|0;n=f[m>>2]|0;f[h>>2]=(j>>>0>n>>>0?g<<j-n:g>>>(n-j|0))|e;e=(f[k>>2]|0)+c|0;h=h+(e>>>5<<2)|0;f[d>>2]=h;e=e&31;f[k>>2]=e;j=l-c|0;if((j|0)>0){e=f[h>>2]&~(-1>>>(32-j|0));f[h>>2]=e;f[h>>2]=e|g>>>((f[m>>2]|0)+c|0);f[k>>2]=j;e=j}c=(f[b>>2]|0)+4|0;f[b>>2]=c;i=i-l|0}l=32-e|0;g=-1<<e;if((i|0)>31){h=~g;j=~i;j=i+((j|0)>-64?j:-64)+32&-32;e=i;while(1){m=f[c>>2]|0;n=f[d>>2]|0;o=f[n>>2]&h;f[n>>2]=o;f[n>>2]=o|m<<f[k>>2];n=n+4|0;f[d>>2]=n;f[n>>2]=f[n>>2]&g|m>>>l;c=(f[b>>2]|0)+4|0;f[b>>2]=c;if((e|0)<=63)break;else e=e+-32|0}i=i+-32-j|0}if((i|0)<=0){n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}h=f[c>>2]&-1>>>(32-i|0);g=(l|0)<(i|0)?l:i;e=f[d>>2]|0;c=f[e>>2]&~(-1<<f[k>>2]&-1>>>(l-g|0));f[e>>2]=c;f[e>>2]=c|h<<f[k>>2];c=(f[k>>2]|0)+g|0;e=e+(c>>>5<<2)|0;f[d>>2]=e;f[k>>2]=c&31;c=i-g|0;if((c|0)<=0){n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}f[e>>2]=f[e>>2]&~(-1>>>(32-c|0))|h>>>g;f[k>>2]=c;n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}function tB(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;uB(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function uB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;d=g;e=nd()|0;f[a>>2]=e;a=f[b+4>>2]|0;if(!a){u=g;return}c=0;do{i=(f[(f[b>>2]|0)+(c>>>5<<2)>>2]&1<<(c&31)|0)!=0;f[d>>2]=c;h=td(17744,d|0)|0;f[d>>2]=i&1;i=td(17688,d|0)|0;sd(e|0,h|0,i|0);fd(i|0);fd(h|0);c=c+1|0}while((c|0)!=(a|0));u=g;return}function vB(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262827;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262827)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262827)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function wB(a){a=a|0;sOb(a);return}function xB(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18320;f[b+4>>2]=f[a+4>>2];return b|0}function yB(a,b){a=a|0;b=b|0;f[b>>2]=18320;f[b+4>>2]=f[a+4>>2];return}function zB(a){a=a|0;return}function AB(a){a=a|0;sOb(a);return}function BB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function CB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==64257?a+4|0:0)|0}function DB(a){a=a|0;return 528}function EB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function FB(a){a=a|0;var b=0,c=0;f[a>>2]=18388;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function GB(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18388;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function HB(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=d;if((l-c|0)<4){m=0;return m|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;k=a+4|0;g=f[k>>2]|0;j=a+8|0;c=f[j>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[j>>2]=c}i=a+12|0;if((f[i>>2]|0)-e>>2>>>0<m>>>0){if(m>>>0>1073741823)vd();c=c-e|0;e=pOb(m<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[k>>2]=e;f[j>>2]=e+(c>>2<<2);f[i>>2]=e+(m<<2);if(g|0)sOb(g)}else if(!m){m=d;return m|0}a=a+20|0;e=0;while(1){if((l-d|0)<4){d=0;c=18;break}g=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;d=d+4|0;c=f[j>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=g;f[j>>2]=c+4}else LB(k,a);e=e+1|0;if(e>>>0>=m>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function IB(a){a=a|0;return a+4|0}function JB(a){a=a|0;var b=0,c=0;f[a>>2]=18388;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function KB(a){a=a|0;yf()}function LB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function MB(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;NB(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function NB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17768,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function OB(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262828;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262828)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262828)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PB(a){a=a|0;sOb(a);return}function QB(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18412;f[b+4>>2]=f[a+4>>2];return b|0}function RB(a,b){a=a|0;b=b|0;f[b>>2]=18412;f[b+4>>2]=f[a+4>>2];return}function SB(a){a=a|0;return}function TB(a){a=a|0;sOb(a);return}function UB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function VB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==64675?a+4|0:0)|0}function WB(a){a=a|0;return 584}function XB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function YB(a){a=a|0;var b=0,c=0;f[a>>2]=18480;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-20-c|0)>>>0)/20|0)*20|0);sOb(c);return}function ZB(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18480;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b);sOb(a);return}function _B(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;if((d-c|0)<4){A=0;return A|0}A=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;z=a+4|0;k=f[z>>2]|0;y=a+8|0;e=f[y>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-20-g|0)>>>0)/20|0)*20|0)|0;f[y>>2]=e}j=e;x=a+12|0;if((((f[x>>2]|0)-g|0)/20|0)>>>0<A>>>0){if(A>>>0>214748364)vd();m=pOb(A*20|0)|0;i=m+(((j-g|0)/20|0)*20|0)|0;l=i;m=m+(A*20|0)|0;if((e|0)==(k|0)){g=l;e=j}else{g=l;do{v=e;e=e+-20|0;f[i+-20>>2]=f[e>>2];f[i+-16>>2]=f[v+-16>>2];f[i+-12>>2]=f[v+-12>>2];w=i+-8|0;v=v+-8|0;f[w>>2]=f[v>>2];b[w+4>>0]=b[v+4>>0]|0;i=g+-20|0;g=i}while((e|0)!=(k|0));e=f[z>>2]|0}f[z>>2]=g;f[y>>2]=l;f[x>>2]=m;if(e|0)sOb(e)}m=a+40|0;n=a+56|0;o=a+64|0;if(!A){A=c;return A|0}p=a+20|0;q=a+44|0;k=a+24|0;l=a+28|0;r=a+48|0;s=a+52|0;t=a+32|0;u=a+60|0;v=a+36|0;w=a+68|0;j=a+20|0;i=0;while(1){c=Sg[f[(f[m>>2]|0)+8>>2]&255](m,c,d)|0;if(!c){c=0;e=21;break}c=Sg[f[(f[n>>2]|0)+8>>2]&255](n,c,d)|0;if(!c){c=0;e=21;break}c=Sg[f[(f[o>>2]|0)+8>>2]&255](o,c,d)|0;if(!c){c=0;e=21;break}B=f[p>>2]|0;a=f[k>>2]|0;g=f[l>>2]|0;e=f[q>>2]|0;f[p>>2]=e;f[k>>2]=f[r>>2];f[l>>2]=f[s>>2];f[q>>2]=B;f[r>>2]=a;f[s>>2]=g;g=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=g;g=b[v>>0]|0;b[v>>0]=b[w>>0]|0;b[w>>0]=g;g=f[y>>2]|0;if(g>>>0<(f[x>>2]|0)>>>0){f[g>>2]=f[j>>2];f[g+4>>2]=f[j+4>>2];f[g+8>>2]=f[j+8>>2];f[g>>2]=e;f[g+4>>2]=f[k>>2];f[g+8>>2]=f[l>>2];B=g+12|0;f[B>>2]=f[t>>2];b[B+4>>0]=b[t+4>>0]|0;f[y>>2]=(f[y>>2]|0)+20}else mC(z,j);i=i+1|0;if(i>>>0>=A>>>0){e=21;break}}if((e|0)==21)return c|0;return 0}function $B(a){a=a|0;return a+4|0}function aC(a){a=a|0;var b=0,c=0;f[a>>2]=18480;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-20-c|0)>>>0)/20|0)*20|0);sOb(c);return}function bC(a){a=a|0;yf()}function cC(a){a=a|0;return}function dC(a){a=a|0;sOb(a);return}function eC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=a+24|0;e=a+40|0;g=a+48|0;c=Sg[f[(f[h>>2]|0)+8>>2]&255](h,c,d)|0;if(!c){h=0;return h|0}c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c,d)|0;if(!c){h=0;return h|0}c=Sg[f[(f[g>>2]|0)+8>>2]&255](g,c,d)|0;if(!c){h=0;return h|0}h=a+4|0;i=a+28|0;d=a+8|0;k=a+12|0;j=f[h>>2]|0;e=f[d>>2]|0;g=f[k>>2]|0;f[h>>2]=f[i>>2];h=a+32|0;f[d>>2]=f[h>>2];d=a+36|0;f[k>>2]=f[d>>2];f[i>>2]=j;f[h>>2]=e;f[d>>2]=g;d=a+16|0;g=a+44|0;h=f[d>>2]|0;f[d>>2]=f[g>>2];f[g>>2]=h;g=a+20|0;h=a+52|0;a=b[g>>0]|0;b[g>>0]=b[h>>0]|0;b[h>>0]=a;h=c;return h|0}function fC(a){a=a|0;return a+4|0}function gC(a){a=a|0;sOb(a);return}function hC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function iC(a){a=a|0;return a+4|0}function jC(a){a=a|0;sOb(a);return}function kC(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function lC(a){a=a|0;return a+4|0}function mC(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;d=f[o>>2]|0;e=f[a>>2]|0;j=(d-e|0)/20|0;h=j+1|0;m=e;g=d;if(h>>>0>214748364)AMb(a);n=a+8|0;k=((f[n>>2]|0)-e|0)/20|0;l=k<<1;h=k>>>0<107374182?(l>>>0<h>>>0?h:l):214748364;do if(!h)i=0;else if(h>>>0>214748364)vd();else{i=pOb(h*20|0)|0;break}while(0);k=i+(j*20|0)|0;e=k;l=i+(h*20|0)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k>>2]=f[c>>2];f[i+(j*20|0)+4>>2]=f[c+4>>2];f[i+(j*20|0)+8>>2]=f[c+8>>2];h=i+(j*20|0)+12|0;j=c+12|0;f[h>>2]=f[j>>2];b[h+4>>0]=b[j+4>>0]|0;h=k+20|0;if((g|0)!=(m|0)){d=k;do{j=g;g=g+-20|0;f[d+-20>>2]=f[g>>2];f[d+-16>>2]=f[j+-16>>2];f[d+-12>>2]=f[j+-12>>2];k=d+-8|0;j=j+-8|0;f[k>>2]=f[j>>2];b[k+4>>0]=b[j+4>>0]|0;d=e+-20|0;e=d}while((g|0)!=(m|0));d=f[a>>2]|0}f[a>>2]=e;f[o>>2]=h;f[n>>2]=l;if(!d)return;sOb(d);return}function nC(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;oC(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function oC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;c=g;i=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(i|0)/20|0;e=nd()|0;f[a>>2]=e;if(!i){u=g;return}a=0;do{k=f[b>>2]|0;i=pd()|0;f[c>>2]=h[k+(a*20|0)+16>>0];j=td(17704,c|0)|0;l=od(65491)|0;sd(i|0,l|0,j|0);fd(l|0);fd(j|0);j=od(65497)|0;l=pOb(12)|0;f[l>>2]=f[k+(a*20|0)>>2];f[l+4>>2]=f[k+(a*20|0)+4>>2];f[l+8>>2]=f[k+(a*20|0)+8>>2];f[c>>2]=l;l=td(872,c|0)|0;sd(i|0,j|0,l|0);fd(l|0);fd(j|0);j=od(65504)|0;f[c>>2]=f[k+(a*20|0)+12>>2];k=td(17768,c|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);f[c>>2]=a;j=td(17744,c|0)|0;sd(e|0,j|0,i|0);fd(j|0);fd(i|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function pC(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262829;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262829)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262829)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function qC(a){a=a|0;sOb(a);return}function rC(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18576;f[b+4>>2]=f[a+4>>2];return b|0}function sC(a,b){a=a|0;b=b|0;f[b>>2]=18576;f[b+4>>2]=f[a+4>>2];return}function tC(a){a=a|0;return}function uC(a){a=a|0;sOb(a);return}function vC(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function wC(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==66288?a+4|0:0)|0}function xC(a){a=a|0;return 904}function yC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function zC(a){a=a|0;var b=0,c=0;f[a>>2]=18644;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function AC(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18644;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);sOb(a);return}function BC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=d;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;l=a+4|0;g=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-32-e|0)>>>5)<<5)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-e>>5>>>0<n>>>0){if(n>>>0>134217727)vd();c=c-e|0;e=pOb(n<<5)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[l>>2]=e;f[k>>2]=e+(c>>5<<5);f[j>>2]=e+(n<<5);if(g|0)sOb(g)}else if(!n){n=d;return n|0}i=a+20|0;a=0;while(1){if((m-d|0)<32){d=0;c=18;break}c=i;e=d;g=c+32|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+32|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c+12>>2]=f[i+12>>2];f[c+16>>2]=f[i+16>>2];f[c+20>>2]=f[i+20>>2];f[c+24>>2]=f[i+24>>2];f[c+28>>2]=f[i+28>>2];f[k>>2]=(f[k>>2]|0)+32}else IC(l,i);a=a+1|0;if(a>>>0>=n>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function CC(a){a=a|0;return a+4|0}function DC(a){a=a|0;var b=0,c=0;f[a>>2]=18644;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function EC(a){a=a|0;yf()}function FC(a){a=a|0;sOb(a);return}function GC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<32){c=0;return c|0}a=a+4|0;d=c;e=a+32|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+32|0;return c|0}function HC(a){a=a|0;return a+4|0}function IC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>5;c=e+1|0;if(c>>>0>134217727)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>4;d=m>>5>>>0<67108863?(d>>>0<c>>>0?c:d):134217727;do if(!d){h=0;i=0}else if(d>>>0>134217727)vd();else{i=pOb(d<<5)|0;h=i;break}while(0);c=h+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+32;f[l>>2]=h+(d<<5);if(!j)return;sOb(j);return}function JC(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;KC(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function KC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>5;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{i=(f[b>>2]|0)+(a<<5)|0;h=pOb(32)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[h+12>>2]=f[i+12>>2];f[h+16>>2]=f[i+16>>2];f[h+20>>2]=f[i+20>>2];f[h+24>>2]=f[i+24>>2];f[h+28>>2]=f[i+28>>2];f[c>>2]=h;h=td(992,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function LC(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262830;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262830)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262830)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function MC(a){a=a|0;sOb(a);return}function NC(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18692;f[b+4>>2]=f[a+4>>2];return b|0}function OC(a,b){a=a|0;b=b|0;f[b>>2]=18692;f[b+4>>2]=f[a+4>>2];return}function PC(a){a=a|0;return}function QC(a){a=a|0;sOb(a);return}function RC(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function SC(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==67007?a+4|0:0)|0}function TC(a){a=a|0;return 1016}function UC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VC(a){a=a|0;var b=0,c=0;f[a>>2]=18760;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);return}function WC(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18760;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b);sOb(a);return}function XC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=d;if((s-c|0)<4){t=0;return t|0}t=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;r=a+4|0;j=f[r>>2]|0;q=a+8|0;c=f[q>>2]|0;g=j;if((c|0)!=(j|0)){c=c+(~(((c+-24-g|0)>>>0)/24|0)*24|0)|0;f[q>>2]=c}e=c;p=a+12|0;if((((f[p>>2]|0)-g|0)/24|0)>>>0<t>>>0){if(t>>>0>178956970)vd();i=pOb(t*24|0)|0;e=i+(((e-g|0)/24|0)*24|0)|0;g=e;i=i+(t*24|0)|0;if((c|0)==(j|0))c=g;else{do{o=e;e=e+-24|0;n=c;c=c+-24|0;f[e>>2]=f[c>>2];f[o+-20>>2]=f[n+-20>>2];f[o+-16>>2]=f[n+-16>>2];f[o+-12>>2]=f[n+-12>>2];f[o+-8>>2]=f[n+-8>>2];f[o+-4>>2]=f[n+-4>>2]}while((c|0)!=(j|0));c=e}f[r>>2]=c;f[q>>2]=g;f[p>>2]=i;if(j|0)sOb(j)}if(!t){t=d;return t|0}k=a+20|0;l=a+24|0;m=a+28|0;n=a+32|0;o=a+36|0;j=a+40|0;i=0;while(1){if((s-d|0)<24){d=0;c=19;break}c=k;e=d;g=c+24|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+24|0;c=f[q>>2]|0;if(c>>>0<(f[p>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];a=c+12|0;f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];f[a>>2]=f[n>>2];f[c+16>>2]=f[o>>2];f[c+20>>2]=f[j>>2];f[q>>2]=(f[q>>2]|0)+24}else cD(r,k);i=i+1|0;if(i>>>0>=t>>>0){c=19;break}}if((c|0)==19)return d|0;return 0}function YC(a){a=a|0;return a+4|0}function ZC(a){a=a|0;var b=0,c=0;f[a>>2]=18760;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);return}function _C(a){a=a|0;yf()}function $C(a){a=a|0;sOb(a);return}function aD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<24){c=0;return c|0}a=a+4|0;d=c;e=a+24|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+24|0;return c|0}function bD(a){a=a|0;return a+4|0}function cD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;d=i<<1;d=i>>>0<89478485?(d>>>0<c>>>0?c:d):178956970;do if(!d)g=0;else if(d>>>0>178956970)vd();else{g=pOb(d*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(d*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*24|0)+4>>2]=f[b+4>>2];f[g+(h*24|0)+8>>2]=f[b+8>>2];d=g+(h*24|0)+12|0;n=b+12|0;f[d>>2]=f[n>>2];f[d+4>>2]=f[n+4>>2];f[d+8>>2]=f[n+8>>2];f[d>>2]=f[n>>2];f[g+(h*24|0)+16>>2]=f[b+16>>2];f[g+(h*24|0)+20>>2]=f[b+20>>2];b=c+24|0;if((e|0)!=(j|0))while(1){d=c+-24|0;n=e;e=e+-24|0;f[d>>2]=f[e>>2];f[c+-20>>2]=f[n+-20>>2];f[c+-16>>2]=f[n+-16>>2];f[c+-12>>2]=f[n+-12>>2];f[c+-8>>2]=f[n+-8>>2];f[c+-4>>2]=f[n+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function dD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;eD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function eD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/24|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=f[b>>2]|0;h=pOb(24)|0;f[h>>2]=f[i+(a*24|0)>>2];f[h+4>>2]=f[i+(a*24|0)+4>>2];f[h+8>>2]=f[i+(a*24|0)+8>>2];f[h+12>>2]=f[i+(a*24|0)+12>>2];f[h+16>>2]=f[i+(a*24|0)+16>>2];f[h+20>>2]=f[i+(a*24|0)+20>>2];f[c>>2]=h;h=td(1112,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function fD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262831;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262831)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262831)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function gD(a){a=a|0;sOb(a);return}function hD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18808;f[b+4>>2]=f[a+4>>2];return b|0}function iD(a,b){a=a|0;b=b|0;f[b>>2]=18808;f[b+4>>2]=f[a+4>>2];return}function jD(a){a=a|0;return}function kD(a){a=a|0;sOb(a);return}function lD(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function mD(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==67696?a+4|0:0)|0}function nD(a){a=a|0;return 1144}function oD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function pD(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18876;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function qD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=18900;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))xD(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))xD(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function rD(a){a=a|0;return a+4|0}function sD(a){a=a|0;var b=0,c=0;f[a>>2]=18876;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function tD(a){a=a|0;yf()}function uD(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function vD(a){a=a|0;sOb(a);return}function wD(a){a=a|0;return a+4|0}function xD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function yD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function zD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function AD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262832;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262832)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262832)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BD(a){a=a|0;sOb(a);return}function CD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18924;f[b+4>>2]=f[a+4>>2];return b|0}function DD(a,b){a=a|0;b=b|0;f[b>>2]=18924;f[b+4>>2]=f[a+4>>2];return}function ED(a){a=a|0;return}function FD(a){a=a|0;sOb(a);return}function GD(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HD(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==68491?a+4|0:0)|0}function ID(a){a=a|0;return 1264}function JD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KD(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18992;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function LD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19016;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))SD(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))SD(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function MD(a){a=a|0;return a+4|0}function ND(a){a=a|0;var b=0,c=0;f[a>>2]=18992;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function OD(a){a=a|0;yf()}function PD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function QD(a){a=a|0;sOb(a);return}function RD(a){a=a|0;return a+4|0}function SD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function TD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;UD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function UD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function VD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262833;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262833)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262833)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function WD(a){a=a|0;sOb(a);return}function XD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19040;f[b+4>>2]=f[a+4>>2];return b|0}function YD(a,b){a=a|0;b=b|0;f[b>>2]=19040;f[b+4>>2]=f[a+4>>2];return}function ZD(a){a=a|0;return}function _D(a){a=a|0;sOb(a);return}function $D(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function aE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==69279?a+4|0:0)|0}function bE(a){a=a|0;return 1384}function cE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function dE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19108;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function eE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19132;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))lE(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))lE(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function fE(a){a=a|0;return a+4|0}function gE(a){a=a|0;var b=0,c=0;f[a>>2]=19108;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function hE(a){a=a|0;yf()}function iE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function jE(a){a=a|0;sOb(a);return}function kE(a){a=a|0;return a+4|0}function lE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function mE(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;nE(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function nE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function oE(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262834;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262834)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262834)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function pE(a){a=a|0;sOb(a);return}function qE(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19156;f[b+4>>2]=f[a+4>>2];return b|0}function rE(a,b){a=a|0;b=b|0;f[b>>2]=19156;f[b+4>>2]=f[a+4>>2];return}function sE(a){a=a|0;return}function tE(a){a=a|0;sOb(a);return}function uE(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==70068?a+4|0:0)|0}function wE(a){a=a|0;return 1504}function xE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yE(a){a=a|0;var b=0,c=0;f[a>>2]=19224;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function zE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19224;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function AE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=19248;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))GE(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))GE(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function BE(a){a=a|0;return a+4|0}function CE(a){a=a|0;yf()}function DE(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function EE(a){a=a|0;sOb(a);return}function FE(a){a=a|0;return a+4|0}function GE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function HE(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IE(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function JE(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262835;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262835)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262835)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KE(a){a=a|0;sOb(a);return}function LE(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19272;f[b+4>>2]=f[a+4>>2];return b|0}function ME(a,b){a=a|0;b=b|0;f[b>>2]=19272;f[b+4>>2]=f[a+4>>2];return}function NE(a){a=a|0;return}function OE(a){a=a|0;sOb(a);return}function PE(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==70863?a+4|0:0)|0}function RE(a){a=a|0;return 1624}function SE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TE(a){a=a|0;var b=0,c=0;f[a>>2]=19340;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function UE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19340;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function VE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19364;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))$E(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))$E(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function WE(a){a=a|0;return a+4|0}function XE(a){a=a|0;yf()}function YE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function ZE(a){a=a|0;sOb(a);return}function _E(a){a=a|0;return a+4|0}function $E(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function aF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function cF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262836;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262836)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262836)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dF(a){a=a|0;sOb(a);return}function eF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19388;f[b+4>>2]=f[a+4>>2];return b|0}function fF(a,b){a=a|0;b=b|0;f[b>>2]=19388;f[b+4>>2]=f[a+4>>2];return}function gF(a){a=a|0;return}function hF(a){a=a|0;sOb(a);return}function iF(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jF(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==71654?a+4|0:0)|0}function kF(a){a=a|0;return 1744}function lF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mF(a){a=a|0;var b=0,c=0;f[a>>2]=19456;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-64-c|0)>>>6)<<6);sOb(c);return}function nF(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19456;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-64-b|0)>>>6)<<6);sOb(b);sOb(a);return}function oF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;C=d;if((C-c|0)<4){D=0;return D|0}D=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;B=a+4|0;c=f[B>>2]|0;A=a+8|0;e=f[A>>2]|0;if((e|0)!=(c|0))f[A>>2]=e+(~((e+-64-c|0)>>>6)<<6);vF(B,D);if(!D){D=d;return D|0}k=a+20|0;l=a+12|0;m=a+24|0;n=a+28|0;o=a+32|0;p=a+36|0;q=a+40|0;r=a+44|0;s=a+48|0;t=a+52|0;u=a+56|0;v=a+60|0;w=a+64|0;x=a+68|0;y=a+72|0;z=a+76|0;j=a+80|0;e=0;while(1){if((C-d|0)<64){d=0;c=11;break}a=k;g=d;i=a+64|0;do{b[a>>0]=b[g>>0]|0;a=a+1|0;g=g+1|0}while((a|0)<(i|0));d=d+64|0;c=f[A>>2]|0;if(c>>>0<(f[l>>2]|0)>>>0){a=c;g=k;i=a+64|0;do{f[a>>2]=f[g>>2];a=a+4|0;g=g+4|0}while((a|0)<(i|0));f[c>>2]=f[k>>2];f[c+4>>2]=f[m>>2];f[c+8>>2]=f[n>>2];f[c+12>>2]=f[o>>2];f[c+16>>2]=f[p>>2];f[c+20>>2]=f[q>>2];f[c+24>>2]=f[r>>2];f[c+28>>2]=f[s>>2];f[c+32>>2]=f[t>>2];f[c+36>>2]=f[u>>2];f[c+40>>2]=f[v>>2];f[c+44>>2]=f[w>>2];f[c+48>>2]=f[x>>2];f[c+52>>2]=f[y>>2];f[c+56>>2]=f[z>>2];f[c+60>>2]=f[j>>2];f[A>>2]=(f[A>>2]|0)+64}else wF(B,k);e=e+1|0;if(e>>>0>=D>>>0){c=11;break}}if((c|0)==11)return d|0;return 0}function pF(a){a=a|0;return a+4|0}function qF(a){a=a|0;var b=0,c=0;f[a>>2]=19456;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-64-c|0)>>>6)<<6);sOb(c);return}function rF(a){a=a|0;yf()}function sF(a){a=a|0;sOb(a);return}function tF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<64){c=0;return c|0}a=a+4|0;d=c;e=a+64|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+64|0;return c|0}function uF(a){a=a|0;return a+4|0}function vF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+8|0;c=f[a>>2]|0;g=c;if((f[j>>2]|0)-c>>6>>>0>=b>>>0)return;k=a+4|0;if(b>>>0>67108863)vd();d=f[k>>2]|0;h=pOb(b<<6)|0;e=h+(d-c>>6<<6)|0;i=e;h=h+(b<<6)|0;b=d;if((b|0)==(g|0))b=i;else{d=b+-64-c|0;c=b;b=e;do{l=b;b=b+-64|0;m=c;c=c+-64|0;f[b>>2]=f[c>>2];f[l+-60>>2]=f[m+-60>>2];f[l+-56>>2]=f[m+-56>>2];f[l+-52>>2]=f[m+-52>>2];f[l+-48>>2]=f[m+-48>>2];f[l+-44>>2]=f[m+-44>>2];f[l+-40>>2]=f[m+-40>>2];f[l+-36>>2]=f[m+-36>>2];f[l+-32>>2]=f[m+-32>>2];f[l+-28>>2]=f[m+-28>>2];f[l+-24>>2]=f[m+-24>>2];f[l+-20>>2]=f[m+-20>>2];f[l+-16>>2]=f[m+-16>>2];f[l+-12>>2]=f[m+-12>>2];f[l+-8>>2]=f[m+-8>>2];f[l+-4>>2]=f[m+-4>>2]}while((c|0)!=(g|0));b=e+(~(d>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=i;f[j>>2]=h;if(!c)return;sOb(c);return}function wF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;c=f[a>>2]|0;i=(f[k>>2]|0)-c>>6;d=i+1|0;if(d>>>0>67108863)AMb(a);l=a+8|0;j=(f[l>>2]|0)-c|0;c=j>>5;c=j>>6>>>0<33554431?(c>>>0<d>>>0?d:c):67108863;do if(!c)h=0;else if(c>>>0>67108863)vd();else{h=pOb(c<<6)|0;break}while(0);d=h+(i<<6)|0;j=h+(c<<6)|0;c=d;e=b;g=c+64|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));f[d>>2]=f[b>>2];f[h+(i<<6)+4>>2]=f[b+4>>2];f[h+(i<<6)+8>>2]=f[b+8>>2];f[h+(i<<6)+12>>2]=f[b+12>>2];f[h+(i<<6)+16>>2]=f[b+16>>2];f[h+(i<<6)+20>>2]=f[b+20>>2];f[h+(i<<6)+24>>2]=f[b+24>>2];f[h+(i<<6)+28>>2]=f[b+28>>2];f[h+(i<<6)+32>>2]=f[b+32>>2];f[h+(i<<6)+36>>2]=f[b+36>>2];f[h+(i<<6)+40>>2]=f[b+40>>2];f[h+(i<<6)+44>>2]=f[b+44>>2];f[h+(i<<6)+48>>2]=f[b+48>>2];f[h+(i<<6)+52>>2]=f[b+52>>2];f[h+(i<<6)+56>>2]=f[b+56>>2];f[h+(i<<6)+60>>2]=f[b+60>>2];h=d+64|0;b=f[a>>2]|0;e=f[k>>2]|0;c=b;if((e|0)!=(b|0)){g=e+-64-c|0;c=e;e=d;do{i=e;e=e+-64|0;m=c;c=c+-64|0;f[e>>2]=f[c>>2];f[i+-60>>2]=f[m+-60>>2];f[i+-56>>2]=f[m+-56>>2];f[i+-52>>2]=f[m+-52>>2];f[i+-48>>2]=f[m+-48>>2];f[i+-44>>2]=f[m+-44>>2];f[i+-40>>2]=f[m+-40>>2];f[i+-36>>2]=f[m+-36>>2];f[i+-32>>2]=f[m+-32>>2];f[i+-28>>2]=f[m+-28>>2];f[i+-24>>2]=f[m+-24>>2];f[i+-20>>2]=f[m+-20>>2];f[i+-16>>2]=f[m+-16>>2];f[i+-12>>2]=f[m+-12>>2];f[i+-8>>2]=f[m+-8>>2];f[i+-4>>2]=f[m+-4>>2]}while((c|0)!=(b|0));d=d+(~(g>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=d;f[k>>2]=h;f[l>>2]=j;if(!c)return;sOb(c);return}function xF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;yF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function yF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>6;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}e=0;do{j=f[b>>2]|0;h=pOb(64)|0;f[h>>2]=f[j+(e<<6)>>2];f[h+4>>2]=f[j+(e<<6)+4>>2];f[h+8>>2]=f[j+(e<<6)+8>>2];f[h+12>>2]=f[j+(e<<6)+12>>2];f[h+16>>2]=f[j+(e<<6)+16>>2];f[h+20>>2]=f[j+(e<<6)+20>>2];f[h+24>>2]=f[j+(e<<6)+24>>2];f[h+28>>2]=f[j+(e<<6)+28>>2];f[h+32>>2]=f[j+(e<<6)+32>>2];f[h+36>>2]=f[j+(e<<6)+36>>2];f[h+40>>2]=f[j+(e<<6)+40>>2];f[h+44>>2]=f[j+(e<<6)+44>>2];f[h+48>>2]=f[j+(e<<6)+48>>2];f[h+52>>2]=f[j+(e<<6)+52>>2];f[h+56>>2]=f[j+(e<<6)+56>>2];f[h+60>>2]=f[j+(e<<6)+60>>2];f[c>>2]=h;h=td(1952,c|0)|0;j=f[a>>2]|0;f[c>>2]=e;i=td(17744,c|0)|0;sd(j|0,i|0,h|0);fd(i|0);fd(h|0);e=e+1|0}while((e|0)!=(d|0));u=g;return}function zF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262837;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262837)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262837)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function AF(a){a=a|0;sOb(a);return}function BF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19504;f[b+4>>2]=f[a+4>>2];return b|0}function CF(a,b){a=a|0;b=b|0;f[b>>2]=19504;f[b+4>>2]=f[a+4>>2];return}function DF(a){a=a|0;return}function EF(a){a=a|0;sOb(a);return}function FF(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function GF(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==72975?a+4|0:0)|0}function HF(a){a=a|0;return 1984}function IF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function JF(a){a=a|0;var b=0,c=0;f[a>>2]=19572;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function KF(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19572;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function LF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19596;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))RF(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))RF(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function MF(a){a=a|0;return a+4|0}function NF(a){a=a|0;yf()}function OF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function PF(a){a=a|0;sOb(a);return}function QF(a){a=a|0;return a+4|0}function RF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function SF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;TF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function TF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function UF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262838;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262838)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262838)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VF(a){a=a|0;sOb(a);return}function WF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19620;f[b+4>>2]=f[a+4>>2];return b|0}function XF(a,b){a=a|0;b=b|0;f[b>>2]=19620;f[b+4>>2]=f[a+4>>2];return}function YF(a){a=a|0;return}function ZF(a){a=a|0;sOb(a);return}function _F(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $F(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==73771?a+4|0:0)|0}function aG(a){a=a|0;return 2104}function bG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cG(a){a=a|0;var b=0,c=0;f[a>>2]=19688;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function dG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19688;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function eG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19712;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))kG(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))kG(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function fG(a){a=a|0;return a+4|0}function gG(a){a=a|0;yf()}function hG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function iG(a){a=a|0;sOb(a);return}function jG(a){a=a|0;return a+4|0}function kG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function lG(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;mG(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function mG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function nG(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262839;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262839)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262839)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function oG(a){a=a|0;return}function pG(a){a=a|0;sOb(a);return}function qG(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19736;f[b+4>>2]=f[a+4>>2];return b|0}function rG(a,b){a=a|0;b=b|0;f[b>>2]=19736;f[b+4>>2]=f[a+4>>2];return}function sG(a){a=a|0;return}function tG(a){a=a|0;sOb(a);return}function uG(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vG(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==74567?a+4|0:0)|0}function wG(a){a=a|0;return 2224}function xG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19804;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function zG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19828;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))GG(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))GG(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function AG(a){a=a|0;return a+4|0}function BG(a){a=a|0;var b=0,c=0;f[a>>2]=19804;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function CG(a){a=a|0;yf()}function DG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function EG(a){a=a|0;sOb(a);return}function FG(a){a=a|0;return a+4|0}function GG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function HG(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IG(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function JG(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262840;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262840)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262840)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KG(a){a=a|0;sOb(a);return}function LG(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19852;f[b+4>>2]=f[a+4>>2];return b|0}function MG(a,b){a=a|0;b=b|0;f[b>>2]=19852;f[b+4>>2]=f[a+4>>2];return}function NG(a){a=a|0;return}function OG(a){a=a|0;sOb(a);return}function PG(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QG(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==75363?a+4|0:0)|0}function RG(a){a=a|0;return 2344}function SG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TG(a){a=a|0;var b=0,c=0;f[a>>2]=19920;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function UG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19920;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function VG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=19944;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))$G(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))$G(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function WG(a){a=a|0;return a+4|0}function XG(a){a=a|0;yf()}function YG(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function ZG(a){a=a|0;sOb(a);return}function _G(a){a=a|0;return a+4|0}function $G(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function aH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function cH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262841;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262841)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262841)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dH(a){a=a|0;sOb(a);return}function eH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19968;f[b+4>>2]=f[a+4>>2];return b|0}function fH(a,b){a=a|0;b=b|0;f[b>>2]=19968;f[b+4>>2]=f[a+4>>2];return}function gH(a){a=a|0;return}function hH(a){a=a|0;sOb(a);return}function iH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==76159?a+4|0:0)|0}function kH(a){a=a|0;return 2464}function lH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mH(a){a=a|0;var b=0,c=0;f[a>>2]=20036;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function nH(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20036;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function oH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=20060;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))uH(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))uH(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function pH(a){a=a|0;return a+4|0}function qH(a){a=a|0;yf()}function rH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function sH(a){a=a|0;sOb(a);return}function tH(a){a=a|0;return a+4|0}function uH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function vH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;wH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function wH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function xH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262842;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262842)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262842)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yH(a){a=a|0;sOb(a);return}function zH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20084;f[b+4>>2]=f[a+4>>2];return b|0}function AH(a,b){a=a|0;b=b|0;f[b>>2]=20084;f[b+4>>2]=f[a+4>>2];return}function BH(a){a=a|0;return}function CH(a){a=a|0;sOb(a);return}function DH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==76956?a+4|0:0)|0}function FH(a){a=a|0;return 2584}function GH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HH(a){a=a|0;var b=0,c=0;f[a>>2]=20152;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function IH(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20152;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function JH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=20176;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))PH(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))PH(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function KH(a){a=a|0;return a+4|0}function LH(a){a=a|0;yf()}function MH(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NH(a){a=a|0;sOb(a);return}function OH(a){a=a|0;return a+4|0}function PH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function QH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;RH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function RH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function SH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262843;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262843)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262843)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TH(a){a=a|0;sOb(a);return}function UH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20200;f[b+4>>2]=f[a+4>>2];return b|0}function VH(a,b){a=a|0;b=b|0;f[b>>2]=20200;f[b+4>>2]=f[a+4>>2];return}function WH(a){a=a|0;return}function XH(a){a=a|0;sOb(a);return}function YH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==77760?a+4|0:0)|0}function _H(a){a=a|0;return 2704}function $H(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20268;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function bI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=20292;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))iI(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))iI(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function cI(a){a=a|0;return a+4|0}function dI(a){a=a|0;var b=0,c=0;f[a>>2]=20268;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function eI(a){a=a|0;yf()}function fI(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function gI(a){a=a|0;sOb(a);return}function hI(a){a=a|0;return a+4|0}function iI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function jI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;kI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function kI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function lI(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262844;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262844)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262844)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function mI(a){a=a|0;sOb(a);return}function nI(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20316;f[b+4>>2]=f[a+4>>2];return b|0}function oI(a,b){a=a|0;b=b|0;f[b>>2]=20316;f[b+4>>2]=f[a+4>>2];return}function pI(a){a=a|0;return}function qI(a){a=a|0;sOb(a);return}function rI(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function sI(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==78546?a+4|0:0)|0}function tI(a){a=a|0;return 2824}function uI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function vI(a){a=a|0;var b=0,c=0;f[a>>2]=20384;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function wI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20384;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);sOb(a);return}function xI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=d;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;l=a+4|0;g=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-16-e|0)>>>4)<<4)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-e>>4>>>0<n>>>0){if(n>>>0>268435455)vd();c=c-e|0;e=pOb(n<<4)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[l>>2]=e;f[k>>2]=e+(c>>4<<4);f[j>>2]=e+(n<<4);if(g|0)sOb(g)}else if(!n){n=d;return n|0}i=a+20|0;a=0;while(1){if((m-d|0)<16){d=0;c=18;break}c=i;e=d;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+16|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c+12>>2]=f[i+12>>2];f[k>>2]=(f[k>>2]|0)+16}else BI(l,i);a=a+1|0;if(a>>>0>=n>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function yI(a){a=a|0;return a+4|0}function zI(a){a=a|0;var b=0,c=0;f[a>>2]=20384;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function AI(a){a=a|0;yf()}function BI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function CI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;DI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function DI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>4;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{i=(f[b>>2]|0)+(a<<4)|0;h=pOb(16)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[h+12>>2]=f[i+12>>2];f[c>>2]=h;h=td(400,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function EI(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262845;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262845)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262845)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FI(a){a=a|0;sOb(a);return}function GI(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20408;f[b+4>>2]=f[a+4>>2];return b|0}function HI(a,b){a=a|0;b=b|0;f[b>>2]=20408;f[b+4>>2]=f[a+4>>2];return}function II(a){a=a|0;return}function JI(a){a=a|0;sOb(a);return}function KI(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LI(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==79010?a+4|0:0)|0}function MI(a){a=a|0;return 2880}function NI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OI(a){a=a|0;var b=0,c=0;f[a>>2]=20476;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function PI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20476;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function QI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=d;if((n-c|0)<4){o=0;return o|0}o=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;m=a+4|0;j=f[m>>2]|0;l=a+8|0;c=f[l>>2]|0;e=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-e|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}k=a+12|0;if((((f[k>>2]|0)-e|0)/12|0)>>>0<o>>>0){if(o>>>0>357913941)vd();c=c-e|0;e=pOb(o*12|0)|0;g=e+(((c|0)/12|0)*12|0)|0;i=g+(((c|0)/-12|0)*12|0)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[m>>2]=i;f[l>>2]=g;f[k>>2]=e+(o*12|0);if(j|0)sOb(j)}else if(!o){o=d;return o|0}j=a+20|0;i=0;while(1){if((n-d|0)<12){d=0;c=18;break}c=j;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[l>>2]|0;if(c>>>0<(f[k>>2]|0)>>>0){f[c>>2]=f[j>>2];f[c+4>>2]=f[j+4>>2];f[c+8>>2]=f[j+8>>2];f[l>>2]=(f[l>>2]|0)+12}else XI(m,j);i=i+1|0;if(i>>>0>=o>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function RI(a){a=a|0;return a+4|0}function SI(a){a=a|0;var b=0,c=0;f[a>>2]=20476;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function TI(a){a=a|0;yf()}function UI(a){a=a|0;sOb(a);return}function VI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function WI(a){a=a|0;return a+4|0}function XI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function YI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;ZI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function ZI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/12|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=(f[b>>2]|0)+(a*12|0)|0;h=pOb(12)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[c>>2]=h;h=td(2968,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function _I(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262846;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262846)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262846)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $I(a){a=a|0;sOb(a);return}function aJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20524;f[b+4>>2]=f[a+4>>2];return b|0}function bJ(a,b){a=a|0;b=b|0;f[b>>2]=20524;f[b+4>>2]=f[a+4>>2];return}function cJ(a){a=a|0;return}function dJ(a){a=a|0;sOb(a);return}function eJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==79652?a+4|0:0)|0}function gJ(a){a=a|0;return 2992}function hJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iJ(a){a=a|0;var b=0,c=0;f[a>>2]=20592;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function jJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20592;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function kJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d;if((p-c|0)<4){q=0;return q|0}q=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;o=a+4|0;j=f[o>>2]|0;n=a+8|0;c=f[n>>2]|0;g=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-g|0)>>>0)/12|0)*12|0)|0;f[n>>2]=c}e=c;m=a+12|0;if((((f[m>>2]|0)-g|0)/12|0)>>>0<q>>>0){if(q>>>0>357913941)vd();i=pOb(q*12|0)|0;e=i+(((e-g|0)/12|0)*12|0)|0;g=e;i=i+(q*12|0)|0;if((c|0)==(j|0))c=g;else{do{l=e;e=e+-12|0;k=c;c=c+-12|0;f[e>>2]=f[c>>2];f[l+-8>>2]=f[k+-8>>2];f[l+-4>>2]=f[k+-4>>2]}while((c|0)!=(j|0));c=e}f[o>>2]=c;f[n>>2]=g;f[m>>2]=i;if(j|0)sOb(j)}if(!q){q=d;return q|0}k=a+20|0;l=a+24|0;j=a+28|0;i=0;while(1){if((p-d|0)<12){d=0;c=19;break}c=k;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[n>>2]|0;if(c>>>0<(f[m>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[j>>2];f[n>>2]=(f[n>>2]|0)+12}else oJ(o,k);i=i+1|0;if(i>>>0>=q>>>0){c=19;break}}if((c|0)==19)return d|0;return 0}function lJ(a){a=a|0;return a+4|0}function mJ(a){a=a|0;var b=0,c=0;f[a>>2]=20592;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function nJ(a){a=a|0;yf()}function oJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function pJ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;qJ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function qJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/12|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=f[b>>2]|0;h=pOb(12)|0;f[h>>2]=f[i+(a*12|0)>>2];f[h+4>>2]=f[i+(a*12|0)+4>>2];f[h+8>>2]=f[i+(a*12|0)+8>>2];f[c>>2]=h;h=td(872,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function rJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262847;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262847)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262847)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sJ(a){a=a|0;sOb(a);return}function tJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20616;f[b+4>>2]=f[a+4>>2];return b|0}function uJ(a,b){a=a|0;b=b|0;f[b>>2]=20616;f[b+4>>2]=f[a+4>>2];return}function vJ(a){a=a|0;return}function wJ(a){a=a|0;sOb(a);return}function xJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==80193?a+4|0:0)|0}function zJ(a){a=a|0;return 3048}function AJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BJ(a){a=a|0;var b=0,c=0;f[a>>2]=20684;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function CJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20684;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);sOb(a);return}function DJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;q=d;if((q-c|0)<4){r=0;return r|0}r=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;p=a+4|0;m=f[p>>2]|0;o=a+8|0;c=f[o>>2]|0;l=m;if((c|0)!=(m|0)){c=c+(~((c+-16-l|0)>>>4)<<4)|0;f[o>>2]=c}e=c;n=a+12|0;if((f[n>>2]|0)-l>>4>>>0<r>>>0){if(r>>>0>268435455)vd();k=pOb(r<<4)|0;g=k+(e-l>>4<<4)|0;j=g;k=k+(r<<4)|0;if((c|0)==(m|0))c=j;else{i=c+-16|0;e=g;do{s=e;e=e+-16|0;t=c;c=c+-16|0;f[e>>2]=f[c>>2];f[s+-12>>2]=f[t+-12>>2];f[s+-8>>2]=f[t+-8>>2];f[s+-4>>2]=f[t+-4>>2]}while((c|0)!=(m|0));c=g+(~((i-l|0)>>>4)<<4)|0}f[p>>2]=c;f[o>>2]=j;f[n>>2]=k;if(m|0)sOb(m)}if(!r){t=d;return t|0}k=a+20|0;l=a+24|0;m=a+28|0;j=a+32|0;i=0;while(1){if((q-d|0)<16){d=0;c=20;break}c=k;e=d;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+16|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];f[c+12>>2]=f[j>>2];f[o>>2]=(f[o>>2]|0)+16}else KJ(p,k);i=i+1|0;if(i>>>0>=r>>>0){c=20;break}}if((c|0)==20)return d|0;return 0}function EJ(a){a=a|0;return a+4|0}function FJ(a){a=a|0;var b=0,c=0;f[a>>2]=20684;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function GJ(a){a=a|0;yf()}function HJ(a){a=a|0;sOb(a);return}function IJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+4|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function JJ(a){a=a|0;return a+4|0}function KJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c>>2]=f[b>>2];f[g+(h<<4)+4>>2]=f[b+4>>2];f[g+(h<<4)+8>>2]=f[b+8>>2];f[g+(h<<4)+12>>2]=f[b+12>>2];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;n=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[n+-12>>2];f[h+-8>>2]=f[n+-8>>2];f[h+-4>>2]=f[n+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function LJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;b=h;c=(f[a+4>>2]|0)-(f[a>>2]|0)>>4;d=nd()|0;e=d;if(!c){g=f[64564]|0;fd(g|0);f[64564]=e;fd(0);u=h;return}g=0;do{j=f[a>>2]|0;i=pOb(16)|0;f[i>>2]=f[j+(g<<4)>>2];f[i+4>>2]=f[j+(g<<4)+4>>2];f[i+8>>2]=f[j+(g<<4)+8>>2];f[i+12>>2]=f[j+(g<<4)+12>>2];f[b>>2]=i;i=td(3256,b|0)|0;f[b>>2]=g;j=td(17744,b|0)|0;sd(d|0,j|0,i|0);fd(j|0);fd(i|0);g=g+1|0}while((g|0)!=(c|0));j=f[64564]|0;fd(j|0);f[64564]=e;fd(0);u=h;return}function MJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262848;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262848)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262848)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function NJ(a){a=a|0;sOb(a);return}function OJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20732;f[b+4>>2]=f[a+4>>2];return b|0}function PJ(a,b){a=a|0;b=b|0;f[b>>2]=20732;f[b+4>>2]=f[a+4>>2];return}function QJ(a){a=a|0;return}function RJ(a){a=a|0;sOb(a);return}function SJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function TJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==81477?a+4|0:0)|0}function UJ(a){a=a|0;return 3288}function VJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function WJ(a){a=a|0;var b=0,c=0;f[a>>2]=20800;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function XJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20800;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function YJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=d;if((l-c|0)<4){m=0;return m|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;k=a+4|0;g=f[k>>2]|0;j=a+8|0;c=f[j>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[j>>2]=c}i=a+12|0;if((f[i>>2]|0)-e>>2>>>0<m>>>0){if(m>>>0>1073741823)vd();c=c-e|0;e=pOb(m<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[k>>2]=e;f[j>>2]=e+(c>>2<<2);f[i>>2]=e+(m<<2);if(g|0)sOb(g)}else if(!m){m=d;return m|0}a=a+20|0;e=0;while(1){if((l-d|0)<4){d=0;c=18;break}g=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;d=d+4|0;c=f[j>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=g;f[j>>2]=c+4}else aK(k,a);e=e+1|0;if(e>>>0>=m>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function ZJ(a){a=a|0;return a+4|0}function _J(a){a=a|0;var b=0,c=0;f[a>>2]=20800;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function $J(a){a=a|0;yf()}function aK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function bK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;cK(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function cK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function dK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262849;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262849)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262849)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function eK(a){a=a|0;sOb(a);return}function fK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20824;f[b+4>>2]=f[a+4>>2];return b|0}function gK(a,b){a=a|0;b=b|0;f[b>>2]=20824;f[b+4>>2]=f[a+4>>2];return}function hK(a){a=a|0;return}function iK(a){a=a|0;sOb(a);return}function jK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function kK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==81862?a+4|0:0)|0}function lK(a){a=a|0;return 3344}function mK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function nK(a){a=a|0;var b=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b)return;a=a+8|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function oK(a){a=a|0;var b=0,c=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function pK(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=d;if((p-c|0)<4){r=0;return r|0}q=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;r=a+4|0;g=f[r>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){f[o>>2]=g;c=e}n=a+12|0;if(((f[n>>2]|0)-e|0)>>>0<q>>>0){c=c-e|0;e=pOb(q)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[r>>2]=e;f[o>>2]=e+c;f[n>>2]=e+q;if(g|0)sOb(g)}else if(!q){r=d;return r|0}m=a+20|0;k=0;while(1){if((p-d|0)<1){d=0;c=23;break}l=b[d>>0]|0;b[m>>0]=l;d=d+1|0;c=f[o>>2]|0;j=f[n>>2]|0;e=j;if(c>>>0<j>>>0){b[c>>0]=l;f[o>>2]=(f[o>>2]|0)+1}else{j=f[r>>2]|0;a=c-j|0;c=a+1|0;i=j;if((c|0)<0){c=15;break}e=e-j|0;g=e<<1;c=e>>>0<1073741823?(g>>>0<c>>>0?c:g):2147483647;if(!c)g=0;else g=pOb(c)|0;e=g+a|0;b[e>>0]=l;if((a|0)>0)bQb(g|0,i|0,a|0)|0;f[r>>2]=g;f[o>>2]=e+1;f[n>>2]=g+c;if(j|0)sOb(i)}k=k+1|0;if(k>>>0>=q>>>0){c=23;break}}if((c|0)==15)AMb(r);else if((c|0)==23)return d|0;return 0}function qK(a){a=a|0;return a+4|0}function rK(a){a=a|0;var b=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b)return;a=a+8|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function sK(a){a=a|0;yf()}function tK(a){a=a|0;sOb(a);return}function uK(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function vK(a){a=a|0;return a+4|0}function wK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;xK(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function xK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)|0;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=h[(f[b>>2]|0)+a>>0];i=td(17704,c|0)|0;f[c>>2]=a;j=td(17744,c|0)|0;sd(e|0,j|0,i|0);fd(j|0);fd(i|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function yK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262850;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262850)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262850)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function zK(a){a=a|0;sOb(a);return}function AK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20940;f[b+4>>2]=f[a+4>>2];return b|0}function BK(a,b){a=a|0;b=b|0;f[b>>2]=20940;f[b+4>>2]=f[a+4>>2];return}function CK(a){a=a|0;return}function DK(a){a=a|0;sOb(a);return}function EK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function FK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==82350?a+4|0:0)|0}function GK(a){a=a|0;return 3448}function HK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function IK(a){a=a|0;sOb(a);return}function JK(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function KK(a){a=a|0;return a+4|0}function LK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function MK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262851;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262851)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262851)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function NK(a){a=a|0;sOb(a);return}function OK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21008;f[b+4>>2]=f[a+4>>2];return b|0}function PK(a,b){a=a|0;b=b|0;f[b>>2]=21008;f[b+4>>2]=f[a+4>>2];return}function QK(a){a=a|0;return}function RK(a){a=a|0;sOb(a);return}function SK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function TK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==82828?a+4|0:0)|0}function UK(a){a=a|0;return 3520}function VK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function WK(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21052;f[a+36>>2]=19340;b=f[a+40>>2]|0;if(b|0){c=a+44|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21076;d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function XK(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21052;f[a+36>>2]=19340;b=f[a+40>>2]|0;if(b|0){c=a+44|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21076;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function YK(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;e=a+36|0;g=d;if((g-c|0)<1){i=0;return i|0}i=b[c>>0]|0;c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c+1|0,d)|0;if(!c){i=0;return i|0}if((g-c|0)<8){i=0;return i|0}d=c+8|0;if((g-d|0)<8){i=0;return i|0}j=c;k=j;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;g=d;e=g;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=g+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[a+4>>0]=i;i=a+8|0;d=a+40|0;l=f[i>>2]|0;f[i>>2]=f[d>>2];f[d>>2]=l;d=a+12|0;l=a+44|0;i=f[d>>2]|0;f[d>>2]=f[l>>2];f[l>>2]=i;l=a+16|0;i=a+48|0;d=f[l>>2]|0;f[l>>2]=f[i>>2];f[i>>2]=d;i=a+20|0;f[i>>2]=k;f[i+4>>2]=j;i=a+28|0;f[i>>2]=e;f[i+4>>2]=g;i=c+16|0;return i|0}function ZK(a){a=a|0;return a+4|0}function _K(a){a=a|0;var b=0,c=0;f[a>>2]=21076;c=f[a+8>>2]|0;if(!c)return;a=a+12|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function $K(a){a=a|0;yf()}function aL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;g=od(83077)|0;f[e>>2]=h[b>>0];a=td(3560,e|0)|0;sd(d|0,g|0,a|0);fd(a|0);fd(g|0);bF(e,b+4|0);g=od(83082)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);a=nd()|0;f[e>>2]=f[b+16>>2];g=td(17744,e|0)|0;f[e>>2]=0;i=td(17736,e|0)|0;sd(a|0,i|0,g|0);fd(i|0);fd(g|0);f[e>>2]=f[b+20>>2];g=td(17744,e|0)|0;f[e>>2]=1;i=td(17736,e|0)|0;sd(a|0,i|0,g|0);fd(i|0);fd(g|0);g=od(83094)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);cL(e,b+24|0);a=od(83105)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function cL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function dL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262852;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262852)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262852)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function eL(a){a=a|0;sOb(a);return}function fL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21100;f[b+4>>2]=f[a+4>>2];return b|0}function gL(a,b){a=a|0;b=b|0;f[b>>2]=21100;f[b+4>>2]=f[a+4>>2];return}function hL(a){a=a|0;return}function iL(a){a=a|0;sOb(a);return}function jL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function kL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==83333?a+4|0:0)|0}function lL(a){a=a|0;return 3584}function mL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function nL(a){a=a|0;sOb(a);return}function oL(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function pL(a){a=a|0;return a+4|0}function qL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function rL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262853;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262853)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262853)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sL(a){a=a|0;sOb(a);return}function tL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21168;f[b+4>>2]=f[a+4>>2];return b|0}function uL(a,b){a=a|0;b=b|0;f[b>>2]=21168;f[b+4>>2]=f[a+4>>2];return}function vL(a){a=a|0;return}function wL(a){a=a|0;sOb(a);return}function xL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==83845?a+4|0:0)|0}function zL(a){a=a|0;return 3656}function AL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21212;f[a+72>>2]=19108;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19108;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19108;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21236;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function CL(a){a=a|0;BL(a);sOb(a);return}function DL(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function EL(a){a=a|0;return a+4|0}function FL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21236;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function GL(a){a=a|0;yf()}function HL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;nE(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);nE(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);nE(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function JL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262854;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262854)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262854)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KL(a){a=a|0;sOb(a);return}function LL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21260;f[b+4>>2]=f[a+4>>2];return b|0}function ML(a,b){a=a|0;b=b|0;f[b>>2]=21260;f[b+4>>2]=f[a+4>>2];return}function NL(a){a=a|0;return}function OL(a){a=a|0;sOb(a);return}function PL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==84411?a+4|0:0)|0}function RL(a){a=a|0;return 3712}function SL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21304;f[a+72>>2]=19340;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19340;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19340;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21328;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function UL(a){a=a|0;TL(a);sOb(a);return}function VL(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function WL(a){a=a|0;return a+4|0}function XL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21328;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function YL(a){a=a|0;yf()}function ZL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;_L(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function _L(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;bF(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);bF(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);bF(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function $L(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262855;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262855)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262855)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function aM(a){a=a|0;sOb(a);return}function bM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21352;f[b+4>>2]=f[a+4>>2];return b|0}function cM(a,b){a=a|0;b=b|0;f[b>>2]=21352;f[b+4>>2]=f[a+4>>2];return}function dM(a){a=a|0;return}function eM(a){a=a|0;sOb(a);return}function fM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function gM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==84922?a+4|0:0)|0}function hM(a){a=a|0;return 3768}function iM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function jM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21396;f[a+72>>2]=21468;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=21468;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=21468;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21420;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function kM(a){a=a|0;jM(a);sOb(a);return}function lM(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function mM(a){a=a|0;return a+4|0}function nM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21420;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function oM(a){a=a|0;yf()}function pM(a){a=a|0;var b=0,c=0;f[a>>2]=21468;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function qM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21468;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function rM(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=21492;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))xM(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))xM(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function sM(a){a=a|0;return a+4|0}function tM(a){a=a|0;yf()}function uM(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function vM(a){a=a|0;sOb(a);return}function wM(a){a=a|0;return a+4|0}function xM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function yM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;e=b;c=pd()|0;zM(e,a);d=od(84160)|0;g=f[e>>2]|0;sd(c|0,d|0,g|0);fd(d|0);fd(g|0);zM(e,a+12|0);g=od(84179)|0;d=f[e>>2]|0;sd(c|0,g|0,d|0);fd(g|0);fd(d|0);zM(e,a+24|0);d=od(84192)|0;a=f[e>>2]|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function zM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function AM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262856;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262856)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262856)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BM(a){a=a|0;sOb(a);return}function CM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21516;f[b+4>>2]=f[a+4>>2];return b|0}function DM(a,b){a=a|0;b=b|0;f[b>>2]=21516;f[b+4>>2]=f[a+4>>2];return}function EM(a){a=a|0;return}function FM(a){a=a|0;sOb(a);return}function GM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==85883?a+4|0:0)|0}function IM(a){a=a|0;return 3920}function JM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21560;f[a+72>>2]=19572;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19572;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19572;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21584;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function LM(a){a=a|0;KM(a);sOb(a);return}function MM(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function NM(a){a=a|0;return a+4|0}function OM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21584;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function PM(a){a=a|0;yf()}function QM(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;RM(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function RM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;TF(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);TF(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);TF(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function SM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262857;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262857)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262857)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TM(a){a=a|0;sOb(a);return}function UM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21608;f[b+4>>2]=f[a+4>>2];return b|0}function VM(a,b){a=a|0;b=b|0;f[b>>2]=21608;f[b+4>>2]=f[a+4>>2];return}function WM(a){a=a|0;return}function XM(a){a=a|0;sOb(a);return}function YM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==86398?a+4|0:0)|0}function _M(a){a=a|0;return 3976}function $M(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21652;f[a+72>>2]=19688;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19688;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19688;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21676;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function bN(a){a=a|0;aN(a);sOb(a);return}function cN(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function dN(a){a=a|0;return a+4|0}function eN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21676;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function fN(a){a=a|0;yf()}function gN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;hN(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function hN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;mG(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);mG(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);mG(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function iN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262858;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262858)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262858)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jN(a){a=a|0;sOb(a);return}function kN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21700;f[b+4>>2]=f[a+4>>2];return b|0}function lN(a,b){a=a|0;b=b|0;f[b>>2]=21700;f[b+4>>2]=f[a+4>>2];return}function mN(a){a=a|0;return}function nN(a){a=a|0;sOb(a);return}function oN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==86913?a+4|0:0)|0}function qN(a){a=a|0;return 4032}function rN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21744;f[a+72>>2]=19804;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19804;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19804;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21768;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function tN(a){a=a|0;sN(a);sOb(a);return}
+function Du(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=125;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Eu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=124;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Fu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=126;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Gu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=127;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Hu(a,c,d){a=+a;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;k=(f[64571]|0)+k|0;b[k>>0]=162;b[k+1>>0]=0;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;n[s>>2]=a;b[g>>0]=b[s>>0];b[g+1>>0]=b[s+1>>0];b[g+2>>0]=b[s+2>>0];b[g+3>>0]=b[s+3>>0];g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;k=(f[64571]|0)+k|0;n[s>>2]=c;b[k>>0]=b[s>>0];b[k+1>>0]=b[s+1>>0];b[k+2>>0]=b[s+2>>0];b[k+3>>0]=b[s+3>>0];k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+g>>0]=d;d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Iu(a,c){a=+a;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=163;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;n[s>>2]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=c;c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ju(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=164;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ku(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=165;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Lu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=166;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Mu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=167;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Nu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=168;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ou(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=169;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Pu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=170;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Qu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=171;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ru(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=172;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Su(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=173;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Tu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=174;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Uu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=175;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Vu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=176;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Wu(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=177;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,55,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Xu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=178;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Yu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=179;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Zu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=180;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function _u(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=181;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function $u(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=182;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=a;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;c=d;l=f[c>>2]|0;c=f[c+4>>2]|0;a=(f[64571]|0)+a|0;d=a;b[d>>0]=l;b[d+1>>0]=l>>8;b[d+2>>0]=l>>16;b[d+3>>0]=l>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,55,e,63,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function av(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=183;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;n[s>>2]=c;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function bv(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=184;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function cv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+64|0;m=k+44|0;n=k+40|0;l=k+48|0;i=k+20|0;g=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;f[g>>2]=d;f[g+4>>2]=e;d=g+8|0;f[d>>2]=0;e=g+12|0;f[e>>2]=0;f[g+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;a=(f[64571]|0)+a|0;b[a>>0]=185;b[a+1>>0]=0;bha(258284,i);bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function dv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=186;b[a+1>>0]=0;bha(258284,h);a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,12,k)|0;e=(f[64571]|0)+e|0;a=d;c=e+12|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ev(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=187;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function fv(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;k=m+8|0;j=m+4|0;h=m;f[k>>2]=a;f[k+4>>2]=c;i=k+8|0;f[i>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=188;b[r>>0]=82;mha(258284,r,q,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,27,j,0,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~(((c+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=m;return}function gv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=192;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function hv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=193;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function iv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=194;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function jv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=195;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function kv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=196;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=197;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function mv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=198;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function nv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;h=k+4|0;i=k;j=k+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[i>>2]=m;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[i>>2]=l;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;m=(f[64571]|0)+m|0;b[m>>0]=199;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[i>>2]=m;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[i>>2]=l;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+a>>0]=c;c=f[64572]|0;a=c-(f[64571]|0)|0;f[i>>2]=c;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;c=a-(f[64571]|0)|0;f[i>>2]=a;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,12,j)|0;c=(f[64571]|0)+c|0;a=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(a|0));e=f[64572]|0;c=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,12,j)|0;c=(f[64571]|0)+c|0;e=g;a=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(a|0));e=f[64571]|0;pc(e|0,e+((f[64572]|0)-e)|0);e=f[64571]|0;if((f[64572]|0)==(e|0)){u=k;return}f[64572]=e;u=k;return}function ov(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=200;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,55,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function pv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;i=n+60|0;j=n+48|0;k=n+64|0;g=n;l=n+56|0;m=n+52|0;E8(g,c);c=f[d>>2]|0;f[l>>2]=c;kd(c|0);c=f[e>>2]|0;f[m>>2]=c;kd(c|0);c=f[64572]|0;e=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;c=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=201;b[c+1>>0]=0;c=f[64572]|0;e=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,48,k)|0;c=f[64571]|0;e=c+e|0;h=e+48|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));e=f[64572]|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,48,k)|0;d=f[64571]|0;e=d+(e-c)|0;g=a;h=e+48|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));c=(f[64570]|0)+1|0;f[64570]=c;a=f[64572]|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(a-d)|0;b[k>>0]=c;b[k+1>>0]=c>>8;b[k+2>>0]=c>>16;b[k+3>>0]=c>>24;Xga(c,90,l,0,m);c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=n;return}f[64572]=c;m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=n;return}function qv(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;l=m+8|0;j=m+4|0;h=m;f[l>>2]=a;f[l+4>>2]=c;i=l+8|0;f[i>>2]=0;k=l+12|0;f[k>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=0;b[r>>0]=82;nha(258284,r,q,l);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,j,0,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}if((f[k>>2]|0)!=(a|0))f[k>>2]=a;sOb(a);u=m;return}function rv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=2;b[g+1>>0]=0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=a;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,c,55,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function sv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=3;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function tv(a,c,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;w=u;u=u+96|0;y=w+76|0;z=w+72|0;x=w+82|0;G=w+80|0;E=w+68|0;D=w+64|0;B=w+60|0;A=w+56|0;F=w+52|0;C=w+44|0;t=w+20|0;r=w;p=w+48|0;q=w+40|0;f[t>>2]=a;f[t+4>>2]=c;s=t+8|0;f[s>>2]=0;v=t+12|0;f[v>>2]=0;f[t+16>>2]=0;f[r>>2]=e;f[r+4>>2]=g;e=r+8|0;f[e>>2]=0;g=r+12|0;f[g>>2]=0;f[r+16>>2]=0;a=f[n>>2]|0;f[p>>2]=a;kd(a|0);a=f[o>>2]|0;f[q>>2]=a;kd(a|0);f[E>>2]=i;f[D>>2]=j;f[B>>2]=l;f[A>>2]=m;f[F>>2]=h;f[C>>2]=k;d[G>>1]=202;l=f[64572]|0;a=l-(f[64571]|0)|0;f[z>>2]=l;b[x>>0]=0;f[y>>2]=f[z>>2];Zga(258284,y,1,x)|0;b[(f[64571]|0)+a>>0]=82;oha(258284,G,t,r,F,E,D,C,B,A);a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;m=l-(f[64571]|0)|0;f[z>>2]=l;b[x>>0]=0;f[y>>2]=f[z>>2];Zga(258284,y,4,x)|0;m=(f[64571]|0)+m|0;b[m>>0]=a;b[m+1>>0]=a>>8;b[m+2>>0]=a>>16;b[m+3>>0]=a>>24;Xga(a,59,p,29,q);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[q>>2]|0);fd(f[p>>2]|0);a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){c=f[r>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(a|0){if((f[g>>2]|0)!=(a|0))f[g>>2]=a;sOb(a)}a=f[s>>2]|0;if((a|0)==(f[v>>2]|0)){c=f[t>>2]|0;if(c){tOb(c);a=f[s>>2]|0}}if(!a){u=w;return}if((f[v>>2]|0)!=(a|0))f[v>>2]=a;sOb(a);u=w;return}function uv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=203;b[a+1>>0]=0;hha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,32,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function vv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=204;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,63,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function wv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=205;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,33,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function xv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=206;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,8,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function yv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=207;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,23,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function zv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=208;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,23,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Av(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=209;b[e+1>>0]=0;iha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,16,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+16|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,14,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Bv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=210;b[e+1>>0]=0;iha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,16,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+16|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,14,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Cv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;h=f[64572]|0;k=h-(f[64571]|0)|0;f[i>>2]=h;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,1,j)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;h=k-(f[64571]|0)|0;f[i>>2]=k;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,2,j)|0;h=(f[64571]|0)+h|0;b[h>>0]=211;b[h+1>>0]=0;h=f[64572]|0;k=h-(f[64571]|0)|0;f[i>>2]=h;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,64,j)|0;h=f[64571]|0;k=h+k|0;e=k+64|0;do{b[k>>0]=b[a>>0]|0;k=k+1|0;a=a+1|0}while((k|0)<(e|0));a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;f[i>>2]=k;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,4,j)|0;k=(f[64571]|0)+(k-h)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,68,c,0,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Dv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=212;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,68,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ev(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=213;b[a+1>>0]=0;pha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,35,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Fv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=214;b[a+1>>0]=0;pha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,15,h,16,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Gv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=215;b[e+1>>0]=0;pha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,64,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,16,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Hv(a,c,d,e,g,h,i,j,k,l,m,n,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;var q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;B=u;u=u+112|0;D=B+92|0;E=B+84|0;C=B+96|0;z=B+60|0;x=B+40|0;t=B+20|0;s=B;q=B+88|0;r=B+80|0;f[z>>2]=g;f[z+4>>2]=h;y=z+8|0;f[y>>2]=0;A=z+12|0;f[A>>2]=0;f[z+16>>2]=0;f[x>>2]=i;f[x+4>>2]=j;v=x+8|0;f[v>>2]=0;w=x+12|0;f[w>>2]=0;f[x+16>>2]=0;f[t>>2]=k;f[t+4>>2]=l;k=t+8|0;f[k>>2]=0;l=t+12|0;f[l>>2]=0;f[t+16>>2]=0;f[s>>2]=m;f[s+4>>2]=n;i=s+8|0;f[i>>2]=0;j=s+12|0;f[j>>2]=0;f[s+16>>2]=0;g=f[o>>2]|0;f[q>>2]=g;kd(g|0);p=f[p>>2]|0;f[r>>2]=p;kd(p|0);p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,1,C)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;p=g-(f[64571]|0)|0;f[E>>2]=g;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,2,C)|0;p=(f[64571]|0)+p|0;b[p>>0]=216;b[p+1>>0]=0;p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;p=g-(f[64571]|0)|0;f[E>>2]=g;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;p=(f[64571]|0)+p|0;b[p>>0]=c;b[p+1>>0]=c>>8;b[p+2>>0]=c>>16;b[p+3>>0]=c>>24;p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[E>>2]=d;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;qha(258284,z,x,t,s);g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[E>>2]=d;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;e=(f[64571]|0)+e|0;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;Xga(g,70,q,0,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)!=(g|0))f[64572]=g;fd(f[r>>2]|0);fd(f[q>>2]|0);g=f[i>>2]|0;if((g|0)==(f[j>>2]|0)){h=f[s>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(g|0){h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[k>>2]|0;if((g|0)==(f[l>>2]|0)){h=f[t>>2]|0;if(h){tOb(h);g=f[k>>2]|0}}if(g|0){h=f[l>>2]|0;if((h|0)!=(g|0))f[l>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[v>>2]|0;if((g|0)==(f[w>>2]|0)){h=f[x>>2]|0;if(h){tOb(h);g=f[v>>2]|0}}if(g|0){h=f[w>>2]|0;if((h|0)!=(g|0))f[w>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[y>>2]|0;if((g|0)==(f[A>>2]|0)){h=f[z>>2]|0;if(h){tOb(h);g=f[y>>2]|0}}if(!g){u=B;return}h=f[A>>2]|0;if((h|0)!=(g|0))f[A>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g);u=B;return}function Iv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=217;b[a+1>>0]=0;sha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,36,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Jv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;e=u;u=u+16|0;j=e+4|0;k=e;i=e+8|0;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;l=g-(f[64571]|0)|0;f[k>>2]=g;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=218;b[l+1>>0]=0;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;l=a;m=l;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;a=(f[64571]|0)+g|0;g=a;b[g>>0]=m;b[g+1>>0]=m>>8;b[g+2>>0]=m>>16;b[g+3>>0]=m>>24;a=a+4|0;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,39,c,40,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Kv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;g=u;u=u+16|0;j=g+4|0;k=g;i=g+8|0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;n=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;n=(f[64571]|0)+n|0;b[n>>0]=219;b[n+1>>0]=0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;l=(f[64571]|0)+l|0;m=l;b[m>>0]=n;b[m+1>>0]=n>>8;b[m+2>>0]=n>>16;b[m+3>>0]=n>>24;l=l+4|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;c=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,25,d,70,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Lv(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=220;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;tha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,27,k,70,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Mv(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;D=u;u=u+112|0;F=D+92|0;G=D+80|0;E=D+96|0;B=D+60|0;z=D+40|0;w=D+20|0;v=D;s=D+88|0;t=D+84|0;f[B>>2]=i;f[B+4>>2]=j;A=B+8|0;f[A>>2]=0;C=B+12|0;f[C>>2]=0;f[B+16>>2]=0;f[z>>2]=k;f[z+4>>2]=l;x=z+8|0;f[x>>2]=0;y=z+12|0;f[y>>2]=0;f[z+16>>2]=0;f[w>>2]=m;f[w+4>>2]=n;m=w+8|0;f[m>>2]=0;n=w+12|0;f[n>>2]=0;f[w+16>>2]=0;f[v>>2]=o;f[v+4>>2]=p;k=v+8|0;f[k>>2]=0;l=v+12|0;f[l>>2]=0;f[v+16>>2]=0;i=f[q>>2]|0;f[s>>2]=i;kd(i|0);i=f[r>>2]|0;f[t>>2]=i;kd(i|0);i=f[64572]|0;r=i-(f[64571]|0)|0;f[G>>2]=i;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,1,E)|0;b[(f[64571]|0)+r>>0]=82;r=f[64572]|0;i=r-(f[64571]|0)|0;f[G>>2]=r;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,2,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=221;b[i+1>>0]=0;i=f[64572]|0;r=i-(f[64571]|0)|0;f[G>>2]=i;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,8,E)|0;r=(f[64571]|0)+r|0;i=r;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;r=r+4|0;b[r>>0]=c;b[r+1>>0]=c>>8;b[r+2>>0]=c>>16;b[r+3>>0]=c>>24;r=f[64572]|0;i=r-(f[64571]|0)|0;f[G>>2]=r;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=d;b[i+1>>0]=d>>8;b[i+2>>0]=d>>16;b[i+3>>0]=d>>24;d=f[64572]|0;i=d-(f[64571]|0)|0;f[G>>2]=d;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=e;b[i+1>>0]=e>>8;b[i+2>>0]=e>>16;b[i+3>>0]=e>>24;e=f[64572]|0;i=e-(f[64571]|0)|0;f[G>>2]=e;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;g=f[64572]|0;i=g-(f[64571]|0)|0;f[G>>2]=g;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=h;b[i+1>>0]=h>>8;b[i+2>>0]=h>>16;b[i+3>>0]=h>>24;qha(258284,B,z,w,v);i=(f[64570]|0)+1|0;f[64570]=i;g=f[64572]|0;h=g-(f[64571]|0)|0;f[G>>2]=g;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;h=(f[64571]|0)+h|0;b[h>>0]=i;b[h+1>>0]=i>>8;b[h+2>>0]=i>>16;b[h+3>>0]=i>>24;Xga(i,55,s,41,t);i=f[64571]|0;pc(i|0,i+((f[64572]|0)-i)|0);i=f[64571]|0;if((f[64572]|0)!=(i|0))f[64572]=i;fd(f[t>>2]|0);fd(f[s>>2]|0);i=f[k>>2]|0;if((i|0)==(f[l>>2]|0)){j=f[v>>2]|0;if(j){tOb(j);i=f[k>>2]|0}}if(i|0){j=f[l>>2]|0;if((j|0)!=(i|0))f[l>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[m>>2]|0;if((i|0)==(f[n>>2]|0)){j=f[w>>2]|0;if(j){tOb(j);i=f[m>>2]|0}}if(i|0){j=f[n>>2]|0;if((j|0)!=(i|0))f[n>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[x>>2]|0;if((i|0)==(f[y>>2]|0)){j=f[z>>2]|0;if(j){tOb(j);i=f[x>>2]|0}}if(i|0){j=f[y>>2]|0;if((j|0)!=(i|0))f[y>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[A>>2]|0;if((i|0)==(f[C>>2]|0)){j=f[B>>2]|0;if(j){tOb(j);i=f[A>>2]|0}}if(!i){u=D;return}j=f[C>>2]|0;if((j|0)!=(i|0))f[C>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i);u=D;return}function Nv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=222;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ov(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=223;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Pv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=224;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Qv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=225;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Rv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=226;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;g=u;u=u+16|0;j=g+4|0;k=g;i=g+8|0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;n=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;n=(f[64571]|0)+n|0;b[n>>0]=227;b[n+1>>0]=0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;l=(f[64571]|0)+l|0;m=l;b[m>>0]=n;b[m+1>>0]=n>>8;b[m+2>>0]=n>>16;b[m+3>>0]=n>>24;l=l+4|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;l=c;m=l;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;a=(f[64571]|0)+a|0;c=a;b[c>>0]=m;b[c+1>>0]=m>>8;b[c+2>>0]=m>>16;b[c+3>>0]=m>>24;a=a+4|0;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;c=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,54,d,18,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Tv(a,c,d,e,g,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;j=u;u=u+16|0;l=j+4|0;m=j;k=j+8|0;p=f[64572]|0;n=p-(f[64571]|0)|0;f[m>>2]=p;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+n>>0]=82;n=f[64572]|0;p=n-(f[64571]|0)|0;f[m>>2]=n;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;p=(f[64571]|0)+p|0;b[p>>0]=228;b[p+1>>0]=0;p=f[64572]|0;n=p-(f[64571]|0)|0;f[m>>2]=p;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,8,k)|0;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;n=(f[64571]|0)+n|0;o=n;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;n=n+4|0;b[n>>0]=a;b[n+1>>0]=a>>8;b[n+2>>0]=a>>16;b[n+3>>0]=a>>24;n=f[64572]|0;a=n-(f[64571]|0)|0;f[m>>2]=n;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,8,k)|0;a=d;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;d=(f[64571]|0)+c|0;c=d;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;d=d+4|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=f[64572]|0;a=d-(f[64571]|0)|0;f[m>>2]=d;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[m>>2]=d;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,54,g,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=j;return}f[64572]=a;u=j;return}function Uv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;m=n+8|0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,m)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=229;b[i+1>>0]=0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,m)|0;i=a;o=i;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=(f[64571]|0)+j|0;a=j;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;j=j+4|0;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=c;b[i+1>>0]=c>>8;b[i+2>>0]=c>>16;b[i+3>>0]=c>>24;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,48,m)|0;i=f[64571]|0;j=i+j|0;a=d;c=j+48|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;o=f[64572]|0;f[l>>2]=o;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;o=(f[64571]|0)+(o-i)|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;Xga(a,54,e,73,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=n;return}f[64572]=a;u=n;return}function Vv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;m=n+8|0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,m)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=230;b[i+1>>0]=0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,m)|0;i=a;o=i;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=(f[64571]|0)+j|0;a=j;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;j=j+4|0;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=c;b[i+1>>0]=c>>8;b[i+2>>0]=c>>16;b[i+3>>0]=c>>24;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,48,m)|0;i=f[64571]|0;j=i+j|0;a=d;c=j+48|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;o=f[64572]|0;f[l>>2]=o;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;o=(f[64571]|0)+(o-i)|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;Xga(a,54,e,73,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=n;return}f[64572]=a;u=n;return}function Wv(a,c,d,e,g,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0,q=0,r=0,s=0;m=u;u=u+16|0;o=m+4|0;p=m;n=m+8|0;s=f[64572]|0;r=s-(f[64571]|0)|0;f[p>>2]=s;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+r>>0]=82;r=f[64572]|0;s=r-(f[64571]|0)|0;f[p>>2]=r;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;s=(f[64571]|0)+s|0;b[s>>0]=231;b[s+1>>0]=0;s=f[64572]|0;r=s-(f[64571]|0)|0;f[p>>2]=s;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;s=a;s=h[s>>0]|h[s+1>>0]<<8|h[s+2>>0]<<16|h[s+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;r=(f[64571]|0)+r|0;q=r;b[q>>0]=s;b[q+1>>0]=s>>8;b[q+2>>0]=s>>16;b[q+3>>0]=s>>24;r=r+4|0;b[r>>0]=a;b[r+1>>0]=a>>8;b[r+2>>0]=a>>16;b[r+3>>0]=a>>24;r=f[64572]|0;a=r-(f[64571]|0)|0;f[p>>2]=r;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;r=c;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;c=c+4|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=(f[64571]|0)+a|0;q=a;b[q>>0]=r;b[q+1>>0]=r>>8;b[q+2>>0]=r>>16;b[q+3>>0]=r>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;a=d;q=a;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;c=(f[64571]|0)+c|0;d=c;b[d>>0]=q;b[d+1>>0]=q>>8;b[d+2>>0]=q>>16;b[d+3>>0]=q>>24;c=c+4|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;c=e;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;d=a;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;a=g;d=a;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;g=(f[64571]|0)+e|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;a=g-(f[64571]|0)|0;f[p>>2]=g;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=i;b[a+1>>0]=i>>8;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=j;b[a+1>>0]=j>>8;b[a+2>>0]=j>>16;b[a+3>>0]=j>>24;a=(f[64570]|0)+1|0;f[64570]=a;i=f[64572]|0;j=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,73,k,30,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Xv(a,c,d,e,g,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0;l=u;u=u+16|0;n=l+4|0;o=l;m=l+8|0;r=f[64572]|0;q=r-(f[64571]|0)|0;f[o>>2]=r;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+q>>0]=82;q=f[64572]|0;r=q-(f[64571]|0)|0;f[o>>2]=q;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;r=(f[64571]|0)+r|0;b[r>>0]=232;b[r+1>>0]=0;r=f[64572]|0;q=r-(f[64571]|0)|0;f[o>>2]=r;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;r=a;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;q=(f[64571]|0)+q|0;p=q;b[p>>0]=r;b[p+1>>0]=r>>8;b[p+2>>0]=r>>16;b[p+3>>0]=r>>24;q=q+4|0;b[q>>0]=a;b[q+1>>0]=a>>8;b[q+2>>0]=a>>16;b[q+3>>0]=a>>24;q=f[64572]|0;a=q-(f[64571]|0)|0;f[o>>2]=q;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;q=c;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;c=c+4|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=(f[64571]|0)+a|0;p=a;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;a=d;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;c=(f[64571]|0)+c|0;d=c;b[d>>0]=p;b[d+1>>0]=p>>8;b[d+2>>0]=p>>16;b[d+3>>0]=p>>24;c=c+4|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;c=e;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;d=a;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;a=g;d=a;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;g=(f[64571]|0)+e|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=i;b[a+1>>0]=i>>8;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;i=g-(f[64571]|0)|0;f[o>>2]=g;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,73,j,30,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Yv(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0;k=u;u=u+16|0;m=k+4|0;n=k;l=k+8|0;o=f[64572]|0;p=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+p>>0]=82;p=f[64572]|0;o=p-(f[64571]|0)|0;f[n>>2]=p;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;o=(f[64571]|0)+o|0;b[o>>0]=233;b[o+1>>0]=0;o=f[64572]|0;p=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;o=a;q=o;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;a=(f[64571]|0)+p|0;p=a;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;a=a+4|0;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;a=f[64572]|0;o=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;a=c;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;o=(f[64571]|0)+o|0;c=o;b[c>>0]=p;b[c+1>>0]=p>>8;b[c+2>>0]=p>>16;b[c+3>>0]=p>>24;o=o+4|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;o=f[64572]|0;a=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;o=d;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=(f[64571]|0)+a|0;c=a;b[c>>0]=o;b[c+1>>0]=o>>8;b[c+2>>0]=o>>16;b[c+3>>0]=o>>24;a=a+4|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64572]|0;d=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;a=e;c=a;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;e=(f[64571]|0)+d|0;d=e;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;e=e+4|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;e=f[64572]|0;a=e-(f[64571]|0)|0;f[n>>2]=e;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;e=g;d=e;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;g=a;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[n>>2]=e;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,l)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,73,i,30,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=k;return}f[64572]=a;u=k;return}function Zv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=234;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,37,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function _v(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=235;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function $v(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=236;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function aw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=237;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,24,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function bw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=238;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,7,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function cw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=239;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function dw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=240;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function ew(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=241;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function fw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=242;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function gw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=243;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function hw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=244;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function iw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=245;b[a+1>>0]=0;bha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,47,h,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function jw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=246;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,24,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function kw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=247;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,24,j,18,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function lw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=248;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,6,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function mw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=249;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,24,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function nw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=250;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,5,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function ow(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=251;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,5,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function pw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=252;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function qw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=253;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function rw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=254;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function sw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=255;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function tw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=256;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function uw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=1;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function vw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=2;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,16,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function ww(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=3;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,17,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function xw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=4;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,9,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function yw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=5;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,6,k,0,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function zw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=6;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Aw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=263;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Bw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=8;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Cw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=9;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Dw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=10;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Ew(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=11;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Fw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=12;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Gw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;h=f[h>>2]|0;f[j>>2]=h;kd(h|0);h=f[i>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=13;b[h+1>>0]=1;bha(258284,m);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=e&1;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=g&1;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,47,j,18,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function Hw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=14;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Iw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=15;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,5,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Jw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=272;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,27,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Kw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;i=q+32|0;j=q+20|0;k=q+36|0;o=q;n=q+28|0;l=q+24|0;f[o>>2]=a;f[o+4>>2]=c;m=o+8|0;f[m>>2]=0;p=o+12|0;f[p>>2]=0;f[o+16>>2]=0;e=f[e>>2]|0;f[n>>2]=e;kd(e|0);g=f[g>>2]|0;f[l>>2]=g;kd(g|0);g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;g=(f[64571]|0)+g|0;b[g>>0]=17;b[g+1>>0]=1;g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=h;bha(258284,o);e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,64,k)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(d-e)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,55,n,18,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[n>>2]|0);a=f[m>>2]|0;if((a|0)==(f[p>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=q;return}c=f[p>>2]|0;if((c|0)!=(a|0))f[p>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=q;return}function Lw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=18;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,16,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Mw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=19;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Nw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;i=q+32|0;j=q+20|0;k=q+36|0;o=q;n=q+28|0;l=q+24|0;f[o>>2]=a;f[o+4>>2]=c;m=o+8|0;f[m>>2]=0;p=o+12|0;f[p>>2]=0;f[o+16>>2]=0;e=f[e>>2]|0;f[n>>2]=e;kd(e|0);g=f[g>>2]|0;f[l>>2]=g;kd(g|0);g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;g=(f[64571]|0)+g|0;b[g>>0]=20;b[g+1>>0]=1;g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=h;bha(258284,o);e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,64,k)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(d-e)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,55,n,18,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[n>>2]|0);a=f[m>>2]|0;if((a|0)==(f[p>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=q;return}c=f[p>>2]|0;if((c|0)!=(a|0))f[p>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=q;return}function Ow(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+32|0;m=k+24|0;n=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;a=(f[64571]|0)+a|0;b[a>>0]=21;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=g;bha(258284,i);c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;d=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,12,l)|0;d=(f[64571]|0)+d|0;a=e;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Pw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0;p=u;u=u+32|0;i=p+24|0;j=p+20|0;k=p+28|0;m=p;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;o=m+12|0;f[o>>2]=0;f[m+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=22;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+c>>0]=h;bha(258284,m);c=f[64572]|0;a=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;d=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,12,k)|0;d=(f[64571]|0)+d|0;a=e;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));e=f[64572]|0;a=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;a=(f[64571]|0)+a|0;n[s>>2]=g;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[l>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Qw(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;k=u;u=u+32|0;m=k+24|0;o=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=23;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;g=(f[64571]|0)+g|0;n[s>>2]=d;b[g>>0]=b[s>>0];b[g+1>>0]=b[s+1>>0];b[g+2>>0]=b[s+2>>0];b[g+3>>0]=b[s+3>>0];g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;a=(f[64571]|0)+a|0;n[s>>2]=e;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Rw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=24;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=25;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Tw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=26;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Uw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=27;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Vw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=28;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ww(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=29;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Xw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=30;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Yw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=31;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+c>>0]=i;bha(258284,k);c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=e;b[c+1>>0]=e>>8;b[c+2>>0]=e>>16;b[c+3>>0]=e>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,12,n)|0;c=(f[64571]|0)+c|0;a=c+12|0;do{b[c>>0]=b[h>>0]|0;c=c+1|0;h=h+1|0}while((c|0)<(a|0));h=f[64571]|0;pc(h|0,h+((f[64572]|0)-h)|0);h=f[64571]|0;if((f[64572]|0)!=(h|0))f[64572]=h;h=f[j>>2]|0;if((h|0)==(f[l>>2]|0)){a=f[k>>2]|0;if(a){tOb(a);h=f[j>>2]|0}}if(!h){u=m;return}a=f[l>>2]|0;if((a|0)!=(h|0))f[l>>2]=a+(~((a+-8-h|0)>>>3)<<3);sOb(h);u=m;return}function Zw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=32;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,k);a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+i>>0]=d;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=h&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function _w(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=33;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,k);a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+i>>0]=d;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=h&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function $w(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=34;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ax(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=35;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function bx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=36;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function cx(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;o=u;u=u+64|0;s=o+48|0;t=o+44|0;r=o+53|0;q=o+40|0;p=o+52|0;l=o+20|0;j=o;f[l>>2]=a;f[l+4>>2]=c;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;f[j>>2]=d;f[j+4>>2]=e;d=j+8|0;f[d>>2]=0;e=j+12|0;f[e>>2]=0;f[j+16>>2]=0;n[q>>2]=g;b[p>>0]=h;h=f[64572]|0;a=h-(f[64571]|0)|0;f[t>>2]=h;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,1,r)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[t>>2]=a;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,2,r)|0;h=(f[64571]|0)+h|0;b[h>>0]=37;b[h+1>>0]=1;h=f[64572]|0;a=h-(f[64571]|0)|0;f[t>>2]=h;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,1,r)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,l);vha(258284,j,q,p);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){if((f[e>>2]|0)!=(a|0))f[e>>2]=a;sOb(a)}a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=o;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function dx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=38;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ex(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;p=u;u=u+48|0;r=p+32|0;s=p+20|0;q=p+36|0;n=p;k=p+28|0;l=p+24|0;f[n>>2]=a;f[n+4>>2]=c;m=n+8|0;f[m>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);i=f[i>>2]|0;f[l>>2]=i;kd(i|0);i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,1,q)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;i=a-(f[64571]|0)|0;f[s>>2]=a;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,2,q)|0;i=(f[64571]|0)+i|0;b[i>>0]=39;b[i+1>>0]=1;i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,1,q)|0;b[(f[64571]|0)+a>>0]=j;bha(258284,n);a=f[64572]|0;i=a-(f[64571]|0)|0;f[s>>2]=a;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,4,q)|0;i=(f[64571]|0)+i|0;b[i>>0]=d;b[i+1>>0]=d>>8;b[i+2>>0]=d>>16;b[i+3>>0]=d>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,8,q)|0;i=e;g=i;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;a=(f[64571]|0)+a|0;j=a;b[j>>0]=g;b[j+1>>0]=g>>8;b[j+2>>0]=g>>16;b[j+3>>0]=g>>24;a=a+4|0;b[a>>0]=i;b[a+1>>0]=i>>8;b[a+2>>0]=i>>16;b[a+3>>0]=i>>24;a=(f[64570]|0)+1|0;f[64570]=a;i=f[64572]|0;j=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,4,q)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,k,44,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[k>>2]|0);a=f[m>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function fx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=40;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function gx(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;k=u;u=u+32|0;m=k+24|0;o=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=41;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+g>>0]=d;g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;a=(f[64571]|0)+a|0;n[s>>2]=e;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function hx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=42;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ix(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=43;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function jx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=44;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=45;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function lx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=46;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function mx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=47;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function nx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=48;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ox(a,c,d,e,g,i,j,k,l,m,n,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;var q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;q=z+32|0;r=z+20|0;s=z+36|0;x=z;t=z+28|0;v=z+24|0;f[x>>2]=a;f[x+4>>2]=c;w=x+8|0;f[w>>2]=0;y=x+12|0;f[y>>2]=0;f[x+16>>2]=0;n=f[n>>2]|0;f[t>>2]=n;kd(n|0);n=f[o>>2]|0;f[v>>2]=n;kd(n|0);n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,s)|0;n=(f[64571]|0)+n|0;b[n>>0]=49;b[n+1>>0]=1;n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+c>>0]=p;bha(258284,x);c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+n>>0]=d;n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,8,s)|0;n=e;e=n;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;c=(f[64571]|0)+c|0;a=c;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;c=c+4|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,64,s)|0;c=f[64571]|0;n=c+n|0;a=n+64|0;do{b[n>>0]=b[g>>0]|0;n=n+1|0;g=g+1|0}while((n|0)<(a|0));g=f[64572]|0;f[r>>2]=g;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+(g-c)|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;i=f[64572]|0;g=i-(f[64571]|0)|0;f[r>>2]=i;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=j;b[g+1>>0]=j>>8;b[g+2>>0]=j>>16;b[g+3>>0]=j>>24;j=f[64572]|0;g=j-(f[64571]|0)|0;f[r>>2]=j;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=k;b[g+1>>0]=k>>8;b[g+2>>0]=k>>16;b[g+3>>0]=k>>24;k=f[64572]|0;g=k-(f[64571]|0)|0;f[r>>2]=k;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=l;b[g+1>>0]=l>>8;b[g+2>>0]=l>>16;b[g+3>>0]=l>>24;l=f[64572]|0;g=l-(f[64571]|0)|0;f[r>>2]=l;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=m;b[g+1>>0]=m>>8;b[g+2>>0]=m>>16;b[g+3>>0]=m>>24;g=(f[64570]|0)+1|0;f[64570]=g;l=f[64572]|0;m=l-(f[64571]|0)|0;f[r>>2]=l;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;m=(f[64571]|0)+m|0;b[m>>0]=g;b[m+1>>0]=g>>8;b[m+2>>0]=g>>16;b[m+3>>0]=g>>24;Xga(g,55,t,45,v);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)!=(g|0))f[64572]=g;fd(f[v>>2]|0);fd(f[t>>2]|0);g=f[w>>2]|0;if((g|0)==(f[y>>2]|0)){a=f[x>>2]|0;if(a){tOb(a);g=f[w>>2]|0}}if(!g){u=z;return}a=f[y>>2]|0;if((a|0)!=(g|0))f[y>>2]=a+(~((a+-8-g|0)>>>3)<<3);sOb(g);u=z;return}function px(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+32|0;m=k+24|0;n=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=50;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[n>>2]=g;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=e&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function qx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=51;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function rx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=52;b[c+1>>0]=1;bha(258284,g);c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function sx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=53;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=54;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function ux(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=55;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function vx(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+32|0;n=l+24|0;o=l+20|0;m=l+28|0;j=l;f[j>>2]=a;f[j+4>>2]=c;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;c=(f[64571]|0)+c|0;b[c>>0]=56;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=h;bha(258284,j);h=f[64572]|0;a=h-(f[64571]|0)|0;f[o>>2]=h;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;h=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;h=(f[64571]|0)+h|0;b[h>>0]=e;b[h+1>>0]=e>>8;b[h+2>>0]=e>>16;b[h+3>>0]=e>>24;h=f[64572]|0;a=h-(f[64571]|0)|0;f[o>>2]=h;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function wx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=57;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function xx(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=58;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function yx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=59;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function zx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=60;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ax(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=61;b[i+1>>0]=1;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Bx(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=62;b[j+1>>0]=1;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;yha(258284,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Cx(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=+d;e=e|0;g=+g;h=h|0;i=+i;j=j|0;k=+k;l=l|0;var m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;m=u;u=u+64|0;A=m+40|0;B=m+36|0;z=m+49|0;y=m+32|0;w=m+24|0;t=m+16|0;r=m+8|0;o=m;x=m+48|0;v=m+47|0;s=m+46|0;q=m+45|0;n=m+44|0;f[y>>2]=a;p[w>>3]=d;p[t>>3]=g;p[r>>3]=i;p[o>>3]=k;b[x>>0]=c;b[v>>0]=e;b[s>>0]=h;b[q>>0]=j;b[n>>0]=l;a=f[64572]|0;l=a-(f[64571]|0)|0;f[B>>2]=a;b[z>>0]=0;f[A>>2]=f[B>>2];Zga(258284,A,1,z)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;a=l-(f[64571]|0)|0;f[B>>2]=l;b[z>>0]=0;f[A>>2]=f[B>>2];Zga(258284,A,2,z)|0;a=(f[64571]|0)+a|0;b[a>>0]=63;b[a+1>>0]=1;zha(258284,y,x,w,v,t,s,r,q,o,n);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Dx(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=64;b[j+1>>0]=1;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ex(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=98;b[d+1>>0]=0;yha(258284,a);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Fx(a,c){a=+a;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;d=(f[64571]|0)+d|0;b[d>>0]=189;b[d+1>>0]=0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;d=(f[64571]|0)+d|0;p[s>>3]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];b[d+4>>0]=b[s+4>>0];b[d+5>>0]=b[s+5>>0];b[d+6>>0]=b[s+6>>0];b[d+7>>0]=b[s+7>>0];d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Gx(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;return}function Hx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=67;b[a+1>>0]=0;Aha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,43,h,20,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Ix(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=1;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Jx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zz(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=17884;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Nz(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17840;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Kx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=Sz(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=17952;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else $z(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17908;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Lx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=eA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18020;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else nA(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17976;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Mx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=sA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18088;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else BA(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18044;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Nx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=GA(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(76)|0;b=e;d=b+76|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18156;f[e+36>>2]=18180;f[e+56>>2]=18180;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else PA(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18112;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ox(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ZA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=18248;f[b+16>>2]=17884;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else gB(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18204;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Px(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=vB(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=18364;f[b+16>>2]=18020;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else EB(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18320;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Qx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=OB(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(72)|0;b=e;d=b+72|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18456;f[e+16>>2]=18504;f[e+40>>2]=18528;f[e+56>>2]=18020;f[e+64>>2]=18552;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else XB(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18412;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Rx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=pC(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(52)|0;b=e;d=b+52|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18620;f[e+16>>2]=18668;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else yC(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18576;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Sx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=LC(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(44)|0;b=e;d=b+44|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18736;f[e+16>>2]=18784;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else UC(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18692;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Tx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=fD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18852;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else oD(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18808;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ux(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18968;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JD(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18924;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Vx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=VD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19084;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else cE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19040;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Wx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=oE(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19200;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19156;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Xx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=JE(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19316;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else SE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19272;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Yx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=cF(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(84)|0;b=e;d=b+84|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=19432;f[e+16>>2]=19480;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else lF(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=19388;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Zx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zF(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19548;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else IF(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19504;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function _x(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=UF(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19664;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19620;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function $x(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=nG(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19780;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19736;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ay(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=JG(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19896;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else SG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19852;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function by(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20012;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lH(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19968;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function cy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20128;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GH(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20084;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function dy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=SH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20244;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else $H(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20200;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ey(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=lI(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(36)|0;b=e;d=b+36|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=20360;f[e+16>>2]=18180;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else uI(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=20316;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function fy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=EI(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(32)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;f[b>>2]=20452;f[b+16>>2]=20500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NI(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20408;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function gy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_I(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(32)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;f[b>>2]=20568;f[b+16>>2]=18528;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hJ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20524;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function hy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=rJ(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(36)|0;b=e;d=b+36|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=20660;f[e+16>>2]=20708;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else AJ(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=20616;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function iy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=MJ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=20776;f[b+16>>2]=18296;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else VJ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20732;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function jy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=dK(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=20868;f[b+16>>2]=20916;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else mK(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20824;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ky(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=yK(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20984;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else HK(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20940;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ly(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=MK(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(52)|0;b=e;d=b+52|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21052;f[e+40>>2]=0;f[e+44>>2]=0;f[e+48>>2]=0;f[e+36>>2]=19316;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else VK(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21008;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function my(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=dL(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=21144;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else mL(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=21100;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ny(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=rL(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21212;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19084;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19084;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19084;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else AL(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21168;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function oy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=JL(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21304;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19316;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19316;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19316;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else SL(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21260;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function py(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=$L(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21396;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=21444;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=21444;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=21444;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else iM(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21352;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function qy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=AM(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21560;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19548;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19548;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19548;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else JM(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21516;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function ry(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=SM(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21652;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19664;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19664;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19664;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else $M(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21608;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function sy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=iN(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21744;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19780;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19780;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19780;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else rN(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21700;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function ty(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AN(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=21836;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JN(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=21792;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function uy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;g=i+32|0;h=i;d=ON(a)|0;f[g>>2]=d;d=d+12|0;b=f[d>>2]|0;f[g+4>>2]=b;f[d>>2]=b+1;d=PN(g)|0;f[h>>2]=d;b=h+8|0;e=h+24|0;f[e>>2]=b;f[b>>2]=21860;f[h+12>>2]=c;b=a+16|0;c=f[b>>2]|0;if(c>>>0<(f[a+20>>2]|0)>>>0){f[c>>2]=d;a=c+8|0;f[c+24>>2]=a;d=f[e>>2]|0;oh[f[(f[d>>2]|0)+12>>2]&1023](d,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(a+12|0,h);b=f[e>>2]|0;if((h+8|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[g>>2]|0;if(!b){u=i;return}h=b+12|0;f[h>>2]=(f[h>>2]|0)+-1;u=i;return}function vy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AO(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22156;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JO(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22112;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function wy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=OO(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22224;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else XO(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22180;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function xy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=aP(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(56)|0;b=e;d=b+56|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=22292;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else jP(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=22248;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function yy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=oP(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22360;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xP(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22316;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function zy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=CP(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(44)|0;b=e;d=b+44|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=22428;f[e+32>>2]=0;f[e+36>>2]=0;f[e+40>>2]=0;f[e+28>>2]=19780;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else LP(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=22384;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ay(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=UP(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=22520;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22476;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function By(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=iQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=22588;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else rQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22544;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Cy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=wQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(28)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b>>2]=18784;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else FQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22612;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Dy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=HQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(760)|0;dQb(b|0,0,760)|0;f[b>>2]=22724;eAa(b+8|0);f[b>>2]=22700;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else QQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22656;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ey(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cR(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=22840;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22796;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Fy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=qR(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=22908;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else zR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22864;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Gy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ER(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22976;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22932;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Hy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=SR(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(72)|0;b=e;d=b+72|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=23044;f[e+20>>2]=0;f[e+24>>2]=0;f[e+28>>2]=0;f[e+16>>2]=23092;f[e+32>>2]=23140;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else $R(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=23e3;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Iy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=vS(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18900;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else ES(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23164;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Jy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=GS(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(64)|0;b=e;d=b+64|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=23252;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else PS(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=23208;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ky(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=US(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23320;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23276;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ly(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=gT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19016;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else pT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23344;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function My(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=rT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=23432;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else AT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23388;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ny(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=FT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else OT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23456;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Oy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=TT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19132;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else aU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23524;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Py(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23612;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23568;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Qy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=qU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=19248;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else zU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23636;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ry(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=BU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23724;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else KU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23680;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Sy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19364;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23748;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ty(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=$U(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23836;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else iV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23792;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Uy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=nV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=23904;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else wV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23860;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Vy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=BV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23972;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else KV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23928;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Wy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=21492;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23996;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Xy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_V(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19596;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24040;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Yy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=jW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24128;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else sW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24084;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Zy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19712;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24152;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function _y(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=IW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24240;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else RW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24196;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function $y(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=WW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24308;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else dX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24264;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function az(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=iX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19828;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else rX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24332;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function bz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=tX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=19944;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else CX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24376;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function cz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=EX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=20060;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24420;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function dz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20176;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24464;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ez(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_X(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24552;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24508;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function fz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=mY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20292;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else vY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24576;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function gz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24664;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24620;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function hz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=LY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24732;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else UY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24688;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function iz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ZY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24800;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else gZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24756;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function jz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=lZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24868;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else uZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24824;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function kz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24936;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else IZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24892;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function lz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=NZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25004;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else WZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24960;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function mz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=$Z(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=25072;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else i_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25028;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function nz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=n_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=25140;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else w_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25096;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function oz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=B_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25208;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else K_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25164;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function pz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=P_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(20)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b>>2]=18180;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Y_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25232;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function qz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=__(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else h$(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25276;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function rz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;g=i+32|0;h=i;d=j$(a)|0;f[g>>2]=d;d=d+12|0;b=f[d>>2]|0;f[g+4>>2]=b;f[d>>2]=b+1;d=k$(g)|0;f[h>>2]=d;b=h+8|0;e=h+24|0;f[e>>2]=b;f[b>>2]=25320;f[h+12>>2]=c;b=a+16|0;c=f[b>>2]|0;if(c>>>0<(f[a+20>>2]|0)>>>0){f[c>>2]=d;a=c+8|0;f[c+24>>2]=a;d=f[e>>2]|0;oh[f[(f[d>>2]|0)+12>>2]&1023](d,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(a+12|0,h);b=f[e>>2]|0;if((h+8|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[g>>2]|0;if(!b){u=i;return}h=b+12|0;f[h>>2]=(f[h>>2]|0)+-1;u=i;return}function sz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=F0(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=25816;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else O0(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25772;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function tz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=T0(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18528;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else a1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25840;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function uz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=c1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(20)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b>>2]=20708;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else l1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25884;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function vz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=n1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25972;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else w1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25928;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function wz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=B1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=26040;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else K1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25996;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}
+function hi(a){a=a|0;var b=0;b=u;u=u+a|0;u=u+15&-16;return b|0}function ii(){return u|0}function ji(a){a=a|0;u=a}function ki(a,b){a=a|0;b=b|0;u=a;v=b}function li(a,b){a=a|0;b=b|0;if(!x){x=a;y=b}}function mi(a){a=a|0;I=a}function ni(){return I|0}function oi(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;m=s;r=e;l=r+g|0;j=f[64566]|0;a:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&a;else if(j>>>0>a>>>0)k=a;else k=(a>>>0)%(j>>>0)|0;g=f[(f[64565]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(h)while(1){p=f[g+4>>2]|0;h=(p|0)==(a|0);if(!(h|(p&i|0)==(k|0)))break a;if(h)if((f[g+8>>2]|0)==(a|0)){o=g;break b}g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(a|0)){if((f[g+8>>2]|0)==(a|0)){o=g;break b}}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);p=o+12|0;if(!(b[255576]|0))if(MPb(255576)|0){if(!(b[255584]|0))if(MPb(255584)|0){g=258296;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[64587]=1.0}if(!(b[262820]|0)){b[262820]=1;Jx(258296,0,1365);Kx(258296,1,1366);Lx(258296,2,1367);Mx(258296,3,1368);Nx(258296,4,1369);Ox(258296,5,1370);Px(258296,6,1371);Qx(258296,7,1372);Rx(258296,8,1373);Sx(258296,9,1374);Tx(258296,10,1375);Ux(258296,11,1376);Vx(258296,12,1377);Wx(258296,13,1378);Xx(258296,14,1379);Yx(258296,15,1380);Zx(258296,16,1381);_x(258296,17,1382);$x(258296,18,1383);ay(258296,19,1384);by(258296,20,1385);cy(258296,21,1386);dy(258296,22,1387);ey(258296,23,1388);fy(258296,24,1389);gy(258296,25,1390);hy(258296,26,1391);iy(258296,27,1392);jy(258296,28,1393);ky(258296,29,1394);ly(258296,30,1395);my(258296,31,1396);ny(258296,32,1397);oy(258296,33,1398);py(258296,34,1399);qy(258296,35,1400);ry(258296,36,1401);sy(258296,37,1402);ty(258296,38,1403);uy(258296,39,1404);vy(258296,40,1405);wy(258296,41,1406);xy(258296,42,1407);yy(258296,43,1408);zy(258296,44,1409);Ay(258296,45,1410);By(258296,46,1411);Cy(258296,47,1412);Dy(258296,48,1413);Ey(258296,49,1414);Fy(258296,50,1415);Gy(258296,51,1416);Hy(258296,52,1417);Iy(258296,53,1418);Jy(258296,54,1419);Ky(258296,55,1420);Ly(258296,56,1421);My(258296,57,1422);Ny(258296,58,1423);Oy(258296,59,1424);Py(258296,60,1425);Qy(258296,61,1426);Ry(258296,62,1427);Sy(258296,63,1428);Ty(258296,64,1429);Uy(258296,65,1430);Vy(258296,66,1431);Wy(258296,67,1432);Xy(258296,68,1433);Yy(258296,69,1434);Zy(258296,70,1435);_y(258296,71,1436);$y(258296,72,1437);az(258296,73,1438);bz(258296,74,1439);cz(258296,75,1440);dz(258296,76,1441);ez(258296,77,1442);fz(258296,78,1443);gz(258296,79,1444);hz(258296,80,1445);iz(258296,81,1446);jz(258296,82,1447);kz(258296,83,1448);lz(258296,84,1449);mz(258296,85,1450);nz(258296,86,1451);oz(258296,87,1452);pz(258296,88,1453);qz(258296,89,1454);rz(258296,90,1455);sz(258296,91,1456);tz(258296,92,1457);uz(258296,93,1458);vz(258296,94,1459);wz(258296,95,1460);xz(258296,96,1461);yz(258296,97,1462)}}j=c<<24>>24==0;if(j)g=d[o+20>>1]|0;else if(c<<24>>24==1)g=d[p+10>>1]|0;else g=91;g=g&65535;a=f[64577]|0;h=a;do if((f[64578]|0)-a>>5>>>0>g>>>0){i=h+(g<<5)|0;a=f[i>>2]|0;if((Sg[f[(f[a>>2]|0)+8>>2]&255](a,r,l)|0)==(l|0)){l=f[i>>2]|0;l=Pg[f[(f[l>>2]|0)+12>>2]&1023](l)|0;f[m>>2]=l;g=f[h+(g<<5)+24>>2]|0;if(!g)vd();oh[f[(f[g>>2]|0)+24>>2]&1023](g,m);if(j){kd(f[64564]|0);f[m>>2]=f[64564];fd(dd(f[p>>2]|0,1,22088,m|0)|0);break}g=o+16|0;if(c<<24>>24==1){kd(f[64564]|0);f[m>>2]=f[64564];fd(dd(f[g>>2]|0,1,22088,m|0)|0);break}else{l=f[64564]|0;f[64564]=0;c=l;kd(c|0);f[m>>2]=l;fd(dd(f[g>>2]|0,1,22088,m|0)|0);fd(c|0);break}}else q=35}else q=35;while(0);if((q|0)==35)yd(0)|0;g=f[o>>2]|0;c=f[64566]|0;h=f[o+4>>2]|0;k=c+-1|0;a=(k&c|0)==0;if(a)l=k&h;else if(h>>>0<c>>>0)l=h;else l=(h>>>0)%(c>>>0)|0;j=(f[64565]|0)+(l<<2)|0;m=f[j>>2]|0;while(1){h=f[m>>2]|0;if((h|0)==(o|0))break;else m=h}if((m|0)==258268)q=53;else{h=f[m+4>>2]|0;if(a)h=h&k;else if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)==(l|0)){h=g;q=61}else q=53}do if((q|0)==53){if(g|0){h=f[g+4>>2]|0;if(a)i=h&k;else if(h>>>0<c>>>0)i=h;else i=(h>>>0)%(c>>>0)|0;if((i|0)==(l|0)){q=63;break}}f[j>>2]=0;h=f[o>>2]|0;q=61}while(0);if((q|0)==61){g=h;if(h){h=f[h+4>>2]|0;q=63}}if((q|0)==63){if(a)h=h&k;else if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(l|0)){f[(f[64565]|0)+(h<<2)>>2]=m;g=f[o>>2]|0}}f[m>>2]=g;f[o>>2]=0;f[64568]=(f[64568]|0)+-1;fd(f[o+16>>2]|0);fd(f[p>>2]|0);sOb(o)}}}while(0);if(!e){u=s;return}tOb(r);u=s;return}function pi(a){a=a|0;var b=0,c=0;a=u;u=u+1696|0;Xc(872,52204,115813,1,115815,1463);Yc(872,17768,115818,10,0,17768,115822,1,0);Yc(872,17768,115818,10,1,17768,115822,1,1);Yc(872,17768,115818,10,2,17768,115822,1,2);Kc(872);Xc(8008,52213,115813,2,115815,1464);Yc(8008,17776,115827,11,0,17776,115831,2,0);Yc(8008,17776,115827,11,1,17776,115831,2,1);Yc(8008,17776,115827,11,2,17776,115831,2,2);Kc(8008);Xc(3256,52222,115813,3,115815,1465);Yc(3256,17768,115818,12,0,17768,115822,3,0);Yc(3256,17768,115818,12,1,17768,115822,3,1);Yc(3256,17768,115818,12,2,17768,115822,3,2);Yc(3256,17768,115818,12,3,17768,115822,3,3);Kc(3256);Xc(8392,52231,115813,4,115815,1466);c=pOb(4)|0;f[c>>2]=6;b=pOb(4)|0;f[b>>2]=12;Yc(8392,17768,115818,13,c|0,17768,115822,4,b|0);b=pOb(4)|0;f[b>>2]=7;c=pOb(4)|0;f[c>>2]=13;Yc(8392,17768,115818,13,b|0,17768,115822,4,c|0);c=pOb(4)|0;f[c>>2]=8;b=pOb(4)|0;f[b>>2]=14;Yc(8392,17768,115818,13,c|0,17768,115822,4,b|0);b=pOb(4)|0;f[b>>2]=9;c=pOb(4)|0;f[c>>2]=15;Yc(8392,17768,115818,13,b|0,17768,115822,4,c|0);Kc(8392);Xc(1952,52239,115813,5,115815,1467);c=pOb(4)|0;f[c>>2]=10;b=pOb(4)|0;f[b>>2]=16;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=11;c=pOb(4)|0;f[c>>2]=17;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=12;b=pOb(4)|0;f[b>>2]=18;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=13;c=pOb(4)|0;f[c>>2]=19;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=14;b=pOb(4)|0;f[b>>2]=20;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=15;c=pOb(4)|0;f[c>>2]=21;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=16;b=pOb(4)|0;f[b>>2]=22;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=17;c=pOb(4)|0;f[c>>2]=23;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=18;b=pOb(4)|0;f[b>>2]=24;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=19;c=pOb(4)|0;f[c>>2]=25;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=20;b=pOb(4)|0;f[b>>2]=26;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=21;c=pOb(4)|0;f[c>>2]=27;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=22;b=pOb(4)|0;f[b>>2]=28;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=23;c=pOb(4)|0;f[c>>2]=29;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=24;b=pOb(4)|0;f[b>>2]=30;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=25;c=pOb(4)|0;f[c>>2]=31;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);Kc(1952);Xc(8520,52248,115813,6,115815,1468);c=pOb(4)|0;f[c>>2]=26;b=pOb(4)|0;f[b>>2]=32;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=27;c=pOb(4)|0;f[c>>2]=33;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=28;b=pOb(4)|0;f[b>>2]=34;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=29;c=pOb(4)|0;f[c>>2]=35;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=30;b=pOb(4)|0;f[b>>2]=36;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=31;c=pOb(4)|0;f[c>>2]=37;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=32;b=pOb(4)|0;f[b>>2]=38;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=33;c=pOb(4)|0;f[c>>2]=39;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=34;b=pOb(4)|0;f[b>>2]=40;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=35;c=pOb(4)|0;f[c>>2]=41;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=36;b=pOb(4)|0;f[b>>2]=42;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=37;c=pOb(4)|0;f[c>>2]=43;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=38;b=pOb(4)|0;f[b>>2]=44;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=39;c=pOb(4)|0;f[c>>2]=45;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=40;b=pOb(4)|0;f[b>>2]=46;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=41;c=pOb(4)|0;f[c>>2]=47;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);Kc(8520);Xc(2968,52257,115813,7,115815,1469);Yc(2968,17768,115818,16,0,17768,115822,7,0);Yc(2968,17768,115818,16,1,17768,115822,7,1);Yc(2968,17768,115818,16,2,17768,115822,7,2);Kc(2968);Xc(400,52266,115813,8,115815,1470);Yc(400,17768,115818,17,0,17768,115822,8,0);Yc(400,17768,115818,17,1,17768,115822,8,1);Yc(400,17768,115818,17,2,17768,115822,8,2);Yc(400,17768,115818,17,3,17768,115822,8,3);Kc(400);Xc(8536,52276,115813,9,115815,1471);c=pOb(4)|0;f[c>>2]=609;b=pOb(4)|0;f[b>>2]=806;Yc(8536,17744,116484,191,c|0,17744,116488,40,b|0);b=pOb(4)|0;f[b>>2]=610;c=pOb(4)|0;f[c>>2]=807;Yc(8536,17744,116484,191,b|0,17744,116488,40,c|0);Kc(8536);Xc(8544,52289,115813,10,115815,1472);c=pOb(4)|0;f[c>>2]=611;b=pOb(4)|0;f[b>>2]=808;Yc(8544,17744,116484,192,c|0,17744,116488,41,b|0);b=pOb(4)|0;f[b>>2]=612;c=pOb(4)|0;f[c>>2]=809;Yc(8544,17744,116484,192,b|0,17744,116488,41,c|0);Kc(8544);Xc(8552,52297,115813,11,115815,1473);c=pOb(4)|0;f[c>>2]=613;b=pOb(4)|0;f[b>>2]=810;Yc(8552,17744,116484,193,c|0,17744,116488,42,b|0);b=pOb(4)|0;f[b>>2]=614;c=pOb(4)|0;f[c>>2]=811;Yc(8552,17744,116484,193,b|0,17744,116488,42,c|0);Kc(8552);Xc(8560,52305,115813,12,115815,1474);c=pOb(4)|0;f[c>>2]=615;b=pOb(4)|0;f[b>>2]=812;Yc(8560,17744,116484,194,c|0,17744,116488,43,b|0);b=pOb(4)|0;f[b>>2]=616;c=pOb(4)|0;f[c>>2]=813;Yc(8560,17744,116484,194,b|0,17744,116488,43,c|0);Kc(8560);Xc(8568,52316,115813,13,115815,1475);c=pOb(4)|0;f[c>>2]=617;b=pOb(4)|0;f[b>>2]=814;Yc(8568,17744,116484,195,c|0,17744,116488,44,b|0);b=pOb(4)|0;f[b>>2]=618;c=pOb(4)|0;f[c>>2]=815;Yc(8568,17744,116484,195,b|0,17744,116488,44,c|0);Kc(8568);Xc(8576,52330,115813,14,115815,1476);c=pOb(4)|0;f[c>>2]=619;b=pOb(4)|0;f[b>>2]=816;Yc(8576,17744,116484,196,c|0,17744,116488,45,b|0);b=pOb(4)|0;f[b>>2]=620;c=pOb(4)|0;f[c>>2]=817;Yc(8576,17744,116484,196,b|0,17744,116488,45,c|0);Kc(8576);Xc(8584,52339,115813,15,115815,1477);c=pOb(4)|0;f[c>>2]=621;b=pOb(4)|0;f[b>>2]=818;Yc(8584,17744,116484,197,c|0,17744,116488,46,b|0);b=pOb(4)|0;f[b>>2]=622;c=pOb(4)|0;f[c>>2]=819;Yc(8584,17744,116484,197,b|0,17744,116488,46,c|0);Kc(8584);Xc(8592,52350,115813,16,115815,1478);c=pOb(4)|0;f[c>>2]=623;b=pOb(4)|0;f[b>>2]=820;Yc(8592,17744,116484,198,c|0,17744,116488,47,b|0);b=pOb(4)|0;f[b>>2]=624;f[a+64>>2]=b;f[a+1560>>2]=0;f[a+1564>>2]=0;Cu(a);f[a+1552>>2]=0;f[a+1556>>2]=0;Bu(a);f[a+1544>>2]=0;f[a+1548>>2]=0;Au(a);G=f[a+1544>>2]|0;D=f[a+1548>>2]|0;H=+n[a+1548>>2];f[a+1544>>2]=0;f[a+1548>>2]=0;if((G|0)==5){u=a;return}u=a}function qi(a){a=a|0;return +(+n[a>>2])}function ri(a,b){a=a|0;b=+b;n[a>>2]=b;return}function si(a){a=a|0;return +(+n[a+4>>2])}function ti(a,b){a=a|0;b=+b;n[a+4>>2]=b;return}function ui(a){a=a|0;return +(+n[a+8>>2])}function vi(a,b){a=a|0;b=+b;n[a+8>>2]=b;return}function wi(a){a=a|0;return +(+n[a+12>>2])}function xi(a,b){a=a|0;b=+b;n[a+12>>2]=b;return}function yi(a){a=a|0;return +(+n[a>>2])}function zi(a,b){a=a|0;b=+b;n[a>>2]=b;return}function Ai(a){a=a|0;return +(+n[a+4>>2])}function Bi(a,b){a=a|0;b=+b;n[a+4>>2]=b;return}function Ci(a){a=a|0;return +(+n[a+8>>2])}function Di(a,b){a=a|0;b=+b;n[a+8>>2]=b;return}function Ei(a){a=a|0;return +(+n[a+12>>2])}function Fi(a,b){a=a|0;b=+b;n[a+12>>2]=b;return}function Gi(a){a=a|0;return +(+n[a+16>>2])}function Hi(a,b){a=a|0;b=+b;n[a+16>>2]=b;return}function Ii(a){a=a|0;return +(+n[a+20>>2])}function Ji(a,b){a=a|0;b=+b;n[a+20>>2]=b;return}function Ki(a){a=a|0;return +(+n[a+24>>2])}function Li(a,b){a=a|0;b=+b;n[a+24>>2]=b;return}function Mi(a){a=a|0;return +(+n[a+28>>2])}function Ni(a,b){a=a|0;b=+b;n[a+28>>2]=b;return}function Oi(a){a=a|0;return +(+n[a+32>>2])}function Pi(a,b){a=a|0;b=+b;n[a+32>>2]=b;return}function Qi(a){a=a|0;return +(+n[a+36>>2])}function Ri(a,b){a=a|0;b=+b;n[a+36>>2]=b;return}function Si(a){a=a|0;return +(+n[a+40>>2])}function Ti(a,b){a=a|0;b=+b;n[a+40>>2]=b;return}function Ui(a){a=a|0;return +(+n[a+44>>2])}function Vi(a,b){a=a|0;b=+b;n[a+44>>2]=b;return}function Wi(a){a=a|0;return +(+n[a+48>>2])}function Xi(a,b){a=a|0;b=+b;n[a+48>>2]=b;return}function Yi(a){a=a|0;return +(+n[a+52>>2])}function Zi(a,b){a=a|0;b=+b;n[a+52>>2]=b;return}function _i(a){a=a|0;return +(+n[a+56>>2])}function $i(a,b){a=a|0;b=+b;n[a+56>>2]=b;return}function aj(a){a=a|0;return +(+n[a+60>>2])}function bj(a,b){a=a|0;b=+b;n[a+60>>2]=b;return}function cj(a){a=a|0;return +(+p[a>>3])}function dj(a,b){a=a|0;b=+b;p[a>>3]=b;return}function ej(a){a=a|0;return +(+p[a+8>>3])}function fj(a,b){a=a|0;b=+b;p[a+8>>3]=b;return}function gj(a){a=a|0;return 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e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=26812;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;Pna(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ul(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+48|0;p=o+40|0;m=o+20|0;k=o;f[m>>2]=a;f[m+4>>2]=b;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;f[k>>2]=c;f[k+4>>2]=d;c=k+8|0;f[c>>2]=0;d=k+12|0;f[d>>2]=0;f[k+16>>2]=0;i=f[i>>2]|0;kd(i|0);j=f[j>>2]|0;kd(j|0);a=pOb(12)|0;f[a>>2]=26844;f[a+4>>2]=i;f[a+8>>2]=j;f[p>>2]=a;dma(p,m,k,e,g,h);a=f[p>>2]|0;f[p>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){b=f[d>>2]|0;if((b|0)!=(a|0))f[d>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){b=f[m>>2]|0;if(b){tOb(b);a=f[l>>2]|0}}if(!a){u=o;return}if((f[n>>2]|0)!=(a|0))f[n>>2]=a;sOb(a);u=o;return}function Vl(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+48|0;l=k+20|0;m=k+24|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);l6(m,d);kd(e|0);kd(b|0);a=pOb(12)|0;f[a>>2]=26928;f[a+4>>2]=e;f[a+8>>2]=b;f[l>>2]=a;Kna(l,m,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);fd(b|0);fd(e|0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-32-a|0)>>>5)<<5);sOb(a);u=k;return}function Wl(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+48|0;i=h+24|0;l=h;k=h+32|0;Kha(l);l6(k,d);j=~~+p[l+8>>3]>>>0;d=~~+p[l+16>>3]>>>0;l=f[e>>2]|0;kd(l|0);e=f[g>>2]|0;kd(e|0);g=pOb(12)|0;f[g>>2]=26988;f[g+4>>2]=l;f[g+8>>2]=e;f[i>>2]=g;Mna(i,k,a,b,c,j,d);a=f[i>>2]|0;f[i>>2]=0;if(!a){fd(0);fd(0);u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=h;return}function Xl(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;i=u;u=u+48|0;j=i+24|0;m=i;l=i+32|0;Kha(m);l6(l,e);k=~~+p[m+8>>3]>>>0;e=~~+p[m+16>>3]>>>0;m=f[g>>2]|0;kd(m|0);g=f[h>>2]|0;kd(g|0);h=pOb(12)|0;f[h>>2]=27048;f[h+4>>2]=m;f[h+8>>2]=g;f[j>>2]=h;Lna(j,l,a,b,c,d,k,e);a=f[j>>2]|0;f[j>>2]=0;if(!a){fd(0);fd(0);u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=i;return}function Yl(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+32|0;h=g;i=g+8|0;l6(i,c);c=f[d>>2]|0;kd(c|0);d=f[e>>2]|0;kd(d|0);e=pOb(12)|0;f[e>>2]=27112;f[e+4>>2]=c;f[e+8>>2]=d;f[h>>2]=e;Nna(h,i,a,b);a=f[h>>2]|0;f[h>>2]=0;if(!a){fd(0);fd(0);u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=g;return}function Zl(){hza();return}function _l(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;zoa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function $l(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27168;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;jma(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function am(){woa();return}function bm(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27200;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;soa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function cm(){xza();return}function dm(a){a=a|0;Ona(a);return}function em(a){a=+a;_pa(a);return}function fm(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=u;u=u+128|0;h=g+120|0;e=g;_6(e,a);c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27264;f[a+4>>2]=c;f[a+8>>2]=d;f[h>>2]=a;_oa(h,e);a=f[h>>2]|0;f[h>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=e+92|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+80|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+32|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+4|0;if((b[a+11>>0]|0)>=0){u=g;return}sOb(f[a>>2]|0);u=g;return}function gm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Apa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function hm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Bpa();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function im(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Moa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function jm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+48|0;d=b;c=b+40|0;e=b+8|0;Ppa(e);YA(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function km(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+768|0;h=j+752|0;i=j;g=f[a>>2]|0;kd(g|0);a=f[c>>2]|0;kd(a|0);xna(i);if(!(b[256352]|0))if(MPb(256352)|0)eAa(255600);b[255600]=b[i>>0]|0;p[31951]=+p[i+8>>3];p[31952]=+p[i+16>>3];p[31953]=+p[i+24>>3];p[31954]=+p[i+32>>3];p[31955]=+p[i+40>>3];p[31956]=+p[i+48>>3];p[31957]=+p[i+56>>3];p[31958]=+p[i+64>>3];p[31959]=+p[i+72>>3];p[31960]=+p[i+80>>3];p[31961]=+p[i+88>>3];p[31962]=+p[i+96>>3];p[31963]=+p[i+104>>3];p[31964]=+p[i+112>>3];p[31965]=+p[i+120>>3];p[31966]=+p[i+128>>3];p[31967]=+p[i+136>>3];p[31968]=+p[i+144>>3];p[31969]=+p[i+152>>3];p[31970]=+p[i+160>>3];p[31971]=+p[i+168>>3];p[31972]=+p[i+176>>3];p[31973]=+p[i+184>>3];p[31974]=+p[i+192>>3];p[31975]=+p[i+200>>3];c=255808;d=i+208|0;e=c+40|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));p[31981]=+p[i+248>>3];p[31982]=+p[i+256>>3];p[31983]=+p[i+264>>3];p[31984]=+p[i+272>>3];p[31985]=+p[i+280>>3];p[31986]=+p[i+288>>3];p[31987]=+p[i+296>>3];p[31988]=+p[i+304>>3];p[31989]=+p[i+312>>3];p[31990]=+p[i+320>>3];p[31991]=+p[i+328>>3];p[31992]=+p[i+336>>3];p[31993]=+p[i+344>>3];p[31994]=+p[i+352>>3];p[31995]=+p[i+360>>3];p[31996]=+p[i+368>>3];f[63994]=f[i+376>>2];f[63995]=f[i+380>>2];f[63996]=f[i+384>>2];f[63997]=f[i+388>>2];f[63998]=f[i+392>>2];f[63999]=f[i+396>>2];f[64e3]=f[i+400>>2];f[64001]=f[i+404>>2];f[64002]=f[i+408>>2];f[64003]=f[i+412>>2];f[64004]=f[i+416>>2];f[64005]=f[i+420>>2];f[64006]=f[i+424>>2];f[64007]=f[i+428>>2];f[64008]=f[i+432>>2];f[64009]=f[i+436>>2];p[32005]=+p[i+440>>3];p[32006]=+p[i+448>>3];p[32007]=+p[i+456>>3];p[32008]=+p[i+464>>3];p[32009]=+p[i+472>>3];p[32010]=+p[i+480>>3];p[32011]=+p[i+488>>3];p[32012]=+p[i+496>>3];p[32013]=+p[i+504>>3];p[32014]=+p[i+512>>3];p[32015]=+p[i+520>>3];p[32016]=+p[i+528>>3];p[32017]=+p[i+536>>3];p[32018]=+p[i+544>>3];p[32019]=+p[i+552>>3];p[32020]=+p[i+560>>3];p[32021]=+p[i+568>>3];p[32022]=+p[i+576>>3];p[32023]=+p[i+584>>3];p[32024]=+p[i+592>>3];p[32025]=+p[i+600>>3];p[32026]=+p[i+608>>3];p[32027]=+p[i+616>>3];p[32028]=+p[i+624>>3];p[32029]=+p[i+632>>3];p[32030]=+p[i+640>>3];p[32031]=+p[i+648>>3];p[32032]=+p[i+656>>3];p[32033]=+p[i+664>>3];p[32034]=+p[i+672>>3];p[32035]=+p[i+680>>3];p[32036]=+p[i+688>>3];f[64074]=f[i+696>>2];f[64075]=f[i+700>>2];f[64076]=f[i+704>>2];f[64077]=f[i+708>>2];f[64078]=f[i+712>>2];f[64079]=f[i+716>>2];f[64080]=f[i+720>>2];f[64081]=f[i+724>>2];f[64082]=f[i+728>>2];i=i+732|0;f[64083]=f[i>>2];f[64084]=f[i+4>>2];f[64085]=f[i+8>>2];b[256344]=b[i+12>>0]|0;f[h>>2]=255600;i=td(17744,h|0)|0;kd(i|0);f[h>>2]=i;fd(dd(g|0,1,22088,h|0)|0);fd(i|0);fd(a|0);fd(g|0);u=j;return}function lm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27324;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;qoa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function mm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b+16|0;e=b;Una(e);c=pOb(16)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[d>>2]=c;c=td(7376,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function nm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Fna();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function om(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+mya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function pm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+lya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function qm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=kya()|0;f[d>>2]=c;c=td(17744,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function rm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(eya()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function sm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+oya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function tm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+nya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function um(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Hoa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function vm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Ooa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function wm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Koa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function xm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Zoa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function ym(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Ioa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function zm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Yoa();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Am(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(cya()|0)&255;f[d>>2]=c;c=td(17704,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Bm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+aya();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Cm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(bya()|0)&255;f[d>>2]=c;c=td(17704,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Dm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Joa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Em(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b+16|0;e=b;Hna(e);c=pOb(16)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[d>>2]=c;c=td(4872,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Fm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;e=b+8|0;Ana(e);c=pOb(24)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[c+16>>2]=f[e+16>>2];f[c+20>>2]=f[e+20>>2];f[d>>2]=c;c=td(1112,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Gm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Gna();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Hm(a){a=a|0;Aoa(a);return}function Im(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27364;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;ina(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Jm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27420;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;qna(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Km(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27452;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;bma(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function Lm(){xoa();return}function Mm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=ama()|0;f[d>>2]=c;c=td(17744,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Nm(){Ypa();return}function Om(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;aqa(e,c);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Pm(){ooa();return}function Qm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27500;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;noa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function Rm(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b+4|0;d=b;f[d>>2]=a;f[c>>2]=f[d>>2];jza(c);u=b;return}function Sm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+28|0;k=j+24|0;m=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27532;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;f[m>>2]=c;f[l>>2]=f[m>>2];poa(k,h,l);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-32-a|0)>>>5)<<5);sOb(a);u=j;return}function Tm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27588;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Mma(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Um(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27644;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Uma(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Vm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27676;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;ana(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Wm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27708;f[a+4>>2]=e;f[a+8>>2]=g;f[l>>2]=a;lma(l,i,c,d);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Xm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27768;f[a+4>>2]=e;f[a+8>>2]=g;f[l>>2]=a;Kma(l,i,c,d);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Ym(){$pa();return}function Zm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+48|0;m=l+40|0;j=l+20|0;h=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;f[h>>2]=c;f[h+4>>2]=d;c=h+8|0;f[c>>2]=0;d=h+12|0;f[d>>2]=0;f[h+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27800;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;kma(m,j,h);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){b=f[d>>2]|0;if((b|0)!=(a|0))f[d>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a)}a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function _m(){yoa();return}function $m(){Yla();return}function an(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var 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n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+48|0;s=r+40|0;p=r+20|0;n=r;f[p>>2]=a;f[p+4>>2]=b;o=p+8|0;f[o>>2]=0;q=p+12|0;f[q>>2]=0;f[p+16>>2]=0;f[n>>2]=c;f[n+4>>2]=d;c=n+8|0;f[c>>2]=0;d=n+12|0;f[d>>2]=0;f[n+16>>2]=0;l=f[l>>2]|0;kd(l|0);m=f[m>>2]|0;kd(m|0);a=pOb(12)|0;f[a>>2]=28368;f[a+4>>2]=l;f[a+8>>2]=m;f[s>>2]=a;Xqa(s,p,n,e,g,h,i,j,k);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[n>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){if((f[d>>2]|0)!=(a|0))f[d>>2]=a;sOb(a)}a=f[o>>2]|0;if((a|0)==(f[q>>2]|0)){b=f[p>>2]|0;if(b){tOb(b);a=f[o>>2]|0}}if(!a){u=r;return}if((f[q>>2]|0)!=(a|0))f[q>>2]=a;sOb(a);u=r;return}function xp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28452;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Yqa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function yp(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;c=b+16|0;e=b+8|0;_qa(e);_U(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function zp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28484;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;$qa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ap(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28516;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;gra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Bp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28548;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;ora(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Cp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28580;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;wra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Dp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28612;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;zra(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ep(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28668;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Cra(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Fp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;c=u;u=u+32|0;d=c;e=c+16|0;g=c+8|0;hma(g,a);cL(e,g);a=f[e>>2]|0;kd(a|0);f[d>>2]=a;fd(dd(f[b>>2]|0,1,22088,d|0)|0);fd(a|0);u=c;return}function Gp(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;c=b+16|0;e=b+8|0;Fra(e);cL(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Hp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28716;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Gra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ip(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28748;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Wra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Jp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28780;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;csa(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Kp(a,b,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;y=u;u=u+96|0;z=y;A=y+88|0;w=y+68|0;t=y+48|0;q=y+28|0;p=y+8|0;f[w>>2]=e;f[w+4>>2]=g;v=w+8|0;f[v>>2]=0;x=w+12|0;f[x>>2]=0;f[w+16>>2]=0;f[t>>2]=h;f[t+4>>2]=i;r=t+8|0;f[r>>2]=0;s=t+12|0;f[s>>2]=0;f[t+16>>2]=0;f[q>>2]=j;f[q+4>>2]=k;j=q+8|0;f[j>>2]=0;k=q+12|0;f[k>>2]=0;f[q+16>>2]=0;f[p>>2]=l;f[p+4>>2]=m;h=p+8|0;f[h>>2]=0;i=p+12|0;f[i>>2]=0;f[p+16>>2]=0;e=f[n>>2]|0;kd(e|0);o=f[o>>2]|0;kd(o|0);bqa(A,a,b,c,d,w,t,q,p);d=nd()|0;f[z>>2]=f[A>>2];c=td(17744,z|0)|0;f[z>>2]=0;n=td(17736,z|0)|0;sd(d|0,n|0,c|0);fd(n|0);fd(c|0);f[z>>2]=f[A+4>>2];c=td(17744,z|0)|0;f[z>>2]=1;n=td(17736,z|0)|0;sd(d|0,n|0,c|0);fd(n|0);fd(c|0);kd(d|0);f[z>>2]=d;fd(dd(e|0,1,22088,z|0)|0);fd(d|0);fd(o|0);fd(e|0);e=f[h>>2]|0;if((e|0)==(f[i>>2]|0)){g=f[p>>2]|0;if(g){tOb(g);e=f[h>>2]|0}}if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[j>>2]|0;if((e|0)==(f[k>>2]|0)){g=f[q>>2]|0;if(g){tOb(g);e=f[j>>2]|0}}if(e|0){g=f[k>>2]|0;if((g|0)!=(e|0))f[k>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[r>>2]|0;if((e|0)==(f[s>>2]|0)){g=f[t>>2]|0;if(g){tOb(g);e=f[r>>2]|0}}if(e|0){g=f[s>>2]|0;if((g|0)!=(e|0))f[s>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[v>>2]|0;if((e|0)==(f[x>>2]|0)){g=f[w>>2]|0;if(g){tOb(g);e=f[v>>2]|0}}if(!e){u=y;return}g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);u=y;return}function Lp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28896;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;qqa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Mp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d;g=pOb(12)|0;f[g>>2]=28928;f[g+4>>2]=f[b>>2];f[b>>2]=0;f[g+8>>2]=f[c>>2];f[c>>2]=0;f[e>>2]=g;Mqa(e,a);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Np(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=28976;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;xqa(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Op(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=29028;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Eqa(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Pp(a,b,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+96|0;B=A+88|0;y=A+68|0;w=A+48|0;s=A+28|0;r=A+8|0;C=A;f[y>>2]=h;f[y+4>>2]=i;x=y+8|0;f[x>>2]=0;z=y+12|0;f[z>>2]=0;f[y+16>>2]=0;f[w>>2]=j;f[w+4>>2]=k;t=w+8|0;f[t>>2]=0;v=w+12|0;f[v>>2]=0;f[w+16>>2]=0;f[s>>2]=l;f[s+4>>2]=m;l=s+8|0;f[l>>2]=0;m=s+12|0;f[m>>2]=0;f[s+16>>2]=0;f[r>>2]=n;f[r+4>>2]=o;j=r+8|0;f[j>>2]=0;k=r+12|0;f[k>>2]=0;f[r+16>>2]=0;f[C>>2]=a;f[C+4>>2]=b;p=f[p>>2]|0;kd(p|0);q=f[q>>2]|0;kd(q|0);h=pOb(12)|0;f[h>>2]=29084;f[h+4>>2]=p;f[h+8>>2]=q;f[B>>2]=h;cqa(B,C,c,d,e,g,y,w,s,r);h=f[B>>2]|0;f[B>>2]=0;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);fd(0);fd(0);h=f[j>>2]|0;if((h|0)==(f[k>>2]|0)){i=f[r>>2]|0;if(i){tOb(i);h=f[j>>2]|0}}if(h|0){i=f[k>>2]|0;if((i|0)!=(h|0))f[k>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}h=f[l>>2]|0;if((h|0)==(f[m>>2]|0)){i=f[s>>2]|0;if(i){tOb(i);h=f[l>>2]|0}}if(h|0){i=f[m>>2]|0;if((i|0)!=(h|0))f[m>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}h=f[t>>2]|0;if((h|0)==(f[v>>2]|0)){i=f[w>>2]|0;if(i){tOb(i);h=f[t>>2]|0}}if(h|0){i=f[v>>2]|0;if((i|0)!=(h|0))f[v>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}i=f[x>>2]|0;if((i|0)==(f[z>>2]|0)){h=f[y>>2]|0;if(h){tOb(h);i=f[x>>2]|0}}if(!i){u=A;return}h=f[z>>2]|0;if((h|0)!=(i|0))f[z>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);u=A;return}function Qp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;rxa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Rp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;sxa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Sp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Nya(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Tp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;pxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Up(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;qxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Vp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=29204;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;Yva(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Wp(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h;j=pOb(12)|0;f[j>>2]=29256;f[j+4>>2]=f[e>>2];f[e>>2]=0;f[j+8>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=j;dwa(i,a,b,c,d);a=f[i>>2]|0;f[i>>2]=0;if(!a){u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=h;return}function Xp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=29316;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;owa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Yp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=29372;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;gwa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Zp(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0;k=u;u=u+16|0;l=k;m=pOb(12)|0;f[m>>2]=29404;f[m+4>>2]=f[i>>2];f[i>>2]=0;f[m+8>>2]=f[j>>2];f[j>>2]=0;f[l>>2]=m;jta(l,a,b,c,d,e,g,h);a=f[l>>2]|0;f[l>>2]=0;if(!a){u=k;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=k;return}function _p(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j;l=pOb(12)|0;f[l>>2]=29476;f[l+4>>2]=f[h>>2];f[h>>2]=0;f[l+8>>2]=f[i>>2];f[i>>2]=0;f[k>>2]=l;Jta(k,a,b,c,d,e,g);a=f[k>>2]|0;f[k>>2]=0;if(!a){u=j;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=j;return}function $p(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i;k=pOb(12)|0;f[k>>2]=29544;f[k+4>>2]=f[g>>2];f[g>>2]=0;f[k+8>>2]=f[h>>2];f[h>>2]=0;f[j>>2]=k;Kta(j,a,b,c,d,e);a=f[j>>2]|0;f[j>>2]=0;if(!a){u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=i;return}function aq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29608;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;dta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function bq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29664;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;pwa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function cq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29696;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;_ta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function dq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=29728;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Cya(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function eq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29788;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;sya(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function fq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29820;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;cua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function gq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29852;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;xua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function hq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29884;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Fua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function iq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29916;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Jua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function jq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29948;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Bua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29980;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Nua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function lq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30012;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Hsa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function mq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30044;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Dya(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function nq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=30076;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;Pya(m,h&255,j,c,d);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function oq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30140;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;yxa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function pq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+48|0;o=n;p=n+40|0;j=n+28|0;l=n+8|0;f[l>>2]=a;f[l+4>>2]=b;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;i=f[e>>2]|0;kd(i|0);g=f[g>>2]|0;kd(g|0);Oya(j,h&255,l,c,d);ZI(p,j);e=f[p>>2]|0;kd(e|0);f[o>>2]=e;fd(dd(i|0,1,22088,o|0)|0);fd(e|0);e=f[j>>2]|0;if(e|0){a=j+4|0;b=f[a>>2]|0;if((b|0)!=(e|0))f[a>>2]=b+(~(((b+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}fd(g|0);fd(i|0);a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){b=f[l>>2]|0;if(b){tOb(b);a=f[k>>2]|0}}if(!a){u=n;return}b=f[m>>2]|0;if((b|0)!=(a|0))f[m>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function qq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l;o=l+40|0;m=l+28|0;j=l+8|0;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);lxa(m,h&255,j,c,d);uB(o,m);a=f[o>>2]|0;kd(a|0);f[n>>2]=a;fd(dd(e|0,1,22088,n|0)|0);fd(a|0);a=f[m>>2]|0;if(a|0)sOb(a);fd(b|0);fd(e|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function rq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l;o=l+40|0;m=l+28|0;j=l+8|0;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);mxa(m,h&255,j,c,d);uB(o,m);a=f[o>>2]|0;kd(a|0);f[n>>2]=a;fd(dd(e|0,1,22088,n|0)|0);fd(a|0);a=f[m>>2]|0;if(a|0)sOb(a);fd(b|0);fd(e|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function sq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30172;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Rua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30204;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Ava(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function uq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30260;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Qta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function vq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30292;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Zua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function wq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30324;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Ova(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function xq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30356;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Tta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function yq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30388;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;_ua(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function zq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30448;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Osa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Aq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30480;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;qsa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Bq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+48|0;n=m;o=m+40|0;i=m+28|0;k=m+8|0;f[k>>2]=a;f[k+4>>2]=b;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;h=f[d>>2]|0;kd(h|0);e=f[e>>2]|0;kd(e|0);xxa(i,g&255,k,c);NB(o,i);d=f[o>>2]|0;kd(d|0);f[n>>2]=d;fd(dd(h|0,1,22088,n|0)|0);fd(d|0);d=f[i>>2]|0;if(d|0){a=i+4|0;b=f[a>>2]|0;if((b|0)!=(d|0))f[a>>2]=b+(~((b+-4-d|0)>>>2)<<2);sOb(d)}fd(e|0);fd(h|0);a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[j>>2]|0}}if(!a){u=m;return}b=f[l>>2]|0;if((b|0)!=(a|0))f[l>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Cq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30512;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Vua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Dq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30544;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Pva(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Eq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30576;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Wta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Fq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30608;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;kua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Gq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30640;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;oua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Hq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30672;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;tua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Iq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30704;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;gua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Jq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;g=f[g>>2]|0;kd(g|0);h=f[h>>2]|0;kd(h|0);a=pOb(12)|0;f[a>>2]=30736;f[a+4>>2]=g;f[a+8>>2]=h;f[m>>2]=a;zsa(m,j,c,d,e);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Kq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30800;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Wsa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Lq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30832;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Fxa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Mq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30864;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Qva(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Nq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30896;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Cwa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Oq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30956;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;swa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Pq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Zta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Qq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=31008;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;wwa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Rq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;Aya(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;qya(g&255,i,c,d,e);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Tq(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;bta(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Uq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;bua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Vq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;wua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Wq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Eua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Xq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Iua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Yq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Aua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Zq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Mua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function _q(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Zxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function $q(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;Lya(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function ar(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;nxa(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function br(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;oxa(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function cr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Qua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function dr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Mta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function er(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Yua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function fr(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;k=m+20|0;i=m;f[k>>2]=a;f[k+4>>2]=b;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;f[i>>2]=c;f[i+4>>2]=d;c=i+8|0;f[c>>2]=0;d=i+12|0;f[d>>2]=0;f[i+16>>2]=0;Sya(h&255,k,i,e,g);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){if((f[d>>2]|0)!=(a|0))f[d>>2]=a;sOb(a)}a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[j>>2]|0}}if(!a){u=m;return}b=f[l>>2]|0;if((b|0)!=(a|0))f[l>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function gr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Nta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function hr(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=31212;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;gva(m,h&255,j,c,d);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function ir(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;txa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function jr(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;vxa(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;uxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function lr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Uua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function mr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Ota(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function nr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;jua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function or(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;nua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function pr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;sua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function qr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;fua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function rr(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0;r=u;u=u+32|0;s=r+20|0;p=r;f[p>>2]=a;f[p+4>>2]=b;o=p+8|0;f[o>>2]=0;q=p+12|0;f[q>>2]=0;f[p+16>>2]=0;l=f[l>>2]|0;kd(l|0);m=f[m>>2]|0;kd(m|0);a=pOb(12)|0;f[a>>2]=31300;f[a+4>>2]=l;f[a+8>>2]=m;f[s>>2]=a;Qwa(s,n&255,p,c,d,e,g,h,i,j,k);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[o>>2]|0;if((a|0)==(f[q>>2]|0)){b=f[p>>2]|0;if(b){tOb(b);a=f[o>>2]|0}}if(!a){u=r;return}b=f[q>>2]|0;if((b|0)!=(a|0))f[q>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=r;return}function sr(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;Lta(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Yxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function ur(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;Pta(e,c);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function vr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Bya(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function wr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;rya(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function xr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;cta(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function yr(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;Mya(g&255,i,c,d,e);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function zr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;Tya(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Ar(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=31456;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;uva(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Br(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;wxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Cr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;kxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Dr(a){a=a|0;lsa(a);return}function Er(a,b){a=a|0;b=b|0;msa(a,b);return}function Fr(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=+c;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;nsa(a,b,c,d,e,f,g,h,i,j);return}function Gr(a,b){a=a|0;b=b|0;osa(a,b);return}function Hr(){var a=0,c=0,d=0,e=0,g=0;d=u;u=u+752|0;a=d;xna(a);if(!(b[257136]|0))if(MPb(257136)|0)eAa(256384);b[256384]=b[a>>0]|0;p[32049]=+p[a+8>>3];p[32050]=+p[a+16>>3];p[32051]=+p[a+24>>3];p[32052]=+p[a+32>>3];p[32053]=+p[a+40>>3];p[32054]=+p[a+48>>3];p[32055]=+p[a+56>>3];p[32056]=+p[a+64>>3];p[32057]=+p[a+72>>3];p[32058]=+p[a+80>>3];p[32059]=+p[a+88>>3];p[32060]=+p[a+96>>3];p[32061]=+p[a+104>>3];p[32062]=+p[a+112>>3];p[32063]=+p[a+120>>3];p[32064]=+p[a+128>>3];p[32065]=+p[a+136>>3];p[32066]=+p[a+144>>3];p[32067]=+p[a+152>>3];p[32068]=+p[a+160>>3];p[32069]=+p[a+168>>3];p[32070]=+p[a+176>>3];p[32071]=+p[a+184>>3];p[32072]=+p[a+192>>3];p[32073]=+p[a+200>>3];c=256592;e=a+208|0;g=c+40|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));p[32079]=+p[a+248>>3];p[32080]=+p[a+256>>3];p[32081]=+p[a+264>>3];p[32082]=+p[a+272>>3];p[32083]=+p[a+280>>3];p[32084]=+p[a+288>>3];p[32085]=+p[a+296>>3];p[32086]=+p[a+304>>3];p[32087]=+p[a+312>>3];p[32088]=+p[a+320>>3];p[32089]=+p[a+328>>3];p[32090]=+p[a+336>>3];p[32091]=+p[a+344>>3];p[32092]=+p[a+352>>3];p[32093]=+p[a+360>>3];p[32094]=+p[a+368>>3];f[64190]=f[a+376>>2];f[64191]=f[a+380>>2];f[64192]=f[a+384>>2];f[64193]=f[a+388>>2];f[64194]=f[a+392>>2];f[64195]=f[a+396>>2];f[64196]=f[a+400>>2];f[64197]=f[a+404>>2];f[64198]=f[a+408>>2];f[64199]=f[a+412>>2];f[64200]=f[a+416>>2];f[64201]=f[a+420>>2];f[64202]=f[a+424>>2];f[64203]=f[a+428>>2];f[64204]=f[a+432>>2];f[64205]=f[a+436>>2];p[32103]=+p[a+440>>3];p[32104]=+p[a+448>>3];p[32105]=+p[a+456>>3];p[32106]=+p[a+464>>3];p[32107]=+p[a+472>>3];p[32108]=+p[a+480>>3];p[32109]=+p[a+488>>3];p[32110]=+p[a+496>>3];p[32111]=+p[a+504>>3];p[32112]=+p[a+512>>3];p[32113]=+p[a+520>>3];p[32114]=+p[a+528>>3];p[32115]=+p[a+536>>3];p[32116]=+p[a+544>>3];p[32117]=+p[a+552>>3];p[32118]=+p[a+560>>3];p[32119]=+p[a+568>>3];p[32120]=+p[a+576>>3];p[32121]=+p[a+584>>3];p[32122]=+p[a+592>>3];p[32123]=+p[a+600>>3];p[32124]=+p[a+608>>3];p[32125]=+p[a+616>>3];p[32126]=+p[a+624>>3];p[32127]=+p[a+632>>3];p[32128]=+p[a+640>>3];p[32129]=+p[a+648>>3];p[32130]=+p[a+656>>3];p[32131]=+p[a+664>>3];p[32132]=+p[a+672>>3];p[32133]=+p[a+680>>3];p[32134]=+p[a+688>>3];f[64270]=f[a+696>>2];f[64271]=f[a+700>>2];f[64272]=f[a+704>>2];f[64273]=f[a+708>>2];f[64274]=f[a+712>>2];f[64275]=f[a+716>>2];f[64276]=f[a+720>>2];f[64277]=f[a+724>>2];f[64278]=f[a+728>>2];g=a+732|0;f[64279]=f[g>>2];f[64280]=f[g+4>>2];f[64281]=f[g+8>>2];b[257128]=b[g+12>>0]|0;u=d;return 256384}function Ir(a){a=a|0;zna(a);return}function Jr(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;Eha(a,b,c,d);return}function Kr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=31564;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Xna(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Lr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=31596;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;eoa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Mr(a,b){a=+a;b=+b;Vla(a,b);return}function Nr(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;k=m+8|0;j=m+4|0;h=m;f[k>>2]=a;f[k+4>>2]=c;i=k+8|0;f[i>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=4;b[r>>0]=82;Yga(258284,r,q,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,53,j,31,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=m;return}function Or(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m+4|0;k=m;l=m+8|0;n=f[64572]|0;i=n-(f[64571]|0)|0;f[k>>2]=n;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;n=i-(f[64571]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,l)|0;n=(f[64571]|0)+n|0;b[n>>0]=5;b[n+1>>0]=0;n=f[64572]|0;i=n-(f[64571]|0)|0;f[k>>2]=n;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+a>>0]=c;a=f[64572]|0;i=a-(f[64571]|0)|0;f[k>>2]=a;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,12,l)|0;i=(f[64571]|0)+i|0;a=d;c=i+12|0;do{b[i>>0]=b[a>>0]|0;i=i+1|0;a=a+1|0}while((i|0)<(c|0));a=f[64572]|0;i=a-(f[64571]|0)|0;f[k>>2]=a;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,12,l)|0;i=(f[64571]|0)+i|0;a=e;c=i+12|0;do{b[i>>0]=b[a>>0]|0;i=i+1|0;a=a+1|0}while((i|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;n=e-(f[64571]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,l)|0;n=(f[64571]|0)+n|0;b[n>>0]=a;b[n+1>>0]=a>>8;b[n+2>>0]=a>>16;b[n+3>>0]=a>>24;Xga(a,62,g,38,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Pr(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;i=g+4|0;j=g;h=g+8|0;l=f[64572]|0;k=l-(f[64571]|0)|0;f[j>>2]=l;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;l=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;l=(f[64571]|0)+l|0;b[l>>0]=6;b[l+1>>0]=0;l=f[64572]|0;k=l-(f[64571]|0)|0;f[j>>2]=l;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;k=(f[64571]|0)+k|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;k=f[64572]|0;a=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;c=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,18,d,55,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Qr(a,c,e,g,h,i,j,k,l){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;t=u;u=u+80|0;w=t+64|0;x=t+60|0;v=t+71|0;B=t+68|0;A=t+56|0;z=t;y=t+70|0;r=t+28|0;o=t+8|0;m=t+52|0;n=t+48|0;f[r>>2]=a;f[r+4>>2]=c;q=r+8|0;f[q>>2]=0;s=r+12|0;f[s>>2]=0;f[r+16>>2]=0;f[o>>2]=e;f[o+4>>2]=g;e=o+8|0;f[e>>2]=0;g=o+12|0;f[g>>2]=0;f[o+16>>2]=0;k=f[k>>2]|0;f[m>>2]=k;kd(k|0);k=f[l>>2]|0;f[n>>2]=k;kd(k|0);f[A>>2]=h;p[z>>3]=i;b[y>>0]=j&1;d[B>>1]=7;k=f[64572]|0;a=k-(f[64571]|0)|0;f[x>>2]=k;b[v>>0]=0;f[w>>2]=f[x>>2];Zga(258284,w,1,v)|0;b[(f[64571]|0)+a>>0]=82;$ga(258284,B,r,o,A,z,y);a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;l=k-(f[64571]|0)|0;f[x>>2]=k;b[v>>0]=0;f[w>>2]=f[x>>2];Zga(258284,w,4,v)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;Xga(a,55,m,55,n);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[n>>2]|0);fd(f[m>>2]|0);a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(a|0){c=f[g>>2]|0;if((c|0)!=(a|0))f[g>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[q>>2]|0;if((a|0)==(f[s>>2]|0)){c=f[r>>2]|0;if(c){tOb(c);a=f[q>>2]|0}}if(!a){u=t;return}if((f[s>>2]|0)!=(a|0))f[s>>2]=a;sOb(a);u=t;return}function Rr(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+64|0;p=n+32|0;q=n+28|0;o=n+56|0;r=n+40|0;k=n+24|0;i=n+20|0;l=n;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;kd(g|0);c=f[h>>2]|0;kd(c|0);l6(r,e);f[k>>2]=g;kd(g|0);f[i>>2]=c;kd(c|0);a=f[64572]|0;e=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;a=e-(f[64571]|0)|0;f[q>>2]=e;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=9;b[a+1>>0]=0;aha(258284,r,l,d);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[q>>2]=d;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,96,k,55,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);fd(c|0);fd(g|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=n;return}function Sr(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+64|0;l=r+36|0;m=r+24|0;n=r+56|0;k=r;i=r+40|0;o=r+32|0;q=r+28|0;Kha(k);l6(i,e);j=~~+p[k+8>>3]>>>0;k=~~+p[k+16>>3]>>>0;e=f[g>>2]|0;f[o>>2]=e;kd(e|0);e=f[h>>2]|0;f[q>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,n)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=10;b[e+1>>0]=0;e=f[64572]|0;g=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,16,n)|0;e=f[64571]|0;g=e+g|0;h=i;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));i=f[64572]|0;f[m>>2]=i;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+(i-e)|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=c;b[e+1>>0]=c>>8;b[e+2>>0]=c>>16;b[e+3>>0]=c>>24;c=f[64572]|0;e=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=f[64572]|0;c=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=j;b[c+1>>0]=j>>8;b[c+2>>0]=j>>16;b[c+3>>0]=j>>24;c=f[64572]|0;e=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=k;b[e+1>>0]=k>>8;b[e+2>>0]=k>>16;b[e+3>>0]=k>>24;e=(f[64570]|0)+1|0;f[64570]=e;c=f[64572]|0;d=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;n=(f[64571]|0)+d|0;b[n>>0]=e;b[n+1>>0]=e>>8;b[n+2>>0]=e>>16;b[n+3>>0]=e>>24;Xga(e,96,o,55,q);e=f[64571]|0;pc(e|0,e+((f[64572]|0)-e)|0);e=f[64571]|0;if((f[64572]|0)==(e|0)){q=f[q>>2]|0;fd(q|0);q=f[o>>2]|0;fd(q|0);u=r;return}f[64572]=e;q=f[q>>2]|0;fd(q|0);q=f[o>>2]|0;fd(q|0);u=r;return}function Tr(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+64|0;m=s+36|0;n=s+24|0;o=s+56|0;l=s;j=s+40|0;q=s+32|0;r=s+28|0;Kha(l);l6(j,g);k=~~+p[l+8>>3]>>>0;l=~~+p[l+16>>3]>>>0;g=f[h>>2]|0;f[q>>2]=g;kd(g|0);g=f[i>>2]|0;f[r>>2]=g;kd(g|0);g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;g=h-(f[64571]|0)|0;f[n>>2]=h;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=11;b[g+1>>0]=0;g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,16,o)|0;g=f[64571]|0;h=g+h|0;i=j;j=h+16|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(j|0));j=f[64572]|0;f[n>>2]=j;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+(j-g)|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=c;b[g+1>>0]=c>>8;b[g+2>>0]=c>>16;b[g+3>>0]=c>>24;c=f[64572]|0;g=c-(f[64571]|0)|0;f[n>>2]=c;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=f[64572]|0;d=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;d=(f[64571]|0)+d|0;b[d>>0]=k;b[d+1>>0]=k>>8;b[d+2>>0]=k>>16;b[d+3>>0]=k>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=l;b[g+1>>0]=l>>8;b[g+2>>0]=l>>16;b[g+3>>0]=l>>24;g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;o=(f[64571]|0)+e|0;b[o>>0]=g;b[o+1>>0]=g>>8;b[o+2>>0]=g>>16;b[o+3>>0]=g>>24;Xga(g,96,q,55,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)==(g|0)){r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}f[64572]=g;r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}function Ur(a,c,d,e,g){a=a|0;c=+c;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+48|0;i=o+12|0;j=o;k=o+32|0;h=o+16|0;l=o+8|0;m=o+4|0;l6(h,d);d=f[e>>2]|0;f[l>>2]=d;kd(d|0);d=f[g>>2]|0;f[m>>2]=d;kd(d|0);d=f[64572]|0;e=d-(f[64571]|0)|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;d=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;d=(f[64571]|0)+d|0;b[d>>0]=12;b[d+1>>0]=0;d=f[64572]|0;e=d-(f[64571]|0)|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,16,k)|0;d=f[64571]|0;e=d+e|0;g=h;h=e+16|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));e=f[64572]|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,12,k)|0;e=(f[64571]|0)+(e-d)|0;g=a;h=e+12|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));h=f[64572]|0;d=h-(f[64571]|0)|0;f[j>>2]=h;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;d=(f[64571]|0)+d|0;n[s>>2]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];d=(f[64570]|0)+1|0;f[64570]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[j>>2]=h;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+a|0;b[k>>0]=d;b[k+1>>0]=d>>8;b[k+2>>0]=d>>16;b[k+3>>0]=d>>24;Xga(d,96,l,55,m);d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=o;return}f[64572]=d;m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=o;return}function Vr(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=13;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Wr(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=14;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Xr(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=15;b[a+1>>0]=0;cha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,55,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Yr(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=16;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Zr(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0;i=u;u=u+16|0;k=i+4|0;l=i;j=i+8|0;m=f[64572]|0;o=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+o>>0]=82;o=f[64572]|0;m=o-(f[64571]|0)|0;f[l>>2]=o;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;m=(f[64571]|0)+m|0;b[m>>0]=17;b[m+1>>0]=0;m=f[64572]|0;o=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,j)|0;m=a;p=m;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;a=(f[64571]|0)+o|0;o=a;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;a=a+4|0;b[a>>0]=m;b[a+1>>0]=m>>8;b[a+2>>0]=m>>16;b[a+3>>0]=m>>24;a=f[64572]|0;m=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,j)|0;a=c;o=a;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;m=(f[64571]|0)+m|0;c=m;b[c>>0]=o;b[c+1>>0]=o>>8;b[c+2>>0]=o>>16;b[c+3>>0]=o>>24;m=m+4|0;b[m>>0]=a;b[m+1>>0]=a>>8;b[m+2>>0]=a>>16;b[m+3>>0]=a>>24;m=f[64572]|0;a=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;a=(f[64571]|0)+a|0;n[s>>2]=d;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=(f[64570]|0)+1|0;f[64570]=a;m=f[64572]|0;c=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,55,e,14,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=i;return}f[64572]=a;u=i;return}function _r(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=18;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function $r(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=19;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function as(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=20;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function bs(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+144|0;k=i+132|0;l=i+128|0;j=i+136|0;h=i;e=i+124|0;g=i+120|0;_6(h,a);a=f[c>>2]|0;f[e>>2]=a;kd(a|0);a=f[d>>2]|0;f[g>>2]=a;kd(a|0);a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;a=(f[64571]|0)+a|0;b[a>>0]=21;b[a+1>>0]=0;dha(258284,h);a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,28,e,28,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[g>>2]|0);fd(f[e>>2]|0);a=h+92|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+80|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+32|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+4|0;if((b[a+11>>0]|0)>=0){u=i;return}sOb(f[a>>2]|0);u=i;return}function cs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=22;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ds(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=23;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function es(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=24;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function fs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=25;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,4,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function gs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=u;u=u+32|0;i=g+12|0;j=g+4|0;h=g+16|0;d=g+8|0;e=g;a=f[a>>2]|0;f[d>>2]=a;kd(a|0);a=f[c>>2]|0;f[e>>2]=a;kd(a|0);a=f[64572]|0;k=a-(f[64571]|0)|0;f[j>>2]=a;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;a=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;a=(f[64571]|0)+a|0;b[a>>0]=26;b[a+1>>0]=0;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;c=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,48,d,0,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){k=f[e>>2]|0;fd(k|0);k=f[d>>2]|0;fd(k|0);u=g;return}f[64572]=a;k=f[e>>2]|0;fd(k|0);k=f[d>>2]|0;fd(k|0);u=g;return}function hs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=27;b[a+1>>0]=0;eha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,52,h,10,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function is(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=28;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,86,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function js(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=29;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ks(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=30;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ls(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=31;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ms(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=32;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,96,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ns(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=33;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function os(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=34;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ps(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=35;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function qs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=36;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function rs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=37;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ss(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=38;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ts(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=39;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function us(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=40;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function vs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=41;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ws(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=42;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,82,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function xs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=43;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ys(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=44;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,83,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function zs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=45;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function As(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=46;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,46,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Bs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=47;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,47,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Cs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=49;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ds(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=50;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Es(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=51;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c&1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,19,e,96,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function Fs(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=52;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c&1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,21,e,96,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function Gs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=53;b[a+1>>0]=0;cha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,22,h,13,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Hs(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=54;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Is(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=55;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,78,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Js(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=56;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ks(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=57;b[c+1>>0]=0;bha(258284,g);c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ls(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=58;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ms(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=59;b[a+1>>0]=0;eha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,10,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Ns(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=60;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Os(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;n=u;u=u+48|0;p=n+36|0;q=n+32|0;o=n+42|0;s=n+40|0;r=n+20|0;l=n;i=n+28|0;j=n+24|0;f[l>>2]=a;f[l+4>>2]=c;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[i>>2]=g;kd(g|0);g=f[h>>2]|0;f[j>>2]=g;kd(g|0);f[r>>2]=e;d[s>>1]=61;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;fha(258284,s,l,r);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,i,53,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=n;return}function Ps(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;e=f[e>>2]|0;f[i>>2]=e;kd(e|0);e=f[g>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=62;b[e+1>>0]=0;gha(258284,k);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,11,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Qs(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;e=f[e>>2]|0;f[i>>2]=e;kd(e|0);e=f[g>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=63;b[e+1>>0]=0;hha(258284,k);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,12,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Rs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=64;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Ss(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);a=f[h>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=65;b[a+1>>0]=0;bha(258284,l);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=e&1;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Ts(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);a=f[h>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=66;b[a+1>>0]=0;jha(258284,l);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=e&1;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Us(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=68;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Vs(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+64|0;q=o+52|0;r=o+48|0;p=o+56|0;m=o+20|0;k=o;i=o+44|0;j=o+40|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;f[k>>2]=d;f[k+4>>2]=e;d=k+8|0;f[d>>2]=0;e=k+12|0;f[e>>2]=0;f[k+16>>2]=0;a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[h>>2]|0;f[j>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=69;b[a+1>>0]=0;kha(258284,m);lha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,i,55,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=o;return}function Ws(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=70;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Xs(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=71;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ys(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+96|0;m=s+84|0;n=s+72|0;o=s+88|0;l=s+48|0;j=s;q=s+80|0;r=s+76|0;Kha(l);E8(j,g);k=~~+p[l+8>>3]>>>0;l=~~+p[l+16>>3]>>>0;g=f[h>>2]|0;f[q>>2]=g;kd(g|0);g=f[i>>2]|0;f[r>>2]=g;kd(g|0);g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;g=h-(f[64571]|0)|0;f[n>>2]=h;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=72;b[g+1>>0]=0;g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,48,o)|0;g=f[64571]|0;h=g+h|0;i=j;j=h+48|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(j|0));j=f[64572]|0;f[n>>2]=j;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+(j-g)>>0]=a;a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=c;b[g+1>>0]=c>>8;b[g+2>>0]=c>>16;b[g+3>>0]=c>>24;c=f[64572]|0;g=c-(f[64571]|0)|0;f[n>>2]=c;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=k;b[g+1>>0]=k>>8;b[g+2>>0]=k>>16;b[g+3>>0]=k>>24;g=f[64572]|0;d=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;d=(f[64571]|0)+d|0;b[d>>0]=l;b[d+1>>0]=l>>8;b[d+2>>0]=l>>16;b[d+3>>0]=l>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;o=(f[64571]|0)+e|0;b[o>>0]=g;b[o+1>>0]=g>>8;b[o+2>>0]=g>>16;b[o+3>>0]=g>>24;Xga(g,90,q,0,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)==(g|0)){r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}f[64572]=g;r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}function Zs(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=73;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function _s(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=74;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function $s(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=75;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function at(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=76;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function bt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=77;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ct(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=78;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function dt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=79;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function et(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=80;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ft(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=81;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function gt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=82;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ht(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=83;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function it(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=84;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function jt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=85;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function kt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=86;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=87;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function mt(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;d=l+4|0;e=l;g=l+8|0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,1,g)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;j=k-(f[64571]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=88;b[j+1>>0]=0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,16,g)|0;j=f[64571]|0;k=j+k|0;h=a;i=k+16|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));k=f[64572]|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,16,g)|0;a=f[64571]|0;k=a+(k-j)|0;h=c;i=k+16|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function nt(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;k=f[64572]|0;j=k-(f[64571]|0)|0;f[i>>2]=k;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;k=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;k=(f[64571]|0)+k|0;b[k>>0]=89;b[k+1>>0]=0;k=f[64572]|0;j=k-(f[64571]|0)|0;f[i>>2]=k;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;a=f[64572]|0;j=a-(f[64571]|0)|0;f[i>>2]=a;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;n[s>>2]=c;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];j=f[64572]|0;a=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function ot(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=90;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function pt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=91;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function qt(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=92;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;n[s>>2]=c;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function rt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=93;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function st(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=94;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function tt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=95;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ut(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=96;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function vt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=97;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function wt(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=99;b[g+1>>0]=0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=a&1;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,0,c,0,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function xt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=100;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function yt(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k+4|0;h=k;i=k+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[h>>2]=e;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,i)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[h>>2]=j;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,i)|0;e=(f[64571]|0)+e|0;b[e>>0]=101;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[h>>2]=e;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64572]|0;j=a-(f[64571]|0)|0;f[h>>2]=a;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;a=c;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64572]|0;j=a-(f[64571]|0)|0;f[h>>2]=a;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;a=d;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=k;return}f[64572]=a;u=k;return}function zt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=102;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function At(a,c){a=+a;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;d=(f[64571]|0)+d|0;b[d>>0]=103;b[d+1>>0]=0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;d=(f[64571]|0)+d|0;p[s>>3]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];b[d+4>>0]=b[s+4>>0];b[d+5>>0]=b[s+5>>0];b[d+6>>0]=b[s+6>>0];b[d+7>>0]=b[s+7>>0];d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Bt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=104;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ct(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=105;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Dt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=106;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Et(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;d=c+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=107;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,d)|0;d=a;g=f[d>>2]|0;d=f[d+4>>2]|0;a=(f[64571]|0)+e|0;e=a;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;a=a+4|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ft(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=108;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Gt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=109;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ht(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=110;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function It(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=111;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Jt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=112;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Kt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=113;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Lt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=114;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Mt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=115;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Nt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=116;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ot(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=117;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Pt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=118;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Qt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=119;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Rt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=120;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function St(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=121;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,24,d)|0;d=f[64571]|0;e=d+e|0;c=e+24|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Tt(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;d=l+4|0;e=l;g=l+8|0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,1,g)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;j=k-(f[64571]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=122;b[j+1>>0]=0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,24,g)|0;j=f[64571]|0;k=j+k|0;h=a;i=k+24|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));k=f[64572]|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,24,g)|0;a=f[64571]|0;k=a+(k-j)|0;h=c;i=k+24|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Ut(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=128;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Vt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=129;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Wt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=130;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Xt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=131;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Yt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=132;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Zt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=133;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function _t(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=134;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function $t(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=135;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function au(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=136;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function bu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=137;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function cu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=138;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function du(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=139;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function eu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=140;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function fu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=141;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function gu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=142;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function hu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=143;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function iu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=144;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ju(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=145;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function ku(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=146;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=147;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function mu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=148;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function nu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=149;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ou(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=151;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function pu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=152;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function qu(a,c){a=+a;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=153;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=c;c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ru(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=154;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function su(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;j=i+20|0;k=i+22|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;d[j>>1]=155;b[k>>0]=82;mha(258284,k,j,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~(((c+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=i;return}function tu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=156;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function uu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=157;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function vu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=158;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function wu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=159;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function xu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=160;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function yu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=161;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function zu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=123;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Au(a){a=a|0;a:{Oc(10720,54131,7,26952,118557,7,53);Oc(10720,54162,7,27012,118557,8,54);Oc(10720,54185,8,27072,120275,1,28);Oc(10720,54210,6,27136,120558,1,2);Oc(10720,54231,1,26256,115815,1501,21);Oc(10720,54243,4,26540,117549,64,91);Oc(10720,54263,5,26724,118161,44,129);Oc(10720,54280,1,26256,115815,1501,22);Oc(10720,54295,6,27224,121154,1,2);Oc(10720,54309,1,26256,115815,1501,23);Oc(10720,54323,2,26260,117481,844,1575);Oc(10720,54342,2,27248,121162,53,34);Oc(10720,54350,4,27288,117549,70,92);Oc(10720,54362,3,27304,116488,72,897);Oc(10720,54389,3,27304,116488,72,898);Oc(10720,54415,3,27304,116488,72,899);Oc(10720,54435,3,27304,116488,72,900);Oc(10720,54457,3,27304,116488,72,901);Oc(10720,54474,5,26724,118161,44,130);Oc(10720,54493,3,27304,116488,72,902);Oc(10720,54514,3,27304,116488,72,903);Oc(10720,54530,3,27304,116488,72,904);Oc(10720,54565,3,27304,116488,72,905);Oc(10720,54596,3,27304,116488,72,906);Oc(10720,54626,3,27304,116488,72,907);Oc(10720,54652,3,27304,116488,72,908);Oc(10720,54678,3,27304,116488,72,909);Oc(10720,54716,3,27304,116488,72,910);Oc(10720,54732,3,27304,116488,72,911);Oc(10720,54754,3,27304,116488,72,912);Oc(10720,54775,3,27304,116488,72,913);Oc(10720,54814,3,27304,116488,72,914);Oc(10720,54830,3,27304,116488,72,915);Oc(10720,54846,3,27304,116488,72,916);Oc(10720,54860,3,27304,116488,72,917);Oc(10720,54873,3,27304,116488,72,918);Oc(10720,54890,3,27304,116488,72,919);Oc(10720,54907,3,27304,116488,72,920);Oc(10720,54921,3,27304,116488,72,921);Oc(10720,54941,3,27304,116488,72,922);Oc(10720,54958,2,27348,117481,876,1576);Oc(10720,54990,6,27388,122507,25,94);Oc(10720,55010,6,27388,122507,25,95);Oc(10720,55026,5,26724,118161,44,131);Oc(10720,55053,1,26256,115815,1501,24);Oc(10720,55066,3,27304,116488,72,923);Oc(10720,55082,1,26256,115815,1501,25);Oc(10720,55094,4,27476,117549,73,93);Oc(10720,55115,1,26256,115815,1501,26);Oc(10720,55140,5,26724,118161,44,132);Oc(10720,55162,2,26260,117481,844,1577);Oc(10720,55174,6,27556,122507,26,96);Oc(10720,55196,6,27612,122507,27,97);Oc(10720,55210,6,27612,122507,27,98);Oc(10720,55224,5,26724,118161,44,133);Oc(10720,55241,7,27732,118557,10,55);Oc(10720,55262,7,27732,118557,10,56);Oc(10720,55290,1,26256,115815,1501,27);Oc(10720,55303,7,27824,118557,11,57);Oc(10720,55316,1,26256,115815,1501,28);Oc(10720,55330,1,26256,115815,1501,29);Oc(10720,55344,8,27852,120275,2,29);Oc(10720,55362,2,27884,117481,878,1578);Oc(10720,55383,2,27248,121162,53,35);Oc(10720,55407,2,27248,121162,53,36);Oc(10720,55439,2,26260,117481,844,1579);Oc(10720,55470,2,27248,121162,53,37);Oc(10720,55498,2,27248,121162,53,38);Oc(10720,55530,2,27348,117481,876,1580);Oc(10720,55557,2,27248,121162,53,39);Oc(10720,55586,2,26260,117481,844,1581);Oc(10720,55615,2,27248,121162,53,40);Oc(10720,55642,2,27248,121162,53,41);Oc(10720,55668,2,26260,117481,844,1582);Oc(10720,55695,2,27892,117481,879,1583);Oc(10720,55715,2,27348,117481,876,1584);Oc(10720,55735,2,27900,117481,880,1585);Oc(10720,55754,3,27908,116488,74,924);Oc(10720,55776,4,27920,126199,1,4);Oc(10720,55797,3,27936,116488,75,925);Oc(10720,55817,2,27348,117481,876,1586);Oc(10720,55833,3,27948,115822,16,57);Oc(10720,55851,2,27248,121162,53,42);Oc(10720,55874,2,26260,117481,844,1587);Oc(10720,55893,2,27248,121162,53,43);Oc(10720,55911,2,27248,121162,53,44);Oc(10720,55938,2,27900,117481,880,1588);Oc(10720,55962,4,27960,117549,76,94);Oc(10720,55988,2,27348,117481,876,1589);Oc(10720,56007,4,27976,117549,77,95);Oc(10720,56027,2,26260,117481,844,1590);Oc(10720,56042,3,27992,126205,9,3);Oc(10720,56063,2,27248,121162,53,45);Oc(10720,56079,2,27248,121162,53,46);Oc(10720,56096,2,27248,121162,53,47);Oc(10720,56118,2,28004,117481,883,1591);Oc(10720,56138,2,27348,117481,876,1592);Oc(10720,56165,2,28012,117481,884,1593);Oc(10720,56182,2,27892,117481,879,1594);Oc(10720,56194,2,27248,121162,53,48);Oc(10720,56229,2,27248,121162,53,49);Oc(10720,56260,2,26260,117481,844,1595);Oc(10720,56290,2,27348,117481,876,1596);Oc(10720,56316,2,27248,121162,53,50);Oc(10720,56342,2,27248,121162,53,51);Oc(10720,56380,2,27348,117481,876,1597);Oc(10720,56396,2,27348,117481,876,1598);Oc(10720,56418,2,26260,117481,844,1599);Oc(10720,56436,2,27348,117481,876,1600);Oc(10720,56457,2,28020,117481,885,1601);Oc(10720,56472,3,28028,116488,78,926);Oc(10720,56499,2,27900,117481,880,1602);Oc(10720,56528,2,27900,117481,880,1603);Oc(10720,56569,2,27900,117481,880,1604);Oc(10720,56613,2,27900,117481,880,1605);Oc(10720,56655,2,27900,117481,880,1606);Oc(10720,56700,2,27900,117481,880,1607);Oc(10720,56730,2,27248,121162,53,52);Oc(10720,56762,2,27900,117481,880,1608);Oc(10720,56789,2,27892,117481,879,1609);Oc(10720,56817,2,27900,117481,880,1610);Oc(10720,56851,2,27900,117481,880,1611);Oc(10720,56879,2,27892,117481,879,1612);Oc(10720,56908,2,27900,117481,880,1613);Oc(10720,56943,2,27892,117481,879,1614);Oc(10720,56960,2,27348,117481,876,1615);Oc(10720,56981,2,27348,117481,876,1616);Oc(10720,57020,2,28040,126210,55,53);Oc(10720,57060,2,27348,117481,876,1617);Oc(10720,57079,2,27348,117481,876,1618);Oc(10720,57095,2,26260,117481,844,1619);Oc(10720,57108,2,26260,117481,844,1620);Oc(10720,57124,2,28040,126210,55,54);Oc(10720,57140,2,28040,126210,55,55);Oc(10720,57140,2,28040,126210,55,55);Oc(10720,57167,2,27892,117481,879,1621);Oc(10720,57181,3,28048,126214,2,3);Oc(10720,57194,2,27348,117481,876,1622);Oc(10720,57211,3,27936,116488,75,927);Oc(10720,57234,2,28012,117481,884,1623);Oc(10720,57252,2,27884,117481,878,1624);Oc(10720,57271,2,27348,117481,876,1625);Oc(10720,57292,2,27248,121162,53,56);Oc(10720,57313,2,27248,121162,53,57);Oc(10720,57336,2,27248,121162,53,58);Oc(10720,57368,2,27884,117481,878,1626);Oc(10720,57385,2,27348,117481,876,1627);Oc(10720,57405,2,27248,121162,53,59);Oc(10720,57424,2,27248,121162,53,60);Oc(10720,57445,2,27248,121162,53,61);Oc(10720,57475,4,28060,126219,1,2);Oc(10720,57506,3,28076,126225,3,4);Oc(10720,57538,2,26260,117481,844,1628);Oc(10720,57569,2,27348,117481,876,1629);Oc(10720,57596,2,27248,121162,53,62);Oc(10720,57625,2,27248,121162,53,63);Oc(10720,57652,2,27248,121162,53,64);Oc(10720,57680,2,26260,117481,844,1630);Oc(10720,57707,2,27884,117481,878,1631);Oc(10720,57728,2,27348,117481,876,1632);Oc(10720,57751,2,27348,117481,876,1633);Oc(10720,57791,2,27248,121162,53,65);Oc(10720,57814,2,26260,117481,844,1634);Oc(10720,57840,2,27892,117481,879,1635);Oc(10720,57855,2,27248,121162,53,66);Oc(10720,57876,3,27304,116488,72,928);Oc(10720,57896,2,27892,117481,879,1636);Oc(10720,57916,2,27900,117481,880,1637);Oc(10720,57938,2,27892,117481,879,1638);Oc(10720,57961,3,26352,116488,65,929);Oc(10720,57987,6,28152,122507,31,99);Oc(10720,58003,3,28176,115822,17,58);Oc(10720,58018,2,27892,117481,879,1639);Oc(10720,58042,5,28188,118161,51,134);Oc(10720,58058,4,28208,117549,79,96);Oc(10720,58071,1,26256,115815,1501,30);Oc(10720,58086,5,26724,118161,44,135);Oc(10720,58106,1,26256,115815,1501,31);Oc(10720,58121,1,26256,115815,1501,32);Oc(10720,58141,1,26256,115815,1501,33);Oc(10720,58157,1,26256,115815,1501,34);Oc(10720,58170,1,26256,115815,1501,35);Oc(10720,58187,1,26256,115815,1501,36);Oc(10720,58209,3,28224,116488,80,930);Oc(10720,58227,6,28236,122507,32,100);Oc(10720,58239,3,27304,116488,72,931);Oc(10720,58260,5,28292,118161,53,136);Oc(10720,58277,5,26724,118161,44,137);Oc(10720,58287,4,28344,117549,83,97);Oc(10720,58306,3,27304,116488,72,932);Oc(10720,58317,13,28392,127463,5,4);Oc(10720,58330,5,26724,118161,44,138);Oc(10720,58344,3,27304,116488,72,933);Oc(10720,58360,5,26724,118161,44,139);Oc(10720,58377,5,26724,118161,44,140);Oc(10720,58409,5,26724,118161,44,141);Oc(10720,58434,5,26724,118161,44,142);Oc(10720,58460,6,28636,122507,33,101);Oc(10720,58485,6,28636,122507,33,102);Oc(10720,58511,4,28692,117549,89,98);Oc(10720,58511,3,27304,116488,72,934);Oc(10720,58525,5,26724,118161,44,143);Oc(10720,58540,5,26724,118161,44,144);Oc(10720,58559,6,28804,122507,34,103);Oc(10720,58578,15,28828,130983,1,3);Oc(10720,58594,5,26724,118161,44,145);Oc(10720,58611,4,28952,117549,93,99);Oc(10720,58628,5,29e3,118161,57,146);Oc(10720,58657,6,29052,122507,35,104);Oc(10720,58687,17,29108,132757,1,6);Oc(10720,58704,4,26540,117549,64,100);Oc(10720,58742,4,26540,117549,64,101);Oc(10720,58775,5,29176,118161,59,147);Oc(10720,58807,5,29176,118161,59,148);Oc(10720,58842,5,29176,118161,59,149);Oc(10720,58872,5,29228,118161,60,150);Oc(10720,58916,7,29280,118557,13,58);Oc(10720,58960,6,29340,122507,37,105);Oc(10720,59004,6,29340,122507,37,106);Oc(10720,59047,10,29428,134438,1,5);Oc(10720,59047,9,29500,134747,4,10);Oc(10720,59047,8,29568,120275,4,30);Oc(10720,59067,6,29632,122507,38,107);Oc(10720,59088,6,29632,122507,38,108);Oc(10720,59124,6,29632,122507,38,109);Oc(10720,59151,7,29752,118557,15,59);Oc(10720,59173,6,29632,122507,38,110);Oc(10720,59203,6,29632,122507,38,111);Oc(10720,59228,6,29632,122507,38,112);Oc(10720,59257,6,29632,122507,38,113);Oc(10720,59284,6,29632,122507,38,114);Oc(10720,59322,6,29632,122507,38,115);Oc(10720,59350,6,29632,122507,38,116);Oc(10720,59387,5,26724,118161,44,151);Oc(10720,59427,7,29752,118557,15,60);Oc(10720,59458,8,30100,120275,5,31);Oc(10720,59496,7,29752,118557,15,61);Oc(10720,59529,8,30100,120275,5,32);Oc(10720,59558,8,30100,120275,5,33);Oc(10720,59593,8,30100,120275,5,34);Oc(10720,59621,6,29632,122507,38,117);Oc(10720,59653,6,30228,122507,42,118);Oc(10720,59689,6,29632,122507,38,119);Oc(10720,59718,6,29632,122507,38,120);Oc(10720,59746,6,30228,122507,42,121);Oc(10720,59782,6,29632,122507,38,122);Oc(10720,59811,7,30412,118557,20,62);Oc(10720,59834,6,29632,122507,38,123);Oc(10720,59859,6,29632,122507,38,124);Oc(10720,59895,7,29752,118557,15,63);Oc(10720,59919,6,29632,122507,38,125);Oc(10720,59959,6,30228,122507,42,126);Oc(10720,59996,6,29632,122507,38,127);Oc(10720,60026,6,29632,122507,38,128);Oc(10720,60057,6,29632,122507,38,129);Oc(10720,60085,6,29632,122507,38,130);Oc(10720,60122,6,29632,122507,38,131);Oc(10720,60158,8,30760,120275,6,35);Oc(10720,60193,6,29632,122507,38,132);Oc(10720,60220,7,29752,118557,15,64);Oc(10720,60249,6,30228,122507,42,133);Oc(10720,60283,7,30920,118557,22,65);Oc(10720,60314,6,29632,122507,38,134);Oc(10720,60348,5,30980,118161,91,152);Oc(10720,60375,7,30920,118557,22,66);Oc(10720,60407,6,31032,122507,48,135);Oc(10720,60429,7,31056,147448,2,6);Oc(10720,60459,6,31084,147457,1,2);Oc(10720,60486,5,30980,118161,91,153);Oc(10720,60511,5,30980,118161,91,154);Oc(10720,60540,5,30980,118161,91,155);Oc(10720,60567,5,30980,118161,91,156);Oc(10720,60605,5,30980,118161,91,157);Oc(10720,60633,5,30980,118161,91,158);Oc(10720,60670,5,30980,118161,91,159);Oc(10720,60696,8,31108,120275,7,36);Oc(10720,60725,8,31140,120275,8,37);Oc(10720,60760,8,31140,120275,8,38);Oc(10720,60788,5,30980,118161,91,160);Oc(10720,60820,5,30980,118161,91,161);Oc(10720,60849,5,30980,118161,91,162);Oc(10720,60877,8,31172,147465,1,2);Oc(10720,60905,5,30980,118161,91,163);Oc(10720,60934,8,31236,120275,9,39);Oc(10720,60957,5,28188,118161,51,164);Oc(10720,60983,6,31268,147818,5,2);Oc(10720,61007,5,28188,118161,51,165);Oc(10720,61036,5,30980,118161,91,166);Oc(10720,61076,5,30980,118161,91,167);Oc(10720,61106,5,30980,118161,91,168);Oc(10720,61137,5,30980,118161,91,169);Oc(10720,61165,5,30980,118161,91,170);Oc(10720,61202,5,30980,118161,91,171);Oc(10720,61238,14,31324,148354,2,7);Oc(10720,61262,6,31380,122507,49,136);Oc(10720,61286,5,30980,118161,91,172);Oc(10720,61307,4,31404,117549,121,102);Oc(10720,61344,5,29176,118161,59,173);Oc(10720,61368,4,26540,117549,64,103);Oc(10720,61400,4,26540,117549,64,104);Oc(10720,61429,7,31420,118557,27,67);Oc(10720,61460,4,26540,117549,64,105);Oc(10720,61490,7,30412,118557,20,68);Oc(10720,61515,5,29176,118161,59,174);Oc(10720,61541,5,29176,118161,59,175);Oc(10720,61567,2,26260,117481,844,1640);Oc(10720,61583,3,27936,116488,75,935);Oc(10720,61601,11,31480,148653,1,2);Oc(10720,61621,3,31524,116488,90,936);Oc(10720,61640,3,27304,116488,72,901);Oc(10720,61650,2,26260,117481,844,1641);Oc(10720,61709,3,27992,126205,9,4);Oc(10720,61660,5,31536,117525,2,4);Oc(10720,61727,5,26724,118161,44,176);Oc(10720,61743,5,31620,118161,137,177);Oc(10720,61765,1,26256,115815,1501,37);f[a+1544>>2]=5;break a}}function Bu(a){a=a|0;Oc(8808,54185,8,27072,120275,1,9);Oc(8808,54210,6,27136,120558,1,1);Oc(8808,54231,1,26256,115815,1501,5);Oc(8808,54243,4,26540,117549,64,70);Oc(8808,54263,5,26724,118161,44,69);Oc(8808,54280,1,26256,115815,1501,6);Oc(8808,54295,6,27224,121154,1,1);Oc(8808,54309,1,26256,115815,1501,7);Oc(8808,54323,2,26260,117481,844,1507);Oc(8808,54342,2,27248,121162,53,1);Oc(8808,54350,4,27288,117549,70,71);Oc(8808,54362,3,27304,116488,72,850);Oc(8808,54389,3,27304,116488,72,851);Oc(8808,54415,3,27304,116488,72,852);Oc(8808,54435,3,27304,116488,72,853);Oc(8808,54457,3,27304,116488,72,854);Oc(8808,54474,5,26724,118161,44,71);Oc(8808,54493,3,27304,116488,72,855);Oc(8808,54514,3,27304,116488,72,856);Oc(8808,54530,3,27304,116488,72,857);Oc(8808,54565,3,27304,116488,72,858);Oc(8808,54596,3,27304,116488,72,859);Oc(8808,54626,3,27304,116488,72,860);Oc(8808,54652,3,27304,116488,72,861);Oc(8808,54678,3,27304,116488,72,862);Oc(8808,54716,3,27304,116488,72,863);Oc(8808,54732,3,27304,116488,72,864);Oc(8808,54754,3,27304,116488,72,865);Oc(8808,54775,3,27304,116488,72,866);Oc(8808,54814,3,27304,116488,72,867);Oc(8808,54830,3,27304,116488,72,868);Oc(8808,54846,3,27304,116488,72,869);Oc(8808,54860,3,27304,116488,72,870);Oc(8808,54873,3,27304,116488,72,871);Oc(8808,54890,3,27304,116488,72,872);Oc(8808,54907,3,27304,116488,72,873);Oc(8808,54921,3,27304,116488,72,874);Oc(8808,54941,3,27304,116488,72,875);Oc(8808,54958,2,27348,117481,876,1508);Oc(8808,54990,6,27388,122507,25,45);Oc(8808,55010,6,27388,122507,25,46);Oc(8808,55026,5,26724,118161,44,72);Oc(8808,55053,1,26256,115815,1501,8);Oc(8808,55066,3,27304,116488,72,877);Oc(8808,55082,1,26256,115815,1501,9);Oc(8808,55094,4,27476,117549,73,73);Oc(8808,55115,1,26256,115815,1501,10);Oc(8808,55140,5,26724,118161,44,74);Oc(8808,55162,2,26260,117481,844,1509);Oc(8808,55174,6,27556,122507,26,47);Oc(8808,55196,6,27612,122507,27,48);Oc(8808,55210,6,27612,122507,27,49);Oc(8808,55224,5,26724,118161,44,75);Oc(8808,55241,7,27732,118557,10,28);Oc(8808,55262,7,27732,118557,10,29);Oc(8808,55290,1,26256,115815,1501,11);Oc(8808,55303,7,27824,118557,11,30);Oc(8808,55316,1,26256,115815,1501,12);Oc(8808,55330,1,26256,115815,1501,13);Oc(8808,55344,8,27852,120275,2,12);Oc(8808,55362,2,27884,117481,878,1510);Oc(8808,55383,2,27248,121162,53,2);Oc(8808,55407,2,27248,121162,53,3);Oc(8808,55439,2,26260,117481,844,1511);Oc(8808,55470,2,27248,121162,53,4);Oc(8808,55498,2,27248,121162,53,5);Oc(8808,55530,2,27348,117481,876,1512);Oc(8808,55557,2,27248,121162,53,6);Oc(8808,55586,2,26260,117481,844,1513);Oc(8808,55615,2,27248,121162,53,7);Oc(8808,55642,2,27248,121162,53,8);Oc(8808,55668,2,26260,117481,844,1514);Oc(8808,55695,2,27892,117481,879,1515);Oc(8808,55715,2,27348,117481,876,1516);Oc(8808,55735,2,27900,117481,880,1517);Oc(8808,55754,3,27908,116488,74,881);Oc(8808,55776,4,27920,126199,1,1);Oc(8808,55797,3,27936,116488,75,882);Oc(8808,55817,2,27348,117481,876,1518);Oc(8808,55833,3,27948,115822,16,54);Oc(8808,55851,2,27248,121162,53,9);Oc(8808,55874,2,26260,117481,844,1519);Oc(8808,55893,2,27248,121162,53,10);Oc(8808,55911,2,27248,121162,53,11);Oc(8808,55938,2,27900,117481,880,1520);Oc(8808,55962,4,27960,117549,76,76);Oc(8808,55988,2,27348,117481,876,1521);Oc(8808,56007,4,27976,117549,77,77);Oc(8808,56027,2,26260,117481,844,1522);Oc(8808,56042,3,27992,126205,9,1);Oc(8808,56063,2,27248,121162,53,12);Oc(8808,56079,2,27248,121162,53,13);Oc(8808,56096,2,27248,121162,53,14);Oc(8808,56118,2,28004,117481,883,1523);Oc(8808,56138,2,27348,117481,876,1524);Oc(8808,56165,2,28012,117481,884,1525);Oc(8808,56182,2,27892,117481,879,1526);Oc(8808,56194,2,27248,121162,53,15);Oc(8808,56229,2,27248,121162,53,16);Oc(8808,56260,2,26260,117481,844,1527);Oc(8808,56290,2,27348,117481,876,1528);Oc(8808,56316,2,27248,121162,53,17);Oc(8808,56342,2,27248,121162,53,18);Oc(8808,56380,2,27348,117481,876,1529);Oc(8808,56396,2,27348,117481,876,1530);Oc(8808,56418,2,26260,117481,844,1531);Oc(8808,56436,2,27348,117481,876,1532);Oc(8808,56457,2,28020,117481,885,1533);Oc(8808,56472,3,28028,116488,78,886);Oc(8808,56499,2,27900,117481,880,1534);Oc(8808,56528,2,27900,117481,880,1535);Oc(8808,56569,2,27900,117481,880,1536);Oc(8808,56613,2,27900,117481,880,1537);Oc(8808,56655,2,27900,117481,880,1538);Oc(8808,56700,2,27900,117481,880,1539);Oc(8808,56730,2,27248,121162,53,19);Oc(8808,56762,2,27900,117481,880,1540);Oc(8808,56789,2,27892,117481,879,1541);Oc(8808,56817,2,27900,117481,880,1542);Oc(8808,56851,2,27900,117481,880,1543);Oc(8808,56879,2,27892,117481,879,1544);Oc(8808,56908,2,27900,117481,880,1545);Oc(8808,56943,2,27892,117481,879,1546);Oc(8808,56960,2,27348,117481,876,1547);Oc(8808,56981,2,27348,117481,876,1548);Oc(8808,57020,2,28040,126210,55,20);Oc(8808,57060,2,27348,117481,876,1549);Oc(8808,57079,2,27348,117481,876,1550);Oc(8808,57095,2,26260,117481,844,1551);Oc(8808,57108,2,26260,117481,844,1552);Oc(8808,57124,2,28040,126210,55,21);Oc(8808,57140,2,28040,126210,55,22);Oc(8808,57140,2,28040,126210,55,22);Oc(8808,57167,2,27892,117481,879,1553);Oc(8808,57181,3,28048,126214,2,1);Oc(8808,57194,2,27348,117481,876,1554);Oc(8808,57211,3,27936,116488,75,887);Oc(8808,57234,2,28012,117481,884,1555);Oc(8808,57252,2,27884,117481,878,1556);Oc(8808,57271,2,27348,117481,876,1557);Oc(8808,57292,2,27248,121162,53,23);Oc(8808,57313,2,27248,121162,53,24);Oc(8808,57336,2,27248,121162,53,25);Oc(8808,57368,2,27884,117481,878,1558);Oc(8808,57385,2,27348,117481,876,1559);Oc(8808,57405,2,27248,121162,53,26);Oc(8808,57424,2,27248,121162,53,27);Oc(8808,57445,2,27248,121162,53,28);Oc(8808,57475,4,28060,126219,1,1);Oc(8808,57506,3,28076,126225,3,2);Oc(8808,57538,2,26260,117481,844,1560);Oc(8808,57569,2,27348,117481,876,1561);Oc(8808,57596,2,27248,121162,53,29);Oc(8808,57625,2,27248,121162,53,30);Oc(8808,57652,2,27248,121162,53,31);Oc(8808,57680,2,26260,117481,844,1562);Oc(8808,57707,2,27884,117481,878,1563);Oc(8808,57728,2,27348,117481,876,1564);Oc(8808,57751,2,27348,117481,876,1565);Oc(8808,57791,2,27248,121162,53,32);Oc(8808,57814,2,26260,117481,844,1566);Oc(8808,57840,2,27892,117481,879,1567);Oc(8808,57855,2,27248,121162,53,33);Oc(8808,57876,3,27304,116488,72,888);Oc(8808,57896,2,27892,117481,879,1568);Oc(8808,57916,2,27900,117481,880,1569);Oc(8808,57938,2,27892,117481,879,1570);Oc(8808,57961,3,26352,116488,65,889);Oc(8808,57987,6,28152,122507,31,50);Oc(8808,58003,3,28176,115822,17,56);Oc(8808,58018,2,27892,117481,879,1571);Oc(8808,58042,5,28188,118161,51,78);Oc(8808,58058,4,28208,117549,79,79);Oc(8808,58071,1,26256,115815,1501,14);Oc(8808,58086,5,26724,118161,44,80);Oc(8808,58106,1,26256,115815,1501,15);Oc(8808,58121,1,26256,115815,1501,16);Oc(8808,58141,1,26256,115815,1501,17);Oc(8808,58157,1,26256,115815,1501,18);Oc(8808,58170,1,26256,115815,1501,19);Oc(8808,58187,1,26256,115815,1501,20);Oc(8808,58209,3,28224,116488,80,890);Oc(8808,58227,6,28236,122507,32,52);Oc(8808,58239,3,27304,116488,72,891);Oc(8808,58260,5,28292,118161,53,81);Oc(8808,58277,5,26724,118161,44,82);Oc(8808,58287,4,28344,117549,83,81);Oc(8808,58306,3,27304,116488,72,892);Oc(8808,58317,13,28392,127463,5,3);Oc(8808,58330,5,26724,118161,44,84);Oc(8808,58344,3,27304,116488,72,893);Oc(8808,58360,5,26724,118161,44,85);Oc(8808,58377,5,26724,118161,44,86);Oc(8808,58409,5,26724,118161,44,87);Oc(8808,58434,5,26724,118161,44,88);Oc(8808,58460,6,28636,122507,33,54);Oc(8808,58485,6,28636,122507,33,55);Oc(8808,58511,4,28692,117549,89,82);Oc(8808,58511,3,27304,116488,72,894);Oc(8808,58525,5,26724,118161,44,90);Oc(8808,58540,5,26724,118161,44,91);Oc(8808,58559,6,28804,122507,34,56);Oc(8808,58578,15,28828,130983,1,1);Oc(8808,58594,5,26724,118161,44,92);Oc(8808,58611,4,28952,117549,93,83);Oc(8808,58628,5,29e3,118161,57,94);Oc(8808,58657,6,29052,122507,35,58);Oc(8808,58687,17,29108,132757,1,5);Oc(8808,58704,4,26540,117549,64,84);Oc(8808,58742,4,26540,117549,64,85);Oc(8808,58775,5,29176,118161,59,95);Oc(8808,58807,5,29176,118161,59,96);Oc(8808,58842,5,29176,118161,59,97);Oc(8808,58872,5,29228,118161,60,98);Oc(8808,58916,7,29280,118557,13,36);Oc(8808,58960,6,29340,122507,37,61);Oc(8808,59004,6,29340,122507,37,62);Oc(8808,59047,10,29428,134438,1,3);Oc(8808,59047,9,29500,134747,4,3);Oc(8808,59047,8,29568,120275,4,14);Oc(8808,59067,6,29632,122507,38,63);Oc(8808,59088,6,29632,122507,38,64);Oc(8808,59124,6,29632,122507,38,65);Oc(8808,59151,7,29752,118557,15,39);Oc(8808,59173,6,29632,122507,38,66);Oc(8808,59203,6,29632,122507,38,67);Oc(8808,59228,6,29632,122507,38,68);Oc(8808,59257,6,29632,122507,38,69);Oc(8808,59284,6,29632,122507,38,70);Oc(8808,59322,6,29632,122507,38,71);Oc(8808,59350,6,29632,122507,38,72);Oc(8808,59387,5,26724,118161,44,99);Oc(8808,59427,7,29752,118557,15,40);Oc(8808,59458,8,30100,120275,5,16);Oc(8808,59496,7,29752,118557,15,41);Oc(8808,59529,8,30100,120275,5,17);Oc(8808,59558,8,30100,120275,5,18);Oc(8808,59593,8,30100,120275,5,19);Oc(8808,59621,6,29632,122507,38,73);Oc(8808,59653,6,30228,122507,42,74);Oc(8808,59689,6,29632,122507,38,75);Oc(8808,59718,6,29632,122507,38,76);Oc(8808,59746,6,30228,122507,42,77);Oc(8808,59782,6,29632,122507,38,78);Oc(8808,59811,7,30412,118557,20,43);Oc(8808,59834,6,29632,122507,38,79);Oc(8808,59859,6,29632,122507,38,80);Oc(8808,59895,7,29752,118557,15,44);Oc(8808,59919,6,29632,122507,38,81);Oc(8808,59959,6,30228,122507,42,82);Oc(8808,59996,6,29632,122507,38,83);Oc(8808,60026,6,29632,122507,38,84);Oc(8808,60057,6,29632,122507,38,85);Oc(8808,60085,6,29632,122507,38,86);Oc(8808,60122,6,29632,122507,38,87);Oc(8808,60158,8,30760,120275,6,21);Oc(8808,60193,6,29632,122507,38,88);Oc(8808,60220,7,29752,118557,15,45);Oc(8808,60249,6,30228,122507,42,89);Oc(8808,60283,7,30920,118557,22,46);Oc(8808,60314,6,29632,122507,38,90);Oc(8808,60348,5,30980,118161,91,100);Oc(8808,60375,7,30920,118557,22,47);Oc(8808,60407,6,31032,122507,48,92);Oc(8808,60429,7,31056,147448,2,4);Oc(8808,60459,6,31084,147457,1,1);Oc(8808,60486,5,30980,118161,91,101);Oc(8808,60511,5,30980,118161,91,102);Oc(8808,60540,5,30980,118161,91,103);Oc(8808,60567,5,30980,118161,91,104);Oc(8808,60605,5,30980,118161,91,105);Oc(8808,60633,5,30980,118161,91,106);Oc(8808,60670,5,30980,118161,91,107);Oc(8808,60696,8,31108,120275,7,23);Oc(8808,60725,8,31140,120275,8,24);Oc(8808,60760,8,31140,120275,8,25);Oc(8808,60788,5,30980,118161,91,108);Oc(8808,60820,5,30980,118161,91,109);Oc(8808,60849,5,30980,118161,91,110);Oc(8808,60877,8,31172,147465,1,1);Oc(8808,60905,5,30980,118161,91,111);Oc(8808,60934,8,31236,120275,9,26);Oc(8808,60957,5,28188,118161,51,112);Oc(8808,60983,6,31268,147818,5,1);Oc(8808,61007,5,28188,118161,51,113);Oc(8808,61036,5,30980,118161,91,114);Oc(8808,61076,5,30980,118161,91,115);Oc(8808,61106,5,30980,118161,91,116);Oc(8808,61137,5,30980,118161,91,117);Oc(8808,61165,5,30980,118161,91,118);Oc(8808,61202,5,30980,118161,91,119);Oc(8808,61238,14,31324,148354,2,6);Oc(8808,61262,6,31380,122507,49,93);Oc(8808,61286,5,30980,118161,91,120);Oc(8808,61307,4,31404,117549,121,86);Oc(8808,61344,5,29176,118161,59,122);Oc(8808,61368,4,26540,117549,64,87);Oc(8808,61400,4,26540,117549,64,88);Oc(8808,61429,7,31420,118557,27,50);Oc(8808,61460,4,26540,117549,64,89);Oc(8808,61490,7,30412,118557,20,51);Oc(8808,61515,5,29176,118161,59,123);Oc(8808,61541,5,29176,118161,59,124);Oc(8808,61567,2,26260,117481,844,1572);Oc(8808,61583,3,27936,116488,75,895);Oc(8808,61601,11,31480,148653,1,1);Oc(8808,61621,3,31524,116488,90,896);Oc(8808,61640,1,26488,117476,654,44);Oc(8808,61650,2,26260,117481,844,1573);Oc(8808,61660,5,31536,117525,2,3);Oc(8808,61680,5,26724,118161,44,125);Oc(8808,61692,5,26724,118161,44,126);Oc(8808,61709,3,27992,126205,9,2);Nc(10720,10728,10744,0,117476,659,117479,0,117479,0,61722,115815,1574);Oc(10720,54068,5,26724,118161,44,127);Oc(10720,54086,7,26776,118557,6,52);Oc(10720,54095,5,26724,118161,44,128);Oc(10720,54118,10,26868,119170,1,2)}function Cu(a){a=a|0;var b=0;a=f[a+64>>2]|0;b=pOb(4)|0;f[b>>2]=821;Yc(8592,17744,116484,198,a|0,17744,116488,47,b|0);Kc(8592);Xc(8600,52365,115813,17,115815,1479);b=pOb(4)|0;f[b>>2]=625;a=pOb(4)|0;f[a>>2]=822;Yc(8600,17744,116484,199,b|0,17744,116488,48,a|0);a=pOb(4)|0;f[a>>2]=626;b=pOb(4)|0;f[b>>2]=823;Yc(8600,17744,116484,199,a|0,17744,116488,48,b|0);Kc(8600);Xc(8608,52376,115813,18,115815,1480);b=pOb(4)|0;f[b>>2]=627;a=pOb(4)|0;f[a>>2]=824;Yc(8608,17744,116484,200,b|0,17744,116488,49,a|0);a=pOb(4)|0;f[a>>2]=628;b=pOb(4)|0;f[b>>2]=825;Yc(8608,17744,116484,200,a|0,17744,116488,49,b|0);Kc(8608);Xc(8616,52385,115813,19,115815,1481);b=pOb(4)|0;f[b>>2]=629;a=pOb(4)|0;f[a>>2]=826;Yc(8616,17744,116484,201,b|0,17744,116488,50,a|0);a=pOb(4)|0;f[a>>2]=630;b=pOb(4)|0;f[b>>2]=827;Yc(8616,17744,116484,201,a|0,17744,116488,50,b|0);Kc(8616);Xc(8624,52399,115813,20,115815,1482);b=pOb(4)|0;f[b>>2]=631;a=pOb(4)|0;f[a>>2]=828;Yc(8624,17744,116484,202,b|0,17744,116488,51,a|0);a=pOb(4)|0;f[a>>2]=632;b=pOb(4)|0;f[b>>2]=829;Yc(8624,17744,116484,202,a|0,17744,116488,51,b|0);Kc(8624);Xc(8632,52406,115813,21,115815,1483);b=pOb(4)|0;f[b>>2]=633;a=pOb(4)|0;f[a>>2]=830;Yc(8632,17744,116484,203,b|0,17744,116488,52,a|0);a=pOb(4)|0;f[a>>2]=634;b=pOb(4)|0;f[b>>2]=831;Yc(8632,17744,116484,203,a|0,17744,116488,52,b|0);Kc(8632);Xc(8640,52420,115813,22,115815,1484);b=pOb(4)|0;f[b>>2]=635;a=pOb(4)|0;f[a>>2]=832;Yc(8640,17744,116484,204,b|0,17744,116488,53,a|0);a=pOb(4)|0;f[a>>2]=636;b=pOb(4)|0;f[b>>2]=833;Yc(8640,17744,116484,204,a|0,17744,116488,53,b|0);Kc(8640);Xc(8648,52429,115813,23,115815,1485);b=pOb(4)|0;f[b>>2]=637;a=pOb(4)|0;f[a>>2]=834;Yc(8648,17744,116484,205,b|0,17744,116488,54,a|0);a=pOb(4)|0;f[a>>2]=638;b=pOb(4)|0;f[b>>2]=835;Yc(8648,17744,116484,205,a|0,17744,116488,54,b|0);Kc(8648);Xc(8656,52439,115813,24,115815,1486);b=pOb(4)|0;f[b>>2]=639;a=pOb(4)|0;f[a>>2]=836;Yc(8656,17744,116484,206,b|0,17744,116488,55,a|0);a=pOb(4)|0;f[a>>2]=640;b=pOb(4)|0;f[b>>2]=837;Yc(8656,17744,116484,206,a|0,17744,116488,55,b|0);Kc(8656);Xc(8664,52455,115813,25,115815,1487);b=pOb(4)|0;f[b>>2]=641;a=pOb(4)|0;f[a>>2]=838;Yc(8664,17744,116484,207,b|0,17744,116488,56,a|0);a=pOb(4)|0;f[a>>2]=642;b=pOb(4)|0;f[b>>2]=839;Yc(8664,17744,116484,207,a|0,17744,116488,56,b|0);Kc(8664);Xc(8672,52464,115813,26,115815,1488);b=pOb(4)|0;f[b>>2]=643;a=pOb(4)|0;f[a>>2]=840;Yc(8672,17744,116484,208,b|0,17744,116488,57,a|0);a=pOb(4)|0;f[a>>2]=644;b=pOb(4)|0;f[b>>2]=841;Yc(8672,17744,116484,208,a|0,17744,116488,57,b|0);Kc(8672);Zc(4664,52474,115813,27,115815,1489);Lc(4664);Zc(4584,52479,115813,28,115815,1490);b=pOb(4)|0;f[b>>2]=645;a=pOb(4)|0;f[a>>2]=842;_c(4584,52483,8008,116484,209,b|0,8008,116488,58,a|0);a=pOb(4)|0;f[a>>2]=646;b=pOb(4)|0;f[b>>2]=843;_c(4584,52490,8008,116484,209,a|0,8008,116488,58,b|0);Lc(4584);Zc(8680,52500,115813,29,115815,1491);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(8680,52515,400,116484,210,b|0,400,116488,59,a|0);a=pOb(4)|0;f[a>>2]=16;b=pOb(4)|0;f[b>>2]=16;_c(8680,52523,400,116484,210,a|0,400,116488,59,b|0);Lc(8680);Zc(992,52532,115813,30,115815,1492);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(992,52546,8680,116484,211,b|0,8680,116488,60,a|0);Lc(992);Zc(4872,52553,115813,31,115815,1493);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(4872,52564,17776,115827,18,a|0,17776,115831,9,b|0);b=pOb(4)|0;f[b>>2]=8;a=pOb(4)|0;f[a>>2]=8;_c(4872,52577,17776,115827,18,b|0,17776,115831,9,a|0);Lc(4872);Zc(8688,52591,115813,32,115815,1494);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(8688,52612,17744,116484,212,a|0,17744,116488,61,b|0);b=pOb(4)|0;f[b>>2]=4;a=pOb(4)|0;f[a>>2]=4;_c(8688,52631,17744,116484,212,b|0,17744,116488,61,a|0);Lc(8688);Zc(7456,52658,115813,33,115815,1495);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(7456,52665,17768,115818,19,a|0,17768,115822,10,b|0);b=pOb(4)|0;f[b>>2]=4;a=pOb(4)|0;f[a>>2]=4;_c(7456,52669,17768,115818,19,b|0,17768,115822,10,a|0);Lc(7456);Zc(7376,52673,115813,34,115815,1496);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(7376,52665,17776,115827,20,a|0,17776,115831,11,b|0);b=pOb(4)|0;f[b>>2]=8;a=pOb(4)|0;f[a>>2]=8;_c(7376,52669,17776,115827,20,b|0,17776,115831,11,a|0);Lc(7376);Zc(1112,52680,115813,35,115815,1497);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(1112,52665,872,116484,213,a|0,872,116488,62,b|0);b=pOb(4)|0;f[b>>2]=12;a=pOb(4)|0;f[a>>2]=12;_c(1112,52669,872,116484,213,b|0,872,116488,62,a|0);Lc(1112);Zc(5640,52686,115813,36,115815,1498);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(5640,52699,8008,116484,214,a|0,8008,116488,63,b|0);b=pOb(4)|0;f[b>>2]=24;a=pOb(4)|0;f[a>>2]=24;_c(5640,52706,8008,116484,214,b|0,8008,116488,63,a|0);a=pOb(4)|0;f[a>>2]=48;b=pOb(4)|0;f[b>>2]=48;_c(5640,52713,17776,115827,21,a|0,17776,115831,12,b|0);Lc(5640);Zc(8696,52722,115813,37,115815,1499);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(8696,52733,17776,115827,22,b|0,17776,115831,13,a|0);a=pOb(4)|0;f[a>>2]=8;b=pOb(4)|0;f[b>>2]=8;_c(8696,52751,17744,116484,215,a|0,17744,116488,64,b|0);b=pOb(4)|0;f[b>>2]=12;a=pOb(4)|0;f[a>>2]=12;_c(8696,52767,17744,116484,215,b|0,17744,116488,64,a|0);a=pOb(4)|0;f[a>>2]=16;b=pOb(4)|0;f[b>>2]=16;_c(8696,52782,17744,116484,215,a|0,17744,116488,64,b|0);b=pOb(4)|0;f[b>>2]=20;a=pOb(4)|0;f[a>>2]=20;_c(8696,52801,17744,116484,215,b|0,17744,116488,64,a|0);Lc(8696);Qc(8360,52813,4,1);Rc(8360,52824,0);Rc(8360,52832,1);Rc(8360,52845,2);Qc(3560,52867,1,0);Rc(3560,52895,0);Rc(3560,52910,1);Rc(3560,52924,2);Qc(8704,52937,1,0);Rc(8704,52954,0);Rc(8704,52968,1);Rc(8704,52976,2);Rc(8704,52994,3);Rc(8704,53009,4);Qc(4728,53026,1,0);Rc(4728,53045,0);Rc(4728,52924,1);Qc(8712,53067,1,0);Rc(8712,53088,0);Rc(8712,53101,1);Rc(8712,53109,2);Rc(8712,53115,3);Qc(8720,53126,1,0);Rc(8720,53146,0);Rc(8720,53169,1);Qc(8728,53192,1,0);Rc(8728,53101,0);Qc(4792,53213,1,0);Rc(4792,53233,0);Rc(4792,53244,1);Nc(8736,8744,8760,0,117476,647,117479,0,117479,0,53266,115815,1500);Oc(8736,53271,1,26256,115815,1501,2);Oc(8736,53289,1,26256,115815,1501,3);Oc(8736,53305,2,26260,117481,844,1502);Oc(8736,53305,9,26268,117485,1,1);Oc(8736,53305,8,26304,117496,1,1);Oc(8736,53319,2,26260,117481,844,1503);Oc(8736,53319,8,26304,117496,1,2);Oc(8736,53319,9,26268,117485,1,2);Oc(8736,53332,2,26336,116484,216,648);Oc(8736,53350,2,26336,116484,216,649);Oc(8736,53374,2,26336,116484,216,650);Oc(8736,53392,2,26344,116484,217,845);Oc(8736,53410,3,26352,116488,65,846);Oc(8736,53431,2,26364,116484,218,651);Oc(8736,53447,3,26372,116488,66,847);Oc(8736,53466,2,26364,116484,218,652);Oc(8736,53482,3,26372,116488,66,848);Oc(8736,53501,2,26364,116484,218,653);Oc(8736,53515,3,26372,116488,66,849);Oc(8736,53532,2,26384,115827,23,42);Oc(8736,53549,3,26392,115831,14,48);Oc(8736,53569,2,26384,115827,23,43);Oc(8736,53587,2,26384,115827,23,44);Oc(8736,53606,3,26392,115831,14,49);Oc(8736,53606,4,26404,117506,1,5);Oc(8736,53622,3,26392,115831,14,50);Oc(8736,53622,4,26404,117506,1,6);Oc(8736,53646,5,26420,117512,1,1);Oc(8736,53659,4,26404,117506,1,7);Oc(8736,53670,3,26392,115831,14,51);Oc(8736,53682,3,26392,115831,14,52);Oc(8736,53694,4,26404,117506,1,8);Oc(8736,53707,4,26440,117519,1,15);Oc(8736,53724,5,26456,117525,1,2);Oc(8736,53745,3,26476,117532,161,67);Oc(8736,53762,1,26488,117476,654,38);Oc(8736,53776,2,26492,116484,219,655);Oc(8736,53796,10,26500,117537,1,1);Oc(8736,53812,4,26540,117549,64,68);Oc(8736,53826,2,26260,117481,844,1504);Oc(8736,53848,2,26556,116484,220,656);Oc(8736,53861,16,26564,117656,1,1);Oc(8736,53873,1,26256,115815,1501,4);Oc(8736,53891,1,26488,117476,654,39);Oc(8736,53908,1,26488,117476,654,40);Oc(8736,53926,1,26628,117476,657,1505);Oc(8736,53947,4,26632,117549,65,69);Oc(8736,53961,7,26648,117674,1,1);Oc(8736,53981,4,26676,117683,9,66);Oc(8736,54e3,1,26488,117476,654,41);Oc(8736,54027,1,26488,117476,654,42);Oc(8736,54046,1,26488,117476,654,43);Nc(8808,8816,8832,0,117476,658,117479,0,117479,0,54063,115815,1506);Oc(8808,54068,5,26724,118161,44,67);Oc(8808,54086,7,26776,118557,6,22);Oc(8808,54095,5,26724,118161,44,68);Oc(8808,54118,10,26868,119170,1,1);Oc(8808,54131,7,26952,118557,7,23);Oc(8808,54162,7,27012,118557,8,24)}
+function B$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b)}g=a+12|0;b=f[g>>2]|0;if(b|0){h=a+16|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-208|0;f[h>>2]=d;e=f[c+-120>>2]|0;if(!e)c=d;else{c=c+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-192-d|0)>>>0)/192|0)*192|0);sOb(d);return}function C$(a){a=a|0;var b=0,c=0;f[a>>2]=25436;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);sOb(c);return}function D$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25436;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-192-b|0)>>>0)/192|0)*192|0);sOb(b);sOb(a);return}function E$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;if((c-b|0)<4){L=0;return L|0}L=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=b+4|0;K=a+4|0;d=f[K>>2]|0;J=a+8|0;e=f[J>>2]|0;if((e|0)!=(d|0))f[J>>2]=e+(~(((e+-192-d|0)>>>0)/192|0)*192|0);R$(K,L);k=a+16|0;if(!L){L=b;return L|0}l=a+24|0;m=a+12|0;n=a+64|0;o=a+72|0;q=a+80|0;r=a+88|0;s=a+96|0;t=a+104|0;u=a+112|0;v=a+116|0;w=a+120|0;x=a+124|0;y=a+128|0;z=a+132|0;A=a+136|0;B=a+144|0;C=a+152|0;D=a+160|0;E=a+168|0;F=a+176|0;G=a+184|0;H=a+192|0;I=a+200|0;j=a+208|0;i=0;while(1){b=J$(k,b,c)|0;if(!b){b=0;d=11;break}d=f[J>>2]|0;if(d>>>0<(f[m>>2]|0)>>>0){e=d;a=l;g=e+36|0;do{f[e>>2]=f[a>>2];e=e+4|0;a=a+4|0}while((e|0)<(g|0));e=d+40|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[d+48>>3]=+p[o>>3];p[d+56>>3]=+p[q>>3];e=d+64|0;f[e>>2]=f[r>>2];f[e+4>>2]=f[r+4>>2];f[e+8>>2]=f[r+8>>2];f[e+12>>2]=f[r+12>>2];f[e+16>>2]=f[r+16>>2];f[e+20>>2]=f[r+20>>2];p[e>>3]=+p[r>>3];p[d+72>>3]=+p[s>>3];p[d+80>>3]=+p[t>>3];e=d+88|0;f[e>>2]=f[u>>2];f[e+4>>2]=f[u+4>>2];f[e+8>>2]=f[u+8>>2];f[e>>2]=f[u>>2];f[d+92>>2]=f[v>>2];f[d+96>>2]=f[w>>2];e=d+100|0;f[e>>2]=f[x>>2];f[e+4>>2]=f[x+4>>2];f[e+8>>2]=f[x+8>>2];f[e>>2]=f[x>>2];f[d+104>>2]=f[y>>2];f[d+108>>2]=f[z>>2];e=d+112|0;f[e>>2]=f[A>>2];f[e+4>>2]=f[A+4>>2];f[e+8>>2]=f[A+8>>2];f[e+12>>2]=f[A+12>>2];f[e+16>>2]=f[A+16>>2];f[e+20>>2]=f[A+20>>2];p[e>>3]=+p[A>>3];p[d+120>>3]=+p[B>>3];p[d+128>>3]=+p[C>>3];e=d+136|0;f[e>>2]=f[D>>2];f[e+4>>2]=f[D+4>>2];f[e+8>>2]=f[D+8>>2];f[e+12>>2]=f[D+12>>2];f[e+16>>2]=f[D+16>>2];f[e+20>>2]=f[D+20>>2];p[e>>3]=+p[D>>3];p[d+144>>3]=+p[E>>3];p[d+152>>3]=+p[F>>3];e=d+160|0;f[e>>2]=f[G>>2];f[e+4>>2]=f[G+4>>2];f[e+8>>2]=f[G+8>>2];f[e+12>>2]=f[G+12>>2];f[e+16>>2]=f[G+16>>2];f[e+20>>2]=f[G+20>>2];p[e>>3]=+p[G>>3];p[d+168>>3]=+p[H>>3];p[d+176>>3]=+p[I>>3];e=j;a=f[e+4>>2]|0;g=d+184|0;f[g>>2]=f[e>>2];f[g+4>>2]=a;f[J>>2]=(f[J>>2]|0)+192}else T$(K,l);i=i+1|0;if(i>>>0>=L>>>0){d=11;break}}if((d|0)==11)return b|0;return 0}function F$(a){a=a|0;return a+4|0}function G$(a){a=a|0;var b=0,c=0;f[a>>2]=25436;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);sOb(c);return}function H$(a){a=a|0;yf()}function I$(a){a=a|0;sOb(a);return}function J$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0,ca=0,da=0.0,ea=0.0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0;ka=u;u=u+240|0;ja=ka+192|0;ia=ka;f[ia>>2]=25484;ba=M$(ia,b,c)|0;if(!ba){u=ka;return ba|0}b=a+8|0;ca=ia+8|0;fa=ja;ga=b;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));c=a+48|0;d=a+56|0;e=a+64|0;da=+p[c>>3];ea=+p[d>>3];N=+p[e>>3];g=a+72|0;h=a+80|0;i=a+88|0;O=+p[g>>3];P=+p[h>>3];Q=+p[i>>3];j=a+96|0;k=a+100|0;l=a+104|0;R=f[j>>2]|0;S=f[k>>2]|0;T=f[l>>2]|0;m=a+108|0;o=a+112|0;r=a+116|0;U=f[m>>2]|0;V=f[o>>2]|0;W=f[r>>2]|0;t=a+120|0;w=a+128|0;y=a+136|0;X=+p[t>>3];Y=+p[w>>3];Z=+p[y>>3];A=a+144|0;C=a+152|0;E=a+160|0;_=+p[A>>3];$=+p[C>>3];aa=+p[E>>3];G=a+168|0;I=a+176|0;J=a+184|0;K=+p[G>>3];L=+p[I>>3];M=+p[J>>3];fa=b;ga=ca;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));H=ia+48|0;p[c>>3]=+p[H>>3];F=ia+56|0;p[d>>3]=+p[F>>3];D=ia+64|0;p[e>>3]=+p[D>>3];B=ia+72|0;p[g>>3]=+p[B>>3];z=ia+80|0;p[h>>3]=+p[z>>3];x=ia+88|0;p[i>>3]=+p[x>>3];v=ia+96|0;f[j>>2]=f[v>>2];s=ia+100|0;f[k>>2]=f[s>>2];q=ia+104|0;f[l>>2]=f[q>>2];n=ia+108|0;f[m>>2]=f[n>>2];l=ia+112|0;f[o>>2]=f[l>>2];k=ia+116|0;f[r>>2]=f[k>>2];j=ia+120|0;p[t>>3]=+p[j>>3];i=ia+128|0;p[w>>3]=+p[i>>3];h=ia+136|0;p[y>>3]=+p[h>>3];g=ia+144|0;p[A>>3]=+p[g>>3];e=ia+152|0;p[C>>3]=+p[e>>3];d=ia+160|0;p[E>>3]=+p[d>>3];a=ia+168|0;p[G>>3]=+p[a>>3];c=ia+176|0;p[I>>3]=+p[c>>3];b=ia+184|0;p[J>>3]=+p[b>>3];fa=ca;ga=ja;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));p[H>>3]=da;p[F>>3]=ea;p[D>>3]=N;p[B>>3]=O;p[z>>3]=P;p[x>>3]=Q;f[v>>2]=R;f[s>>2]=S;f[q>>2]=T;f[n>>2]=U;f[l>>2]=V;f[k>>2]=W;p[j>>3]=X;p[i>>3]=Y;p[h>>3]=Z;p[g>>3]=_;p[e>>3]=$;p[d>>3]=aa;p[a>>3]=K;p[c>>3]=L;p[b>>3]=M;u=ka;return ba|0}function K$(a){a=a|0;return a+8|0}function L$(a){a=a|0;sOb(a);return}function M$(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0;B=u;u=u+80|0;A=B+40|0;t=B;f[t>>2]=25508;g=P$(t,c,d)|0;if(!g){A=0;u=B;return A|0}if((d-g|0)<24){A=0;u=B;return A|0}b[s>>0]=b[g>>0];b[s+1>>0]=b[g+1>>0];b[s+2>>0]=b[g+2>>0];b[s+3>>0]=b[g+3>>0];b[s+4>>0]=b[g+4>>0];b[s+5>>0]=b[g+5>>0];b[s+6>>0]=b[g+6>>0];b[s+7>>0]=b[g+7>>0];x=+p[s>>3];c=g+8|0;b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];y=+p[s>>3];c=g+16|0;b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];z=+p[s>>3];c=g+24|0;if((d-c|0)<24){A=0;u=B;return A|0}e=g+48|0;if((d-e|0)<24){A=0;u=B;return A|0}r=g+40|0;b[s>>0]=b[r>>0];b[s+1>>0]=b[r+1>>0];b[s+2>>0]=b[r+2>>0];b[s+3>>0]=b[r+3>>0];b[s+4>>0]=b[r+4>>0];b[s+5>>0]=b[r+5>>0];b[s+6>>0]=b[r+6>>0];b[s+7>>0]=b[r+7>>0];w=+p[s>>3];r=g+32|0;b[s>>0]=b[r>>0];b[s+1>>0]=b[r+1>>0];b[s+2>>0]=b[r+2>>0];b[s+3>>0]=b[r+3>>0];b[s+4>>0]=b[r+4>>0];b[s+5>>0]=b[r+5>>0];b[s+6>>0]=b[r+6>>0];b[s+7>>0]=b[r+7>>0];v=+p[s>>3];b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];o=+p[s>>3];r=g+72|0;n=g+68|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;m=g+64|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=g+60|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;q=g+56|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;k=g+52|0;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;i=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;j=a+8|0;c=t+4|0;d=A;e=j;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=j;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=c;e=A;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+48>>3]=x;p[a+56>>3]=y;p[a+64>>3]=z;p[a+72>>3]=o;p[a+80>>3]=v;p[a+88>>3]=w;f[a+96>>2]=i;f[a+100>>2]=k;f[a+104>>2]=q;f[a+108>>2]=l;f[a+112>>2]=m;f[a+116>>2]=n;A=r;u=B;return A|0}function N$(a){a=a|0;return a+8|0}function O$(a){a=a|0;sOb(a);return}function P$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;if((c-b|0)<8){b=0;return b|0}m=b;n=m;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;d=b+8|0;if((c-d|0)<8){b=0;return b|0}l=d;k=l;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;d=b+16|0;if((c-d|0)<4){b=0;return b|0}j=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=b+20|0;if((c-d|0)<4){b=0;return b|0}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=b+24|0;if((c-d|0)<4){b=0;return b|0}d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=b+28|0;if((c-e|0)<4){b=0;return b|0}g=b+32|0;if((c-g|0)<4){b=0;return b|0}e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;c=a+4|0;f[c>>2]=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;f[c+4>>2]=m;n=a+12|0;f[n>>2]=k;f[n+4>>2]=l;f[a+20>>2]=j;f[a+24>>2]=i;f[a+28>>2]=d;f[a+32>>2]=e;f[a+36>>2]=g;b=b+36|0;return b|0}function Q$(a){a=a|0;return a+4|0}function R$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;d=f[a>>2]|0;if((((f[a+8>>2]|0)-d|0)/192|0)>>>0>=b>>>0){u=h;return}c=f[a+4>>2]|0;f[g+12>>2]=0;f[g+16>>2]=a+8;if(b>>>0>22369621)vd();i=pOb(b*192|0)|0;f[g>>2]=i;d=i+(((c-d|0)/192|0)*192|0)|0;e=g+8|0;f[e>>2]=d;c=g+4|0;f[c>>2]=d;f[g+12>>2]=i+(b*192|0);S$(a,g);c=f[c>>2]|0;d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);c=f[g>>2]|0;if(c|0)sOb(c);u=h;return}function S$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=f[a>>2]|0;k=a+4|0;c=f[k>>2]|0;l=b+4|0;if((c|0)==(j|0)){i=l;h=a;l=f[l>>2]|0;f[h>>2]=l;f[i>>2]=j;j=b+8|0;l=f[k>>2]|0;h=f[j>>2]|0;f[k>>2]=h;f[j>>2]=l;j=a+8|0;l=b+12|0;k=f[j>>2]|0;a=f[l>>2]|0;f[j>>2]=a;f[l>>2]=k;l=f[i>>2]|0;f[b>>2]=l;return}e=f[l>>2]|0;do{d=c;c=c+-192|0;g=e+-192|0;h=c;i=g+36|0;do{f[g>>2]=f[h>>2];g=g+4|0;h=h+4|0}while((g|0)<(i|0));p[e+-152>>3]=+p[d+-152>>3];p[e+-144>>3]=+p[d+-144>>3];p[e+-136>>3]=+p[d+-136>>3];p[e+-128>>3]=+p[d+-128>>3];p[e+-120>>3]=+p[d+-120>>3];p[e+-112>>3]=+p[d+-112>>3];f[e+-104>>2]=f[d+-104>>2];f[e+-100>>2]=f[d+-100>>2];f[e+-96>>2]=f[d+-96>>2];f[e+-92>>2]=f[d+-92>>2];f[e+-88>>2]=f[d+-88>>2];f[e+-84>>2]=f[d+-84>>2];p[e+-80>>3]=+p[d+-80>>3];p[e+-72>>3]=+p[d+-72>>3];p[e+-64>>3]=+p[d+-64>>3];p[e+-56>>3]=+p[d+-56>>3];p[e+-48>>3]=+p[d+-48>>3];p[e+-40>>3]=+p[d+-40>>3];p[e+-32>>3]=+p[d+-32>>3];p[e+-24>>3]=+p[d+-24>>3];p[e+-16>>3]=+p[d+-16>>3];g=d+-8|0;h=f[g+4>>2]|0;i=e+-8|0;f[i>>2]=f[g>>2];f[i+4>>2]=h;e=(f[l>>2]|0)+-192|0;f[l>>2]=e}while((c|0)!=(j|0));i=a;h=e;j=f[a>>2]|0;f[i>>2]=h;f[l>>2]=j;j=b+8|0;i=f[k>>2]|0;h=f[j>>2]|0;f[k>>2]=h;f[j>>2]=i;a=a+8|0;k=b+12|0;j=f[a>>2]|0;i=f[k>>2]|0;f[a>>2]=i;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function T$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l;c=f[a>>2]|0;j=((f[a+4>>2]|0)-c|0)/192|0;d=j+1|0;if(d>>>0>22369621)AMb(a);i=((f[a+8>>2]|0)-c|0)/192|0;c=i<<1;c=i>>>0<11184810?(c>>>0<d>>>0?d:c):22369621;f[k+12>>2]=0;f[k+16>>2]=a+8;do if(!c)h=0;else if(c>>>0>22369621)vd();else{h=pOb(c*192|0)|0;break}while(0);f[k>>2]=h;d=h+(j*192|0)|0;i=k+8|0;f[i>>2]=d;g=k+4|0;f[g>>2]=d;f[k+12>>2]=h+(c*192|0);c=d;d=b;e=c+36|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));d=h+(j*192|0)+40|0;c=b+40|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+48>>3]=+p[b+48>>3];p[h+(j*192|0)+56>>3]=+p[b+56>>3];d=h+(j*192|0)+64|0;c=b+64|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+72>>3]=+p[b+72>>3];p[h+(j*192|0)+80>>3]=+p[b+80>>3];d=h+(j*192|0)+88|0;c=b+88|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d>>2]=f[c>>2];f[h+(j*192|0)+92>>2]=f[b+92>>2];f[h+(j*192|0)+96>>2]=f[b+96>>2];d=h+(j*192|0)+100|0;c=b+100|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d>>2]=f[c>>2];f[h+(j*192|0)+104>>2]=f[b+104>>2];f[h+(j*192|0)+108>>2]=f[b+108>>2];d=h+(j*192|0)+112|0;c=b+112|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+120>>3]=+p[b+120>>3];p[h+(j*192|0)+128>>3]=+p[b+128>>3];d=h+(j*192|0)+136|0;c=b+136|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+144>>3]=+p[b+144>>3];p[h+(j*192|0)+152>>3]=+p[b+152>>3];d=h+(j*192|0)+160|0;c=b+160|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+168>>3]=+p[b+168>>3];p[h+(j*192|0)+176>>3]=+p[b+176>>3];b=b+184|0;d=f[b+4>>2]|0;c=h+(j*192|0)+184|0;f[c>>2]=f[b>>2];f[c+4>>2]=d;f[i>>2]=(f[i>>2]|0)+192;S$(a,k);c=f[g>>2]|0;d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);c=f[k>>2]|0;if(!c){u=l;return}sOb(c);u=l;return}function U$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=25532;b=a+16|0;f[b>>2]=25580;f[a+232>>2]=20592;c=f[a+236>>2]|0;if(c|0){d=a+240|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}f[b>>2]=25604;b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25556;g=a+4|0;b=f[g>>2]|0;if(!b)return;a=a+8|0;c=f[a>>2]|0;if((c|0)!=(b|0)){do{d=c+-208|0;f[a>>2]=d;e=f[c+-120>>2]|0;if(!e)c=d;else{c=c+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[a>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);return}function V$(a){a=a|0;U$(a);sOb(a);return}function W$(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0;if((d-c|0)<4){M=0;return M|0}M=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;L=a+4|0;j=f[L>>2]|0;K=a+8|0;e=f[K>>2]|0;if((e|0)!=(j|0))do{g=e+-208|0;f[K>>2]=g;i=f[e+-120>>2]|0;if(!i)e=g;else{e=e+-116|0;g=f[e>>2]|0;if((g|0)!=(i|0))f[e>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(i);e=f[K>>2]|0}}while((e|0)!=(j|0));e0(L,M);l=a+16|0;if(!M){M=c;return M|0}m=a+24|0;n=a+12|0;o=a+60|0;q=a+64|0;r=a+68|0;s=a+72|0;t=a+76|0;u=a+80|0;v=a+88|0;w=a+96|0;x=a+104|0;y=a+112|0;z=a+116|0;A=a+120|0;B=a+124|0;C=a+144|0;D=a+152|0;E=a+160|0;F=a+168|0;G=a+176|0;H=a+184|0;I=a+192|0;J=a+200|0;k=a+208|0;a=0;while(1){c=a0(l,c,d)|0;if(!c){c=0;e=15;break}e=f[K>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){g=e;i=m;j=g+36|0;do{f[g>>2]=f[i>>2];g=g+4|0;i=i+4|0}while((g|0)<(j|0));i=e+36|0;f[i>>2]=f[o>>2];f[i+4>>2]=f[o+4>>2];f[i+8>>2]=f[o+8>>2];f[i>>2]=f[o>>2];f[e+40>>2]=f[q>>2];f[e+44>>2]=f[r>>2];i=e+48|0;f[i>>2]=f[s>>2];f[i+4>>2]=f[s+4>>2];f[i+8>>2]=f[s+8>>2];f[i>>2]=f[s>>2];f[e+52>>2]=f[t>>2];f[e+56>>2]=f[u>>2];i=e+64|0;f[i>>2]=f[v>>2];f[i+4>>2]=f[v+4>>2];f[i+8>>2]=f[v+8>>2];f[i+12>>2]=f[v+12>>2];f[i+16>>2]=f[v+16>>2];f[i+20>>2]=f[v+20>>2];p[i>>3]=+p[v>>3];p[e+72>>3]=+p[w>>3];p[e+80>>3]=+p[x>>3];i=e+88|0;f[i>>2]=0;j=e+92|0;f[j>>2]=0;f[e+96>>2]=0;f[i>>2]=f[y>>2];f[j>>2]=f[z>>2];f[e+96>>2]=f[A>>2];f[A>>2]=0;f[z>>2]=0;f[y>>2]=0;j=e+100|0;f[j>>2]=f[B>>2];f[j+4>>2]=f[B+4>>2];f[j+8>>2]=f[B+8>>2];f[j+12>>2]=f[B+12>>2];f[j+16>>2]=f[B+16>>2];j=e+120|0;f[j>>2]=f[C>>2];f[j+4>>2]=f[C+4>>2];f[j+8>>2]=f[C+8>>2];f[j+12>>2]=f[C+12>>2];f[j+16>>2]=f[C+16>>2];f[j+20>>2]=f[C+20>>2];p[j>>3]=+p[C>>3];p[e+128>>3]=+p[D>>3];p[e+136>>3]=+p[E>>3];j=e+144|0;f[j>>2]=f[F>>2];f[j+4>>2]=f[F+4>>2];f[j+8>>2]=f[F+8>>2];f[j+12>>2]=f[F+12>>2];f[j+16>>2]=f[F+16>>2];f[j+20>>2]=f[F+20>>2];p[j>>3]=+p[F>>3];p[e+152>>3]=+p[G>>3];p[e+160>>3]=+p[H>>3];j=e+168|0;f[j>>2]=f[I>>2];f[j+4>>2]=f[I+4>>2];f[j+8>>2]=f[I+8>>2];f[j+12>>2]=f[I+12>>2];p[j>>3]=+p[I>>3];p[e+176>>3]=+p[J>>3];j=e+184|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];b[j+16>>0]=b[k+16>>0]|0;f[K>>2]=(f[K>>2]|0)+208}else g0(L,m);a=a+1|0;if(a>>>0>=M>>>0){e=15;break}}if((e|0)==15)return c|0;return 0}function X$(a){a=a|0;return a+4|0}function Y$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=25556;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;a=f[e>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-208|0;f[e>>2]=a;d=f[c+-120>>2]|0;if(d){a=c+-116|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[g>>2]|0}sOb(b);return}function Z$(a){a=a|0;yf()}function _$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25580;f[a+216>>2]=20592;b=f[a+220>>2]|0;if(b|0){c=a+224|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25604;d=f[a+96>>2]|0;if(!d)return;b=a+100|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function $$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25580;f[a+216>>2]=20592;b=f[a+220>>2]|0;if(b|0){c=a+224|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25604;b=f[a+96>>2]|0;if(!b){sOb(a);return}c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function a0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;z=a+216|0;C=d;if((C-c|0)<8){C=0;return C|0}B=c;A=B;A=h[A>>0]|h[A+1>>0]<<8|h[A+2>>0]<<16|h[A+3>>0]<<24;B=B+4|0;B=h[B>>0]|h[B+1>>0]<<8|h[B+2>>0]<<16|h[B+3>>0]<<24;e=c+8|0;if((C-e|0)<8){C=0;return C|0}y=e;x=y;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;y=y+4|0;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;e=c+16|0;if((C-e|0)<4){C=0;return C|0}w=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((C-e|0)<4){C=0;return C|0}v=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((C-e|0)<4){C=0;return C|0}u=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+28|0;if((C-e|0)<4){C=0;return C|0}g=c+32|0;if((C-g|0)<4){C=0;return C|0}t=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+36|0;r=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if((C-e|0)<24){C=0;return C|0}n=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;o=c+40|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;q=c+44|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;g=c+48|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;l=c+52|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;m=c+56|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;e=c+60|0;if((C-e|0)<24){C=0;return C|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];e=c+68|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+76|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];k=+p[s>>3];e=Sg[f[(f[z>>2]|0)+8>>2]&255](z,c+84|0,d)|0;if(!e){C=0;return C|0}if((C-e|0)<4){C=0;return C|0}C=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;z=a+8|0;f[z>>2]=A;f[z+4>>2]=B;B=a+16|0;f[B>>2]=x;f[B+4>>2]=y;f[a+24>>2]=w;f[a+28>>2]=v;f[a+32>>2]=u;f[a+36>>2]=t;f[a+40>>2]=r;f[a+44>>2]=n;f[a+48>>2]=o;f[a+52>>2]=q;f[a+56>>2]=g;f[a+60>>2]=l;f[a+64>>2]=m;p[a+72>>3]=i;p[a+80>>3]=j;p[a+88>>3]=k;B=a+96|0;A=a+220|0;z=f[B>>2]|0;f[B>>2]=f[A>>2];f[A>>2]=z;A=a+100|0;z=a+224|0;B=f[A>>2]|0;f[A>>2]=f[z>>2];f[z>>2]=B;z=a+104|0;B=a+228|0;A=f[z>>2]|0;f[z>>2]=f[B>>2];f[B>>2]=A;f[a+108>>2]=C;C=e+4|0;return C|0}function b0(a){a=a|0;return a+8|0}function c0(a){a=a|0;var b=0,c=0;f[a>>2]=25604;c=f[a+96>>2]|0;if(!c)return;a=a+100|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function d0(a){a=a|0;yf()}function e0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+8|0;d=f[a>>2]|0;c=d;if((((f[k>>2]|0)-d|0)/208|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>20648881)vd();g=f[l>>2]|0;i=pOb(b*208|0)|0;h=i+(((g-d|0)/208|0)*208|0)|0;j=h;i=i+(b*208|0)|0;d=g;if((d|0)==(c|0)){e=j;h=g}else{e=j;b=h;do{d=d+-208|0;f0(b+-208|0,d);b=e+-208|0;e=b}while((d|0)!=(c|0));h=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;g=h;if((c|0)!=(g|0))do{d=f[c+-120>>2]|0;if(d|0){b=c+-116|0;e=f[b>>2]|0;if((e|0)!=(d|0))f[b>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}c=c+-208|0}while((c|0)!=(g|0));if(!h)return;sOb(h);return}function f0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=a;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];e=a+88|0;g=c+88|0;f[e>>2]=0;j=a+92|0;f[j>>2]=0;f[a+96>>2]=0;i=c+92|0;d=(f[i>>2]|0)-(f[g>>2]|0)|0;h=(d|0)/12|0;if(d|0){if(h>>>0>357913941)AMb(e);d=pOb(d)|0;f[j>>2]=d;f[e>>2]=d;f[a+96>>2]=d+(h*12|0);e=f[g>>2]|0;g=f[i>>2]|0;if((e|0)!=(g|0)){do{f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];e=e+12|0;d=d+12|0}while((e|0)!=(g|0));f[j>>2]=d}}j=a+100|0;i=c+100|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];a=a+184|0;c=c+184|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];b[a+16>>0]=b[c+16>>0]|0;return}function g0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;d=f[a>>2]|0;k=((f[m>>2]|0)-d|0)/208|0;e=k+1|0;if(e>>>0>20648881)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/208|0;d=l<<1;d=l>>>0<10324440?(d>>>0<e>>>0?e:d):20648881;do if(!d)j=0;else if(d>>>0>20648881)vd();else{j=pOb(d*208|0)|0;break}while(0);g=j+(k*208|0)|0;e=g;l=j+(d*208|0)|0;d=g;h=c;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));i=j+(k*208|0)+36|0;h=c+36|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i>>2]=f[h>>2];f[j+(k*208|0)+40>>2]=f[c+40>>2];f[j+(k*208|0)+44>>2]=f[c+44>>2];i=j+(k*208|0)+48|0;h=c+48|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i>>2]=f[h>>2];f[j+(k*208|0)+52>>2]=f[c+52>>2];f[j+(k*208|0)+56>>2]=f[c+56>>2];i=j+(k*208|0)+64|0;h=c+64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+72>>3]=+p[c+72>>3];p[j+(k*208|0)+80>>3]=+p[c+80>>3];i=c+88|0;f[j+(k*208|0)+96>>2]=0;f[j+(k*208|0)+88>>2]=f[i>>2];h=c+92|0;f[j+(k*208|0)+92>>2]=f[h>>2];d=c+96|0;f[j+(k*208|0)+96>>2]=f[d>>2];f[d>>2]=0;f[h>>2]=0;f[i>>2]=0;i=j+(k*208|0)+100|0;h=c+100|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];i=j+(k*208|0)+120|0;h=c+120|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+128>>3]=+p[c+128>>3];p[j+(k*208|0)+136>>3]=+p[c+136>>3];i=j+(k*208|0)+144|0;h=c+144|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+152>>3]=+p[c+152>>3];p[j+(k*208|0)+160>>3]=+p[c+160>>3];i=j+(k*208|0)+168|0;h=c+168|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+176>>3]=+p[c+176>>3];i=j+(k*208|0)+184|0;h=c+184|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];b[i+16>>0]=b[h+16>>0]|0;i=g+208|0;h=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(h|0)){c=h;d=h}else{do{d=d+-208|0;f0(g+-208|0,d);g=e+-208|0;e=g}while((d|0)!=(h|0));c=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=e;f[m>>2]=i;f[n>>2]=l;i=c;if((d|0)!=(i|0))do{e=f[d+-120>>2]|0;if(e|0){g=d+-116|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~(((h+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}d=d+-208|0}while((d|0)!=(i|0));if(!c)return;sOb(c);return}function h0(a){a=a|0;var b=0,c=0;f[a>>2]=25652;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-120-c|0)>>>0)/120|0)*120|0);sOb(c);return}function i0(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25652;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b);sOb(a);return}function j0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0,M=0.0,N=0.0,O=0,P=0;J=d;if((J-c|0)<4){K=0;return K|0}K=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;o=c+4|0;I=a+4|0;i=f[I>>2]|0;H=a+8|0;d=f[H>>2]|0;c=i;if((d|0)!=(i|0)){d=d+(~(((d+-120-c|0)>>>0)/120|0)*120|0)|0;f[H>>2]=d}e=d;G=a+12|0;if((((f[G>>2]|0)-c|0)/120|0)>>>0<K>>>0){if(K>>>0>35791394)vd();k=pOb(K*120|0)|0;g=k+(((e-c|0)/120|0)*120|0)|0;j=g;k=k+(K*120|0)|0;if((d|0)==(i|0)){c=j;d=e}else{c=j;do{e=d;d=d+-120|0;l=g+-120|0;m=d;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));p[g+-80>>3]=+p[e+-80>>3];p[g+-72>>3]=+p[e+-72>>3];p[g+-64>>3]=+p[e+-64>>3];F=g+-56|0;E=e+-56|0;f[F>>2]=f[E>>2];f[F+4>>2]=f[E+4>>2];f[F+8>>2]=f[E+8>>2];f[F+12>>2]=f[E+12>>2];p[g+-40>>3]=+p[e+-40>>3];p[g+-32>>3]=+p[e+-32>>3];F=g+-24|0;E=e+-24|0;f[F>>2]=f[E>>2];f[F+4>>2]=f[E+4>>2];f[F+8>>2]=f[E+8>>2];f[F+12>>2]=f[E+12>>2];b[F+16>>0]=b[E+16>>0]|0;g=c+-120|0;c=g}while((d|0)!=(i|0));d=f[I>>2]|0}f[I>>2]=c;f[H>>2]=j;f[G>>2]=k;if(d|0)sOb(d)}if(!K){K=o;return K|0}t=a+24|0;u=a+32|0;v=a+40|0;x=a+44|0;y=a+48|0;z=a+52|0;B=a+56|0;r=a+64|0;w=a+72|0;A=a+80|0;C=a+64|0;D=a+88|0;E=a+104|0;F=a+112|0;q=a+120|0;m=o;a=0;while(1){if((J-m|0)<8){d=0;c=26;break}o=m;n=o;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;d=m+8|0;if((J-d|0)<8){d=0;c=26;break}l=d;k=l;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;d=m+16|0;if((J-d|0)<4){d=0;c=26;break}j=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+20|0;if((J-d|0)<4){d=0;c=26;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+24|0;if((J-d|0)<4){d=0;c=26;break}e=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+28|0;if((J-d|0)<4){d=0;c=26;break}c=m+32|0;if((J-c|0)<4){d=0;c=26;break}g=m+36|0;if((J-g|0)<24){d=0;c=26;break}c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;O=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+60|0;P=m+52|0;b[s>>0]=b[P>>0];b[s+1>>0]=b[P+1>>0];b[s+2>>0]=b[P+2>>0];b[s+3>>0]=b[P+3>>0];b[s+4>>0]=b[P+4>>0];b[s+5>>0]=b[P+5>>0];b[s+6>>0]=b[P+6>>0];b[s+7>>0]=b[P+7>>0];L=+p[s>>3];m=m+44|0;b[s>>0]=b[m>>0];b[s+1>>0]=b[m+1>>0];b[s+2>>0]=b[m+2>>0];b[s+3>>0]=b[m+3>>0];b[s+4>>0]=b[m+4>>0];b[s+5>>0]=b[m+5>>0];b[s+6>>0]=b[m+6>>0];b[s+7>>0]=b[m+7>>0];M=+p[s>>3];b[s>>0]=b[g>>0];b[s+1>>0]=b[g+1>>0];b[s+2>>0]=b[g+2>>0];b[s+3>>0]=b[g+3>>0];b[s+4>>0]=b[g+4>>0];b[s+5>>0]=b[g+5>>0];b[s+6>>0]=b[g+6>>0];b[s+7>>0]=b[g+7>>0];N=+p[s>>3];m=t;f[m>>2]=n;f[m+4>>2]=o;o=u;f[o>>2]=k;f[o+4>>2]=l;f[v>>2]=j;f[x>>2]=i;f[y>>2]=e;f[z>>2]=O;f[B>>2]=c;p[r>>3]=N;p[w>>3]=M;p[A>>3]=L;c=f[H>>2]|0;if(c>>>0<(f[G>>2]|0)>>>0){l=c;m=t;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));P=c+40|0;f[P>>2]=f[C>>2];f[P+4>>2]=f[C+4>>2];f[P+8>>2]=f[C+8>>2];f[P+12>>2]=f[C+12>>2];f[P+16>>2]=f[C+16>>2];f[P+20>>2]=f[C+20>>2];p[P>>3]=+p[C>>3];p[c+48>>3]=+p[w>>3];p[c+56>>3]=+p[A>>3];P=c+64|0;f[P>>2]=f[D>>2];f[P+4>>2]=f[D+4>>2];f[P+8>>2]=f[D+8>>2];f[P+12>>2]=f[D+12>>2];P=c+80|0;f[P>>2]=f[E>>2];f[P+4>>2]=f[E+4>>2];f[P+8>>2]=f[E+8>>2];f[P+12>>2]=f[E+12>>2];p[P>>3]=+p[E>>3];p[c+88>>3]=+p[F>>3];P=c+96|0;f[P>>2]=f[q>>2];f[P+4>>2]=f[q+4>>2];f[P+8>>2]=f[q+8>>2];f[P+12>>2]=f[q+12>>2];b[P+16>>0]=b[q+16>>0]|0;f[H>>2]=(f[H>>2]|0)+120}else q0(I,t);a=a+1|0;if(a>>>0>=K>>>0){c=26;break}else m=d}if((c|0)==26)return d|0;return 0}function k0(a){a=a|0;return a+4|0}function l0(a){a=a|0;var b=0,c=0;f[a>>2]=25652;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-120-c|0)>>>0)/120|0)*120|0);sOb(c);return}function m0(a){a=a|0;yf()}function n0(a){a=a|0;sOb(a);return}function o0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,t=0.0,u=0.0;if((d-c|0)<8){c=0;return c|0}o=c;q=o;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;e=c+8|0;if((d-e|0)<8){c=0;return c|0}n=e;m=n;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;e=c+16|0;if((d-e|0)<4){c=0;return c|0}l=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((d-e|0)<4){c=0;return c|0}k=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((d-e|0)<4){c=0;return c|0}e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=c+28|0;if((d-g|0)<4){c=0;return c|0}i=c+32|0;if((d-i|0)<4){c=0;return c|0}j=c+36|0;if((d-j|0)<24){c=0;return c|0}i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=c+52|0;b[s>>0]=b[d>>0];b[s+1>>0]=b[d+1>>0];b[s+2>>0]=b[d+2>>0];b[s+3>>0]=b[d+3>>0];b[s+4>>0]=b[d+4>>0];b[s+5>>0]=b[d+5>>0];b[s+6>>0]=b[d+6>>0];b[s+7>>0]=b[d+7>>0];r=+p[s>>3];d=c+44|0;b[s>>0]=b[d>>0];b[s+1>>0]=b[d+1>>0];b[s+2>>0]=b[d+2>>0];b[s+3>>0]=b[d+3>>0];b[s+4>>0]=b[d+4>>0];b[s+5>>0]=b[d+5>>0];b[s+6>>0]=b[d+6>>0];b[s+7>>0]=b[d+7>>0];t=+p[s>>3];b[s>>0]=b[j>>0];b[s+1>>0]=b[j+1>>0];b[s+2>>0]=b[j+2>>0];b[s+3>>0]=b[j+3>>0];b[s+4>>0]=b[j+4>>0];b[s+5>>0]=b[j+5>>0];b[s+6>>0]=b[j+6>>0];b[s+7>>0]=b[j+7>>0];u=+p[s>>3];j=a+8|0;f[j>>2]=q;f[j+4>>2]=o;q=a+16|0;f[q>>2]=m;f[q+4>>2]=n;f[a+24>>2]=l;f[a+28>>2]=k;f[a+32>>2]=e;f[a+36>>2]=g;f[a+40>>2]=i;p[a+48>>3]=u;p[a+56>>3]=t;p[a+64>>3]=r;c=c+60|0;return c|0}function p0(a){a=a|0;return a+8|0}function q0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=a+4|0;d=f[s>>2]|0;e=f[a>>2]|0;j=(d-e|0)/120|0;g=j+1|0;q=e;h=d;if(g>>>0>35791394)AMb(a);r=a+8|0;n=((f[r>>2]|0)-e|0)/120|0;o=n<<1;g=n>>>0<17895697?(o>>>0<g>>>0?g:o):35791394;do if(!g)i=0;else if(g>>>0>35791394)vd();else{i=pOb(g*120|0)|0;break}while(0);k=i+(j*120|0)|0;e=k;o=i+(g*120|0)|0;l=k;m=c;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));n=i+(j*120|0)+40|0;m=c+40|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];f[n+16>>2]=f[m+16>>2];f[n+20>>2]=f[m+20>>2];p[n>>3]=+p[m>>3];p[i+(j*120|0)+48>>3]=+p[c+48>>3];p[i+(j*120|0)+56>>3]=+p[c+56>>3];n=i+(j*120|0)+64|0;m=c+64|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];n=i+(j*120|0)+80|0;m=c+80|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];p[n>>3]=+p[m>>3];p[i+(j*120|0)+88>>3]=+p[c+88>>3];n=i+(j*120|0)+96|0;c=c+96|0;f[n>>2]=f[c>>2];f[n+4>>2]=f[c+4>>2];f[n+8>>2]=f[c+8>>2];f[n+12>>2]=f[c+12>>2];b[n+16>>0]=b[c+16>>0]|0;c=k+120|0;if((h|0)!=(q|0)){g=k;do{d=h;h=h+-120|0;l=g+-120|0;m=h;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));p[g+-80>>3]=+p[d+-80>>3];p[g+-72>>3]=+p[d+-72>>3];p[g+-64>>3]=+p[d+-64>>3];n=g+-56|0;m=d+-56|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];p[g+-40>>3]=+p[d+-40>>3];p[g+-32>>3]=+p[d+-32>>3];n=g+-24|0;m=d+-24|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];b[n+16>>0]=b[m+16>>0]|0;g=e+-120|0;e=g}while((h|0)!=(q|0));d=f[a>>2]|0}f[a>>2]=e;f[s>>2]=c;f[r>>2]=o;if(!d)return;sOb(d);return}function r0(a){a=a|0;var b=0,c=0;f[a>>2]=25724;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);sOb(c);return}function s0(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25724;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b);sOb(a);return}function t0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;if((d-c|0)<4){P=0;return P|0}P=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;O=a+4|0;e=f[O>>2]|0;N=a+8|0;g=f[N>>2]|0;if((g|0)!=(e|0))f[N>>2]=g+(~(((g+-240-e|0)>>>0)/240|0)*240|0);A0(O,P);l=a+16|0;if(!P){P=c;return P|0}m=a+24|0;n=a+12|0;o=a+64|0;q=a+72|0;r=a+80|0;s=a+88|0;t=a+96|0;u=a+104|0;v=a+112|0;w=a+116|0;x=a+120|0;y=a+124|0;z=a+128|0;A=a+132|0;B=a+136|0;C=a+144|0;D=a+152|0;E=a+160|0;F=a+168|0;G=a+176|0;H=a+184|0;I=a+192|0;J=a+200|0;K=a+208|0;L=a+224|0;M=a+232|0;k=a+240|0;j=0;while(1){c=y0(l,c,d)|0;if(!c){c=0;e=11;break}e=f[N>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){g=e;a=m;i=g+36|0;do{f[g>>2]=f[a>>2];g=g+4|0;a=a+4|0}while((g|0)<(i|0));i=e+40|0;f[i>>2]=f[o>>2];f[i+4>>2]=f[o+4>>2];f[i+8>>2]=f[o+8>>2];f[i+12>>2]=f[o+12>>2];f[i+16>>2]=f[o+16>>2];f[i+20>>2]=f[o+20>>2];p[i>>3]=+p[o>>3];p[e+48>>3]=+p[q>>3];p[e+56>>3]=+p[r>>3];i=e+64|0;f[i>>2]=f[s>>2];f[i+4>>2]=f[s+4>>2];f[i+8>>2]=f[s+8>>2];f[i+12>>2]=f[s+12>>2];f[i+16>>2]=f[s+16>>2];f[i+20>>2]=f[s+20>>2];p[i>>3]=+p[s>>3];p[e+72>>3]=+p[t>>3];p[e+80>>3]=+p[u>>3];i=e+88|0;f[i>>2]=f[v>>2];f[i+4>>2]=f[v+4>>2];f[i+8>>2]=f[v+8>>2];f[i>>2]=f[v>>2];f[e+92>>2]=f[w>>2];f[e+96>>2]=f[x>>2];i=e+100|0;f[i>>2]=f[y>>2];f[i+4>>2]=f[y+4>>2];f[i+8>>2]=f[y+8>>2];f[i>>2]=f[y>>2];f[e+104>>2]=f[z>>2];f[e+108>>2]=f[A>>2];i=e+112|0;f[i>>2]=f[B>>2];f[i+4>>2]=f[B+4>>2];f[i+8>>2]=f[B+8>>2];f[i+12>>2]=f[B+12>>2];f[i+16>>2]=f[B+16>>2];f[i+20>>2]=f[B+20>>2];p[i>>3]=+p[B>>3];p[e+120>>3]=+p[C>>3];p[e+128>>3]=+p[D>>3];i=e+136|0;f[i>>2]=f[E>>2];f[i+4>>2]=f[E+4>>2];f[i+8>>2]=f[E+8>>2];f[i+12>>2]=f[E+12>>2];f[i+16>>2]=f[E+16>>2];f[i+20>>2]=f[E+20>>2];p[i>>3]=+p[E>>3];p[e+144>>3]=+p[F>>3];p[e+152>>3]=+p[G>>3];i=e+160|0;f[i>>2]=f[H>>2];f[i+4>>2]=f[H+4>>2];f[i+8>>2]=f[H+8>>2];f[i+12>>2]=f[H+12>>2];f[i+16>>2]=f[H+16>>2];f[i+20>>2]=f[H+20>>2];p[i>>3]=+p[H>>3];p[e+168>>3]=+p[I>>3];p[e+176>>3]=+p[J>>3];i=e+184|0;f[i>>2]=f[K>>2];f[i+4>>2]=f[K+4>>2];f[i+8>>2]=f[K+8>>2];f[i+12>>2]=f[K+12>>2];i=e+200|0;f[i>>2]=f[L>>2];f[i+4>>2]=f[L+4>>2];f[i+8>>2]=f[L+8>>2];f[i+12>>2]=f[L+12>>2];p[i>>3]=+p[L>>3];p[e+208>>3]=+p[M>>3];i=e+216|0;f[i>>2]=f[k>>2];f[i+4>>2]=f[k+4>>2];f[i+8>>2]=f[k+8>>2];f[i+12>>2]=f[k+12>>2];b[i+16>>0]=b[k+16>>0]|0;f[N>>2]=(f[N>>2]|0)+240}else C0(O,m);j=j+1|0;if(j>>>0>=P>>>0){e=11;break}}if((e|0)==11)return c|0;return 0}function u0(a){a=a|0;return a+4|0}function v0(a){a=a|0;var b=0,c=0;f[a>>2]=25724;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);sOb(c);return}function w0(a){a=a|0;yf()}function x0(a){a=a|0;sOb(a);return}function y0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0;if((d-c|0)<8){c=0;return c|0}u=c;v=u;v=h[v>>0]|h[v+1>>0]<<8|h[v+2>>0]<<16|h[v+3>>0]<<24;u=u+4|0;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;e=c+8|0;if((d-e|0)<8){c=0;return c|0}t=e;r=t;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;t=t+4|0;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;e=c+16|0;if((d-e|0)<4){c=0;return c|0}q=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((d-e|0)<4){c=0;return c|0}o=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((d-e|0)<4){c=0;return c|0}n=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+28|0;if((d-e|0)<4){c=0;return c|0}g=c+32|0;if((d-g|0)<4){c=0;return c|0}m=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+36|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if((d-e|0)<24){c=0;return c|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];e=c+44|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+52|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];k=+p[s>>3];e=c+60|0;if((d-e|0)<24){c=0;return c|0}g=c+84|0;if((d-g|0)<24){c=0;return c|0}z=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;y=c+88|0;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;x=c+92|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;w=c+96|0;w=h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24;d=c+100|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;g=c+104|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];C=+p[s>>3];e=c+68|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];B=+p[s>>3];e=c+76|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];A=+p[s>>3];e=a+8|0;f[e>>2]=v;f[e+4>>2]=u;v=a+16|0;f[v>>2]=r;f[v+4>>2]=t;f[a+24>>2]=q;f[a+28>>2]=o;f[a+32>>2]=n;f[a+36>>2]=m;f[a+40>>2]=l;p[a+48>>3]=i;p[a+56>>3]=j;p[a+64>>3]=k;p[a+72>>3]=C;p[a+80>>3]=B;p[a+88>>3]=A;f[a+96>>2]=z;f[a+100>>2]=y;f[a+104>>2]=x;f[a+108>>2]=w;f[a+112>>2]=d;f[a+116>>2]=g;c=c+108|0;return c|0}function z0(a){a=a|0;return a+8|0}function A0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;d=f[a>>2]|0;if((((f[a+8>>2]|0)-d|0)/240|0)>>>0>=b>>>0){u=h;return}c=f[a+4>>2]|0;f[g+12>>2]=0;f[g+16>>2]=a+8;if(b>>>0>17895697)vd();i=pOb(b*240|0)|0;f[g>>2]=i;d=i+(((c-d|0)/240|0)*240|0)|0;e=g+8|0;f[e>>2]=d;c=g+4|0;f[c>>2]=d;f[g+12>>2]=i+(b*240|0);B0(a,g);c=f[c>>2]|0;d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-240-c|0)>>>0)/240|0)*240|0);c=f[g>>2]|0;if(c|0)sOb(c);u=h;return}function B0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=f[a>>2]|0;l=a+4|0;d=f[l>>2]|0;m=c+4|0;if((d|0)==(k|0)){j=m;i=a;m=f[m>>2]|0;f[i>>2]=m;f[j>>2]=k;k=c+8|0;m=f[l>>2]|0;i=f[k>>2]|0;f[l>>2]=i;f[k>>2]=m;k=a+8|0;m=c+12|0;l=f[k>>2]|0;a=f[m>>2]|0;f[k>>2]=a;f[m>>2]=l;m=f[j>>2]|0;f[c>>2]=m;return}g=f[m>>2]|0;do{e=d;d=d+-240|0;h=g+-240|0;i=d;j=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(j|0));p[g+-200>>3]=+p[e+-200>>3];p[g+-192>>3]=+p[e+-192>>3];p[g+-184>>3]=+p[e+-184>>3];p[g+-176>>3]=+p[e+-176>>3];p[g+-168>>3]=+p[e+-168>>3];p[g+-160>>3]=+p[e+-160>>3];f[g+-152>>2]=f[e+-152>>2];f[g+-148>>2]=f[e+-148>>2];f[g+-144>>2]=f[e+-144>>2];f[g+-140>>2]=f[e+-140>>2];f[g+-136>>2]=f[e+-136>>2];f[g+-132>>2]=f[e+-132>>2];p[g+-128>>3]=+p[e+-128>>3];p[g+-120>>3]=+p[e+-120>>3];p[g+-112>>3]=+p[e+-112>>3];p[g+-104>>3]=+p[e+-104>>3];p[g+-96>>3]=+p[e+-96>>3];p[g+-88>>3]=+p[e+-88>>3];p[g+-80>>3]=+p[e+-80>>3];p[g+-72>>3]=+p[e+-72>>3];p[g+-64>>3]=+p[e+-64>>3];j=g+-56|0;i=e+-56|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];p[g+-40>>3]=+p[e+-40>>3];p[g+-32>>3]=+p[e+-32>>3];j=g+-24|0;i=e+-24|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];b[j+16>>0]=b[i+16>>0]|0;g=(f[m>>2]|0)+-240|0;f[m>>2]=g}while((d|0)!=(k|0));j=a;i=g;k=f[a>>2]|0;f[j>>2]=i;f[m>>2]=k;k=c+8|0;j=f[l>>2]|0;i=f[k>>2]|0;f[l>>2]=i;f[k>>2]=j;a=a+8|0;l=c+12|0;k=f[a>>2]|0;j=f[l>>2]|0;f[a>>2]=j;f[l>>2]=k;m=f[m>>2]|0;f[c>>2]=m;return}function C0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;l=m;d=f[a>>2]|0;k=((f[a+4>>2]|0)-d|0)/240|0;e=k+1|0;if(e>>>0>17895697)AMb(a);j=((f[a+8>>2]|0)-d|0)/240|0;d=j<<1;d=j>>>0<8947848?(d>>>0<e>>>0?e:d):17895697;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)i=0;else if(d>>>0>17895697)vd();else{i=pOb(d*240|0)|0;break}while(0);f[l>>2]=i;e=i+(k*240|0)|0;j=l+8|0;f[j>>2]=e;h=l+4|0;f[h>>2]=e;f[l+12>>2]=i+(d*240|0);d=e;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=i+(k*240|0)+40|0;e=c+40|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+48>>3]=+p[c+48>>3];p[i+(k*240|0)+56>>3]=+p[c+56>>3];d=i+(k*240|0)+64|0;e=c+64|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+72>>3]=+p[c+72>>3];p[i+(k*240|0)+80>>3]=+p[c+80>>3];d=i+(k*240|0)+88|0;e=c+88|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d>>2]=f[e>>2];f[i+(k*240|0)+92>>2]=f[c+92>>2];f[i+(k*240|0)+96>>2]=f[c+96>>2];d=i+(k*240|0)+100|0;e=c+100|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d>>2]=f[e>>2];f[i+(k*240|0)+104>>2]=f[c+104>>2];f[i+(k*240|0)+108>>2]=f[c+108>>2];d=i+(k*240|0)+112|0;e=c+112|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+120>>3]=+p[c+120>>3];p[i+(k*240|0)+128>>3]=+p[c+128>>3];d=i+(k*240|0)+136|0;e=c+136|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+144>>3]=+p[c+144>>3];p[i+(k*240|0)+152>>3]=+p[c+152>>3];d=i+(k*240|0)+160|0;e=c+160|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+168>>3]=+p[c+168>>3];p[i+(k*240|0)+176>>3]=+p[c+176>>3];d=i+(k*240|0)+184|0;e=c+184|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];d=i+(k*240|0)+200|0;e=c+200|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+208>>3]=+p[c+208>>3];d=i+(k*240|0)+216|0;e=c+216|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];b[d+16>>0]=b[e+16>>0]|0;f[j>>2]=(f[j>>2]|0)+240;B0(a,l);d=f[h>>2]|0;e=f[j>>2]|0;if((e|0)!=(d|0))f[j>>2]=e+(~(((e+-240-d|0)>>>0)/240|0)*240|0);d=f[l>>2]|0;if(!d){u=m;return}sOb(d);u=m;return}function D0(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;E0(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function E0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+1760|0;d=pd()|0;f[a>>2]=d;c=1;if(c){c=0;if((f[b>>2]|0)==(f[(b+4|0)>>2]|0)){g=od(112310)|0;sd(d|0,g|0,2);fd(g|0);fd(2)}else c=1}if(c)if(1){g=pd()|0;e=od(112310)|0;sd(d|0,e|0,g|0);fd(e|0);e=nd()|0;c=od(112315)|0;sd(g|0,c|0,e|0);fd(c|0);c=f[b>>2]|0;if((f[(b+4|0)>>2]|0)!=(c|0)){d=0;do{l=c;i=pd()|0;f[h>>2]=d;k=td(17744,h|0)|0;sd(e|0,k|0,i|0);fd(k|0);k=nd()|0;f[h>>2]=f[l+(d*192|0)>>2];j=td(17744,h|0)|0;f[h>>2]=0;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);f[h>>2]=f[l+(d*192|0)+4>>2];j=td(17744,h|0)|0;f[h>>2]=1;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);j=od(112324)|0;sd(i|0,j|0,k|0);fd(j|0);fd(k|0);k=nd()|0;f[h>>2]=f[l+(d*192|0)+8>>2];j=td(17744,h|0)|0;f[h>>2]=0;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);f[h>>2]=f[l+(d*192|0)+12>>2];j=td(17744,h|0)|0;f[h>>2]=1;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);j=od(112336)|0;sd(i|0,j|0,k|0);fd(j|0);fd(k|0);k=od(112348)|0;f[h>>2]=f[l+(d*192|0)+16>>2];j=td(17744,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112358)|0;f[h>>2]=f[l+(d*192|0)+20>>2];j=td(17736,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112372)|0;f[h>>2]=f[l+(d*192|0)+24>>2];j=td(17736,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112385)|0;f[h>>2]=f[l+(d*192|0)+28>>2];j=td(17744,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=f[l+(d*192|0)+32>>2]|0;j=od(112397)|0;f[h>>2]=k>>>0<14?k:0;k=td(17744,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112410)|0;k=pOb(24)|0;p[k>>3]=+p[l+(d*192|0)+40>>3];p[k+8>>3]=+p[l+(d*192|0)+48>>3];p[k+16>>3]=+p[l+(d*192|0)+56>>3];f[h>>2]=k;k=td(8008,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112419)|0;k=pOb(24)|0;p[k>>3]=+p[l+(d*192|0)+64>>3];p[k+8>>3]=+p[l+(d*192|0)+72>>3];p[k+16>>3]=+p[l+(d*192|0)+80>>3];f[h>>2]=k;k=td(8008,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(152603)|0;k=pOb(24)|0;f[k>>2]=f[l+(d*192|0)+88>>2];f[k+4>>2]=f[l+(d*192|0)+92>>2];f[k+8>>2]=f[l+(d*192|0)+96>>2];f[k+12>>2]=f[l+(d*192|0)+100>>2];f[k+16>>2]=f[l+(d*192|0)+104>>2];f[k+20>>2]=f[l+(d*192|0)+108>>2];f[h>>2]=k;k=td(1112,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);fd(i|0);d=d+1|0;c=f[b>>2]|0}while(d>>>0<(((f[(b+4|0)>>2]|0)-c|0)/192|0)>>>0)}fd(e|0);fd(g|0)}c=1;if(c){c=0;if((f[(b+36|0)>>2]|0)==(f[(b+40|0)>>2]|0)){l=f[a>>2]|0;m=od(112426)|0;sd(l|0,m|0,2);fd(m|0);fd(2)}else c=1}f[h+32>>2]=a;f[h+40>>2]=b;f[h+1656>>2]=c;f[h+1672>>2]=0;f[h+1676>>2]=0;wha(h);G=f[h+1672>>2]|0;D=f[h+1676>>2]|0;H=+n[h+1676>>2];f[h+1672>>2]=0;f[h+1676>>2]=0;if((G|0)==5)return}function F0(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262912;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262912)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262912)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function G0(a){a=a|0;sOb(a);return}function H0(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25772;f[b+4>>2]=f[a+4>>2];return b|0}function I0(a,b){a=a|0;b=b|0;f[b>>2]=25772;f[b+4>>2]=f[a+4>>2];return}function J0(a){a=a|0;return}function K0(a){a=a|0;sOb(a);return}function L0(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function M0(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==113275?a+4|0:0)|0}function N0(a){a=a|0;return 8040}function O0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function P0(a){a=a|0;sOb(a);return}function Q0(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function R0(a){a=a|0;return a+4|0}function S0(a){a=a|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=b[a>>0]|0;a=od(113531)|0;f[e>>2]=g&255;e=td(17704,e|0)|0;sd(d|0,a|0,e|0);fd(e|0);fd(a|0);fd(f[64564]|0);f[64564]=d;fd(0);u=c;return}function T0(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262913;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262913)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262913)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function U0(a){a=a|0;sOb(a);return}function V0(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25840;f[b+4>>2]=f[a+4>>2];return b|0}function W0(a,b){a=a|0;b=b|0;f[b>>2]=25840;f[b+4>>2]=f[a+4>>2];return}function X0(a){a=a|0;return}function Y0(a){a=a|0;sOb(a);return}function Z0(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function _0(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==113716?a+4|0:0)|0}function $0(a){a=a|0;return 8112}function a1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function b1(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(12)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[c>>2]=d;a=td(872,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function c1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262914;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262914)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262914)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function d1(a){a=a|0;sOb(a);return}function e1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25884;f[b+4>>2]=f[a+4>>2];return b|0}function f1(a,b){a=a|0;b=b|0;f[b>>2]=25884;f[b+4>>2]=f[a+4>>2];return}function g1(a){a=a|0;return}function h1(a){a=a|0;sOb(a);return}function i1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function j1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114001?a+4|0:0)|0}function k1(a){a=a|0;return 8136}function l1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function m1(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(3256,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function n1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262915;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262915)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262915)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function o1(a){a=a|0;sOb(a);return}function p1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25928;f[b+4>>2]=f[a+4>>2];return b|0}function q1(a,b){a=a|0;b=b|0;f[b>>2]=25928;f[b+4>>2]=f[a+4>>2];return}function r1(a){a=a|0;return}function s1(a){a=a|0;sOb(a);return}function t1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function u1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114284?a+4|0:0)|0}function v1(a){a=a|0;return 8160}function w1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function x1(a){a=a|0;sOb(a);return}function y1(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function z1(a){a=a|0;return a+4|0}function A1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function B1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262916;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262916)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262916)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function C1(a){a=a|0;sOb(a);return}function D1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25996;f[b+4>>2]=f[a+4>>2];return b|0}function E1(a,b){a=a|0;b=b|0;f[b>>2]=25996;f[b+4>>2]=f[a+4>>2];return}function F1(a){a=a|0;return}function G1(a){a=a|0;sOb(a);return}function H1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function I1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114761?a+4|0:0)|0}function J1(a){a=a|0;return 8232}function K1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function L1(a){a=a|0;sOb(a);return}function M1(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function N1(a){a=a|0;return a+4|0}function O1(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function P1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262917;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262917)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262917)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Q1(a){a=a|0;sOb(a);return}function R1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=26064;f[b+4>>2]=f[a+4>>2];return b|0}function S1(a,b){a=a|0;b=b|0;f[b>>2]=26064;f[b+4>>2]=f[a+4>>2];return}function T1(a){a=a|0;return}function U1(a){a=a|0;sOb(a);return}function V1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function W1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==115206?a+4|0:0)|0}function X1(a){a=a|0;return 8304}function Y1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Z1(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function _1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262918;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262918)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262918)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $1(a){a=a|0;sOb(a);return}function a2(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=26108;f[b+4>>2]=f[a+4>>2];return b|0}function b2(a,b){a=a|0;b=b|0;f[b>>2]=26108;f[b+4>>2]=f[a+4>>2];return}function c2(a){a=a|0;return}function d2(a){a=a|0;sOb(a);return}function e2(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function f2(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==115417?a+4|0:0)|0}function g2(a){a=a|0;return 8328}function h2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function i2(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function j2(a){a=a|0;f[a>>2]=26152;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function k2(a){a=a|0;f[a>>2]=26152;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function l2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;g=k;h=nd()|0;i=h;d=f[b>>2]|0;j=(f[b+4>>2]|0)-d>>3;if(!j){kd(h|0);f[g>>2]=i;j=a+4|0;j=f[j>>2]|0;j=dd(j|0,1,22088,g|0)|0;fd(j|0);fd(h|0);u=k;return}c=0;e=0;while(1){f[g>>2]=f[d+(c<<3)>>2];l=td(17744,g|0)|0;f[g>>2]=e;m=td(17744,g|0)|0;sd(h|0,m|0,l|0);fd(m|0);fd(l|0);f[g>>2]=f[d+(c<<3)+4>>2];d=td(17744,g|0)|0;f[g>>2]=e|1;l=td(17744,g|0)|0;sd(h|0,l|0,d|0);fd(l|0);fd(d|0);c=c+1|0;if((c|0)==(j|0))break;d=f[b>>2]|0;e=e+2|0}kd(h|0);f[g>>2]=i;m=a+4|0;m=f[m>>2]|0;m=dd(m|0,1,22088,g|0)|0;fd(m|0);fd(h|0);u=k;return}function m2(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];fd(dd(f[a+8>>2]|0,1,26176,d|0)|0);u=c;return}function n2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function o2(a){a=a|0;return 0}function p2(a){a=a|0;var 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a=0;a=pOb(24)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return a|0}function V4(a){a=a|0;if(!a)return;sOb(a);return}function W4(a,b){a=a|0;b=b|0;a=b+(f[a>>2]|0)|0;b=pOb(12)|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return b|0}function X4(a,b,c){a=a|0;b=b|0;c=c|0;b=b+(f[a>>2]|0)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];return}function Y4(){var a=0,b=0,c=0;a=pOb(56)|0;b=a;c=b+56|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(c|0));return a|0}function Z4(a){a=a|0;if(!a)return;sOb(a);return}function _4(a,b){a=a|0;b=b|0;a=b+(f[a>>2]|0)|0;b=pOb(24)|0;p[b>>3]=+p[a>>3];p[b+8>>3]=+p[a+8>>3];p[b+16>>3]=+p[a+16>>3];return b|0}function $4(a,b,c){a=a|0;b=b|0;c=c|0;b=b+(f[a>>2]|0)|0;p[b>>3]=+p[c>>3];p[b+8>>3]=+p[c+8>>3];p[b+16>>3]=+p[c+16>>3];return}function a5(a,b){a=a|0;b=b|0;return +(+p[b+(f[a>>2]|0)>>3])}function b5(a,b,c){a=a|0;b=b|0;c=+c;p[b+(f[a>>2]|0)>>3]=c;return}function c5(){var a=0;a=pOb(24)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return a|0}function d5(a){a=a|0;if(!a)return;sOb(a);return}function e5(a,b){a=a|0;b=b|0;return +(+p[b+(f[a>>2]|0)>>3])}function f5(a,b,c){a=a|0;b=b|0;c=+c;p[b+(f[a>>2]|0)>>3]=c;return}function g5(a,b){a=a|0;b=b|0;return f[b+(f[a>>2]|0)>>2]|0}function h5(a,b,c){a=a|0;b=b|0;c=c|0;f[b+(f[a>>2]|0)>>2]=c;return}function i5(a){a=a|0;return 8736}function j5(a){a=a|0;if(!a)return;sOb(a);return}function k5(a){a=a|0;bh[a&63]();return}function l5(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function m5(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;Nh[a&3](b,c,d,e,f,g,h,i);return}function n5(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;Mh[a&3](b,c,d,e,f,g,h);return}function 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s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;w=z+24|0;x=z+12|0;y=z;s=c+4|0;t=f[c>>2]|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;if(t>>>0>4294967279)vOb(w);if(t>>>0<11){b[w+11>>0]=t;if(!t)c=w;else{c=w;v=6}}else{v=t+16&-16;c=pOb(v)|0;f[w>>2]=c;f[w+8>>2]=v|-2147483648;f[w+4>>2]=t;v=6}if((v|0)==6)bQb(c|0,s|0,t|0)|0;b[c+t>>0]=0;s=d+4|0;t=f[d>>2]|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;if(t>>>0>4294967279)vOb(x);if(t>>>0<11){b[x+11>>0]=t;if(!t)c=x;else{c=x;v=12}}else{v=t+16&-16;c=pOb(v)|0;f[x>>2]=c;f[x+8>>2]=v|-2147483648;f[x+4>>2]=t;v=12}if((v|0)==12)bQb(c|0,s|0,t|0)|0;b[c+t>>0]=0;t=e+4|0;d=f[e>>2]|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;if(d>>>0>4294967279)vOb(y);if(d>>>0<11){s=y+11|0;b[s>>0]=d;if(!d)c=y;else{c=y;v=18}}else{s=d+16&-16;c=pOb(s)|0;f[y>>2]=c;f[y+8>>2]=s|-2147483648;f[y+4>>2]=d;s=y+11|0;v=18}if((v|0)==18)bQb(c|0,t|0,d|0)|0;b[c+d>>0]=0;c=$g[a&1](w,x,y,g,h,i,j,k,l,m,n,o,p,q,r)|0;if((b[s>>0]|0)<0)sOb(f[y>>2]|0);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);if((b[w+11>>0]|0)>=0){u=z;return 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c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function P5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Q5(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function R5(a){a=a|0;return 0}function S5(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g+4|0;i=g;f[h>>2]=d;f[i>>2]=e;Fh[a&255](b,c,h,i);fd(f[i>>2]|0);fd(f[h>>2]|0);u=g;return}function T5(a){a=a|0;f[a>>2]=26752;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function U5(a){a=a|0;f[a>>2]=26752;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function V5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function W5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function X5(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Y5(a){a=a|0;return 0}function Z5(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function _5(a){a=a|0;f[a>>2]=26812;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $5(a){a=a|0;f[a>>2]=26812;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function a6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function b6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function c6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function d6(a){a=a|0;return 0}function e6(a){a=a|0;f[a>>2]=26844;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function f6(a){a=a|0;f[a>>2]=26844;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function g6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function h6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function i6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function j6(a){a=a|0;return 0}function k6(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0;l=u;u=u+16|0;m=l+4|0;n=l;f[m>>2]=j;f[n>>2]=k;Rh[a&3](b,c,d,e,g,h,i,m,n);fd(f[n>>2]|0);fd(f[m>>2]|0);u=l;return}function l6(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0;j=u;u=u+16|0;h=j;b[a>>0]=0;d=a+1|0;b[d>>0]=1;i=a+2|0;e=a+8|0;b[i>>0]=0;b[i+1>>0]=0;b[i+2>>0]=0;b[i+3>>0]=0;b[i+4>>0]=0;b[i+5>>0]=0;g=a+12|0;b[e>>0]=1;b[e+1>>0]=1;b[e+2>>0]=1;b[e+3>>0]=1;b[g>>0]=0;b[g+1>>0]=0;b[g+2>>0]=0;b[g+3>>0]=0;if(m6(c,119182)|0){k=f[c>>2]|0;m=od(119182)|0;k=jd(k|0,m|0)|0;fd(m|0);l=+cd(k|0,17688,h|0);rd(f[h>>2]|0);b[e>>0]=l!=0.0&1;fd(k|0)}if(m6(c,119193)|0){m=f[c>>2]|0;k=od(119193)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+9>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119204)|0){m=f[c>>2]|0;k=od(119204)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+10>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119216)|0){m=f[c>>2]|0;k=od(119216)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+11>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119238)|0){m=f[c>>2]|0;k=od(119238)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[g>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119265)|0){m=f[c>>2]|0;k=od(119265)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119286)|0){m=f[c>>2]|0;k=od(119286)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+13>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119308)|0){m=f[c>>2]|0;k=od(119308)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[d>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119326)|0){d=f[c>>2]|0;m=od(119326)|0;d=jd(d|0,m|0)|0;fd(m|0);l=+cd(d|0,17704,h|0);rd(f[h>>2]|0);b[a+14>>0]=~~l;fd(d|0);d=1}else d=0;b[a+15>>0]=d;if(m6(c,119334)|0){d=f[c>>2]|0;m=od(119334)|0;d=jd(d|0,m|0)|0;fd(m|0);l=+cd(d|0,17704,h|0);rd(f[h>>2]|0);fd(d|0);d=~~l&255}else d=0;b[i>>0]=d&1;b[a+3>>0]=(d&255)>>>1&1;b[a+4>>0]=(d&255)>>>2&1;if(!(m6(c,119363)|0)){k=0;i=k&1;m=a+5|0;b[m>>0]=i;m=a+6|0;i=(k&255)>>>1;i=i&1;b[m>>0]=i;m=a+7|0;k=(k&255)>>>2;k=k&1;b[m>>0]=k;u=j;return}k=f[c>>2]|0;i=od(119363)|0;k=jd(k|0,i|0)|0;fd(i|0);l=+cd(k|0,17704,h|0);rd(f[h>>2]|0);fd(k|0);k=~~l&255;i=k&1;m=a+5|0;b[m>>0]=i;m=a+6|0;i=(k&255)>>>1;i=i&1;b[m>>0]=i;m=a+7|0;k=(k&255)>>>2;k=k&1;b[m>>0]=k;u=j;return}function m6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;h=c;d=gd(119397)|0;i=od(119404)|0;e=jd(d|0,i|0)|0;fd(i|0);i=od(119414)|0;g=jd(e|0,i|0)|0;fd(i|0);b=od(b|0)|0;f[h>>2]=b;b=n6(g,119429,a,h)|0;fd(f[h>>2]|0);fd(g|0);fd(e|0);fd(d|0);u=c;return b|0}function n6(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0.0;i=u;u=u+32|0;g=i;h=i+16|0;if(!(b[256376]|0))if(MPb(256376)|0){j=hd(3,26908)|0;f[64598]=j}j=f[64598]|0;kd(f[d>>2]|0);f[g>>2]=f[d>>2];kd(f[e>>2]|0);f[g+8>>2]=f[e>>2];k=+ed(j|0,a|0,c|0,h|0,g|0);rd(f[h>>2]|0);u=i;return k!=0.0|0}function o6(a){a=a|0;f[a>>2]=26928;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function p6(a){a=a|0;f[a>>2]=26928;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function q6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function r6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function s6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function t6(a){a=a|0;return 0}function u6(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;i=u;u=u+16|0;j=i+8|0;k=i+4|0;l=i;f[j>>2]=e;f[k>>2]=g;f[l>>2]=h;Th[a&127](b,c,d,j,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function v6(a){a=a|0;f[a>>2]=26988;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function w6(a){a=a|0;f[a>>2]=26988;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function x6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function y6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function z6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function A6(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;i=u;u=u+16|0;j=i+8|0;k=i+4|0;l=i;f[j>>2]=e;f[k>>2]=g;f[l>>2]=h;Th[a&127](b,c,d,j,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function B6(a){a=a|0;f[a>>2]=27048;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function C6(a){a=a|0;f[a>>2]=27048;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function D6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function E6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function F6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function G6(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;j=u;u=u+16|0;k=j+8|0;l=j+4|0;m=j;f[k>>2]=g;f[l>>2]=h;f[m>>2]=i;Xh[a&63](b,c,d,e,k,l,m);fd(f[m>>2]|0);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function H6(a){a=a|0;f[a>>2]=27112;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function I6(a){a=a|0;f[a>>2]=27112;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function J6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function K6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function L6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function M6(a,b,c,d,e,g){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;h=u;u=u+16|0;i=h+8|0;j=h+4|0;k=h;f[i>>2]=d;f[j>>2]=e;f[k>>2]=g;nh[a&3](b,c,i,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function N6(a){a=a|0;f[a>>2]=27168;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function O6(a){a=a|0;f[a>>2]=27168;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function P6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Q6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function R6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function S6(a){a=a|0;f[a>>2]=27200;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function T6(a){a=a|0;f[a>>2]=27200;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function U6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function V6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function W6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function X6(a){a=a|0;return 0}function Y6(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;vh[a&3](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function Z6(a,b){a=a|0;b=+b;ch[a&127](b);return}function _6(a,c){a=a|0;c=c|0;var 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;xK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function d7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;xK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function e7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function f7(a){a=a|0;return 0}function g7(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+8|0;h=e+4|0;i=e;f[g>>2]=b;f[h>>2]=c;f[i>>2]=d;xh[a&127](g,h,i);fd(f[i>>2]|0);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function h7(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;f[e>>2]=b;f[g>>2]=c;oh[a&1023](e,g);fd(f[g>>2]|0);fd(f[e>>2]|0);u=d;return}function i7(a){a=a|0;f[a>>2]=27324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bH(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function s7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function t7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function u7(a){a=a|0;return 0}function v7(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function w7(a){a=a|0;f[a>>2]=27420;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function x7(a){a=a|0;f[a>>2]=27420;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function y7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;RH(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function z7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function A7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function B7(a){a=a|0;return 0}function C7(a){a=a|0;f[a>>2]=27452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function D7(a){a=a|0;f[a>>2]=27452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function E7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;kI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function F7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IE(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function G7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function H7(a){a=a|0;return 0}function I7(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function J7(a){a=a|0;f[a>>2]=27500;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function K7(a){a=a|0;f[a>>2]=27500;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function L7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function M7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;zD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function N7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function O7(a){a=a|0;return 0}function P7(a){a=a|0;f[a>>2]=27532;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Q7(a){a=a|0;f[a>>2]=27532;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function R7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function S7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function T7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function U7(a){a=a|0;return 0}function V7(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function W7(a){a=a|0;f[a>>2]=27588;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function X7(a){a=a|0;f[a>>2]=27588;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Y7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Z7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;UD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function _7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function $7(a){a=a|0;return 0}function a8(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function b8(a){a=a|0;f[a>>2]=27644;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function c8(a){a=a|0;f[a>>2]=27644;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function d8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function e8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;nE(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function f8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function g8(a){a=a|0;return 0}function h8(a){a=a|0;f[a>>2]=27676;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function i8(a){a=a|0;f[a>>2]=27676;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function j8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function k8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function l8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function m8(a){a=a|0;f[a>>2]=27708;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function n8(a){a=a|0;f[a>>2]=27708;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function o8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function p8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function q8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function r8(a){a=a|0;return 0}function s8(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function t8(a){a=a|0;f[a>>2]=27768;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function u8(a){a=a|0;f[a>>2]=27768;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function v8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function w8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function x8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function y8(a){a=a|0;f[a>>2]=27800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function z8(a){a=a|0;f[a>>2]=27800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function A8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function B8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function C8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function D8(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function E8(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0;w=u;u=u+16|0;v=w;b[a>>0]=0;b[a+1>>0]=0;b[a+2>>0]=0;b[a+3>>0]=0;b[a+4>>0]=0;l=a+8|0;b[l>>0]=1;m=a+9|0;b[m>>0]=0;n=a+10|0;b[n>>0]=0;o=a+11|0;b[o>>0]=1;q=a+12|0;b[q>>0]=0;r=a+13|0;b[r>>0]=0;f[a+16>>2]=-1;e=a+20|0;b[e>>0]=1;g=a+21|0;b[g>>0]=0;h=a+22|0;b[h>>0]=1;s=a+23|0;b[s>>0]=0;i=a+24|0;b[i>>0]=1;j=a+25|0;b[j>>0]=1;t=a+26|0;k=a+40|0;d[t>>1]=0;d[t+2>>1]=0;d[t+4>>1]=0;b[t+6>>0]=0;p[k>>3]=C;if(m6(c,125880)|0){x=f[c>>2]|0;z=od(125880)|0;x=jd(x|0,z|0)|0;fd(z|0);y=+cd(x|0,17704,v|0);rd(f[v>>2]|0);b[a+1>>0]=~~y;fd(x|0);b[a>>0]=b[a>>0]|1}if(m6(c,125897)|0){z=f[c>>2]|0;x=od(125897)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+2>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|2}if(m6(c,125914)|0){z=f[c>>2]|0;x=od(125914)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+3>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|4}if(m6(c,125930)|0){z=f[c>>2]|0;x=od(125930)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+4>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|8}if(m6(c,125946)|0){z=f[c>>2]|0;x=od(125946)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[l>>0]=y!=0.0&1;fd(z|0)}if(m6(c,125968)|0){z=f[c>>2]|0;x=od(125968)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[m>>0]=y!=0.0&1;fd(z|0)}if(m6(c,125989)|0){z=f[c>>2]|0;x=od(125989)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[n>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126004)|0){z=f[c>>2]|0;x=od(126004)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[o>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126022)|0){z=f[c>>2]|0;x=od(126022)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[q>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126068)|0){z=f[c>>2]|0;x=od(126068)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[r>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126087)|0){z=f[c>>2]|0;x=od(126087)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[e>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126110)|0){z=f[c>>2]|0;x=od(126110)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[g>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126132)|0){z=f[c>>2]|0;x=od(126132)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[h>>0]=y!=0.0&1;fd(z|0)}if(m6(c,119308)|0){z=f[c>>2]|0;x=od(119308)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[i>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126160)|0){z=f[c>>2]|0;x=od(126160)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[j>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126182)|0){z=f[c>>2]|0;x=od(126182)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17776,v|0);rd(f[v>>2]|0);p[k>>3]=y;fd(z|0)}if(m6(c,119326)|0){e=f[c>>2]|0;z=od(119326)|0;e=jd(e|0,z|0)|0;fd(z|0);y=+cd(e|0,17704,v|0);rd(f[v>>2]|0);b[a+32>>0]=~~y;fd(e|0);e=1}else e=0;b[s>>0]=e;if(m6(c,119334)|0){e=f[c>>2]|0;z=od(119334)|0;e=jd(e|0,z|0)|0;fd(z|0);y=+cd(e|0,17704,v|0);rd(f[v>>2]|0);fd(e|0);e=~~y&255}else e=0;b[t>>0]=e&1;b[a+27>>0]=(e&255)>>>1&1;b[a+28>>0]=(e&255)>>>2&1;if(!(m6(c,119363)|0)){x=0;v=x&1;z=a+29|0;b[z>>0]=v;z=a+30|0;v=(x&255)>>>1;v=v&1;b[z>>0]=v;z=a+31|0;x=(x&255)>>>2;x=x&1;b[z>>0]=x;u=w;return}x=f[c>>2]|0;z=od(119363)|0;x=jd(x|0,z|0)|0;fd(z|0);y=+cd(x|0,17704,v|0);rd(f[v>>2]|0);fd(x|0);x=~~y&255;v=x&1;z=a+29|0;b[z>>0]=v;z=a+30|0;v=(x&255)>>>1;v=v&1;b[z>>0]=v;z=a+31|0;x=(x&255)>>>2;x=x&1;b[z>>0]=x;u=w;return}function F8(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;j=u;u=u+16|0;k=j+8|0;l=j+4|0;m=j;f[k>>2]=g;f[l>>2]=h;f[m>>2]=i;Xh[a&63](b,c,d,e,k,l,m);fd(f[m>>2]|0);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function G8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function H8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function I8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function J8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function K8(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;mh[a&7](b,c,d);return}function L8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function M8(a,b,c){a=a|0;b=b|0;c=+c;hh[a&63](b,c);return}function N8(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;f[g>>2]=c;f[h>>2]=d;xh[a&127](b,g,h);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function O8(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function P8(a,b,c){a=a|0;b=+b;c=+c;dh[a&7](b,c);return}function Q8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c+8|0;e=c;h=b;g=f[h+4>>2]|0;b=e;f[b>>2]=f[h>>2];f[b+4>>2]=g;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];gh[a&2047](d);u=c;return}function R8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function S8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function T8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function U8(a,b){a=a|0;b=+b;ch[a&127](b);return}function V8(a,b,c){a=a|0;b=+b;c=c|0;fh[a&7](b,c);return}function W8(a,b,c,d){a=a|0;b=+b;c=+c;d=d|0;eh[a&3](b,c,d);return}function X8(a,b,c){a=a|0;b=+b;c=c|0;fh[a&7](b,c);return}function Y8(a){a=a|0;f[a>>2]=28096;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Z8(a){a=a|0;f[a>>2]=28096;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function _8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function $8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function a9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function b9(a){a=a|0;f[a>>2]=28128;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function c9(a){a=a|0;f[a>>2]=28128;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function d9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function e9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;_U(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function f9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function g9(a){a=a|0;return 0}function h9(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;h=u;u=u+32|0;k=h+16|0;l=h;i=h+12|0;j=h+8|0;n=d;m=f[n+4>>2]|0;d=l;f[d>>2]=f[n>>2];f[d+4>>2]=m;f[i>>2]=e;f[j>>2]=g;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];Lh[a&255](b,c,k,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function i9(a,b,c){a=a|0;b=b|0;c=+c;hh[a&63](b,c);return}function j9(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b,c,d,e);return}function k9(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function l9(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function m9(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;Lh[a&255](b,c,d,e,f);return}function n9(a){a=a|0;f[a>>2]=28268;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function o9(a){a=a|0;f[a>>2]=28268;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function p9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function q9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function r9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function s9(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;g=u;u=u+16|0;h=g+8|0;i=g+4|0;j=g;f[h>>2]=c;f[i>>2]=d;f[j>>2]=e;Fh[a&255](b,h,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);fd(f[h>>2]|0);u=g;return}function t9(a){a=a|0;f[a>>2]=28320;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function u9(a){a=a|0;f[a>>2]=28320;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function v9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function w9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function x9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function y9(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;f[g>>2]=c;f[h>>2]=d;xh[a&127](b,g,h);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function z9(a){a=a|0;f[a>>2]=28368;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function A9(a){a=a|0;f[a>>2]=28368;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function B9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;hQ(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function C9(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function D9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function E9(a){a=a|0;return 0}function F9(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0;o=u;u=u+16|0;p=o+4|0;q=o;f[p>>2]=m;f[q>>2]=n;ai[a&7](b,c,d,e,g,h,i,j,k,l,p,q);fd(f[q>>2]|0);fd(f[p>>2]|0);u=o;return}function G9(a){a=a|0;f[a>>2]=28452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function H9(a){a=a|0;f[a>>2]=28452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function I9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function J9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IL(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function K9(a,b){a=a|0;b=b|0;var 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c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function jca(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=h;f[l>>2]=i;Xh[a&63](b,c,d,e,g,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function kca(a){a=a|0;f[a>>2]=29608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function lca(a){a=a|0;f[a>>2]=29608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function mca(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function nca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;zN(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function oca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function pca(a){a=a|0;return 0}function qca(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=d;f[j>>2]=e;Lh[a&255](b,c,i,j,g);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function rca(a){a=a|0;f[a>>2]=29664;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function sca(a){a=a|0;f[a>>2]=29664;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function tca(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function uca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function wca(a){a=a|0;f[a>>2]=29696;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function xca(a){a=a|0;f[a>>2]=29696;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function yca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function zca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Aca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Bca(a){a=a|0;return 0}function Cca(a){a=a|0;f[a>>2]=29728;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Dca(a){a=a|0;f[a>>2]=29728;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Eca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Fca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Hca(a){a=a|0;return 0}function Ica(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function Jca(a){a=a|0;f[a>>2]=29788;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Kca(a){a=a|0;f[a>>2]=29788;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Lca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;oC(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Mca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Nca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Oca(a){a=a|0;return 0}function Pca(a){a=a|0;f[a>>2]=29820;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Qca(a){a=a|0;f[a>>2]=29820;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Rca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Tca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Uca(a){a=a|0;f[a>>2]=29852;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Vca(a){a=a|0;f[a>>2]=29852;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Wca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Xca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Yca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Zca(a){a=a|0;f[a>>2]=29884;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function _ca(a){a=a|0;f[a>>2]=29884;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function $ca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function ada(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function cda(a){a=a|0;f[a>>2]=29916;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function dda(a){a=a|0;f[a>>2]=29916;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function eda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function fda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function hda(a){a=a|0;f[a>>2]=29948;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function qda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function rda(a){a=a|0;f[a>>2]=30012;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function sda(a){a=a|0;f[a>>2]=30012;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function tda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function uda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function wda(a){a=a|0;return 0}function xda(a){a=a|0;f[a>>2]=30044;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function yda(a){a=a|0;f[a>>2]=30044;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function zda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Ada(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Bda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Cda(a){a=a|0;f[a>>2]=30076;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Dda(a){a=a|0;f[a>>2]=30076;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Eda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Fda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Hda(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=g;f[l>>2]=h;Xh[a&63](b,c,d,e,k,l,i);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function Ida(a){a=a|0;f[a>>2]=30140;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Jda(a){a=a|0;f[a>>2]=30140;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Kda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;NB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Lda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Mda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Nda(a){a=a|0;return 0}function Oda(a){a=a|0;f[a>>2]=30172;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Pda(a){a=a|0;f[a>>2]=30172;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Qda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Rda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Tda(a){a=a|0;f[a>>2]=30204;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Uda(a){a=a|0;f[a>>2]=30204;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Vda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Wda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Xda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Yda(a){a=a|0;return 0}function Zda(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function _da(a){a=a|0;f[a>>2]=30260;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $da(a){a=a|0;f[a>>2]=30260;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function aea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function cea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function dea(a){a=a|0;f[a>>2]=30292;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function eea(a){a=a|0;f[a>>2]=30292;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function fea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function hea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function iea(a){a=a|0;f[a>>2]=30324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function jea(a){a=a|0;f[a>>2]=30324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function kea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function lea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function mea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function nea(a){a=a|0;f[a>>2]=30356;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function oea(a){a=a|0;f[a>>2]=30356;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function pea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function qea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function rea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function sea(a){a=a|0;f[a>>2]=30388;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function tea(a){a=a|0;f[a>>2]=30388;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function uea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;TF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function wea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function xea(a){a=a|0;return 0}function yea(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function zea(a){a=a|0;f[a>>2]=30448;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Aea(a){a=a|0;f[a>>2]=30448;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Bea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;mG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Cea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Dea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Eea(a){a=a|0;return 0}function Fea(a){a=a|0;f[a>>2]=30480;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Gea(a){a=a|0;f[a>>2]=30480;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Hea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;eD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Iea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Jea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Kea(a){a=a|0;return 0}function Lea(a){a=a|0;f[a>>2]=30512;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Mea(a){a=a|0;f[a>>2]=30512;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Nea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Oea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Pea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Qea(a){a=a|0;f[a>>2]=30544;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Rea(a){a=a|0;f[a>>2]=30544;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Sea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Tea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Uea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Vea(a){a=a|0;f[a>>2]=30576;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Wea(a){a=a|0;f[a>>2]=30576;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Xea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Yea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Zea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function _ea(a){a=a|0;f[a>>2]=30608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $ea(a){a=a|0;f[a>>2]=30608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function afa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function cfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function dfa(a){a=a|0;f[a>>2]=30640;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function efa(a){a=a|0;f[a>>2]=30640;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function ffa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function hfa(a,b){a=a|0;b=b|0;var 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function wfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function xfa(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=h;f[l>>2]=i;Xh[a&63](b,c,d,e,g,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function yfa(a){a=a|0;f[a>>2]=30800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function zfa(a){a=a|0;f[a>>2]=30800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Afa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Bfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Cfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Dfa(a){a=a|0;f[a>>2]=30832;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Efa(a){a=a|0;f[a>>2]=30832;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Ffa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Hfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Ifa(a){a=a|0;f[a>>2]=30864;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Jfa(a){a=a|0;f[a>>2]=30864;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Kfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;cK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Lfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Mfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Nfa(a){a=a|0;return 0}function Ofa(a){a=a|0;f[a>>2]=30896;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Pfa(a){a=a|0;f[a>>2]=30896;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Qfa(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Rfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Tfa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function Ufa(a){a=a|0;f[a>>2]=30956;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Vfa(a){a=a|0;f[a>>2]=30956;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Wfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;TF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Xfa(a,b){a=a|0;b=b|0;var 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if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[64565]|0)+(c<<2)|0;l=41}}else{f[e>>2]=f[c>>2];l=41}if((l|0)==41)f[c>>2]=e;f[64568]=(f[64568]|0)+1;l=e;a=l+12|0;j=f[a>>2]|0;fd(j|0);f[a>>2]=o;o=l+16|0;a=f[o>>2]|0;fd(a|0);f[o>>2]=m;o=l+20|0;f[o>>2]=k;fd(0);fd(0);return}function Yga(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=b[c>>0]|0;i=f[m>>2]|0;g=i-(f[a>>2]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,2,l)|0;g=(f[a>>2]|0)+g|0;i=h[d>>0]|h[d+1>>0]<<8;b[g>>0]=i;b[g+1>>0]=i>>8;g=e+4|0;i=f[g>>2]|0;d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[e>>2]|0;g=f[g>>2]|0;i=c+(g<<5)|0;if(!g){u=n;return}do{e=f[m>>2]|0;d=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,32,l)|0;d=(f[a>>2]|0)+d|0;e=c;g=d+32|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));c=c+32|0}while((c|0)!=(i|0));u=n;return}function Zga(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=f[a>>2]|0;h=n;i=(f[c>>2]|0)-h|0;n=n+i|0;if(!d){o=n;return o|0}m=a+8|0;g=f[m>>2]|0;o=a+4|0;k=f[o>>2]|0;c=k;if((g-c|0)>>>0>=d>>>0){g=c-n|0;if(g>>>0<d>>>0){c=d-g|0;h=k;do{b[h>>0]=b[e>>0]|0;h=(f[o>>2]|0)+1|0;f[o>>2]=h;c=c+-1|0}while((c|0)!=0);if(!g){o=n;return o|0}}else{g=d;h=k}j=h-(n+d)|0;c=n+j|0;if(c>>>0<k>>>0){i=h;do{b[i>>0]=b[c>>0]|0;c=c+1|0;i=(f[o>>2]|0)+1|0;f[o>>2]=i}while((c|0)!=(k|0))}if(j|0)cQb(h+(0-j)|0,n|0,j|0)|0;if(n>>>0<=e>>>0)e=(f[o>>2]|0)>>>0>e>>>0?e+d|0:e;dQb(n|0,b[e>>0]|0,g|0)|0;o=n;return o|0}c=c-h+d|0;if((c|0)<0)AMb(a);l=g-h|0;j=l<<1;c=l>>>0<1073741823?(j>>>0<c>>>0?c:j):2147483647;j=n;if(!c)g=0;else g=pOb(c)|0;l=g+i|0;k=g+c|0;g=d;c=l;h=l;do{b[h>>0]=b[e>>0]|0;h=c+1|0;c=h;g=g+-1|0}while((g|0)!=0);e=f[a>>2]|0;g=j-e|0;i=l+(0-g)|0;if((g|0)>0)bQb(i|0,e|0,g|0)|0;g=(f[o>>2]|0)-j|0;if((g|0)>0){bQb(h|0,n|0,g|0)|0;c=h+g|0;e=f[a>>2]|0}f[a>>2]=i;f[o>>2]=c;f[m>>2]=k;if(!e){o=l;return o|0}sOb(e);o=l;return o|0}function _ga(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(!a){b=f[64565]|0;f[64565]=0;if(b|0)sOb(b);f[64566]=0;return}if(a>>>0>1073741823)vd();l=pOb(a<<2)|0;b=f[64565]|0;f[64565]=l;if(b|0)sOb(b);f[64566]=a;b=0;do{f[(f[64565]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(a|0));g=f[64567]|0;if(!g)return;b=f[g+4>>2]|0;k=a+-1|0;l=(k&a|0)==0;if(l)b=b&k;else if(b>>>0>=a>>>0)b=(b>>>0)%(a>>>0)|0;f[(f[64565]|0)+(b<<2)>>2]=258268;c=f[g>>2]|0;if(!c)return;else{e=g;d=c;c=g}a:while(1){b:do if(l){j=c;while(1){c=d;while(1){i=f[c+4>>2]&k;if((i|0)==(b|0))break;d=(f[64565]|0)+(i<<2)|0;if(!(f[d>>2]|0)){e=j;b=i;break b}h=c+8|0;d=c;while(1){g=f[d>>2]|0;if(!g)break;if((f[h>>2]|0)==(f[g+8>>2]|0))d=g;else break}f[j>>2]=g;f[d>>2]=f[f[(f[64565]|0)+(i<<2)>>2]>>2];f[f[(f[64565]|0)+(i<<2)>>2]>>2]=c;c=f[e>>2]|0;if(!c){b=37;break a}}d=f[c>>2]|0;if(!d){b=37;break a}else{e=c;j=c}}}else{j=c;while(1){c=d;while(1){d=f[c+4>>2]|0;if(d>>>0<a>>>0)i=d;else i=(d>>>0)%(a>>>0)|0;if((i|0)==(b|0))break;d=(f[64565]|0)+(i<<2)|0;if(!(f[d>>2]|0)){e=j;b=i;break b}g=c+8|0;d=c;while(1){h=f[d>>2]|0;if(!h)break;if((f[g>>2]|0)==(f[h+8>>2]|0))d=h;else break}f[j>>2]=h;f[d>>2]=f[f[(f[64565]|0)+(i<<2)>>2]>>2];f[f[(f[64565]|0)+(i<<2)>>2]>>2]=c;c=f[e>>2]|0;if(!c){b=37;break a}}d=f[c>>2]|0;if(!d){b=37;break a}else{e=c;j=c}}}while(0);f[d>>2]=e;d=f[c>>2]|0;if(!d){b=37;break}else e=c}if((b|0)==37)return}function $ga(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+16|0;k=o+4|0;l=o;m=o+8|0;n=a+4|0;q=f[n>>2]|0;p=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,2,m)|0;p=(f[a>>2]|0)+p|0;q=h[c>>0]|h[c+1>>0]<<8;b[p>>0]=q;b[p+1>>0]=q>>8;p=d+4|0;q=f[p>>2]|0;r=f[n>>2]|0;c=r-(f[a>>2]|0)|0;f[l>>2]=r;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=q;b[c+1>>0]=q>>8;b[c+2>>0]=q>>16;b[c+3>>0]=q>>24;c=f[d>>2]|0;p=f[p>>2]|0;d=c+p|0;if(p|0)do{q=f[n>>2]|0;r=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,1,m)|0;b[(f[a>>2]|0)+r>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));r=e+4|0;d=f[r>>2]|0;q=f[n>>2]|0;c=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=f[e>>2]|0;r=f[r>>2]|0;d=c+(r<<3)|0;if(r|0)do{q=f[n>>2]|0;r=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,8,m)|0;q=c;e=q;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;q=q+4|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;r=(f[a>>2]|0)+r|0;p=r;b[p>>0]=e;b[p+1>>0]=e>>8;b[p+2>>0]=e>>16;b[p+3>>0]=e>>24;r=r+4|0;b[r>>0]=q;b[r+1>>0]=q>>8;b[r+2>>0]=q>>16;b[r+3>>0]=q>>24;c=c+8|0}while((c|0)!=(d|0));q=f[n>>2]|0;p=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;p=(f[a>>2]|0)+p|0;q=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;p=f[n>>2]|0;q=p-(f[a>>2]|0)|0;f[l>>2]=p;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,8,m)|0;p=i;i=p;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;p=p+4|0;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;q=(f[a>>2]|0)+q|0;r=q;b[r>>0]=i;b[r+1>>0]=i>>8;b[r+2>>0]=i>>16;b[r+3>>0]=i>>24;q=q+4|0;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;q=b[j>>0]|0;p=f[n>>2]|0;r=p-(f[a>>2]|0)|0;f[l>>2]=p;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,1,m)|0;b[(f[a>>2]|0)+r>>0]=q;u=o;return}function aha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,16,l)|0;i=(f[a>>2]|0)+i|0;g=c;h=i+16|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));i=d+4|0;h=f[i>>2]|0;g=f[m>>2]|0;c=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=h;b[c+1>>0]=h>>8;b[c+2>>0]=h>>16;b[c+3>>0]=h>>24;c=f[d>>2]|0;i=f[i>>2]|0;d=c+(i<<5)|0;if(i|0)do{g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,32,l)|0;i=(f[a>>2]|0)+i|0;g=c;h=i+32|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));c=c+32|0}while((c|0)!=(d|0));g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,12,l)|0;i=(f[a>>2]|0)+i|0;g=e;h=i+12|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));u=n;return}function bha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function cha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function dha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;i=u;u=u+992|0;d=b[c>>0]|0;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+e>>0]=d;e=b[((c+4|0)+11|0)>>0]|0;e=e<<24>>24<0?f[(c+8|0)>>2]|0:e&255;d=f[(a+4|0)>>2]|0;g=d-(f[a>>2]|0)|0;f[i>>2]=d;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,4,i+8|0)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=b[((c+4|0)+11|0)>>0]|0;e=g<<24>>24<0?f[(c+4|0)>>2]|0:c+4|0;g=g<<24>>24<0?f[(c+8|0)>>2]|0:g&255;if(g|0){d=e;do{k=b[d>>0]|0;l=f[(a+4|0)>>2]|0;j=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+j>>0]=k;d=d+1|0}while((d|0)!=(e+g|0|0))}l=b[c+16>>0]|0;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+e>>0]=l;e=b[c+17>>0]|0;l=f[(a+4|0)>>2]|0;g=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+g>>0]=e;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;g=h[(c+24|0)>>0]|h[(c+24|0)+1>>0]<<8|h[(c+24|0)+2>>0]<<16|h[(c+24|0)+3>>0]<<24;l=h[((c+24|0)+4|0)>>0]|h[((c+24|0)+4|0)+1>>0]<<8|h[((c+24|0)+4|0)+2>>0]<<16|h[((c+24|0)+4|0)+3>>0]<<24;e=(f[a>>2]|0)+e|0;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;b[(e+4|0)>>0]=l;b[(e+4|0)+1>>0]=l>>8;b[(e+4|0)+2>>0]=l>>16;b[(e+4|0)+3>>0]=l>>24;e=b[((c+32|0)+11|0)>>0]|0;e=e<<24>>24<0?f[(c+36|0)>>2]|0:e&255;l=f[(a+4|0)>>2]|0;g=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,4,i+8|0)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=b[((c+32|0)+11|0)>>0]|0;e=g<<24>>24<0?f[(c+32|0)>>2]|0:c+32|0;g=g<<24>>24<0?f[(c+36|0)>>2]|0:g&255;if(g|0){d=e;do{k=b[d>>0]|0;j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+l>>0]=k;d=d+1|0}while((d|0)!=(e+g|0|0))}j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;j=h[(c+48|0)>>0]|h[(c+48|0)+1>>0]<<8|h[(c+48|0)+2>>0]<<16|h[(c+48|0)+3>>0]<<24;k=h[((c+48|0)+4|0)>>0]|h[((c+48|0)+4|0)+1>>0]<<8|h[((c+48|0)+4|0)+2>>0]<<16|h[((c+48|0)+4|0)+3>>0]<<24;l=(f[a>>2]|0)+l|0;b[l>>0]=j;b[l+1>>0]=j>>8;b[l+2>>0]=j>>16;b[l+3>>0]=j>>24;b[(l+4|0)>>0]=k;b[(l+4|0)+1>>0]=k>>8;b[(l+4|0)+2>>0]=k>>16;b[(l+4|0)+3>>0]=k>>24;l=f[(a+4|0)>>2]|0;k=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;l=h[(c+56|0)>>0]|h[(c+56|0)+1>>0]<<8|h[(c+56|0)+2>>0]<<16|h[(c+56|0)+3>>0]<<24;j=h[((c+56|0)+4|0)>>0]|h[((c+56|0)+4|0)+1>>0]<<8|h[((c+56|0)+4|0)+2>>0]<<16|h[((c+56|0)+4|0)+3>>0]<<24;k=(f[a>>2]|0)+k|0;b[k>>0]=l;b[k+1>>0]=l>>8;b[k+2>>0]=l>>16;b[k+3>>0]=l>>24;b[(k+4|0)>>0]=j;b[(k+4|0)+1>>0]=j>>8;b[(k+4|0)+2>>0]=j>>16;b[(k+4|0)+3>>0]=j>>24;k=b[c+64>>0]|0;j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[i+32>>2]=a;f[i+40>>2]=c;f[i+168>>2]=k;f[i+184>>2]=l;f[i+936>>2]=0;f[i+940>>2]=0;xha(i);G=f[i+936>>2]|0;D=f[i+940>>2]|0;H=+n[i+940>>2];f[i+936>>2]=0;f[i+940>>2]=0;if((G|0)==5)return}function eha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function fha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;k=o+4|0;l=o;m=o+8|0;n=a+4|0;j=f[n>>2]|0;i=j-(f[a>>2]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,2,m)|0;i=(f[a>>2]|0)+i|0;j=h[c>>0]|h[c+1>>0]<<8;b[i>>0]=j;b[i+1>>0]=j>>8;i=d+4|0;j=f[i>>2]|0;g=f[n>>2]|0;c=g-(f[a>>2]|0)|0;f[l>>2]=g;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=j;b[c+1>>0]=j>>8;b[c+2>>0]=j>>16;b[c+3>>0]=j>>24;c=f[d>>2]|0;i=f[i>>2]|0;j=c+(i<<5)|0;if(i|0)do{g=f[n>>2]|0;d=g-(f[a>>2]|0)|0;f[l>>2]=g;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,32,m)|0;d=(f[a>>2]|0)+d|0;g=c;i=d+32|0;do{b[d>>0]=b[g>>0]|0;d=d+1|0;g=g+1|0}while((d|0)<(i|0));c=c+32|0}while((c|0)!=(j|0));j=f[n>>2]|0;n=j-(f[a>>2]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;n=(f[a>>2]|0)+n|0;m=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;b[n>>0]=m;b[n+1>>0]=m>>8;b[n+2>>0]=m>>16;b[n+3>>0]=m>>24;u=o;return}function gha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function hha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function iha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function jha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function kha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function lha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function mha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=b[c>>0]|0;i=f[m>>2]|0;g=i-(f[a>>2]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,2,l)|0;g=(f[a>>2]|0)+g|0;i=h[d>>0]|h[d+1>>0]<<8;b[g>>0]=i;b[g+1>>0]=i>>8;g=e+4|0;i=f[g>>2]|0;d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[e>>2]|0;g=f[g>>2]|0;i=c+(g*24|0)|0;if(!g){u=n;return}do{e=f[m>>2]|0;d=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,24,l)|0;d=(f[a>>2]|0)+d|0;e=c;g=d+24|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));c=c+24|0}while((c|0)!=(i|0));u=n;return}function nha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;m=f[k>>2]|0;n=m-(f[a>>2]|0)|0;f[i>>2]=m;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,1,j)|0;b[(f[a>>2]|0)+n>>0]=b[c>>0]|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;d=h[d>>0]|h[d+1>>0]<<8;b[m>>0]=d;b[m+1>>0]=d>>8;d=e+4|0;m=f[d>>2]|0;n=f[k>>2]|0;c=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=m;b[c+1>>0]=m>>8;b[c+2>>0]=m>>16;b[c+3>>0]=m>>24;c=f[e>>2]|0;e=f[d>>2]|0;d=c+e|0;if(!e){u=l;return}do{m=f[k>>2]|0;n=m-(f[a>>2]|0)|0;f[i>>2]=m;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,1,j)|0;b[(f[a>>2]|0)+n>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));u=l;return}function oha(a,c,d,e,g,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+16|0;n=r+4|0;o=r;p=r+8|0;q=a+4|0;t=f[q>>2]|0;s=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,2,p)|0;s=(f[a>>2]|0)+s|0;t=h[c>>0]|h[c+1>>0]<<8;b[s>>0]=t;b[s+1>>0]=t>>8;s=d+4|0;t=f[s>>2]|0;v=f[q>>2]|0;c=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=t;b[c+1>>0]=t>>8;b[c+2>>0]=t>>16;b[c+3>>0]=t>>24;c=f[d>>2]|0;s=f[s>>2]|0;d=c+s|0;if(s|0)do{t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,1,p)|0;b[(f[a>>2]|0)+v>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));v=e+4|0;d=f[v>>2]|0;t=f[q>>2]|0;c=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=f[e>>2]|0;v=f[v>>2]|0;d=c+v|0;if(v|0)do{t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,1,p)|0;b[(f[a>>2]|0)+v>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;u=r;return}function pha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function qha(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;o=c+4|0;p=f[o>>2]|0;m=a+4|0;q=f[m>>2]|0;i=q-(f[a>>2]|0)|0;f[k>>2]=q;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=p;b[i+1>>0]=p>>8;b[i+2>>0]=p>>16;b[i+3>>0]=p>>24;c=f[c>>2]|0;o=f[o>>2]|0;i=c+(o<<2)|0;if(o|0)do{p=f[m>>2]|0;q=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;q=(f[a>>2]|0)+q|0;p=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;c=c+4|0}while((c|0)!=(i|0));q=d+4|0;i=f[q>>2]|0;p=f[m>>2]|0;c=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[d>>2]|0;q=f[q>>2]|0;i=c+(q<<2)|0;if(!q){rha(a,e,g);u=n;return}do{p=f[m>>2]|0;q=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;q=(f[a>>2]|0)+q|0;p=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;c=c+4|0}while((c|0)!=(i|0));rha(a,e,g);u=n;return}function rha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;m=c+4|0;n=f[m>>2]|0;k=a+4|0;o=f[k>>2]|0;e=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;e=(f[a>>2]|0)+e|0;b[e>>0]=n;b[e+1>>0]=n>>8;b[e+2>>0]=n>>16;b[e+3>>0]=n>>24;c=f[c>>2]|0;m=f[m>>2]|0;e=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(e|0));o=d+4|0;e=f[o>>2]|0;n=f[k>>2]|0;c=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=e;b[c+1>>0]=e>>8;b[c+2>>0]=e>>16;b[c+3>>0]=e>>24;c=f[d>>2]|0;o=f[o>>2]|0;e=c+(o<<2)|0;if(!o){u=l;return}do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(e|0));u=l;return}function sha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function tha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;n=h[c>>0]|h[c+1>>0]<<8;b[m>>0]=n;b[m+1>>0]=n>>8;m=d+4|0;n=f[m>>2]|0;o=f[k>>2]|0;c=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[d>>2]|0;m=f[m>>2]|0;d=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(d|0));n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,8,j)|0;n=e;k=n;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=(f[a>>2]|0)+o|0;m=o;b[m>>0]=k;b[m+1>>0]=k>>8;b[m+2>>0]=k>>16;b[m+3>>0]=k>>24;o=o+4|0;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;u=l;return}function uha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;n=h[c>>0]|h[c+1>>0]<<8;b[m>>0]=n;b[m+1>>0]=n>>8;m=d+4|0;n=f[m>>2]|0;o=f[k>>2]|0;c=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[d>>2]|0;m=f[m>>2]|0;d=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(d|0));n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,8,j)|0;n=e;k=n;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=(f[a>>2]|0)+o|0;m=o;b[m>>0]=k;b[m+1>>0]=k>>8;b[m+2>>0]=k>>16;b[m+3>>0]=k>>24;o=o+4|0;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;u=l;return}function vha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+16|0;i=m+4|0;j=m;k=m+8|0;n=c+4|0;o=f[n>>2]|0;l=a+4|0;p=f[l>>2]|0;g=p-(f[a>>2]|0)|0;f[j>>2]=p;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,4,k)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=o;b[g+1>>0]=o>>8;b[g+2>>0]=o>>16;b[g+3>>0]=o>>24;c=f[c>>2]|0;n=f[n>>2]|0;g=c+n|0;if(n|0)do{o=f[l>>2]|0;p=o-(f[a>>2]|0)|0;f[j>>2]=o;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,1,k)|0;b[(f[a>>2]|0)+p>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(g|0));p=f[l>>2]|0;o=p-(f[a>>2]|0)|0;f[j>>2]=p;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,4,k)|0;o=(f[a>>2]|0)+o|0;p=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;o=f[l>>2]|0;p=o-(f[a>>2]|0)|0;f[j>>2]=o;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,1,k)|0;b[(f[a>>2]|0)+p>>0]=b[e>>0]|0;u=m;return}function wha(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;m=f[a+32>>2]|0;n=f[a+40>>2]|0;o=f[a+1656>>2]|0;a:{if(o){o=0;if(1){d=pd()|0;b=f[m>>2]|0;e=od(112426)|0;sd(b|0,e|0,d|0);fd(e|0);e=nd()|0;b=od(112315)|0;sd(d|0,b|0,e|0);fd(b|0);b=f[(n+36|0)>>2]|0;if((f[(n+40|0)>>2]|0)!=(b|0)){c=0;do{i=b;l=pd()|0;f[a>>2]=c;j=td(17744,a|0)|0;sd(e|0,j|0,l|0);fd(j|0);j=nd()|0;f[a>>2]=f[i+(c*240|0)>>2];k=td(17744,a|0)|0;f[a>>2]=0;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);f[a>>2]=f[i+(c*240|0)+4>>2];k=td(17744,a|0)|0;f[a>>2]=1;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);k=od(112324)|0;sd(l|0,k|0,j|0);fd(k|0);fd(j|0);j=nd()|0;f[a>>2]=f[i+(c*240|0)+8>>2];k=td(17744,a|0)|0;f[a>>2]=0;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);f[a>>2]=f[i+(c*240|0)+12>>2];k=td(17744,a|0)|0;f[a>>2]=1;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);k=od(112336)|0;sd(l|0,k|0,j|0);fd(k|0);fd(j|0);j=od(112348)|0;f[a>>2]=f[i+(c*240|0)+16>>2];k=td(17744,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112358)|0;f[a>>2]=f[i+(c*240|0)+20>>2];k=td(17736,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112372)|0;f[a>>2]=f[i+(c*240|0)+24>>2];k=td(17736,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112385)|0;f[a>>2]=f[i+(c*240|0)+28>>2];k=td(17744,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=f[i+(c*240|0)+32>>2]|0;k=od(112397)|0;f[a>>2]=j>>>0<14?j:0;j=td(17744,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112440)|0;p[a>>3]=+p[i+(c*240|0)+184>>3];j=td(17776,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112453)|0;p[a>>3]=+p[i+(c*240|0)+192>>3];j=td(17776,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112410)|0;j=pOb(24)|0;p[j>>3]=+p[i+(c*240|0)+40>>3];p[j+8>>3]=+p[i+(c*240|0)+48>>3];p[j+16>>3]=+p[i+(c*240|0)+56>>3];f[a>>2]=j;j=td(8008,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112419)|0;j=pOb(24)|0;p[j>>3]=+p[i+(c*240|0)+64>>3];p[j+8>>3]=+p[i+(c*240|0)+72>>3];p[j+16>>3]=+p[i+(c*240|0)+80>>3];f[a>>2]=j;j=td(8008,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(152603)|0;j=pOb(24)|0;f[j>>2]=f[i+(c*240|0)+88>>2];f[j+4>>2]=f[i+(c*240|0)+92>>2];f[j+8>>2]=f[i+(c*240|0)+96>>2];f[j+12>>2]=f[i+(c*240|0)+100>>2];f[j+16>>2]=f[i+(c*240|0)+104>>2];f[j+20>>2]=f[i+(c*240|0)+108>>2];f[a>>2]=j;j=td(1112,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);fd(l|0);c=c+1|0;b=f[(n+36|0)>>2]|0}while(c>>>0<(((f[(n+40|0)>>2]|0)-b|0)/240|0)>>>0)}fd(e|0);fd(d|0)}else o=1}b=1;if(b){b=0;if((f[(n+12|0)>>2]|0)==(f[(n+16|0)>>2]|0)){k=f[m>>2]|0;l=od(112461)|0;sd(k|0,l|0,2);fd(l|0);fd(2)}else b=1}if(b)if(1){k=pd()|0;b=f[m>>2]|0;l=od(112461)|0;sd(b|0,l|0,k|0);fd(l|0);l=nd()|0;b=od(112315)|0;sd(k|0,b|0,l|0);fd(b|0);b=f[(n+12|0)>>2]|0;if((f[(n+16|0)>>2]|0)!=(b|0)){j=0;do{e=pd()|0;f[a>>2]=j;h=td(17744,a|0)|0;sd(l|0,h|0,e|0);fd(h|0);h=nd()|0;f[a>>2]=f[b+(j*208|0)>>2];g=td(17744,a|0)|0;f[a>>2]=0;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);f[a>>2]=f[b+(j*208|0)+4>>2];g=td(17744,a|0)|0;f[a>>2]=1;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);g=od(112324)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);h=nd()|0;f[a>>2]=f[b+(j*208|0)+8>>2];g=td(17744,a|0)|0;f[a>>2]=0;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);f[a>>2]=f[b+(j*208|0)+12>>2];g=td(17744,a|0)|0;f[a>>2]=1;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);g=od(112336)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);h=od(112348)|0;f[a>>2]=f[b+(j*208|0)+16>>2];g=td(17744,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112466)|0;f[a>>2]=f[b+(j*208|0)+20>>2];g=td(17736,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112372)|0;f[a>>2]=f[b+(j*208|0)+24>>2];g=td(17736,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112385)|0;f[a>>2]=f[b+(j*208|0)+28>>2];g=td(17744,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=f[b+(j*208|0)+32>>2]|0;g=od(112397)|0;f[a>>2]=h>>>0<14?h:0;h=td(17744,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112440)|0;p[a>>3]=+p[b+(j*208|0)+104>>3];h=td(17776,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112453)|0;p[a>>3]=+p[b+(j*208|0)+112>>3];h=td(17776,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(152603)|0;h=pOb(24)|0;f[h>>2]=f[b+(j*208|0)+36>>2];f[h+4>>2]=f[b+(j*208|0)+40>>2];f[h+8>>2]=f[b+(j*208|0)+44>>2];f[h+12>>2]=f[b+(j*208|0)+48>>2];f[h+16>>2]=f[b+(j*208|0)+52>>2];f[h+20>>2]=f[b+(j*208|0)+56>>2];f[a>>2]=h;h=td(1112,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112476)|0;h=pOb(24)|0;p[h>>3]=+p[b+(j*208|0)+64>>3];p[h+8>>3]=+p[b+(j*208|0)+72>>3];p[h+16>>3]=+p[b+(j*208|0)+80>>3];f[a>>2]=h;h=td(8008,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=nd()|0;h=od(112482)|0;sd(e|0,h|0,g|0);fd(h|0);h=b+(j*208|0)+88|0;i=b+(j*208|0)+92|0;c=f[h>>2]|0;if((f[i>>2]|0)!=(c|0)){d=0;do{r=c;q=d*3|0;f[a>>2]=q;s=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)>>2];t=td(17768,a|0)|0;sd(g|0,s|0,t|0);fd(t|0);fd(s|0);f[a>>2]=q+1;s=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)+4>>2];t=td(17768,a|0)|0;sd(g|0,s|0,t|0);fd(t|0);fd(s|0);f[a>>2]=q+2;q=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)+8>>2];r=td(17768,a|0)|0;sd(g|0,q|0,r|0);fd(r|0);fd(q|0);d=d+1|0;c=f[h>>2]|0}while(d>>>0<(((f[i>>2]|0)-c|0)/12|0)>>>0)}t=od(112502)|0;f[a>>2]=f[b+(j*208|0)+100>>2];b=td(17736,a|0)|0;sd(e|0,t|0,b|0);fd(b|0);fd(t|0);fd(g|0);fd(e|0);j=j+1|0;b=f[(n+12|0)>>2]|0}while(j>>>0<(((f[(n+16|0)>>2]|0)-b|0)/208|0)>>>0)}fd(l|0);fd(k|0)}if((f[(n+24|0)>>2]|0)==(f[(n+28|0)>>2]|0)){s=f[m>>2]|0;t=od(112476)|0;sd(s|0,t|0,2);fd(t|0);fd(2);u=a;f[a+1672>>2]=5;break a}e=pd()|0;b=f[m>>2]|0;d=od(112476)|0;sd(b|0,d|0,e|0);fd(d|0);d=nd()|0;b=od(112315)|0;sd(e|0,b|0,d|0);fd(b|0);b=f[(n+24|0)>>2]|0;if((f[(n+28|0)>>2]|0)!=(b|0)){c=0;do{q=b;t=pd()|0;f[a>>2]=c;r=td(17744,a|0)|0;sd(d|0,r|0,t|0);fd(r|0);r=nd()|0;f[a>>2]=f[q+(c*120|0)>>2];s=td(17744,a|0)|0;f[a>>2]=0;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);f[a>>2]=f[q+(c*120|0)+4>>2];s=td(17744,a|0)|0;f[a>>2]=1;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);s=od(112324)|0;sd(t|0,s|0,r|0);fd(s|0);fd(r|0);r=nd()|0;f[a>>2]=f[q+(c*120|0)+8>>2];s=td(17744,a|0)|0;f[a>>2]=0;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);f[a>>2]=f[q+(c*120|0)+12>>2];s=td(17744,a|0)|0;f[a>>2]=1;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);s=od(112336)|0;sd(t|0,s|0,r|0);fd(s|0);fd(r|0);r=od(112348)|0;f[a>>2]=f[q+(c*120|0)+16>>2];s=td(17744,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112529)|0;f[a>>2]=f[q+(c*120|0)+20>>2];s=td(17736,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112372)|0;f[a>>2]=f[q+(c*120|0)+24>>2];s=td(17736,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112385)|0;f[a>>2]=f[q+(c*120|0)+28>>2];s=td(17744,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=f[q+(c*120|0)+32>>2]|0;s=od(112397)|0;f[a>>2]=r>>>0<14?r:0;r=td(17744,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112440)|0;p[a>>3]=+p[q+(c*120|0)+64>>3];r=td(17776,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112453)|0;p[a>>3]=+p[q+(c*120|0)+72>>3];r=td(17776,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112476)|0;r=pOb(24)|0;p[r>>3]=+p[q+(c*120|0)+40>>3];p[r+8>>3]=+p[q+(c*120|0)+48>>3];p[r+16>>3]=+p[q+(c*120|0)+56>>3];f[a>>2]=r;r=td(8008,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);fd(t|0);c=c+1|0;b=f[(n+24|0)>>2]|0}while(c>>>0<(((f[(n+28|0)>>2]|0)-b|0)/120|0)>>>0)}fd(d|0);fd(e|0);u=a;f[a+1672>>2]=5;break a}f[a+1656>>2]=o}function xha(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a+32>>2]|0;i=f[a+40>>2]|0;d=f[a+168>>2]|0;e=f[a+184>>2]|0;a:{f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+e>>0]=d;e=f[(g+4|0)>>2]|0;d=e-(f[g>>2]|0)|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=h[(i+72|0)>>0]|h[(i+72|0)+1>>0]<<8|h[(i+72|0)+2>>0]<<16|h[(i+72|0)+3>>0]<<24;c=h[((i+72|0)+4|0)>>0]|h[((i+72|0)+4|0)+1>>0]<<8|h[((i+72|0)+4|0)+2>>0]<<16|h[((i+72|0)+4|0)+3>>0]<<24;d=(f[g>>2]|0)+d|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;b[(d+4|0)>>0]=c;b[(d+4|0)+1>>0]=c>>8;b[(d+4|0)+2>>0]=c>>16;b[(d+4|0)+3>>0]=c>>24;d=b[((i+80|0)+11|0)>>0]|0;d=d<<24>>24<0?f[(i+84|0)>>2]|0:d&255;c=f[(g+4|0)>>2]|0;e=c-(f[g>>2]|0)|0;f[a>>2]=c;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,4,a+8|0)|0;e=(f[g>>2]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=b[((i+80|0)+11|0)>>0]|0;d=e<<24>>24<0?f[(i+80|0)>>2]|0:i+80|0;e=e<<24>>24<0?f[(i+84|0)>>2]|0:e&255;if(e|0){c=d;do{k=b[c>>0]|0;l=f[(g+4|0)>>2]|0;j=l-(f[g>>2]|0)|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+j>>0]=k;c=c+1|0}while((c|0)!=(d+e|0|0))}d=b[((i+92|0)+11|0)>>0]|0;d=d<<24>>24<0?f[(i+96|0)>>2]|0:d&255;l=f[(g+4|0)>>2]|0;e=l-(f[g>>2]|0)|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,4,a+8|0)|0;e=(f[g>>2]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=b[((i+92|0)+11|0)>>0]|0;d=e<<24>>24<0?f[(i+92|0)>>2]|0:i+92|0;e=e<<24>>24<0?f[(i+96|0)>>2]|0:e&255;if(!e){l=i+104|0;e=f[(g+4|0)>>2]|0;j=f[g>>2]|0;j=e-j|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=f[g>>2]|0;j=e+j|0;e=l;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;k=j;b[k>>0]=e;b[k+1>>0]=e>>8;b[k+2>>0]=e>>16;b[k+3>>0]=e>>24;j=j+4|0;b[j>>0]=l;b[j+1>>0]=l>>8;b[j+2>>0]=l>>16;b[j+3>>0]=l>>24;j=i+112|0;j=b[j>>0]|0;l=f[(g+4|0)>>2]|0;k=f[g>>2]|0;k=l-k|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;l=f[g>>2]|0;k=l+k|0;b[k>>0]=j;k=i+113|0;k=b[k>>0]|0;j=f[(g+4|0)>>2]|0;l=f[g>>2]|0;l=j-l|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;j=f[g>>2]|0;l=j+l|0;b[l>>0]=k;u=a;f[a+936>>2]=5;break a}c=d;do{k=b[c>>0]|0;j=f[(g+4|0)>>2]|0;l=j-(f[g>>2]|0)|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+l>>0]=k;c=c+1|0}while((c|0)!=(d+e|0|0));l=i+104|0;e=f[(g+4|0)>>2]|0;j=f[g>>2]|0;j=e-j|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=f[g>>2]|0;j=e+j|0;e=l;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;k=j;b[k>>0]=e;b[k+1>>0]=e>>8;b[k+2>>0]=e>>16;b[k+3>>0]=e>>24;j=j+4|0;b[j>>0]=l;b[j+1>>0]=l>>8;b[j+2>>0]=l>>16;b[j+3>>0]=l>>24;j=i+112|0;j=b[j>>0]|0;l=f[(g+4|0)>>2]|0;k=f[g>>2]|0;k=l-k|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;l=f[g>>2]|0;k=l+k|0;b[k>>0]=j;k=i+113|0;k=b[k>>0]|0;j=f[(g+4|0)>>2]|0;l=f[g>>2]|0;l=j-l|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;j=f[g>>2]|0;l=j+l|0;b[l>>0]=k;u=a;f[a+936>>2]=5;break a}}
+function Stb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;if(!c){e=-9;return e|0}if(e>>>0>=c>>>0|e>>>0<2){e=-11;return e|0}h=(e<<4>>>0)/(c>>>0)|0;i=c>>>8;g=(X(f[42232+(h*24|0)+4>>2]|0,i)|0)+(f[42232+(h*24|0)>>2]|0)|0;h=(X(f[42232+(h*24|0)+12>>2]|0,i)|0)+(f[42232+(h*24|0)+8>>2]|0)|0;if(((h>>>3)+h|0)>>>0<g>>>0){g=ntb(a,d,e)|0;if(ctb(g)|0){i=g;return i|0}if(g>>>0>=e>>>0){i=-10;return i|0}i=ptb(b,c,d+g|0,e-g|0,a)|0;return i|0}else{g=jtb(a,d,e)|0;if(ctb(g)|0){i=g;return i|0}if(g>>>0>=e>>>0){i=-10;return i|0}i=mtb(b,c,d+g|0,e-g|0,a)|0;return i|0}return 0}function Ttb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=f[a+24>>2]|0;h=f[a+28>>2]|0;a:do if((g|0)!=(h|0)){if(!c){while(1){if(!(b[g+33>>0]|0))if(!(Vtb(g,d)|0)){g=0;break}g=g+36|0;if((g|0)==(h|0))break a}return g|0}b:while(1){switch(b[g+33>>0]|0){case 0:{if(!(Vtb(g,d)|0)){g=0;h=28;break b}break}case 1:{if(!(Utb(g,e)|0)){g=0;h=28;break b}break}default:{}}g=g+36|0;if((g|0)==(h|0))break a}if((h|0)==28)return g|0}while(0);g=f[a>>2]|0;h=f[a+4>>2]|0;c:do if((g|0)!=(h|0)){if(!c){while(1){if(!(b[g+33>>0]|0))if(Vtb(g,d)|0){g=0;break}g=g+36|0;if((g|0)==(h|0))break c}return g|0}d:while(1){switch(b[g+33>>0]|0){case 0:{if(Vtb(g,d)|0){g=0;h=28;break d}break}case 1:{if(Utb(g,e)|0){g=0;h=28;break d}break}default:{}}g=g+36|0;if((g|0)==(h|0))break c}if((h|0)==28)return g|0}while(0);g=f[a+12>>2]|0;a=f[a+16>>2]|0;if((g|0)==(a|0)){e=1;return e|0}if(c)i=g;else{while(1){if(!(b[g+33>>0]|0))if(Vtb(g,d)|0){g=0;h=28;break}g=g+36|0;if((g|0)==(a|0)){g=1;h=28;break}}if((h|0)==28)return g|0}e:while(1){switch(b[i+33>>0]|0){case 0:{if(Vtb(i,d)|0){g=0;h=28;break e}break}case 1:{if(Utb(i,e)|0){g=0;h=28;break e}break}default:{}}i=i+36|0;if((i|0)==(a|0)){g=1;h=28;break}}if((h|0)==28)return g|0;return 0}function Utb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0.0,E=0.0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0,S=0,T=0,U=0;L=u;u=u+48|0;F=L;c=f[a+12>>2]|0;if(!c){D=0.0;E=0.0;G=1.0;H=0.0;I=0.0;J=0.0;K=1.0;C=0.0}else{D=+n[c+48>>2];E=+n[c+52>>2];G=+n[c>>2];H=+n[c+16>>2];I=+n[c+32>>2];J=+n[c+4>>2];K=+n[c+20>>2];C=+n[c+36>>2]}c=f[a>>2]|0;k=f[a+4>>2]|0;if((c|0)==(k|0)){F=2;F=(F|0)!=2;u=L;return F|0}l=F+4|0;m=F+8|0;o=F+12|0;p=F+16|0;q=F+20|0;r=F+24|0;t=F+28|0;v=F+32|0;w=F+4|0;x=F+16|0;y=F+12|0;z=F+24|0;A=F+28|0;B=F+32|0;h=c;while(1){a=f[h>>2]|0;i=f[h+4>>2]|0;j=(i|0)==0;if(!j)gOb(i);g=a+40|0;d=f[g>>2]|0;e=a+44|0;c=f[e>>2]|0;if((d|0)==(c|0)){Npb(a);d=f[g>>2]|0;a=d;c=f[e>>2]|0}else a=d;e=c-d|0;d=(e|0)/12|0;a:do if(!e)c=6;else{c=0;while(1){T=f[a+(c*12|0)>>2]|0;f[F>>2]=T;S=f[a+(c*12|0)+4>>2]|0;f[l>>2]=S;R=f[a+(c*12|0)+8>>2]|0;f[m>>2]=R;e=c+1|0;Q=f[a+(e*12|0)>>2]|0;f[o>>2]=Q;P=f[a+(e*12|0)+4>>2]|0;f[p>>2]=P;e=f[a+(e*12|0)+8>>2]|0;f[q>>2]=e;U=c+2|0;f[r>>2]=f[a+(U*12|0)>>2];f[t>>2]=f[a+(U*12|0)+4>>2];f[v>>2]=f[a+(U*12|0)+8>>2];O=(f[s>>2]=T,+n[s>>2]);N=(f[s>>2]=S,+n[s>>2]);M=(f[s>>2]=R,+n[s>>2]);n[F>>2]=D+(G*O+H*N+I*M);n[w>>2]=E+(J*O+K*N+C*M);M=(f[s>>2]=Q,+n[s>>2]);N=(f[s>>2]=P,+n[s>>2]);O=(f[s>>2]=e,+n[s>>2]);n[y>>2]=D+(G*M+H*N+I*O);n[x>>2]=E+(J*M+K*N+C*O);O=+n[z>>2];N=+n[A>>2];M=+n[B>>2];n[z>>2]=D+(G*O+H*N+I*M);n[A>>2]=E+(J*O+K*N+C*M);n[m>>2]=0.0;n[q>>2]=0.0;n[v>>2]=0.0;c=c+3|0;if(Dib(F,b)|0){c=1;break a}if(c>>>0>=d>>>0){c=6;break a}a=f[g>>2]|0}}while(0);if(!j)iOb(i);h=h+8|0;if((c|0)!=6){a=18;break}if((h|0)==(k|0)){c=2;a=18;break}}if((a|0)==18){U=(c|0)!=2;u=L;return U|0}return 0}function Vtb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0.0,S=0,T=0.0,U=0.0,V=0.0,W=0,X=0,Y=0,Z=0,_=0,$=0;S=u;u=u+48|0;P=S+36|0;Q=S;c=f[a+12>>2]|0;if(!c){F=0.0;G=0.0;H=1.0;I=0.0;J=0.0;K=0.0;L=1.0;M=0.0;N=0.0;O=0.0;R=1.0;E=0.0}else{F=+n[c+32>>2];G=+n[c+4>>2];H=+n[c+20>>2];I=+n[c+36>>2];J=+n[c+8>>2];K=+n[c+24>>2];L=+n[c+40>>2];M=+n[c+48>>2];N=+n[c+52>>2];O=+n[c+56>>2];R=+n[c>>2];E=+n[c+16>>2]}c=f[a>>2]|0;k=f[a+4>>2]|0;if((c|0)==(k|0)){Q=2;Q=(Q|0)!=2;u=S;return Q|0}l=Q+4|0;m=Q+8|0;o=Q+12|0;p=Q+16|0;q=Q+20|0;r=Q+24|0;t=Q+28|0;v=Q+32|0;w=Q+4|0;x=Q+8|0;y=Q+16|0;z=Q+20|0;A=Q+12|0;B=Q+24|0;C=Q+28|0;D=Q+32|0;h=c;while(1){a=f[h>>2]|0;i=f[h+4>>2]|0;j=(i|0)==0;if(!j)gOb(i);g=a+40|0;d=f[g>>2]|0;e=a+44|0;c=f[e>>2]|0;if((d|0)==(c|0)){Npb(a);d=f[g>>2]|0;a=d;c=f[e>>2]|0}else a=d;e=c-d|0;d=(e|0)/12|0;a:do if(!e)c=6;else{c=0;while(1){_=f[a+(c*12|0)>>2]|0;f[Q>>2]=_;Z=f[a+(c*12|0)+4>>2]|0;f[l>>2]=Z;Y=f[a+(c*12|0)+8>>2]|0;f[m>>2]=Y;e=c+1|0;X=f[a+(e*12|0)>>2]|0;f[o>>2]=X;W=f[a+(e*12|0)+4>>2]|0;f[p>>2]=W;e=f[a+(e*12|0)+8>>2]|0;f[q>>2]=e;$=c+2|0;f[r>>2]=f[a+($*12|0)>>2];f[t>>2]=f[a+($*12|0)+4>>2];f[v>>2]=f[a+($*12|0)+8>>2];V=(f[s>>2]=_,+n[s>>2]);U=(f[s>>2]=Z,+n[s>>2]);T=(f[s>>2]=Y,+n[s>>2]);n[Q>>2]=M+(R*V+E*U+F*T);n[w>>2]=N+(G*V+H*U+I*T);n[x>>2]=O+(J*V+K*U+L*T);T=(f[s>>2]=X,+n[s>>2]);U=(f[s>>2]=W,+n[s>>2]);V=(f[s>>2]=e,+n[s>>2]);n[A>>2]=M+(R*T+E*U+F*V);n[y>>2]=N+(G*T+H*U+I*V);n[z>>2]=O+(J*T+K*U+L*V);V=+n[B>>2];U=+n[C>>2];T=+n[D>>2];n[B>>2]=M+(R*V+E*U+F*T);n[C>>2]=N+(G*V+H*U+I*T);n[D>>2]=O+(J*V+K*U+L*T);c=c+3|0;if(Nib(b,Q,P)|0){c=1;break a}if(c>>>0>=d>>>0){c=6;break a}a=f[g>>2]|0}}while(0);if(!j)iOb(i);h=h+8|0;if((c|0)!=6){a=18;break}if((h|0)==(k|0)){c=2;a=18;break}}if((a|0)==18){$=(c|0)!=2;u=S;return $|0}return 0}function Wtb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,q=0,r=0;r=u;u=u+64|0;o=r+16|0;q=r;d=f[a+56>>2]|0;if(!d){a=f[a+60>>2]|0;e=+p[a>>3];h=+p[c>>3]-e;l=+p[a+8>>3];i=+p[c+8>>3]-l;m=+p[a+16>>3];k=+p[c+16>>3]-m;j=+L(+(h*h+(i*i+k*k)));a=0;g=0.0;h=h/j;i=i/j;j=k/j;k=0.0}else{a=f[d>>2]|0;i=+p[c>>3];h=+p[c+8>>3];e=+p[c+16>>3];k=1.0/(i*+p[a+96>>3]+h*+p[a+128>>3]+e*+p[a+160>>3]+ +p[a+192>>3]);g=(+p[a+72>>3]*i+ +p[a+104>>3]*h+ +p[a+136>>3]*e+ +p[a+168>>3])*k;k=(i*+p[a+80>>3]+h*+p[a+112>>3]+e*+p[a+144>>3]+ +p[a+176>>3])*k;p[q>>3]=g;p[q+8>>3]=k;pjb(o,a,q);a=1;e=+p[o>>3];h=+p[o+24>>3];i=+p[o+32>>3];j=+p[o+40>>3];l=+p[o+8>>3];m=+p[o+16>>3]}n[o>>2]=e;n[o+4>>2]=l;n[o+8>>2]=m;n[o+12>>2]=h;n[o+16>>2]=i;n[o+20>>2]=j;n[q>>2]=g;n[q+4>>2]=k;n[q+8>>2]=0.0;q=Ttb(b,a,o,q)|0;u=r;return q|0}function Xtb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;l=a+584|0;i=X(c,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;i=i>>>15^i;h=f[a+588>>2]|0;a:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)k=g&i;else if(i>>>0<h>>>0)k=i;else k=(i>>>0)%(h>>>0)|0;d=f[(f[l>>2]|0)+(k<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(e)while(1){h=f[d+4>>2]|0;e=(h|0)==(i|0);if(!(e|(h&g|0)==(k|0)))break a;if(e)if((f[d+8>>2]|0)==(c|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(c|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(k|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);l=(b[d+12>>0]|0)!=0;u=m;return l|0}}}while(0);k=f[a+56>>2]|0;k=Ttb(c,(k|0)!=0,(f[a+60>>2]|0)+48|0,k+40|0)|0;f[j>>2]=c;l=Ytb(l,j)|0;b[l>>0]=k&1;l=k;u=m;return l|0}function Ytb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;k=f[c>>2]|0;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+4|0;m=f[l>>2]|0;o=(m|0)==0;i=k;a:do if(o)c=0;else{h=m+-1|0;d=(h&m|0)==0;if(d)j=p&h;else if(p>>>0<m>>>0)j=p;else j=(p>>>0)%(m>>>0)|0;c=f[(f[a>>2]|0)+(j<<2)>>2]|0;if(!c)c=j;else{if(d){do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&h|0)==(j|0))){c=j;break a}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(j|0)){c=j;break a}}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}}while(0);j=pOb(16)|0;f[j+8>>2]=k;b[j+12>>0]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;Ztb(a,c>>>0<d>>>0?d:c);c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}else h=m;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=30}}else{f[j>>2]=f[c>>2];q=30}if((q|0)==30)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+12|0;return a|0}function Ztb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_tb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_tb(a,b);return}function _tb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $tb(){if(!(b[257144]|0))MPb(257144)|0;f[64729]=262921;return}function aub(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0;C=u;u=u+32|0;A=C;w=+p[d>>3];t=+p[d+24>>3];if(w==t)if(+p[d+8>>3]==+p[d+32>>3]){if(!(+p[d+16>>3]==+p[d+40>>3]))B=4}else B=4;else B=4;do if((B|0)==4){v=+p[d+48>>3];if(w==v)if(+p[d+8>>3]==+p[d+56>>3])if(+p[d+16>>3]==+p[d+64>>3])break;k=d+32|0;if(t==v){r=+p[k>>3];s=+p[d+56>>3];if(r==s)if(+p[d+40>>3]==+p[d+64>>3])break}else{r=+p[k>>3];s=+p[d+56>>3]}q=f[c+60>>2]|0;G=+p[d+8>>3];x=r-G;r=+p[d+16>>3];E=+p[d+64>>3]-r;H=+p[d+40>>3]-r;z=s-G;F=x*E-H*z;s=v-w;y=t-w;E=H*s-E*y;s=z*y-x*s;x=+p[q>>3];m=q+8|0;y=+p[m>>3];o=q+16|0;z=+p[o>>3];r=w*F+(G*E+r*s)-(F*x+(y*E+s*z));k=q+24|0;t=+p[k>>3];l=q+32|0;v=+p[l>>3];n=q+40|0;w=+p[n>>3];s=F*t+(E*v+s*w);D=s<0.0;s=D?-s:s;r=D?-r:r;if(s==0.0){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}do if(!(!(r>=0.0)|!(r<=s*h))){h=r/s;p[A>>3]=x+h*t;p[A+8>>3]=y+h*v;p[A+16>>3]=z+h*w;if(!(Eib(d,A)|0))break;if(e|0)if(jjb((f[f[c+56>>2]>>2]|0)+8|0,d,e,g,i)|0)break;a:do if(!j){t=+p[q>>3]+h*+p[k>>3];s=+p[m>>3]+h*+p[l>>3];r=+p[o>>3]+h*+p[n>>3];l=f[c+744>>2]|0;q=f[c+748>>2]|0;if((l|0)!=(q|0)){k=0;while(1){m=f[l>>2]|0;o=f[l+4>>2]|0;if((m|0)==(o|0))k=(k|0)>0?k:0;else{n=2;do{D=+p[m+24>>3]+(t*+p[m>>3]+(s*+p[m+8>>3]+r*+p[m+16>>3]))<0.0?0:2;n=(D|0)<(n|0)?D:n;m=m+32|0}while((m|0)!=(o|0));if((n|0)==2)break;else k=(k|0)<(n|0)?n:k}l=l+12|0;if((l|0)==(q|0)){B=28;break}}b:do if((B|0)==28){switch(k|0){case 0:break a;case 2:break b;default:{}}f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}}while(0);b[a>>0]=1;p[a+8>>3]=h;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}function bub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0;g=+p[c>>3];f=+p[c+8>>3];e=+p[c+16>>3];h=+K(+(g*+p[b>>3]+f*+p[b+8>>3]+(e*+p[b+16>>3]+ +p[b+24>>3])));p[a+8>>3]=h;g=+p[d>>3]-g;f=+p[d+8>>3]-f;e=+p[d+16>>3]-e;p[a>>3]=g*g+(f*f+e*e);return}function cub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0.0,D=0.0,E=0.0,F=0.0;A=u;u=u+80|0;w=A+72|0;z=A+56|0;y=A+40|0;x=A;f[w>>2]=c;l=c+744|0;a:do if(!e){g=f[l>>2]|0;k=f[c+748>>2]|0;if((g|0)!=(k|0)){o=+p[d>>3];q=+p[d+8>>3];r=+p[d+16>>3];s=+p[d+24>>3];t=+p[d+32>>3];v=+p[d+40>>3];e=0;while(1){c=f[g>>2]|0;j=f[g+4>>2]|0;if((c|0)==(j|0))e=(e|0)>0?e:0;else{i=2;do{E=+p[c>>3];D=+p[c+8>>3];B=+p[c+16>>3];F=+p[c+24>>3];h=!(F+(o*E+(q*D+r*B))<0.0);if(!(F+(s*E+(t*D+v*B))<0.0)){h=h?2:1;m=9}else if(h)h=1;else{h=0;m=9}if((m|0)==9){m=0;h=(h|0)==0?0:(h|0)==2?2:1}i=(h|0)<(i|0)?h:i;c=c+32|0}while((c|0)!=(j|0));if((i|0)==2)break;else e=(e|0)<(i|0)?i:e}g=g+12|0;if((g|0)==(k|0)){m=13;break}}b:do if((m|0)==13){switch(e|0){case 0:break a;case 2:break b;case 1:break;default:{e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=A;return}}cBa(z,f[64729]|0);cBa(y,f[64729]|0);Slb(l,d,z,y);b[a>>0]=0;c=a+8|0;p[c>>3]=C;e=f[y>>2]|0;n=y+4|0;m=(f[n>>2]|0)-e|0;g=e+(((m|0)/24|0)*24|0)|0;if(m|0){h=x+8|0;i=x+16|0;j=a+16|0;k=x+24|0;d=a+24|0;l=x+32|0;m=a+32|0;do{dub(x,w,e);if(b[x>>0]|0)if(+p[h>>3]<+p[c>>3]){f[a>>2]=f[x>>2];f[a+4>>2]=f[x+4>>2];f[a+8>>2]=f[x+8>>2];f[a+12>>2]=f[x+12>>2];p[j>>3]=+p[i>>3];p[d>>3]=+p[k>>3];p[m>>3]=+p[l>>3]}e=e+48|0}while((e|0)!=(g|0))}a=f[y+12>>2]|0;if(a|0)xCa(a,y);a=f[y>>2]|0;if(a|0){e=f[n>>2]|0;if((e|0)!=(a|0))f[n>>2]=e+(~(((e+-24-a|0)>>>0)/24|0)*24|0);sOb(a)}a=f[z+12>>2]|0;if(a|0)xCa(a,z);c=f[z>>2]|0;if(c|0){a=z+4|0;e=f[a>>2]|0;if((e|0)!=(c|0))f[a>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}u=A;return}while(0);e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=A;return}}while(0);dub(a,w,d);u=A;return}function dub(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0;t=u;u=u+64|0;e=t+48|0;j=t+40|0;k=t+32|0;l=t+24|0;m=t;h=+p[d+24>>3]-+p[d>>3];p[m>>3]=h;n=d+8|0;i=+p[d+32>>3]-+p[n>>3];o=m+8|0;p[o>>3]=i;r=d+16|0;q=+p[d+40>>3]-+p[r>>3];s=m+16|0;p[s>>3]=q;if(h==0.0&i==0.0&q==0.0){e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=t;return}z=f[(f[c>>2]|0)+60>>2]|0;Lib(z,e,j,d,m,k,l);q=+p[e>>3]/+p[j>>3];g=+p[k>>3]/+p[l>>3];i=+p[d>>3]+g*+p[m>>3];h=+p[n>>3]+g*+p[o>>3];g=+p[r>>3]+g*+p[s>>3];c=f[f[(f[c>>2]|0)+56>>2]>>2]|0;v=+K(+(i*+p[c+328>>3]+h*+p[c+336>>3]+(g*+p[c+344>>3]+ +p[c+352>>3])));y=+p[z>>3]+q*+p[z+24>>3]-i;x=+p[z+8>>3]+q*+p[z+32>>3]-h;w=+p[z+16>>3]+q*+p[z+40>>3]-g;v=+p[c+360>>3]*v;if(!(y*y+(x*x+w*w)<=v*v)){e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=t;return}else{b[a>>0]=1;p[a+8>>3]=q;p[a+16>>3]=i;p[a+24>>3]=h;p[a+32>>3]=g;u=t;return}}function eub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0.0,t=0.0;q=f[c+60>>2]|0;a:do if(!e){i=f[c+744>>2]|0;n=f[c+748>>2]|0;if((i|0)!=(n|0)){g=+p[d>>3];h=+p[d+8>>3];m=+p[d+16>>3];e=0;while(1){j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{r=+p[j+24>>3]+(g*+p[j>>3]+(h*+p[j+8>>3]+m*+p[j+16>>3]))<0.0?0:2;k=(r|0)<(k|0)?r:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break;else e=(e|0)<(k|0)?k:e}i=i+12|0;if((i|0)==(n|0)){o=9;break}}b:do if((o|0)==9){switch(e|0){case 0:break a;case 2:break b;default:{}}f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}}while(0);h=+Mib(q,d);r=f[f[c+56>>2]>>2]|0;t=+p[d>>3];s=+p[d+8>>3];g=+p[d+16>>3];m=+K(+(t*+p[r+328>>3]+s*+p[r+336>>3]+(g*+p[r+344>>3]+ +p[r+352>>3])));t=+p[q>>3]+h*+p[q+24>>3]-t;s=+p[q+8>>3]+h*+p[q+32>>3]-s;g=+p[q+16>>3]+h*+p[q+40>>3]-g;g=t*t+(s*s+g*g);m=+p[r+360>>3]*m;if(!(g<=m*m)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}else{b[a>>0]=1;p[a+8>>3]=h;p[a+16>>3]=g;return}}function fub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function gub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function hub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function iub(a,b){a=a|0;b=b|0;var c=0,d=0;d=pOb(28)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42624;c=d+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[a>>2]=c;f[a+4>>2]=d;f[d+16>>2]=b;we(1,c|0);return}function jub(a){a=a|0;f[a>>2]=42624;awb(258928,f[a+12>>2]|0);aOb(a);return}function kub(a){a=a|0;f[a>>2]=42624;awb(258928,f[a+12>>2]|0);aOb(a);sOb(a);return}function lub(a){a=a|0;awb(258928,f[a+12>>2]|0);return}function mub(a){a=a|0;sOb(a);return}function nub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;f[a+8>>2]=b;f[a+12>>2]=d;g=a+4|0;e=f[g>>2]|0;h=f[a>>2]|0;a=$vb(258928,e)|0;_vb(258928,e,h)|0;Td(f[g>>2]|0,b|0,c|0,d|0);_vb(258928,e,a)|0;return}function oub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=a+4|0;e=f[g>>2]|0;h=f[a>>2]|0;a=$vb(258928,e)|0;_vb(258928,e,h)|0;Ud(f[g>>2]|0,b|0,c|0,d|0);_vb(258928,e,a)|0;return}function pub(a){a=a|0;f[a>>2]=42652;gwb(258928,f[a+12>>2]|0);aOb(a);return}function qub(a){a=a|0;f[a>>2]=42652;gwb(258928,f[a+12>>2]|0);aOb(a);sOb(a);return}function rub(a){a=a|0;gwb(258928,f[a+12>>2]|0);return}function sub(a){a=a|0;sOb(a);return}function tub(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=pOb(32)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=42652;k=i+12|0;f[k>>2]=0;j=i+16|0;f[j>>2]=6408;g=i+20|0;f[g>>2]=0;h=i+24|0;f[h>>2]=0;f[a>>2]=k;f[a+4>>2]=i;ye(1,k|0);a=$ub()|0;a=a?e:0;e=f[64757]|0;cwb(258928,f[k>>2]|0)|0;if(!a)Re(36161,b|0,c|0,d|0);f[j>>2]=b;f[g>>2]=c;f[h>>2]=d;f[i+28>>2]=a;cwb(258928,e)|0;return}function uub(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(b|0)if(f[b+8>>2]|0){b=f[b+16>>2]|0;return b|0}a=f[a>>2]|0;if(!a){b=0;return b|0}if(!(f[a>>2]|0)){b=0;return b|0}b=f[a+8>>2]|0;return b|0}function vub(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(b|0)if(f[b+8>>2]|0){b=f[b+20>>2]|0;return b|0}a=f[a>>2]|0;if(!a){b=0;return b|0}if(!(f[a>>2]|0)){b=0;return b|0}b=f[a+12>>2]|0;return b|0}function wub(a){a=a|0;var b=0,c=0,d=0,e=0;hwb(258928,f[a>>2]|0);b=f[a+76>>2]|0;if(b|0)iOb(b);b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);e=a+4|0;b=f[e>>2]|0;if(!b)return;d=a+8|0;a=f[d>>2]|0;if((a|0)!=(b|0)){do{f[d>>2]=a+-24;c=f[a+-12>>2]|0;if(c|0)iOb(c);a=f[a+-20>>2]|0;if(a|0)iOb(a);a=f[d>>2]|0}while((a|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function xub(a){a=a|0;var c=0,d=0,e=0;d=pOb(108)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42680;c=d+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;f[d+44>>2]=3553;e=d+48|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[d+68>>2]=3553;e=d+72|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[d+92>>2]=3553;f[d+96>>2]=0;b[d+104>>0]=0;f[a>>2]=c;f[a+4>>2]=d;xe(1,c|0);return}function yub(a){a=a|0;f[a>>2]=42680;wub(a+12|0);aOb(a);return}function zub(a){a=a|0;f[a>>2]=42680;wub(a+12|0);aOb(a);sOb(a);return}function Aub(a){a=a|0;wub(a+12|0);return}function Bub(a){a=a|0;sOb(a);return}function Cub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=pOb(108)|0;f[m+4>>2]=0;f[m+8>>2]=0;f[m>>2]=42680;n=m+12|0;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;f[n+12>>2]=0;f[n+16>>2]=0;f[n+20>>2]=0;f[n+24>>2]=0;f[n+28>>2]=0;f[m+44>>2]=3553;l=m+48|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[m+68>>2]=3553;l=m+72|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[m+92>>2]=3553;f[m+96>>2]=0;b[m+104>>0]=0;f[a>>2]=n;f[a+4>>2]=m;xe(1,n|0);if(d){j=c+4|0;k=c+8|0;d=f[k>>2]|0;a=f[j>>2]|0;if((d|0)!=(a|0)){i=0;do{h=a;g=f[h+(i*24|0)+8>>2]|0;if(!g)l=5;else if(!(f[g+8>>2]|0))l=5;else l=7;if((l|0)==5){l=0;g=f[h+(i*24|0)>>2]|0;if(g)if(f[g>>2]|0)l=7}if((l|0)==7){Dub(n,i,h+(i*24|0)|0);a=f[j>>2]|0;d=f[k>>2]|0}i=i+1|0}while(i>>>0<((d-a|0)/24|0)>>>0)}}if(!e)return;d=c+16|0;a=f[c+24>>2]|0;if(!a)l=12;else if(!(f[a+8>>2]|0))l=12;else l=14;if((l|0)==12){a=f[d>>2]|0;if(a|0)if(f[a>>2]|0)l=14}if((l|0)==14)if(Eub(n,36096,m+28|0,d)|0)b[m+104>>0]=0;d=c+40|0;a=f[c+48>>2]|0;if(!a)l=18;else if(!(f[a+8>>2]|0))l=18;else l=20;if((l|0)==18){a=f[d>>2]|0;if(a|0)if(f[a>>2]|0)l=20}if((l|0)==20)Eub(n,36128,m+52|0,d)|0;d=c+64|0;a=f[c+72>>2]|0;if(!a)l=23;else if(!(f[a+8>>2]|0))l=23;if((l|0)==23){a=f[d>>2]|0;if(!a)return;if(!(f[a>>2]|0))return}if(!(Eub(n,33306,m+76|0,d)|0))return;b[m+104>>0]=0;return}function Dub(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+1024|0;n=o;l=a+4|0;m=a+8|0;d=f[m>>2]|0;h=f[l>>2]|0;g=(d-h|0)/24|0;do if(g>>>0>b>>>0){d=f[h+(b*24|0)+8>>2]|0;if(d|0){e=f[d+8>>2]|0;if(e|0){d=f[c+8>>2]|0;if(!d)d=0;else d=f[d+8>>2]|0;if((e|0)!=(d|0))break;if((f[h+(b*24|0)+16>>2]|0)!=(f[c+16>>2]|0))break;if((f[h+(b*24|0)+20>>2]|0)!=(f[c+20>>2]|0))break;u=o;return}}d=f[c+8>>2]|0;if(d|0)if(f[d+8>>2]|0)break;d=f[h+(b*24|0)>>2]|0;if(!d)e=0;else e=f[d>>2]|0;d=f[c>>2]|0;if(!d)d=0;else d=f[d>>2]|0;if((e|0)==(d|0)){u=o;return}}else{e=f[c+8>>2]|0;if(!e)k=18;else if(!(f[e+8>>2]|0))k=18;if((k|0)==18){e=f[c>>2]|0;if(!e){u=o;return}if(!(f[e>>2]|0)){u=o;return}}e=b+1|0;if(e>>>0>g>>>0){Fub(l,e-g|0);break}if(e>>>0<g>>>0){g=h+(e*24|0)|0;if((g|0)!=(d|0))do{f[m>>2]=d+-24;e=f[d+-12>>2]|0;if(e|0)iOb(e);d=f[d+-20>>2]|0;if(d|0)iOb(d);d=f[m>>2]|0}while((d|0)!=(g|0))}}while(0);i=f[64758]|0;j=f[64759]|0;dwb(258928,f[a>>2]|0)|0;Eub(a,b+36064|0,(f[l>>2]|0)+(b*24|0)|0,c)|0;if((((f[m>>2]|0)-(f[l>>2]|0)|0)/24|0)>>>0>1)if(dvb()|0){h=f[l>>2]|0;g=((f[m>>2]|0)-h|0)/24|0;g=g>>>0<256?g:256;if(g|0){e=0;do{d=f[h+(e*24|0)+8>>2]|0;if(!d)k=35;else if(!(f[d+8>>2]|0))k=35;else k=37;if((k|0)==35){k=0;d=f[h+(e*24|0)>>2]|0;if(!d)d=0;else if(!(f[d>>2]|0))d=0;else k=37}if((k|0)==37)d=e+36064|0;f[n+(e<<2)>>2]=d;e=e+1|0}while(e>>>0<g>>>0)}ne(g|0,n|0)}if((i|0)==(j|0)){dwb(258928,i)|0;u=o;return}else{ewb(258928,i)|0;fwb(258928,j)|0;u=o;return}}function Eub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[c+8>>2]|0;l=(k|0)==0;if(l)j=8;else{h=f[k+8>>2]|0;if(!h)j=8;else{e=f[d+8>>2]|0;if(!e)g=0;else g=f[e+8>>2]|0;if((h|0)==(g|0))if((f[c+16>>2]|0)==(f[d+16>>2]|0))if((f[c+20>>2]|0)==(f[d+20>>2]|0)){d=0;return d|0}else j=16;else j=16;else j=16}}do if((j|0)==8){i=f[d+8>>2]|0;if(i|0)if(f[i+8>>2]|0){h=d+8|0;e=i;j=17;break}e=f[c>>2]|0;if(!e)g=0;else g=f[e>>2]|0;e=f[d>>2]|0;if(!e)e=0;else e=f[e>>2]|0;if((g|0)==(e|0)){d=0;return d|0}else{e=i;j=16}}while(0);if((j|0)==16){h=d+8|0;if(!e)j=23;else j=17}do if((j|0)==17)if(!(f[e+8>>2]|0))j=23;else{g=f[64758]|0;i=f[64759]|0;dwb(258928,f[a>>2]|0)|0;e=f[d+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;ue(36160,b|0,f[d+16>>2]|0,e|0,f[d+20>>2]|0);if((g|0)==(i|0)){dwb(258928,g)|0;break}else{ewb(258928,g)|0;fwb(258928,i)|0;break}}while(0);do if((j|0)==23){e=f[d>>2]|0;if(e|0)if(f[e>>2]|0){g=f[64758]|0;i=f[64759]|0;dwb(258928,f[a>>2]|0)|0;e=f[d>>2]|0;if(!e)e=0;else e=f[e>>2]|0;te(36160,b|0,36161,e|0);if((g|0)==(i|0)){dwb(258928,g)|0;break}else{ewb(258928,g)|0;fwb(258928,i)|0;break}}if(l)j=32;else if(!(f[k+8>>2]|0))j=32;if((j|0)==32){e=f[c>>2]|0;if(!e)break;if(!(f[e>>2]|0))break}e=f[64758]|0;g=f[64759]|0;dwb(258928,f[a>>2]|0)|0;te(36160,b|0,36161,0);if((e|0)==(g|0)){dwb(258928,e)|0;break}else{ewb(258928,e)|0;fwb(258928,g)|0;break}}while(0);e=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[c>>2]=e;b=c+4|0;e=f[b>>2]|0;f[b>>2]=g;if(e|0)iOb(e);e=f[h>>2]|0;g=f[d+12>>2]|0;if(g|0)gOb(g);f[c+8>>2]=e;b=c+12|0;e=f[b>>2]|0;f[b>>2]=g;if(e|0)iOb(e);a=d+16|0;b=f[a+4>>2]|0;d=c+16|0;f[d>>2]=f[a>>2];f[d+4>>2]=b;d=1;return d|0}function Fub(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/24|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=3553;f[c+20>>2]=0;c=(f[k>>2]|0)+24|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/24|0;c=e+b|0;if(c>>>0>178956970)AMb(a);g=(g-d|0)/24|0;i=g<<1;c=g>>>0<89478485?(i>>>0<c>>>0?c:i):178956970;do if(!c)h=0;else if(c>>>0>178956970)vd();else{h=pOb(c*24|0)|0;break}while(0);g=h+(e*24|0)|0;d=g;e=h+(c*24|0)|0;i=d;c=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=3553;f[c+20>>2]=0;c=i+24|0;i=c;b=b+-1|0}while((b|0)!=0);h=f[a>>2]|0;c=f[k>>2]|0;if((c|0)==(h|0)){c=d;g=h;b=h}else{b=g;do{m=c;c=c+-24|0;f[b+-24>>2]=f[c>>2];g=m+-20|0;f[b+-20>>2]=f[g>>2];f[c>>2]=0;f[g>>2]=0;g=m+-16|0;f[b+-16>>2]=f[g>>2];l=m+-12|0;f[b+-12>>2]=f[l>>2];f[g>>2]=0;f[l>>2]=0;m=m+-8|0;l=f[m+4>>2]|0;g=b+-8|0;f[g>>2]=f[m>>2];f[g+4>>2]=l;b=d+-24|0;d=b}while((c|0)!=(h|0));c=d;g=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=c;f[k>>2]=i;f[j>>2]=e;d=g;if((b|0)!=(d|0))do{c=f[b+-12>>2]|0;if(c|0)iOb(c);c=f[b+-20>>2]|0;b=b+-24|0;if(c|0)iOb(c)}while((b|0)!=(d|0));if(!g)return;sOb(g);return}function Gub(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;i=h+16|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[i>>2]=3553;j=h+20|0;f[j>>2]=0;k=h+8|0;l=f[c>>2]|0;c=f[c+4>>2]|0;g=c;if(!c){f[k>>2]=l;f[h+12>>2]=g;f[i>>2]=d;f[j>>2]=e;Dub(a,b,h);u=m;return}else{gOb(c);f[k>>2]=l;f[h+12>>2]=g;f[i>>2]=d;f[j>>2]=e;Dub(a,b,h);iOb(c);u=m;return}}function Hub(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=3553;f[e+20>>2]=0;g=f[c>>2]|0;c=f[c+4>>2]|0;d=c;if(!c){f[e>>2]=g;f[e+4>>2]=d;Dub(a,b,e);u=h;return}else{gOb(c);f[e>>2]=g;f[e+4>>2]=d;Dub(a,b,e);iOb(c);u=h;return}}function Iub(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+64|0;k=l+32|0;j=l+24|0;h=l;if((e|0)==0&g)if(Yub()|0){Twb(j);Lwb(h);Nwb(h,9728,9728);axb(f[j>>2]|0,34041,c,d,h);e=k+16|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[e>>2]=3553;g=k+20|0;f[g>>2]=0;i=f[j>>2]|0;h=j+4|0;c=f[h>>2]|0;d=(c|0)==0;if(!d)gOb(c);f[k+8>>2]=i;f[k+12>>2]=c;f[e>>2]=3553;f[g>>2]=0;if(Eub(a,33306,a+64|0,k)|0)b[a+92>>0]=0;if(!d)iOb(c);h=f[h>>2]|0;if(h|0)iOb(h);u=l;return 1}tub(j,34041,c,d,e);f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=3553;f[k+20>>2]=0;d=f[j>>2]|0;h=f[j+4>>2]|0;c=(h|0)==0;if(!c)gOb(h);f[k>>2]=d;f[k+4>>2]=h;if(Eub(a,33306,a+64|0,k)|0)b[a+92>>0]=0;if(!c){iOb(h);iOb(h)}u=l;return 1}function Jub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;d=f[a+4>>2]|0;if((d|0)==(f[a+8>>2]|0)){c=0;return c|0}e=f[d+8>>2]|0;if(!e)h=5;else if(!(f[e+8>>2]|0))h=5;else{g=e+16|0;d=e+20|0}do if((h|0)==5){d=f[d>>2]|0;if(!d){c=0;return c|0}if(!(f[d>>2]|0)){c=0;return c|0}else{g=d+8|0;d=d+12|0;break}}while(0);Iub(a,f[g>>2]|0,f[d>>2]|0,b,c,0)|0;c=1;return c|0}function Kub(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;if(!e){e=0;return e|0}b=f[a+48>>2]|0;if(!b)d=9;else{c=f[b+8>>2]|0;if(!c)d=9;else{b=f[e+48>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}if((f[a+56>>2]|0)!=(f[e+56>>2]|0)){e=0;return e|0}if((f[a+60>>2]|0)!=(f[e+60>>2]|0)){e=0;return e|0}}}if((d|0)==9){b=f[e+48>>2]|0;if(b|0)if(f[b+8>>2]|0){e=0;return e|0}b=f[a+40>>2]|0;if(!b)c=0;else c=f[b>>2]|0;b=f[e+40>>2]|0;if(!b)b=0;else b=f[b>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}}b=f[a+72>>2]|0;if(b|0){c=f[b+8>>2]|0;if(c|0){b=f[e+72>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}if((f[a+80>>2]|0)!=(f[e+80>>2]|0)){e=0;return e|0}e=(f[a+84>>2]|0)==(f[e+84>>2]|0);return e|0}}b=f[e+72>>2]|0;if(b|0)if(f[b+8>>2]|0){e=0;return e|0}b=f[a+64>>2]|0;if(!b)c=0;else c=f[b>>2]|0;b=f[e+64>>2]|0;if(!b)b=0;else b=f[b>>2]|0;e=(c|0)==(b|0);return e|0}function Lub(a){a=a|0;switch(Fe()|0){case 0:{a=a?0:240894;break}case 1280:{a=241011;break}case 1281:{a=240994;break}case 1282:{a=240973;break}case 1286:{a=240940;break}case 1285:{a=240923;break}default:a=240906}return a|0}function Mub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257496]|0){u=c;return 258920}if(!(MPb(257496)|0)){u=c;return 258920}f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}u=c;return 258920}function Nub(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;i=0;q=u;u=u+2448|0;f[((q+152|0)+4|0)>>2]=0;f[((q+152|0)+8|0)>>2]=0;o=(q+152|0)+4|0;f[(q+152|0)>>2]=o;g=Ke(7939)|0;f[(q+164|0)>>2]=0;f[(q+164|0)+4>>2]=0;f[(q+164|0)+8>>2]=0;h=pAb(g)|0;if(h>>>0>4294967279)vOb(q+164|0);if(h>>>0<11){b[((q+164|0)+11|0)>>0]=h;if(!h){d=q+164|0;j=(q+164|0)+11|0}else{c=q+164|0;e=(q+164|0)+11|0;i=6}}else{c=pOb(h+16&-16)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=h+16&-16|-2147483648;f[(q+164|0)+4>>2]=h;e=(q+164|0)+11|0;i=6}if((i|0)==6){bQb(c|0,g|0,h|0)|0;d=c;j=e}b[d+h>>0]=0;g=(q+12|0)+8|0;f[(q+12|0)>>2]=15884;f[((q+12|0)+60|0)>>2]=15904;f[(q+12|0)+4>>2]=0;tEb((q+12|0)+60|0,g);f[(q+12|0)+132>>2]=0;f[(q+12|0)+136>>2]=-1;f[(q+12|0)>>2]=42712;f[(q+12|0)+60>>2]=42732;xEb(g);f[g>>2]=39692;h=(q+12|0)+40|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[(q+12|0)+56>>2]=8;k3a(g,q+164|0);if((b[j>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;c=0;while(1){if(c<<24>>24<0){b[f[q>>2]>>0]=0;f[(q+4|0)>>2]=0}else{b[q>>0]=0;b[(q+11|0)>>0]=0}Oub(q+12|0,q)|0;c=b[(q+11|0)>>0]|0;if(!((c<<24>>24<0?f[(q+4|0)>>2]|0:c&255)|0))break;d=Pub(q+152|0,q+164|0,q)|0;if(!(f[d>>2]|0)){c=pOb(28)|0;xOb(c+16|0,q);e=f[(q+164|0)>>2]|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=e;f[d>>2]=c;e=f[f[(q+152|0)>>2]>>2]|0;if(e){f[(q+152|0)>>2]=e;c=f[d>>2]|0}r_a(f[((q+152|0)+4|0)>>2]|0,c);f[((q+152|0)+8|0)>>2]=(f[((q+152|0)+8|0)>>2]|0)+1}c=b[(q+11|0)>>0]|0}if(c<<24>>24<0)sOb(f[q>>2]|0);f[(q+12|0)>>2]=42712;f[((q+12|0)+60|0)>>2]=42732;f[g>>2]=39692;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);oDb(g);aEb(q+12|0,42744);jDb((q+12|0)+60|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241043;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=19;d=c;e=241069;g=d+19|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+19>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+1>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=17;d=c;e=241089;g=d+17|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+17>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+2>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241107;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+3>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(48)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483600;f[(q+164|0)+4>>2]=33;d=c;e=241133;g=d+33|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+33>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+4>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241167;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+5>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=27;d=c;e=241193;g=d+27|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+27>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+6>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=20;d=c;e=241221;g=d+20|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+20>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+7>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=27;d=c;e=241242;g=d+27|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+27>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+8>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241270;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+9>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);g=pOb(48)|0;f[(q+164|0)>>2]=g;f[(q+164|0)+8>>2]=-2147483600;f[(q+164|0)+4>>2]=32;h=g;i=241296;j=h+32|0;f[q+192>>2]=a;f[q+912>>2]=g;f[q+1280>>2]=l;f[q+1680>>2]=o;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2216>>2]=0;f[q+2220>>2]=0;kCb(q);l=f[q+1280>>2]|0;j=f[q+2144>>2]|0;i=f[q+2160>>2]|0;h=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+1280>>2]=l;f[q+1664>>2]=m;f[q+1680>>2]=o;f[q+2144>>2]=j;f[q+2160>>2]=i;f[q+2168>>2]=h;f[q+2208>>2]=0;f[q+2212>>2]=0;jCb(q);m=f[q+1664>>2]|0;h=f[q+2144>>2]|0;i=f[q+2160>>2]|0;j=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+1664>>2]=m;f[q+1680>>2]=o;f[q+2040>>2]=p;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2200>>2]=0;f[q+2204>>2]=0;iCb(q);p=f[q+2040>>2]|0;j=f[q+2144>>2]|0;i=f[q+2160>>2]|0;h=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+488>>2]=k;f[q+1680>>2]=o;f[q+2040>>2]=p;f[q+2144>>2]=j;f[q+2160>>2]=i;f[q+2168>>2]=h;f[q+2192>>2]=0;f[q+2196>>2]=0;hCb(q);p=f[q+488>>2]|0;h=f[q+2144>>2]|0;i=f[q+2160>>2]|0;j=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+488>>2]=p;f[q+1680>>2]=o;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2184>>2]=0;f[q+2188>>2]=0;gCb(q);G=f[q+2184>>2]|0;D=f[q+2188>>2]|0;H=+n[q+2188>>2];f[q+2184>>2]=0;f[q+2188>>2]=0;if((G|0)==5)return}function Oub(a,c){a=a|0;c=c|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m+4|0;g=m;zEb(l,a,0);if(!(b[l>>0]|0)){c=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(c,f[c+16>>2]|4);u=m;return a|0}e=c+11|0;if((b[e>>0]|0)<0){b[f[c>>2]>>0]=0;f[c+4>>2]=0}else{b[c>>0]=0;b[e>>0]=0}e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;l=f[e+12>>2]|0;l=(l|0)<1?2147483647:l;vEb(g,e);e=XFb(g,260896)|0;YFb(g);a:do if((l|0)>0){k=e+8|0;e=0;while(1){g=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;i=f[g+12>>2]|0;if((i|0)==(f[g+16>>2]|0)){g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;if((g|0)==-1){g=2;break a}}else g=h[i>>0]|0;i=g&255;if(i<<24>>24>-1)if(d[(f[k>>2]|0)+(g<<24>>24<<1)>>1]&8192){g=0;break a}LOb(c,i);e=e+1|0;g=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;i=g+12|0;j=f[i>>2]|0;if((j|0)==(f[g+16>>2]|0))Pg[f[(f[g>>2]|0)+40>>2]&1023](g)|0;else f[i>>2]=j+1;if((e|0)>=(l|0)){g=0;break}}}else{e=0;g=0}while(0);f[a+(f[(f[a>>2]|0)+-12>>2]|0)+12>>2]=0;c=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(c,f[c+16>>2]|((e|0)==0?g|4:g));u=m;return a|0}function Pub(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;e=a+4|0;g=f[e>>2]|0;if(!g){f[c>>2]=e;c=e;return c|0}m=b[d+11>>0]|0;l=m<<24>>24<0;m=l?f[d+4>>2]|0:m&255;l=l?f[d>>2]|0:d;d=a+4|0;while(1){h=g+16|0;a=b[h+11>>0]|0;i=a<<24>>24<0;a=i?f[g+20>>2]|0:a&255;j=a>>>0<m>>>0;e=j?a:m;if(!e)k=6;else{e=zBb(l,i?f[h>>2]|0:h,e)|0;if(!e)k=6;else if((e|0)<0)k=8;else k=10}if((k|0)==6)if(m>>>0<a>>>0)k=8;else k=10;if((k|0)==8){e=f[g>>2]|0;if(!e){k=9;break}else d=g}else if((k|0)==10){k=0;e=m>>>0<a>>>0?m:a;if(!e)k=12;else{e=zBb(i?f[h>>2]|0:h,l,e)|0;if(!e)k=12;else if((e|0)>=0){k=16;break}}if((k|0)==12)if(!j){k=16;break}d=g+4|0;e=f[d>>2]|0;if(!e){k=15;break}}g=e}if((k|0)==9){f[c>>2]=g;c=g;return c|0}else if((k|0)==15){f[c>>2]=g;c=d;return c|0}else if((k|0)==16){f[c>>2]=g;c=d;return c|0}return 0}function Qub(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[l>>2]|0;do if(d|0){k=b[c+11>>0]|0;j=k<<24>>24<0;k=j?f[c+4>>2]|0:k&255;j=j?f[c>>2]|0:c;a=l;a:while(1){c=d;while(1){e=c+16|0;h=b[e+11>>0]|0;g=h<<24>>24<0;h=g?f[c+20>>2]|0:h&255;d=k>>>0<h>>>0?k:h;if(!d)i=6;else{d=zBb(g?f[e>>2]|0:e,j,d)|0;if(!d)i=6;else if((d|0)>=0)break}if((i|0)==6){i=0;if(h>>>0>=k>>>0)break}c=f[c+4>>2]|0;if(!c)break a}d=f[c>>2]|0;if(!d){a=c;break}else a=c}if((a|0)!=(l|0)){d=a+16|0;g=b[d+11>>0]|0;e=g<<24>>24<0;g=e?f[a+20>>2]|0:g&255;c=g>>>0<k>>>0?g:k;if(c|0){c=zBb(j,e?f[d>>2]|0:d,c)|0;if(c|0){if((c|0)<0)break;return a|0}}if(k>>>0>=g>>>0){l=a;return l|0}}}while(0);return l|0}function Rub(a,c){a=a|0;c=c|0;if(!c)return;Rub(a,f[c>>2]|0);Rub(a,f[c+4>>2]|0);a=c+16|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);sOb(c);return}function Sub(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);return}function Tub(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);sOb(a);return}function Uub(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);return}function Vub(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);sOb(a);return}function Wub(){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);return 262930}function Xub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257512]|0){a=b[263043]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257512)|0)){a=b[263043]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262945]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262959]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262968]|0}else a=1}else a=1}b[263043]=a;d=b[263043]|0;d=d<<24>>24!=0;u=c;return d|0}function Yub(){var a=0;if(!(b[257520]|0))if(MPb(257520)|0){if(!(yd(2)|0))a=(Xub()|0)&1;else a=0;b[263044]=a}return (b[263044]|0)!=0|0}function Zub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257528]|0){a=b[263045]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257528)|0)){a=b[263045]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262930]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[263010]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263042]|0}else a=1}else a=1}b[263045]=a;d=b[263045]|0;d=d<<24>>24!=0;u=c;return d|0}function _ub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257536]|0){a=b[263046]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257536)|0)){a=b[263046]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262960]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263007]|0}else a=1}b[263046]=a;d=b[263046]|0;d=d<<24>>24!=0;u=c;return d|0}function $ub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257544]|0){a=b[263047]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257544)|0)){a=b[263047]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262961]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263008]|0}else a=1}b[263047]=a;d=b[263047]|0;d=d<<24>>24!=0;u=c;return d|0}function avb(){var a=0,c=0,d=0;d=u;u=u+16|0;a=d+8|0;c=d;if(!(b[257552]|0))if(MPb(257552)|0){Je(35632,36338,a|0,c|0);b[265126]=(f[c>>2]|0)!=0&1}u=d;return (b[265126]|0)!=0|0}function bvb(){return 0}function cvb(){var a=0;if(!(b[257560]|0))if(MPb(257560)|0){a=(yd(3)|0)!=0&1;b[263048]=a}return (b[263048]|0)!=0|0}function dvb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257568]|0){a=b[263049]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257568)|0)){a=b[263049]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262946]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262957]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263002]|0}else a=1}else a=1}b[263049]=a;d=b[263049]|0;d=d<<24>>24!=0;u=c;return d|0}function evb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257576]|0){a=b[263050]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257576)|0)){a=b[263050]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262936]|0}b[263050]=a;d=b[263050]|0;d=d<<24>>24!=0;u=c;return d|0}function fvb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257584]|0){a=b[263051]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257584)|0)){a=b[263051]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262935]|0}b[263051]=a;d=b[263051]|0;d=d<<24>>24!=0;u=c;return d|0}function gvb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function hvb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;b[a+8>>0]=3;b[a+9>>0]=0;return}function ivb(a,c){a=a|0;c=c|0;var d=0,e=0;e=f[c>>2]|0;f[c>>2]=0;d=f[a>>2]|0;f[a>>2]=e;if(d|0)tOb(d);f[a+4>>2]=f[c+4>>2];b[a+8>>0]=b[c+8>>0]|0;b[a+9>>0]=b[c+9>>0]|0;return a|0}function jvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0;f[a>>2]=0;if(!(e<<24>>24))g=(g&255)>3?3:g<<24>>24==2?1:g;h=rOb(d,265125)|0;f[a>>2]=h;if(!h){g=3;d=0;e=0}else bQb(h|0,c|0,d|0)|0;b[a+9>>0]=e;f[a+4>>2]=d;b[a+8>>0]=g;return}function kvb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=6408;f[a+16>>2]=5121;return}function lvb(a,b){a=a|0;b=b|0;var c=0,d=0;d=f[b>>2]|0;f[b>>2]=0;c=f[a>>2]|0;f[a>>2]=d;if(c|0)tOb(c);f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[a+16>>2]=f[b+16>>2];return a|0}function mvb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;f[a>>2]=0;f[a+4>>2]=b;f[a+8>>2]=c;f[a+12>>2]=d;f[a+16>>2]=e;switch(d|0){case 6409:{d=1;break}case 6410:{d=2;break}case 6407:{d=3;break}case 6408:{d=4;break}default:return}if((e|0)!=5121)return;d=X(X(c,b)|0,d)|0;b=rOb(d,265125)|0;f[a>>2]=b;if(!b)return;bQb(b|0,g|0,d|0)|0;return}function nvb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[64733]|0;b=b>>>0<8?b:8;if(!b)return;d=f[64748]|0;e=f[64751]|0;c=0;do{f[a+(c<<2)>>2]=f[d+(c<<2)>>2];f[a+32+(c<<2)>>2]=f[e+(c<<2)>>2];c=c+1|0}while(c>>>0<b>>>0);return}function ovb(a){a=a|0;var b=0,c=0,d=0,e=0;e=f[64747]|0;c=f[64733]|0;c=c>>>0<8?c:8;if(!c){Uvb(258928,e)|0;return}else d=0;do{b=a+(d<<2)|0;if((f[b>>2]|0)!=(f[(f[64748]|0)+(d<<2)>>2]|0)){Uvb(258928,d)|0;Vvb(258928,f[b>>2]|0)|0}b=a+32+(d<<2)|0;if((f[b>>2]|0)!=(f[(f[64751]|0)+(d<<2)>>2]|0)){Uvb(258928,d)|0;Wvb(258928,f[b>>2]|0)|0}d=d+1|0}while(d>>>0<c>>>0);Uvb(258928,e)|0;return}function pvb(a){a=a|0;var b=0;f[a>>2]=42764;b=f[a+12>>2]|0;if(b|0)ee(b|0);aOb(a);return}function qvb(a){a=a|0;var b=0;f[a>>2]=42764;b=f[a+12>>2]|0;if(b|0)ee(b|0);aOb(a);sOb(a);return}function rvb(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;ee(a|0);return}function svb(a){a=a|0;sOb(a);return}function tvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;p=q+28|0;m=q+16|0;l=q+4|0;k=q;if(d|0)if(f[e+16>>2]|0){f[p>>2]=0;o=p+4|0;f[o>>2]=0;f[p+8>>2]=0;f[m>>2]=0;n=m+4|0;f[n>>2]=0;f[m+8>>2]=0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;i=pAb(d)|0;if(i>>>0>4294967279)vOb(l);if(i>>>0<11){g=l+11|0;b[g>>0]=i;if(!i)h=l;else{h=l;j=9}}else{g=i+16&-16;h=pOb(g)|0;f[l>>2]=h;f[l+8>>2]=g|-2147483648;f[l+4>>2]=i;g=l+11|0;j=9}if((j|0)==9)bQb(h|0,d|0,i|0)|0;b[h+i>>0]=0;uvb(l,p,m,0,e)|0;if((b[g>>0]|0)<0)sOb(f[l>>2]|0);g=pAb(d)|0;h=qOb(g+5|0)|0;i=h;f[l>>2]=i;b[h+1>>0]=47;b[h>>0]=47;b[h+2>>0]=94;bQb(h+3|0,d|0,g|0)|0;b[h+(g+3)>>0]=10;b[h+(g+4)>>0]=0;g=f[o>>2]|0;if(g>>>0<(f[p+8>>2]|0)>>>0){f[l>>2]=0;f[g>>2]=i;f[o>>2]=g+4}else vvb(p,l);f[k>>2]=h;g=f[n>>2]|0;if(g>>>0<(f[m+8>>2]|0)>>>0){f[g>>2]=i;f[n>>2]=(f[n>>2]|0)+4}else wvb(m,k);g=f[l>>2]|0;f[l>>2]=0;if(g|0)tOb(g);g=pOb(20)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=42764;i=g+12|0;f[i>>2]=0;e=i;j=g;f[g+16>>2]=c;c=$d(c|0)|0;f[i>>2]=c;g=f[m>>2]|0;Te(c|0,(f[n>>2]|0)-g>>2|0,g|0,0);g=f[m>>2]|0;if(g|0){h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[p>>2]|0;if(g|0){h=f[o>>2]|0;if((h|0)!=(g|0)){do{n=h+-4|0;f[o>>2]=n;h=f[n>>2]|0;f[n>>2]=0;if(h|0)tOb(h);h=f[o>>2]|0}while((h|0)!=(g|0));g=f[p>>2]|0}sOb(g)}Zd(f[i>>2]|0);f[a>>2]=e;f[a+4>>2]=j;u=q;return}f[a>>2]=0;f[a+4>>2]=0;u=q;return}function uvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;w=E+44|0;B=E+20|0;C=E+12|0;D=E;m=E+40|0;x=E+36|0;y=E+32|0;z=E+16|0;A=E+8|0;f[D>>2]=0;l=a+11|0;f[w>>2]=(b[l>>0]|0)<0?f[a>>2]|0:a;f[B>>2]=D;f[C>>2]=E+4;i=f[g+16>>2]|0;if(!i)vd();do if(Tg[f[(f[i>>2]|0)+24>>2]&15](i,w,B,C)|0){i=f[D>>2]|0;j=c+4|0;k=f[j>>2]|0;if(k>>>0<(f[c+8>>2]|0)>>>0){f[D>>2]=0;f[k>>2]=i;f[j>>2]=k+4;n=i;i=1;break}else{vvb(c,D);n=i;i=1;break}}else{n=0;i=0}while(0);j=f[D>>2]|0;f[D>>2]=0;if(j|0)tOb(j);if(!i){D=e;u=E;return D|0}j=b[l>>0]|0;v=j<<24>>24<0;i=v?f[a>>2]|0:a;k=i;j=i+(v?f[a+4>>2]|0:j&255)|0;while(1){if((j|0)==(i|0)){v=14;break}j=j+-1|0;if(TAb(245082,h[j>>0]|0,2)|0){v=13;break}}if((v|0)==13){i=j-k|0;if((i|0)==-1)v=14;else yOb(B,a,0,i+1|0,w)}if((v|0)==14){f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0}f[m>>2]=(f[d>>2]|0)+(e<<2);f[C>>2]=n;f[w>>2]=f[m>>2];xvb(d,w,C)|0;p=B+11|0;q=B+4|0;r=w+11|0;s=w+8|0;t=w+4|0;i=e+1|0;j=n;a:while(1){while(1){if(!j)break a;k=b[j>>0]|0;if(!(k<<24>>24))break a;else l=j;b:while(1){switch(k<<24>>24){case 35:{k=l;v=22;break b}case 9:case 32:break;default:{m=0;n=0;e=0;o=0;k=l;break b}}k=l+1|0;l=k;k=b[k>>0]|0}c:do if((v|0)==22){d:while(1){v=0;l=k+1|0;switch(b[l>>0]|0){case 9:case 32:{k=l;v=22;break}default:break d}}if(RAb(l,245085,7)|0){a=(RAb(l,245093,6)|0)==0;m=a;n=0;e=0;o=0;k=a?k+7|0:l;break}k=k+8|0;e:while(1){switch(b[k>>0]|0){case 34:break e;case 9:case 32:break;default:{m=0;n=0;e=0;o=0;break c}}k=k+1|0}l=k+1|0;a=l;f:while(1){k=b[a>>0]|0;switch(k<<24>>24){case 0:case 10:case 34:break f;default:{}}a=a+1|0}k=k<<24>>24==34;m=0;n=k;e=k?a:0;o=l;k=k?a+1|0:a}while(0);g:do{a=k;l=b[k>>0]|0;h:while(1){switch(l<<24>>24){case 0:{k=a;break g}case 92:break;default:break h}k=a+1|0;l=b[k>>0]|0;switch(l<<24>>24){case 10:case 13:{k=a;l=92;v=36;break g}default:a=k}}k=a+1|0}while(l<<24>>24!=10);i:do if((v|0)==36)while(1){v=0;switch(l<<24>>24){case 10:case 13:case 92:break;default:break i}l=k+1|0;b[k>>0]=32;k=l;l=b[l>>0]|0;v=36}while(0);if(n){v=40;break}if(m){v=54;break}else j=k}if((v|0)==40){v=0;b[j>>0]=0;b[e>>0]=0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;j=b[p>>0]|0;if(j<<24>>24<0){l=f[q>>2]|0;m=pAb(o)|0;a=f[B>>2]|0}else{l=j&255;a=B;m=pAb(o)|0}j=l+m|0;if(j>>>0>4294967279){v=44;break}if(j>>>0<11){b[r>>0]=l;j=w}else{e=j+16&-16;j=pOb(e)|0;f[w>>2]=j;f[s>>2]=e|-2147483648;f[t>>2]=l}if(l|0)bQb(j|0,a|0,l|0)|0;b[j+l>>0]=0;JOb(w,o,m)|0;i=uvb(w,c,d,i,g)|0;if((b[r>>0]|0)<0)sOb(f[w>>2]|0);f[x>>2]=(f[d>>2]|0)+(i<<2);f[C>>2]=245100;f[w>>2]=f[x>>2];xvb(d,w,C)|0;f[y>>2]=(f[d>>2]|0)+(i+1<<2);f[C>>2]=k;f[w>>2]=f[y>>2];xvb(d,w,C)|0}else if((v|0)==54){v=0;b[j>>0]=0;f[C>>2]=245102;o=Mub()|0;if((f[o>>2]|0)>>>0>2)f[C>>2]=245116;f[z>>2]=(f[d>>2]|0)+(i<<2);f[w>>2]=f[z>>2];yvb(d,w,C)|0;f[A>>2]=(f[d>>2]|0)+(i+1<<2);f[D>>2]=k;f[w>>2]=f[A>>2];xvb(d,w,D)|0}i=i+2|0;j=k}if((v|0)==44)vOb(w);if((b[p>>0]|0)<0)sOb(f[B>>2]|0);D=i;u=E;return D|0}function vvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+4|0;c=f[a>>2]|0;e=(f[j>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>1;c=i>>2>>>0<536870911?(c>>>0<d>>>0?d:c):1073741823;do if(!c)g=0;else if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;break}while(0);d=g+(e<<2)|0;e=d;i=g+(c<<2)|0;h=f[b>>2]|0;f[b>>2]=0;f[d>>2]=h;h=d+4|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{c=c+-4|0;g=f[c>>2]|0;f[c>>2]=0;f[d+-4>>2]=g;d=e+-4|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)tOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function wvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function xvb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>2<<2)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){f[o>>2]=f[c>>2];f[p>>2]=(f[p>>2]|0)+4;p=o;return p|0}e=b-(o+4)|0;g=e>>2;b=o+(g<<2)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];b=b+4|0;d=(f[p>>2]|0)+4|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<2)|0,o|0,e|0)|0;f[o>>2]=f[c>>2];p=o;return p|0}b=(b-e>>2)+1|0;if(b>>>0>1073741823)AMb(a);m=d-e|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<b>>>0?b:d):1073741823;m=o;h=j>>2;do if(!d){k=0;l=0}else if(d>>>0>1073741823)vd();else{l=pOb(d<<2)|0;k=l;break}while(0);b=k+(h<<2)|0;e=b;i=k+(d<<2)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)<<2)|0;e=b;break}d=d<<2>>1;d=(d|0)==0?1:d;if(d>>>0>1073741823)vd();j=pOb(d<<2)|0;b=j+(d>>>2<<2)|0;e=b;d=j+(d<<2)|0;if(!k)i=d;else{sOb(l);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];b=e+4|0;d=m-g|0;h=e+(0-(d>>2)<<2)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[p>>2]|0)-m|0;if((d|0)>0){bQb(b|0,o|0,d|0)|0;b=b+(d>>>2<<2)|0}d=f[a>>2]|0;f[a>>2]=h;f[p>>2]=b;f[n>>2]=i;if(!d){p=e;return p|0}sOb(d);p=e;return p|0}function yvb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>2<<2)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){f[o>>2]=f[c>>2];f[p>>2]=(f[p>>2]|0)+4;p=o;return p|0}e=b-(o+4)|0;g=e>>2;b=o+(g<<2)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];b=b+4|0;d=(f[p>>2]|0)+4|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<2)|0,o|0,e|0)|0;if(o>>>0<=c>>>0)c=(f[p>>2]|0)>>>0>c>>>0?c+4|0:c;f[o>>2]=f[c>>2];p=o;return p|0}b=(b-e>>2)+1|0;if(b>>>0>1073741823)AMb(a);m=d-e|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<b>>>0?b:h):1073741823;m=o;i=j>>2;do if(!h){k=0;l=0}else if(h>>>0>1073741823)vd();else{l=pOb(h<<2)|0;k=l;break}while(0);b=k+(i<<2)|0;e=b;d=k+(h<<2)|0;do if((i|0)==(h|0)){if((j|0)>0){b=b+(((h+1|0)/-2|0)<<2)|0;e=b;break}d=h<<2>>1;d=(d|0)==0?1:d;if(d>>>0>1073741823)vd();j=pOb(d<<2)|0;b=j+(d>>>2<<2)|0;e=b;d=j+(d<<2)|0;if(k){sOb(l);g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];c=e+4|0;b=m-g|0;h=e+(0-(b>>2)<<2)|0;if((b|0)>0)bQb(h|0,g|0,b|0)|0;b=(f[p>>2]|0)-m|0;if((b|0)>0){bQb(c|0,o|0,b|0)|0;c=c+(b>>>2<<2)|0}b=f[a>>2]|0;f[a>>2]=h;f[p>>2]=c;f[n>>2]=d;if(!b){p=e;return p|0}sOb(b);p=e;return p|0}function zvb(a){a=a|0;var b=0,c=0;c=pOb(28)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42792;b=c+12|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[a>>2]=b;f[a+4>>2]=c;a=_d()|0;f[b>>2]=a;return}function Avb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=42792;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b){aOb(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-8|0;f[g>>2]=c;d=f[d+-4>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);return}function Bvb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=42792;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b){aOb(a);sOb(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-8|0;f[g>>2]=c;d=f[d+-4>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);sOb(a);return}function Cvb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b)return;d=a+20|0;a=f[d>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-8|0;f[d>>2]=a;c=f[c+-4>>2]|0;if(c){iOb(c);a=f[d>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[e>>2]|0}sOb(b);return}function Dvb(a){a=a|0;sOb(a);return}function Evb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;h=n+16|0;j=n+8|0;g=n;f[h>>2]=0;m=h+4|0;f[m>>2]=0;f[j>>2]=0;l=j+4|0;f[l>>2]=0;i=pOb(28)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=42792;k=i+12|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[a>>2]=k;f[a+4>>2]=i;a=_d()|0;f[k>>2]=a;if(e){tvb(g,35633,b,d,1);a=f[g>>2]|0;b=g+4|0;e=f[b>>2]|0;f[g>>2]=0;f[b>>2]=0;f[h>>2]=a;a=f[m>>2]|0;f[m>>2]=e;if(a|0)iOb(a);tvb(g,35632,c,d,1);a=f[g>>2]|0;c=g+4|0;d=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[j>>2]=a;a=f[l>>2]|0;f[l>>2]=d;if(a|0)iOb(a)}else{tvb(g,35633,b,d,0);a=f[g>>2]|0;b=g+4|0;e=f[b>>2]|0;f[g>>2]=0;f[b>>2]=0;f[h>>2]=a;a=f[m>>2]|0;f[m>>2]=e;if(a|0)iOb(a);tvb(g,35632,c,d,0);a=f[g>>2]|0;c=g+4|0;d=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[j>>2]=a;a=f[l>>2]|0;f[l>>2]=d;if(a|0)iOb(a)}a=f[h>>2]|0;b=a;do if(a|0){a=f[a>>2]|0;if(a|0){Md(f[k>>2]|0,a|0);e=i+20|0;a=f[e>>2]|0;if((a|0)==(f[i+24>>2]|0)){Fvb(i+16|0,h);break}f[a>>2]=b;b=f[m>>2]|0;f[a+4>>2]=b;if(b){gOb(b);a=f[e>>2]|0}f[e>>2]=a+8}}while(0);a=f[j>>2]|0;b=a;do if(a|0){a=f[a>>2]|0;if(a|0){Md(f[k>>2]|0,a|0);e=i+20|0;a=f[e>>2]|0;if((a|0)==(f[i+24>>2]|0)){Fvb(i+16|0,j);break}f[a>>2]=b;b=f[l>>2]|0;f[a+4>>2]=b;if(b){gOb(b);a=f[e>>2]|0}f[e>>2]=a+8}}while(0);Ne(f[k>>2]|0);a=f[l>>2]|0;if(a|0)iOb(a);a=f[m>>2]|0;if(!a){u=n;return}iOb(a);u=n;return}function Fvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Gvb(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;if(!c)return;c=f[c>>2]|0;if(!c)return;Md(f[a>>2]|0,c|0);d=a+8|0;c=f[d>>2]|0;if((c|0)==(f[a+12>>2]|0)){Fvb(a+4|0,b);return}f[c>>2]=f[b>>2];a=f[b+4>>2]|0;f[c+4>>2]=a;if(a){gOb(a);c=f[d>>2]|0}f[d>>2]=c+8;return}function Hvb(a,b){a=a|0;b=b|0;Ne(f[a>>2]|0);return}function Ivb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35714,b|0);u=c;return (f[b>>2]|0)==1|0}function Jvb(a,b){a=a|0;b=b|0;return De(f[a>>2]|0,b|0)|0}function Kvb(a,b){a=a|0;b=b|0;return Le(f[a>>2]|0,b|0)|0}function Lvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35721,b|0);u=c;return f[b>>2]|0}function Mvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35718,b|0);u=c;return f[b>>2]|0}function Nvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35722,b|0);u=c;return f[b>>2]|0}function Ovb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35719,b|0);u=c;return f[b>>2]|0}function Pvb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;Be(f[a>>2]|0,b|0,c|0,d|0,e|0,g|0,h|0);return}function Qvb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;Ce(f[a>>2]|0,b|0,c|0,d|0,e|0,g|0,h|0);return}function Rvb(){f[64748]=0;f[64749]=0;f[64750]=0;f[64751]=0;f[64752]=0;f[64753]=0;return}function Svb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+20|0;m=o+16|0;n=o;He(2978,n|0);f[a+44>>2]=f[n>>2];f[a+48>>2]=f[n+4>>2];f[a+52>>2]=f[n+8>>2];f[a+56>>2]=f[n+12>>2];He(35660,l|0);f[a>>2]=f[l>>2];He(35661,l|0);k=a+4|0;f[k>>2]=f[l>>2];He(36347,l|0);j=(f[l>>2]|0)>>>1;f[a+8>>2]=j>>>0>128?j:128;He(36349,l|0);f[a+12>>2]=f[l>>2];He(34921,l|0);f[a+16>>2]=f[l>>2];He(34024,l|0);f[a+20>>2]=f[l>>2];He(3379,l|0);f[a+24>>2]=f[l>>2];if($ub()|0){He(36183,l|0);c=f[l>>2]|0}else c=0;f[a+28>>2]=c;j=a+64|0;e=f[k>>2]|0;g=a+68|0;h=f[g>>2]|0;d=f[j>>2]|0;c=h-d>>2;if(e>>>0>c>>>0){eCa(j,e-c|0);e=f[k>>2]|0}else if(e>>>0<c>>>0){c=d+(e<<2)|0;if((c|0)!=(h|0))f[g>>2]=h+(~((h+-4-c|0)>>>2)<<2)}i=a+76|0;g=a+80|0;h=f[g>>2]|0;d=f[i>>2]|0;c=h-d>>2;if(e>>>0>c>>>0)eCa(i,e-c|0);else if(e>>>0<c>>>0){c=d+(e<<2)|0;if((c|0)!=(h|0))f[g>>2]=h+(~((h+-4-c|0)>>>2)<<2)}He(3414,l|0);f[a+32>>2]=f[l>>2];if(dvb()|0){He(36063,l|0);c=f[l>>2]|0}else c=1;f[a+36>>2]=c;Ge(33901,n|0);f[a+40>>2]=f[n+4>>2];He(34016,l|0);c=(f[l>>2]|0)+-33984|0;d=a+60|0;f[d>>2]=c;if(f[k>>2]|0){c=0;do{Ld(c+33984|0);He(32873,l|0);f[(f[j>>2]|0)+(c<<2)>>2]=f[l>>2];He(34068,l|0);f[(f[i>>2]|0)+(c<<2)>>2]=f[l>>2];c=c+1|0}while(c>>>0<(f[k>>2]|0)>>>0);c=f[d>>2]|0}Ld(c+33984|0);He(34964,l|0);f[a+88>>2]=f[l>>2];He(34965,l|0);f[a+92>>2]=f[l>>2];He(35725,l|0);f[a+96>>2]=f[l>>2];He(36007,l|0);f[a+100>>2]=f[l>>2];k=_ub()|0;He(36006,l|0);c=f[l>>2]|0;f[a+104>>2]=c;if(k){He(36010,l|0);c=f[l>>2]|0}f[a+108>>2]=c;He(3317,l|0);f[a+112>>2]=f[l>>2];He(3333,l|0);f[a+116>>2]=f[l>>2];Ee(3107,n|0);b[a+120>>0]=(b[n>>0]|0)==1&1;b[a+121>>0]=(b[n+1>>0]|0)==1&1;b[a+122>>0]=(b[n+2>>0]|0)==1&1;b[a+123>>0]=(b[n+3>>0]|0)==1&1;He(2930,l|0);b[a+124>>0]=(f[l>>2]|0)==1&1;He(2886,l|0);f[a+128>>2]=f[l>>2];Ge(3106,n|0);f[a+132>>2]=f[n>>2];f[a+136>>2]=f[n+4>>2];f[a+140>>2]=f[n+8>>2];f[a+144>>2]=f[n+12>>2];Ge(2931,m|0);f[a+148>>2]=f[m>>2];He(2961,l|0);f[a+152>>2]=f[l>>2];He(32777,l|0);f[a+156>>2]=f[l>>2];He(34877,l|0);f[a+160>>2]=f[l>>2];He(32969,l|0);f[a+164>>2]=f[l>>2];He(32971,l|0);f[a+168>>2]=f[l>>2];He(32968,l|0);f[a+172>>2]=f[l>>2];He(32970,l|0);f[a+176>>2]=f[l>>2];He(2885,l|0);f[a+180>>2]=f[l>>2];He(2932,l|0);f[a+184>>2]=f[l>>2];Ge(2928,n|0);f[a+188>>2]=f[n>>2];f[a+192>>2]=f[n+4>>2];Ge(32824,m|0);f[a+196>>2]=f[m>>2];Ge(10752,m|0);f[a+200>>2]=f[m>>2];He(3088,n|0);f[a+204>>2]=f[n>>2];f[a+208>>2]=f[n+4>>2];f[a+212>>2]=f[n+8>>2];f[a+216>>2]=f[n+12>>2];He(2962,l|0);f[a+220>>2]=f[l>>2];He(2967,l|0);f[a+224>>2]=f[l>>2];He(2963,l|0);f[a+228>>2]=f[l>>2];He(34816,l|0);f[a+232>>2]=f[l>>2];He(36003,l|0);f[a+236>>2]=f[l>>2];He(36004,l|0);f[a+240>>2]=f[l>>2];He(2968,l|0);f[a+244>>2]=f[l>>2];He(36005,l|0);f[a+248>>2]=f[l>>2];He(2964,l|0);f[a+252>>2]=f[l>>2];He(2965,l|0);f[a+256>>2]=f[l>>2];He(2966,l|0);f[a+260>>2]=f[l>>2];He(34817,l|0);f[a+264>>2]=f[l>>2];He(34818,l|0);f[a+268>>2]=f[l>>2];He(34819,l|0);f[a+272>>2]=f[l>>2];n=(Me(3042)|0)<<24>>24==1&1;b[a+276>>0]=n;n=(Me(2884)|0)<<24>>24==1&1;b[a+277>>0]=n;n=(Me(2929)|0)<<24>>24==1&1;b[a+278>>0]=n;n=(Me(3024)|0)<<24>>24==1&1;b[a+279>>0]=n;n=(Me(32823)|0)<<24>>24==1&1;b[a+280>>0]=n;n=(Me(32926)|0)<<24>>24==1&1;b[a+281>>0]=n;n=(Me(32928)|0)<<24>>24==1&1;b[a+282>>0]=n;n=(Me(3089)|0)<<24>>24==1&1;b[a+283>>0]=n;n=(Me(2960)|0)<<24>>24==1&1;b[a+284>>0]=n;u=o;return}function Tvb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+44|0;h=a+48|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+52>>2]|0)==(d|0))if((f[a+56>>2]|0)==(e|0)){h=0;return h|0}tf(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+52>>2]=d;f[a+56>>2]=e;h=1;return h|0}function Uvb(a,b){a=a|0;b=b|0;a=a+60|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Ld(b+33984|0);f[a>>2]=b;b=1;return b|0}function Vvb(a,b){a=a|0;b=b|0;var c=0;c=a+60|0;a=a+64|0;if((f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]|0)==(b|0)){c=0;return c|0}Qd(3553,b|0);f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]=b;c=1;return c|0}function Wvb(a,b){a=a|0;b=b|0;var c=0;c=a+60|0;a=a+76|0;if((f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]|0)==(b|0)){c=0;return c|0}Qd(34067,b|0);f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]=b;c=1;return c|0}function Xvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;e=g;f[e>>2]=b;if(!b){u=g;return}c=f[a+64>>2]|0;d=f[a+68>>2]|0;a:do if((c|0)!=(d|0))while(1){if((f[c>>2]|0)==(b|0))f[c>>2]=0;c=c+4|0;if((c|0)==(d|0))break a;b=f[e>>2]|0}while(0);c=f[a+76>>2]|0;b=f[a+80>>2]|0;if((c|0)!=(b|0))do{if((f[c>>2]|0)==(f[e>>2]|0))f[c>>2]=0;c=c+4|0}while((c|0)!=(b|0));fe(1,e|0);u=g;return}function Yvb(a,b){a=a|0;b=b|0;a=a+88|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Nd(34962,b|0);f[a>>2]=b;b=1;return b|0}function Zvb(a,b){a=a|0;b=b|0;a=a+92|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Nd(34963,b|0);f[a>>2]=b;b=1;return b|0}function _vb(a,b,c){a=a|0;b=b|0;c=c|0;switch(b|0){case 34962:{a=a+88|0;if((f[a>>2]|0)==(c|0))a=0;else{Nd(34962,c|0);f[a>>2]=c;a=1}break}case 34963:{a=a+92|0;if((f[a>>2]|0)==(c|0))a=0;else{Nd(34963,c|0);f[a>>2]=c;a=1}break}default:a=0}return a|0}function $vb(a,b){a=a|0;b=b|0;switch(b|0){case 34962:{a=a+88|0;break}case 34963:{a=a+92|0;break}default:{b=0;return b|0}}b=f[a>>2]|0;return b|0}function awb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;f[d>>2]=b;if(!b){u=e;return}c=a+88|0;if((f[c>>2]|0)==(b|0))f[c>>2]=0;a=a+92|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;ae(1,d|0);u=e;return}function bwb(a,b){a=a|0;b=b|0;a=a+96|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}of(b|0);f[a>>2]=b;b=1;return b|0}function cwb(a,b){a=a|0;b=b|0;a=a+100|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Pd(36161,b|0);f[a>>2]=b;b=1;return b|0}function dwb(a,b){a=a|0;b=b|0;var c=0;c=a+104|0;a=a+108|0;if((f[c>>2]|0)==(b|0))if((f[a>>2]|0)==(b|0)){c=0;return c|0}Od(36160,b|0);f[a>>2]=b;f[c>>2]=b;c=1;return c|0}function ewb(a,b){a=a|0;b=b|0;a=a+104|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Od(36009,b|0);f[a>>2]=b;b=1;return b|0}function fwb(a,b){a=a|0;b=b|0;a=a+108|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Od(36008,b|0);f[a>>2]=b;b=1;return b|0}function gwb(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;f[c>>2]=b;if(!b){u=d;return}a=a+100|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;de(1,c|0);u=d;return}function hwb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;f[d>>2]=b;if(!b){u=e;return}c=a+104|0;if((f[c>>2]|0)==(b|0))f[c>>2]=0;a=a+108|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;be(1,d|0);u=e;return}function iwb(a,b){a=a|0;b=b|0;a=a+112|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Oe(3317,b|0);f[a>>2]=b;b=1;return b|0}function jwb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0;i=c&1;j=d&1;k=e&1;l=f&1;m=a+120|0;g=a+121|0;if((h[m>>0]|0|0)==(c&1|0))if((h[g>>0]|0|0)==(d&1|0))if((h[a+122>>0]|0|0)==(e&1|0))if((h[a+123>>0]|0|0)==(f&1|0)){m=0;return m|0}Yd(i|0,j|0,k|0,l|0);b[m>>0]=i;b[g>>0]=j;b[a+122>>0]=k;b[a+123>>0]=l;m=1;return m|0}function kwb(a,c){a=a|0;c=c|0;var d=0;d=c&1;a=a+124|0;if((h[a>>0]|0|0)==(c&1|0)){d=0;return d|0}he(d|0);b[a>>0]=d;d=1;return d|0}function lwb(a,b){a=a|0;b=b|0;a=a+128|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}ve(b|0);f[a>>2]=b;b=1;return b|0}function mwb(a,b,c,d,e){a=a|0;b=+b;c=+c;d=+d;e=+e;var f=0,g=0;f=a+132|0;g=a+136|0;if(+n[f>>2]==b)if(+n[g>>2]==c)if(+n[a+140>>2]==d)if(+n[a+144>>2]==e){g=0;return g|0}Wd(+b,+c,+d,+e);n[f>>2]=b;n[g>>2]=c;n[a+140>>2]=d;n[a+144>>2]=e;g=1;return g|0}function nwb(a,b){a=a|0;b=b|0;a=a+152|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xd(b|0);f[a>>2]=b;b=1;return b|0}function owb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+164|0;h=a+172|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+168>>2]|0)==(d|0))if((f[a+176>>2]|0)==(e|0)){h=0;return h|0}Sd(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+168>>2]=d;f[a+176>>2]=e;h=1;return h|0}function pwb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=a+164|0;e=a+168|0;if((f[d>>2]|0)==(b|0))if((f[e>>2]|0)==(b|0))if((f[a+172>>2]|0)==(c|0))if((f[a+176>>2]|0)==(c|0)){e=0;return e|0}Rd(b|0,c|0);f[e>>2]=b;f[d>>2]=b;f[a+176>>2]=c;f[a+172>>2]=c;e=1;return e|0}function qwb(a,b){a=a|0;b=b|0;a=a+184|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}ge(b|0);f[a>>2]=b;b=1;return b|0}function rwb(a,b,c){a=a|0;b=+b;c=+c;var d=0;d=a+188|0;a=a+192|0;if(+n[d>>2]==b)if(+n[a>>2]==c){d=0;return d|0}ie(+b,+c);n[d>>2]=b;n[a>>2]=c;d=1;return d|0}function swb(a,b,c){a=a|0;b=+b;c=+c;var d=0;d=a+196|0;a=a+200|0;if(+n[d>>2]==b)if(+n[a>>2]==c){d=0;return d|0}Pe(+b,+c);n[d>>2]=b;n[a>>2]=c;d=1;return d|0}function twb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+204|0;h=a+208|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+212>>2]|0)==(d|0))if((f[a+216>>2]|0)==(e|0)){h=0;return h|0}Se(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+212>>2]=d;f[a+216>>2]=e;h=1;return h|0}function uwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+220|0;g=a+232|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(b|0))if((f[a+224>>2]|0)==(c|0))if((f[a+236>>2]|0)==(c|0))if((f[a+228>>2]|0)==(d|0))if((f[a+240>>2]|0)==(d|0)){g=0;return g|0}Ue(b|0,c|0,d|0);f[g>>2]=b;f[e>>2]=b;f[a+236>>2]=c;f[a+224>>2]=c;f[a+240>>2]=d;f[a+228>>2]=d;g=1;return g|0}function vwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+220|0;g=a+224|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+228>>2]|0)==(d|0)){g=0;return g|0}Ve(1028,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+228>>2]=d;g=1;return g|0}function wwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+232|0;g=a+236|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+240>>2]|0)==(d|0)){g=0;return g|0}Ve(1029,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+240>>2]=d;g=1;return g|0}function xwb(a,b){a=a|0;b=b|0;var c=0;c=a+244|0;a=a+248|0;if((f[c>>2]|0)==(b|0))if((f[a>>2]|0)==(b|0)){c=0;return c|0}We(b|0);f[a>>2]=b;f[c>>2]=b;c=1;return c|0}function ywb(a,b){a=a|0;b=b|0;a=a+244|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xe(1028,b|0);f[a>>2]=b;b=1;return b|0}function zwb(a,b){a=a|0;b=b|0;a=a+248|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xe(1029,b|0);f[a>>2]=b;b=1;return b|0}function Awb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+252|0;g=a+264|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(b|0))if((f[a+256>>2]|0)==(c|0))if((f[a+268>>2]|0)==(c|0))if((f[a+260>>2]|0)==(d|0))if((f[a+272>>2]|0)==(d|0)){g=0;return g|0}Ye(b|0,c|0,d|0);f[g>>2]=b;f[e>>2]=b;f[a+268>>2]=c;f[a+256>>2]=c;f[a+272>>2]=d;f[a+260>>2]=d;g=1;return g|0}function Bwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+252|0;g=a+256|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+260>>2]|0)==(d|0)){g=0;return g|0}Ze(1028,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+260>>2]=d;g=1;return g|0}function Cwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+264|0;g=a+268|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+272>>2]|0)==(d|0)){g=0;return g|0}Ze(1029,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+272>>2]=d;g=1;return g|0}function Dwb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+220|0;d=(f[i>>2]|0)==(b|0);if(d)if((f[a+232>>2]|0)==(b|0)){i=0;return i|0}e=f[a+224>>2]|0;g=a+236|0;if((e|0)==(f[g>>2]|0)){c=f[a+228>>2]|0;if((c|0)==(f[a+240>>2]|0)){Ue(b|0,e|0,c|0);c=a+232|0}else h=6}else h=6;if((h|0)==6){if(!d)Ve(1028,b|0,e|0,f[a+228>>2]|0);c=a+232|0;if((f[c>>2]|0)!=(b|0))Ve(1029,b|0,f[g>>2]|0,f[a+240>>2]|0)}f[c>>2]=b;f[i>>2]=b;i=1;return i|0}function Ewb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+224|0;d=(f[i>>2]|0)==(b|0);if(d)if((f[a+236>>2]|0)==(b|0)){i=0;return i|0}e=f[a+220>>2]|0;g=a+232|0;if((e|0)==(f[g>>2]|0)){c=f[a+228>>2]|0;if((c|0)==(f[a+240>>2]|0)){Ue(e|0,b|0,c|0);c=a+236|0}else h=6}else h=6;if((h|0)==6){if(!d)Ve(1028,e|0,b|0,f[a+228>>2]|0);c=a+236|0;if((f[c>>2]|0)!=(b|0))Ve(1029,f[g>>2]|0,b|0,f[a+240>>2]|0)}f[c>>2]=b;f[i>>2]=b;i=1;return i|0}function Fwb(a,c){a=a|0;c=c|0;a=a+276|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(3042);else je(3042);b[a>>0]=c&1;c=1;return c|0}function Gwb(a,c){a=a|0;c=c|0;a=a+277|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2884);else je(2884);b[a>>0]=c&1;c=1;return c|0}function Hwb(a,c){a=a|0;c=c|0;a=a+278|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2929);else je(2929);b[a>>0]=c&1;c=1;return c|0}function Iwb(a,c){a=a|0;c=c|0;a=a+280|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(32823);else je(32823);b[a>>0]=c&1;c=1;return c|0}function Jwb(a,c){a=a|0;c=c|0;a=a+283|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(3089);else je(3089);b[a>>0]=c&1;c=1;return c|0}function Kwb(a,c){a=a|0;c=c|0;a=a+284|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2960);else je(2960);b[a>>0]=c&1;c=1;return c|0}function Lwb(a){a=a|0;f[a>>2]=33071;f[a+4>>2]=33071;f[a+8>>2]=9729;f[a+12>>2]=9729;n[a+16>>2]=1.0;return}function Mwb(a,b,c){a=a|0;b=b|0;c=c|0;f[a>>2]=b;f[a+4>>2]=(c|0)==0?b:c;return}function Nwb(a,b,c){a=a|0;b=b|0;c=c|0;f[a+8>>2]=b;f[a+12>>2]=(c|0)==0?b:c;return}function Owb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=1.0;f[a+16>>2]=f[(b>1.0?e:d)>>2];u=c;return}function Pwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[a>>2]|0;if((f[a+28>>2]|0)!=(f[e+44>>2]|0)){a=0;return a|0}f[e+16>>2]=b;f[e+20>>2]=c;c=a+8|0;e=e+24|0;f[e>>2]=f[c>>2];f[e+4>>2]=f[c+4>>2];f[e+8>>2]=f[c+8>>2];f[e+12>>2]=f[c+12>>2];f[e+16>>2]=f[c+16>>2];switch(d|0){case 1:{b=6409;break}case 2:{b=6410;break}case 3:{b=6407;break}default:b=6408}c=f[a>>2]|0;f[c+12>>2]=b;f[a+32>>2]=f[(f[64748]|0)+(f[64747]<<2)>>2];if(!c)b=0;else b=f[c+8>>2]|0;Vvb(258928,b)|0;a=1;return a|0}function Qwb(a,c,d){a=a|0;c=c|0;d=d|0;do if(!a){a=f[c>>2]|0;if((f[c+28>>2]|0)==(f[a+44>>2]|0))if(!d){b[a+48>>0]=0;a=f[c+44>>2]|0;if(!a)break;gh[a&2047](f[c+36>>2]|0);break}else{Rwb(a);Vvb(258928,f[c+32>>2]|0)|0;b[(f[c>>2]|0)+48>>0]=2;a=f[c+40>>2]|0;if(!a)break;gh[a&2047](f[c+36>>2]|0);break}}else if(!c)return;while(0);a=f[c+4>>2]|0;if(a|0)iOb(a);sOb(c);return}function Rwb(a){a=a|0;var c=0,d=0,e=0,g=0;g=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;e=Mub()|0;do if((f[e>>2]|0)>>>0>2)d=4;else{e=f[a+16>>2]|0;if(!(e+-1&e)){e=f[a+20>>2]|0;if(!(e+-1&e)){d=4;break}}af(3553,10242,33071);af(3553,10243,33071);c=f[a+36>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10241,c|0);c=f[a+32>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10240,c|0)}while(0);a:do if((d|0)==4){af(3553,10242,f[a+24>>2]|0);af(3553,10243,f[a+28>>2]|0);e=a+36|0;af(3553,10241,f[e>>2]|0);c=f[a+32>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10240,c|0);d=f[e>>2]|0;switch(d|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:break a}if((c|0)!=(d|0)){Ae(3553);switch(f[e>>2]|0){case 9984:case 9728:case 9986:break a;default:{}}e=(Wub()|0)+4|0;if(b[e>>0]|0)$e(3553,34046,+(+n[a+40>>2]))}}while(0);Vvb(258928,g)|0;return}function Swb(a,c){a=a|0;c=c|0;if(!a){a=f[c>>2]|0;if((f[c+28>>2]|0)==(f[a+44>>2]|0)){b[a+48>>0]=0;a=f[c+44>>2]|0;if(a|0)gh[a&2047](f[c+36>>2]|0)}}else if(!c)return;a=f[c+4>>2]|0;if(a|0)iOb(a);sOb(c);return}function Twb(a){a=a|0;var b=0;b=u;u=u+16|0;Uwb(a,b);ze(1,(f[a>>2]|0)+8|0);u=b;return}function Uwb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=pOb(64)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42820;g=d+12|0;f[g>>2]=0;e=d+16|0;f[e>>2]=0;f[d+20>>2]=0;f[d+24>>2]=6408;f[d+28>>2]=0;f[d+32>>2]=0;f[d+36>>2]=33071;f[d+40>>2]=33071;f[d+44>>2]=9729;f[d+48>>2]=9729;n[d+52>>2]=1.0;f[d+56>>2]=0;b[d+60>>0]=2;f[a>>2]=g;f[a+4>>2]=d;gOb(d);hOb(d);c=f[e>>2]|0;f[g>>2]=g;f[e>>2]=d;if(!c){iOb(d);return}jOb(c);iOb(d);return}function Vwb(a){a=a|0;var b=0;f[a>>2]=42820;Xvb(258928,f[a+20>>2]|0);b=f[a+16>>2]|0;if(!b){aOb(a);return}jOb(b);aOb(a);return}function Wwb(a){a=a|0;var b=0;f[a>>2]=42820;Xvb(258928,f[a+20>>2]|0);b=f[a+16>>2]|0;if(!b){aOb(a);sOb(a);return}jOb(b);aOb(a);sOb(a);return}function Xwb(a){a=a|0;Xvb(258928,f[a+20>>2]|0);a=f[a+16>>2]|0;if(!a)return;jOb(a);return}function Ywb(a){a=a|0;sOb(a);return}function Zwb(a){a=a|0;var b=0;b=Mub()|0;if((f[b>>2]|0)>>>0>2){b=1;return b|0}b=f[a+16>>2]|0;if(b+-1&b|0){b=0;return b|0}b=f[a+20>>2]|0;b=(b+-1&b|0)==0;return b|0}function _wb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h;switch(c<<24>>24){case 1:{f[g>>2]=-16711936;e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6409;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6409,2,2,0,6409,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}case 2:{e=g;f[e>>2]=-256;f[e+4>>2]=-16711681;e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6410;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6410,2,2,0,6410,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}case 3:{c=g;d=245263;e=c+12|0;do{b[c>>0]=b[d>>0]|0;c=c+1|0;d=d+1|0}while((c|0)<(e|0));e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6407;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6407,2,2,0,6407,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}default:{c=g;d=245275;e=c+16|0;do{b[c>>0]=b[d>>0]|0;c=c+1|0;d=d+1|0}while((c|0)<(e|0));e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6408;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6408,2,2,0,6408,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}}}function $wb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;j=a+44|0;f[j>>2]=(f[j>>2]|0)+1;f[a+12>>2]=b;f[a+16>>2]=c;f[a+20>>2]=d;j=a+24|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];i=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;j=f[64760]|0;do if(h|0){if(c&1|0){iwb(258928,1)|0;break}if(!(c&3)){iwb(258928,4)|0;break}else{iwb(258928,2)|0;break}}while(0);_e(3553,0,b|0,c|0,d|0,0,e|0,g|0,h|0);Rwb(a);iwb(258928,j)|0;Vvb(258928,i)|0;return}function axb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;a:do if((b|0)<34041){switch(b|0){case 6402:break;default:{g=5121;h=b;break a}}g=5123;h=6402}else{switch(b|0){case 34041:break;default:{g=5121;h=b;break a}}h=Mub()|0;g=34042;h=(f[h>>2]|0)>>>0>2?35056:34041}while(0);i=a+44|0;f[i>>2]=(f[i>>2]|0)+1;f[a+12>>2]=h;f[a+16>>2]=c;f[a+20>>2]=d;i=a+24|0;f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[i+12>>2]=f[e+12>>2];f[i+16>>2]=f[e+16>>2];e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;i=f[64760]|0;_e(3553,0,h|0,c|0,d|0,0,b|0,g|0,0);Rwb(a);iwb(258928,i)|0;Vvb(258928,e)|0;return}function bxb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,o=0,p=0,q=0,r=0;if((c|0)==0|(d|0)==0){if(!k)return;gh[k&2047](i);return}if(!(e<<24>>24))h=(h&255)>3?3:h<<24>>24==2?1:h;m=pOb(48)|0;f[m>>2]=0;o=m+4|0;f[o>>2]=0;p=m+8|0;f[p>>2]=33071;f[m+12>>2]=33071;f[m+16>>2]=9729;f[m+20>>2]=9729;n[m+24>>2]=1.0;q=a+44|0;f[q>>2]=(f[q>>2]|0)+1;r=f[a>>2]|0;l=f[a+4>>2]|0;if(!l)vd();l=kOb(l)|0;if(!l)vd();f[m>>2]=r;f[o>>2]=l;r=f[q>>2]|0;f[p>>2]=f[g>>2];f[p+4>>2]=f[g+4>>2];f[p+8>>2]=f[g+8>>2];f[p+12>>2]=f[g+12>>2];f[p+16>>2]=f[g+16>>2];f[m+28>>2]=r;f[m+36>>2]=i;f[m+40>>2]=j;f[m+44>>2]=k;b[a+48>>0]=1;uf(c|0,d|0,e&255|0,h&255|0,m|0,10,107,962);return}function cxb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=f[b>>2]|0;if(!d)return;e=f[b+12>>2]|0;$wb(a,e,f[b+4>>2]|0,f[b+8>>2]|0,e,f[b+16>>2]|0,d,c);return}function dxb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0;i=f[c>>2]|0;if(!i)return;bxb(a,i,f[c+4>>2]|0,b[c+9>>0]|0,d,b[c+8>>0]|0,e,g,h);return}function exb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+256|0;i=o+48|0;m=o+64|0;e=o+32|0;g=o+16|0;j=o;if(!a){n=0;u=o;return n|0}n=m+8|0;f[m>>2]=15988;l=m+108|0;f[l>>2]=16008;f[m+4>>2]=0;tEb(m+108|0,n);f[m+180>>2]=0;f[m+184>>2]=-1;f[m>>2]=42852;f[m+108>>2]=42872;fxb(n);k=m+72|0;if(!(f[k>>2]|0)){a=zCb(a,245291)|0;f[k>>2]=a;if(!a)h=5;else{f[m+96>>2]=12;a=m}}else h=5;if((h|0)==5){a=m+(f[(f[m>>2]|0)+-12>>2]|0)|0;sEb(a,f[a+16>>2]|4);a=m}if(!(f[m+(f[(f[a>>2]|0)+-12>>2]|0)+16>>2]|0)){GEb(m,0,0,2)|0;EEb(e,m);h=e+8|0;e=f[h+4>>2]|0;if((e|0)<0|(e|0)==0&(f[h>>2]|0)>>>0<1)e=0;else{EEb(g,m);e=f[g+8>>2]|0;if(c|0){h=qOb(e+1|0)|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];FEb(m,i)|0;DEb(m,h,e)|0;b[h+e>>0]=0;a=f[c>>2]|0;f[c>>2]=h;if(a|0)tOb(a)}if(!d)e=1;else{f[d>>2]=e;e=1}}}else e=0;f[m>>2]=42852;f[l>>2]=42872;f[n>>2]=42888;a=f[k>>2]|0;if(a|0){gxb(n)|0;if(!(MBb(a)|0))f[k>>2]=0}if(b[m+104>>0]|0){a=f[m+40>>2]|0;if(a|0)tOb(a)}if(b[m+105>>0]|0){a=f[m+64>>2]|0;if(a|0)tOb(a)}oDb(n);aEb(m,42948);jDb(l);n=e;u=o;return n|0}function fxb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;xEb(a);f[a>>2]=42888;f[a+32>>2]=0;f[a+36>>2]=0;f[a+40>>2]=0;c=a+52|0;i=a+68|0;e=c;g=e+44|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));d[c+44>>1]=0;b[c+46>>0]=0;c=a+4|0;WNb(h,c);g=ZNb(h,262688)|0;YFb(h);if(!g){i=f[a>>2]|0;i=i+12|0;i=f[i>>2]|0;Sg[i&255](a,0,4096)|0;u=j;return}WNb(h,c);g=XFb(h,262688)|0;f[i>>2]=g;YFb(h);i=f[i>>2]|0;i=(Pg[f[(f[i>>2]|0)+28>>2]&1023](i)|0)&1;b[a+98>>0]=i;i=f[a>>2]|0;i=i+12|0;i=f[i>>2]|0;Sg[i&255](a,0,4096)|0;u=j;return}function gxb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=a+64|0;if(!(f[l>>2]|0)){l=0;u=m;return l|0}j=a+68|0;c=f[j>>2]|0;if(!c)vd();i=a+92|0;d=f[i>>2]|0;do if(!(d&16)){if(d&8|0){e=a+80|0;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;do if(!(b[a+98>>0]|0)){e=Pg[f[(f[c>>2]|0)+24>>2]&1023](c)|0;h=a+36|0;g=f[h>>2]|0;c=(f[a+40>>2]|0)-g|0;if((e|0)>0){d=0;c=(X((f[a+16>>2]|0)-(f[a+12>>2]|0)|0,e)|0)+c|0;break}d=f[a+12>>2]|0;if((d|0)==(f[a+16>>2]|0))d=0;else{e=f[j>>2]|0;j=a+32|0;g=Vg[f[(f[e>>2]|0)+32>>2]&31](e,k,f[j>>2]|0,g,d-(f[a+8>>2]|0)|0)|0;d=1;c=c-g+(f[h>>2]|0)-(f[j>>2]|0)|0}}else{d=0;c=(f[a+16>>2]|0)-(f[a+12>>2]|0)|0}while(0);if(KBb(f[l>>2]|0,0-c|0,1)|0){l=-1;u=m;return l|0}if(d){j=k;k=f[j+4>>2]|0;l=a+72|0;f[l>>2]=f[j>>2];f[l+4>>2]=k}l=f[a+32>>2]|0;f[a+40>>2]=l;f[a+36>>2]=l;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[i>>2]=0}}else{if((f[a+24>>2]|0)!=(f[a+20>>2]|0))if((Rg[f[(f[a>>2]|0)+52>>2]&255](a,-1)|0)==-1){l=-1;u=m;return l|0}e=a+72|0;g=a+32|0;c=a+52|0;a:while(1){i=f[j>>2]|0;d=f[g>>2]|0;d=Vg[f[(f[i>>2]|0)+20>>2]&31](i,e,d,d+(f[c>>2]|0)|0,k)|0;i=f[g>>2]|0;a=(f[k>>2]|0)-i|0;if((vCb(i,1,a,f[l>>2]|0)|0)!=(a|0)){c=-1;d=24;break}switch(d|0){case 1:break;case 2:{c=-1;d=24;break a}default:{d=10;break a}}}if((d|0)==10){if(!(OBb(f[l>>2]|0)|0))break;else c=-1;u=m;return c|0}else if((d|0)==24){u=m;return c|0}}while(0);l=0;u=m;return l|0}function hxb(a){a=a|0;var c=0,d=0;f[a>>2]=42888;c=a+64|0;d=f[c>>2]|0;if(d|0){gxb(a)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+96>>0]|0){c=f[a+32>>2]|0;if(c|0)tOb(c)}if(b[a+97>>0]|0){c=f[a+56>>2]|0;if(c|0)tOb(c)}oDb(a);return}function ixb(a){a=a|0;var c=0,d=0;f[a>>2]=42888;c=a+64|0;d=f[c>>2]|0;if(d|0){gxb(a)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+96>>0]|0){c=f[a+32>>2]|0;if(c|0)tOb(c)}if(b[a+97>>0]|0){c=f[a+56>>2]|0;if(c|0)tOb(c)}oDb(a);sOb(a);return}function jxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262688)|0;f[a+68>>2]=c;e=a+98|0;g=b[e>>0]|0;c=Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0;b[e>>0]=c&1;if((g&255|0)==(c&1|0))return;d=a+8|0;g=a+96|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;d=(b[g>>0]|0)!=0;if(c){e=a+32|0;if(d){c=f[e>>2]|0;if(c|0)tOb(c)}d=a+97|0;b[g>>0]=b[d>>0]|0;g=a+60|0;f[a+52>>2]=f[g>>2];a=a+56|0;f[e>>2]=f[a>>2];f[g>>2]=0;f[a>>2]=0;b[d>>0]=0;return}if(!d){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(a+44|0)){e=f[a+52>>2]|0;f[a+60>>2]=e;f[a+56>>2]=d;b[a+97>>0]=0;a=qOb(e)|0;f[c>>2]=a;b[g>>0]=1;return}}g=f[a+52>>2]|0;f[a+60>>2]=g;g=qOb(g)|0;f[a+56>>2]=g;b[a+97>>0]=1;return}function kxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=a+8|0;j=a+96|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;if(b[j>>0]|0){e=f[a+32>>2]|0;if(e|0)tOb(e)}i=a+97|0;if(b[i>>0]|0){e=f[a+56>>2]|0;if(e|0)tOb(e)}e=a+52|0;f[e>>2]=d;if(d>>>0>8){e=b[a+98>>0]|0;if((c|0)!=0&e<<24>>24!=0){g=0;h=c}else{g=1;h=qOb(d)|0}f[a+32>>2]=h}else{f[a+32>>2]=a+44;f[e>>2]=8;g=0;e=b[a+98>>0]|0}b[j>>0]=g;if(e<<24>>24){f[a+60>>2]=0;c=0;d=0;j=a+56|0;f[j>>2]=d;b[i>>0]=c;return a|0}e=(d|0)>8?d:8;f[a+60>>2]=e;if((c|0)!=0&e>>>0>7){j=0;d=c;c=a+56|0;f[c>>2]=d;b[i>>0]=j;return a|0}c=1;d=qOb(e)|0;j=a+56|0;f[j>>2]=d;b[i>>0]=c;return a|0}function lxb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;g=f[b+68>>2]|0;if(!g)vd();g=Pg[f[(f[g>>2]|0)+24>>2]&1023](g)|0;h=b+64|0;if(!(f[h>>2]|0)){g=0;h=0;b=-1;c=-1}else if(((c|0)!=0|(d|0)!=0)&(g|0)<1){g=0;h=0;b=-1;c=-1}else if(e>>>0<3&(Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0)==0){i=f[h>>2]|0;d=WPb(g|0,((g|0)<0)<<31>>31|0,c|0,d|0)|0;if(!(KBb(i,(g|0)>0?d:0,e)|0)){c=tCb(f[h>>2]|0)|0;h=b+72|0;g=f[h>>2]|0;h=f[h+4>>2]|0;b=c;c=((c|0)<0)<<31>>31}else{g=0;h=0;b=-1;c=-1}}else{g=0;h=0;b=-1;c=-1}i=a;f[i>>2]=g;f[i+4>>2]=h;i=a+8|0;f[i>>2]=b;f[i+4>>2]=c;return}function mxb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;d=b+64|0;if(f[d>>2]|0)if(!(Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0))if(!(KBb(f[d>>2]|0,f[c+8>>2]|0,0)|0)){e=c;d=f[e+4>>2]|0;b=b+72|0;f[b>>2]=f[e>>2];f[b+4>>2]=d;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];return}else{e=a;f[e>>2]=0;f[e+4>>2]=0;e=a+8|0;f[e>>2]=-1;f[e+4>>2]=-1;return}e=a;f[e>>2]=0;f[e+4>>2]=0;e=a+8|0;f[e>>2]=-1;f[e+4>>2]=-1;return}function nxb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;t=u;u=u+16|0;s=t+4|0;o=t;m=a+64|0;if(!(f[m>>2]|0)){s=-1;u=t;return s|0}c=a+92|0;if(!(f[c>>2]&8)){f[a+24>>2]=0;f[a+20>>2]=0;f[a+28>>2]=0;q=(b[a+98>>0]|0)==0;r=f[(q?a+56|0:a+32|0)>>2]|0;q=r+(f[(q?a+60|0:a+52|0)>>2]|0)|0;f[a+8>>2]=r;r=a+12|0;f[r>>2]=q;f[a+16>>2]=q;f[c>>2]=8;d=1;c=q}else{c=a+12|0;d=0;r=c;c=f[c>>2]|0}if(!c){e=s+1|0;f[a+8>>2]=s;f[r>>2]=e;f[a+16>>2]=e}else e=c;q=a+16|0;if(d){c=f[q>>2]|0;n=0}else{c=f[q>>2]|0;n=(c-(f[a+8>>2]|0)|0)/2|0;n=n>>>0<4?n:4}do if((e|0)==(c|0)){c=a+8|0;cQb(f[c>>2]|0,e+(0-n)|0,n|0)|0;if(b[a+98>>0]|0){d=f[c>>2]|0;d=JBb(d+n|0,1,(f[q>>2]|0)-n-d|0,f[m>>2]|0)|0;if(!d){d=-1;break}p=(f[c>>2]|0)+n|0;f[r>>2]=p;f[q>>2]=p+d;d=h[p>>0]|0;break}k=a+40|0;j=f[k>>2]|0;l=a+36|0;d=f[l>>2]|0;g=j;e=d;if((j|0)==(d|0)){j=a+32|0;d=g}else{j=a+32|0;cQb(f[j>>2]|0,d|0,g-e|0)|0;e=f[l>>2]|0;d=f[k>>2]|0}g=f[j>>2]|0;e=g+(d-e)|0;f[l>>2]=e;if((g|0)==(a+44|0))d=8;else d=f[a+52>>2]|0;v=g+d|0;f[k>>2]=v;g=a+60|0;d=(f[g>>2]|0)-n|0;v=v-e|0;i=a+72|0;y=i;x=f[y+4>>2]|0;w=a+80|0;f[w>>2]=f[y>>2];f[w+4>>2]=x;e=JBb(e,1,v>>>0<d>>>0?v:d,f[m>>2]|0)|0;if(!e)d=-1;else{d=f[a+68>>2]|0;if(!d)vd();x=(f[l>>2]|0)+e|0;f[k>>2]=x;y=f[c>>2]|0;if((_g[f[(f[d>>2]|0)+16>>2]&15](d,i,f[j>>2]|0,x,l,y+n|0,y+(f[g>>2]|0)|0,o)|0)==3){d=f[j>>2]|0;e=f[k>>2]|0;f[c>>2]=d;p=25}else{e=f[o>>2]|0;d=(f[c>>2]|0)+n|0;if((e|0)==(d|0))d=-1;else p=25}if((p|0)==25){f[r>>2]=d;f[q>>2]=e;d=h[d>>0]|0}}}else{d=h[e>>0]|0;c=a+8|0}while(0);if((f[c>>2]|0)==(s|0)){f[c>>2]=0;f[r>>2]=0;f[q>>2]=0}y=d;u=t;return y|0}function oxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;if(!(f[a+64>>2]|0)){g=-1;return g|0}g=a+12|0;e=f[g>>2]|0;if((f[a+8>>2]|0)>>>0>=e>>>0){g=-1;return g|0}if((c|0)==-1){f[g>>2]=e+-1;g=0;return g|0}if(!(f[a+88>>2]&16)){d=c&255;a=e+-1|0;if((b[a>>0]|0)!=d<<24>>24){g=-1;return g|0}}else{d=c&255;a=e+-1|0}f[g>>2]=a;b[a>>0]=d;g=c;return g|0}function pxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;h=y+8|0;t=y+4|0;v=y;w=a+64|0;if(!(f[w>>2]|0)){x=-1;u=y;return x|0}e=a+92|0;if(!(f[e>>2]&16)){f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;d=f[a+52>>2]|0;do if(d>>>0>8)if(!(b[a+98>>0]|0)){g=f[a+56>>2]|0;d=g+((f[a+60>>2]|0)+-1)|0;break}else{g=f[a+32>>2]|0;d=g+(d+-1)|0;break}else{d=0;g=0}while(0);f[a+24>>2]=g;o=a+20|0;f[o>>2]=g;r=a+28|0;f[r>>2]=d;f[e>>2]=16;q=o;n=r;s=g;p=d}else{o=a+20|0;g=f[o>>2]|0;p=a+28|0;q=o;n=p;r=p;s=g;p=f[p>>2]|0}m=(c|0)==-1;d=a+24|0;e=f[d>>2]|0;if(!m){if(!e){f[d>>2]=h;f[o>>2]=h;f[n>>2]=h+1;e=h}b[e>>0]=c;e=(f[d>>2]|0)+1|0;f[d>>2]=e;g=f[o>>2]|0}a:do if((e|0)==(g|0))x=32;else{b:do if(!(b[a+98>>0]|0)){k=a+32|0;h=f[k>>2]|0;f[t>>2]=h;l=a+68|0;i=f[l>>2]|0;if(!i)vd();j=a+72|0;a=a+52|0;g=_g[f[(f[i>>2]|0)+12>>2]&15](i,j,g,e,v,h,h+(f[a>>2]|0)|0,t)|0;e=f[o>>2]|0;c:do if((f[v>>2]|0)!=(e|0)){while(1){if((g|0)==3){x=21;break}if(g>>>0>=2)break c;h=f[k>>2]|0;i=(f[t>>2]|0)-h|0;if((vCb(h,1,i,f[w>>2]|0)|0)!=(i|0))break c;if((g|0)!=1){x=28;break}g=f[v>>2]|0;h=f[d>>2]|0;f[q>>2]=g;f[n>>2]=h;e=g;g=e+(h-g)|0;f[d>>2]=g;h=f[l>>2]|0;if(!h){x=19;break}i=f[k>>2]|0;g=_g[f[(f[h>>2]|0)+12>>2]&15](h,j,e,g,v,i,i+(f[a>>2]|0)|0,t)|0;e=f[o>>2]|0;if((f[v>>2]|0)==(e|0))break c}if((x|0)==19)vd();else if((x|0)==21){v=(f[d>>2]|0)-e|0;if((vCb(e,1,v,f[w>>2]|0)|0)!=(v|0))break}break b}while(0);d=-1;break a}else{v=e-g|0;if((vCb(g,1,v,f[w>>2]|0)|0)!=(v|0)){d=-1;break a}}while(0);f[d>>2]=s;f[q>>2]=s;f[r>>2]=p;x=32}while(0);if((x|0)==32)d=m?0:c;x=d;u=y;return x|0}function qxb(a){a=a|0;var c=0,d=0,e=0,g=0;f[a>>2]=42852;e=a+108|0;f[e>>2]=42872;g=a+8|0;f[g>>2]=42888;c=a+72|0;d=f[c>>2]|0;if(d|0){gxb(g)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+104>>0]|0){c=f[a+40>>2]|0;if(c|0)tOb(c)}if(b[a+105>>0]|0){c=f[a+64>>2]|0;if(c|0)tOb(c)}oDb(g);aEb(a,42948);jDb(e);return}function rxb(a){a=a|0;var c=0,d=0,e=0,g=0;f[a>>2]=42852;e=a+108|0;f[e>>2]=42872;g=a+8|0;f[g>>2]=42888;c=a+72|0;d=f[c>>2]|0;if(d|0){gxb(g)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+104>>0]|0){c=f[a+40>>2]|0;if(c|0)tOb(c)}if(b[a+105>>0]|0){c=f[a+64>>2]|0;if(c|0)tOb(c)}oDb(g);aEb(a,42948);jDb(e);sOb(a);return}function sxb(a){a=a|0;var c=0,d=0,e=0,g=0;d=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[d>>2]=42852;e=d+108|0;f[e>>2]=42872;g=d+8|0;f[g>>2]=42888;a=d+72|0;c=f[a>>2]|0;if(c|0){gxb(g)|0;if(!(MBb(c)|0))f[a>>2]=0}if(b[d+104>>0]|0){a=f[d+40>>2]|0;if(a|0)tOb(a)}if(b[d+105>>0]|0){a=f[d+64>>2]|0;if(a|0)tOb(a)}oDb(g);aEb(d,42948);jDb(e);return}function txb(a){a=a|0;rxb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function uxb(a){a=a|0;f[a>>2]=42968;Af();return}function vxb(a){a=a|0;f[a>>2]=42968;Af();sOb(a);return}function wxb(a){a=a|0;f[a>>2]=42968;Bf();return}function xxb(a,b,c){a=a|0;b=b|0;c=c|0;Cf(a|0,c|0,178,b|0);return 1}function yxb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;Fh[f[(f[c>>2]|0)+8>>2]&255](c,a,b,d);return}function zxb(a){a=a|0;Af();return}function Axb(a){a=a|0;f[a>>2]=42984;return}function Bxb(a){a=a|0;return}function Cxb(a){a=a|0;yf()}function Dxb(a,b,c){a=a|0;b=b|0;c=c|0;Df(b|0,c|0);return}function Exb(){f[64804]=0;f[64805]=0;f[64806]=0;return}function Fxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+1056|0;h=i+8|0;g=i;e=i+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,245428)|0;LOb(259216,34);KOb(259216,245439)|0;j3a(e,c);c=e+11|0;j=b[c>>0]|0;k=j<<24>>24<0;JOb(259216,k?f[e>>2]|0:e,k?f[e+4>>2]|0:j&255)|0;if((b[c>>0]|0)<0)sOb(f[e>>2]|0);LOb(259216,34);f[g>>2]=69;ABb(e,245455,g)|0;KOb(259216,245458)|0;KOb(259216,e)|0;LOb(259216,34);k=uyb()|0;f[h>>2]=k;ABb(e,245455,h)|0;KOb(259216,245478)|0;KOb(259216,e)|0;LOb(259216,34);KOb(259216,245499)|0;j3a(h,d);k=h+11|0;j=b[k>>0]|0;g=j<<24>>24<0;JOb(259216,g?f[h>>2]|0:h,g?f[h+4>>2]|0:j&255)|0;if((b[k>>0]|0)>=0){LOb(259216,34);LOb(259216,125);k=b[259227]|0;g=k<<24>>24<0;j=f[64804]|0;h=f[64805]|0;k=k&255;j=g?j:259216;k=g?h:k;Dxb(a,j,k);u=i;return}sOb(f[h>>2]|0);LOb(259216,34);LOb(259216,125);k=b[259227]|0;g=k<<24>>24<0;j=f[64804]|0;h=f[64805]|0;k=k&255;j=g?j:259216;k=g?h:k;Dxb(a,j,k);u=i;return}function Gxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+96|0;k=r+16|0;j=r+8|0;i=r;h=r+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,245518)|0;LOb(259216,34);if(d|0){f[i>>2]=d;ABb(h,245455,i)|0;KOb(259216,245535)|0;KOb(259216,h)|0}if(e|0){f[j>>2]=e;ABb(h,245455,j)|0;KOb(259216,245549)|0;KOb(259216,h)|0}if(g!=-1.0){p[k>>3]=g;ABb(h,245564,k)|0;KOb(259216,245567)|0;KOb(259216,h)|0}d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)==(q|0)){LOb(259216,125);q=b[259227]|0;m=q<<24>>24<0;o=f[64804]|0;n=f[64805]|0;q=q&255;o=m?o:259216;q=m?n:q;Dxb(a,o,q);u=r;return}else{e=0;h=0;i=0;j=0;k=0;c=0;l=0;m=0;n=0;o=0}do{a:do switch(f[d>>2]|0){case 1:{if(e)e=1;else if(!(b[d+4>>0]|0)){KOb(259216,245605)|0;e=1;break a}else{KOb(259216,245584)|0;e=1;break a}break}case 2:{if(h)h=1;else if(!(b[d+4>>0]|0)){KOb(259216,245657)|0;h=1;break a}else{KOb(259216,245627)|0;h=1;break a}break}case 4:{if(o)o=1;else if(!(b[d+4>>0]|0)){KOb(259216,245710)|0;o=1;break a}else{KOb(259216,245688)|0;o=1;break a}break}case 8:{if(n)n=1;else if(!(b[d+4>>0]|0)){KOb(259216,245765)|0;n=1;break a}else{KOb(259216,245733)|0;n=1;break a}break}case 16:{if(m)m=1;else if(!(b[d+4>>0]|0)){KOb(259216,245828)|0;m=1;break a}else{KOb(259216,245798)|0;m=1;break a}break}case 32:{if(l)l=1;else if(!(b[d+4>>0]|0)){KOb(259216,245895)|0;l=1;break a}else{KOb(259216,245859)|0;l=1;break a}break}case 64:{if(c)c=1;else if(!(b[d+4>>0]|0)){KOb(259216,245971)|0;c=1;break a}else{KOb(259216,245932)|0;c=1;break a}break}case 128:{if(k)k=1;else if(!(b[d+4>>0]|0)){KOb(259216,246057)|0;k=1;break a}else{KOb(259216,246011)|0;k=1;break a}break}case 256:{if(j)j=1;else if(!(b[d+4>>0]|0)){KOb(259216,246142)|0;j=1;break a}else{KOb(259216,246104)|0;j=1;break a}break}case 0:{if(i)i=1;else if(!(b[d+4>>0]|0))i=1;else{KOb(259216,246181)|0;i=1}break}default:{}}while(0);d=d+8|0}while((d|0)!=(q|0));LOb(259216,125);q=b[259227]|0;m=q<<24>>24<0;o=f[64804]|0;n=f[64805]|0;q=q&255;o=m?o:259216;q=m?n:q;Dxb(a,o,q);u=r;return}function Hxb(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=+e;g=+g;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;h=k+16|0;i=k+8|0;j=k;p[h>>3]=d;p[i>>3]=e;p[j>>3]=g;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);if(c|0){KOb(259216,246209)|0;Ixb(c,12)}if(d>0.0){KOb(259216,246225)|0;Ixb(h,1)}if(g>0.0){KOb(259216,246245)|0;Ixb(j,1)}if(!(e>0.0)){LOb(259216,125);j=b[259227]|0;c=j<<24>>24<0;i=f[64804]|0;h=f[64805]|0;j=j&255;i=c?i:259216;j=c?h:j;Dxb(a,i,j);u=k;return}KOb(259216,246265)|0;Ixb(i,1);LOb(259216,125);j=b[259227]|0;c=j<<24>>24<0;i=f[64804]|0;h=f[64805]|0;j=j&255;i=c?i:259216;j=c?h:j;Dxb(a,i,j);u=k;return}function Ixb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+160|0;g=k+136|0;h=k;if(!c){KOb(259216,246284)|0;u=k;return}LOb(259216,91);i=h+4|0;f[h>>2]=15100;j=h+56|0;f[j>>2]=15120;tEb(h+56|0,i);f[h+128>>2]=0;f[h+132>>2]=-1;f[h>>2]=39656;f[h+56>>2]=39676;xEb(i);f[i>>2]=39692;e=h+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[h+52>>2]=16;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;k3a(i,g);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);d=h+(f[(f[h>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-261|256;f[h+(f[(f[h>>2]|0)+-12>>2]|0)+8>>2]=17;NEb(h,+p[a>>3])|0;if(c>>>0>1){d=1;do{b[g>>0]=44;l=m3a(h,g,1)|0;NEb(l,+p[a+(d<<3)>>3])|0;d=d+1|0}while((d|0)!=(c|0))}l3a(g,i);l=g+11|0;c=b[l>>0]|0;a=c<<24>>24<0;JOb(259216,a?f[g>>2]|0:g,a?f[g+4>>2]|0:c&255)|0;if((b[l>>0]|0)<0)sOb(f[g>>2]|0);LOb(259216,93);f[h>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(i);kEb(h,39752);jDb(j);u=k;return}function Jxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+80|0;h=i;g=i+8|0;if(!c){u=i;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246287)|0;LOb(259216,34);f[h>>2]=e;ABb(g,245455,h)|0;KOb(259216,245549)|0;KOb(259216,g)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function Kxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+160|0;l=p+136|0;m=p;if(!c){KOb(259216,246321)|0;u=p;return}LOb(259216,91);n=m+4|0;f[m>>2]=15100;o=m+56|0;f[o>>2]=15120;tEb(m+56|0,n);f[m+128>>2]=0;f[m+132>>2]=-1;f[m>>2]=39656;f[m+56>>2]=39676;xEb(n);f[n>>2]=39692;k=m+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[m+52>>2]=16;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;k3a(n,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);KEb(m,c)|0;b[l>>0]=44;d=m3a(m,l,1)|0;d=m3a(KEb(d,f[a>>2]|0)|0,246325,2)|0;KEb(d,f[a+4>>2]|0)|0;d=a;if(c>>>0>1){h=0;j=1;g=f[d>>2]|0;d=f[d+4>>2]|0;while(1){i=a+(j<<3)|0;do if((f[i>>2]|0)==(g|0)){e=a+(j<<3)+4|0;if((f[e>>2]|0)==(d+1|0)){d=h+1|0;break}if(h|0)KEb(m3a(m,246328,2)|0,h)|0;b[l>>0]=44;d=m3a(m,l,1)|0;KEb(d,f[e>>2]|0)|0;d=0}else{if(h|0)KEb(m3a(m,246328,2)|0,h)|0;d=m3a(m,246331,2)|0;d=m3a(KEb(d,f[i>>2]|0)|0,246325,2)|0;e=a+(j<<3)+4|0;KEb(d,f[e>>2]|0)|0;d=0}while(0);j=j+1|0;if((j|0)==(c|0))break;else{h=d;g=f[i>>2]|0;d=f[e>>2]|0}}if(d|0)KEb(m3a(m,246328,2)|0,d)|0}l3a(l,n);c=l+11|0;a=b[c>>0]|0;j=a<<24>>24<0;JOb(259216,j?f[l>>2]|0:l,j?f[l+4>>2]|0:a&255)|0;if((b[c>>0]|0)<0)sOb(f[l>>2]|0);KOb(259216,246334)|0;f[m>>2]=39656;f[o>>2]=39676;f[n>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(n);kEb(m,39752);jDb(o);u=p;return}function Lxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246337)|0;LOb(259216,34);if(e)KOb(259216,246363)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Mxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+80|0;i=j;h=j+8|0;if(!c){u=j;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246383)|0;LOb(259216,34);if(e|0){f[i>>2]=e;ABb(h,245455,i)|0;KOb(259216,245549)|0;KOb(259216,h)|0}if(g)KOb(259216,246415)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);i=b[259227]|0;h=i<<24>>24<0;Dxb(a,h?f[64804]|0:259216,h?f[64805]|0:i&255);u=j;return}function Nxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246428)|0;LOb(259216,34);if(e)KOb(259216,246363)|0;if(g)KOb(259216,246415)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);g=b[259227]|0;e=g<<24>>24<0;Dxb(a,e?f[64804]|0:259216,e?f[64805]|0:g&255);return}function Oxb(a,c){a=a|0;c=c|0;var d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246461)|0;LOb(259216,34);if(c)KOb(259216,246363)|0;LOb(259216,125);c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);return}function Pxb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;l=u;u=u+80|0;k=l;j=l+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246492)|0;LOb(259216,34);if(i|0){f[k>>2]=i;ABb(j,245455,k)|0;KOb(259216,246518)|0;KOb(259216,j)|0}if(e)KOb(259216,246415)|0;if(g)KOb(259216,246536)|0;if(h)KOb(259216,246561)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);k=b[259227]|0;j=k<<24>>24<0;Dxb(a,j?f[64804]|0:259216,j?f[64805]|0:k&255);u=l;return}function Qxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246584)|0;LOb(259216,34);if(d|0){KOb(259216,246312)|0;Kxb(d,c)}if(e|0){KOb(259216,246609)|0;Rxb(e,c*6|0)}LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Rxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+160|0;g=k+136|0;h=k;if(!c){KOb(259216,246284)|0;u=k;return}LOb(259216,91);i=h+4|0;f[h>>2]=15100;j=h+56|0;f[j>>2]=15120;tEb(h+56|0,i);f[h+128>>2]=0;f[h+132>>2]=-1;f[h>>2]=39656;f[h+56>>2]=39676;xEb(i);f[i>>2]=39692;e=h+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[h+52>>2]=16;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;k3a(i,g);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);d=h+(f[(f[h>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-261|256;f[h+(f[(f[h>>2]|0)+-12>>2]|0)+8>>2]=9;MEb(h,+n[a>>2])|0;if(c>>>0>1){d=1;do{b[g>>0]=44;l=m3a(h,g,1)|0;MEb(l,+n[a+(d<<2)>>2])|0;d=d+1|0}while((d|0)!=(c|0))}l3a(g,i);l=g+11|0;c=b[l>>0]|0;a=c<<24>>24<0;JOb(259216,a?f[g>>2]|0:g,a?f[g+4>>2]|0:c&255)|0;if((b[l>>0]|0)<0)sOb(f[g>>2]|0);LOb(259216,93);f[h>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(i);kEb(h,39752);jDb(j);u=k;return}function Sxb(a,c,d){a=a|0;c=c|0;d=d|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246623)|0;LOb(259216,34);if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function Txb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+96|0;n=o+24|0;m=o+16|0;l=o+8|0;k=o;j=o+32|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246662)|0;f[k>>2]=c;ABb(j,246673,k)|0;KOb(259216,j)|0;f[l>>2]=d;ABb(j,246693,l)|0;KOb(259216,j)|0;f[m>>2]=e;ABb(j,246716,m)|0;KOb(259216,j)|0;f[n>>2]=g;ABb(j,246735,n)|0;KOb(259216,j)|0;KOb(259216,246753)|0;Rxb(h,g<<2);KOb(259216,246764)|0;Rxb(i,3);LOb(259216,125);n=b[259227]|0;m=n<<24>>24<0;Dxb(a,m?f[64804]|0:259216,m?f[64805]|0:n&255);u=o;return}function Uxb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0;n=u;u=u+96|0;m=n+16|0;l=n+8|0;k=n;j=n+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246785)|0;f[k>>2]=c;ABb(j,246673,k)|0;KOb(259216,j)|0;f[l>>2]=d;ABb(j,246693,l)|0;KOb(259216,j)|0;f[m>>2]=e;ABb(j,246716,m)|0;KOb(259216,j)|0;KOb(259216,246796)|0;Rxb(g,3);KOb(259216,246811)|0;Rxb(h,3);KOb(259216,246753)|0;Rxb(i,20);LOb(259216,125);m=b[259227]|0;l=m<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:m&255);u=n;return}function Vxb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+96|0;m=n+24|0;l=n+16|0;k=n+8|0;j=n;i=n+32|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246829)|0;f[j>>2]=c;ABb(i,246673,j)|0;KOb(259216,i)|0;f[k>>2]=d;ABb(i,246693,k)|0;KOb(259216,i)|0;f[l>>2]=e;ABb(i,246716,l)|0;KOb(259216,i)|0;KOb(259216,246840)|0;Rxb(g,3);p[m>>3]=h;ABb(i,246858,m)|0;KOb(259216,i)|0;LOb(259216,125);m=b[259227]|0;l=m<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:m&255);u=n;return}function Wxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+80|0;h=i+8|0;g=i;e=i+16|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246878)|0;LOb(259216,34);f[g>>2]=c;ABb(e,246673,g)|0;KOb(259216,e)|0;f[h>>2]=d;ABb(e,246899,h)|0;KOb(259216,e)|0;h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function Xxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;k=u;u=u+96|0;j=k+16|0;i=k+8|0;h=k;g=k+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246923)|0;LOb(259216,34);f[h>>2]=c;ABb(g,246673,h)|0;KOb(259216,g)|0;f[i>>2]=d;ABb(g,246693,i)|0;KOb(259216,g)|0;f[j>>2]=e;ABb(g,246948,j)|0;KOb(259216,g)|0;j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function Yxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246970)|0;LOb(259216,34);KOb(259216,246993)|0;Kxb(d,c);KOb(259216,247007)|0;Kxb(e,c);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Zxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247020)|0;LOb(259216,34);KOb(259216,247039)|0;_xb(d,c);KOb(259216,247048)|0;Rxb(e,c*12|0);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function _xb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+160|0;j=o+136|0;l=o;if(!c){KOb(259216,246321)|0;u=o;return}LOb(259216,91);m=l+4|0;f[l>>2]=15100;n=l+56|0;f[n>>2]=15120;tEb(l+56|0,m);f[l+128>>2]=0;f[l+132>>2]=-1;f[l>>2]=39656;f[l+56>>2]=39676;xEb(m);f[m>>2]=39692;i=l+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[l+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(m,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);KEb(l,c)|0;k=f[a>>2]|0;h=0;e=0;d=k;while(1){if((k|0)==(d+1|0))d=e+1|0;else{if(e|0)KEb(m3a(l,246328,2)|0,e)|0;b[j>>0]=44;KEb(m3a(l,j,1)|0,k)|0;d=0}g=h+1|0;if((g|0)==(c|0))break;p=k;h=g;e=d;k=f[a+(g<<2)>>2]|0;d=p}if(d|0)KEb(m3a(l,246328,2)|0,d)|0;l3a(j,m);p=j+11|0;k=b[p>>0]|0;c=k<<24>>24<0;JOb(259216,c?f[j>>2]|0:j,c?f[j+4>>2]|0:k&255)|0;if((b[p>>0]|0)<0)sOb(f[j>>2]|0);LOb(259216,93);f[l>>2]=39656;f[n>>2]=39676;f[m>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(m);kEb(l,39752);jDb(n);u=o;return}function $xb(a,c,d){a=a|0;c=c|0;d=d|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247058)|0;LOb(259216,34);KOb(259216,247039)|0;_xb(d,c);LOb(259216,125);d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function ayb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+80|0;h=i;g=i+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247073)|0;LOb(259216,34);if(e|0){f[h>>2]=e;ABb(g,245455,h)|0;KOb(259216,246518)|0;KOb(259216,g)|0}KOb(259216,247039)|0;_xb(d,c);LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function byb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+96|0;j=m+16|0;k=m;i=m+24|0;l=d+4|0;if((f[d>>2]|0)==(f[l>>2]|0)){u=m;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247091)|0;LOb(259216,34);f[k>>2]=c;ABb(i,245455,k)|0;KOb(259216,247105)|0;KOb(259216,i)|0;if(h|0){f[j>>2]=h;ABb(i,245455,j)|0;KOb(259216,246518)|0;KOb(259216,i)|0}if(g)KOb(259216,246415)|0;KOb(259216,247122)|0;cyb(e);KOb(259216,247138)|0;c=f[d>>2]|0;g=f[l>>2]|0;if((c|0)!=(g|0)){h=k+11|0;i=k+4|0;do{LOb(259216,34);j3a(k,c);j=b[h>>0]|0;n=j<<24>>24<0;JOb(259216,n?f[k>>2]|0:k,n?f[i>>2]|0:j&255)|0;if((b[h>>0]|0)<0)sOb(f[k>>2]|0);KOb(259216,247179)|0;c=c+112|0}while((c|0)!=(g|0))}c=b[259227]|0;if(c<<24>>24<0){c=(f[64805]|0)+-1|0;f[64805]=c;c=(f[64804]|0)+c|0}else{c=(c&255)+-1|0;b[259227]=c;c=259216+c|0}b[c>>0]=0;LOb(259216,93);KOb(259216,247155)|0;c=f[d>>2]|0;g=f[l>>2]|0;if((c|0)!=(g|0))do{Ixb(c+16|0,12);LOb(259216,44);c=c+112|0}while((c|0)!=(g|0));c=b[259227]|0;if(c<<24>>24<0){c=(f[64805]|0)+-1|0;f[64805]=c;c=(f[64804]|0)+c|0}else{c=(c&255)+-1|0;b[259227]=c;c=259216+c|0}b[c>>0]=0;LOb(259216,93);LOb(259216,125);n=b[259227]|0;l=n<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:n&255);u=m;return}function cyb(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+160|0;c=i+136|0;d=i;e=d+4|0;f[d>>2]=15100;g=d+56|0;f[g>>2]=15120;tEb(d+56|0,e);f[d+128>>2]=0;f[d+132>>2]=-1;f[d>>2]=39656;f[d+56>>2]=39676;xEb(e);f[e>>2]=39692;h=d+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+52>>2]=16;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;k3a(e,c);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);j=d+(f[(f[d>>2]|0)+-12>>2]|0)+4|0;f[j>>2]=f[j>>2]&-261|256;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+8>>2]=17;NEb(d,a)|0;l3a(c,e);j=c+11|0;k=b[j>>0]|0;l=k<<24>>24<0;JOb(259216,l?f[c>>2]|0:c,l?f[c+4>>2]|0:k&255)|0;if((b[j>>0]|0)<0)sOb(f[c>>2]|0);f[d>>2]=39656;f[g>>2]=39676;f[e>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(e);kEb(d,39752);jDb(g);u=i;return}sOb(f[h>>2]|0);oDb(e);kEb(d,39752);jDb(g);u=i;return}function dyb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247182)|0;LOb(259216,34);KOb(259216,247200)|0;f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function eyb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247210)|0;LOb(259216,34);KOb(259216,247239)|0;f[e>>2]=c;f[e+4>>2]=d&255;fyb(e);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function fyb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+160|0;c=i+136|0;d=i;LOb(259216,91);e=d+4|0;f[d>>2]=15100;g=d+56|0;f[g>>2]=15120;tEb(d+56|0,e);f[d+128>>2]=0;f[d+132>>2]=-1;f[d>>2]=39656;f[d+56>>2]=39676;xEb(e);f[e>>2]=39692;h=d+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+52>>2]=16;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;k3a(e,c);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);KEb(d,f[a>>2]|0)|0;b[c>>0]=44;j=m3a(d,c,1)|0;KEb(j,f[a+4>>2]|0)|0;l3a(c,e);a=c+11|0;j=b[a>>0]|0;k=j<<24>>24<0;JOb(259216,k?f[c>>2]|0:c,k?f[c+4>>2]|0:j&255)|0;if((b[a>>0]|0)<0)sOb(f[c>>2]|0);LOb(259216,93);f[d>>2]=39656;f[g>>2]=39676;f[e>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(e);kEb(d,39752);jDb(g);u=i;return}sOb(f[h>>2]|0);oDb(e);kEb(d,39752);jDb(g);u=i;return}function gyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+32|0;h=i;g=i+8|0;c=c&1;c=d?c|2:c;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247248)|0;LOb(259216,34);KOb(259216,247269)|0;f[h>>2]=e?c|4:c;ABb(g,245455,h)|0;KOb(259216,g)|0;KOb(259216,247208)|0;h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function hyb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+48|0;j=k+8|0;i=k;h=k+16|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247278)|0;LOb(259216,34);KOb(259216,246312)|0;Kxb(d,c);f[i>>2]=e&65535;ABb(h,247296,i)|0;KOb(259216,h)|0;f[j>>2]=g&1;ABb(h,247307,j)|0;KOb(259216,h)|0;j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function iyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247320)|0;LOb(259216,34);KOb(259216,247341)|0;if(!c){KOb(259216,247355)|0;d=b[259227]|0;j=d<<24>>24<0;c=f[64804]|0;k=f[64805]|0;d=d&255;c=j?c:259216;d=j?k:d;Dxb(a,c,d);return}else k=0;do{if(k|0)LOb(259216,44);i=f[d+(k<<2)>>2]|0;LOb(259216,91);if(i){j=i<<5;g=0;h=e;while(1){if(g|0)LOb(259216,44);LOb(259216,91);cyb(+p[h>>3]);LOb(259216,44);cyb(+p[h+8>>3]);LOb(259216,44);cyb(+p[h+16>>3]);LOb(259216,44);cyb(+p[h+24>>3]);LOb(259216,93);g=g+1|0;if((g|0)==(i|0))break;else h=h+256|0}e=e+(j<<3)|0}LOb(259216,93);k=k+1|0}while((k|0)!=(c|0));KOb(259216,247355)|0;d=b[259227]|0;j=d<<24>>24<0;c=f[64804]|0;k=f[64805]|0;d=d&255;c=j?c:259216;d=j?k:d;Dxb(a,c,d);return}function jyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247358)|0;LOb(259216,34);KOb(259216,246312)|0;Kxb(d,c);KOb(259216,247372)|0;Rxb(e,3);KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function kyb(a){a=a|0;var c=0,d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247393)|0;KOb(259216,247405)|0;c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);return}function lyb(a,c){a=a|0;c=+c;var d=0,e=0,g=0;g=u;u=u+80|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247408)|0;LOb(259216,34);p[e>>3]=c;ABb(d,247430,e)|0;KOb(259216,d)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function myb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247455)|0;LOb(259216,34);KOb(259216,247470)|0;f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function nyb(a,c){a=a|0;c=+c;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247480)|0;LOb(259216,34);KOb(259216,247504)|0;p[e>>3]=c;ABb(d,245564,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function oyb(a){a=a|0;var c=0,d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247514)|0;LOb(259216,34);KOb(259216,247208)|0;c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);KOb(259216,247208)|0;d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function pyb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+80|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247526)|0;LOb(259216,34);if(c|0){f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,246518)|0;KOb(259216,d)|0}KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function qyb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l+16|0;j=l+8|0;i=l;h=l+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247541)|0;LOb(259216,34);KOb(259216,247548)|0;f[i>>2]=c;ABb(h,245455,i)|0;KOb(259216,h)|0;KOb(259216,247562)|0;f[j>>2]=d;ABb(h,245455,j)|0;KOb(259216,h)|0;KOb(259216,247570)|0;f[k>>2]=e;ABb(h,245455,k)|0;KOb(259216,h)|0;if(!g){KOb(259216,247208)|0;k=b[259227]|0;h=k<<24>>24<0;j=f[64804]|0;i=f[64805]|0;k=k&255;j=h?j:259216;k=h?i:k;Dxb(a,j,k);u=l;return}KOb(259216,246415)|0;KOb(259216,247208)|0;k=b[259227]|0;h=k<<24>>24<0;j=f[64804]|0;i=f[64805]|0;k=k&255;j=h?j:259216;k=h?i:k;Dxb(a,j,k);u=l;return}function ryb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l+16|0;j=l+8|0;i=l;h=l+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247579)|0;LOb(259216,34);if(g|0){f[i>>2]=g;ABb(h,245455,i)|0;KOb(259216,246518)|0;KOb(259216,h)|0}KOb(259216,247548)|0;f[j>>2]=c;ABb(h,245455,j)|0;KOb(259216,h)|0;KOb(259216,247592)|0;f[k>>2]=d;ABb(h,245455,k)|0;KOb(259216,h)|0;KOb(259216,247605)|0;Rxb(e,6);KOb(259216,247208)|0;k=b[259227]|0;j=k<<24>>24<0;Dxb(a,j?f[64804]|0:259216,j?f[64805]|0:k&255);u=l;return}function syb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=u;u=u+16|0;h=i;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247915)|0;LOb(259216,34);g=c?g:g|268435456;KOb(259216,247239)|0;f[h>>2]=d?g|33554432:g;f[h+4>>2]=e;fyb(h);LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function tyb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;k=u;u=u+80|0;j=k;i=k+8|0;if(!d){u=k;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;do switch(c|0){case 1:{c=245428;break}case 2:{c=245518;break}case 3:{c=246197;break}case 4:{c=247091;break}case 5:{c=247073;break}case 6:{c=246287;break}case 7:{c=246337;break}case 8:{c=246383;break}case 9:{c=246428;break}case 10:{c=246461;break}case 11:{c=246492;break}case 12:{c=246584;break}case 13:{c=246623;break}case 14:{c=247541;break}case 15:{c=247579;break}case 16:{c=247514;break}case 17:{c=247526;break}case 18:{c=247182;break}case 19:{c=247455;break}case 20:{c=247480;break}case 21:{c=248054;break}case 22:{c=248037;break}case 23:{c=248019;break}case 24:{c=248001;break}case 25:{c=247980;break}case 26:{c=247961;break}case 27:{c=247936;break}case 28:{c=247915;break}case 29:{c=247879;break}case 30:{c=247840;break}case 31:{c=247797;break}case 32:{c=247751;break}case 33:{c=246639;break}case 34:{c=246878;break}case 35:{c=246923;break}case 36:{c=246970;break}case 37:{c=247020;break}case 38:{c=247058;break}case 39:{c=247210;break}case 40:{c=247248;break}case 41:{c=247278;break}case 42:{c=247320;break}case 43:{c=247358;break}case 44:{c=247408;break}case 45:{c=247393;break}case 46:{c=247732;break}case 47:{c=247711;break}case 48:{c=247687;break}case 49:{c=247683;break}case 50:{c=247679;break}case 51:{c=247664;break}case 52:{c=247649;break}case 53:{c=247634;break}case 54:{c=247618;break}default:c=0}while(0);KOb(259216,c)|0;LOb(259216,34);if(g)KOb(259216,246415)|0;if(h|0){f[j>>2]=h;ABb(i,245455,j)|0;KOb(259216,246518)|0;KOb(259216,i)|0}KOb(259216,248071)|0;Kxb(e,d);LOb(259216,125);j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function uyb(){return -419657338}function vyb(){wyb();return}function wyb(){xyb(0);return}function 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if(!(a&1)){d=f[c>>2]|0;if(!(a&3))return;h=c+(0-d)|0;g=d+b|0;if(h>>>0<e>>>0)return;if((f[64812]|0)==(h|0)){a=j+4|0;b=f[a>>2]|0;if((b&3|0)!=3){i=h;b=g;break}f[64809]=g;f[a>>2]=b&-2;f[h+4>>2]=g|1;f[h+g>>2]=g;return}c=d>>>3;if(d>>>0<256){a=f[h+8>>2]|0;b=f[h+12>>2]|0;if((b|0)==(a|0)){f[64807]=f[64807]&~(1<<c);i=h;b=g;break}else{f[a+12>>2]=b;f[b+8>>2]=a;i=h;b=g;break}}e=f[h+24>>2]|0;a=f[h+12>>2]|0;do if((a|0)==(h|0)){c=h+16|0;b=c+4|0;a=f[b>>2]|0;if(!a){a=f[c>>2]|0;if(!a){a=0;break}else b=c}while(1){c=a+20|0;d=f[c>>2]|0;if(d|0){a=d;b=c;continue}c=a+16|0;d=f[c>>2]|0;if(!d)break;else{a=d;b=c}}f[b>>2]=0}else{i=f[h+8>>2]|0;f[i+12>>2]=a;f[a+8>>2]=i}while(0);if(!e){i=h;b=g}else{b=f[h+28>>2]|0;c=259532+(b<<2)|0;if((f[c>>2]|0)==(h|0)){f[c>>2]=a;if(!a){f[64808]=f[64808]&~(1<<b);i=h;b=g;break}}else{f[e+16+(((f[e+16>>2]|0)!=(h|0)&1)<<2)>>2]=a;if(!a){i=h;b=g;break}}f[a+24>>2]=e;b=h+16|0;c=f[b>>2]|0;if(c|0){f[a+16>>2]=c;f[c+24>>2]=a}b=f[b+4>>2]|0;if(!b){i=h;b=g}else{f[a+20>>2]=b;f[b+24>>2]=a;i=h;b=g}}}else{i=c;h=c}while(0);if(h>>>0>=j>>>0)return;a=j+4|0;d=f[a>>2]|0;if(!(d&1))return;if(!(d&2)){if((f[64813]|0)==(j|0)){j=(f[64810]|0)+b|0;f[64810]=j;f[64813]=i;f[i+4>>2]=j|1;if((i|0)!=(f[64812]|0))return;f[64812]=0;f[64809]=0;return}if((f[64812]|0)==(j|0)){j=(f[64809]|0)+b|0;f[64809]=j;f[64812]=h;f[i+4>>2]=j|1;f[h+j>>2]=j;return}e=(d&-8)+b|0;c=d>>>3;do if(d>>>0<256){b=f[j+8>>2]|0;a=f[j+12>>2]|0;if((a|0)==(b|0)){f[64807]=f[64807]&~(1<<c);break}else{f[b+12>>2]=a;f[a+8>>2]=b;break}}else{g=f[j+24>>2]|0;a=f[j+12>>2]|0;do if((a|0)==(j|0)){c=j+16|0;b=c+4|0;a=f[b>>2]|0;if(!a){a=f[c>>2]|0;if(!a){c=0;break}else 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if(e>>>0>16777215)a=31;else{h=(a+1048320|0)>>>16&8;j=a<<h;g=(j+520192|0)>>>16&4;j=j<<g;a=(j+245760|0)>>>16&2;a=14-(g|h|a)+(j<<a>>>15)|0;a=e>>>(a+7|0)&1|a<<1}d=259532+(a<<2)|0;f[i+28>>2]=a;f[i+20>>2]=0;f[i+16>>2]=0;b=f[64808]|0;c=1<<a;do if(!(b&c)){f[64808]=b|c;f[d>>2]=i;f[i+24>>2]=d;f[i+12>>2]=i;f[i+8>>2]=i}else{b=e<<((a|0)==31?0:25-(a>>>1)|0);c=f[d>>2]|0;while(1){if((f[c+4>>2]&-8|0)==(e|0)){a=73;break}d=c+16+(b>>>31<<2)|0;a=f[d>>2]|0;if(!a){a=72;break}else{b=b<<1;c=a}}if((a|0)==72){f[d>>2]=i;f[i+24>>2]=c;f[i+12>>2]=i;f[i+8>>2]=i;break}else if((a|0)==73){h=c+8|0;j=f[h>>2]|0;f[j+12>>2]=i;f[h>>2]=i;f[i+8>>2]=j;f[i+12>>2]=c;f[i+24>>2]=0;break}}while(0);j=(f[64815]|0)+-1|0;f[64815]=j;if(!j)a=259684;else return;while(1){a=f[a>>2]|0;if(!a)break;else a=a+8|0}f[64815]=-1;return}function aAb(a,b){a=a|0;b=b|0;var c=0,d=0;if(!a){b=_zb(b)|0;return b|0}if(b>>>0>4294967231){b=hAb()|0;f[b>>2]=12;b=0;return b|0}c=bAb(a+-8|0,b>>>0<11?16:b+11&-8)|0;if(c|0){b=c+8|0;return b|0}c=_zb(b)|0;if(!c){b=0;return b|0}d=f[a+-4>>2]|0;d=(d&-8)-((d&3|0)==0?8:4)|0;bQb(c|0,a|0,(d>>>0<b>>>0?d:b)|0)|0;$zb(a);b=c;return b|0}function bAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;m=f[l>>2]|0;c=m&-8;i=a+c|0;if(!(m&3)){if(b>>>0<256){a=0;return a|0}if(c>>>0>=(b+4|0)>>>0)if((c-b|0)>>>0<=f[64927]<<1>>>0)return a|0;a=0;return a|0}if(c>>>0>=b>>>0){c=c-b|0;if(c>>>0<=15)return a|0;k=a+b|0;f[l>>2]=m&1|b|2;f[k+4>>2]=c|3;m=i+4|0;f[m>>2]=f[m>>2]|1;cAb(k,c);return a|0}if((f[64813]|0)==(i|0)){k=(f[64810]|0)+c|0;c=k-b|0;d=a+b|0;if(k>>>0<=b>>>0){a=0;return a|0}f[l>>2]=m&1|b|2;f[d+4>>2]=c|1;f[64813]=d;f[64810]=c;return a|0}if((f[64812]|0)==(i|0)){d=(f[64809]|0)+c|0;if(d>>>0<b>>>0){a=0;return a|0}c=d-b|0;if(c>>>0>15){k=a+b|0;d=a+d|0;f[l>>2]=m&1|b|2;f[k+4>>2]=c|1;f[d>>2]=c;d=d+4|0;f[d>>2]=f[d>>2]&-2;d=k}else{f[l>>2]=m&1|d|2;d=a+d+4|0;f[d>>2]=f[d>>2]|1;d=0;c=0}f[64809]=c;f[64812]=d;return a|0}d=f[i+4>>2]|0;if(d&2|0){a=0;return a|0}j=(d&-8)+c|0;if(j>>>0<b>>>0){a=0;return a|0}k=j-b|0;e=d>>>3;do if(d>>>0<256){d=f[i+8>>2]|0;c=f[i+12>>2]|0;if((c|0)==(d|0)){f[64807]=f[64807]&~(1<<e);break}else{f[d+12>>2]=c;f[c+8>>2]=d;break}}else{h=f[i+24>>2]|0;c=f[i+12>>2]|0;do if((c|0)==(i|0)){e=i+16|0;d=e+4|0;c=f[d>>2]|0;if(!c){c=f[e>>2]|0;if(!c){e=0;break}else g=e}else g=d;while(1){e=c+20|0;d=f[e>>2]|0;if(d|0){c=d;g=e;continue}d=c+16|0;e=f[d>>2]|0;if(!e)break;else{c=e;g=d}}f[g>>2]=0;e=c}else{e=f[i+8>>2]|0;f[e+12>>2]=c;f[c+8>>2]=e;e=c}while(0);if(h|0){c=f[i+28>>2]|0;d=259532+(c<<2)|0;if((f[d>>2]|0)==(i|0)){f[d>>2]=e;if(!e){f[64808]=f[64808]&~(1<<c);break}}else{f[h+16+(((f[h+16>>2]|0)!=(i|0)&1)<<2)>>2]=e;if(!e)break}f[e+24>>2]=h;c=i+16|0;d=f[c>>2]|0;if(d|0){f[e+16>>2]=d;f[d+24>>2]=e}c=f[c+4>>2]|0;if(c|0){f[e+20>>2]=c;f[c+24>>2]=e}}}while(0);if(k>>>0<16){f[l>>2]=j|m&1|2;m=a+j+4|0;f[m>>2]=f[m>>2]|1;return a|0}else{i=a+b|0;f[l>>2]=m&1|b|2;f[i+4>>2]=k|3;m=a+j+4|0;f[m>>2]=f[m>>2]|1;cAb(i,k);return a|0}return 0}function cAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+b|0;c=f[a+4>>2]|0;do if(!(c&1)){e=f[a>>2]|0;if(!(c&3))return;h=a+(0-e)|0;b=e+b|0;if((f[64812]|0)==(h|0)){a=i+4|0;c=f[a>>2]|0;if((c&3|0)!=3)break;f[64809]=b;f[a>>2]=c&-2;f[h+4>>2]=b|1;f[i>>2]=b;return}d=e>>>3;if(e>>>0<256){a=f[h+8>>2]|0;c=f[h+12>>2]|0;if((c|0)==(a|0)){f[64807]=f[64807]&~(1<<d);break}else{f[a+12>>2]=c;f[c+8>>2]=a;break}}g=f[h+24>>2]|0;a=f[h+12>>2]|0;do if((a|0)==(h|0)){d=h+16|0;c=d+4|0;a=f[c>>2]|0;if(!a){a=f[d>>2]|0;if(!a){a=0;break}else c=d}while(1){d=a+20|0;e=f[d>>2]|0;if(e|0){a=e;c=d;continue}d=a+16|0;e=f[d>>2]|0;if(!e)break;else{a=e;c=d}}f[c>>2]=0}else{e=f[h+8>>2]|0;f[e+12>>2]=a;f[a+8>>2]=e}while(0);if(g){c=f[h+28>>2]|0;d=259532+(c<<2)|0;if((f[d>>2]|0)==(h|0)){f[d>>2]=a;if(!a){f[64808]=f[64808]&~(1<<c);break}}else{f[g+16+(((f[g+16>>2]|0)!=(h|0)&1)<<2)>>2]=a;if(!a)break}f[a+24>>2]=g;c=h+16|0;d=f[c>>2]|0;if(d|0){f[a+16>>2]=d;f[d+24>>2]=a}c=f[c+4>>2]|0;if(c){f[a+20>>2]=c;f[c+24>>2]=a}}}else h=a;while(0);a=i+4|0;d=f[a>>2]|0;if(!(d&2)){if((f[64813]|0)==(i|0)){i=(f[64810]|0)+b|0;f[64810]=i;f[64813]=h;f[h+4>>2]=i|1;if((h|0)!=(f[64812]|0))return;f[64812]=0;f[64809]=0;return}if((f[64812]|0)==(i|0)){i=(f[64809]|0)+b|0;f[64809]=i;f[64812]=h;f[h+4>>2]=i|1;f[h+i>>2]=i;return}e=(d&-8)+b|0;c=d>>>3;do if(d>>>0<256){a=f[i+8>>2]|0;b=f[i+12>>2]|0;if((b|0)==(a|0)){f[64807]=f[64807]&~(1<<c);break}else{f[a+12>>2]=b;f[b+8>>2]=a;break}}else{g=f[i+24>>2]|0;b=f[i+12>>2]|0;do if((b|0)==(i|0)){c=i+16|0;a=c+4|0;b=f[a>>2]|0;if(!b){b=f[c>>2]|0;if(!b){c=0;break}else a=c}while(1){c=b+20|0;d=f[c>>2]|0;if(d|0){b=d;a=c;continue}c=b+16|0;d=f[c>>2]|0;if(!d)break;else{b=d;a=c}}f[a>>2]=0;c=b}else{c=f[i+8>>2]|0;f[c+12>>2]=b;f[b+8>>2]=c;c=b}while(0);if(g|0){b=f[i+28>>2]|0;a=259532+(b<<2)|0;if((f[a>>2]|0)==(i|0)){f[a>>2]=c;if(!c){f[64808]=f[64808]&~(1<<b);break}}else{f[g+16+(((f[g+16>>2]|0)!=(i|0)&1)<<2)>>2]=c;if(!c)break}f[c+24>>2]=g;b=i+16|0;a=f[b>>2]|0;if(a|0){f[c+16>>2]=a;f[a+24>>2]=c}b=f[b+4>>2]|0;if(b|0){f[c+20>>2]=b;f[b+24>>2]=c}}}while(0);f[h+4>>2]=e|1;f[h+e>>2]=e;if((h|0)==(f[64812]|0)){f[64809]=e;return}}else{f[a>>2]=d&-2;f[h+4>>2]=b|1;f[h+b>>2]=b;e=b}b=e>>>3;if(e>>>0<256){c=259268+(b<<1<<2)|0;a=f[64807]|0;b=1<<b;if(!(a&b)){f[64807]=a|b;b=c;a=c+8|0}else{a=c+8|0;b=f[a>>2]|0}f[a>>2]=h;f[b+12>>2]=h;f[h+8>>2]=b;f[h+12>>2]=c;return}b=e>>>8;if(!b)b=0;else if(e>>>0>16777215)b=31;else{g=(b+1048320|0)>>>16&8;i=b<<g;d=(i+520192|0)>>>16&4;i=i<<d;b=(i+245760|0)>>>16&2;b=14-(d|g|b)+(i<<b>>>15)|0;b=e>>>(b+7|0)&1|b<<1}d=259532+(b<<2)|0;f[h+28>>2]=b;f[h+20>>2]=0;f[h+16>>2]=0;a=f[64808]|0;c=1<<b;if(!(a&c)){f[64808]=a|c;f[d>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;return}a=e<<((b|0)==31?0:25-(b>>>1)|0);c=f[d>>2]|0;while(1){if((f[c+4>>2]&-8|0)==(e|0)){b=69;break}d=c+16+(a>>>31<<2)|0;b=f[d>>2]|0;if(!b){b=68;break}else{a=a<<1;c=b}}if((b|0)==68){f[d>>2]=h;f[h+24>>2]=c;f[h+12>>2]=h;f[h+8>>2]=h;return}else if((b|0)==69){g=c+8|0;i=f[g>>2]|0;f[i+12>>2]=h;f[g>>2]=h;f[h+8>>2]=i;f[h+12>>2]=c;f[h+24>>2]=0;return}}function dAb(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;a=iAb(f[a+60>>2]|0)|0;f[c>>2]=a;a=gAb(Fc(6,c|0)|0)|0;u=b;return a|0}function eAb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+48|0;k=m+16|0;g=m;e=m+32|0;i=a+28|0;d=f[i>>2]|0;f[e>>2]=d;j=a+20|0;d=(f[j>>2]|0)-d|0;f[e+4>>2]=d;f[e+8>>2]=b;f[e+12>>2]=c;d=d+c|0;h=a+60|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;f[g+8>>2]=2;g=gAb(Bc(146,g|0)|0)|0;a:do if((d|0)==(g|0))l=3;else{b=2;while(1){if((g|0)<0)break;d=d-g|0;o=f[e+4>>2]|0;n=g>>>0>o>>>0;e=n?e+8|0:e;b=b+(n<<31>>31)|0;o=g-(n?o:0)|0;f[e>>2]=(f[e>>2]|0)+o;n=e+4|0;f[n>>2]=(f[n>>2]|0)-o;f[k>>2]=f[h>>2];f[k+4>>2]=e;f[k+8>>2]=b;g=gAb(Bc(146,k|0)|0)|0;if((d|0)==(g|0)){l=3;break a}}f[a+16>>2]=0;f[i>>2]=0;f[j>>2]=0;f[a>>2]=f[a>>2]|32;if((b|0)==2)c=0;else c=c-(f[e+4>>2]|0)|0}while(0);if((l|0)==3){o=f[a+44>>2]|0;f[a+16>>2]=o+(f[a+48>>2]|0);f[i>>2]=o;f[j>>2]=o}u=m;return c|0}function fAb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+32|0;g=e;d=e+20|0;f[g>>2]=f[a+60>>2];f[g+4>>2]=0;f[g+8>>2]=b;f[g+12>>2]=d;f[g+16>>2]=c;if((gAb(zc(140,g|0)|0)|0)<0){f[d>>2]=-1;a=-1}else a=f[d>>2]|0;u=e;return a|0}function gAb(a){a=a|0;var b=0;if(a>>>0>4294963200){b=hAb()|0;f[b>>2]=0-a;a=-1}return a|0}function hAb(){return 259748}function iAb(a){a=a|0;return a|0}function jAb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+32|0;e=g;f[a+36>>2]=135;if(!(f[a>>2]&64)){f[e>>2]=f[a+60>>2];f[e+4>>2]=21523;f[e+8>>2]=g+16;if(Ec(54,e|0)|0)b[a+75>>0]=-1}e=eAb(a,c,d)|0;u=g;return e|0}function kAb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;e=k;i=k+16|0;f[i>>2]=c;g=i+4|0;j=a+48|0;l=f[j>>2]|0;f[g>>2]=d-((l|0)!=0&1);h=a+44|0;f[i+8>>2]=f[h>>2];f[i+12>>2]=l;f[e>>2]=f[a+60>>2];f[e+4>>2]=i;f[e+8>>2]=2;e=gAb(Ac(145,e|0)|0)|0;if((e|0)<1)f[a>>2]=f[a>>2]|e&48^16;else{i=f[g>>2]|0;if(e>>>0>i>>>0){g=f[h>>2]|0;h=a+4|0;f[h>>2]=g;f[a+8>>2]=g+(e-i);if(!(f[j>>2]|0))e=d;else{f[h>>2]=g+1;b[c+(d+-1)>>0]=b[g>>0]|0;e=d}}}u=k;return e|0}function lAb(a){a=a|0;var b=0;b=(mAb(a)|0)==0;return (b?a:a|32)|0}function mAb(a){a=a|0;return (a+-65|0)>>>0<26|0}function nAb(a){a=a|0;var b=0;b=a;while(1)if(!(f[b>>2]|0))break;else b=b+4|0;return b-a>>2|0}function oAb(a,c){a=a|0;c=c|0;var d=0,e=0;d=b[a>>0]|0;e=b[c>>0]|0;if(d<<24>>24==0?1:d<<24>>24!=e<<24>>24)a=e;else{do{a=a+1|0;c=c+1|0;d=b[a>>0]|0;e=b[c>>0]|0}while(!(d<<24>>24==0?1:d<<24>>24!=e<<24>>24));a=e}return (d&255)-(a&255)|0}function pAb(a){a=a|0;var c=0,d=0,e=0;e=a;a:do if(!(e&3))d=4;else{c=e;while(1){if(!(b[a>>0]|0)){a=c;break a}a=a+1|0;c=a;if(!(c&3)){d=4;break}}}while(0);if((d|0)==4){while(1){c=f[a>>2]|0;if(!((c&-2139062144^-2139062144)&c+-16843009))a=a+4|0;else break}if((c&255)<<24>>24)do a=a+1|0;while((b[a>>0]|0)!=0)}return a-e|0}function qAb(){return 43664}function rAb(a){a=a|0;return (a+-97|0)>>>0<26|0}function sAb(a){a=a|0;var b=0;b=(rAb(a)|0)==0;return (b?a:a&95)|0}function tAb(a,b){a=a|0;b=b|0;return uAb(a)|0}function uAb(a){a=a|0;return (a+-48|0)>>>0<10|0}function vAb(a,b,c){a=a|0;b=b|0;c=c|0;c=wAb(a,b,c,-1,0)|0;return c|0}function wAb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+128|0;h=j;f[h>>2]=0;i=h+4|0;f[i>>2]=a;f[h+44>>2]=a;g=h+8|0;f[g>>2]=(a|0)<0?-1:a+2147483647|0;f[h+76>>2]=-1;xAb(h,0);c=yAb(h,c,1,d,e)|0;if(b|0)f[b>>2]=a+((f[i>>2]|0)+(f[h+108>>2]|0)-(f[g>>2]|0));u=j;return c|0}function xAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;f[a+104>>2]=b;c=f[a+8>>2]|0;d=f[a+4>>2]|0;e=c-d|0;f[a+108>>2]=e;f[a+100>>2]=(b|0)!=0&(e|0)>(b|0)?d+b|0:c;return}function yAb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;a:do if(c>>>0>36){g=hAb()|0;f[g>>2]=22;g=0;e=0}else{r=a+4|0;q=a+100|0;do{i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0}while((AAb(i)|0)!=0);b:do switch(i|0){case 43:case 45:{i=((i|0)==45)<<31>>31;j=f[r>>2]|0;if(j>>>0<(f[q>>2]|0)>>>0){f[r>>2]=j+1;p=i;i=h[j>>0]|0;break b}else{p=i;i=zAb(a)|0;break b}}default:p=0}while(0);j=(c|0)==0;do if((c|16|0)==16&(i|0)==48){i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((i|32|0)!=120)if(j){c=8;n=46;break}else{n=32;break}i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((h[249375+i>>0]|0)>15){e=(f[q>>2]|0)==0;if(!e)f[r>>2]=(f[r>>2]|0)+-1;if(!d){xAb(a,0);g=0;e=0;break a}if(e){g=0;e=0;break a}f[r>>2]=(f[r>>2]|0)+-1;g=0;e=0;break a}else{c=16;n=46}}else{c=j?10:c;if(c>>>0>(h[249375+i>>0]|0)>>>0)n=32;else{if(f[q>>2]|0)f[r>>2]=(f[r>>2]|0)+-1;xAb(a,0);g=hAb()|0;f[g>>2]=22;g=0;e=0;break a}}while(0);c:do if((n|0)==32)if((c|0)==10){c=i+-48|0;if(c>>>0<10){i=0;j=c;do{i=(i*10|0)+j|0;c=f[r>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[r>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;j=c+-48|0}while(j>>>0<10&i>>>0<429496729);d=0}else{c=i;i=0;d=0}k=c+-48|0;if(k>>>0<10){j=c;do{c=WPb(i|0,d|0,10,0)|0;l=I;m=((k|0)<0)<<31>>31;o=~m;if(l>>>0>o>>>0|(l|0)==(o|0)&c>>>0>~k>>>0){c=10;n=72;break c}i=QPb(c|0,l|0,k|0,m|0)|0;d=I;c=f[r>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[r>>2]=c+1;j=h[c>>0]|0}else 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i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+64|0;B=F+16|0;C=F;z=F+24|0;D=F+8|0;E=F+20|0;f[B>>2]=c;w=(a|0)!=0;x=z+40|0;y=x;z=z+39|0;A=D+4|0;i=0;c=0;k=0;a:while(1){do if((c|0)>-1)if((i|0)>(2147483647-c|0)){c=hAb()|0;f[c>>2]=75;c=-1;break}else{c=i+c|0;break}while(0);q=f[B>>2]|0;i=b[q>>0]|0;if(!(i<<24>>24)){v=88;break}else j=q;b:while(1){switch(i<<24>>24){case 37:{i=j;v=9;break b}case 0:{i=j;break b}default:{}}t=j+1|0;f[B>>2]=t;i=b[t>>0]|0;j=t}c:do if((v|0)==9)while(1){v=0;if((b[j+1>>0]|0)!=37)break c;i=i+1|0;j=j+2|0;f[B>>2]=j;if((b[j>>0]|0)!=37)break;else v=9}while(0);i=i-q|0;if(w)bBb(a,q,i);if(i|0)continue;t=(uAb(b[(f[B>>2]|0)+1>>0]|0)|0)==0;j=f[B>>2]|0;if(t){r=-1;l=k;i=1}else if((b[j+2>>0]|0)==36){r=(b[j+1>>0]|0)+-48|0;l=1;i=3}else{r=-1;l=k;i=1}i=j+i|0;f[B>>2]=i;j=b[i>>0]|0;t=(j<<24>>24)+-32|0;if(t>>>0>31|(1<<t&75913|0)==0)k=0;else{k=0;do{k=1<<(j<<24>>24)+-32|k;i=i+1|0;f[B>>2]=i;j=b[i>>0]|0;t=(j<<24>>24)+-32|0}while(!(t>>>0>31|(1<<t&75913|0)==0))}if(j<<24>>24==42){if(!(uAb(b[i+1>>0]|0)|0))v=23;else{j=f[B>>2]|0;if((b[j+2>>0]|0)==36){i=j+1|0;f[h+((b[i>>0]|0)+-48<<2)>>2]=10;i=f[g+((b[i>>0]|0)+-48<<3)>>2]|0;l=1;j=j+3|0}else v=23}if((v|0)==23){v=0;if(l|0){c=-1;break}if(w){t=(f[e>>2]|0)+(4-1)&~(4-1);i=f[t>>2]|0;f[e>>2]=t+4}else i=0;l=0;j=(f[B>>2]|0)+1|0}f[B>>2]=j;s=(i|0)<0;t=s?0-i|0:i;k=s?k|8192:k;s=l;i=j}else{i=cBb(B)|0;if((i|0)<0){c=-1;break}t=i;s=l;i=f[B>>2]|0}do if((b[i>>0]|0)==46){if((b[i+1>>0]|0)!=42){f[B>>2]=i+1;n=cBb(B)|0;i=f[B>>2]|0;break}if(uAb(b[i+2>>0]|0)|0){i=f[B>>2]|0;if((b[i+3>>0]|0)==36){n=i+2|0;f[h+((b[n>>0]|0)+-48<<2)>>2]=10;n=f[g+((b[n>>0]|0)+-48<<3)>>2]|0;i=i+4|0;f[B>>2]=i;break}}if(s|0){c=-1;break a}if(w){o=(f[e>>2]|0)+(4-1)&~(4-1);i=f[o>>2]|0;f[e>>2]=o+4}else i=0;o=(f[B>>2]|0)+2|0;f[B>>2]=o;n=i;i=o}else n=-1;while(0);o=0;while(1){if(((b[i>>0]|0)+-65|0)>>>0>57){c=-1;break a}j=i;i=i+1|0;f[B>>2]=i;j=b[(b[j>>0]|0)+-65+(249751+(o*58|0))>>0]|0;l=j&255;if((l+-1|0)>>>0>=8)break;else o=l}if(!(j<<24>>24)){c=-1;break}m=(r|0)>-1;do if(j<<24>>24==19)if(m){c=-1;break a}else v=50;else{if(m){f[h+(r<<2)>>2]=l;m=g+(r<<3)|0;r=f[m+4>>2]|0;v=C;f[v>>2]=f[m>>2];f[v+4>>2]=r;v=50;break}if(!w){c=0;break a}dBb(C,l,e);i=f[B>>2]|0}while(0);if((v|0)==50){v=0;if(!w){i=0;k=s;continue}}j=b[i+-1>>0]|0;j=(o|0)!=0&(j&15|0)==3?j&-33:j;i=k&-65537;r=(k&8192|0)==0?k:i;d:do switch(j|0){case 110:switch((o&255)<<24>>24){case 0:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 1:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 2:{i=f[C>>2]|0;f[i>>2]=c;f[i+4>>2]=((c|0)<0)<<31>>31;i=0;k=s;continue a}case 3:{d[f[C>>2]>>1]=c;i=0;k=s;continue a}case 4:{b[f[C>>2]>>0]=c;i=0;k=s;continue a}case 6:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 7:{i=f[C>>2]|0;f[i>>2]=c;f[i+4>>2]=((c|0)<0)<<31>>31;i=0;k=s;continue a}default:{i=0;k=s;continue a}}case 112:{j=120;i=n>>>0>8?n:8;k=r|8;v=62;break}case 88:case 120:{i=n;k=r;v=62;break}case 111:{j=C;i=f[j>>2]|0;j=f[j+4>>2]|0;m=fBb(i,j,x)|0;k=y-m|0;o=0;l=250215;n=(r&8|0)==0|(n|0)>(k|0)?n:k+1|0;k=r;v=68;break}case 105:case 100:{j=C;i=f[j>>2]|0;j=f[j+4>>2]|0;if((j|0)<0){i=RPb(0,0,i|0,j|0)|0;j=I;k=C;f[k>>2]=i;f[k+4>>2]=j;k=1;l=250215;v=67;break d}else{k=(r&2049|0)!=0&1;l=(r&2048|0)==0?((r&1|0)==0?250215:250217):250216;v=67;break d}}case 117:{j=C;k=0;l=250215;i=f[j>>2]|0;j=f[j+4>>2]|0;v=67;break}case 99:{b[z>>0]=f[C>>2];q=z;o=0;l=250215;m=x;j=1;break}case 109:{j=hAb()|0;j=hBb(f[j>>2]|0)|0;v=72;break}case 115:{j=f[C>>2]|0;j=j|0?j:250225;v=72;break}case 67:{f[D>>2]=f[C>>2];f[A>>2]=0;f[C>>2]=D;n=-1;k=D;v=76;break}case 83:{i=f[C>>2]|0;if(!n){iBb(a,32,t,0,r);i=0;v=85}else{k=i;v=76}break}case 65:case 71:case 70:case 69:case 97:case 103:case 102:case 101:{i=kBb(a,+p[C>>3],t,n,r,j)|0;k=s;continue a}default:{o=0;l=250215;m=x;j=n;i=r}}while(0);e:do if((v|0)==62){r=C;q=f[r>>2]|0;r=f[r+4>>2]|0;m=eBb(q,r,x,j&32)|0;l=(k&8|0)==0|(q|0)==0&(r|0)==0;o=l?0:2;l=l?250215:250215+(j>>4)|0;n=i;i=q;j=r;v=68}else if((v|0)==67){m=gBb(i,j,x)|0;o=k;k=r;v=68}else if((v|0)==72){v=0;r=TAb(j,0,n)|0;k=(r|0)==0;q=j;o=0;l=250215;m=k?j+n|0:r;j=k?n:r-j|0}else if((v|0)==76){v=0;m=k;i=0;j=0;while(1){l=f[m>>2]|0;if(!l)break;j=jBb(E,l)|0;if((j|0)<0|j>>>0>(n-i|0)>>>0)break;i=j+i|0;if(n>>>0>i>>>0)m=m+4|0;else break}if((j|0)<0){c=-1;break a}iBb(a,32,t,i,r);if(!i){i=0;v=85}else{l=0;while(1){j=f[k>>2]|0;if(!j){v=85;break e}j=jBb(E,j)|0;l=j+l|0;if((l|0)>(i|0)){v=85;break e}bBb(a,E,j);if(l>>>0>=i>>>0){v=85;break}else k=k+4|0}}}while(0);if((v|0)==68){v=0;j=(i|0)!=0|(j|0)!=0;i=(n|0)!=0|j;j=y-m+((j^1)&1)|0;q=i?m:x;m=x;j=i?((n|0)>(j|0)?n:j):n;i=(n|0)>-1?k&-65537:k}else if((v|0)==85){v=0;iBb(a,32,t,i,r^8192);i=(t|0)>(i|0)?t:i;k=s;continue}n=m-q|0;m=(j|0)<(n|0)?n:j;r=m+o|0;k=(t|0)<(r|0)?r:t;iBb(a,32,k,r,i);bBb(a,l,o);iBb(a,48,k,r,i^65536);iBb(a,48,m,n,0);bBb(a,q,n);iBb(a,32,k,r,i^8192);i=k;k=s}f:do if((v|0)==88)if(!a)if(!k)c=0;else{c=1;while(1){i=f[h+(c<<2)>>2]|0;if(!i)break;dBb(g+(c<<3)|0,i,e);i=c+1|0;if((c|0)<9)c=i;else{c=i;break}}if((c|0)<10)while(1){if(f[h+(c<<2)>>2]|0){c=-1;break f}if((c|0)<9)c=c+1|0;else{c=1;break}}else c=1}while(0);u=F;return c|0}function $Ab(a){a=a|0;return 0}function aBb(a){a=a|0;return}function bBb(a,b,c){a=a|0;b=b|0;c=c|0;if(!(f[a>>2]&32))sBb(b,c,a)|0;return}function cBb(a){a=a|0;var c=0,d=0;if(!(uAb(b[f[a>>2]>>0]|0)|0))c=0;else{c=0;do{d=f[a>>2]|0;c=(c*10|0)+-48+(b[d>>0]|0)|0;d=d+1|0;f[a>>2]=d}while((uAb(b[d>>0]|0)|0)!=0)}return c|0}function dBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0;a:do if(b>>>0<=20)do switch(b|0){case 9:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;f[a>>2]=b;break a}case 10:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;d=a;f[d>>2]=b;f[d+4>>2]=((b|0)<0)<<31>>31;break a}case 11:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;d=a;f[d>>2]=b;f[d+4>>2]=0;break a}case 12:{d=(f[c>>2]|0)+(8-1)&~(8-1);b=d;e=f[b>>2]|0;b=f[b+4>>2]|0;f[c>>2]=d+8;d=a;f[d>>2]=e;f[d+4>>2]=b;break a}case 13:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;d=(d&65535)<<16>>16;e=a;f[e>>2]=d;f[e+4>>2]=((d|0)<0)<<31>>31;break a}case 14:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;e=a;f[e>>2]=d&65535;f[e+4>>2]=0;break a}case 15:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;d=(d&255)<<24>>24;e=a;f[e>>2]=d;f[e+4>>2]=((d|0)<0)<<31>>31;break a}case 16:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;e=a;f[e>>2]=d&255;f[e+4>>2]=0;break a}case 17:{e=(f[c>>2]|0)+(8-1)&~(8-1);g=+p[e>>3];f[c>>2]=e+8;p[a>>3]=g;break a}case 18:{e=(f[c>>2]|0)+(8-1)&~(8-1);g=+p[e>>3];f[c>>2]=e+8;p[a>>3]=g;break a}default:break a}while(0);while(0);return}function eBb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!((a|0)==0&(c|0)==0))do{d=d+-1|0;b[d>>0]=h[250263+(a&15)>>0]|0|e;a=ZPb(a|0,c|0,4)|0;c=I}while(!((a|0)==0&(c|0)==0));return d|0}function fBb(a,c,d){a=a|0;c=c|0;d=d|0;if(!((a|0)==0&(c|0)==0))do{d=d+-1|0;b[d>>0]=a&7|48;a=ZPb(a|0,c|0,3)|0;c=I}while(!((a|0)==0&(c|0)==0));return d|0}function gBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if(c>>>0>0|(c|0)==0&a>>>0>4294967295){while(1){e=YPb(a|0,c|0,10,0)|0;d=d+-1|0;b[d>>0]=e&255|48;e=a;a=XPb(a|0,c|0,10,0)|0;if(!(c>>>0>9|(c|0)==9&e>>>0>4294967295))break;else c=I}c=a}else c=a;if(c)while(1){d=d+-1|0;b[d>>0]=(c>>>0)%10|0|48;if(c>>>0<10)break;else c=(c>>>0)/10|0}return d|0}function hBb(a){a=a|0;var b=0;b=(qBb()|0)+188|0;return rBb(a,f[b>>2]|0)|0}function iBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0,g=0;g=u;u=u+256|0;f=g;if((c|0)>(d|0)&(e&73728|0)==0){e=c-d|0;dQb(f|0,b<<24>>24|0,(e>>>0<256?e:256)|0)|0;if(e>>>0>255){b=c-d|0;do{bBb(a,f,256);e=e+-256|0}while(e>>>0>255);e=b&255}bBb(a,f,e)}u=g;return}function 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a}else{a=a+1|0;c=c+1|0}}a=(e&255)-(f&255)|0}while(0);return a|0}function ABb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;f[e>>2]=c;c=BBb(a,b,e)|0;u=d;return c|0}function BBb(a,b,c){a=a|0;b=b|0;c=c|0;return YAb(a,2147483647,b,c)|0}function CBb(a){a=a|0;var b=0,c=0,d=0;if((f[a+76>>2]|0)<0)d=3;else if(!($Ab(a)|0))d=3;else{b=a+4|0;c=f[b>>2]|0;if(c>>>0<(f[a+8>>2]|0)>>>0){f[b>>2]=c+1;b=h[c>>0]|0}else b=BAb(a)|0}do if((d|0)==3){b=a+4|0;c=f[b>>2]|0;if(c>>>0<(f[a+8>>2]|0)>>>0){f[b>>2]=c+1;b=h[c>>0]|0;break}else{b=BAb(a)|0;break}}while(0);return b|0}function DBb(a){a=a|0;var b=0,c=0;b=EBb()|0;f[a+56>>2]=f[b>>2];c=f[b>>2]|0;if(c|0)f[c+52>>2]=a;f[b>>2]=a;FBb();return a|0}function EBb(){wc(259832);return 259840}function FBb(){Hc(259832);return}function GBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+1040|0;k=n+8|0;l=n;j=f[b>>2]|0;f[l>>2]=j;m=(a|0)!=0;h=m?d:256;a=m?a:k;g=j;a:do 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if(d){e=d;while(1){i=b[g>>0]|0;if(!(i<<24>>24))break;g=g+1|0;f[a>>2]=i<<24>>24&57343;e=e+-1|0;if(!e)break b;else a=a+4|0}f[a>>2]=0;f[c>>2]=0;d=d-e|0;l=59;break a}while(0);f[c>>2]=g;l=59}while(0);c:while(1){d:do if((l|0)==14){while(1){i=b[g>>0]|0;if(((i&255)+-1|0)>>>0<127)if(!(g&3)){l=f[g>>2]|0;i=l&255;if(!((l+-16843009|l)&-2139062144)){do{g=g+4|0;e=e+-4|0;i=f[g>>2]|0}while(!((i+-16843009|i)&-2139062144|0));i=i&255}}i=i&255;if((i+-1|0)>>>0>=127)break;g=g+1|0;e=e+-1|0}i=i+-194|0;if(i>>>0>50)l=53;else{i=f[43460+(i<<2)>>2]|0;j=g+1|0;l=25;continue c}}else if((l|0)==15){e:do if(e){while(1){i=b[g>>0]|0;do if(((i&255)+-1|0)>>>0<127)if(e>>>0>4&(g&3|0)==0){while(1){i=f[g>>2]|0;if((i+-16843009|i)&-2139062144|0){l=38;break}f[a>>2]=i&255;f[a+4>>2]=h[g+1>>0];f[a+8>>2]=h[g+2>>0];j=g+4|0;i=a+16|0;f[a+12>>2]=h[g+3>>0];e=e+-4|0;if(e>>>0>4){a=i;g=j}else{l=37;break}}if((l|0)==37){a=i;g=j;i=b[j>>0]|0;break}else if((l|0)==38){i=i&255;break}}while(0);i=i&255;if((i+-1|0)>>>0>=127)break;g=g+1|0;f[a>>2]=i;e=e+-1|0;if(!e)break e;else a=a+4|0}i=i+-194|0;if(i>>>0>50){l=53;break d}i=f[43460+(i<<2)>>2]|0;k=e;j=g+1|0;l=43;continue c}while(0);f[c>>2]=g;l=59;continue c}else if((l|0)==25){l=(h[j>>0]|0)>>>3;if((l+-16|l+(i>>26))>>>0>7){g=j;l=52}else{g=j+1|0;if(i&33554432){if((b[g>>0]&-64)<<24>>24!=-128){g=j;l=52;break}g=j+2|0;if(i&524288){if((b[g>>0]&-64)<<24>>24!=-128){g=j;l=52;break}g=j+3|0}}e=e+-1|0;l=14;continue c}}else if((l|0)==43){l=0;e=h[j>>0]|0;g=e>>>3;if((g+-16|g+(i>>26))>>>0>7){g=j;e=k;l=52}else{g=j+1|0;e=e+-128|i<<6;do if((e|0)<0){i=(h[g>>0]|0)+-128|0;if(i>>>0>63){g=j+-1|0;d=a;break d}g=j+2|0;e=i|e<<6;if((e|0)<0){i=(h[g>>0]|0)+-128|0;if(i>>>0>63){g=j+-1|0;d=a;break d}else{g=j+3|0;e=i|e<<6;break}}}while(0);f[a>>2]=e;a=a+4|0;e=k+-1|0;l=15;continue c}}else if((l|0)==59)return d|0;while(0);if((l|0)==52){l=0;g=g+-1|0;if(!i)l=53;else d=a}if((l|0)==53)if(!(b[g>>0]|0)){if(a|0){f[a>>2]=0;f[c>>2]=0}d=d-e|0;l=59;continue}else d=a;l=hAb()|0;f[l>>2]=84;if(!d){d=-1;l=59;continue}f[c>>2]=g;d=-1;l=59}return 0}function IBb(){return qAb()|0}function JBb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;k=X(d,c)|0;d=(c|0)==0?0:d;if((f[e+76>>2]|0)>-1)j=$Ab(e)|0;else j=0;g=e+74|0;h=b[g>>0]|0;b[g>>0]=h+255|h;g=e+4|0;h=f[g>>2]|0;i=(f[e+8>>2]|0)-h|0;if((i|0)>0){i=i>>>0<k>>>0?i:k;bQb(a|0,h|0,i|0)|0;f[g>>2]=(f[g>>2]|0)+i;g=k-i|0;a=a+i|0}else g=k;a:do if(!g)l=13;else{i=e+32|0;while(1){if(CAb(e)|0)break;h=Sg[f[i>>2]&255](e,a,g)|0;if((h+1|0)>>>0<2)break;g=g-h|0;if(!g){l=13;break a}else a=a+h|0}if(j|0)aBb(e);d=((k-g|0)>>>0)/(c>>>0)|0}while(0);if((l|0)==13)if(j)aBb(e);return d|0}function KBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;if((f[a+76>>2]|0)>-1){d=($Ab(a)|0)==0;b=LBb(a,b,c)|0;if(!d)aBb(a)}else b=LBb(a,b,c)|0;return b|0}function LBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;if((c|0)==1)b=b-(f[a+8>>2]|0)+(f[a+4>>2]|0)|0;d=a+20|0;e=a+28|0;if((f[d>>2]|0)>>>0>(f[e>>2]|0)>>>0){Sg[f[a+36>>2]&255](a,0,0)|0;if(!(f[d>>2]|0))b=-1;else g=5}else g=5;if((g|0)==5){f[a+16>>2]=0;f[e>>2]=0;f[d>>2]=0;if((Sg[f[a+40>>2]&255](a,b,c)|0)<0)b=-1;else{f[a+8>>2]=0;f[a+4>>2]=0;f[a>>2]=f[a>>2]&-17;b=0}}return b|0}function MBb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if((f[a+76>>2]|0)>-1)e=$Ab(a)|0;else e=0;NBb(a);g=(f[a>>2]&1|0)!=0;if(!g){d=EBb()|0;c=f[a+52>>2]|0;b=a+56|0;if(c|0)f[c+56>>2]=f[b>>2];b=f[b>>2]|0;if(b|0)f[b+52>>2]=c;if((f[d>>2]|0)==(a|0))f[d>>2]=b;FBb()}b=OBb(a)|0;b=Pg[f[a+12>>2]&1023](a)|0|b;c=f[a+92>>2]|0;if(c|0)$zb(c);if(g){if(e|0)aBb(a)}else $zb(a);return b|0}function NBb(a){a=a|0;var b=0;if(f[a+68>>2]|0){b=f[a+116>>2]|0;a=a+112|0;if(b|0)f[b+112>>2]=f[a>>2];a=f[a>>2]|0;if(!a)a=(QBb()|0)+232|0;else a=a+116|0;f[a>>2]=b}return}function OBb(a){a=a|0;var b=0,c=0;do if(!a){if(!(f[10832]|0))b=0;else b=OBb(f[10832]|0)|0;a=EBb()|0;a=f[a>>2]|0;if(a)do{if((f[a+76>>2]|0)>-1)c=$Ab(a)|0;else c=0;if((f[a+20>>2]|0)>>>0>(f[a+28>>2]|0)>>>0)b=PBb(a)|0|b;if(c|0)aBb(a);a=f[a+56>>2]|0}while((a|0)!=0);FBb()}else{if((f[a+76>>2]|0)<=-1){b=PBb(a)|0;break}c=($Ab(a)|0)==0;b=PBb(a)|0;if(!c)aBb(a)}while(0);return b|0}function PBb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+20|0;h=a+28|0;if((f[g>>2]|0)>>>0>(f[h>>2]|0)>>>0){Sg[f[a+36>>2]&255](a,0,0)|0;if(!(f[g>>2]|0))b=-1;else c=3}else c=3;if((c|0)==3){b=a+4|0;c=f[b>>2]|0;d=a+8|0;e=f[d>>2]|0;if(c>>>0<e>>>0)Sg[f[a+40>>2]&255](a,c-e|0,1)|0;f[a+16>>2]=0;f[h>>2]=0;f[g>>2]=0;f[d>>2]=0;f[b>>2]=0;b=0}return b|0}function QBb(){return qAb()|0}function RBb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+64|0;j=k+40|0;h=k+24|0;g=k+16|0;e=k;i=k+56|0;if(!(SAb(252186,b[c>>0]|0)|0)){d=hAb()|0;f[d>>2]=22;d=0}else{d=_zb(1156)|0;if(!d)d=0;else{dQb(d|0,0,124)|0;if(!(SAb(c,43)|0))f[d>>2]=(b[c>>0]|0)==114?8:4;if(SAb(c,101)|0){f[e>>2]=a;f[e+4>>2]=2;f[e+8>>2]=1;Cc(221,e|0)|0}if((b[c>>0]|0)==97){f[g>>2]=a;f[g+4>>2]=3;c=Cc(221,g|0)|0;if(!(c&1024)){f[h>>2]=a;f[h+4>>2]=4;f[h+8>>2]=c|1024;Cc(221,h|0)|0}e=f[d>>2]|128;f[d>>2]=e}else e=f[d>>2]|0;f[d+60>>2]=a;f[d+44>>2]=d+132;f[d+48>>2]=1024;c=d+75|0;b[c>>0]=-1;if(!(e&8)){f[j>>2]=a;f[j+4>>2]=21523;f[j+8>>2]=i;if(!(Ec(54,j|0)|0))b[c>>0]=10}f[d+32>>2]=138;f[d+36>>2]=135;f[d+40>>2]=136;f[d+12>>2]=553;if(!(f[64939]|0))f[d+76>>2]=-1;DBb(d)|0}}u=k;return d|0}function SBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,L=0;L=u;u=u+288|0;E=L+8|0;F=L+17|0;G=L;H=L+16|0;if((f[a+76>>2]|0)>-1)K=$Ab(a)|0;else K=0;e=b[c>>0]|0;a:do if(!(e<<24>>24))c=0;else{y=a+4|0;z=a+100|0;A=a+108|0;B=a+8|0;C=F+10|0;D=F+33|0;x=E+4|0;m=c;t=0;c=0;g=0;i=e;e=0;b:while(1){c:do if(!(AAb(i&255)|0)){i=(b[m>>0]|0)==37;d:do if(i){j=m+1|0;k=b[j>>0]|0;e:do switch(k<<24>>24){case 37:break d;case 42:{w=0;j=m+2|0;break}default:{if(uAb(k&255)|0)if((b[m+2>>0]|0)==36){w=TBb(d,(h[j>>0]|0)+-48|0)|0;j=m+3|0;break e}v=(f[d>>2]|0)+(4-1)&~(4-1);w=f[v>>2]|0;f[d>>2]=v+4}}while(0);if(!(uAb(h[j>>0]|0)|0))r=0;else{i=0;do{i=(i*10|0)+-48+(h[j>>0]|0)|0;j=j+1|0}while((uAb(h[j>>0]|0)|0)!=0);r=i}m=b[j>>0]|0;k=j+1|0;if(m<<24>>24==109){i=(w|0)!=0&1;g=0;j=k;m=b[k>>0]|0;e=0}else i=0;k=j+1|0;switch(m<<24>>24){case 104:{v=(b[k>>0]|0)==104;m=v?-2:-1;j=v?j+2|0:k;break}case 108:{v=(b[k>>0]|0)==108;m=v?3:1;j=v?j+2|0:k;break}case 106:{m=3;j=k;break}case 116:case 122:{m=1;j=k;break}case 76:{m=2;j=k;break}case 110:case 112:case 67:case 83:case 91:case 99:case 115:case 88:case 71:case 70:case 69:case 65:case 103:case 102:case 101:case 97:case 120:case 117:case 111:case 105:case 100:{m=0;break}default:{J=136;break b}}q=h[j>>0]|0;s=(q&47|0)==3;q=s?q|32:q;s=s?1:m;o=q&255;switch(o<<24>>24){case 99:{r=(r|0)>1?r:1;break}case 91:break;case 110:{UBb(w,s,t,((t|0)<0)<<31>>31);k=t;break c}default:{xAb(a,0);do{k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0}while((AAb(k)|0)!=0);if(!(f[z>>2]|0))k=f[y>>2]|0;else{k=(f[y>>2]|0)+-1|0;f[y>>2]=k}t=(f[A>>2]|0)+t+k-(f[B>>2]|0)|0}}xAb(a,r);m=f[y>>2]|0;k=f[z>>2]|0;if(m>>>0<k>>>0)f[y>>2]=m+1;else{if((zAb(a)|0)<0){J=136;break b}k=f[z>>2]|0}if(k|0)f[y>>2]=(f[y>>2]|0)+-1;f:do switch(o<<24>>24){case 91:case 99:case 115:{v=(q|0)==99;g:do if((q|16|0)==115){dQb(F|0,-1,257)|0;b[F>>0]=0;if((q|0)==115){b[D>>0]=0;b[C>>0]=0;b[C+1>>0]=0;b[C+2>>0]=0;b[C+3>>0]=0;b[C+4>>0]=0}}else{k=j+1|0;o=(b[k>>0]|0)==94;q=o&1;j=o?j+2|0:k;dQb(F|0,q|0,257)|0;b[F>>0]=0;k=b[j>>0]|0;switch(k<<24>>24){case 45:{k=46;J=65;break}case 93:{k=94;J=65;break}default:{}}while(1){if((J|0)==65){J=0;b[F+k>>0]=q^1;k=j+1|0;j=k;k=b[k>>0]|0}h:do switch(k<<24>>24){case 0:{J=136;break b}case 93:break g;case 45:{o=j+1|0;k=b[o>>0]|0;switch(k<<24>>24){case 93:case 0:{k=45;break h}default:{}}j=b[j+-1>>0]|0;if((j&255)<(k&255)){m=(q^1)&255;j=j&255;do{j=j+1|0;b[F+j>>0]=m;k=b[o>>0]|0}while((j|0)<(k&255|0));j=o}else j=o;break}default:{}}while(0);k=(k&255)+1|0;J=65}}while(0);k=v?r+1|0:31;q=(s|0)==1;s=(i|0)!=0;i:do if(q){if(s){e=_zb(k<<2)|0;if(!e){g=0;e=0;J=136;break b}}else e=w;f[E>>2]=0;f[x>>2]=0;o=k;g=0;j:while(1){m=(e|0)==0;do{k:while(1){k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0;if(!(b[F+(k+1)>>0]|0))break j;b[H>>0]=k;switch(xBb(G,H,1,E)|0){case -1:{g=0;J=136;break b}case -2:break;default:break k}}if(!m){f[e+(g<<2)>>2]=f[G>>2];g=g+1|0}}while(!(s&(g|0)==(o|0)));g=o<<1|1;k=aAb(e,g<<2)|0;if(!k){g=0;J=136;break b}else{m=o;o=g;e=k;g=m}}if(!(VBb(E)|0)){g=0;J=136;break b}else{o=g;g=0;m=e}}else{if(s){g=_zb(k)|0;if(!g){g=0;e=0;J=136;break b}else{m=k;e=0}while(1){do{k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0;if(!(b[F+(k+1)>>0]|0)){o=e;m=0;e=0;break i}b[g+e>>0]=k;e=e+1|0}while((e|0)!=(m|0));e=m<<1|1;k=aAb(g,e)|0;if(!k){e=0;J=136;break b}else{o=m;m=e;g=k;e=o}}}if(!w)while(1){e=f[y>>2]|0;if(e>>>0<(f[z>>2]|0)>>>0){f[y>>2]=e+1;e=h[e>>0]|0}else e=zAb(a)|0;if(!(b[F+(e+1)>>0]|0)){o=0;g=0;m=0;e=0;break i}}else g=0;while(1){e=f[y>>2]|0;if(e>>>0<(f[z>>2]|0)>>>0){f[y>>2]=e+1;e=h[e>>0]|0}else e=zAb(a)|0;if(!(b[F+(e+1)>>0]|0)){o=g;g=w;m=0;e=0;break i}b[w+g>>0]=e;g=g+1|0}}while(0);if(!(f[z>>2]|0))k=f[y>>2]|0;else{k=(f[y>>2]|0)+-1|0;f[y>>2]=k}k=k-(f[B>>2]|0)+(f[A>>2]|0)|0;if(!k)break b;if(!((k|0)==(r|0)|v^1))break b;do if(s)if(q){f[w>>2]=m;break}else{f[w>>2]=g;break}while(0);if(!v){if(m|0)f[m+(o<<2)>>2]=0;if(!g){g=0;break f}b[g+o>>0]=0}break}case 120:case 88:case 112:{k=16;J=124;break}case 111:{k=8;J=124;break}case 117:case 100:{k=10;J=124;break}case 105:{k=0;J=124;break}case 71:case 103:case 70:case 102:case 69:case 101:case 65:case 97:{l=+WBb(a,s,0);if((f[A>>2]|0)==((f[B>>2]|0)-(f[y>>2]|0)|0))break b;if(w)switch(s|0){case 0:{n[w>>2]=l;break f}case 1:{p[w>>3]=l;break f}case 2:{p[w>>3]=l;break f}default:break f}break}default:{}}while(0);do if((J|0)==124){J=0;k=yAb(a,k,0,-1,-1)|0;if((f[A>>2]|0)==((f[B>>2]|0)-(f[y>>2]|0)|0))break b;if((w|0)!=0&(q|0)==112){f[w>>2]=k;break}else{UBb(w,s,k,I);break}}while(0);c=c+((w|0)!=0&1)|0;k=(f[A>>2]|0)+t+(f[y>>2]|0)-(f[B>>2]|0)|0;break c}while(0);j=m+(i&1)|0;xAb(a,0);i=f[y>>2]|0;if(i>>>0<(f[z>>2]|0)>>>0){f[y>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((i|0)!=(h[j>>0]|0)){J=22;break b}k=t+1|0}else{j=m;while(1){i=j+1|0;if(!(AAb(h[i>>0]|0)|0))break;else j=i}xAb(a,0);do{i=f[y>>2]|0;if(i>>>0<(f[z>>2]|0)>>>0){f[y>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0}while((AAb(i)|0)!=0);if(!(f[z>>2]|0))i=f[y>>2]|0;else{i=(f[y>>2]|0)+-1|0;f[y>>2]=i}k=(f[A>>2]|0)+t+i-(f[B>>2]|0)|0}while(0);m=j+1|0;i=b[m>>0]|0;if(!(i<<24>>24))break a;else t=k}if((J|0)==22){if(f[z>>2]|0)f[y>>2]=(f[y>>2]|0)+-1;if((c|0)!=0|(i|0)>-1)break;else{c=0;J=137}}else if((J|0)==136)if(!c){c=i;J=137}if((J|0)==137){i=c;c=-1}if(i){$zb(g);$zb(e)}}while(0);if(K|0)aBb(a);u=L;return c|0}function TBb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;f[c>>2]=f[a>>2];while(1){e=(f[c>>2]|0)+(4-1)&~(4-1);a=f[e>>2]|0;f[c>>2]=e+4;if(b>>>0>1)b=b+-1|0;else break}u=d;return a|0}function UBb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;a:do if(a|0)switch(c|0){case -2:{b[a>>0]=e;break a}case -1:{d[a>>1]=e;break a}case 0:{f[a>>2]=e;break a}case 1:{f[a>>2]=e;break a}case 3:{c=a;f[c>>2]=e;f[c+4>>2]=g;break a}default:break a}while(0);return}function VBb(a){a=a|0;if(!a)a=1;else a=(f[a>>2]|0)==0&1;return a|0}function WBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;switch(c|0){case 0:{l=-149;m=24;j=4;break}case 1:{l=-1074;m=53;j=4;break}case 2:{l=-1074;m=53;j=4;break}default:e=0.0}a:do if((j|0)==4){o=a+4|0;n=a+100|0;do{c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0}while((AAb(c)|0)!=0);b:do switch(c|0){case 43:case 45:{i=1-(((c|0)==45&1)<<1)|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;g=h[c>>0]|0;break b}else{g=zAb(a)|0;break b}}default:{g=c;i=1}}while(0);c=0;do{if((g|32|0)!=(b[252173+c>>0]|0))break;do if(c>>>0<7){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0;break}else{g=zAb(a)|0;break}}while(0);c=c+1|0}while(c>>>0<8);c:do switch(c|0){case 8:break;case 3:{j=23;break}default:{k=(d|0)!=0;if(k&c>>>0>3)if((c|0)==8)break c;else{j=23;break c}d:do if(!c){c=0;do{if((g|32|0)!=(b[252182+c>>0]|0))break d;do if(c>>>0<2){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0;break}else{g=zAb(a)|0;break}}while(0);c=c+1|0}while(c>>>0<3)}while(0);switch(c|0){case 3:{c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;if((c|0)==40)c=1;else{if(!(f[n>>2]|0)){e=B;break a}f[o>>2]=(f[o>>2]|0)+-1;e=B;break a}while(1){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0}else g=zAb(a)|0;if(!((g+-48|0)>>>0<10|(g+-65|0)>>>0<26))if(!((g|0)==95|(g+-97|0)>>>0<26))break;c=c+1|0}if((g|0)==41){e=B;break a}g=(f[n>>2]|0)==0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if(!k){o=hAb()|0;f[o>>2]=22;xAb(a,0);e=0.0;break a}if(!c){e=B;break a}while(1){c=c+-1|0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if(!c){e=B;break a}}}case 0:{if((g|0)==48){c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;if((c|32|0)==120){e=+XBb(a,m,l,i,d);break a}if(!(f[n>>2]|0))c=48;else{f[o>>2]=(f[o>>2]|0)+-1;c=48}}else c=g;e=+YBb(a,c,m,l,i,d);break a}default:{if(f[n>>2]|0)f[o>>2]=(f[o>>2]|0)+-1;o=hAb()|0;f[o>>2]=22;xAb(a,0);e=0.0;break a}}}}while(0);if((j|0)==23){g=(f[n>>2]|0)==0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if((d|0)!=0&c>>>0>3)do{if(!g)f[o>>2]=(f[o>>2]|0)+-1;c=c+-1|0}while(c>>>0>3)}e=+(i|0)*C}while(0);return +e}function XBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,i=0,j=0,k=0.0,l=0,m=0,n=0,o=0.0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;y=a+4|0;i=f[y>>2]|0;x=a+100|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0;l=0}else{j=zAb(a)|0;l=0}a:while(1){switch(j|0){case 46:{w=8;break a}case 48:break;default:{s=0;n=0;o=1.0;g=0.0;i=0;m=j;t=l;v=0;u=0;l=0;j=0;break a}}i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0;l=1;continue}else{j=zAb(a)|0;l=1;continue}}if((w|0)==8){i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0}else j=zAb(a)|0;if((j|0)==48){l=0;j=0;do{i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;m=h[i>>0]|0}else m=zAb(a)|0;l=QPb(l|0,j|0,-1,-1)|0;j=I}while((m|0)==48);s=1;n=0;o=1.0;g=0.0;i=0;t=1;v=0;u=0}else{s=1;n=0;o=1.0;g=0.0;i=0;m=j;t=l;v=0;u=0;l=0;j=0}}while(1){q=m+-48|0;p=m|32;if(q>>>0<10)w=20;else{r=(m|0)==46;if(!(r|(p+-97|0)>>>0<6))break;if(r)if(!s){s=1;k=o;r=t;l=u;j=v;q=u;p=v}else{m=46;break}else w=20}if((w|0)==20){w=0;m=(m|0)>57?p+-87|0:q;do if((v|0)<0|(v|0)==0&u>>>0<8){k=o;i=m+(i<<4)|0}else if((v|0)<0|(v|0)==0&u>>>0<14){o=o*.0625;k=o;g=g+o*+(m|0);break}else{t=(n|0)!=0|(m|0)==0;n=t?n:1;k=o;g=t?g:g+o*.5;break}while(0);q=QPb(u|0,v|0,1,0)|0;r=1;p=I}m=f[y>>2]|0;if(m>>>0<(f[x>>2]|0)>>>0){f[y>>2]=m+1;o=k;m=h[m>>0]|0;t=r;v=p;u=q;continue}else{o=k;m=zAb(a)|0;t=r;v=p;u=q;continue}}do if(!t){i=(f[x>>2]|0)==0;if(!i)f[y>>2]=(f[y>>2]|0)+-1;if(!e)xAb(a,0);else{if(!i)f[y>>2]=(f[y>>2]|0)+-1;if(!((s|0)==0|i))f[y>>2]=(f[y>>2]|0)+-1}g=+(d|0)*0.0}else{p=(s|0)==0;q=p?u:l;p=p?v:j;if((v|0)<0|(v|0)==0&u>>>0<8){l=u;j=v;while(1){i=i<<4;w=l;l=QPb(l|0,j|0,1,0)|0;if(!((j|0)<0|(j|0)==0&w>>>0<7)){n=i;break}else j=I}}else n=i;if((m|32|0)==112){j=ZBb(a,e)|0;i=I;if((j|0)==0&(i|0)==-2147483648){if(!e){xAb(a,0);g=0.0;break}if(!(f[x>>2]|0)){j=0;i=0}else{f[y>>2]=(f[y>>2]|0)+-1;j=0;i=0}}}else 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b=b+-48+((f[k>>2]|0)*10|0)|0;f[k>>2]=b;w=w+1|0;y=(w|0)==9;w=y?0:w;j=j+(y&1)|0;s=v?o:s;y=1}while(0);b=f[B>>2]|0;if(b>>>0<(f[C>>2]|0)>>>0){f[B>>2]=b+1;b=h[b>>0]|0}else b=zAb(a)|0;z=b+-48|0;k=(b|0)==46;if(!(k|z>>>0<10)){v=x;k=y;A=29;break b}}b=w;k=(y|0)!=0;A=37}else{w=0;j=0;s=0;k=o;o=0;m=0;A=29}while(0);do if((A|0)==29){z=(v|0)==0;p=z?o:p;n=z?m:n;k=(k|0)!=0;if(!(k&(b|32|0)==101))if((b|0)>-1){b=w;A=37;break}else{b=w;A=39;break}k=ZBb(a,g)|0;b=I;if((k|0)==0&(b|0)==-2147483648){if(!g){xAb(a,0);i=0.0;break}if(!(f[C>>2]|0)){k=0;b=0}else{f[B>>2]=(f[B>>2]|0)+-1;k=0;b=0}}y=QPb(k|0,b|0,p|0,n|0)|0;b=w;n=I;A=41}while(0);if((A|0)==37)if(!(f[C>>2]|0))A=39;else{f[B>>2]=(f[B>>2]|0)+-1;if(k){y=p;A=41}else A=40}if((A|0)==39)if(k){y=p;A=41}else A=40;do if((A|0)==40){F=hAb()|0;f[F>>2]=22;xAb(a,0);i=0.0}else 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+((c|0)==(g|0)&(e|0)==(i|0)?a*0.0:a);if(!d){c=_Pb(h|0,j|0,12)|0;e=I;if((e|0)>-1|(e|0)==-1&c>>>0>4294967295){d=0;do{d=d+-1|0;c=_Pb(c|0,e|0,1)|0;e=I}while((e|0)>-1|(e|0)==-1&c>>>0>4294967295)}else d=0;h=_Pb(h|0,j|0,1-d|0)|0;g=I}else g=j&1048575|1048576;if(!k){e=_Pb(l|0,m|0,12)|0;i=I;if((i|0)>-1|(i|0)==-1&e>>>0>4294967295){c=0;do{c=c+-1|0;e=_Pb(e|0,i|0,1)|0;i=I}while((i|0)>-1|(i|0)==-1&e>>>0>4294967295)}else c=0;l=_Pb(l|0,m|0,1-c|0)|0;k=c;j=I}else j=m&1048575|1048576;e=RPb(h|0,g|0,l|0,j|0)|0;c=I;i=(c|0)>-1|(c|0)==-1&e>>>0>4294967295;b:do if((d|0)>(k|0)){while(1){if(i){if((e|0)==0&(c|0)==0)break}else{e=h;c=g}h=_Pb(e|0,c|0,1)|0;g=I;d=d+-1|0;e=RPb(h|0,g|0,l|0,j|0)|0;c=I;i=(c|0)>-1|(c|0)==-1&e>>>0>4294967295;if((d|0)<=(k|0))break b}b=a*0.0;break a}while(0);if(i){if((e|0)==0&(c|0)==0){b=a*0.0;break}}else{c=g;e=h}if(c>>>0<1048576|(c|0)==1048576&e>>>0<0)do{e=_Pb(e|0,c|0,1)|0;c=I;d=d+-1|0}while(c>>>0<1048576|(c|0)==1048576&e>>>0<0);if((d|0)>0){m=QPb(e|0,c|0,0,-1048576)|0;c=I;d=_Pb(d|0,0,52)|0;c=c|I;d=m|d}else{d=ZPb(e|0,c|0,1-d|0)|0;c=I}f[s>>2]=d;f[s+4>>2]=c|n;b=+p[s>>3]}}while(0);if((o|0)==3){b=a*b;b=b/b}return +b}function dCb(a){a=+a;var b=0;p[s>>3]=a;b=f[s>>2]|0;I=f[s+4>>2]|0;return b|0}function eCb(a,b){a=+a;b=+b;var c=0,d=0;p[s>>3]=a;d=f[s>>2]|0;c=f[s+4>>2]|0;p[s>>3]=b;c=f[s+4>>2]&-2147483648|c&2147483647;f[s>>2]=d;f[s+4>>2]=c;return +(+p[s>>3])}function fCb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;f[e>>2]=c;c=ZAb(a,b,e)|0;u=d;return c|0}function gCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+488>>2]|0;e=f[a+1680>>2]|0;a:{f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243321;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+93>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=243340;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+94>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243360;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+95>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243387;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+96>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243418;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+97>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=37;g=c;h=243449;i=g+37|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+37>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+98>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=243487;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+99>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243505;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+100>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=35;g=c;h=243536;i=g+35|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+35>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+101>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=243572;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+102>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243602;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+103>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=243627;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+104>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=243644;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+105>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243666;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+106>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243690;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+107>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=39;g=c;h=243717;i=g+39|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+39>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+108>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243757;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+109>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=43;g=c;h=243781;i=g+43|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+43>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+110>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243825;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+111>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243850;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;c=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+112>>0]=c;if((b[(a+164|0)+11>>0]|0)>=0){e=f[e>>2]|0;Rub(a+152|0,e);u=a;f[a+2184>>2]=5;break a}sOb(f[(a+164|0)>>2]|0);e=f[e>>2]|0;Rub(a+152|0,e);u=a;f[a+2184>>2]=5;break a}f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function hCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;e=f[a+1680>>2]|0;i=f[a+2040>>2]|0;b[d+72>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=20;g=c;h=242838;i=g+20|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+20>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+73>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242859;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+74>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242878;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+75>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242909;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+76>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242937;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+77>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242960;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+78>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242990;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+79>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=243017;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+80>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=243040;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+81>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243070;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+82>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=243096;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+83>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243116;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+84>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243135;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+85>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243161;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+86>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=243187;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+87>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=243205;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+88>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243222;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+89>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243247;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+90>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=243266;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+91>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243294;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;e=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+92>>0]=e;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);e=pOb(32)|0;f[(a+164|0)>>2]=e;f[a+488>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function iCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+1664>>2]|0;e=f[a+1680>>2]|0;g=f[a+2144>>2]|0;h=f[a+2160>>2]|0;i=f[a+2168>>2]|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+52>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=242388;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+53>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242412;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+54>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=11;g=c;h=242435;i=g+11|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+11>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+55>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=242447;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+56>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242473;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+57>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242504;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+58>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242531;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+59>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=242559;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+60>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=242581;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+61>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242613;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+62>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242643;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+63>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242661;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+64>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=242688;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+65>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242708;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+66>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=12;g=c;h=242731;i=g+12|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+12>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+67>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);f[(a+164|0)>>2]=0;f[(a+164|0)+4>>2]=0;f[(a+164|0)+8>>2]=0;b[((a+164|0)+11|0)>>0]=9;g=a+164|0;h=242744;i=g+9|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[(a+164|0)+9>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+68>>0]=i;if((b[((a+164|0)+11|0)>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242754;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+69>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242784;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+70>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=242802;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+71>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242819;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;e=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;f[a+2040>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function jCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;i=f[a+1280>>2]|0;e=f[a+1680>>2]|0;b[i+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+31>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=241861;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+32>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241893;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+33>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241927;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+34>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241961;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+35>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241984;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+36>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=11;g=c;h=242018;i=g+11|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+11>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+37>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=20;g=c;h=242030;i=g+20|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+20>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+38>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=14;g=c;h=242051;i=g+14|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+14>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+39>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=14;g=c;h=242066;i=g+14|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+14>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+40>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=242081;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+41>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242107;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+42>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242138;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+43>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242156;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+44>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242175;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+45>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242203;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+46>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242230;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+47>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242253;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+48>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=242272;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+49>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242296;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+50>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=34;g=c;h=242327;i=g+34|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+34>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+51>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);e=pOb(32)|0;f[(a+164|0)>>2]=e;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=e;h=242362;i=g+25|0;f[a+1664>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function kCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+912>>2]|0;e=f[a+1680>>2]|0;g=f[a+2144>>2]|0;h=f[a+2160>>2]|0;i=f[a+2168>>2]|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+10>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=241329;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+11>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=32;g=c;h=241356;i=g+32|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+12>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=28;g=c;h=241389;i=g+28|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+28>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+13>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241418;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+14>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241441;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+15>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=241464;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+16>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=241486;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+17>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=241508;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+18>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=241536;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+19>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=241562;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+20>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=241580;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+21>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=241600;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+22>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=241631;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+23>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=241655;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+24>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=241673;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+25>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=241705;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+26>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=241736;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+27>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241756;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+28>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241779;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+29>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=241802;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+30>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=32;g=c;h=241828;i=g+32|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));f[a+1280>>2]=c;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function lCb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a+72>>2]|0;k=f[a+144>>2]|0;i=f[a+544>>2]|0;j=f[a+552>>2]|0;n=f[a+1472>>2]|0;p=f[a+2152>>2]|0;q=f[a+2216>>2]|0;a:{if(q){q=0;if(!n){g=f[64811]|0;if((g|0)==0|j>>>0<g>>>0)f[64811]=j;f[64919]=j;f[64920]=i;f[64922]=0;f[64816]=f[64925];f[64815]=-1;f[64820]=259268;f[64819]=259268;f[64822]=259276;f[64821]=259276;f[64824]=259284;f[64823]=259284;f[64826]=259292;f[64825]=259292;f[64828]=259300;f[64827]=259300;f[64830]=259308;f[64829]=259308;f[64832]=259316;f[64831]=259316;f[64834]=259324;f[64833]=259324;f[64836]=259332;f[64835]=259332;f[64838]=259340;f[64837]=259340;f[64840]=259348;f[64839]=259348;f[64842]=259356;f[64841]=259356;f[64844]=259364;f[64843]=259364;f[64846]=259372;f[64845]=259372;f[64848]=259380;f[64847]=259380;f[64850]=259388;f[64849]=259388;f[64852]=259396;f[64851]=259396;f[64854]=259404;f[64853]=259404;f[64856]=259412;f[64855]=259412;f[64858]=259420;f[64857]=259420;f[64860]=259428;f[64859]=259428;f[64862]=259436;f[64861]=259436;f[64864]=259444;f[64863]=259444;f[64866]=259452;f[64865]=259452;f[64868]=259460;f[64867]=259460;f[64870]=259468;f[64869]=259468;f[64872]=259476;f[64871]=259476;f[64874]=259484;f[64873]=259484;f[64876]=259492;f[64875]=259492;f[64878]=259500;f[64877]=259500;f[64880]=259508;f[64879]=259508;f[64882]=259516;f[64881]=259516;g=i+-40|0;d=j+8|0;d=(d&7|0)==0?0:0-d&7;e=j+d|0;f[64813]=e;f[64810]=g-d|0;f[e+4>>2]=g-d|0|1;f[j+g+4>>2]=40;f[64814]=f[64929]}else q=1}if(q){q=0;if(1){b=259676;while(1){c=f[b>>2]|0;d=b+4|0;e=f[d>>2]|0;if((j|0)==(c+e|0)){p=143;break}g=f[b+8>>2]|0;if(!g)break;else b=g}if((p|0)==143)if(!(f[b+12>>2]&8))if(j>>>0>n>>>0&c>>>0<=n>>>0){f[d>>2]=e+i;o=(f[64810]|0)+i|0;l=((n+8|0)&7|0)==0?0:0-(n+8|0)&7;f[64813]=n+l|0;f[64810]=o-l|0;f[(n+l|0)+4>>2]=o-l|0|1;f[n+o+4>>2]=40;f[64814]=f[64929];f[a+2240>>2]=1;break a}if(j>>>0<(f[64811]|0)>>>0)f[64811]=j;d=j+i|0;c=259676;while(1){if((f[c>>2]|0)==(d|0)){p=151;break}b=f[c+8>>2]|0;if(!b){h=259676;break}else c=b}if((p|0)==151){b=1;if(b)if(!(f[c+12>>2]&8)){f[c>>2]=j;m=c+4|0;f[m>>2]=(f[m>>2]|0)+i;m=j+8|0;m=j+((m&7|0)==0?0:0-m&7)|0;b=d+(((d+8|0)&7|0)==0?0:0-(d+8|0)&7)|0;l=m+k|0;j=b-m-k|0;f[m+4>>2]=k|3;do{c=1;if(c){c=0;if((n|0)==(b|0)){n=(f[64810]|0)+j|0;f[64810]=n;f[64813]=l;f[l+4>>2]=n|1}else c=1}if(c)if(1){if((f[64812]|0)==(b|0)){o=(f[64809]|0)+j|0;f[64809]=o;f[64812]=l;f[l+4>>2]=o|1;f[l+o>>2]=o;break}i=f[b+4>>2]|0;if((i&3|0)==1){b:do if(i>>>0<256){c=f[b+8>>2]|0;d=f[b+12>>2]|0;if((d|0)==(c|0)){f[64807]=f[64807]&~(1<<(i>>>3));break}else{f[c+12>>2]=d;f[d+8>>2]=c;break}}else{h=f[b+24>>2]|0;c=f[b+12>>2]|0;do if((c|0)==(b|0)){c=f[((b+16|0)+4|0)>>2]|0;if(!c){c=f[(b+16|0)>>2]|0;if(!c){c=0;break}else g=b+16|0}else g=(b+16|0)+4|0;while(1){d=c+20|0;e=f[d>>2]|0;if(e|0){c=e;g=d;continue}d=c+16|0;e=f[d>>2]|0;if(!e)break;else{c=e;g=d}}f[g>>2]=0}else{n=f[b+8>>2]|0;f[n+12>>2]=c;f[c+8>>2]=n}while(0);if(!h)break;d=f[b+28>>2]|0;do if((f[(259532+(d<<2)|0)>>2]|0)==(b|0)){f[(259532+(d<<2)|0)>>2]=c;if(c|0)break;f[64808]=f[64808]&~(1<<d);break b}else{f[h+16+(((f[h+16>>2]|0)!=(b|0)&1)<<2)>>2]=c;if(!c)break b}while(0);f[c+24>>2]=h;d=f[(b+16|0)>>2]|0;if(d|0){f[c+16>>2]=d;f[d+24>>2]=c}d=f[(b+16|0)+4>>2]|0;if(!d)break;f[c+20>>2]=d;f[d+24>>2]=c}while(0);b=b+(i&-8)|0;g=(i&-8)+j|0}else g=j;d=b+4|0;f[d>>2]=f[d>>2]&-2;f[l+4>>2]=g|1;f[l+g>>2]=g;d=g>>>3;if(g>>>0<256){b=f[64807]|0;if(!(b&1<<d)){f[64807]=b|1<<d;b=259268+(d<<1<<2)|0;c=(259268+(d<<1<<2)|0)+8|0}else{b=f[((259268+(d<<1<<2)|0)+8|0)>>2]|0;c=(259268+(d<<1<<2)|0)+8|0}f[c>>2]=l;f[b+12>>2]=l;f[l+8>>2]=b;f[l+12>>2]=259268+(d<<1<<2)|0;break}b=g>>>8;do if(!b)b=0;else{if(g>>>0>16777215){b=31;break}n=b<<((b+1048320|0)>>>16&8)<<(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4);b=14-(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4|(b+1048320|0)>>>16&8|(n+245760|0)>>>16&2)+(n<<((n+245760|0)>>>16&2)>>>15)|0;b=g>>>(b+7|0)&1|b<<1}while(0);e=259532+(b<<2)|0;f[l+28>>2]=b;f[(l+16|0)+4>>2]=0;f[(l+16|0)>>2]=0;c=f[64808]|0;d=1<<b;if(!(c&d)){f[64808]=c|d;f[e>>2]=l;f[l+24>>2]=e;f[l+12>>2]=l;f[l+8>>2]=l;break}c=g<<((b|0)==31?0:25-(b>>>1)|0);d=f[e>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(g|0)){p=192;break}o=d+16+(c>>>31<<2)|0;b=f[o>>2]|0;if(!b){p=191;break}else{c=c<<1;d=b}}if((p|0)==191){f[o>>2]=l;f[l+24>>2]=d;f[l+12>>2]=l;f[l+8>>2]=l;break}else if((p|0)==192){n=d+8|0;o=f[n>>2]|0;f[o+12>>2]=l;f[n>>2]=l;f[l+8>>2]=o;f[l+12>>2]=d;f[l+24>>2]=0;break}}}while(0);m=m+8|0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=m|0;break a}else b=1;if(b)if(1)h=259676}while(1){b=f[h>>2]|0;if(b>>>0<=n>>>0){c=b+(f[h+4>>2]|0)|0;if(c>>>0>n>>>0)break}h=f[h+8>>2]|0}g=(c+-47|0)+((((c+-47|0)+8|0)&7|0)==0?0:0-((c+-47|0)+8|0)&7)|0;g=g>>>0<(n+16|0)>>>0?n:g;b=i+-40|0;k=j+8|0;k=(k&7|0)==0?0:0-k&7;o=j+k|0;f[64813]=o;f[64810]=b-k|0;f[o+4>>2]=b-k|0|1;f[j+b+4>>2]=40;f[64814]=f[64929];f[(g+4|0)>>2]=27;f[(g+8|0)>>2]=f[64919];f[(g+8|0)+4>>2]=f[64920];f[(g+8|0)+8>>2]=f[64921];f[(g+8|0)+12>>2]=f[64922];f[64919]=j;f[64920]=i;f[64922]=0;f[64921]=g+8|0;b=g+24|0;do{o=b;b=b+4|0;f[b>>2]=7}while((o+8|0)>>>0<c>>>0);if((g|0)!=(n|0)){f[(g+4|0)>>2]=f[(g+4|0)>>2]&-2;f[n+4>>2]=g-n|0|1;f[g>>2]=g-n|0;if((g-n|0)>>>0<256){d=259268+((g-n|0)>>>3<<1<<2)|0;b=f[64807]|0;if(!(b&1<<((g-n|0)>>>3))){f[64807]=b|1<<((g-n|0)>>>3);b=d;c=d+8|0}else{b=f[(d+8|0)>>2]|0;c=d+8|0}f[c>>2]=n;f[b+12>>2]=n;f[n+8>>2]=b;f[n+12>>2]=d;f[a+2240>>2]=1;break a}if(!((g-n|0)>>>8))b=0;else if((g-n|0)>>>0>16777215)b=31;else{b=(g-n|0)>>>8<<((((g-n|0)>>>8)+1048320|0)>>>16&8);b=14-((b+520192|0)>>>16&4|(((g-n|0)>>>8)+1048320|0)>>>16&8|((b<<((b+520192|0)>>>16&4))+245760|0)>>>16&2)+(b<<((b+520192|0)>>>16&4)<<(((b<<((b+520192|0)>>>16&4))+245760|0)>>>16&2)>>>15)|0;b=(g-n|0)>>>(b+7|0)&1|b<<1}e=259532+(b<<2)|0;f[n+28>>2]=b;f[n+20>>2]=0;f[(n+16|0)>>2]=0;c=f[64808]|0;d=1<<b;if(!(c&d)){f[64808]=c|d;f[e>>2]=n;f[n+24>>2]=e;f[n+12>>2]=n;f[n+8>>2]=n;f[a+2240>>2]=1;break a}c=(g-n|0)<<((b|0)==31?0:25-(b>>>1)|0);d=f[e>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(g-n|0|0)){p=213;break}l=d+16+(c>>>31<<2)|0;b=f[l>>2]|0;if(!b){p=212;break}else{c=c<<1;d=b}}if((p|0)==212){f[l>>2]=n;f[n+24>>2]=d;f[n+12>>2]=n;f[n+8>>2]=n;f[a+2240>>2]=1;break a}else if((p|0)==213){l=d+8|0;o=f[l>>2]|0;f[o+12>>2]=n;f[l>>2]=n;f[n+8>>2]=o;f[n+12>>2]=d;f[n+24>>2]=0;f[a+2240>>2]=1;break a}}}else q=1}}f[a+72>>2]=m;f[a+2152>>2]=p;f[a+2216>>2]=q}function mCb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;j=f[a+32>>2]|0;r=f[a+72>>2]|0;z=f[a+144>>2]|0;y=f[a+2152>>2]|0;A=f[a+2160>>2]|0;a:{if(A){A=0;if(j>>>0<245){t=j>>>0<11?16:j+11&-8;q=f[64807]|0;if(q>>>(t>>>3)&3|0){b=259268+(((q>>>(t>>>3)&1^1)+(t>>>3)|0)<<1<<2)|0;c=f[(b+8|0)>>2]|0;d=f[(c+8|0)>>2]|0;if((d|0)==(b|0))f[64807]=q&~(1<<((q>>>(t>>>3)&1^1)+(t>>>3)|0));else{f[d+12>>2]=b;f[(b+8|0)>>2]=d}r=((q>>>(t>>>3)&1^1)+(t>>>3)|0)<<3;f[c+4>>2]=r|3;f[(c+r+4|0)>>2]=f[(c+r+4|0)>>2]|1;r=c+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}s=f[64809]|0;i=1;if(i){i=0;if(t>>>0>s>>>0){if(q>>>(t>>>3)|0){b=q>>>(t>>>3)<<(t>>>3)&(2<<(t>>>3)|0-(2<<(t>>>3)));g=((b&0-b)+-1|0)>>>(((b&0-b)+-1|0)>>>12&16);e=g>>>(g>>>5&8)>>>(g>>>(g>>>5&8)>>>2&4);e=(g>>>5&8|((b&0-b)+-1|0)>>>12&16|g>>>(g>>>5&8)>>>2&4|e>>>1&2|e>>>(e>>>1&2)>>>1&1)+(e>>>(e>>>1&2)>>>(e>>>(e>>>1&2)>>>1&1))|0;g=f[((259268+(e<<1<<2)|0)+8|0)>>2]|0;b=f[(g+8|0)>>2]|0;if((b|0)==(259268+(e<<1<<2)|0|0)){f[64807]=q&~(1<<e);b=q&~(1<<e)}else{f[b+12>>2]=259268+(e<<1<<2)|0;f[((259268+(e<<1<<2)|0)+8|0)>>2]=b;b=q}f[g+4>>2]=t|3;f[(g+t|0)+4>>2]=(e<<3)-t|0|1;f[g+(e<<3)>>2]=(e<<3)-t|0;if(s|0){d=f[64812]|0;if(!(b&1<<(s>>>3))){f[64807]=b|1<<(s>>>3);b=259268+(s>>>3<<1<<2)|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}else{b=f[((259268+(s>>>3<<1<<2)|0)+8|0)>>2]|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}f[c>>2]=d;f[b+12>>2]=d;f[d+8>>2]=b;f[d+12>>2]=259268+(s>>>3<<1<<2)|0}f[64809]=(e<<3)-t|0;f[64812]=g+t|0;r=g+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}m=f[64808]|0;e=1;if(e){e=0;if(!m)z=t;else e=1}if(e)if(1){g=((m&0-m)+-1|0)>>>(((m&0-m)+-1|0)>>>12&16);e=g>>>(g>>>5&8)>>>(g>>>(g>>>5&8)>>>2&4);e=f[259532+((g>>>5&8|((m&0-m)+-1|0)>>>12&16|g>>>(g>>>5&8)>>>2&4|e>>>1&2|e>>>(e>>>1&2)>>>1&1)+(e>>>(e>>>1&2)>>>(e>>>(e>>>1&2)>>>1&1))<<2)>>2]|0;g=(f[e+4>>2]&-8)-t|0;h=f[e+16+(((f[e+16>>2]|0)==0&1)<<2)>>2]|0;if(!h)l=e;else{do{k=(f[h+4>>2]&-8)-t|0;l=k>>>0<g>>>0;g=l?k:g;e=l?h:e;h=f[h+16+(((f[h+16>>2]|0)==0&1)<<2)>>2]|0}while((h|0)!=0);l=e}k=l+t|0;if(k>>>0>l>>>0){h=f[l+24>>2]|0;b=f[l+12>>2]|0;do if((b|0)==(l|0)){c=l+20|0;b=f[c>>2]|0;if(!b){c=l+16|0;b=f[c>>2]|0;if(!b){c=0;break}}while(1){d=b+20|0;e=f[d>>2]|0;if(e|0){b=e;c=d;continue}d=b+16|0;e=f[d>>2]|0;if(!e)break;else{b=e;c=d}}f[c>>2]=0;c=b}else{c=f[l+8>>2]|0;f[c+12>>2]=b;f[b+8>>2]=c;c=b}while(0);do if(h|0){b=f[l+28>>2]|0;if((l|0)==(f[(259532+(b<<2)|0)>>2]|0)){f[(259532+(b<<2)|0)>>2]=c;if(!c){f[64808]=m&~(1<<b);break}}else{f[h+16+(((f[h+16>>2]|0)!=(l|0)&1)<<2)>>2]=c;if(!c)break}f[c+24>>2]=h;b=f[l+16>>2]|0;if(b|0){f[c+16>>2]=b;f[b+24>>2]=c}b=f[l+20>>2]|0;if(b|0){f[c+20>>2]=b;f[b+24>>2]=c}}while(0);if(g>>>0<16){x=g+t|0;f[l+4>>2]=x|3;x=l+x+4|0;f[x>>2]=f[x>>2]|1}else{f[l+4>>2]=t|3;f[k+4>>2]=g|1;f[k+g>>2]=g;if(s|0){d=f[64812]|0;if(!(q&1<<(s>>>3))){f[64807]=q|1<<(s>>>3);b=259268+(s>>>3<<1<<2)|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}else{b=f[((259268+(s>>>3<<1<<2)|0)+8|0)>>2]|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}f[c>>2]=d;f[b+12>>2]=d;f[d+8>>2]=b;f[d+12>>2]=259268+(s>>>3<<1<<2)|0}f[64809]=g;f[64812]=k}r=l+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}else z=t}}else i=1}if(i)if(1)z=t}else A=1}if(A){A=0;if(1){e=1;if(e){e=0;if(j>>>0>4294967231)z=-1;else e=1}if(e)if(1){s=(j+11|0)&-8;q=f[64808]|0;e=1;if(e){e=0;if(!q)z=s;else e=1}if(e)if(1){if(!((j+11|0)>>>8))m=0;else if(s>>>0>16777215)m=31;else{m=(j+11|0)>>>8<<((((j+11|0)>>>8)+1048320|0)>>>16&8);m=14-((m+520192|0)>>>16&4|(((j+11|0)>>>8)+1048320|0)>>>16&8|((m<<((m+520192|0)>>>16&4))+245760|0)>>>16&2)+(m<<((m+520192|0)>>>16&4)<<(((m<<((m+520192|0)>>>16&4))+245760|0)>>>16&2)>>>15)|0;m=s>>>(m+7|0)&1|m<<1}e=f[259532+(m<<2)>>2]|0;b:do if(!e){d=0;n=0;o=0-s|0;y=57}else{j=0;k=0-s|0;l=s<<((m|0)==31?0:25-(m>>>1)|0);h=0;while(1){g=(f[e+4>>2]&-8)-s|0;if(g>>>0<k>>>0)if(!g){c=0;p=e;b=e;y=61;break b}else j=e;else g=k;i=f[e+20>>2]|0;e=f[e+16+(l>>>31<<2)>>2]|0;h=(i|0)==0|(i|0)==(e|0)?h:i;i=(e|0)==0;if(i){d=h;n=j;o=g;y=57;break}else{k=g;l=l<<((i^1)&1)}}}while(0);if((y|0)==57){if((d|0)==0&(n|0)==0){d=2<<m;if(!(q&(d|0-d))){z=s;f[a+2248>>2]=1;break a}n=((q&(d|0-d)&0-(q&(d|0-d)))+-1|0)>>>12&16;t=((q&(d|0-d)&0-(q&(d|0-d)))+-1|0)>>>n;d=t>>>(t>>>5&8)>>>(t>>>(t>>>5&8)>>>2&4);e=0;d=f[259532+((t>>>5&8|n|t>>>(t>>>5&8)>>>2&4|d>>>1&2|d>>>(d>>>1&2)>>>1&1)+(d>>>(d>>>1&2)>>>(d>>>(d>>>1&2)>>>1&1))<<2)>>2]|0}else e=n;if(!d){x=e;v=o}else{c=o;p=d;b=e;y=61}}if((y|0)==61){do{y=0;v=(f[p+4>>2]&-8)-s|0;x=v>>>0<c>>>0;c=x?v:c;b=x?p:b;p=f[p+16+(((f[p+16>>2]|0)==0&1)<<2)>>2]|0}while((p|0)!=0);x=b;v=c}b=1;if(b){b=0;if(!x)z=s;else b=1}if(b)if(1){b=1;if(b)if(v>>>0<((f[64809]|0)-s|0)>>>0){h=x+s|0;if(h>>>0<=x>>>0){r=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}g=f[x+24>>2]|0;b=f[x+12>>2]|0;do if((b|0)==(x|0)){c=x+20|0;b=f[c>>2]|0;if(!b){c=x+16|0;b=f[c>>2]|0;if(!b){b=0;break}}while(1){d=b+20|0;e=f[d>>2]|0;if(e|0){b=e;c=d;continue}d=b+16|0;e=f[d>>2]|0;if(!e)break;else{b=e;c=d}}f[c>>2]=0}else{t=f[x+8>>2]|0;f[t+12>>2]=b;f[b+8>>2]=t}while(0);do if(!g)e=q;else{c=f[x+28>>2]|0;if((x|0)==(f[(259532+(c<<2)|0)>>2]|0)){f[(259532+(c<<2)|0)>>2]=b;if(!b){f[64808]=q&~(1<<c);e=q&~(1<<c);break}}else{f[g+16+(((f[g+16>>2]|0)!=(x|0)&1)<<2)>>2]=b;if(!b){e=q;break}}f[b+24>>2]=g;c=f[x+16>>2]|0;if(c|0){f[b+16>>2]=c;f[c+24>>2]=b}c=f[x+20>>2]|0;if(!c)e=q;else{f[b+20>>2]=c;f[c+24>>2]=b;e=q}}while(0);do if(v>>>0<16){w=v+s|0;f[x+4>>2]=w|3;w=x+w+4|0;f[w>>2]=f[w>>2]|1}else{f[x+4>>2]=s|3;f[h+4>>2]=v|1;f[h+v>>2]=v;d=v>>>3;if(v>>>0<256){b=f[64807]|0;if(!(b&1<<d)){f[64807]=b|1<<d;b=259268+(d<<1<<2)|0;c=(259268+(d<<1<<2)|0)+8|0}else{b=f[((259268+(d<<1<<2)|0)+8|0)>>2]|0;c=(259268+(d<<1<<2)|0)+8|0}f[c>>2]=h;f[b+12>>2]=h;f[h+8>>2]=b;f[h+12>>2]=259268+(d<<1<<2)|0;break}b=v>>>8;if(!b)b=0;else if(v>>>0>16777215)b=31;else{t=b<<((b+1048320|0)>>>16&8)<<(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4);b=14-(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4|(b+1048320|0)>>>16&8|(t+245760|0)>>>16&2)+(t<<((t+245760|0)>>>16&2)>>>15)|0;b=v>>>(b+7|0)&1|b<<1}d=259532+(b<<2)|0;f[h+28>>2]=b;f[(h+16|0)+4>>2]=0;f[(h+16|0)>>2]=0;c=1<<b;if(!(e&c)){f[64808]=e|c;f[d>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;break}c=v<<((b|0)==31?0:25-(b>>>1)|0);d=f[d>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(v|0)){y=97;break}w=d+16+(c>>>31<<2)|0;b=f[w>>2]|0;if(!b){y=96;break}else{c=c<<1;d=b}}if((y|0)==96){f[w>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;break}else if((y|0)==97){v=d+8|0;w=f[v>>2]|0;f[w+12>>2]=h;f[v>>2]=h;f[h+8>>2]=w;f[h+12>>2]=d;f[h+24>>2]=0;break}}while(0);r=x+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}else b=1;if(b)if(1)z=s}}}}else A=1}}f[a+72>>2]=r;f[a+144>>2]=z;f[a+2152>>2]=y;f[a+2160>>2]=A}
+function nCb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;a:do if(!a){d=f[c>>2]|0;e=f[d>>2]|0;if(!e)d=0;else{a=d;d=0;do{if(e>>>0>127){e=oBb(i,e,0)|0;if((e|0)==-1){d=-1;break a}}else e=1;d=e+d|0;a=a+4|0;e=f[a>>2]|0}while((e|0)!=0)}}else{b:do if(d>>>0>3){e=d;g=f[c>>2]|0;while(1){h=f[g>>2]|0;if((h+-1|0)>>>0>126){if(!h)break;h=oBb(a,h,0)|0;if((h|0)==-1){d=-1;break a}a=a+h|0;e=e-h|0}else{b[a>>0]=h;a=a+1|0;e=e+-1|0;g=f[c>>2]|0}g=g+4|0;f[c>>2]=g;if(e>>>0<=3)break b}b[a>>0]=0;f[c>>2]=0;d=d-e|0;break a}else e=d;while(0);if(e){g=f[c>>2]|0;while(1){h=f[g>>2]|0;if((h+-1|0)>>>0>126){if(!h){g=19;break}h=oBb(i,h,0)|0;if((h|0)==-1){d=-1;break a}if(e>>>0<h>>>0){g=22;break}oBb(a,f[g>>2]|0,0)|0;a=a+h|0;e=e-h|0}else{b[a>>0]=h;a=a+1|0;e=e+-1|0;g=f[c>>2]|0}g=g+4|0;f[c>>2]=g;if(!e)break a}if((g|0)==19){b[a>>0]=0;f[c>>2]=0;d=d-e|0;break}else if((g|0)==22){d=d-e|0;break}}}while(0);u=j;return d|0}function oCb(a,b,c){a=a|0;b=b|0;c=c|0;var 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c}f[g>>2]=h;f[e>>2]=i;l=(l|0)==(g|0)?e:l;g=j;d=d+1|0}}else{h=j;i=g}while(0);if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0<g>>>0){f[i>>2]=e;f[h>>2]=g;d=d+1|0}}if(!d){d=fDb(a,i,c)|0;e=i+4|0;if(fDb(e,b,c)|0){p=45;break}if(d){a=e;continue}}l=i;if((l-m|0)>=(n-l|0)){p=44;break}aDb(a,i,c);a=i+4|0}if((p|0)==44){p=0;aDb(i+4|0,b,c);b=i;continue}else if((p|0)==45){p=0;if(d)break;else{b=i;continue}}}if((p|0)==5){b=f[o>>2]|0;d=f[a>>2]|0;if(b>>>0<d>>>0){f[a>>2]=b;f[o>>2]=d}}else if((p|0)==7)bDb(a,a+4|0,o,c)|0;else if((p|0)==8)cDb(a,a+4|0,a+8|0,o,c)|0;else if((p|0)==9)dDb(a,a+4|0,a+8|0,a+12|0,o,c)|0;else if((p|0)==11)eDb(a,b,c);return}function bDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;d=f[b>>2]|0;h=f[a>>2]|0;e=f[c>>2]|0;g=e>>>0<d>>>0;do if(d>>>0<h>>>0){if(g){f[a>>2]=e;f[c>>2]=h;d=1;break}f[a>>2]=d;f[b>>2]=h;d=f[c>>2]|0;if(d>>>0<h>>>0){f[b>>2]=d;f[c>>2]=h;d=2}else d=1}else if(g){f[b>>2]=e;f[c>>2]=d;e=f[b>>2]|0;d=f[a>>2]|0;if(e>>>0<d>>>0){f[a>>2]=e;f[b>>2]=d;d=2}else d=1}else d=0;while(0);return d|0}function cDb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;e=bDb(a,b,c,e)|0;g=f[d>>2]|0;h=f[c>>2]|0;if(g>>>0<h>>>0){f[c>>2]=g;f[d>>2]=h;d=e+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0<h>>>0){f[b>>2]=g;f[c>>2]=h;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0<h>>>0){f[a>>2]=g;f[b>>2]=h;e=e+3|0}else e=e+2|0}else e=d}return e|0}function dDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=cDb(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0<h>>>0){f[d>>2]=g;f[e>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0<e>>>0){f[c>>2]=h;f[d>>2]=e;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0<e>>>0){f[b>>2]=h;f[c>>2]=e;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0<h>>>0){f[a>>2]=g;f[b>>2]=h;g=i+4|0}else g=i+3|0}}}else g=i;return g|0}function eDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=a+8|0;bDb(a,a+4|0,h,c)|0;g=a+12|0;c=h;while(1){if((g|0)==(b|0))break;h=f[g>>2]|0;e=f[c>>2]|0;if(h>>>0<e>>>0){d=g;while(1){f[d>>2]=e;if((c|0)==(a|0)){c=a;break}d=c+-4|0;e=f[d>>2]|0;if(h>>>0>=e>>>0)break;else{i=c;c=d;d=i}}f[c>>2]=h}c=g;g=g+4|0}return}function fDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;switch(b-a>>2|0){case 1:case 0:{c=1;break}case 2:{c=b+-4|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0<e>>>0){f[a>>2]=d;f[c>>2]=e;c=1}else c=1;break}case 3:{bDb(a,a+4|0,b+-4|0,c)|0;c=1;break}case 4:{cDb(a,a+4|0,a+8|0,b+-4|0,c)|0;c=1;break}case 5:{dDb(a,a+4|0,a+8|0,a+12|0,b+-4|0,c)|0;c=1;break}default:{d=a+8|0;bDb(a,a+4|0,d,c)|0;i=a+12|0;c=0;while(1){if((i|0)==(b|0)){d=1;c=0;break}h=f[i>>2]|0;g=f[d>>2]|0;if(h>>>0<g>>>0){e=i;while(1){f[e>>2]=g;if((d|0)==(a|0)){d=a;break}e=d+-4|0;g=f[e>>2]|0;if(h>>>0>=g>>>0)break;else{j=d;d=e;e=j}}f[d>>2]=h;c=c+1|0;if((c|0)==8){d=0;c=(i+4|0)==(b|0);break}}d=i;i=i+4|0}c=c|d}}return c|0}function gDb(){var a=0,b=0,c=0;b=u;u=u+16|0;a=b;if(!(wd(1,a|0)|0)){c=f[a>>2]|0;a=f[a+4>>2]|0;c=WPb(c|0,((c|0)<0)<<31>>31|0,1e9,0)|0;a=QPb(c|0,I|0,a|0,((a|0)<0)<<31>>31|0)|0;u=b;return a|0}else{c=hAb()|0;cPb(f[c>>2]|0,252190)}return 0}function hDb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;b=k;i=k+8|0;c=k+4|0;f[i>>2]=a;do if(a>>>0<212){a=iDb(47156,47348,i,b)|0;a=f[a>>2]|0}else{h=(a>>>0)/210|0;e=h*210|0;f[c>>2]=a-e;a=0;g=(iDb(47348,47540,c,b)|0)-47348>>2;b=e;a:while(1){e=(f[47348+(g<<2)>>2]|0)+b|0;b=5;while(1){if(b>>>0>=47){d=211;j=8;break}c=f[47156+(b<<2)>>2]|0;d=(e>>>0)/(c>>>0)|0;if(d>>>0<c>>>0){j=106;break a}if((e|0)==(X(d,c)|0))break;else b=b+1|0}b:do if((j|0)==8){c:while(1){j=0;b=(e>>>0)/(d>>>0)|0;do if(b>>>0<d>>>0){b=d;c=1;a=e}else if((e|0)==(X(b,d)|0)){b=d;c=9}else{b=d+10|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+12|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+16|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+18|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+22|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+28|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+30|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+36|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+40|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+42|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+46|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+52|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+58|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+60|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+66|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+70|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+72|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+78|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+82|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+88|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+96|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+100|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+102|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+106|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+108|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+112|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+120|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+126|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+130|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+136|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+138|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+142|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+148|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+150|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+156|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+162|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+166|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+168|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+172|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+178|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+180|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+186|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+190|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+192|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+196|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+198|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+208|0;c=(e>>>0)/(b>>>0)|0;l=c>>>0<b>>>0;c=(e|0)==(X(c,b)|0);b=l|c?b:d+210|0;c=l?1:c?9:0;a=l?e:a}}}}}}}while(0);switch(c&15){case 9:break b;case 0:{d=b;j=8;break}default:break c}}if(c){j=107;break a}}while(0);l=g+1|0;e=(l|0)==48;b=h+(e&1)|0;h=b;g=e?0:l;b=b*210|0}if((j|0)==106){f[i>>2]=e;a=e;break}else if((j|0)==107){f[i>>2]=e;break}}while(0);u=k;return a|0}function iDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=f[c>>2]|0;d=a;c=b-a>>2;while(1){if(!c)break;b=(c|0)/2|0;g=d+(b<<2)|0;a=(f[g>>2]|0)>>>0<e>>>0;d=a?g+4|0:d;c=a?c+-1-b|0:b}return d|0}function jDb(a){a=a|0;kDb(a);return}function kDb(a){a=a|0;f[a>>2]=47548;lDb(a,0);YFb(a+28|0);$zb(f[a+32>>2]|0);$zb(f[a+36>>2]|0);$zb(f[a+48>>2]|0);$zb(f[a+60>>2]|0);return}function lDb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=a+32|0;e=a+36|0;c=f[a+40>>2]|0;while(1){if(!c)break;g=c+-1|0;xh[f[(f[d>>2]|0)+(g<<2)>>2]&127](b,a,f[(f[e>>2]|0)+(g<<2)>>2]|0);c=g}return}function mDb(a){a=a|0;kDb(a);sOb(a);return}function nDb(a){a=a|0;kDb(a);return}function oDb(a){a=a|0;f[a>>2]=47564;YFb(a+4|0);return}function pDb(a){a=a|0;oDb(a);sOb(a);return}function qDb(a,b){a=a|0;b=b|0;return}function rDb(a,b,c){a=a|0;b=b|0;c=c|0;return a|0}function sDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=a;f[g>>2]=0;f[g+4>>2]=0;g=a+8|0;f[g>>2]=-1;f[g+4>>2]=-1;return}function tDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=a;f[d>>2]=0;f[d+4>>2]=0;d=a+8|0;f[d>>2]=-1;f[d+4>>2]=-1;return}function uDb(a){a=a|0;return 0}function vDb(a){a=a|0;return 0}function wDb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;CDb()|0;i=a+12|0;j=a+16|0;h=0;while(1){if((h|0)>=(d|0))break;e=f[i>>2]|0;g=f[j>>2]|0;if(e>>>0<g>>>0){g=g-e|0;k=d-h|0;g=(k|0)<(g|0)?k:g;EDb(c,e,g)|0;f[i>>2]=(f[i>>2]|0)+g;c=c+g|0;h=g+h|0;continue}e=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if((e|0)==-1)break;k=FDb(e)|0;b[c>>0]=k;c=c+1|0;h=h+1|0}return h|0}function xDb(a){a=a|0;return CDb()|0}function yDb(a){a=a|0;var c=0;c=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;if((c|0)==(CDb()|0))a=CDb()|0;else{c=a+12|0;a=f[c>>2]|0;f[c>>2]=a+1;a=DDb(b[a>>0]|0)|0}return a|0}function zDb(a,b){a=a|0;b=b|0;return CDb()|0}function ADb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=CDb()|0;j=a+24|0;k=a+28|0;e=0;while(1){if((e|0)>=(d|0))break;g=f[j>>2]|0;h=f[k>>2]|0;if(g>>>0<h>>>0){h=h-g|0;l=d-e|0;h=(l|0)<(h|0)?l:h;EDb(g,c,h)|0;f[j>>2]=(f[j>>2]|0)+h;c=c+h|0;e=h+e|0;continue}h=f[(f[a>>2]|0)+52>>2]|0;l=DDb(b[c>>0]|0)|0;if((Rg[h&255](a,l)|0)==(i|0))break;c=c+1|0;e=e+1|0}return e|0}function BDb(a,b){a=a|0;b=b|0;return CDb()|0}function CDb(){return -1}function DDb(a){a=a|0;return a&255|0}function EDb(a,b,c){a=a|0;b=b|0;c=c|0;if(c|0)bQb(a|0,b|0,c|0)|0;return a|0}function FDb(a){a=a|0;return a&255|0}function GDb(a){a=a|0;f[a>>2]=47628;YFb(a+4|0);return}function HDb(a){a=a|0;GDb(a);sOb(a);return}function IDb(a,b){a=a|0;b=b|0;return}function JDb(a,b,c){a=a|0;b=b|0;c=c|0;return a|0}function KDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=a;f[g>>2]=0;f[g+4>>2]=0;g=a+8|0;f[g>>2]=-1;f[g+4>>2]=-1;return}function LDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=a;f[d>>2]=0;f[d+4>>2]=0;d=a+8|0;f[d>>2]=-1;f[d+4>>2]=-1;return}function MDb(a){a=a|0;return 0}function NDb(a){a=a|0;return 0}function ODb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;UDb()|0;h=a+12|0;i=a+16|0;g=0;while(1){if((g|0)>=(c|0))break;d=f[h>>2]|0;e=f[i>>2]|0;if(d>>>0<e>>>0){e=e-d>>2;j=c-g|0;e=(j|0)<(e|0)?j:e;WDb(b,d,e)|0;f[h>>2]=(f[h>>2]|0)+(e<<2);b=b+(e<<2)|0;g=e+g|0;continue}d=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if((d|0)==-1)break;j=XDb(d)|0;f[b>>2]=j;b=b+4|0;g=g+1|0}return g|0}function PDb(a){a=a|0;return UDb()|0}function QDb(a){a=a|0;var b=0;b=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;if((b|0)==(UDb()|0))a=UDb()|0;else{b=a+12|0;a=f[b>>2]|0;f[b>>2]=a+4;a=VDb(f[a>>2]|0)|0}return a|0}function RDb(a,b){a=a|0;b=b|0;return UDb()|0}function SDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=UDb()|0;i=a+24|0;j=a+28|0;d=0;while(1){if((d|0)>=(c|0))break;e=f[i>>2]|0;g=f[j>>2]|0;if(e>>>0<g>>>0){g=g-e>>2;k=c-d|0;g=(k|0)<(g|0)?k:g;WDb(e,b,g)|0;f[i>>2]=(f[i>>2]|0)+(g<<2);b=b+(g<<2)|0;d=g+d|0;continue}g=f[(f[a>>2]|0)+52>>2]|0;k=VDb(f[b>>2]|0)|0;if((Rg[g&255](a,k)|0)==(h|0))break;b=b+4|0;d=d+1|0}return d|0}function TDb(a,b){a=a|0;b=b|0;return UDb()|0}function UDb(){return -1}function VDb(a){a=a|0;return a|0}function WDb(a,b,c){a=a|0;b=b|0;c=c|0;if(c)wBb(a,b,c)|0;return a|0}function XDb(a){a=a|0;return a|0}function YDb(a){a=a|0;aEb(a,47724);jDb(a+8|0);return}function ZDb(a){a=a|0;YDb(a);sOb(a);return}function _Db(a){a=a|0;YDb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function $Db(a){a=a|0;ZDb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function aEb(a,b){a=a|0;b=b|0;return}function bEb(a){a=a|0;fEb(a,47772);nDb(a+8|0);return}function cEb(a){a=a|0;bEb(a);sOb(a);return}function dEb(a){a=a|0;bEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function eEb(a){a=a|0;cEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function fEb(a,b){a=a|0;b=b|0;return}function gEb(a){a=a|0;kEb(a,47820);jDb(a+4|0);return}function hEb(a){a=a|0;gEb(a);sOb(a);return}function iEb(a){a=a|0;gEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function jEb(a){a=a|0;hEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function kEb(a,b){a=a|0;b=b|0;return}function lEb(a){a=a|0;pEb(a,47868);nDb(a+4|0);return}function mEb(a){a=a|0;lEb(a);sOb(a);return}function nEb(a){a=a|0;lEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function oEb(a){a=a|0;mEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function pEb(a,b){a=a|0;b=b|0;return}function qEb(a){a=a|0;return pAb(a)|0}function rEb(a,c){a=a|0;c=c|0;b[a>>0]=b[c>>0]|0;return}function sEb(a,b){a=a|0;b=b|0;f[a+16>>2]=(f[a+24>>2]|0)==0|b;return}function tEb(a,b){a=a|0;b=b|0;var c=0;f[a+24>>2]=b;f[a+16>>2]=(b|0)==0&1;f[a+20>>2]=0;f[a+4>>2]=4098;f[a+12>>2]=0;f[a+8>>2]=6;c=a+28|0;b=a+32|0;a=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(a|0));YNb(c);return}function uEb(a,b){a=a|0;b=b|0;return (a|0)==(b|0)|0}function vEb(a,b){a=a|0;b=b|0;WNb(a,b+28|0);return}function wEb(a,b){a=a|0;b=b|0;return (a|0)==(b|0)|0}function xEb(a){a=a|0;f[a>>2]=47564;YNb(a+4|0);a=a+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function yEb(a){a=a|0;f[a>>2]=47628;YNb(a+4|0);a=a+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function zEb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;i=r;b[a>>0]=0;g=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;h=f[g+16>>2]|0;if(!h){g=f[g+72>>2]|0;if(g|0)AEb(g)|0;do if(!e){g=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;if(f[g+4>>2]&4096|0){vEb(i,g);l=XFb(i,260896)|0;YFb(i);g=f[c+(f[(f[c>>2]|0)+-12>>2]|0)+24>>2]|0;l=l+8|0;m=g;n=(g|0)==0;o=m+12|0;p=m+16|0;q=g;while(1){if(n){e=0;g=0;break}h=f[o>>2]|0;if((h|0)==(f[p>>2]|0))h=Pg[f[(f[q>>2]|0)+36>>2]&1023](m)|0;else h=DDb(b[h>>0]|0)|0;k=uEb(h,CDb()|0)|0;i=k?0:g;if(k){e=0;g=0;break}e=i;j=e+12|0;h=f[j>>2]|0;k=e+16|0;if((h|0)==(f[k>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](e)|0;else h=DDb(b[h>>0]|0)|0;if((h&255)<<24>>24<=-1)break;if(!(d[(f[l>>2]|0)+(h<<24>>24<<1)>>1]&8192))break;h=f[j>>2]|0;if((h|0)==(f[k>>2]|0)){Pg[f[(f[i>>2]|0)+40>>2]&1023](e)|0;continue}else{f[j>>2]=h+1;DDb(b[h>>0]|0)|0;continue}}if(g|0){h=f[e+12>>2]|0;if((h|0)==(f[e+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](e)|0;else g=DDb(b[h>>0]|0)|0;if(!(uEb(g,CDb()|0)|0))break}q=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;sEb(q,f[q+16>>2]|6)}}while(0);b[a>>0]=(f[c+(f[(f[c>>2]|0)+-12>>2]|0)+16>>2]|0)==0&1}else sEb(g,h|4);u=r;return}function AEb(a){a=a|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;if(f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0){BEb(c,a);if(b[c>>0]|0){e=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;if((Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0)==-1){e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(e,f[e+16>>2]|1)}}CEb(c)}u=d;return a|0}function BEb(a,c){a=a|0;c=c|0;b[a>>0]=0;f[a+4>>2]=c;c=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;if(!(f[c+16>>2]|0)){c=f[c+72>>2]|0;if(c|0)AEb(c)|0;b[a>>0]=1}return}function CEb(a){a=a|0;var b=0;a=a+4|0;b=f[a>>2]|0;b=b+(f[(f[b>>2]|0)+-12>>2]|0)|0;if(f[b+24>>2]|0)if(!(f[b+16>>2]|0))if(f[b+4>>2]&8192|0)if(!(sc()|0)){b=f[a>>2]|0;b=f[b+(f[(f[b>>2]|0)+-12>>2]|0)+24>>2]|0;if((Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0)==-1){b=f[a>>2]|0;b=b+(f[(f[b>>2]|0)+-12>>2]|0)|0;sEb(b,f[b+16>>2]|1)}}return}function DEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;h=u;u=u+16|0;i=h;g=a+4|0;f[g>>2]=0;zEb(i,a,1);e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;if(!(b[i>>0]|0))sEb(e,f[e+16>>2]|4);else{i=f[e+24>>2]|0;i=Sg[f[(f[i>>2]|0)+32>>2]&255](i,c,d)|0;f[g>>2]=i;if((i|0)!=(d|0)){i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]|6)}}u=h;return a|0}function EEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+32|0;g=e+16|0;d=e;h=a;f[h>>2]=0;f[h+4>>2]=0;h=a+8|0;f[h>>2]=-1;f[h+4>>2]=-1;zEb(g,c,1);if(b[g>>0]|0){h=f[c+(f[(f[c>>2]|0)+-12>>2]|0)+24>>2]|0;Th[f[(f[h>>2]|0)+16>>2]&127](d,h,0,0,1,8);f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2]}u=e;return}function FEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;g=u;u=u+48|0;d=g+16|0;h=g+32|0;e=g;i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]&-3);zEb(h,a,1);if(b[h>>0]|0){i=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;h=f[(f[i>>2]|0)+20>>2]|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];Fh[h&255](e,i,d,8);i=e+8|0;if((f[i>>2]|0)==-1?(f[i+4>>2]|0)==-1:0){i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]|4)}}u=g;return a|0}function GEb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;h=u;u=u+32|0;i=h+16|0;g=h;j=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(j,f[j+16>>2]&-3);zEb(i,a,1);if(b[i>>0]|0){j=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;Th[f[(f[j>>2]|0)+16>>2]&127](g,j,c,d,e,8);j=g+8|0;if((f[j>>2]|0)==-1?(f[j+4>>2]|0)==-1:0){j=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(j,f[j+16>>2]|4)}}u=h;return a|0}function HEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+12>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function IEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+24>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c&65535)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function JEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+16>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function KEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+24>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function LEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+16>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function MEb(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+32>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Ug[m&7](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function NEb(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+32>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Ug[m&7](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function OEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;BEb(i,a);do if(b[i>>0]|0){d=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;e=d;if(d|0){g=e+24|0;h=f[g>>2]|0;if((h|0)==(f[e+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;c=DDb(c)|0;c=Rg[h&255](e,c)|0}else{f[g>>2]=h+1;b[h>>0]=c;c=DDb(c)|0}if(!(uEb(c,CDb()|0)|0))break}h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(h,f[h+16>>2]|1)}while(0);CEb(i);u=j;return a|0}function PEb(){REb();return}function QEb(){return}function REb(){SEb(0);return}function SEb(a){a=a|0;var b=0;a=f[10833]|0;TEb(260528,a,260584);f[64962]=47696;f[64964]=47716;f[64963]=0;tEb(259856,260528);f[64982]=0;b=CDb()|0;f[64983]=b;UEb(260592,a,260648);f[64984]=47744;f[64986]=47764;f[64985]=0;tEb(259944,260592);f[65004]=0;a=UDb()|0;f[65005]=a;a=f[10800]|0;VEb(260656,a,260704);f[65006]=47792;f[65007]=47812;tEb(260028,260656);f[65025]=0;b=CDb()|0;f[65026]=b;WEb(260712,a,260760);f[65027]=47840;f[65028]=47860;tEb(260112,260712);f[65046]=0;a=UDb()|0;f[65047]=a;a=f[10768]|0;VEb(260768,a,260816);f[65048]=47792;f[65049]=47812;tEb(260196,260768);f[65067]=0;b=CDb()|0;f[65068]=b;b=f[260192+(f[(f[65048]|0)+-12>>2]|0)+24>>2]|0;f[65090]=47792;f[65091]=47812;tEb(260364,b);f[65109]=0;b=CDb()|0;f[65110]=b;WEb(260824,a,260872);f[65069]=47840;f[65070]=47860;tEb(260280,260824);f[65088]=0;a=UDb()|0;f[65089]=a;a=f[260276+(f[(f[65069]|0)+-12>>2]|0)+24>>2]|0;f[65111]=47840;f[65112]=47860;tEb(260448,a);f[65130]=0;a=UDb()|0;f[65131]=a;f[259848+(f[(f[64962]|0)+-12>>2]|0)+72>>2]=260024;f[259936+(f[(f[64984]|0)+-12>>2]|0)+72>>2]=260108;a=260192+(f[(f[65048]|0)+-12>>2]|0)+4|0;f[a>>2]=f[a>>2]|8192;a=260276+(f[(f[65069]|0)+-12>>2]|0)+4|0;f[a>>2]=f[a>>2]|8192;f[260192+(f[(f[65048]|0)+-12>>2]|0)+72>>2]=260024;f[260276+(f[(f[65069]|0)+-12>>2]|0)+72>>2]=260108;return}function TEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;xEb(a);f[a>>2]=48076;f[a+32>>2]=c;f[a+40>>2]=d;d=CDb()|0;f[a+48>>2]=d;b[a+52>>0]=0;d=f[(f[a>>2]|0)+8>>2]|0;WNb(g,a+4|0);oh[d&1023](a,g);YFb(g);u=e;return}function UEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;yEb(a);f[a>>2]=48012;f[a+32>>2]=c;f[a+40>>2]=d;d=UDb()|0;f[a+48>>2]=d;b[a+52>>0]=0;d=f[(f[a>>2]|0)+8>>2]|0;WNb(g,a+4|0);oh[d&1023](a,g);YFb(g);u=e;return}function VEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;xEb(a);f[a>>2]=47948;f[a+32>>2]=c;WNb(g,a+4|0);c=XFb(g,262688)|0;YFb(g);f[a+36>>2]=c;f[a+40>>2]=d;d=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=d;u=e;return}function WEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;yEb(a);f[a>>2]=47884;f[a+32>>2]=c;WNb(g,a+4|0);c=XFb(g,262696)|0;YFb(g);f[a+36>>2]=c;f[a+40>>2]=d;d=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=d;u=e;return}function XEb(a){a=a|0;GDb(a);return}function YEb(a){a=a|0;XEb(a);sOb(a);return}function ZEb(a,c){a=a|0;c=c|0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262696)|0;f[a+36>>2]=c;c=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=c;return}function _Eb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;c=k+8|0;d=k;e=a+36|0;g=a+40|0;h=c+8|0;i=c;b=a+32|0;a:while(1){a=f[e>>2]|0;a=Vg[f[(f[a>>2]|0)+20>>2]&31](a,f[g>>2]|0,c,h,d)|0;l=(f[d>>2]|0)-i|0;if((vCb(c,1,l,f[b>>2]|0)|0)!=(l|0)){a=-1;break}switch(a|0){case 1:break;case 2:{a=-1;break a}default:{j=4;break a}}}if((j|0)==4)a=((OBb(f[b>>2]|0)|0)!=0)<<31>>31;u=k;return a|0}function $Eb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;a:do if(!(b[a+44>>0]|0)){e=0;while(1){if((e|0)>=(d|0))break a;h=f[(f[a>>2]|0)+52>>2]|0;g=VDb(f[c>>2]|0)|0;g=Rg[h&255](a,g)|0;if((g|0)==(UDb()|0))break a;e=e+1|0;c=c+4|0}}else e=vCb(c,4,d,f[a+32>>2]|0)|0;while(0);return e|0}function aFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+16|0;e=o+8|0;m=o+4|0;n=o;do if(wEb(c,UDb()|0)|0)d=15;else{k=XDb(c)|0;f[e>>2]=k;if(b[a+44>>0]|0){if((vCb(e,4,1,f[a+32>>2]|0)|0)==1){d=15;break}a=UDb()|0;break}f[m>>2]=l;d=e+4|0;g=a+36|0;h=a+40|0;i=l+8|0;j=l;k=a+32|0;while(1){a=f[g>>2]|0;a=_g[f[(f[a>>2]|0)+12>>2]&15](a,f[h>>2]|0,e,d,n,l,i,m)|0;if((f[n>>2]|0)==(e|0)){d=14;break}if((a|0)==3){d=8;break}if(a>>>0>=2){d=14;break}e=(f[m>>2]|0)-j|0;if((vCb(l,1,e,f[k>>2]|0)|0)!=(e|0)){d=14;break}if((a|0)==1)e=f[n>>2]|0;else{d=13;break}}if((d|0)==8)if((vCb(e,1,1,f[k>>2]|0)|0)==1)d=13;else d=14;if((d|0)==13){d=15;break}else if((d|0)==14){a=UDb()|0;break}}while(0);if((d|0)==15)a=bFb(c)|0;u=o;return a|0}function bFb(a){a=a|0;if(wEb(a,UDb()|0)|0)a=~(UDb()|0);return a|0}function cFb(a){a=a|0;oDb(a);return}function dFb(a){a=a|0;cFb(a);sOb(a);return}function eFb(a,c){a=a|0;c=c|0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262688)|0;f[a+36>>2]=c;c=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=c;return}function fFb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;c=k+8|0;d=k;e=a+36|0;g=a+40|0;h=c+8|0;i=c;b=a+32|0;a:while(1){a=f[e>>2]|0;a=Vg[f[(f[a>>2]|0)+20>>2]&31](a,f[g>>2]|0,c,h,d)|0;l=(f[d>>2]|0)-i|0;if((vCb(c,1,l,f[b>>2]|0)|0)!=(l|0)){a=-1;break}switch(a|0){case 1:break;case 2:{a=-1;break a}default:{j=4;break a}}}if((j|0)==4)a=((OBb(f[b>>2]|0)|0)!=0)<<31>>31;u=k;return a|0}function gFb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;a:do if(!(b[a+44>>0]|0)){e=0;while(1){if((e|0)>=(d|0))break a;h=f[(f[a>>2]|0)+52>>2]|0;g=DDb(b[c>>0]|0)|0;g=Rg[h&255](a,g)|0;if((g|0)==(CDb()|0))break a;e=e+1|0;c=c+1|0}}else e=vCb(c,1,d,f[a+32>>2]|0)|0;while(0);return e|0}function hFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+16|0;e=o+8|0;m=o+4|0;n=o;do if(uEb(c,CDb()|0)|0)d=15;else{k=FDb(c)|0;b[e>>0]=k;if(b[a+44>>0]|0){if((vCb(e,1,1,f[a+32>>2]|0)|0)==1){d=15;break}a=CDb()|0;break}f[m>>2]=l;d=e+1|0;g=a+36|0;h=a+40|0;i=l+8|0;j=l;k=a+32|0;while(1){a=f[g>>2]|0;a=_g[f[(f[a>>2]|0)+12>>2]&15](a,f[h>>2]|0,e,d,n,l,i,m)|0;if((f[n>>2]|0)==(e|0)){d=14;break}if((a|0)==3){d=8;break}if(a>>>0>=2){d=14;break}e=(f[m>>2]|0)-j|0;if((vCb(l,1,e,f[k>>2]|0)|0)!=(e|0)){d=14;break}if((a|0)==1)e=f[n>>2]|0;else{d=13;break}}if((d|0)==8)if((vCb(e,1,1,f[k>>2]|0)|0)==1)d=13;else d=14;if((d|0)==13){d=15;break}else if((d|0)==14){a=CDb()|0;break}}while(0);if((d|0)==15)a=iFb(c)|0;u=o;return a|0}function iFb(a){a=a|0;if(uEb(a,CDb()|0)|0)a=~(CDb()|0);return a|0}function jFb(a){a=a|0;GDb(a);return}function kFb(a){a=a|0;jFb(a);sOb(a);return}function lFb(a,c){a=a|0;c=c|0;var d=0,e=0;e=XFb(c,262696)|0;d=a+36|0;f[d>>2]=e;e=Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0;c=a+44|0;f[c>>2]=e;d=f[d>>2]|0;d=(Pg[f[(f[d>>2]|0)+28>>2]&1023](d)|0)&1;b[a+53>>0]=d;if((f[c>>2]|0)>8)kJb(252666);else return}function mFb(a){a=a|0;return pFb(a,0)|0}function nFb(a){a=a|0;return pFb(a,1)|0}function oFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;i=l+8|0;e=l+4|0;g=l;j=wEb(c,UDb()|0)|0;k=a+52|0;d=(b[k>>0]|0)!=0;do if(j)if(d)d=c;else{d=f[a+48>>2]|0;c=((wEb(d,UDb()|0)|0)^1)&1;b[k>>0]=c}else{if(d){j=a+48|0;d=XDb(f[j>>2]|0)|0;f[e>>2]=d;d=f[a+36>>2]|0;switch(_g[f[(f[d>>2]|0)+12>>2]&15](d,f[a+40>>2]|0,e,e+4|0,g,h,h+8|0,i)|0){case 1:case 2:{g=11;break}case 3:{b[h>>0]=f[j>>2];f[i>>2]=h+1;g=8;break}default:g=8}a:do if((g|0)==8){d=a+32|0;while(1){e=f[i>>2]|0;if(e>>>0<=h>>>0){e=1;d=0;break a}a=e+-1|0;f[i>>2]=a;if((yCb(b[a>>0]|0,f[d>>2]|0)|0)==-1){g=11;break}}}while(0);if((g|0)==11){e=0;d=UDb()|0}if(e)d=j;else break}else d=a+48|0;f[d>>2]=c;b[k>>0]=1;d=c}while(0);u=l;return d|0}function pFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+32|0;p=r+16|0;q=r+8|0;l=r+4|0;m=r;g=a+52|0;if(!(b[g>>0]|0)){d=f[a+44>>2]|0;d=(d|0)>1?d:1;o=a+32|0;e=0;while(1){if((e|0)>=(d|0)){n=9;break}g=CBb(f[o>>2]|0)|0;if((g|0)==-1){n=8;break}b[p+e>>0]=g;e=e+1|0}if((n|0)==8)d=UDb()|0;else if((n|0)==9){do if(!(b[a+53>>0]|0)){i=a+40|0;j=a+36|0;k=q+4|0;a:while(1){s=f[i>>2]|0;g=s;e=f[g>>2]|0;g=f[g+4>>2]|0;t=f[j>>2]|0;h=p+d|0;switch(_g[f[(f[t>>2]|0)+16>>2]&15](t,s,p,h,l,q,k,m)|0){case 3:{n=16;break a}case 2:{n=18;break a}case 1:break;default:break a}t=f[i>>2]|0;f[t>>2]=e;f[t+4>>2]=g;if((d|0)==8){n=18;break}e=CBb(f[o>>2]|0)|0;if((e|0)==-1){n=18;break}b[h>>0]=e;d=d+1|0}if((n|0)==16)f[q>>2]=b[p>>0];else if((n|0)==18){d=UDb()|0;break}n=19}else{f[q>>2]=b[p>>0];n=19}while(0);b:do if((n|0)==19){c:do if(c){t=VDb(f[q>>2]|0)|0;f[a+48>>2]=t}else{do{if((d|0)<=0)break c;d=d+-1|0;t=VDb(b[p+d>>0]|0)|0}while((yCb(t,f[o>>2]|0)|0)!=-1);d=UDb()|0;break b}while(0);d=VDb(f[q>>2]|0)|0}while(0)}}else{e=a+48|0;d=f[e>>2]|0;if(c){t=UDb()|0;f[e>>2]=t;b[g>>0]=0}}u=r;return d|0}function qFb(a){a=a|0;oDb(a);return}function rFb(a){a=a|0;qFb(a);sOb(a);return}function sFb(a,c){a=a|0;c=c|0;var d=0,e=0;e=XFb(c,262688)|0;d=a+36|0;f[d>>2]=e;e=Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0;c=a+44|0;f[c>>2]=e;d=f[d>>2]|0;d=(Pg[f[(f[d>>2]|0)+28>>2]&1023](d)|0)&1;b[a+53>>0]=d;if((f[c>>2]|0)>8)kJb(252666);else return}function tFb(a){a=a|0;return wFb(a,0)|0}function uFb(a){a=a|0;return wFb(a,1)|0}function vFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;i=l+4|0;e=l+8|0;g=l;j=uEb(c,CDb()|0)|0;k=a+52|0;d=(b[k>>0]|0)!=0;do if(j)if(d)d=c;else{d=f[a+48>>2]|0;c=((uEb(d,CDb()|0)|0)^1)&1;b[k>>0]=c}else{if(d){j=a+48|0;d=FDb(f[j>>2]|0)|0;b[e>>0]=d;d=f[a+36>>2]|0;switch(_g[f[(f[d>>2]|0)+12>>2]&15](d,f[a+40>>2]|0,e,e+1|0,g,h,h+8|0,i)|0){case 1:case 2:{g=11;break}case 3:{b[h>>0]=f[j>>2];f[i>>2]=h+1;g=8;break}default:g=8}a:do if((g|0)==8){d=a+32|0;while(1){e=f[i>>2]|0;if(e>>>0<=h>>>0){e=1;d=0;break a}a=e+-1|0;f[i>>2]=a;if((yCb(b[a>>0]|0,f[d>>2]|0)|0)==-1){g=11;break}}}while(0);if((g|0)==11){e=0;d=CDb()|0}if(e)d=j;else break}else d=a+48|0;f[d>>2]=c;b[k>>0]=1;d=c}while(0);u=l;return d|0}function wFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+32|0;p=r+16|0;q=r+8|0;l=r+4|0;m=r;g=a+52|0;if(!(b[g>>0]|0)){d=f[a+44>>2]|0;d=(d|0)>1?d:1;o=a+32|0;e=0;while(1){if((e|0)>=(d|0)){n=9;break}g=CBb(f[o>>2]|0)|0;if((g|0)==-1){n=8;break}b[p+e>>0]=g;e=e+1|0}if((n|0)==8)d=CDb()|0;else if((n|0)==9){do if(!(b[a+53>>0]|0)){i=a+40|0;j=a+36|0;k=q+1|0;a:while(1){s=f[i>>2]|0;g=s;e=f[g>>2]|0;g=f[g+4>>2]|0;t=f[j>>2]|0;h=p+d|0;switch(_g[f[(f[t>>2]|0)+16>>2]&15](t,s,p,h,l,q,k,m)|0){case 3:{n=16;break a}case 2:{n=18;break a}case 1:break;default:break a}t=f[i>>2]|0;f[t>>2]=e;f[t+4>>2]=g;if((d|0)==8){n=18;break}e=CBb(f[o>>2]|0)|0;if((e|0)==-1){n=18;break}b[h>>0]=e;d=d+1|0}if((n|0)==16)b[q>>0]=b[p>>0]|0;else if((n|0)==18){d=CDb()|0;break}n=19}else{b[q>>0]=b[p>>0]|0;n=19}while(0);b:do if((n|0)==19){c:do if(c){t=DDb(b[q>>0]|0)|0;f[a+48>>2]=t}else{do{if((d|0)<=0)break c;d=d+-1|0;t=DDb(b[p+d>>0]|0)|0}while((yCb(t,f[o>>2]|0)|0)!=-1);d=CDb()|0;break b}while(0);d=DDb(b[q>>0]|0)|0}while(0)}}else{e=a+48|0;d=f[e>>2]|0;if(c){t=CDb()|0;f[e>>2]=t;b[g>>0]=0}}u=r;return d|0}function xFb(a){a=a|0;DFb(a);return}function yFb(a){a=a|0;xFb(a);sOb(a);return}function zFb(a){a=a|0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function AFb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,h=0;a=c;while(1){if((e|0)==(f|0)){h=7;break}if((a|0)==(d|0)){a=-1;break}c=b[a>>0]|0;g=b[e>>0]|0;if(c<<24>>24<g<<24>>24){a=-1;break}if(g<<24>>24<c<<24>>24){a=1;break}e=e+1|0;a=a+1|0}if((h|0)==7)a=(a|0)!=(d|0)&1;return a|0}function BFb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;i=e-d|0;if(i>>>0>4294967279)vOb(a);if(i>>>0<11){b[a+11>>0]=i;g=a}else{c=i+16&-16;g=pOb(c)|0;f[a>>2]=g;f[a+8>>2]=c|-2147483648;f[a+4>>2]=i}c=d;a=g;while(1){if((c|0)==(e|0))break;rEb(a,c);c=c+1|0;a=a+1|0}b[h>>0]=0;rEb(g+i|0,h);u=j;return}function CFb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;a=0;while(1){if((c|0)==(d|0))break;e=(a<<4)+(b[c>>0]|0)|0;f=e&-268435456;a=(f>>>24|f)^e;c=c+1|0}return a|0}function DFb(a){a=a|0;return}function EFb(a){a=a|0;DFb(a);return}function FFb(a){a=a|0;EFb(a);sOb(a);return}function GFb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;a=b;while(1){if((d|0)==(e|0)){h=7;break}if((a|0)==(c|0)){a=-1;break}b=f[a>>2]|0;g=f[d>>2]|0;if((b|0)<(g|0)){a=-1;break}if((g|0)<(b|0)){a=1;break}d=d+4|0;a=a+4|0}if((h|0)==7)a=(a|0)!=(c|0)&1;return a|0}function HFb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=e-d>>2;if(h>>>0>1073741807)vOb(a);do if(h>>>0<2){b[a+8+3>>0]=h;j=d;k=a}else{c=h+4&-4;if(c>>>0>1073741823)vd();else{k=pOb(c<<2)|0;f[a>>2]=k;f[a+8>>2]=c|-2147483648;f[a+4>>2]=h;j=d;break}}while(0);while(1){if((j|0)==(e|0))break;JFb(k,j);j=j+4|0;k=k+4|0}f[g>>2]=0;JFb(k,g);u=i;return}function IFb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;a=0;while(1){if((b|0)==(c|0))break;d=(f[b>>2]|0)+(a<<4)|0;e=d&-268435456;a=(e>>>24|e)^d;b=b+4|0}return a|0}function JFb(a,b){a=a|0;b=b|0;f[a>>2]=f[b>>2];return}function KFb(a){a=a|0;DFb(a);return}function LFb(a){a=a|0;DFb(a);sOb(a);return}function MFb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;i=o+40|0;n=o+16|0;j=o+8|0;k=o+12|0;l=o+4|0;m=o;if(!(f[e+4>>2]&1)){f[j>>2]=-1;m=f[(f[a>>2]|0)+16>>2]|0;f[k>>2]=f[c>>2];f[l>>2]=f[d>>2];f[n>>2]=f[k>>2];f[i>>2]=f[l>>2];n=Yg[m&63](a,n,i,e,g,j)|0;f[c>>2]=n;switch(f[j>>2]|0){case 0:{b[h>>0]=0;break}case 1:{b[h>>0]=1;break}default:{b[h>>0]=1;f[g>>2]=4}}i=f[c>>2]|0}else{vEb(i,e);l=XFb(i,260896)|0;YFb(i);vEb(i,e);a=XFb(i,260912)|0;YFb(i);oh[f[(f[a>>2]|0)+24>>2]&1023](n,a);oh[f[(f[a>>2]|0)+28>>2]&1023](n+12|0,a);f[m>>2]=f[d>>2];a=n+24|0;f[i>>2]=f[m>>2];i=(DGb(c,i,n,a,l,g,1)|0)==(n|0)&1;b[h>>0]=i;i=f[c>>2]|0;do{a=a+-12|0;zOb(a)}while((a|0)!=(n|0))}u=o;return i|0}function NFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=BGb(a,j,i,d,e,g)|0;u=h;return g|0}function OFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=zGb(a,j,i,d,e,g)|0;u=h;return g|0}function PFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=xGb(a,j,i,d,e,g)|0;u=h;return g|0}function QFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=vGb(a,j,i,d,e,g)|0;u=h;return g|0}function RFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=tGb(a,j,i,d,e,g)|0;u=h;return g|0}function SFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=pGb(a,j,i,d,e,g)|0;u=h;return g|0}function TFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=nGb(a,j,i,d,e,g)|0;u=h;return g|0}function UFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=lGb(a,j,i,d,e,g)|0;u=h;return g|0}function VFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=gGb(a,j,i,d,e,g)|0;u=h;return g|0}function WFb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;z=u;u=u+240|0;w=z;t=z+204|0;x=z+192|0;y=z+180|0;v=z+176|0;q=z+16|0;r=z+8|0;s=z+4|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[x+(a<<2)>>2]=0;a=a+1|0}vEb(y,e);a=XFb(y,260896)|0;Tg[f[(f[a>>2]|0)+32>>2]&15](a,252814,252840,t)|0;YFb(y);f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[y+(a<<2)>>2]=0;a=a+1|0}p=y+11|0;o=y+8|0;if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a;f[r>>2]=q;f[s>>2]=0;n=y+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){m=0;j=0;k=1}else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=DDb(b[e>>0]|0)|0;if(uEb(e,CDb()|0)|0){f[c>>2]=0;m=0;j=0;k=1}else{m=i;k=0}}i=f[d>>2]|0;do if(!i)A=22;else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=DDb(b[e>>0]|0)|0;if(uEb(e,CDb()|0)|0){f[d>>2]=0;A=22;break}else if(k)break;else break a}while(0);if((A|0)==22){A=0;if(k){i=0;break}else i=0}e=b[p>>0]|0;e=e<<24>>24<0?f[n>>2]|0:e&255;if((f[v>>2]|0)==(a+e|0)){GOb(y,e<<1,0);if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a+e}k=m+12|0;e=f[k>>2]|0;l=m+16|0;if((e|0)==(f[l>>2]|0))e=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else e=DDb(b[e>>0]|0)|0;if(ZFb(e&255,16,a,v,s,0,x,q,r,t)|0)break;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0)){Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;i=m;continue}else{f[k>>2]=e+1;DDb(b[e>>0]|0)|0;i=m;continue}}GOb(y,(f[v>>2]|0)-a|0,0);t=(b[p>>0]|0)<0?f[y>>2]|0:y;v=_Fb()|0;f[w>>2]=h;if(($Fb(t,v,252847,w)|0)!=1)f[g>>2]=4;if(!m)e=1;else{a=f[m+12>>2]|0;if((a|0)==(f[m+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](m)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)A=49;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;A=49;break}else if(e)break;else{A=51;break}}while(0);if((A|0)==49)if(e)A=51;if((A|0)==51)f[g>>2]=f[g>>2]|2;A=f[c>>2]|0;zOb(y);zOb(x);u=z;return A|0}function XFb(a,b){a=a|0;b=b|0;a=f[a>>2]|0;return bGb(a,aGb(b)|0)|0}function YFb(a){a=a|0;eOb(f[a>>2]|0)|0;return}function ZFb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;o=f[e>>2]|0;p=(o|0)==(d|0);do if(p){m=(b[l+24>>0]|0)==a<<24>>24;if(!m)if((b[l+25>>0]|0)!=a<<24>>24){n=5;break}f[e>>2]=d+1;b[d>>0]=m?43:45;f[g>>2]=0;m=0}else n=5;while(0);a:do if((n|0)==5){n=b[i+11>>0]|0;if(a<<24>>24==h<<24>>24?((n<<24>>24<0?f[i+4>>2]|0:n&255)|0)!=0:0){m=f[k>>2]|0;if((m-j|0)>=160){m=0;break}e=f[g>>2]|0;f[k>>2]=m+4;f[m>>2]=e;f[g>>2]=0;m=0;break}i=l+26|0;h=0;while(1){m=l+h|0;if((h|0)==26){m=i;break}if((b[m>>0]|0)==a<<24>>24)break;else h=h+1|0}m=m-l|0;if((m|0)>23)m=-1;else{switch(c|0){case 10:case 8:{if((m|0)>=(c|0)){m=-1;break a}break}case 16:{if((m|0)>=22){if(p){m=-1;break a}if((o-d|0)>=3){m=-1;break a}if((b[o+-1>>0]|0)!=48){m=-1;break a}f[g>>2]=0;m=b[252814+m>>0]|0;f[e>>2]=o+1;b[o>>0]=m;m=0;break a}break}default:{}}m=b[252814+m>>0]|0;f[e>>2]=o+1;b[o>>0]=m;f[g>>2]=(f[g>>2]|0)+1;m=0}}while(0);return m|0}function _Fb(){var a=0;if(!(b[257600]|0))if(MPb(257600)|0){a=vBb(2147483647,252850,0)|0;f[65226]=a}return f[65226]|0}function $Fb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;f[g>>2]=d;d=UAb(b)|0;b=pCb(a,c,g)|0;if(d|0)UAb(d)|0;u=e;return b|0}function aGb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+48|0;b=e+32|0;c=e+24|0;d=e;g=e+16|0;f[g>>2]=1643;f[g+4>>2]=0;f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];dGb(d,b,a);if((f[a>>2]|0)!=-1){f[b>>2]=d;f[c>>2]=b;oOb(a,c,1644)}u=e;return (f[a+4>>2]|0)+-1|0}function bGb(a,b){a=a|0;b=b|0;return f[(f[a+8>>2]|0)+(b<<2)>>2]|0}function cGb(a){a=a|0;var b=0;b=f[65227]|0;f[65227]=b+1;f[a+4>>2]=b+1;return}function dGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[b>>2]|0;b=f[b+4>>2]|0;f[a>>2]=c;f[a+4>>2]=d;f[a+8>>2]=b;return}function eGb(a){a=a|0;fGb(f[f[a>>2]>>2]|0);return}function fGb(a){a=a|0;var b=0,c=0,d=0;b=f[a+4>>2]|0;d=f[a+8>>2]|0;c=(f[a>>2]|0)+(d>>1)|0;if(!(d&1))a=b;else a=f[(f[c>>2]|0)+b>>2]|0;gh[a&2047](c);return}function gGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+jGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function hGb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;i=h;vEb(i,c);c=XFb(i,260896)|0;Tg[f[(f[c>>2]|0)+32>>2]&15](c,252814,252846,d)|0;d=XFb(i,260912)|0;c=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;b[e>>0]=c;e=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;b[g>>0]=e;oh[f[(f[d>>2]|0)+20>>2]&1023](a,d);YFb(i);u=h;return}function iGb(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0;a:do if(a<<24>>24==h<<24>>24)if(!(b[c>>0]|0))h=-1;else{b[c>>0]=0;d=f[g>>2]|0;f[g>>2]=d+1;b[d>>0]=46;g=b[j+11>>0]|0;if(!((g<<24>>24<0?f[j+4>>2]|0:g&255)|0))h=0;else{h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;h=0}else h=0}}else{if(a<<24>>24==i<<24>>24){o=b[j+11>>0]|0;if((o<<24>>24<0?f[j+4>>2]|0:o&255)|0){if(!(b[c>>0]|0)){h=-1;break}h=f[l>>2]|0;if((h-k|0)>=160){h=0;break}k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;f[m>>2]=0;h=0;break}}o=n+32|0;i=0;while(1){h=n+i|0;if((i|0)==32){h=o;break}if((b[h>>0]|0)==a<<24>>24)break;else i=i+1|0}i=h-n|0;if((i|0)>31)h=-1;else{o=b[252814+i>>0]|0;switch(i|0){case 24:case 25:{h=f[g>>2]|0;if((h|0)!=(e|0))if((b[h+-1>>0]&95)!=(b[d>>0]&127)){h=-1;break a}f[g>>2]=h+1;b[h>>0]=o;h=0;break a}case 23:case 22:{b[d>>0]=80;h=f[g>>2]|0;f[g>>2]=h+1;b[h>>0]=o;h=0;break a}default:{h=o&95;if((h|0)==(b[d>>0]|0)){b[d>>0]=h|128;if(b[c>>0]|0){b[c>>0]=0;d=b[j+11>>0]|0;if((d<<24>>24<0?f[j+4>>2]|0:d&255)|0){h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k}}}}l=f[g>>2]|0;f[g>>2]=l+1;b[l>>0]=o;if((i|0)>21){h=0;break a}f[m>>2]=(f[m>>2]|0)+1;h=0;break a}}}}while(0);return h|0}function jGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+WCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function kGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;i=a+11|0;h=b[i>>0]|0;j=a+4|0;g=f[j>>2]|0;do if((h<<24>>24<0?g:h&255)|0){if((c|0)!=(d|0)){g=d;h=c;while(1){g=g+-4|0;if(h>>>0>=g>>>0)break;l=f[h>>2]|0;f[h>>2]=f[g>>2];f[g>>2]=l;h=h+4|0}h=b[i>>0]|0;g=f[j>>2]|0}j=h<<24>>24<0;l=j?f[a>>2]|0:a;a=d+-4|0;j=l+(j?g:h&255)|0;g=l;while(1){h=b[g>>0]|0;i=h<<24>>24>0&h<<24>>24!=127;if(c>>>0>=a>>>0)break;if(i)if((f[c>>2]|0)!=(h<<24>>24|0)){k=10;break}c=c+4|0;g=(j-g|0)>1?g+1|0:g}if((k|0)==10){f[e>>2]=4;break}if(i)if(((f[a>>2]|0)+-1|0)>>>0>=h<<24>>24>>>0)f[e>>2]=4}while(0);return}function lGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+mGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function mGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+VCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function nGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}p=B+11|0;q=B+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){o=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;o=0;j=0;k=1}else{o=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[p>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=o+12|0;a=f[k>>2]|0;l=o+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;i=o;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=o;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+oGb(e,f[x>>2]|0,g);n[h>>2]=F;kGb(C,y,f[z>>2]|0,g);if(!o)e=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function oGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+UCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function pGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=sGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function qGb(a){a=a|0;switch(f[a+4>>2]&74){case 64:{a=8;break}case 8:{a=16;break}case 0:{a=0;break}default:a=10}return a|0}function rGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;vEb(h,c);c=XFb(h,260896)|0;Tg[f[(f[c>>2]|0)+32>>2]&15](c,252814,252840,d)|0;d=XFb(h,260912)|0;c=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;b[e>>0]=c;oh[f[(f[d>>2]|0)+20>>2]&1023](a,d);YFb(h);u=g;return}function sGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;do if((a|0)==(c|0)){f[d>>2]=4;e=0;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;e=0;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){l=hAb()|0;f[l>>2]=i}if((f[h>>2]|0)==(c|0)){if((g|0)==34){a=-1;e=-1;j=8}}else{a=0;e=0;j=8}if((j|0)==8)f[d>>2]=4}while(0);I=e;u=k;return a|0}function tGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=uGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function uGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>4294967295|(g|0)==34){f[d>>2]=4;a=-1;break}else break;else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function vGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=wGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function wGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>4294967295|(g|0)==34){f[d>>2]=4;a=-1;break}else break;else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function xGb(a,c,e,g,h,i){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+224|0;r=B+198|0;s=B+196|0;z=B+184|0;A=B+172|0;t=B+168|0;v=B+8|0;w=B+4|0;x=B;y=qGb(g)|0;rGb(z,g,r,s);f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}p=A+11|0;q=A+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g;f[w>>2]=v;f[x>>2]=0;n=A+4|0;k=f[c>>2]|0;j=k;a:while(1){if(!j){o=0;k=0;l=1}else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;o=0;k=0;l=1}else{o=j;l=0}}j=f[e>>2]|0;do if(!j)C=19;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;C=19;break}else if(l)break;else break a}while(0);if((C|0)==19){C=0;if(l){j=0;break}else j=0}l=b[p>>0]|0;l=l<<24>>24<0?f[n>>2]|0:l&255;if((f[t>>2]|0)==(g+l|0)){GOb(A,l<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g+l}l=o+12|0;a=f[l>>2]|0;m=o+16|0;if((a|0)==(f[m>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,y,g,t,x,b[s>>0]|0,z,v,w,r)|0)break;a=f[l>>2]|0;if((a|0)==(f[m>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;j=o;continue}else{f[l>>2]=a+1;DDb(b[a>>0]|0)|0;j=o;continue}}s=b[z+11>>0]|0;if((s<<24>>24<0?f[z+4>>2]|0:s&255)|0){a=f[w>>2]|0;if((a-v|0)<160){x=f[x>>2]|0;f[w>>2]=a+4;f[a>>2]=x}}y=yGb(g,f[t>>2]|0,h,y)|0;d[i>>1]=y;kGb(z,v,f[w>>2]|0,h);if(!o)g=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[k>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1}else g=0}do if(!j)C=47;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;C=47;break}else if(g)break;else{C=49;break}}while(0);if((C|0)==47)if(g)C=49;if((C|0)==49)f[h>>2]=f[h>>2]|2;C=f[c>>2]|0;zOb(A);zOb(z);u=B;return C|0}function yGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>65535|(g|0)==34){f[d>>2]=4;a=-1;break}else{a=a&65535;break}else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function zGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=AGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function AGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i;if((a|0)==(b|0)){f[c>>2]=4;d=0;a=0}else{h=hAb()|0;h=f[h>>2]|0;e=hAb()|0;f[e>>2]=0;a=FCb(a,g,d,_Fb()|0)|0;d=I;e=hAb()|0;e=f[e>>2]|0;if(!e){j=hAb()|0;f[j>>2]=h}if((f[g>>2]|0)==(b|0)){if((e|0)==34){f[c>>2]=4;d=(d|0)>0|(d|0)==0&a>>>0>0;a=d?-1:0;d=d?2147483647:-2147483648}}else{f[c>>2]=4;a=0;d=0}}I=d;u=i;return a|0}function BGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=CGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function CGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i;if((a|0)==(b|0)){f[c>>2]=4;a=0}else{h=hAb()|0;h=f[h>>2]|0;e=hAb()|0;f[e>>2]=0;a=FCb(a,g,d,_Fb()|0)|0;d=I;e=hAb()|0;e=f[e>>2]|0;if(!e){j=hAb()|0;f[j>>2]=h}a:do if((f[g>>2]|0)==(b|0)){do if((e|0)==34){f[c>>2]=4;if((d|0)>0|(d|0)==0&a>>>0>0){a=2147483647;break a}}else{if((d|0)<-1|(d|0)==-1&a>>>0<2147483648){f[c>>2]=4;break}if((d|0)>0|(d|0)==0&a>>>0>2147483647){f[c>>2]=4;a=2147483647;break a}else break a}while(0);a=-2147483648}else{f[c>>2]=4;a=0}while(0)}u=i;return a|0}function DGb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+112|0;k=x;l=(e-d|0)/12|0;if(l>>>0>100){k=_zb(l)|0;if(!k)uOb();else{j=k;v=k}}else{j=k;v=0}n=d;o=j;k=0;while(1){if((n|0)==(e|0))break;m=b[n+11>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if(!m){b[o>>0]=2;l=l+-1|0;k=k+1|0}else b[o>>0]=1;n=n+12|0;o=o+1|0}t=0;r=k;a:while(1){k=f[a>>2]|0;do if(!k)o=1;else{m=f[k+12>>2]|0;if((m|0)==(f[k+16>>2]|0))k=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else k=DDb(b[m>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[a>>2]=0;o=1;break}else{o=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;if(!m){m=0;k=1}else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[c>>2]=0;m=0;k=1}else k=0}n=f[a>>2]|0;if(!((l|0)!=0&(o^k)))break;k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=DDb(b[k>>0]|0)|0;k=k&255;if(!i)k=Rg[f[(f[g>>2]|0)+12>>2]&255](g,k)|0;s=t+1|0;p=d;o=0;q=j;while(1){if((p|0)==(e|0))break;do if((b[q>>0]|0)==1){n=p+11|0;if((b[n>>0]|0)<0)m=f[p>>2]|0;else m=p;m=b[m+t>>0]|0;if(!i)m=Rg[f[(f[g>>2]|0)+12>>2]&255](g,m)|0;if(k<<24>>24!=m<<24>>24){b[q>>0]=0;m=o;n=r;l=l+-1|0;break}m=b[n>>0]|0;if(m<<24>>24<0)m=f[p+4>>2]|0;else m=m&255;if((m|0)==(s|0)){b[q>>0]=2;m=1;n=r+1|0;l=l+-1|0}else{m=1;n=r}}else{m=o;n=r}while(0);p=p+12|0;o=m;q=q+1|0;r=n}if(!o){t=s;continue}k=f[a>>2]|0;m=k+12|0;n=f[m>>2]|0;if((n|0)==(f[k+16>>2]|0))Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;else{f[m>>2]=n+1;DDb(b[n>>0]|0)|0}if((r+l|0)>>>0>1){n=d;o=j;k=r}else{t=s;continue}while(1){if((n|0)==(e|0)){t=s;r=k;continue a}if((b[o>>0]|0)==2){m=b[n+11>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if((m|0)!=(s|0)){b[o>>0]=0;k=k+-1|0}}n=n+12|0;o=o+1|0}}do if(!n)l=1;else{k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[a>>2]=0;l=1;break}else{l=(f[a>>2]|0)==0;break}}while(0);do if(!m)w=41;else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[c>>2]=0;w=41;break}else if(l)break;else{w=77;break}}while(0);if((w|0)==41)if(l)w=77;if((w|0)==77)f[h>>2]=f[h>>2]|2;while(1){if((d|0)==(e|0)){w=81;break}if((b[j>>0]|0)==2)break;d=d+12|0;j=j+1|0}if((w|0)==81){f[h>>2]=f[h>>2]|4;d=e}$zb(v);u=x;return d|0}function EGb(a){a=a|0;DFb(a);return}function FGb(a){a=a|0;DFb(a);sOb(a);return}function GGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;i=o+40|0;n=o+16|0;j=o+8|0;k=o+12|0;l=o+4|0;m=o;if(!(f[e+4>>2]&1)){f[j>>2]=-1;m=f[(f[a>>2]|0)+16>>2]|0;f[k>>2]=f[c>>2];f[l>>2]=f[d>>2];f[n>>2]=f[k>>2];f[i>>2]=f[l>>2];n=Yg[m&63](a,n,i,e,g,j)|0;f[c>>2]=n;switch(f[j>>2]|0){case 0:{b[h>>0]=0;break}case 1:{b[h>>0]=1;break}default:{b[h>>0]=1;f[g>>2]=4}}i=f[c>>2]|0}else{vEb(i,e);l=XFb(i,260928)|0;YFb(i);vEb(i,e);a=XFb(i,260936)|0;YFb(i);oh[f[(f[a>>2]|0)+24>>2]&1023](n,a);oh[f[(f[a>>2]|0)+28>>2]&1023](n+12|0,a);f[m>>2]=f[d>>2];a=n+24|0;f[i>>2]=f[m>>2];i=(cHb(c,i,n,a,l,g,1)|0)==(n|0)&1;b[h>>0]=i;i=f[c>>2]|0;do{a=a+-12|0;NOb(a)}while((a|0)!=(n|0))}u=o;return i|0}function HGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=bHb(a,j,i,d,e,g)|0;u=h;return g|0}function IGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=aHb(a,j,i,d,e,g)|0;u=h;return g|0}function JGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=$Gb(a,j,i,d,e,g)|0;u=h;return g|0}function KGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=_Gb(a,j,i,d,e,g)|0;u=h;return g|0}function LGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=ZGb(a,j,i,d,e,g)|0;u=h;return g|0}function MGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=XGb(a,j,i,d,e,g)|0;u=h;return g|0}function NGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=WGb(a,j,i,d,e,g)|0;u=h;return g|0}function OGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=VGb(a,j,i,d,e,g)|0;u=h;return g|0}function PGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=SGb(a,j,i,d,e,g)|0;u=h;return g|0}function QGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;z=u;u=u+320|0;w=z;t=z+208|0;x=z+192|0;y=z+180|0;v=z+176|0;q=z+16|0;r=z+8|0;s=z+4|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[x+(a<<2)>>2]=0;a=a+1|0}vEb(y,e);a=XFb(y,260928)|0;Tg[f[(f[a>>2]|0)+48>>2]&15](a,252814,252840,t)|0;YFb(y);f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[y+(a<<2)>>2]=0;a=a+1|0}p=y+11|0;o=y+8|0;if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a;f[r>>2]=q;f[s>>2]=0;n=y+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){m=0;j=0;k=1}else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=VDb(f[e>>2]|0)|0;if(wEb(e,UDb()|0)|0){f[c>>2]=0;m=0;j=0;k=1}else{m=i;k=0}}i=f[d>>2]|0;do if(!i)A=22;else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=VDb(f[e>>2]|0)|0;if(wEb(e,UDb()|0)|0){f[d>>2]=0;A=22;break}else if(k)break;else break a}while(0);if((A|0)==22){A=0;if(k){i=0;break}else i=0}e=b[p>>0]|0;e=e<<24>>24<0?f[n>>2]|0:e&255;if((f[v>>2]|0)==(a+e|0)){GOb(y,e<<1,0);if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a+e}k=m+12|0;e=f[k>>2]|0;l=m+16|0;if((e|0)==(f[l>>2]|0))e=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else e=VDb(f[e>>2]|0)|0;if(RGb(e,16,a,v,s,0,x,q,r,t)|0)break;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0)){Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;i=m;continue}else{f[k>>2]=e+4;VDb(f[e>>2]|0)|0;i=m;continue}}GOb(y,(f[v>>2]|0)-a|0,0);t=(b[p>>0]|0)<0?f[y>>2]|0:y;v=_Fb()|0;f[w>>2]=h;if(($Fb(t,v,252847,w)|0)!=1)f[g>>2]=4;if(!m)e=1;else{a=f[m+12>>2]|0;if((a|0)==(f[m+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](m)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)A=49;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;A=49;break}else if(e)break;else{A=51;break}}while(0);if((A|0)==49)if(e)A=51;if((A|0)==51)f[g>>2]=f[g>>2]|2;A=f[c>>2]|0;zOb(y);zOb(x);u=z;return A|0}function RGb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;o=f[e>>2]|0;p=(o|0)==(d|0);do if(p){m=(f[l+96>>2]|0)==(a|0);if(!m)if((f[l+100>>2]|0)!=(a|0)){n=5;break}f[e>>2]=d+1;b[d>>0]=m?43:45;f[g>>2]=0;m=0}else n=5;while(0);a:do if((n|0)==5){n=b[i+11>>0]|0;if((a|0)==(h|0)?((n<<24>>24<0?f[i+4>>2]|0:n&255)|0)!=0:0){m=f[k>>2]|0;if((m-j|0)>=160){m=0;break}e=f[g>>2]|0;f[k>>2]=m+4;f[m>>2]=e;f[g>>2]=0;m=0;break}i=l+104|0;h=0;while(1){m=l+(h<<2)|0;if((h|0)==26){m=i;break}if((f[m>>2]|0)==(a|0))break;else h=h+1|0}m=m-l|0;h=m>>2;if((m|0)>92)m=-1;else{switch(c|0){case 10:case 8:{if((h|0)>=(c|0)){m=-1;break a}break}case 16:{if((m|0)>=88){if(p){m=-1;break a}if((o-d|0)>=3){m=-1;break a}if((b[o+-1>>0]|0)!=48){m=-1;break a}f[g>>2]=0;m=b[252814+h>>0]|0;f[e>>2]=o+1;b[o>>0]=m;m=0;break a}break}default:{}}m=b[252814+h>>0]|0;f[e>>2]=o+1;b[o>>0]=m;f[g>>2]=(f[g>>2]|0)+1;m=0}}while(0);return m|0}function SGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+jGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function TGb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;vEb(h,b);b=XFb(h,260928)|0;Tg[f[(f[b>>2]|0)+48>>2]&15](b,252814,252846,c)|0;c=XFb(h,260936)|0;b=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[d>>2]=b;d=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[e>>2]=d;oh[f[(f[c>>2]|0)+20>>2]&1023](a,c);YFb(h);u=g;return}function UGb(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0;a:do if((a|0)==(h|0))if(!(b[c>>0]|0))h=-1;else{b[c>>0]=0;d=f[g>>2]|0;f[g>>2]=d+1;b[d>>0]=46;g=b[j+11>>0]|0;if(!((g<<24>>24<0?f[j+4>>2]|0:g&255)|0))h=0;else{h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;h=0}else h=0}}else{if((a|0)==(i|0)){o=b[j+11>>0]|0;if((o<<24>>24<0?f[j+4>>2]|0:o&255)|0){if(!(b[c>>0]|0)){h=-1;break}h=f[l>>2]|0;if((h-k|0)>=160){h=0;break}k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;f[m>>2]=0;h=0;break}}o=n+128|0;i=0;while(1){h=n+(i<<2)|0;if((i|0)==32){h=o;break}if((f[h>>2]|0)==(a|0))break;else i=i+1|0}i=h-n|0;h=i>>2;if((i|0)>124)h=-1;else{o=b[252814+h>>0]|0;switch(h|0){case 24:case 25:{h=f[g>>2]|0;if((h|0)!=(e|0))if((b[h+-1>>0]&95)!=(b[d>>0]&127)){h=-1;break a}f[g>>2]=h+1;b[h>>0]=o;h=0;break a}case 23:case 22:{b[d>>0]=80;break}default:{h=o&95;if((h|0)==(b[d>>0]|0)){b[d>>0]=h|128;if(b[c>>0]|0){b[c>>0]=0;d=b[j+11>>0]|0;if((d<<24>>24<0?f[j+4>>2]|0:d&255)|0){h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k}}}}}}l=f[g>>2]|0;f[g>>2]=l+1;b[l>>0]=o;if((i|0)>84)h=0;else{f[m>>2]=(f[m>>2]|0)+1;h=0}}}while(0);return h|0}function VGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+mGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function WGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}p=B+11|0;q=B+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){o=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;o=0;j=0;k=1}else{o=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[p>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=o+12|0;a=f[k>>2]|0;l=o+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;i=o;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=o;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+oGb(e,f[x>>2]|0,g);n[h>>2]=F;kGb(C,y,f[z>>2]|0,g);if(!o)e=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function XGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=sGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function YGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;vEb(g,b);b=XFb(g,260928)|0;Tg[f[(f[b>>2]|0)+48>>2]&15](b,252814,252840,c)|0;c=XFb(g,260936)|0;b=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[d>>2]=b;oh[f[(f[c>>2]|0)+20>>2]&1023](a,c);YFb(g);u=e;return}function ZGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=uGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function _Gb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=wGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function $Gb(a,c,e,g,h,i){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+304|0;r=B+200|0;s=B+196|0;z=B+184|0;A=B+172|0;t=B+168|0;v=B+8|0;w=B+4|0;x=B;y=qGb(g)|0;YGb(z,g,r,s);f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}p=A+11|0;q=A+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g;f[w>>2]=v;f[x>>2]=0;n=A+4|0;k=f[c>>2]|0;j=k;a:while(1){if(!j){o=0;k=0;l=1}else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;o=0;k=0;l=1}else{o=j;l=0}}j=f[e>>2]|0;do if(!j)C=19;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[e>>2]=0;C=19;break}else if(l)break;else break a}while(0);if((C|0)==19){C=0;if(l){j=0;break}else j=0}l=b[p>>0]|0;l=l<<24>>24<0?f[n>>2]|0:l&255;if((f[t>>2]|0)==(g+l|0)){GOb(A,l<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g+l}l=o+12|0;a=f[l>>2]|0;m=o+16|0;if((a|0)==(f[m>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,y,g,t,x,f[s>>2]|0,z,v,w,r)|0)break;a=f[l>>2]|0;if((a|0)==(f[m>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;j=o;continue}else{f[l>>2]=a+4;VDb(f[a>>2]|0)|0;j=o;continue}}s=b[z+11>>0]|0;if((s<<24>>24<0?f[z+4>>2]|0:s&255)|0){a=f[w>>2]|0;if((a-v|0)<160){x=f[x>>2]|0;f[w>>2]=a+4;f[a>>2]=x}}y=yGb(g,f[t>>2]|0,h,y)|0;d[i>>1]=y;kGb(z,v,f[w>>2]|0,h);if(!o)g=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[k>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1}else g=0}do if(!j)C=47;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[e>>2]=0;C=47;break}else if(g)break;else{C=49;break}}while(0);if((C|0)==47)if(g)C=49;if((C|0)==49)f[h>>2]=f[h>>2]|2;C=f[c>>2]|0;zOb(A);zOb(z);u=B;return C|0}function aHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=AGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function bHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=CGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function cHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+112|0;k=x;l=(e-d|0)/12|0;if(l>>>0>100){k=_zb(l)|0;if(!k)uOb();else{j=k;v=k}}else{j=k;v=0}k=0;n=d;o=j;while(1){if((n|0)==(e|0))break;m=b[n+8+3>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if(!m){b[o>>0]=2;k=k+1|0;l=l+-1|0}else b[o>>0]=1;n=n+12|0;o=o+1|0}t=0;r=k;a:while(1){k=f[a>>2]|0;do if(!k)o=1;else{m=f[k+12>>2]|0;if((m|0)==(f[k+16>>2]|0))k=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else k=VDb(f[m>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[a>>2]=0;o=1;break}else{o=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;if(!m){m=0;k=1}else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[c>>2]=0;m=0;k=1}else k=0}n=f[a>>2]|0;if(!((l|0)!=0&(o^k)))break;k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=VDb(f[k>>2]|0)|0;if(!i)k=Rg[f[(f[g>>2]|0)+28>>2]&255](g,k)|0;s=t+1|0;p=d;o=0;q=j;while(1){if((p|0)==(e|0))break;do if((b[q>>0]|0)==1){n=p+8+3|0;if((b[n>>0]|0)<0)m=f[p>>2]|0;else m=p;m=f[m+(t<<2)>>2]|0;if(!i)m=Rg[f[(f[g>>2]|0)+28>>2]&255](g,m)|0;if((k|0)!=(m|0)){b[q>>0]=0;m=o;n=r;l=l+-1|0;break}m=b[n>>0]|0;if(m<<24>>24<0)m=f[p+4>>2]|0;else m=m&255;if((m|0)==(s|0)){b[q>>0]=2;m=1;n=r+1|0;l=l+-1|0}else{m=1;n=r}}else{m=o;n=r}while(0);p=p+12|0;o=m;q=q+1|0;r=n}if(!o){t=s;continue}k=f[a>>2]|0;m=k+12|0;n=f[m>>2]|0;if((n|0)==(f[k+16>>2]|0))Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;else{f[m>>2]=n+4;VDb(f[n>>2]|0)|0}if((r+l|0)>>>0>1){n=d;o=j;k=r}else{t=s;continue}while(1){if((n|0)==(e|0)){t=s;r=k;continue a}if((b[o>>0]|0)==2){m=b[n+8+3>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if((m|0)!=(s|0)){b[o>>0]=0;k=k+-1|0}}n=n+12|0;o=o+1|0}}do if(!n)l=1;else{k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[a>>2]=0;l=1;break}else{l=(f[a>>2]|0)==0;break}}while(0);do if(!m)w=41;else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[c>>2]=0;w=41;break}else if(l)break;else{w=77;break}}while(0);if((w|0)==41)if(l)w=77;if((w|0)==77)f[h>>2]=f[h>>2]|2;while(1){if((d|0)==(e|0)){w=81;break}if((b[j>>0]|0)==2)break;d=d+12|0;j=j+1|0}if((w|0)==81){f[h>>2]=f[h>>2]|4;d=e}$zb(v);u=x;return d|0}function dHb(a){a=a|0;DFb(a);return}function eHb(a){a=a|0;DFb(a);sOb(a);return}function fHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l+4|0;h=l;if(!(f[d+4>>2]&1)){j=f[(f[a>>2]|0)+24>>2]|0;f[h>>2]=f[c>>2];f[k>>2]=f[h>>2];a=Vg[j&31](a,k,d,e,g&1)|0}else{vEb(k,d);a=XFb(k,260912)|0;YFb(k);d=f[a>>2]|0;if(g)oh[f[d+24>>2]&1023](k,a);else oh[f[d+28>>2]&1023](k,a);i=k+11|0;a=b[i>>0]|0;d=f[k>>2]|0;j=k+4|0;g=a<<24>>24<0?d:k;while(1){h=a<<24>>24<0;if((g|0)==((h?d:k)+(h?f[j>>2]|0:a&255)|0))break;a=b[g>>0]|0;d=f[c>>2]|0;if(d|0){e=d+24|0;h=f[e>>2]|0;if((h|0)==(f[d+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;a=DDb(a)|0;a=Rg[h&255](d,a)|0}else{f[e>>2]=h+1;b[h>>0]=a;a=DDb(a)|0}if(uEb(a,CDb()|0)|0)f[c>>2]=0}g=g+1|0;a=b[i>>0]|0;d=f[k>>2]|0}a=f[c>>2]|0;zOb(k)}u=l;return a|0}function gHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+64|0;i=a;m=a+52|0;n=a+39|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,1,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,13,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);tHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,c,g,d,e)|0;u=a;return g|0}function hHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+96|0;i=a+8|0;n=a;m=a+71|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,1,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);tHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,e,g,c,d)|0;u=a;return g|0}function iHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+64|0;i=a;m=a+52|0;n=a+40|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,0,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,12,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);tHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,c,g,d,e)|0;u=a;return g|0}function jHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+96|0;i=a+8|0;n=a;m=a+71|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,0,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);tHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,e,g,c,d)|0;u=a;return g|0}function kHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;w=u;u=u+176|0;r=w+72|0;l=w+48|0;k=w+32|0;h=w+24|0;g=w+8|0;j=w;n=w+134|0;m=w+68|0;o=w+76|0;v=w+64|0;s=w+60|0;t=w+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,265124,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;z=a;A=a}}else{q=a;z=0;A=f[m>>2]|0}g=A+q|0;h=oHb(A,g,c)|0;if((A|0)==(n|0)){x=o;y=0}else{a=_zb(q<<1)|0;if(!a)uOb();else{x=a;y=a}}vEb(r,c);rHb(A,h,g,x,v,s,r);YFb(r);f[t>>2]=f[b>>2];b=f[v>>2]|0;A=f[s>>2]|0;f[r>>2]=f[t>>2];A=n3a(r,x,b,A,c,d)|0;$zb(y);$zb(z);u=w;return A|0}function lHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;w=u;u=u+176|0;r=w+72|0;l=w+48|0;k=w+32|0;h=w+24|0;g=w+8|0;j=w;n=w+134|0;m=w+68|0;o=w+76|0;v=w+64|0;s=w+60|0;t=w+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,253063,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;z=a;A=a}}else{q=a;z=0;A=f[m>>2]|0}g=A+q|0;h=oHb(A,g,c)|0;if((A|0)==(n|0)){x=o;y=0}else{a=_zb(q<<1)|0;if(!a)uOb();else{x=a;y=a}}vEb(r,c);rHb(A,h,g,x,v,s,r);YFb(r);f[t>>2]=f[b>>2];b=f[v>>2]|0;A=f[s>>2]|0;f[r>>2]=f[t>>2];A=n3a(r,x,b,A,c,d)|0;$zb(y);$zb(z);u=w;return A|0}function mHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;a=u;u=u+80|0;l=a;k=a+68|0;h=a+48|0;j=a+8|0;m=a+4|0;b[k>>0]=b[253057]|0;b[k+1>>0]=b[253058]|0;b[k+2>>0]=b[253059]|0;b[k+3>>0]=b[253060]|0;b[k+4>>0]=b[253061]|0;b[k+5>>0]=b[253062]|0;i=_Fb()|0;f[l>>2]=g;g=nHb(h,20,i,k,l)|0;k=h+g|0;i=oHb(h,k,d)|0;vEb(l,d);n=XFb(l,260896)|0;YFb(l);Tg[f[(f[n>>2]|0)+32>>2]&15](n,h,k,j)|0;g=j+g|0;f[m>>2]=f[c>>2];f[l>>2]=f[m>>2];g=n3a(l,j,(i|0)==(k|0)?g:j+(i-h)|0,g,d,e)|0;u=a;return g|0}function nHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;f[h>>2]=e;e=UAb(c)|0;c=YAb(a,b,d,h)|0;if(e|0)UAb(e)|0;u=g;return c|0}function oHb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;a:do switch((f[d+4>>2]&176)<<24>>24){case 16:{d=b[a>>0]|0;switch(d<<24>>24){case 43:case 45:{a=a+1|0;break a}default:{}}if((c-a|0)>1&d<<24>>24==48){switch(b[a+1>>0]|0){case 88:case 120:break;default:{e=7;break a}}a=a+2|0}else e=7;break}case 32:{a=c;break}default:e=7}while(0);return a|0}function pHb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0;if(d&2048){b[a>>0]=43;a=a+1|0}if(d&1024){b[a>>0]=35;a=a+1|0}h=d&260;e=(d&16384|0)!=0;f=(h|0)==260;if(f)g=0;else{b[a>>0]=46;b[a+1>>0]=42;g=1;a=a+2|0}while(1){d=b[c>>0]|0;if(!(d<<24>>24))break;b[a>>0]=d;c=c+1|0;a=a+1|0}a:do switch(h&511){case 4:{d=e?70:102;break}case 256:{d=e?69:101;break}default:if(f){d=e?65:97;break a}else{d=e?71:103;break a}}while(0);b[a>>0]=d;return g|0}function qHb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;f[g>>2]=d;d=UAb(b)|0;b=sCb(a,c,g)|0;if(d|0)UAb(d)|0;u=e;return b|0}function rHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;w=u;u=u+16|0;s=w;t=XFb(i,260896)|0;r=XFb(i,260912)|0;oh[f[(f[r>>2]|0)+20>>2]&1023](s,r);f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{q=Rg[f[(f[t>>2]|0)+28>>2]&255](t,i)|0;j=f[h>>2]|0;f[h>>2]=j+1;b[j>>0]=q;j=a+1|0;break}default:j=a}q=d;a:do if((q-j|0)>1)if((b[j>>0]|0)==48){i=j+1|0;switch(b[i>>0]|0){case 88:case 120:break;default:{i=j;v=10;break a}}o=Rg[f[(f[t>>2]|0)+28>>2]&255](t,48)|0;p=f[h>>2]|0;f[h>>2]=p+1;b[p>>0]=o;j=j+2|0;p=Rg[f[(f[t>>2]|0)+28>>2]&255](t,b[i>>0]|0)|0;i=f[h>>2]|0;f[h>>2]=i+1;b[i>>0]=p;i=j;while(1){if(i>>>0>=d>>>0)break a;p=b[i>>0]|0;if(!(DAb(p,_Fb()|0)|0))break a;i=i+1|0}}else{i=j;v=10}else{i=j;v=10}while(0);b:do if((v|0)==10)while(1){v=0;if(i>>>0>=d>>>0)break b;p=b[i>>0]|0;if(!(tAb(p,_Fb()|0)|0))break b;i=i+1|0;v=10}while(0);o=s+11|0;n=b[o>>0]|0;p=s+4|0;c:do if(!((n<<24>>24<0?f[p>>2]|0:n&255)|0)){Tg[f[(f[t>>2]|0)+32>>2]&15](t,j,i,f[h>>2]|0)|0;f[h>>2]=(f[h>>2]|0)+(i-j);k=t}else{d:do if((j|0)!=(i|0)){k=i;l=j;while(1){k=k+-1|0;if(l>>>0>=k>>>0)break d;n=b[l>>0]|0;b[l>>0]=b[k>>0]|0;b[k>>0]=n;l=l+1|0}}while(0);n=Pg[f[(f[r>>2]|0)+16>>2]&1023](r)|0;m=j;l=0;k=0;while(1){if(m>>>0>=i>>>0)break;x=b[((b[o>>0]|0)<0?f[s>>2]|0:s)+k>>0]|0;if(x<<24>>24>0&(l|0)==(x<<24>>24|0)){l=f[h>>2]|0;f[h>>2]=l+1;b[l>>0]=n;l=b[o>>0]|0;k=k+(k>>>0<((l<<24>>24<0?f[p>>2]|0:l&255)+-1|0)>>>0&1)|0;l=0}y=Rg[f[(f[t>>2]|0)+28>>2]&255](t,b[m>>0]|0)|0;x=f[h>>2]|0;f[h>>2]=x+1;b[x>>0]=y;m=m+1|0;l=l+1|0}k=e+(j-a)|0;j=f[h>>2]|0;if((k|0)==(j|0))k=t;else while(1){j=j+-1|0;if(k>>>0>=j>>>0){k=t;break c}y=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=y;k=k+1|0}}while(0);while(1){if(i>>>0>=d>>>0)break;j=b[i>>0]|0;if(j<<24>>24==46){v=29;break}x=Rg[f[(f[k>>2]|0)+28>>2]&255](t,j)|0;y=f[h>>2]|0;f[h>>2]=y+1;b[y>>0]=x;i=i+1|0}if((v|0)==29){x=Pg[f[(f[r>>2]|0)+12>>2]&1023](r)|0;y=f[h>>2]|0;f[h>>2]=y+1;b[y>>0]=x;i=i+1|0}Tg[f[(f[t>>2]|0)+32>>2]&15](t,i,d,f[h>>2]|0)|0;y=(f[h>>2]|0)+(q-i)|0;f[h>>2]=y;f[g>>2]=(c|0)==(d|0)?y:e+(c-a)|0;zOb(s);u=w;return}function sHb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var f=0;if(e&2048){b[a>>0]=43;a=a+1|0}if(!(e&512))f=a;else{b[a>>0]=35;f=a+1|0}while(1){a=b[c>>0]|0;if(!(a<<24>>24))break;b[f>>0]=a;c=c+1|0;f=f+1|0}switch(e&74){case 64:{a=111;break}case 8:{a=e&16384|0?88:120;break}default:a=d?100:117}b[f>>0]=a;return}function tHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+16|0;q=r;p=XFb(i,260896)|0;l=XFb(i,260912)|0;oh[f[(f[l>>2]|0)+20>>2]&1023](q,l);n=q+11|0;m=b[n>>0]|0;o=q+4|0;if(!((m<<24>>24<0?f[o>>2]|0:m&255)|0)){Tg[f[(f[p>>2]|0)+32>>2]&15](p,a,d,e)|0;i=e+(d-a)|0;f[h>>2]=i}else{f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{m=Rg[f[(f[p>>2]|0)+28>>2]&255](p,i)|0;i=f[h>>2]|0;f[h>>2]=i+1;b[i>>0]=m;i=a+1|0;break}default:i=a}a:do if((d-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:break a}m=Rg[f[(f[p>>2]|0)+28>>2]&255](p,48)|0;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=m;k=Rg[f[(f[p>>2]|0)+28>>2]&255](p,b[j>>0]|0)|0;m=f[h>>2]|0;f[h>>2]=m+1;b[m>>0]=k;i=i+2|0}while(0);b:do if((i|0)!=(d|0)){j=d;k=i;while(1){j=j+-1|0;if(k>>>0>=j>>>0)break b;m=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=m;k=k+1|0}}while(0);m=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;l=i;j=0;k=0;while(1){if(l>>>0>=d>>>0)break;s=b[((b[n>>0]|0)<0?f[q>>2]|0:q)+j>>0]|0;if(s<<24>>24!=0&(k|0)==(s<<24>>24|0)){k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=m;k=b[n>>0]|0;j=j+(j>>>0<((k<<24>>24<0?f[o>>2]|0:k&255)+-1|0)>>>0&1)|0;k=0}t=Rg[f[(f[p>>2]|0)+28>>2]&255](p,b[l>>0]|0)|0;s=f[h>>2]|0;f[h>>2]=s+1;b[s>>0]=t;l=l+1|0;k=k+1|0}i=e+(i-a)|0;j=f[h>>2]|0;if((i|0)!=(j|0)){while(1){j=j+-1|0;if(i>>>0>=j>>>0)break;t=b[i>>0]|0;b[i>>0]=b[j>>0]|0;b[j>>0]=t;i=i+1|0}i=f[h>>2]|0}}f[g>>2]=(c|0)==(d|0)?i:e+(c-a)|0;zOb(q);u=r;return}function uHb(a){a=a|0;DFb(a);return}function vHb(a){a=a|0;DFb(a);sOb(a);return}function wHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l+4|0;h=l;if(!(f[d+4>>2]&1)){j=f[(f[a>>2]|0)+24>>2]|0;f[h>>2]=f[c>>2];f[k>>2]=f[h>>2];a=Vg[j&31](a,k,d,e,g&1)|0}else{vEb(k,d);a=XFb(k,260936)|0;YFb(k);d=f[a>>2]|0;if(g)oh[f[d+24>>2]&1023](k,a);else oh[f[d+28>>2]&1023](k,a);i=k+8+3|0;a=b[i>>0]|0;d=f[k>>2]|0;j=k+4|0;g=a<<24>>24<0?d:k;while(1){h=a<<24>>24<0;if((g|0)==((h?d:k)+((h?f[j>>2]|0:a&255)<<2)|0))break;a=f[g>>2]|0;d=f[c>>2]|0;if(d|0){e=d+24|0;h=f[e>>2]|0;if((h|0)==(f[d+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;a=VDb(a)|0;a=Rg[h&255](d,a)|0}else{f[e>>2]=h+4;f[h>>2]=a;a=VDb(a)|0}if(wEb(a,UDb()|0)|0)f[c>>2]=0}g=g+4|0;a=b[i>>0]|0;d=f[k>>2]|0}a=f[c>>2]|0;NOb(k)}u=l;return a|0}function xHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+128|0;i=a;m=a+122|0;n=a+108|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,1,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,13,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);HHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,c,g,d,e)|0;u=a;return g|0}function yHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+224|0;i=a+8|0;n=a;m=a+200|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,1,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);HHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,e,g,c,d)|0;u=a;return g|0}function zHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+128|0;i=a;m=a+112|0;n=a+100|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,0,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,12,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);HHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,c,g,d,e)|0;u=a;return g|0}function AHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+224|0;i=a+8|0;n=a;m=a+200|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,0,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);HHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,e,g,c,d)|0;u=a;return g|0}function BHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=u;u=u+336|0;r=y+300|0;l=y+48|0;k=y+32|0;h=y+24|0;g=y+8|0;j=y;n=y+304|0;m=y+296|0;o=y+68|0;v=y+64|0;s=y+60|0;t=y+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,265124,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;A=a;x=a}}else{q=a;A=0;x=f[m>>2]|0}g=x+q|0;h=oHb(x,g,c)|0;do if((x|0)==(n|0)){w=o;z=1;B=0}else{a=_zb(q<<3)|0;if(!a)uOb();else{w=a;z=0;B=a;break}}while(0);vEb(r,c);GHb(x,h,g,w,v,s,r);YFb(r);f[t>>2]=f[b>>2];x=f[v>>2]|0;a=f[s>>2]|0;f[r>>2]=f[t>>2];a=EHb(r,w,x,a,c,d)|0;f[b>>2]=a;if(!z)$zb(B);$zb(A);u=y;return a|0}function CHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=u;u=u+336|0;r=y+300|0;l=y+48|0;k=y+32|0;h=y+24|0;g=y+8|0;j=y;n=y+304|0;m=y+296|0;o=y+68|0;v=y+64|0;s=y+60|0;t=y+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,253063,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;A=a;x=a}}else{q=a;A=0;x=f[m>>2]|0}g=x+q|0;h=oHb(x,g,c)|0;do if((x|0)==(n|0)){w=o;z=1;B=0}else{a=_zb(q<<3)|0;if(!a)uOb();else{w=a;z=0;B=a;break}}while(0);vEb(r,c);GHb(x,h,g,w,v,s,r);YFb(r);f[t>>2]=f[b>>2];x=f[v>>2]|0;a=f[s>>2]|0;f[r>>2]=f[t>>2];a=EHb(r,w,x,a,c,d)|0;f[b>>2]=a;if(!z)$zb(B);$zb(A);u=y;return a|0}function DHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;a=u;u=u+192|0;l=a;k=a+176|0;h=a+156|0;j=a+4|0;m=a+152|0;b[k>>0]=b[253057]|0;b[k+1>>0]=b[253058]|0;b[k+2>>0]=b[253059]|0;b[k+3>>0]=b[253060]|0;b[k+4>>0]=b[253061]|0;b[k+5>>0]=b[253062]|0;i=_Fb()|0;f[l>>2]=g;g=nHb(h,20,i,k,l)|0;k=h+g|0;i=oHb(h,k,d)|0;vEb(l,d);n=XFb(l,260928)|0;YFb(l);Tg[f[(f[n>>2]|0)+48>>2]&15](n,h,k,j)|0;g=j+(g<<2)|0;f[m>>2]=f[c>>2];f[l>>2]=f[m>>2];g=EHb(l,j,(i|0)==(k|0)?g:j+(i-h<<2)|0,g,d,e)|0;u=a;return g|0}function EHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;p=r+12|0;q=r;i=f[a>>2]|0;a:do if(!i)i=0;else{s=c;j=e-s>>2;l=g+12|0;k=f[l>>2]|0;j=(k|0)>(j|0)?k-j|0:0;k=d;s=k-s|0;g=s>>2;if((s|0)>0)if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,c,g)|0)!=(g|0)){f[a>>2]=0;i=0;break}do if((j|0)>0){f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;if(j>>>0>1073741807)vOb(q);do if(j>>>0<2){n=q+8+3|0;b[n>>0]=j;m=q;o=q}else{g=j+4&-4;if(g>>>0>1073741823)vd();else{m=pOb(g<<2)|0;f[q>>2]=m;n=q+8|0;f[n>>2]=g|-2147483648;f[q+4>>2]=j;n=n+3|0;o=q;break}}while(0);FHb(m,j,h)|0;f[p>>2]=0;JFb(m+(j<<2)|0,p);if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,(b[n>>0]|0)<0?f[q>>2]|0:o,j)|0)==(j|0)){NOb(q);break}else{f[a>>2]=0;NOb(q);i=0;break a}}while(0);s=e-k|0;e=s>>2;if((s|0)>0)if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,d,e)|0)!=(e|0)){f[a>>2]=0;i=0;break}f[l>>2]=0}while(0);u=r;return i|0}function FHb(a,b,c){a=a|0;b=b|0;c=c|0;if(b)ICb(a,c,b)|0;return a|0}function GHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;w=u;u=u+16|0;s=w;t=XFb(i,260928)|0;q=XFb(i,260936)|0;oh[f[(f[q>>2]|0)+20>>2]&1023](s,q);f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{r=Rg[f[(f[t>>2]|0)+44>>2]&255](t,i)|0;i=f[h>>2]|0;f[h>>2]=i+4;f[i>>2]=r;i=a+1|0;break}default:i=a}r=d;a:do if((r-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:{j=i;v=10;break a}}o=Rg[f[(f[t>>2]|0)+44>>2]&255](t,48)|0;p=f[h>>2]|0;f[h>>2]=p+4;f[p>>2]=o;i=i+2|0;p=Rg[f[(f[t>>2]|0)+44>>2]&255](t,b[j>>0]|0)|0;j=f[h>>2]|0;f[h>>2]=j+4;f[j>>2]=p;j=i;while(1){if(j>>>0>=d>>>0)break a;p=b[j>>0]|0;if(!(DAb(p,_Fb()|0)|0))break a;j=j+1|0}}else{j=i;v=10}else{j=i;v=10}while(0);b:do if((v|0)==10)while(1){v=0;if(j>>>0>=d>>>0)break b;p=b[j>>0]|0;if(!(tAb(p,_Fb()|0)|0))break b;j=j+1|0;v=10}while(0);o=s+11|0;n=b[o>>0]|0;p=s+4|0;c:do if(!((n<<24>>24<0?f[p>>2]|0:n&255)|0)){Tg[f[(f[t>>2]|0)+48>>2]&15](t,i,j,f[h>>2]|0)|0;i=(f[h>>2]|0)+(j-i<<2)|0;f[h>>2]=i;k=t}else{d:do if((i|0)!=(j|0)){k=j;l=i;while(1){k=k+-1|0;if(l>>>0>=k>>>0)break d;n=b[l>>0]|0;b[l>>0]=b[k>>0]|0;b[k>>0]=n;l=l+1|0}}while(0);n=Pg[f[(f[q>>2]|0)+16>>2]&1023](q)|0;m=i;k=0;l=0;while(1){if(m>>>0>=j>>>0)break;x=b[((b[o>>0]|0)<0?f[s>>2]|0:s)+k>>0]|0;if(x<<24>>24>0&(l|0)==(x<<24>>24|0)){l=f[h>>2]|0;f[h>>2]=l+4;f[l>>2]=n;l=b[o>>0]|0;k=k+(k>>>0<((l<<24>>24<0?f[p>>2]|0:l&255)+-1|0)>>>0&1)|0;l=0}y=Rg[f[(f[t>>2]|0)+44>>2]&255](t,b[m>>0]|0)|0;x=f[h>>2]|0;f[h>>2]=x+4;f[x>>2]=y;m=m+1|0;l=l+1|0}i=e+(i-a<<2)|0;l=f[h>>2]|0;if((i|0)==(l|0))k=t;else{k=l;while(1){k=k+-4|0;if(i>>>0>=k>>>0){k=t;i=l;break c}y=f[i>>2]|0;f[i>>2]=f[k>>2];f[k>>2]=y;i=i+4|0}}}while(0);while(1){if(j>>>0>=d>>>0)break;i=b[j>>0]|0;if(i<<24>>24==46){v=29;break}x=Rg[f[(f[k>>2]|0)+44>>2]&255](t,i)|0;y=f[h>>2]|0;i=y+4|0;f[h>>2]=i;f[y>>2]=x;j=j+1|0}if((v|0)==29){x=Pg[f[(f[q>>2]|0)+12>>2]&1023](q)|0;y=f[h>>2]|0;i=y+4|0;f[h>>2]=i;f[y>>2]=x;j=j+1|0}Tg[f[(f[t>>2]|0)+48>>2]&15](t,j,d,i)|0;y=(f[h>>2]|0)+(r-j<<2)|0;f[h>>2]=y;f[g>>2]=(c|0)==(d|0)?y:e+(c-a<<2)|0;zOb(s);u=w;return}function HHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+16|0;q=r;p=XFb(i,260928)|0;l=XFb(i,260936)|0;oh[f[(f[l>>2]|0)+20>>2]&1023](q,l);n=q+11|0;m=b[n>>0]|0;o=q+4|0;if(!((m<<24>>24<0?f[o>>2]|0:m&255)|0)){Tg[f[(f[p>>2]|0)+48>>2]&15](p,a,d,e)|0;i=e+(d-a<<2)|0;f[h>>2]=i}else{f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{m=Rg[f[(f[p>>2]|0)+44>>2]&255](p,i)|0;i=f[h>>2]|0;f[h>>2]=i+4;f[i>>2]=m;i=a+1|0;break}default:i=a}a:do if((d-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:break a}m=Rg[f[(f[p>>2]|0)+44>>2]&255](p,48)|0;k=f[h>>2]|0;f[h>>2]=k+4;f[k>>2]=m;k=Rg[f[(f[p>>2]|0)+44>>2]&255](p,b[j>>0]|0)|0;m=f[h>>2]|0;f[h>>2]=m+4;f[m>>2]=k;i=i+2|0}while(0);b:do if((i|0)!=(d|0)){j=d;k=i;while(1){j=j+-1|0;if(k>>>0>=j>>>0)break b;m=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=m;k=k+1|0}}while(0);m=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;l=i;j=0;k=0;while(1){if(l>>>0>=d>>>0)break;s=b[((b[n>>0]|0)<0?f[q>>2]|0:q)+j>>0]|0;if(s<<24>>24!=0&(k|0)==(s<<24>>24|0)){k=f[h>>2]|0;f[h>>2]=k+4;f[k>>2]=m;k=b[n>>0]|0;j=j+(j>>>0<((k<<24>>24<0?f[o>>2]|0:k&255)+-1|0)>>>0&1)|0;k=0}t=Rg[f[(f[p>>2]|0)+44>>2]&255](p,b[l>>0]|0)|0;s=f[h>>2]|0;f[h>>2]=s+4;f[s>>2]=t;l=l+1|0;k=k+1|0}i=e+(i-a<<2)|0;j=f[h>>2]|0;if((i|0)!=(j|0)){while(1){j=j+-4|0;if(i>>>0>=j>>>0)break;t=f[i>>2]|0;f[i>>2]=f[j>>2];f[j>>2]=t;i=i+4|0}i=f[h>>2]|0}}f[g>>2]=(c|0)==(d|0)?i:e+(c-a<<2)|0;zOb(q);u=r;return}function IHb(a){a=a|0;DFb(a);return}function JHb(a){a=a|0;DFb(a);sOb(a);return}function KHb(a){a=a|0;return 2}function LHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=bIb(a,j,i,d,e,g,253593,253601)|0;u=h;return g|0}function MHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=u;u=u+16|0;j=i+12|0;k=i+8|0;m=i+4|0;l=i;n=a+8|0;n=Pg[f[(f[n>>2]|0)+20>>2]&1023](n)|0;f[m>>2]=f[c>>2];f[l>>2]=f[d>>2];d=b[n+11>>0]|0;o=d<<24>>24<0;c=o?f[n>>2]|0:n;d=c+(o?f[n+4>>2]|0:d&255)|0;f[k>>2]=f[m>>2];f[j>>2]=f[l>>2];h=bIb(a,k,j,e,g,h,c,d)|0;u=i;return h|0}function NHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];$Hb(a,g+24|0,b,i,e,d);u=h;return f[b>>2]|0}function OHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];aIb(a,g+16|0,b,i,e,d);u=h;return f[b>>2]|0}function PHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];mIb(a,g+20|0,b,i,e,d);u=h;return f[b>>2]|0}function QHb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;k=S+128|0;j=S+112|0;Q=S+124|0;R=S+120|0;l=S+116|0;m=S+108|0;n=S+104|0;o=S+100|0;p=S+96|0;q=S+92|0;r=S+88|0;s=S+84|0;t=S+80|0;v=S+76|0;w=S+72|0;x=S+68|0;y=S+64|0;z=S+60|0;A=S+56|0;B=S+52|0;C=S+48|0;D=S+44|0;E=S+40|0;F=S+36|0;G=S+32|0;H=S+28|0;I=S+24|0;J=S+20|0;K=S+16|0;L=S+12|0;M=S+8|0;N=S+4|0;O=S;f[g>>2]=0;vEb(k,e);P=XFb(k,260896)|0;YFb(k);do switch(i<<24>>24|0){case 65:case 97:{f[Q>>2]=f[d>>2];f[k>>2]=f[Q>>2];$Hb(a,h+24|0,c,k,g,P);T=26;break}case 104:case 66:case 98:{f[R>>2]=f[d>>2];f[k>>2]=f[R>>2];aIb(a,h+16|0,c,k,g,P);T=26;break}case 99:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+12>>2]&1023](R)|0;f[l>>2]=f[c>>2];f[m>>2]=f[d>>2];T=b[R+11>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+(d?f[R+4>>2]|0:T&255)|0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];T=bIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 101:case 100:{f[n>>2]=f[d>>2];f[k>>2]=f[n>>2];cIb(a,h+12|0,c,k,g,P);T=26;break}case 68:{f[o>>2]=f[c>>2];f[p>>2]=f[d>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];T=bIb(a,j,k,e,g,h,253553,253561)|0;f[c>>2]=T;T=26;break}case 70:{f[q>>2]=f[c>>2];f[r>>2]=f[d>>2];f[j>>2]=f[q>>2];f[k>>2]=f[r>>2];T=bIb(a,j,k,e,g,h,253561,253569)|0;f[c>>2]=T;T=26;break}case 72:{f[s>>2]=f[d>>2];f[k>>2]=f[s>>2];dIb(a,h+8|0,c,k,g,P);T=26;break}case 73:{f[t>>2]=f[d>>2];f[k>>2]=f[t>>2];eIb(a,h+8|0,c,k,g,P);T=26;break}case 106:{f[v>>2]=f[d>>2];f[k>>2]=f[v>>2];fIb(a,h+28|0,c,k,g,P);T=26;break}case 109:{f[w>>2]=f[d>>2];f[k>>2]=f[w>>2];gIb(a,h+16|0,c,k,g,P);T=26;break}case 77:{f[x>>2]=f[d>>2];f[k>>2]=f[x>>2];hIb(a,h+4|0,c,k,g,P);T=26;break}case 116:case 110:{f[y>>2]=f[d>>2];f[k>>2]=f[y>>2];iIb(a,c,k,g,P);T=26;break}case 112:{f[z>>2]=f[d>>2];f[k>>2]=f[z>>2];jIb(a,h+8|0,c,k,g,P);T=26;break}case 114:{f[A>>2]=f[c>>2];f[B>>2]=f[d>>2];f[j>>2]=f[A>>2];f[k>>2]=f[B>>2];T=bIb(a,j,k,e,g,h,253569,253580)|0;f[c>>2]=T;T=26;break}case 82:{f[C>>2]=f[c>>2];f[D>>2]=f[d>>2];f[j>>2]=f[C>>2];f[k>>2]=f[D>>2];T=bIb(a,j,k,e,g,h,253580,253585)|0;f[c>>2]=T;T=26;break}case 83:{f[E>>2]=f[d>>2];f[k>>2]=f[E>>2];kIb(a,h,c,k,g,P);T=26;break}case 84:{f[F>>2]=f[c>>2];f[G>>2]=f[d>>2];f[j>>2]=f[F>>2];f[k>>2]=f[G>>2];T=bIb(a,j,k,e,g,h,253585,253593)|0;f[c>>2]=T;T=26;break}case 119:{f[H>>2]=f[d>>2];f[k>>2]=f[H>>2];lIb(a,h+24|0,c,k,g,P);T=26;break}case 120:{i=f[(f[a>>2]|0)+20>>2]|0;f[I>>2]=f[c>>2];f[J>>2]=f[d>>2];f[j>>2]=f[I>>2];f[k>>2]=f[J>>2];j=Yg[i&63](a,j,k,e,g,h)|0;break}case 88:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+24>>2]&1023](R)|0;f[K>>2]=f[c>>2];f[L>>2]=f[d>>2];T=b[R+11>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+(d?f[R+4>>2]|0:T&255)|0;f[j>>2]=f[K>>2];f[k>>2]=f[L>>2];T=bIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 121:{f[M>>2]=f[d>>2];f[k>>2]=f[M>>2];mIb(a,h+20|0,c,k,g,P);T=26;break}case 89:{f[N>>2]=f[d>>2];f[k>>2]=f[N>>2];nIb(a,h+20|0,c,k,g,P);T=26;break}case 37:{f[O>>2]=f[d>>2];f[k>>2]=f[O>>2];oIb(a,c,k,g,P);T=26;break}default:{f[g>>2]=f[g>>2]|4;T=26}}while(0);if((T|0)==26)j=f[c>>2]|0;u=S;return j|0}function RHb(a){a=a|0;if(!(b[257672]|0))if(MPb(257672)|0){_Hb();f[65442]=261600}return f[65442]|0}function SHb(a){a=a|0;if(!(b[257656]|0))if(MPb(257656)|0){ZHb();f[65399]=261308}return f[65399]|0}function THb(a){a=a|0;if(!(b[257640]|0))if(MPb(257640)|0){YHb();f[65326]=261016}return f[65326]|0}function UHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257632]|0))if(MPb(257632)|0){f[65251]=0;f[65252]=0;f[65253]=0;d=qEb(253311)|0;if(d>>>0>4294967279)vOb(261004);if(d>>>0<11){b[261015]=d;a=261004}else{g=d+16&-16;a=pOb(g)|0;f[65251]=a;f[65253]=g|-2147483648;f[65252]=d}EDb(a,253311,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 261004}function VHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257624]|0))if(MPb(257624)|0){f[65248]=0;f[65249]=0;f[65250]=0;d=qEb(253299)|0;if(d>>>0>4294967279)vOb(260992);if(d>>>0<11){b[261003]=d;a=260992}else{g=d+16&-16;a=pOb(g)|0;f[65248]=a;f[65250]=g|-2147483648;f[65249]=d}EDb(a,253299,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260992}function WHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257616]|0))if(MPb(257616)|0){f[65245]=0;f[65246]=0;f[65247]=0;d=qEb(253290)|0;if(d>>>0>4294967279)vOb(260980);if(d>>>0<11){b[260991]=d;a=260980}else{g=d+16&-16;a=pOb(g)|0;f[65245]=a;f[65247]=g|-2147483648;f[65246]=d}EDb(a,253290,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260980}function XHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257608]|0))if(MPb(257608)|0){f[65242]=0;f[65243]=0;f[65244]=0;d=qEb(253281)|0;if(d>>>0>4294967279)vOb(260968);if(d>>>0<11){b[260979]=d;a=260968}else{g=d+16&-16;a=pOb(g)|0;f[65242]=a;f[65244]=g|-2147483648;f[65243]=d}EDb(a,253281,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260968}function YHb(){var a=0,c=0;if(!(b[257648]|0))if(MPb(257648)|0){c=261016;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261304)}FOb(261016,253332)|0;FOb(261028,253335)|0;return}function ZHb(){var a=0,c=0;if(!(b[257664]|0))if(MPb(257664)|0){c=261308;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261596)}FOb(261308,253338)|0;FOb(261320,253346)|0;FOb(261332,253355)|0;FOb(261344,253361)|0;FOb(261356,253367)|0;FOb(261368,253371)|0;FOb(261380,253376)|0;FOb(261392,253381)|0;FOb(261404,253388)|0;FOb(261416,253398)|0;FOb(261428,253406)|0;FOb(261440,253415)|0;FOb(261452,253424)|0;FOb(261464,253428)|0;FOb(261476,253432)|0;FOb(261488,253436)|0;FOb(261500,253367)|0;FOb(261512,253440)|0;FOb(261524,253444)|0;FOb(261536,253448)|0;FOb(261548,253452)|0;FOb(261560,253456)|0;FOb(261572,253460)|0;FOb(261584,253464)|0;return}function _Hb(){var a=0,c=0;if(!(b[257680]|0))if(MPb(257680)|0){c=261600;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261768)}FOb(261600,253468)|0;FOb(261612,253475)|0;FOb(261624,253482)|0;FOb(261636,253490)|0;FOb(261648,253500)|0;FOb(261660,253509)|0;FOb(261672,253516)|0;FOb(261684,253525)|0;FOb(261696,253529)|0;FOb(261708,253533)|0;FOb(261720,253537)|0;FOb(261732,253541)|0;FOb(261744,253545)|0;FOb(261756,253549)|0;return}function $Hb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[f[a>>2]>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(DGb(c,i,a,a+168|0,g,e,0)|0)-a|0;if((a|0)<168)f[b>>2]=((a|0)/12|0|0)%7|0;u=h;return}function aIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[(f[a>>2]|0)+4>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(DGb(c,i,a,a+288|0,g,e,0)|0)-a|0;if((a|0)<288)f[b>>2]=((a|0)/12|0|0)%12|0;u=h;return}function bIb(a,c,e,g,h,i,j,k){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+16|0;t=A+12|0;s=A+8|0;x=A+4|0;y=A;vEb(t,g);v=XFb(t,260896)|0;YFb(t);f[h>>2]=0;w=v+8|0;l=0;a:while(1){r=(j|0)!=(k|0);m=l;while(1){l=f[c>>2]|0;if(!(r&(m|0)==0))break a;n=l;if(!l){l=0;p=1;q=n}else{m=f[l+12>>2]|0;if((m|0)==(f[l+16>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;if(uEb(m,CDb()|0)|0){f[c>>2]=0;l=0;p=1;q=0}else{p=0;q=n}}o=f[e>>2]|0;m=o;do if(!o)z=16;else{n=f[o+12>>2]|0;if((n|0)==(f[o+16>>2]|0))n=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[e>>2]=0;m=0;z=16;break}else if(p)break;else{z=62;break a}}while(0);if((z|0)==16){z=0;if(p){z=62;break a}else o=0}if((Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[j>>0]|0,0)|0)<<24>>24==37){z=19;break}m=b[j>>0]|0;if(m<<24>>24>-1){n=f[w>>2]|0;if(d[n+(m<<24>>24<<1)>>1]&8192){z=26;break}}n=l+12|0;m=f[n>>2]|0;o=l+16|0;if((m|0)==(f[o>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;q=Rg[f[(f[v>>2]|0)+12>>2]&255](v,m&255)|0;if(q<<24>>24==(Rg[f[(f[v>>2]|0)+12>>2]&255](v,b[j>>0]|0)|0)<<24>>24){z=56;break}f[h>>2]=4;m=4}b:do if((z|0)==19){z=0;p=j+1|0;if((p|0)==(k|0)){z=62;break a}n=Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[p>>0]|0,0)|0;switch(n<<24>>24){case 48:case 69:{j=j+2|0;if((j|0)==(k|0)){z=62;break a}o=n;l=Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[j>>0]|0,0)|0;j=p;break}default:{o=0;l=n}}r=f[(f[a>>2]|0)+36>>2]|0;f[x>>2]=q;f[y>>2]=m;f[s>>2]=f[x>>2];f[t>>2]=f[y>>2];r=_g[r&15](a,s,t,g,h,i,l,o)|0;f[c>>2]=r;j=j+2|0}else if((z|0)==26){while(1){z=0;j=j+1|0;if((j|0)==(k|0)){j=k;break}m=b[j>>0]|0;if(m<<24>>24<=-1)break;if(!(d[n+(m<<24>>24<<1)>>1]&8192))break;else z=26}m=o;while(1){if(!l){p=1;l=0}else{n=f[l+12>>2]|0;if((n|0)==(f[l+16>>2]|0))n=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[c>>2]=0;p=1;l=0}else p=0}do if(!o)z=42;else{n=f[o+12>>2]|0;if((n|0)==(f[o+16>>2]|0))n=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[e>>2]=0;m=0;z=42;break}else if(p^(m|0)==0){q=m;o=m;break}else break b}while(0);if((z|0)==42){z=0;if(p)break b;else{q=m;o=0}}n=l+12|0;m=f[n>>2]|0;p=l+16|0;if((m|0)==(f[p>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;if((m&255)<<24>>24<=-1)break b;if(!(d[(f[w>>2]|0)+(m<<24>>24<<1)>>1]&8192))break b;m=f[n>>2]|0;if((m|0)==(f[p>>2]|0)){Pg[f[(f[l>>2]|0)+40>>2]&1023](l)|0;m=q;continue}else{f[n>>2]=m+1;DDb(b[m>>0]|0)|0;m=q;continue}}}else if((z|0)==56){z=0;m=f[n>>2]|0;if((m|0)==(f[o>>2]|0))Pg[f[(f[l>>2]|0)+40>>2]&1023](l)|0;else{f[n>>2]=m+1;DDb(b[m>>0]|0)|0}j=j+1|0}while(0);l=f[h>>2]|0}if((z|0)==62)f[h>>2]=4;if(!l){l=0;n=1}else{j=f[l+12>>2]|0;if((j|0)==(f[l+16>>2]|0))j=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;l=0;n=1}else n=0}j=f[e>>2]|0;do if(!j)z=75;else{m=f[j+12>>2]|0;if((m|0)==(f[j+16>>2]|0))j=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else j=DDb(b[m>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[e>>2]=0;z=75;break}else if(n)break;else{z=77;break}}while(0);if((z|0)==75)if(n)z=77;if((z|0)==77)f[h>>2]=f[h>>2]|2;u=A;return l|0}function cIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<31&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function dIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<24&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function eIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<12&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function fIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,3)|0;c=f[e>>2]|0;if((a|0)<366&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function gIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<13&(c&4|0)==0)f[b>>2]=a+-1;else f[e>>2]=c|4;u=h;return}function hIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<60&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function iIb(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;j=h+8|0;a:while(1){a=f[c>>2]|0;do if(!a)i=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;i=1;break}else{i=(f[c>>2]|0)==0;break}}while(0);h=f[e>>2]|0;do if(!h)k=15;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;k=15;break}else if(i){i=h;break}else{i=h;break a}}while(0);if((k|0)==15){k=0;if(i){i=0;break}else i=0}a=f[c>>2]|0;h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if((a&255)<<24>>24<=-1)break;if(!(d[(f[j>>2]|0)+(a<<24>>24<<1)>>1]&8192))break;a=f[c>>2]|0;h=a+12|0;i=f[h>>2]|0;if((i|0)==(f[a+16>>2]|0)){Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;continue}else{f[h>>2]=i+1;DDb(b[i>>0]|0)|0;continue}}a=f[c>>2]|0;do if(!a)h=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;h=1;break}else{h=(f[c>>2]|0)==0;break}}while(0);do if(!i)k=38;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;k=38;break}else if(h)break;else{k=40;break}}while(0);if((k|0)==38)if(h)k=40;if((k|0)==40)f[g>>2]=f[g>>2]|2;return}function jIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+4|0;l=m;j=a+8|0;j=Pg[f[(f[j>>2]|0)+8>>2]&1023](j)|0;a=b[j+11>>0]|0;if(a<<24>>24<0)i=f[j+4>>2]|0;else i=a&255;a=b[j+12+11>>0]|0;if(a<<24>>24<0)a=f[j+16>>2]|0;else a=a&255;do if((i|0)==(0-a|0))f[g>>2]=f[g>>2]|4;else{f[l>>2]=f[e>>2];f[k>>2]=f[l>>2];a=(DGb(d,k,j,j+24|0,h,g,0)|0)-j|0;i=f[c>>2]|0;if((i|0)==12&(a|0)==0){f[c>>2]=0;break}if((i|0)<12&(a|0)==12)f[c>>2]=i+12}while(0);u=m;return}function kIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<61&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function lIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,1)|0;c=f[e>>2]|0;if((a|0)<7&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function mIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,4)|0;if(!(f[e>>2]&4)){if((a|0)<69)a=a+2e3|0;else a=(a|0)<100?a+1900|0:a;f[b>>2]=a+-1900}u=h;return}function nIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,4)|0;if(!(f[e>>2]&4))f[b>>2]=a+-1900;u=h;return}function oIb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;a=f[c>>2]|0;do if(!a)i=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;i=1;break}else{i=(f[c>>2]|0)==0;break}}while(0);h=f[d>>2]|0;do if(!h)k=14;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;k=14;break}else if(i){j=h;k=16;break}else{a=6;k=38;break}}while(0);if((k|0)==14)if(i){a=6;k=38}else{j=0;k=16}a:do if((k|0)==16){a=f[c>>2]|0;h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if((Sg[f[(f[g>>2]|0)+36>>2]&255](g,a&255,0)|0)<<24>>24==37){a=f[c>>2]|0;h=a+12|0;i=f[h>>2]|0;if((i|0)==(f[a+16>>2]|0))Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;else{f[h>>2]=i+1;DDb(b[i>>0]|0)|0}a=f[c>>2]|0;do if(!a)h=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;h=1;break}else{h=(f[c>>2]|0)==0;break}}while(0);do if(j|0){a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;break}else if(h)break a;else{a=2;k=38;break a}}while(0);if(h){a=2;k=38}}else{a=4;k=38}}while(0);if((k|0)==38)f[e>>2]=f[e>>2]|a;return}function pIb(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;i=f[a>>2]|0;do if(!i)k=1;else{j=f[i+12>>2]|0;if((j|0)==(f[i+16>>2]|0))i=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else i=DDb(b[j>>0]|0)|0;if(uEb(i,CDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);j=f[c>>2]|0;do if(!j)s=14;else{i=f[j+12>>2]|0;if((i|0)==(f[j+16>>2]|0))i=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else i=DDb(b[i>>0]|0)|0;if(uEb(i,CDb()|0)|0){f[c>>2]=0;s=14;break}else if(k){s=17;break}else{s=16;break}}while(0);if((s|0)==14)if(k)s=16;else{j=0;s=17}a:do if((s|0)==16){f[e>>2]=f[e>>2]|6;i=0}else if((s|0)==17){i=f[a>>2]|0;k=f[i+12>>2]|0;if((k|0)==(f[i+16>>2]|0))i=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else i=DDb(b[k>>0]|0)|0;k=i&255;if(k<<24>>24>-1){r=g+8|0;if(d[(f[r>>2]|0)+(i<<24>>24<<1)>>1]&2048){i=(Sg[f[(f[g>>2]|0)+36>>2]&255](g,k,0)|0)<<24>>24;k=f[a>>2]|0;l=k+12|0;m=f[l>>2]|0;if((m|0)==(f[k+16>>2]|0)){Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;n=j;l=j}else{f[l>>2]=m+1;DDb(b[m>>0]|0)|0;n=j;l=j}while(1){i=i+-48|0;q=h+-1|0;j=f[a>>2]|0;do if(!j)m=1;else{k=f[j+12>>2]|0;if((k|0)==(f[j+16>>2]|0))j=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else j=DDb(b[k>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[a>>2]=0;m=1;break}else{m=(f[a>>2]|0)==0;break}}while(0);do if(!l){p=n;j=1;o=0}else{j=f[l+12>>2]|0;if((j|0)==(f[l+16>>2]|0))j=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;p=0;j=1;o=0;break}else{p=n;j=(n|0)==0;o=n;break}}while(0);k=f[a>>2]|0;if(!((h|0)>1&(m^j)))break;j=f[k+12>>2]|0;if((j|0)==(f[k+16>>2]|0))j=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else j=DDb(b[j>>0]|0)|0;k=j&255;if(k<<24>>24<=-1)break a;if(!(d[(f[r>>2]|0)+(j<<24>>24<<1)>>1]&2048))break a;i=(i*10|0)+((Sg[f[(f[g>>2]|0)+36>>2]&255](g,k,0)|0)<<24>>24)|0;j=f[a>>2]|0;k=j+12|0;l=f[k>>2]|0;if((l|0)==(f[j+16>>2]|0)){Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;h=q;n=p;l=o;continue}else{f[k>>2]=l+1;DDb(b[l>>0]|0)|0;h=q;n=p;l=o;continue}}do if(!k)k=1;else{j=f[k+12>>2]|0;if((j|0)==(f[k+16>>2]|0))j=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);do if(!p)s=62;else{j=f[p+12>>2]|0;if((j|0)==(f[p+16>>2]|0))j=Pg[f[(f[p>>2]|0)+36>>2]&1023](p)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;s=62;break}else if(k)break a;else break}while(0);if((s|0)==62)if(!k)break;f[e>>2]=f[e>>2]|2;break}}f[e>>2]=f[e>>2]|4;i=0}while(0);return i|0}function qIb(a){a=a|0;DFb(a);return}function rIb(a){a=a|0;DFb(a);sOb(a);return}function sIb(a){a=a|0;return 2}function tIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=MIb(a,j,i,d,e,g,49844,49876)|0;u=h;return g|0}function uIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=u;u=u+16|0;j=i+12|0;k=i+8|0;m=i+4|0;l=i;n=a+8|0;n=Pg[f[(f[n>>2]|0)+20>>2]&1023](n)|0;f[m>>2]=f[c>>2];f[l>>2]=f[d>>2];d=b[n+8+3>>0]|0;o=d<<24>>24<0;c=o?f[n>>2]|0:n;d=c+((o?f[n+4>>2]|0:d&255)<<2)|0;f[k>>2]=f[m>>2];f[j>>2]=f[l>>2];h=MIb(a,k,j,e,g,h,c,d)|0;u=i;return h|0}function vIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];KIb(a,g+24|0,b,i,e,d);u=h;return f[b>>2]|0}function wIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];LIb(a,g+16|0,b,i,e,d);u=h;return f[b>>2]|0}function xIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];XIb(a,g+20|0,b,i,e,d);u=h;return f[b>>2]|0}function yIb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;k=S+128|0;j=S+112|0;Q=S+124|0;R=S+120|0;l=S+116|0;m=S+108|0;n=S+104|0;o=S+100|0;p=S+96|0;q=S+92|0;r=S+88|0;s=S+84|0;t=S+80|0;v=S+76|0;w=S+72|0;x=S+68|0;y=S+64|0;z=S+60|0;A=S+56|0;B=S+52|0;C=S+48|0;D=S+44|0;E=S+40|0;F=S+36|0;G=S+32|0;H=S+28|0;I=S+24|0;J=S+20|0;K=S+16|0;L=S+12|0;M=S+8|0;N=S+4|0;O=S;f[g>>2]=0;vEb(k,e);P=XFb(k,260928)|0;YFb(k);do switch(i<<24>>24|0){case 65:case 97:{f[Q>>2]=f[d>>2];f[k>>2]=f[Q>>2];KIb(a,h+24|0,c,k,g,P);T=26;break}case 104:case 66:case 98:{f[R>>2]=f[d>>2];f[k>>2]=f[R>>2];LIb(a,h+16|0,c,k,g,P);T=26;break}case 99:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+12>>2]&1023](R)|0;f[l>>2]=f[c>>2];f[m>>2]=f[d>>2];T=b[R+8+3>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+((d?f[R+4>>2]|0:T&255)<<2)|0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];T=MIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 101:case 100:{f[n>>2]=f[d>>2];f[k>>2]=f[n>>2];NIb(a,h+12|0,c,k,g,P);T=26;break}case 68:{f[o>>2]=f[c>>2];f[p>>2]=f[d>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];T=MIb(a,j,k,e,g,h,49684,49716)|0;f[c>>2]=T;T=26;break}case 70:{f[q>>2]=f[c>>2];f[r>>2]=f[d>>2];f[j>>2]=f[q>>2];f[k>>2]=f[r>>2];T=MIb(a,j,k,e,g,h,49716,49748)|0;f[c>>2]=T;T=26;break}case 72:{f[s>>2]=f[d>>2];f[k>>2]=f[s>>2];OIb(a,h+8|0,c,k,g,P);T=26;break}case 73:{f[t>>2]=f[d>>2];f[k>>2]=f[t>>2];PIb(a,h+8|0,c,k,g,P);T=26;break}case 106:{f[v>>2]=f[d>>2];f[k>>2]=f[v>>2];QIb(a,h+28|0,c,k,g,P);T=26;break}case 109:{f[w>>2]=f[d>>2];f[k>>2]=f[w>>2];RIb(a,h+16|0,c,k,g,P);T=26;break}case 77:{f[x>>2]=f[d>>2];f[k>>2]=f[x>>2];SIb(a,h+4|0,c,k,g,P);T=26;break}case 116:case 110:{f[y>>2]=f[d>>2];f[k>>2]=f[y>>2];TIb(a,c,k,g,P);T=26;break}case 112:{f[z>>2]=f[d>>2];f[k>>2]=f[z>>2];UIb(a,h+8|0,c,k,g,P);T=26;break}case 114:{f[A>>2]=f[c>>2];f[B>>2]=f[d>>2];f[j>>2]=f[A>>2];f[k>>2]=f[B>>2];T=MIb(a,j,k,e,g,h,49748,49792)|0;f[c>>2]=T;T=26;break}case 82:{f[C>>2]=f[c>>2];f[D>>2]=f[d>>2];f[j>>2]=f[C>>2];f[k>>2]=f[D>>2];T=MIb(a,j,k,e,g,h,49792,49812)|0;f[c>>2]=T;T=26;break}case 83:{f[E>>2]=f[d>>2];f[k>>2]=f[E>>2];VIb(a,h,c,k,g,P);T=26;break}case 84:{f[F>>2]=f[c>>2];f[G>>2]=f[d>>2];f[j>>2]=f[F>>2];f[k>>2]=f[G>>2];T=MIb(a,j,k,e,g,h,49812,49844)|0;f[c>>2]=T;T=26;break}case 119:{f[H>>2]=f[d>>2];f[k>>2]=f[H>>2];WIb(a,h+24|0,c,k,g,P);T=26;break}case 120:{i=f[(f[a>>2]|0)+20>>2]|0;f[I>>2]=f[c>>2];f[J>>2]=f[d>>2];f[j>>2]=f[I>>2];f[k>>2]=f[J>>2];j=Yg[i&63](a,j,k,e,g,h)|0;break}case 88:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+24>>2]&1023](R)|0;f[K>>2]=f[c>>2];f[L>>2]=f[d>>2];T=b[R+8+3>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+((d?f[R+4>>2]|0:T&255)<<2)|0;f[j>>2]=f[K>>2];f[k>>2]=f[L>>2];T=MIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 121:{f[M>>2]=f[d>>2];f[k>>2]=f[M>>2];XIb(a,h+20|0,c,k,g,P);T=26;break}case 89:{f[N>>2]=f[d>>2];f[k>>2]=f[N>>2];YIb(a,h+20|0,c,k,g,P);T=26;break}case 37:{f[O>>2]=f[d>>2];f[k>>2]=f[O>>2];ZIb(a,c,k,g,P);T=26;break}default:{f[g>>2]=f[g>>2]|4;T=26}}while(0);if((T|0)==26)j=f[c>>2]|0;u=S;return j|0}function zIb(a){a=a|0;if(!(b[257752]|0))if(MPb(257752)|0){JIb();f[65645]=262412}return f[65645]|0}function AIb(a){a=a|0;if(!(b[257736]|0))if(MPb(257736)|0){IIb();f[65602]=262120}return f[65602]|0}function BIb(a){a=a|0;if(!(b[257720]|0))if(MPb(257720)|0){HIb();f[65529]=261828}return f[65529]|0}function CIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257712]|0))if(MPb(257712)|0){f[65454]=0;f[65455]=0;f[65456]=0;d=GIb(48716)|0;if(d>>>0>1073741807)vOb(261816);do if(d>>>0<2){b[261827]=d;g=261816}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65454]=g;f[65456]=c|-2147483648;f[65455]=d;break}}while(0);WDb(g,48716,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261816}function DIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257704]|0))if(MPb(257704)|0){f[65451]=0;f[65452]=0;f[65453]=0;d=GIb(48668)|0;if(d>>>0>1073741807)vOb(261804);do if(d>>>0<2){b[261815]=d;g=261804}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65451]=g;f[65453]=c|-2147483648;f[65452]=d;break}}while(0);WDb(g,48668,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261804}function EIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257696]|0))if(MPb(257696)|0){f[65448]=0;f[65449]=0;f[65450]=0;d=GIb(48632)|0;if(d>>>0>1073741807)vOb(261792);do if(d>>>0<2){b[261803]=d;g=261792}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65448]=g;f[65450]=c|-2147483648;f[65449]=d;break}}while(0);WDb(g,48632,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261792}function FIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257688]|0))if(MPb(257688)|0){f[65445]=0;f[65446]=0;f[65447]=0;d=GIb(48596)|0;if(d>>>0>1073741807)vOb(261780);do if(d>>>0<2){b[261791]=d;g=261780}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65445]=g;f[65447]=c|-2147483648;f[65446]=d;break}}while(0);WDb(g,48596,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261780}function GIb(a){a=a|0;return nAb(a)|0}function HIb(){var a=0,c=0;if(!(b[257728]|0))if(MPb(257728)|0){c=261828;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262116)}SOb(261828,48800)|0;SOb(261840,48812)|0;return}function IIb(){var a=0,c=0;if(!(b[257744]|0))if(MPb(257744)|0){c=262120;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262408)}SOb(262120,48824)|0;SOb(262132,48856)|0;SOb(262144,48892)|0;SOb(262156,48916)|0;SOb(262168,48940)|0;SOb(262180,48956)|0;SOb(262192,48976)|0;SOb(262204,48996)|0;SOb(262216,49024)|0;SOb(262228,49064)|0;SOb(262240,49096)|0;SOb(262252,49132)|0;SOb(262264,49168)|0;SOb(262276,49184)|0;SOb(262288,49200)|0;SOb(262300,49216)|0;SOb(262312,48940)|0;SOb(262324,49232)|0;SOb(262336,49248)|0;SOb(262348,49264)|0;SOb(262360,49280)|0;SOb(262372,49296)|0;SOb(262384,49312)|0;SOb(262396,49328)|0;return}function JIb(){var a=0,c=0;if(!(b[257760]|0))if(MPb(257760)|0){c=262412;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262580)}SOb(262412,49344)|0;SOb(262424,49372)|0;SOb(262436,49400)|0;SOb(262448,49432)|0;SOb(262460,49472)|0;SOb(262472,49508)|0;SOb(262484,49536)|0;SOb(262496,49572)|0;SOb(262508,49588)|0;SOb(262520,49604)|0;SOb(262532,49620)|0;SOb(262544,49636)|0;SOb(262556,49652)|0;SOb(262568,49668)|0;return}function KIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[f[a>>2]>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(cHb(c,i,a,a+168|0,g,e,0)|0)-a|0;if((a|0)<168)f[b>>2]=((a|0)/12|0|0)%7|0;u=h;return}function LIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[(f[a>>2]|0)+4>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(cHb(c,i,a,a+288|0,g,e,0)|0)-a|0;if((a|0)<288)f[b>>2]=((a|0)/12|0|0)%12|0;u=h;return}function MIb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;r=x+12|0;q=x+8|0;t=x+4|0;v=x;vEb(r,d);s=XFb(r,260928)|0;YFb(r);f[e>>2]=0;j=0;a:while(1){p=(h|0)!=(i|0);k=j;while(1){j=f[b>>2]|0;if(!(p&(k|0)==0))break a;l=j;if(!j){j=0;n=1;o=l}else{k=f[j+12>>2]|0;if((k|0)==(f[j+16>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[b>>2]=0;j=0;n=1;o=0}else{n=0;o=l}}m=f[c>>2]|0;k=m;do if(!m)w=16;else{l=f[m+12>>2]|0;if((l|0)==(f[m+16>>2]|0))l=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[c>>2]=0;k=0;w=16;break}else if(n)break;else{w=59;break a}}while(0);if((w|0)==16){w=0;if(n){w=59;break a}else m=0}if((Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[h>>2]|0,0)|0)<<24>>24==37){w=19;break}if(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,f[h>>2]|0)|0){w=25;break}l=j+12|0;k=f[l>>2]|0;m=j+16|0;if((k|0)==(f[m>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;o=Rg[f[(f[s>>2]|0)+28>>2]&255](s,k)|0;if((o|0)==(Rg[f[(f[s>>2]|0)+28>>2]&255](s,f[h>>2]|0)|0)){w=53;break}f[e>>2]=4;k=4}b:do if((w|0)==19){w=0;n=h+4|0;if((n|0)==(i|0)){w=59;break a}l=Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[n>>2]|0,0)|0;switch(l<<24>>24){case 48:case 69:{h=h+8|0;if((h|0)==(i|0)){w=59;break a}m=l;j=Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[h>>2]|0,0)|0;h=n;break}default:{m=0;j=l}}p=f[(f[a>>2]|0)+36>>2]|0;f[t>>2]=o;f[v>>2]=k;f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];p=_g[p&15](a,q,r,d,e,g,j,m)|0;f[b>>2]=p;h=h+8|0}else if((w|0)==25){while(1){w=0;h=h+4|0;if((h|0)==(i|0)){h=i;break}if(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,f[h>>2]|0)|0)w=25;else break}k=m;n=m;while(1){if(!j){m=1;j=0}else{l=f[j+12>>2]|0;if((l|0)==(f[j+16>>2]|0))l=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[b>>2]=0;m=1;j=0}else m=0}do if(!n)w=40;else{l=f[n+12>>2]|0;if((l|0)==(f[n+16>>2]|0))l=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[c>>2]=0;k=0;w=40;break}else if(m^(k|0)==0){o=k;n=k;break}else break b}while(0);if((w|0)==40){w=0;if(m)break b;else{o=k;n=0}}l=j+12|0;k=f[l>>2]|0;m=j+16|0;if((k|0)==(f[m>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;if(!(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,k)|0))break b;k=f[l>>2]|0;if((k|0)==(f[m>>2]|0)){Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;k=o;continue}else{f[l>>2]=k+4;VDb(f[k>>2]|0)|0;k=o;continue}}}else if((w|0)==53){w=0;k=f[l>>2]|0;if((k|0)==(f[m>>2]|0))Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;else{f[l>>2]=k+4;VDb(f[k>>2]|0)|0}h=h+4|0}while(0);j=f[e>>2]|0}if((w|0)==59)f[e>>2]=4;if(!j){j=0;l=1}else{h=f[j+12>>2]|0;if((h|0)==(f[j+16>>2]|0))h=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;j=0;l=1}else l=0}h=f[c>>2]|0;do if(!h)w=72;else{k=f[h+12>>2]|0;if((k|0)==(f[h+16>>2]|0))h=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else h=VDb(f[k>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[c>>2]=0;w=72;break}else if(l)break;else{w=74;break}}while(0);if((w|0)==72)if(l)w=74;if((w|0)==74)f[e>>2]=f[e>>2]|2;u=x;return j|0}function NIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<31&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function OIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<24&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function PIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<12&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function QIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,3)|0;c=f[e>>2]|0;if((a|0)<366&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function RIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<13&(c&4|0)==0)f[b>>2]=a+-1;else f[e>>2]=c|4;u=h;return}function SIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<60&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function TIb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;a:while(1){a=f[b>>2]|0;do if(!a)h=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;h=1;break}else{h=(f[b>>2]|0)==0;break}}while(0);g=f[c>>2]|0;do if(!g)i=15;else{a=f[g+12>>2]|0;if((a|0)==(f[g+16>>2]|0))a=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;i=15;break}else if(h){h=g;break}else{h=g;break a}}while(0);if((i|0)==15){i=0;if(h){h=0;break}else h=0}a=f[b>>2]|0;g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(!(Sg[f[(f[e>>2]|0)+12>>2]&255](e,8192,a)|0))break;a=f[b>>2]|0;g=a+12|0;h=f[g>>2]|0;if((h|0)==(f[a+16>>2]|0)){Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;continue}else{f[g>>2]=h+4;VDb(f[h>>2]|0)|0;continue}}a=f[b>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;g=1;break}else{g=(f[b>>2]|0)==0;break}}while(0);do if(!h)i=37;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;i=37;break}else if(g)break;else{i=39;break}}while(0);if((i|0)==37)if(g)i=39;if((i|0)==39)f[d>>2]=f[d>>2]|2;return}function UIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+4|0;l=m;j=a+8|0;j=Pg[f[(f[j>>2]|0)+8>>2]&1023](j)|0;a=b[j+8+3>>0]|0;if(a<<24>>24<0)i=f[j+4>>2]|0;else i=a&255;a=b[j+20+3>>0]|0;if(a<<24>>24<0)a=f[j+16>>2]|0;else a=a&255;do if((i|0)==(0-a|0))f[g>>2]=f[g>>2]|4;else{f[l>>2]=f[e>>2];f[k>>2]=f[l>>2];a=(cHb(d,k,j,j+24|0,h,g,0)|0)-j|0;i=f[c>>2]|0;if((i|0)==12&(a|0)==0){f[c>>2]=0;break}if((i|0)<12&(a|0)==12)f[c>>2]=i+12}while(0);u=m;return}function VIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<61&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function WIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,1)|0;c=f[e>>2]|0;if((a|0)<7&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function XIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,4)|0;if(!(f[e>>2]&4)){if((a|0)<69)a=a+2e3|0;else a=(a|0)<100?a+1900|0:a;f[b>>2]=a+-1900}u=h;return}function YIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,4)|0;if(!(f[e>>2]&4))f[b>>2]=a+-1900;u=h;return}function ZIb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;a=f[b>>2]|0;do if(!a)h=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;h=1;break}else{h=(f[b>>2]|0)==0;break}}while(0);g=f[c>>2]|0;do if(!g)j=14;else{a=f[g+12>>2]|0;if((a|0)==(f[g+16>>2]|0))a=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;j=14;break}else if(h){i=g;j=16;break}else{a=6;j=38;break}}while(0);if((j|0)==14)if(h){a=6;j=38}else{i=0;j=16}a:do if((j|0)==16){a=f[b>>2]|0;g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if((Sg[f[(f[e>>2]|0)+52>>2]&255](e,a,0)|0)<<24>>24==37){a=f[b>>2]|0;g=a+12|0;h=f[g>>2]|0;if((h|0)==(f[a+16>>2]|0))Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;else{f[g>>2]=h+4;VDb(f[h>>2]|0)|0}a=f[b>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;g=1;break}else{g=(f[b>>2]|0)==0;break}}while(0);do if(i|0){a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;break}else if(g)break a;else{a=2;j=38;break a}}while(0);if(g){a=2;j=38}}else{a=4;j=38}}while(0);if((j|0)==38)f[d>>2]=f[d>>2]|a;return}function _Ib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;do if(!g)i=1;else{h=f[g+12>>2]|0;if((h|0)==(f[g+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else g=VDb(f[h>>2]|0)|0;if(wEb(g,UDb()|0)|0){f[a>>2]=0;i=1;break}else{i=(f[a>>2]|0)==0;break}}while(0);h=f[b>>2]|0;do if(!h)p=14;else{g=f[h+12>>2]|0;if((g|0)==(f[h+16>>2]|0))g=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else g=VDb(f[g>>2]|0)|0;if(wEb(g,UDb()|0)|0){f[b>>2]=0;p=14;break}else if(i){p=17;break}else{p=16;break}}while(0);if((p|0)==14)if(i)p=16;else{h=0;p=17}a:do if((p|0)==16){f[c>>2]=f[c>>2]|6;g=0}else if((p|0)==17){g=f[a>>2]|0;i=f[g+12>>2]|0;if((i|0)==(f[g+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else g=VDb(f[i>>2]|0)|0;if(!(Sg[f[(f[d>>2]|0)+12>>2]&255](d,2048,g)|0)){f[c>>2]=f[c>>2]|4;g=0;break}g=(Sg[f[(f[d>>2]|0)+52>>2]&255](d,g,0)|0)<<24>>24;i=f[a>>2]|0;j=i+12|0;k=f[j>>2]|0;if((k|0)==(f[i+16>>2]|0)){Pg[f[(f[i>>2]|0)+40>>2]&1023](i)|0;l=h;j=h}else{f[j>>2]=k+4;VDb(f[k>>2]|0)|0;l=h;j=h}while(1){g=g+-48|0;o=e+-1|0;h=f[a>>2]|0;do if(!h)k=1;else{i=f[h+12>>2]|0;if((i|0)==(f[h+16>>2]|0))h=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else h=VDb(f[i>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);do if(!j){n=l;h=1;m=0}else{h=f[j+12>>2]|0;if((h|0)==(f[j+16>>2]|0))h=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;n=0;h=1;m=0;break}else{n=l;h=(l|0)==0;m=l;break}}while(0);i=f[a>>2]|0;if(!((e|0)>1&(k^h)))break;h=f[i+12>>2]|0;if((h|0)==(f[i+16>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else h=VDb(f[h>>2]|0)|0;if(!(Sg[f[(f[d>>2]|0)+12>>2]&255](d,2048,h)|0))break a;g=(g*10|0)+((Sg[f[(f[d>>2]|0)+52>>2]&255](d,h,0)|0)<<24>>24)|0;h=f[a>>2]|0;i=h+12|0;j=f[i>>2]|0;if((j|0)==(f[h+16>>2]|0)){Pg[f[(f[h>>2]|0)+40>>2]&1023](h)|0;e=o;l=n;j=m;continue}else{f[i>>2]=j+4;VDb(f[j>>2]|0)|0;e=o;l=n;j=m;continue}}do if(!i)i=1;else{h=f[i+12>>2]|0;if((h|0)==(f[i+16>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[a>>2]=0;i=1;break}else{i=(f[a>>2]|0)==0;break}}while(0);do if(!n)p=60;else{h=f[n+12>>2]|0;if((h|0)==(f[n+16>>2]|0))h=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;p=60;break}else if(i)break a;else break}while(0);if((p|0)==60)if(!i)break;f[c>>2]=f[c>>2]|2}while(0);return g|0}function $Ib(a){a=a|0;eJb(a+8|0);DFb(a);return}function aJb(a){a=a|0;eJb(a+8|0);DFb(a);sOb(a);return}function bJb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;j=u;u=u+112|0;d=j+4|0;e=j;f[e>>2]=d+100;cJb(a+8|0,d,e,g,h,i);i=f[e>>2]|0;h=d;d=f[c>>2]|0;while(1){if((h|0)==(i|0))break;e=b[h>>0]|0;if(!d)d=0;else{a=d+24|0;g=f[a>>2]|0;if((g|0)==(f[d+28>>2]|0)){c=f[(f[d>>2]|0)+52>>2]|0;e=DDb(e)|0;e=Rg[c&255](d,e)|0}else{f[a>>2]=g+1;b[g>>0]=e;e=DDb(e)|0}c=uEb(e,CDb()|0)|0;d=c?0:d}h=h+1|0}u=j;return d|0}function cJb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;b[i>>0]=37;j=i+1|0;b[j>>0]=g;k=i+2|0;b[k>>0]=h;b[i+3>>0]=0;if(h<<24>>24){b[j>>0]=h;b[k>>0]=g}k=dJb(c,f[d>>2]|0)|0;k=c+(Hf(c|0,k|0,i|0,e|0,f[a>>2]|0)|0)|0;f[d>>2]=k;u=l;return}function dJb(a,b){a=a|0;b=b|0;return b-a|0}function eJb(a){a=a|0;var b=0;b=f[a>>2]|0;if((b|0)!=(_Fb()|0))NAb(f[a>>2]|0);return}function fJb(a){a=a|0;eJb(a+8|0);DFb(a);return}function gJb(a){a=a|0;eJb(a+8|0);DFb(a);sOb(a);return}function hJb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0;i=u;u=u+416|0;c=i+8|0;d=i;f[d>>2]=c+400;iJb(a+8|0,c,d,e,g,h);h=f[d>>2]|0;g=c;c=f[b>>2]|0;while(1){if((g|0)==(h|0))break;d=f[g>>2]|0;if(!c)c=0;else{a=c+24|0;e=f[a>>2]|0;if((e|0)==(f[c+28>>2]|0)){b=f[(f[c>>2]|0)+52>>2]|0;d=VDb(d)|0;d=Rg[b&255](c,d)|0}else{f[a>>2]=e+4;f[e>>2]=d;d=VDb(d)|0}b=wEb(d,UDb()|0)|0;c=b?0:c}g=g+4|0}u=i;return c|0}function iJb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+128|0;k=h+16|0;l=h+12|0;i=h;j=h+8|0;f[l>>2]=k+100;cJb(a,k,l,d,e,g);d=i;f[d>>2]=0;f[d+4>>2]=0;f[j>>2]=k;d=jJb(b,f[c>>2]|0)|0;a=UAb(f[a>>2]|0)|0;d=HBb(b,j,d,i)|0;if(a|0)UAb(a)|0;if((d|0)==-1)kJb(0);else{f[c>>2]=b+(d<<2);u=h;return}}function jJb(a,b){a=a|0;b=b|0;return b-a>>2|0}function kJb(a){a=a|0;vd()}function lJb(a){a=a|0;DFb(a);return}function mJb(a){a=a|0;DFb(a);sOb(a);return}function nJb(a){a=a|0;return 127}function oJb(a){a=a|0;return 127}function pJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function qJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function rJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function sJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+11>>0]=1;wJb(a,1,45)|0;b[d>>0]=0;rEb(a+1|0,d);u=c;return}function tJb(a){a=a|0;return 0}function uJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function vJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function wJb(a,b,c){a=a|0;b=b|0;c=c|0;if(b|0)dQb(a|0,(DDb(c)|0)&255|0,b|0)|0;return a|0}function xJb(a){a=a|0;DFb(a);return}function yJb(a){a=a|0;DFb(a);sOb(a);return}function zJb(a){a=a|0;return 127}function AJb(a){a=a|0;return 127}function BJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function CJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function DJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function EJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+11>>0]=1;wJb(a,1,45)|0;b[d>>0]=0;rEb(a+1|0,d);u=c;return}function FJb(a){a=a|0;return 0}function GJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function HJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function IJb(a){a=a|0;DFb(a);return}function JJb(a){a=a|0;DFb(a);sOb(a);return}function KJb(a){a=a|0;return 2147483647}function LJb(a){a=a|0;return 2147483647}function MJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function NJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function OJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function PJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+8+3>>0]=1;FHb(a,1,45)|0;f[d>>2]=0;JFb(a+4|0,d);u=c;return}function QJb(a){a=a|0;return 0}function RJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function SJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function TJb(a){a=a|0;DFb(a);return}function UJb(a){a=a|0;DFb(a);sOb(a);return}function VJb(a){a=a|0;return 2147483647}function WJb(a){a=a|0;return 2147483647}function XJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function YJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function ZJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function _Jb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+8+3>>0]=1;FHb(a,1,45)|0;f[d>>2]=0;JFb(a+4|0,d);u=c;return}function $Jb(a){a=a|0;return 0}function aKb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function bKb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function cKb(a){a=a|0;DFb(a);return}function dKb(a){a=a|0;DFb(a);sOb(a);return}function eKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;x=u;u=u+240|0;n=x+24|0;q=x;m=x+140|0;w=x+16|0;p=x+12|0;s=x+8|0;j=x+136|0;y=x+4|0;o=x+36|0;f[w>>2]=m;v=w+4|0;f[v>>2]=1645;vEb(s,g);a=XFb(s,260896)|0;b[j>>0]=0;f[y>>2]=f[d>>2];l=f[g+4>>2]|0;f[n>>2]=f[y>>2];if(hKb(c,n,e,s,l,h,j,a,w,p,m+100|0)|0){Tg[f[(f[a>>2]|0)+32>>2]&15](a,254118,254128,n)|0;l=f[p>>2]|0;e=f[w>>2]|0;a=l-e|0;if((a|0)>98){a=_zb(a+2|0)|0;if(!a)uOb();else{k=a;r=a}}else{k=o;r=0}if(!(b[j>>0]|0))a=k;else{b[k>>0]=45;a=k+1|0}k=n+10|0;m=n;j=e;g=a;a=l;while(1){if(j>>>0>=a>>>0)break;e=b[j>>0]|0;a=n;while(1){if((a|0)==(k|0)){a=k;break}if((b[a>>0]|0)==e<<24>>24)break;a=a+1|0}b[g>>0]=b[254118+(a-m)>>0]|0;j=j+1|0;g=g+1|0;a=f[p>>2]|0}b[g>>0]=0;f[q>>2]=i;if((oCb(o,254129,q)|0)!=1)kJb(0);if(r|0)$zb(r)}a=f[c>>2]|0;do if(!a)g=1;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[e>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);a=f[d>>2]|0;do if(!a)t=32;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[e>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;t=32;break}else if(g)break;else{t=34;break}}while(0);if((t|0)==32)if(g)t=34;if((t|0)==34)f[h>>2]=f[h>>2]|2;e=f[c>>2]|0;YFb(s);a=f[w>>2]|0;f[w>>2]=0;if(a|0)gh[f[v>>2]&2047](a);u=x;return e|0}function fKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+144|0;j=t+24|0;a=t+32|0;s=t+16|0;m=t+8|0;p=t;k=t+28|0;n=t+4|0;f[s>>2]=a;r=s+4|0;f[r>>2]=1645;vEb(p,g);l=XFb(p,260896)|0;b[k>>0]=0;o=f[d>>2]|0;f[n>>2]=o;g=f[g+4>>2]|0;f[j>>2]=f[n>>2];n=o;if(hKb(c,j,e,p,g,h,k,l,s,m,a+100|0)|0){a=i+11|0;if((b[a>>0]|0)<0){e=f[i>>2]|0;b[j>>0]=0;rEb(e,j);f[i+4>>2]=0}else{b[j>>0]=0;rEb(i,j);b[a>>0]=0}if(b[k>>0]|0)LOb(i,Rg[f[(f[l>>2]|0)+28>>2]&255](l,45)|0);k=Rg[f[(f[l>>2]|0)+28>>2]&255](l,48)|0;g=f[m>>2]|0;j=g+-1|0;a=f[s>>2]|0;while(1){if(a>>>0>=j>>>0)break;if((b[a>>0]|0)!=k<<24>>24)break;a=a+1|0}iKb(i,a,g)|0}a=f[c>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[g>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);do if(!o)q=25;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;q=25;break}else if(g)break;else{q=27;break}}while(0);if((q|0)==25)if(g)q=27;if((q|0)==27)f[h>>2]=f[h>>2]|2;g=f[c>>2]|0;YFb(p);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[r>>2]&2047](a);u=t;return g|0}function gKb(a){a=a|0;return}function hKb(a,c,e,g,h,i,j,k,l,m,o){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0;C=0;F=u;u=u+2224|0;f[(F+88|0)>>2]=o;f[(F+80|0)>>2]=F+96|0;f[((F+80|0)+4|0)>>2]=1645;f[(F+72|0)>>2]=F+96|0;f[(F+68|0)>>2]=(F+96|0)+400;f[(F+56|0)>>2]=0;f[(F+56|0)+4>>2]=0;f[(F+56|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+56|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+44|0)>>2]=0;f[(F+44|0)+4>>2]=0;f[(F+44|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+44|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+32|0)>>2]=0;f[(F+32|0)+4>>2]=0;f[(F+32|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+32|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+20|0)>>2]=0;f[(F+20|0)+4>>2]=0;f[(F+20|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+20|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+8|0)>>2]=0;f[(F+8|0)+4>>2]=0;f[(F+8|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+8|0)+(o<<2)>>2]=0;o=o+1|0}kKb(e,g,F+500|0,F+497|0,F+496|0,F+56|0,F+44|0,F+32|0,F+20|0,F+4|0);f[m>>2]=f[l>>2];v=(F+32|0)+11|0;w=(F+20|0)+11|0;E=0;t=0;a:while(1){if(t>>>0>=4){C=234;break}o=f[a>>2]|0;do if(!o)g=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;g=1;break}else{g=(f[a>>2]|0)==0;break}}while(0);e=f[c>>2]|0;do if(!e)C=31;else{o=f[e+12>>2]|0;if((o|0)==(f[e+16>>2]|0))o=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else o=DDb(b[o>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;C=31;break}else if(g){z=e;break}else{C=234;break a}}while(0);if((C|0)==31){C=0;if(g){C=234;break}else z=0}b:do{g=1;p=b[(F+500|0)+t>>0]|0;if(g){g=0;switch(p|0){case 1:{if((t|0)==3)q=E;else{o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((o&255)<<24>>24<=-1){C=44;break a}if(!(d[(f[(k+8|0)>>2]|0)+(o<<24>>24<<1)>>1]&8192)){C=44;break a}o=f[a>>2]|0;e=f[(o+12|0)>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;else{f[(o+12|0)>>2]=e+1;o=DDb(b[e>>0]|0)|0}LOb(F+8|0,o&255);r=z;s=z;C=46}break}case 0:{if((t|0)==3)q=E;else{r=z;s=z;C=46}break}default:g=1}}f[F+528>>2]=a;f[F+536>>2]=c;f[F+560>>2]=h;f[F+576>>2]=j;f[F+584>>2]=k;f[F+592>>2]=l;f[F+600>>2]=m;f[F+888>>2]=E;f[F+896>>2]=t;f[F+912>>2]=q;f[F+1488>>2]=v;f[F+1520>>2]=w;f[F+2016>>2]=z;f[F+2104>>2]=C;f[F+2112>>2]=g;f[F+2120>>2]=p;f[F+2128>>2]=0;f[F+2132>>2]=0;GKb(F);q=f[F+912>>2]|0;C=f[F+2104>>2]|0;G=f[F+2128>>2]|0;D=f[F+2132>>2]|0;H=+n[F+2132>>2];f[F+2128>>2]=0;f[F+2132>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break b;case 20:break a}}while(0);c:do if((C|0)==46)while(1){C=0;o=f[a>>2]|0;do if(!o)e=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);do if(!s){x=r;C=59}else{o=f[s+12>>2]|0;if((o|0)==(f[s+16>>2]|0))o=Pg[f[(f[s>>2]|0)+36>>2]&1023](s)|0;else o=DDb(b[o>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;x=0;C=59;break}else if(e^(r|0)==0){y=r;A=r;break}else{q=E;break c}}while(0);if((C|0)==59){C=0;if(e){q=E;break c}else{y=x;A=0}}o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((o&255)<<24>>24<=-1){q=E;break c}if(!(d[(f[(k+8|0)>>2]|0)+(o<<24>>24<<1)>>1]&8192)){q=E;break c}o=f[a>>2]|0;e=f[(o+12|0)>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;else{f[(o+12|0)>>2]=e+1;o=DDb(b[e>>0]|0)|0}LOb(F+8|0,o&255);r=y;s=A}while(0);E=q;t=t+1|0}d:do if((C|0)==44){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==103){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==144){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==232){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==234){e:do if(E|0){q=E+11|0;r=E+4|0;p=1;f:while(1){o=b[q>>0]|0;if(o<<24>>24<0)o=f[r>>2]|0;else o=o&255;if(p>>>0>=o>>>0)break e;o=f[a>>2]|0;do if(!o)g=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;g=1;break}else{g=(f[a>>2]|0)==0;break}}while(0);o=f[c>>2]|0;do if(!o)C=253;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;C=253;break}else if(g)break;else break f}while(0);if((C|0)==253){C=0;if(g)break}o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((b[q>>0]|0)<0)e=f[E>>2]|0;else e=E;if((b[e+p>>0]|0)!=(o&255)<<24>>24)break;o=p+1|0;e=f[a>>2]|0;g=f[(e+12|0)>>2]|0;if((g|0)==(f[e+16>>2]|0)){Pg[f[(f[e>>2]|0)+40>>2]&1023](e)|0;p=o;continue}else{f[(e+12|0)>>2]=g+1;DDb(b[g>>0]|0)|0;p=o;continue}}f[i>>2]=f[i>>2]|4;B=0;break d}while(0);o=f[(F+80|0)>>2]|0;e=f[(F+72|0)>>2]|0;if((o|0)==(e|0))B=1;else{f[F>>2]=0;kGb(F+56|0,o,e,F);if(!(f[F>>2]|0)){B=1;break}else{f[i>>2]=f[i>>2]|4;B=0;break}}}while(0);zOb(F+8|0);zOb(F+20|0);zOb(F+32|0);zOb(F+44|0);zOb(F+56|0);o=f[(F+80|0)>>2]|0;f[(F+80|0)>>2]=0;if(o|0)gh[f[((F+80|0)+4|0)>>2]&2047](o);u=F;return B|0}function iKb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;j=c;o=p+12|0;k=p;m=a+11|0;h=b[m>>0]|0;e=h<<24>>24<0;if(e){l=f[a+4>>2]|0;i=(f[a+8>>2]&2147483647)+-1|0}else{l=h&255;i=10}n=d-j|0;do if(n|0){if(e){g=f[a>>2]|0;e=f[a+4>>2]|0}else{g=a;e=h&255}if(jKb(c,g,g+e|0)|0){f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;if(n>>>0>4294967279)vOb(k);if(n>>>0<11){b[k+11>>0]=n;g=k}else{m=n+16&-16;g=pOb(m)|0;f[k>>2]=g;f[k+8>>2]=m|-2147483648;f[k+4>>2]=n}e=g;while(1){if((c|0)==(d|0))break;rEb(e,c);c=c+1|0;e=e+1|0}b[o>>0]=0;rEb(g+n|0,o);o=b[k+11>>0]|0;d=o<<24>>24<0;JOb(a,d?f[k>>2]|0:k,d?f[k+4>>2]|0:o&255)|0;zOb(k);break}if((i-l|0)>>>0<n>>>0)IOb(a,i,l+n-i|0,l,l,0,0);if((b[m>>0]|0)<0)h=f[a>>2]|0;else h=a;g=d+(l-j)|0;e=h+l|0;while(1){if((c|0)==(d|0))break;rEb(e,c);e=e+1|0;c=c+1|0}b[o>>0]=0;rEb(h+g|0,o);c=l+n|0;if((b[m>>0]|0)<0){f[a+4>>2]=c;break}else{b[m>>0]=c;break}}while(0);u=p;return a|0}function jKb(a,b,c){a=a|0;b=b|0;c=c|0;return b>>>0<=a>>>0&a>>>0<c>>>0|0}function kKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){c=XFb(c,262616)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[m>>0]=0;rEb(a,m);f[k+4>>2]=0;a=k}else{b[m>>0]=0;rEb(k,m);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[m>>0]=0;rEb(a,m);f[j+4>>2]=0;a=j}else{b[m>>0]=0;rEb(j,m);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;b[e>>0]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;b[g>>0]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}else{c=XFb(c,262608)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[m>>0]=0;rEb(a,m);f[k+4>>2]=0;a=k}else{b[m>>0]=0;rEb(k,m);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[m>>0]=0;rEb(a,m);f[j+4>>2]=0;a=j}else{b[m>>0]=0;rEb(j,m);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;b[e>>0]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;b[g>>0]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}f[l>>2]=a;u=o;return}function lKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?1:g;h=(f[b>>2]|0)-d|0;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+h;f[c>>2]=(f[a>>2]|0)+g;return}function mKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?4:g;h=(f[b>>2]|0)-d>>2;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+(h<<2);f[c>>2]=(f[a>>2]|0)+(g>>>2<<2);return}function nKb(a){a=a|0;DFb(a);return}function oKb(a){a=a|0;DFb(a);sOb(a);return}function pKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;x=u;u=u+576|0;n=x+424|0;q=x;m=x+24|0;w=x+16|0;p=x+12|0;s=x+8|0;j=x+564|0;y=x+4|0;o=x+464|0;f[w>>2]=m;v=w+4|0;f[v>>2]=1645;vEb(s,g);a=XFb(s,260928)|0;b[j>>0]=0;f[y>>2]=f[d>>2];l=f[g+4>>2]|0;f[n>>2]=f[y>>2];if(rKb(c,n,e,s,l,h,j,a,w,p,m+400|0)|0){Tg[f[(f[a>>2]|0)+48>>2]&15](a,254228,254238,n)|0;l=f[p>>2]|0;e=f[w>>2]|0;a=l-e|0;if((a|0)>392){a=_zb((a>>>2)+2|0)|0;if(!a)uOb();else{k=a;r=a}}else{k=o;r=0}if(!(b[j>>0]|0))a=k;else{b[k>>0]=45;a=k+1|0}k=n+40|0;m=n;j=e;g=a;a=l;while(1){if(j>>>0>=a>>>0)break;e=f[j>>2]|0;a=n;while(1){if((a|0)==(k|0)){a=k;break}if((f[a>>2]|0)==(e|0))break;a=a+4|0}b[g>>0]=b[254228+(a-m>>2)>>0]|0;j=j+4|0;g=g+1|0;a=f[p>>2]|0}b[g>>0]=0;f[q>>2]=i;if((oCb(o,254129,q)|0)!=1)kJb(0);if(r|0)$zb(r)}a=f[c>>2]|0;do if(!a)g=1;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[e>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);a=f[d>>2]|0;do if(!a)t=32;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[e>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;t=32;break}else if(g)break;else{t=34;break}}while(0);if((t|0)==32)if(g)t=34;if((t|0)==34)f[h>>2]=f[h>>2]|2;e=f[c>>2]|0;YFb(s);a=f[w>>2]|0;f[w>>2]=0;if(a|0)gh[f[v>>2]&2047](a);u=x;return e|0}function qKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+432|0;j=t+424|0;a=t+24|0;s=t+16|0;m=t+8|0;p=t;k=t+428|0;n=t+4|0;f[s>>2]=a;r=s+4|0;f[r>>2]=1645;vEb(p,g);l=XFb(p,260928)|0;b[k>>0]=0;o=f[d>>2]|0;f[n>>2]=o;g=f[g+4>>2]|0;f[j>>2]=f[n>>2];n=o;if(rKb(c,j,e,p,g,h,k,l,s,m,a+400|0)|0){a=i+8+3|0;if((b[a>>0]|0)<0){e=f[i>>2]|0;f[j>>2]=0;JFb(e,j);f[i+4>>2]=0}else{f[j>>2]=0;JFb(i,j);b[a>>0]=0}if(b[k>>0]|0)VOb(i,Rg[f[(f[l>>2]|0)+44>>2]&255](l,45)|0);k=Rg[f[(f[l>>2]|0)+44>>2]&255](l,48)|0;g=f[m>>2]|0;j=g+-4|0;a=f[s>>2]|0;while(1){if(a>>>0>=j>>>0)break;if((f[a>>2]|0)!=(k|0))break;a=a+4|0}sKb(i,a,g)|0}a=f[c>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);do if(!o)q=25;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;q=25;break}else if(g)break;else{q=27;break}}while(0);if((q|0)==25)if(g)q=27;if((q|0)==27)f[h>>2]=f[h>>2]|2;g=f[c>>2]|0;YFb(p);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[r>>2]&2047](a);u=t;return g|0}function rKb(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0;C=0;F=u;u=u+2256|0;f[(F+96|0)>>2]=m;f[(F+88|0)>>2]=F+104|0;f[((F+88|0)+4|0)>>2]=1645;f[(F+80|0)>>2]=F+104|0;f[(F+76|0)>>2]=(F+104|0)+400;f[(F+56|0)>>2]=0;f[(F+56|0)+4>>2]=0;f[(F+56|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+56|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+44|0)>>2]=0;f[(F+44|0)+4>>2]=0;f[(F+44|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+44|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+32|0)>>2]=0;f[(F+32|0)+4>>2]=0;f[(F+32|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+32|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+20|0)>>2]=0;f[(F+20|0)+4>>2]=0;f[(F+20|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+20|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+8|0)>>2]=0;f[(F+8|0)+4>>2]=0;f[(F+8|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+8|0)+(m<<2)>>2]=0;m=m+1|0}uKb(d,e,F+504|0,F+72|0,F+68|0,F+56|0,F+44|0,F+32|0,F+20|0,F+4|0);f[l>>2]=f[k>>2];t=(F+32|0)+8+3|0;v=(F+20|0)+8+3|0;w=(F+44|0)+8+3|0;E=0;s=0;a:while(1){if(s>>>0>=4){C=229;break}m=f[a>>2]|0;do if(!m)e=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);d=f[c>>2]|0;do if(!d)C=31;else{m=f[d+12>>2]|0;if((m|0)==(f[d+16>>2]|0))m=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else m=VDb(f[m>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;C=31;break}else if(e){z=d;break}else{C=229;break a}}while(0);if((C|0)==31){C=0;if(e){C=229;break}else z=0}b:do{e=1;o=b[(F+504|0)+s>>0]|0;if(e){e=0;switch(o|0){case 1:{if((s|0)==3)p=E;else{m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[j>>2]|0)+12>>2]&255](j,8192,m)|0)){C=43;break a}m=f[a>>2]|0;d=f[(m+12|0)>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;else{f[(m+12|0)>>2]=d+4;m=VDb(f[d>>2]|0)|0}VOb(F+8|0,m);q=z;r=z;C=45}break}case 0:{if((s|0)==3)p=E;else{q=z;r=z;C=45}break}default:e=1}}f[F+528>>2]=a;f[F+536>>2]=c;f[F+560>>2]=g;f[F+576>>2]=i;f[F+584>>2]=j;f[F+592>>2]=k;f[F+600>>2]=l;f[F+888>>2]=E;f[F+896>>2]=s;f[F+912>>2]=p;f[F+1512>>2]=t;f[F+1560>>2]=v;f[F+1624>>2]=w;f[F+2040>>2]=z;f[F+2128>>2]=C;f[F+2136>>2]=e;f[F+2144>>2]=o;f[F+2152>>2]=0;f[F+2156>>2]=0;HKb(F);p=f[F+912>>2]|0;C=f[F+2128>>2]|0;G=f[F+2152>>2]|0;D=f[F+2156>>2]|0;H=+n[F+2156>>2];f[F+2152>>2]=0;f[F+2156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break b;case 19:break a}}while(0);c:do if((C|0)==45)while(1){C=0;m=f[a>>2]|0;do if(!m)d=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;d=1;break}else{d=(f[a>>2]|0)==0;break}}while(0);do if(!r){x=q;C=58}else{m=f[r+12>>2]|0;if((m|0)==(f[r+16>>2]|0))m=Pg[f[(f[r>>2]|0)+36>>2]&1023](r)|0;else m=VDb(f[m>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;x=0;C=58;break}else if(d^(q|0)==0){y=q;A=q;break}else{p=E;break c}}while(0);if((C|0)==58){C=0;if(d){p=E;break c}else{y=x;A=0}}m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[j>>2]|0)+12>>2]&255](j,8192,m)|0)){p=E;break c}m=f[a>>2]|0;d=f[(m+12|0)>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;else{f[(m+12|0)>>2]=d+4;m=VDb(f[d>>2]|0)|0}VOb(F+8|0,m);q=y;r=A}while(0);E=p;s=s+1|0}d:do if((C|0)==43){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==101){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==141){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==227){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==229){e:do if(E|0){p=E+8+3|0;q=E+4|0;o=1;f:while(1){m=b[p>>0]|0;if(m<<24>>24<0)m=f[q>>2]|0;else m=m&255;if(o>>>0>=m>>>0)break e;m=f[a>>2]|0;do if(!m)e=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;do if(!m)C=248;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;C=248;break}else if(e)break;else break f}while(0);if((C|0)==248){C=0;if(e)break}m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if((b[p>>0]|0)<0)d=f[E>>2]|0;else d=E;if((m|0)!=(f[d+(o<<2)>>2]|0))break;m=o+1|0;d=f[a>>2]|0;e=f[(d+12|0)>>2]|0;if((e|0)==(f[d+16>>2]|0)){Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;o=m;continue}else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0;o=m;continue}}f[h>>2]=f[h>>2]|4;B=0;break d}while(0);m=f[(F+88|0)>>2]|0;d=f[(F+80|0)>>2]|0;if((m|0)==(d|0))B=1;else{f[F>>2]=0;kGb(F+56|0,m,d,F);if(!(f[F>>2]|0)){B=1;break}else{f[h>>2]=f[h>>2]|4;B=0;break}}}while(0);NOb(F+8|0);NOb(F+20|0);NOb(F+32|0);NOb(F+44|0);zOb(F+56|0);m=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=0;if(m|0)gh[f[((F+88|0)+4|0)>>2]&2047](m);u=F;return B|0}function sKb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q+12|0;l=q;e=a+8|0;p=e+3|0;i=b[p>>0]|0;g=i<<24>>24<0;if(g){n=f[a+4>>2]|0;h=(f[e>>2]&2147483647)+-1|0}else{n=i&255;h=1}m=d-c>>2;do if(m|0){if(g){g=f[a>>2]|0;e=f[a+4>>2]|0}else{g=a;e=i&255}if(tKb(c,g,g+(e<<2)|0)|0){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;if(m>>>0>1073741807)vOb(l);do if(m>>>0<2){b[l+8+3>>0]=m;j=c;k=l}else{e=m+4&-4;if(e>>>0>1073741823)vd();else{k=pOb(e<<2)|0;f[l>>2]=k;f[l+8>>2]=e|-2147483648;f[l+4>>2]=m;j=c;break}}while(0);while(1){if((j|0)==(d|0))break;JFb(k,j);j=j+4|0;k=k+4|0}f[o>>2]=0;JFb(k,o);p=b[l+8+3>>0]|0;o=p<<24>>24<0;UOb(a,o?f[l>>2]|0:l,o?f[l+4>>2]|0:p&255)|0;NOb(l);break}if((h-n|0)>>>0<m>>>0)TOb(a,h,n+m-h|0,n,n,0,0);if((b[p>>0]|0)<0)e=f[a>>2]|0;else e=a;e=e+(n<<2)|0;while(1){if((c|0)==(d|0))break;JFb(e,c);e=e+4|0;c=c+4|0}f[o>>2]=0;JFb(e,o);c=n+m|0;if((b[p>>0]|0)<0){f[a+4>>2]=c;break}else{b[p>>0]=c;break}}while(0);u=q;return a|0}function tKb(a,b,c){a=a|0;b=b|0;c=c|0;return b>>>0<=a>>>0&a>>>0<c>>>0|0}function uKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){c=XFb(c,262632)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+8+3|0;if((b[a>>0]|0)<0){d=f[k>>2]|0;f[m>>2]=0;JFb(d,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+8+3|0;if((b[a>>0]|0)<0){k=f[j>>2]|0;f[m>>2]=0;JFb(k,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[e>>2]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[g>>2]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+8+3|0;if((b[a>>0]|0)<0){h=f[i>>2]|0;f[m>>2]=0;JFb(h,m);f[i+4>>2]=0}else{f[m>>2]=0;JFb(i,m);b[a>>0]=0}ROb(i,0);f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}else{c=XFb(c,262624)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+8+3|0;if((b[a>>0]|0)<0){d=f[k>>2]|0;f[m>>2]=0;JFb(d,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+8+3|0;if((b[a>>0]|0)<0){k=f[j>>2]|0;f[m>>2]=0;JFb(k,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[e>>2]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[g>>2]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+8+3|0;if((b[a>>0]|0)<0){h=f[i>>2]|0;f[m>>2]=0;JFb(h,m);f[i+4>>2]=0}else{f[m>>2]=0;JFb(i,m);b[a>>0]=0}ROb(i,0);f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}f[l>>2]=a;u=o;return}function vKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?4:g;h=(f[b>>2]|0)-d>>2;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+(h<<2);f[c>>2]=(f[a>>2]|0)+(g>>>2<<2);return}function wKb(a){a=a|0;DFb(a);return}function xKb(a){a=a|0;DFb(a);sOb(a);return}function yKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;F=u;u=u+384|0;q=F+8|0;j=F;a=F+284|0;k=F+72|0;i=F+184|0;E=F+68|0;r=F+180|0;s=F+177|0;t=F+176|0;B=F+56|0;C=F+44|0;D=F+32|0;n=F+28|0;o=F+76|0;v=F+24|0;w=F+16|0;x=F+20|0;f[k>>2]=a;p[q>>3]=h;a=XAb(a,100,254334,q)|0;if(a>>>0>99){a=_Fb()|0;p[j>>3]=h;a=qHb(k,a,254334,j)|0;i=f[k>>2]|0;if(!i)uOb();j=_zb(a)|0;if(!j)uOb();else{y=j;A=a;H=j;I=i}}else{y=i;A=a;H=0;I=0}vEb(E,e);m=XFb(E,260896)|0;l=f[k>>2]|0;Tg[f[(f[m>>2]|0)+32>>2]&15](m,l,l+A|0,y)|0;if(!A)l=0;else l=(b[f[k>>2]>>0]|0)==45;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[C+(a<<2)>>2]=0;a=a+1|0}f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[D+(a<<2)>>2]=0;a=a+1|0}AKb(d,l,E,r,s,t,B,C,D,n);k=f[n>>2]|0;if((A|0)>(k|0)){i=b[D+11>>0]|0;j=b[C+11>>0]|0;a=1;i=(i<<24>>24<0?f[D+4>>2]|0:i&255)+(A-k<<1)|0;j=j<<24>>24<0?f[C+4>>2]|0:j&255}else{j=b[D+11>>0]|0;i=b[C+11>>0]|0;a=2;i=i<<24>>24<0?f[C+4>>2]|0:i&255;j=j<<24>>24<0?f[D+4>>2]|0:j&255}a=j+k+i+a|0;if(a>>>0>100){a=_zb(a)|0;if(!a)uOb();else{z=a;G=a}}else{z=o;G=0}BKb(z,v,w,f[e+4>>2]|0,y,y+A|0,m,l,r,b[s>>0]|0,b[t>>0]|0,B,C,D,k);f[x>>2]=f[c>>2];c=f[v>>2]|0;a=f[w>>2]|0;f[q>>2]=f[x>>2];a=n3a(q,z,c,a,e,g)|0;if(G|0)$zb(G);zOb(D);zOb(C);zOb(B);YFb(E);if(H|0)$zb(H);if(I|0)$zb(I);u=F;return a|0}function zKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+176|0;p=D+56|0;C=D+52|0;v=D+164|0;w=D+161|0;x=D+160|0;z=D+40|0;A=D+28|0;B=D+16|0;l=D+12|0;n=D+60|0;q=D+8|0;r=D+4|0;s=D;vEb(C,e);t=XFb(C,260896)|0;i=h+11|0;o=b[i>>0]|0;a=o<<24>>24<0;j=h+4|0;if(!((a?f[j>>2]|0:o&255)|0))o=0;else{o=b[(a?f[h>>2]|0:h)>>0]|0;o=o<<24>>24==(Rg[f[(f[t>>2]|0)+28>>2]&255](t,45)|0)<<24>>24};f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}AKb(d,o,C,v,w,x,z,A,B,l);k=b[i>>0]|0;m=k<<24>>24<0;k=m?f[j>>2]|0:k&255;j=f[l>>2]|0;if((k|0)>(j|0)){i=b[B+11>>0]|0;d=b[A+11>>0]|0;a=1;i=(i<<24>>24<0?f[B+4>>2]|0:i&255)+(k-j<<1)|0;d=d<<24>>24<0?f[A+4>>2]|0:d&255}else{d=b[B+11>>0]|0;i=b[A+11>>0]|0;a=2;i=i<<24>>24<0?f[A+4>>2]|0:i&255;d=d<<24>>24<0?f[B+4>>2]|0:d&255}a=d+j+i+a|0;if(a>>>0>100){a=_zb(a)|0;if(!a)uOb();else{y=a;E=a}}else{y=n;E=0}h=m?f[h>>2]|0:h;BKb(y,q,r,f[e+4>>2]|0,h,h+k|0,t,o,v,b[w>>0]|0,b[x>>0]|0,z,A,B,j);f[s>>2]=f[c>>2];h=f[q>>2]|0;a=f[r>>2]|0;f[p>>2]=f[s>>2];a=n3a(p,y,h,a,e,g)|0;if(E|0)$zb(E);zOb(B);zOb(A);zOb(z);YFb(C);u=D;return a|0}function AKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p+12|0;o=p;if(a){m=XFb(d,262616)|0;if(c){oh[f[(f[m>>2]|0)+44>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+32>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}else{oh[f[(f[m>>2]|0)+40>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+28>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}a=Pg[f[(f[m>>2]|0)+12>>2]&1023](m)|0;b[g>>0]=a;a=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;b[h>>0]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](o,m);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[n>>0]=0;rEb(a,n);f[i+4>>2]=0;a=i}else{b[n>>0]=0;rEb(i,n);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);oh[f[(f[d>>2]|0)+24>>2]&1023](o,m);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[n>>0]=0;rEb(a,n);f[j+4>>2]=0;a=j}else{b[n>>0]=0;rEb(j,n);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);a=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0}else{m=XFb(d,262608)|0;if(c){oh[f[(f[m>>2]|0)+44>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+32>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}else{oh[f[(f[m>>2]|0)+40>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+28>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}a=Pg[f[(f[m>>2]|0)+12>>2]&1023](m)|0;b[g>>0]=a;a=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;b[h>>0]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](o,m);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[n>>0]=0;rEb(a,n);f[i+4>>2]=0;a=i}else{b[n>>0]=0;rEb(i,n);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);oh[f[(f[d>>2]|0)+24>>2]&1023](o,m);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[n>>0]=0;rEb(a,n);f[j+4>>2]=0;a=j}else{b[n>>0]=0;rEb(j,n);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);a=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0}f[l>>2]=a;u=p;return}function BKb(a,c,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;f[e>>2]=a;z=q+11|0;H=q+4|0;A=p+11|0;B=p+4|0;C=(g&512|0)==0;D=j+8|0;E=(r|0)>0;F=o+11|0;G=o+4|0;y=0;while(1){if((y|0)==4)break;a:do switch(b[l+y>>0]|0){case 0:{f[c>>2]=f[e>>2];break}case 1:{f[c>>2]=f[e>>2];w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,32)|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w;break}case 3:{x=b[z>>0]|0;s=x<<24>>24<0;if((s?f[H>>2]|0:x&255)|0){w=b[(s?f[q>>2]|0:q)>>0]|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w}break}case 2:{t=b[A>>0]|0;s=t<<24>>24<0;t=s?f[B>>2]|0:t&255;if(!(C|(t|0)==0)){x=s?f[p>>2]|0:p;u=x+t|0;s=f[e>>2]|0;t=x;while(1){if((t|0)==(u|0))break;b[s>>0]=b[t>>0]|0;s=s+1|0;t=t+1|0}f[e>>2]=s}break}case 4:{t=f[e>>2]|0;h=k?h+1|0:h;u=h;while(1){if(u>>>0>=i>>>0)break;s=b[u>>0]|0;if(s<<24>>24<=-1)break;if(!(d[(f[D>>2]|0)+(s<<24>>24<<1)>>1]&2048))break;u=u+1|0}if(E){v=r;while(1){s=(v|0)>0;if(!(u>>>0>h>>>0&s))break;x=u+-1|0;s=b[x>>0]|0;w=f[e>>2]|0;f[e>>2]=w+1;b[w>>0]=s;v=v+-1|0;u=x}if(s)w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,48)|0;else w=0;s=v;while(1){v=f[e>>2]|0;f[e>>2]=v+1;if((s|0)<=0)break;b[v>>0]=w;s=s+-1|0}b[v>>0]=m}b:do if((u|0)==(h|0)){w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,48)|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w}else{x=b[F>>0]|0;s=x<<24>>24<0;if(!((s?f[G>>2]|0:x&255)|0)){w=-1;v=0;x=0}else{w=b[(s?f[o>>2]|0:o)>>0]|0;v=0;x=0}while(1){if((u|0)==(h|0))break b;if((x|0)==(w|0)){w=f[e>>2]|0;f[e>>2]=w+1;b[w>>0]=n;v=v+1|0;w=b[F>>0]|0;s=w<<24>>24<0;if(v>>>0<(s?f[G>>2]|0:w&255)>>>0){w=b[(s?f[o>>2]|0:o)+v>>0]|0;w=w<<24>>24==127?-1:w<<24>>24;s=0}else{w=x;s=0}}else s=x;I=u+-1|0;J=b[I>>0]|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=J;x=s+1|0;u=I}}while(0);s=f[e>>2]|0;if((t|0)!=(s|0))while(1){s=s+-1|0;if(t>>>0>=s>>>0)break a;J=b[t>>0]|0;b[t>>0]=b[s>>0]|0;b[s>>0]=J;t=t+1|0}break}default:{}}while(0);y=y+1|0}h=b[z>>0]|0;s=h<<24>>24<0;h=s?f[H>>2]|0:h&255;if(h>>>0>1){J=s?f[q>>2]|0:q;t=J+h|0;s=f[e>>2]|0;h=J;while(1){h=h+1|0;if((h|0)==(t|0))break;b[s>>0]=b[h>>0]|0;s=s+1|0}f[e>>2]=s}switch((g&176)<<24>>24){case 32:{f[c>>2]=f[e>>2];break}case 16:break;default:f[c>>2]=a}return}function CKb(a){a=a|0;DFb(a);return}function DKb(a){a=a|0;DFb(a);sOb(a);return}function EKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;F=u;u=u+1008|0;q=F+8|0;j=F;a=F+896|0;k=F+888|0;i=F+488|0;E=F+480|0;r=F+892|0;s=F+476|0;t=F+472|0;B=F+460|0;C=F+448|0;D=F+436|0;n=F+432|0;o=F+32|0;v=F+24|0;w=F+16|0;x=F+20|0;f[k>>2]=a;p[q>>3]=h;a=XAb(a,100,254334,q)|0;if(a>>>0>99){a=_Fb()|0;p[j>>3]=h;a=qHb(k,a,254334,j)|0;i=f[k>>2]|0;if(!i)uOb();j=_zb(a<<2)|0;if(!j)uOb();else{y=j;A=a;H=j;I=i}}else{y=i;A=a;H=0;I=0}vEb(E,e);m=XFb(E,260928)|0;l=f[k>>2]|0;Tg[f[(f[m>>2]|0)+48>>2]&15](m,l,l+A|0,y)|0;if(!A)l=0;else l=(b[f[k>>2]>>0]|0)==45;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[C+(a<<2)>>2]=0;a=a+1|0}f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[D+(a<<2)>>2]=0;a=a+1|0}IKb(d,l,E,r,s,t,B,C,D,n);k=f[n>>2]|0;if((A|0)>(k|0)){i=b[D+8+3>>0]|0;j=b[C+8+3>>0]|0;a=1;i=(i<<24>>24<0?f[D+4>>2]|0:i&255)+(A-k<<1)|0;j=j<<24>>24<0?f[C+4>>2]|0:j&255}else{j=b[D+8+3>>0]|0;i=b[C+8+3>>0]|0;a=2;i=i<<24>>24<0?f[C+4>>2]|0:i&255;j=j<<24>>24<0?f[D+4>>2]|0:j&255}a=j+k+i+a|0;if(a>>>0>100){a=_zb(a<<2)|0;if(!a)uOb();else{z=a;G=a}}else{z=o;G=0}JKb(z,v,w,f[e+4>>2]|0,y,y+(A<<2)|0,m,l,r,f[s>>2]|0,f[t>>2]|0,B,C,D,k);f[x>>2]=f[c>>2];c=f[v>>2]|0;a=f[w>>2]|0;f[q>>2]=f[x>>2];a=EHb(q,z,c,a,e,g)|0;if(G|0)$zb(G);NOb(D);NOb(C);zOb(B);YFb(E);if(H|0)$zb(H);if(I|0)$zb(I);u=F;return a|0}function FKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+480|0;p=D+468|0;C=D+464|0;v=D+472|0;w=D+460|0;x=D+456|0;z=D+444|0;A=D+432|0;B=D+420|0;l=D+416|0;n=D+16|0;q=D+8|0;r=D+4|0;s=D;vEb(C,e);t=XFb(C,260928)|0;i=h+8+3|0;o=b[i>>0]|0;a=o<<24>>24<0;j=h+4|0;if(!((a?f[j>>2]|0:o&255)|0))o=0;else{o=f[(a?f[h>>2]|0:h)>>2]|0;o=(o|0)==(Rg[f[(f[t>>2]|0)+44>>2]&255](t,45)|0)};f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}IKb(d,o,C,v,w,x,z,A,B,l);k=b[i>>0]|0;m=k<<24>>24<0;k=m?f[j>>2]|0:k&255;j=f[l>>2]|0;if((k|0)>(j|0)){i=b[B+8+3>>0]|0;d=b[A+8+3>>0]|0;a=1;i=(i<<24>>24<0?f[B+4>>2]|0:i&255)+(k-j<<1)|0;d=d<<24>>24<0?f[A+4>>2]|0:d&255}else{d=b[B+8+3>>0]|0;i=b[A+8+3>>0]|0;a=2;i=i<<24>>24<0?f[A+4>>2]|0:i&255;d=d<<24>>24<0?f[B+4>>2]|0:d&255}a=d+j+i+a|0;if(a>>>0>100){a=_zb(a<<2)|0;if(!a)uOb();else{y=a;E=a}}else{y=n;E=0}h=m?f[h>>2]|0:h;JKb(y,q,r,f[e+4>>2]|0,h,h+(k<<2)|0,t,o,v,f[w>>2]|0,f[x>>2]|0,z,A,B,j);f[s>>2]=f[c>>2];h=f[q>>2]|0;a=f[r>>2]|0;f[p>>2]=f[s>>2];a=EHb(p,y,h,a,e,g)|0;if(E|0)$zb(E);NOb(B);NOb(A);zOb(z);YFb(C);u=D;return a|0}function GKb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;H=f[a+528>>2]|0;B=f[a+536>>2]|0;r=f[a+560>>2]|0;n=f[a+576>>2]|0;C=f[a+584>>2]|0;E=f[a+592>>2]|0;F=f[a+600>>2]|0;I=f[a+888>>2]|0;l=f[a+896>>2]|0;y=f[a+912>>2]|0;k=f[a+1488>>2]|0;m=f[a+1520>>2]|0;s=f[a+2016>>2]|0;J=f[a+2104>>2]|0;K=f[a+2112>>2]|0;G=f[a+2120>>2]|0;a:{if(K){K=0;switch(G|0){case 3:{j=b[k>>0]|0;j=j<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:j&255;c=b[m>>0]|0;c=c<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:c&255;if((j|0)==(0-c|0))y=I;else{e=f[H>>2]|0;g=f[e+12>>2]|0;i=(g|0)==(f[e+16>>2]|0);if((j|0)==0|(c|0)==0){if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;c=c&255;if(!j){if((b[((b[m>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>0]|0)!=c<<24>>24){y=I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}b[n>>0]=1;y=b[m>>0]|0;y=(y<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:y&255)>>>0>1?a+20|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if((b[((b[k>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>0]|0)!=c<<24>>24){b[n>>0]=1;y=I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}y=b[k>>0]|0;y=(y<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:y&255)>>>0>1?a+32|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;e=f[H>>2]|0;g=f[(e+12|0)>>2]|0;i=(g|0)==(f[e+16>>2]|0);if((b[((b[k>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>0]|0)==(c&255)<<24>>24){if(i)Pg[f[(f[e>>2]|0)+40>>2]&1023](e)|0;else{f[(e+12|0)>>2]=g+1;DDb(b[g>>0]|0)|0}y=b[k>>0]|0;y=(y<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:y&255)>>>0>1?a+32|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;if((b[((b[m>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>0]|0)!=(c&255)<<24>>24){J=103;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}b[n>>0]=1;y=b[m>>0]|0;y=(y<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:y&255)>>>0>1?a+20|0:I}break}default:K=1}}if(K){K=0;switch(G|0){case 2:{if(!(l>>>0<2|(I|0)!=0))if(!((r&512|0)!=0|(l|0)==2&(b[((a+500|0)+3|0)>>0]|0)!=0)){y=0;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}e=b[((a+44|0)+11|0)>>0]|0;c=f[(a+44|0)>>2]|0;n=e<<24>>24<0?c:a+44|0;b:do if(!l){j=s;g=n;i=s}else if((h[(a+500|0)+(l+-1)>>0]|0)<2){g=n+(e<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:e&255)|0;m=n;while(1){i=m;if((g|0)==(i|0))break;j=b[i>>0]|0;if(j<<24>>24<=-1)break;if(!(d[(f[(C+8|0)>>2]|0)+(j<<24>>24<<1)>>1]&8192))break;m=i+1|0}g=m-n|0;i=b[((a+8|0)+11|0)>>0]|0;j=f[((a+8|0)+4|0)>>2]|0;if(g>>>0>(i<<24>>24<0?j:i&255)>>>0){j=s;g=n;i=s}else{L=f[(a+8|0)>>2]|0;l=(i<<24>>24<0?L:a+8|0)+(i<<24>>24<0?j:i&255)|0;k=n;g=(i<<24>>24<0?L+j|0:(a+8|0)+(i&255)|0)+(0-g)|0;while(1){if((g|0)==(l|0)){j=s;g=m;i=s;break b}if((b[g>>0]|0)!=(b[k>>0]|0)){j=s;g=n;i=s;break b}k=k+1|0;g=g+1|0}}}else{j=s;g=n;i=s}while(0);c:while(1){L=e<<24>>24<0;c=(L?c:a+44|0)+(L?f[((a+44|0)+4|0)>>2]|0:e&255)|0;if((c|0)==(g|0))break;c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!i){p=j;J=132}else{c=f[i+12>>2]|0;if((c|0)==(f[i+16>>2]|0))c=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;p=0;J=132;break}else if(e^(j|0)==0){o=j;q=j;break}else{c=g;break c}}while(0);if((J|0)==132){J=0;if(e){c=g;break}else{o=p;q=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((b[g>>0]|0)!=(c&255)<<24>>24){c=g;break}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}j=o;g=g+1|0;e=b[((a+44|0)+11|0)>>0]|0;c=f[(a+44|0)>>2]|0;i=q}if(r&512){L=b[((a+44|0)+11|0)>>0]|0;if(((L<<24>>24<0?f[(a+44|0)>>2]|0:a+44|0)+(L<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:L&255)|0)==(c|0))y=I;else{J=144;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}else y=I;break}default:K=1}}if(K){K=0;switch(G|0){case 4:{j=0;g=s;i=s;d:while(1){c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!i){u=g;J=158}else{c=f[i+12>>2]|0;if((c|0)==(f[i+16>>2]|0))c=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;u=0;J=158;break}else if(e^(g|0)==0){v=g;w=g;break}else break d}while(0);if((J|0)==158){J=0;if(e){g=u;break}else{v=u;w=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;e=c&255;if(e<<24>>24>-1)if(!(d[(f[(C+8|0)>>2]|0)+(c<<24>>24<<1)>>1]&2048))J=168;else{c=f[F>>2]|0;if((c|0)==(f[(a+88|0)>>2]|0)){lKb(E,F,a+88|0);c=f[F>>2]|0}f[F>>2]=c+1;b[c>>0]=e;t=j+1|0}else J=168;if((J|0)==168){J=0;L=b[((a+56|0)+11|0)>>0]|0;if(!((b[(a+496|0)>>0]|0)==e<<24>>24&(j|0?((L<<24>>24<0?f[((a+56|0)+4|0)>>2]|0:L&255)|0)!=0:0))){g=v;break}c=f[(a+72|0)>>2]|0;if((c|0)==(f[(a+68|0)>>2]|0)){mKb(a+80|0,a+72|0,a+68|0);c=f[(a+72|0)>>2]|0}f[(a+72|0)>>2]=c+4;f[c>>2]=j;t=0}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;j=t;g=v;i=w;continue}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;j=t;g=v;i=w;continue}}c=f[(a+72|0)>>2]|0;if(j|0?(f[(a+80|0)>>2]|0)!=(c|0):0){if((c|0)==(f[(a+68|0)>>2]|0)){mKb(a+80|0,a+72|0,a+68|0);c=f[(a+72|0)>>2]|0}f[(a+72|0)>>2]=c+4;f[c>>2]=j}e:do if((f[(a+4|0)>>2]|0)>0){c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!g)J=193;else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;J=193;break}else if(e){x=g;break}else{J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}while(0);if((J|0)==193){J=0;if(e){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else x=0}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((b[(a+497|0)>>0]|0)!=(c&255)<<24>>24){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;i=x;g=x}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;i=x;g=x}while(1){if((f[(a+4|0)>>2]|0)<=0)break e;c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!g){z=i;J=216}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;z=0;J=216;break}else if(e^(i|0)==0){A=i;D=i;break}else{J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}while(0);if((J|0)==216){J=0;if(e){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else{A=z;D=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((c&255)<<24>>24<=-1){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}if(!(d[(f[(C+8|0)>>2]|0)+(c<<24>>24<<1)>>1]&2048)){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}if((f[F>>2]|0)==(f[(a+88|0)>>2]|0))lKb(E,F,a+88|0);c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;e=f[F>>2]|0;f[F>>2]=e+1;b[e>>0]=c;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+-1;c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;i=A;g=D;continue}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;i=A;g=D;continue}}}while(0);if((f[F>>2]|0)==(f[E>>2]|0)){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else y=I;break}default:K=1}}if(K){K=0;switch(G|0){default:y=I}}}f[a+912>>2]=y;f[a+2104>>2]=J;f[a+2112>>2]=K}function HKb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;I=f[a+528>>2]|0;C=f[a+536>>2]|0;s=f[a+560>>2]|0;m=f[a+576>>2]|0;D=f[a+584>>2]|0;F=f[a+592>>2]|0;G=f[a+600>>2]|0;J=f[a+888>>2]|0;k=f[a+896>>2]|0;z=f[a+912>>2]|0;j=f[a+1512>>2]|0;l=f[a+1560>>2]|0;t=f[a+1624>>2]|0;u=f[a+2040>>2]|0;K=f[a+2128>>2]|0;L=f[a+2136>>2]|0;H=f[a+2144>>2]|0;a:{if(L){L=0;switch(H|0){case 3:{i=b[j>>0]|0;i=i<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:i&255;c=b[l>>0]|0;c=c<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:c&255;if((i|0)==(0-c|0))z=J;else{d=f[I>>2]|0;e=f[d+12>>2]|0;g=(e|0)==(f[d+16>>2]|0);if((i|0)==0|(c|0)==0){if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;if(!i){if((c|0)!=(f[((b[l>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>2]|0)){z=J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}b[m>>0]=1;z=b[l>>0]|0;z=(z<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:z&255)>>>0>1?a+20|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if((c|0)!=(f[((b[j>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>2]|0)){b[m>>0]=1;z=J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}z=b[j>>0]|0;z=(z<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:z&255)>>>0>1?a+32|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;d=f[I>>2]|0;e=f[(d+12|0)>>2]|0;g=(e|0)==(f[d+16>>2]|0);if((c|0)==(f[((b[j>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>2]|0)){if(g)Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0}z=b[j>>0]|0;z=(z<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:z&255)>>>0>1?a+32|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;if((c|0)!=(f[((b[l>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>2]|0)){K=101;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}b[m>>0]=1;z=b[l>>0]|0;z=(z<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:z&255)>>>0>1?a+20|0:J}break}default:L=1}}if(L){L=0;switch(H|0){case 2:{if(!(k>>>0<2|(J|0)!=0))if(!((s&512|0)!=0|(k|0)==2&(b[((a+504|0)+3|0)>>0]|0)!=0)){z=0;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}e=b[t>>0]|0;c=f[(a+44|0)>>2]|0;d=e<<24>>24<0?c:a+44|0;b:do if(!k){i=u;g=u}else if((h[(a+504|0)+(k+-1)>>0]|0)<2){k=d;while(1){m=e<<24>>24<0;d=k;if(((m?c:a+44|0)+((m?f[((a+44|0)+4|0)>>2]|0:e&255)<<2)|0)==(d|0)){n=e;o=c;break}if(!(Sg[f[(f[D>>2]|0)+12>>2]&255](D,8192,f[d>>2]|0)|0)){K=108;break}k=d+4|0;e=b[t>>0]|0;c=f[(a+44|0)>>2]|0}if((K|0)==108){K=0;n=b[t>>0]|0;o=f[(a+44|0)>>2]|0}d=n<<24>>24<0?o:a+44|0;c=k-d>>2;e=b[((a+8|0)+8+3|0)>>0]|0;g=f[((a+8|0)+4|0)>>2]|0;if(c>>>0>(e<<24>>24<0?g:e&255)>>>0){i=u;e=n;c=o;g=u}else{m=f[(a+8|0)>>2]|0;j=(e<<24>>24<0?m:a+8|0)+((e<<24>>24<0?g:e&255)<<2)|0;i=d;c=(e<<24>>24<0?m+(g<<2)|0:(a+8|0)+((e&255)<<2)|0)+(0-c<<2)|0;while(1){if((c|0)==(j|0)){i=u;d=k;e=n;c=o;g=u;break b}if((f[c>>2]|0)!=(f[i>>2]|0)){i=u;e=n;c=o;g=u;break b}i=i+4|0;c=c+4|0}}}else{i=u;g=u}while(0);c:while(1){o=e<<24>>24<0;c=(o?c:a+44|0)+((o?f[((a+44|0)+4|0)>>2]|0:e&255)<<2)|0;e=d;if((c|0)==(e|0))break;c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!g){q=i;K=129}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;q=0;K=129;break}else if(d^(i|0)==0){p=i;r=i;break}else{c=e;break c}}while(0);if((K|0)==129){K=0;if(d){c=e;break}else{p=q;r=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if((c|0)!=(f[e>>2]|0)){c=e;break}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}i=p;d=e+4|0;e=b[t>>0]|0;c=f[(a+44|0)>>2]|0;g=r}if(s&512){t=b[t>>0]|0;if(((t<<24>>24<0?f[(a+44|0)>>2]|0:a+44|0)+((t<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:t&255)<<2)|0)==(c|0))z=J;else{K=141;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}else z=J;break}default:L=1}}if(L){L=0;switch(H|0){case 4:{i=0;e=u;g=u;d:while(1){c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!g){v=e;K=155}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;v=0;K=155;break}else if(d^(e|0)==0){w=e;x=e;break}else break d}while(0);if((K|0)==155){K=0;if(d){e=v;break}else{w=v;x=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))d=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else d=VDb(f[d>>2]|0)|0;if(Sg[f[(f[D>>2]|0)+12>>2]&255](D,2048,d)|0){c=f[G>>2]|0;if((c|0)==(f[(a+96|0)>>2]|0)){vKb(F,G,a+96|0);c=f[G>>2]|0}f[G>>2]=c+4;f[c>>2]=d;c=i+1|0}else{u=b[((a+56|0)+11|0)>>0]|0;if(!((d|0)==(f[(a+68|0)>>2]|0)&(i|0?((u<<24>>24<0?f[((a+56|0)+4|0)>>2]|0:u&255)|0)!=0:0))){e=w;break}c=f[(a+80|0)>>2]|0;if((c|0)==(f[(a+76|0)>>2]|0)){mKb(a+88|0,a+80|0,a+76|0);c=f[(a+80|0)>>2]|0}f[(a+80|0)>>2]=c+4;f[c>>2]=i;c=0}d=f[I>>2]|0;e=f[(d+12|0)>>2]|0;if((e|0)==(f[d+16>>2]|0)){Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;i=c;e=w;g=x;continue}else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0;i=c;e=w;g=x;continue}}c=f[(a+80|0)>>2]|0;if(i|0?(f[(a+88|0)>>2]|0)!=(c|0):0){if((c|0)==(f[(a+76|0)>>2]|0)){mKb(a+88|0,a+80|0,a+76|0);c=f[(a+80|0)>>2]|0}f[(a+80|0)>>2]=c+4;f[c>>2]=i}e:do if((f[(a+4|0)>>2]|0)>0){c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!e)K=189;else{c=f[e+12>>2]|0;if((c|0)==(f[e+16>>2]|0))c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;K=189;break}else if(d){y=e;break}else{K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}while(0);if((K|0)==189){K=0;if(d){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else y=0}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if((c|0)!=(f[(a+72|0)>>2]|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;g=y;e=y}else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0;g=y;e=y}while(1){if((f[(a+4|0)>>2]|0)<=0)break e;c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!e){A=g;K=212}else{c=f[e+12>>2]|0;if((c|0)==(f[e+16>>2]|0))c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;A=0;K=212;break}else if(d^(g|0)==0){B=g;E=g;break}else{K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}while(0);if((K|0)==212){K=0;if(d){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else{B=A;E=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[D>>2]|0)+12>>2]&255](D,2048,c)|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}if((f[G>>2]|0)==(f[(a+96|0)>>2]|0))vKb(F,G,a+96|0);c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;d=f[G>>2]|0;f[G>>2]=d+4;f[d>>2]=c;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+-1;c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;g=B;e=E;continue}else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0;g=B;e=E;continue}}}while(0);if((f[G>>2]|0)==(f[F>>2]|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else z=J;break}default:L=1}}if(L){L=0;switch(H|0){default:z=J}}}f[a+912>>2]=z;f[a+2128>>2]=K;f[a+2136>>2]=L}
+function hgb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+24|0;h=j;i=a+112|0;if(f[i>>2]|0){u=j;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200175,h,1);e=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[i>>2]=e;e=a+116|0;b=f[e>>2]|0;f[e>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200214,h,1);e=a+120|0;k=f[g>>2]|0;c=g+4|0;l=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=k;k=a+124|0;b=f[k>>2]|0;f[k>>2]=l;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=Jvb(f[i>>2]|0,237506)|0;f[a+136>>2]=l;l=Jvb(f[e>>2]|0,237506)|0;f[a+140>>2]=l;l=Kvb(f[e>>2]|0,200255)|0;f[a+144>>2]=l;l=Kvb(f[e>>2]|0,200272)|0;f[a+148>>2]=l;l=Kvb(f[e>>2]|0,200288)|0;f[a+152>>2]=l;l=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,f[f[i>>2]>>2]|0)|0;kf(Kvb(f[i>>2]|0,240573)|0,1.0,1.0,1.0,1.0);bwb(258928,l)|0;u=j;return}function igb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+192|0;j=o;m=o+48|0;g=o+36|0;h=o+24|0;i=a+128|0;if(f[i>>2]|0){u=o;return}n=m+4|0;f[m>>2]=15100;k=m+56|0;f[k>>2]=15120;tEb(m+56|0,n);f[m+128>>2]=0;f[m+132>>2]=-1;f[m>>2]=39656;f[m+56>>2]=39676;xEb(n);f[n>>2]=39692;l=m+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[m+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(n,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);d=m3a(m,200306,26)|0;switch(b[a+25>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}d=m3a(m3a(d,c,pAb(c)|0)|0,200371,28)|0;switch(b[a+24>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}d=m3a(m3a(d,c,pAb(c)|0)|0,200400,33)|0;switch(b[a+26>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}m3a(m3a(d,c,pAb(c)|0)|0,200434,22)|0;l3a(h,n);fhb(g,h);e=j+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[e>>2]=d;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);Evb(h,237430,200457,j,1);c=f[h>>2]|0;d=h+4|0;g=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[i>>2]=c;h=a+132|0;c=f[h>>2]|0;f[h>>2]=g;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[i>>2]|0,237506)|0;f[a+156>>2]=c;c=Kvb(f[i>>2]|0,200503)|0;f[a+164>>2]=c;c=Kvb(f[i>>2]|0,200255)|0;f[a+168>>2]=c;c=Kvb(f[i>>2]|0,200272)|0;f[a+172>>2]=c;c=Kvb(f[i>>2]|0,200525)|0;f[a+160>>2]=c;c=f[64756]|0;bwb(258928,f[f[i>>2]>>2]|0)|0;df(Kvb(f[i>>2]|0,200539)|0,0);df(Kvb(f[i>>2]|0,237525)|0,1);df(Kvb(f[i>>2]|0,237534)|0,2);df(Kvb(f[i>>2]|0,200549)|0,3);df(Kvb(f[i>>2]|0,200564)|0,4);bwb(258928,c)|0;c=f[e>>2]|0;if((j|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[m>>2]=39656;f[k>>2]=39676;f[n>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(n);kEb(m,39752);jDb(k);u=o;return}function jgb(a,c){a=a|0;c=c|0;var d=0;d=a+26|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function kgb(a,c){a=a|0;c=c|0;var d=0;d=a+24|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function lgb(a,c){a=a|0;c=c|0;var d=0;d=a+25|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function mgb(a){a=a|0;var b=0,c=0;f[a>>2]=0;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+8>>2]=0;c=a+12|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ngb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;m=n;i=n+48|0;l=n+60|0;j=n+36|0;k=n+24|0;if(f[c>>2]|0){u=n;return}a=pOb(32)|0;f[k>>2]=a;f[k+8>>2]=-2147483616;f[k+4>>2]=18;e=a;g=200578;h=e+18|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));b[a+18>>0]=0;g=KOb(k,d)|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;g=KOb(j,245100)|0;f[l>>2]=f[g>>2];f[l+4>>2]=f[g+4>>2];f[l+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;fhb(i,l);g=m+16|0;d=pOb(16)|0;f[d>>2]=40592;h=d+4|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[g>>2]=d;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);Evb(l,237430,200597,m,1);a=f[l>>2]|0;e=l+4|0;k=f[e>>2]|0;f[l>>2]=0;f[e>>2]=0;f[c>>2]=a;l=c+4|0;a=f[l>>2]|0;f[l>>2]=k;if(a|0){iOb(a);a=f[e>>2]|0;if(a|0)iOb(a)}a=Jvb(f[c>>2]|0,237506)|0;f[c+8>>2]=a;a=Kvb(f[c>>2]|0,240573)|0;f[c+12>>2]=a;a=Kvb(f[c>>2]|0,200525)|0;f[c+16>>2]=a;bwb(258928,f[f[c>>2]>>2]|0)|0;df(Kvb(f[c>>2]|0,201322)|0,0);a=f[g>>2]|0;if((m|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);u=n;return}function ogb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0;g=u;u=u+16|0;e=g;switch(b<<24>>24){case 3:{b=200342;d=a+176|0;break}case 1:{b=200362;d=a+216|0;break}case 2:{b=200351;d=a+196|0;break}default:{b=200333;d=a+236|0}}ngb(0,d,b);bwb(258928,f[f[d>>2]>>2]|0)|0;b=f[d+12>>2]|0;h=+n[c+12>>2];j=h*+n[c+4>>2];i=h*+n[c+8>>2];n[e>>2]=+n[c>>2]*h;n[e+4>>2]=j;n[e+8>>2]=i;n[e+12>>2]=h;lf(b|0,1,e|0);bf(f[d+16>>2]|0,+(+n[a+108>>2]));Ygb(f[d+8>>2]|0);u=g;return}function pgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+80|0;n=o;i=o+48|0;l=o+60|0;j=o+36|0;k=o+24|0;m=a+256|0;if(f[m>>2]|0){u=o;return}switch(b[a+26>>0]|0){case 3:{c=200342;break}case 1:{c=200362;break}case 2:{c=200351;break}default:c=200333}d=pOb(32)|0;f[k>>2]=d;f[k+8>>2]=-2147483616;f[k+4>>2]=18;e=d;g=200578;h=e+18|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));b[d+18>>0]=0;e=KOb(k,c)|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=KOb(j,245100)|0;f[l>>2]=f[e>>2];f[l+4>>2]=f[e+4>>2];f[l+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;fhb(i,l);e=n+16|0;h=pOb(16)|0;f[h>>2]=40592;g=h+4|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[e>>2]=h;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);Evb(l,237430,200457,n,1);c=f[l>>2]|0;d=l+4|0;k=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[m>>2]=c;l=a+260|0;c=f[l>>2]|0;f[l>>2]=k;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[m>>2]|0,237506)|0;f[a+264>>2]=c;c=Kvb(f[m>>2]|0,240573)|0;f[a+268>>2]=c;c=Kvb(f[m>>2]|0,200525)|0;f[a+272>>2]=c;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0);df(Kvb(f[m>>2]|0,237534)|0,1);df(Kvb(f[m>>2]|0,200549)|0,2);df(Kvb(f[m>>2]|0,200564)|0,3);c=f[e>>2]|0;if((n|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);u=o;return}function qgb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0;H=0;I=u;u=u+1296|0;E=f[c>>2]|0;if(!E){u=I;return}F=(f[E+4>>2]|0)+8|0;if(!(f[F>>2]|0)){u=I;return}i=f[d>>2]|0;if(!i){A=0;B=0;C=0;D=0;G=0;H=10}else if(!(f[i+72>>2]|0)){A=0;B=0;C=0;D=0;G=0;H=10}else{o=f[i+4>>2]|0;m=f[o+8>>2]|0;o=f[o+12>>2]|0;if(o){gOb(o);i=f[d>>2]|0}j=f[i+72>>2]|0;i=f[i+76>>2]|0;if(i|0)gOb(i);if((j|0)!=0&((m|0)!=0&(f[(E+72|0)>>2]|0)!=0)){A=j;B=m;C=i;D=o;G=1;H=10}else{k=i;l=o}}if((H|0)==10){i=f[(a+16|0)>>2]|0;if(!i){Xgb(I+152|0);i=f[(I+152|0)>>2]|0;z=f[((I+152|0)+4|0)>>2]|0;f[(I+152|0)>>2]=0;f[((I+152|0)+4|0)>>2]=0;f[(a+16|0)>>2]=i;i=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=z;if(i|0){iOb(i);i=f[((I+152|0)+4|0)>>2]|0;if(i|0)iOb(i)}i=f[(a+16|0)>>2]|0}z=f[64754]|0;Yvb(258928,f[i>>2]|0)|0;j=f[64756]|0;k=f[64747]|0;nvb(I+88|0);l=b[259206]|0;Hwb(258928,0)|0;m=b[259052]|0;kwb(258928,0)|0;o=f[64773]|0;p=f[64775]|0;q=f[64774]|0;r=f[64776]|0;s=b[259204]|0;Fwb(258928,0)|0;t=+n[64765];v=+n[64766];w=+n[64767];x=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;do{y=1;if(y){y=0;if(h){hgb(a);if(!(Kub(f[c>>2]|0,a)|0)){Cub(I+152|0,f[c>>2]|0,0,1);i=f[(I+152|0)>>2]|0;h=f[((I+152|0)+4|0)>>2]|0;f[(I+152|0)>>2]=0;f[((I+152|0)+4|0)>>2]=0;f[a>>2]=i;i=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=h;if(i|0){iOb(i);i=f[((I+152|0)+4|0)>>2]|0;if(i|0)iOb(i)}}i=f[F>>2]|0;Bhb(I+152|0,g,f[i+16>>2]|0,f[i+20>>2]|0);f[(I+80|0)>>2]=f[(I+152|0)>>2];i=f[(I+152|0)+4>>2]|0;f[((I+80|0)+4|0)>>2]=i;if(i|0)gOb(i);R=f[64795]|0;Q=f[64796]|0;P=f[64797]|0;O=f[64798]|0;N=f[64799]|0;M=f[64800]|0;Awb(258928,7680,7680,7680)|0;L=f[64787]|0;K=f[64790]|0;J=f[64788]|0;i=f[64791]|0;c=f[64789]|0;h=f[64792]|0;g=1;f[I+192>>2]=a;f[I+208>>2]=d;f[I+216>>2]=e;f[I+264>>2]=A;f[I+272>>2]=B;f[I+312>>2]=E;f[I+360>>2]=R;f[I+368>>2]=Q;f[I+376>>2]=P;f[I+384>>2]=O;f[I+392>>2]=N;f[I+400>>2]=M;f[I+408>>2]=L;f[I+416>>2]=K;f[I+424>>2]=J;f[I+432>>2]=i;f[I+440>>2]=c;f[I+448>>2]=h;f[I+496>>2]=F;f[I+1032>>2]=G;f[I+1224>>2]=H;f[I+1240>>2]=g;f[I+1248>>2]=0;f[I+1252>>2]=0;yjb(I)}else y=1}if(y)if(1){pwb(258928,1,771)|0;Fwb(258928,1)|0;if(G){pgb(a);Uvb(258928,3)|0;Vvb(258928,f[A+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[(f[(E+72|0)>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[B+8>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[F>>2]|0)+8>>2]|0)|0;bwb(258928,f[f[a+256>>2]>>2]|0)|0;R=f[a+268>>2]|0;S=+n[a+40>>2];U=S*+n[a+32>>2];T=S*+n[a+36>>2];n[(I+152|0)>>2]=+n[a+28>>2]*S;n[(I+152|0)+4>>2]=U;n[(I+152|0)+8>>2]=T;n[(I+152|0)+12>>2]=S;lf(R|0,1,I+152|0|0);bf(f[a+272>>2]|0,+(+n[a+108>>2]));Ygb(f[a+264>>2]|0);break}else{ngb(0,a+236|0,200333);Uvb(258928,0)|0;Vvb(258928,f[(f[F>>2]|0)+8>>2]|0)|0;ogb(a,b[a+26>>0]|0,a+28|0);break}}}while(0);mwb(258928,t,v,w,x)|0;Fwb(258928,s<<24>>24!=0)|0;owb(258928,o,p,q,r)|0;kwb(258928,m<<24>>24!=0)|0;Hwb(258928,l<<24>>24!=0)|0;ovb(I+88|0);Uvb(258928,k)|0;bwb(258928,j)|0;Yvb(258928,z)|0;k=C;l=D}if(k|0)iOb(k);if(!l){u=I;return}iOb(l);u=I;return}function rgb(a,b){a=a|0;b=+b;b=b<0.0?0.0:b;n[a+108>>2]=b>1.0?1.0:b;return}function sgb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;return}function tgb(a){a=a|0;var b=0,c=0;f[a+16>>2]=0;c=a+20|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+24>>2]=0;c=a+28|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ugb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;h=a+24|0;d=f[h>>2]|0;if(!d){xub(e);d=f[e>>2]|0;g=e+4|0;j=f[g>>2]|0;f[e>>2]=0;f[g>>2]=0;f[h>>2]=d;e=a+28|0;d=f[e>>2]|0;f[e>>2]=j;if(d|0){iOb(d);d=f[g>>2]|0;if(d|0)iOb(d)}d=f[h>>2]|0}if((uub(d+64|0)|0)==(b|0))if((vub((f[h>>2]|0)+64|0)|0)==(c|0)){u=i;return}Iub(f[h>>2]|0,b,c,0,0,0)|0;u=i;return}function vgb(a){a=a|0;var b=0;f[a+24>>2]=0;b=a+28|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function wgb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;c=f[b>>2]|0;e=a+16|0;if(!c){f[e>>2]=0;e=a+20|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=g;return}iOb(b);u=g;return}if(Kub(c,e)|0){u=g;return}Cub(d,f[b>>2]|0,0,1);b=f[d>>2]|0;c=d+4|0;h=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[e>>2]=b;e=a+20|0;b=f[e>>2]|0;f[e>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}u=g;return}function xgb(a,b){a=a|0;b=b|0;a=f[b>>2]|0;b=f[a+4>>2]|0;dwb(258928,f[a>>2]|0)|0;a=uub(b)|0;Tvb(258928,0,0,a,vub(b)|0)|0;return}function ygb(a,b,c){a=a|0;b=b|0;c=c|0;dwb(258928,f[f[b>>2]>>2]|0)|0;a=f[c>>2]|0;Tvb(258928,0,0,f[a+16>>2]|0,f[a+20>>2]|0)|0;Gub(f[b>>2]|0,0,c,3553,0);return}function zgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+224|0;o=t;p=t+188|0;q=t+40|0;e=t+200|0;n=t+24|0;m=t+176|0;k=a+8|0;if(f[k>>2]|0)if(f[a+16>>2]|0){u=t;return}r=f[64756]|0;f[p>>2]=0;s=p+4|0;f[s>>2]=0;f[p+8>>2]=0;l=a+56|0;c=f[l>>2]|0;if(!c){c=0;d=0}else{Sqa(p,c);c=f[p>>2]|0;d=f[s>>2]|0}_gb(d-c>>2,c);if(!(f[k>>2]|0)){h=q+4|0;f[q>>2]=15100;i=q+56|0;f[i>>2]=15120;tEb(q+56|0,h);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(h);f[h>>2]=39692;j=q+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(h,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);g=m3a(q,200838,19)|0;g=m3a(KEb(g,f[l>>2]|0)|0,200858,19)|0;g=KEb(g,(f[l>>2]|0)>>>1)|0;b[o>>0]=10;m3a(g,o,1)|0;l3a(n,h);fhb(e,n);g=o+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[g>>2]=d;if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);Evb(n,237430,200637,o,1);e=f[n>>2]|0;c=n+4|0;v=f[c>>2]|0;f[n>>2]=0;f[c>>2]=0;f[k>>2]=e;e=a+12|0;d=f[e>>2]|0;f[e>>2]=v;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}v=Jvb(f[k>>2]|0,237506)|0;f[a+24>>2]=v;v=Kvb(f[k>>2]|0,200924)|0;f[a+28>>2]=v;bwb(258928,f[f[k>>2]>>2]|0)|0;df(Kvb(f[k>>2]|0,201322)|0,0);v=Kvb(f[k>>2]|0,200935)|0;c=f[p>>2]|0;cf(v|0,(f[s>>2]|0)-c>>2|0,c|0);c=f[g>>2]|0;if((o|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[q>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(q,39752);jDb(i)}g=a+16|0;if(!(f[g>>2]|0)){h=q+4|0;f[q>>2]=15100;i=q+56|0;f[i>>2]=15120;tEb(q+56|0,h);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(h);f[h>>2]=39692;j=q+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(h,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);e=m3a(q,200838,19)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=m3a(KEb(e,(f[l>>2]|0)>>>1)|0,200687,17)|0;b[o>>0]=10;m3a(e,o,1)|0;l3a(n,h);fhb(m,n);e=o+16|0;v=pOb(16)|0;f[v>>2]=40592;l=v+4|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[e>>2]=v;if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);Evb(n,237430,200637,o,1);v=f[n>>2]|0;d=n+4|0;m=f[d>>2]|0;f[n>>2]=0;f[d>>2]=0;f[g>>2]=v;v=a+20|0;c=f[v>>2]|0;f[v>>2]=m;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}v=Jvb(f[g>>2]|0,237506)|0;f[a+32>>2]=v;v=Kvb(f[g>>2]|0,200924)|0;f[a+36>>2]=v;v=Kvb(f[g>>2]|0,200705)|0;f[a+40>>2]=v;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201322)|0,0);v=Kvb(f[g>>2]|0,200935)|0;c=f[p>>2]|0;cf(v|0,(f[s>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((o|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[q>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(q,39752);jDb(i)}c=f[p>>2]|0;if(c|0){d=f[s>>2]|0;if((d|0)!=(c|0))f[s>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}bwb(258928,r)|0;u=t;return}function Agb(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;w=u;u=u+48|0;v=w+20|0;k=w;t=a+44|0;if(+n[t>>2]<=0.0){u=w;return}if(!(f[a>>2]|0)){Xgb(v);s=f[v>>2]|0;c=v+4|0;r=f[c>>2]|0;f[v>>2]=0;f[c>>2]=0;f[a>>2]=s;s=a+4|0;h=f[s>>2]|0;f[s>>2]=r;if(h|0){iOb(h);c=f[c>>2]|0;if(c|0)iOb(c)}}zgb(a);o=b[259206]|0;Hwb(258928,0)|0;p=b[259052]|0;kwb(258928,0)|0;q=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;r=f[64756]|0;s=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Chb(v);m=a+56|0;do if((f[m>>2]|0)>>>0>1){y=e+16|0;z=e+20|0;Bhb(k,g,f[y>>2]|0,f[z>>2]|0);Ehb(v,k)|0;Ghb(k);i=+$gb(+n[a+52>>2],b[a+60>>0]|0,+(f[y>>2]|0),+(f[z>>2]|0));x=Hhb(v)|0;c=f[64758]|0;h=f[64759]|0;dwb(258928,f[f[x>>2]>>2]|0)|0;x=f[64743]|0;k=f[64744]|0;g=f[64745]|0;l=f[64746]|0;Tvb(258928,0,0,f[y>>2]|0,f[z>>2]|0)|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[e+8>>2]|0)|0;ef(f[a+28>>2]|0,+(i/+(f[y>>2]|0)),0.0);Ygb(f[a+24>>2]|0);Tvb(258928,x,k,g,l)|0;if((c|0)==(h|0)){dwb(258928,c)|0;break}else{ewb(258928,c)|0;fwb(258928,h)|0;break}}else i=1.0;while(0);c=f[64773]|0;h=f[64775]|0;k=f[64774]|0;g=f[64776]|0;pwb(258928,1,771)|0;l=b[259204]|0;Fwb(258928,1)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;if((f[m>>2]|0)>>>0>1){Vvb(258928,f[(f[v>>2]|0)+8>>2]|0)|0;ef(f[a+36>>2]|0,0.0,+(i/+(f[e+20>>2]|0)))}else Vvb(258928,f[e+8>>2]|0)|0;i=+n[t>>2];j=+n[a+48>>2];if(j>0.0)i=i*+ahb(0.0,j,90.0-+Q(+d)*57.295780181884766);bf(f[a+40>>2]|0,+i);Ygb(f[a+32>>2]|0);Fwb(258928,l<<24>>24!=0)|0;owb(258928,c,h,k,g)|0;Ghb(v);Vvb(258928,s)|0;bwb(258928,r)|0;Yvb(258928,q)|0;kwb(258928,p<<24>>24!=0)|0;Hwb(258928,o<<24>>24!=0)|0;u=w;return}function Bgb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+44|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Cgb(a,b){a=a|0;b=b|0;var c=0;b=b|1;c=a+56|0;if((f[c>>2]|0)==(b|0)){a=0;return a|0}f[c>>2]=b;f[a+8>>2]=0;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+16>>2]=0;a=a+20|0;b=f[a>>2]|0;f[a>>2]=0;if(!b){a=1;return a|0}iOb(b);a=1;return a|0}function Dgb(a,c,d){a=a|0;c=+c;d=d|0;var e=0;if(c<=0.0){e=0;return e|0}e=a+52|0;a=a+60|0;if(+n[e>>2]==c)if((b[a>>0]|0)==d<<24>>24){e=0;return e|0}n[e>>2]=c;b[a>>0]=d;e=1;return e|0}function Egb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=90.0;n[g>>2]=0.0;g=b>0.0?e:g;c=f[(+n[g>>2]<90.0?g:c)>>2]|0;f[e>>2]=c;a=a+48|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Fgb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0;d=u;u=u+1184|0;n=d+1056|0;g=d+928|0;m=d+800|0;i=d+672|0;k=d+544|0;l=d+408|0;j=d+272|0;h=d+136|0;e=d;p[n>>3]=1.0;z=n+8|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;f[z+28>>2]=0;p[n+40>>3]=1.0;z=n+48|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;f[z+28>>2]=0;p[n+80>>3]=1.0;z=n+88|0;f[z>>2]=0;f[z+4>>2]=0;p[n+120>>3]=1.0;w=+p[b>>3];p[n+96>>3]=w;o=+p[b+8>>3];p[n+104>>3]=o;s=+p[b+16>>3];p[n+112>>3]=s;p[g>>3]=1.0;b=g+8|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;p[g+40>>3]=1.0;b=g+48|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;p[g+80>>3]=1.0;b=g+88|0;f[b>>2]=0;f[b+4>>2]=0;p[g+120>>3]=1.0;p[g+96>>3]=-w;p[g+104>>3]=-o;p[g+112>>3]=-s;s=+p[c+8>>3];o=+p[c+16>>3];b=!(s*s+o*o+0.0>=.001);w=+p[c>>3];y=b?-o:0.0;v=b?0.0:o;x=b?w:-s;r=+L(+(y*y+(v*v+x*x)));y=y/r;v=v/r;r=x/r;x=s*r-o*v;t=o*y-w*r;q=w*v-s*y;c=m+24|0;f[c>>2]=0;f[c+4>>2]=0;c=m+56|0;f[c>>2]=0;f[c+4>>2]=0;c=m+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[m+120>>3]=1.0;p[m>>3]=y;p[m+8>>3]=v;p[m+16>>3]=r;p[m+32>>3]=x;p[m+40>>3]=t;p[m+48>>3]=q;p[m+64>>3]=w;p[m+72>>3]=s;p[m+80>>3]=o;p[i>>3]=y;p[i+8>>3]=x;p[i+16>>3]=w;p[i+24>>3]=0.0;p[i+32>>3]=v;p[i+40>>3]=t;p[i+48>>3]=s;p[i+56>>3]=0.0;p[i+64>>3]=r;p[i+72>>3]=q;p[i+80>>3]=o;c=i+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[i+120>>3]=1.0;p[k>>3]=1.0;c=k+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[k+40>>3]=1.0;c=k+48|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;c=k+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[k+120>>3]=1.0;p[k+80>>3]=-1.0;f[l>>2]=n;f[l+4>>2]=m;c=l+8|0;yAa(c,l)|0;f[j>>2]=c;f[j+4>>2]=k;c=j+8|0;yAa(c,j)|0;f[h>>2]=c;f[h+4>>2]=i;c=h+8|0;yAa(c,h)|0;f[e>>2]=c;f[e+4>>2]=g;c=e+8|0;yAa(c,e)|0;p[a>>3]=+p[c>>3];p[a+8>>3]=+p[e+16>>3];p[a+16>>3]=+p[e+24>>3];p[a+24>>3]=+p[e+32>>3];p[a+32>>3]=+p[e+40>>3];p[a+40>>3]=+p[e+48>>3];p[a+48>>3]=+p[e+56>>3];p[a+56>>3]=+p[e+64>>3];p[a+64>>3]=+p[e+72>>3];p[a+72>>3]=+p[e+80>>3];p[a+80>>3]=+p[e+88>>3];p[a+88>>3]=+p[e+96>>3];p[a+96>>3]=+p[e+104>>3];p[a+104>>3]=+p[e+112>>3];p[a+112>>3]=+p[e+120>>3];p[a+120>>3]=+p[e+128>>3];u=d;return}function Ggb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,200715,200756,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+56>>2]=j;j=Kvb(f[g>>2]|0,240573)|0;f[a+60>>2]=j;j=Kvb(f[g>>2]|0,200797)|0;f[a+64>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function Hgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+208|0;n=r;o=r+188|0;p=r+40|0;h=r+176|0;l=r+24|0;m=a+16|0;if(f[m>>2]|0){u=r;return}g=a+92|0;c=f[g>>2]|0;f[o>>2]=0;q=o+4|0;f[q>>2]=0;f[o+8>>2]=0;do if(!c){d=0;e=0}else if(c>>>0>1073741823)AMb(o);else{k=c<<2;d=pOb(k)|0;f[o>>2]=d;e=d+(c<<2)|0;f[o+8>>2]=e;dQb(d|0,0,k|0)|0;f[q>>2]=e;break}while(0);_gb(e-d>>2,d);i=p+4|0;f[p>>2]=15100;j=p+56|0;f[j>>2]=15120;tEb(p+56|0,i);f[p+128>>2]=0;f[p+132>>2]=-1;f[p>>2]=39656;f[p+56>>2]=39676;xEb(i);f[i>>2]=39692;k=p+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[p+52>>2]=16;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;k3a(i,n);if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);e=m3a(p,200838,19)|0;e=m3a(KEb(e,f[g>>2]|0)|0,200858,19)|0;e=KEb(e,(f[g>>2]|0)>>>1)|0;b[n>>0]=10;m3a(e,n,1)|0;l3a(l,i);fhb(h,l);e=n+16|0;g=pOb(16)|0;f[g>>2]=40592;d=g+4|0;f[d>>2]=f[h>>2];f[d+4>>2]=f[h+4>>2];f[d+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[e>>2]=g;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);Evb(l,237430,200878,n,1);c=f[l>>2]|0;d=l+4|0;h=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[m>>2]=c;l=a+20|0;c=f[l>>2]|0;f[l>>2]=h;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[m>>2]|0,237506)|0;f[a+68>>2]=c;c=Kvb(f[m>>2]|0,200924)|0;f[a+72>>2]=c;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,201322)|0,0);m=Kvb(f[m>>2]|0,200935)|0;c=f[o>>2]|0;cf(m|0,(f[q>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((n|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[p>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(p,39752);jDb(j);c=f[o>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}u=r;return}function Igb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;j=u;u=u+16|0;i=j;if(+n[a+88>>2]<=0.0){u=j;return}Ggb(a);g=f[a>>2]|0;if(!g){Xgb(i);g=f[i>>2]|0;h=i+4|0;k=f[h>>2]|0;f[i>>2]=0;f[h>>2]=0;f[a>>2]=g;i=a+4|0;g=f[i>>2]|0;f[i>>2]=k;if(g|0){iOb(g);g=f[h>>2]|0;if(g|0)iOb(g)}g=f[a>>2]|0}k=f[64754]|0;Yvb(258928,f[g>>2]|0)|0;i=f[64756]|0;h=f[64747]|0;Uvb(258928,0)|0;g=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;l=b[259206]|0;Hwb(258928,0)|0;m=b[259052]|0;kwb(258928,0)|0;o=b[259205]|0;Gwb(258928,1)|0;Kgb(a,Jgb(a,c,e)|0,d);Gwb(258928,o<<24>>24!=0)|0;kwb(258928,m<<24>>24!=0)|0;Hwb(258928,l<<24>>24!=0)|0;Vvb(258928,g)|0;Uvb(258928,h)|0;bwb(258928,i)|0;Yvb(258928,k)|0;u=j;return}function Jgb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0.0;l=u;u=u+16|0;i=l+12|0;j=l+8|0;h=l;if((f[a+92>>2]|0)>>>0<2){k=c;u=l;return k|0}k=a+32|0;g=f[k>>2]|0;do if(!g)e=c+16|0;else{e=c+16|0;if((f[g+16>>2]|0)==(f[e>>2]|0))if((f[g+20>>2]|0)==(f[c+20>>2]|0)){if(d)break;if(b[a+100>>0]|0)break;f[a+24>>2]=0;j=a+28|0;e=f[j>>2]|0;f[j>>2]=0;if(e|0)iOb(e);f[a+40>>2]=0;a=a+44|0;e=f[a>>2]|0;f[a>>2]=0;if(e|0)iOb(e);k=f[k>>2]|0;u=l;return k|0}f[a+24>>2]=0;d=a+28|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[a+40>>2]=0;d=a+44|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[k>>2]=0;d=a+36|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[a+48>>2]=0;d=a+52|0;g=f[d>>2]|0;f[d>>2]=0;if(g)iOb(g)}while(0);b[a+100>>0]=0;f[i>>2]=f[e>>2];f[j>>2]=f[c+20>>2];Hgb(a);f[h>>2]=i;f[h+4>>2]=j;e=a+40|0;if(!(f[e>>2]|0))Lgb(h,a+24|0,e,9728);g=a+48|0;if(!(f[g>>2]|0))Lgb(h,k,g,9729);r=+n[a+96>>2]/+(f[i>>2]|0);d=f[64758]|0;h=f[64759]|0;dwb(258928,f[f[e>>2]>>2]|0)|0;q=f[64743]|0;p=f[64744]|0;o=f[64745]|0;m=f[64746]|0;Tvb(258928,0,0,f[i>>2]|0,f[j>>2]|0)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;Vvb(258928,f[c+8>>2]|0)|0;j=a+72|0;ef(f[j>>2]|0,+r,0.0);e=a+68|0;Ygb(f[e>>2]|0);dwb(258928,f[f[g>>2]>>2]|0)|0;Vvb(258928,f[(f[a+24>>2]|0)+8>>2]|0)|0;ef(f[j>>2]|0,0.0,+r);Ygb(f[e>>2]|0);e=f[k>>2]|0;Tvb(258928,q,p,o,m)|0;if((d|0)==(h|0))dwb(258928,d)|0;else{ewb(258928,d)|0;fwb(258928,h)|0}q=e;u=l;return q|0}function Kgb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0;e=u;u=u+16|0;l=e;j=f[64773]|0;i=f[64775]|0;h=f[64774]|0;g=f[64776]|0;pwb(258928,1,771)|0;k=b[259204]|0;Fwb(258928,1)|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[c+8>>2]|0)|0;c=f[a+60>>2]|0;m=+n[a+88>>2];p=m*+n[a+80>>2];o=m*+n[a+84>>2];n[l>>2]=m*+n[a+76>>2];n[l+4>>2]=p;n[l+8>>2]=o;n[l+12>>2]=m;lf(c|0,1,l|0);nf(f[a+64>>2]|0,1,0,d|0);Ygb(f[a+56>>2]|0);Fwb(258928,k<<24>>24!=0)|0;owb(258928,j,i,h,g)|0;u=e;return}function Lgb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;g=i+8|0;h=i;Lwb(g);Nwb(g,d,0);Twb(h);j=f[h>>2]|0;e=h+4|0;k=f[e>>2]|0;f[h>>2]=0;f[e>>2]=0;f[b>>2]=j;j=b+4|0;d=f[j>>2]|0;f[j>>2]=k;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}axb(f[b>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[a+4>>2]>>2]|0,g);xub(h);k=f[h>>2]|0;e=h+4|0;j=f[e>>2]|0;f[h>>2]=0;f[e>>2]=0;f[c>>2]=k;k=c+4|0;d=f[k>>2]|0;f[k>>2]=j;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}Gub(f[c>>2]|0,0,b,3553,0);u=i;return}function Mgb(a,b){a=a|0;b=b|0;var c=0;c=a+76|0;if(+n[c>>2]==+n[b>>2])if(+n[a+80>>2]==+n[b+4>>2])if(+n[a+84>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Ngb(a,b){a=a|0;b=+b;a=a+88|0;if(+n[a>>2]==b){a=0;return a|0}n[a>>2]=b;a=1;return a|0}function Ogb(a,c){a=a|0;c=c|0;var d=0;c=c|1;d=a+92|0;if((f[d>>2]|0)==(c|0)){a=0;return a|0}f[d>>2]=c;b[a+100>>0]=1;f[a+16>>2]=0;a=a+20|0;c=f[a>>2]|0;f[a>>2]=0;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function Pgb(a,c){a=a|0;c=+c;var d=0;if(!(c<=0.0)){d=a+96|0;if(+n[d>>2]==c)a=0;else{n[d>>2]=c;b[a+100>>0]=1;a=1}}else a=0;return a|0}function Qgb(a){a=a|0;var b=0,c=0;f[a+24>>2]=0;c=a+28|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+48>>2]=0;c=a+52|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function Rgb(a){a=a|0;var c=0,d=0,e=0;c=a+72|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));b[c>>0]=2;e=a+73|0;b[e>>0]=b[e>>0]&-16|1;return}function Sgb(a,c){a=a|0;c=c|0;var d=0;d=a+72|0;if(!(c<<24>>24!=4?(b[d>>0]|0)!=c<<24>>24:0))return;b[d>>0]=c;d=a+73|0;b[d>>0]=b[d>>0]|1;return}function Tgb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+64|0;l=n+48|0;m=n;i=n+24|0;k=n+40|0;d=c&1;e=a+73|0;g=b[e>>0]|0;if(!(g&1))if(((g&255)>>>1&1|0)==(c&1|0)){u=n;return}b[e>>0]=g&-4|d<<1&255;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;j=Mub()|0;if((f[j>>2]|0)>>>0>2)if(bvb()|0)h=6;else FOb(l,245116)|0;else h=6;if((h|0)==6)FOb(l,245102)|0;switch(b[a+72>>0]|0){case 0:{KOb(l,200945)|0;break}case 1:case 4:{KOb(l,200970)|0;break}case 2:{KOb(l,200998)|0;break}case 3:{KOb(l,201024)|0;break}default:{}}if(c)KOb(l,201051)|0;fhb(i,l);j=m+16|0;h=pOb(16)|0;f[h>>2]=40592;c=h+4|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[j>>2]=h;Evb(k,201077,201115,m,1);h=a+8|0;i=f[k>>2]|0;c=k+4|0;g=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[h>>2]=i;i=a+12|0;d=f[i>>2]|0;f[i>>2]=g;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}Evb(k,201153,201192,m,1);g=a+16|0;i=f[k>>2]|0;c=k+4|0;e=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+20|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}Evb(k,201231,201270,m,1);e=a+24|0;c=f[k>>2]|0;d=k+4|0;i=f[d>>2]|0;f[k>>2]=0;f[d>>2]=0;f[e>>2]=c;k=a+28|0;c=f[k>>2]|0;f[k>>2]=i;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[h>>2]|0,237506)|0;f[a+48>>2]=c;c=Jvb(f[g>>2]|0,237506)|0;f[a+56>>2]=c;c=Jvb(f[e>>2]|0,237506)|0;f[a+64>>2]=c;c=Kvb(f[h>>2]|0,201309)|0;f[a+52>>2]=c;c=Kvb(f[g>>2]|0,201309)|0;f[a+60>>2]=c;c=Kvb(f[e>>2]|0,201309)|0;f[a+68>>2]=c;c=f[64756]|0;bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201330)|0,0);df(Kvb(f[g>>2]|0,201338)|0,1);df(Kvb(f[g>>2]|0,201345)|0,2);bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,201322)|0,0);df(Kvb(f[e>>2]|0,237534)|0,1);bwb(258928,c)|0;c=f[j>>2]|0;if((m|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);u=n;return}function Ugb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;e=g;d=a+40|0;if(!(f[d>>2]|0)){Twb(e);h=f[e>>2]|0;b=e+4|0;i=f[b>>2]|0;f[e>>2]=0;f[b>>2]=0;f[d>>2]=h;h=a+44|0;c=f[h>>2]|0;f[h>>2]=i;if(c|0){iOb(c);b=f[b>>2]|0;if(b|0)iOb(b)}i=qOb(179200)|0;unb(i,179200,201354,36002)|0;h=f[d>>2]|0;Lwb(e);$wb(h,6410,160,560,6410,5121,i,e);tOb(i)}d=a+32|0;if(f[d>>2]|0){u=g;return}Twb(e);i=f[e>>2]|0;c=e+4|0;h=f[c>>2]|0;f[e>>2]=0;f[c>>2]=0;f[d>>2]=i;i=a+36|0;b=f[i>>2]|0;f[i>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}i=qOb(1024)|0;unb(i,1024,237356,74)|0;h=f[d>>2]|0;Lwb(e);$wb(h,6409,64,16,6409,5121,i,e);tOb(i);u=g;return}function Vgb(a){a=a|0;var b=0,c=0;f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function Wgb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;w=u;u=u+128|0;s=w+100|0;t=w+80|0;q=w+64|0;v=w;r=a+73|0;if(b[r>>0]&8){v=0;u=w;return v|0}if(!(avb()|0)){v=0;u=w;return v|0}if(Epb()|0)if(Cpb()|0)if(Fpb(64,-1)|0){v=0;u=w;return v|0}if(!(b[r>>0]&4))Lub(1)|0;Ugb(a);Tgb(a,e);if(!(f[a>>2]|0)){Xgb(s);k=f[s>>2]|0;e=s+4|0;j=f[e>>2]|0;f[s>>2]=0;f[e>>2]=0;f[a>>2]=k;k=a+4|0;g=f[k>>2]|0;f[k>>2]=j;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}}B=f[c>>2]|0;C=f[B+16>>2]|0;B=f[B+20>>2]|0;Bhb(s,d,C,B);Bhb(t,d,C,B);m=+(C|0);l=+(B|0);n[q>>2]=1.0/m;n[q+4>>2]=1.0/l;n[q+8>>2]=m;n[q+12>>2]=l;d=b[259206]|0;Hwb(258928,0)|0;h=b[259052]|0;kwb(258928,0)|0;i=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;j=f[64756]|0;k=f[64747]|0;nvb(v);l=+n[64765];m=+n[64766];o=+n[64767];p=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;e=f[64758]|0;g=f[64759]|0;A=f[64743]|0;z=f[64744]|0;y=f[64745]|0;x=f[64746]|0;Tvb(258928,0,0,C,B)|0;B=Hhb(s)|0;dwb(258928,f[f[B>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;lf(f[a+52>>2]|0,1,q|0);Ygb(f[a+48>>2]|0);B=Hhb(t)|0;dwb(258928,f[f[B>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+16>>2]>>2]|0)|0;Vvb(258928,f[(f[s>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[a+40>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[(f[a+32>>2]|0)+8>>2]|0)|0;lf(f[a+60>>2]|0,1,q|0);Ygb(f[a+56>>2]|0);Tvb(258928,A,z,y,x)|0;if((e|0)==(g|0))dwb(258928,e)|0;else{ewb(258928,e)|0;fwb(258928,g)|0}bwb(258928,f[f[a+24>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[t>>2]|0)+8>>2]|0)|0;lf(f[a+68>>2]|0,1,q|0);Ygb(f[a+64>>2]|0);e=b[r>>0]|0;if(!(e&4)){b[r>>0]=e|4;C=(Lub(1)|0)==0;e=b[r>>0]|0;if(!C){e=e|8;b[r>>0]=e}}mwb(258928,l,m,o,p)|0;ovb(v);Uvb(258928,k)|0;bwb(258928,j)|0;Yvb(258928,i)|0;kwb(258928,h<<24>>24!=0)|0;Hwb(258928,d<<24>>24!=0)|0;Ghb(t);Ghb(s);C=(e&8)==0;u=w;return C|0}function Xgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+80|0;h=j+64|0;g=j;if(!(b[257352]|0))MPb(257352)|0;f[a>>2]=0;i=a+4|0;f[i>>2]=0;c=f[64691]|0;do if(!c)f[i>>2]=0;else{c=kOb(c)|0;f[i>>2]=c;if(c|0){e=f[64690]|0;f[a>>2]=e;if(!e){iOb(c);break}else{u=j;return}}}while(0);iub(h,34962);c=g;d=40628;e=c+64|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));nub(f[h>>2]|0,64,g,35044);c=f[h>>2]|0;d=h+4|0;e=f[d>>2]|0;if(e|0)hOb(e);f[64690]=c;c=f[64691]|0;f[64691]=e;if(c|0)jOb(c);f[a>>2]=f[h>>2];f[i>>2]=f[d>>2];u=j;return}function Ygb(a){a=a|0;sf(a|0,4,5126,0,0,0);re(a|0);le(6,0,4);ke(a|0);return}function Zgb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;h=j;i=1<<c;g=qOb(i<<c)|0;d=0;c=g;do{e=0;do{l=(JCb()|0)&255;k=c;c=c+1|0;b[k>>0]=l;e=e+1|0}while(e>>>0<i>>>0);d=d+1|0}while(d>>>0<i>>>0);Lwb(h);Nwb(h,9729,0);Mwb(h,10497,0);Twb(a);$wb(f[a>>2]|0,6409,i,i,6409,5121,g,h);tOb(g);u=j;return}function _gb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0;switch(a|0){case 1:{n[b>>2]=1.0;return}case 0:return;default:{f=3.328000068664551/+((a+-1|0)>>>0);d=0.0;e=-1.6640000343322754;c=0;while(1){g=+U(+(e*e*-.5));d=d+g;n[b+(c<<2)>>2]=g;c=c+1|0;if((c|0)==(a|0))break;else e=f+e}d=1.0/d;c=0;do{h=b+(c<<2)|0;n[h>>2]=d*+n[h>>2];c=c+1|0}while((c|0)!=(a|0));return}}}function $gb(a,b,c,d){a=+a;b=b|0;c=+c;d=+d;switch(b<<24>>24){case 2:{a=a*d;break}case 1:{a=a*c;break}default:{}}return +a}function ahb(a,b,c){a=+a;b=+b;c=+c;c=(c-a)/(b-a);c=c<1.0?c:1.0;c=c>0.0?c:0.0;return +(c*c*(3.0-c*2.0))}function bhb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function chb(a){a=a|0;return}function dhb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,237467,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,237525)|0,0);df(Kvb(f[g>>2]|0,237534)|0,1);bwb(258928,j)|0;u=h;return}function ehb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+64|0;q=r;dhb(a);e=f[a>>2]|0;if(!e){Xgb(q);p=f[q>>2]|0;g=q+4|0;o=f[g>>2]|0;f[q>>2]=0;f[g>>2]=0;f[a>>2]=p;p=a+4|0;e=f[p>>2]|0;f[p>>2]=o;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}e=f[a>>2]|0}p=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;g=f[64756]|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;h=f[64747]|0;nvb(q);i=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;n=f[64776]|0;pwb(258928,1,771)|0;o=b[259204]|0;Fwb(258928,1)|0;Uvb(258928,1)|0;e=f[d>>2]|0;if(!e)e=0;else{e=f[(f[e+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0}Vvb(258928,e)|0;Uvb(258928,0)|0;e=f[(f[(f[c>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Ygb(f[a+16>>2]|0);Fwb(258928,o<<24>>24!=0)|0;owb(258928,k,l,m,n)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;ovb(q);Uvb(258928,h)|0;bwb(258928,g)|0;Yvb(258928,p)|0;u=r;return}function fhb(a,b){a=a|0;b=b|0;xOb(a,b);return}function ghb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;if(oAb(237542,c)|0)if(oAb(237550,c+((pAb(c)|0)+-8)|0)|0){e=exb(c,d,e)|0;return e|0}if(d|0){c=b[a+11>>0]|0;if(c<<24>>24<0){c=f[a+4>>2]|0;h=qOb(c+1|0)|0;g=f[a>>2]|0}else{h=qOb((c&255)+1|0)|0;c=c&255;g=a}bQb(h|0,g|0,c+1|0)|0;c=f[d>>2]|0;f[d>>2]=h;if(c|0)tOb(c)}if(!e){e=1;return e|0}c=b[a+11>>0]|0;if(c<<24>>24<0)c=f[a+4>>2]|0;else c=c&255;f[e>>2]=c;e=1;return e|0}function hhb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;d=b[c>>0]|0;a=d&255;d=d<<24>>24==0;if(d)a=(a<<6)+-1640531527+(a>>>2)+(h[c+1>>0]|0)^a;i=(f[c+4>>2]|0)+-1640531527+(a<<6)+(a>>>2)^a;if(!d)return i|0;d=c+8|0;e=f[c+16>>2]|0;if(!e)a=0;else{g=c+8+(e<<1)|0;a=h[d>>0]|0;a=(h[c+9>>0]|0)+-1640531527+(a<<6)+(a>>>2)^a;if((e|0)!=1){e=c+10|0;while(1){c=h[e>>0]|0;a=(a<<6)+-1640531527+(a>>>2)+((h[d+3>>0]|0)+-1640531527+(c<<6)+(c>>>2)^c)^a;d=e+2|0;if((d|0)==(g|0))break;else{c=e;e=d;d=c}}}}i=(i<<6)+-1640531527+(i>>>2)+a^i;return i|0}function ihb(){var a=0;if(!(b[257360]|0))if(MPb(257360)|0){a=(((f[64734]|0)+-59|0)>>>0)/3|0;f[64692]=a>>>0<256?a:256}return f[64692]|0}function jhb(){var a=0;if(b[257368]|0)return 258772;if(!(MPb(257368)|0))return 258772;a=pOb(20)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[a+16>>2]=1.0;f[64693]=a;return 258772}function khb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;H=u;u=u+288|0;C=H+24|0;q=H+280|0;E=H+268|0;F=H+256|0;G=H;B=H+120|0;v=H+108|0;r=H+96|0;s=H+84|0;t=H+72|0;w=H+60|0;x=H+48|0;f[E>>2]=0;f[E+4>>2]=0;f[E+8>>2]=0;f[F>>2]=0;f[F+4>>2]=0;f[F+8>>2]=0;D=G+16|0;f[D>>2]=0;y=B+4|0;f[B>>2]=15100;z=B+56|0;f[z>>2]=15120;tEb(B+56|0,y);f[B+128>>2]=0;f[B+132>>2]=-1;f[B>>2]=39656;f[B+56>>2]=39676;xEb(y);f[y>>2]=39692;A=B+36|0;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;f[B+52>>2]=16;f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;k3a(y,C);if((b[C+11>>0]|0)<0)sOb(f[C>>2]|0);if(Apb()|0){p=m3a(B,237559,18)|0;vEb(C,p+(f[(f[p>>2]|0)+-12>>2]|0)|0);o=XFb(C,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(C);OEb(p,o)|0;AEb(p)|0}else if(Dpb()|0){p=m3a(B,237578,25)|0;vEb(C,p+(f[(f[p>>2]|0)+-12>>2]|0)|0);o=XFb(C,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(C);OEb(p,o)|0;AEb(p)|0}if(evb()|0)m3a(B,237604,23)|0;if(dvb()|0)m3a(B,237628,15)|0;h=c+4|0;if(!(f[h>>2]&8)){a=m3a(B,237667,22)|0;if(!(b[257360]|0))if(MPb(257360)|0){p=(((f[64734]|0)+-59|0)>>>0)/3|0;f[64692]=p>>>0<256?p:256}p=KEb(a,f[64692]|0)|0;b[C>>0]=10;m3a(p,C,1)|0}else m3a(B,237644,22)|0;a=f[h>>2]|0;if(a&1){m3a(B,237690,17)|0;a=f[h>>2]|0}if(a&16){m3a(B,237708,24)|0;a=f[h>>2]|0}if(a&2048|0)m3a(KEb(m3a(KEb(m3a(B,237733,32)|0,6)|0,237766,43)|0,4)|0,237810,27)|0;a:do switch(b[c>>0]|0){case 1:case 2:{FOb(E,237838)|0;FOb(F,237872)|0;if((b[c>>0]|0)==1)m3a(B,237906,24)|0;break}case 0:{FOb(E,237931)|0;FOb(F,237976)|0;switch(b[c+1>>0]|0){case 0:{m3a(B,238021,17)|0;break a}case 1:break;default:break a}m3a(B,238039,46)|0;if(f[h>>2]&262144|0)m3a(B,238086,34)|0;break}default:{}}while(0);a=f[h>>2]|0;if(a&4){m3a(B,238121,24)|0;a=f[h>>2]|0}if(a&32){m3a(B,238146,21)|0;a=f[h>>2]|0;if(a&64){m3a(B,238168,9)|0;a=f[h>>2]|0}if(a&128|0)m3a(B,238178,10)|0;m3a(B,238189,2)|0;a=f[h>>2]|0;if(a&256){m3a(B,238192,26)|0;a=f[h>>2]|0}}if(a&512){m3a(B,238219,22)|0;a=f[h>>2]|0}if(a&1024){m3a(B,238242,27)|0;a=f[h>>2]|0}if(a&131072){m3a(B,238270,22)|0;a=f[h>>2]|0}if(a&524288){m3a(B,238293,24)|0;a=f[h>>2]|0}if(a&2){m3a(B,238318,18)|0;a=f[h>>2]|0;if(a&4096){m3a(B,238337,23)|0;a=f[h>>2]|0}if(a&8192){m3a(B,238361,22)|0;a=f[h>>2]|0}if(a&16384){m3a(B,238384,24)|0;a=f[h>>2]|0}}if(a&32768|0){m3a(B,238409,24)|0;if(f[h>>2]&65536|0)m3a(B,238434,31)|0}j=v+8|0;f[j>>2]=0;k=r+8|0;f[k>>2]=0;l=s+8|0;f[l>>2]=0;m=t+8|0;f[m>>2]=0;n=f[c+16>>2]|0;if(!n){h=0;a=0}else{h=0;o=0;a=0;p=0;do{d[v+(h<<1)>>1]=p;h=(f[j>>2]|0)+1|0;f[j>>2]=h;i=b[c+8+(o<<1)+1>>0]&1;if(i<<24>>24){d[r+(a<<1)>>1]=p;a=(f[k>>2]|0)+1|0;f[k>>2]=a}if(!(b[c+8+(o<<1)>>0]|0)){I=i<<24>>24!=0;o=I?m:l;i=f[o>>2]|0;d[(I?t:s)+(i<<1)>>1]=p;f[o>>2]=i+1}p=p+1<<16>>16;o=p&65535}while(n>>>0>o>>>0)}I=KEb(m3a(B,238466,23)|0,h)|0;b[C>>0]=10;m3a(I,C,1)|0;a=KEb(m3a(B,238490,30)|0,a)|0;b[C>>0]=10;m3a(a,C,1)|0;lhb(B,238521,v);lhb(B,238531,r);lhb(B,238548,s);lhb(B,238568,t);l3a(x,y);fhb(w,x);t=f[w>>2]|0;v=w+4|0;f[q>>2]=f[v>>2];d[q+4>>1]=d[v+4>>1]|0;b[q+6>>0]=b[v+6>>0]|0;v=b[w+11>>0]|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;a=C+16|0;I=pOb(16)|0;f[I>>2]=40592;f[I+4>>2]=t;t=I+8|0;f[t>>2]=f[q>>2];d[t+4>>1]=d[q+4>>1]|0;b[t+6>>0]=b[q+6>>0]|0;b[I+15>>0]=v;f[q>>2]=0;d[q+4>>1]=0;b[q+6>>0]=0;f[a>>2]=I;mhb(C,G);a=f[a>>2]|0;if((C|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);if((b[w+11>>0]|0)<0)sOb(f[w>>2]|0);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);f[B>>2]=39656;f[z>>2]=39676;f[y>>2]=39692;if((b[A+11>>0]|0)<0)sOb(f[A>>2]|0);oDb(y);kEb(B,39752);jDb(z);j=E+11|0;tvb(C,35633,(b[j>>0]|0)<0?f[E>>2]|0:E,G,0);I=f[C>>2]|0;h=C+4|0;B=f[h>>2]|0;f[C>>2]=0;f[h>>2]=0;f[e>>2]=I;I=e+4|0;a=f[I>>2]|0;f[I>>2]=B;do if(a|0){iOb(a);a=f[h>>2]|0;if(!a)break;iOb(a)}while(0);i=F+11|0;tvb(C,35632,(b[i>>0]|0)<0?f[F>>2]|0:F,G,0);I=f[C>>2]|0;h=C+4|0;e=f[h>>2]|0;f[C>>2]=0;f[h>>2]=0;f[g>>2]=I;I=g+4|0;a=f[I>>2]|0;f[I>>2]=e;do if(a|0){iOb(a);a=f[h>>2]|0;if(!a)break;iOb(a)}while(0);a=f[D>>2]|0;do if((G|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);if((b[i>>0]|0)<0)sOb(f[F>>2]|0);if((b[j>>0]|0)>=0){u=H;return}sOb(f[E>>2]|0);u=H;return}function lhb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,j=0;i=u;u=u+16|0;h=i;g=e+8|0;if(!(f[g>>2]|0)){u=i;return}j=m3a(a,238589,8)|0;m3a(j,c,pAb(c)|0)|0;g=f[g>>2]|0;c=e+(g<<1)|0;if(g|0)do{j=m3a(a,238598,10)|0;j=IEb(j,d[e>>1]|0)|0;b[h>>0]=41;m3a(j,h,1)|0;e=e+2|0}while((e|0)!=(c|0));vEb(h,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);j=XFb(h,260896)|0;j=Rg[f[(f[j>>2]|0)+28>>2]&255](j,10)|0;YFb(h);OEb(a,j)|0;AEb(a)|0;u=i;return}function mhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;c=i;if((b|0)==(a|0)){u=i;return}e=a+16|0;d=f[e>>2]|0;g=d;h=b+16|0;if((d|0)==(a|0))if((f[h>>2]|0)==(b|0)){oh[f[(f[d>>2]|0)+12>>2]&1023](d,c);g=f[e>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[e>>2]=0;g=f[h>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,a);g=f[h>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[h>>2]=0;f[e>>2]=a;oh[f[(f[c>>2]|0)+12>>2]&1023](c,b);gh[f[(f[c>>2]|0)+16>>2]&2047](c);f[h>>2]=b;u=i;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);h=f[e>>2]|0;gh[f[(f[h>>2]|0)+16>>2]&2047](h);h=b+16|0;f[e>>2]=f[h>>2];f[h>>2]=b;u=i;return}else{c=f[h>>2]|0;if((b|0)==(c|0)){oh[f[(f[c>>2]|0)+12>>2]&1023](c,a);g=f[h>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[h>>2]=f[e>>2];f[e>>2]=a;u=i;return}else{f[e>>2]=c;f[h>>2]=g;u=i;return}}}function nhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;Oqb(a);zvb(h);b=f[a>>2]|0;a=f[h>>2]|0;e=h+4|0;g=f[e>>2]|0;if(g|0)gOb(g);f[b+200>>2]=a;a=b+204|0;b=f[a>>2]|0;f[a>>2]=g;if(b|0)iOb(b);Gvb(f[h>>2]|0,c);Gvb(f[h>>2]|0,d);Hvb(f[h>>2]|0,0);b=f[e>>2]|0;if(!b){u=i;return}iOb(b);u=i;return}function ohb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+16|0;o=s+8|0;p=s+4|0;q=s;r=Mvb(f[(f[c>>2]|0)+200>>2]|0)|0;l=Ovb(f[(f[c>>2]|0)+200>>2]|0)|0;m=qOb(l+2|0)|0;if(!r){tOb(m);u=s;return}n=m+3|0;k=d+16|0;j=0;do{f[o>>2]=0;f[p>>2]=0;f[q>>2]=0;Qvb(f[(f[c>>2]|0)+200>>2]|0,j,l,o,p,q,m);a=f[o>>2]|0;a:do if((a|0)>=4)if(!(RAb(m,238609,3)|0)){if((b[m+(a+-1)>>0]|0)==93){i=m+(a+-2)|0;if(!(oAb(n,238613)|0)){i=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+52>>2]=i;break}if(!(oAb(n,238635)|0)){i=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+108>>2]=i;break}if(!(oAb(n,238657)|0)){g=f[k>>2]|0;h=f[p>>2]|0;h=(g|0)<(h|0)?g:h;if((h|0)>0)g=0;else break;while(1){if(!g)a=0;else{d=g;a=0;while(1){a=a+1|0;if(d>>>0<10)break;else d=(d>>>0)/10|0}}e=(a+-1|0)>>>0>2;a=e?1:a;t=i+a+1|0;d=t+-1|0;b[t>>0]=0;b[d>>0]=93;if(a|0){e=e?0:g;do{d=d+-1|0;a=a+-1|0;t=e;e=(e>>>0)/10|0;t=t+48+(X(e,-10)|0)&255;b[d>>0]=t}while((a|0)!=0)}t=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+36+(g+33<<2)>>2]=t;g=g+1|0;if((g|0)>=(h|0))break a}}if(oAb(n,238679)|0)break;t=f[k>>2]|0;h=f[p>>2]|0;h=(t|0)<(h|0)?t:h;if((h|0)>0)g=0;else break;while(1){if(!g)a=0;else{d=g;a=0;while(1){a=a+1|0;if(d>>>0<10)break;else d=(d>>>0)/10|0}}e=(a+-1|0)>>>0>2;a=e?1:a;t=i+a+1|0;d=t+-1|0;b[t>>0]=0;b[d>>0]=93;if(a|0){e=e?0:g;do{d=d+-1|0;a=a+-1|0;t=e;e=(e>>>0)/10|0;t=t+48+(X(e,-10)|0)&255;b[d>>0]=t}while((a|0)!=0)}t=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+36+(g+37<<2)>>2]=t;g=g+1|0;if((g|0)>=(h|0))break a}}d=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;do if(!(oAb(n,238698)|0))a=0;else if(!(oAb(n,238720)|0))a=1;else if(!(oAb(n,238736)|0))a=2;else if(!(oAb(n,238753)|0))a=3;else if(!(oAb(n,238771)|0))a=5;else if(!(oAb(n,238791)|0))a=15;else if(!(oAb(n,238815)|0))a=6;else if(!(oAb(n,238838)|0))a=7;else if(!(oAb(n,238846)|0))a=8;else if(!(oAb(n,238859)|0))a=9;else if(!(oAb(n,238874)|0))a=10;else if(!(oAb(n,238885)|0))a=11;else if(!(oAb(n,238912)|0))a=12;else{if(!(oAb(n,238931)|0)){a=13;break}if(!(oAb(n,238944)|0)){a=14;break}if(!(oAb(n,238956)|0)){a=16;break}if(!(oAb(n,238980)|0)){a=17;break}if(!(oAb(n,239e3)|0)){a=19;break}if(!(oAb(n,239010)|0)){a=20;break}if(!(oAb(n,239025)|0)){a=21;break}if(!(oAb(n,239049)|0)){a=22;break}if(!(oAb(n,239073)|0)){a=23;break}if(!(oAb(n,239092)|0)){a=24;break}if(!(oAb(n,239106)|0)){a=25;break}if(!(oAb(n,239123)|0)){a=26;break}if(!(oAb(n,239154)|0)){a=27;break}if(!(oAb(n,239171)|0)){a=28;break}if(!(oAb(n,239198)|0)){a=29;break}if(!(oAb(n,239213)|0)){a=30;break}if(!(oAb(n,239240)|0)){a=31;break}if(!(oAb(n,239263)|0))a=32;else break a}while(0);f[(f[c>>2]|0)+36+(a<<2)>>2]=d}while(0);j=j+1|0}while((j|0)!=(r|0));tOb(m);u=s;return}function phb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+8|0;j=m+4|0;k=m;l=Lvb(f[(f[b>>2]|0)+200>>2]|0)|0;d=Nvb(f[(f[b>>2]|0)+200>>2]|0)|0;e=qOb(d)|0;if(!l){tOb(e);u=m;return}g=e+3|0;a=0;do{f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;Pvb(f[(f[b>>2]|0)+200>>2]|0,a,d,i,j,k,e);do if((f[i>>2]|0)>=4)if(!(RAb(e,238609,3)|0)){h=Jvb(f[(f[b>>2]|0)+200>>2]|0,e)|0;if(!(oAb(g,239280)|0))c=0;else if(!(oAb(g,239291)|0))c=1;else if(!(oAb(g,239302)|0))c=2;else if(!(oAb(g,239317)|0))c=5;else if(!(oAb(g,239333)|0))c=6;else if(!(oAb(g,239349)|0))c=7;else if(!(oAb(g,239365)|0))c=3;else if(!(oAb(g,239380)|0))c=4;else if(!(oAb(g,239399)|0))c=8;else break;f[(f[b>>2]|0)+(c<<2)>>2]=h}while(0);a=a+1|0}while((a|0)!=(l|0));tOb(e);u=m;return}function qhb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;rhb(i,c,d,e);g=f[i>>2]|0;if(!g){f[a>>2]=0;e=i+4|0;c=a+4|0}else{c=g;h=g+208|0;e=b[h>>0]|0;do if(!(e&3)){b[h>>0]=e|1;if(Ivb(f[g+200>>2]|0)|0){ohb(0,i,d);phb(0,i,0);c=f[i>>2]|0;d=c+208|0;b[d>>0]=b[d>>0]|2;break}else{c=f[i>>2]|0;break}}while(0);f[a>>2]=c;c=i+4|0;f[a+4>>2]=f[c>>2];f[i>>2]=0;e=c}f[c>>2]=0;c=f[e>>2]|0;if(!c){u=j;return}iOb(c);u=j;return}function rhb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=0;s=u;u=u+1280|0;g=f[c>>2]|0;q=hhb(0,d)|0;o=f[g+4>>2]|0;a:do if(o|0){if(!((o+-1|0)&o))p=(o+-1|0)&q;else if(q>>>0<o>>>0)p=q;else p=(q>>>0)%(o>>>0)|0;g=f[(f[g>>2]|0)+(p<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){i=b[d>>0]|0;l=b[d+1>>0]|0;n=f[d+4>>2]|0;k=f[d+16>>2]|0;b:{h=1;if(h)if(!((o+-1|0)&o)){if(i<<24>>24)while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;if((h|0)==(q|0))if((b[g+8>>0]|0)==i<<24>>24)if((f[g+12>>2]|0)==(n|0)){m=g;break b}g=f[g>>2]|0;if(!g)break a}if(!k)while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;if((h|0)==(q|0)){h=g+8|0;if(!(b[h>>0]|0))if((b[h+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if(!(f[g+24>>2]|0)){m=g;break b}}g=f[g>>2]|0;if(!g)break a}while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;c:do if((h|0)==(q|0)){j=g+8|0;if(!(b[j>>0]|0))if((b[j+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if((f[g+24>>2]|0)==(k|0)){h=d+8|0;i=g+16|0;while(1){if((b[i>>0]|0)!=(b[h>>0]|0))break c;if((b[i+1>>0]|0)!=(b[h+1>>0]|0))break c;i=i+2|0;if((i|0)==(j+8+(k<<1)|0|0)){j=g;r=65;break b}else h=h+2|0}}}while(0);g=f[g>>2]|0;if(!g)break a}}else h=1;if(h)if(1){if(i<<24>>24)while(1){h=f[g+4>>2]|0;if((h|0)==(q|0)){if((b[g+8>>0]|0)==i<<24>>24)if((f[g+12>>2]|0)==(n|0)){m=g;break b}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}g=f[g>>2]|0;if(!g)break a}if(!k)while(1){h=f[g+4>>2]|0;if((h|0)==(q|0)){h=g+8|0;if(!(b[h>>0]|0))if((b[h+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if(!(f[g+24>>2]|0)){m=g;break b}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}g=f[g>>2]|0;if(!g)break a}while(1){h=f[g+4>>2]|0;d:do if((h|0)==(q|0)){j=g+8|0;if(!(b[j>>0]|0))if((b[j+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if((f[g+24>>2]|0)==(k|0)){h=d+8|0;i=g+16|0;while(1){if((b[i>>0]|0)!=(b[h>>0]|0))break d;if((b[i+1>>0]|0)!=(b[h+1>>0]|0))break d;i=i+2|0;if((i|0)==(j+8+(k<<1)|0|0)){j=g;r=65;break b}else h=h+2|0}}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}while(0);g=f[g>>2]|0;if(!g)break a}}}if((r|0)==65)if(!j)break;else m=j;if(e){g=f[m+44>>2]|0;f[a>>2]=g;h=f[m+48>>2]|0;f[(a+4|0)>>2]=h;if(h){gOb(h);g=f[a>>2]|0}if(g|0){u=s;return}g=f[(a+4|0)>>2]|0;if(g|0)iOb(g)}g=f[m+28>>2]|0;f[(s+16|0)>>2]=g;h=f[m+32>>2]|0;f[((s+16|0)+4|0)>>2]=h;if(h)gOb(h);i=f[m+36>>2]|0;f[(s+8|0)>>2]=i;j=f[m+40>>2]|0;f[((s+8|0)+4|0)>>2]=j;if(j)gOb(j);if(g|0)if(!((f[g>>2]|0)==0|(i|0)==0))if(f[i>>2]|0){nhb(a,0,s+16|0,s+8|0);if(!e){g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}g=f[a>>2]|0;h=f[a+4>>2]|0;if(h|0)gOb(h);f[m+44>>2]=g;a=m+48|0;g=f[a>>2]|0;f[a>>2]=h;if(g|0)iOb(g);g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}if(j)iOb(j);if(h)iOb(h)}}}while(0);f[(s+16|0)>>2]=0;f[((s+16|0)+4|0)>>2]=0;f[(s+8|0)>>2]=0;f[((s+8|0)+4|0)>>2]=0;khb(0,d,s+16|0,s+8|0);h=f[(s+16|0)>>2]|0;g=1;if(g){g=0;if(!h)r=99;else g=1}if(g)if(1){g=1;if(g){g=0;if(!(f[h>>2]|0))r=99;else g=1}if(g)if(1){h=f[(s+8|0)>>2]|0;g=1;if(g){g=0;if(!h)r=99;else g=1}if(g)if(1){g=1;if(g){g=0;if(!(f[h>>2]|0))r=99;else g=1}if(g)if(1){nhb(s,0,s+16|0,s+8|0);p=f[c>>2]|0;q=hhb(0,d)|0;c=f[(p+4|0)>>2]|0;f[s+48>>2]=a;f[s+64>>2]=d;f[s+72>>2]=e;f[s+552>>2]=p;f[s+560>>2]=q;f[s+568>>2]=c;f[s+1136>>2]=r;f[s+1208>>2]=0;f[s+1212>>2]=0;zjb(s);r=f[s+1136>>2]|0}}}}if((r|0)==99){f[a>>2]=0;f[a+4>>2]=0}g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}function shb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[a+4>>2]=0;return}if(c>>>0>1073741823)vd();v=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=v;if(d|0)sOb(d);f[a+4>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;u=c+-1|0;v=(u&c|0)==0;if(v)d=d&u;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{g=i;h=e;e=i}a:while(1){t=g;g=h;s=e;b:while(1){e=g;while(1){g=f[e+4>>2]|0;if(v)g=g&u;else if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)==(d|0))break;h=(f[a>>2]|0)+(g<<2)|0;if(!(f[h>>2]|0))break b;i=f[e>>2]|0;c:do if(!i)h=e;else{n=e+8|0;j=b[n>>0]|0;l=j<<24>>24==0;o=n+1|0;r=e+12|0;m=l^1;p=e+24|0;q=e+16|0;if(l)h=e;else{h=e;while(1){if(j<<24>>24!=(b[i+8>>0]|0))break c;if((f[r>>2]|0)!=(f[i+12>>2]|0))break c;h=f[i>>2]|0;if(!h){h=i;break c}else{q=i;i=h;h=q}}}while(1){j=i+8|0;if(b[j>>0]|0)break c;if((b[o>>0]|0)!=(b[j+1>>0]|0))break c;j=(f[r>>2]|0)!=(f[i+12>>2]|0);do if(j|m){if(j)break c}else{j=f[p>>2]|0;if((j|0)!=(f[i+24>>2]|0))break c;l=n+8+(j<<1)|0;if(!j)break;j=i+16|0;k=q;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break c;if((b[k+1>>0]|0)!=(b[j+1>>0]|0))break c;k=k+2|0;if((k|0)==(l|0))break;else j=j+2|0}}while(0);h=f[i>>2]|0;if(!h){h=i;break}else{l=i;i=h;h=l}}}while(0);f[s>>2]=f[h>>2];f[h>>2]=f[f[(f[a>>2]|0)+(g<<2)>>2]>>2];f[f[(f[a>>2]|0)+(g<<2)>>2]>>2]=e;e=f[t>>2]|0;if(!e){d=44;break a}}g=f[e>>2]|0;if(!g){d=44;break a}else{t=e;s=e}}f[h>>2]=s;h=f[e>>2]|0;if(!h){d=44;break}else{d=g;g=e}}if((d|0)==44)return}function thb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+64|0;q=r+48|0;n=r+28|0;p=r;i=f[c>>2]|0;o=c+4|0;m=f[o>>2]|0;a:do if((i|0)!=(m|0)){l=i;while(1){i=l+24|0;j=b[i>>0]|0;if(j&2)if((f[l+16>>2]|0)==(g|0))if((f[l+20>>2]|0)==(h|0)){k=f[l>>2]|0;if((f[k+16>>2]|0)==(d|0))if((f[k+20>>2]|0)==(e|0))break}i=l+28|0;if((i|0)==(m|0))break a;else l=i}b[i>>0]=j&-4|1;f[a>>2]=k;i=f[l+4>>2]|0;f[a+4>>2]=i;if(i|0)gOb(i);f[a+8>>2]=f[l+8>>2];i=f[l+12>>2]|0;f[a+12>>2]=i;if(i|0)gOb(i);f[a+16>>2]=c;u=r;return}while(0);Twb(q);Lwb(n);Nwb(n,h,0);axb(f[q>>2]|0,g,d,e,n);f[p>>2]=f[q>>2];d=p+4|0;e=q+4|0;i=f[e>>2]|0;f[d>>2]=i;if(!i){i=p+24|0;j=1}else{gOb(i);j=p+24|0;i=j;j=b[j>>0]&-4|1}k=p+8|0;f[k>>2]=0;l=p+12|0;f[l>>2]=0;m=p+16|0;f[m>>2]=g;f[p+20>>2]=h;b[i>>0]=j;i=f[o>>2]|0;if(i>>>0<(f[c+8>>2]|0)>>>0){f[i>>2]=f[p>>2];f[i+4>>2]=f[d>>2];f[p>>2]=0;f[d>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[k>>2]=0;f[l>>2]=0;p=i+16|0;f[p>>2]=f[m>>2];f[p+4>>2]=f[m+4>>2];b[p+8>>0]=b[m+8>>0]|0;f[o>>2]=(f[o>>2]|0)+28}else{uhb(c,p);i=f[l>>2]|0;if(i|0)iOb(i)}i=f[d>>2]|0;if(i|0)iOb(i);f[a>>2]=f[q>>2];i=f[e>>2]|0;f[a+4>>2]=i;if(!i)i=0;else{gOb(i);i=f[e>>2]|0}f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=c;if(i|0)iOb(i);u=r;return}function uhb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=a+4|0;k=f[o>>2]|0;d=f[a>>2]|0;j=(k-d|0)/28|0;e=j+1|0;m=d;g=k;if(e>>>0>153391689)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/28|0;h=l<<1;h=l>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)i=0;else if(h>>>0>153391689)vd();else{i=pOb(h*28|0)|0;break}while(0);e=i+(j*28|0)|0;d=e;l=i+(h*28|0)|0;f[e>>2]=f[c>>2];p=c+4|0;f[i+(j*28|0)+4>>2]=f[p>>2];f[c>>2]=0;f[p>>2]=0;p=c+8|0;f[i+(j*28|0)+8>>2]=f[p>>2];h=c+12|0;f[i+(j*28|0)+12>>2]=f[h>>2];f[p>>2]=0;f[h>>2]=0;j=i+(j*28|0)+16|0;c=c+16|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];b[j+8>>0]=b[c+8>>0]|0;c=e+28|0;if((g|0)==(m|0))h=k;else{do{k=g;g=g+-28|0;f[e+-28>>2]=f[g>>2];j=k+-24|0;f[e+-24>>2]=f[j>>2];f[g>>2]=0;f[j>>2]=0;j=k+-20|0;f[e+-20>>2]=f[j>>2];p=k+-16|0;f[e+-16>>2]=f[p>>2];f[j>>2]=0;f[p>>2]=0;p=e+-12|0;k=k+-12|0;f[p>>2]=f[k>>2];f[p+4>>2]=f[k+4>>2];b[p+8>>0]=b[k+8>>0]|0;e=d+-28|0;d=e}while((g|0)!=(m|0));h=f[a>>2]|0}f[a>>2]=d;e=f[o>>2]|0;f[o>>2]=c;f[n>>2]=l;g=h;if((e|0)!=(g|0))do{d=f[e+-16>>2]|0;if(d|0)iOb(d);d=f[e+-24>>2]|0;e=e+-28|0;if(d|0)iOb(d)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function vhb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+16|0;l=o+12|0;k=o+8|0;m=o+4|0;n=o;d=f[a>>2]|0;j=a+4|0;i=f[j>>2]|0;c=i;a:do if((d|0)==(i|0))e=4;else while(1){if(!(b[d+24>>0]&1)){e=4;break a}d=d+28|0;if((d|0)==(i|0)){d=c;break}}while(0);if((e|0)==4){e=d;if((d|0)==(i|0))d=e;else{c=e;d=e;b:while(1){do{g=c;e=g+28|0;c=e;if((e|0)==(i|0))break b}while(!(b[g+52>>0]&1));h=d;q=f[e>>2]|0;r=g+32|0;p=f[r>>2]|0;f[e>>2]=0;f[r>>2]=0;f[d>>2]=q;e=h+4|0;d=f[e>>2]|0;f[e>>2]=p;if(d|0)iOb(d);p=g+36|0;r=f[p>>2]|0;d=g+40|0;q=f[d>>2]|0;f[p>>2]=0;f[d>>2]=0;f[h+8>>2]=r;r=h+12|0;d=f[r>>2]|0;f[r>>2]=q;if(d|0)iOb(d);d=h+16|0;r=g+44|0;f[d>>2]=f[r>>2];f[d+4>>2]=f[r+4>>2];b[d+8>>0]=b[r+8>>0]|0;d=h+28|0}c=f[j>>2]|0}}f[m>>2]=d;f[n>>2]=c;f[k>>2]=f[m>>2];f[l>>2]=f[n>>2];whb(a,k,l)|0;u=o;return}function whb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=f[a>>2]|0;e=f[c>>2]|0;h=h+(((e-h|0)/28|0)*28|0)|0;c=f[d>>2]|0;if((c|0)==(e|0))return h|0;c=h+(((c-e|0)/28|0)*28|0)|0;g=a+4|0;a=f[g>>2]|0;if((c|0)==(a|0))e=h;else{e=h;do{i=f[c>>2]|0;d=c+4|0;j=f[d>>2]|0;f[c>>2]=0;f[d>>2]=0;f[e>>2]=i;i=e+4|0;d=f[i>>2]|0;f[i>>2]=j;if(d|0)iOb(d);k=c+8|0;j=f[k>>2]|0;d=c+12|0;i=f[d>>2]|0;f[k>>2]=0;f[d>>2]=0;f[e+8>>2]=j;j=e+12|0;d=f[j>>2]|0;f[j>>2]=i;if(d|0)iOb(d);k=e+16|0;j=c+16|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];b[k+8>>0]=b[j+8>>0]|0;c=c+28|0;e=e+28|0}while((c|0)!=(a|0));c=f[g>>2]|0}if((c|0)==(e|0))return h|0;do{f[g>>2]=c+-28;d=f[c+-16>>2]|0;if(d|0)iOb(d);c=f[c+-24>>2]|0;if(c|0)iOb(c);c=f[g>>2]|0}while((c|0)!=(e|0));return h|0}function xhb(a){a=a|0;var b=0;b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[a>>2]=b;return}function yhb(a){a=a|0;var b=0,c=0,d=0,e=0;e=f[a>>2]|0;f[a>>2]=0;if(!e)return;a=f[e>>2]|0;if(a|0){d=e+4|0;b=f[d>>2]|0;if((b|0)!=(a|0)){do{f[d>>2]=b+-28;c=f[b+-16>>2]|0;if(c|0)iOb(c);b=f[b+-24>>2]|0;if(b|0)iOb(b);b=f[d>>2]|0}while((b|0)!=(a|0));a=f[e>>2]|0}sOb(a)}sOb(e);return}function zhb(a){a=a|0;var c=0,d=0,e=0;c=f[a>>2]|0;a=f[c>>2]|0;c=f[c+4>>2]|0;if((a|0)==(c|0))return;do{d=a+24|0;e=b[d>>0]|0;b[d>>0]=((e&255)>>>1&1|e&-2)^1;a=a+28|0}while((a|0)!=(c|0));return}function Ahb(a){a=a|0;vhb(f[a>>2]|0);return}function Bhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;thb(a,f[b>>2]|0,c,d,6408,9729);return}function Chb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;return}function Dhb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;Ehb(a,b)|0;return}function Ehb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;Fhb(a);c=f[b>>2]|0;h=b+4|0;d=f[h>>2]|0;if(d|0)gOb(d);f[a>>2]=c;g=a+4|0;c=f[g>>2]|0;f[g>>2]=d;if(c|0)iOb(c);e=b+8|0;c=f[e>>2]|0;g=b+12|0;d=f[g>>2]|0;if(d|0)gOb(d);f[a+8>>2]=c;i=a+12|0;c=f[i>>2]|0;f[i>>2]=d;if(c|0)iOb(c);d=b+16|0;f[a+16>>2]=f[d>>2];f[b>>2]=0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)iOb(c);f[e>>2]=0;c=f[g>>2]|0;f[g>>2]=0;if(!c){f[d>>2]=0;return a|0}iOb(c);f[d>>2]=0;return a|0}function Fhb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;d=f[a>>2]|0;if(!d)return;e=f[a+16>>2]|0;h=a+8|0;c=f[e>>2]|0;e=f[e+4>>2]|0;a:do if((c|0)!=(e|0)){g=c;while(1){if((f[g>>2]|0)==(d|0))break;c=g+28|0;if((c|0)==(e|0))break a;else g=c}e=f[h>>2]|0;c=e;if(e|0){d=g+8|0;if(!(f[d>>2]|0)){e=f[a+12>>2]|0;if(e|0)gOb(e);f[d>>2]=c;d=g+12|0;c=f[d>>2]|0;f[d>>2]=e;if(c|0)iOb(c)}}g=g+24|0;b[g>>0]=b[g>>0]|2}while(0);f[h>>2]=0;h=a+12|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)iOb(c);f[a>>2]=0;a=a+4|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function Ghb(a){a=a|0;var b=0;Fhb(a);b=f[a+12>>2]|0;if(b|0)iOb(b);a=f[a+4>>2]|0;if(!a)return;iOb(a);return}function Hhb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;e=u;u=u+16|0;b=e;d=a+8|0;if(f[d>>2]|0){u=e;return d|0}if(!(f[a>>2]|0)){u=e;return d|0}xub(b);g=f[b>>2]|0;c=b+4|0;h=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[d>>2]=g;g=a+12|0;b=f[g>>2]|0;f[g>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}Gub(f[d>>2]|0,0,a,3553,0);u=e;return d|0}function Ihb(a,c){a=a|0;c=c|0;var d=0,e=0;f[a>>2]=c;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;f[a+36>>2]=0;f[a+40>>2]=0;f[a+44>>2]=0;f[a+52>>2]=0;f[a+56>>2]=0;f[a+60>>2]=0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+76>>2]=0;f[a+84>>2]=0;f[a+88>>2]=0;f[a+92>>2]=0;f[a+100>>2]=0;f[a+104>>2]=0;f[a+108>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+124>>2]=0;f[a+132>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;f[a+148>>2]=0;f[a+152>>2]=0;f[a+156>>2]=0;f[a+164>>2]=0;f[a+168>>2]=0;f[a+172>>2]=0;f[a+180>>2]=0;f[a+184>>2]=0;f[a+188>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+204>>2]=0;f[a+212>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+228>>2]=0;f[a+232>>2]=0;f[a+236>>2]=0;f[a+244>>2]=0;f[a+248>>2]=0;f[a+252>>2]=0;f[a+260>>2]=0;f[a+264>>2]=0;f[a+268>>2]=0;n[a+16>>2]=1.1754943508222875e-38;n[a+32>>2]=2.949390792950442e-31;n[a+48>>2]=8.634480793659976e-29;n[a+64>>2]=2.5277850549753892e-26;n[a+80>>2]=7.40021027743059e-24;n[a+96>>2]=2.1664466087939005e-21;n[a+112>>2]=6.34237477651372e-19;n[a+128>>2]=1.8567602772480624e-16;n[a+144>>2]=5.435753640281073e-14;n[a+160>>2]=1.591342509155158e-11;n[a+176>>2]=4.658730290429958e-09;n[a+192>>2]=1.363865294479183e-06;n[a+208>>2]=3.9927801117300987e-04;n[a+224>>2]=.11689052730798721;n[a+240>>2]=34.220252990722656;n[a+256>>2]=3402823466385288598117041.0e14;c=a+344|0;d=a+272|0;e=d+72|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=1.0;e=a+348|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+364>>2]=1.0;e=a+368|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+384>>2]=1.0;e=a+388|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+404>>2]=1.0;e=a+408|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+424>>2]=1.0;e=a+428|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+444>>2]=1.0;e=a+448|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+464>>2]=1.0;e=a+468|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+484>>2]=1.0;e=a+488|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+504>>2]=1.0;e=a+508|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+524>>2]=1.0;e=a+528|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+544>>2]=1.0;e=a+548|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+564>>2]=1.0;e=a+568|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+584>>2]=1.0;e=a+588|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+604>>2]=1.0;e=a+608|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+624>>2]=1.0;e=a+628|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+644>>2]=1.0;e=a+648|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+664>>2]=1.0;e=a+668|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+684>>2]=1.0;e=a+688|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+704>>2]=1.0;e=a+708|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+724>>2]=1.0;e=a+728|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+744>>2]=1.0;e=a+748|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+764>>2]=1.0;e=a+768|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+784>>2]=1.0;e=a+788|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+804>>2]=1.0;e=a+808|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;f[a+828>>2]=0;a=a+832|0;b[a>>0]=b[a>>0]&-32|7;return}function Jhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=a+312|0;d=a+316|0;e=f[d>>2]|0;if(e>>>0<(f[a+320>>2]|0)>>>0){Khb(e,b);e=(f[d>>2]|0)+524|0;f[d>>2]=e;d=e;e=f[c>>2]|0;e=d-e|0;e=(e|0)/524|0;e=e+-1|0;return e|0}else{Lhb(c,b);d=f[d>>2]|0;e=f[c>>2]|0;e=d-e|0;e=(e|0)/524|0;e=e+-1|0;return e|0}return 0}function Khb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;e=f[c>>2]|0;f[c>>2]=0;h=c+4|0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;j=c+12|0;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){c=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[e+(c<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}k=a+20|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;n[a+40>>2]=1.0;k=a+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+60>>2]=1.0;k=a+64|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+80>>2]=1.0;k=a+84|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+100>>2]=1.0;k=a+104|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+120>>2]=1.0;k=a+124|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+140>>2]=1.0;k=a+144|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+160>>2]=1.0;k=a+164|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+180>>2]=1.0;k=a+184|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+200>>2]=1.0;k=a+204|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+220>>2]=1.0;k=a+224|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+240>>2]=1.0;k=a+244|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+260>>2]=1.0;k=a+264|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+280>>2]=1.0;k=a+284|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+300>>2]=1.0;k=a+304|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+320>>2]=1.0;k=a+324|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+340>>2]=1.0;k=a+344|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+360>>2]=1.0;k=a+364|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+380>>2]=1.0;k=a+384|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+400>>2]=1.0;k=a+404|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+420>>2]=1.0;k=a+424|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+440>>2]=1.0;k=a+444|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+460>>2]=1.0;k=a+464|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+480>>2]=1.0;k=a+484|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+500>>2]=1.0;k=a+504|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;b[k+16>>0]=0;return}function Lhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;e=((f[q>>2]|0)-c|0)/524|0;d=e+1|0;if(d>>>0>8196502)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/524|0;c=p<<1;c=p>>>0<4098251?(c>>>0<d>>>0?d:c):8196502;do if(!c)g=0;else if(c>>>0>8196502)vd();else{g=pOb(c*524|0)|0;break}while(0);e=g+(e*524|0)|0;d=e;p=g+(c*524|0)|0;Khb(e,b);o=e+524|0;n=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(n|0)){c=d;g=n;d=n}else{do{i=c;c=c+-524|0;m=f[c>>2]|0;f[c>>2]=0;j=i+-520|0;h=f[j>>2]|0;f[j>>2]=0;f[e+-524>>2]=m;f[e+-520>>2]=h;j=e+-516|0;k=i+-516|0;g=f[k>>2]|0;f[j>>2]=g;l=i+-512|0;b=f[l>>2]|0;f[e+-512>>2]=b;f[e+-508>>2]=f[i+-508>>2];if(b|0){g=f[g+4>>2]|0;b=h+-1|0;if(!(b&h))g=g&b;else if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;f[m+(g<<2)>>2]=j;f[k>>2]=0;f[l>>2]=0}Mhb(e+-504|0,i+-504|0);e=d+-524|0;d=e}while((c|0)!=(n|0));c=d;g=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;e=g;if((d|0)!=(e|0))do{H8a(d+-504|0);c=f[d+-516>>2]|0;d=d+-524|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(e|0));if(!g)return;sOb(g);return}function Mhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+1392|0;f[a>>2]=f[b>>2];e=f[(b+4|0)>>2]|0;f[(b+4|0)>>2]=0;d=f[(b+8|0)>>2]|0;f[(b+8|0)>>2]=0;f[a+4>>2]=e;f[a+8>>2]=d;c=f[(b+12|0)>>2]|0;f[(a+12|0)>>2]=c;h=f[(b+16|0)>>2]|0;f[a+16>>2]=h;f[a+20>>2]=f[b+20>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+12|0;f[(b+12|0)>>2]=0;f[(b+16|0)>>2]=0}e=f[(b+24|0)>>2]|0;f[(b+24|0)>>2]=0;d=f[(b+28|0)>>2]|0;f[(b+28|0)>>2]=0;f[a+24>>2]=e;f[a+28>>2]=d;c=f[(b+32|0)>>2]|0;f[(a+32|0)>>2]=c;h=f[(b+36|0)>>2]|0;f[a+36>>2]=h;f[a+40>>2]=f[b+40>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+32|0;f[(b+32|0)>>2]=0;f[(b+36|0)>>2]=0}e=f[(b+44|0)>>2]|0;f[(b+44|0)>>2]=0;d=f[(b+48|0)>>2]|0;f[(b+48|0)>>2]=0;f[a+44>>2]=e;f[a+48>>2]=d;c=f[(b+52|0)>>2]|0;f[(a+52|0)>>2]=c;h=f[(b+56|0)>>2]|0;f[a+56>>2]=h;f[a+60>>2]=f[b+60>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+52|0;f[(b+52|0)>>2]=0;f[(b+56|0)>>2]=0}e=f[(b+64|0)>>2]|0;f[(b+64|0)>>2]=0;d=f[(b+68|0)>>2]|0;f[(b+68|0)>>2]=0;f[a+64>>2]=e;f[a+68>>2]=d;c=f[(b+72|0)>>2]|0;f[(a+72|0)>>2]=c;h=f[(b+76|0)>>2]|0;f[a+76>>2]=h;f[a+80>>2]=f[b+80>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+72|0;f[(b+72|0)>>2]=0;f[(b+76|0)>>2]=0}e=f[(b+84|0)>>2]|0;f[(b+84|0)>>2]=0;d=f[(b+88|0)>>2]|0;f[(b+88|0)>>2]=0;f[a+84>>2]=e;f[a+88>>2]=d;c=f[(b+92|0)>>2]|0;f[(a+92|0)>>2]=c;h=f[(b+96|0)>>2]|0;f[a+96>>2]=h;f[a+100>>2]=f[b+100>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+92|0;f[(b+92|0)>>2]=0;f[(b+96|0)>>2]=0}e=f[(b+104|0)>>2]|0;f[(b+104|0)>>2]=0;d=f[(b+108|0)>>2]|0;f[(b+108|0)>>2]=0;f[a+104>>2]=e;f[a+108>>2]=d;c=f[(b+112|0)>>2]|0;f[(a+112|0)>>2]=c;h=f[(b+116|0)>>2]|0;f[a+116>>2]=h;f[a+120>>2]=f[b+120>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+112|0;f[(b+112|0)>>2]=0;f[(b+116|0)>>2]=0}e=f[(b+124|0)>>2]|0;f[(b+124|0)>>2]=0;d=f[(b+128|0)>>2]|0;f[(b+128|0)>>2]=0;f[a+124>>2]=e;f[a+128>>2]=d;c=f[(b+132|0)>>2]|0;f[(a+132|0)>>2]=c;h=f[(b+136|0)>>2]|0;f[a+136>>2]=h;f[a+140>>2]=f[b+140>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+132|0;f[(b+132|0)>>2]=0;f[(b+136|0)>>2]=0}e=f[(b+144|0)>>2]|0;f[(b+144|0)>>2]=0;d=f[(b+148|0)>>2]|0;f[(b+148|0)>>2]=0;f[a+144>>2]=e;f[a+148>>2]=d;c=f[(b+152|0)>>2]|0;f[(a+152|0)>>2]=c;h=f[(b+156|0)>>2]|0;f[a+156>>2]=h;f[a+160>>2]=f[b+160>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+152|0;f[(b+152|0)>>2]=0;f[(b+156|0)>>2]=0}e=f[(b+164|0)>>2]|0;f[(b+164|0)>>2]=0;d=f[(b+168|0)>>2]|0;f[(b+168|0)>>2]=0;f[a+164>>2]=e;f[a+168>>2]=d;c=f[(b+172|0)>>2]|0;f[(a+172|0)>>2]=c;h=f[(b+176|0)>>2]|0;f[a+176>>2]=h;f[a+180>>2]=f[b+180>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+172|0;f[(b+172|0)>>2]=0;f[(b+176|0)>>2]=0}e=f[(b+184|0)>>2]|0;f[(b+184|0)>>2]=0;d=f[(b+188|0)>>2]|0;f[(b+188|0)>>2]=0;f[a+184>>2]=e;f[a+188>>2]=d;c=f[(b+192|0)>>2]|0;f[(a+192|0)>>2]=c;h=f[(b+196|0)>>2]|0;f[a+196>>2]=h;f[a+200>>2]=f[b+200>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+192|0;f[(b+192|0)>>2]=0;f[(b+196|0)>>2]=0}e=f[(b+204|0)>>2]|0;f[(b+204|0)>>2]=0;d=f[(b+208|0)>>2]|0;f[(b+208|0)>>2]=0;f[a+204>>2]=e;f[a+208>>2]=d;c=f[(b+212|0)>>2]|0;f[(a+212|0)>>2]=c;h=f[(b+216|0)>>2]|0;f[a+216>>2]=h;f[a+220>>2]=f[b+220>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+212|0;f[(b+212|0)>>2]=0;f[(b+216|0)>>2]=0}e=f[(b+224|0)>>2]|0;f[(b+224|0)>>2]=0;d=f[(b+228|0)>>2]|0;f[(b+228|0)>>2]=0;f[a+224>>2]=e;f[a+228>>2]=d;c=f[(b+232|0)>>2]|0;f[(a+232|0)>>2]=c;h=f[(b+236|0)>>2]|0;f[a+236>>2]=h;f[a+240>>2]=f[b+240>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+232|0;f[(b+232|0)>>2]=0;f[(b+236|0)>>2]=0}h=f[(b+244|0)>>2]|0;f[(b+244|0)>>2]=0;e=f[(b+248|0)>>2]|0;f[(b+248|0)>>2]=0;f[a+244>>2]=h;f[g+16>>2]=a;f[g+24>>2]=b;f[g+160>>2]=e;f[g+976>>2]=h;f[g+1312>>2]=0;f[g+1316>>2]=0;Ajb(g);G=f[g+1312>>2]|0;D=f[g+1316>>2]|0;H=+n[g+1316>>2];f[g+1312>>2]=0;f[g+1316>>2]=0;if((G|0)==5){u=g;return}u=g}function Nhb(a){a=a|0;var b=0,c=0,d=0,e=0;d=f[a+312>>2]|0;c=a+316|0;a=f[c>>2]|0;if((a|0)==(d|0))return;do{b=a+-524|0;f[c>>2]=b;H8a(a+-504|0);a=f[a+-516>>2]|0;if(a|0)do{e=a;a=f[a>>2]|0;sOb(e)}while((a|0)!=0);a=f[b>>2]|0;f[b>>2]=0;if(a|0)sOb(a);a=f[c>>2]|0}while((a|0)!=(d|0));return}function Ohb(a,b){a=a|0;b=b|0;var c=0;c=f[a+312>>2]|0;return ((((f[a+316>>2]|0)-c|0)/524|0)>>>0>b>>>0?c+(b*524|0)+20|0:a+324|0)|0}function Phb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=f[(f[a>>2]|0)+64>>2]|0;g=f[(f[c+4>>2]|0)+44>>2]|0;h=(f[g+28>>2]|0)+(f[g+24>>2]|0)|0;i=f[g+32>>2]|0;if((i|0)==(0-h|0)){u=m;return}a:do if((e|0)==0&(b[g+148>>0]&2)==0){e=h+i|0;d=0}else if((d|0)!=0&(e|0)!=0){g=f[a+300>>2]|0;i=(f[a+296>>2]|0)+((f[a+308>>2]|0)*12|0)|0;if((i|0)!=(g|0)){while(1){h=g+-12|0;if((f[h>>2]|0)==(c|0))break;if((i|0)==(h|0))break a;else g=h}l=g+-4|0;f[l>>2]=(f[l>>2]|0)+e;u=m;return}}while(0);if(tSa(j)|0)k=10;else if(f[c+196>>2]&2048|0)k=10;if((k|0)==10)qSa(j,c);f[l>>2]=c;f[l+4>>2]=d;f[l+8>>2]=e;d=a+300|0;e=f[d>>2]|0;if(e>>>0<(f[a+304>>2]|0)>>>0){f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[d>>2]=(f[d>>2]|0)+12}else Qhb(a+296|0,l);u=m;return}function Qhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Rhb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0;y=0;E=u;u=u+7808|0;_bb(a+324|0);i=f[(a+312|0)>>2]|0;j=f[(a+316|0)>>2]|0;if((i|0)!=(j|0))do{_bb(i+20|0);i=i+524|0}while((i|0)!=(j|0));i=f[(f[a>>2]|0)+64>>2]|0;j=f[64745]|0;k=f[64746]|0;f[E+1024>>2]=a;f[E+1032>>2]=b;f[E+1040>>2]=c;f[E+1208>>2]=l;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+4680>>2]=s;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6112>>2]=j;f[E+6120>>2]=k;n[E+6200>>2]=x;f[E+7408>>2]=z;f[E+7416>>2]=A;f[E+7504>>2]=0;f[E+7508>>2]=0;Gjb(E);B=f[E+1608>>2]|0;C=f[E+1680>>2]|0;s=f[E+4680>>2]|0;t=f[E+4992>>2]|0;v=f[E+5056>>2]|0;w=f[E+5064>>2]|0;x=+n[E+6200>>2];z=f[E+7408>>2]|0;A=f[E+7416>>2]|0;G=f[E+7504>>2]|0;D=f[E+7508>>2]|0;H=+n[E+7508>>2];f[E+7504>>2]=0;f[E+7508>>2]=0;if((G|0)==6)return D|0;f[E+1024>>2]=a;f[E+7400>>2]=y;f[E+7408>>2]=z;f[E+7416>>2]=A;f[E+7496>>2]=0;f[E+7500>>2]=0;Fjb(E);l=f[E+7400>>2]|0;y=f[E+7408>>2]|0;f[E+1024>>2]=a;f[E+1032>>2]=b;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+3336>>2]=m;f[E+3344>>2]=o;f[E+3352>>2]=p;f[E+3368>>2]=q;f[E+3376>>2]=r;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6104>>2]=i;f[E+7400>>2]=l;f[E+7408>>2]=y;f[E+7416>>2]=A;f[E+7488>>2]=0;f[E+7492>>2]=0;Ejb(E);B=f[E+1608>>2]|0;C=f[E+1680>>2]|0;m=f[E+3336>>2]|0;o=f[E+3344>>2]|0;p=f[E+3352>>2]|0;q=f[E+3368>>2]|0;r=f[E+3376>>2]|0;y=f[E+7400>>2]|0;a:while(1){z=f[(a+288|0)>>2]|0;A=(f[(a+284|0)>>2]|0)==(z|0);f[E+1024>>2]=a;f[E+1040>>2]=c;f[E+1048>>2]=d;f[E+1056>>2]=e;f[E+1064>>2]=g;f[E+1072>>2]=h;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+3336>>2]=m;f[E+3344>>2]=o;f[E+3352>>2]=p;f[E+3368>>2]=q;f[E+3376>>2]=r;f[E+3400>>2]=z;f[E+3408>>2]=A;f[E+4680>>2]=s;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6112>>2]=j;f[E+6120>>2]=k;n[E+6200>>2]=x;f[E+7400>>2]=y;f[E+7480>>2]=0;f[E+7484>>2]=0;Djb(E);y=f[E+7400>>2]|0;G=f[E+7480>>2]|0;D=f[E+7484>>2]|0;H=+n[E+7484>>2];f[E+7480>>2]=0;f[E+7484>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 7:break a}}do{i=f[(a+324|0)>>2]|0;j=f[(a+312|0)>>2]|0;k=f[(a+316|0)>>2]|0;if((j|0)!=(k|0))do{i=(f[j+20>>2]|0)+i|0;j=j+524|0}while((j|0)!=(k|0));if(i>>>0>=e>>>0)break;i=xcb(a+324|0,h)|0;j=f[(a+312|0)>>2]|0;k=f[(a+316|0)>>2]|0;if((j|0)!=(k|0))do{i=i|(xcb(j+20|0,h)|0);j=j+524|0}while((j|0)!=(k|0))}while(i);b:do if(!(b<<24>>24))i=0;else if(!(f[(a+4|0)>>2]|0))if((f[(a+272|0)>>2]|0)==(f[(a+276|0)>>2]|0))if((((f[a+812>>2]|0)-(f[a+808>>2]|0)|0)/60|0|0)==(f[a+820>>2]|0)){i=f[(a+312|0)>>2]|0;j=f[(a+316|0)>>2]|0;if((i|0)!=(j|0))do{if((((f[i+508>>2]|0)-(f[i+504>>2]|0)|0)/60|0|0)!=(f[i+516>>2]|0)){i=1;break b}i=i+524|0}while((i|0)!=(j|0));i=(((f[C>>2]|0)-(f[(a+296|0)>>2]|0)|0)/12|0|0)==(f[B>>2]|0)?0:2}else i=1;else i=1;else i=1;while(0);a=i;u=E;return a|0}function Shb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=a+24|0;p[v>>3]=-+p[v>>3];b=+p[a>>3];c=+K(+b);p[a+192>>3]=c;v=a+8|0;c=+p[v>>3];d=+K(+c);p[a+200>>3]=d;u=a+16|0;d=+p[u>>3];g=+K(+d);p[a+208>>3]=g;p[a+336>>3]=b>=0.0?1.0:-1.0;p[a+344>>3]=c>=0.0?1.0:-1.0;p[a+352>>3]=d>=0.0?1.0:-1.0;t=a+56|0;p[t>>3]=-+p[t>>3];t=a+32|0;d=+p[t>>3];c=+K(+d);p[a+216>>3]=c;s=a+40|0;c=+p[s>>3];b=+K(+c);p[a+224>>3]=b;r=a+48|0;b=+p[r>>3];g=+K(+b);p[a+232>>3]=g;p[a+360>>3]=d>=0.0?1.0:-1.0;p[a+368>>3]=c>=0.0?1.0:-1.0;p[a+376>>3]=b>=0.0?1.0:-1.0;q=a+88|0;p[q>>3]=-+p[q>>3];q=a+64|0;b=+p[q>>3];c=+K(+b);p[a+240>>3]=c;o=a+72|0;c=+p[o>>3];d=+K(+c);p[a+248>>3]=d;n=a+80|0;d=+p[n>>3];g=+K(+d);p[a+256>>3]=g;p[a+384>>3]=b>=0.0?1.0:-1.0;p[a+392>>3]=c>=0.0?1.0:-1.0;p[a+400>>3]=d>=0.0?1.0:-1.0;m=a+120|0;p[m>>3]=-+p[m>>3];m=a+96|0;d=+p[m>>3];c=+K(+d);p[a+264>>3]=c;l=a+104|0;c=+p[l>>3];b=+K(+c);p[a+272>>3]=b;k=a+112|0;b=+p[k>>3];g=+K(+b);p[a+280>>3]=g;p[a+408>>3]=d>=0.0?1.0:-1.0;p[a+416>>3]=c>=0.0?1.0:-1.0;p[a+424>>3]=b>=0.0?1.0:-1.0;j=a+152|0;p[j>>3]=-+p[j>>3];j=a+128|0;b=+p[j>>3];c=+K(+b);p[a+288>>3]=c;i=a+136|0;c=+p[i>>3];d=+K(+c);p[a+296>>3]=d;h=a+144|0;d=+p[h>>3];g=+K(+d);p[a+304>>3]=g;p[a+432>>3]=b>=0.0?1.0:-1.0;p[a+440>>3]=c>=0.0?1.0:-1.0;p[a+448>>3]=d>=0.0?1.0:-1.0;w=a+184|0;p[w>>3]=-+p[w>>3];d=+p[a+160>>3];c=+K(+d);p[a+312>>3]=c;c=+p[a+168>>3];b=+K(+c);p[a+320>>3]=b;b=+p[a+176>>3];g=+K(+b);p[a+328>>3]=g;p[a+456>>3]=d>=0.0?1.0:-1.0;p[a+464>>3]=c>=0.0?1.0:-1.0;p[a+472>>3]=b>=0.0?1.0:-1.0;g=+p[a>>3];f=+p[v>>3];e=+p[u>>3];e=g*g+(f*f+e*e);p[a+480>>3]=e==0.0?0.0:1.0/e;e=+p[t>>3];f=+p[s>>3];g=+p[r>>3];g=e*e+(f*f+g*g);p[a+488>>3]=g==0.0?0.0:1.0/g;g=+p[q>>3];f=+p[o>>3];e=+p[n>>3];e=g*g+(f*f+e*e);p[a+496>>3]=e==0.0?0.0:1.0/e;e=+p[m>>3];f=+p[l>>3];g=+p[k>>3];g=e*e+(f*f+g*g);p[a+504>>3]=g==0.0?0.0:1.0/g;g=+p[j>>3];f=+p[i>>3];e=+p[h>>3];e=g*g+(f*f+e*e);p[a+512>>3]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);p[a+520>>3]=b==0.0?0.0:1.0/b;return}function Thb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0,q=0,r=0,s=0,t=0.0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;H=a+20|0;G=a+40|0;o=+n[G>>2];h=a+60|0;g=+n[h>>2];J=a+56|0;B=+n[J>>2];p=a+44|0;x=+n[p>>2];E=a+24|0;f=a+52|0;C=+n[f>>2];F=a+36|0;d=+n[F>>2];i=a+28|0;n[b>>2]=+n[i>>2]*(B*d-o*C)+(+n[H>>2]*(o*g-B*x)+ +n[E>>2]*(x*C-g*d));d=+n[J>>2];y=a+12|0;g=+n[y>>2];z=a+8|0;C=+n[z>>2];x=+n[h>>2];A=a+4|0;B=+n[A>>2];o=+n[f>>2];w=b+4|0;n[w>>2]=-(+n[p>>2]*(C*o-d*B)+(+n[F>>2]*(d*g-C*x)+ +n[G>>2]*(x*B-g*o)));o=+n[z>>2];g=+n[i>>2];B=+n[E>>2];x=+n[y>>2];C=+n[H>>2];d=+n[A>>2];v=b+8|0;n[v>>2]=+n[h>>2]*(B*d-o*C)+(+n[f>>2]*(o*g-B*x)+ +n[J>>2]*(x*C-g*d));d=+n[E>>2];g=+n[p>>2];C=+n[G>>2];x=+n[i>>2];B=+n[F>>2];o=+n[H>>2];u=b+12|0;n[u>>2]=-(+n[y>>2]*(C*o-d*B)+(+n[A>>2]*(d*g-C*x)+ +n[z>>2]*(x*B-g*o)));D=a+32|0;o=+n[D>>2];g=+n[f>>2];I=a+48|0;B=+n[I>>2];x=+n[F>>2];c=a+16|0;C=+n[h>>2];d=+n[p>>2];m=b+32|0;n[m>>2]=+n[H>>2]*(B*d-o*C)+(+n[i>>2]*(o*g-B*x)+ +n[c>>2]*(x*C-g*d));d=+n[I>>2];g=+n[A>>2];C=+n[a>>2];x=+n[f>>2];B=+n[y>>2];o=+n[h>>2];l=b+36|0;n[l>>2]=-(+n[F>>2]*(C*o-d*B)+(+n[p>>2]*(d*g-C*x)+ +n[D>>2]*(x*B-g*o)));o=+n[a>>2];g=+n[H>>2];B=+n[c>>2];x=+n[A>>2];C=+n[i>>2];d=+n[y>>2];k=b+40|0;n[k>>2]=+n[f>>2]*(B*d-o*C)+(+n[h>>2]*(o*g-B*x)+ +n[I>>2]*(x*C-g*d));d=+n[c>>2];g=+n[F>>2];C=+n[D>>2];x=+n[H>>2];B=+n[p>>2];o=+n[i>>2];j=b+44|0;n[j>>2]=-(+n[A>>2]*(C*o-d*B)+(+n[y>>2]*(d*g-C*x)+ +n[a>>2]*(x*B-g*o)));o=+n[p>>2];g=+n[I>>2];B=+n[h>>2];x=+n[D>>2];C=+n[J>>2];d=+n[G>>2];s=b+16|0;n[s>>2]=-(+n[c>>2]*(B*d-o*C)+(+n[E>>2]*(o*g-B*x)+ +n[i>>2]*(x*C-g*d)));d=+n[h>>2];g=+n[a>>2];C=+n[y>>2];x=+n[I>>2];B=+n[z>>2];o=+n[J>>2];r=b+20|0;n[r>>2]=+n[D>>2]*(C*o-d*B)+(+n[G>>2]*(d*g-C*x)+ +n[p>>2]*(x*B-g*o));o=+n[y>>2];g=+n[c>>2];B=+n[i>>2];x=+n[a>>2];C=+n[E>>2];d=+n[z>>2];q=b+24|0;n[q>>2]=-(+n[I>>2]*(B*d-o*C)+(+n[J>>2]*(o*g-B*x)+ +n[h>>2]*(x*C-g*d)));d=+n[i>>2];g=+n[D>>2];C=+n[p>>2];x=+n[c>>2];B=+n[G>>2];o=+n[E>>2];p=b+28|0;n[p>>2]=+n[a>>2]*(C*o-d*B)+(+n[z>>2]*(d*g-C*x)+ +n[y>>2]*(x*B-g*o));o=+n[F>>2];g=+n[J>>2];B=+n[f>>2];x=+n[G>>2];C=+n[I>>2];d=+n[D>>2];d=-(+n[E>>2]*(B*d-o*C)+(+n[c>>2]*(o*g-B*x)+ +n[H>>2]*(x*C-g*d)));i=b+48|0;n[i>>2]=d;g=+n[f>>2];C=+n[z>>2];x=+n[A>>2];B=+n[J>>2];o=+n[a>>2];t=+n[I>>2];h=b+52|0;n[h>>2]=+n[G>>2]*(x*t-g*o)+(+n[D>>2]*(g*C-x*B)+ +n[F>>2]*(B*o-C*t));t=+n[A>>2];C=+n[E>>2];o=+n[H>>2];B=+n[z>>2];x=+n[c>>2];g=+n[a>>2];g=-(+n[J>>2]*(o*g-t*x)+(+n[I>>2]*(t*C-o*B)+ +n[f>>2]*(B*x-C*g)));f=b+56|0;n[f>>2]=g;C=+n[H>>2];x=+n[G>>2];B=+n[F>>2];o=+n[E>>2];t=+n[D>>2];e=+n[c>>2];e=+n[z>>2]*(B*e-C*t)+(+n[a>>2]*(C*x-B*o)+ +n[A>>2]*(o*t-x*e));c=b+60|0;n[c>>2]=e;x=+n[b>>2];t=+n[s>>2];o=+n[m>>2];d=+n[a>>2]*x+ +n[A>>2]*t+(+n[z>>2]*o+ +n[y>>2]*d);n[b>>2]=x/d;n[w>>2]=+n[w>>2]/d;n[v>>2]=+n[v>>2]/d;n[u>>2]=+n[u>>2]/d;n[s>>2]=t/d;n[r>>2]=+n[r>>2]/d;n[q>>2]=+n[q>>2]/d;n[p>>2]=+n[p>>2]/d;n[m>>2]=o/d;n[l>>2]=+n[l>>2]/d;n[k>>2]=+n[k>>2]/d;n[j>>2]=+n[j>>2]/d;n[i>>2]=+n[i>>2]/d;n[h>>2]=+n[h>>2]/d;n[f>>2]=g/d;n[c>>2]=e/d;return}function Uhb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;if(c==0.0)if(b<1.1754943508222875e-38){b=1.1754943508222875e-38;c=1.1754943508222875e-38}else c=1.1754943508222875e-38;d=+U(+((+V(+b)-+V(+c))/31.0));n[a+12>>2]=c;c=d*(d*(d*c));n[a+28>>2]=c;c=d*c;n[a+44>>2]=c;c=d*c;n[a+60>>2]=c;c=d*c;n[a+76>>2]=c;c=d*c;n[a+92>>2]=c;c=d*c;n[a+108>>2]=c;c=d*c;n[a+124>>2]=c;c=d*c;n[a+140>>2]=c;c=d*c;n[a+156>>2]=c;c=d*c;n[a+172>>2]=c;c=d*c;n[a+188>>2]=c;c=d*c;n[a+204>>2]=c;c=d*c;n[a+220>>2]=c;n[a+236>>2]=d*c;n[a+252>>2]=b;return}function Vhb(a){a=a|0;var b=0,c=0,d=0;b=f[a+16>>2]|0;c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+32>>2]|0;c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+48>>2]|0;c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+64>>2]|0;c=a+68|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+80>>2]|0;c=a+84|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+96>>2]|0;c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+112>>2]|0;c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+128>>2]|0;c=a+132|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+144>>2]|0;c=a+148|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+160>>2]|0;c=a+164|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+176>>2]|0;c=a+180|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+192>>2]|0;c=a+196|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+208>>2]|0;c=a+212|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+224>>2]|0;c=a+228|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+240>>2]|0;c=a+244|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+256>>2]|0;c=a+260|0;d=f[c>>2]|0;if((d|0)==(b|0)){d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}function Whb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+32|0;i=j;h=f[a+196>>2]|0;if(!(h&1792|c)){i=0;u=j;return i|0}c=b[a+192>>0]|0;if(!((c&7&((c&255)>>>3&7|b[d>>0]))<<24>>24)){i=0;u=j;return i|0}if(h&134217728|0){d=f[a+104>>2]|0;if(+n[g>>2]*+n[d+312>>2]+(+n[g+4>>2]*+n[d+316>>2]+ +n[g+8>>2]*+n[d+320>>2])<+n[d+324>>2]){i=0;u=j;return i|0}}if(h&33554456|0){i=1;u=j;return i|0}d=a+200|0;c=f[d>>2]|0;if(!((c&33554432|0)==0&0==0)){LJa(a);c=f[d>>2]|0}p[i>>3]=+n[a+168>>2]+ +n[a+156>>2];p[i+8>>3]=+n[a+172>>2]+ +n[a+160>>2];p[i+16>>3]=+n[a+176>>2]+ +n[a+164>>2];if(!((c&16777216|0)==0&0==0))MJa(a);i=lib(e,i,+n[a+152>>2])|0;u=j;return i|0}function Xhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function Yhb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else Xhb(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function Zhb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0;f=+p[b>>3];h=+p[b+8>>3];e=+p[b+16>>3];i=+p[c>>3];g=+p[c+8>>3];d=+p[c+16>>3];q=+p[a>>3]*f+(+p[a+8>>3]*h+ +p[a+16>>3]*e);r=+p[a+192>>3]*i+(+p[a+200>>3]*g+ +p[a+208>>3]*d);s=+p[a+24>>3];if(q+r<=s){a=0;return a|0}t=+p[a+32>>3]*f+(+p[a+40>>3]*h+ +p[a+48>>3]*e);u=+p[a+216>>3]*i+(+p[a+224>>3]*g+ +p[a+232>>3]*d);v=+p[a+56>>3];if(t+u<=v){a=0;return a|0}w=+p[a+64>>3]*f+(+p[a+72>>3]*h+ +p[a+80>>3]*e);x=+p[a+240>>3]*i+(+p[a+248>>3]*g+ +p[a+256>>3]*d);y=+p[a+88>>3];if(w+x<=y){a=0;return a|0}j=+p[a+96>>3]*f+(+p[a+104>>3]*h+ +p[a+112>>3]*e);k=+p[a+264>>3]*i+(+p[a+272>>3]*g+ +p[a+280>>3]*d);l=+p[a+120>>3];if(j+k<=l){a=0;return a|0}m=+p[a+128>>3]*f+(+p[a+136>>3]*h+ +p[a+144>>3]*e);n=+p[a+288>>3]*i+(+p[a+296>>3]*g+ +p[a+304>>3]*d);o=+p[a+152>>3];if(m+n<=o){a=0;return a|0}f=+p[a+160>>3]*f+(+p[a+168>>3]*h+ +p[a+176>>3]*e);e=+p[a+312>>3]*i+(+p[a+320>>3]*g+ +p[a+328>>3]*d);d=+p[a+184>>3];if(f+e<=d){a=0;return a|0}a=f-e<d|(m-n<o|(j-k<l|(w-x<y|(t-u<v|q-r<s))))?1:2;return a|0}function _hb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|268435456;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else uib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function $hb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|536870912;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else tib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function aib(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;f[k>>2]=c;l=f[a>>2]|0;d=l+832|0;e=c+196|0;g=f[e>>2]|0;if(!((b[d>>0]&8)!=0|(g&4|0)==0)){u=m;return}if(!(g&2048)){g=f[a+16>>2]|0;if(!(bib(c,f[f[g>>2]>>2]|0,f[g+4>>2]|0,f[g+8>>2]|0,f[g+12>>2]|0)|0)){if(b[d>>0]&16){u=m;return}f[e>>2]=f[e>>2]&-1793;u=m;return}g=f[a+8>>2]|0;e=c+200|0;d=f[e>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[e>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(c);j=+n[g+12>>2]+(+n[c+168>>2]*+n[g>>2]+(+n[c+172>>2]*+n[g+4>>2]+ +n[c+176>>2]*+n[g+8>>2]));j=j*j;Yhb(l+4|0,+n[c+152>>2]/(j<9.999999747378752e-06?9.999999747378752e-06:j),k,f[a+12>>2]|0);u=m;return}else{g=f[a+4>>2]|0;if(!(Whb(c,f[f[g>>2]>>2]|0,f[g+4>>2]|0,f[g+8>>2]|0,f[g+12>>2]|0)|0)){if(b[d>>0]&16){u=m;return}f[e>>2]=f[e>>2]&-1793;u=m;return}g=f[a+8>>2]|0;e=c+200|0;d=f[e>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[e>>2]|0}h=+n[c+168>>2]+ +n[c+156>>2];i=+n[c+172>>2]+ +n[c+160>>2];j=+n[c+176>>2]+ +n[c+164>>2];if(!((d&16777216|0)==0&0==0))MJa(c);j=+n[g+12>>2]+(h*+n[g>>2]+(i*+n[g+4>>2]+j*+n[g+8>>2]));j=j*j;Yhb(l+4|0,+n[c+152>>2]/(j<9.999999747378752e-06?9.999999747378752e-06:j),k,f[a+12>>2]|0);u=m;return}}function bib(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0,j=0,k=0;k=u;u=u+32|0;j=k;i=f[a+196>>2]|0;if(!(i&1792|c)){j=0;u=k;return j|0}c=b[a+192>>0]|0;if(!((c&7&((c&255)>>>3&7|b[d>>0]))<<24>>24)){j=0;u=k;return j|0}if(i&134217728|0){d=f[a+104>>2]|0;if(+n[g>>2]*+n[d+312>>2]+(+n[g+4>>2]*+n[d+316>>2]+ +n[g+8>>2]*+n[d+320>>2])<+n[d+324>>2]){j=0;u=k;return j|0}}if(i&33554456|0){j=1;u=k;return j|0}d=a+200|0;c=(f[d>>2]&33554432|0)==0&0==0;if(!(i&2048)){if(!c)LJa(a);p[j>>3]=+n[a+168>>2];p[j+8>>3]=+n[a+172>>2];h=+n[a+176>>2]}else{if(!c)LJa(a);p[j>>3]=+n[a+168>>2]+ +n[a+156>>2];p[j+8>>3]=+n[a+172>>2]+ +n[a+160>>2];h=+n[a+176>>2]+ +n[a+164>>2]}p[j+16>>3]=h;if(!((f[d>>2]&16777216|0)==0&0==0))MJa(a);j=lib(e,j,+n[a+152>>2])|0;u=k;return j|0}function cib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;t=v;f[b>>2]=(f[b>>2]|0)+-1;s=b+4|0;c=f[s>>2]|0;a:do if(c|0){e=f[b+12+(c<<4)+4>>2]|0;d=f[b+12+(c<<4)+8>>2]|0;if((e|0)==(d|0)){do{c=c+-1|0;f[s>>2]=c;if(!c)break a;e=f[b+12+(c<<4)+4>>2]|0;d=f[b+12+(c<<4)+8>>2]|0}while((e|0)==(d|0));g=d-e|0;q=g>>4;if((g|0)>16){r=(q+-2|0)/2|0;if((g|0)>=32){p=r;while(1){j=e+(p<<4)|0;c=p<<4;if((r|0)>=(c>>4|0)){d=c>>3|1;c=e+(d<<4)|0;h=c;g=d+1|0;if((g|0)<(q|0)){c=c+16|0;if(+n[e+(d<<4)+4>>2]<+n[c+4>>2])d=g;else c=h}else c=h;l=+n[e+(p<<4)+4>>2];if(!(+n[c+4>>2]<l)){k=f[j>>2]|0;o=e+(p<<4)+8|0;m=f[o>>2]|0;o=f[o+4>>2]|0;while(1){i=j;j=c;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];if((r|0)<(d|0))break;d=d<<1|1;h=e+(d<<4)|0;g=h;i=d+1|0;if((i|0)<(q|0)){h=h+16|0;if(+n[e+(d<<4)+4>>2]<+n[h+4>>2]){d=i;g=h}}if(+n[g+4>>2]<l)break;else c=g}j=c;f[c>>2]=k;n[j+4>>2]=l;k=j+8|0;f[k>>2]=m;f[k+4>>2]=o}}if((p|0)>0)p=p+-1|0;else break}e=f[s>>2]|0;c=e;d=f[b+12+(e<<4)+8>>2]|0;e=f[b+12+(e<<4)+4>>2]|0}}}r=b+12+(c<<4)+8|0;g=d-e|0;c=g>>4;if((g|0)>16){q=d+-16|0;f[t>>2]=f[e>>2];f[t+4>>2]=f[e+4>>2];f[t+8>>2]=f[e+8>>2];f[t+12>>2]=f[e+12>>2];f[e>>2]=f[q>>2];f[e+4>>2]=f[q+4>>2];f[e+8>>2]=f[q+8>>2];f[e+12>>2]=f[q+12>>2];f[q>>2]=f[t>>2];f[q+4>>2]=f[t+4>>2];f[q+8>>2]=f[t+8>>2];f[q+12>>2]=f[t+12>>2];q=c+-1|0;if((c|0)!=2){p=(c+-3|0)/2|0;c=e+16|0;if((g|0)>48)if(+n[e+20>>2]<+n[e+36>>2]){d=2;c=e+32|0}else d=1;else d=1;l=+n[e+4>>2];if(!(+n[c+4>>2]<l)){k=f[e>>2]|0;o=e+8|0;m=f[o>>2]|0;o=f[o+4>>2]|0;j=e;while(1){t=j;j=c;f[t>>2]=f[j>>2];f[t+4>>2]=f[j+4>>2];f[t+8>>2]=f[j+8>>2];f[t+12>>2]=f[j+12>>2];if((p|0)<(d|0))break;d=d<<1|1;h=e+(d<<4)|0;g=h;i=d+1|0;if((i|0)<(q|0)){h=h+16|0;if(+n[e+(d<<4)+4>>2]<+n[h+4>>2]){d=i;g=h}}if(+n[g+4>>2]<l)break;else c=g}t=c;f[c>>2]=k;n[t+4>>2]=l;t=t+8|0;f[t>>2]=m;f[t+4>>2]=o}}}t=(f[r>>2]|0)+-16|0;f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];f[r>>2]=t;u=v;return}while(0);g=b+8|0;s=f[g>>2]|0;h=f[b+16>>2]|0;c=h+(s<<4)|0;f[t>>2]=f[c>>2];f[t+4>>2]=f[c+4>>2];f[t+8>>2]=f[c+8>>2];f[t+12>>2]=f[c+12>>2];s=s+1|0;f[g>>2]=s;c=b+20|0;b=f[c>>2]|0;d=h;e=b;if((s|0)==(b-d>>4|0)){f[g>>2]=0;if((h|0)!=(e|0))f[c>>2]=e+(~((e+-16-d|0)>>>4)<<4)};f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];u=v;return}function dib(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;r=a+4|0;b=f[r>>2]|0;a:do if(b|0){c=f[a+12+(b<<4)+4>>2]|0;if((c|0)!=(f[a+12+(b<<4)+8>>2]|0)){r=c;return r|0}do{b=b+-1|0;f[r>>2]=b;if(!b)break a;q=f[a+12+(b<<4)+4>>2]|0;c=f[a+12+(b<<4)+8>>2]|0}while((q|0)==(c|0));b=c-q|0;o=b>>4;if((b|0)<=16){r=q;return r|0}p=(o+-2|0)/2|0;if((b|0)<32){r=q;return r|0}else m=p;while(1){h=q+(m<<4)|0;b=m<<4;if((p|0)>=(b>>4|0)){c=b>>3|1;b=q+(c<<4)|0;e=b;d=c+1|0;if((d|0)<(o|0)){b=b+16|0;if(+n[q+(c<<4)+4>>2]<+n[b+4>>2])c=d;else b=e}else b=e;j=+n[q+(m<<4)+4>>2];if(!(+n[b+4>>2]<j)){i=f[h>>2]|0;l=q+(m<<4)+8|0;k=f[l>>2]|0;l=f[l+4>>2]|0;while(1){g=h;h=b;f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];f[g+12>>2]=f[h+12>>2];if((p|0)<(c|0))break;c=c<<1|1;e=q+(c<<4)|0;d=e;g=c+1|0;if((g|0)<(o|0)){e=e+16|0;if(+n[q+(c<<4)+4>>2]<+n[e+4>>2]){c=g;d=e}}if(+n[d+4>>2]<j)break;else b=d}h=b;f[b>>2]=i;n[h+4>>2]=j;i=h+8|0;f[i>>2]=k;f[i+4>>2]=l}}if((m|0)>0)m=m+-1|0;else break}r=f[a+12+(f[r>>2]<<4)+4>>2]|0;return r|0}while(0);r=(f[a+16>>2]|0)+(f[a+8>>2]<<4)|0;return r|0}function eib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function fib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function gib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;m=0;p=u;u=u+880|0;k=b;a:while(1){d=k;i=k+-16|0;e=k+-32|0;j=k+-4|0;b=a;while(1){o=b;f[p+48>>2]=c;f[p+56>>2]=b;f[p+120>>2]=k;f[p+160>>2]=o;f[p+296>>2]=g;f[p+560>>2]=h;f[p+632>>2]=d;f[p+648>>2]=i;f[p+688>>2]=e;f[p+720>>2]=j;f[p+816>>2]=m;f[p+832>>2]=0;f[p+836>>2]=0;Hjb(p);b=f[p+56>>2]|0;o=f[p+160>>2]|0;g=f[p+296>>2]|0;h=f[p+560>>2]|0;m=f[p+816>>2]|0;G=f[p+832>>2]|0;D=f[p+836>>2]|0;H=+n[p+836>>2];f[p+832>>2]=0;f[p+836>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 13:break a}if((G|0)==3)continue}if((m|0)==91){m=0;gib(g+16|0,k,c);a=o;k=g;continue}else if((m|0)==92){m=0;if(h){m=93;break}else{a=o;k=g;continue}}}a=1;if(a)if((m|0)==5){a=f[i>>2]|0;b=f[o>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[j>>2]|0)>=(f[o+12>>2]|0)){u=p;return}};f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];f[o>>2]=f[i>>2];f[o+4>>2]=f[i+4>>2];f[o+8>>2]=f[i+8>>2];f[o+12>>2]=f[i+12>>2];f[i>>2]=f[p>>2];f[i+4>>2]=f[p+4>>2];f[i+8>>2]=f[p+8>>2];f[i+12>>2]=f[p+12>>2];u=p;return}else if((m|0)==9){qib(o,o+16|0,i,c)|0;u=p;return}else a=1;if(a)if((m|0)==10){e=o+16|0;d=o+32|0;qib(o,e,d,c)|0;a=f[i>>2]|0;b=f[d>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[j>>2]|0)>=(f[o+44>>2]|0)){u=p;return}};f[p>>2]=f[d>>2];f[p+4>>2]=f[d+4>>2];f[p+8>>2]=f[d+8>>2];f[p+12>>2]=f[d+12>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];f[d+12>>2]=f[i+12>>2];f[i>>2]=f[p>>2];f[i+4>>2]=f[p+4>>2];f[i+8>>2]=f[p+8>>2];f[i+12>>2]=f[p+12>>2];a=f[d>>2]|0;b=f[e>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[o+44>>2]|0)>=(f[o+28>>2]|0)){u=p;return}};f[p>>2]=f[e>>2];f[p+4>>2]=f[e+4>>2];f[p+8>>2]=f[e+8>>2];f[p+12>>2]=f[e+12>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[e+12>>2]=f[d+12>>2];f[d>>2]=f[p>>2];f[d+4>>2]=f[p+4>>2];f[d+8>>2]=f[p+8>>2];f[d+12>>2]=f[p+12>>2];a=f[e>>2]|0;b=f[o>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[o+28>>2]|0)>=(f[o+12>>2]|0)){u=p;return}};f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];f[o>>2]=f[e>>2];f[o+4>>2]=f[e+4>>2];f[o+8>>2]=f[e+8>>2];f[o+12>>2]=f[e+12>>2];f[e>>2]=f[p>>2];f[e+4>>2]=f[p+4>>2];f[e+8>>2]=f[p+8>>2];f[e+12>>2]=f[p+12>>2];u=p;return}else if((m|0)==20){rib(o,o+16|0,o+32|0,o+48|0,i,c)|0;u=p;return}else a=1;if(a)if((m|0)==22){b=o+32|0;qib(o,o+16|0,b,c)|0;a=o+48|0;if((a|0)==(k|0)){u=p;return}while(1){c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0){l=f[a+12>>2]|0;m=27}else if((c|0)==(d|0)){d=f[a+12>>2]|0;if((d|0)<(f[b+12>>2]|0)){l=d;m=27}}if((m|0)==27){m=0;h=a+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];b:do if((b|0)==(o|0))b=o;else while(1){d=b;b=b+-16|0;e=f[b>>2]|0;if(c>>>0>=e>>>0){if((c|0)!=(e|0)){b=d;break b}if((l|0)>=(f[d+-4>>2]|0)){b=d;break b}};f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];if((b|0)==(o|0)){b=o;break}}while(0);f[b>>2]=c;j=b+4|0;f[j>>2]=g;f[j+4>>2]=h;f[b+12>>2]=l}b=a+16|0;if((b|0)==(k|0))break;else{j=a;a=b;b=j}}u=p;return}else if((m|0)==93)if(1){u=p;return}}function hib(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|134217728;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else pib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function iib(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;h=l;n[h>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)i=0;else if(+n[a+28>>2]>b)i=1;else if(+n[a+44>>2]>b)i=2;else if(+n[a+60>>2]>b)i=3;else if(+n[a+76>>2]>b)i=4;else if(+n[a+92>>2]>b)i=5;else if(+n[a+108>>2]>b)i=6;else if(+n[a+124>>2]>b)i=7;else if(+n[a+140>>2]>b)i=8;else if(+n[a+156>>2]>b)i=9;else if(+n[a+172>>2]>b)i=10;else if(+n[a+188>>2]>b)i=11;else if(+n[a+204>>2]>b)i=12;else if(+n[a+220>>2]>b)i=13;else if(+n[a+236>>2]>b)i=14;else i=15;j=a+12+(i<<4)+4|0;k=a+12+(i<<4)+8|0;g=f[k>>2]|0;if(g>>>0<(f[a+12+(i<<4)+12>>2]|0)>>>0){h=f[d>>2]|0;e=f[e>>2]|0;f[g>>2]=f[c>>2];n[g+4>>2]=b;f[g+8>>2]=e&-939524097;f[g+12>>2]=h;f[k>>2]=(f[k>>2]|0)+16}else oib(j,h,c,d,e);a=a+4|0;g=f[a>>2]|0;if(i>>>0>g>>>0){f[a>>2]=i;u=l;return}if(!((i|0)!=0&(i|0)==(g|0))){u=l;return}i=f[j>>2]|0;g=f[k>>2]|0;a=g-i|0;if((a|0)<=16){u=l;return}a=((a>>>4)+-2|0)/2|0;c=g+-16|0;b=+n[g+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=l;return}h=f[c>>2]|0;e=g+-8|0;d=f[e>>2]|0;e=f[e+4>>2]|0;while(1){k=c;c=i+(a<<4)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];if(!a){a=0;break}g=(a+-1|0)/2|0;if(!(+n[i+(g<<4)+4>>2]<b))break;else a=g}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;k=i+(a<<4)+8|0;f[k>>2]=d;f[k+4>>2]=e;u=l;return}function jib(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0.0,l=0,m=0,o=0,q=0,r=0,s=0;r=u;u=u+32|0;o=r+24|0;q=r+28|0;m=r;f[o>>2]=c;d=f[d+8>>2]|0;s=d&1792;f[q>>2]=s;l=f[c+196>>2]|0;do if(l&1792|s|0){s=b[c+192>>0]|0;if((s&7&((s&255)>>>3&7|b[e>>0]))<<24>>24){if(l&134217728|0){s=f[c+104>>2]|0;if(+n[i>>2]*+n[s+312>>2]+(+n[i+4>>2]*+n[s+316>>2]+ +n[i+8>>2]*+n[s+320>>2])<+n[s+324>>2])break}if(!(d&1073741824)){l=c+200|0;d=f[l>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[l>>2]|0}p[m>>3]=+n[c+168>>2];p[m+8>>3]=+n[c+172>>2];p[m+16>>3]=+n[c+176>>2];if(!((d&16777216|0)==0&0==0))MJa(c);if(!(lib(g,m,+n[c+152>>2])|0))break}i=a+4|0;if(j){e=f[o>>2]|0;l=e+200|0;d=f[l>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(e);d=f[l>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(e);k=+n[h+12>>2]+(+n[e+168>>2]*+n[h>>2]+(+n[e+172>>2]*+n[h+4>>2]+ +n[e+176>>2]*+n[h+8>>2]));k=k*k;k=+n[e+152>>2]/(k<9.999999747378752e-06?9.999999747378752e-06:k)}else k=0.0;mib(i,k,o,q);u=r;return}}while(0);if(b[a+832>>0]&16){u=r;return}s=(f[o>>2]|0)+196|0;f[s>>2]=f[s>>2]&-1793;u=r;return}function kib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function lib(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0)if(d*d*+p[a+480>>3]>=c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0)if(d*d*+p[a+488>>3]>=c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0)if(d*d*+p[a+496>>3]>=c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0)if(d*d*+p[a+504>>3]>=c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0)if(d*d*+p[a+512>>3]>=c){a=0;return a|0}d=+p[a+160>>3]*f+(+p[a+168>>3]*g+ +p[a+176>>3]*e)-+p[a+184>>3];if(d<0.0)if(d*d*+p[a+520>>3]>=c){a=0;return a|0}a=1;return a|0}function mib(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else nib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function nib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function oib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=a+4|0;m=f[a>>2]|0;n=(f[l>>2]|0)-m|0;o=n>>4;g=o+1|0;if(g>>>0>268435455)AMb(a);i=a+8|0;p=(f[i>>2]|0)-m|0;h=p>>3;g=p>>4>>>0<134217727?(h>>>0<g>>>0?g:h):268435455;do if(!g){j=0;k=0}else if(g>>>0>268435455)vd();else{k=pOb(g<<4)|0;j=k;break}while(0);h=j+(o<<4)|0;b=f[b>>2]|0;p=f[d>>2]|0;e=f[e>>2]|0;f[h>>2]=f[c>>2];f[j+(o<<4)+4>>2]=b;f[j+(o<<4)+8>>2]=e&-939524097;f[j+(o<<4)+12>>2]=p;if((n|0)>0)bQb(k|0,m|0,n|0)|0;f[a>>2]=j;f[l>>2]=h+16;f[i>>2]=j+(g<<4);if(!m)return;sOb(m);return}function pib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|134217728;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function qib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;g=f[b>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if((g|0)==(d|0))e=(f[b+12>>2]|0)<(f[a+12>>2]|0);else e=0;d=f[c>>2]|0;if(d>>>0<g>>>0)d=1;else if((d|0)==(g|0))d=(f[c+12>>2]|0)<(f[b+12>>2]|0);else d=0;if(!e){if(!d){b=0;u=i;return b|0};f[h>>2]=f[b>>2];f[h+4>>2]=f[b+4>>2];f[h+8>>2]=f[b+8>>2];f[h+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];d=f[b>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if((d|0)!=(e|0)){b=1;u=i;return b|0}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){b=1;u=i;return b|0}};f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[h>>2];f[b+4>>2]=f[h+4>>2];f[b+8>>2]=f[h+8>>2];f[b+12>>2]=f[h+12>>2];b=2;u=i;return b|0}if(d){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];b=1;u=i;return b|0};f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[h>>2];f[b+4>>2]=f[h+4>>2];f[b+8>>2]=f[h+8>>2];f[b+12>>2]=f[h+12>>2];d=f[c>>2]|0;e=f[b>>2]|0;if(d>>>0>=e>>>0){if((d|0)!=(e|0)){b=1;u=i;return b|0}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){b=1;u=i;return b|0}};f[h>>2]=f[b>>2];f[h+4>>2]=f[b+4>>2];f[h+8>>2]=f[b+8>>2];f[h+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];b=2;u=i;return b|0}function rib(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l;j=qib(a,b,c,g)|0;g=f[d>>2]|0;h=f[c>>2]|0;if(g>>>0<h>>>0)i=4;else if((g|0)==(h|0))if((f[d+12>>2]|0)<(f[c+12>>2]|0))i=4;do if((i|0)==4){f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[c+12>>2]=f[d+12>>2];f[d>>2]=f[k>>2];f[d+4>>2]=f[k+4>>2];f[d+8>>2]=f[k+8>>2];f[d+12>>2]=f[k+12>>2];g=j+1|0;h=f[c>>2]|0;i=f[b>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){j=g;break}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){j=g;break}};f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[k+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];g=j+2|0;h=f[b>>2]|0;i=f[a>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){j=g;break}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){j=g;break}};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[k>>2];f[b+4>>2]=f[k+4>>2];f[b+8>>2]=f[k+8>>2];f[b+12>>2]=f[k+12>>2];j=j+3|0}while(0);g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if((g|0)!=(h|0)){k=j;u=l;return k|0}if((f[e+12>>2]|0)>=(f[d+12>>2]|0)){k=j;u=l;return k|0}};f[k>>2]=f[d>>2];f[k+4>>2]=f[d+4>>2];f[k+8>>2]=f[d+8>>2];f[k+12>>2]=f[d+12>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];f[e+12>>2]=f[k+12>>2];g=j+1|0;h=f[d>>2]|0;i=f[c>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[d+12>>2]|0)>=(f[c+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[c+12>>2]=f[d+12>>2];f[d>>2]=f[k>>2];f[d+4>>2]=f[k+4>>2];f[d+8>>2]=f[k+8>>2];f[d+12>>2]=f[k+12>>2];g=j+2|0;h=f[c>>2]|0;i=f[b>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[k+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];g=j+3|0;h=f[b>>2]|0;i=f[a>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[k>>2];f[b+4>>2]=f[k+4>>2];f[b+8>>2]=f[k+8>>2];f[b+12>>2]=f[k+12>>2];k=j+4|0;u=l;return k|0}function sib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;l=m;switch(b-a>>4|0){case 2:{d=b+-16|0;e=f[d>>2]|0;c=f[a>>2]|0;if(e>>>0>=c>>>0){if((e|0)!=(c|0)){l=1;u=m;return l|0}if((f[b+-4>>2]|0)>=(f[a+12>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];f[d+12>>2]=f[l+12>>2];l=1;u=m;return l|0}case 3:{qib(a,a+16|0,b+-16|0,c)|0;l=1;u=m;return l|0}case 4:{h=a+16|0;g=a+32|0;e=b+-16|0;qib(a,h,g,c)|0;c=f[e>>2]|0;d=f[g>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[b+-4>>2]|0)>=(f[a+44>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[g>>2];f[l+4>>2]=f[g+4>>2];f[l+8>>2]=f[g+8>>2];f[l+12>>2]=f[g+12>>2];f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[e+12>>2]=f[l+12>>2];c=f[g>>2]|0;d=f[h>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[a+44>>2]|0)>=(f[a+28>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[h>>2];f[l+4>>2]=f[h+4>>2];f[l+8>>2]=f[h+8>>2];f[l+12>>2]=f[h+12>>2];f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];f[g>>2]=f[l>>2];f[g+4>>2]=f[l+4>>2];f[g+8>>2]=f[l+8>>2];f[g+12>>2]=f[l+12>>2];c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[a+28>>2]|0)>=(f[a+12>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];f[a>>2]=f[h>>2];f[a+4>>2]=f[h+4>>2];f[a+8>>2]=f[h+8>>2];f[a+12>>2]=f[h+12>>2];f[h>>2]=f[l>>2];f[h+4>>2]=f[l+4>>2];f[h+8>>2]=f[l+8>>2];f[h+12>>2]=f[l+12>>2];l=1;u=m;return l|0}case 5:{rib(a,a+16|0,a+32|0,a+48|0,b+-16|0,c)|0;l=1;u=m;return l|0}case 1:case 0:{l=1;u=m;return l|0}default:{e=a+32|0;qib(a,a+16|0,e,c)|0;c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){j=f[c>>2]|0;g=f[e>>2]|0;if(j>>>0<g>>>0){g=f[c+12>>2]|0;k=24}else if((j|0)==(g|0)){g=f[c+12>>2]|0;if((g|0)<(f[e+12>>2]|0))k=24}if((k|0)==24){k=0;n=c+4|0;h=f[n+4>>2]|0;i=l;f[i>>2]=f[n>>2];f[i+4>>2]=h;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];b:do if((e|0)==(a|0))e=a;else{h=e;while(1){e=h;h=h+-16|0;i=f[h>>2]|0;if(j>>>0>=i>>>0){if((j|0)!=(i|0))break b;if((g|0)>=(f[e+-4>>2]|0))break b};f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[e+12>>2]=f[h+12>>2];if((h|0)==(a|0)){e=a;break}}}while(0);f[e>>2]=j;i=l;j=f[i+4>>2]|0;n=e+4|0;f[n>>2]=f[i>>2];f[n+4>>2]=j;f[e+12>>2]=g;d=d+1|0;if((d|0)==8){d=0;c=(c+16|0)==(b|0);break a}}e=c+16|0;if((e|0)==(b|0)){d=1;c=0;break}else{n=c;c=e;e=n}}}while(0);n=c|d;u=m;return n|0}}return 0}function tib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|536870912;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function uib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|268435456;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function vib(a){a=a|0;var b=0,c=0,d=0,e=0;Vhb(a+4|0);b=f[a+272>>2]|0;c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+296>>2]|0;c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);f[a+308>>2]=0;b=f[a+808>>2]|0;c=a+812|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-60-b|0)>>>0)/60|0)*60|0);f[a+820>>2]=0;b=f[a+312>>2]|0;e=f[a+316>>2]|0;if((b|0)==(e|0))return;do{c=f[b+504>>2]|0;d=b+508|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~(((a+-60-c|0)>>>0)/60|0)*60|0);f[b+516>>2]=0;b=b+524|0}while((b|0)!=(e|0));return}function wib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;k=e;c=c&255;f[k>>2]=f[b+(c<<2)>>2];f[k+4>>2]=f[b+12+(c<<2)>>2];d=+Qib(k,d);k=f[b>>2]|0;f[a>>2]=k;j=f[b+4>>2]|0;f[a+4>>2]=j;i=f[b+8>>2]|0;f[a+8>>2]=i;h=f[b+12>>2]|0;f[a+12>>2]=h;g=f[b+16>>2]|0;f[a+16>>2]=g;b=f[b+20>>2]|0;f[a+20>>2]=b;n[a+12+(c<<2)>>2]=d;f[a+24>>2]=k;f[a+28>>2]=j;f[a+32>>2]=i;f[a+36>>2]=h;f[a+40>>2]=g;f[a+44>>2]=b;n[a+24+(c<<2)>>2]=d;u=e;return}function xib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0;c=c&255;j=f[b>>2]|0;f[a>>2]=j;i=f[b+4>>2]|0;f[a+4>>2]=i;h=f[b+8>>2]|0;f[a+8>>2]=h;g=f[b+12>>2]|0;f[a+12>>2]=g;e=f[b+16>>2]|0;f[a+16>>2]=e;b=f[b+20>>2]|0;f[a+20>>2]=b;n[a+12+(c<<2)>>2]=d;f[a+24>>2]=j;f[a+28>>2]=i;f[a+32>>2]=h;f[a+36>>2]=g;f[a+40>>2]=e;f[a+44>>2]=b;n[a+24+(c<<2)>>2]=d;return}function yib(){if(b[257144]|0)return;if(!(MPb(257144)|0))return;return}function zib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0;n=u;u=u+32|0;m=n;c=f[a>>2]|0;i=f[a+4>>2]|0;if((c|0)==(i|0)){m=1;u=n;return m|0}j=b+8|0;k=b+16|0;l=b+24|0;d=b+32|0;e=b+40|0;g=m+8|0;h=m+16|0;a=c;while(1){r=+p[a>>3];q=+p[a+8>>3];o=+p[a+16>>3];s=+p[a+24>>3];c=s+(r*+p[b>>3]+(q*+p[j>>3]+o*+p[k>>3]))<0.0;if(c^s+(r*+p[l>>3]+(q*+p[d>>3]+o*+p[e>>3]))<0.0){cCa(m,a,b,l);c=(c^1)&1;s=+p[m>>3];t=b+(c*24|0)|0;p[m>>3]=+p[t>>3];p[t>>3]=s;s=+p[g>>3];t=b+(c*24|0)+8|0;p[g>>3]=+p[t>>3];p[t>>3]=s;p[b+(c*24|0)+16>>3]=+p[h>>3]}else if(c){a=0;c=7;break}a=a+32|0;if((a|0)==(i|0)){a=1;c=7;break}}if((c|0)==7){u=n;return a|0}return 0}function Aib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+368|0;k=l;g=k;p[k>>3]=+p[b>>3];p[k+8>>3]=+p[b+8>>3];p[k+16>>3]=+p[b+16>>3];p[k+24>>3]=+p[b+24>>3];p[k+32>>3]=+p[b+32>>3];p[k+40>>3]=+p[b+40>>3];p[k+48>>3]=+p[b+48>>3];p[k+56>>3]=+p[b+56>>3];p[k+64>>3]=+p[b+64>>3];b=f[a>>2]|0;k=f[a+4>>2]|0;if((b|0)==(k|0)){e=3;b=g}else{e=3;j=b;b=d;while(1){a=b;if(e){i=g;if((j|0)==(c|0)){h=0;do{m=i+(h*24|0)|0;p[a>>3]=+p[m>>3];p[a+8>>3]=+p[i+(h*24|0)+8>>3];p[a+16>>3]=+p[i+(h*24|0)+16>>3];n=m+24|0;p[a+24>>3]=+p[n>>3];p[a+32>>3]=+p[n+8>>3];p[a+40>>3]=+p[n+16>>3];m=m+48|0;p[a+48>>3]=+p[m>>3];p[a+56>>3]=+p[m+8>>3];p[a+64>>3]=+p[m+16>>3];a=a+72|0;h=h+3|0}while(h>>>0<e>>>0)}else{h=0;do{a=a+((Bib(j,i+(h*24|0)|0,a)|0)*24|0)|0;h=h+3|0}while(h>>>0<e>>>0)}}e=(a-b|0)/24|0;j=j+32|0;if((j|0)==(k|0))break;else{n=g;g=b;b=n}}}if((d|0)!=(b|0)&(e|0)!=0)a=0;else{u=l;return e|0}do{p[d+(a*24|0)>>3]=+p[b+(a*24|0)>>3];p[d+(a*24|0)+8>>3]=+p[b+(a*24|0)+8>>3];p[d+(a*24|0)+16>>3]=+p[b+(a*24|0)+16>>3];a=a+1|0}while((a|0)!=(e|0));u=l;return e|0}function Bib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0;J=u;u=u+144|0;q=J+120|0;g=J+72|0;e=J+24|0;d=J;K=+p[a>>3];o=+p[b>>3];A=b+8|0;y=+p[a+8>>3];h=+p[A>>3];B=b+16|0;z=+p[a+16>>3];i=+p[B>>3];L=+p[a+24>>3];H=b+24|0;j=+p[H>>3];C=b+32|0;k=+p[C>>3];D=b+40|0;l=+p[D>>3];I=b+48|0;m=+p[I>>3];E=b+56|0;n=+p[E>>3];F=b+64|0;r=L+(K*o+(y*h+z*i))<0.0;s=L+(K*j+(y*k+z*l))<0.0;t=L+(K*m+(y*n+z*+p[F>>3]))<0.0;switch(((r&1)+(s&1)<<24>>24)+(t&1)&7){case 0:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));I=3;u=J;return I|0}case 1:{v=g+24|0;x=r?q:g;w=r?g:v;p[x>>3]=o;p[x+8>>3]=h;p[x+16>>3]=i;x=s?q:w;p[x>>3]=j;p[x+8>>3]=k;p[x+16>>3]=l;w=t?q:s?w:w+24|0;p[w>>3]=m;p[w+8>>3]=n;p[w+16>>3]=+p[F>>3];w=d+8|0;t=d+16|0;cCa(d,a,q,g);K=+p[d>>3];p[e>>3]=K;L=+p[w>>3];p[e+8>>3]=L;h=+p[t>>3];p[e+16>>3]=h;cCa(d,a,q,v);z=+p[d>>3];v=e+24|0;p[d>>3]=+p[v>>3];p[v>>3]=z;o=+p[w>>3];v=e+32|0;p[w>>3]=+p[v>>3];p[v>>3]=o;y=+p[t>>3];p[e+40>>3]=y;j=+p[g>>3];p[c>>3]=j;k=+p[g+8>>3];t=c+8|0;p[t>>3]=k;l=+p[g+16>>3];v=c+16|0;p[v>>3]=l;m=+p[g+24>>3];w=c+24|0;p[w>>3]=m;n=+p[g+32>>3];x=c+32|0;p[x>>3]=n;i=+p[g+40>>3];q=c+40|0;p[q>>3]=i;p[c+48>>3]=K;p[c+56>>3]=L;p[c+64>>3]=h;r=c+72|0;p[r>>3]=m;s=c+80|0;p[s>>3]=n;d=c+88|0;p[d>>3]=i;e=c+96|0;p[e>>3]=z;g=c+104|0;p[g>>3]=o;a=c+112|0;p[a>>3]=y;p[c+120>>3]=K;p[c+128>>3]=L;p[c+136>>3]=h;h=+p[b>>3];if(j==h)if(k==+p[A>>3])if(l==+p[B>>3])if(m==+p[H>>3])if(n==+p[C>>3]){if(!(i==+p[D>>3]))G=9}else G=9;else G=9;else G=9;else G=9;else G=9;do if((G|0)==9){if(j==+p[H>>3])if(k==+p[C>>3])if(l==+p[D>>3])if(m==+p[I>>3])if(n==+p[E>>3])if(i==+p[F>>3])break;if(j==+p[I>>3])if(k==+p[E>>3])if(m==h?l==+p[F>>3]:0)if(n==+p[A>>3])if(i==+p[B>>3])break;p[c>>3]=m;p[t>>3]=n;p[v>>3]=i;p[w>>3]=j;p[x>>3]=k;p[q>>3]=l;p[r>>3]=z;p[s>>3]=o;p[d>>3]=y;p[e>>3]=m;p[g>>3]=n;p[a>>3]=i}while(0);I=6;u=J;return I|0}case 2:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=b+((s&t?0:s?2:1)*24|0)|0;e=q+8|0;g=q+16|0;if(r){cCa(q,a,d,b);L=+p[q>>3];p[q>>3]=+p[c>>3];p[c>>3]=L;L=+p[e>>3];b=c+8|0;p[e>>3]=+p[b>>3];p[b>>3]=L;p[c+16>>3]=+p[g>>3]}if(s){cCa(q,a,d,H);L=+p[q>>3];H=c+24|0;p[q>>3]=+p[H>>3];p[H>>3]=L;L=+p[e>>3];H=c+32|0;p[e>>3]=+p[H>>3];p[H>>3]=L;p[c+40>>3]=+p[g>>3]}if(!t){I=3;u=J;return I|0}cCa(q,a,d,I);L=+p[q>>3];I=c+48|0;p[q>>3]=+p[I>>3];p[I>>3]=L;L=+p[e>>3];I=c+56|0;p[e>>3]=+p[I>>3];p[I>>3]=L;p[c+64>>3]=+p[g>>3];I=3;u=J;return I|0}default:{I=0;u=J;return I|0}}return 0}function Cib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,f=0,g=0.0,h=0.0,i=0.0,j=0,k=0.0;if(!b){b=0;return b|0}j=b+-1|0;i=+p[c+8>>3];h=+p[c>>3];f=0;c=0;d=j;g=+p[a+(j<<4)+8>>3];while(1){e=g;g=+p[a+(f<<4)+8>>3];if(g>i^e>i){k=+p[a+(f<<4)>>3];if(h<k+(i-g)*(+p[a+(d<<4)>>3]-k)/(e-g))c=c^1}d=f+1|0;if((d|0)==(b|0))break;else{j=f;f=d;d=j}}return c|0}function Dib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;o=+n[a+24>>2];p=+n[a>>2];w=o-p;q=+n[a+28>>2];r=+n[a+4>>2];c=q-r;j=+n[a+32>>2];k=+n[a+8>>2];f=j-k;l=+n[a+12>>2];v=l-p;m=+n[a+16>>2];t=m-r;i=+n[a+20>>2];h=i-k;u=+n[b>>2]-p;s=+n[b+4>>2]-r;g=+n[b+8>>2]-k;d=w*w+(c*c+f*f);e=w*v+(c*t+f*h);f=w*u+(c*s+f*g);c=v*v+(t*t+h*h);g=v*u+(t*s+h*g);h=d*c-e*e;if(h<0.0){c=c*f-e*g;if(!(c<=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w<=0.0)|!(c+w>=h)){b=0;return b|0}if(k==i&(r==m&p==l)){b=0;return b|0}if(p==o&r==q&k==j){b=0;return b|0}else return i!=j|(m!=q|l!=o)|0}if(h==0.0){b=0;return b|0}c=c*f-e*g;if(!(c>=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w>=0.0)|!(c+w<=h)){b=0;return b|0}if(k==i&(r==m&p==l)){b=0;return b|0}if(p==o&r==q&k==j){b=0;return b|0}b=i!=j|(m!=q|l!=o);return b|0}function Eib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;n=+p[a+48>>3];o=+p[a>>3];w=n-o;q=+p[a+56>>3];r=+p[a+8>>3];c=q-r;j=+p[a+64>>3];k=+p[a+16>>3];f=j-k;l=+p[a+24>>3];v=l-o;m=+p[a+32>>3];t=m-r;i=+p[a+40>>3];h=i-k;u=+p[b>>3]-o;s=+p[b+8>>3]-r;g=+p[b+16>>3]-k;d=w*w+(c*c+f*f);e=w*v+(c*t+f*h);f=w*u+(c*s+f*g);c=v*v+(t*t+h*h);g=v*u+(t*s+h*g);h=d*c-e*e;if(h<0.0){c=c*f-e*g;if(!(c<=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w<=0.0)|!(c+w>=h)){b=0;return b|0}if(k==i&(r==m&o==l)){b=0;return b|0}if(o==n&r==q&k==j){b=0;return b|0}else return i!=j|(m!=q|l!=n)|0}if(h==0.0){b=0;return b|0}c=c*f-e*g;if(!(c>=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w>=0.0)|!(c+w<=h)){b=0;return b|0}if(k==i&(r==m&o==l)){b=0;return b|0}if(o==n&r==q&k==j){b=0;return b|0}b=i!=j|(m!=q|l!=n);return b|0}function Fib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;e=+p[a>>3];g=+p[b>>3];l=e-g;h=+p[a+8>>3];i=+p[b+8>>3];k=h-i;c=+p[a+16>>3];d=+p[b+16>>3];j=c-d;f=+p[b+24>>3];if(l*l+(k*k+j*j)<=f){l=0.0;return +l}k=g-e;l=i-h;c=d-c;d=k*+p[a+24>>3]+(l*+p[a+32>>3]+c*+p[a+40>>3]);c=f-(k*k+(l*l+c*c)-d*d);if(c<0.0){l=-1.0;return +l}k=+L(+c);l=d-k;l=!(l>=0.0)?d+k:l;return +l}function Gib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0.0,F=0.0;D=u;u=u+192|0;C=D;d=+p[a>>3];i=+p[b>>3];if(!(d>=i)){e=a+8|0;h=+p[b+8>>3]}else{e=a+8|0;g=+p[e>>3];h=+p[b+8>>3];if(g>=h){c=+p[a+16>>3];if(c>=+p[b+16>>3])if(d<=+p[b+24>>3])if(g<=+p[b+32>>3])if(c<=+p[b+40>>3]){B=0.0;u=D;return +B}}}s=+p[b+24>>3];c=(s-i)*.5;o=+p[b+32>>3];g=(o-h)*.5;n=+p[b+40>>3];t=+p[b+16>>3];v=(n-t)*.5;z=i+c;A=h+g;B=t+v;c=c*1.00001;g=g*1.00001;v=v*1.00001;w=z-c;x=A-g;y=B-v;z=c+z;A=g+A;B=v+B;v=h*0.0;g=t*0.0;c=v+g-i;p[C>>3]=-1.0;b=C+8|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+24>>3]=-c;i=i*0.0;g=i+(g-h);p[C+32>>3]=0.0;p[C+40>>3]=-1.0;p[C+48>>3]=0.0;p[C+56>>3]=-g;i=i+(v-t);b=C+64|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+80>>3]=-1.0;p[C+88>>3]=-i;t=o*0.0;v=n*0.0;k=s+(t+v);p[C+96>>3]=1.0;b=C+104|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+120>>3]=-k;s=s*0.0;p[C+128>>3]=0.0;p[C+136>>3]=1.0;p[C+144>>3]=0.0;p[C+152>>3]=-(s+(o+v));n=s+(t+n);b=C+160|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+176>>3]=1.0;p[C+184>>3]=-n;t=+p[a>>3];s=+p[e>>3];v=+p[a+16>>3];o=+p[a+24>>3];q=+p[a+32>>3];r=+p[a+40>>3];h=s*0.0;d=v*0.0;j=h+d;c=j-t-c;if(c>0.0){c=-c/(q*0.0+r*0.0-o);if(!(c>=0.0))l=11;else{F=t+o*c;E=s+q*c;m=v+r*c;if(!(F<=z)|(!(m>=y)|(!(F>=w)|!(E>=x)))|!(E<=A)|!(m<=B))l=11}}else l=11;do if((l|0)==11){m=t*0.0;c=m+(d-s)-g;if(c>0.0){c=-c/(o*0.0+(r*0.0-q));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}c=m+(h-v)-i;if(c>0.0){c=-c/(o*0.0+(q*0.0-r));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}c=t+j-k;if(c>0.0){c=-c/(o+(q*0.0+r*0.0));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}d=+p[C+136>>3];g=+p[C+144>>3];c=+p[C+152>>3]+(m+(d*s+g*v));if(c>0.0){c=-c/(o*0.0+(d*q+g*r));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}g=+p[C+160>>3];h=+p[C+168>>3];d=+p[C+176>>3];c=g*t+(h*s+d*v)-n;if(c>0.0){c=-c/(g*o+(h*q+d*r));if(c>=0.0){F=t+o*c;g=s+q*c;d=v+r*c;if(!(!(F<=z)|(!(d>=y)|(!(F>=w)|!(g>=x)))))if(!(!(g<=A)|!(d<=B)))break}}c=-1.0}while(0);F=c;u=D;return +F}function Hib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[b>>3];d=+p[b+8>>3];c=+p[b+16>>3];return +(-(+p[b+24>>3]+(e*+p[a>>3]+(d*+p[a+8>>3]+c*+p[a+16>>3])))/(e*+p[a+24>>3]+(d*+p[a+32>>3]+c*+p[a+40>>3])))}function Iib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+240|0;t=y+168|0;x=y+96|0;v=y+24|0;w=y;r=+p[a>>3];s=+p[a+8>>3];h=+p[a+16>>3];i=+p[a+24>>3];e=+p[b>>3];f=+p[b+8>>3];g=+p[b+16>>3];d=i+(r*e+(s*f+h*g));if(d>0.0){k=1;l=0;m=0;j=t}else{j=d<0.0;k=0;l=j&1;m=(j^1)&1;j=j?v:x}p[j>>3]=e;p[j+8>>3]=f;p[j+16>>3]=g;e=+p[b+24>>3];f=+p[b+32>>3];g=+p[b+40>>3];d=i+(r*e+(s*f+h*g));do if(d>0.0){n=k+1|0;o=l;q=m;j=t+(k*24|0)|0}else if(d<0.0){n=k;o=l+1|0;q=m;j=v+(l*24|0)|0;break}else{n=k;o=l;q=m+1|0;j=x+(m*24|0)|0;break}while(0);p[j>>3]=e;p[j+8>>3]=f;p[j+16>>3]=g;f=+p[b+48>>3];g=+p[b+56>>3];e=+p[b+64>>3];d=i+(r*f+(s*g+h*e));do if(d>0.0){k=n+1|0;l=o;m=q;j=t+(n*24|0)|0}else if(d<0.0){k=n;l=o+1|0;m=q;j=v+(o*24|0)|0;break}else{k=n;l=o;m=q+1|0;j=x+(q*24|0)|0;break}while(0);p[j>>3]=f;p[j+8>>3]=g;p[j+16>>3]=e;if((l|0)==3|(k|0)==3){x=0;u=y;return x|0}if((l|0)==1&(k|0)==1){cCa(w,a,t,v);s=+p[w>>3];p[w>>3]=+p[c>>3];p[c>>3]=s;t=w+8|0;s=+p[t>>3];v=c+8|0;p[t>>3]=+p[v>>3];p[v>>3]=s;p[c+16>>3]=+p[w+16>>3];p[c+24>>3]=+p[x>>3];p[c+32>>3]=+p[x+8>>3];p[c+40>>3]=+p[x+16>>3];x=1;u=y;return x|0}switch(m|0){case 0:{if(k>>>0<l>>>0){x=t+8|0;q=t+16|0;i=+p[t>>3];r=+p[x>>3];s=+p[q>>3];p[t>>3]=+p[v>>3];b=v+8|0;p[x>>3]=+p[b>>3];x=v+16|0;p[q>>3]=+p[x>>3];p[v>>3]=i;p[b>>3]=r;p[x>>3]=s;x=t+24|0;b=t+32|0;q=t+40|0;s=+p[x>>3];r=+p[b>>3];i=+p[q>>3];o=v+24|0;p[x>>3]=+p[o>>3];x=v+32|0;p[b>>3]=+p[x>>3];b=v+40|0;p[q>>3]=+p[b>>3];p[o>>3]=s;p[x>>3]=r;p[b>>3]=i;b=t+48|0;x=t+56|0;o=t+64|0;i=+p[b>>3];r=+p[x>>3];s=+p[o>>3];q=v+48|0;p[b>>3]=+p[q>>3];b=v+56|0;p[x>>3]=+p[b>>3];x=v+64|0;p[o>>3]=+p[x>>3];p[q>>3]=i;p[b>>3]=r;p[x>>3]=s}cCa(w,a,t,v);s=+p[w>>3];p[w>>3]=+p[c>>3];p[c>>3]=s;b=w+8|0;s=+p[b>>3];x=c+8|0;p[b>>3]=+p[x>>3];p[x>>3]=s;p[c+16>>3]=+p[w+16>>3];cCa(w,a,t+24|0,v);s=+p[w>>3];v=c+24|0;p[w>>3]=+p[v>>3];p[v>>3]=s;v=w+8|0;s=+p[v>>3];x=c+32|0;p[v>>3]=+p[x>>3];p[x>>3]=s;p[c+40>>3]=+p[w+16>>3];x=1;u=y;return x|0}case 1:{x=0;u=y;return x|0}default:{d=+p[x>>3];p[c>>3]=d;e=+p[x+8>>3];p[c+8>>3]=e;f=+p[x+16>>3];p[c+16>>3]=f;g=+p[x+24>>3];p[c+24>>3]=g;h=+p[x+32>>3];p[c+32>>3]=h;i=+p[x+40>>3];p[c+40>>3]=i;if((m|0)==2){x=1;u=y;return x|0}p[c+48>>3]=g;p[c+56>>3]=h;p[c+64>>3]=i;i=+p[x+48>>3];p[c+72>>3]=i;r=+p[x+56>>3];p[c+80>>3]=r;s=+p[x+64>>3];p[c+88>>3]=s;p[c+96>>3]=i;p[c+104>>3]=r;p[c+112>>3]=s;p[c+120>>3]=d;p[c+128>>3]=e;p[c+136>>3]=f;x=3;u=y;return x|0}}return 0}function Jib(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0,u=0,v=0,w=0.0,x=0.0,y=0.0;x=+p[a>>3];y=+p[b>>3]-x;v=a+8|0;m=+p[v>>3];w=+p[b+8>>3]-m;u=a+16|0;l=+p[u>>3];o=+p[b+16>>3]-l;g=+p[c>>3];q=+p[d>>3]-g;r=c+8|0;h=+p[r>>3];s=+p[d+8>>3]-h;t=c+16|0;i=+p[t>>3];n=+p[d+16>>3]-i;g=x-g;h=m-h;i=l-i;l=y*y+(w*w+o*o);m=q*q+(s*s+n*n);k=g*q+(h*s+i*n);a=l<=1.0e-08;b=!(m<=1.0e-08);if(!(b|a^1)){p[e>>3]=x;d=e+8|0;p[d>>3]=+p[v>>3];v=e+16|0;p[v>>3]=+p[u>>3];x=+p[c>>3];p[f>>3]=x;y=+p[r>>3];p[f+8>>3]=y;w=+p[t>>3];p[f+16>>3]=w;x=+p[e>>3]-x;y=+p[d>>3]-y;w=+p[v>>3]-w;x=x*x;y=y*y;w=w*w;y=w+y;y=x+y;return +y}do if(a){g=k/m;h=0.0;g=g<0.0?0.0:g>1.0?1.0:g}else{j=g*y+(h*w+i*o);if(!b){h=-j/l;h=h<0.0?0.0:h>1.0?1.0:h;g=0.0;break}i=y*q+(w*s+o*n);g=l*m-i*i;if(g!=0.0){h=(i*k-j*m)/g;h=h<0.0?0.0:h>1.0?1.0:h}else h=0.0;g=k+i*h;if(g<0.0){h=-j/l;h=h<0.0?0.0:h>1.0?1.0:h;g=0.0;break}if(g>m){h=(i-j)/l;h=h<0.0?0.0:h>1.0?1.0:h;g=1.0;break}else{g=g/m;break}}while(0);p[e>>3]=x+h*y;d=e+8|0;p[d>>3]=+p[v>>3]+h*w;v=e+16|0;p[v>>3]=+p[u>>3]+h*o;x=+p[c>>3]+g*q;p[f>>3]=x;y=+p[r>>3]+g*s;p[f+8>>3]=y;w=+p[t>>3]+g*n;p[f+16>>3]=w;x=+p[e>>3]-x;y=+p[d>>3]-y;w=+p[v>>3]-w;x=x*x;y=y*y;w=w*w;y=w+y;y=x+y;return +y}function Kib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;B=+p[d>>3];C=+p[c>>3];D=B-C;y=+p[d+8>>3];z=+p[c+8>>3];A=y-z;x=+p[d+16>>3];r=+p[c+16>>3];s=x-r;t=+p[e>>3];u=t-C;v=+p[e+8>>3];w=v-z;o=+p[e+16>>3];q=o-r;g=+p[b>>3];m=g-C;h=+p[b+8>>3];n=h-z;f=+p[b+16>>3];k=f-r;i=m*D+(n*A+k*s);k=m*u+(n*w+k*q);if(i<=0.0&k<=0.0){p[a>>3]=C;p[a+8>>3]=z;D=r;a=a+16|0;p[a>>3]=D;return}j=g-B;n=h-y;m=f-x;l=D*j+(A*n+s*m);m=u*j+(w*n+q*m);if(!(!(l>=0.0)|!(m<=l))){p[a>>3]=B;p[a+8>>3]=y;D=x;a=a+16|0;p[a>>3]=D;return}n=i*m-k*l;if(l<=0.0&(i>=0.0&n<=0.0)){B=i/(i-l);p[a>>3]=C+B*D;p[a+8>>3]=z+B*A;D=r+B*s;a=a+16|0;p[a>>3]=D;return}g=g-t;h=h-v;j=f-o;f=D*g+(A*h+s*j);j=u*g+(w*h+q*j);if(!(!(j>=0.0)|!(f<=j))){p[a>>3]=t;p[a+8>>3]=v;D=o;a=a+16|0;p[a>>3]=D;return}i=k*f-i*j;if(j<=0.0&(k>=0.0&i<=0.0)){D=k/(k-j);p[a>>3]=C+D*u;p[a+8>>3]=z+D*w;D=r+D*q;a=a+16|0;p[a>>3]=D;return}h=l*j-m*f;if(h<=0.0){g=m-l;if(g>=0.0){f=f-j;if(f>=0.0){D=g/(g+f);p[a>>3]=B+D*(t-B);p[a+8>>3]=y+D*(v-y);D=x+D*(o-x);a=a+16|0;p[a>>3]=D;return}}}B=1.0/(n+(h+i));y=i*B;B=n*B;p[a>>3]=C+y*D+B*u;p[a+8>>3]=z+y*A+B*w;D=r+y*s+B*q;a=a+16|0;p[a>>3]=D;return}function Lib(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0;q=+p[e>>3];j=+p[e+8>>3];h=+p[e+16>>3];o=+p[d>>3]-+p[a>>3];l=+p[d+8>>3]-+p[a+8>>3];i=+p[d+16>>3]-+p[a+16>>3];s=+p[a+24>>3];r=+p[a+32>>3];n=+p[a+40>>3];m=q*s+(j*r+h*n);k=q*q+(j*j+h*h);n=o*s+(l*r+i*n);i=q*o+(j*l+h*i);h=k-m*m;if(h<1.0e-08){l=i;i=0.0;h=1.0}else{j=i*m-k*n;if(j>-0.0){l=-i;i=0.0}else{l=-(i-m*n);i=-j;k=h}}if(l<0.0){e=n<0.0;l=0.0;i=e?0.0:n;h=e?h:1.0}else{j=n+m;a=j<0.0;if(l>k){l=k;i=a?0.0:j;h=a?h:1.0}}do if(+K(+i)<1.0e-08){p[b>>3]=0.0;h=1.0}else if(h<0.0){p[b>>3]=-i;h=-h;break}else{p[b>>3]=i;break}while(0);p[c>>3]=h;c=+K(+l)<1.0e-08;p[f>>3]=c?0.0:l;p[g>>3]=c?1.0:k;return}function Mib(a,b){a=a|0;b=b|0;var c=0.0;c=+p[a+24>>3]*(+p[b>>3]-+p[a>>3])+(+p[a+32>>3]*(+p[b+8>>3]-+p[a+8>>3])+ +p[a+40>>3]*(+p[b+16>>3]-+p[a+16>>3]));return +(c<0.0?0.0:c)}function Nib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+n[b+4>>2];g=+n[b+16>>2]-j;d=+n[b+8>>2];l=+n[b+32>>2]-d;e=+n[b+20>>2]-d;i=+n[b+28>>2]-j;m=g*l-e*i;k=+n[b>>2];f=+n[b+24>>2]-k;h=+n[b+12>>2]-k;l=e*f-l*h;f=i*h-g*f;g=+n[a>>2];h=+n[a+4>>2];i=+n[a+8>>2];d=k*m+(j*l+d*f)-(m*g+(h*l+f*i));j=+n[a+12>>2];k=+n[a+16>>2];e=+n[a+20>>2];f=m*j+(l*k+f*e);a=f<0.0;d=a?-d:d;if(d>=0.0){m=d/(a?-f:f);n[c>>2]=g+m*j;n[c+4>>2]=h+m*k;n[c+8>>2]=i+m*e;if(Dib(b,c)|0){c=1;return c|0}}c=0;return c|0}function Oib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0,L=0,M=0.0;I=u;u=u+208|0;o=I+56|0;q=I+48|0;t=I+40|0;v=I+32|0;w=I+24|0;B=I;if(Pib(a,b,d)|0){p[c>>3]=+p[d>>3];p[c+8>>3]=+p[d+8>>3];p[c+16>>3]=+p[d+16>>3];l=0.0;u=I;return +l}i=+p[b>>3];p[o>>3]=i;f=+p[b+8>>3];L=o+8|0;p[L>>3]=f;h=+p[b+16>>3];K=o+16|0;p[K>>3]=h;j=+p[b+24>>3];p[o+24>>3]=j;g=+p[b+32>>3];p[o+32>>3]=g;k=+p[b+40>>3];p[o+40>>3]=k;p[o+48>>3]=j;m=o+56|0;p[m>>3]=g;n=o+64|0;p[n>>3]=k;e=+p[b+48>>3];p[o+72>>3]=e;l=+p[b+56>>3];p[o+80>>3]=l;J=+p[b+64>>3];p[o+88>>3]=J;p[o+96>>3]=e;z=o+104|0;p[z>>3]=l;C=o+112|0;p[C>>3]=J;p[o+120>>3]=i;p[o+128>>3]=f;p[o+136>>3]=h;A=B+8|0;D=B+16|0;b=a+24|0;r=a+8|0;s=a+32|0;x=a+16|0;y=a+40|0;E=c+8|0;F=c+16|0;G=d+8|0;H=d+16|0;p[B>>3]=j-i;p[A>>3]=g-f;p[D>>3]=k-h;Lib(a,q,t,o,B,v,w);h=+p[q>>3]/+p[t>>3];k=+p[v>>3]/+p[w>>3];f=+p[a>>3]+h*+p[b>>3];g=+p[r>>3]+h*+p[s>>3];h=+p[x>>3]+h*+p[y>>3];i=+p[o>>3]+k*+p[B>>3];j=+p[L>>3]+k*+p[A>>3];k=+p[K>>3]+k*+p[D>>3];J=f-i;l=g-j;e=h-k;e=J*J+(l*l+e*e);if(e<1797693134862315708145274.0e284){p[c>>3]=f;p[E>>3]=g;p[F>>3]=h;p[d>>3]=i;p[G>>3]=j;p[H>>3]=k}else e=1797693134862315708145274.0e284;L=o+48|0;p[B>>3]=+p[o+72>>3]-+p[L>>3];p[A>>3]=+p[o+80>>3]-+p[m>>3];p[D>>3]=+p[o+88>>3]-+p[n>>3];Lib(a,q,t,L,B,v,w);k=+p[q>>3]/+p[t>>3];f=+p[v>>3]/+p[w>>3];i=+p[a>>3]+k*+p[b>>3];j=+p[r>>3]+k*+p[s>>3];k=+p[x>>3]+k*+p[y>>3];l=+p[L>>3]+f*+p[B>>3];h=+p[m>>3]+f*+p[A>>3];f=+p[n>>3]+f*+p[D>>3];M=i-l;J=j-h;g=k-f;g=M*M+(J*J+g*g);if(g<e){p[c>>3]=i;p[E>>3]=j;p[F>>3]=k;p[d>>3]=l;p[G>>3]=h;p[H>>3]=f;e=g}L=o+96|0;p[B>>3]=+p[o+120>>3]-+p[L>>3];p[A>>3]=+p[o+128>>3]-+p[z>>3];p[D>>3]=+p[o+136>>3]-+p[C>>3];Lib(a,q,t,L,B,v,w);j=+p[q>>3]/+p[t>>3];f=+p[v>>3]/+p[w>>3];l=+p[a>>3]+j*+p[b>>3];k=+p[r>>3]+j*+p[s>>3];j=+p[x>>3]+j*+p[y>>3];i=+p[L>>3]+f*+p[B>>3];h=+p[z>>3]+f*+p[A>>3];f=+p[C>>3]+f*+p[D>>3];J=l-i;M=k-h;g=j-f;g=J*J+(M*M+g*g);if(g<e){p[c>>3]=l;p[E>>3]=k;p[F>>3]=j;p[d>>3]=i;p[G>>3]=h;p[H>>3]=f;e=g}M=e;u=I;return +M}function Pib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+p[b+8>>3];g=+p[b+32>>3]-j;d=+p[b+16>>3];l=+p[b+64>>3]-d;e=+p[b+40>>3]-d;i=+p[b+56>>3]-j;m=g*l-e*i;k=+p[b>>3];f=+p[b+48>>3]-k;h=+p[b+24>>3]-k;l=e*f-l*h;f=i*h-g*f;g=+p[a>>3];h=+p[a+8>>3];i=+p[a+16>>3];d=k*m+(j*l+d*f)-(m*g+(h*l+f*i));j=+p[a+24>>3];k=+p[a+32>>3];e=+p[a+40>>3];f=m*j+(l*k+f*e);a=f<0.0;d=a?-d:d;if(d>=0.0){m=d/(a?-f:f);p[c>>3]=g+m*j;p[c+8>>3]=h+m*k;p[c+16>>3]=i+m*e;if(Eib(b,c)|0){c=1;return c|0}}c=0;return c|0}function Qib(a,b){a=a|0;b=+b;var c=0.0;c=+n[a>>2];return +(c+(+n[a+4>>2]-c)*b)}function Rib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;h=j+16|0;i=j;k=tSa(b)|0;g=f[d+196>>2]|0;if((g&32|0)!=0|(g&2048|0)==0&(k^1))if((c|0)==0|(g&33554456|0)==0){JJa(d,h,i);l=f[h+4>>2]|0;g=f[h+8>>2]|0;b=f[i>>2]|0;c=f[i+4>>2]|0;k=f[i+8>>2]|0;f[a>>2]=f[h>>2];f[a+4>>2]=l;f[a+8>>2]=g;f[a+12>>2]=b;f[a+16>>2]=c;f[a+20>>2]=k;if(e|0){l=f[d+96>>2]|0;f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[e+12>>2]=f[l+12>>2];f[e+16>>2]=f[l+16>>2];f[e+20>>2]=f[l+20>>2];f[e+24>>2]=f[l+24>>2];f[e+28>>2]=f[l+28>>2];f[e+32>>2]=f[l+32>>2];f[e+36>>2]=f[l+36>>2];f[e+40>>2]=f[l+40>>2];f[e+44>>2]=f[l+44>>2];f[e+48>>2]=f[l+48>>2];f[e+52>>2]=f[l+52>>2];f[e+56>>2]=f[l+56>>2];f[e+60>>2]=f[l+60>>2]}u=j;return}Sib(h,b,c,d,e);i=f[h>>2]|0;f[h>>2]=f[a>>2];f[a>>2]=i;i=h+4|0;l=f[i>>2]|0;k=a+4|0;f[i>>2]=f[k>>2];f[k>>2]=l;k=h+8|0;l=f[k>>2]|0;i=a+8|0;f[k>>2]=f[i>>2];f[i>>2]=l;i=a+12|0;l=h+12|0;k=f[l>>2]|0;f[l>>2]=f[i>>2];f[i>>2]=k;i=h+16|0;k=f[i>>2]|0;l=a+16|0;f[i>>2]=f[l>>2];f[l>>2]=k;f[a+20>>2]=f[h+20>>2];u=j;return}function Sib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0,L=0;D=u;u=u+160|0;o=D+88|0;B=D+24|0;C=D;K=f[d+4>>2]|0;L=f[d+96>>2]|0;f[o>>2]=f[L>>2];p=o+4|0;f[p>>2]=f[L+4>>2];q=o+8|0;f[q>>2]=f[L+8>>2];r=o+12|0;f[r>>2]=f[L+12>>2];s=o+16|0;f[s>>2]=f[L+16>>2];t=o+20|0;f[t>>2]=f[L+20>>2];v=o+24|0;f[v>>2]=f[L+24>>2];w=o+28|0;f[w>>2]=f[L+28>>2];x=o+32|0;f[x>>2]=f[L+32>>2];y=o+36|0;f[y>>2]=f[L+36>>2];z=o+40|0;f[z>>2]=f[L+40>>2];A=o+44|0;f[A>>2]=f[L+44>>2];G=o+48|0;f[G>>2]=f[L+48>>2];F=o+52|0;f[F>>2]=f[L+52>>2];E=o+56|0;f[E>>2]=f[L+56>>2];g=o+60|0;f[g>>2]=f[L+60>>2];QDa(b,c,d,o);b=f[K+44>>2]|0;J=+n[b+124>>2];k=+n[b+136>>2];h=J-k;I=+n[b+128>>2];l=+n[b+140>>2];i=I-l;H=+n[b+132>>2];m=+n[b+144>>2];j=H-m;k=J+k;l=I+l;m=H+m;o=f[o>>2]|0;f[B>>2]=o;p=f[p>>2]|0;f[B+4>>2]=p;q=f[q>>2]|0;f[B+8>>2]=q;r=f[r>>2]|0;f[B+12>>2]=r;s=f[s>>2]|0;f[B+16>>2]=s;t=f[t>>2]|0;f[B+20>>2]=t;v=f[v>>2]|0;f[B+24>>2]=v;w=f[w>>2]|0;f[B+28>>2]=w;x=f[x>>2]|0;f[B+32>>2]=x;y=f[y>>2]|0;f[B+36>>2]=y;z=f[z>>2]|0;f[B+40>>2]=z;A=f[A>>2]|0;f[B+44>>2]=A;b=f[G>>2]|0;f[B+48>>2]=b;c=f[F>>2]|0;f[B+52>>2]=c;d=f[E>>2]|0;f[B+56>>2]=d;g=f[g>>2]|0;f[B+60>>2]=g;if(!e){n[C>>2]=h;L=C+4|0;n[L>>2]=i;L=C+8|0;n[L>>2]=j;L=C+12|0;n[L>>2]=k;L=C+16|0;n[L>>2]=l;L=C+20|0;n[L>>2]=m;Tib(a,C,B);u=D;return}f[e>>2]=o;f[e+4>>2]=p;f[e+8>>2]=q;f[e+12>>2]=r;f[e+16>>2]=s;f[e+20>>2]=t;f[e+24>>2]=v;f[e+28>>2]=w;f[e+32>>2]=x;f[e+36>>2]=y;f[e+40>>2]=z;f[e+44>>2]=A;f[e+48>>2]=b;f[e+52>>2]=c;f[e+56>>2]=d;f[e+60>>2]=g;n[C>>2]=h;L=C+4|0;n[L>>2]=i;L=C+8|0;n[L>>2]=j;L=C+12|0;n[L>>2]=k;L=C+16|0;n[L>>2]=l;L=C+20|0;n[L>>2]=m;Tib(a,C,B);u=D;return}function Tib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0;J=u;u=u+128|0;g=J+24|0;E=J;H=f[b>>2]|0;k=f[b+4>>2]|0;h=f[b+8>>2]|0;f[g>>2]=H;F=g+4|0;f[F>>2]=k;G=g+8|0;f[G>>2]=h;j=f[b+12>>2]|0;f[g+12>>2]=j;f[g+16>>2]=k;f[g+20>>2]=h;i=f[b+16>>2]|0;f[g+24>>2]=H;f[g+28>>2]=i;f[g+32>>2]=h;f[g+36>>2]=j;f[g+40>>2]=i;f[g+44>>2]=h;h=f[b+20>>2]|0;f[g+48>>2]=H;f[g+52>>2]=k;f[g+56>>2]=h;f[g+60>>2]=j;f[g+64>>2]=k;f[g+68>>2]=h;f[g+72>>2]=H;f[g+76>>2]=i;f[g+80>>2]=h;H=g+84|0;f[H>>2]=j;f[g+88>>2]=i;f[g+92>>2]=h;h=g+96|0;i=c+16|0;j=c+32|0;k=c+4|0;l=c+20|0;m=c+36|0;o=c+8|0;p=c+24|0;q=c+40|0;r=c+12|0;t=c+28|0;v=c+44|0;w=E+4|0;x=E+8|0;y=E+12|0;z=c+48|0;A=c+52|0;B=c+56|0;C=c+60|0;D=E+16|0;b=g;do{P=+n[b>>2];L=b+4|0;O=+n[L>>2];K=b+8|0;d=+n[K>>2];e=P*+n[k>>2]+O*+n[l>>2]+d*+n[m>>2];N=P*+n[o>>2]+O*+n[p>>2]+d*+n[q>>2];M=P*+n[r>>2]+O*+n[t>>2]+d*+n[v>>2];d=+n[c>>2]*P+ +n[i>>2]*O+ +n[j>>2]*d+ +n[z>>2];n[E>>2]=d;e=e+ +n[A>>2];n[w>>2]=e;n[x>>2]=N+ +n[B>>2];n[y>>2]=M+ +n[C>>2];f[D>>2]=0;n[b>>2]=d;n[L>>2]=e;f[K>>2]=f[x>>2];b=b+12|0}while((b|0)!=(h|0));m=a+12|0;L=f[g>>2]|0;f[m>>2]=L;k=f[F>>2]|0;l=a+16|0;f[l>>2]=k;K=f[G>>2]|0;i=a+20|0;f[i>>2]=K;f[a>>2]=L;j=a+4|0;f[j>>2]=k;k=a+8|0;f[k>>2]=K;d=(f[s>>2]=L,+n[s>>2]);while(1){h=g+12|0;e=+n[h>>2];if(e<d){b=a;I=5}else if(e>+n[m>>2]){b=m;I=5}if((I|0)==5){I=0;n[b>>2]=e}d=+n[g+16>>2];if(d<+n[j>>2]){b=a;I=8}else if(d>+n[l>>2]){b=m;I=8}if((I|0)==8){I=0;n[b+4>>2]=d}d=+n[g+20>>2];if(d<+n[k>>2]){b=a;I=13}else if(d>+n[i>>2]){b=m;I=13}if((I|0)==13){I=0;n[b+8>>2]=d}if((h|0)==(H|0))break;g=h;d=+n[a>>2]}u=J;return}function Uib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0;H=u;u=u+240|0;X=H+176|0;F=H+48|0;G=H;Y=f[d+4>>2]|0;Z=f[d+96>>2]|0;f[X>>2]=f[Z>>2];W=X+4|0;f[W>>2]=f[Z+4>>2];V=X+8|0;f[V>>2]=f[Z+8>>2];U=X+12|0;f[U>>2]=f[Z+12>>2];T=X+16|0;f[T>>2]=f[Z+16>>2];S=X+20|0;f[S>>2]=f[Z+20>>2];R=X+24|0;f[R>>2]=f[Z+24>>2];Q=X+28|0;f[Q>>2]=f[Z+28>>2];P=X+32|0;f[P>>2]=f[Z+32>>2];O=X+36|0;f[O>>2]=f[Z+36>>2];N=X+40|0;f[N>>2]=f[Z+40>>2];M=X+44|0;f[M>>2]=f[Z+44>>2];L=X+48|0;f[L>>2]=f[Z+48>>2];K=X+52|0;f[K>>2]=f[Z+52>>2];J=X+56|0;f[J>>2]=f[Z+56>>2];I=X+60|0;f[I>>2]=f[Z+60>>2];QDa(b,c,d,X);d=f[Y+44>>2]|0;z=+n[d+124>>2];t=+n[d+136>>2];q=z-t;y=+n[d+128>>2];v=+n[d+140>>2];r=y-v;x=+n[d+132>>2];w=+n[d+144>>2];s=x-w;t=z+t;v=y+v;w=x+w;x=+n[X>>2];p[F>>3]=x;y=+n[W>>2];p[F+8>>3]=y;z=+n[V>>2];p[F+16>>3]=z;A=+n[U>>2];p[F+24>>3]=A;B=+n[T>>2];p[F+32>>3]=B;C=+n[S>>2];p[F+40>>3]=C;D=+n[R>>2];p[F+48>>3]=D;E=+n[Q>>2];p[F+56>>3]=E;g=+n[P>>2];p[F+64>>3]=g;h=+n[O>>2];p[F+72>>3]=h;i=+n[N>>2];p[F+80>>3]=i;j=+n[M>>2];p[F+88>>3]=j;k=+n[L>>2];p[F+96>>3]=k;l=+n[K>>2];p[F+104>>3]=l;m=+n[J>>2];p[F+112>>3]=m;o=+n[I>>2];p[F+120>>3]=o;if(!e){z=q;A=r;B=s;C=t;D=v;E=w;p[G>>3]=z;Z=G+8|0;p[Z>>3]=A;Z=G+16|0;p[Z>>3]=B;Z=G+24|0;p[Z>>3]=C;Z=G+32|0;p[Z>>3]=D;Z=G+40|0;p[Z>>3]=E;UBa(a,G,F);u=H;return}p[e>>3]=x;p[e+8>>3]=y;p[e+16>>3]=z;p[e+24>>3]=A;p[e+32>>3]=B;p[e+40>>3]=C;p[e+48>>3]=D;p[e+56>>3]=E;p[e+64>>3]=g;p[e+72>>3]=h;p[e+80>>3]=i;p[e+88>>3]=j;p[e+96>>3]=k;p[e+104>>3]=l;p[e+112>>3]=m;p[e+120>>3]=o;z=q;A=r;B=s;C=t;D=v;E=w;p[G>>3]=z;Z=G+8|0;p[Z>>3]=A;Z=G+16|0;p[Z>>3]=B;Z=G+24|0;p[Z>>3]=C;Z=G+32|0;p[Z>>3]=D;Z=G+40|0;p[Z>>3]=E;UBa(a,G,F);u=H;return}function Vib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0.0,q=0.0,r=0.0;l=u;u=u+48|0;h=l;m=tSa(b)|0;g=f[d+196>>2]|0;if((g&32|0)!=0|(g&2048|0)==0&(m^1))if((c|0)==0|(g&33554456|0)==0){b=d+200|0;g=f[b>>2]|0;if(!((g&33554432|0)==0&0==0)){LJa(d);g=f[b>>2]|0}i=+n[d+168>>2];j=+n[d+172>>2];k=+n[d+176>>2];if(!((g&16777216|0)==0&0==0))MJa(d);o=+n[d+152>>2];p[a>>3]=i;p[a+8>>3]=j;p[a+16>>3]=k;p[a+24>>3]=o;p[a+32>>3]=-1.0;if(!e){u=l;return}m=f[d+96>>2]|0;p[e>>3]=+n[m>>2];p[e+8>>3]=+n[m+4>>2];p[e+16>>3]=+n[m+8>>2];p[e+24>>3]=+n[m+12>>2];p[e+32>>3]=+n[m+16>>2];p[e+40>>3]=+n[m+20>>2];p[e+48>>3]=+n[m+24>>2];p[e+56>>3]=+n[m+28>>2];p[e+64>>3]=+n[m+32>>2];p[e+72>>3]=+n[m+36>>2];p[e+80>>3]=+n[m+40>>2];p[e+88>>3]=+n[m+44>>2];p[e+96>>3]=+n[m+48>>2];p[e+104>>3]=+n[m+52>>2];p[e+112>>3]=+n[m+56>>2];p[e+120>>3]=+n[m+60>>2];u=l;return}Uib(h,b,c,d,e);r=+p[h>>3];j=(+p[h+24>>3]-r)*.5;q=+p[h+8>>3];k=(+p[h+32>>3]-q)*.5;i=+p[h+16>>3];o=(+p[h+40>>3]-i)*.5;p[a>>3]=j+r;p[a+8>>3]=k+q;p[a+16>>3]=o+i;p[a+24>>3]=j*j+(k*k+o*o);p[a+32>>3]=-1.0;u=l;return}function Wib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[b+44>>2];g=+n[b+56>>2];f=+n[b+48>>2];e=+n[b+60>>2];d=+n[b+52>>2];c=+n[b+64>>2];n[a>>2]=h-g;n[a+4>>2]=f-e;n[a+8>>2]=d-c;n[a+12>>2]=h+g;n[a+16>>2]=f+e;n[a+20>>2]=d+c;return}function Xib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+n[b+48>>2];d=+n[b+52>>2];c=+n[b+68>>2];p[a>>3]=+n[b+44>>2];p[a+8>>3]=e;p[a+16>>3]=d;p[a+24>>3]=c;p[a+32>>3]=-1.0;return}function Yib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0.0;e=u;u=u+32|0;C=e;D=+p[b>>3];q=+p[b+8>>3];j=+p[b+16>>3];A=D+ +p[b+24>>3];p[C>>3]=A;v=q+ +p[b+32>>3];n=C+8|0;p[n>>3]=v;s=j+ +p[b+40>>3];m=C+16|0;p[m>>3]=s;b=C+24|0;p[b>>3]=1.0;B=+p[c>>3];z=+p[c+32>>3];y=+p[c+64>>3];i=+p[c+96>>3];l=B*D+z*q+y*j+i;x=+p[c+8>>3];w=+p[c+40>>3];t=+p[c+72>>3];h=+p[c+104>>3];k=x*D+w*q+t*j+h;r=+p[c+16>>3];o=+p[c+48>>3];f=+p[c+80>>3];g=+p[c+112>>3];j=r*D+o*q+f*j+g;q=+p[C>>3];i=B*A+z*v+y*s+i-l;h=x*q+w*v+t*s+h-k;g=r*q+o*+p[n>>3]+f*+p[m>>3]+g*+p[b>>3]-j;f=+L(+(i*i+(h*h+g*g)));p[d>>3]=f;p[a>>3]=l;p[a+8>>3]=k;p[a+16>>3]=j;p[a+24>>3]=i/f;p[a+32>>3]=h/f;p[a+40>>3]=g/f;u=e;return}function Zib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+p[b>>3];k=+p[b+8>>3];i=+p[b+16>>3];j=+p[d>>3]*l+ +p[d+24>>3]*k+ +p[d+48>>3]*i;h=l*+p[d+8>>3]+k*+p[d+32>>3]+i*+p[d+56>>3];f=l*+p[d+16>>3]+k*+p[d+40>>3]+i*+p[d+64>>3];e=-+p[b+24>>3]/(l*l+(k*k+i*i));l=l*e;k=k*e;e=i*e;i=+p[c>>3]*l+ +p[c+32>>3]*k+e*+p[c+64>>3]+ +p[c+96>>3];g=l*+p[c+8>>3]+k*+p[c+40>>3]+e*+p[c+72>>3]+ +p[c+104>>3];e=l*+p[c+16>>3]+k*+p[c+48>>3]+e*+p[c+80>>3]+ +p[c+112>>3];p[a>>3]=j;p[a+8>>3]=h;p[a+16>>3]=f;p[a+24>>3]=-(j*i+(h*g+f*e));return}function _ib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+p[b>>3];k=+p[b+8>>3];i=+p[b+16>>3];j=+p[d>>3]*l+ +p[d+8>>3]*k+ +p[d+16>>3]*i;h=+p[d+32>>3]*l+ +p[d+40>>3]*k+ +p[d+48>>3]*i;e=+p[d+64>>3]*l+ +p[d+72>>3]*k+ +p[d+80>>3]*i;f=+L(+(j*j+(h*h+e*e)));j=j/f;h=h/f;f=e/f;e=-+p[b+24>>3];l=l*e;k=k*e;e=i*e;i=+p[c>>3]*l+k*+p[c+32>>3]+e*+p[c+64>>3]+ +p[c+96>>3];g=l*+p[c+8>>3]+k*+p[c+40>>3]+e*+p[c+72>>3]+ +p[c+104>>3];e=l*+p[c+16>>3]+k*+p[c+48>>3]+e*+p[c+80>>3]+ +p[c+112>>3];p[a>>3]=j;p[a+8>>3]=h;p[a+16>>3]=f;p[a+24>>3]=-(j*i+(h*g+f*e));return}function $ib(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0;g=u;u=u+944|0;i=g+936|0;j=g+928|0;l=g+776|0;h=g;k=g+920|0;bjb(j,d,(b[c+29>>0]|0)!=0,(b[c+30>>0]|0)!=0,(b[c+31>>0]|0)!=0);t=+p[e>>3];s=+p[e+8>>3];r=+p[e+16>>3];q=+p[e+24>>3];o=+p[e+32>>3];m=+p[e+40>>3];p[l>>3]=t;p[l+8>>3]=s;p[l+16>>3]=r;p[l+24>>3]=q;p[l+32>>3]=o;p[l+40>>3]=m;n[l+48>>2]=t;n[l+52>>2]=s;n[l+56>>2]=r;n[l+60>>2]=q;n[l+64>>2]=o;n[l+68>>2]=m;f[k>>2]=l;b[k+4>>0]=1;b[i>>0]=b[k>>0]|0;b[i+1>>0]=b[k+1>>0]|0;b[i+2>>0]=b[k+2>>0]|0;b[i+3>>0]=b[k+3>>0]|0;b[i+4>>0]=b[k+4>>0]|0;b[i+5>>0]=b[k+5>>0]|0;b[i+6>>0]=b[k+6>>0]|0;b[i+7>>0]=b[k+7>>0]|0;Sjb(h,c,1,d,j,i,0);rSa(d);bkb(h);Tjb(a,h+120|0);Jjb(h);u=g;return}function ajb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;j=u;u=u+1376|0;l=j+1360|0;m=j+1352|0;p=j+976|0;o=j+776|0;k=j;n=j+1344|0;bjb(m,e,(b[c+29>>0]|0)!=0,(b[c+30>>0]|0)!=0,(b[c+31>>0]|0)!=0);ojb(p,g,i,f[c+16>>2]|0);qjb(o,p,h,i);f[n>>2]=o;b[n+4>>0]=0;b[l>>0]=b[n>>0]|0;b[l+1>>0]=b[n+1>>0]|0;b[l+2>>0]=b[n+2>>0]|0;b[l+3>>0]=b[n+3>>0]|0;b[l+4>>0]=b[n+4>>0]|0;b[l+5>>0]=b[n+5>>0]|0;b[l+6>>0]=b[n+6>>0]|0;b[l+7>>0]=b[n+7>>0]|0;Sjb(k,c,d,e,m,l,0);rSa(e);bkb(k);Tjb(a,k+120|0);Jjb(k);u=j;return}function bjb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0;g=AQa(c)|0;if(d)c=1;else c=b[g+224>>0]&1;b[a>>0]=c;if(e)c=1;else c=(h[g+224>>0]|0)>>>1&1;b[a+1>>0]=c;if(f){g=1;f=a+2|0;b[f>>0]=g;return}g=(h[g+224>>0]|0)>>>1&1;f=a+2|0;b[f>>0]=g;return}function cjb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&1)){d=0;return d|0}else return (d|0?1:(b[a>>0]|c&8)<<24>>24!=0)|0;return 0}function djb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&2)){d=0;return d|0}else return (d|0?1:(b[a+1>>0]|c&16)<<24>>24!=0)|0;return 0}function ejb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&4)){d=0;return d|0}else return (d|0?1:(b[a+2>>0]|c&32)<<24>>24!=0)|0;return 0}function fjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0.0,E=0.0;A=u;u=u+32|0;y=A+8|0;z=A;e=YRa(a)|0;g=f[b>>2]|0;x=b+4|0;a=f[x>>2]|0;if((a|0)!=(g|0))do{c=a+-12|0;f[x>>2]=c;d=f[c>>2]|0;if(!d)a=c;else{a=a+-8|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);a=f[x>>2]|0}}while((a|0)!=(g|0));s=e+4|0;gjb(b,((f[s>>2]|0)-(f[e>>2]|0)|0)/12|0);a=f[e>>2]|0;s=f[s>>2]|0;if((a|0)==(s|0)){u=A;return}t=b+8|0;v=y+8|0;w=y+16|0;while(1){c=f[x>>2]|0;if(c>>>0<(f[t>>2]|0)>>>0){f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;o=c+12|0;f[x>>2]=o}else{w5a(b);o=f[x>>2]|0}q=o+-12|0;n=a+4|0;c=(f[n>>2]|0)-(f[a>>2]|0)|0;d=c>>5;r=o+-4|0;l=f[q>>2]|0;j=l;if((f[r>>2]|0)-l>>5>>>0<d>>>0){m=o+-8|0;if(d>>>0>134217727){a=15;break}e=f[m>>2]|0;i=pOb(c)|0;g=i+(e-l>>5<<5)|0;k=g;i=i+(d<<5)|0;c=e;if((c|0)==(j|0))c=k;else{e=c+-32|0;d=g;while(1){B=c;c=c+-32|0;p[d+-32>>3]=+p[c>>3];p[d+-24>>3]=+p[B+-24>>3];p[d+-16>>3]=+p[B+-16>>3];p[d+-8>>3]=+p[B+-8>>3];if((c|0)==(j|0))break;else d=d+-32|0}c=g+(~((e-l|0)>>>5)<<5)|0}f[q>>2]=c;f[m>>2]=k;f[r>>2]=i;if(l|0)sOb(l)}c=f[a>>2]|0;g=f[n>>2]|0;if((c|0)!=(g|0)){e=o+-8|0;do{h=+p[c>>3];E=+p[c+8>>3];D=+p[c+16>>3];C=1.0/+L(+(h*h+(E*E+D*D)));h=h*C;p[y>>3]=h;p[v>>3]=E*C;p[w>>3]=D*C;p[z>>3]=C*+p[c+24>>3];d=f[e>>2]|0;if(d>>>0<(f[r>>2]|0)>>>0){p[d>>3]=h;p[d+8>>3]=+p[v>>3];p[d+16>>3]=+p[w>>3];p[d+24>>3]=+p[z>>3];f[e>>2]=d+32}else EBa(q,y,z);c=c+32|0}while((c|0)!=(g|0))}a=a+12|0;if((a|0)==(s|0)){a=9;break}}if((a|0)==9){u=A;return}else if((a|0)==15)vd()}function gjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function hjb(a){a=a|0;var b=0;b=AQa(a)|0;a=E9a(b)|0;b=b+230|0;b=j[b>>1]|j[b+2>>1]<<16;return (b&1|0?(a?1:2):3)&(b&2|0?(a?-2:-3):-1)|0}function ijb(a){a=a|0;switch(a|0){case 0:{a=0;break}case 1:{a=2;break}case 2:{a=1;break}default:{}}return a|0}function jjb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;g=u;u=u+144|0;f=g;if(!d){f=0;u=g;return f|0}if(e){e=(bCa(a,b,f)|0)==0;f=jjb(a,e?b:f,c,d,0)|0;u=g;return f|0}else{q=+p[c>>3];n=+p[c+32>>3];l=+p[c+64>>3];z=+p[c+8>>3];x=+p[c+40>>3];v=+p[c+72>>3];D=+p[c+24>>3];C=+p[c+56>>3];B=+p[c+88>>3];j=+p[c+96>>3];t=+p[c+104>>3];i=+p[c+120>>3];w=+p[b>>3];y=+p[b+8>>3];A=+p[b+16>>3];r=1.0/(w*D+y*C+A*B+i);h=(q*w+n*y+l*A+j)*r;r=(w*z+y*x+A*v+t)*r;A=+p[b+24>>3];y=+p[b+32>>3];w=+p[b+40>>3];s=1.0/(A*D+y*C+w*B+i);o=+p[b+48>>3];m=+p[b+56>>3];k=+p[b+64>>3];i=1.0/(o*D+m*C+k*B+i);h=((q*A+n*y+l*w+j)*s-h)*((o*z+m*x+k*v+t)*i-r)-((A*z+y*x+w*v+t)*s-r)*((q*o+n*m+l*k+j)*i-h);f=(d|0)==2?h<0.0:h>0.0;u=g;return f|0}return 0}function kjb(){if(!(b[257144]|0))MPb(257144)|0;f[64694]=262921;return}function ljb(a){a=a|0;mjb(a,f[64694]|0);p[a+24>>3]=0.0;b[a+32>>0]=0;return}function mjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257376]|0))if(MPb(257376)|0){f[64695]=0;f[64696]=0;f[64697]=0}d=f[64696]|0;if((f[64695]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64696]|0;e=d+-20|0;do{g=d+-20|0;f[64696]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64696]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function njb(a,b){a=a|0;b=b|0;f[a>>2]=b;return}function ojb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0;f[a>>2]=b;s=a+72|0;j=c+8|0;t=JAa(b,~~+p[c>>3],~~+p[j>>3])|0;p[s>>3]=+p[t>>3];p[a+80>>3]=+p[t+8>>3];p[a+88>>3]=+p[t+16>>3];e=a+96|0;p[e>>3]=+p[t+24>>3];p[a+104>>3]=+p[t+32>>3];p[a+112>>3]=+p[t+40>>3];p[a+120>>3]=+p[t+48>>3];g=a+128|0;p[g>>3]=+p[t+56>>3];p[a+136>>3]=+p[t+64>>3];p[a+144>>3]=+p[t+72>>3];p[a+152>>3]=+p[t+80>>3];h=a+160|0;p[h>>3]=+p[t+88>>3];p[a+168>>3]=+p[t+96>>3];p[a+176>>3]=+p[t+104>>3];p[a+184>>3]=+p[t+112>>3];i=a+192|0;p[i>>3]=+p[t+120>>3];LAa(s,a+200|0);q=+p[c>>3];o=+p[j>>3];q=q*.5*2.0/q+-1.0;o=(o-o*.5)*2.0/o+-1.0;k=1.0/(+p[a+320>>3]+(q*+p[a+224>>3]+o*+p[a+256>>3]-+p[a+288>>3]));s=f[a>>2]|0;n=+p[s+56>>3]-+p[s+32>>3];m=+p[s+64>>3]-+p[s+40>>3];r=+p[s+72>>3]-+p[s+48>>3];l=+L(+(n*n+(m*m+r*r)));n=n/l;m=m/l;l=r/l;k=-((+p[a+296>>3]+(+p[a+200>>3]*q+ +p[a+232>>3]*o-+p[a+264>>3]))*k*n+((+p[a+304>>3]+(q*+p[a+208>>3]+o*+p[a+240>>3]-+p[a+272>>3]))*k*m+(+p[a+312>>3]+(q*+p[a+216>>3]+o*+p[a+248>>3]-+p[a+280>>3]))*k*l));p[a+8>>3]=n;p[a+16>>3]=m;p[a+24>>3]=l;p[a+32>>3]=k;if((d|0)<=-1)return;p[a+328>>3]=+p[e>>3];p[a+336>>3]=+p[g>>3];p[a+344>>3]=+p[h>>3];p[a+352>>3]=+p[i>>3];o=+p[c>>3];n=+p[j>>3];r=+p[b+208>>3];q=+p[b+216>>3];p[a+360>>3]=+(d|0)/(o<n?n:o)*(r<q?q:r);return}function pjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0;e=+p[c>>3];r=+p[c+8>>3];o=e*+p[b+200>>3]+r*+p[b+232>>3];g=+p[b+264>>3];q=+p[b+296>>3];m=e*+p[b+208>>3]+r*+p[b+240>>3];f=+p[b+272>>3];n=+p[b+304>>3];k=e*+p[b+216>>3]+r*+p[b+248>>3];d=+p[b+280>>3];l=+p[b+312>>3];r=e*+p[b+224>>3]+r*+p[b+256>>3];e=+p[b+288>>3];s=+p[b+320>>3];h=1.0/(s+(r-e));j=(q+(o-g))*h;i=(n+(m-f))*h;h=(l+(k-d))*h;e=1.0/(s+(r+e*0.0));g=(q+(o+g*0.0))*e-j;f=(n+(m+f*0.0))*e-i;e=(l+(k+d*0.0))*e-h;d=+L(+(g*g+(f*f+e*e)));p[a>>3]=j;p[a+8>>3]=i;p[a+16>>3]=h;p[a+24>>3]=g/d;p[a+32>>3]=f/d;p[a+40>>3]=e/d;return}function qjb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0;e=u;u=u+80|0;g=e;f[a>>2]=b;p[a+8>>3]=+p[d>>3];j=d+8|0;p[a+16>>3]=+p[j>>3];p[a+24>>3]=+p[c>>3];i=c+8|0;p[a+32>>3]=+p[i>>3];h=+p[j>>3];h=(h-(+p[i>>3]+.5))*2.0/h+-1.0;n[a+40>>2]=(+p[c>>3]+.5)*2.0/+p[d>>3]+-1.0;n[a+44>>2]=h;n[a+48>>2]=0.0;rjb(g,b,c,d);p[a+56>>3]=+p[g>>3];p[a+64>>3]=+p[g+8>>3];p[a+72>>3]=+p[g+16>>3];p[a+80>>3]=+p[g+24>>3];p[a+88>>3]=+p[g+32>>3];p[a+96>>3]=+p[g+40>>3];f[a+104>>2]=f[g+48>>2];f[a+108>>2]=f[g+52>>2];f[a+112>>2]=f[g+56>>2];f[a+116>>2]=f[g+60>>2];f[a+120>>2]=f[g+64>>2];f[a+124>>2]=f[g+68>>2];u=e;return}function rjb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0;t=+p[d+8>>3];k=(+p[c>>3]+.5)*2.0/+p[d>>3]+-1.0;t=(t-(+p[c+8>>3]+.5))*2.0/t+-1.0;g=k*+p[b+200>>3]+ +p[b+232>>3]*t;r=+p[b+264>>3];s=+p[b+296>>3];o=k*+p[b+208>>3]+t*+p[b+240>>3];f=+p[b+272>>3];q=+p[b+304>>3];l=k*+p[b+216>>3]+t*+p[b+248>>3];e=+p[b+280>>3];m=+p[b+312>>3];t=k*+p[b+224>>3]+t*+p[b+256>>3];k=+p[b+288>>3];u=+p[b+320>>3];h=1.0/(u+(t-k));j=(s+(g-r))*h;i=(q+(o-f))*h;h=(m+(l-e))*h;k=1.0/(u+(t+k*0.0));g=(s+(r*0.0+g))*k-j;f=(q+(o+f*0.0))*k-i;k=(m+(l+e*0.0))*k-h;e=+L(+(g*g+(f*f+k*k)));g=g/e;f=f/e;e=k/e;p[a>>3]=j;p[a+8>>3]=i;p[a+16>>3]=h;p[a+24>>3]=g;p[a+32>>3]=f;p[a+40>>3]=e;n[a+48>>2]=j;n[a+52>>2]=i;n[a+56>>2]=h;n[a+60>>2]=g;n[a+64>>2]=f;n[a+68>>2]=e;return}function sjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0;g=f[b>>2]|0;j=+p[c>>3];i=+p[c+8>>3];h=+p[c+16>>3];e=1.0/(j*+p[g+96>>3]+i*+p[g+128>>3]+h*+p[g+160>>3]+ +p[g+192>>3]);d=+p[b+16>>3];d=d-d*(((j*+p[g+80>>3]+i*+p[g+112>>3]+h*+p[g+144>>3]+ +p[g+176>>3])*e+1.0)*.5);p[a>>3]=+p[b+8>>3]*(((+p[g+72>>3]*j+ +p[g+104>>3]*i+ +p[g+136>>3]*h+ +p[g+168>>3])*e+1.0)*.5);p[a+8>>3]=d;return}function tjb(){if(!(b[257144]|0))MPb(257144)|0;f[64698]=262921;return}function ujb(a,c){a=a|0;c=c|0;c=c&255;b[a>>0]=c&1;b[a+1>>0]=c>>>1&1;b[a+2>>0]=c>>>2&1;return}function vjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257384]|0))if(MPb(257384)|0){f[64699]=0;f[64700]=0;f[64701]=0}d=f[64700]|0;if((f[64699]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64700]|0;e=d+-20|0;do{g=d+-20|0;f[64700]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64700]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function wjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257392]|0))if(MPb(257392)|0){f[64702]=0;f[64703]=0;f[64704]=0}e=f[64703]|0;if((f[64702]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64703]|0;m=h+-12|0;while(1){e=h+-12|0;f[64703]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{i=h+-12|0;f[k>>2]=i;j=f[i>>2]|0;if(!j)h=i;else{h=h+-8|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-32-j|0)>>>5)<<5);sOb(j);h=f[k>>2]|0}}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64703]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function xjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=(c-b|0)/12|0;j=a+8|0;e=f[j>>2]|0;q=f[a>>2]|0;d=q;if(o>>>0>((e-q|0)/12|0)>>>0){if(q){i=a+4|0;e=f[i>>2]|0;if((e|0)==(d|0))e=q;else{do{g=e+-12|0;f[i>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-32-h|0)>>>5)<<5);sOb(h);e=f[i>>2]|0}}while((e|0)!=(d|0));e=f[a>>2]|0}sOb(e);f[j>>2]=0;f[i>>2]=0;f[a>>2]=0;e=0}if(o>>>0>357913941)AMb(a);n=(e|0)/12|0;e=n<<1;e=n>>>0<178956970?(e>>>0<o>>>0?o:e):357913941;if(e>>>0>357913941)AMb(a);g=pOb(e*12|0)|0;n=a+4|0;f[n>>2]=g;f[a>>2]=g;f[j>>2]=g+(e*12|0);if((b|0)==(c|0))return;else m=b;while(1){f[g>>2]=0;l=g+4|0;f[l>>2]=0;f[g+8>>2]=0;i=m+4|0;e=(f[i>>2]|0)-(f[m>>2]|0)|0;h=e>>5;if(h|0){if(h>>>0>134217727){e=38;break}k=pOb(e)|0;f[l>>2]=k;f[g>>2]=k;f[g+8>>2]=k+(h<<5);j=f[m>>2]|0;h=f[i>>2]|0;if((j|0)!=(h|0)){e=j;i=k;while(1){p[i>>3]=+p[e>>3];p[i+8>>3]=+p[e+8>>3];p[i+16>>3]=+p[e+16>>3];p[i+24>>3]=+p[e+24>>3];e=e+32|0;if((e|0)==(h|0))break;else i=i+32|0}f[l>>2]=k+(((h+-32-j|0)>>>5)+1<<5)}}m=m+12|0;e=(f[n>>2]|0)+12|0;f[n>>2]=e;if((m|0)==(c|0)){e=43;break}else g=e}if((e|0)==38)AMb(g);else if((e|0)==43)return}m=a+4|0;i=((f[m>>2]|0)-q|0)/12|0;h=o>>>0>i>>>0;i=b+(i*12|0)|0;g=h?i:c;if((g|0)==(b|0))j=d;else{e=b;do{if((d|0)!=(e|0))Ijb(d,f[e>>2]|0,f[e+4>>2]|0);e=e+12|0;d=d+12|0}while((e|0)!=(g|0));j=d}if(!h){d=f[m>>2]|0;if((d|0)==(j|0))return;do{e=d+-12|0;f[m>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[m>>2]|0}}while((d|0)!=(j|0));return}if((g|0)==(c|0))return;l=f[m>>2]|0;while(1){f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;g=i+4|0;d=(f[g>>2]|0)-(f[i>>2]|0)|0;e=d>>5;if(e|0){if(e>>>0>134217727){e=11;break}j=pOb(d)|0;f[k>>2]=j;f[l>>2]=j;f[l+8>>2]=j+(e<<5);h=f[i>>2]|0;e=f[g>>2]|0;if((h|0)!=(e|0)){d=h;g=j;while(1){p[g>>3]=+p[d>>3];p[g+8>>3]=+p[d+8>>3];p[g+16>>3]=+p[d+16>>3];p[g+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(e|0))break;else g=g+32|0}f[k>>2]=j+(((e+-32-h|0)>>>5)+1<<5)}}i=i+12|0;d=(f[m>>2]|0)+12|0;f[m>>2]=d;if((i|0)==(c|0)){e=43;break}else l=d}if((e|0)==11)AMb(l);else if((e|0)==43)return}function yjb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0.0;q=f[a+192>>2]|0;c=f[a+208>>2]|0;D=f[a+216>>2]|0;e=f[a+264>>2]|0;g=f[a+272>>2]|0;h=f[a+312>>2]|0;r=f[a+360>>2]|0;s=f[a+368>>2]|0;t=f[a+376>>2]|0;u=f[a+384>>2]|0;v=f[a+392>>2]|0;w=f[a+400>>2]|0;x=f[a+408>>2]|0;y=f[a+416>>2]|0;z=f[a+424>>2]|0;A=f[a+432>>2]|0;B=f[a+440>>2]|0;C=f[a+448>>2]|0;i=f[a+496>>2]|0;E=f[a+1032>>2]|0;F=f[a+1224>>2]|0;G=f[a+1240>>2]|0;if(G){G=0;if(E){igb(q);if(!(Kub(f[c>>2]|0,q+8|0)|0)){Cub(a+16|0,f[c>>2]|0,0,1);c=f[(a+16|0)>>2]|0;p=f[((a+16|0)+4|0)>>2]|0;f[(a+16|0)>>2]=0;f[((a+16|0)+4|0)>>2]=0;f[(q+8|0)>>2]=c;c=f[(q+12|0)>>2]|0;f[(q+12|0)>>2]=p;if(c|0){iOb(c);c=f[((a+16|0)+4|0)>>2]|0;if(c|0)iOb(c)}}c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;I=f[(a+80|0)>>2]|0;l=f[64743]|0;m=f[64744]|0;o=f[64745]|0;p=f[64746]|0;Tvb(258928,0,0,f[I+16>>2]|0,f[I+20>>2]|0)|0;I=b[259048]|0;H=b[259049]|0;j=b[259050]|0;k=b[259051]|0;Gub(f[q>>2]|0,0,a+80|0,3553,0);Vd(16384);J=b[259212]|0;Kwb(258928,1)|0;bwb(258928,f[f[q+112>>2]>>2]|0)|0;jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);dwb(258928,f[f[(q+8|0)>>2]>>2]|0)|0;Gub(f[(q+8|0)>>2]|0,0,a+80|0,3553,0);jwb(258928,0,0,1,0)|0;uwb(258928,517,0,f[D>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);jwb(258928,0,0,0,1)|0;uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);Kwb(258928,J<<24>>24!=0)|0;jwb(258928,I<<24>>24!=0,H<<24>>24!=0,j<<24>>24!=0,k<<24>>24!=0)|0;Tvb(258928,l,m,o,p)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}J=f[64747]|0;nvb(a+16|0);Uvb(258928,4)|0;Vvb(258928,f[e+8>>2]|0)|0;Uvb(258928,3)|0;Vvb(258928,f[(f[(h+72|0)>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[g+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;pwb(258928,1,771)|0;Fwb(258928,1)|0;bwb(258928,f[f[q+128>>2]>>2]|0)|0;I=f[q+164>>2]|0;K=+n[q+40>>2];M=K*+n[q+32>>2];L=K*+n[q+36>>2];n[a>>2]=+n[q+28>>2]*K;n[a+4>>2]=M;n[a+8>>2]=L;n[a+12>>2]=K;lf(I|0,1,a|0);I=f[q+168>>2]|0;K=+n[q+56>>2];L=K*+n[q+48>>2];M=K*+n[q+52>>2];n[a>>2]=+n[q+44>>2]*K;n[a+4>>2]=L;n[a+8>>2]=M;n[a+12>>2]=K;lf(I|0,1,a|0);I=f[q+172>>2]|0;K=+n[q+72>>2];M=K*+n[q+64>>2];L=K*+n[q+68>>2];n[a>>2]=+n[q+60>>2]*K;n[a+4>>2]=M;n[a+8>>2]=L;n[a+12>>2]=K;lf(I|0,1,a|0);bf(f[q+160>>2]|0,+(+n[q+108>>2]));Ygb(f[q+156>>2]|0);ovb(a+16|0);Uvb(258928,J)|0}else G=1}if(G){G=0;if(1){ngb(0,q+236|0,200333);Uvb(258928,0)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;c=b[(q+24|0)>>0]|0;a:do if(c<<24>>24==(b[(q+25|0)>>0]|0)){switch(c<<24>>24){case 2:case 0:{m=1;break a}default:{}}if(+n[q+44>>2]==+n[q+60>>2])if(+n[q+48>>2]==+n[q+64>>2])if(+n[q+52>>2]==+n[q+68>>2])m=+n[q+56>>2]==+n[q+72>>2];else m=0;else m=0;else m=0}else m=0;while(0);c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;j=f[(a+80|0)>>2]|0;e=f[64743]|0;g=f[64744]|0;h=f[64745]|0;i=f[64746]|0;Tvb(258928,0,0,f[j+16>>2]|0,f[j+20>>2]|0)|0;Gub(f[q>>2]|0,0,a+80|0,3553,0);Vd(16384);j=b[259212]|0;Kwb(258928,1)|0;uwb(258928,514,0,f[(D+4|0)>>2]|f[D>>2])|0;ogb(q,b[q+26>>0]|0,q+28|0);k=f[D>>2]|0;l=f[(D+4|0)>>2]|k;if(m){uwb(258928,517,0,l)|0;ogb(q,b[(q+24|0)>>0]|0,q+44|0)}else{uwb(258928,514,k,l)|0;ogb(q,b[(q+24|0)>>0]|0,q+44|0);uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;ogb(q,b[(q+25|0)>>0]|0,q+60|0)}Kwb(258928,j<<24>>24!=0)|0;Tvb(258928,e,g,h,i)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}bwb(258928,f[f[q+236>>2]>>2]|0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;pwb(258928,1,771)|0;Fwb(258928,1)|0;Ygb(f[q+244>>2]|0)}else G=1}if(+n[(q+88|0)>>2]>0.0)F=51;else if(+n[q+104>>2]>0.0)F=51;if((F|0)==51){Vvb(258928,0)|0;c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;j=f[(a+80|0)>>2]|0;e=f[64743]|0;g=f[64744]|0;h=f[64745]|0;i=f[64746]|0;Tvb(258928,0,0,f[j+16>>2]|0,f[j+20>>2]|0)|0;j=b[259204]|0;Fwb(258928,0)|0;k=b[259048]|0;l=b[259049]|0;m=b[259050]|0;o=b[259051]|0;Vd(16384);p=b[259212]|0;Kwb(258928,1)|0;bwb(258928,f[f[q+112>>2]>>2]|0)|0;if(+n[(q+88|0)>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D+8>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(+n[(q+104|0)>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[D+12>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(E){dwb(258928,f[f[q+8>>2]>>2]|0)|0;if(+n[(q+88|0)>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D+8>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(+n[(q+104|0)>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[D+12>>2]|0)|0;Ygb(f[q+136>>2]|0)}}Kwb(258928,p<<24>>24!=0)|0;jwb(258928,k<<24>>24!=0,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0)|0;Fwb(258928,j<<24>>24!=0)|0;Tvb(258928,e,g,h,i)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}bwb(258928,f[f[q+120>>2]>>2]|0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;J=f[q+144>>2]|0;M=+n[(q+88|0)>>2];L=M*+n[q+80>>2];K=M*+n[q+84>>2];n[(a+16|0)>>2]=+n[q+76>>2]*M;n[(a+16|0)+4>>2]=L;n[(a+16|0)+8>>2]=K;n[(a+16|0)+12>>2]=M;lf(J|0,1,a+16|0|0);J=f[q+148>>2]|0;M=+n[(q+104|0)>>2];K=M*+n[q+96>>2];L=M*+n[q+100>>2];n[(a+16|0)>>2]=+n[q+92>>2]*M;n[(a+16|0)+4>>2]=K;n[(a+16|0)+8>>2]=L;n[(a+16|0)+12>>2]=M;lf(J|0,1,a+16|0|0);J=f[(a+80|0)>>2]|0;ef(f[q+152>>2]|0,+(1.5/+(f[J+16>>2]|0)),+(1.5/+(f[J+20>>2]|0)));Ygb(f[q+140>>2]|0)}if((x|0)==(y|0)&(z|0)==(A|0)&(B|0)==(C|0))uwb(258928,x,z,B)|0;else{vwb(258928,x,z,B)|0;wwb(258928,y,A,C)|0}if((r|0)==(u|0)&(s|0)==(v|0)&(t|0)==(w|0))Awb(258928,r,s,t)|0;else{Bwb(258928,r,s,t)|0;Cwb(258928,u,v,w)|0}c=f[((a+80|0)+4|0)>>2]|0;if(c|0)iOb(c);Ghb(a+152|0);f[a+1224>>2]=F;f[a+1240>>2]=G}function zjb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;y=f[a+48>>2]|0;r=f[a+64>>2]|0;w=f[a+72>>2]|0;v=f[a+552>>2]|0;t=f[a+560>>2]|0;i=f[a+568>>2]|0;x=f[a+1136>>2]|0;a:{d=1;if(d){d=0;if(!i){c=0;x=161}else d=1}if(d)if(1){if(!((i+-1|0)&i))q=(i+-1|0)&t;else if(t>>>0<i>>>0)q=t;else q=(t>>>0)%(i>>>0)|0;d=f[(f[v>>2]|0)+(q<<2)>>2]|0;j=1;if(j){j=0;if(!d){c=q;x=161}else j=1}if(j)if(1){j=f[d>>2]|0;d=1;if(d){d=0;if(!j){c=q;x=161}else d=1}if(d)if(1){k=b[r>>0]|0;o=b[r+1>>0]|0;p=f[r+4>>2]|0;m=f[r+16>>2]|0;if(!((i+-1|0)&i)){if(k<<24>>24){d=j;while(1){o=f[d+4>>2]|0;if(!((o|0)==(t|0)|(o&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}if((b[d+8>>0]|0)==k<<24>>24)if((f[d+12>>2]|0)==(p|0)){s=d;break a}d=f[d>>2]|0;if(!d){c=q;x=161;break a}}}if(!m){d=j;while(1){m=f[d+4>>2]|0;if(!((m|0)==(t|0)|(m&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}j=d+8|0;do if(!(b[j>>0]|0)){if((b[j+1>>0]|0)!=o<<24>>24)break;if((f[d+12>>2]|0)!=(p|0))break;if(!(f[d+24>>2]|0)){s=d;break a}}while(0);d=f[d>>2]|0;if(!d){c=q;x=161;break a}}}while(1){l=f[j+4>>2]|0;if(!((l|0)==(t|0)|(l&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}l=j+8|0;b:do if(!(b[l>>0]|0))if((b[l+1>>0]|0)==o<<24>>24){if((f[j+12>>2]|0)!=(p|0))break;if((f[j+24>>2]|0)!=(m|0))break;d=r+8|0;k=j+16|0;while(1){if((b[k>>0]|0)!=(b[d>>0]|0))break b;if((b[k+1>>0]|0)!=(b[d+1>>0]|0))break b;k=k+2|0;if((k|0)==(l+8+(m<<1)|0|0)){s=j;break a}else d=d+2|0}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break a}}}if(k<<24>>24)while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}if((b[j+8>>0]|0)==k<<24>>24)if((f[j+12>>2]|0)==(p|0)){s=j;break a}j=f[j>>2]|0;if(!j){c=q;x=161;break a}}if(!m)while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}d=j+8|0;do if(!(b[d>>0]|0))if((b[d+1>>0]|0)==o<<24>>24){if((f[j+12>>2]|0)!=(p|0))break;if(!(f[j+24>>2]|0)){s=j;break a}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break a}}while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}l=j+8|0;c:do if(!(b[l>>0]|0))if((b[l+1>>0]|0)==o<<24>>24)if((f[j+12>>2]|0)==(p|0)){if((f[j+24>>2]|0)!=(m|0))break;d=r+8|0;k=j+16|0;while(1){if((b[k>>0]|0)!=(b[d>>0]|0))break c;if((b[k+1>>0]|0)!=(b[d+1>>0]|0))break c;k=k+2|0;if((k|0)==(l+8+(m<<1)|0|0)){s=j;break a}else d=d+2|0}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break}}}}}}if((x|0)==161){j=pOb(52)|0;s=f[r+4>>2]|0;f[(j+8|0)>>2]=f[r>>2];f[(j+8|0)+4>>2]=s;b[(j+16|0)>>0]=0;b[(j+16|0)+1>>0]=0;b[(j+16|0)+2>>0]=0;b[(j+16|0)+3>>0]=0;b[((j+16|0)+4|0)>>0]=0;b[((j+16|0)+4|0)+1>>0]=0;b[((j+16|0)+4|0)+2>>0]=0;b[((j+16|0)+4|0)+3>>0]=0;s=f[r+16>>2]|0;f[(j+24|0)>>2]=s;if(s|0){d=0;do{q=r+8+(d<<1)|0;s=j+16+(d<<1)|0;q=h[q>>0]|h[q+1>>0]<<8;b[s>>0]=q;b[s+1>>0]=q>>8;d=d+1|0}while(d>>>0<(f[(j+24|0)>>2]|0)>>>0)}f[(j+28|0)>>2]=0;f[(j+28|0)+4>>2]=0;f[(j+28|0)+8>>2]=0;f[(j+28|0)+12>>2]=0;f[(j+28|0)+16>>2]=0;f[(j+28|0)+20>>2]=0;f[j+4>>2]=t;f[j>>2]=0;e=+(((f[(v+12|0)>>2]|0)+1|0)>>>0);g=+n[(v+16|0)>>2];do if((i|0)==0|g*+(i>>>0)<e){c=~~+W(+(e/g))>>>0;c=(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<c>>>0?c:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;i=f[(v+4|0)>>2]|0}if(c>>>0>i>>>0)shb(v,c);else if(c>>>0<i>>>0){d=~~+W(+(+((f[(v+12|0)>>2]|0)>>>0)/+n[(v+16|0)>>2]))>>>0;if(i>>>0>2&(i+-1&i|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<i>>>0)shb(v,c)}c=f[(v+4|0)>>2]|0;if(!((c+-1|0)&c)){i=c;c=(c+-1|0)&t;break}if(t>>>0<c>>>0){i=c;c=t}else{i=c;c=(t>>>0)%(c>>>0)|0}}while(0);c=(f[v>>2]|0)+(c<<2)|0;d=f[c>>2]|0;if(!d){f[j>>2]=f[(v+8|0)>>2];f[(v+8|0)>>2]=j;f[c>>2]=v+8|0;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;u=(f[v>>2]|0)+(c<<2)|0;x=187}}else{f[j>>2]=f[d>>2];u=d;x=187}if((x|0)==187)f[u>>2]=j;f[(v+12|0)>>2]=(f[(v+12|0)>>2]|0)+1;s=j}c=f[(a+16|0)>>2]|0;d=f[((a+16|0)+4|0)>>2]|0;if(d|0)gOb(d);f[s+28>>2]=c;v=s+32|0;c=f[v>>2]|0;f[v>>2]=d;if(c|0)iOb(c);c=f[(a+8|0)>>2]|0;d=f[((a+8|0)+4|0)>>2]|0;if(d|0)gOb(d);f[s+36>>2]=c;v=s+40|0;c=f[v>>2]|0;f[v>>2]=d;if(c|0)iOb(c);if(w){c=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if(d|0)gOb(d);f[s+44>>2]=c;w=s+48|0;c=f[w>>2]|0;f[w>>2]=d;if(!c){c=a+4|0;d=a}else{iOb(c);c=a+4|0;d=a}}else{c=a+4|0;d=a}f[y>>2]=f[d>>2];f[y+4>>2]=f[c>>2];f[c>>2]=0;f[a+1136>>2]=x}function Ajb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=f[a+16>>2]|0;h=f[a+24>>2]|0;d=f[a+160>>2]|0;e=f[a+976>>2]|0;a:{f[g+248>>2]=d;c=f[(h+252|0)>>2]|0;f[(g+252|0)>>2]=c;i=f[(h+256|0)>>2]|0;f[g+256>>2]=i;f[g+260>>2]=f[h+260>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+252|0;f[(h+252|0)>>2]=0;f[(h+256|0)>>2]=0}e=f[(h+264|0)>>2]|0;f[(h+264|0)>>2]=0;d=f[(h+268|0)>>2]|0;f[(h+268|0)>>2]=0;f[g+264>>2]=e;f[g+268>>2]=d;c=f[(h+272|0)>>2]|0;f[(g+272|0)>>2]=c;i=f[(h+276|0)>>2]|0;f[g+276>>2]=i;f[g+280>>2]=f[h+280>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+272|0;f[(h+272|0)>>2]=0;f[(h+276|0)>>2]=0}e=f[(h+284|0)>>2]|0;f[(h+284|0)>>2]=0;d=f[(h+288|0)>>2]|0;f[(h+288|0)>>2]=0;f[g+284>>2]=e;f[g+288>>2]=d;c=f[(h+292|0)>>2]|0;f[(g+292|0)>>2]=c;i=f[(h+296|0)>>2]|0;f[g+296>>2]=i;f[g+300>>2]=f[h+300>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+292|0;f[(h+292|0)>>2]=0;f[(h+296|0)>>2]=0}e=f[(h+304|0)>>2]|0;f[(h+304|0)>>2]=0;d=f[(h+308|0)>>2]|0;f[(h+308|0)>>2]=0;f[g+304>>2]=e;f[g+308>>2]=d;c=f[(h+312|0)>>2]|0;f[(g+312|0)>>2]=c;i=f[(h+316|0)>>2]|0;f[g+316>>2]=i;f[g+320>>2]=f[h+320>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+312|0;f[(h+312|0)>>2]=0;f[(h+316|0)>>2]=0}e=f[(h+324|0)>>2]|0;f[(h+324|0)>>2]=0;d=f[(h+328|0)>>2]|0;f[(h+328|0)>>2]=0;f[g+324>>2]=e;f[g+328>>2]=d;c=f[(h+332|0)>>2]|0;f[(g+332|0)>>2]=c;i=f[(h+336|0)>>2]|0;f[g+336>>2]=i;f[g+340>>2]=f[h+340>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+332|0;f[(h+332|0)>>2]=0;f[(h+336|0)>>2]=0}e=f[(h+344|0)>>2]|0;f[(h+344|0)>>2]=0;d=f[(h+348|0)>>2]|0;f[(h+348|0)>>2]=0;f[g+344>>2]=e;f[g+348>>2]=d;c=f[(h+352|0)>>2]|0;f[(g+352|0)>>2]=c;i=f[(h+356|0)>>2]|0;f[g+356>>2]=i;f[g+360>>2]=f[h+360>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+352|0;f[(h+352|0)>>2]=0;f[(h+356|0)>>2]=0}e=f[(h+364|0)>>2]|0;f[(h+364|0)>>2]=0;d=f[(h+368|0)>>2]|0;f[(h+368|0)>>2]=0;f[g+364>>2]=e;f[g+368>>2]=d;c=f[(h+372|0)>>2]|0;f[(g+372|0)>>2]=c;i=f[(h+376|0)>>2]|0;f[g+376>>2]=i;f[g+380>>2]=f[h+380>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+372|0;f[(h+372|0)>>2]=0;f[(h+376|0)>>2]=0}e=f[(h+384|0)>>2]|0;f[(h+384|0)>>2]=0;d=f[(h+388|0)>>2]|0;f[(h+388|0)>>2]=0;f[g+384>>2]=e;f[g+388>>2]=d;c=f[(h+392|0)>>2]|0;f[(g+392|0)>>2]=c;i=f[(h+396|0)>>2]|0;f[g+396>>2]=i;f[g+400>>2]=f[h+400>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+392|0;f[(h+392|0)>>2]=0;f[(h+396|0)>>2]=0}e=f[(h+404|0)>>2]|0;f[(h+404|0)>>2]=0;d=f[(h+408|0)>>2]|0;f[(h+408|0)>>2]=0;f[g+404>>2]=e;f[g+408>>2]=d;c=f[(h+412|0)>>2]|0;f[(g+412|0)>>2]=c;i=f[(h+416|0)>>2]|0;f[g+416>>2]=i;f[g+420>>2]=f[h+420>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+412|0;f[(h+412|0)>>2]=0;f[(h+416|0)>>2]=0}e=f[(h+424|0)>>2]|0;f[(h+424|0)>>2]=0;d=f[(h+428|0)>>2]|0;f[(h+428|0)>>2]=0;f[g+424>>2]=e;f[g+428>>2]=d;c=f[(h+432|0)>>2]|0;f[(g+432|0)>>2]=c;i=f[(h+436|0)>>2]|0;f[g+436>>2]=i;f[g+440>>2]=f[h+440>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+432|0;f[(h+432|0)>>2]=0;f[(h+436|0)>>2]=0}e=f[(h+444|0)>>2]|0;f[(h+444|0)>>2]=0;d=f[(h+448|0)>>2]|0;f[(h+448|0)>>2]=0;f[g+444>>2]=e;f[g+448>>2]=d;c=f[(h+452|0)>>2]|0;f[(g+452|0)>>2]=c;i=f[(h+456|0)>>2]|0;f[g+456>>2]=i;f[g+460>>2]=f[h+460>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+452|0;f[(h+452|0)>>2]=0;f[(h+456|0)>>2]=0}e=f[(h+464|0)>>2]|0;f[(h+464|0)>>2]=0;d=f[(h+468|0)>>2]|0;f[(h+468|0)>>2]=0;f[g+464>>2]=e;f[g+468>>2]=d;c=f[(h+472|0)>>2]|0;f[(g+472|0)>>2]=c;i=f[(h+476|0)>>2]|0;f[g+476>>2]=i;f[g+480>>2]=f[h+480>>2];if(!i){e=g+484|0;i=h+484|0;f[e>>2]=0;d=g+488|0;f[d>>2]=0;j=g+492|0;f[j>>2]=0;j=f[i>>2]|0;f[e>>2]=j;e=h+488|0;j=f[e>>2]|0;f[d>>2]=j;d=h+492|0;j=f[d>>2]|0;c=g+492|0;f[c>>2]=j;f[d>>2]=0;f[e>>2]=0;f[i>>2]=0;i=g+496|0;e=h+496|0;e=f[e>>2]|0;f[i>>2]=e;i=g+500|0;h=h+500|0;h=b[h>>0]|0;b[i>>0]=h;f[a+1312>>2]=5;break a}c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+472|0;f[(h+472|0)>>2]=0;f[(h+476|0)>>2]=0;i=g+484|0;j=h+484|0;f[i>>2]=0;e=g+488|0;f[e>>2]=0;c=g+492|0;f[c>>2]=0;c=f[j>>2]|0;f[i>>2]=c;i=h+488|0;c=f[i>>2]|0;f[e>>2]=c;e=h+492|0;c=f[e>>2]|0;d=g+492|0;f[d>>2]=c;f[e>>2]=0;f[i>>2]=0;f[j>>2]=0;j=g+496|0;i=h+496|0;i=f[i>>2]|0;f[j>>2]=i;j=g+500|0;i=h+500|0;i=b[i>>0]|0;b[j>>0]=i;f[a+1312>>2]=5;break a}}function Bjb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;x=f[a+1024>>2]|0;c=f[a+3336>>2]|0;w=f[a+3344>>2]|0;h=f[a+3656>>2]|0;t=f[a+4992>>2]|0;u=f[a+5056>>2]|0;v=f[a+5064>>2]|0;k=+n[a+6200>>2];y=f[a+7400>>2]|0;a:{if(h&268435456|0){g=f[(a+960|0)>>2]|0;h=+n[c>>2]>k;do if(f[(g+36|0)>>2]|0){xib(a+696|0,g,b[g+48>>0]|0,+n[g+44>>2]);e=f[(g+36|0)>>2]|0;f[e>>2]=f[(a+696|0)>>2];f[e+4>>2]=f[((a+696|0)+4|0)>>2];f[e+8>>2]=f[((a+696|0)+8|0)>>2];f[e+12>>2]=f[((a+696|0)+12|0)>>2];f[e+16>>2]=f[((a+696|0)+16|0)>>2];f[e+20>>2]=f[((a+696|0)+20|0)>>2];f[e+52>>2]=f[((a+696|0)+24|0)>>2];f[e+56>>2]=f[((a+696|0)+28|0)>>2];f[e+60>>2]=f[((a+696|0)+32|0)>>2];f[e+64>>2]=f[((a+696|0)+36|0)>>2];f[e+68>>2]=f[((a+696|0)+40|0)>>2];f[e+72>>2]=f[((a+696|0)+44|0)>>2];c=f[w>>2]|0;f[(a+988|0)>>2]=e;f[(a+976|0)>>2]=c;d=1;if(d)if(h){b:do if(!(c&1073741824)){C=+n[e>>2];A=+n[e+4>>2];k=+n[e+8>>2];B=+n[e+16>>2];z=+n[e+20>>2];D=(+n[e+12>>2]-C)*.5;p[(a+696|0)>>3]=D;p[((a+696|0)+8|0)>>3]=(B-A)*.5;p[((a+696|0)+16|0)>>3]=(z-k)*.5;p[(a+656|0)>>3]=D+C;p[((a+656|0)+8|0)>>3]=(B-A)*.5+A;p[((a+656|0)+16|0)>>3]=(z-k)*.5+k;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break b;case 2:break;default:{y=421;break b}}i=f[(a+976|0)>>2]|0;y=420}else{i=c;y=420}while(0);if((y|0)==420){f[(a+976|0)>>2]=i|1073741824;y=421}if((y|0)==421){y=0;s=f[(a+988|0)>>2]|0;k=+n[s>>2];A=(+n[s+12>>2]-k)*.5;z=+n[s+4>>2];B=(+n[s+16>>2]-z)*.5;D=+n[s+8>>2];C=(+n[s+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));_hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;c:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break c;case 2:break;default:{y=485;break c}}q=f[(a+976|0)>>2]|0;y=484}else{q=c;y=484}while(0);if((y|0)==484){f[(a+976|0)>>2]=q|1073741824;y=485}if((y|0)==485){y=0;w=f[(a+988|0)>>2]|0;k=+n[w>>2];A=(+n[w+12>>2]-k)*.5;z=+n[w+4>>2];B=(+n[w+16>>2]-z)*.5;D=+n[w+8>>2];C=(+n[w+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));_hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}break}else d=1;if(d)if(1){d:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break d;case 2:break;default:{y=426;break d}}j=f[(a+976|0)>>2]|0;y=425}else{j=c;y=425}while(0);if((y|0)==425){f[(a+976|0)>>2]=j|1073741824;y=426}if((y|0)==426){y=0;_hb(x+4|0,0.0,a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;e:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break e;case 2:break;default:{y=480;break e}}o=f[(a+976|0)>>2]|0;y=479}else{o=c;y=479}while(0);if((y|0)==479){f[(a+976|0)>>2]=o|1073741824;y=480}if((y|0)==480){y=0;_hb(x+4|0,0.0,a+988|0,a+976|0)}break}}while(0);c=f[g+24>>2]|0;d=f[g+28>>2]|0;if((c|0)==(d|0)){f[a+7464>>2]=1;break a}while(1){jib(x,f[c>>2]|0,a+960|0,a+1e3|0,a,a+800|0,a+816|0,h);c=c+4|0;if((c|0)==(d|0)){f[a+7464>>2]=2;f[a+7468>>2]=10;break a}}}h=f[(a+960|0)>>2]|0;g=+n[c>>2]>k;do if(f[(h+36|0)>>2]|0){xib(a+696|0,h,b[h+48>>0]|0,+n[h+44>>2]);e=f[(h+36|0)>>2]|0;f[e>>2]=f[(a+696|0)>>2];f[e+4>>2]=f[((a+696|0)+4|0)>>2];f[e+8>>2]=f[((a+696|0)+8|0)>>2];f[e+12>>2]=f[((a+696|0)+12|0)>>2];f[e+16>>2]=f[((a+696|0)+16|0)>>2];f[e+20>>2]=f[((a+696|0)+20|0)>>2];f[e+52>>2]=f[((a+696|0)+24|0)>>2];f[e+56>>2]=f[((a+696|0)+28|0)>>2];f[e+60>>2]=f[((a+696|0)+32|0)>>2];f[e+64>>2]=f[((a+696|0)+36|0)>>2];f[e+68>>2]=f[((a+696|0)+40|0)>>2];f[e+72>>2]=f[((a+696|0)+44|0)>>2];c=f[w>>2]|0;f[(a+988|0)>>2]=e;f[(a+976|0)>>2]=c;d=1;if(d)if(g){f:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break f;case 2:break;default:{y=437;break f}}l=f[(a+976|0)>>2]|0;y=436}else{l=c;y=436}while(0);if((y|0)==436){f[(a+976|0)>>2]=l|1073741824;y=437}if((y|0)==437){y=0;r=f[(a+988|0)>>2]|0;k=+n[r>>2];A=(+n[r+12>>2]-k)*.5;z=+n[r+4>>2];B=(+n[r+16>>2]-z)*.5;D=+n[r+8>>2];C=(+n[r+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));$hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;g:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break g;case 2:break;default:{y=495;break g}}s=f[(a+976|0)>>2]|0;y=494}else{s=c;y=494}while(0);if((y|0)==494){f[(a+976|0)>>2]=s|1073741824;y=495}if((y|0)==495){y=0;s=f[(a+988|0)>>2]|0;k=+n[s>>2];A=(+n[s+12>>2]-k)*.5;z=+n[s+4>>2];B=(+n[s+16>>2]-z)*.5;D=+n[s+8>>2];C=(+n[s+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));$hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}break}else d=1;if(d)if(1){h:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break h;case 2:break;default:{y=442;break h}}m=f[(a+976|0)>>2]|0;y=441}else{m=c;y=441}while(0);if((y|0)==441){f[(a+976|0)>>2]=m|1073741824;y=442}if((y|0)==442){y=0;$hb(x+4|0,0.0,a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;i:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break i;case 2:break;default:{y=490;break i}}r=f[(a+976|0)>>2]|0;y=489}else{r=c;y=489}while(0);if((y|0)==489){f[(a+976|0)>>2]=r|1073741824;y=490}if((y|0)==490){y=0;$hb(x+4|0,0.0,a+988|0,a+976|0)}break}}while(0);c=f[h+24>>2]|0;l=f[h+28>>2]|0;if((c|0)!=(l|0)){if(g)j=c;else{g=c;while(1){c=f[g>>2]|0;do if(f[c+20>>2]|0){e=WFa(c)|0;d=f[w>>2]|0;if(!(d&1073741824)){p[(a+696|0)>>3]=+n[e+44>>2];p[((a+696|0)+8|0)>>3]=+n[e+48>>2];p[((a+696|0)+16|0)>>3]=+n[e+52>>2];p[(a+656|0)>>3]=+n[e+56>>2];p[((a+656|0)+8|0)>>3]=+n[e+60>>2];p[((a+656|0)+16|0)>>3]=+n[e+64>>2];c=Zhb(a,a+696|0,a+656|0)|0;if(!c)break;d=f[w>>2]|0}else c=2;f[(a+696|0)>>2]=(c|0)==2?d|1073741824:d;f[(a+656|0)>>2]=e;hib(x+4|0,0.0,a+656|0,a+696|0)}while(0);g=g+4|0;if((g|0)==(l|0)){f[a+7464>>2]=2;f[a+7468>>2]=10;break a}}}do{c=f[j>>2]|0;do if(f[c+20>>2]|0){i=WFa(c)|0;d=f[w>>2]|0;if(!(d&1073741824)){p[(a+696|0)>>3]=+n[(i+44|0)>>2];p[((a+696|0)+8|0)>>3]=+n[(i+48|0)>>2];p[((a+696|0)+16|0)>>3]=+n[(i+52|0)>>2];p[(a+656|0)>>3]=+n[i+56>>2];p[((a+656|0)+8|0)>>3]=+n[i+60>>2];p[((a+656|0)+16|0)>>3]=+n[i+64>>2];c=Zhb(a,a+696|0,a+656|0)|0;if(!c)break;e=i+44|0;g=i+48|0;h=i+52|0;d=f[w>>2]|0}else{e=i+44|0;g=i+48|0;h=i+52|0;c=2}f[(a+696|0)>>2]=(c|0)==2?d|1073741824:d;D=+n[v>>2]+(+n[e>>2]*+n[(a+800|0)>>2]+(+n[g>>2]*+n[t>>2]+ +n[h>>2]*+n[u>>2]));D=+n[i+68>>2]/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D);f[(a+656|0)>>2]=i;hib(x+4|0,D,a+656|0,a+696|0)}while(0);j=j+4|0}while((j|0)!=(l|0))}}f[a+7400>>2]=y}function Cjb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0.0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0;la=f[a+1024>>2]|0;ta=f[a+1064>>2]|0;ua=f[a+1072>>2]|0;Z=f[a+3336>>2]|0;_=f[a+3344>>2]|0;ma=f[a+3368>>2]|0;na=f[a+3376>>2]|0;c=f[a+3656>>2]|0;pa=f[a+4016>>2]|0;U=f[a+4024>>2]|0;oa=f[a+4032>>2]|0;ea=f[a+4040>>2]|0;$=f[a+4048>>2]|0;da=+n[a+6200>>2];O=f[a+7400>>2]|0;a:{pa=(f[U+(pa*20|0)+8>>2]|0)-ea>>2;if(pa|0){P=0;Q=0;R=0;J=0;S=0;T=0;U=0;K=0.0;L=0.0;N=0;M=f[oa+36>>2]|0;e=0;I=f[oa+40>>2]|0;g=0;H=f[oa+44>>2]|0;G=0;while(1){E=f[ea+(N<<2)>>2]|0;f[(a+896|0)>>2]=0;f[(a+896|0)+4>>2]=0;f[(a+896|0)+8>>2]=0;F=f[E+108>>2]|0;D=c&768|f[(E+196|0)>>2]&14742403;dcb(a+696|0,f[la>>2]|0,D,$);D=(f[((a+696|0)+28|0)>>2]|D)&f[((a+696|0)+32|0)>>2];c=f[(a+696|0)>>2]|0;if(!c){c=f[(E+12|0)>>2]|0;if(!c){fKa(E,0);c=f[(E+12|0)>>2]|0}}f[(a+896|0)>>2]=c;d=f[((a+696|0)+4|0)>>2]|0;if(!d){d=f[(E+20|0)>>2]|0;if(!d){fKa(E,1);d=f[(E+20|0)>>2]|0}}f[((a+896|0)+4|0)>>2]=d;i=f[((a+696|0)+8|0)>>2]|0;if(!i){i=f[(E+28|0)>>2]|0;if(!i){fKa(E,2);i=f[(E+28|0)>>2]|0}}f[((a+896|0)+8|0)>>2]=i;if(!(b[((a+696|0)+24|0)>>0]|0)){j=f[E+180>>2]|0;f[(a+908|0)>>2]=j;k=f[E+184>>2]|0;f[((a+908|0)+4|0)>>2]=k;l=E+188|0}else{j=f[((a+696|0)+12|0)>>2]|0;f[(a+908|0)>>2]=j;k=f[((a+696|0)+16|0)>>2]|0;f[((a+908|0)+4|0)>>2]=k;l=(a+696|0)+20|0}A=(f[s>>2]=j,+n[s>>2]);z=(f[s>>2]=k,+n[s>>2]);m=f[l>>2]|0;f[((a+908|0)+8|0)>>2]=m;B=b[((a+696|0)+25|0)>>0]|0;C=b[((a+696|0)+26|0)>>0]|0;l=f[(E+196|0)>>2]|0;o=(f[s>>2]=m,+n[s>>2]);if(!(l&8388608)){n[(a+920|0)>>2]=-1.0;n[((a+920|0)+4|0)>>2]=-1.0;n[((a+920|0)+8|0)>>2]=-1.0;n[((a+920|0)+12|0)>>2]=-1.0;n[((a+920|0)+16|0)>>2]=-1.0;n[((a+920|0)+20|0)>>2]=-1.0;p=-1.0;q=-1.0;r=-1.0;t=-1.0;u=-1.0;v=-1.0;w=-1.0;x=-1.0;y=-1.0}else{m=f[(E+104|0)>>2]|0;p=+n[m+328>>2];q=+n[m+332>>2];r=+n[m+336>>2];n[(a+920|0)>>2]=p;n[((a+920|0)+4|0)>>2]=q;n[((a+920|0)+8|0)>>2]=r;m=f[(E+104|0)>>2]|0;t=+n[m+340>>2];u=+n[m+344>>2];v=+n[m+348>>2];n[((a+920|0)+12|0)>>2]=t;n[((a+920|0)+16|0)>>2]=u;n[((a+920|0)+20|0)>>2]=v;m=f[(E+104|0)>>2]|0;w=+n[m+352>>2];x=+n[m+356>>2];y=+n[m+360>>2]}n[((a+920|0)+24|0)>>2]=w;n[((a+920|0)+28|0)>>2]=x;n[((a+920|0)+32|0)>>2]=y;j=f[(E+200|0)>>2]|0;k=h[(E+200|0)+4>>0]|0;b:do if(0==0&(k&3|0)==1&(l&4|0)==0){wa=ZPb(j|0,k&255|0,3)|0;va=ZPb(j|0,k&255|0,6)|0;m=ZPb(j|0,k&255|0,9)|0;if((0?1:((wa|j|va|m)&7|0)!=0)|(l&268435456|0)!=0){jib(la,E,a+960|0,a+1e3|0,a,a+800|0,a+816|0,+n[Z>>2]>da);j=0;break}do if(l&134217728|0){wa=f[(E+104|0)>>2]|0;if(!(+n[(a+816|0)>>2]*+n[wa+312>>2]+(+n[((a+816|0)+4|0)>>2]*+n[wa+316>>2]+ +n[((a+816|0)+8|0)>>2]*+n[wa+320>>2])<+n[wa+324>>2]))break;if(b[(la+832|0)>>0]&16){j=0;break b}f[(E+196|0)>>2]=l&-1793;j=0;break b}while(0);j=b[E+192>>0]|0;j=j&7&((j&255)>>>3&7|b[(a+1e3|0)>>0]);if(b[(la+832|0)>>0]&16)break;f[(E+196|0)>>2]=l&-1793}else j=0;while(0);k=f[(la+312|0)>>2]|0;m=f[(la+316|0)>>2]|0;do if((k|0)==(m|0))Y=la+324|0;else{wa=f[(E+116|0)+4>>2]|0;f[(a+696|0)>>2]=f[(E+116|0)>>2];f[(a+696|0)+4>>2]=wa;while(1){l=k+524|0;if(kib(k,a+696|0)|0){O=364;break}if((l|0)==(m|0)){O=362;break}else k=l}if((O|0)==362){O=0;Y=la+324|0;break}else if((O|0)==364){O=0;Y=k+20|0;break}}while(0);if(f[(E+196|0)>>2]&1048576|0)ncb(Y,f[la>>2]|0,E,j,f[_>>2]&1792,f[(la+828|0)>>2]|0,ta,ua);c:do if((D|0)==(Q|0)&(N|0?j<<24>>24==S<<24>>24:0)){if(!(Q&8388608)){if((c|0)==(f[(a+976|0)>>2]|0)&(((+n[(a+988|0)>>2]!=A?1:+n[((a+988|0)+4|0)>>2]!=z)|+n[((a+988|0)+8|0)>>2]!=o)^1)&(d|0)==(f[((a+976|0)+4|0)>>2]|0))O=371}else if((c|0)==(f[(a+976|0)>>2]|0)&((y!=+n[((a+656|0)+32|0)>>2]|t==+n[((a+656|0)+12|0)>>2]&(((q!=+n[((a+656|0)+4|0)>>2]?1:p!=+n[(a+656|0)>>2])|r!=+n[((a+656|0)+8|0)>>2])^1)&u==+n[((a+656|0)+16|0)>>2]&v==+n[((a+656|0)+20|0)>>2]&w==+n[((a+656|0)+24|0)>>2]&x==+n[((a+656|0)+28|0)>>2]^1|+n[(a+988|0)>>2]!=A|+n[((a+988|0)+4|0)>>2]!=z|+n[((a+988|0)+8|0)>>2]!=o)^1)&(d|0)==(f[((a+976|0)+4|0)>>2]|0))O=371;do if((O|0)==371){O=0;if(!((F|0)==(J|0)&((Y|0)==(R|0)?(i|0)==(f[((a+976|0)+8|0)>>2]|0):0)))break;if((B&255|0)!=(T&1|0))break;if((C&255|0)!=(U&1|0))break;if(!(Q&1)){fa=P;ga=Q;ha=R;V=J;ia=S;ja=T;ka=U;W=K;X=L;aa=e;ba=g;ca=G;qa=M;ra=I;sa=H;break c}if(+n[E+144>>2]!=K)break;if(!(+n[E+148>>2]!=L)){fa=P;ga=Q;ha=R;V=J;ia=S;ja=T;ka=U;W=K;X=L;aa=e;ba=g;ca=G;qa=M;ra=I;sa=H;break c}}while(0);if(!(Q&768))O=383;else O=379}else if((Q&768|0)==0|(N|0)==0)O=383;else O=379;while(0);if((O|0)==379){c=f[la>>2]|0;d=ea+(P<<2)|0;wa=N-P|0;f[(a+696|0)>>2]=oa;f[((a+696|0)+8|0)>>2]=0;f[((a+696|0)+12|0)>>2]=0;f[((a+696|0)+16|0)>>2]=wa;f[((a+696|0)+20|0)>>2]=P;f[((a+696|0)+24|0)>>2]=Q;n[((a+696|0)+40|0)>>2]=1.0;if(wa>>>0>1)f[((a+696|0)+4|0)>>2]=d;else f[((a+696|0)+4|0)>>2]=f[d>>2];kcb(R,c,a+696|0,S,f[(a+976|0)>>2]|0,a+656|0,+n[(a+988|0)>>2],M,e,f[((a+976|0)+4|0)>>2]|0,ma,+n[((a+988|0)+4|0)>>2],I,g,f[((a+976|0)+8|0)>>2]|0,na,+n[((a+988|0)+8|0)>>2],H,G,T,U,f[(la+828|0)>>2]|0,ta,ua);O=383}if((O|0)==383){O=0;f[(a+988|0)>>2]=f[(a+908|0)>>2];f[(a+988|0)+4>>2]=f[(a+908|0)+4>>2];f[(a+988|0)+8>>2]=f[(a+908|0)+8>>2];f[(a+976|0)>>2]=f[(a+896|0)>>2];f[(a+976|0)+4>>2]=f[(a+896|0)+4>>2];f[(a+976|0)+8>>2]=f[(a+896|0)+8>>2];f[(a+656|0)>>2]=f[(a+920|0)>>2];f[(a+656|0)+4>>2]=f[(a+920|0)+4>>2];f[(a+656|0)+8>>2]=f[(a+920|0)+8>>2];f[ma>>2]=f[((a+920|0)+12|0)>>2];f[ma+4>>2]=f[((a+920|0)+12|0)+4>>2];f[ma+8>>2]=f[((a+920|0)+12|0)+8>>2];f[na>>2]=f[((a+920|0)+24|0)>>2];f[na+4>>2]=f[((a+920|0)+24|0)+4>>2];f[na+8>>2]=f[((a+920|0)+24|0)+8>>2];fa=N;ga=D;ha=Y;V=F;ia=j;ja=B<<24>>24!=0;ka=C<<24>>24!=0;W=+n[E+144>>2];X=+n[E+148>>2];aa=0;ba=0;ca=0;qa=M+e|0;ra=I+g|0;sa=H+G|0}i=f[(oa+56|0)>>2]|0;e=aa+(f[i+(N*12|0)>>2]|0)|0;g=ba+(f[i+(N*12|0)+4>>2]|0)|0;i=ca+(f[i+(N*12|0)+8>>2]|0)|0;c=N+1|0;if((c|0)==(pa|0))break;P=fa;Q=ga;R=ha;J=V;S=ia;T=ja;U=ka;K=W;L=X;N=c;c=f[_>>2]|0;M=qa;I=ra;H=sa;G=i}if(ga&768|0){d=f[la>>2]|0;c=ea+(fa<<2)|0;wa=pa-fa|0;f[(a+696|0)>>2]=oa;f[((a+696|0)+8|0)>>2]=0;f[((a+696|0)+12|0)>>2]=0;f[((a+696|0)+16|0)>>2]=wa;f[((a+696|0)+20|0)>>2]=fa;f[((a+696|0)+24|0)>>2]=ga;n[((a+696|0)+40|0)>>2]=1.0;if(wa>>>0>1)f[((a+696|0)+4|0)>>2]=c;else f[((a+696|0)+4|0)>>2]=f[c>>2];kcb(ha,d,a+696|0,ia,f[(a+976|0)>>2]|0,a+656|0,+n[(a+988|0)>>2],qa,e,f[((a+976|0)+4|0)>>2]|0,ma,+n[((a+988|0)+4|0)>>2],ra,g,f[((a+976|0)+8|0)>>2]|0,na,+n[((a+988|0)+8|0)>>2],sa,i,ja,ka,f[(la+828|0)>>2]|0,ta,ua)}}f[a+7472>>2]=1;break a}f[a+7400>>2]=O}function Djb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;U=f[a+1024>>2]|0;J=f[a+1040>>2]|0;K=f[a+1048>>2]|0;g=f[a+1056>>2]|0;N=f[a+1064>>2]|0;O=f[a+1072>>2]|0;l=f[a+1608>>2]|0;m=f[a+1680>>2]|0;t=f[a+3336>>2]|0;T=f[a+3344>>2]|0;q=f[a+3352>>2]|0;u=f[a+3368>>2]|0;v=f[a+3376>>2]|0;o=f[a+3400>>2]|0;i=f[a+3408>>2]|0;z=f[a+4680>>2]|0;P=f[a+4992>>2]|0;Q=f[a+5056>>2]|0;R=f[a+5064>>2]|0;L=f[a+6112>>2]|0;M=f[a+6120>>2]|0;w=+n[a+6200>>2];S=f[a+7400>>2]|0;a:{b:do{k=1;if(k){k=0;if(i){c=f[(U+324|0)>>2]|0;d=f[(U+312|0)>>2]|0;e=f[(U+316|0)>>2]|0;if((d|0)!=(e|0))do{c=(f[d+20>>2]|0)+c|0;d=d+524|0}while((d|0)!=(e|0));if(c>>>0>=g>>>0){f[a+7480>>2]=2;f[a+7484>>2]=7;break a}f[(a+960|0)>>2]=0;n[t>>2]=0.0;f[T>>2]=0;f[q>>2]=-1;j=1;if(j){j=0;if(i){if(!(f[(U+4|0)>>2]|0)){d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0;if((d|0)==(c|0)){c=f[m>>2]|0;d=f[(U+296|0)>>2]|0;e=f[l>>2]|0;if(((c-d|0)/12|0|0)==(e|0)){S=460;f[a+7480>>2]=2;f[a+7484>>2]=7;break a}g=b[(U+832|0)>>0]&16?768:0;i=f[d+(e*12|0)>>2]|0;f[(a+960|0)>>2]=i;n[t>>2]=0.0;f[T>>2]=g;f[q>>2]=-1;j=f[d+(e*12|0)+4>>2]|0;k=f[d+(e*12|0)+8>>2]|0;f[l>>2]=e+1|0;if((e+1|0)>>>0>=((c-d|0)/12|0)>>>0){if((c|0)!=(d|0))f[m>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);f[l>>2]=0}if(bib(i,g,a+1e3|0,a,a+816|0)|0){m=(f[(a+960|0)>>2]|0)+200|0;if((f[m>>2]&-268435456|0)==0&0==0){r=j;s=k;S=292;break}}if(b[(U+832|0)>>0]&16)break;m=(f[(a+960|0)>>2]|0)+196|0;f[m>>2]=f[m>>2]&-1793;break}}else{d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0}if((d|0)==(c|0)){cib(a+696|0,U+4|0);f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];c:do if(f[(U+4|0)>>2]|0)do{S=(dib(U+4|0)|0)+4|0;if(!(+n[S>>2]==+n[t>>2]))break c;cib(a+696|0,U+4|0);c=f[(U+276|0)>>2]|0;if(c>>>0<(f[(U+280|0)>>2]|0)>>>0){f[c>>2]=f[(a+696|0)>>2];f[c+4>>2]=f[(a+696|0)+4>>2];f[c+8>>2]=f[(a+696|0)+8>>2];f[c+12>>2]=f[(a+696|0)+12>>2];f[(U+276|0)>>2]=(f[(U+276|0)>>2]|0)+16}else eib(U+272|0,a+696|0)}while((f[(U+4|0)>>2]|0)!=0);while(0);c=f[(U+276|0)>>2]|0;if((f[(U+272|0)>>2]|0)==(c|0)){r=0;s=0;S=292;break}if((c|0)==(f[(U+280|0)>>2]|0)){fib(U+272|0,a+960|0);c=f[(U+276|0)>>2]|0}else{f[c>>2]=f[(a+960|0)>>2];f[c+4>>2]=f[(a+960|0)+4>>2];f[c+8>>2]=f[(a+960|0)+8>>2];f[c+12>>2]=f[(a+960|0)+12>>2];c=(f[(U+276|0)>>2]|0)+16|0;f[(U+276|0)>>2]=c}gib(f[(U+272|0)>>2]|0,c,a+696|0);d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0}if((d|0)==(c|0)){r=0;s=0;S=292}else{c=c+-16|0;f[(a+696|0)>>2]=f[c>>2];f[(a+696|0)+4>>2]=f[c+4>>2];f[(a+696|0)+8>>2]=f[c+8>>2];f[(a+696|0)+12>>2]=f[c+12>>2];f[(U+276|0)>>2]=c;f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];if((d|0)==(c|0)){r=0;s=0;S=292}else{g=f[(a+960|0)>>2]|0;while(1){e=c;c=c+-16|0;if((f[c>>2]|0)!=(g|0)){r=0;s=0;S=292;break b}if((f[e+-4>>2]|0)!=(f[q>>2]|0)){r=0;s=0;S=292;break b}f[T>>2]=f[T>>2]|f[e+-8>>2];f[(U+276|0)>>2]=c;if((d|0)==(c|0)){r=0;s=0;S=292;break}}}}}else j=1}if(j)if(1)S=261}else k=1}if(k)if(1){f[(a+960|0)>>2]=0;n[t>>2]=0.0;f[T>>2]=0;f[q>>2]=-1;S=261}}while(0);if((S|0)==261){f[(a+696|0)>>2]=f[(o+-16|0)>>2];f[(a+696|0)+4>>2]=f[(o+-16|0)+4>>2];f[(a+696|0)+8>>2]=f[(o+-16|0)+8>>2];f[(a+696|0)+12>>2]=f[(o+-16|0)+12>>2];f[(U+288|0)>>2]=o+-16|0;f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];r=0;s=0;S=292}d:do if((S|0)==292){S=0;d=f[T>>2]|0;if(d&134217728|0){k=+n[t>>2]>w;j=f[(a+960|0)>>2]|0;c=f[j+12>>2]|0;j=f[j+16>>2]|0;e:do if((c|0)!=(j|0)){if(!k)while(1){if(!(d&1073741824)){p[(a+696|0)>>3]=+n[c+44>>2];p[((a+696|0)+8|0)>>3]=+n[c+48>>2];p[((a+696|0)+16|0)>>3]=+n[c+52>>2];p[(a+656|0)>>3]=+n[c+56>>2];p[((a+656|0)+8|0)>>3]=+n[c+60>>2];p[((a+656|0)+16|0)>>3]=+n[c+64>>2];d=Zhb(a,a+696|0,a+656|0)|0;if(d|0){x=d;y=f[T>>2]|0;S=320}}else{x=2;y=d;S=320}if((S|0)==320){S=0;f[(a+696|0)>>2]=(x|0)==2?y|1073741824:y;f[(a+656|0)>>2]=c;hib(U+4|0,0.0,a+656|0,a+696|0)}c=c+72|0;if((c|0)==(j|0))break e;d=f[T>>2]|0}while(1){if(!(d&1073741824)){d=c+44|0;p[(a+696|0)>>3]=+n[d>>2];e=c+48|0;p[((a+696|0)+8|0)>>3]=+n[e>>2];g=c+52|0;p[((a+696|0)+16|0)>>3]=+n[g>>2];p[(a+656|0)>>3]=+n[c+56>>2];p[((a+656|0)+8|0)>>3]=+n[c+60>>2];p[((a+656|0)+16|0)>>3]=+n[c+64>>2];i=Zhb(a,a+696|0,a+656|0)|0;if(i|0){A=d;B=e;C=g;E=i;F=f[T>>2]|0;S=299}}else{A=c+44|0;B=c+48|0;C=c+52|0;E=2;F=d;S=299}if((S|0)==299){S=0;f[(a+696|0)>>2]=(E|0)==2?F|1073741824:F;w=+n[R>>2]+(+n[A>>2]*+n[(a+800|0)>>2]+(+n[B>>2]*+n[P>>2]+ +n[C>>2]*+n[Q>>2]));w=+n[c+68>>2]/(w*w<9.999999747378752e-06?9.999999747378752e-06:w*w);f[(a+656|0)>>2]=c;hib(U+4|0,w,a+656|0,a+696|0)}c=c+72|0;if((c|0)==(j|0))break e;d=f[T>>2]|0}}while(0);f[(a+696|0)>>2]=1;d=f[(a+960|0)>>2]|0;i=(f[d+28>>2]|0)-(f[d+24>>2]|0)|0;f:do if((i|0)>20){if(k)c=1;else{c=1;while(1){d=f[d+24>>2]|0;if(!(f[d+(c*20|0)>>2]|0)){e=f[d+(c*20|0)+4>>2]|0;g=f[d+(c*20|0)+8>>2]|0;if((e|0)!=(g|0)){c=e;do{d=f[c>>2]|0;do if(0==0?(h[d+200+4>>0]&3|0)==1:0){if(f[d+196>>2]&4|0)break;jib(U,d,a+960|0,a+1e3|0,a,a+800|0,a+816|0,0)}while(0);c=c+4|0}while((c|0)!=(g|0))}}else iib(U+4|0,0.0,a+960|0,a+696|0,T);c=(f[(a+696|0)>>2]|0)+1|0;f[(a+696|0)>>2]=c;if((c|0)>=((i|0)/20|0|0))break f;d=f[(a+960|0)>>2]|0}}while(1){d=f[d+24>>2]|0;if(!(f[d+(c*20|0)>>2]|0)){e=f[d+(c*20|0)+4>>2]|0;g=f[d+(c*20|0)+8>>2]|0;if((e|0)!=(g|0)){c=e;do{d=f[c>>2]|0;do if(0==0?(h[d+200+4>>0]&3|0)==1:0){if(f[d+196>>2]&4|0)break;jib(U,d,a+960|0,a+1e3|0,a,a+800|0,a+816|0,1)}while(0);c=c+4|0}while((c|0)!=(g|0))}}else{d=f[(f[d+(c*20|0)+4>>2]|0)+(f[d+(c*20|0)+16>>2]<<2)>>2]|0;c=f[(d+200|0)>>2]|0;if(!((c&33554432|0)==0&0==0)){LJa(d);c=f[(d+200|0)>>2]|0}if(!((c&16777216|0)==0&0==0))MJa(d);w=+n[R>>2]+(+n[d+168>>2]*+n[(a+800|0)>>2]+(+n[d+172>>2]*+n[P>>2]+ +n[d+176>>2]*+n[Q>>2]));iib(U+4|0,+n[d+152>>2]/(w*w<9.999999747378752e-06?9.999999747378752e-06:w*w),a+960|0,a+696|0,T)}c=(f[(a+696|0)>>2]|0)+1|0;f[(a+696|0)>>2]=c;if((c|0)>=((i|0)/20|0|0))break f;d=f[(a+960|0)>>2]|0}}while(0);break}c=f[q>>2]|0;if((c|0)>-1){B=f[(f[(a+960|0)>>2]|0)+24>>2]|0;C=f[B+(c*20|0)>>2]|0;E=f[B+(c*20|0)+4>>2]|0;F=(f[C+52>>2]&32768|0)!=0;f[a+1024>>2]=U;f[a+1064>>2]=N;f[a+1072>>2]=O;f[a+3336>>2]=t;f[a+3344>>2]=T;f[a+3368>>2]=u;f[a+3376>>2]=v;f[a+3656>>2]=d;f[a+4016>>2]=c;f[a+4024>>2]=B;f[a+4032>>2]=C;f[a+4040>>2]=E;f[a+4048>>2]=F;n[a+6200>>2]=w;f[a+7400>>2]=S;f[a+7472>>2]=0;f[a+7476>>2]=0;Cjb(a);S=f[a+7400>>2]|0;G=f[a+7472>>2]|0;D=f[a+7476>>2]|0;H=+n[a+7476>>2];f[a+7472>>2]=0;f[a+7476>>2]=0;if((G|0)==1)break}if(!(d&939524096)){c=f[(a+960|0)>>2]|0;i=f[(c+196|0)>>2]|0;if(!(b[(U+832|0)>>0]&16))f[(c+196|0)>>2]=i&-1793;e=f[(U+312|0)>>2]|0;g=f[(U+316|0)>>2]|0;do if((e|0)==(g|0))I=U+324|0;else{T=f[(c+116|0)+4>>2]|0;f[(a+696|0)>>2]=f[(c+116|0)>>2];f[(a+696|0)+4>>2]=T;while(1){c=e+524|0;if(kib(e,a+696|0)|0){S=399;break}if((c|0)==(g|0)){S=397;break}else e=c}if((S|0)==397){S=0;I=U+324|0;break}else if((S|0)==399){S=0;I=e+20|0;break}}while(0);if(!((i|d)&1792))break;c=f[(a+960|0)>>2]|0;if(f[c+196>>2]&1048576|0)ncb(I,f[U>>2]|0,c,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);if(!((i|d)&768))break;do if(z&(s|0)==0){c=f[(a+960|0)>>2]|0;Q=f[(c+200|0)>>2]|0;T=h[(c+200|0)+4>>0]|0;P=ZPb(Q|0,T&255|0,3)|0;R=ZPb(Q|0,T&255|0,6)|0;T=ZPb(Q|0,T&255|0,9)|0;if(!(0==0?((P|Q|R|T)&7|0)==0:0))break;if(f[c+196>>2]&268435456|0)break;T=f[(f[c+4>>2]|0)+44>>2]|0;if((f[T+116>>2]|0)-(f[T+112>>2]|0)>>2>>>0<=2)break;e=f[c+96>>2]|0;c=b[(e+120|0)>>0]|0;if(c&16){CIa(e);c=b[(e+120|0)>>0]|0}if(c&2)break;ocb(I,f[U>>2]|0,f[(a+960|0)>>2]|0,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);break d}while(0);eLa(f[(a+960|0)>>2]|0,K,J,L,M);lcb(I,f[U>>2]|0,f[(a+960|0)>>2]|0,r,s,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);break}f[a+1024>>2]=U;f[a+3336>>2]=t;f[a+3344>>2]=T;f[a+3656>>2]=d;f[a+4992>>2]=P;f[a+5056>>2]=Q;f[a+5064>>2]=R;n[a+6200>>2]=w;f[a+7400>>2]=S;f[a+7464>>2]=0;f[a+7468>>2]=0;Bjb(a);S=f[a+7400>>2]|0;G=f[a+7464>>2]|0;D=f[a+7468>>2]|0;H=+n[a+7468>>2];f[a+7464>>2]=0;f[a+7468>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 10:break d}}while(0)}f[a+7400>>2]=S}function Ejb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0.0,x=0.0,y=0.0;u=f[a+1024>>2]|0;o=f[a+1032>>2]|0;l=f[a+1608>>2]|0;m=f[a+1680>>2]|0;r=f[a+4992>>2]|0;s=f[a+5056>>2]|0;t=f[a+5064>>2]|0;q=f[a+6104>>2]|0;k=f[a+7400>>2]|0;v=f[a+7408>>2]|0;c=f[a+7416>>2]|0;if(v){v=0;switch(c|0){default:{c=f[u+272>>2]|0;d=f[(u+276|0)>>2]|0;if((d|0)!=(c|0))f[(u+276|0)>>2]=d+(~((d+-16-c|0)>>>4)<<4);Vhb(u+4|0);c=f[u+808>>2]|0;d=f[(u+812|0)>>2]|0;if((d|0)!=(c|0))f[(u+812|0)>>2]=d+(~(((d+-60-c|0)>>>0)/60|0)*60|0);f[u+820>>2]=0;c=f[(u+312|0)>>2]|0;k=f[(u+316|0)>>2]|0;if((c|0)==(k|0))k=183;else{do{d=f[c+504>>2]|0;e=c+508|0;j=f[e>>2]|0;if((j|0)!=(d|0))f[e>>2]=j+(~(((j+-60-d|0)>>>0)/60|0)*60|0);f[c+516>>2]=0;c=c+524|0}while((c|0)!=(k|0));k=183}}}}if((k|0)==183){c=f[u+296>>2]|0;d=f[(u+300|0)>>2]|0;if((d|0)!=(c|0))f[(u+300|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);f[(u+308|0)>>2]=0;f[(a+792|0)>>2]=0;if((o&255)<2|(b[(u+832|0)>>0]&16)!=0)f[(a+792|0)>>2]=768;else if(o<<24>>24==2)f[(a+792|0)>>2]=512;f[(a+776|0)>>2]=a+792|0;f[((a+776|0)+4|0)>>2]=a+1e3|0;f[((a+776|0)+8|0)>>2]=a;f[((a+776|0)+12|0)>>2]=a+816|0;f[(a+760|0)>>2]=a+792|0;f[((a+760|0)+4|0)>>2]=a+1e3|0;f[((a+760|0)+8|0)>>2]=a;f[((a+760|0)+12|0)>>2]=a+816|0;rSa(q);a:{d=1;if(d){d=0;if(tSa(q)|0){c=(IRa(q)|0)+8|0;c=f[c>>2]|0;if(c|0){d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);b:while(1){do{e=f[d+12>>2]|0;f[(a+696|0)>>2]=e;if((f[(e+200|0)>>2]&-268435456|0)==0&0==0){q=Whb(e,f[f[(a+760|0)>>2]>>2]|0,f[((a+760|0)+4|0)>>2]|0,f[((a+760|0)+8|0)>>2]|0,f[((a+760|0)+12|0)>>2]|0)|0;e=b[(u+832|0)>>0]|0;c:do if(q){j=f[(a+696|0)>>2]|0;do if(!(e&8)){if(!(f[j+196>>2]&4))break;e=f[(u+288|0)>>2]|0;if(e>>>0<(f[(u+292|0)>>2]|0)>>>0){o=f[(a+796|0)>>2]|0;q=f[(a+792|0)>>2]|0;f[e>>2]=j;f[e+4>>2]=o;f[e+8>>2]=q&-939524097;f[e+12>>2]=-1;f[(u+288|0)>>2]=(f[(u+288|0)>>2]|0)+16;break c}else{Xhb(u+284|0,a+796|0,a+696|0,a+792|0);break c}}while(0);e=f[(j+200|0)>>2]|0;if(!((e&33554432|0)==0&0==0)){LJa(j);e=f[(j+200|0)>>2]|0}g=+n[j+168>>2]+ +n[j+156>>2];h=+n[j+172>>2]+ +n[j+160>>2];i=+n[j+176>>2]+ +n[j+164>>2];if(!((e&16777216|0)==0&0==0))MJa(j);i=+n[t>>2]+(g*+n[(a+800|0)>>2]+(h*+n[r>>2]+i*+n[s>>2]));Yhb(u+4|0,+n[j+152>>2]/(i*i<9.999999747378752e-06?9.999999747378752e-06:i*i),a+696|0,a+792|0)}else if(!(e&16)){q=(f[(a+696|0)>>2]|0)+196|0;f[q>>2]=f[q>>2]&-1793}while(0)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}}else d=1}if(d)if(1){c=gSa(q)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(a+976|0)>>2]=f[c>>2];f[(a+960|0)>>2]=f[(c+4|0)>>2];f[(a+988|0)>>2]=f[(a+976|0)>>2];f[(a+656|0)>>2]=f[(a+960|0)>>2];b[(a+696|0)>>0]=b[(a+920|0)>>0]|0;d=aDa(a+988|0,a+656|0,a+696|0)|0;f[(a+908|0)>>2]=d;f[(a+896|0)>>2]=f[(c+4|0)>>2];f[(a+656|0)>>2]=f[(a+908|0)>>2];f[(a+696|0)>>2]=f[(a+896|0)>>2];bDa(c,a+656|0,a+696|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;d:do if((c|0)!=(d|0))while(1){o=f[c>>2]|0;m=f[(a+792|0)>>2]|0;f[(a+988|0)>>2]=o;f[(a+976|0)>>2]=m;x=+n[o>>2];g=+n[o+4>>2];i=+n[o+8>>2];w=+n[o+16>>2];h=+n[o+20>>2];y=(+n[o+12>>2]-x)*.5;p[(a+696|0)>>3]=y;p[((a+696|0)+8|0)>>3]=(w-g)*.5;p[((a+696|0)+16|0)>>3]=(h-i)*.5;p[(a+656|0)>>3]=y+x;p[((a+656|0)+8|0)>>3]=(w-g)*.5+g;p[((a+656|0)+16|0)>>3]=(h-i)*.5+i;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break;case 2:{f[(a+976|0)>>2]=f[(a+976|0)>>2]|1073741824;k=227;break}default:k=227}if((k|0)==227){k=0;o=f[(a+988|0)>>2]|0;g=+n[o>>2];i=(+n[o+12>>2]-g)*.5;h=+n[o+4>>2];w=(+n[o+16>>2]-h)*.5;y=+n[o+8>>2];x=(+n[o+20>>2]-y)*.5;y=+n[t>>2]+((g+i)*+n[(a+800|0)>>2]+((h+w)*+n[r>>2]+(y+x)*+n[s>>2]));_hb(u+4|0,(i*i+(w*w+x*x))/(y*y<9.999999747378752e-06?9.999999747378752e-06:y*y),a+988|0,a+976|0)}c=c+4|0;if((c|0)==(d|0))break d}while(0);c=FQa(q)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(a+976|0)>>2]=f[c>>2];f[(a+960|0)>>2]=f[(c+4|0)>>2];f[(a+988|0)>>2]=f[(a+976|0)>>2];f[(a+656|0)>>2]=f[(a+960|0)>>2];b[(a+696|0)>>0]=b[(a+920|0)>>0]|0;d=cDa(a+988|0,a+656|0,a+696|0)|0;f[(a+908|0)>>2]=d;f[(a+896|0)>>2]=f[(c+4|0)>>2];f[(a+656|0)>>2]=f[(a+908|0)>>2];f[(a+696|0)>>2]=f[(a+896|0)>>2];dDa(c,a+656|0,a+696|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;e:do if((c|0)!=(d|0))while(1){o=f[c>>2]|0;m=f[(a+792|0)>>2]|0;f[(a+988|0)>>2]=o;f[(a+976|0)>>2]=m;h=+n[o>>2];w=+n[o+4>>2];y=+n[o+8>>2];i=+n[o+16>>2];x=+n[o+20>>2];g=(+n[o+12>>2]-h)*.5;p[(a+696|0)>>3]=g;p[((a+696|0)+8|0)>>3]=(i-w)*.5;p[((a+696|0)+16|0)>>3]=(x-y)*.5;p[(a+656|0)>>3]=g+h;p[((a+656|0)+8|0)>>3]=(i-w)*.5+w;p[((a+656|0)+16|0)>>3]=(x-y)*.5+y;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break;case 2:{f[(a+976|0)>>2]=f[(a+976|0)>>2]|1073741824;k=232;break}default:k=232}if((k|0)==232){k=0;o=f[(a+988|0)>>2]|0;g=+n[o>>2];i=(+n[o+12>>2]-g)*.5;h=+n[o+4>>2];w=(+n[o+16>>2]-h)*.5;y=+n[o+8>>2];x=(+n[o+20>>2]-y)*.5;y=+n[t>>2]+((g+i)*+n[(a+800|0)>>2]+((h+w)*+n[r>>2]+(y+x)*+n[s>>2]));$hb(u+4|0,(i*i+(w*w+x*x))/(y*y<9.999999747378752e-06?9.999999747378752e-06:y*y),a+988|0,a+976|0)}c=c+4|0;if((c|0)==(d|0))break e}while(0);f[(a+696|0)>>2]=u;f[(a+696|0)+4>>2]=a+760|0;f[(a+696|0)+8>>2]=a+800|0;f[(a+696|0)+12>>2]=a+792|0;f[(a+696|0)+16>>2]=a+776|0;d=fSa(q)|0;c=f[d>>2]|0;d=f[d+4>>2]|0;if((c|0)!=(d|0))do{aib(a+696|0,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));t=(b[(u+832|0)>>0]&8)==0;c=(bSa(q)|0)+8|0;c=f[c>>2]|0;if(t){if(c)do{d=f[c+8>>2]|0;f[(a+656|0)>>2]=d;do if((f[(d+200|0)>>2]&-268435456|0)==0&0==0){if(!(f[d+196>>2]&2048)){if(!(bib(d,f[f[(a+776|0)>>2]>>2]|0,f[((a+776|0)+4|0)>>2]|0,f[((a+776|0)+8|0)>>2]|0,f[((a+776|0)+12|0)>>2]|0)|0))k=249}else if(!(Whb(d,f[f[(a+760|0)>>2]>>2]|0,f[((a+760|0)+4|0)>>2]|0,f[((a+760|0)+8|0)>>2]|0,f[((a+760|0)+12|0)>>2]|0)|0))k=249;if((k|0)==249){k=0;if(b[(u+832|0)>>0]&16)break;t=(f[(a+656|0)>>2]|0)+196|0;f[t>>2]=f[t>>2]&-1793;break}d=f[(u+288|0)>>2]|0;if(d>>>0<(f[(u+292|0)>>2]|0)>>>0){s=f[(a+796|0)>>2]|0;t=f[(a+792|0)>>2]|0;f[d>>2]=f[(a+656|0)>>2];f[d+4>>2]=s;f[d+8>>2]=t&-939524097;f[d+12>>2]=-1;f[(u+288|0)>>2]=(f[(u+288|0)>>2]|0)+16;break}else{Xhb(u+284|0,a+796|0,a+656|0,a+792|0);break}}while(0);c=f[c>>2]|0}while((c|0)!=0)}else if(c)do{d=f[c+8>>2]|0;if((f[(d+200|0)>>2]&-268435456|0)==0&0==0)aib(a+696|0,d);c=f[c>>2]|0}while((c|0)!=0)}}l=u+308|0;m=u+300|0}q=(a+960|0)+4|0;r=(a+960|0)+8|0;s=(a+960|0)+12|0;t=(a+656|0)+12|0;u=(a+656|0)+24|0;f[a+1608>>2]=l;f[a+1680>>2]=m;f[a+3336>>2]=q;f[a+3344>>2]=r;f[a+3352>>2]=s;f[a+3368>>2]=t;f[a+3376>>2]=u;f[a+7400>>2]=k;f[a+7408>>2]=v}function Fjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;V=f[a+1024>>2]|0;R=f[a+7400>>2]|0;W=f[a+7408>>2]|0;G=f[a+7416>>2]|0;if(W){W=0;switch(G|0){case 3:{if(f[(V+4|0)>>2]|0){u=f[(V+24|0)>>2]|0;v=f[(V+20|0)>>2]|0;w=f[(V+12|0)>>2]|0;a:do if((v+(w<<4)|0|0)==(u|0)){q=v+(w<<4)|0;R=19}else{i=v+(w<<4)|0;while(1){if(!(f[i+8>>2]&1792)){q=i;R=19;break a}i=i+16|0;if((i|0)==(u|0)){m=u;p=v;r=u;t=u;break}}}while(0);if((R|0)==19){m=q;if((q|0)==(u|0)){p=v;r=u;t=u}else{i=m;b:while(1){do{p=i;i=p+16|0;if((p+16|0|0)==(u|0))break b}while(!(f[p+24>>2]&1792|0));t=m;f[t>>2]=f[(p+16|0)>>2];f[t+4>>2]=f[(p+16|0)+4>>2];f[t+8>>2]=f[(p+16|0)+8>>2];f[t+12>>2]=f[(p+16|0)+12>>2];m=m+16|0}t=f[(V+24|0)>>2]|0;p=f[(V+20|0)>>2]|0;r=t}}s=p+(m-p>>4<<4)|0;if((r|0)==(m|0))m=t;else{i=s+(r-m>>4<<4)|0;q=t-i|0;if(!(q>>4)){m=t;i=t}else{cQb(s|0,i|0,q|0)|0;i=f[(V+24|0)>>2]|0;m=i}p=i+(~((i+-16-(s+(q>>4<<4)|0)|0)>>>4)<<4)|0;if((i|0)!=(s+(q>>4<<4)|0|0)){f[(V+24|0)>>2]=p;m=p}}q=f[(V+20|0)>>2]|0;i=f[(V+12|0)>>2]|0;if(!i)i=m;else{r=m-(q+(i<<4)|0)|0;if(!(r>>4))i=m;else{cQb(q|0,q+(i<<4)|0|0,r|0)|0;m=f[(V+24|0)>>2]|0;i=m}p=m+(~((m+-16-(q+(r>>4<<4)|0)|0)>>>4)<<4)|0;if((m|0)!=(q+(r>>4<<4)|0|0)){f[(V+24|0)>>2]=p;i=p}}f[(V+12|0)>>2]=0;f[(V+4|0)>>2]=w-(u-v>>4)+(f[(V+4|0)>>2]|0)+(i-(f[(V+20|0)>>2]|0)>>4);i=f[(V+8|0)>>2]|0;if(i>>>0>1){w=1;do{t=V+16+(w<<4)+4|0;s=V+16+(w<<4)+8|0;u=f[s>>2]|0;v=f[t>>2]|0;c:do if((u|0)==(v|0)){A=v;R=40}else{i=v;while(1){if(!(f[i+8>>2]&1792)){A=i;R=40;break c}i=i+16|0;if((i|0)==(u|0)){o=u;x=v;y=u;z=u;break}}}while(0);if((R|0)==40){R=0;i=A;if((A|0)==(u|0)){o=i;x=v;y=u;z=u}else{m=i;o=i;d:while(1){i=m;do{m=i;i=m+16|0;if((m+16|0|0)==(u|0))break d}while(!(f[m+24>>2]&1792|0));z=o;f[z>>2]=f[(m+16|0)>>2];f[z+4>>2]=f[(m+16|0)+4>>2];f[z+8>>2]=f[(m+16|0)+8>>2];f[z+12>>2]=f[(m+16|0)+12>>2];m=i;o=o+16|0}z=f[s>>2]|0;x=f[t>>2]|0;y=z}}q=x+(o-x>>4<<4)|0;if((y|0)==(o|0))i=z;else{i=q+(y-o>>4<<4)|0;r=z-i|0;if(!(r>>4)){i=z;m=z}else{cQb(q|0,i|0,r|0)|0;m=f[s>>2]|0;i=m}p=m+(~((m+-16-(q+(r>>4<<4)|0)|0)>>>4)<<4)|0;if((m|0)!=(q+(r>>4<<4)|0|0)){f[s>>2]=p;i=p}}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(u-v>>4)+(i-(f[t>>2]|0)>>4);w=w+1|0;i=f[(V+8|0)>>2]|0}while(w>>>0<i>>>0)}if(i|0){s=V+16+(i<<4)+4|0;m=f[s>>2]|0;r=V+16+(i<<4)+8|0;o=f[r>>2]|0;if((m|0)!=(o|0)){while(1){if(!(f[m+8>>2]&1792)){R=55;break}i=m+16|0;if((i|0)==(o|0)){k=o;B=o;C=o;break}else m=i}if((R|0)==55){k=m;if((m|0)==(o|0)){B=o;C=o}else{i=k;e:while(1){do{m=i;i=m+16|0;if((m+16|0|0)==(o|0))break e}while(!(f[m+24>>2]&1792|0));C=k;f[C>>2]=f[(m+16|0)>>2];f[C+4>>2]=f[(m+16|0)+4>>2];f[C+8>>2]=f[(m+16|0)+8>>2];f[C+12>>2]=f[(m+16|0)+12>>2];k=k+16|0}C=f[r>>2]|0;B=C}}if((B|0)!=(k|0)){q=f[s>>2]|0;p=q+(k-q>>4<<4)|0;i=p+(B-k>>4<<4)|0;o=C-i|0;if(!(o>>4)){i=C;k=C}else{cQb(p|0,i|0,o|0)|0;k=f[r>>2]|0;i=k}m=k+(~((k+-16-(p+(o>>4<<4)|0)|0)>>>4)<<4)|0;if((k|0)!=(p+(o>>4<<4)|0|0)){f[r>>2]=m;i=m}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(C-q>>4)+(i-(f[s>>2]|0)>>4);u=f[s>>2]|0;t=i-u|0;if((t|0)>16)if((t|0)>=32){s=((t>>4)+-2|0)/2|0;while(1){m=u+(s<<4)|0;i=s<<4;do if((((t>>4)+-2|0)/2|0|0)>=(i>>4|0)){do if(((i>>3|1)+1|0|0)<(t>>4|0)){if(!(+n[u+((i>>3|1)<<4)+4>>2]<+n[((u+((i>>3|1)<<4)|0)+16|0)+4>>2])){k=i>>3|1;i=u+((i>>3|1)<<4)|0;break}k=(i>>3|1)+1|0;i=(u+((i>>3|1)<<4)|0)+16|0}else{k=i>>3|1;i=u+((i>>3|1)<<4)|0}while(0);l=+n[u+(s<<4)+4>>2];if(+n[i+4>>2]<l)break;p=f[m>>2]|0;r=u+(s<<4)+8|0;q=f[r>>2]|0;r=f[r+4>>2]|0;o=m;while(1){C=o;o=i;f[C>>2]=f[o>>2];f[C+4>>2]=f[o+4>>2];f[C+8>>2]=f[o+8>>2];f[C+12>>2]=f[o+12>>2];if((((t>>4)+-2|0)/2|0|0)<(k|0))break;m=k<<1|1;do if((m+1|0|0)<(t>>4|0)){if(!(+n[u+(m<<4)+4>>2]<+n[((u+(m<<4)|0)+16|0)+4>>2])){k=m;m=u+(m<<4)|0;break}k=m+1|0;m=(u+(m<<4)|0)+16|0}else{k=m;m=u+(m<<4)|0}while(0);if(+n[m+4>>2]<l)break;else i=m}C=i;f[i>>2]=p;n[C+4>>2]=l;f[(C+8|0)>>2]=q;f[(C+8|0)+4>>2]=r}while(0);if((s|0)>0)s=s+-1|0;else break}}}}}}k=f[(V+272|0)>>2]|0;m=f[(V+276|0)>>2]|0;f:do if((k|0)==(m|0)){E=k;R=84}else{i=k;while(1){if(!(f[i+8>>2]&1792)){E=i;R=84;break f}i=i+16|0;if((i|0)==(m|0)){j=m;D=k;F=m;c=m;break}}}while(0);if((R|0)==84){j=E;if((E|0)==(m|0)){D=k;F=m;c=m}else{c=j;g:while(1){do{i=c;c=i+16|0;if((i+16|0|0)==(m|0))break g}while(!(f[i+24>>2]&1792|0));R=j;f[R>>2]=f[(i+16|0)>>2];f[R+4>>2]=f[(i+16|0)+4>>2];f[R+8>>2]=f[(i+16|0)+8>>2];f[R+12>>2]=f[(i+16|0)+12>>2];j=j+16|0}c=f[(V+276|0)>>2]|0;D=f[(V+272|0)>>2]|0;F=c}}k=D+(j-D>>4<<4)|0;if((F|0)==(j|0))R=183;else{i=k+(F-j>>4<<4)|0;j=c-i|0;if(j>>4){cQb(k|0,i|0,j|0)|0;c=f[(V+276|0)>>2]|0}if((c|0)==(k+(j>>4<<4)|0|0))R=183;else{f[(V+276|0)>>2]=c+(~((c+-16-(k+(j>>4<<4)|0)|0)>>>4)<<4);R=183}}break}default:W=1}}if(W){W=0;switch(G|0){case 2:{if(f[(V+4|0)>>2]|0){m=f[(V+24|0)>>2]|0;o=f[(V+20|0)>>2]|0;p=f[(V+12|0)>>2]|0;h:do if((o+(p<<4)|0|0)==(m|0)){I=o+(p<<4)|0;R=99}else{c=o+(p<<4)|0;while(1){if(!(f[c+8>>2]&256)){I=c;R=99;break h}c=c+16|0;if((c|0)==(m|0)){g=m;H=o;J=m;K=m;break}}}while(0);if((R|0)==99){g=I;if((I|0)==(m|0)){H=o;J=m;K=m}else{c=g;i:while(1){do{i=c;c=i+16|0;if((i+16|0|0)==(m|0))break i}while(!(f[i+24>>2]&256|0));K=g;f[K>>2]=f[(i+16|0)>>2];f[K+4>>2]=f[(i+16|0)+4>>2];f[K+8>>2]=f[(i+16|0)+8>>2];f[K+12>>2]=f[(i+16|0)+12>>2];g=g+16|0}K=f[(V+24|0)>>2]|0;H=f[(V+20|0)>>2]|0;J=K}}k=H+(g-H>>4<<4)|0;if((J|0)==(g|0))g=K;else{c=k+(J-g>>4<<4)|0;j=K-c|0;if(!(j>>4)){g=K;c=K}else{cQb(k|0,c|0,j|0)|0;c=f[(V+24|0)>>2]|0;g=c}i=c+(~((c+-16-(k+(j>>4<<4)|0)|0)>>>4)<<4)|0;if((c|0)!=(k+(j>>4<<4)|0|0)){f[(V+24|0)>>2]=i;g=i}}j=f[(V+20|0)>>2]|0;c=f[(V+12|0)>>2]|0;if(!c)c=g;else{k=g-(j+(c<<4)|0)|0;if(!(k>>4))c=g;else{cQb(j|0,j+(c<<4)|0|0,k|0)|0;g=f[(V+24|0)>>2]|0;c=g}i=g+(~((g+-16-(j+(k>>4<<4)|0)|0)>>>4)<<4)|0;if((g|0)!=(j+(k>>4<<4)|0|0)){f[(V+24|0)>>2]=i;c=i}}f[(V+12|0)>>2]=0;f[(V+4|0)>>2]=p-(m-o>>4)+(f[(V+4|0)>>2]|0)+(c-(f[(V+20|0)>>2]|0)>>4);c=f[(V+8|0)>>2]|0;if(c>>>0>1){r=1;do{o=V+16+(r<<4)+4|0;m=V+16+(r<<4)+8|0;p=f[m>>2]|0;q=f[o>>2]|0;j:do if((p|0)==(q|0)){O=q;R=120}else{c=q;while(1){if(!(f[c+8>>2]&256)){O=c;R=120;break j}c=c+16|0;if((c|0)==(p|0)){h=p;L=q;M=p;N=p;break}}}while(0);if((R|0)==120){R=0;c=O;if((O|0)==(p|0)){h=c;L=q;M=p;N=p}else{g=c;h=c;k:while(1){c=g;do{g=c;c=g+16|0;if((g+16|0|0)==(p|0))break k}while(!(f[g+24>>2]&256|0));N=h;f[N>>2]=f[(g+16|0)>>2];f[N+4>>2]=f[(g+16|0)+4>>2];f[N+8>>2]=f[(g+16|0)+8>>2];f[N+12>>2]=f[(g+16|0)+12>>2];g=c;h=h+16|0}N=f[m>>2]|0;L=f[o>>2]|0;M=N}}j=L+(h-L>>4<<4)|0;if((M|0)==(h|0))c=N;else{c=j+(M-h>>4<<4)|0;k=N-c|0;if(!(k>>4)){c=N;g=N}else{cQb(j|0,c|0,k|0)|0;g=f[m>>2]|0;c=g}i=g+(~((g+-16-(j+(k>>4<<4)|0)|0)>>>4)<<4)|0;if((g|0)!=(j+(k>>4<<4)|0|0)){f[m>>2]=i;c=i}}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(p-q>>4)+(c-(f[o>>2]|0)>>4);r=r+1|0;c=f[(V+8|0)>>2]|0}while(r>>>0<c>>>0)}if(c|0){m=V+16+(c<<4)+4|0;g=f[m>>2]|0;k=V+16+(c<<4)+8|0;h=f[k>>2]|0;if((g|0)!=(h|0)){while(1){if(!(f[g+8>>2]&256)){R=135;break}c=g+16|0;if((c|0)==(h|0)){e=h;P=h;Q=h;break}else g=c}if((R|0)==135){e=g;if((g|0)==(h|0)){P=h;Q=h}else{c=e;l:while(1){do{g=c;c=g+16|0;if((g+16|0|0)==(h|0))break l}while(!(f[g+24>>2]&256|0));Q=e;f[Q>>2]=f[(g+16|0)>>2];f[Q+4>>2]=f[(g+16|0)+4>>2];f[Q+8>>2]=f[(g+16|0)+8>>2];f[Q+12>>2]=f[(g+16|0)+12>>2];e=e+16|0}Q=f[k>>2]|0;P=Q}}if((P|0)!=(e|0)){j=f[m>>2]|0;i=j+(e-j>>4<<4)|0;c=i+(P-e>>4<<4)|0;h=Q-c|0;if(!(h>>4)){c=Q;e=Q}else{cQb(i|0,c|0,h|0)|0;e=f[k>>2]|0;c=e}g=e+(~((e+-16-(i+(h>>4<<4)|0)|0)>>>4)<<4)|0;if((e|0)!=(i+(h>>4<<4)|0|0)){f[k>>2]=g;c=g}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(Q-j>>4)+(c-(f[m>>2]|0)>>4);p=f[m>>2]|0;o=c-p|0;if((o|0)>16)if((o|0)>=32){m=((o>>4)+-2|0)/2|0;while(1){h=p+(m<<4)|0;c=m<<4;do if((((o>>4)+-2|0)/2|0|0)>=(c>>4|0)){do if(((c>>3|1)+1|0|0)<(o>>4|0)){if(!(+n[p+((c>>3|1)<<4)+4>>2]<+n[((p+((c>>3|1)<<4)|0)+16|0)+4>>2])){e=c>>3|1;c=p+((c>>3|1)<<4)|0;break}e=(c>>3|1)+1|0;c=(p+((c>>3|1)<<4)|0)+16|0}else{e=c>>3|1;c=p+((c>>3|1)<<4)|0}while(0);l=+n[p+(m<<4)+4>>2];if(+n[c+4>>2]<l)break;i=f[h>>2]|0;k=p+(m<<4)+8|0;j=f[k>>2]|0;k=f[k+4>>2]|0;while(1){Q=h;h=c;f[Q>>2]=f[h>>2];f[Q+4>>2]=f[h+4>>2];f[Q+8>>2]=f[h+8>>2];f[Q+12>>2]=f[h+12>>2];if((((o>>4)+-2|0)/2|0|0)<(e|0))break;g=e<<1|1;do if((g+1|0|0)<(o>>4|0)){if(!(+n[p+(g<<4)+4>>2]<+n[((p+(g<<4)|0)+16|0)+4>>2])){e=g;g=p+(g<<4)|0;break}e=g+1|0;g=(p+(g<<4)|0)+16|0}else{e=g;g=p+(g<<4)|0}while(0);if(+n[g+4>>2]<l)break;else c=g}Q=c;f[c>>2]=i;n[Q+4>>2]=l;f[(Q+8|0)>>2]=j;f[(Q+8|0)+4>>2]=k}while(0);if((m|0)>0)m=m+-1|0;else break}}}}}}e=f[(V+272|0)>>2]|0;g=f[(V+276|0)>>2]|0;m:do if((e|0)==(g|0)){T=e;R=164}else{c=e;while(1){if(!(f[c+8>>2]&256)){T=c;R=164;break m}c=c+16|0;if((c|0)==(g|0)){d=g;S=e;U=g;b=g;break}}}while(0);if((R|0)==164){d=T;if((T|0)==(g|0)){S=e;U=g;b=g}else{b=d;n:while(1){do{c=b;b=c+16|0;if((c+16|0|0)==(g|0))break n}while(!(f[c+24>>2]&256|0));U=d;f[U>>2]=f[(c+16|0)>>2];f[U+4>>2]=f[(c+16|0)+4>>2];f[U+8>>2]=f[(c+16|0)+8>>2];f[U+12>>2]=f[(c+16|0)+12>>2];d=d+16|0}b=f[(V+276|0)>>2]|0;S=f[(V+272|0)>>2]|0;U=b}}e=S+(d-S>>4<<4)|0;if((U|0)==(d|0))R=183;else{c=e+(U-d>>4<<4)|0;d=b-c|0;if(d>>4){cQb(e|0,c|0,d|0)|0;b=f[(V+276|0)>>2]|0}if((b|0)==(e+(d>>4<<4)|0|0))R=183;else{f[(V+276|0)>>2]=b+(~((b+-16-(e+(d>>4<<4)|0)|0)>>>4)<<4);R=183}}break}default:W=1}}f[a+7400>>2]=R;f[a+7408>>2]=W}function Gjb(a){a=a|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0;s=f[a+1024>>2]|0;t=f[a+1032>>2]|0;g=f[a+1040>>2]|0;o=f[a+1208>>2]|0;q=f[a+1608>>2]|0;r=f[a+1680>>2]|0;v=f[a+4680>>2]|0;w=f[a+4992>>2]|0;x=f[a+5056>>2]|0;y=f[a+5064>>2]|0;h=f[a+6112>>2]|0;i=f[a+6120>>2]|0;m=+n[a+6200>>2];k=f[a+7408>>2]|0;l=f[a+7416>>2]|0;a:{e=HAa(g,h,i)|0;n[(a+832|0)>>2]=+p[e>>3];n[(a+832|0)+4>>2]=+p[e+8>>3];n[(a+832|0)+8>>2]=+p[e+16>>3];n[(a+832|0)+12>>2]=+p[e+24>>3];n[(a+832|0)+16>>2]=+p[e+32>>3];n[(a+832|0)+20>>2]=+p[e+40>>3];n[(a+832|0)+24>>2]=+p[e+48>>3];n[(a+832|0)+28>>2]=+p[e+56>>3];n[(a+832|0)+32>>2]=+p[e+64>>3];n[(a+832|0)+36>>2]=+p[e+72>>3];n[((a+832|0)+40|0)>>2]=+p[e+80>>3];n[((a+832|0)+44|0)>>2]=+p[e+88>>3];n[(a+832|0)+48>>2]=+p[e+96>>3];n[(a+832|0)+52>>2]=+p[e+104>>3];n[((a+832|0)+56|0)>>2]=+p[e+112>>3];n[((a+832|0)+60|0)>>2]=+p[e+120>>3];B=+p[g+32>>3]-+p[g+56>>3];A=+p[g+40>>3]-+p[g+64>>3];z=+p[g+48>>3]-+p[g+72>>3];c=+L(+(B*B+(A*A+z*z)));n[(a+816|0)>>2]=B/c;n[((a+816|0)+4|0)>>2]=A/c;n[((a+816|0)+8|0)>>2]=z/c;e=f[s>>2]|0;d=b[e+224>>0]&7&b[(s+832|0)>>0];b[(a+1e3|0)>>0]=d;e=j[(e+230|0)>>1]|j[(e+230|0)+2>>1]<<16;if(!(e&1))if(!(e&2)){b[(a+1e3|0)>>0]=d&6;d=d&6}if(!(d<<24>>24)){o=0;u=a;f[a+7504>>2]=6;f[a+7508>>2]=o|0;break a}w=JAa(g,h,i)|0;N=+p[w>>3];p[(a+528|0)>>3]=N;I=+p[w+8>>3];p[(a+528|0)+8>>3]=I;D=+p[w+16>>3];p[(a+528|0)+16>>3]=D;E=+p[w+24>>3];p[((a+528|0)+24|0)>>3]=E;M=+p[w+32>>3];p[(a+528|0)+32>>3]=M;H=+p[w+40>>3];p[(a+528|0)+40>>3]=H;c=+p[w+48>>3];p[(a+528|0)+48>>3]=c;C=+p[w+56>>3];p[((a+528|0)+56|0)>>3]=C;K=+p[w+64>>3];p[(a+528|0)+64>>3]=K;G=+p[w+72>>3];p[(a+528|0)+72>>3]=G;z=+p[w+80>>3];p[(a+528|0)+80>>3]=z;m=+p[w+88>>3];p[((a+528|0)+88|0)>>3]=m;J=+p[w+96>>3];p[(a+528|0)+96>>3]=J;F=+p[w+104>>3];p[(a+528|0)+104>>3]=F;A=+p[w+112>>3];p[(a+528|0)+112>>3]=A;B=+p[w+120>>3];p[(a+528|0)+120>>3]=B;p[a>>3]=E-N;p[a+8>>3]=C-M;p[a+16>>3]=m-K;p[a+24>>3]=B-J;p[a+32>>3]=E-I;p[a+40>>3]=C-H;p[a+48>>3]=m-G;p[a+56>>3]=B-F;p[a+64>>3]=E-D;p[a+72>>3]=C-c;p[a+80>>3]=m-z;p[a+88>>3]=B-A;p[a+96>>3]=E+N;p[a+104>>3]=C+M;p[a+112>>3]=m+K;p[a+120>>3]=B+J;p[a+128>>3]=E+I;p[a+136>>3]=C+H;p[a+144>>3]=m+G;p[a+152>>3]=B+F;p[a+160>>3]=E+D;p[a+168>>3]=C+c;p[a+176>>3]=m+z;p[a+184>>3]=B+A;Shb(a);n[(a+800|0)>>2]=+p[((a+528|0)+24|0)>>3];w=(a+800|0)+4|0;n[w>>2]=+p[((a+528|0)+56|0)>>3];x=(a+800|0)+8|0;n[x>>2]=+p[((a+528|0)+88|0)>>3];y=(a+800|0)+12|0;n[y>>2]=B;v=(f[s>>2]|0)+230|0;if(!((j[v>>1]|j[v+2>>1]<<16)&262144))v=0;else v=Zub()|0;c=+n[((a+832|0)+44|0)>>2];if(c!=0.0)c=+n[((a+832|0)+56|0)>>2]+ +n[((a+832|0)+40|0)>>2]*((1.0-+n[((a+832|0)+60|0)>>2])/c);else c=.9800000190734863;Thb(a+832|0,a+696|0);S=+n[(a+696|0)>>2];R=+n[(a+696|0)+16>>2];G=c*+n[(a+696|0)+32>>2];T=+n[(a+696|0)+48>>2];P=+n[(a+696|0)+4>>2];O=+n[(a+696|0)+20>>2];H=c*+n[(a+696|0)+36>>2];Q=+n[(a+696|0)+52>>2];A=+n[(a+696|0)+8>>2];B=+n[(a+696|0)+24>>2];I=c*+n[(a+696|0)+40>>2];z=+n[(a+696|0)+56>>2];D=+n[(a+696|0)+12>>2];E=+n[(a+696|0)+28>>2];F=c*+n[(a+696|0)+44>>2];C=+n[(a+696|0)+60>>2];J=C+(D*0.0+E*0.0+F);K=(T+(S*2.4999999441206455e-03+R*0.0+G))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(T+(S*0.0+R*0.0+G))/J;M=(Q+(P*2.4999999441206455e-03+O*0.0+H))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(Q+(P*0.0+O*0.0+H))/J;N=(z+(A*2.4999999441206455e-03+B*0.0+I))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(z+(A*0.0+B*0.0+I))/J;m=(C+(D*2.4999999441206455e-03+E*0.0+F))/(C+(D*2.4999999441206455e-03+E*0.0+F))-J/J;G=(T+(S*0.0+R*2.4999999441206455e-03+G))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(T+(S*0.0+R*0.0+G))/J;H=(Q+(P*0.0+O*2.4999999441206455e-03+H))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(Q+(P*0.0+O*0.0+H))/J;I=(z+(A*0.0+B*2.4999999441206455e-03+I))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(z+(A*0.0+B*0.0+I))/J;J=(C+(D*0.0+E*2.4999999441206455e-03+F))/(C+(D*0.0+E*2.4999999441206455e-03+F))-J/J;m=G*G+H*H+(I*I+J*J)<K*K+M*M+(N*N+m*m)?G*G+H*H+(I*I+J*J):K*K+M*M+(N*N+m*m);if(_Ra(f[(f[s>>2]|0)+64>>2]|0,a+696|0,a+656|0)|0){O=+n[(a+656|0)>>2];P=+n[(a+696|0)>>2]*.5+O*.5;Q=+n[(a+656|0)+4>>2];R=+n[(a+696|0)+4>>2]*.5+Q*.5;S=+n[(a+656|0)+8>>2];T=+n[(a+696|0)+8>>2]*.5+S*.5;c=+n[y>>2]+(P*+n[(a+800|0)>>2]+(R*+n[w>>2]+T*+n[x>>2]));c=((O-P)*(O-P)+((Q-R)*(Q-R)+(S-T)*(S-T)))/(c*c<9.999999747378752e-06?9.999999747378752e-06:c*c)}else c=0.0;T=m<c?c:m;n[(a+796|0)>>2]=T;Uhb(s+4|0,T,m);k=1;l=t<<24>>24;if(k){k=0;switch(l|0){case 4:{q=s+308|0;r=s+300|0;break}default:k=1}}}f[a+1208>>2]=o;f[a+1608>>2]=q;f[a+1680>>2]=r;f[a+4680>>2]=v;f[a+4992>>2]=w;f[a+5056>>2]=x;f[a+5064>>2]=y;n[a+6200>>2]=m;f[a+7408>>2]=k;f[a+7416>>2]=l}function Hjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;u=f[a+48>>2]|0;r=f[a+56>>2]|0;s=f[a+120>>2]|0;t=f[a+160>>2]|0;q=f[a+296>>2]|0;v=f[a+560>>2]|0;w=f[a+632>>2]|0;m=f[a+648>>2]|0;n=f[a+688>>2]|0;o=f[a+720>>2]|0;x=f[a+816>>2]|0;a:{b:while(1){p=t;switch((w-p|0)>>4|0){case 2:{x=5;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 3:{x=9;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 4:{x=10;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 5:{x=20;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 1:case 0:{x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}default:{}}if((w-p|0|0)<496){x=22;f[a+832>>2]=2;f[a+836>>2]=13;break a}e=t+((((w-p|0)>>4|0)/2|0)<<4)|0;if((w-p|0|0)>15984)h=rib(t,t+((((w-p|0)>>4|0)/4|0)<<4)|0,e,e+((((w-p|0)>>4|0)/4|0)<<4)|0,m,u)|0;else h=qib(t,e,m,u)|0;k=f[t>>2]|0;j=f[e>>2]|0;if(k>>>0<j>>>0){c=m;b=h;break}if((k|0)==(j|0))if((f[t+12>>2]|0)<(f[t+((((w-p|0)>>4|0)/2|0)<<4)+12>>2]|0)){c=m;b=h;break}if((t|0)!=(n|0)){i=t+((((w-p|0)>>4|0)/2|0)<<4)+12|0;d=m;l=n;while(1){g=f[l>>2]|0;if(g>>>0<j>>>0){x=68;break b}if((g|0)==(j|0))if((f[d+-4>>2]|0)<(f[i>>2]|0)){x=68;break b}d=l+-16|0;if((t|0)==(d|0))break;else{g=l;l=d;d=g}}}d=t+16|0;e=f[m>>2]|0;do if(k>>>0>=e>>>0){if((k|0)==(e|0))if((f[t+12>>2]|0)<(f[o>>2]|0))break;if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}g=t+12|0;while(1){e=f[d>>2]|0;if(k>>>0<e>>>0)break;if((k|0)==(e|0))if((f[g>>2]|0)<(f[d+12>>2]|0))break;d=d+16|0;if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}}f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[m>>2];f[d+4>>2]=f[m+4>>2];f[d+8>>2]=f[m+8>>2];f[d+12>>2]=f[m+12>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];f[m+12>>2]=f[a+12>>2];d=d+16|0}while(0);if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}j=t+12|0;e=m;while(1){i=f[t>>2]|0;g=f[d>>2]|0;c:do if(i>>>0>=g>>>0)do{if((i|0)==(g|0))if((f[j>>2]|0)<(f[d+12>>2]|0))break c;d=d+16|0;g=f[d>>2]|0}while(i>>>0>=g>>>0);while(0);while(1){g=e;e=e+-16|0;h=f[e>>2]|0;if(i>>>0<h>>>0)continue;if((i|0)!=(h|0))break;if((f[j>>2]|0)>=(f[g+-4>>2]|0))break}if(d>>>0>=e>>>0){t=d;continue b};f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[e+12>>2]=f[a+12>>2];d=d+16|0}}if((x|0)==68){x=0;f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];f[t>>2]=f[l>>2];f[t+4>>2]=f[l+4>>2];f[t+8>>2]=f[l+8>>2];f[t+12>>2]=f[l+12>>2];f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];c=l;b=h+1|0}d=t+16|0;d:do if(d>>>0<c>>>0){j=e;while(1){h=f[j>>2]|0;i=j+12|0;while(1){e=f[d>>2]|0;if(e>>>0>=h>>>0){if((e|0)!=(h|0))break;if((f[d+12>>2]|0)>=(f[i>>2]|0))break}d=d+16|0}g=c+-16|0;e=f[g>>2]|0;e:do if(e>>>0<h>>>0)c=g;else while(1){if((e|0)==(h|0))if((f[c+-4>>2]|0)<(f[i>>2]|0)){c=g;break e}c=g+-16|0;e=f[c>>2]|0;if(e>>>0<h>>>0)break;else{q=g;g=c;c=q}}while(0);if(d>>>0>c>>>0){e=j;q=d;break d};f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];j=(j|0)==(d|0)?c:j;d=d+16|0;b=b+1|0}}else q=d;while(0);do if((q|0)!=(e|0)){c=f[e>>2]|0;d=f[q>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0))break;if((f[e+12>>2]|0)>=(f[q+12>>2]|0))break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];f[q>>2]=f[e>>2];f[q+4>>2]=f[e+4>>2];f[q+8>>2]=f[e+8>>2];f[q+12>>2]=f[e+12>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[e+12>>2]=f[a+12>>2];b=b+1|0}while(0);if(!b){v=sib(t,q,u)|0;b=q+16|0;if(sib(b,s,u)|0){x=92;f[a+832>>2]=1;break a}if(v){r=b;f[a+832>>2]=3;break a}}s=q;if((s-p|0)>=(w-s|0)){x=91;f[a+832>>2]=1;break a}gib(t,q,u);r=q+16|0}f[a+56>>2]=r;f[a+160>>2]=t;f[a+296>>2]=q;f[a+560>>2]=v;f[a+816>>2]=x}
+function dnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;p=r;q=a+116|0;o=a+120|0;enb(b,(f[o>>2]|0)-(f[q>>2]|0)>>2);a=f[o>>2]|0;c=f[q>>2]|0;if((a|0)==(c|0)){u=r;return}j=p+4|0;k=p+8|0;l=p+8|0;m=b+4|0;n=b+8|0;i=0;while(1){d=c;if(f[(f[d+(i<<2)>>2]|0)+16>>2]|0){f[p>>2]=0;f[j>>2]=0;f[k>>2]=0;d=f[(f[(f[d+(i<<2)>>2]|0)+16>>2]|0)+16>>2]|0;if(d|0){a=d;c=0;while(1){h=c+1|0;a=f[a+12>>2]|0;if((a|0)==(d|0))break;else c=h}if((c|0)>=1){if(c>>>0>536870910){a=9;break}e=pOb(h<<3)|0;g=e+(h<<3)|0;f[p>>2]=e;f[j>>2]=e;f[l>>2]=g;a=0;while(1){c=d+4|0;if((e|0)==(g|0))T6a(p,c);else{s=c;c=f[s+4>>2]|0;g=e;f[g>>2]=f[s>>2];f[g+4>>2]=c;f[j>>2]=(f[j>>2]|0)+8}a=a+1|0;if((a|0)==(h|0))break;d=f[d+16>>2]|0;e=f[j>>2]|0;g=f[l>>2]|0}g=f[m>>2]|0;if((g|0)==(f[n>>2]|0)){H7a(b,p);a=f[p>>2]|0}else{f[g>>2]=0;h=g+4|0;f[h>>2]=0;f[g+8>>2]=0;a=f[p>>2]|0;c=(f[j>>2]|0)-a|0;d=c>>3;if(d){if(d>>>0>536870911){a=14;break}e=pOb(c)|0;f[h>>2]=e;f[g>>2]=e;f[g+8>>2]=e+(d<<3);a=f[p>>2]|0;c=(f[j>>2]|0)-a|0;if((c|0)>0){bQb(e|0,a|0,c|0)|0;f[h>>2]=e+(c>>>3<<3)}}f[m>>2]=(f[m>>2]|0)+12}if(a|0){c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}}c=f[q>>2]|0;a=f[o>>2]|0}i=i+1|0;if(i>>>0>=a-c>>2>>>0){a=3;break}}if((a|0)==3){u=r;return}else if((a|0)==9)vd();else if((a|0)==14)AMb(g)}function enb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-8-e|0)>>>3)<<3);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function fnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+160|0;k=l;f[k+100>>2]=0;f[k+104>>2]=0;f[k+108>>2]=0;f[k+116>>2]=0;f[k+120>>2]=0;f[k+124>>2]=0;f[k+132>>2]=0;f[k+136>>2]=0;f[k+140>>2]=0;e=k+80|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[k>>2]=40940;f[k+76>>2]=40976;e=k+44|0;g=k+4|0;h=g+36|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=e;f[k+48>>2]=e;f[k+52>>2]=0;b[k+60>>0]=0;b[k+96>>0]=0;b[k+72>>0]=0;b[k+112>>0]=0;b[k+113>>0]=0;b[k+74>>0]=1;i=k+76|0;j=a+4|0;e=f[a>>2]|0;if((f[j>>2]|0)==(e|0)){Ymb(k,1,c,d,d)|0;q4a(k,40996);Tlb(i);u=l;return}g=0;h=40976;while(1){Tg[f[h+8>>2]&15](i,e+(g*12|0)|0,0,1)|0;g=g+1|0;e=f[a>>2]|0;if(g>>>0>=(((f[j>>2]|0)-e|0)/12|0)>>>0)break;h=f[i>>2]|0}Ymb(k,1,c,d,d)|0;q4a(k,40996);Tlb(i);u=l;return}function gnb(a,b){a=a|0;b=b|0;fnb(a,a,b);return}function hnb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0;h=f[a>>2]|0;i=f[b>>2]|0;j=h-i|0;g=f[a+4>>2]|0;b=f[b+4>>2]|0;e=g-b|0;if((((j|0)<0?0-j|0:j)|0)>(((e|0)<0?0-e|0:e)|0)){a=f[c>>2]|0;if(!((i|0)<(h|0)^(a|0)>(h|0))){k=+(b-(f[c+4>>2]|0)|0);m=+(a-i|0);l=+(g|0)*m+ +(h|0)*k-(+(b|0)*m+ +(i|0)*k);l=l*l;k=k*k;m=m*m;k=m+k;k=l/k;j=k<d;return j|0}if((i|0)>(h|0)^(a|0)>(i|0)){m=+(e|0);k=+(i-h|0);l=m*+(a|0)+k*+(f[c+4>>2]|0)-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}else{m=+(g-(f[c+4>>2]|0)|0);k=+(a-h|0);l=+(b|0)*k+ +(i|0)*m-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}}else{a=f[c+4>>2]|0;if(!((g|0)>(b|0)^(g|0)<(a|0))){m=+(b-a|0);k=+((f[c>>2]|0)-i|0);l=+(h|0)*m+ +(g|0)*k-(+(i|0)*m+ +(b|0)*k);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}if((g|0)<(b|0)^(b|0)<(a|0)){m=+(e|0);k=+(i-h|0);l=k*+(a|0)+m*+(f[c>>2]|0)-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}else{m=+(g-a|0);k=+((f[c>>2]|0)-h|0);l=+(i|0)*m+ +(b|0)*k-(+(h|0)*m+ +(g|0)*k);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}}return 0}function inb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0.0,o=0,p=0,q=0.0,r=0.0,s=0;g=f[a>>2]|0;a=(f[a+4>>2]|0)-g>>3;if(!a){e=f[b>>2]|0;a=b+4|0;d=f[a>>2]|0;if((d|0)==(e|0))return;f[a>>2]=d+(~((d+-8-e|0)>>>3)<<3);return}p=qOb(a>>>0>214748364?-1:a*20|0)|0;d=p+(a*20|0)|0;e=p;do{f[e+4>>2]=0;f[e+8>>2]=0;e=e+20|0}while((e|0)!=(d|0));d=0;do{m=p+(d*20|0)|0;i=g+(d<<3)|0;l=f[i+4>>2]|0;k=p+(d*20|0)+4|0;f[k>>2]=f[i>>2];f[k+4>>2]=l;k=d;d=d+1|0;l=(d|0)==(a|0)?0:d;f[p+(k*20|0)+12>>2]=p+(l*20|0);f[p+(l*20|0)+16>>2]=m;f[m>>2]=0}while((d|0)!=(a|0));n=c*c;a:do if(!(f[p>>2]|0)){e=p;d=p;while(1){while(1){m=e+12|0;k=d;d=f[m>>2]|0;l=e+16|0;g=f[l>>2]|0;if((d|0)==(g|0))break a;e=e+4|0;i=e;h=g+4|0;s=h;c=+(f[s>>2]|0);r=+(f[i>>2]|0)-c;j=+(f[s+4>>2]|0);q=+(f[i+4>>2]|0)-j;if(r*r+q*q<=n){o=10;break}i=d+4|0;s=i;q=c-+(f[s>>2]|0);r=j-+(f[s+4>>2]|0);if(q*q+r*r<=n){o=14;break}if(hnb(h,e,i,n)|0){o=10;break}f[k>>2]=1;if(f[d>>2]|0){e=d;break a}else e=d}if((o|0)==10){o=0;h=-1}else if((o|0)==14){o=0;g=f[d+16>>2]|0;h=d+12|0;f[g+12>>2]=f[h>>2];f[(f[h>>2]|0)+16>>2]=g;f[g>>2]=0;g=f[l>>2]|0;h=-2;d=f[m>>2]|0}f[g+12>>2]=d;f[(f[m>>2]|0)+16>>2]=g;f[g>>2]=0;e=g;a=a+h|0;d=g}}else e=p;while(0);i=a>>>0<3?0:a;g=b+4|0;h=f[g>>2]|0;d=f[b>>2]|0;a=h-d>>3;if(i>>>0>a>>>0){jnb(b,i-a|0);o=23}else{if(i>>>0<a>>>0){a=d+(i<<3)|0;if((a|0)!=(h|0))f[g>>2]=h+(~((h+-8-a|0)>>>3)<<3)}if(i|0)o=23}if((o|0)==23){d=0;a=e;while(1){m=a+4|0;o=f[m+4>>2]|0;s=(f[b>>2]|0)+(d<<3)|0;f[s>>2]=f[m>>2];f[s+4>>2]=o;d=d+1|0;if((d|0)==(i|0))break;else a=f[a+12>>2]|0}}tOb(p);return}function jnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>3>>>0>=b>>>0){dQb(c|0,0,b<<3|0)|0;f[l>>2]=c+(b<<3);return}h=f[a>>2]|0;g=c-h|0;e=g>>3;c=e+b|0;if(c>>>0>536870911)AMb(a);m=d-h|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){j=0;k=0}else if(d>>>0>536870911)vd();else{k=pOb(d<<3)|0;j=k;break}while(0);c=j+(e<<3)|0;dQb(c|0,0,b<<3|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<3);f[i>>2]=j+(d<<3);if(!h)return;sOb(h);return}function knb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=a+4|0;g=((f[k>>2]|0)-(f[a>>2]|0)|0)/12|0;j=b+4|0;h=f[j>>2]|0;e=f[b>>2]|0;d=(h-e|0)/12|0;if(g>>>0>d>>>0)lnb(b,g-d|0);else if(g>>>0<d>>>0){i=e+(g*12|0)|0;if((i|0)!=(h|0)){e=h;while(1){d=e+-12|0;f[j>>2]=d;g=f[d>>2]|0;if(g){d=e+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[j>>2]|0}if((d|0)==(i|0))break;else e=d}}}d=f[a>>2]|0;if((f[k>>2]|0)==(d|0))return;e=0;do{inb(d+(e*12|0)|0,(f[b>>2]|0)+(e*12|0)|0,c);e=e+1|0;d=f[a>>2]|0}while(e>>>0<(((f[k>>2]|0)-d|0)/12|0)>>>0);return}function lnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[k>>2]|0;l=a+4|0;c=f[l>>2]|0;e=c;if(((g-c|0)/12|0)>>>0>=b>>>0){dQb(c|0,0,b*12|0)|0;f[l>>2]=e+(b*12|0);return}i=f[a>>2]|0;d=(c-i|0)/12|0;c=d+b|0;j=i;if(c>>>0>357913941)AMb(a);m=(g-i|0)/12|0;g=m<<1;g=m>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)h=0;else if(g>>>0>357913941)vd();else{h=pOb(g*12|0)|0;break}while(0);c=h+(d*12|0)|0;d=c;h=h+(g*12|0)|0;dQb(c|0,0,b*12|0)|0;g=c+(b*12|0)|0;if((e|0)!=(j|0)){do{m=c+-12|0;b=e;e=e+-12|0;f[m>>2]=0;i=c+-8|0;f[i>>2]=0;f[c+-4>>2]=0;f[m>>2]=f[e>>2];m=b+-8|0;f[i>>2]=f[m>>2];b=b+-4|0;f[c+-4>>2]=f[b>>2];f[b>>2]=0;f[m>>2]=0;f[e>>2]=0;c=d+-12|0;d=c}while((e|0)!=(j|0));i=f[a>>2]|0;e=f[l>>2]|0}f[a>>2]=d;f[l>>2]=g;f[k>>2]=h;h=i;if((e|0)!=(h|0))do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}}while((e|0)!=(h|0));if(!i)return;sOb(i);return}function mnb(a,b){a=a|0;b=+b;knb(a,a,b);return}function nnb(a,b){a=a|0;b=b|0;return _zb(b)|0}function onb(a,b){a=a|0;b=b|0;$zb(b);return}function pnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;if(d>>>0<5){a=5;return a|0}e=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;if((e|0)!=-47205080){if((e&-16|0)!=407710288){a=-2;return a|0}if(d>>>0<8){a=8;return a|0};f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;c=c+4|0;l=a;f[l>>2]=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;f[l+4>>2]=0;f[a+8>>2]=0;a=0;return a|0}k=b[c+4>>0]|0;g=k&255;l=g&32;e=g>>>6;j=(l|0)!=0;e=(f[41016+((g&3)<<2)>>2]|0)+6+(f[41032+(e<<2)>>2]|0)-(l>>>5)+((e|0)==0&j&1)|0;if(e>>>0>d>>>0){a=e;return a|0}l=g>>>2&1;if(g&8|0){a=-3;return a|0}if(j){g=5;e=0}else{d=h[c+5>>0]|0;i=d>>>3;e=1024<<i;e=(X(e>>>3,d&7)|0)+e|0;if((i+10|0)>>>0>25){a=-3;return a|0}else g=6}switch(k&3){case 3:{i=c+g|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=g+4|0;break}case 1:{i=h[c+g>>0]|0;g=g+1|0;break}case 2:{i=c+g|0;i=(h[i>>0]|h[i+1>>0]<<8)&65535;g=g+2|0;break}default:i=0}switch((k&255)>>>6&3){case 3:{d=c+g|0;g=d;d=d+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;break}case 1:{g=c+g|0;g=((h[g>>0]|h[g+1>>0]<<8)&65535)+256|0;d=0;break}case 2:{g=c+g|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=0;break}default:if(j){g=h[c+g>>0]|0;d=0}else{g=0;d=0}}e=(e|0)==0?g:e;if(e>>>0>33554432){a=-3;return a|0}c=a;f[c>>2]=g;f[c+4>>2]=d;f[a+8>>2]=e;f[a+12>>2]=i;f[a+16>>2]=l;a=0;return a|0}function qnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;if(d>>>0<3){a=-11;return a|0}e=b[c>>0]|0;g=e&255;i=g&3;switch(e&3){case 3:{if(!(f[a+21584>>2]|0)){a=-16;return a|0}break}case 2:break;case 0:{switch((e&255)>>>2&3){case 3:{e=3;g=((h[c+2>>0]|0)<<16|(h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;break}case 1:{e=2;g=((h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;break}default:{e=1;g=g>>>3}}i=e+g|0;do if((i+8|0)>>>0>d>>>0)if(i>>>0>d>>>0){a=-11;return a|0}else{m=a+21716|0;bQb(m|0,c+e|0,g|0)|0;f[a+21688>>2]=m;e=131080;break}else{f[a+21688>>2]=c+e;e=d-e|0}while(0);f[a+21704>>2]=e;f[a+21708>>2]=g;a=i;return a|0}case 1:{switch((e&255)>>>2&3){case 3:{e=(h[c+2>>0]|0)<<16|(h[c>>0]|h[c+1>>0]<<8)&65535;if(d>>>0<4|e>>>0>2097167){a=-11;return a|0}else{e=e>>>4;g=3}break}case 1:{e=((h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;g=2;break}default:{e=g>>>3;g=1}}m=a+21716|0;dQb(m|0,b[c+g>>0]|0,e|0)|0;f[a+21688>>2]=m;f[a+21704>>2]=131080;f[a+21708>>2]=e;a=g+1|0;return a|0}default:{}}if(d>>>0<5){a=-11;return a|0}e=g>>>2;g=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;switch(e&3){case 3:{e=g>>>4&262143;if(e>>>0>131072){a=-11;return a|0}else{j=5;m=e;e=0;k=(h[c+4>>0]|0)<<10|g>>>22}break}case 2:{j=4;m=g>>>4&16383;e=0;k=g>>>18;break}default:{j=3;m=g>>>4&1023;e=(e&3|0)==0&1;k=g>>>14&1023}}l=k+j|0;if(l>>>0>d>>>0){a=-11;return a|0}d=(e|0)!=0;do if((i|0)==3){i=a+21716|0;e=c+j|0;g=a+5132|0;if(d){e=qtb(i,m,e,k,g)|0;break}else{e=rtb(i,m,e,k,g)|0;break}}else{g=a+5132|0;i=a+21716|0;e=c+j|0;if(d){e=ltb(g,i,m,e,k)|0;break}else{e=Stb(g,i,m,e,k)|0;break}}while(0);if(e>>>0>=4294967279){a=-11;return a|0}f[a+21688>>2]=a+21716;f[a+21704>>2]=131080;f[a+21708>>2]=m;f[a+21584>>2]=1;a=l;return a|0}function rnb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+128|0;o=r+4|0;n=r;p=r+8|0;m=i+j|0;if(!j){i=-10;u=r;return i|0}l=i+1|0;k=b[i>>0]|0;j=k&255;if(!(k<<24>>24)){f[a>>2]=0;i=1;u=r;return i|0}do if(k<<24>>24<0)if(k<<24>>24==-1){k=i+3|0;j=((h[l>>0]|h[l+1>>0]<<8)&65535)+32512|0;break}else{k=i+2|0;j=(j<<8)+-32768|(h[l>>0]|0);break}else k=l;while(0);f[a>>2]=j;if((k+4|0)>>>0>m>>>0){i=-10;u=r;return i|0}a=b[k>>0]|0;l=k+1|0;j=m-l|0;f[o>>2]=35;switch((a&255)>>>6&3){case 1:{if(!j)q=19;else{j=b[l>>0]|0;if((j&255)>35)q=19;else{gtb(c,j)|0;j=1;q=18}}break}case 0:{ftb(c,51200,35,6)|0;j=0;q=18;break}case 3:{if(!g)q=19;else{j=0;q=18}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>9)j=-11;else ftb(c,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=18)if((q|0)==19){i=-11;u=r;return i|0}l=l+j|0;j=m-l|0;f[o>>2]=28;switch((a&255)>>>4&3){case 1:{if(!j)q=31;else{j=b[l>>0]|0;if((j&255)>28)q=31;else{gtb(e,j)|0;j=1;q=30}}break}case 0:{ftb(e,51272,28,5)|0;j=0;q=30;break}case 3:{if(!g)q=31;else{j=0;q=30}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>8)j=-11;else ftb(e,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=30)if((q|0)==31){i=-11;u=r;return i|0}l=l+j|0;j=m-l|0;f[o>>2]=52;switch((a&255)>>>2&3){case 1:{if(!j)q=43;else{j=b[l>>0]|0;if((j&255)>52)q=43;else{gtb(d,j)|0;j=1;q=42}}break}case 0:{ftb(d,51330,52,6)|0;j=0;q=42;break}case 3:{if(!g)q=43;else{j=0;q=42}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>9)j=-11;else ftb(d,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=42)if((q|0)==43){i=-11;u=r;return i|0}i=l+j-i|0;u=r;return i|0}function snb(a,c,e,g,i){a=a|0;c=c|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0;K=0;U=u;u=u+1808|0;if(i>>>0>131071){e=-10;u=U;return e|0}j=qnb(a,g,i)|0;o=i-(j>>>0<4294967279?j:0)|0;x=j>>>0<4294967279?g+j|0:g;if(j>>>0>=4294967279){e=j;u=U;return e|0}m=f[a+21688>>2]|0;y=m+(f[a+21704>>2]|0)+-8|0;z=m+(f[a+21708>>2]|0)|0;A=f[a+21524>>2]|0;B=f[a+21528>>2]|0;C=f[a+21532>>2]|0;I=rnb(U+52|0,a,a+3080|0,a+2052|0,f[(a+21588|0)>>2]|0,x,o)|0;w=I>>>0<4294967279?x+I|0:x;a:{J=1;if(J){J=0;if(I>>>0<4294967279){b:{i=1;if(i){i=0;if(!(f[(U+52|0)>>2]|0)){p=c;q=m}else i=1}if(i)if(1){f[(a+21588|0)>>2]=1;f[(U+40|0)>>2]=f[(a+21540|0)>>2];f[(U+40|0)+4>>2]=f[(a+21540|0)+4>>2];f[(U+40|0)+8>>2]=f[(a+21540|0)+8>>2];k=(x+o|0)-w|0;c:{i=1;if(i){i=0;if(!k){f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0}else i=1}if(i)if(1){f[(U+12|0)>>2]=w;do if(k>>>0>3){j=(x+o|0)+-4|0;f[U+8>>2]=j;g=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[U>>2]=g;i=b[w+(k+-1)>>0]|0;if(!(i<<24>>24)){f[(U+4|0)>>2]=0;break c}else{i=(_(i&255|0)|0)+-23|0;f[(U+4|0)>>2]=i;if(k>>>0<4294967279){E=U;l=g;F=U+4|0;t=i;v=j;K=17;break}else{N=-11;break}}}else{f[U+8>>2]=w;i=h[w>>0]|0;f[U>>2]=i;switch(k|0){case 2:{r=i;K=12;break}case 3:{r=(h[w+2>>0]|0)<<16|i;f[U>>2]=r;K=12;break}default:s=i}if((K|0)==12){s=((h[w+1>>0]|0)<<8)+r|0;f[U>>2]=s}i=b[w+(k+-1)>>0]|0;if(!(i<<24>>24)){f[(U+4|0)>>2]=0;break c}else{t=(4-k<<3)+-23+(_(i&255|0)|0)|0;f[(U+4|0)>>2]=t;E=U;l=s;F=U+4|0;v=x+I|0;K=17;break}}while(0);d:do if((K|0)==17){s=d[a>>1]|0;i=t+(s&65535)|0;f[F>>2]=i;f[(U+16|0)>>2]=l<<(t&31)>>>1>>>(31-s&31);do if(i>>>0>32){k=v;g=v}else{if(v>>>0>=(w+4|0)>>>0){g=v+(0-(i>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=i&7;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;i=i&7;k=g;break}if((v|0)==(w|0)){k=x+I|0;g=v}else{k=(v+(0-(i>>>3))|0)>>>0<w>>>0?v-w|0:i>>>3;g=v+(0-k)|0;f[(U+8|0)>>2]=g;f[F>>2]=i-(k<<3)|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;i=i-(k<<3)|0;k=g}}while(0);f[(U+20|0)>>2]=a+4;v=d[(a+2052|0)>>1]|0;j=i+(v&65535)|0;f[F>>2]=j;f[(U+24|0)>>2]=l<<(i&31)>>>1>>>(31-v&31);do if(j>>>0<=32){if(k>>>0>=(w+4|0)>>>0){g=k+(0-(j>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=j&7;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;j=j&7;k=g;break}if((k|0)==(w|0))k=x+I|0;else{v=(k+(0-(j>>>3))|0)>>>0<w>>>0?k-w|0:j>>>3;g=k+(0-v)|0;f[(U+8|0)>>2]=g;f[F>>2]=j-(v<<3)|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;j=j-(v<<3)|0;k=g}}while(0);f[(U+28|0)>>2]=a+2056;v=d[(a+3080|0)>>1]|0;i=j+(v&65535)|0;f[F>>2]=i;f[(U+32|0)>>2]=l<<(j&31)>>>1>>>(31-v&31);do if(i>>>0<=32){if(k>>>0>=(w+4|0)>>>0){g=k+(0-(i>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=i&7;f[E>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i&7;break}if((k|0)!=(w|0)){w=(k+(0-(i>>>3))|0)>>>0<w>>>0?k-w|0:i>>>3;g=k+(0-w)|0;f[(U+8|0)>>2]=g;f[F>>2]=i-(w<<3)|0;f[E>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i-(w<<3)|0}}while(0);f[(U+36|0)>>2]=a+3084;p=(c+e|0)+-8|0;if(i>>>0>32)break c;else{o=c;l=x+I|0;k=g}while(1){g=l+4|0;if(k>>>0<g>>>0)if((k|0)==(l|0)){O=i;R=l}else{Q=i>>>3;Q=(k+(0-Q)|0)>>>0<l>>>0?k-l|0:Q;P=k+(0-Q)|0;f[(U+8|0)>>2]=P;Q=i-(Q<<3)|0;K=38}else{P=k+(0-(i>>>3))|0;f[(U+8|0)>>2]=P;Q=i&7;K=38}if((K|0)==38){K=0;f[F>>2]=Q;f[E>>2]=h[P>>0]|h[P+1>>0]<<8|h[P+2>>0]<<16|h[P+3>>0]<<24;O=Q;R=P}j=f[(U+52|0)>>2]|0;if(!j){L=m;M=o;break}f[(U+52|0)>>2]=j+-1;j=f[(U+20|0)>>2]|0;q=f[(U+16|0)>>2]|0;X=b[j+(q<<2)+2>>0]|0;r=f[(U+36|0)>>2]|0;s=f[(U+32|0)>>2]|0;V=b[r+(s<<2)+2>>0]|0;t=f[(U+28|0)>>2]|0;v=f[(U+24|0)>>2]|0;W=b[t+(v<<2)+2>>0]|0;w=f[41048+((X&255)<<2)>>2]|0;x=f[41192+((V&255)<<2)>>2]|0;f[U+88>>2]=c;f[U+96>>2]=e;f[U+192>>2]=m;f[U+232>>2]=o;f[U+440>>2]=N;f[U+456>>2]=E;f[U+512>>2]=F;f[U+592>>2]=O;f[U+656>>2]=X;f[U+664>>2]=W;f[U+672>>2]=V;f[U+800>>2]=p;f[U+816>>2]=g;f[U+824>>2]=l;f[U+832>>2]=k;f[U+840>>2]=y;f[U+848>>2]=i;f[U+888>>2]=j;f[U+896>>2]=q;f[U+904>>2]=r;f[U+912>>2]=s;f[U+920>>2]=t;f[U+928>>2]=v;f[U+944>>2]=w;f[U+952>>2]=x;f[U+984>>2]=R;f[U+1016>>2]=A;f[U+1064>>2]=B;f[U+1128>>2]=C;f[U+1296>>2]=S;f[U+1304>>2]=T;f[U+1688>>2]=K;f[U+1720>>2]=0;f[U+1724>>2]=0;Wpb(U);m=f[U+192>>2]|0;o=f[U+232>>2]|0;N=f[U+440>>2]|0;l=f[U+824>>2]|0;k=f[U+832>>2]|0;i=f[U+848>>2]|0;S=f[U+1296>>2]|0;T=f[U+1304>>2]|0;K=f[U+1688>>2]|0;G=f[U+1720>>2]|0;D=f[U+1724>>2]|0;H=+n[U+1724>>2];f[U+1720>>2]=0;f[U+1724>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 6:break d}}if((K|0)==33)if(!(f[(U+52|0)>>2]|0)){L=T;M=S}else break c;f[(a+21540|0)>>2]=f[(U+40|0)>>2];f[(a+21540|0)+4>>2]=f[(U+40|0)+4>>2];f[(a+21540|0)+8>>2]=f[(U+40|0)+8>>2];p=M;q=L;break b}while(0);k=N;break a}}k=-11;break a}}i=z-q|0;if(i>>>0>((c+e|0)-p|0)>>>0)k=-9;else{bQb(p|0,q|0,i|0)|0;k=p+i-c|0}}else J=1}if(J)if(1)k=I}X=k;u=U;return X|0}function tnb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;j=c+d|0;if(g>>>0<8){c=-10;return c|0}n=h[e+4>>0]|0;k=n&32;o=n>>>6;k=(f[41016+((n&3)<<2)>>2]|0)+6+(f[41032+(o<<2)>>2]|0)-(k>>>5)+((o|0)==0&(k|0)!=0&1)|0;if(k>>>0>=4294967279){c=k;return c|0}if((k+3|0)>>>0>g>>>0){c=-10;return c|0}i=pnb(a+21552|0,e,k)|0;d=f[a+21564>>2]|0;if(d|0)if((f[a+21684>>2]|0)!=(d|0)){c=-17;return c|0}o=a+21568|0;if(f[o>>2]|0)$sb(a+21592|0,0,0)|0;if(i>>>0>=4294967279){c=i;return c|0}m=a+21592|0;n=c;e=e+k|0;k=g-k|0;a:while(1){if(k>>>0<3){d=-10;i=27;break}i=h[e>>0]|h[e+1>>0]<<8;l=i&65535;d=((h[e+2>>0]|0)<<16|l)>>>3;l=l&1;i=(i&65535)>>>1&255;switch(i&3){case 3:{d=-11;i=27;break a}case 1:{g=1;break}default:g=d}e=e+3|0;k=k+-3|0;if(k>>>0<g>>>0){d=-10;i=27;break}switch(i&3){case 2:{d=snb(a,n,j-n|0,e,g)|0;if(d>>>0>=4294967279){i=27;break a}break}case 0:{if(g>>>0>(j-n|0)>>>0){d=-9;i=27;break a}bQb(n|0,e|0,g|0)|0;d=g;break}case 1:{if(d>>>0>(j-n|0)>>>0){d=-9;i=27;break a}dQb(n|0,b[e>>0]|0,d|0)|0;break}default:{d=-11;i=27;break a}}if(f[o>>2]|0)atb(m,n,d)|0;n=n+d|0;e=e+g|0;k=k-g|0;if(l|0){i=23;break}}if((i|0)==23){if(!(f[o>>2]|0)){a=k;a=(a|0)==0;o=n;c=o-c|0;c=a?c:-10;return c|0}d=btb(m)|0;if(k>>>0<4){c=-12;return c|0}if((h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24|0)==(d|0)){a=k+-4|0;a=(a|0)==0;o=n;c=o-c|0;c=a?c:-10;return c|0}else{c=-12;return c|0}}else if((i|0)==27)return d|0;return 0}function unb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=_zb(152816)|0;if(!e){i=-7;return i|0}f[e+21692>>2]=222;h=e+21696|0;f[h>>2]=960;i=e+21700|0;f[i>>2]=0;g=e+21520|0;j=e+21540|0;f[e+21536>>2]=5;f[e+21580>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[e+5132>>2]=201326604;f[e+21588>>2]=0;f[e+21584>>2]=0;f[e+21684>>2]=0;f[j>>2]=f[10251];f[j+4>>2]=f[10252];f[j+8>>2]=f[10253];if(a|0){f[e+21532>>2]=0;f[e+21528>>2]=a;f[e+21524>>2]=a;f[g>>2]=a}j=tnb(e,a,b,c,d)|0;oh[f[h>>2]&1023](f[i>>2]|0,e);return j|0}function vnb(a,c){a=a|0;c=c|0;var d=0;d=f[c>>2]|0;f[a>>2]=d;f[a+4>>2]=d+((f[c+4>>2]|0)-d);c=a+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;b[c+28>>0]=0;return}function wnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=f[a>>2]|0;g=f[a+4>>2]|0;h=e;while(1){d=h+1|0;if(d>>>0>g>>>0){d=h;break}f[a>>2]=d;if(!(b[h>>0]|0))break;else h=d}if((e|0)==(d|0)){i=0;u=j;return i|0}a=d+-1|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;h=a-e|0;if(h>>>0>4294967279)vOb(i);if(h>>>0<11){b[i+11>>0]=h;d=i}else{g=h+16&-16;d=pOb(g)|0;f[i>>2]=d;f[i+8>>2]=g|-2147483648;f[i+4>>2]=h}if((e|0)!=(a|0)){g=d;while(1){b[g>>0]=b[e>>0]|0;e=e+1|0;if((e|0)==(a|0))break;else g=g+1|0}d=d+h|0}b[d>>0]=0;d=c+11|0;if((b[d>>0]|0)<0){b[f[c>>2]>>0]=0;f[c+4>>2]=0;d=c}else{b[c>>0]=0;b[d>>0]=0;d=c}EOb(c,0);f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}function xnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a>>2]|0;d=g+4|0;i=f[a+4>>2]|0;if(d>>>0>i>>>0){i=0;return i|0}l=g+1|0;f[a>>2]=l;k=b[g>>0]|0;j=g+2|0;f[a>>2]=j;l=b[l>>0]|0;e=g+3|0;f[a>>2]=e;j=b[j>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|k&255|(j&255)<<16|(h[e>>0]|0)<<24;e=g+8|0;if(e>>>0>i>>>0){l=0;return l|0}j=g+5|0;f[a>>2]=j;k=b[d>>0]|0;l=g+6|0;f[a>>2]=l;j=b[j>>0]|0;d=g+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(j&255)<<8|k&255|(l&255)<<16|(h[d>>0]|0)<<24;d=g+12|0;if(d>>>0>i>>>0){l=0;return l|0}i=g+9|0;f[a>>2]=i;j=b[e>>0]|0;k=g+10|0;f[a>>2]=k;i=b[i>>0]|0;l=g+11|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=d;f[c+8>>2]=(i&255)<<8|j&255|(k&255)<<16|(h[l>>0]|0)<<24;l=1;return l|0}function ynb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a>>2]|0;d=g+4|0;i=f[a+4>>2]|0;if(d>>>0>i>>>0){i=0;return i|0}l=g+1|0;f[a>>2]=l;k=b[g>>0]|0;j=g+2|0;f[a>>2]=j;l=b[l>>0]|0;e=g+3|0;f[a>>2]=e;j=b[j>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|k&255|(j&255)<<16|(h[e>>0]|0)<<24;e=g+8|0;if(e>>>0>i>>>0){l=0;return l|0}j=g+5|0;f[a>>2]=j;k=b[d>>0]|0;l=g+6|0;f[a>>2]=l;j=b[j>>0]|0;d=g+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(j&255)<<8|k&255|(l&255)<<16|(h[d>>0]|0)<<24;d=g+12|0;if(d>>>0>i>>>0){l=0;return l|0}i=g+9|0;f[a>>2]=i;j=b[e>>0]|0;k=g+10|0;f[a>>2]=k;i=b[i>>0]|0;l=g+11|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=d;f[c+8>>2]=(i&255)<<8|j&255|(k&255)<<16|(h[l>>0]|0)<<24;l=1;return l|0}function znb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;d=f[a>>2]|0;c=d+8|0;e=f[a+4>>2]|0;if(c>>>0>e>>>0){g=0;return g|0}s=d+1|0;f[a>>2]=s;r=h[d>>0]|0;q=d+2|0;f[a>>2]=q;s=_Pb(h[s>>0]|0|0,0,8)|0;l=I;p=d+3|0;f[a>>2]=p;q=_Pb(h[q>>0]|0|0,0,16)|0;l=l|I;k=d+4|0;f[a>>2]=k;p=_Pb(h[p>>0]|0|0,0,24)|0;l=l|I;o=d+5|0;f[a>>2]=o;k=h[k>>0]|0;n=d+6|0;f[a>>2]=n;o=_Pb(h[o>>0]|0|0,0,40)|0;j=I;m=d+7|0;f[a>>2]=m;n=_Pb(h[n>>0]|0|0,0,48)|0;i=I;f[a>>2]=c;m=_Pb(h[m>>0]|0|0,0,56)|0;g=b;f[g>>2]=s|r|q|p|o|n|m;f[g+4>>2]=l|k|j|i|I;g=d+16|0;if(g>>>0>e>>>0){s=0;return s|0}i=d+9|0;f[a>>2]=i;j=h[c>>0]|0;k=d+10|0;f[a>>2]=k;i=_Pb(h[i>>0]|0|0,0,8)|0;p=I;l=d+11|0;f[a>>2]=l;k=_Pb(h[k>>0]|0|0,0,16)|0;p=p|I;q=d+12|0;f[a>>2]=q;l=_Pb(h[l>>0]|0|0,0,24)|0;p=p|I;m=d+13|0;f[a>>2]=m;q=h[q>>0]|0;n=d+14|0;f[a>>2]=n;m=_Pb(h[m>>0]|0|0,0,40)|0;r=I;o=d+15|0;f[a>>2]=o;n=_Pb(h[n>>0]|0|0,0,48)|0;s=I;f[a>>2]=g;o=_Pb(h[o>>0]|0|0,0,56)|0;c=b+8|0;f[c>>2]=i|j|k|l|m|n|o;f[c+4>>2]=p|q|r|s|I;c=d+24|0;if(c>>>0>e>>>0){s=0;return s|0}o=d+17|0;f[a>>2]=o;i=h[g>>0]|0;j=d+18|0;f[a>>2]=j;g=_Pb(h[o>>0]|0|0,0,8)|0;o=I;k=d+19|0;f[a>>2]=k;j=_Pb(h[j>>0]|0|0,0,16)|0;o=o|I;p=d+20|0;f[a>>2]=p;k=_Pb(h[k>>0]|0|0,0,24)|0;o=o|I;l=d+21|0;f[a>>2]=l;p=h[p>>0]|0;m=d+22|0;f[a>>2]=m;l=_Pb(h[l>>0]|0|0,0,40)|0;q=I;n=d+23|0;f[a>>2]=n;m=_Pb(h[m>>0]|0|0,0,48)|0;r=I;f[a>>2]=c;n=_Pb(h[n>>0]|0|0,0,56)|0;s=b+16|0;f[s>>2]=g|i|j|k|l|m|n;f[s+4>>2]=o|p|q|r|I;s=1;return s|0}function Anb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;p=u;u=u+16|0;n=p;d=f[a>>2]|0;e=d+4|0;o=a+4|0;i=f[o>>2]|0;if(e>>>0>i>>>0){o=0;u=p;return o|0}j=d+1|0;f[a>>2]=j;k=b[d>>0]|0;l=d+2|0;f[a>>2]=l;j=b[j>>0]|0;m=d+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=e;m=(j&255)<<8|k&255|(l&255)<<16|(h[m>>0]|0)<<24;if(!m){o=1;u=p;return o|0}l=n;f[l>>2]=0;f[l+4>>2]=0;d=d+12|0;a:do if(d>>>0<=i>>>0){l=0;while(1){B=e+1|0;f[a>>2]=B;A=b[e>>0]|0;z=e+2|0;f[a>>2]=z;B=b[B>>0]|0;y=e+3|0;f[a>>2]=y;z=b[z>>0]|0;r=e+4|0;f[a>>2]=r;y=b[y>>0]|0;x=e+5|0;f[a>>2]=x;r=b[r>>0]|0;w=e+6|0;f[a>>2]=w;x=b[x>>0]|0;v=e+7|0;f[a>>2]=v;w=b[w>>0]|0;f[a>>2]=d;v=_Pb(h[v>>0]|0|0,0,56)|0;k=I;w=_Pb(w&255|0,0,48)|0;j=I;x=_Pb(x&255|0,0,40)|0;q=I;y=_Pb(y&255|0,0,24)|0;s=I;z=_Pb(z&255|0,0,16)|0;t=I;B=_Pb(B&255|0,0,8)|0;g=n;f[g>>2]=B|A&255|z|y|x|w|v;f[g+4>>2]=I|t|s|r&255|q|j|k;g=e+12|0;if(g>>>0>i>>>0)break a;j=e+9|0;f[a>>2]=j;i=b[d>>0]|0;d=e+10|0;f[a>>2]=d;j=b[j>>0]|0;k=e+11|0;f[a>>2]=k;d=b[d>>0]|0;f[a>>2]=g;k=(j&255)<<8|i&255|(d&255)<<16|(h[k>>0]|0)<<24;d=Bnb(c,n)|0;i=d+4|0;j=f[i>>2]|0;e=f[d>>2]|0;g=j-e|0;if(k>>>0>g>>>0){AWa(d,k-g|0);e=f[d>>2]|0}else if(k>>>0<g>>>0){d=e+k|0;if((d|0)!=(j|0))f[i>>2]=d}d=f[a>>2]|0;if((d+k|0)>>>0>(f[o>>2]|0)>>>0)break a;if(k|0){f[a>>2]=d+1;b[e>>0]=b[d>>0]|0;if((k|0)!=1){d=1;do{B=f[a>>2]|0;f[a>>2]=B+1;b[e+d>>0]=b[B>>0]|0;d=d+1|0}while((d|0)!=(k|0))}}l=l+1|0;if(l>>>0>=m>>>0){d=1;break}e=f[a>>2]|0;i=f[o>>2]|0;d=n;f[d>>2]=0;f[d+4>>2]=0;d=e+8|0;if(d>>>0>i>>>0)break a}u=p;return d|0}while(0);B=0;u=p;return B|0}function Bnb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=b;i=f[j>>2]|0;j=f[j+4>>2]|0;k=X(i,1540483477)|0;p=X(j,1540483477)|0;p=(X((X(k>>>24^k,1540483477)|0)^-561034072,1540483477)|0)^(X(p>>>24^p,1540483477)|0);p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)h=p&g;else if(p>>>0<l>>>0)h=p;else h=(p>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}o=f[b+4>>2]|0;if(!((o|0)==(p|0)|(o&g|0)==(h|0))){b=h;break a}o=b+8|0}while(!((f[o>>2]|0)==(i|0)?(f[o+4>>2]|0)==(j|0):0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(p|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}o=b+8|0}while(!((f[o>>2]|0)==(i|0)?(f[o+4>>2]|0)==(j|0):0));a=b+16|0;return a|0}}while(0);o=pOb(32)|0;h=o+8|0;f[h>>2]=i;f[h+4>>2]=j;f[o+16>>2]=0;f[o+20>>2]=0;f[o+24>>2]=0;f[o+4>>2]=p;f[o>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Cnb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&p;break}if(p>>>0<b>>>0){g=b;b=p}else{g=b;b=(p>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[o>>2]=f[b>>2];f[b>>2]=o;f[c>>2]=b;b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;q=30}}else{f[o>>2]=f[b>>2];q=30}if((q|0)==30)f[b>>2]=o;f[h>>2]=(f[h>>2]|0)+1;a=o;a=a+16|0;return a|0}function Cnb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Dnb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Dnb(a,b);return}function Dnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;o=i;n=h+8|0;if((f[o>>2]|0)==(f[n>>2]|0)?(f[o+4>>2]|0)==(f[n+4>>2]|0):0)e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;n=h;o=i+8|0;if((f[n>>2]|0)==(f[o>>2]|0)?(f[n+4>>2]|0)==(f[o+4>>2]|0):0)e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Enb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;s=u;u=u+16|0;q=s;d=f[a>>2]|0;e=d+4|0;r=a+4|0;g=f[r>>2]|0;if(e>>>0>g>>>0){r=0;u=s;return r|0}n=d+1|0;f[a>>2]=n;o=b[d>>0]|0;p=d+2|0;f[a>>2]=p;n=b[n>>0]|0;l=d+3|0;f[a>>2]=l;p=b[p>>0]|0;f[a>>2]=e;l=(n&255)<<8|o&255|(p&255)<<16|h[l>>0]<<24;if(!l){r=1;u=s;return r|0}m=q+4|0;n=m+11|0;o=c+4|0;p=c+8|0;d=0;while(1){f[q>>2]=-1;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;i=e+4|0;do if(i>>>0>g>>>0)e=1;else{f[a>>2]=e+1;j=b[e>>0]|0;f[a>>2]=i;k=e+8|0;if(k>>>0>g>>>0)e=1;else{v=e+5|0;f[a>>2]=v;t=b[i>>0]|0;g=e+6|0;f[a>>2]=g;v=b[v>>0]|0;i=e+7|0;f[a>>2]=i;g=b[g>>0]|0;f[a>>2]=k;f[q>>2]=(v&255)<<8|t&255|(g&255)<<16|h[i>>0]<<24;if(j&1)if(!(wnb(a,m)|0)){e=1;break}e=f[o>>2]|0;if((e|0)==(f[p>>2]|0)){Fnb(c,q);e=0;break}else{f[e>>2]=f[q>>2];xOb(e+4|0,m);f[o>>2]=(f[o>>2]|0)+16;e=0;break}}}while(0);if((b[n>>0]|0)<0)sOb(f[m>>2]|0);d=d+1|0;if(e|0){d=0;e=16;break}if(d>>>0>=l>>>0){d=1;e=16;break}e=f[a>>2]|0;g=f[r>>2]|0}if((e|0)==16){u=s;return d|0}return 0}function Fnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;d=f[a>>2]|0;i=(f[k>>2]|0)-d>>4;e=i+1|0;if(e>>>0>268435455)AMb(a);l=a+8|0;j=(f[l>>2]|0)-d|0;d=j>>3;d=j>>4>>>0<134217727?(d>>>0<e>>>0?e:d):268435455;do if(!d)h=0;else if(d>>>0>268435455)vd();else{h=pOb(d<<4)|0;break}while(0);e=h+(i<<4)|0;g=e;j=h+(d<<4)|0;f[e>>2]=f[c>>2];xOb(h+(i<<4)+4|0,c+4|0);i=e+16|0;h=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(h|0)){e=g;c=h;d=h}else{do{c=d;d=d+-16|0;f[e+-16>>2]=f[d>>2];m=e+-12|0;c=c+-12|0;f[m>>2]=f[c>>2];f[m+4>>2]=f[c+4>>2];f[m+8>>2]=f[c+8>>2];f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;e=g+-16|0;g=e}while((d|0)!=(h|0));e=g;c=f[a>>2]|0;d=f[k>>2]|0}f[a>>2]=e;f[k>>2]=i;f[l>>2]=j;g=c;if((d|0)!=(g|0))do{e=d+-12|0;d=d+-16|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0)}while((d|0)!=(g|0));if(!c)return;sOb(c);return}function Gnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;n=p;e=f[a>>2]|0;d=e+1|0;o=a+4|0;g=f[o>>2]|0;if(d>>>0>g>>>0){o=0;u=p;return o|0}f[a>>2]=d;b[c>>0]=(b[e>>0]|0)!=0&1;i=e+5|0;if(i>>>0>g>>>0){o=0;u=p;return o|0}j=e+2|0;f[a>>2]=j;l=b[d>>0]|0;m=e+3|0;f[a>>2]=m;j=b[j>>0]|0;k=e+4|0;f[a>>2]=k;m=b[m>>0]|0;f[a>>2]=i;k=(j&255)<<8|l&255|(m&255)<<16|h[k>>0]<<24;if(!k){o=1;u=p;return o|0}l=c+8|0;m=c+12|0;j=c+4|0;f[n>>2]=0;d=e+9|0;a:do if(d>>>0<=g>>>0){e=0;c=i;while(1){q=c+1|0;f[a>>2]=q;g=b[c>>0]|0;i=c+2|0;f[a>>2]=i;q=b[q>>0]|0;c=c+3|0;f[a>>2]=c;i=b[i>>0]|0;f[a>>2]=d;d=(q&255)<<8|g&255|(i&255)<<16|h[c>>0]<<24;f[n>>2]=d;c=f[l>>2]|0;if((c|0)==(f[m>>2]|0))fBa(j,n);else{f[c>>2]=d;f[l>>2]=c+4}e=e+1|0;if(e>>>0>=k>>>0){d=1;break}c=f[a>>2]|0;q=f[o>>2]|0;f[n>>2]=0;d=c+4|0;if(d>>>0>q>>>0)break a}u=p;return d|0}while(0);q=0;u=p;return q|0}function Hnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;n=p;e=f[a>>2]|0;d=e+1|0;o=a+4|0;g=f[o>>2]|0;if(d>>>0>g>>>0){o=0;u=p;return o|0}f[a>>2]=d;b[c>>0]=(b[e>>0]|0)!=0&1;i=e+5|0;if(i>>>0>g>>>0){o=0;u=p;return o|0}j=e+2|0;f[a>>2]=j;l=b[d>>0]|0;m=e+3|0;f[a>>2]=m;j=b[j>>0]|0;k=e+4|0;f[a>>2]=k;m=b[m>>0]|0;f[a>>2]=i;k=(j&255)<<8|l&255|(m&255)<<16|h[k>>0]<<24;if(!k){o=1;u=p;return o|0}l=c+8|0;m=c+12|0;j=c+4|0;f[n>>2]=0;d=e+9|0;a:do if(d>>>0<=g>>>0){e=0;c=i;while(1){q=c+1|0;f[a>>2]=q;g=b[c>>0]|0;i=c+2|0;f[a>>2]=i;q=b[q>>0]|0;c=c+3|0;f[a>>2]=c;i=b[i>>0]|0;f[a>>2]=d;d=(q&255)<<8|g&255|(i&255)<<16|h[c>>0]<<24;f[n>>2]=d;c=f[l>>2]|0;if((c|0)==(f[m>>2]|0))fBa(j,n);else{f[c>>2]=d;f[l>>2]=c+4}e=e+1|0;if(e>>>0>=k>>>0){d=1;break}c=f[a>>2]|0;q=f[o>>2]|0;f[n>>2]=0;d=c+4|0;if(d>>>0>q>>>0)break a}u=p;return d|0}while(0);q=0;u=p;return q|0}function Inb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;z=B;d=f[a>>2]|0;e=d+4|0;A=a+4|0;i=f[A>>2]|0;if(e>>>0>i>>>0){A=1;u=B;return A|0}w=d+1|0;f[a>>2]=w;x=b[d>>0]|0;y=d+2|0;f[a>>2]=y;w=b[w>>0]|0;k=d+3|0;f[a>>2]=k;y=b[y>>0]|0;f[a>>2]=e;k=(w&255)<<8|x&255|(y&255)<<16|h[k>>0]<<24;if(!k){A=1;u=B;return A|0}l=z+4|0;m=z+24|0;n=z+28|0;o=z+32|0;p=z+40|0;q=z+44|0;r=z+48|0;s=l+11|0;t=z+16|0;v=c+4|0;w=c+8|0;x=z+36|0;y=z+20|0;d=0;while(1){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[m>>2]=0;f[n>>2]=0;f[o>>2]=0;f[p>>2]=0;f[q>>2]=0;f[r>>2]=0;g=e+4|0;if(g>>>0>i>>>0)e=1;else{f[a>>2]=e+1;j=b[e>>0]|0;f[a>>2]=g;j=j&255;e=e+5|0;do if(e>>>0>i>>>0)e=1;else{f[a>>2]=e;b[z>>0]=(b[g>>0]|0)!=0&1;if(j&1){if(!(wnb(a,l)|0)){e=1;break}e=f[a>>2]|0;i=f[A>>2]|0}g=e+1|0;if(g>>>0>i>>>0)e=1;else{f[a>>2]=g;b[t>>0]=(b[e>>0]|0)!=0&1;if(j&2|0)if(!(Gnb(a,y)|0)){e=1;break}if(j&4|0)if(!(Hnb(a,x)|0)){e=1;break}e=f[v>>2]|0;if((e|0)==(f[w>>2]|0)){Knb(c,z);e=0;break}else{Jnb(e,z);f[v>>2]=(f[v>>2]|0)+52;e=0;break}}}while(0);g=f[p>>2]|0;if(g){i=f[q>>2]|0;if((i|0)!=(g|0))f[q>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}}g=f[m>>2]|0;if(g|0){i=f[n>>2]|0;if((i|0)!=(g|0))f[n>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}if((b[s>>0]|0)<0)sOb(f[l>>2]|0);d=d+1|0;if(e|0){d=0;e=30;break}if(d>>>0>=k>>>0){d=1;e=30;break}e=f[a>>2]|0;i=f[A>>2]|0}if((e|0)==30){u=B;return d|0}return 0}function Jnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;b[a>>0]=b[c>>0]|0;xOb(a+4|0,c+4|0);b[a+16>>0]=b[c+16>>0]|0;b[a+20>>0]=b[c+20>>0]|0;e=a+24|0;g=c+24|0;f[e>>2]=0;k=a+28|0;f[k>>2]=0;f[a+32>>2]=0;i=c+28|0;d=(f[i>>2]|0)-(f[g>>2]|0)|0;h=d>>2;if(h|0){if(h>>>0>1073741823)AMb(e);j=pOb(d)|0;f[k>>2]=j;f[e>>2]=j;f[a+32>>2]=j+(h<<2);e=f[g>>2]|0;d=(f[i>>2]|0)-e|0;if((d|0)>0){bQb(j|0,e|0,d|0)|0;f[k>>2]=j+(d>>>2<<2)}}b[a+36>>0]=b[c+36>>0]|0;g=a+40|0;h=c+40|0;f[g>>2]=0;k=a+44|0;f[k>>2]=0;f[a+48>>2]=0;i=c+44|0;d=(f[i>>2]|0)-(f[h>>2]|0)|0;e=d>>2;if(!e)return;if(e>>>0>1073741823)AMb(g);j=pOb(d)|0;f[k>>2]=j;f[g>>2]=j;f[a+48>>2]=j+(e<<2);e=f[h>>2]|0;d=(f[i>>2]|0)-e|0;if((d|0)<=0)return;bQb(j|0,e|0,d|0)|0;f[k>>2]=j+(d>>>2<<2);return}function Knb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;m=o;n=a+4|0;d=f[a>>2]|0;g=((f[n>>2]|0)-d|0)/52|0;e=g+1|0;if(e>>>0>82595524)AMb(a);l=a+8|0;j=((f[l>>2]|0)-d|0)/52|0;k=j<<1;e=j>>>0<41297762?(k>>>0<e>>>0?e:k):82595524;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!e)h=0;else if(e>>>0>82595524)vd();else{h=pOb(e*52|0)|0;break}while(0);f[m>>2]=h;d=h+(g*52|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=d;h=h+(e*52|0)|0;i=m+12|0;f[i>>2]=h;Jnb(d,c);g=d+52|0;f[j>>2]=g;c=f[a>>2]|0;e=f[n>>2]|0;if((e|0)==(c|0)){q=d;d=j;j=c;p=g;g=e;c=h;h=q;f[a>>2]=h;f[k>>2]=j;f[n>>2]=p;f[d>>2]=g;n=f[l>>2]|0;f[l>>2]=c;f[i>>2]=n;f[m>>2]=j;Lnb(m);u=o;return}do{h=e;e=e+-52|0;b[d+-52>>0]=b[e>>0]|0;p=d+-48|0;q=h+-48|0;f[p>>2]=f[q>>2];f[p+4>>2]=f[q+4>>2];f[p+8>>2]=f[q+8>>2];f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;b[d+-36>>0]=b[h+-36>>0]|0;b[d+-32>>0]=b[h+-32>>0]|0;q=d+-28|0;p=h+-28|0;f[q>>2]=0;g=d+-24|0;f[g>>2]=0;f[d+-20>>2]=0;f[q>>2]=f[p>>2];q=h+-24|0;f[g>>2]=f[q>>2];g=h+-20|0;f[d+-20>>2]=f[g>>2];f[g>>2]=0;f[q>>2]=0;f[p>>2]=0;b[d+-16>>0]=b[h+-16>>0]|0;p=d+-12|0;q=h+-12|0;f[p>>2]=0;g=d+-8|0;f[g>>2]=0;f[d+-4>>2]=0;f[p>>2]=f[q>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[q>>2]=0;d=(f[k>>2]|0)+-52|0;f[k>>2]=d}while((e|0)!=(c|0));e=d;p=i;c=j;q=f[a>>2]|0;g=f[j>>2]|0;h=f[n>>2]|0;j=f[i>>2]|0;i=e;f[a>>2]=i;f[k>>2]=q;f[n>>2]=g;f[c>>2]=h;n=f[l>>2]|0;f[l>>2]=j;f[p>>2]=n;f[m>>2]=q;Lnb(m);u=o;return}function Lnb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+4>>2]|0;i=a+8|0;c=f[i>>2]|0;if((c|0)!=(h|0))do{f[i>>2]=c+-52;g=f[c+-12>>2]|0;if(g|0){d=c+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[c+-28>>2]|0;if(d|0){e=c+-24|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~((g+-4-d|0)>>>2)<<2);sOb(d)}c=c+-48|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[i>>2]|0}while((c|0)!=(h|0));c=f[a>>2]|0;if(!c)return;sOb(c);return}function Mnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=f[a>>2]|0;d=i+4|0;m=a+4|0;e=f[m>>2]|0;if(d>>>0>e>>>0){c=0;return c|0}g=i+3|0;f[a>>2]=g;l=b[i+2>>0]|0;f[a>>2]=d;g=b[g>>0]|0;if(l<<24>>24>-1){c=0;return c|0}j=i+8|0;if(j>>>0>e>>>0){c=0;return c|0}n=i+5|0;f[a>>2]=n;d=b[d>>0]|0;k=i+6|0;f[a>>2]=k;n=b[n>>0]|0;l=i+7|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=j;l=(n&255)<<8|d&255|(k&255)<<16|h[l>>0]<<24;f[c>>2]=l;if(l>>>0>=4){n=0;return n|0}do if(!(g&64)){k=0;d=j}else{d=i+12|0;if(d>>>0>e>>>0){n=0;return n|0}else{f[a>>2]=i+9;k=b[j>>0]|0;f[a>>2]=d;k=k&4;break}}while(0);g=d+4|0;if(g>>>0>e>>>0){n=0;return n|0}o=d+1|0;f[a>>2]=o;i=b[d>>0]|0;n=d+2|0;f[a>>2]=n;o=b[o>>0]|0;j=d+3|0;f[a>>2]=j;n=b[n>>0]|0;f[a>>2]=g;f[c+20>>2]=(o&255)<<8|i&255|(n&255)<<16|h[j>>0]<<24;j=d+5|0;if(j>>>0>e>>>0){o=0;return o|0}f[a>>2]=j;b[c+24>>0]=(b[g>>0]|0)!=0&1;i=c+25|0;if(!l)b[i>>0]=1;else{g=d+6|0;if(g>>>0>e>>>0){o=0;return o|0}f[a>>2]=g;b[i>>0]=(b[j>>0]|0)!=0&1;if(l>>>0>2){do if((k|0)==4)if(wnb(a,c+4|0)|0){g=f[a>>2]|0;e=f[m>>2]|0;break}else{o=0;return o|0}while(0);d=g+4|0;if(d>>>0>e>>>0){o=0;return o|0}l=g+1|0;f[a>>2]=l;m=b[g>>0]|0;n=g+2|0;f[a>>2]=n;l=b[l>>0]|0;o=g+3|0;f[a>>2]=o;n=b[n>>0]|0;f[a>>2]=d;f[c+16>>2]=(l&255)<<8|m&255|(n&255)<<16|h[o>>0]<<24;o=1;return o|0}}f[c+16>>2]=0;o=1;return o|0}function Nnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0;j=f[a>>2]|0;d=j+4|0;k=f[a+4>>2]|0;if(d>>>0>k>>>0){k=0;return k|0}l=j+1|0;f[a>>2]=l;g=b[j>>0]|0;i=j+2|0;f[a>>2]=i;l=b[l>>0]|0;e=j+3|0;f[a>>2]=e;i=b[i>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|g&255|(i&255)<<16|(h[e>>0]|0)<<24;e=j+8|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+5|0;f[a>>2]=g;i=b[d>>0]|0;l=j+6|0;f[a>>2]=l;g=b[g>>0]|0;d=j+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+12|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+9|0;f[a>>2]=g;i=b[e>>0]|0;l=j+10|0;f[a>>2]=l;g=b[g>>0]|0;e=j+11|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+8>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+16|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+13|0;f[a>>2]=g;i=b[d>>0]|0;l=j+14|0;f[a>>2]=l;g=b[g>>0]|0;d=j+15|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+16>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+20|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+17|0;f[a>>2]=g;i=b[e>>0]|0;l=j+18|0;f[a>>2]=l;g=b[g>>0]|0;e=j+19|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+20>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+24|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+21|0;f[a>>2]=g;i=b[d>>0]|0;l=j+22|0;f[a>>2]=l;g=b[g>>0]|0;d=j+23|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+24>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+28|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+25|0;f[a>>2]=g;i=b[e>>0]|0;l=j+26|0;f[a>>2]=l;g=b[g>>0]|0;e=j+27|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+32>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+32|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+29|0;f[a>>2]=g;i=b[d>>0]|0;l=j+30|0;f[a>>2]=l;g=b[g>>0]|0;d=j+31|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+36>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+36|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+33|0;f[a>>2]=g;i=b[e>>0]|0;l=j+34|0;f[a>>2]=l;e=b[g>>0]|0;g=j+35|0;f[a>>2]=g;l=b[l>>0]|0;f[a>>2]=d;f[c+40>>2]=(e&255)<<8|i&255|(l&255)<<16|(h[g>>0]|0)<<24;g=j+40|0;if(g>>>0>k>>>0){l=0;return l|0}i=c+48|0;m=j+37|0;f[a>>2]=m;e=b[d>>0]|0;l=j+38|0;f[a>>2]=l;m=b[m>>0]|0;d=j+39|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=g;f[i>>2]=(m&255)<<8|e&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+44|0;if(d>>>0>k>>>0){m=0;return m|0}e=c+52|0;o=j+41|0;f[a>>2]=o;g=b[g>>0]|0;l=j+42|0;f[a>>2]=l;o=b[o>>0]|0;m=j+43|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=d;f[e>>2]=(o&255)<<8|g&255|(l&255)<<16|(h[m>>0]|0)<<24;d=j+48|0;if(d>>>0>k>>>0){o=0;return o|0}f[a>>2]=d;n[i>>2]=0.0;n[e>>2]=0.0;n[c+56>>2]=0.0;n[c+60>>2]=1.0;o=1;return o|0}function Onb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;f[d>>2]=-1;j=f[c>>2]|0;do if(j&1|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){j=0;return j|0}else{l=e+1|0;f[a>>2]=l;k=b[e>>0]|0;m=e+2|0;f[a>>2]=m;l=b[l>>0]|0;i=e+3|0;f[a>>2]=i;e=b[m>>0]|0;f[a>>2]=g;f[d>>2]=(l&255)<<8|k&255|(e&255)<<16|h[i>>0]<<24;break}}while(0);e=d+8|0;g=e+11|0;if((b[g>>0]|0)<0){b[f[e>>2]>>0]=0;f[d+12>>2]=0}else{b[e>>0]=0;b[g>>0]=0}if(j&2|0)if(!(wnb(a,e)|0)){m=0;return m|0}i=d+4|0;f[i>>2]=1073741824;if(j&4|0){e=f[a>>2]|0;g=e+1|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}f[a>>2]=g;e=b[e>>0]|0;if(!(e&2)){f[i>>2]=0;g=536870912}else g=1610612736;if(e&1|0)f[i>>2]=g}if(j&8|0)if(!(Nnb(a,d+20|0)|0)){m=0;return m|0}do if(j&256|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{i=e+1|0;f[a>>2]=i;k=b[e>>0]|0;l=e+2|0;f[a>>2]=l;i=b[i>>0]|0;m=e+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=g;f[d+84>>2]=(i&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);if(j&33554432|0)if(!(wnb(a,d+116|0)|0)){m=0;return m|0}do if(j&67108864|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{i=e+1|0;f[a>>2]=i;k=b[e>>0]|0;l=e+2|0;f[a>>2]=l;i=b[i>>0]|0;m=e+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=g;f[d+128>>2]=(i&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);e=f[c+4>>2]|0;do if(e&16|0){g=f[a>>2]|0;i=g+4|0;if(i>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{c=g+1|0;f[a>>2]=c;k=b[g>>0]|0;l=g+2|0;f[a>>2]=l;c=b[c>>0]|0;m=g+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=i;f[d+132>>2]=(c&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);if(e&32|0)if(!(wnb(a,d+136|0)|0)){m=0;return m|0}if(j&536870912|0)if(!(Anb(a,d+148|0)|0)){m=0;return m|0}m=1;return m|0}function Pnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+16|0;l=o+8|0;k=o;e=f[a>>2]|0;g=e+4|0;n=a+4|0;i=f[n>>2]|0;if(g>>>0>i>>>0){n=0;u=o;return n|0}p=e+1|0;f[a>>2]=p;j=b[e>>0]|0;m=e+2|0;f[a>>2]=m;p=b[p>>0]|0;d=e+3|0;f[a>>2]=d;m=b[m>>0]|0;f[a>>2]=g;d=(h[d>>0]|0)<<24;m=(m&255)<<16;j=(p&255)<<8|j&255|m|d;do if(!(d&1073741824)){d=0;e=0}else{d=e+8|0;if(d>>>0>i>>>0){p=0;u=o;return p|0}else{q=e+5|0;f[a>>2]=q;i=b[g>>0]|0;p=e+6|0;f[a>>2]=p;g=b[q>>0]|0;e=e+7|0;f[a>>2]=e;p=b[p>>0]|0;f[a>>2]=d;d=0;e=(g&255)<<8|i&255|(p&255)<<16|(h[e>>0]|0)<<24;break}}while(0);q=k;f[q>>2]=d|j;f[q+4>>2]=e;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];if(!(Onb(a,l,c)|0)){q=0;u=o;return q|0}d=c+168|0;f[d>>2]=-1;do if(m&131072|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[n>>2]|0)>>>0){q=0;u=o;return q|0}else{k=e+1|0;f[a>>2]=k;l=b[e>>0]|0;p=e+2|0;f[a>>2]=p;k=b[k>>0]|0;q=e+3|0;f[a>>2]=q;p=b[p>>0]|0;f[a>>2]=g;f[d>>2]=(k&255)<<8|l&255|(p&255)<<16|(h[q>>0]|0)<<24;break}}while(0);if(!(m&262144)){q=0;u=o;return q|0}d=f[a>>2]|0;e=d+4|0;if(e>>>0>(f[n>>2]|0)>>>0){q=0;u=o;return q|0}m=d+1|0;f[a>>2]=m;n=b[d>>0]|0;p=d+2|0;f[a>>2]=p;m=b[m>>0]|0;q=d+3|0;f[a>>2]=q;p=b[p>>0]|0;f[a>>2]=e;f[c+172>>2]=(m&255)<<8|n&255|(p&255)<<16|(h[q>>0]|0)<<24;f[c+176>>2]=0;q=1;u=o;return q|0}function Qnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;s=v;e=f[a>>2]|0;g=e+4|0;t=a+4|0;i=f[t>>2]|0;if(g>>>0>i>>>0){t=0;u=v;return t|0}f[a>>2]=e+1;m=b[e>>0]|0;f[a>>2]=g;m=m&255;d=e+8|0;if(d>>>0>i>>>0){t=0;u=v;return t|0}p=e+5|0;f[a>>2]=p;q=b[g>>0]|0;r=e+6|0;f[a>>2]=r;p=b[p>>0]|0;e=e+7|0;f[a>>2]=e;r=b[r>>0]|0;f[a>>2]=d;f[c>>2]=(p&255)<<8|q&255|(r&255)<<16|h[e>>0]<<24;d=c+4|0;e=d+11|0;if((b[e>>0]|0)<0){b[f[d>>2]>>0]=0;f[c+8>>2]=0}else{b[d>>0]=0;b[e>>0]=0}if(m&1|0)if(!(wnb(a,d)|0)){t=0;u=v;return t|0}d=c+16|0;f[d>>2]=-1;do if(m&4|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[t>>2]|0)>>>0){t=0;u=v;return t|0}else{o=e+1|0;f[a>>2]=o;p=b[e>>0]|0;q=e+2|0;f[a>>2]=q;o=b[o>>0]|0;r=e+3|0;f[a>>2]=r;q=b[q>>0]|0;f[a>>2]=g;f[d>>2]=(o&255)<<8|p&255|(q&255)<<16|h[r>>0]<<24;break}}while(0);if(!(m&16))d=1;else{d=f[a>>2]|0;e=d+4|0;if(e>>>0>(f[t>>2]|0)>>>0){t=0;u=v;return t|0}p=d+1|0;f[a>>2]=p;q=b[d>>0]|0;r=d+2|0;f[a>>2]=r;p=b[p>>0]|0;d=d+3|0;f[a>>2]=d;r=b[r>>0]|0;f[a>>2]=e;d=(p&255)<<8|q&255|(r&255)<<16|h[d>>0]<<24;if(!d){t=0;u=v;return t|0}}i=c+20|0;k=c+24|0;j=c+28|0;a:do if(!(m&8)){g=0;do{e=f[k>>2]|0;if(e>>>0<(f[j>>2]|0)>>>0){dQb(e|0,0,180)|0;f[e+128>>2]=-1;f[e+132>>2]=-1;r=e+136|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;n[e+164>>2]=1.0;f[e+168>>2]=0;f[e+172>>2]=0;e=(f[k>>2]|0)+180|0;f[k>>2]=e}else{Rnb(i);e=f[k>>2]|0}if(!(Pnb(a,e+-180|0)|0)){l=24;break a}g=g+1|0}while(g>>>0<d>>>0)}else{g=0;do{e=f[k>>2]|0;if(e>>>0<(f[j>>2]|0)>>>0){dQb(e|0,0,180)|0;f[e+128>>2]=-1;f[e+132>>2]=-1;r=e+136|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;n[e+164>>2]=1.0;f[e+168>>2]=0;f[e+172>>2]=0;e=(f[k>>2]|0)+180|0;f[k>>2]=e}else{Rnb(i);e=f[k>>2]|0}if(!(Pnb(a,e+-180|0)|0)){l=24;break a}r=e+-176|0;f[r>>2]=f[r>>2]&1073741824;g=g+1|0}while(g>>>0<d>>>0)}while(0);if((l|0)==24){e=f[k>>2]|0;d=e+-180|0;do{t=e+-180|0;f[k>>2]=t;lWa(t);e=f[k>>2]|0}while((e|0)!=(d|0));d=0;u=v;return d|0}b[c+32>>0]=(f[(f[i>>2]|0)+4>>2]|0)>>>30&1;i=f[a>>2]|0;d=i+4|0;p=f[t>>2]|0;if(d>>>0>p>>>0){t=0;u=v;return t|0}o=i+1|0;f[a>>2]=o;q=b[i>>0]|0;r=i+2|0;f[a>>2]=r;o=b[o>>0]|0;g=i+3|0;f[a>>2]=g;r=b[r>>0]|0;f[a>>2]=d;f[c+36>>2]=(o&255)<<8|q&255|(r&255)<<16|h[g>>0]<<24;g=i+8|0;if(g>>>0>p>>>0){t=0;u=v;return t|0}e=i+5|0;f[a>>2]=e;r=b[d>>0]|0;d=i+6|0;f[a>>2]=d;e=b[e>>0]|0;q=i+7|0;f[a>>2]=q;d=b[d>>0]|0;f[a>>2]=g;f[c+40>>2]=(e&255)<<8|r&255|(d&255)<<16|h[q>>0]<<24;q=c+44|0;d=f[q>>2]|0;r=c+48|0;e=f[r>>2]|0;if((e|0)!=(d|0))f[r>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);if(!(m&2)){t=1;u=v;return t|0}e=i+12|0;if(e>>>0>p>>>0){t=0;u=v;return t|0}k=i+9|0;f[a>>2]=k;m=b[g>>0]|0;o=i+10|0;f[a>>2]=o;k=b[k>>0]|0;l=i+11|0;f[a>>2]=l;o=b[o>>0]|0;f[a>>2]=e;l=(k&255)<<8|m&255|(o&255)<<16|h[l>>0]<<24;f[s>>2]=0;b:do if(l|0){m=s+4|0;o=s+8|0;k=c+52|0;d=i+16|0;c:do if(d>>>0<=p>>>0){j=0;i=e;g=p;do{w=i+1|0;f[a>>2]=w;p=b[i>>0]|0;c=i+2|0;f[a>>2]=c;w=b[w>>0]|0;e=i+3|0;f[a>>2]=e;c=b[c>>0]|0;f[a>>2]=d;f[s>>2]=(w&255)<<8|p&255|(c&255)<<16|h[e>>0]<<24;e=i+5|0;if(e>>>0>g>>>0)break c;f[a>>2]=e;b[m>>0]=b[d>>0]|0;d=i+9|0;if(d>>>0>g>>>0)break c;g=i+6|0;f[a>>2]=g;p=b[e>>0]|0;c=i+7|0;f[a>>2]=c;g=b[g>>0]|0;w=i+8|0;f[a>>2]=w;c=b[c>>0]|0;f[a>>2]=d;f[o>>2]=(g&255)<<8|p&255|(c&255)<<16|h[w>>0]<<24;d=f[r>>2]|0;if((d|0)==(f[k>>2]|0))Snb(q,s);else{f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];f[r>>2]=(f[r>>2]|0)+12}j=j+1|0;if(j>>>0>=l>>>0)break b;i=f[a>>2]|0;g=f[t>>2]|0;d=i+4|0}while(d>>>0<=g>>>0)}while(0);w=0;u=v;return w|0}while(0);w=1;u=v;return w|0}function Rnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;b=f[a>>2]|0;e=((f[a+4>>2]|0)-b|0)/180|0;c=e+1|0;if(c>>>0>23860929)AMb(a);g=((f[a+8>>2]|0)-b|0)/180|0;b=g<<1;b=g>>>0<11930464?(b>>>0<c>>>0?c:b):23860929;f[h+12>>2]=0;f[h+16>>2]=a+8;do if(!b)d=0;else if(b>>>0>23860929)vd();else{d=pOb(b*180|0)|0;break}while(0);f[h>>2]=d;j=d+(e*180|0)|0;g=h+8|0;c=h+4|0;f[c>>2]=j;f[h+12>>2]=d+(b*180|0);dQb(j|0,0,180)|0;f[d+(e*180|0)+128>>2]=-1;f[d+(e*180|0)+132>>2]=-1;b=d+(e*180|0)+136|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;n[d+(e*180|0)+164>>2]=1.0;f[d+(e*180|0)+168>>2]=0;f[d+(e*180|0)+172>>2]=0;f[g>>2]=j+180;Tnb(a,h);c=f[c>>2]|0;b=f[g>>2]|0;if((b|0)!=(c|0))do{j=b+-180|0;f[g>>2]=j;lWa(j);b=f[g>>2]|0}while((b|0)!=(c|0));b=f[h>>2]|0;if(!b){u=i;return}sOb(b);u=i;return}function Snb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Tnb(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=f[a>>2]|0;p=a+4|0;c=f[p>>2]|0;q=b+4|0;if((c|0)==(o|0)){n=q;m=a;q=f[q>>2]|0;f[m>>2]=q;f[n>>2]=o;o=b+8|0;q=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=q;o=a+8|0;q=b+12|0;p=f[o>>2]|0;a=f[q>>2]|0;f[o>>2]=a;f[q>>2]=p;q=f[n>>2]|0;f[b>>2]=q;return}n=f[q>>2]|0;do{m=c;c=c+-180|0;h=c;e=f[h+4>>2]|0;g=n+-180|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;g=n+-172|0;e=m+-172|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=n+-160|0;g=m+-160|0;h=e+68|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));f[n+-92>>2]=f[m+-92>>2];h=n+-88|0;i=m+-88|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=n+-76|0;h=m+-76|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];d[i+8>>1]=d[h+8>>1]|0;i=n+-64|0;h=m+-64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;h=m+-52|0;i=f[h+4>>2]|0;l=n+-52|0;f[l>>2]=f[h>>2];f[l+4>>2]=i;l=n+-44|0;i=m+-44|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=m+-32|0;l=f[i>>2]|0;f[i>>2]=0;i=m+-28|0;h=f[i>>2]|0;f[i>>2]=0;f[n+-32>>2]=l;f[n+-28>>2]=h;i=n+-24|0;j=m+-24|0;e=f[j>>2]|0;f[i>>2]=e;k=m+-20|0;g=f[k>>2]|0;f[n+-20>>2]=g;f[n+-16>>2]=f[m+-16>>2];if(g|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;f[l+(e<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}l=n+-12|0;m=m+-12|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];n=(f[q>>2]|0)+-180|0;f[q>>2]=n}while((c|0)!=(o|0));m=a;o=f[a>>2]|0;f[m>>2]=n;f[q>>2]=o;o=b+8|0;n=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=n;a=a+8|0;p=b+12|0;o=f[a>>2]|0;n=f[p>>2]|0;f[a>>2]=n;f[p>>2]=o;q=f[q>>2]|0;f[b>>2]=q;return}function Unb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0;o=0;v=u;u=u+1344|0;d=f[a>>2]|0;e=f[(a+4|0)>>2]|0;if((d+4|0)>>>0>e>>>0){t=0;u=v;return t|0}f[a>>2]=d+1|0;t=b[d>>0]|0;f[a>>2]=d+2;q=b[(d+1|0)>>0]|0;f[a>>2]=d+4|0;if((d+8|0)>>>0>e>>>0){t=0;u=v;return t|0}f[a>>2]=d+5|0;j=b[(d+4|0)>>0]|0;f[a>>2]=d+6|0;e=b[(d+5|0)>>0]|0;f[a>>2]=d+7|0;k=b[(d+6|0)>>0]|0;f[a>>2]=d+8|0;f[c>>2]=(e&255)<<8|j&255|(k&255)<<16|h[(d+7|0)>>0]<<24;if((b[((c+4|0)+11|0)>>0]|0)<0){b[f[(c+4|0)>>2]>>0]=0;f[c+8>>2]=0}else{b[(c+4|0)>>0]=0;b[((c+4|0)+11|0)>>0]=0}if(t&255&1|0)if(!(wnb(a,c+4|0)|0)){t=0;u=v;return t|0}f[(c+92|0)>>2]=0;a:do if(!((q&255)<<8&256)){k=b[((c+4|0)+11|0)>>0]|0;j=k<<24>>24<0?f[(c+4|0)>>2]|0:c+4|0;k=k<<24>>24<0?f[c+8>>2]|0:k&255;if((k|0)<17)m=0;else{e=j;d=k;while(1){d=d+-16|0;if(!d){m=0;break a}d=TAb(e,35,d)|0;if(!d){m=0;break a}if(!(zBb(d,239899,17)|0))break;e=d+1|0;d=(j+k|0)-e|0;if((d|0)<17){m=0;break a}}if((d|0)!=(j+k|0|0)&(d-j|0)!=-1){l=0;o=16}else m=0}}else{KOb(c+4|0,239880)|0;l=f[(c+92|0)>>2]|0;o=16}while(0);if((o|0)==16){m=l|134217728;f[(c+92|0)>>2]=m}if(((q&255)<<8&64512|0)!=15360)f[(c+92|0)>>2]=(q&255)<<13&1048576|((q&255)<<15&2097152|((q&255)<<17&4194304^4194304|((q&255)<<19&8388608^8388608|((q&255)<<21&16777216^16777216|((q&255)<<23&33554432^33554432|m)))));d=f[(c+16|0)>>2]|0;f[(c+16|0)>>2]=0;if(d|0)sOb(d);do if(t&255&2|0){if(!(xnb(a,v+76|0)|0)){t=0;u=v;return t|0}if(!(xnb(a,v)|0)){t=0;u=v;return t|0}if(!(ynb(a,v+64|0)|0)){t=0;u=v;return t|0}l=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if((l+4|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=l+1|0;o=b[l>>0]|0;f[a>>2]=l+2|0;m=b[(l+1|0)>>0]|0;f[a>>2]=l+3|0;k=b[(l+2|0)>>0]|0;f[a>>2]=l+4|0;k=(m&255)<<8|o&255|(k&255)<<16|h[(l+3|0)>>0]<<24;if((l+8|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=l+5|0;d=b[(l+4|0)>>0]|0;f[a>>2]=l+6|0;e=b[(l+5|0)>>0]|0;f[a>>2]=l+7|0;j=b[(l+6|0)>>0]|0;f[a>>2]=l+8|0;if((q&255)<<8&512|0)break;d=(e&255)<<8|d&255|(j&255)<<16|h[(l+7|0)>>0]<<24;f[(c+92|0)>>2]=f[(c+92|0)>>2]|67108864;o=pOb(96)|0;F=+n[(v+76|0)>>2];E=+n[(v+76|0)+4>>2];C=+n[(v+76|0)+8>>2];B=+n[v>>2];A=+n[v+4>>2];z=+n[v+8>>2];y=+n[(v+64|0)>>2];x=+n[(v+64|0)+4>>2];w=+n[(v+64|0)+8>>2];g=(f[s>>2]=k,+n[s>>2]);i=(f[s>>2]=d,+n[s>>2]);f[o>>2]=0;f[o+4>>2]=2-((q&255)>>>7);p[o+8>>3]=F;p[o+16>>3]=E;p[o+24>>3]=C;p[o+32>>3]=B;p[o+40>>3]=A;p[o+48>>3]=z;p[o+56>>3]=y;p[o+64>>3]=x;p[o+72>>3]=w;p[o+80>>3]=g;p[o+88>>3]=i;d=f[(c+16|0)>>2]|0;f[(c+16|0)>>2]=o;if(d|0)sOb(d);if(g<0.0|i<0.0){f[(c+92|0)>>2]=f[(c+92|0)>>2]|8192;break}else break}while(0);d=f[(c+20|0)>>2]|0;e=f[(c+24|0)>>2]|0;if((e|0)!=(d|0))f[(c+24|0)>>2]=e+(~((e+-4-d|0)>>>2)<<2);if(t&255&4|0){e=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if((e+4|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=e+1|0;q=b[e>>0]|0;f[a>>2]=e+2|0;o=b[(e+1|0)>>0]|0;f[a>>2]=e+3|0;l=b[(e+2|0)>>0]|0;f[a>>2]=e+4|0;l=(o&255)<<8|q&255|(l&255)<<16|h[(e+3|0)>>0]<<24;f[(v+76|0)>>2]=0;b:do if(l|0){if((e+8|0)>>>0<=d>>>0){k=0;j=e+4|0;d=e+8|0;do{m=j+1|0;f[a>>2]=m;o=b[j>>0]|0;q=j+2|0;f[a>>2]=q;m=b[m>>0]|0;e=j+3|0;f[a>>2]=e;q=b[q>>0]|0;f[a>>2]=d;d=(m&255)<<8|o&255|(q&255)<<16|h[e>>0]<<24;f[(v+76|0)>>2]=d;e=f[(c+24|0)>>2]|0;if((e|0)==(f[(c+28|0)>>2]|0))Vnb(c+20|0,v+76|0);else{f[e>>2]=d;f[(c+24|0)>>2]=e+4}k=k+1|0;if(k>>>0>=l>>>0)break b;j=f[a>>2]|0;d=j+4|0}while(d>>>0<=(f[(a+4|0)>>2]|0)>>>0)}t=0;u=v;return t|0}while(0)}d=f[(c+32|0)>>2]|0;f[(c+32|0)>>2]=0;if(d|0){lWa(d);sOb(d)}f[v+112>>2]=a;f[v+120>>2]=c;f[v+192>>2]=r;f[v+320>>2]=t;f[v+1280>>2]=0;f[v+1284>>2]=0;Xpb(v);G=f[v+1280>>2]|0;D=f[v+1284>>2]|0;H=+n[v+1284>>2];f[v+1280>>2]=0;f[v+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Vnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Wnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{d=j+-1|0;c=(d&j|0)==0;if(c)h=d&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&d|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);l=pOb(76)|0;f[l+8>>2]=m;c=l+12|0;d=c+64|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[l+4>>2]=m;f[l>>2]=0;h=a+12|0;e=+(((f[h>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(k|g*+(j>>>0)<e){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(e/g))>>>0;Ynb(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&m;break}if(m>>>0<b>>>0){d=b;b=m}else{d=b;b=(m>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[l>>2]=f[b>>2];f[b>>2]=l;f[c>>2]=b;b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[l>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=l;f[h>>2]=(f[h>>2]|0)+1;a=l;a=a+12|0;return a|0}function Xnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>5;c=e+1|0;if(c>>>0>134217727)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>4;d=m>>5>>>0<67108863?(d>>>0<c>>>0?c:d):134217727;do if(!d){h=0;i=0}else if(d>>>0>134217727)vd();else{i=pOb(d<<5)|0;h=i;break}while(0);c=h+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+32;f[l>>2]=h+(d<<5);if(!j)return;sOb(j);return}function Ynb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Znb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Znb(a,b);return}function Znb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function _nb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;q=0;r=u;u=u+2368|0;d=f[a>>2]|0;o=f[(a+4|0)>>2]|0;if((d+4|0)>>>0>o>>>0){t=0;u=r;return t|0}f[a>>2]=d+1|0;i=b[d>>0]|0;f[a>>2]=d+2|0;j=b[(d+1|0)>>0]|0;f[a>>2]=d+3|0;k=b[(d+2|0)>>0]|0;f[a>>2]=d+4|0;g=h[(d+3|0)>>0]<<24;do if(!(g&1073741824)){l=0;m=d+4|0;d=0}else if((d+8|0)>>>0>o>>>0){t=0;u=r;return t|0}else{f[a>>2]=d+5|0;w=b[(d+4|0)>>0]|0;f[a>>2]=d+6|0;x=b[(d+5|0)>>0]|0;f[a>>2]=d+7|0;v=b[(d+6|0)>>0]|0;f[a>>2]=d+8|0;l=0;m=d+8|0;d=(x&255)<<8|w&255|(v&255)<<16|h[(d+7|0)>>0]<<24;break}while(0);f[r+224>>2]=a;f[r+232>>2]=c;f[r+488>>2]=e;f[r+608>>2]=g;f[r+616>>2]=i;f[r+624>>2]=j;f[r+656>>2]=k;f[r+912>>2]=l;f[r+928>>2]=m;f[r+1448>>2]=d;f[r+1856>>2]=o;f[r+2160>>2]=p;f[r+2176>>2]=s;f[r+2184>>2]=t;f[r+2200>>2]=q;f[r+2248>>2]=0;f[r+2252>>2]=0;Zpb(r);e=f[r+488>>2]|0;p=f[r+2160>>2]|0;s=f[r+2176>>2]|0;t=f[r+2184>>2]|0;G=f[r+2248>>2]|0;D=f[r+2252>>2]|0;H=+n[r+2252>>2];f[r+2248>>2]=0;f[r+2252>>2]=0;if((G|0)==6)return D|0;f[r+224>>2]=a;f[r+232>>2]=c;f[r+488>>2]=e;f[r+608>>2]=g;f[r+624>>2]=j;f[r+656>>2]=k;f[r+2160>>2]=p;f[r+2176>>2]=s;f[r+2184>>2]=t;f[r+2240>>2]=0;f[r+2244>>2]=0;Ypb(r);G=f[r+2240>>2]|0;D=f[r+2244>>2]|0;H=+n[r+2244>>2];f[r+2240>>2]=0;f[r+2244>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function $nb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){job(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;job(a,b);return}function aob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function bob(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=f[b+16>>2];Cnb(a,f[b+4>>2]|0);b=f[b+8>>2]|0;if(!b)return;s=a+4|0;t=a+12|0;u=a+16|0;v=a+8|0;l=b;q=b;c=f[s>>2]|0;while(1){k=l+8|0;j=f[k>>2]|0;k=f[k+4>>2]|0;m=X(j,1540483477)|0;o=X(k,1540483477)|0;o=(X((X(m>>>24^m,1540483477)|0)^-561034072,1540483477)|0)^(X(o>>>24^o,1540483477)|0);o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;m=(c|0)==0;a:do if(m){b=0;r=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)b=o&i;else if(o>>>0<c>>>0)b=o;else b=(o>>>0)%(c>>>0)|0;g=f[(f[a>>2]|0)+(b<<2)>>2]|0;if(!g)r=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){r=19;break a}p=f[g+4>>2]|0;if(!((p|0)==(o|0)|(p&i|0)==(b|0))){r=19;break a}p=g+8|0;if((f[p>>2]|0)==(j|0)?(f[p+4>>2]|0)==(k|0):0)break a}do{g=f[g>>2]|0;if(!g){r=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(b|0)){r=19;break a}}p=g+8|0}while(!((f[p>>2]|0)==(j|0)?(f[p+4>>2]|0)==(k|0):0))}}while(0);if((r|0)==19){r=0;p=pOb(32)|0;i=p+8|0;f[i>>2]=j;f[i+4>>2]=k;i=p+16|0;f[i>>2]=0;j=p+20|0;f[j>>2]=0;k=p+24|0;f[k>>2]=0;g=f[l+16>>2]|0;h=(f[l+20>>2]|0)-g|0;if(h|0){if((h|0)<0){r=21;break}w=pOb(h)|0;f[j>>2]=w;f[i>>2]=w;l=w+h|0;f[k>>2]=l;bQb(w|0,g|0,h|0)|0;f[j>>2]=l}f[p+4>>2]=o;f[p>>2]=0;d=+(((f[t>>2]|0)+1|0)>>>0);e=+n[u>>2];do if(m|e*+(c>>>0)<d){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;c=~~+W(+(d/e))>>>0;Cnb(a,b>>>0<c>>>0?c:b);b=f[s>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=c;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){f[p>>2]=f[v>>2];f[v>>2]=p;f[c>>2]=v;b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;r=36}}else{f[p>>2]=f[b>>2];r=36}if((r|0)==36){r=0;f[b>>2]=p}f[t>>2]=(f[t>>2]|0)+1;c=g}b=f[q>>2]|0;if(!b){r=39;break}else{l=b;q=b}}if((r|0)==21)AMb(i);else if((r|0)==39)return}function cob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;m=n;c=f[a>>2]|0;k=((f[a+4>>2]|0)-c|0)/180|0;e=k+1|0;if(e>>>0>23860929)AMb(a);l=((f[a+8>>2]|0)-c|0)/180|0;c=l<<1;c=l>>>0<11930464?(c>>>0<e>>>0?e:c):23860929;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!c)j=0;else if(c>>>0>23860929)vd();else{j=pOb(c*180|0)|0;break}while(0);f[m>>2]=j;h=j+(k*180|0)|0;l=m+8|0;i=m+4|0;f[i>>2]=h;f[m+12>>2]=j+(c*180|0);g=b;e=f[g+4>>2]|0;c=h;f[c>>2]=f[g>>2];f[c+4>>2]=e;xOb(j+(k*180|0)+8|0,b+8|0);c=j+(k*180|0)+20|0;e=b+20|0;g=c+68|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));f[j+(k*180|0)+88>>2]=f[b+88>>2];xOb(j+(k*180|0)+92|0,b+92|0);g=j+(k*180|0)+104|0;c=b+104|0;f[g>>2]=f[c>>2];f[g+4>>2]=f[c+4>>2];d[g+8>>1]=d[c+8>>1]|0;xOb(j+(k*180|0)+116|0,b+116|0);g=b+128|0;c=f[g+4>>2]|0;e=j+(k*180|0)+128|0;f[e>>2]=f[g>>2];f[e+4>>2]=c;xOb(j+(k*180|0)+136|0,b+136|0);bob(j+(k*180|0)+148|0,b+148|0);e=j+(k*180|0)+168|0;c=b+168|0;f[e>>2]=f[c>>2];f[e+4>>2]=f[c+4>>2];f[e+8>>2]=f[c+8>>2];f[l>>2]=h+180;iob(a,m);e=f[i>>2]|0;c=f[l>>2]|0;if((c|0)!=(e|0))do{k=c+-180|0;f[l>>2]=k;lWa(k);c=f[l>>2]|0}while((c|0)!=(e|0));c=f[m>>2]|0;if(!c){u=n;return}sOb(c);u=n;return}function dob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=a+4|0;c=f[a>>2]|0;e=((f[i>>2]|0)-c|0)/96|0;d=e+1|0;if(d>>>0>44739242)AMb(a);j=a+8|0;h=((f[j>>2]|0)-c|0)/96|0;c=h<<1;c=h>>>0<22369621?(c>>>0<d>>>0?d:c):44739242;do if(!c)g=0;else if(c>>>0>44739242)vd();else{g=pOb(c*96|0)|0;break}while(0);d=g+(e*96|0)|0;e=d;h=g+(c*96|0)|0;hob(d,b);b=d+96|0;g=f[a>>2]|0;c=f[i>>2]|0;if((c|0)==(g|0)){d=e;e=g;c=g}else{do{c=c+-96|0;hob(d+-96|0,c);d=e+-96|0;e=d}while((c|0)!=(g|0));d=e;e=f[a>>2]|0;c=f[i>>2]|0}f[a>>2]=d;f[i>>2]=b;f[j>>2]=h;d=e;if((c|0)!=(d|0))do{c=c+-96|0;kWa(c)}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function eob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;f[a>>2]=f[b>>2];xOb(a+4|0,b+4|0);f[a+16>>2]=f[b+16>>2];g=a+20|0;h=b+20|0;f[g>>2]=0;l=a+24|0;f[l>>2]=0;f[a+28>>2]=0;i=b+24|0;c=(f[i>>2]|0)-(f[h>>2]|0)|0;e=(c|0)/180|0;if(c|0){if(e>>>0>23860929)AMb(g);j=pOb(c)|0;f[l>>2]=j;f[g>>2]=j;f[a+28>>2]=j+(e*180|0);c=f[h>>2]|0;k=f[i>>2]|0;if((c|0)!=(k|0)){e=j;do{i=c;h=f[i+4>>2]|0;g=e;f[g>>2]=f[i>>2];f[g+4>>2]=h;xOb(e+8|0,c+8|0);g=e+20|0;h=c+20|0;i=g+68|0;do{f[g>>2]=f[h>>2];g=g+4|0;h=h+4|0}while((g|0)<(i|0));f[e+88>>2]=f[c+88>>2];xOb(e+92|0,c+92|0);h=e+104|0;i=c+104|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];d[h+8>>1]=d[i+8>>1]|0;xOb(e+116|0,c+116|0);h=c+128|0;i=f[h+4>>2]|0;j=e+128|0;f[j>>2]=f[h>>2];f[j+4>>2]=i;xOb(e+136|0,c+136|0);bob(e+148|0,c+148|0);j=e+168|0;i=c+168|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];c=c+180|0;e=(f[l>>2]|0)+180|0;f[l>>2]=e}while((c|0)!=(k|0))}}g=a+32|0;h=b+32|0;f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];g=a+44|0;h=b+44|0;f[g>>2]=0;k=a+48|0;f[k>>2]=0;f[a+52>>2]=0;i=b+48|0;c=(f[i>>2]|0)-(f[h>>2]|0)|0;e=(c|0)/12|0;if(!c)return;if(e>>>0>357913941)AMb(g);j=pOb(c)|0;f[k>>2]=j;f[g>>2]=j;f[a+52>>2]=j+(e*12|0);e=f[h>>2]|0;c=(f[i>>2]|0)-e|0;if((c|0)<=0)return;bQb(j|0,e|0,c|0)|0;f[k>>2]=j+(((c>>>0)/12|0)*12|0);return}function fob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=((f[m>>2]|0)-c|0)/56|0;d=e+1|0;if(d>>>0>76695844)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/56|0;j=i<<1;d=i>>>0<38347922?(j>>>0<d>>>0?d:j):76695844;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>76695844)vd();else{g=pOb(d*56|0)|0;break}while(0);f[l>>2]=g;c=g+(e*56|0)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d*56|0)|0;h=l+12|0;f[h>>2]=g;eob(c,b);e=c+56|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;gob(l);u=n;return}do{g=d;d=d+-56|0;f[c+-56>>2]=f[d>>2];o=c+-52|0;p=g+-52|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;f[c+-40>>2]=f[g+-40>>2];p=c+-36|0;o=g+-36|0;f[p>>2]=0;e=c+-32|0;f[e>>2]=0;f[c+-28>>2]=0;f[p>>2]=f[o>>2];p=g+-32|0;f[e>>2]=f[p>>2];e=g+-28|0;f[c+-28>>2]=f[e>>2];f[e>>2]=0;f[p>>2]=0;f[o>>2]=0;o=c+-24|0;p=g+-24|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];o=c+-12|0;p=g+-12|0;f[o>>2]=0;e=c+-8|0;f[e>>2]=0;f[c+-4>>2]=0;f[o>>2]=f[p>>2];o=g+-8|0;f[e>>2]=f[o>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[o>>2]=0;f[p>>2]=0;c=(f[j>>2]|0)+-56|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;gob(l);u=n;return}function gob(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a+4>>2]|0;j=a+8|0;c=f[j>>2]|0;if((c|0)!=(i|0))do{f[j>>2]=c+-56;g=f[c+-12>>2]|0;if(g|0){d=c+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}g=c+-36|0;d=f[g>>2]|0;if(d|0){h=c+-32|0;e=f[h>>2]|0;if((e|0)!=(d|0)){do{k=e+-180|0;f[h>>2]=k;lWa(k);e=f[h>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}c=c+-52|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[j>>2]|0}while((c|0)!=(i|0));c=f[a>>2]|0;if(!c)return;sOb(c);return}function hob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=f[b>>2];g=a+4|0;j=b+4|0;f[g>>2]=f[j>>2];f[g+4>>2]=f[j+4>>2];f[g+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;j=b+16|0;g=f[j>>2]|0;f[j>>2]=0;f[a+16>>2]=g;g=a+20|0;j=b+20|0;f[g>>2]=0;e=a+24|0;f[e>>2]=0;f[a+28>>2]=0;f[g>>2]=f[j>>2];g=b+24|0;f[e>>2]=f[g>>2];e=b+28|0;f[a+28>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=b+32|0;g=f[j>>2]|0;f[j>>2]=0;f[a+32>>2]=g;g=a+36|0;j=b+36|0;f[g>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[g>>2]=f[j>>2];g=b+40|0;f[e>>2]=f[g>>2];e=b+44|0;f[a+44>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=a+48|0;g=b+48|0;f[j>>2]=0;e=a+52|0;f[e>>2]=0;f[a+56>>2]=0;f[j>>2]=f[g>>2];j=b+52|0;f[e>>2]=f[j>>2];e=b+56|0;f[a+56>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=b+60|0;j=f[g>>2]|0;f[g>>2]=0;g=b+64|0;e=f[g>>2]|0;f[g>>2]=0;f[a+60>>2]=j;f[a+64>>2]=e;g=a+68|0;h=b+68|0;c=f[h>>2]|0;f[g>>2]=c;i=b+72|0;d=f[i>>2]|0;f[a+72>>2]=d;f[a+76>>2]=f[b+76>>2];if(!d){i=a+80|0;j=b+80|0;f[i>>2]=0;h=a+84|0;f[h>>2]=0;e=a+88|0;f[e>>2]=0;e=f[j>>2]|0;f[i>>2]=e;i=b+84|0;e=f[i>>2]|0;f[h>>2]=e;h=b+88|0;e=f[h>>2]|0;g=a+88|0;f[g>>2]=e;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;j=a+92|0;i=b+92|0;i=f[i>>2]|0;f[j>>2]=i;return}c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0;i=a+80|0;j=b+80|0;f[i>>2]=0;h=a+84|0;f[h>>2]=0;e=a+88|0;f[e>>2]=0;e=f[j>>2]|0;f[i>>2]=e;i=b+84|0;e=f[i>>2]|0;f[h>>2]=e;h=b+88|0;e=f[h>>2]|0;g=a+88|0;f[g>>2]=e;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;j=a+92|0;i=b+92|0;i=f[i>>2]|0;f[j>>2]=i;return}function iob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=f[a>>2]|0;p=a+4|0;c=f[p>>2]|0;q=b+4|0;if((c|0)==(o|0)){n=q;m=a;q=f[q>>2]|0;f[m>>2]=q;f[n>>2]=o;o=b+8|0;q=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=q;o=a+8|0;q=b+12|0;p=f[o>>2]|0;a=f[q>>2]|0;f[o>>2]=a;f[q>>2]=p;q=f[n>>2]|0;f[b>>2]=q;return}n=f[q>>2]|0;do{m=c;c=c+-180|0;h=c;e=f[h+4>>2]|0;g=n+-180|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;g=n+-172|0;e=m+-172|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=n+-160|0;g=m+-160|0;h=e+68|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));f[n+-92>>2]=f[m+-92>>2];h=n+-88|0;i=m+-88|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=n+-76|0;h=m+-76|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];d[i+8>>1]=d[h+8>>1]|0;i=n+-64|0;h=m+-64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;h=m+-52|0;i=f[h+4>>2]|0;l=n+-52|0;f[l>>2]=f[h>>2];f[l+4>>2]=i;l=n+-44|0;i=m+-44|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=m+-32|0;l=f[i>>2]|0;f[i>>2]=0;i=m+-28|0;h=f[i>>2]|0;f[i>>2]=0;f[n+-32>>2]=l;f[n+-28>>2]=h;i=n+-24|0;j=m+-24|0;e=f[j>>2]|0;f[i>>2]=e;k=m+-20|0;g=f[k>>2]|0;f[n+-20>>2]=g;f[n+-16>>2]=f[m+-16>>2];if(g|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;f[l+(e<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}l=n+-12|0;m=m+-12|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];n=(f[q>>2]|0)+-180|0;f[q>>2]=n}while((c|0)!=(o|0));m=a;o=f[a>>2]|0;f[m>>2]=n;f[q>>2]=o;o=b+8|0;n=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=n;a=a+8|0;p=b+12|0;o=f[a>>2]|0;n=f[p>>2]|0;f[a>>2]=n;f[p>>2]=o;q=f[q>>2]|0;f[b>>2]=q;return}function job(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;e=a+4|0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[e>>2]=0;return}if(c>>>0>1073741823)vd();s=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=s;if(d|0)sOb(d);f[e>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;r=c+-1|0;s=(r&c|0)==0;if(s)d=d&r;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{g=i;h=e;e=i}a:while(1){q=g;g=h;p=e;b:while(1){e=g;while(1){g=f[e+4>>2]|0;if(s)g=g&r;else if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)==(d|0))break;h=(f[a>>2]|0)+(g<<2)|0;if(!(f[h>>2]|0))break b;i=f[e>>2]|0;c:do if(!i)h=e;else{n=e+8|0;m=b[n+11>>0]|0;k=m<<24>>24<0;m=m&255;o=k?f[e+12>>2]|0:m;l=(o|0)==0;if(k){h=e;while(1){j=i+8|0;m=b[j+11>>0]|0;k=m<<24>>24<0;if((o|0)!=((k?f[i+12>>2]|0:m&255)|0))break c;if(!l)if(zBb(f[n>>2]|0,k?f[j>>2]|0:j,o)|0)break c;h=f[i>>2]|0;if(!h){h=i;break c}else{m=i;i=h;h=m}}}if(l){h=e;while(1){o=b[i+8+11>>0]|0;if((o<<24>>24<0?f[i+12>>2]|0:o&255)|0)break c;h=f[i>>2]|0;if(!h){h=i;break c}else{o=i;i=h;h=o}}}h=e;while(1){j=i+8|0;l=b[j+11>>0]|0;k=l<<24>>24<0;if((o|0)!=((k?f[i+12>>2]|0:l&255)|0))break c;j=k?f[j>>2]|0:j;if((b[j>>0]|0)==(f[n>>2]&255)<<24>>24){k=n;l=m}else break c;while(1){l=l+-1|0;k=k+1|0;if(!l)break;j=j+1|0;if((b[k>>0]|0)!=(b[j>>0]|0))break c}h=f[i>>2]|0;if(!h){h=i;break}else{l=i;i=h;h=l}}}while(0);f[p>>2]=f[h>>2];f[h>>2]=f[f[(f[a>>2]|0)+(g<<2)>>2]>>2];f[f[(f[a>>2]|0)+(g<<2)>>2]>>2]=e;e=f[q>>2]|0;if(!e){d=43;break a}}g=f[e>>2]|0;if(!g){d=43;break a}else{q=e;p=e}}f[h>>2]=p;h=f[e>>2]|0;if(!h){d=43;break}else{d=g;g=e}}if((d|0)==43)return}function kob(a){a=a|0;var b=0;f[a>>2]=41948;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;mob(a);sOb(a);return}function lob(a){a=a|0;var b=0,c=0;f[a>>2]=41948;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}mob(b);sOb(b);sOb(a);return}function mob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+120|0;b=f[g>>2]|0;if(b|0){h=a+124|0;c=f[h>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[h>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e);c=f[h>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[g>>2]|0}sOb(b)}b=f[a+108>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+100|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);h=a+80|0;nob(h,f[a+88>>2]|0);b=f[h>>2]|0;f[h>>2]=0;if(!b)return;sOb(b);return}function nob(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;do{c=b;b=f[b>>2]|0;a=f[c+48>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);d=c+40|0;a=f[d>>2]|0;f[d>>2]=0;if(a|0)sOb(a);a=f[c+28>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);d=c+20|0;a=f[d>>2]|0;f[d>>2]=0;if(a|0)sOb(a);sOb(c)}while((b|0)!=0);return}function oob(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;t=a+80|0;d=pob(t,e)|0;a:do if(!d){j=f[a>>2]|0;f[a>>2]=j+-1;i=f[e>>2]|0;o=ZPb(i|0,0,16)|0;o=WPb(i^61^o|0,I|0,9,0)|0;r=I;p=ZPb(o|0,r|0,4)|0;r=WPb(p^o|0,I^r|0,668265261,0)|0;o=I;o=ZPb(r|0,o|0,15)|0;r=o^r;o=a+84|0;p=f[o>>2]|0;q=(p|0)==0;b:do if(q)d=0;else{h=p+-1|0;g=(h&p|0)==0;if(g)d=h&r;else if(p>>>0>r>>>0)d=r;else d=(r>>>0)%(p>>>0)|0;k=f[(f[t>>2]|0)+(d<<2)>>2]|0;if(k){if(g)while(1){k=f[k>>2]|0;if(!k)break b;g=f[k+4>>2]|0;if(!((g|0)==(r|0)|(g&h|0)==(d|0)))break b;if((f[k+8>>2]|0)==(i|0))break a}while(1){k=f[k>>2]|0;if(!k)break b;g=f[k+4>>2]|0;if((g|0)!=(r|0)){if(g>>>0>=p>>>0)g=(g>>>0)%(p>>>0)|0;if((g|0)!=(d|0))break b}if((f[k+8>>2]|0)==(i|0))break a}}}while(0);k=pOb(64)|0;f[k+8>>2]=i;f[k+12>>2]=j;i=k+16|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;n[k+36>>2]=1.0;i=k+40|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[k+56>>2]=1.0;b[k+60>>0]=0;f[k+4>>2]=r;f[k>>2]=0;i=a+92|0;l=+(((f[i>>2]|0)+1|0)>>>0);m=+n[a+96>>2];do if(q|m*+(p>>>0)<l){d=p<<1|(p>>>0<3|(p+-1&p|0)!=0)&1;g=~~+W(+(l/m))>>>0;qob(t,d>>>0<g>>>0?g:d);d=f[o>>2]|0;g=d+-1|0;if(!(g&d)){h=d;d=g&r;break}if(d>>>0>r>>>0){h=d;d=r}else{h=d;d=(r>>>0)%(d>>>0)|0}}else h=p;while(0);g=(f[t>>2]|0)+(d<<2)|0;d=f[g>>2]|0;if(!d){d=a+88|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[g>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;g=h+-1|0;if(!(g&h))d=d&g;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;s=31}}else{f[k>>2]=f[d>>2];s=31}if((s|0)==31)f[d>>2]=k;f[i>>2]=(f[i>>2]|0)+1}else k=d;while(0);d=a+20|0;if((f[d>>2]|0)==-1){f[d>>2]=f[e>>2];e=(pob(a+80|0,d)|0)+12|0;f[a+24>>2]=f[e>>2]}j=a+164|0;if(b[j>>0]&64){u=w;return k|0}h=a+80|0;e=pob(h,d)|0;d=f[e+16>>2]|0;g=e+12|0;i=a+76|0;Lh[f[(f[c>>2]|0)+68>>2]&255](c,-2,f[g>>2]|0,(d|0)==0?f[e+8>>2]|0:d,f[i>>2]|0);d=f[a+160>>2]|0;if((d|0)==-1)d=f[g>>2]|0;else{f[v>>2]=d;d=(pob(h,v)|0)+12|0;d=f[d>>2]|0}Lh[f[(f[c>>2]|0)+60>>2]&255](c,-2,d,f[i>>2]|0,3);b[j>>0]=b[j>>0]|64;u=w;return k|0}function pob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function qob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){rob(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;rob(a,b);return}function rob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function sob(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;m=p;a:do if(!c)d=a+8|0;else{n=a+16|0;o=a+4|0;d=a+8|0;b:while(1){k=0;c:while(1){g=c-k|0;if(g>>>0<4){c=6;break b}l=b+k|0;switch(f[l>>2]|0){case 90:break c;case 100:break;default:{c=24;break b}}if(g>>>0<16){c=9;break b}i=l+12|0;e=f[i>>2]|0;j=(e|0)==-1?16:e+19&-4;if(g>>>0<j>>>0){c=14;break b}g=f[l+4>>2]|0;h=f[n>>2]|0;if(h){e=f[h+4>>2]|0;f[m>>2]=g;g=(pob(e+80|0,m)|0)+12|0;g=f[g>>2]|0;e=f[i>>2]|0}Lh[f[(f[a>>2]|0)+12>>2]&255](a,g,f[l+8>>2]|0,(e|0)==-1?0:l+16|0,e);k=j+k|0;if(c>>>0<=k>>>0)break a}if(g>>>0<16){c=16;break}if(g>>>0<((f[l+8>>2]|0)+19&-4)>>>0){c=18;break}b=tob(l,o)|0;if((b|0)>=0){c=20;break}b=f[o>>2]|0;c=(f[d>>2]|0)-b|0;if(!c)break a}if((c|0)==6){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==9){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==14){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==16){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==18){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==20){c=f[(f[a>>2]|0)+8>>2]|0;if(!b){Fh[c&255](a,0,239980,43);break}else{Fh[c&255](a,0,239946,34);break}}else if((c|0)==24){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,240023,33);break}}while(0);c=f[a+4>>2]|0;if((f[d>>2]|0)==(c|0)){u=p;return}f[d>>2]=c;u=p;return}function tob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=a+16|0;k=b+4|0;g=f[k>>2]|0;c=f[b>>2]|0;j=g-c|0;i=a+12|0;d=f[i>>2]|0;e=j+d|0;if(j>>>0<e>>>0){AWa(b,d);c=f[b>>2]|0}else if(j>>>0>e>>>0){d=c+e|0;if((d|0)!=(g|0))f[k>>2]=d}d=c+j|0;if((f[a+4>>2]|0)==1){c=a+8|0;h=unb(d,f[i>>2]|0,h,f[c>>2]|0)|0;if((h|0)!=(f[i>>2]|0)){e=f[k>>2]|0;c=f[b>>2]|0;d=e-c|0;if(j>>>0>d>>>0){AWa(b,j-d|0);k=0;return k|0}if(j>>>0>=d>>>0){k=0;return k|0}c=c+j|0;if((c|0)==(e|0)){k=0;return k|0}f[k>>2]=c;k=0;return k|0}}else{c=a+8|0;if((_sb(h,d,f[c>>2]|0,f[i>>2]|0)|0)<0){e=f[k>>2]|0;c=f[b>>2]|0;d=e-c|0;if(j>>>0>d>>>0){AWa(b,j-d|0);k=0;return k|0}if(j>>>0>=d>>>0){k=0;return k|0}c=c+j|0;if((c|0)==(e|0)){k=0;return k|0}f[k>>2]=c;k=0;return k|0}}k=0-((f[c>>2]|0)+19&-4)|0;return k|0}function uob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0;C=0;I=u;u=u+3424|0;d=f[b>>2]|0;c=f[(b+4|0)>>2]|0;if((d|0)==(c|0)){f[(I+8|0)>>2]=b;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=b;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}a=0;u=I;return a|0}e=f[(a+96|0)>>2]|0;if(!e)f[(a+96|0)>>2]=b;else{h=f[(e+4|0)>>2]|0;i=f[e>>2]|0;g=(c-d|0)+(h-i|0)|0;if((h-i|0)>>>0<g>>>0){AWa(e,c-d|0);c=f[(a+96|0)>>2]|0;d=f[b>>2]|0}else if((h-i|0)>>>0>g>>>0)if((i+g|0|0)==(h|0))c=e;else{f[(e+4|0)>>2]=i+g|0;c=e}else c=e;bQb((f[c>>2]|0)+(h-i|0)|0,d|0,(f[(b+4|0)>>2]|0)-d|0)|0;c=f[b>>2]|0;if((f[(b+4|0)>>2]|0)!=(c|0))f[(b+4|0)>>2]=c;f[(I+8|0)>>2]=b;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=b;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}c=f[(a+96|0)>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0}b=f[a>>2]|0;c=c-d|0;d=f[(a+100|0)>>2]|0;a:{i=1;if(i){i=0;if(c>>>0>d>>>0){g=(I+296|0)+4|0;b:while(1){e=f[(a+96|0)>>2]|0;h=c-d|0;if(h>>>0<4){C=22;break}K=f[e>>2]|0;J=K+d|0;f[I+336>>2]=a;f[I+360>>2]=j;f[I+408>>2]=c;f[I+472>>2]=E;f[I+528>>2]=k;f[I+864>>2]=l;f[I+1040>>2]=m;f[I+1136>>2]=o;f[I+1176>>2]=F;f[I+1512>>2]=p;f[I+1864>>2]=q;f[I+1872>>2]=r;f[I+2088>>2]=s;f[I+2184>>2]=t;f[I+2192>>2]=v;f[I+2264>>2]=w;f[I+2488>>2]=x;f[I+2496>>2]=b;f[I+2688>>2]=g;f[I+2800>>2]=e;f[I+2816>>2]=h;f[I+2848>>2]=d;f[I+2904>>2]=K;f[I+2944>>2]=J;f[I+2968>>2]=y;f[I+2976>>2]=z;f[I+2984>>2]=A;f[I+3072>>2]=B;f[I+3176>>2]=C;f[I+3248>>2]=0;f[I+3252>>2]=0;bqb(I);j=f[I+360>>2]|0;c=f[I+408>>2]|0;E=f[I+472>>2]|0;k=f[I+528>>2]|0;l=f[I+864>>2]|0;m=f[I+1040>>2]|0;o=f[I+1136>>2]|0;F=f[I+1176>>2]|0;p=f[I+1512>>2]|0;q=f[I+1864>>2]|0;r=f[I+1872>>2]|0;s=f[I+2088>>2]|0;t=f[I+2184>>2]|0;v=f[I+2192>>2]|0;w=f[I+2264>>2]|0;x=f[I+2488>>2]|0;d=f[I+2848>>2]|0;y=f[I+2968>>2]|0;z=f[I+2976>>2]|0;A=f[I+2984>>2]|0;B=f[I+3072>>2]|0;C=f[I+3176>>2]|0;G=f[I+3248>>2]|0;D=f[I+3252>>2]|0;H=+n[I+3252>>2];f[I+3248>>2]=0;f[I+3252>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 32:break b;case 33:break a}}c=1;d=C|0;if(c){c=0;switch(d|0){case 22:{K=4-h|0;u=I;return K|0}case 25:{K=20-h|0;u=I;return K|0}case 36:{f[I>>2]=69;f[I+4>>2]=p;C=(ABb(I+8|0,240056,I)|0)+1|0;Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,I+8|0,C);C=409;break a}case 39:{K=16-h|0;u=I;return K|0}case 48:{K=12-h|0;u=I;return K|0}case 52:{K=24-h|0;u=I;return K|0}case 58:{K=44-h|0;u=I;return K|0}case 60:{K=((q<<2)+44+(r*12|0)|0)-h|0;u=I;return K|0}case 66:{K=132-h|0;u=I;return K|0}case 72:{K=16-h|0;u=I;return K|0}case 74:{K=((s<<2)+16|0)-h|0;u=I;return K|0}case 80:{K=56-h|0;u=I;return K|0}case 87:{K=104-h|0;u=I;return K|0}case 95:break a;case 97:{K=16-h|0;u=I;return K|0}case 99:{K=((t<<2)+16+(v*12|0)|0)-h|0;u=I;return K|0}case 105:{K=16-h|0;u=I;return K|0}case 107:{K=w-h|0;u=I;return K|0}case 121:{vd();break}case 145:{K=24-h|0;u=I;return K|0}case 147:{K=((x<<2)+24|0)-h|0;u=I;return K|0}case 151:{K=32-h|0;u=I;return K|0}case 170:{K=36-h|0;u=I;return K|0}case 174:{K=68-h|0;u=I;return K|0}case 180:{K=72-h|0;u=I;return K|0}case 186:{K=48-h|0;u=I;return K|0}case 192:{K=16-h|0;u=I;return K|0}case 199:{K=24-h|0;u=I;return K|0}case 206:{K=28-h|0;u=I;return K|0}case 212:{K=28-h|0;u=I;return K|0}case 214:{K=j-h|0;u=I;return K|0}case 220:{K=12-h|0;u=I;return K|0}case 226:{K=8-h|0;u=I;return K|0}case 229:{K=44-h|0;u=I;return K|0}case 231:{K=(((z+y+A|0)*12|0)+44|0)-h|0;u=I;return K|0}case 237:{K=12-h|0;u=I;return K|0}case 239:{K=(B+12|0)-h|0;u=I;return K|0}case 245:{K=40-h|0;u=I;return K|0}case 247:{K=l-h|0;u=I;return K|0}default:c=1}}if(c)switch(d|0){case 257:{K=16-h|0;u=I;return K|0}case 259:{K=m-h|0;u=I;return K|0}case 272:{K=16-h|0;u=I;return K|0}case 274:{K=o-h|0;u=I;return K|0}case 291:{f[(I+8|0)>>2]=E;c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=E;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}if(!F){Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,240171,43);C=409;break a}K=F-h|0;u=I;return K|0}case 299:{K=12-h|0;u=I;return K|0}case 306:{K=8-h|0;u=I;return K|0}case 316:{K=12-h|0;u=I;return K|0}case 326:{K=12-h|0;u=I;return K|0}case 331:{K=16-h|0;u=I;return K|0}case 337:{K=16-h|0;u=I;return K|0}case 343:{K=20-h|0;u=I;return K|0}case 363:{K=20-h|0;u=I;return K|0}case 373:{K=8-h|0;u=I;return K|0}case 381:{K=16-h|0;u=I;return K|0}case 393:{K=12-h|0;u=I;return K|0}case 402:{K=16-h|0;u=I;return K|0}case 406:{Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,240241,33);C=409;break a}case 417:{u=I;return k|0}default:{}}}else i=1}if(i)if(1)C=409}if((C|0)==409){d=f[(a+96|0)>>2]|0;if(d|0){c=f[d>>2]|0;if((f[(d+4|0)>>2]|0)!=(c|0))f[(d+4|0)>>2]=c;f[(I+8|0)>>2]=d;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=d;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}}}f[(a+100|0)>>2]=0;f[(a+96|0)>>2]=0;K=0;u=I;return K|0}function vob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function wob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;j=o;n=a+164|0;e=b[n>>0]|0;if(!(e&64)){h=a+80|0;m=pob(h,a+20|0)|0;g=f[m+16>>2]|0;e=m+12|0;i=a+76|0;Lh[f[(f[d>>2]|0)+68>>2]&255](d,-2,f[e>>2]|0,(g|0)==0?f[m+8>>2]|0:g,f[i>>2]|0);g=f[a+160>>2]|0;if((g|0)==-1)e=f[e>>2]|0;else{f[j>>2]=g;e=(pob(h,j)|0)+12|0;e=f[e>>2]|0}Lh[f[(f[d>>2]|0)+60>>2]&255](d,-2,e,f[i>>2]|0,3);e=b[n>>0]|64;b[n>>0]=e}m=c+4|0;if(e&8){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}if(f[m>>2]|0){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}b[n>>0]=e|8;e=f[a+88>>2]|0;if(e|0){k=a+76|0;l=a+100|0;do{g=e;j=f[g+16>>2]|0;c=g+12|0;Lh[f[(f[d>>2]|0)+68>>2]&255](d,-2,f[c>>2]|0,(j|0)==0?f[g+8>>2]|0:j,f[k>>2]|0);g=f[g+48>>2]|0;if(g|0)do{j=g;i=j+8|0;h=f[i>>2]|0;i=Aob(l,i)|0;if(i)h=f[i+12>>2]|0;Lh[f[(f[d>>2]|0)+64>>2]&255](d,f[c>>2]|0,f[j+12>>2]|0,h,f[k>>2]|0);g=f[g>>2]|0}while((g|0)!=0);e=f[e>>2]|0}while((e|0)!=0)}g=a+120|0;e=f[g>>2]|0;j=a+124|0;h=f[j>>2]|0;if((e|0)!=(h|0)){do{l=f[e>>2]|0;xh[f[(f[d>>2]|0)+76>>2]&127](d,l,(f[e+4>>2]|0)-l|0);e=e+12|0}while((e|0)!=(h|0));i=f[g>>2]|0;e=f[j>>2]|0;if((e|0)!=(i|0))do{g=e+-12|0;f[j>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;if((f[e>>2]|0)!=(h|0))f[e>>2]=h;sOb(h);e=f[j>>2]|0}}while((e|0)!=(i|0))}e=b[n>>0]|0;if(e<<24>>24<=-1){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}b[n>>0]=e|-128;Fh[f[(f[d>>2]|0)+36>>2]&255](d,f[a+76>>2]|0,240214,27);a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}function xob(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+48|0;k=x;v=pob(a+80|0,c)|0;r=v+20|0;w=d+8|0;c=k;i=d+8|0;j=c+48|0;do{f[c>>2]=f[i>>2];c=c+4|0;i=i+4|0}while((c|0)<(j|0));s=d+4|0;j=f[s>>2]|0;l=ZPb(j|0,0,16)|0;l=WPb(j^61^l|0,I|0,9,0)|0;p=I;m=ZPb(l|0,p|0,4)|0;p=WPb(m^l|0,I^p|0,668265261,0)|0;l=I;l=ZPb(p|0,l|0,15)|0;p=l^p;l=v+24|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o){a=0;t=17}else{i=m+-1|0;d=(i&m|0)==0;if(d)a=i&p;else if(m>>>0>p>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;c=f[(f[r>>2]|0)+(a<<2)>>2]|0;if(!c)t=17;else{if(d)while(1){c=f[c>>2]|0;if(!c){t=17;break a}q=f[c+4>>2]|0;if(!((q|0)==(p|0)|(q&i|0)==(a|0))){t=17;break a}if((f[c+8>>2]|0)==(j|0))break a}do{c=f[c>>2]|0;if(!c){t=17;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(a|0)){t=17;break a}}}while((f[c+8>>2]|0)!=(j|0))}}while(0);if((t|0)==17){q=pOb(60)|0;f[q+8>>2]=j;c=q+12|0;i=k;j=c+48|0;do{f[c>>2]=f[i>>2];c=c+4|0;i=i+4|0}while((c|0)<(j|0));f[q+4>>2]=p;f[q>>2]=0;i=v+32|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[v+36>>2];do if(o|h*+(m>>>0)<g){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;c=~~+W(+(g/h))>>>0;Nob(r,a>>>0<c>>>0?c:a);a=f[l>>2]|0;c=a+-1|0;if(!(c&a)){d=a;a=c&p;break}if(a>>>0>p>>>0){d=a;a=p}else{d=a;a=(p>>>0)%(a>>>0)|0}}else d=m;while(0);c=(f[r>>2]|0)+(a<<2)|0;a=f[c>>2]|0;if(!a){a=v+28|0;f[q>>2]=f[a>>2];f[a>>2]=q;f[c>>2]=a;a=f[q>>2]|0;if(a|0){a=f[a+4>>2]|0;c=d+-1|0;if(!(c&d))a=a&c;else if(a>>>0>=d>>>0)a=(a>>>0)%(d>>>0)|0;a=(f[r>>2]|0)+(a<<2)|0;t=30}}else{f[q>>2]=f[a>>2];t=30}if((t|0)==30)f[a>>2]=q;f[i>>2]=(f[i>>2]|0)+1}if(!(b[v+60>>0]&1)){u=x;return}Fh[f[(f[e>>2]|0)+88>>2]&255](e,f[v+12>>2]|0,f[s>>2]|0,w);u=x;return}function yob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;c=f[a>>2]|0;d=c;if((((f[k>>2]|0)-c|0)/20|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>214748364)vd();g=f[l>>2]|0;i=pOb(b*20|0)|0;h=i+(((g-c|0)/20|0)*20|0)|0;j=h;i=i+(b*20|0)|0;c=g;if((c|0)==(d|0)){e=j;h=g}else{e=j;b=h;do{g=b+-20|0;m=c;c=c+-20|0;f[g>>2]=0;h=b+-16|0;f[h>>2]=0;f[b+-12>>2]=0;f[g>>2]=f[c>>2];g=m+-16|0;f[h>>2]=f[g>>2];h=m+-12|0;f[b+-12>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[c>>2]=0;m=m+-8|0;g=f[m+4>>2]|0;h=b+-8|0;f[h>>2]=f[m>>2];f[h+4>>2]=g;b=e+-20|0;e=b}while((c|0)!=(d|0));h=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;g=h;if((d|0)!=(g|0))do{c=d;d=d+-20|0;e=f[d>>2]|0;if(e|0){c=c+-16|0;b=f[c>>2]|0;if((b|0)!=(e|0))f[c>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}}while((d|0)!=(g|0));if(!h)return;sOb(h);return}function zob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[g+(h*20|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*20|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*20|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+12|0;b=f[c+4>>2]|0;g=g+(h*20|0)+12|0;f[g>>2]=f[c>>2];f[g+4>>2]=b;g=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{h=d+-20|0;m=c;c=c+-20|0;f[h>>2]=0;l=d+-16|0;f[l>>2]=0;f[d+-12>>2]=0;f[h>>2]=f[c>>2];h=m+-16|0;f[l>>2]=f[h>>2];l=m+-12|0;f[d+-12>>2]=f[l>>2];f[l>>2]=0;f[h>>2]=0;f[c>>2]=0;m=m+-8|0;h=f[m+4>>2]|0;l=d+-8|0;f[l>>2]=f[m>>2];f[l+4>>2]=h;d=e+-20|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-20|0;b=f[e>>2]|0;if(b|0){c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function Aob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function Bob(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;x=A+16|0;j=A+8|0;k=A+4|0;l=A;if(!d)z=f[a+76>>2]|0;else z=d;q=f[e>>2]|0;f[k>>2]=q;f[l>>2]=f[g>>2];f[j>>2]=f[k>>2];f[x>>2]=f[l>>2];y=oob(a,c,j,x)|0;t=a+8|0;w=f[t>>2]|0;f[t>>2]=w+1;t=y+40|0;k=ZPb(q|0,0,16)|0;k=WPb(q^61^k|0,I|0,9,0)|0;r=I;l=ZPb(k|0,r|0,4)|0;r=WPb(l^k|0,I^r|0,668265261,0)|0;k=I;k=ZPb(r|0,k|0,15)|0;r=k^r;k=y+44|0;l=f[k>>2]|0;p=(l|0)==0;a:do if(p){d=0;v=19}else{g=l+-1|0;j=(g&l|0)==0;if(j)d=g&r;else if(l>>>0>r>>>0)d=r;else d=(r>>>0)%(l>>>0)|0;e=f[(f[t>>2]|0)+(d<<2)>>2]|0;if(!e)v=19;else{if(j)while(1){e=f[e>>2]|0;if(!e){v=19;break a}s=f[e+4>>2]|0;if(!((s|0)==(r|0)|(s&g|0)==(d|0))){v=19;break a}if((f[e+8>>2]|0)==(q|0))break a}do{e=f[e>>2]|0;if(!e){v=19;break a}j=f[e+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(d|0)){v=19;break a}}}while((f[e+8>>2]|0)!=(q|0))}}while(0);if((v|0)==19){s=pOb(16)|0;f[s+8>>2]=q;f[s+12>>2]=w;f[s+4>>2]=r;f[s>>2]=0;g=y+52|0;m=+(((f[g>>2]|0)+1|0)>>>0);o=+n[y+56>>2];do if(p|o*+(l>>>0)<m){d=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;e=~~+W(+(m/o))>>>0;Iob(t,d>>>0<e>>>0?e:d);d=f[k>>2]|0;e=d+-1|0;if(!(e&d)){j=d;d=e&r;break}if(d>>>0>r>>>0){j=d;d=r}else{j=d;d=(r>>>0)%(d>>>0)|0}}else j=l;while(0);e=(f[t>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=y+48|0;f[s>>2]=f[d>>2];f[d>>2]=s;f[e>>2]=d;d=f[s>>2]|0;if(d|0){d=f[d+4>>2]|0;e=j+-1|0;if(!(e&j))d=d&e;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;v=32}}else{f[s>>2]=f[d>>2];v=32}if((v|0)==32)f[d>>2]=s;f[g>>2]=(f[g>>2]|0)+1}d=Lob(y+20|0,h)|0;if(!d)e=Lob((pob(a+80|0,a+20|0)|0)+20|0,h)|0;else e=d;j=a+164|0;d=b[j>>0]|0;do if(!(d&4))if(!(f[h>>2]|0))v=44;else{v=a+4|0;d=f[v>>2]|0;f[v>>2]=d+-1;Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,e+12|0);v=42}else{v=a+4|0;d=f[v>>2]|0;f[v>>2]=d+-1;if(!(f[h>>2]|0)){Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,a+28|0);v=42;break}else{Mob(e+12|0,a+28|0,x);Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,x);v=42;break}}while(0);if((v|0)==42)if(!d){d=b[j>>0]|0;v=44}if((v|0)==44)if(!(d&2)){Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,0,41956);b[j>>0]=b[j>>0]|2;d=0}else d=0;g=y+12|0;Th[f[(f[c>>2]|0)+148>>2]&127](c,z,w,f[g>>2]|0,d,i);j=y+60|0;d=b[j>>0]|0;if(d&1){u=A;return}e=f[y+28>>2]|0;if(e){d=e;do{i=d;Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[g>>2]|0,f[i+8>>2]|0,i+12|0);d=f[d>>2]|0}while((d|0)!=0);d=b[j>>0]|0}b[j>>0]=d|1;u=A;return}function Cob(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;g=f[d>>2]|0;if((e-g|0)>>>0<48){e=0;return e|0}g=(f[c>>2]|0)+g|0;if((f[g>>2]|0)!=79){e=0;return e|0}f[b+8>>2]=f[g+4>>2];f[b+12>>2]=f[g+8>>2];k=g+16|0;h=f[k+4>>2]|0;j=b;f[j>>2]=f[k>>2];f[j+4>>2]=h;j=g+24|0;h=b+16|0;f[h>>2]=f[j>>2];f[h+4>>2]=f[j+4>>2];f[h+8>>2]=f[j+8>>2];h=g+36|0;j=b+28|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[d>>2]=(f[d>>2]|0)+48;j=g+12|0;h=f[j>>2]|0;if(!h){e=1;return e|0}k=b+40|0;i=f[k>>2]|0;g=((f[b+44>>2]|0)-i|0)/56|0;if(h>>>0>g>>>0)Kob(k,h-g|0);else if(h>>>0<g>>>0)Dob(k,i+(h*56|0)|0);if(!(f[j>>2]|0)){e=1;return e|0}g=0;do{Cob(a,(f[k>>2]|0)+(g*56|0)|0,c,d,e)|0;g=g+1|0}while(g>>>0<(f[j>>2]|0)>>>0);g=1;return g|0}function Dob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+4|0;a=f[e>>2]|0;if((a|0)==(b|0))return;else c=a;while(1){a=c+-56|0;f[e>>2]=a;c=c+-16|0;d=f[c>>2]|0;if(d){Dob(c,d);sOb(f[c>>2]|0);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}return}function Eob(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;q=a+100|0;k=ZPb(c|0,0,16)|0;k=WPb(c^61^k|0,I|0,9,0)|0;o=I;l=ZPb(k|0,o|0,4)|0;o=WPb(l^k|0,I^o|0,668265261,0)|0;k=I;k=ZPb(o|0,k|0,15)|0;o=k^o;k=a+104|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{j=l+-1|0;g=(j&l|0)==0;if(g)b=j&o;else if(l>>>0>o>>>0)b=o;else b=(o>>>0)%(l>>>0)|0;e=f[(f[q>>2]|0)+(b<<2)>>2]|0;if(e){if(g){do{e=f[e>>2]|0;if(!e)break a;p=f[e+4>>2]|0;if(!((p|0)==(o|0)|(p&j|0)==(b|0)))break a}while((f[e+8>>2]|0)!=(c|0));return}do{e=f[e>>2]|0;if(!e)break a;g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(b|0))break a}}while((f[e+8>>2]|0)!=(c|0));return}}while(0);p=pOb(16)|0;f[p+8>>2]=c;f[p+12>>2]=d;f[p+4>>2]=o;f[p>>2]=0;j=a+112|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+116>>2];do if(m|i*+(l>>>0)<h){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;e=~~+W(+(h/i))>>>0;Iob(q,b>>>0<e>>>0?e:b);b=f[k>>2]|0;e=b+-1|0;if(!(e&b)){g=b;b=e&o;break}if(b>>>0>o>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);e=(f[q>>2]|0)+(b<<2)|0;b=f[e>>2]|0;if(!b){b=a+108|0;f[p>>2]=f[b>>2];f[b>>2]=p;f[e>>2]=b;b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;e=g+-1|0;if(!(e&g))b=b&e;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[q>>2]|0)+(b<<2)|0;r=30}}else{f[p>>2]=f[b>>2];r=30}if((r|0)==30)f[b>>2]=p;f[j>>2]=(f[j>>2]|0)+1;return}function Fob(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;c=t;r=a+80|0;f[c>>2]=d;c=pob(r,c)|0;if(c|0){d=c;d=d+16|0;f[d>>2]=e;u=t;return}l=f[a>>2]|0;f[a>>2]=l+-1;m=ZPb(d|0,0,16)|0;m=WPb(d^61^m|0,I|0,9,0)|0;q=I;o=ZPb(m|0,q|0,4)|0;q=WPb(o^m|0,I^q|0,668265261,0)|0;m=I;m=ZPb(q|0,m|0,15)|0;q=m^q;m=a+84|0;o=f[m>>2]|0;p=(o|0)==0;a:do if(p){g=0;s=18}else{k=o+-1|0;h=(k&o|0)==0;if(h)g=k&q;else if(o>>>0>q>>>0)g=q;else g=(q>>>0)%(o>>>0)|0;c=f[(f[r>>2]|0)+(g<<2)>>2]|0;if(!c)s=18;else{if(h)while(1){c=f[c>>2]|0;if(!c){s=18;break a}h=f[c+4>>2]|0;if(!((h|0)==(q|0)|(h&k|0)==(g|0))){s=18;break a}if((f[c+8>>2]|0)==(d|0))break a}do{c=f[c>>2]|0;if(!c){s=18;break a}h=f[c+4>>2]|0;if((h|0)!=(q|0)){if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(g|0)){s=18;break a}}}while((f[c+8>>2]|0)!=(d|0))}}while(0);if((s|0)==18){c=pOb(64)|0;f[c+8>>2]=d;f[c+12>>2]=l;l=c+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[c+36>>2]=1.0;l=c+40|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[c+56>>2]=1.0;b[c+60>>0]=0;f[c+4>>2]=q;f[c>>2]=0;l=a+92|0;i=+(((f[l>>2]|0)+1|0)>>>0);j=+n[a+96>>2];do if(p|j*+(o>>>0)<i){g=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;h=~~+W(+(i/j))>>>0;qob(r,g>>>0<h>>>0?h:g);g=f[m>>2]|0;h=g+-1|0;if(!(h&g)){k=g;g=h&q;break}if(g>>>0>q>>>0){k=g;g=q}else{k=g;g=(q>>>0)%(g>>>0)|0}}else k=o;while(0);h=(f[r>>2]|0)+(g<<2)|0;g=f[h>>2]|0;if(!g){g=a+88|0;f[c>>2]=f[g>>2];f[g>>2]=c;f[h>>2]=g;g=f[c>>2]|0;if(g|0){g=f[g+4>>2]|0;h=k+-1|0;if(!(h&k))g=g&h;else if(g>>>0>=k>>>0)g=(g>>>0)%(k>>>0)|0;g=(f[r>>2]|0)+(g<<2)|0;s=31}}else{f[c>>2]=f[g>>2];s=31}if((s|0)==31)f[g>>2]=c;f[l>>2]=(f[l>>2]|0)+1}g=a+20|0;if((f[g>>2]|0)!=-1){d=c;d=d+16|0;f[d>>2]=e;u=t;return}f[g>>2]=d;d=(pob(a+80|0,g)|0)+12|0;f[a+24>>2]=f[d>>2];d=c;d=d+16|0;f[d>>2]=e;u=t;return}function Gob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;e=m;if(b[a+164>>0]&8){xh[f[(f[d>>2]|0)+76>>2]&127](d,c+8|0,f[c+4>>2]|0);u=m;return}f[e>>2]=0;g=e+4|0;f[g>>2]=0;f[e+8>>2]=0;l=a+124|0;d=f[l>>2]|0;if(d>>>0<(f[a+128>>2]|0)>>>0){f[d>>2]=0;k=d+4|0;f[k>>2]=0;f[d+8>>2]=0;f[d>>2]=f[e>>2];f[k>>2]=f[g>>2];k=e+8|0;f[d+8>>2]=f[k>>2];f[k>>2]=0;f[g>>2]=0;f[e>>2]=0;f[l>>2]=(f[l>>2]|0)+12}else{Hob(a+120|0,e);d=f[e>>2]|0;if(d|0){if((f[g>>2]|0)!=(d|0))f[g>>2]=d;sOb(d)}}a=f[l>>2]|0;e=a+-12|0;i=c+4|0;d=f[i>>2]|0;j=a+-8|0;k=f[j>>2]|0;h=f[e>>2]|0;g=k-h|0;if(d>>>0>g>>>0){AWa(e,d-g|0);a=f[l>>2]|0;d=f[i>>2]|0}else if(d>>>0<g>>>0){e=h+d|0;if((e|0)!=(k|0))f[j>>2]=e}bQb(f[a+-12>>2]|0,c+8|0,d|0)|0;u=m;return}function Hob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;h=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;g=b;d=b}else{do{l=d+-12|0;g=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=g+-8|0;f[m>>2]=f[l>>2];g=g+-4|0;f[d+-4>>2]=f[g>>2];f[g>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;g=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=c;f[j>>2]=h;f[k>>2]=i;b=g;if((d|0)!=(b|0))do{c=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){c=c+-8|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e)}}while((d|0)!=(b|0));if(!g)return;sOb(g);return}function Iob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Job(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Job(a,b);return}function Job(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Kob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+8|0;g=f[m>>2]|0;n=a+4|0;c=f[n>>2]|0;if(((g-c|0)/56|0)>>>0>=b>>>0){do{f[c+40>>2]=0;f[c+44>>2]=0;f[c+48>>2]=0;c=(f[n>>2]|0)+56|0;f[n>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/56|0;c=e+b|0;if(c>>>0>76695844)AMb(a);k=(g-d|0)/56|0;l=k<<1;c=k>>>0<38347922?(l>>>0<c>>>0?c:l):76695844;do if(!c)h=0;else if(c>>>0>76695844)vd();else{h=pOb(c*56|0)|0;break}while(0);g=h+(e*56|0)|0;e=h+(c*56|0)|0;c=b;d=g;while(1){f[d+40>>2]=0;f[d+44>>2]=0;f[d+48>>2]=0;c=c+-1|0;if(!c)break;else d=d+56|0}d=g;l=g+(b*56|0)|0;k=f[a>>2]|0;c=f[n>>2]|0;if((c|0)==(k|0)){b=d;g=k;c=k}else{b=d;do{d=c;c=c+-56|0;h=g+-56|0;i=c;j=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(j|0));i=g+-16|0;j=d+-16|0;f[i>>2]=0;h=g+-12|0;f[h>>2]=0;f[g+-8>>2]=0;f[i>>2]=f[j>>2];i=d+-12|0;f[h>>2]=f[i>>2];h=d+-8|0;f[g+-8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;g=b+-56|0;b=g}while((c|0)!=(k|0));g=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=b;f[n>>2]=l;f[m>>2]=e;e=g;if((c|0)!=(e|0))do{b=c+-16|0;c=c+-56|0;d=f[b>>2]|0;if(d|0){Dob(b,d);sOb(f[b>>2]|0)}}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Lob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function Mob(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,f=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;f=a+4|0;m=b+12|0;h=a+8|0;l=b+24|0;n[c>>2]=+n[a>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[h>>2]*+n[l>>2];k=b+4|0;j=b+16|0;i=b+28|0;n[c+4>>2]=+n[a>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[h>>2]*+n[i>>2];g=b+8|0;e=b+20|0;d=b+32|0;n[c+8>>2]=+n[a>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[h>>2]*+n[d>>2];h=a+12|0;f=a+16|0;o=a+20|0;n[c+12>>2]=+n[h>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[o>>2]*+n[l>>2];n[c+16>>2]=+n[h>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[o>>2]*+n[i>>2];n[c+20>>2]=+n[h>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[o>>2]*+n[d>>2];o=a+24|0;f=a+28|0;h=a+32|0;n[c+24>>2]=+n[o>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[h>>2]*+n[l>>2];n[c+28>>2]=+n[o>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[h>>2]*+n[i>>2];n[c+32>>2]=+n[o>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[h>>2]*+n[d>>2];h=a+36|0;f=a+40|0;a=a+44|0;n[c+36>>2]=+n[b+36>>2]+(+n[h>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[a>>2]*+n[l>>2]);n[c+40>>2]=+n[b+40>>2]+(+n[h>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[a>>2]*+n[i>>2]);n[c+44>>2]=+n[b+44>>2]+(+n[h>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[a>>2]*+n[d>>2]);return}function Nob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Oob(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Oob(a,b);return}function Oob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Pob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=pOb(120)|0;h=d&1;f[i>>2]=c;d=i+108|0;f[i+112>>2]=0;c=i+116|0;e=i+4|0;g=e+100|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));b[c>>0]=h;f[d>>2]=-1;f[a>>2]=i;return}function Qob(a){a=a|0;var b=0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;Rob(b);sOb(b);return}function Rob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;b=a+96|0;c=f[b>>2]|0;if(c|0){d=f[c>>2]|0;if(d|0){e=c+4|0;if((f[e>>2]|0)!=(d|0))f[e>>2]=d;sOb(d)}sOb(c);f[b>>2]=0}o=a+16|0;mOb(o);n=a+4|0;b=f[n>>2]|0;q=a+8|0;g=f[q>>2]|0;if((b|0)!=(g|0)){do{d=f[b>>2]|0;if(d|0){e=f[d>>2]|0;if(e|0){c=d+4|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e)}sOb(d)}b=b+4|0}while((b|0)!=(g|0));b=f[n>>2]|0;c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-4-b|0)>>>2)<<2)}nOb(o);Sob(a);m=a+112|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);lOb(a+68|0);l=a+48|0;b=f[l>>2]|0;k=a+60|0;c=f[k>>2]|0;e=b+(c>>>10<<2)|0;m=a+52|0;d=f[m>>2]|0;i=d;j=b;if((d|0)==(b|0)){c=0;g=0;h=a+64|0}else{h=a+64|0;g=(f[h>>2]|0)+c|0;c=(f[e>>2]|0)+((c&1023)<<2)|0;g=(f[b+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0}a:while(1){do{if((g|0)==(c|0))break a;c=c+4|0}while((c-(f[e>>2]|0)|0)!=4096);c=e+4|0;e=c;c=f[c>>2]|0}f[h>>2]=0;c=i-j>>2;if(c>>>0>2)do{sOb(f[b>>2]|0);b=(f[l>>2]|0)+4|0;f[l>>2]=b;d=f[m>>2]|0;c=d-b>>2}while(c>>>0>2);switch(c|0){case 1:{c=512;p=25;break}case 2:{c=1024;p=25;break}default:{}}if((p|0)==25)f[k>>2]=c;if((b|0)!=(d|0)){do{sOb(f[b>>2]|0);b=b+4|0}while((b|0)!=(d|0));b=f[l>>2]|0;c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-4-b|0)>>>2)<<2)}b=f[a+44>>2]|0;if(b|0)sOb(b);lOb(o);b=f[n>>2]|0;if(!b)return;c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b);return}function Sob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+68|0;mOb(k);h=a+64|0;b=f[h>>2]|0;if(!b){nOb(k);return}j=a+48|0;c=f[j>>2]|0;l=a+60|0;d=f[l>>2]|0;e=c+(d>>>10<<2)|0;i=a+52|0;if((f[i>>2]|0)==(c|0)){g=0;a=0}else{g=d+b|0;g=(f[c+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0;a=(f[e>>2]|0)+((d&1023)<<2)|0}a:while(1){do{if((g|0)==(a|0))break a;b=f[a>>2]|0;if(b|0){c=f[b>>2]|0;if(c|0){d=b+4|0;if((f[d>>2]|0)!=(c|0))f[d>>2]=c;sOb(c)}sOb(b)}a=a+4|0}while((a-(f[e>>2]|0)|0)!=4096);a=e+4|0;e=a;a=f[a>>2]|0}b=f[j>>2]|0;a=f[l>>2]|0;c=b+(a>>>10<<2)|0;g=f[i>>2]|0;d=g;e=b;if((g|0)==(b|0)){g=0;a=0}else{g=(f[h>>2]|0)+a|0;g=(f[b+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0;a=(f[c>>2]|0)+((a&1023)<<2)|0}b:while(1){do{if((g|0)==(a|0))break b;a=a+4|0}while((a-(f[c>>2]|0)|0)!=4096);a=c+4|0;c=a;a=f[a>>2]|0}f[h>>2]=0;a=d-e>>2;if(a>>>0>2)do{sOb(f[b>>2]|0);b=(f[j>>2]|0)+4|0;f[j>>2]=b;a=(f[i>>2]|0)-b>>2}while(a>>>0>2);switch(a|0){case 1:{a=512;break}case 2:{a=1024;break}default:{nOb(k);return}}f[l>>2]=a;nOb(k);return}function Tob(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;a=d+16|0;mOb(a);b=d+8|0;c=f[b>>2]|0;if((f[d+4>>2]|0)==(c|0)){nOb(a);d=pOb(12)|0;c=pOb(16384)|0;b=c;f[d>>2]=b;f[d+4>>2]=b;f[d+8>>2]=c+16384;return d|0}else{c=c+-4|0;d=f[c>>2]|0;f[b>>2]=c;nOb(a);return d|0}return 0}function Uob(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=f[a>>2]|0;if(!(b[h+116>>0]|0)){c=uob(h,c)|0;return c|0}k=h+68|0;mOb(k);i=h+48|0;a=f[i>>2]|0;l=(f[h+52>>2]|0)-a|0;e=h+60|0;g=f[e>>2]|0;j=h+64|0;d=f[j>>2]|0;if((((l|0)==0?0:(l<<8)+-1|0)|0)==(d+g|0)){Vob(h+44|0);g=f[e>>2]|0;d=f[j>>2]|0;a=f[i>>2]|0}l=d+g|0;f[(f[a+(l>>>10<<2)>>2]|0)+((l&1023)<<2)>>2]=c;f[j>>2]=d+1;nOb(k);l=0;return l|0}function Vob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>1023){f[b>>2]=c+-1024;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;Wob(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;Xob(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;Yob(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function Wob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function Xob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function Yob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function Zob(a){a=a|0;_ob(f[a>>2]|0);return}function _ob(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+112|0;d=f[c>>2]|0;if(!d){d=pOb(8)|0;f[d>>2]=41948;e=pOb(168)|0;f[e>>2]=536870910;f[e+4>>2]=536870910;f[e+8>>2]=268435457;h=e+12|0;g=e+80|0;f[h>>2]=-1;f[h+4>>2]=-1;f[h+8>>2]=-1;f[h+12>>2]=-1;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+96>>2]=1.0;g=e+100|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+116>>2]=1.0;f[e+120>>2]=0;f[e+124>>2]=0;f[e+128>>2]=0;f[e+156>>2]=0;f[e+160>>2]=-1;b[e+164>>0]=0;n[e+132>>2]=3402823466385288598117041.0e14;n[e+136>>2]=3402823466385288598117041.0e14;n[e+140>>2]=3402823466385288598117041.0e14;n[e+144>>2]=-3402823466385288598117041.0e14;n[e+148>>2]=-3402823466385288598117041.0e14;n[e+152>>2]=-3402823466385288598117041.0e14;f[d+4>>2]=e;f[c>>2]=d}e=f[a>>2]|0;c=f[d+4>>2]|0;d=c+164|0;if(b[d>>0]&32)return;Lh[f[(f[e>>2]|0)+8>>2]&255](e,68,69,-2,0);a=b[d>>0]|0;if(a<<24>>24>-1){b[d>>0]=a|-128;Fh[f[(f[e>>2]|0)+36>>2]&255](e,f[c+76>>2]|0,240214,27)}oh[f[(f[e>>2]|0)+12>>2]&1023](e,0);b[d>>0]=b[d>>0]|32;return}function $ob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;a=(f[a>>2]|0)+112|0;e=f[a>>2]|0;if(e|0){e=e+4|0;e=f[e>>2]|0;apb(e,c,d);return}e=pOb(8)|0;f[e>>2]=41948;g=pOb(168)|0;f[g>>2]=536870910;f[g+4>>2]=536870910;f[g+8>>2]=268435457;i=g+12|0;h=g+80|0;f[i>>2]=-1;f[i+4>>2]=-1;f[i+8>>2]=-1;f[i+12>>2]=-1;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[g+96>>2]=1.0;h=g+100|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[g+116>>2]=1.0;f[g+120>>2]=0;f[g+124>>2]=0;f[g+128>>2]=0;f[g+156>>2]=0;f[g+160>>2]=-1;b[g+164>>0]=0;n[g+132>>2]=3402823466385288598117041.0e14;n[g+136>>2]=3402823466385288598117041.0e14;n[g+140>>2]=3402823466385288598117041.0e14;n[g+144>>2]=-3402823466385288598117041.0e14;n[g+148>>2]=-3402823466385288598117041.0e14;n[g+152>>2]=-3402823466385288598117041.0e14;f[e+4>>2]=g;f[a>>2]=e;e=e+4|0;e=f[e>>2]|0;apb(e,c,d);return}function apb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0;q=a+80|0;r=a+92|0;if(!(f[r>>2]|0)){h=a+84|0;g=h;o=q;h=f[h>>2]|0}else{g=a+88|0;nob(q,f[g>>2]|0);f[g>>2]=0;g=a+84|0;h=f[g>>2]|0;if(h|0){e=0;do{f[(f[q>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(h|0))}f[r>>2]=0;o=q}m=(h|0)==0;a:do if(m){e=0;p=23}else{l=h+-1|0;j=(l&h|0)==0;if(j)e=l&-156451835;else if(h>>>0>4138515461)e=-156451835;else e=4138515461%(h>>>0)|0;i=f[(f[q>>2]|0)+(e<<2)>>2]|0;if(!i)p=23;else{if(j)while(1){i=f[i>>2]|0;if(!i){p=23;break a}j=f[i+4>>2]|0;if(!((j|0)==-156451835|(j&l|0)==(e|0))){p=23;break a}if((f[i+8>>2]|0)==-2)break a}do{i=f[i>>2]|0;if(!i){p=23;break a}j=f[i+4>>2]|0;if((j|0)!=-156451835){if(j>>>0>=h>>>0)j=(j>>>0)%(h>>>0)|0;if((j|0)!=(e|0)){p=23;break a}}}while((f[i+8>>2]|0)!=-2)}}while(0);if((p|0)==23){i=pOb(64)|0;f[i+8>>2]=-2;f[i+12>>2]=-2;l=i+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[i+36>>2]=1.0;l=i+40|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[i+56>>2]=1.0;b[i+60>>0]=0;f[i+4>>2]=-156451835;f[i>>2]=0;k=+n[a+96>>2];do if(m|k*+(h>>>0)<1.0){e=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;m=~~+W(+(1.0/k))>>>0;qob(o,e>>>0<m>>>0?m:e);e=f[g>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&-156451835;break}if(e>>>0>4138515461){h=e;e=-156451835}else{h=e;e=4138515461%(e>>>0)|0}}while(0);g=(f[q>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=a+88|0;f[i>>2]=f[e>>2];f[e>>2]=i;f[g>>2]=e;e=f[i>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[q>>2]|0)+(e<<2)|0;p=36}}else{f[i>>2]=f[e>>2];p=36}if((p|0)==36)f[e>>2]=i;f[r>>2]=(f[r>>2]|0)+1}i=a+112|0;if(f[i>>2]|0){g=a+108|0;e=f[g>>2]|0;if(e|0)do{r=e;e=f[e>>2]|0;sOb(r)}while((e|0)!=0);f[g>>2]=0;g=f[a+104>>2]|0;if(g|0){h=a+100|0;e=0;do{f[(f[h>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(g|0))}f[i>>2]=0}i=f[a+120>>2]|0;j=a+124|0;e=f[j>>2]|0;if((e|0)!=(i|0))do{g=e+-12|0;f[j>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;if((f[e>>2]|0)!=(h|0))f[e>>2]=h;sOb(h);e=f[j>>2]|0}}while((e|0)!=(i|0));h=a+164|0;i=b[h>>0]&34;b[h>>0]=i;f[a+160>>2]=-1;if(!d){d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}if(!(zBb(42004,d,48)|0)){d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}j=a+28|0;e=d;g=j+48|0;do{f[j>>2]=f[e>>2];j=j+4|0;e=e+4|0}while((j|0)<(g|0));b[h>>0]=i|4;d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}function bpb(a){a=a|0;var b=0,c=0,d=0,e=0;d=u;u=u+16|0;c=d;b=f[a>>2]|0;a=b+68|0;mOb(a);b=b+64|0;e=(f[b>>2]|0)==0;nOb(a);if(e){u=d;return}do{e=c;f[e>>2]=1e6;f[e+4>>2]=0;dPb(c);mOb(a);e=(f[b>>2]|0)==0;nOb(a)}while(!e);u=d;return}function cpb(a){a=a|0;var c=0,d=0,e=0,g=0;a=(f[a>>2]|0)+112|0;c=f[a>>2]|0;if(c|0){a=c;a=a+4|0;a=f[a>>2]|0;a=a+8|0;c=f[a>>2]|0;d=c+1|0;f[a>>2]=d;return c|0}c=pOb(8)|0;f[c>>2]=41948;d=pOb(168)|0;f[d>>2]=536870910;f[d+4>>2]=536870910;f[d+8>>2]=268435457;g=d+12|0;e=d+80|0;f[g>>2]=-1;f[g+4>>2]=-1;f[g+8>>2]=-1;f[g+12>>2]=-1;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[d+96>>2]=1.0;e=d+100|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[d+116>>2]=1.0;f[d+120>>2]=0;f[d+124>>2]=0;f[d+128>>2]=0;f[d+156>>2]=0;f[d+160>>2]=-1;b[d+164>>0]=0;n[d+132>>2]=3402823466385288598117041.0e14;n[d+136>>2]=3402823466385288598117041.0e14;n[d+140>>2]=3402823466385288598117041.0e14;n[d+144>>2]=-3402823466385288598117041.0e14;n[d+148>>2]=-3402823466385288598117041.0e14;n[d+152>>2]=-3402823466385288598117041.0e14;f[c+4>>2]=d;f[a>>2]=c;c=c+4|0;c=f[c>>2]|0;c=c+8|0;d=f[c>>2]|0;a=d+1|0;f[c>>2]=a;return d|0}function dpb(a){a=a|0;return f[(f[a>>2]|0)+112>>2]|0}function epb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0;l=c;k=f[l+4>>2]|0;c=a;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[a+8>>2]=b;c=a+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;c=pOb(40)|0;f[a+24>>2]=c;f[a+32>>2]=c+40;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;b=c+20|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[a+28>>2]=c+40;f[a+36>>2]=0;f[a+40>>2]=g;j=+n[d>>2]*.5+ +n[e>>2]*.5;n[a+44>>2]=j;c=d+4|0;i=+n[c>>2]*.5+ +n[e+4>>2]*.5;n[a+48>>2]=i;g=d+8|0;h=+n[g>>2]*.5+ +n[e+8>>2]*.5;n[a+52>>2]=h;j=j-+n[d>>2];n[a+56>>2]=j;i=i-+n[c>>2];n[a+60>>2]=i;h=h-+n[g>>2];n[a+64>>2]=h;n[a+68>>2]=j*j+(i*i+h*h);return}function fpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=b;c=f[e+4>>2]|0;d=a;f[d>>2]=f[e>>2];f[d+4>>2]=c;f[a+8>>2]=f[b+8>>2];d=a+12|0;c=b+12|0;f[d>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[d>>2]=f[c>>2];d=b+16|0;f[e>>2]=f[d>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[c>>2]=0;c=a+24|0;d=b+24|0;f[c>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[c>>2]=f[d>>2];c=b+28|0;f[e>>2]=f[c>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[c>>2]=0;f[d>>2]=0;d=b+36|0;c=f[d>>2]|0;f[d>>2]=0;f[a+36>>2]=c;f[a+40>>2]=f[b+40>>2];f[a+44>>2]=f[b+44>>2];f[a+48>>2]=f[b+48>>2];f[a+52>>2]=f[b+52>>2];f[a+56>>2]=f[b+56>>2];f[a+60>>2]=f[b+60>>2];f[a+64>>2]=f[b+64>>2];f[a+68>>2]=f[b+68>>2];return}function gpb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0.0,p=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+96|0;C=D+64|0;r=D+68|0;q=D;f[C>>2]=c;qJa(c,a,r);p=f[c+4>>2]|0;B=a+40|0;do if(!((f[B>>2]|0)==0|g^1)){if(!e)if(b[(f[p+44>>2]|0)+148>>0]&1)break;if(!(Dpb()|0)){l=p+44|0;m=f[l>>2]|0;c=f[m+52>>2]|0;y=r+16|0;f[y>>2]=c;g=(f[m+28>>2]|0)==0;do if(!(f[m+24>>2]|0)){h=(f[m+32>>2]|0)==0;if(!g){if(!h){A=20;break}c=c|2097152;f[y>>2]=c;A=20;break}if(!h){c=c|4194304;f[y>>2]=c;A=20;break}c=f[a+24>>2]|0;g=c+8|0;h=f[g>>2]|0;if((h|0)==(f[c+12>>2]|0)){rcb(c+4|0,C);break}else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4;break}}else if(g)if(!(f[m+32>>2]|0)){c=c|1048576;f[y>>2]=c;A=20}else A=20;else A=20;while(0);do if((A|0)==20){if(ALa(m+68|0)|0)if(!(f[(f[l>>2]|0)+52>>2]&131072))if(!(Pg[f[(f[p>>2]|0)+8>>2]&1023](p)|0)){z=(f[l>>2]|0)+148|0;b[z>>0]=b[z>>0]|1;iJa(q,f[C>>2]|0);t=+n[q>>2];v=+n[q+20>>2];x=+n[q+40>>2];w=+n[q+36>>2];i=+n[q+24>>2];j=+n[q+16>>2];k=+n[q+4>>2];o=+n[q+8>>2];s=+n[q+32>>2];if(s*(i*k-v*o)+(t*(v*x-w*i)-j*(x*k-w*o))<0.0){c=c|262144;f[y>>2]=c}t=t*t+(k*k+o*o);o=j*j+(v*v+i*i);i=s*s+(w*w+x*x);j=(t+0.0+o+i)*.3333333432674408;k=j*9.999999747378752e-05;if(+K(+(t-j))>k)A=33;else if(+K(+(o-j))>k)A=33;else if(+K(+(i-j))>k)A=33;if((A|0)==33)f[y>>2]=c|524288;g=f[C>>2]|0;f[r>>2]=f[g+36>>2];f[r+4>>2]=f[g+44>>2];f[r+8>>2]=f[g+52>>2];f[r+12>>2]=f[g+108>>2];g=a+36|0;c=f[g>>2]|0;if(!c){c=pOb(20)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;f[g>>2]=c}r=ipb(c,r)|0;z=ihb()|0;z=z>>>((f[y>>2]|0)>>>19&1);q=a+24|0;if(!(f[r>>2]|0)){c=a+28|0;g=f[c>>2]|0;f[r>>2]=(g-(f[q>>2]|0)|0)/20|0;if((f[a+32>>2]|0)>>>0>g>>>0){y=g;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;y=(f[c>>2]|0)+20|0;f[c>>2]=y;c=y}else{jpb(q);c=f[c>>2]|0}l=c+-16|0;m=c+-8|0;p=f[l>>2]|0;if((f[m>>2]|0)-p>>2>>>0<z>>>0){c=c+-12|0;if(z>>>0>1073741823)vd();g=(f[c>>2]|0)-p|0;h=pOb(z<<2)|0;if((g|0)>0)bQb(h|0,p|0,g|0)|0;f[l>>2]=h;f[c>>2]=h+(g>>2<<2);f[m>>2]=h+(z<<2);if(p|0)sOb(p)}}h=f[r>>2]|0;g=f[a+24>>2]|0;y=f[(f[(f[(f[C>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;if((f[g+(h*20|0)+8>>2]|0)-(f[g+(h*20|0)+4>>2]|0)>>2>>>0<z>>>0){c=r+4|0;if(((f[c>>2]|0)+y|0)>>>0>65536)A=50;else h=g+(h*20|0)|0}else{c=r+4|0;A=50}do if((A|0)==50){kpb(a,d,h);g=a+28|0;h=f[g>>2]|0;f[r>>2]=(h-(f[q>>2]|0)|0)/20|0;f[c>>2]=0;if((f[a+32>>2]|0)>>>0>h>>>0){A=h;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;A=(f[g>>2]|0)+20|0;f[g>>2]=A;g=A}else{jpb(q);g=f[g>>2]|0}h=g+-20|0;p=g+-16|0;q=g+-8|0;r=f[p>>2]|0;if((f[q>>2]|0)-r>>2>>>0<z>>>0){g=g+-12|0;if(z>>>0>1073741823)vd();l=(f[g>>2]|0)-r|0;m=pOb(z<<2)|0;if((l|0)>0)bQb(m|0,r|0,l|0)|0;f[p>>2]=m;f[g>>2]=m+(l>>2<<2);f[q>>2]=m+(z<<2);if(!r)break;sOb(r)}}while(0);f[c>>2]=(f[c>>2]|0)+y;c=h+8|0;g=f[c>>2]|0;if((g|0)==(f[h+12>>2]|0))rcb(h+4|0,C);else{f[g>>2]=f[C>>2];f[c>>2]=(f[c>>2]|0)+4}C=(f[B>>2]|0)+-1|0;f[B>>2]=C;if(C|0)break;hpb(a,d,e);break}c=f[a+24>>2]|0;g=c+28|0;h=f[g>>2]|0;if((h|0)==(f[c+32>>2]|0))rcb(c+24|0,C);else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4}C=(f[B>>2]|0)+-1|0;f[B>>2]=C;if(!C)hpb(a,d,e)}while(0);u=D;return}}while(0);c=f[a+24>>2]|0;g=c+28|0;h=f[g>>2]|0;if((h|0)==(f[c+32>>2]|0)){rcb(c+24|0,C);u=D;return}else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4;u=D;return}}function hpb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+24|0;g=f[l>>2]|0;h=g+4|0;m=f[h>>2]|0;i=g+8|0;k=f[i>>2]|0;d=m;e=k;if((m|0)!=(k|0)){f[h>>2]=0;f[i>>2]=0;h=g+12|0;k=f[h>>2]|0;f[h>>2]=0;h=e-d>>2;a:do if(h){g=0;do{while(1){i=m+(g<<2)|0;j=f[i>>2]|0;n=f[(f[j+4>>2]|0)+44>>2]|0;if((f[n+32>>2]|0)!=(0-((f[n+24>>2]|0)+(f[n+28>>2]|0))|0))break;g=g+1|0;if(g>>>0>=h>>>0)break a}gpb(a,j,b,c,1);e=e+-4|0;h=f[i>>2]|0;f[i>>2]=f[e>>2];f[e>>2]=h;h=e-d>>2}while(g>>>0<h>>>0)}while(0);if((m|0)!=(e|0)){m=f[l>>2]|0;l=m+4|0;n=f[l>>2]|0;f[l>>2]=d;f[m+8>>2]=e;f[m+12>>2]=k;d=n}if(d|0)sOb(d)}if(f[a+40>>2]|0)return;g=a+36|0;e=f[g>>2]|0;if(!e)return;d=f[e+8>>2]|0;if(!d)f[g>>2]=0;else{do{kpb(a,b,f[d+28>>2]|0);d=f[d>>2]|0}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(!d)return;else e=d}d=f[e+8>>2]|0;if(d|0)do{n=d;d=f[d>>2]|0;sOb(n)}while((d|0)!=0);d=f[e>>2]|0;f[e>>2]=0;if(d|0)sOb(d);sOb(e);return}function ipb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;k=f[b>>2]|0;s=X(k,1540483477)|0;s=(X(s>>>24^s,1540483477)|0)^1866966612;s=X(s>>>13^s,1540483477)|0;s=s>>>15^s;l=f[b+4>>2]|0;m=X(l,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;s=(s<<6)+-1640531527+(s>>>2)+(m>>>15^m)^s;m=f[b+8>>2]|0;o=X(m,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;s=(o>>>15^o)+-1640531527+(s<<6)+(s>>>2)^s;o=f[b+12>>2]|0;j=X(o,1540483477)|0;j=(X(j>>>24^j,1540483477)|0)^1866966612;j=X(j>>>13^j,1540483477)|0;s=(j>>>15^j)+-1640531527+(s<<6)+(s>>>2)^s;j=f[b+16>>2]|0;s=j+-1640531527+(s<<6)+(s>>>2)^s;q=a+4|0;h=f[q>>2]|0;r=(h|0)==0;a:do if(r)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)p=s&i;else if(s>>>0<h>>>0)p=s;else p=(s>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(p<<2)>>2]|0;if(!c)c=p;else{c=f[c>>2]|0;if(!c)c=p;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(s|0)|(d&i|0)==(p|0))){c=p;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(l|0))if((f[c+16>>2]|0)==(m|0))if((f[c+20>>2]|0)==(o|0))if((f[c+24>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=p;break a}}a=c+28|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(s|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(p|0)){c=p;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(l|0))if((f[c+16>>2]|0)==(m|0))if((f[c+20>>2]|0)==(o|0))if((f[c+24>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=p;break a}}a=c+28|0;return a|0}}}while(0);j=pOb(36)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[i+12>>2]=f[b+12>>2];f[i+16>>2]=f[b+16>>2];f[j+28>>2]=0;f[j+32>>2]=0;f[j+4>>2]=s;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(r|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;upb(a,c>>>0<d>>>0?d:c);c=f[q>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&s;break}if(s>>>0<c>>>0){h=c;c=s}else{h=c;c=(s>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;t=39}}else{f[j>>2]=f[c>>2];t=39}if((t|0)==39)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+28|0;return a|0}function jpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=a+4|0;j=f[k>>2]|0;c=f[a>>2]|0;h=(j-c|0)/20|0;d=h+1|0;b=c;e=j;if(d>>>0>214748364)AMb(a);l=a+8|0;c=((f[l>>2]|0)-c|0)/20|0;g=c<<1;g=c>>>0<107374182?(g>>>0<d>>>0?d:g):214748364;do if(!g)i=0;else if(g>>>0>214748364)vd();else{i=pOb(g*20|0)|0;break}while(0);c=i+(h*20|0)|0;d=c;g=i+(g*20|0)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;h=c+20|0;if((e|0)==(b|0))e=j;else{do{j=e;e=e+-20|0;m=f[e>>2]|0;f[e>>2]=0;f[c+-20>>2]=m;m=c+-16|0;i=j+-16|0;f[m>>2]=0;n=c+-12|0;f[n>>2]=0;f[c+-8>>2]=0;f[m>>2]=f[i>>2];m=j+-12|0;f[n>>2]=f[m>>2];n=j+-8|0;f[c+-8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[i>>2]=0;f[c+-4>>2]=f[j+-4>>2];c=d+-20|0;d=c}while((e|0)!=(b|0));e=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=d;f[k>>2]=h;f[l>>2]=g;c=e;if((b|0)!=(c|0))do{b=b+-20|0;UFa(b)}while((b|0)!=(c|0));if(!e)return;sOb(e);return}function kpb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}j=f[c>>2]|0;i=f[c+4>>2]|0;if(i|0)hOb(i);h=f[64717]|0;g=f[64716]|0;k=h-g|0;c=f[64719]|0;e=f[64720]|0;if((((k|0)==0?0:(k<<6)+-1|0)|0)==(e+c|0)){lpb(258860);c=f[64719]|0;e=f[64720]|0;h=f[64717]|0;g=f[64716]|0}c=e+c|0;if((h|0)==(g|0))c=0;else c=(f[g+(c>>>8<<2)>>2]|0)+((c&255)<<4)|0;f[c>>2]=j;f[c+4>>2]=i;f[c+8>>2]=a;f[c+12>>2]=d;f[64720]=(f[64720]|0)+1;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if((f[64720]|0)!=1)return;Hha(961,0,4);return}function lpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>255){f[b>>2]=c+-256;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;rpb(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;spb(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;tpb(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function mpb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0;if(!a)return;e=+Gha();do{if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if(!(f[64720]|0))break;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}c=f[64719]|0;a=f[(f[64716]|0)+(c>>>8<<2)>>2]|0;c=c&255;g=f[a+(c<<4)+4>>2]|0;h=(g|0)==0;if(!h)hOb(g);i=f[a+(c<<4)+8>>2]|0;d=f[a+(c<<4)+12>>2]|0;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}a=f[64719]|0;c=f[(f[(f[64716]|0)+(a>>>8<<2)>>2]|0)+((a&255)<<4)+4>>2]|0;if(c){jOb(c);a=f[64719]|0}f[64720]=(f[64720]|0)+-1;c=a+1|0;f[64719]=c;if(c>>>0>511){sOb(f[f[64716]>>2]|0);f[64716]=(f[64716]|0)+4;f[64719]=(f[64719]|0)+-256}if(!h){if((f[g+4>>2]|0)!=-1)npb(i,d);jOb(g)}}while(+Gha()-e<20.0);if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if(f[64720]|0){Hha(961,0,4);return}if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}opb(258860);return}function npb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;w=0;y=u;u=u+1776|0;x=f[(a+24|0)>>2]|0;if((((f[a+28>>2]|0)-x|0)/20|0)>>>0<=b>>>0){u=y;return}c=f[(x+(b*20|0)+4|0)>>2]|0;g=f[(x+(b*20|0)+8|0)>>2]|0;a:do if((c|0)==(g|0)){e=c;w=5}else while(1){v=f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0;if((f[v+32>>2]|0)==(0-((f[v+24>>2]|0)+(f[v+28>>2]|0))|0)){e=c;w=5;break a}c=c+4|0;if((c|0)==(g|0)){d=g;i=g;l=g;break}}while(0);if((w|0)==5){d=e;if((e|0)==(g|0)){i=g;l=g}else{c=d;b:while(1){do{e=c+4|0;c=e;if((e|0)==(g|0))break b;e=f[e>>2]|0;v=f[(f[e+4>>2]|0)+44>>2]|0}while((f[v+32>>2]|0)==(0-((f[v+24>>2]|0)+(f[v+28>>2]|0))|0));f[d>>2]=e;d=d+4|0}l=f[(x+(b*20|0)+8|0)>>2]|0;i=l}}k=d;if((l|0)==(k|0))c=l;else{i=d;g=k;while(1){c=f[(a+24|0)>>2]|0;e=f[(c+8|0)>>2]|0;if((e|0)==(f[c+12>>2]|0))rcb(c+4|0,g);else{f[e>>2]=f[i>>2];f[(c+8|0)>>2]=(f[(c+8|0)>>2]|0)+4}c=g+4|0;if((l|0)==(c|0))break;else{i=c;g=c}}i=f[(x+(b*20|0)+8|0)>>2]|0;c=i}g=f[(x+(b*20|0)+4|0)>>2]|0;g=g+(d-g>>2<<2)|0;if((c|0)==(k|0)){g=x+(b*20|0)+8|0;c=i}else{c=g+(c-d>>2<<2)|0;e=i-c|0;if(!(e>>2)){c=i;d=i}else{cQb(g|0,c|0,e|0)|0;d=f[(x+(b*20|0)+8|0)>>2]|0;c=d}if((d|0)==(g+(e>>2<<2)|0|0))g=x+(b*20|0)+8|0;else{c=d+(~((d+-4-(g+(e>>2<<2)|0)|0)>>>2)<<2)|0;f[(x+(b*20|0)+8|0)>>2]=c;g=x+(b*20|0)+8|0}}e=f[(x+(b*20|0)+4|0)>>2]|0;c=c-e|0;if((f[(x+(b*20|0)+12|0)>>2]|0)-e>>2>>>0>c>>2>>>0){do if(!(c>>2)){m=0;o=0}else if(c>>2>>>0>1073741823)vd();else{o=pOb(c)|0;m=o;break}while(0);d=m+(c>>2<<2)|0;if((c|0)>0)bQb(o|0,e|0,c|0)|0;f[(x+(b*20|0)+4|0)>>2]=m;f[g>>2]=d;f[(x+(b*20|0)+12|0)>>2]=d;if(e|0)sOb(e)}if(f[(x+(b*20|0)|0)>>2]|0){u=y;return}if((f[g>>2]|0)-(f[(x+(b*20|0)+4|0)>>2]|0)>>2>>>0<2){u=y;return}v=pOb(68)|0;mMa(v);f[(v+56|0)>>2]=0;f[(v+60|0)>>2]=0;f[(v+64|0)>>2]=0;f[(x+(b*20|0)+16|0)>>2]=0;c=f[g>>2]|0;d=f[(x+(b*20|0)+4|0)>>2]|0;do if(!(c-d>>2)){q=d;p=c}else if(c-d>>2>>>0>357913941)vd();else{q=pOb((c-d>>2)*12|0)|0;f[(v+56|0)>>2]=q;f[(v+60|0)>>2]=q;f[(v+64|0)>>2]=q+((c-d>>2)*12|0);q=f[(x+(b*20|0)+4|0)>>2]|0;p=f[g>>2]|0;break}while(0);t=p-q>>2;c:do if(!t){r=0;g=0;d=0;e=0;c=0;i=0;k=0;l=0}else{p=0;r=0;d=0;e=0;h=0.0;s=0;c=0;g=q;i=0;k=0;l=0;while(1){q=f[g+(s<<2)>>2]|0;a=(f[q+4>>2]|0)+44|0;o=f[a>>2]|0;m=f[o+108>>2]|0;o=ALa(o+68|0)|0;g=f[a>>2]|0;z=f[g+24>>2]|0;f[(y+60|0)>>2]=z;i=i+z|0;z=f[g+28>>2]|0;f[((y+60|0)+4|0)>>2]=z;k=k+z|0;g=f[g+32>>2]|0;f[((y+60|0)+8|0)>>2]=g;l=l+g|0;g=f[(v+60|0)>>2]|0;if((g|0)==(f[(v+64|0)>>2]|0))ppb(v+56|0,y+60|0);else{f[g>>2]=f[(y+60|0)>>2];f[g+4>>2]=f[(y+60|0)+4>>2];f[g+8>>2]=f[(y+60|0)+8>>2];f[(v+60|0)>>2]=(f[(v+60|0)>>2]|0)+12}p=m+p|0;a=(zLa((f[a>>2]|0)+68|0)|0)+r|0;d=o+d|0;e=m>>>0<e>>>0?e:m;c=o>>>0>c>>>0?o:c;if(!((f[(q+200|0)>>2]&16777216|0)==0&0==0))MJa(q);j=+n[(q+152|0)>>2];if(j>h){if((f[(q+200|0)>>2]&16777216|0)==0&0==0)h=j;else{MJa(q);h=+n[(q+152|0)>>2]}f[(x+(b*20|0)+16|0)>>2]=s}g=s+1|0;if((g|0)==(t|0)){r=p;g=a;break c}r=a;s=g;g=f[(x+(b*20|0)+4|0)>>2]|0}}while(0);q=d<<1;m=c<<1;p=cvb()|0;p=p?4:1;a=X(p,e)|0;a=qOb(a>>>0<m>>>0?m:a)|0;m=f[64754]|0;o=f[64755]|0;f[(y+60|0)>>2]=0;f[((y+60|0)+4|0)>>2]=0;f[(y+56|0)>>2]=0;deb($db()|0,g<<2,y+60|0,y+56|0,64);c=f[(y+60|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Yvb(258928,c)|0;c=f[(x+(b*20|0)+4|0)>>2]|0;e=f[(x+(b*20|0)+8|0)>>2]|0;if((c|0)!=(e|0)){d=f[(y+56|0)>>2]|0;do{z=(f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0)+68|0;ELa(z,d,y+60|0)|0;d=((zLa(z)|0)<<2)+d|0;c=c+4|0}while((c|0)!=(e|0))}f[(y+48|0)>>2]=0;d=(y+48|0)+4|0;f[d>>2]=0;f[(y+40|0)>>2]=0;if(Apb()|0)w=58;else if(Bpb()|0)w=58;else deb($db()|0,X(p,r)|0,y+48|0,y+40|0,64);if((w|0)==58){iub(y+32|0,34962);c=f[(y+32|0)>>2]|0;z=f[((y+32|0)+4|0)>>2]|0;f[(y+32|0)>>2]=0;f[((y+32|0)+4|0)>>2]=0;f[(y+48|0)>>2]=c;c=f[d>>2]|0;f[d>>2]=z;if(c|0){iOb(c);c=f[((y+32|0)+4|0)>>2]|0;if(c|0)iOb(c)}nub(f[(y+48|0)>>2]|0,X(p,r)|0,0,35044)}c=f[(y+48|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Yvb(258928,c)|0;f[y+104>>2]=b;f[y+528>>2]=x;f[y+568>>2]=v;f[y+616>>2]=q;f[y+640>>2]=p;f[y+656>>2]=a;f[y+664>>2]=m;f[y+672>>2]=o;f[y+904>>2]=d;f[y+1e3>>2]=i;f[y+1016>>2]=k;f[y+1264>>2]=l;f[y+1704>>2]=0;f[y+1708>>2]=0;cqb(y);G=f[y+1704>>2]|0;D=f[y+1708>>2]|0;H=+n[y+1708>>2];f[y+1704>>2]=0;f[y+1708>>2]=0;if((G|0)==5)return}function opb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=a+20|0;g=f[e>>2]|0;if(!g){d=a+8|0;b=f[d>>2]|0;e=a+4|0;if((b|0)!=(f[e>>2]|0)){do{sOb(f[b+-4>>2]|0);b=(f[d>>2]|0)+-4|0;f[d>>2]=b;c=b}while((f[e>>2]|0)!=(c|0));b=c}f[a+16>>2]=0;h=b;g=b}else{b=a+16|0;d=f[b>>2]|0;c=a+4|0;if(d>>>0>255){sOb(f[f[c>>2]>>2]|0);h=(f[c>>2]|0)+4|0;f[c>>2]=h;d=(f[b>>2]|0)+-256|0;f[b>>2]=d;i=c;c=f[e>>2]|0}else{i=c;h=f[c>>2]|0;c=g}b=a+8|0;g=f[b>>2]|0;m=g-h|0;if((((m|0)==0?0:(m<<6)+-1|0)-(c+d)|0)>>>0>255){sOb(f[g+-4>>2]|0);g=(f[b>>2]|0)+-4|0;f[b>>2]=g;d=b;e=i;h=f[i>>2]|0}else{d=b;e=i}}m=a+12|0;l=f[a>>2]|0;c=g-h|0;i=c>>2;j=h;k=g;b=l;if((f[m>>2]|0)-l>>2>>>0<=i>>>0)return;do if(!i)n=0;else if(i>>>0>1073741823)vd();else{n=pOb(c)|0;break}while(0);l=n;i=n+(i<<2)|0;if((j|0)==(k|0))c=h;else{g=n;c=l;b=j;while(1){f[g>>2]=f[b>>2];c=c+4|0;b=b+4|0;if((b|0)==(k|0))break;else g=c}c=f[e>>2]|0;g=f[d>>2]|0;b=f[a>>2]|0}f[a>>2]=l;f[e>>2]=l;f[d>>2]=n+(g-c>>2<<2);f[m>>2]=i;if(!b)return;sOb(b);return}function ppb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function qpb(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;g=f[n>>2]|0;c=f[a>>2]|0;k=(g-c|0)/28|0;e=k+1|0;i=c;if(e>>>0>153391689)AMb(a);m=a+8|0;l=((f[m>>2]|0)-c|0)/28|0;h=l<<1;h=l>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)j=0;else if(h>>>0>153391689)vd();else{j=pOb(h*28|0)|0;break}while(0);c=j+(k*28|0)|0;e=c;l=j+(h*28|0)|0;f[c>>2]=f[b>>2];h=f[b+4>>2]|0;f[j+(k*28|0)+4>>2]=h;if(!h)h=i;else{gOb(h);g=f[n>>2]|0;h=f[a>>2]|0}i=j+(k*28|0)+8|0;k=b+8|0;f[i>>2]=f[k>>2];f[i+4>>2]=f[k+4>>2];f[i+8>>2]=f[k+8>>2];f[i+12>>2]=f[k+12>>2];d[i+16>>1]=d[k+16>>1]|0;i=c+28|0;if((g|0)==(h|0)){h=g;c=g}else{do{j=g;g=g+-28|0;f[c+-28>>2]=f[g>>2];k=j+-24|0;f[c+-24>>2]=f[k>>2];f[g>>2]=0;f[k>>2]=0;k=c+-20|0;j=j+-20|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];d[k+16>>1]=d[j+16>>1]|0;c=e+-28|0;e=c}while((g|0)!=(h|0));h=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=e;f[n>>2]=i;f[m>>2]=l;g=h;if((c|0)!=(g|0))do{e=f[c+-24>>2]|0;c=c+-28|0;if(e|0)iOb(e)}while((c|0)!=(g|0));if(!h)return;sOb(h);return}function rpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function spb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function tpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function upb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){vpb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;vpb(a,b);return}function vpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();q=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=q;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;p=b+-1|0;q=(p&b|0)==0;if(q)c=c&p;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){o=d;b:while(1){c:do if(q){d=e;while(1){n=f[d+4>>2]&p;if((n|0)==(c|0))break c;e=(f[a>>2]|0)+(n<<2)|0;if(!(f[e>>2]|0)){c=n;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;if((f[l>>2]|0)!=(f[h+20>>2]|0))break d;if((f[m>>2]|0)!=(f[h+24>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{r=h;h=e;e=r}}}while(0);f[o>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(n<<2)>>2]>>2];f[f[(f[a>>2]|0)+(n<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)n=e;else n=(e>>>0)%(b>>>0)|0;if((n|0)==(c|0))break c;e=(f[a>>2]|0)+(n<<2)|0;if(!(f[e>>2]|0)){c=n;break b}i=d+12|0;j=d+16|0;k=d+20|0;l=d+24|0;h=f[d>>2]|0;e:do if(!h)e=d;else{m=f[d+8>>2]|0;e=d;while(1){if((m|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;if((f[k>>2]|0)!=(f[h+20>>2]|0))break e;if((f[l>>2]|0)!=(f[h+24>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{r=h;h=e;e=r}}}while(0);f[o>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(n<<2)>>2]>>2];f[f[(f[a>>2]|0)+(n<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}while(0);e=f[d>>2]|0;if(!e){c=45;break a}else{g=d;o=d}}f[e>>2]=o;e=f[d>>2]|0;if(!e){c=45;break}else g=d}if((c|0)==45)return}function wpb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;d=u;u=u+48|0;p=d+36|0;o=d+24|0;s=d+12|0;e=d;g=f[c+12>>2]|0;k=+n[b+44>>2];h=+n[b+56>>2];n[s>>2]=k-h;l=+n[b+48>>2];i=+n[b+60>>2];n[s+4>>2]=l-i;m=+n[b+52>>2];j=+n[b+64>>2];n[s+8>>2]=m-j;n[e>>2]=k+h;n[e+4>>2]=l+i;n[e+8>>2]=m+j;KJa(s,e,g,p,o);e=pOb(72)|0;s=f[b+8>>2]|0;q=f[b+40>>2]|0;v=b;t=f[v+4>>2]|0;r=e;f[r>>2]=f[v>>2];f[r+4>>2]=t;f[e+8>>2]=s;s=e+12|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;s=pOb(40)|0;f[e+24>>2]=s;r=s+40|0;f[e+32>>2]=r;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;s=s+20|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[e+28>>2]=r;f[e+36>>2]=0;f[e+40>>2]=q;j=+n[p>>2];m=j*.5+ +n[o>>2]*.5;n[e+44>>2]=m;i=+n[p+4>>2];l=i*.5+ +n[o+4>>2]*.5;n[e+48>>2]=l;h=+n[p+8>>2];k=h*.5+ +n[o+8>>2]*.5;n[e+52>>2]=k;j=m-j;n[e+56>>2]=j;i=l-i;n[e+60>>2]=i;h=k-h;n[e+64>>2]=h;n[e+68>>2]=j*j+(i*i+h*h);f[a>>2]=e;xpb(b,c,g,e);u=d;return}function xpb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0,I=0,J=0;A=u;u=u+48|0;v=A+36|0;w=A+24|0;x=A+12|0;y=A;z=d+12|0;e=a+12|0;p=a+16|0;B2a(z,((f[p>>2]|0)-(f[e>>2]|0)|0)/72|0);e=f[e>>2]|0;p=f[p>>2]|0;if((e|0)==(p|0)){u=A;return}q=x+4|0;r=x+8|0;s=y+4|0;t=y+8|0;m=a+8|0;o=d+16|0;h=d+20|0;i=v+4|0;j=w+4|0;k=v+8|0;l=w+8|0;do{G=+n[e+44>>2];F=+n[e+56>>2];n[x>>2]=G-F;E=+n[e+48>>2];D=+n[e+60>>2];n[q>>2]=E-D;C=+n[e+52>>2];B=+n[e+64>>2];n[r>>2]=C-B;n[y>>2]=G+F;n[s>>2]=E+D;n[t>>2]=C+B;KJa(x,y,c,v,w);a=f[m>>2]|0;d=e+40|0;g=f[o>>2]|0;if(g>>>0<(f[h>>2]|0)>>>0){d=f[d>>2]|0;J=e;I=f[J+4>>2]|0;H=g;f[H>>2]=f[J>>2];f[H+4>>2]=I;f[g+8>>2]=a;H=g+12|0;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;H=pOb(40)|0;f[g+24>>2]=H;a=H+40|0;f[g+32>>2]=a;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;f[H+12>>2]=0;H=H+20|0;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;f[H+12>>2]=0;f[g+28>>2]=a;f[g+36>>2]=0;f[g+40>>2]=d;E=+n[v>>2];B=E*.5+ +n[w>>2]*.5;n[g+44>>2]=B;F=+n[i>>2];C=F*.5+ +n[j>>2]*.5;n[g+48>>2]=C;G=+n[k>>2];D=G*.5+ +n[l>>2]*.5;n[g+52>>2]=D;E=B-E;n[g+56>>2]=E;F=C-F;n[g+60>>2]=F;G=D-G;n[g+64>>2]=G;n[g+68>>2]=E*E+(F*F+G*G);a=(f[o>>2]|0)+72|0;f[o>>2]=a}else{ypb(z,a,e,v,w,d);a=f[o>>2]|0}xpb(e,b,c,a+-72|0);e=e+72|0}while((e|0)!=(p|0));u=A;return}function ypb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0;o=u;u=u+32|0;m=o;i=f[a>>2]|0;j=((f[a+4>>2]|0)-i|0)/72|0;h=j+1|0;if(h>>>0>59652323)AMb(a);i=((f[a+8>>2]|0)-i|0)/72|0;l=i<<1;h=i>>>0<29826161?(l>>>0<h>>>0?h:l):59652323;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!h)k=0;else if(h>>>0>59652323)vd();else{k=pOb(h*72|0)|0;break}while(0);f[m>>2]=k;p=k+(j*72|0)|0;l=m+8|0;i=m+4|0;f[i>>2]=p;f[m+12>>2]=k+(h*72|0);h=f[g>>2]|0;x=c;g=f[x+4>>2]|0;c=p;f[c>>2]=f[x>>2];f[c+4>>2]=g;f[k+(j*72|0)+8>>2]=b;c=k+(j*72|0)+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;c=pOb(40)|0;f[k+(j*72|0)+24>>2]=c;g=c+40|0;f[k+(j*72|0)+32>>2]=g;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;c=c+20|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[k+(j*72|0)+28>>2]=g;f[k+(j*72|0)+36>>2]=0;f[k+(j*72|0)+40>>2]=h;s=+n[d>>2];w=s*.5+ +n[e>>2]*.5;n[k+(j*72|0)+44>>2]=w;r=+n[d+4>>2];v=r*.5+ +n[e+4>>2]*.5;n[k+(j*72|0)+48>>2]=v;q=+n[d+8>>2];t=q*.5+ +n[e+8>>2]*.5;n[k+(j*72|0)+52>>2]=t;s=w-s;n[k+(j*72|0)+56>>2]=s;r=v-r;n[k+(j*72|0)+60>>2]=r;q=t-q;n[k+(j*72|0)+64>>2]=q;n[k+(j*72|0)+68>>2]=s*s+(r*r+q*q);f[l>>2]=p+72;zpb(a,m);i=f[i>>2]|0;h=f[l>>2]|0;if((h|0)!=(i|0))do{x=h+-72|0;f[l>>2]=x;TFa(x);h=f[l>>2]|0}while((h|0)!=(i|0));h=f[m>>2]|0;if(!h){u=o;return}sOb(h);u=o;return}function zpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;g=a+4|0;c=f[g>>2]|0;h=b+4|0;if((c|0)==(e|0)){d=h;c=a;h=f[h>>2]|0;f[c>>2]=h;f[d>>2]=e;e=b+8|0;h=f[g>>2]|0;c=f[e>>2]|0;f[g>>2]=c;f[e>>2]=h;e=a+8|0;h=b+12|0;g=f[e>>2]|0;a=f[h>>2]|0;f[e>>2]=a;f[h>>2]=g;h=f[d>>2]|0;f[b>>2]=h;return}d=f[h>>2]|0;do{i=c;c=c+-72|0;l=c;j=f[l+4>>2]|0;k=d+-72|0;f[k>>2]=f[l>>2];f[k+4>>2]=j;f[d+-64>>2]=f[i+-64>>2];k=d+-60|0;j=i+-60|0;f[k>>2]=0;l=d+-56|0;f[l>>2]=0;f[d+-52>>2]=0;f[k>>2]=f[j>>2];k=i+-56|0;f[l>>2]=f[k>>2];l=i+-52|0;f[d+-52>>2]=f[l>>2];f[l>>2]=0;f[k>>2]=0;f[j>>2]=0;j=d+-48|0;k=i+-48|0;f[j>>2]=0;l=d+-44|0;f[l>>2]=0;f[d+-40>>2]=0;f[j>>2]=f[k>>2];j=i+-44|0;f[l>>2]=f[j>>2];l=i+-40|0;f[d+-40>>2]=f[l>>2];f[l>>2]=0;f[j>>2]=0;f[k>>2]=0;k=i+-36|0;j=f[k>>2]|0;f[k>>2]=0;f[d+-36>>2]=j;f[d+-32>>2]=f[i+-32>>2];f[d+-28>>2]=f[i+-28>>2];f[d+-24>>2]=f[i+-24>>2];f[d+-20>>2]=f[i+-20>>2];f[d+-16>>2]=f[i+-16>>2];f[d+-12>>2]=f[i+-12>>2];f[d+-8>>2]=f[i+-8>>2];f[d+-4>>2]=f[i+-4>>2];d=(f[h>>2]|0)+-72|0;f[h>>2]=d}while((c|0)!=(e|0));l=h;k=a;j=d;i=f[a>>2]|0;f[k>>2]=j;f[l>>2]=i;i=b+8|0;k=f[g>>2]|0;j=f[i>>2]|0;f[g>>2]=j;f[i>>2]=k;i=a+8|0;k=b+12|0;j=f[i>>2]|0;h=f[k>>2]|0;f[i>>2]=h;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function Apb(){var a=0,c=0,d=0;if(!(b[257416]|0))if(MPb(257416)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240281)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262925]=c}return (b[262925]|0)!=0|0}function Bpb(){var a=0,c=0,d=0;if(!(b[257424]|0))if(MPb(257424)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240288)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262926]=c}return (b[262926]|0)!=0|0}function Cpb(){var a=0,c=0,d=0;if(!(b[257432]|0))if(MPb(257432)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240293)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262927]=c}return (b[262927]|0)!=0|0}function Dpb(){var a=0,c=0,d=0;if(!(b[257440]|0))if(MPb(257440)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240301)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262928]=c}return (b[262928]|0)!=0|0}function Epb(){var a=0,c=0,d=0;if(!(b[257448]|0))if(MPb(257448)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240308)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262929]=c}return (b[262929]|0)!=0|0}function Fpb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0;n=u;u=u+16|0;d=n+12|0;k=n;if(!(b[257456]|0))if(MPb(257456)|0){m=gd(240274)|0;if((m|0)==1)d=-1;else{h=od(240314)|0;j=jd(m|0,h|0)|0;fd(h|0);o=+cd(j|0,8784,d|0);h=f[d>>2]|0;i=~~o>>>0;g=i+4|0;i=f[i>>2]|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;if(i>>>0>4294967279)vOb(k);if(i>>>0<11){d=k+11|0;b[d>>0]=i;if(!i)e=k;else{e=k;l=9}}else{d=i+16&-16;e=pOb(d)|0;f[k>>2]=e;f[k+8>>2]=d|-2147483648;f[k+4>>2]=i;d=k+11|0;l=9}if((l|0)==9)bQb(e|0,g|0,i|0)|0;b[e+i>>0]=0;rd(h|0);fd(j|0);if((b[d>>0]|0)<0){l=f[k>>2]|0;d=PCb(l)|0;sOb(l)}else d=PCb(k)|0}fd(m|0);f[64721]=d}d=f[64721]|0;if((a|0)>0&(d|0)<(a|0)){u=n;return 0}else{u=n;return (c|0)<1|(d|0)<(c|0)|0}return 0}function Gpb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;d[a+32>>1]=0;return}function Hpb(a,c){a=a|0;c=c|0;b[a+32>>0]=c;return}function Ipb(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;c=a+16|0;b=f[c>>2]|0;f[c>>2]=d;if(!b)return;iOb(b);return}function Jpb(a,c){a=a|0;c=c|0;if(c<<24>>24==2)return;b[a+33>>0]=c;return}function Kpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[b>>2]|0;if(!d)return;e=a+4|0;c=f[e>>2]|0;if((c|0)==(f[a+8>>2]|0))Lpb(a,b);else{f[c>>2]=d;b=f[b+4>>2]|0;f[c+4>>2]=b;if(b){gOb(b);c=f[e>>2]|0}f[e>>2]=c+8}f[a+20>>2]=0;e=a+24|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;return}function Lpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Mpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;k=o;m=a+4|0;l=f[m>>2]|0;n=f[a>>2]|0;b=n;j=l;if((l-n|0)==8){g=f[b>>2]|0;c=g+40|0;d=f[c>>2]|0;e=g+44|0;b=f[e>>2]|0;if((d|0)==(b|0)){Npb(g);d=f[c>>2]|0;b=f[e>>2]|0;e=f[f[a>>2]>>2]|0}else e=g;f[a+28>>2]=(b-d|0)/12|0;b=e+32|0;c=f[b>>2]|0;if(!c){Opb(e);c=f[b>>2]|0}d=f[e+36>>2]|0;if(d|0)gOb(d);f[a+20>>2]=c;a=a+24|0;b=f[a>>2]|0;f[a>>2]=d;if(!b){u=o;return}iOb(b);u=o;return}l=a+28|0;f[l>>2]=0;if((b|0)==(j|0)){u=o;return}else c=0;do{e=f[b>>2]|0;g=e+40|0;h=f[g>>2]|0;i=e+44|0;d=f[i>>2]|0;if((h|0)==(d|0)){Npb(e);h=f[g>>2]|0;d=f[i>>2]|0;c=f[l>>2]|0}c=((d-h|0)/12|0)+c|0;f[l>>2]=c;b=b+8|0}while((b|0)!=(j|0));if(!c){u=o;return}iub(k,34962);n=a+20|0;b=f[k>>2]|0;c=k+4|0;j=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[n>>2]=b;k=a+24|0;b=f[k>>2]|0;f[k>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}k=f[64754]|0;Yvb(258928,f[f[n>>2]>>2]|0)|0;nub(f[n>>2]|0,(f[l>>2]|0)*12|0,0,35044);b=f[a>>2]|0;j=f[m>>2]|0;if((b|0)!=(j|0)){i=0;while(1){e=f[b>>2]|0;g=e+40|0;d=f[g>>2]|0;h=e+44|0;c=f[h>>2]|0;if((d|0)==(c|0)){Npb(e);d=f[g>>2]|0;c=f[h>>2]|0}g=c-d|0;if((g|0)>0){h=f[n>>2]|0;d=f[b>>2]|0;e=d+40|0;c=f[e>>2]|0;if((c|0)==(f[d+44>>2]|0)){Npb(d);c=f[e>>2]|0}oub(h,i,g,c)}b=b+8|0;if((b|0)==(j|0))break;else i=g+i|0}}Yvb(258928,k)|0;u=o;return}function Npb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0;O=u;u=u+64|0;M=O+48|0;H=O+36|0;I=O;F=a+4|0;if((f[a>>2]|0)==(f[F>>2]|0)){u=O;return}c=f[a+12>>2]|0;h=f[a+16>>2]|0;if((c|0)==(h|0)){u=O;return}G=a+52|0;if(b[G>>0]&1){u=O;return}f[M>>2]=0;N=M+4|0;f[N>>2]=0;f[M+8>>2]=0;f[H>>2]=0;i=M+8|0;e=0;g=0;while(1){d=f[c>>2]|0;f[I>>2]=d;if((e|0)==(g|0))fBa(M,I);else{f[e>>2]=d;f[N>>2]=e+4}if(f[I>>2]|0){d=0;do{e=f[N>>2]|0;if((e|0)==(f[i>>2]|0))fBa(M,H);else{f[e>>2]=f[H>>2];f[N>>2]=e+4}d=d+1|0;f[H>>2]=(f[H>>2]|0)+1}while(d>>>0<(f[I>>2]|0)>>>0)}c=c+4|0;if((c|0)==(h|0))break;e=f[N>>2]|0;g=f[i>>2]|0}d=f[M>>2]|0;r=f[d>>2]|0;E=(f[N>>2]|0)-d>>2;s=I+24|0;t=I+12|0;v=I+28|0;w=I+16|0;x=I+32|0;y=I+20|0;z=I+4|0;A=I+8|0;B=H+4|0;C=H+8|0;D=I+12|0;c=0;g=0;e=1;a:while(1){b:do if(g>>>0<r>>>0){j=I+(c*12|0)|0;k=I+(c*12|0)+4|0;q=I+(c*12|0)+8|0;if(!c){if(e>>>0>=E>>>0){J=37;break a}h=f[d+(e<<2)>>2]|0;P=f[a>>2]|0;i=P;if(h>>>0>=(((f[F>>2]|0)-P|0)/12|0)>>>0){J=37;break a}f[j>>2]=f[i+(h*12|0)>>2];f[k>>2]=f[i+(h*12|0)+4>>2];f[q>>2]=f[i+(h*12|0)+8>>2]}else{c:while(1){if(e>>>0>=E>>>0){J=37;break a}h=f[d+(e<<2)>>2]|0;P=f[a>>2]|0;i=P;if(h>>>0>=(((f[F>>2]|0)-P|0)/12|0)>>>0){J=37;break a}f[j>>2]=f[i+(h*12|0)>>2];f[k>>2]=f[i+(h*12|0)+4>>2];f[q>>2]=f[i+(h*12|0)+8>>2];switch(c|0){case 1:break c;case 2:{o=+n[s>>2];p=+n[t>>2];if(o==p){m=+n[v>>2];l=+n[w>>2];if(m==l)if(+n[x>>2]==+n[y>>2]){J=37;break a}}else{l=+n[w>>2];m=+n[v>>2]}V=p-+n[I>>2];U=l-+n[z>>2];Q=+n[y>>2];T=Q-+n[A>>2];S=o-p;R=m-l;Q=+n[x>>2]-Q;l=U*Q-T*R;m=T*S-V*Q;o=V*R-U*S;n[H>>2]=l;n[B>>2]=m;n[C>>2]=o;p=l*l+(o*o+m*m);if(p/((V*V+(U*U+T*T))*(S*S+(R*R+Q*Q)))>=9.999999747378752e-05){J=32;break a}break}default:{}}g=g+1|0;e=e+1|0;if(g>>>0>=r>>>0){J=35;break b}}if(+n[D>>2]==+n[I>>2])if(+n[w>>2]==+n[z>>2])if(+n[y>>2]==+n[A>>2]){J=37;break a}}c=c+1|0}else J=35;while(0);if((J|0)==35){J=0;c=c+1|0;if(c>>>0>=3){J=37;break}}g=g+1|0;e=e+1|0}if((J|0)==32){V=+L(+p);n[H>>2]=l/V;n[B>>2]=m/V;n[C>>2]=o/V;k=a+40|0;f[I>>2]=k;if(e8a(f[a>>2]|0,d,E,H,3,I)|0){i=a+48|0;j=f[k>>2]|0;h=a+44|0;d=f[h>>2]|0;c=d-j|0;e=(c|0)/12|0;g=j;if((((f[i>>2]|0)-j|0)/12|0)>>>0>e>>>0){do if(!c)K=0;else if(e>>>0>357913941)vd();else{K=pOb(c)|0;break}while(0);c=K+(e*12|0)|0;e=c;if((d|0)==(g|0))c=e;else do{P=c;c=c+-12|0;K=d;d=d+-12|0;f[c>>2]=f[d>>2];f[P+-8>>2]=f[K+-8>>2];f[P+-4>>2]=f[K+-4>>2]}while((d|0)!=(g|0));f[k>>2]=c;f[h>>2]=e;f[i>>2]=e;if(j|0)sOb(j)}}else{b[G>>0]=b[G>>0]|1;c=f[k>>2]|0;f[k>>2]=0;f[a+44>>2]=0;f[a+48>>2]=0;if(c|0)sOb(c)}d=f[M>>2]|0}else if((J|0)==37)b[G>>0]=b[G>>0]|1;if(d|0){c=f[N>>2]|0;if((c|0)!=(d|0))f[N>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}u=O;return}function Opb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;b=h;d=a+40|0;e=a+44|0;if((f[d>>2]|0)==(f[e>>2]|0))Npb(a);iub(b,34962);g=a+32|0;j=f[b>>2]|0;c=b+4|0;i=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=j;b=a+36|0;a=f[b>>2]|0;f[b>>2]=i;if(a|0){iOb(a);a=f[c>>2]|0;if(a|0)iOb(a)}j=f[d>>2]|0;nub(f[g>>2]|0,(f[e>>2]|0)-j|0,j,35044);u=h;return}function Ppb(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;b=f[a>>2]|0;g=b+4|0;h=f[g>>2]|0;l=f[b+8>>2]|0;if((h|0)==(l|0)){Qpb(b,c);b=f[a>>2]|0;g=f[b+4>>2]|0;l=f[b+8>>2]|0}else{f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];f[h+8>>2]=f[c+8>>2];c=h+12|0;f[g>>2]=c;g=c}if((g|0)==(l|0)){Qpb(b,d);b=f[a>>2]|0;g=f[b+4>>2]|0;l=f[b+8>>2]|0}else{f[g>>2]=f[d>>2];f[g+4>>2]=f[d+4>>2];f[g+8>>2]=f[d+8>>2];g=g+12|0;f[b+4>>2]=g}if((g|0)==(l|0)){Qpb(b,e);return}else{f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[b+4>>2]=g+12;return}}function Qpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function Rpb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=pOb(84)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42060;d=c+12|0;e=c+52|0;g=d;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=-1;h=c+56|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;b[c+80>>0]=-1;f[a>>2]=d;f[a+4>>2]=c;return}function Spb(a){a=a|0;var b=0;f[a>>2]=42060;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);aOb(a);return}function Tpb(a){a=a|0;var b=0;f[a>>2]=42060;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);aOb(a);sOb(a);return}function Upb(a){a=a|0;var b=0;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);return}function Vpb(a){a=a|0;sOb(a);return}function Wpb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;L=f[a+88>>2]|0;M=f[a+96>>2]|0;P=f[a+192>>2]|0;Q=f[a+232>>2]|0;R=f[a+440>>2]|0;A=f[a+456>>2]|0;O=f[a+512>>2]|0;e=f[a+592>>2]|0;u=f[a+656>>2]|0;l=f[a+664>>2]|0;s=f[a+672>>2]|0;N=f[a+800>>2]|0;B=f[a+816>>2]|0;S=f[a+824>>2]|0;T=f[a+832>>2]|0;F=f[a+840>>2]|0;U=f[a+848>>2]|0;w=f[a+888>>2]|0;x=f[a+896>>2]|0;y=f[a+904>>2]|0;z=f[a+912>>2]|0;C=f[a+920>>2]|0;D=f[a+928>>2]|0;v=f[a+944>>2]|0;t=f[a+952>>2]|0;i=f[a+984>>2]|0;G=f[a+1016>>2]|0;H=f[a+1064>>2]|0;I=f[a+1128>>2]|0;V=f[a+1688>>2]|0;a:{do if(!(l<<24>>24)){k=0;o=e;q=i;V=48}else{m=f[41404+((l&255)<<2)>>2]|0;n=f[A>>2]<<(e&31)>>>1>>>(31-l&31);e=e+(l&255)|0;f[O>>2]=e;do if(e>>>0<=32){if(i>>>0>=B>>>0){i=i+(0-(e>>>3))|0;f[(a+8|0)>>2]=i;f[O>>2]=e&7;f[A>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;e=e&7;break}if((i|0)==(S|0)){i=S;break}W=(i+(0-(e>>>3))|0)>>>0<S>>>0?i-S|0:e>>>3;i=i+(0-W)|0;f[(a+8|0)>>2]=i;f[O>>2]=e-(W<<3)|0;f[A>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;e=e-(W<<3)|0}while(0);if((l&255)<2){k=n+m|0;o=e;q=i;V=48;break}f[(a+48|0)>>2]=f[(a+44|0)>>2];f[(a+44|0)>>2]=f[(a+40|0)>>2];f[(a+40|0)>>2]=n+m|0;E=n+m|0;g=e;j=i}while(0);b:do if((V|0)==48){V=0;e=k+(u<<24>>24==0&1)|0;switch(e|0){case 0:{E=f[(a+40|0)>>2]|0;g=o;j=q;break b}case 3:{r=(f[(a+40|0)>>2]|0)+-1|0;V=51;break}default:{g=f[a+40+(e<<2)>>2]|0;if((e|0)==1)p=g;else{r=g;V=51}}}if((V|0)==51){V=0;f[(a+48|0)>>2]=f[(a+44|0)>>2];p=r}f[(a+44|0)>>2]=f[(a+40|0)>>2];f[(a+40|0)>>2]=p;E=p;g=o;j=q}while(0);i=f[41520+((s&255)<<2)>>2]|0;if((s&255)>31){e=f[A>>2]<<(g&31)>>>1>>>(31-t&31);g=g+t|0;f[O>>2]=g}else e=0;n=e+i|0;do if(!((t+v|0)>>>0<25|g>>>0>32)){if(j>>>0>=B>>>0){j=j+(0-(g>>>3))|0;f[(a+8|0)>>2]=j;g=g&7;f[O>>2]=g;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;break}if((j|0)==(S|0)){j=S;break}W=g>>>3;W=(j+(0-W)|0)>>>0<S>>>0?j-S|0:W;j=j+(0-W)|0;f[(a+8|0)>>2]=j;g=g-(W<<3)|0;f[O>>2]=g;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24}while(0);i=f[41732+((u&255)<<2)>>2]|0;if((u&255)>15){e=f[A>>2]<<(g&31)>>>1>>>(31-v&31);g=g+v|0;f[O>>2]=g}else e=0;m=e+i|0;do if(g>>>0>32)e=g;else{if(j>>>0>=B>>>0){j=j+(0-(g>>>3))|0;f[(a+8|0)>>2]=j;e=g&7;f[O>>2]=e;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;break}if((j|0)==(S|0)){e=g;j=S;break}e=g>>>3;e=(j+(0-e)|0)>>>0<S>>>0?j-S|0:e;j=j+(0-e)|0;f[(a+8|0)>>2]=j;e=g-(e<<3)|0;f[O>>2]=e;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24}while(0);W=d[w+(x<<2)>>1]|0;x=b[w+(x<<2)+3>>0]|0;g=f[A>>2]|0;i=e+(x&255)|0;f[O>>2]=i;f[(a+16|0)>>2]=(g<<(e&31)>>>1>>>(31-x&31))+(W&65535);W=d[y+(z<<2)>>1]|0;e=b[y+(z<<2)+3>>0]|0;f[O>>2]=i+(e&255)|0;f[(a+32|0)>>2]=(g<<(i&31)>>>1>>>(31-e&31))+(W&65535);do if((i+(e&255)|0)>>>0>32)e=i+(e&255)|0;else{if(j>>>0>=B>>>0){g=j+(0-((i+(e&255)|0)>>>3))|0;f[(a+8|0)>>2]=g;f[O>>2]=(i+(e&255)|0)&7;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[A>>2]=g;e=(i+(e&255)|0)&7;break}if((j|0)==(S|0)){e=i+(e&255)|0;break}W=(j+(0-((i+(e&255)|0)>>>3))|0)>>>0<S>>>0?j-S|0:(i+(e&255)|0)>>>3;g=j+(0-W)|0;f[(a+8|0)>>2]=g;f[O>>2]=(i+(e&255)|0)-(W<<3)|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[A>>2]=g;e=(i+(e&255)|0)-(W<<3)|0}while(0);i=d[C+(D<<2)>>1]|0;k=b[C+(D<<2)+3>>0]|0;f[O>>2]=e+(k&255);f[(a+24|0)>>2]=(g<<(e&31)>>>1>>>(31-k&31))+(i&65535);i=Q+m|0;k=Q+(m+n|0)|0;l=P+m|0;j=i+(0-E)|0;if(i>>>0>N>>>0|k>>>0>(L+M|0)>>>0){R=-9;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}if(l>>>0>F>>>0){R=-11;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}else{e=P;g=Q}while(1){F=e;D=h[F>>0]|h[F+1>>0]<<8|h[F+2>>0]<<16|h[F+3>>0]<<24;F=h[(F+4|0)>>0]|h[(F+4|0)+1>>0]<<8|h[(F+4|0)+2>>0]<<16|h[(F+4|0)+3>>0]<<24;W=g;b[W>>0]=D;b[W+1>>0]=D>>8;b[W+2>>0]=D>>16;b[W+3>>0]=D>>24;b[(W+4|0)>>0]=F;b[(W+4|0)+1>>0]=F>>8;b[(W+4|0)+2>>0]=F>>16;b[(W+4|0)+3>>0]=F>>24;g=g+8|0;if(g>>>0>=i>>>0)break;else e=e+8|0}do if((i-G|0)>>>0<E>>>0){if((i-H|0)>>>0<E>>>0){R=-11;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}if(((I+(j-G|0)|0)+n|0)>>>0>I>>>0){cQb(i|0,I+(j-G|0)|0|0,0-(j-G|0)|0|0)|0;J=i+(0-(j-G|0)|0)|0;c=G;K=(j-G|0)+n|0;V=82;break}else{cQb(i|0,I+(j-G|0)|0|0,n|0)|0;break}}else{J=i;c=j;K=n;V=82}while(0);c:do if((V|0)==82){V=0;if(E>>>0<8){W=f[41876+(E<<2)>>2]|0;b[J>>0]=b[c>>0]|0;b[J+1>>0]=b[c+1>>0]|0;b[J+2>>0]=b[c+2>>0]|0;b[J+3>>0]=b[c+3>>0]|0;c=c+(f[41908+(E<<2)>>2]|0)|0;I=J+4|0;H=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[I>>0]=H;b[I+1>>0]=H>>8;b[I+2>>0]=H>>16;b[I+3>>0]=H>>24;c=c+(0-W)|0}else{I=c;H=h[I>>0]|h[I+1>>0]<<8|h[I+2>>0]<<16|h[I+3>>0]<<24;I=h[(I+4|0)>>0]|h[(I+4|0)+1>>0]<<8|h[(I+4|0)+2>>0]<<16|h[(I+4|0)+3>>0]<<24;W=J;b[W>>0]=H;b[W+1>>0]=H>>8;b[W+2>>0]=H>>16;b[W+3>>0]=H>>24;b[(W+4|0)>>0]=I;b[(W+4|0)+1>>0]=I>>8;b[(W+4|0)+2>>0]=I>>16;b[(W+4|0)+3>>0]=I>>24}e=J+8|0;c=c+8|0;if(k>>>0<=((L+M|0)+-13|0)>>>0){g=J+K|0;while(1){N=c;M=h[N>>0]|h[N+1>>0]<<8|h[N+2>>0]<<16|h[N+3>>0]<<24;N=h[(N+4|0)>>0]|h[(N+4|0)+1>>0]<<8|h[(N+4|0)+2>>0]<<16|h[(N+4|0)+3>>0]<<24;W=e;b[W>>0]=M;b[W+1>>0]=M>>8;b[W+2>>0]=M>>16;b[W+3>>0]=M>>24;b[(W+4|0)>>0]=N;b[(W+4|0)+1>>0]=N>>8;b[(W+4|0)+2>>0]=N>>16;b[(W+4|0)+3>>0]=N>>24;e=e+8|0;if(e>>>0>=g>>>0)break c;else c=c+8|0}}if(e>>>0<N>>>0){g=c;i=e;while(1){M=g;L=h[M>>0]|h[M+1>>0]<<8|h[M+2>>0]<<16|h[M+3>>0]<<24;M=h[(M+4|0)>>0]|h[(M+4|0)+1>>0]<<8|h[(M+4|0)+2>>0]<<16|h[(M+4|0)+3>>0]<<24;W=i;b[W>>0]=L;b[W+1>>0]=L>>8;b[W+2>>0]=L>>16;b[W+3>>0]=L>>24;b[(W+4|0)>>0]=M;b[(W+4|0)+1>>0]=M>>8;b[(W+4|0)+2>>0]=M>>16;b[(W+4|0)+3>>0]=M>>24;i=i+8|0;if(i>>>0>=N>>>0)break;else g=g+8|0}g=N;c=c+(N-e)|0}else g=e;if(g>>>0<k>>>0)e=g;else break;while(1){b[e>>0]=b[c>>0]|0;e=e+1|0;if(e>>>0>=k>>>0)break;else c=c+1|0}}while(0);if((m+n|0)>>>0>=4294967279){R=m+n|0;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}c=f[O>>2]|0;if(c>>>0>32){V=33;f[a+1720>>2]=1;break a}P=l;Q=k;S=f[(a+12|0)>>2]|0;T=f[(a+8|0)>>2]|0;U=c}f[a+192>>2]=P;f[a+232>>2]=Q;f[a+440>>2]=R;f[a+824>>2]=S;f[a+832>>2]=T;f[a+848>>2]=U;f[a+1296>>2]=k;f[a+1304>>2]=l;f[a+1688>>2]=V}function Xpb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,t=0.0;k=f[a+112>>2]|0;l=f[a+120>>2]|0;j=f[a+320>>2]|0;a:{if(j&255&8|0){c=pOb(180)|0;dQb(c|0,0,180)|0;f[c+128>>2]=-1;f[c+132>>2]=-1;f[(c+136|0)>>2]=0;f[(c+136|0)+4>>2]=0;f[(c+136|0)+8>>2]=0;f[(c+136|0)+12>>2]=0;f[(c+136|0)+16>>2]=0;f[(c+136|0)+20>>2]=0;f[(c+136|0)+24>>2]=0;n[c+164>>2]=1.0;f[c+168>>2]=0;f[c+172>>2]=0;d=f[(l+32|0)>>2]|0;f[(l+32|0)>>2]=c;if(d){lWa(d);sOb(d);c=f[(l+32|0)>>2]|0}if(!(Pnb(k,c)|0)){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}}c=f[(l+36|0)>>2]|0;d=f[(l+40|0)>>2]|0;if((d|0)!=(c|0))f[(l+40|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);if(j&255&16|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;g=b[d>>0]|0;f[k>>2]=d+2|0;e=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(e&255)<<8|g&255|(i&255)<<16|h[(d+3|0)>>0]<<24;b:do if(i|0){if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{o=e+1|0;f[k>>2]=o;m=b[e>>0]|0;q=e+2|0;f[k>>2]=q;o=b[o>>0]|0;d=e+3|0;f[k>>2]=d;e=b[q>>0]|0;f[k>>2]=c;c=(o&255)<<8|m&255|(e&255)<<16|h[d>>0]<<24;f[(a+76|0)>>2]=c;d=f[(l+40|0)>>2]|0;if((d|0)==(f[(l+44|0)>>2]|0))fBa(l+36|0,a+76|0);else{f[d>>2]=c;f[(l+40|0)>>2]=d+4}g=g+1|0;if(g>>>0>=i>>>0)break b;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}c=f[(l+48|0)>>2]|0;d=f[(l+52|0)>>2]|0;if((d|0)!=(c|0))f[(l+52|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);if(j&255&32|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;q=b[d>>0]|0;f[k>>2]=d+2|0;o=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(o&255)<<8|q&255|(i&255)<<16|h[(d+3|0)>>0]<<24;c:do if(i|0){if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{m=e+1|0;f[k>>2]=m;o=b[e>>0]|0;q=e+2|0;f[k>>2]=q;m=b[m>>0]|0;d=e+3|0;f[k>>2]=d;q=b[q>>0]|0;f[k>>2]=c;c=(m&255)<<8|o&255|(q&255)<<16|h[d>>0]<<24;f[(a+76|0)>>2]=c;d=f[(l+52|0)>>2]|0;if((d|0)==(f[(l+56|0)>>2]|0))fBa(l+48|0,a+76|0);else{f[d>>2]=c;f[(l+52|0)>>2]=d+4}g=g+1|0;if(g>>>0>=i>>>0)break c;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}if(f[(l+72|0)>>2]|0){c=f[(l+68|0)>>2]|0;if(c|0)do{q=c;c=f[c>>2]|0;sOb(q)}while((c|0)!=0);f[(l+68|0)>>2]=0;d=f[l+64>>2]|0;if(d|0){c=0;do{f[(f[(l+60|0)>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[(l+72|0)>>2]=0}if(j&255&64|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;q=b[d>>0]|0;f[k>>2]=d+2|0;o=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(o&255)<<8|q&255|(i&255)<<16|h[(d+3|0)>>0]<<24;d:do if(i|0){e:do if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{d=e+1|0;f[k>>2]=d;m=b[e>>0]|0;o=e+2|0;f[k>>2]=o;d=b[d>>0]|0;q=e+3|0;f[k>>2]=q;o=b[o>>0]|0;f[k>>2]=c;f[(a+76|0)>>2]=(d&255)<<8|m&255|(o&255)<<16|h[q>>0]<<24;if(!(Nnb(k,a)|0))break e;c=Wnb(l+60|0,a+76|0)|0;d=a;e=c+64|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));g=g+1|0;if(g>>>0>=i>>>0)break d;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}while(0);c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}c=f[(l+80|0)>>2]|0;d=f[(l+84|0)>>2]|0;if((d|0)!=(c|0))f[(l+84|0)>>2]=d+(~((d+-32-c|0)>>>5)<<5);if(!(j&255&128)){c=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}c=f[k>>2]|0;if((c+4|0)>>>0>(f[(k+4|0)>>2]|0)>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=c+1|0;q=b[c>>0]|0;f[k>>2]=c+2|0;o=b[(c+1|0)>>0]|0;f[k>>2]=c+3|0;e=b[(c+2|0)>>0]|0;f[k>>2]=c+4|0;e=(o&255)<<8|q&255|(e&255)<<16|h[(c+3|0)>>0]<<24;p[a>>3]=0.0;p[(a+8|0)>>3]=1.0;f[(a+16|0)>>2]=0;f[(a+16|0)+4>>2]=0;f[(a+16|0)+8>>2]=0;f[(a+16|0)+12>>2]=0;f:do if(e|0){d=0;while(1){if(!(ynb(k,a+76|0)|0))break;c=f[k>>2]|0;if((c+4|0)>>>0>(f[(k+4|0)>>2]|0)>>>0)break;f[k>>2]=c+1|0;o=b[c>>0]|0;f[k>>2]=c+2|0;m=b[(c+1|0)>>0]|0;f[k>>2]=c+3|0;q=b[(c+2|0)>>0]|0;f[k>>2]=c+4|0;c=(m&255)<<8|o&255|(q&255)<<16|h[(c+3|0)>>0]<<24;t=+n[((a+76|0)+4|0)>>2];r=+n[((a+76|0)+8|0)>>2];p[a>>3]=+n[(a+76|0)>>2];p[(a+8|0)>>3]=t;p[(a+16|0)>>3]=r;p[(a+24|0)>>3]=(f[s>>2]=c,+n[s>>2]);c=f[(l+84|0)>>2]|0;if((c|0)==(f[(l+88|0)>>2]|0))Xnb(l+80|0,a);else{f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];f[c+16>>2]=f[a+16>>2];f[c+20>>2]=f[a+20>>2];f[c+24>>2]=f[a+24>>2];f[c+28>>2]=f[a+28>>2];f[(l+84|0)>>2]=(f[(l+84|0)>>2]|0)+32}d=d+1|0;if(d>>>0>=e>>>0)break f}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0);c=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[a+192>>2]=c}function Ypb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;r=f[a+224>>2]|0;s=f[a+232>>2]|0;q=f[a+608>>2]|0;o=f[a+624>>2]|0;m=f[a+656>>2]|0;t=f[a+2160>>2]|0;v=f[a+2176>>2]|0;w=f[a+2184>>2]|0;a:{do if((o&255)<<8&512|0){c=f[r>>2]|0;d=f[(r+4|0)>>2]|0;if((c+4|0)>>>0>d>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;k=b[c>>0]|0;f[r>>2]=c+2|0;j=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;l=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;f[(s+188|0)>>2]=(j&255)<<8|k&255|(l&255)<<16|h[(c+3|0)>>0]<<24;if((c+8|0)>>>0>d>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}else{f[r>>2]=c+5|0;k=b[(c+4|0)>>0]|0;f[r>>2]=c+6|0;j=b[(c+5|0)>>0]|0;f[r>>2]=c+7|0;l=b[(c+6|0)>>0]|0;f[r>>2]=c+8|0;f[(s+192|0)>>2]=(j&255)<<8|k&255|(l&255)<<16|h[(c+7|0)>>0]<<24;break}}while(0);d=f[(s+224|0)>>2]|0;c=f[(s+228|0)>>2]|0;if((c|0)!=(d|0))do{l=c+-96|0;f[(s+228|0)>>2]=l;kWa(l);c=f[(s+228|0)>>2]|0}while((c|0)!=(d|0));if((o&255)<<8&32768|0){c=f[r>>2]|0;if((c+4|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;i=b[c>>0]|0;f[r>>2]=c+2|0;t=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;g=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;g=(t&255)<<8|i&255|(g&255)<<16|h[(c+3|0)>>0]<<24;i=(a+8|0)+4|0;t=i;w=t+72|0;do{f[t>>2]=0;t=t+4|0}while((t|0)<(w|0));n[((a+8|0)+76|0)>>2]=1.0;f[(a+8|0)+80>>2]=0;f[((a+8|0)+84|0)>>2]=0;f[(a+8|0)+88>>2]=0;b:do if(g|0){e=0;while(1){if(!(Unb(r,a+8|0)|0))break;j=f[(s+228|0)>>2]|0;l=1;if(l){l=0;if(j>>>0<(f[(s+232|0)>>2]|0)>>>0){f[j>>2]=f[(a+8|0)>>2];f[(j+4|0)>>2]=f[i>>2];f[(j+4|0)+4>>2]=f[i+4>>2];f[(j+4|0)+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;k=f[((a+8|0)+16|0)>>2]|0;f[((a+8|0)+16|0)>>2]=0;f[j+16>>2]=k;f[(j+20|0)>>2]=0;f[(j+24|0)>>2]=0;f[j+28>>2]=0;f[(j+20|0)>>2]=f[((a+8|0)+20|0)>>2];f[(j+24|0)>>2]=f[((a+8|0)+24|0)>>2];f[j+28>>2]=f[((a+8|0)+28|0)>>2];f[((a+8|0)+28|0)>>2]=0;f[((a+8|0)+24|0)>>2]=0;f[((a+8|0)+20|0)>>2]=0;k=f[((a+8|0)+32|0)>>2]|0;f[((a+8|0)+32|0)>>2]=0;f[j+32>>2]=k;f[(j+36|0)>>2]=0;f[(j+40|0)>>2]=0;f[j+44>>2]=0;f[(j+36|0)>>2]=f[((a+8|0)+36|0)>>2];f[(j+40|0)>>2]=f[((a+8|0)+40|0)>>2];f[j+44>>2]=f[((a+8|0)+44|0)>>2];f[((a+8|0)+44|0)>>2]=0;f[((a+8|0)+40|0)>>2]=0;f[((a+8|0)+36|0)>>2]=0;f[(j+48|0)>>2]=0;f[(j+52|0)>>2]=0;f[j+56>>2]=0;f[(j+48|0)>>2]=f[((a+8|0)+48|0)>>2];f[(j+52|0)>>2]=f[((a+8|0)+52|0)>>2];f[j+56>>2]=f[((a+8|0)+56|0)>>2];f[((a+8|0)+56|0)>>2]=0;f[((a+8|0)+52|0)>>2]=0;f[((a+8|0)+48|0)>>2]=0;k=f[((a+8|0)+60|0)>>2]|0;f[((a+8|0)+60|0)>>2]=0;d=f[((a+8|0)+64|0)>>2]|0;f[((a+8|0)+64|0)>>2]=0;f[j+60>>2]=k;f[j+64>>2]=d;c=f[((a+8|0)+68|0)>>2]|0;f[(j+68|0)>>2]=c;x=f[((a+8|0)+72|0)>>2]|0;f[j+72>>2]=x;f[j+76>>2]=f[((a+8|0)+76|0)>>2];if(x|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[k+(c<<2)>>2]=j+68|0;f[((a+8|0)+68|0)>>2]=0;f[((a+8|0)+72|0)>>2]=0}f[(j+80|0)>>2]=0;f[(j+84|0)>>2]=0;f[j+88>>2]=0;f[(j+80|0)>>2]=f[((a+8|0)+80|0)>>2];f[(j+84|0)>>2]=f[((a+8|0)+84|0)>>2];f[j+88>>2]=f[((a+8|0)+88|0)>>2];f[((a+8|0)+88|0)>>2]=0;f[((a+8|0)+84|0)>>2]=0;f[((a+8|0)+80|0)>>2]=0;f[j+92>>2]=f[((a+8|0)+92|0)>>2];f[(s+228|0)>>2]=(f[(s+228|0)>>2]|0)+96}else l=1}if(l)if(1)dob(s+224|0,a+8|0);e=e+1|0;if(e>>>0>=g>>>0)break b}kWa(a+8|0);c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);kWa(a+8|0)}j=f[(s+236|0)>>2]|0;c=f[(s+240|0)>>2]|0;if((c|0)!=(j|0))do{f[(s+240|0)>>2]=c+-56;d=f[c+-12>>2]|0;if(d|0){e=c+-8|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}g=c+-36|0;d=f[g>>2]|0;if(d|0){i=c+-32|0;e=f[i>>2]|0;if((e|0)!=(d|0)){do{x=e+-180|0;f[i>>2]=x;lWa(x);e=f[i>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}c=c+-52|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[(s+240|0)>>2]|0}while((c|0)!=(j|0));do if((m&255)<<16&65536|0){c=f[r>>2]|0;if((c+4|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;g=b[c>>0]|0;f[r>>2]=c+2|0;x=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;d=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;d=(x&255)<<8|g&255|(d&255)<<16|h[(c+3|0)>>0]<<24;g=(a+8|0)+4|0;f[((a+8|0)+44|0)>>2]=0;f[((a+8|0)+48|0)>>2]=0;f[(a+8|0)+52>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;do if(!d)e=1;else{c=0;while(1){if(!(Qnb(r,a+8|0)|0)){c=0;break}e=f[(s+240|0)>>2]|0;if((e|0)==(f[(s+244|0)>>2]|0))fob(s+236|0,a+8|0);else{eob(e,a+8|0);f[(s+240|0)>>2]=(f[(s+240|0)>>2]|0)+56}c=c+1|0;if(c>>>0>=d>>>0){c=1;break}}d=f[((a+8|0)+44|0)>>2]|0;if(!d){e=c;break}e=f[((a+8|0)+48|0)>>2]|0;if((e|0)!=(d|0))f[((a+8|0)+48|0)>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d);e=c}while(0);c=f[((a+8|0)+20|0)>>2]|0;if(c|0){d=f[((a+8|0)+24|0)>>2]|0;if((d|0)!=(c|0)){do{x=d+-180|0;f[((a+8|0)+24|0)>>2]=x;lWa(x);d=f[((a+8|0)+24|0)>>2]|0}while((d|0)!=(c|0));c=f[((a+8|0)+20|0)>>2]|0}sOb(c)}if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);if(e)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);p[(s+248|0)>>3]=0.0;do if((o&255)<<8&16384|0){c=f[r>>2]|0;if((c+8|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}else{f[r>>2]=c+1|0;d=h[c>>0]|0;f[r>>2]=c+2|0;y=_Pb(h[(c+1|0)>>0]|0,0,8)|0;l=I;f[r>>2]=c+3|0;e=_Pb(h[(c+2|0)>>0]|0,0,16)|0;l=l|I;f[r>>2]=c+4|0;g=_Pb(h[(c+3|0)>>0]|0,0,24)|0;l=l|I;f[r>>2]=c+5|0;m=h[(c+4|0)>>0]|0;f[r>>2]=c+6|0;i=_Pb(h[(c+5|0)>>0]|0,0,40)|0;o=I;f[r>>2]=c+7|0;j=_Pb(h[(c+6|0)>>0]|0,0,48)|0;x=I;f[r>>2]=c+8|0;k=_Pb(h[(c+7|0)>>0]|0,0,56)|0;f[(s+248|0)>>2]=y|d|e|g|i|j|k;f[(s+248|0)+4>>2]=l|m|o|x|I;break}}while(0);c=f[(s+256|0)>>2]|0;f[(s+256|0)>>2]=0;if(c|0)sOb(c);c:do if(q&16777216|0){do if(znb(r,a+8|0)|0){if(!(znb(r,(a+8|0)+24|0)|0))break;c=pOb(48)|0;t=c;v=a+8|0;w=t+48|0;do{f[t>>2]=f[v>>2];t=t+4|0;v=v+4|0}while((t|0)<(w|0));d=f[(s+256|0)>>2]|0;f[(s+256|0)>>2]=c;if(d|0)sOb(d);break c}while(0);c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);do if(q&134217728|0){if(Enb(r,s+260|0)|0)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);do if(q&268435456|0){if(Inb(r,s+272|0)|0)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);c=1;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[a+488>>2]=c;f[a+2160>>2]=t;f[a+2176>>2]=v;f[a+2184>>2]=w}function Zpb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;M=f[a+224>>2]|0;N=f[a+232>>2]|0;L=f[a+488>>2]|0;E=f[a+608>>2]|0;I=f[a+616>>2]|0;F=f[a+624>>2]|0;K=f[a+656>>2]|0;G=f[a+912>>2]|0;k=f[a+928>>2]|0;H=f[a+1448>>2]|0;m=f[a+1856>>2]|0;O=f[a+2160>>2]|0;P=f[a+2176>>2]|0;Q=f[a+2184>>2]|0;J=f[a+2200>>2]|0;a:{b:do if((K&255)<<16&2097152|0){c=k+4|0;if(c>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}x=k+1|0;f[M>>2]=x;y=b[k>>0]|0;l=k+2|0;f[M>>2]=l;x=b[x>>0]|0;j=k+3|0;f[M>>2]=j;l=b[l>>0]|0;f[M>>2]=c;j=(x&255)<<8|y&255|(l&255)<<16|h[j>>0]<<24;l=k+8|0;if(l>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}e=k+5|0;f[M>>2]=e;c=b[c>>0]|0;i=k+6|0;f[M>>2]=i;e=b[e>>0]|0;g=k+7|0;f[M>>2]=g;i=b[i>>0]|0;f[M>>2]=l;if(j>>>0>8){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}if(!((j|0)!=8?1:((e&255)<<8|c&255|(i&255)<<16|h[g>>0]<<24)>>>0<4)){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}if(!(0==0&(H&8|0)==0)){c=k+12|0;if(c>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}t=k+9|0;f[M>>2]=t;w=b[l>>0]|0;y=k+10|0;f[M>>2]=y;t=b[t>>0]|0;x=k+11|0;f[M>>2]=x;y=b[y>>0]|0;f[M>>2]=c;x=(t&255)<<8|w&255|(y&255)<<16|h[x>>0]<<24;if(x|0){w=0;while(1){f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;y=1;if(y){y=0;if(wnb(M,a+8|0)|0){c=f[M>>2]|0;e=1;if(e){e=0;if((c+4|0)>>>0>(f[(M+4|0)>>2]|0)>>>0)q=1;else e=1}if(e)if(1){f[M>>2]=c+1|0;s=b[c>>0]|0;f[M>>2]=c+2|0;m=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;t=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;t=(m&255)<<8|s&255|(t&255)<<16|h[(c+3|0)>>0]<<24;xOb(a+192|0,a+8|0);f[((a+192|0)+12|0)>>2]=t;s=b[((a+192|0)+11|0)>>0]|0;m=s<<24>>24<0?f[(a+192|0)>>2]|0:a+192|0;q=s<<24>>24<0?f[((a+192|0)+4|0)>>2]|0:s&255;if(q>>>0>3){c=m;i=q;e=q;while(1){r=X(h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24,1540483477)|0;i=(X(r>>>24^r,1540483477)|0)^(X(i,1540483477)|0);e=e+-4|0;if(e>>>0<=3)break;else c=c+4|0}e=(q+-4|0)-((q+-4|0)&-4)|0;g=m+(((q+-4|0)&-4)+4)|0;c=i}else{e=q;g=m;c=q}switch(e|0){case 3:{B=h[g+2>>0]<<16^c;J=22;break}case 2:{B=c;J=22;break}case 1:{C=c;J=23;break}default:D=c}if((J|0)==22){C=h[g+1>>0]<<8^B;J=23}if((J|0)==23){J=0;D=X(C^h[g>>0],1540483477)|0}r=X(D>>>13^D,1540483477)|0;g=f[(N+288|0)>>2]|0;c:do{c=1;if(c){c=0;if(!g){A=0;J=64}else c=1}if(c)if(1){do if(!((g+-1|0)&g))l=(r>>>15^r)&(g+-1|0);else{if((r>>>15^r)>>>0<g>>>0){l=r>>>15^r;break}l=((r>>>15^r)>>>0)%(g>>>0)|0}while(0);c=f[(f[(N+284|0)>>2]|0)+(l<<2)>>2]|0;if(!c){A=l;J=64}else{c=f[c>>2]|0;if(!c){A=l;J=64;break}if(!((g+-1|0)&g)){if(!q)while(1){q=f[c+4>>2]|0;if(!((q|0)==(r>>>15^r|0)|(q&(g+-1|0)|0)==(l|0))){A=l;J=64;break c}q=b[c+8+11>>0]|0;if(!((q<<24>>24<0?f[c+12>>2]|0:q&255)|0)){v=s;break c}c=f[c>>2]|0;if(!c){A=l;J=64;break c}}while(1){k=f[c+4>>2]|0;if(!((k|0)==(r>>>15^r|0)|(k&(g+-1|0)|0)==(l|0))){A=l;J=64;break c}e=c+8|0;k=b[e+11>>0]|0;do if(((k<<24>>24<0?f[c+12>>2]|0:k&255)|0)==(q|0)){i=f[e>>2]|0;if(k<<24>>24<0)if(!(zBb(i,m,q)|0)){v=s;break c}else break;if((b[m>>0]|0)!=(i&255)<<24>>24)break;j=e;e=k&255;i=m;do{e=e+-1|0;j=j+1|0;if(!e){v=s;break c}i=i+1|0}while((b[j>>0]|0)==(b[i>>0]|0))}while(0);c=f[c>>2]|0;if(!c){A=l;J=64;break c}}}if(!q)while(1){e=f[c+4>>2]|0;if((e|0)!=(r>>>15^r|0)){if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(l|0)){A=l;J=64;break c}}q=b[c+8+11>>0]|0;if(!((q<<24>>24<0?f[c+12>>2]|0:q&255)|0)){v=s;break c}c=f[c>>2]|0;if(!c){A=l;J=64;break c}}while(1){e=f[c+4>>2]|0;if((e|0)!=(r>>>15^r|0)){if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(l|0)){A=l;J=64;break c}}e=c+8|0;k=b[e+11>>0]|0;do if(((k<<24>>24<0?f[c+12>>2]|0:k&255)|0)==(q|0)){i=f[e>>2]|0;if(k<<24>>24<0)if(!(zBb(i,m,q)|0)){v=s;break c}else break;if((b[m>>0]|0)!=(i&255)<<24>>24)break;j=e;e=k&255;i=m;do{e=e+-1|0;j=j+1|0;if(!e){v=s;break c}i=i+1|0}while((b[j>>0]|0)==(b[i>>0]|0))}while(0);c=f[c>>2]|0;if(!c){A=l;J=64;break}}}}}while(0);if((J|0)==64){J=0;i=pOb(24)|0;f[(i+8|0)>>2]=f[(a+192|0)>>2];f[(i+8|0)+4>>2]=f[(a+192|0)+4>>2];f[(i+8|0)+8>>2]=f[(a+192|0)+8>>2];f[(a+192|0)>>2]=0;f[(a+192|0)+4>>2]=0;f[(a+192|0)+8>>2]=0;f[i+20>>2]=t;f[i+4>>2]=r>>>15^r;f[i>>2]=0;o=+(((f[(N+296|0)>>2]|0)+1|0)>>>0);p=+n[(N+300|0)>>2];do if((g|0)==0|p*+(g>>>0)<o){c=~~+W(+(o/p))>>>0;$nb(N+284|0,(g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1)>>>0<c>>>0?c:g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1);c=f[(N+288|0)>>2]|0;if(!((c+-1|0)&c)){g=c;c=(c+-1|0)&(r>>>15^r);break}if((r>>>15^r)>>>0<c>>>0){g=c;c=r>>>15^r;break}g=c;c=((r>>>15^r)>>>0)%(c>>>0)|0}else c=A;while(0);c=(f[(N+284|0)>>2]|0)+(c<<2)|0;e=f[c>>2]|0;do if(!e){f[i>>2]=f[(N+292|0)>>2];f[(N+292|0)>>2]=i;f[c>>2]=N+292|0;c=f[i>>2]|0;if(!c)break;c=f[c+4>>2]|0;e=g+-1|0;do if(!(e&g))c=c&e;else{if(c>>>0<g>>>0)break;c=(c>>>0)%(g>>>0)|0}while(0);z=(f[(N+284|0)>>2]|0)+(c<<2)|0;J=77}else{f[i>>2]=f[e>>2];z=e;J=77}while(0);if((J|0)==77){J=0;f[z>>2]=i}f[(N+296|0)>>2]=(f[(N+296|0)>>2]|0)+1;v=b[((a+192|0)+11|0)>>0]|0}if(v<<24>>24<0)sOb(f[(a+192|0)>>2]|0);q=0}}else y=1}if(y)if(1)q=1;if((b[((a+8|0)+11|0)>>0]|0)<0)sOb(f[(a+8|0)>>2]|0);w=w+1|0;if(q|0){L=0;break}if(w>>>0>=x>>>0)break b}u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}}while(0);f[a>>2]=G|((F&255)<<8|I&255|(K&255)<<16|E);f[a+4>>2]=H;f[(a+8|0)>>2]=f[a>>2];f[(a+8|0)+4>>2]=f[a+4>>2];if(!(Onb(M,a+8|0,N)|0)){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[(N+168|0)>>2]=0;do if((K&255)<<16&4194304|0){c=f[M>>2]|0;if((c+1|0)>>>0>(f[(M+4|0)>>2]|0)>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;c=h[c>>0]|0;f[(N+168|0)>>2]=c;if(!(b[M+36>>0]|0)){if((c&6|0)!=6)break}else if(!((c&6|0)==6?(f[M+8>>2]|0)>>>0<2:0))break;f[(N+168|0)>>2]=c&217|32}while(0);c=f[(N+172|0)>>2]|0;e=f[(N+176|0)>>2]|0;if((e|0)!=(c|0))f[(N+176|0)>>2]=e+(~((e+-4-c|0)>>>2)<<2);if(I&255&16|0){e=f[M>>2]|0;c=f[(M+4|0)>>2]|0;if((e+4|0)>>>0>c>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=e+1|0;H=b[e>>0]|0;f[M>>2]=e+2|0;G=b[(e+1|0)>>0]|0;f[M>>2]=e+3|0;j=b[(e+2|0)>>0]|0;f[M>>2]=e+4|0;j=(G&255)<<8|H&255|(j&255)<<16|h[(e+3|0)>>0]<<24;f[(a+8|0)>>2]=0;d:do if(j|0){if((e+8|0)>>>0<=c>>>0){i=0;g=e+4|0;c=e+8|0;do{F=g+1|0;f[M>>2]=F;G=b[g>>0]|0;H=g+2|0;f[M>>2]=H;F=b[F>>0]|0;e=g+3|0;f[M>>2]=e;H=b[H>>0]|0;f[M>>2]=c;c=(F&255)<<8|G&255|(H&255)<<16|h[e>>0]<<24;f[(a+8|0)>>2]=c;e=f[(N+176|0)>>2]|0;if((e|0)==(f[(N+180|0)>>2]|0))aob(N+172|0,a+8|0);else{f[e>>2]=c;f[(N+176|0)>>2]=e+4}i=i+1|0;if(i>>>0>=j>>>0)break d;g=f[M>>2]|0;c=g+4|0}while(c>>>0<=(f[(M+4|0)>>2]|0)>>>0)}L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}while(0)}f[(N+184|0)>>2]=-1;f[(N+196|0)>>2]=-1;f[(N+200|0)>>2]=-1;do if(I&255&32|0){c=f[M>>2]|0;e=f[(M+4|0)>>2]|0;if((c+4|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;G=b[c>>0]|0;f[M>>2]=c+2|0;F=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;H=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;f[(N+184|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+3|0)>>0]<<24;if(I&255&64|0){if((c+8|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+5|0;G=b[(c+4|0)>>0]|0;f[M>>2]=c+6|0;F=b[(c+5|0)>>0]|0;f[M>>2]=c+7|0;H=b[(c+6|0)>>0]|0;f[M>>2]=c+8|0;f[(N+196|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+7|0)>>0]<<24;if((c+12|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}else{f[M>>2]=c+9|0;G=b[(c+8|0)>>0]|0;f[M>>2]=c+10|0;F=b[(c+9|0)>>0]|0;f[M>>2]=c+11|0;H=b[(c+10|0)>>0]|0;f[M>>2]=c+12|0;f[(N+200|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+11|0)>>0]<<24;break}}}while(0);e=f[(N+212|0)>>2]|0;c=f[(N+216|0)>>2]|0;if((c|0)!=(e|0))do{H=c+-180|0;f[(N+216|0)>>2]=H;lWa(H);c=f[(N+216|0)>>2]|0}while((c|0)!=(e|0));if(I&255&128|0){c=f[M>>2]|0;if((c+4|0)>>>0>(f[(M+4|0)>>2]|0)>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;j=b[c>>0]|0;f[M>>2]=c+2|0;k=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;e=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;e=(k&255)<<8|j&255|(e&255)<<16|h[(c+3|0)>>0]<<24;j=(a+8|0)+8|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[(a+8|0)+84>>2]=0;k=(a+8|0)+92|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[(a+8|0)+108>>2]=0;l=(a+8|0)+116|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[((a+8|0)+128|0)>>2]=-1;f[(a+8|0)+132>>2]=-1;m=(a+8|0)+136|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;n[(a+8|0)+164>>2]=1.0;f[(a+8|0)+168>>2]=0;f[(a+8|0)+172>>2]=0;if(!e)c=1;else{c=0;while(1){if(!(Pnb(M,a+8|0)|0)){c=0;break}g=f[(N+216|0)>>2]|0;if((g|0)==(f[(N+220|0)>>2]|0))cob(N+212|0,a+8|0);else{O=f[(a+8|0)+4>>2]|0;f[g>>2]=f[(a+8|0)>>2];f[g+4>>2]=O;xOb(g+8|0,j);O=g+20|0;P=(a+8|0)+20|0;Q=O+68|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));f[g+88>>2]=f[((a+8|0)+88|0)>>2];xOb(g+92|0,k);f[(g+104|0)>>2]=f[((a+8|0)+104|0)>>2];f[(g+104|0)+4>>2]=f[((a+8|0)+104|0)+4>>2];d[(g+104|0)+8>>1]=d[((a+8|0)+104|0)+8>>1]|0;xOb(g+116|0,l);I=f[((a+8|0)+128|0)+4>>2]|0;f[(g+128|0)>>2]=f[((a+8|0)+128|0)>>2];f[(g+128|0)+4>>2]=I;xOb(g+136|0,m);bob(g+148|0,(a+8|0)+148|0);f[(g+168|0)>>2]=f[((a+8|0)+168|0)>>2];f[(g+168|0)+4>>2]=f[((a+8|0)+168|0)+4>>2];f[(g+168|0)+8>>2]=f[((a+8|0)+168|0)+8>>2];f[(N+216|0)>>2]=(f[(N+216|0)>>2]|0)+180}c=c+1|0;if(c>>>0>=e>>>0){c=1;break}}e=f[(a+8|0)+156>>2]|0;if(e)do{g=e;e=f[e>>2]|0;i=f[g+16>>2]|0;if(i|0){if((f[(g+20|0)>>2]|0)!=(i|0))f[(g+20|0)>>2]=i;sOb(i)}sOb(g)}while((e|0)!=0)}e=f[((a+8|0)+148|0)>>2]|0;f[((a+8|0)+148|0)>>2]=0;if(e|0)sOb(e);if((b[m+11>>0]|0)<0)sOb(f[m>>2]|0);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if(!c){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}f[(N+204|0)>>2]=-1;f[(N+208|0)>>2]=-1;if((K&255)<<16&524288|0){c=f[M>>2]|0;e=f[(M+4|0)>>2]|0;if((c+4|0)>>>0<=e>>>0){f[M>>2]=c+1|0;I=b[c>>0]|0;f[M>>2]=c+2|0;H=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;K=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;f[(N+208|0)>>2]=(H&255)<<8|I&255|(K&255)<<16|h[(c+3|0)>>0]<<24;if((c+8|0)>>>0<=e>>>0){f[M>>2]=c+5|0;K=b[(c+4|0)>>0]|0;f[M>>2]=c+6|0;I=b[(c+5|0)>>0]|0;f[M>>2]=c+7|0;L=b[(c+6|0)>>0]|0;f[M>>2]=c+8|0;f[(N+204|0)>>2]=(I&255)<<8|K&255|(L&255)<<16|h[(c+7|0)>>0]<<24;L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}}f[(N+188|0)>>2]=-1;f[(N+192|0)>>2]=-1}f[a+488>>2]=L;f[a+2160>>2]=O;f[a+2176>>2]=P;f[a+2184>>2]=Q;f[a+2200>>2]=J}function _pb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=f[a+336>>2]|0;k=f[a+400>>2]|0;l=f[a+408>>2]|0;m=f[a+528>>2]|0;o=f[a+2496>>2]|0;j=f[a+2816>>2]|0;p=f[a+2944>>2]|0;q=f[a+3176>>2]|0;r=f[a+3208>>2]|0;i=f[a+3216>>2]|0;a:{if(r){r=0;switch(i|0){case 85:{if(j>>>0<8){q=306;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<(c+11&-4)>>>0){m=c+11&-4;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;do if(!d)Fh[f[(f[o>>2]|0)+36>>2]&255](o,0,p+8|0,c);else{if((c|0)==27?(b[(f[d+4>>2]|0)+164>>0]&8)==0:0)if(!(oAb(p+8|0,240214)|0))break;Fh[f[(f[o>>2]|0)+36>>2]&255](o,0,p+8|0,c)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+11&-4);k=l;break}case 117:{if(j>>>0<12){q=316;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+8>>2]|0;if(j>>>0<(c+15&-4)>>>0){m=c+15&-4;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;do if(!d)Fh[f[(f[o>>2]|0)+36>>2]&255](o,f[p+4>>2]|0,p+12|0,c);else{e=f[p+4>>2]|0;if((c|0)==27?(b[(f[d+4>>2]|0)+164>>0]&8)==0:0)if(!(oAb(p+12|0,240214)|0))break;Fh[f[(f[o>>2]|0)+36>>2]&255](o,e,p+12|0,c)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+15&-4);k=l;break}case 112:{if(j>>>0<12){q=326;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<((c*24|0)+12|0)>>>0){m=(c*24|0)+12|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[p+8>>2]|0;Lh[f[(f[o>>2]|0)+40>>2]&255](o,c,(h&1|0)!=0,(h&2|0)!=0,p+12|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((c*24|0)+12|0);k=l;break}case 109:{if(j>>>0<16){q=331;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}e=f[(f[o>>2]|0)+48>>2]|0;c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(d){h=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(h+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](o,c,f[p+8>>2]|0,f[p+12>>2]|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+16;k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 48:{if(j>>>0<16){q=337;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}e=f[(f[o>>2]|0)+52>>2]|0;c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(d){h=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(h+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](o,c,f[p+8>>2]|0,f[p+12>>2]|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+16;k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 101:{if(j>>>0<20){q=343;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[(p+8|0)>>2]|0;if(j>>>0<((h<<2)+20|0)>>>0){m=(h<<2)+20|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}g=f[(p+12|0)>>2]|0;b:do if((g|0)<67108875){switch(g|0){case 67108873:break;default:{q=355;break b}}c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(!d){Lh[f[(f[o>>2]|0)+68>>2]&255](o,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0);break}else{Fob(f[d+4>>2]|0,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0,o);break}}else if((g|0)<268435467){switch(g|0){case 67108875:break;default:{q=355;break b}}c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(!d){Lh[f[(f[o>>2]|0)+64>>2]&255](o,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0);break}else{Eob(f[d+4>>2]|0,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0,o);break}}else{switch(g|0){case 268435467:break;default:{q=355;break b}}c=f[p+4>>2]|0;e=f[(f[o>>2]|0)+72>>2]|0;d=f[(n+112|0)>>2]|0;if(!d)d=h;else{d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;d=f[(p+8|0)>>2]|0}Lh[e&255](o,c,d,p+20|0,f[p+16>>2]|0);break}while(0);do if((q|0)==355){q=0;c=f[p+4>>2]|0;if(g&268435456|0){Lh[f[(f[o>>2]|0)+56>>2]&255](o,c,h,p+20|0,g);break}d=f[(n+112|0)>>2]|0;if(!d){e=h;d=g}else{e=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(e+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;e=f[(p+8|0)>>2]|0;d=f[(p+12|0)>>2]|0}Lh[f[(f[o>>2]|0)+56>>2]&255](o,c,e,p+20|0,d)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((h<<2)+20|0);k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 51:{if(j>>>0<20){q=363;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[(n+112|0)>>2]|0;do if(!c)Lh[f[(f[o>>2]|0)+60>>2]&255](o,f[p+4>>2]|0,f[p+8>>2]|0,f[p+12>>2]|0,f[p+16>>2]|0);else{c=f[c+4>>2]|0;if((f[(p+16|0)>>2]|0)!=3){g=f[(f[o>>2]|0)+60>>2]|0;f[(a+8|0)>>2]=f[p+4>>2];h=(pob(c+80|0,a+8|0)|0)+12|0;Lh[g&255](o,f[h>>2]|0,f[p+8>>2]|0,f[p+12>>2]|0,f[(p+16|0)>>2]|0);break}f[c+160>>2]=f[p+8>>2];d=b[(c+164|0)>>0]|0;if(d<<24>>24>-1){b[(c+164|0)>>0]=d|-128;Fh[f[(f[o>>2]|0)+36>>2]&255](o,f[c+76>>2]|0,240214,27)}}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+20;k=l;break}case 68:{if(j>>>0<8){q=373;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<(c+8|0)>>>0){m=c+8|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;if(!d)xh[f[(f[o>>2]|0)+76>>2]&127](o,p+8|0,c);else Gob(f[d+4>>2]|0,p,o);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+8|0);k=l;break}case 65:{if(j>>>0<16){q=381;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[(p+12|0)>>2]|0;if(j>>>0<((h<<2)+16|0)>>>0){m=(h<<2)+16|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}if(!(f[p+8>>2]|0)){e=f[(f[o>>2]|0)+80>>2]|0;c=f[(n+108|0)>>2]|0;d=f[(n+112|0)>>2]|0;if(!d)d=h;else{d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;d=f[(p+12|0)>>2]|0}Lh[e&255](o,c,f[p+4>>2]|0,p+16|0,d)}else{g=f[(f[o>>2]|0)+84>>2]|0;d=f[(n+108|0)>>2]|0;c=f[(n+112|0)>>2]|0;if(!c){e=h;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(p+12|0)>>2]|0;c=f[c>>2]|0}Lh[g&255](o,c,f[p+4>>2]|0,p+16|0,(e>>>0)/3|0)}if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((h<<2)+16|0);k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 52:{if(j>>>0<12){q=393;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[(p+4|0)>>2]|0;f[(p+4|0)>>2]=c&2147483647;switch(c&2147483647|0){case 1:{xh[f[(f[o>>2]|0)+160>>2]&127](o,f[p+8>>2]|0,(c|0)<0);break}case 2:{xh[f[(f[o>>2]|0)+164>>2]&127](o,f[p+8>>2]|0,(c|0)<0);break}case 3:{oh[f[(f[o>>2]|0)+172>>2]&1023](o,f[p+8>>2]|0);break}case 4:{oh[f[(f[o>>2]|0)+176>>2]&1023](o,f[p+8>>2]|0);break}default:{}}if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+12;k=l;break}case 53:{if(j>>>0<16){q=402;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<((c<<3)+16|0)>>>0){m=(c<<3)+16|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}Lh[f[(f[o>>2]|0)+168>>2]&255](o,f[p+8>>2]|0,p+16|0,c,(b[p+12>>0]|0)!=0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((c<<3)+16|0);k=l;break}default:{q=406;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}}}}f[a+400>>2]=k;f[a+528>>2]=m;f[a+3176>>2]=q;f[a+3208>>2]=r}function $pb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;F=f[a+336>>2]|0;C=f[a+360>>2]|0;w=f[a+400>>2]|0;u=f[a+408>>2]|0;A=f[a+472>>2]|0;D=f[a+528>>2]|0;E=f[a+560>>2]|0;G=f[a+864>>2]|0;H=f[a+1040>>2]|0;I=f[a+1136>>2]|0;B=f[a+1176>>2]|0;v=f[a+2496>>2]|0;y=f[a+2800>>2]|0;z=f[a+2816>>2]|0;x=f[a+2944>>2]|0;J=f[a+2968>>2]|0;K=f[a+2976>>2]|0;L=f[a+2984>>2]|0;M=f[a+3072>>2]|0;N=f[a+3176>>2]|0;O=f[a+3208>>2]|0;t=f[a+3216>>2]|0;a:{if(O){O=0;switch(t|0){case 69:{if(z>>>0<28){N=212;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}c=f[(x+24|0)>>2]|0;C=(c|0)==-1?28:c+31&-4;if(C>>>0>z>>>0){N=214;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}e=f[(f[v>>2]|0)+152>>2]|0;b=f[(F+108|0)>>2]|0;d=f[(F+112|0)>>2]|0;if(d){c=f[d+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;c=f[(x+24|0)>>2]|0;b=f[b>>2]|0}i=f[x+12>>2]|0;Zh[e&7](v,b,f[x+4>>2]|0,f[x+8>>2]|0,i&2147483647,f[x+16>>2]|0,f[x+20>>2]|0,(c|0)==-1?0:x+28|0,(i|0)<0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+C;w=u;break}case 103:{if(z>>>0<12){N=220;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+156>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(c){i=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(i+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Fh[d&255](v,b,f[x+4>>2]|0,f[x+8>>2]|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+12;w=u;break}case 78:{if(z>>>0<8){N=226;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}w=f[x+4>>2]|0;f[(F+104|0)>>2]=f[x>>2];f[(F+104|0)+4>>2]=w;f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+8;w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 82:{if(z>>>0<44){N=229;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}J=f[(x+24|0)>>2]|0;K=f[(x+28|0)>>2]|0;L=f[(x+32|0)>>2]|0;if((((K+J+L|0)*12|0)+44|0)>>>0>z>>>0){N=231;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}g=f[(f[v>>2]|0)+136>>2]|0;c=f[(F+108|0)>>2]|0;b=f[(F+112|0)>>2]|0;if(!b){d=J;e=K;b=L}else{d=f[b+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;d=f[(x+24|0)>>2]|0;e=f[(x+28|0)>>2]|0;c=f[c>>2]|0;b=f[(x+32|0)>>2]|0}i=(x+44|0)+(d*12|0)|0;bi[g&7](v,c,f[x+4>>2]|0,f[x+8>>2]|0,f[x+12>>2]|0,f[x+16>>2]|0,f[x+20>>2]|0,x+44|0,d,i,e,i+(e*12|0)|0,b);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+(((K+J+L|0)*12|0)+44|0);w=u;break}case 114:{if(z>>>0<12){N=237;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}M=f[(x+8|0)>>2]|0;if((M+12|0)>>>0>z>>>0){N=239;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+140>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)c=M;else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0;c=f[(x+8|0)>>2]|0}Lh[d&255](v,b,f[x+4>>2]|0,x+12|0,c);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+(M+12|0);w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 81:{if(z>>>0<40){N=245;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(x+8|0)>>2]|0;e=f[(x+12|0)>>2]|0;b=f[(x+16|0)>>2]|0;G=d&268435456|0?24:12;G=d&536870912|0?G+8|0:G;i=(f[(x+20|0)>>2]|0)+b+(f[(x+24|0)>>2]|0)|0;G=((i&1)+i<<1)+40+(X(d&1073741824|0?G+4|0:G,e)|0)+(((f[(x+32|0)>>2]|0)+(f[(x+28|0)>>2]|0)+(f[(x+36|0)>>2]|0)|0)*12|0)|0;if(G>>>0>z>>>0){N=247;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}i=f[(f[v>>2]|0)+132>>2]|0;g=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)h=e;else{b=f[c+4>>2]|0;f[(a+8|0)>>2]=g;g=(pob(b+80|0,a+8|0)|0)+12|0;b=f[(x+16|0)>>2]|0;d=f[(x+8|0)>>2]|0;h=f[(x+12|0)>>2]|0;g=f[g>>2]|0}c=f[x+4>>2]|0;e=f[(x+20|0)>>2]|0;if(!(b|e))if(!(f[(x+24|0)>>2]|0)){j=0;k=d&268435456;l=d&536870912;m=d&1073741824;o=0;p=0}else{n=0;N=253}else{n=e;N=253}if((N|0)==253){N=0;k=d&268435456;j=k|0?24:12;l=d&536870912;j=l|0?j+8|0:j;m=d&1073741824;j=(x+40|0)+(X(m|0?j+4|0:j,h)|0)|0;o=n;p=f[(x+24|0)>>2]|0}n=k|0?24:12;n=l|0?n+8|0:n;l=o+b+p|0;l=(x+40|0)+(X(m|0?n+4|0:n,h)|0)+((l&1)+l<<1)|0;m=f[(x+28|0)>>2]|0;n=f[(x+32|0)>>2]|0;fi[i&7](v,g,c,d,x+40|0,h,j,b,o,p,l,m,l+(m*12|0)|0,n,(l+(m*12|0)|0)+(n*12|0)|0,f[(x+36|0)>>2]|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+G;w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 111:{if(z>>>0<16){N=257;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}H=f[x+4>>2]|0;if(H>>>0>z>>>0){N=259;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}f[(a+296|0)>>2]=(f[(F+100|0)>>2]|0)+16;e=pOb(56)|0;f[e+40>>2]=0;f[e+44>>2]=0;f[e+48>>2]=0;if(Cob(F,e,y,a+296|0,u)|0){d=f[(f[v>>2]|0)+144>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(c){p=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(p+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}c=Vg[d&31](v,b,e,f[x+8>>2]|0,f[x+12>>2]|0)|0;if(!(f[(F+96|0)>>2]|0))b=9;else{f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+H;b=0}if(c)q=b;else{r=b;s=c?0:e;N=267}}else{Fh[f[(f[v>>2]|0)+36>>2]&255](v,0,240126,45);r=9;s=e;N=267}if((N|0)==267){N=0;b=s+40|0;c=f[b>>2]|0;if(c|0){Dob(b,c);sOb(f[b>>2]|0)}sOb(s);q=r}if(!q)w=u;else{E=q;N=407}break}default:O=1}}if(O){O=0;switch(t|0){case 90:{if(z>>>0<16){N=272;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}I=(f[x+8>>2]|0)+19&-4;if(I>>>0>z>>>0){N=274;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}mOb(F+16|0);b=f[(F+8|0)>>2]|0;if((f[(F+4|0)>>2]|0)==(b|0)){nOb(F+16|0);A=pOb(12)|0;B=pOb(16384)|0;f[A>>2]=B;f[A+4>>2]=B;f[A+8>>2]=B+16384}else{A=f[(b+-4|0)>>2]|0;f[(F+8|0)>>2]=b+-4|0;nOb(F+16|0)}B=tob(x,A)|0;if((B|0)>=0){N=291;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}b=(f[(F+100|0)>>2]|0)-B|0;f[(F+100|0)>>2]=b;if(B+z|0|0){c=A+4|0;e=f[c>>2]|0;g=f[A>>2]|0;d=(e-g|0)+(B+z|0)|0;if(d>>>0>(e-g|0)>>>0){AWa(A,B+z|0);c=f[A>>2]|0;b=f[(F+100|0)>>2]|0}else if(d>>>0<(e-g|0)>>>0)if((g+d|0|0)==(e|0))c=g;else{f[c>>2]=g+d|0;c=g}else c=g;bQb(c+(e-g|0)|0,(f[y>>2]|0)+b|0,B+z|0|0)|0}f[(F+100|0)>>2]=0;c=f[(F+96|0)>>2]|0;b=f[c>>2]|0;if((f[(c+4|0)>>2]|0)!=(b|0))f[(c+4|0)>>2]=b;f[(a+8|0)>>2]=c;b=f[(F+8|0)>>2]|0;if((b|0)==(f[(F+12|0)>>2]|0))vob(F+4|0,a+8|0);else{f[b>>2]=c;f[(F+8|0)>>2]=(f[(F+8|0)>>2]|0)+4}f[(F+96|0)>>2]=A;w=(f[A+4>>2]|0)-(f[A>>2]|0)|0;break}case 71:{if(z>>>0<12){N=299;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}e=f[(x+8|0)>>2]|0;if(z>>>0<((e<<2)+12|0)>>>0){D=(e<<2)+12|0;N=417;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+44>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)c=e;else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0;c=f[(x+8|0)>>2]|0}Lh[d&255](v,b,f[x+4>>2]|0,c,x+12|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+((e<<2)+12|0);w=u;break}default:O=1}}}f[a+360>>2]=C;f[a+400>>2]=w;f[a+472>>2]=A;f[a+528>>2]=D;f[a+560>>2]=E;f[a+864>>2]=G;f[a+1040>>2]=H;f[a+1136>>2]=I;f[a+1176>>2]=B;f[a+2968>>2]=J;f[a+2976>>2]=K;f[a+2984>>2]=L;f[a+3072>>2]=M;f[a+3176>>2]=N;f[a+3208>>2]=O}function aqb(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;s=f[a+336>>2]|0;p=f[a+400>>2]|0;q=f[a+408>>2]|0;r=f[a+560>>2]|0;t=f[a+2264>>2]|0;u=f[a+2488>>2]|0;v=f[a+2496>>2]|0;l=f[a+2688>>2]|0;m=f[a+2816>>2]|0;w=f[a+2944>>2]|0;x=f[a+3176>>2]|0;y=f[a+3208>>2]|0;o=f[a+3216>>2]|0;a:{if(y){y=0;switch(o|0){case 121:{if(m>>>0<16){x=105;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}t=f[w+8>>2]|0;if(t>>>0>m>>>0){x=107;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}f[(a+296|0)>>2]=0;f[l>>2]=0;f[((a+296|0)+8|0)>>2]=0;yob(a+296|0,f[(w+12|0)>>2]|0);if(f[(w+12|0)>>2]|0){i=w+16|0;j=0;while(1){k=(f[i>>2]<<2)+12|0;f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;f[(a+8|0)+12>>2]=0;f[(a+8|0)+16>>2]=0;b=f[l>>2]|0;if(b>>>0<(f[((a+296|0)+8|0)>>2]|0)>>>0){f[b>>2]=0;f[(b+4|0)>>2]=0;f[b+8>>2]=0;f[b>>2]=f[(a+8|0)>>2];f[(b+4|0)>>2]=f[((a+8|0)+4|0)>>2];f[b+8>>2]=f[((a+8|0)+8|0)>>2];f[((a+8|0)+8|0)>>2]=0;f[((a+8|0)+4|0)>>2]=0;f[(a+8|0)>>2]=0;h=f[((a+8|0)+12|0)+4>>2]|0;f[(b+12|0)>>2]=f[((a+8|0)+12|0)>>2];f[(b+12|0)+4>>2]=h;f[l>>2]=b+20}else{zob(a+296|0,a+8|0);b=f[(a+8|0)>>2]|0;if(b|0){c=f[((a+8|0)+4|0)>>2]|0;if((c|0)!=(b|0))f[((a+8|0)+4|0)>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}}h=f[l>>2]|0;f[h+-4>>2]=f[i+8>>2];f[h+-8>>2]=f[i+4>>2];b=f[i>>2]|0;c=f[(h+-20|0)>>2]|0;if((f[(h+-12|0)>>2]|0)-c>>2>>>0<b>>>0){if(b>>>0>1073741823){x=121;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=(f[(h+-16|0)>>2]|0)-c|0;g=pOb(b<<2)|0;if((e|0)>0)bQb(g|0,c|0,e|0)|0;f[(h+-20|0)>>2]=g;f[(h+-16|0)>>2]=g+(e>>2<<2);f[(h+-12|0)>>2]=g+(b<<2);if(c|0)sOb(c)}if(f[i>>2]|0){b=i+12|0;c=0;while(1){e=f[(h+-16|0)>>2]|0;if((e|0)==(f[(h+-12|0)>>2]|0))fBa(h+-20|0,b);else{f[e>>2]=f[b>>2];f[(h+-16|0)>>2]=e+4}c=c+1|0;if(c>>>0>=(f[i>>2]|0)>>>0)break;else b=b+4|0}}j=j+1|0;if(j>>>0>=(f[(w+12|0)>>2]|0)>>>0)break;else i=i+k|0}}e=f[(f[v>>2]|0)+96>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){k=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(k+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Fh[e&255](v,b,f[w+4>>2]|0,a+296|0);if(!(f[(s+96|0)>>2]|0))h=9;else{f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+t;h=0}b=f[(a+296|0)>>2]|0;if(b|0){c=f[l>>2]|0;if((c|0)!=(b|0)){do{e=c+-20|0;f[l>>2]=e;g=f[e>>2]|0;if(!g)c=e;else{c=c+-16|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g);c=f[l>>2]|0}}while((c|0)!=(b|0));b=f[(a+296|0)>>2]|0}sOb(b)}if(!h)p=q;else{r=h;x=407}break}default:y=1}}if(y){y=0;switch(o|0){case 80:{if(m>>>0<24){x=145;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}u=f[w+20>>2]|0;if(((u<<2)+24|0)>>>0>m>>>0){x=147;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}kh[f[(f[v>>2]|0)+24>>2]&3](v,+n[w+8>>2],+n[w+12>>2],+n[w+16>>2],(u|0)==0?0:w+24|0,u,f[w+4>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+((u<<2)+24|0);p=q;break}case 66:{if(m>>>0<32){x=151;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Lh[f[(f[v>>2]|0)+28>>2]&255](v,f[(s+108|0)>>2]|0,w+4|0,w+16|0,f[w+28>>2]|0);else{b=f[b+4>>2]|0;d=+n[w+4>>2];if(d<+n[(b+132|0)>>2])n[(b+132|0)>>2]=d;d=+n[w+16>>2];if(d>+n[(b+144|0)>>2])n[(b+144|0)>>2]=d;d=+n[w+8>>2];if(d<+n[(b+136|0)>>2])n[(b+136|0)>>2]=d;d=+n[w+20>>2];if(d>+n[(b+148|0)>>2])n[(b+148|0)>>2]=d;d=+n[w+12>>2];if(d<+n[(b+140|0)>>2])n[(b+140|0)>>2]=d;d=+n[w+24>>2];if(d>+n[(b+152|0)>>2])n[(b+152|0)>>2]=d;l=(f[(b+156|0)>>2]|0)+(f[w+28>>2]|0)|0;f[(b+156|0)>>2]=l;Lh[f[(f[v>>2]|0)+28>>2]&255](v,f[b+24>>2]|0,b+132|0,b+144|0,l)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+32;p=q;break}case 98:{if(m>>>0<36){x=170;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}Lh[f[(f[v>>2]|0)+32>>2]&255](v,w+4|0,w+16|0,f[w+28>>2]|0,f[w+32>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+36;p=q;break}default:y=1}}if(y){y=0;switch(o|0){case 77:{if(m>>>0<68){x=174;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+124>>2]|0;b=f[w+4>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(l+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}bi[e&7](v,b,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,f[w+20>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,w+44|0,w+56|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+68;p=q;break}case 73:{if(m>>>0<72){x=180;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+112>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(l+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}fi[e&7](v,b,f[w+8>>2]|0,f[(w+16|0)>>2]|0,f[(w+16|0)+4>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,f[w+44>>2]|0,f[w+48>>2]|0,f[w+52>>2]|0,f[w+56>>2]|0,f[w+60>>2]|0,f[w+64>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+72;p=q;break}case 118:{if(m>>>0<48){x=186;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[w+4>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(Aob((pob(l+80|0,l+20|0)|0)+40|0,a+8|0)|0)+12|0;b=f[b>>2]|0}ai[f[(f[v>>2]|0)+116>>2]&7](v,b,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,f[w+20>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,f[w+44>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+48;p=q;break}default:y=1}}if(y){y=0;switch(o|0){case 105:{if(m>>>0<16){x=192;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Th[f[(f[v>>2]|0)+148>>2]&127](v,0,f[w+4>>2]|0,f[w+8>>2]|0,f[w+12>>2]|0,0);else{o=f[b+4>>2]|0;f[(a+284|0)>>2]=f[w+4>>2];f[(a+280|0)>>2]=f[w+8>>2];f[(a+276|0)>>2]=f[w+12>>2];f[(a+292|0)>>2]=f[(a+284|0)>>2];f[(a+296|0)>>2]=f[(a+280|0)>>2];f[(a+8|0)>>2]=f[(a+276|0)>>2];Bob(o,v,0,a+292|0,a+296|0,a+8|0,0)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+16;p=q;break}case 120:{if(m>>>0<24){x=199;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Th[f[(f[v>>2]|0)+148>>2]&127](v,f[w+4>>2]|0,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,(f[w+20>>2]|0)!=0);else{m=f[b+4>>2]|0;o=f[w+4>>2]|0;f[(a+272|0)>>2]=f[w+8>>2];f[(a+268|0)>>2]=f[w+12>>2];f[(a+264|0)>>2]=f[w+16>>2];w=(f[w+20>>2]|0)!=0;f[(a+292|0)>>2]=f[(a+272|0)>>2];f[(a+296|0)>>2]=f[(a+268|0)>>2];f[(a+8|0)>>2]=f[(a+264|0)>>2];Bob(m,v,o,a+292|0,a+296|0,a+8|0,w)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+24;p=q;break}case 54:{if(m>>>0<28){x=206;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+120>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){o=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(o+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Ah[e&3](v,b,f[w+4>>2]|0,+n[w+8>>2],+n[w+12>>2],+n[w+16>>2],+n[w+20>>2],f[w+24>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+28;p=q;break}default:y=1}}}f[a+400>>2]=p;f[a+560>>2]=r;f[a+2264>>2]=t;f[a+2488>>2]=u;f[a+3176>>2]=x;f[a+3208>>2]=y}function bqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0,ba=0,ca=0,da=0;u=f[a+336>>2]|0;o=f[a+360>>2]|0;q=f[a+408>>2]|0;r=f[a+472>>2]|0;s=f[a+528>>2]|0;v=f[a+864>>2]|0;w=f[a+1040>>2]|0;x=f[a+1136>>2]|0;y=f[a+1176>>2]|0;z=f[a+1512>>2]|0;A=f[a+1864>>2]|0;B=f[a+1872>>2]|0;C=f[a+2088>>2]|0;E=f[a+2184>>2]|0;F=f[a+2192>>2]|0;I=f[a+2264>>2]|0;J=f[a+2488>>2]|0;K=f[a+2496>>2]|0;L=f[a+2688>>2]|0;M=f[a+2800>>2]|0;N=f[a+2816>>2]|0;O=f[a+2848>>2]|0;m=f[a+2904>>2]|0;P=f[a+2944>>2]|0;Q=f[a+2968>>2]|0;R=f[a+2976>>2]|0;S=f[a+2984>>2]|0;T=f[a+3072>>2]|0;U=f[a+3176>>2]|0;a:{do{V=1;W=f[P>>2]|0;if(V){V=0;switch(W|0){case 86:{if(N>>>0<20){U=25;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[(u+112|0)>>2]|0;if(!c)Lh[f[(f[K>>2]|0)+8>>2]&255](K,f[P+4>>2]|0,f[P+8>>2]|0,f[P+12>>2]|0,f[P+16>>2]|0);else{d=f[c+4>>2]|0;if((f[(P+8|0)>>2]|0)>>>0<69)if((f[(d+20|0)>>2]|0)==-1){f[(d+20|0)>>2]=-2;l=(pob(d+80|0,d+20|0)|0)+12|0;f[d+24>>2]=f[l>>2]}c=b[(d+164|0)>>0]|0;if(!(c&16)){f[d+16>>2]=f[(P+16|0)>>2];b[(d+164|0)>>0]=c|16}Lh[f[(f[K>>2]|0)+8>>2]&255](K,f[P+4>>2]|0,f[(P+8|0)>>2]|0,-2,f[(P+16|0)>>2]|0)}if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}z=f[P+8>>2]|0;if((z+-66|0)>>>0>3){U=36;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+20;c=q;break}case 84:{if(N>>>0<16){U=39;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[P+8>>2]|0;if(c|0)xh[f[(f[K>>2]|0)+16>>2]&127](K,c,f[P+12>>2]|0);c=f[(u+112|0)>>2]|0;if(!c)oh[f[(f[K>>2]|0)+12>>2]&1023](K,f[P+4>>2]|0);else wob(f[c+4>>2]|0,P,K);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+16;c=q;break}case 116:{if(N>>>0<12){U=48;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}xh[f[(f[K>>2]|0)+16>>2]&127](K,f[P+4>>2]|0,f[P+8>>2]|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+12;c=q;break}case 83:{if(N>>>0<24){U=52;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}e=f[(f[K>>2]|0)+100>>2]|0;c=f[(u+108|0)>>2]|0;d=f[(u+112|0)>>2]|0;if(d){l=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(l+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](K,c,f[P+4>>2]|0,P+8|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+24;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 115:{if(N>>>0<44){U=58;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}A=f[(P+36|0)>>2]|0;B=f[(P+40|0)>>2]|0;if(((A<<2)+44+(B*12|0)|0)>>>0>N>>>0){U=60;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}h=f[(f[K>>2]|0)+104>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=A;g=B;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(P+36|0)>>2]|0;g=f[(P+40|0)>>2]|0;c=f[c>>2]|0}l=(e|0)==0;Hh[h&3](K,c,f[P+4>>2]|0,P+8|0,+n[P+24>>2],+n[P+28>>2],+n[P+32>>2],l?0:P+44|0,e,(g|0)==0?0:l?P+44|0:(P+44|0)+(e<<2)|0,g);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((A<<2)+44+(B*12|0)|0);c=q;break}case 56:{if(N>>>0<132){U=66;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}e=(f[(P+8|0)>>2]|0)==0?0:P+8|0;g=(f[(P+20|0)>>2]|0)==0?0:P+20|0;j=(f[(P+32|0)>>2]|0)==0?0:P+32|0;h=(f[(P+44|0)>>2]|0)==0?0:P+44|0;k=(f[(P+56|0)>>2]|0)==0?0:P+56|0;i=(f[(P+68|0)>>2]|0)==0?0:P+68|0;l=f[(f[K>>2]|0)+108>>2]|0;c=f[(u+108|0)>>2]|0;d=f[(u+112|0)>>2]|0;if(d){d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}da=f[P+4>>2]|0;ca=f[P+80>>2]|0;ba=f[P+84>>2]|0;aa=f[P+88>>2]|0;$=+n[P+108>>2];_=+n[P+112>>2];Z=+n[P+116>>2];Y=+n[P+120>>2];X=+n[P+124>>2];d=f[P+128>>2]|0;f[(a+8|0)>>2]=f[(P+92|0)>>2];f[(a+8|0)+4>>2]=f[(P+92|0)+4>>2];f[(a+8|0)+8>>2]=f[(P+92|0)+8>>2];f[(a+8|0)+12>>2]=f[(P+92|0)+12>>2];ci[l&3](K,c,da,e,g,j,h,k,i,ca,ba,aa,a+8|0,$,_,Z,Y,X,d);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+132;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 50:{if(N>>>0<16){U=72;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}C=f[(P+8|0)>>2]|0;if(((C<<2)+16|0)>>>0>N>>>0){U=74;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}g=f[(f[K>>2]|0)+128>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=C;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(P+8|0)>>2]|0;c=f[c>>2]|0}Th[g&127](K,c,f[P+4>>2]|0,(e|0)==0?0:P+16|0,e,f[P+12>>2]|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((C<<2)+16|0);c=q;break}case 88:{if(N>>>0<56){U=80;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[(u+112|0)>>2]|0;if(!c)Fh[f[(f[K>>2]|0)+88>>2]&255](K,f[(u+108|0)>>2]|0,f[P+4>>2]|0,P+8|0);else{da=f[c+4>>2]|0;f[(a+288|0)>>2]=f[(u+108|0)>>2];f[(a+8|0)>>2]=f[(a+288|0)>>2];xob(da,a+8|0,P,K)}if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+56;c=q;break}case 99:{if(N>>>0<104){U=87;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[((a+8|0)+4|0)>>2]=0;e=a+8|0;c=m+(f[(u+100|0)>>2]|0)|0;d=e+104|0;do{b[e>>0]=b[c>>0]|0;e=e+1|0;c=c+1|0}while((e|0)<(d|0));c=f[(u+112|0)>>2]|0;if(!c)Oh[f[(f[K>>2]|0)+20>>2]&3](K,f[((a+8|0)+8|0)>>2]|0,(a+8|0)+16|0,(a+8|0)+40|0,(a+8|0)+64|0,+p[((a+8|0)+88|0)>>3],+p[((a+8|0)+96|0)>>3],f[((a+8|0)+4|0)>>2]|0);else{c=f[c+4>>2]|0;if(!(b[(c+164|0)>>0]&1))if((f[(c+16|0)>>2]|0)==(f[((a+8|0)+4|0)>>2]|0)){Oh[f[(f[K>>2]|0)+20>>2]&3](K,f[((a+8|0)+8|0)>>2]|0,(a+8|0)+16|0,(a+8|0)+40|0,(a+8|0)+64|0,+p[((a+8|0)+88|0)>>3],+p[((a+8|0)+96|0)>>3],0);f[(c+16|0)>>2]=-1;b[(c+164|0)>>0]=b[(c+164|0)>>0]|1}}if(!(f[(u+96|0)>>2]|0)){U=95;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+104;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 89:{if(N>>>0<16){U=97;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}E=f[(P+8|0)>>2]|0;F=f[(P+12|0)>>2]|0;if(((E<<2)+16+(F*12|0)|0)>>>0>N>>>0){U=99;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}g=f[(f[K>>2]|0)+92>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=E;c=F}else{e=f[c+4>>2]|0;f[(a+8|0)>>2]=d;d=(pob(e+80|0,a+8|0)|0)+12|0;e=f[(P+8|0)>>2]|0;d=f[d>>2]|0;c=f[(P+12|0)>>2]|0}Xh[g&63](K,d,f[P+4>>2]|0,e,c,P+16|0,(P+16|0)+(e<<2)|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((E<<2)+16+(F*12|0)|0);c=q;break}default:V=1}}f[a+336>>2]=u;f[a+400>>2]=c;f[a+408>>2]=q;f[a+560>>2]=t;f[a+2264>>2]=I;f[a+2488>>2]=J;f[a+2496>>2]=K;f[a+2688>>2]=L;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3240>>2]=0;f[a+3244>>2]=0;aqb(a);c=f[a+400>>2]|0;t=f[a+560>>2]|0;I=f[a+2264>>2]|0;J=f[a+2488>>2]|0;U=f[a+3176>>2]|0;V=f[a+3208>>2]|0;G=f[a+3240>>2]|0;D=f[a+3244>>2]|0;H=+n[a+3244>>2];f[a+3240>>2]=0;f[a+3244>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 21:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 22:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}f[a+336>>2]=u;f[a+360>>2]=o;f[a+400>>2]=c;f[a+408>>2]=q;f[a+472>>2]=r;f[a+528>>2]=s;f[a+560>>2]=t;f[a+864>>2]=v;f[a+1040>>2]=w;f[a+1136>>2]=x;f[a+1176>>2]=y;f[a+2496>>2]=K;f[a+2800>>2]=M;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+2968>>2]=Q;f[a+2976>>2]=R;f[a+2984>>2]=S;f[a+3072>>2]=T;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3232>>2]=0;f[a+3236>>2]=0;$pb(a);o=f[a+360>>2]|0;c=f[a+400>>2]|0;r=f[a+472>>2]|0;s=f[a+528>>2]|0;t=f[a+560>>2]|0;v=f[a+864>>2]|0;w=f[a+1040>>2]|0;x=f[a+1136>>2]|0;y=f[a+1176>>2]|0;Q=f[a+2968>>2]|0;R=f[a+2976>>2]|0;S=f[a+2984>>2]|0;T=f[a+3072>>2]|0;U=f[a+3176>>2]|0;V=f[a+3208>>2]|0;G=f[a+3232>>2]|0;D=f[a+3236>>2]|0;H=+n[a+3236>>2];f[a+3232>>2]=0;f[a+3236>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 22:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 23:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}f[a+336>>2]=u;f[a+400>>2]=c;f[a+408>>2]=q;f[a+528>>2]=s;f[a+2496>>2]=K;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3224>>2]=0;f[a+3228>>2]=0;_pb(a);c=f[a+400>>2]|0;s=f[a+528>>2]|0;U=f[a+3176>>2]|0;G=f[a+3224>>2]|0;D=f[a+3228>>2]|0;H=+n[a+3228>>2];f[a+3224>>2]=0;f[a+3228>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 31:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 30:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}}while(0);if((U|0)==407){U=0;switch(t|0){case 9:{U=409;f[a+3248>>2]=2;f[a+3252>>2]=33;break a}case 0:{c=q;break}default:{s=0;U=417;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}}}O=f[(u+100|0)>>2]|0;if(c>>>0<=O>>>0){U=409;f[a+3248>>2]=2;f[a+3252>>2]=33;break a}else q=c}f[a+360>>2]=o;f[a+408>>2]=q;f[a+472>>2]=r;f[a+528>>2]=s;f[a+864>>2]=v;f[a+1040>>2]=w;f[a+1136>>2]=x;f[a+1176>>2]=y;f[a+1512>>2]=z;f[a+1864>>2]=A;f[a+1872>>2]=B;f[a+2088>>2]=C;f[a+2184>>2]=E;f[a+2192>>2]=F;f[a+2264>>2]=I;f[a+2488>>2]=J;f[a+2848>>2]=O;f[a+2968>>2]=Q;f[a+2976>>2]=R;f[a+2984>>2]=S;f[a+3072>>2]=T;f[a+3176>>2]=U}function cqb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;v=f[a+104>>2]|0;w=f[a+528>>2]|0;x=f[a+568>>2]|0;m=f[a+616>>2]|0;o=f[a+640>>2]|0;z=f[a+656>>2]|0;A=f[a+664>>2]|0;B=f[a+672>>2]|0;y=f[a+904>>2]|0;r=f[a+1e3>>2]|0;s=f[a+1016>>2]|0;t=f[a+1264>>2]|0;a:{c=f[(w+(v*20|0)+4|0)>>2]|0;p=f[(w+(v*20|0)+8|0)>>2]|0;if((c|0)!=(p|0)){k=0;l=f[(a+40|0)>>2]|0;while(1){g=f[(f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;h=X(g,o)|0;if(cvb()|0){i=+(k&255);if((z+(g<<2)|0|0)!=(z|0)){e=z;do{n[e>>2]=i;e=e+4|0}while((e|0)!=(z+(g<<2)|0|0))}}else dQb(z|0,k|0,g|0)|0;oub(f[(a+48|0)>>2]|0,l,h,z);c=c+4|0;if((c|0)==(p|0))break;else{k=k+1<<24>>24;l=h+l|0}}}f[(a+32|0)>>2]=0;f[((a+32|0)+4|0)>>2]=0;f[(a+28|0)>>2]=0;deb(aeb()|0,m,a+32|0,a+28|0,64);c=f[(a+32|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Zvb(258928,c)|0;g=f[(a+28|0)>>2]|0;h=(r<<1)+g|0;l=(s<<1)+h|0;o=f[(w+(v*20|0)+4|0)>>2]|0;m=(f[(f[o>>2]|0)+4>>2]|0)+44|0;c=f[m>>2]|0;e=f[c+24>>2]|0;if(e){FLa(c+68|0,0,e<<1,g,a+32|0)|0;q=f[m>>2]|0;c=q;g=(f[q+24>>2]<<1)+g|0}e=f[c+28>>2]|0;if(!e)k=h;else{FLa(c+68|0,f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]<<1,e<<1,h,a+32|0)|0;k=f[m>>2]|0;c=k;k=(f[k+28>>2]<<1)+h|0}h=f[c+32>>2]|0;if(!h)c=l;else{if(!(b[c+148>>0]&2))e=f[c+44>>2]|0;else e=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;FLa(c+68|0,e<<1,h<<1,l,a+32|0)|0;c=(f[(f[m>>2]|0)+32>>2]<<1)+l|0}q=f[(w+(v*20|0)+8|0)>>2]|0;if((o+4|0|0)!=(q|0)){p=f[(f[(f[(f[o>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;m=o+4|0;l=c;while(1){h=(f[(f[m>>2]|0)+4>>2]|0)+44|0;DLa((f[h>>2]|0)+68|0,z)|0;e=z+((ALa((f[h>>2]|0)+68|0)|0)<<1)|0;if((e|0)!=(z|0)){c=z;do{d[c>>1]=p+(j[c>>1]|0);c=c+2|0}while((c|0)!=(e|0))}c=f[h>>2]|0;e=f[c+24>>2]|0;if(e){oub(f[(a+32|0)>>2]|0,g,e<<1,z);o=f[h>>2]|0;c=o;g=g+(f[o+24>>2]<<1)|0}e=f[c+28>>2]|0;if(e){oub(f[(a+32|0)>>2]|0,k,e<<1,z+(f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]<<1)|0);o=f[h>>2]|0;c=o;k=k+(f[o+28>>2]<<1)|0}e=f[c+32>>2]|0;if(!e)e=l;else{if(!(b[c+148>>0]&2))c=f[c+44>>2]|0;else c=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;oub(f[(a+32|0)>>2]|0,l,e<<1,z+(c<<1)|0);e=l+(f[(f[h>>2]|0)+32>>2]<<1)|0}c=m+4|0;if((c|0)==(q|0))break;else{p=(f[(f[(f[(f[m>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]&65535)+(p&65535)|0;m=c;l=e}}}h=f[(f[(f[f[(w+(v*20|0)+4|0)>>2]>>2]|0)+4>>2]|0)+44>>2]|0;f[x+52>>2]=f[h+52>>2];c=f[h>>2]|0;h=f[h+4>>2]|0;if((c|0)!=(h|0)){k=f[c+8>>2]|0;do{f[a>>2]=f[c>>2];e=f[c+4>>2]|0;f[(a+4|0)>>2]=e;if(e|0)gOb(e);e=c+8|0;f[(a+8|0)>>2]=f[e>>2];f[(a+8|0)+4>>2]=f[e+4>>2];f[(a+8|0)+8>>2]=f[e+8>>2];f[(a+8|0)+12>>2]=f[e+12>>2];d[(a+8|0)+16>>1]=d[e+16>>1]|0;e=f[(a+60|0)>>2]|0;g=f[((a+60|0)+4|0)>>2]|0;if(g|0)gOb(g);f[a>>2]=e;e=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=g;if(e|0)iOb(e);f[(a+8|0)>>2]=(f[(a+56|0)>>2]|0)-k+(f[(a+8|0)>>2]|0);e=f[(x+4|0)>>2]|0;if((e|0)==(f[(x+8|0)>>2]|0))qpb(x,a);else{f[e>>2]=f[a>>2];g=f[(a+4|0)>>2]|0;f[e+4>>2]=g;if(g|0)gOb(g);f[(e+8|0)>>2]=f[(a+8|0)>>2];f[(e+8|0)+4>>2]=f[(a+8|0)+4>>2];f[(e+8|0)+8>>2]=f[(a+8|0)+8>>2];f[(e+8|0)+12>>2]=f[(a+8|0)+12>>2];d[(e+8|0)+16>>1]=d[(a+8|0)+16>>1]|0;f[(x+4|0)>>2]=(f[(x+4|0)>>2]|0)+28}e=f[(a+4|0)>>2]|0;if(e|0)iOb(e);c=c+28|0}while((c|0)!=(h|0))}f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+12>>2]=2;e=cvb()|0;f[a+16>>2]=e?5126:5121;f[a+20>>2]=0;e=f[(a+48|0)>>2]|0;g=f[y>>2]|0;do if(!g){f[a>>2]=e;f[(a+4|0)>>2]=g;c=a}else{gOb(g);c=f[(a+4|0)>>2]|0;f[a>>2]=e;f[(a+4|0)>>2]=g;if(!c){c=a;break}iOb(c);c=a}while(0);f[(a+8|0)>>2]=f[(a+40|0)>>2];b[a+25>>0]=1;b[a+24>>0]=0;e=f[(x+4|0)>>2]|0;if((e|0)==(f[x+8>>2]|0))qpb(x,a);else{f[e>>2]=f[c>>2];c=f[(a+4|0)>>2]|0;f[e+4>>2]=c;if(c|0)gOb(c);f[(e+8|0)>>2]=f[(a+8|0)>>2];f[(e+8|0)+4>>2]=f[(a+8|0)+4>>2];f[(e+8|0)+8>>2]=f[(a+8|0)+8>>2];f[(e+8|0)+12>>2]=f[(a+8|0)+12>>2];d[(e+8|0)+16>>1]=d[(a+8|0)+16>>1]|0;f[(x+4|0)>>2]=(f[(x+4|0)>>2]|0)+28}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);nMa(x,a+32|0);oMa(x,f[(a+28|0)>>2]|0);pMa(x,0,r);pMa(x,1,s);pMa(x,2,t);qMa(x,0,0);qMa(x,1,r);qMa(x,2,s+r|0);h=f[(w+(v*20|0)|0)>>2]|0;f[(w+(v*20|0)|0)>>2]=x;if(h|0){c=f[h+56>>2]|0;if(c|0){e=f[(h+60|0)>>2]|0;if((e|0)!=(c|0))f[(h+60|0)>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}c=f[h+16>>2]|0;if(c|0)iOb(c);c=f[h>>2]|0;if(c|0){e=f[(h+4|0)>>2]|0;if((e|0)!=(c|0)){do{g=e+-28|0;f[(h+4|0)>>2]=g;e=f[e+-24>>2]|0;if(!e)e=g;else{iOb(e);e=f[(h+4|0)>>2]|0}}while((e|0)!=(c|0));c=f[h>>2]|0}sOb(c)}sOb(h)}c=f[((a+32|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[y>>2]|0;if(c|0)iOb(c);c=f[((a+60|0)+4|0)>>2]|0;if(c|0)iOb(c);Zvb(258928,B)|0;Yvb(258928,A)|0;tOb(z);u=a;f[a+1704>>2]=5;break a}}
+function Abb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,k=0;i=a+230|0;k=j[i>>1]|j[i+2>>1]<<16;if(!(k&32768)){g=a+320|0;if(+p[g>>3]==+p[e>>3])if(+p[a+328>>3]==+p[e+8>>3])if(+p[a+336>>3]==+p[e+16>>3])if(+p[a+344>>3]==+p[c>>3])if(+p[a+352>>3]==+p[c+8>>3])if(+p[a+360>>3]==+p[c+16>>3]){a=0;return a|0}else h=e;else h=e;else h=e;else h=e;else h=e;else h=e}else{g=a+320|0;h=e}p[a+344>>3]=+p[c>>3];p[a+352>>3]=+p[c+8>>3];p[a+360>>3]=+p[c+16>>3];p[g>>3]=+p[h>>3];p[a+328>>3]=+p[e+8>>3];p[a+336>>3]=+p[e+16>>3];g=k&-57345|24576;d[i>>1]=g;d[i+2>>1]=g>>>16;do if(k&2048)if((b[a+226>>0]|0)!=2){k=f[a+60>>2]|0;if((f[k+1896>>2]|0)==(f[k+1900>>2]|0))if(sSa(f[a+64>>2]|0)|0){g=j[i>>1]|j[i+2>>1]<<16;break}else{a=1;return a|0}}while(0);if(!(g&1024)){a=0;return a|0}if((b[a+226>>0]|0)==2){a=0;return a|0}k=f[a+60>>2]|0;if((f[k+1896>>2]|0)!=(f[k+1900>>2]|0)){a=0;return a|0}a=(sSa(f[a+64>>2]|0)|0)^1;return a|0}function Bbb(a,c){a=a|0;c=c|0;var e=0,g=0;c=c>>>0>16?c:16;e=a+368|0;if((f[e>>2]|0)==(c|0)){a=0;return a|0}f[e>>2]=c;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=e|24576;d[c>>1]=g;d[c+2>>1]=g>>>16;if(!(e&2048)){g=0;return g|0}if((b[a+226>>0]|0)==2){g=0;return g|0}g=f[a+60>>2]|0;if((f[g+1896>>2]|0)!=(f[g+1900>>2]|0)){g=0;return g|0}g=(sSa(f[a+64>>2]|0)|0)^1;return g|0}function Cbb(a,c){a=a|0;c=c|0;var d=0;d=a+60|0;if(!(Mgb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}c=a+230|0;if(!((j[c>>1]|j[c+2>>1]<<16)&2048)){d=0;return d|0}if((b[a+226>>0]|0)==2){d=0;return d|0}d=f[d>>2]|0;if((f[d+1896>>2]|0)!=(f[d+1900>>2]|0)){d=0;return d|0}d=(sSa(f[a+64>>2]|0)|0)^1;return d|0}function Dbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Ngb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&2048)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Ebb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;e=a+60|0;if(!(Ogb((f[e>>2]|0)+3624|0,c)|0)){e=0;return e|0}g=a+230|0;c=j[g>>1]|j[g+2>>1]<<16;h=c|24576;d[g>>1]=h;d[g+2>>1]=h>>>16;if(!(c&2048)){h=0;return h|0}if((b[a+226>>0]|0)==2){h=0;return h|0}h=f[e>>2]|0;if((f[h+1896>>2]|0)!=(f[h+1900>>2]|0)){h=0;return h|0}h=(sSa(f[a+64>>2]|0)|0)^1;return h|0}function Fbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Pgb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&2048)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Gbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>12&1|0)==(a|0)){e=0;return e|0}e=e&-4097|a<<12;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Hbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>8&1|0)==(a|0)){e=0;return e|0}e=e&-257|a<<8;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Ibb(a,b){a=a|0;b=+b;return Gfb((f[a+60>>2]|0)+3728|0,b)|0}function Jbb(a,b){a=a|0;b=+b;return Hfb((f[a+60>>2]|0)+3728|0,b)|0}function Kbb(a,b){a=a|0;b=b|0;return Jfb((f[a+60>>2]|0)+3728|0,b)|0}function Lbb(a,b){a=a|0;b=+b;return Ifb((f[a+60>>2]|0)+3728|0,b)|0}function Mbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>9&1|0)==(a|0)){e=0;return e|0}e=e&-513|a<<9;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Nbb(a,b){a=a|0;b=+b;return Kfb((f[a+60>>2]|0)+3728|0,b)|0}function Obb(a,b){a=a|0;b=+b;return Lfb((f[a+60>>2]|0)+3728|0,b)|0}function Pbb(a,b){a=a|0;b=b|0;return Nfb((f[a+60>>2]|0)+3728|0,b)|0}function Qbb(a,b){a=a|0;b=+b;return Mfb((f[a+60>>2]|0)+3728|0,b)|0}function Rbb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;h=c&1;if((g>>>10&1|0)==(h|0)){c=0;return c|0}g=g&-1025|h<<10;d[e>>1]=g;d[e+2>>1]=g>>>16;g=a+60|0;h=(f[g>>2]|0)+1912|0;if(c){c=pOb(952)|0;Ihb(c,a);jdb(c+840|0,a);e=f[h>>2]|0;f[h>>2]=c;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}c=(f[(f[g>>2]|0)+1912>>2]|0)+832|0;b[c>>0]=b[c>>0]|16;c=f[(f[g>>2]|0)+1912>>2]|0;f[c+828>>2]=8;pdb(c+840|0,0);qdb((f[(f[g>>2]|0)+1912>>2]|0)+840|0,0);sdb((f[(f[g>>2]|0)+1912>>2]|0)+840|0,1);c=1;return c|0}else{e=f[h>>2]|0;f[h>>2]=0;if(!e){c=1;return c|0}E8a(e+840|0);F8a(e);sOb(e);c=1;return c|0}return 0}function Sbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Bgb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Tbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Egb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Ubb(a,c){a=a|0;c=c|0;var d=0;d=a+60|0;if(!(Cgb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}c=a+230|0;if(!((j[c>>1]|j[c+2>>1]<<16)&1024)){d=0;return d|0}if((b[a+226>>0]|0)==2){d=0;return d|0}d=f[d>>2]|0;if((f[d+1896>>2]|0)!=(f[d+1900>>2]|0)){d=0;return d|0}d=(sSa(f[a+64>>2]|0)|0)^1;return d|0}function Vbb(a,c,d){a=a|0;c=+c;d=d|0;var e=0;e=a+60|0;if(!(Dgb((f[e>>2]|0)+4216|0,c,d)|0)){e=0;return e|0}d=a+230|0;if(!((j[d>>1]|j[d+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[e>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Wbb(a,c,d,e){a=a|0;c=+c;d=+d;e=e|0;var f=0,g=0;f=a+372|0;g=a+376|0;if(+n[f>>2]==c)if(+n[g>>2]==d)if((b[a+380>>0]|0)==e<<24>>24){g=0;return g|0}n[f>>2]=c;n[g>>2]=d;b[a+380>>0]=e;g=1;return g|0}function Xbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>18&1|0)==(a|0)){e=0;return e|0}e=e&-262145|a<<18;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Ybb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=b+4|0;if((f[b>>2]|0)==(f[g>>2]|0))ueb((f[a+60>>2]|0)+2180|0);h=a+388|0;c=f[h>>2]|0;e=a+392|0;if(!c)a=a+396|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c);a=a+396|0;f[a>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[b>>2];f[e>>2]=f[g>>2];h=b+8|0;f[a>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[b>>2]=0;return}function Zbb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j+4|0;i=j;if(!d){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;u=j;return}g=b+60|0;b=f[g>>2]|0;e=b+24|0;if(!(f[e>>2]|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;u=j;return}else{Adb(b,h,i);g=f[g>>2]|0;Ieb(a,g+2180|0,c,d,g+224|0,+n[h>>2],+n[i>>2],f[e>>2]|0,g+2256|0);u=j;return}}function _bb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;if(!(f[a>>2]|0))return;f[a>>2]=0;b[a+500>>0]=0;c=f[a+12>>2]|0;if(c|0)do{g=c;e=f[g+12>>2]|0;g=g+16|0;d=f[g>>2]|0;if((d|0)!=(e|0))f[g>>2]=d+(~(((d+-44-e|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+32>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+52>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+72>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+92>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+112>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+132>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+152>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+172>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+192>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+212>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+232>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+252>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+272>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+292>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+312>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+332>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+352>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+372>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+392>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+412>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+432>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+452>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+472>>2]|0;if(!c)return;do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);return}function $bb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=0;j=u;u=u+1120|0;f[j>>2]=b;acb(j,a+4|0);acb(j,a+24|0);acb(j,a+44|0);acb(j,a+64|0);acb(j,a+84|0);acb(j,a+104|0);acb(j,a+124|0);acb(j,a+144|0);acb(j,a+164|0);acb(j,a+184|0);acb(j,a+204|0);acb(j,a+224|0);h=X(b,1540483477)|0;h=(X(h>>>24^h,1540483477)|0)^1866966612;h=X(h>>>13^h,1540483477)|0;e=f[a+248>>2]|0;a:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+244|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break a;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break b}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+244|0,j+8|0)|0}}}while(0);e=f[a+268>>2]|0;c:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+264|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){d:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break c;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break d;c=f[c>>2]|0;if(!c)break c}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break d}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break c}c=f[c>>2]|0;if(!c)break c}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+264|0,j+8|0)|0}}}while(0);e=f[a+288>>2]|0;e:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+284|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){f:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break e;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break f;c=f[c>>2]|0;if(!c)break e}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break f}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break e}c=f[c>>2]|0;if(!c)break e}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+284|0,j+8|0)|0}}}while(0);e=f[a+308>>2]|0;g:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+304|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){h:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break g;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break h;c=f[c>>2]|0;if(!c)break g}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break h}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break g}c=f[c>>2]|0;if(!c)break g}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+304|0,j+8|0)|0}}}while(0);e=f[a+328>>2]|0;i:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+324|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){j:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break i;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break j;c=f[c>>2]|0;if(!c)break i}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break j}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break i}c=f[c>>2]|0;if(!c)break i}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+324|0,j+8|0)|0}}}while(0);g=f[a+348>>2]|0;f[j+32>>2]=a;f[j+40>>2]=b;f[j+640>>2]=h;f[j+752>>2]=g;f[j+1040>>2]=i;f[j+1048>>2]=0;f[j+1052>>2]=0;bgb(j);G=f[j+1048>>2]|0;D=f[j+1052>>2]|0;H=+n[j+1052>>2];f[j+1048>>2]=0;f[j+1052>>2]=0;if((G|0)==5)return}function acb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=ccb(b,a)|0;if(!l)return;i=f[b+4>>2]|0;a=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&a;else if(a>>>0<i>>>0)h=a;else h=(a>>>0)%(i>>>0)|0;c=(f[b>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){a=f[k>>2]|0;if((a|0)==(l|0))break;else k=a}if((k|0)==(b+8|0))e=15;else{a=f[k+4>>2]|0;if(g)a=a&j;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0))d=l;else e=15}do if((e|0)==15){a=f[l>>2]|0;if(a|0){a=f[a+4>>2]|0;if(g)a=a&j;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;a=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[b>>2]|0)+(c<<2)>>2]=k;a=f[l>>2]|0}}f[k>>2]=a;f[d>>2]=0;a=b+12|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[l+12>>2]|0;if(a|0){c=l+16|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-44-a|0)>>>0)/44|0)*44|0);sOb(a)}sOb(l);return}function bcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+20>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[g+60>>2]|0;if(c|0){d=g+64|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[g+56>>2]|0;if(c|0)iOb(c);c=f[g+48>>2]|0;if(c|0)iOb(c);sOb(g)}while((b|0)!=0);a=k+12|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)sOb(b);sOb(k);return l|0}function ccb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=X(h,1540483477)|0;e=(X(e>>>24^e,1540483477)|0)^1866966612;e=X(e>>>13^e,1540483477)|0;e=e>>>15^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=e&d;else if(e>>>0<g>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function dcb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;g=a+24|0;b[g>>0]=0;h=a+25|0;b[h>>0]=0;i=a+26|0;b[i>>0]=0;j=a+28|0;f[j>>2]=0;k=a+32|0;f[k>>2]=-1;if(!((d&4194304|0)==0&(b[c+226>>0]|0)==3)){b[h>>0]=0;k=(d&32768|0)==0&e&1;b[i>>0]=k;return}b[g>>0]=1;if(!(d&2097152)){b[h>>0]=0;f[a+12>>2]=f[c+284>>2];d=f[c+260>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a>>2]=d}f[a+16>>2]=f[c+288>>2];d=f[c+268>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a+4>>2]=d}f[a+20>>2]=f[c+292>>2];d=f[c+276>>2]|0;if(!d){k=1;b[i>>0]=k;return}f[j>>2]=32768;f[k>>2]=-8388609;f[a+8>>2]=d;k=1;b[i>>0]=k;return}else{b[h>>0]=1;n[a+12>>2]=1.0;d=f[c+236>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a>>2]=d}n[a+16>>2]=1.0;d=f[c+244>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a+4>>2]=d}n[a+20>>2]=1.0;d=f[c+252>>2]|0;if(!d){k=0;b[i>>0]=k;return}f[j>>2]=32768;f[k>>2]=-8388609;f[a+8>>2]=d;k=0;b[i>>0]=k;return}}function ecb(a,c,d,e,g,h,i,j,k,l,m,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;r=w;f[r>>2]=g;s=g;if(!k){u=w;return}t=c&255;if(!((1<<t&(e&255)|0)!=0&i>0.0)){u=w;return}v=q+6e4|0;f[d+8>>2]=j;f[d+12>>2]=k;j=d+28|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];n[d+40>>2]=i;h=d+24|0;j=(f[h>>2]&768|0)==512;do if(!l){if(!(i<1.0|m))if(!(c<<24>>24==1&o<<24>>24==2)){e=g+215|0;q=b[e>>0]|0;if(q&2){tIa(g);q=b[e>>0]|0}if(!(q&4))break}if(j){if(!(f[h>>2]&134217856)){u=w;return}e=fcb(a+184+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);b[a+500>>0]=1;u=w;return}if(o<<24>>24!=1)if(!(c<<24>>24==1&o<<24>>24==2)){e=fcb(a+64+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);b[a+500>>0]=1;u=w;return}e=a+488|0;q=f[e>>2]|0;if(q>>>0<(f[a+492>>2]|0)>>>0){j=q+60|0;do{f[q>>2]=0;q=q+4|0}while((q|0)<(j|0));v=(f[e>>2]|0)+60|0;f[e>>2]=v;e=v}else{hcb(a+484|0);e=f[e>>2]|0}f[e+-60>>2]=s;f[e+-56>>2]=a+64+(t*20|0);q=e+-52|0;j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[e+-8>>2]=6e4;b[e+-4>>0]=0;b[e+-3>>0]=p;u=w;return}while(0);if(!j){e=fcb(a+4+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);u=w;return}if(!(f[h>>2]&134217856)){u=w;return}e=fcb(a+124+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);u=w;return}function fcb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(28)|0;f[i+8>>2]=j;h=i+12|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;icb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function gcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+4|0;j=f[a>>2]|0;k=(f[i>>2]|0)-j|0;d=(k|0)/44|0;c=d+1|0;if(c>>>0>97612893)AMb(a);l=a+8|0;g=((f[l>>2]|0)-j|0)/44|0;h=g<<1;c=g>>>0<48806446?(h>>>0<c>>>0?c:h):97612893;do if(!c)e=0;else if(c>>>0>97612893)vd();else{e=pOb(c*44|0)|0;break}while(0);h=e+(d*44|0)|0;g=e+(c*44|0)|0;e=h;c=b;d=e+44|0;do{f[e>>2]=f[c>>2];e=e+4|0;c=c+4|0}while((e|0)<(d|0));c=h+(((k|0)/-44|0)*44|0)|0;if((k|0)>0)bQb(c|0,j|0,k|0)|0;f[a>>2]=c;f[i>>2]=h+44;f[l>>2]=g;if(!j)return;sOb(j);return}function hcb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=a+4|0;h=f[a>>2]|0;i=(f[g>>2]|0)-h|0;c=(i|0)/60|0;b=c+1|0;if(b>>>0>71582788)AMb(a);j=a+8|0;k=((f[j>>2]|0)-h|0)/60|0;e=k<<1;b=k>>>0<35791394?(e>>>0<b>>>0?b:e):71582788;do if(!b)d=0;else if(b>>>0>71582788)vd();else{d=pOb(b*60|0)|0;break}while(0);e=d+(c*60|0)|0;d=d+(b*60|0)|0;b=e;c=b+60|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(c|0));b=e+(((i|0)/-60|0)*60|0)|0;if((i|0)>0)bQb(b|0,h|0,i|0)|0;f[a>>2]=b;f[g>>2]=e+60;f[j>>2]=d;if(!h)return;sOb(h);return}function icb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){jcb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;jcb(a,b);return}function jcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function kcb(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x,y,z){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;n=+n;o=o|0;p=p|0;q=q|0;r=r|0;s=+s;t=t|0;u=u|0;v=v|0;w=w|0;x=x|0;y=y|0;z=z|0;var A=0;A=f[d+24>>2]|0;if(A&x|0)return;A=(A&16512|0)==128?c+381|0:c+384|0;ecb(a,0,d,e,g,h,i,j,k,v,w,y,b[A>>0]|0,z);ecb(a,1,d,e,l,m,n,o,p,v,w,y,b[A+1>>0]|0,z);ecb(a,2,d,e,q,r,s,t,u,v,w,y,b[A+2>>0]|0,z);return}function lcb(a,c,d,e,g,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0,q=0.0,r=0.0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;x=0;T=u;u=u+2096|0;Q=f[(d+196|0)>>2]&134217727|j;if(Q&k|0){u=T;return}R=dLa(d)|0;S=b[d+192>>0]|0;f[(T+228|0)>>2]=0;f[(T+228|0)+4>>2]=0;f[(T+228|0)+8>>2]=0;w=f[R+24>>2]|0;f[(T+216|0)>>2]=w;y=f[R+28>>2]|0;z=(T+216|0)+4|0;f[z>>2]=y;j=f[R+32>>2]|0;f[((T+216|0)+8|0)>>2]=j;if(!g){P=0;g=w}else{if(w>>>0>e>>>0){p=0;o=e;v=T+216|0;x=6}else{f[(T+216|0)>>2]=0;if((e-w|0)>>>0<y>>>0){p=1;o=e-w|0;v=z;x=6}else{f[z>>2]=0;if(((e-w|0)-y|0)>>>0<j>>>0){p=2;o=(e-w|0)-y|0;v=(T+216|0)+8|0;x=6}else f[((T+216|0)+8|0)>>2]=0}}if((x|0)==6){P=(T+228|0)+(p<<2)|0;f[P>>2]=(f[P>>2]|0)+o;f[v>>2]=(f[v>>2]|0)-o;do{j=(T+216|0)+(p<<2)|0;o=f[j>>2]|0;if(g>>>0<o>>>0){f[j>>2]=g;g=0}else g=g-o|0;p=p+1|0}while((p|0)!=3)}g=f[(T+216|0)>>2]|0;if(!g)g=0;else{P=f[(T+228|0)>>2]|0;f[(T+228|0)>>2]=P-((P>>>0)%3|0);f[(T+216|0)>>2]=g+((P>>>0)%3|0)|0;g=g+((P>>>0)%3|0)|0}y=f[((T+228|0)+4|0)>>2]|0;O=(f[z>>2]|0)+y|0;f[((T+228|0)+4|0)>>2]=y&-2;f[z>>2]=O-(y&-2)|0;P=y&-2;y=O-(y&-2)|0}if(!(f[(d+196|0)>>2]&8388608)){n[(T+180|0)>>2]=-1.0;n[(T+180|0)+4>>2]=-1.0;n[(T+180|0)+8>>2]=-1.0;n[(T+180|0)+12>>2]=-1.0;n[(T+180|0)+16>>2]=-1.0;n[(T+180|0)+20>>2]=-1.0;q=-1.0;r=-1.0;t=-1.0}else{O=f[(d+104|0)>>2]|0;N=f[O+332>>2]|0;M=f[O+336>>2]|0;f[(T+180|0)>>2]=f[O+328>>2];f[(T+180|0)+4>>2]=N;f[(T+180|0)+8>>2]=M;M=f[(d+104|0)>>2]|0;N=f[M+344>>2]|0;O=f[M+348>>2]|0;f[(T+180|0)+12>>2]=f[M+340>>2];f[(T+180|0)+16>>2]=N;f[(T+180|0)+20>>2]=O;O=f[(d+104|0)>>2]|0;q=+n[O+352>>2];r=+n[O+356>>2];t=+n[O+360>>2]}n[(T+180|0)+24>>2]=q;n[(T+180|0)+28>>2]=r;n[(T+180|0)+32>>2]=t;B=f[d+180>>2]|0;f[(T+168|0)>>2]=B;A=f[d+184>>2]|0;f[((T+168|0)+4|0)>>2]=A;O=f[d+188>>2]|0;f[((T+168|0)+8|0)>>2]=O;j=f[(d+12|0)>>2]|0;if(!j){fKa(d,0);j=f[(d+12|0)>>2]|0}o=f[(d+20|0)>>2]|0;if(!o){fKa(d,1);o=f[(d+20|0)>>2]|0}p=f[(d+28|0)>>2]|0;if(!p){fKa(d,2);p=f[(d+28|0)>>2]|0}v=f[(R+52|0)>>2]|0;f[(T+132|0)>>2]=0;f[(T+132|0)+4>>2]=0;f[(T+132|0)+8>>2]=0;b[((T+132|0)+24|0)>>0]=0;L=(T+132|0)+25|0;b[L>>0]=0;b[((T+132|0)+26|0)>>0]=0;M=(T+132|0)+28|0;f[M>>2]=0;N=(T+132|0)+32|0;f[N>>2]=-1;do if((Q&4194304|0)==0&(b[(c+226|0)>>0]|0)==3){b[((T+132|0)+24|0)>>0]=1;if(!(Q&2097152)){b[L>>0]=0;f[(T+132|0)+12>>2]=f[c+284>>2];v=f[c+260>>2]|0;if(!v){v=0;w=-1;x=0}else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)>>2]=v;w=-8388609;x=32768}f[(T+132|0)+16>>2]=f[c+288>>2];e=f[c+268>>2]|0;if(!e)e=0;else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+4>>2]=e;w=-8388609;x=32768}f[(T+132|0)+20>>2]=f[c+292>>2];z=f[c+276>>2]|0;if(!z){C=1;J=1;K=0;break}f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+8>>2]=z;C=1;x=32768;w=-8388609;J=1;K=z;break}else{b[L>>0]=1;n[(T+132|0)+12>>2]=1.0;v=f[c+236>>2]|0;if(!v){v=0;w=-1;x=0}else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)>>2]=v;w=-8388609;x=32768}n[(T+132|0)+16>>2]=1.0;e=f[c+244>>2]|0;if(!e)e=0;else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+4>>2]=e;w=-8388609;x=32768}n[(T+132|0)+20>>2]=1.0;z=f[c+252>>2]|0;if(!z){C=0;J=1;K=0;break}f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+8>>2]=z;C=0;x=32768;w=-8388609;J=1;K=z;break}}else{b[L>>0]=0;C=(Q&32768|0)==0&(v&32768|0)!=0&1;x=0;w=-1;J=0;K=0;e=0;v=0}while(0);b[((T+132|0)+26|0)>>0]=C;z=f[(d+200|0)>>2]|0;F=h[(d+200|0)+4>>0]|0;C=ZPb(z|0,F&255|0,3)|0;E=ZPb(z|0,F&255|0,6)|0;F=ZPb(z|0,F&255|0,9)|0;I=1;if(I){I=0;if(0==0?((C|z|E|F)&7|0)==0:0){E=x|Q;C=E&w;if(!(J<<24>>24))w=O;else{B=f[(T+132|0)+12>>2]|0;f[(T+168|0)>>2]=B;A=f[(T+132|0)+16>>2]|0;f[((T+168|0)+4|0)>>2]=A;w=f[(T+132|0)+20>>2]|0;f[((T+168|0)+8|0)>>2]=w}x=dLa(d)|0;f[(T+284|0)>>2]=x;f[(T+284|0)+4>>2]=d;f[(T+284|0)+8>>2]=0;f[(T+284|0)+12>>2]=0;f[(T+284|0)+16>>2]=1;f[(T+284|0)+20>>2]=0;n[(T+284|0)+40>>2]=1.0;f[(T+284|0)+24>>2]=C;x=(b[L>>0]|0)!=0;z=(b[((T+132|0)+26|0)>>0]|0)!=0;if(!(C&k)){q=(f[s>>2]=B,+n[s>>2]);r=(f[s>>2]=A,+n[s>>2]);t=(f[s>>2]=w,+n[s>>2]);O=f[((T+216|0)+8|0)>>2]|0;J=(f[(T+228|0)+8>>2]|0)+(f[R+44>>2]|0)|0;P=P+(f[R+40>>2]|0)|0;k=(E&16512|0)==128?c+381|0:c+384|0;ecb(a,0,T+284|0,S&7&((S&255)>>>3&7|i),(v|0)==0?j:v,T+180|0,q,(f[(T+228|0)>>2]|0)+(f[R+36>>2]|0)|0,g,x,z,l,b[k>>0]|0,m);ecb(a,1,T+284|0,S&7&((S&255)>>>3&7|i),(e|0)==0?o:e,(T+180|0)+12|0,r,P,y,x,z,l,b[k+1>>0]|0,m);ecb(a,2,T+284|0,S&7&((S&255)>>>3&7|i),(K|0)==0?p:K,(T+180|0)+24|0,t,J,O,x,z,l,b[k+2>>0]|0,m)}}else I=1}f[T+352>>2]=a;f[T+360>>2]=c;f[T+368>>2]=d;f[T+392>>2]=i;f[T+416>>2]=l;f[T+424>>2]=m;f[T+928>>2]=Q;f[T+1024>>2]=R;f[T+1080>>2]=S;f[T+1928>>2]=L;f[T+1944>>2]=M;f[T+1952>>2]=N;f[T+2008>>2]=I;f[T+2016>>2]=0;f[T+2020>>2]=0;cgb(T);G=f[T+2016>>2]|0;D=f[T+2020>>2]|0;H=+n[T+2020>>2];f[T+2016>>2]=0;f[T+2020>>2]=0;if((G|0)==5)return}function mcb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=a+8|0;d=f[i>>2]|0;k=a+12|0;g=f[k>>2]|0;e=g+d|0;n=f[c>>2]|0;if(e>>>0<=n>>>0){j=a+16|0;do if(!(b[j>>0]|0)){f[i>>2]=e;d=f[a>>2]|0;o=d+12|0;f[a>>2]=o;if((o|0)==(f[a+4>>2]|0)){g=~e;d=1;o=10;break}g=f[d+16>>2]|0;if((g|0)==(e|0)){g=f[d+20>>2]|0;d=0;o=10;break}else{g=g-e|0;d=1;o=10;break}}else{h=f[a>>2]|0;if((h|0)!=(f[a+4>>2]|0)){f[i>>2]=e;g=f[h+8>>2]|0;d=0;o=10}}while(0);if((o|0)==10){f[k>>2]=g;b[j>>0]=d;d=e}e=d+g|0}m=c+4|0;d=f[m>>2]|0;if(e>>>0<d>>>0)f[m>>2]=e;else e=d;j=a+20|0;i=a+28|0;k=f[i>>2]|0;c=a+32|0;g=f[c>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){l=a+36|0;do if(!(b[l>>0]|0)){f[i>>2]=d;h=f[j>>2]|0;g=h+8|0;f[j>>2]=g;if((g|0)==(f[a+24>>2]|0)){g=~d;h=1;o=23;break}g=f[g>>2]|0;if((g|0)==(d|0)){g=f[h+12>>2]|0;h=0;o=23;break}else{g=g-d|0;h=1;o=23;break}}else{h=f[j>>2]|0;if((h|0)==(f[a+24>>2]|0))d=k;else{f[i>>2]=d;g=f[h+4>>2]|0;h=0;o=23}}while(0);if((o|0)==23){f[c>>2]=g;b[l>>0]=h}d=d+g|0}if(d>>>0<e>>>0){f[m>>2]=d;e=d}i=a+40|0;j=a+48|0;k=f[j>>2]|0;c=a+52|0;g=f[c>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){l=a+56|0;do if(!(b[l>>0]|0)){f[j>>2]=d;h=f[i>>2]|0;o=h+20|0;f[i>>2]=o;if((o|0)==(f[a+44>>2]|0)){g=~d;h=1;o=36;break}g=f[h+32>>2]|0;if((g|0)==(d|0)){g=f[h+36>>2]|0;h=0;o=36;break}else{g=g-d|0;h=1;o=36;break}}else{h=f[i>>2]|0;if((h|0)==(f[a+44>>2]|0))d=k;else{f[j>>2]=d;g=f[h+16>>2]|0;h=0;o=36}}while(0);if((o|0)==36){f[c>>2]=g;b[l>>0]=h}d=d+g|0}if(d>>>0<e>>>0){f[m>>2]=d;e=d}j=a+60|0;i=a+68|0;k=f[i>>2]|0;l=a+72|0;g=f[l>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){c=a+76|0;do if(!(b[c>>0]|0)){f[i>>2]=d;h=f[j>>2]|0;g=h+8|0;f[j>>2]=g;if((g|0)==(f[a+64>>2]|0)){g=~d;h=1;o=49;break}g=f[g>>2]|0;if((g|0)==(d|0)){g=f[h+12>>2]|0;h=0;o=49;break}else{g=g-d|0;h=1;o=49;break}}else{h=f[j>>2]|0;if((h|0)==(f[a+64>>2]|0))d=k;else{f[i>>2]=d;g=f[h+4>>2]|0;h=0;o=49}}while(0);if((o|0)==49){f[l>>2]=g;b[c>>0]=h}d=d+g|0}if(d>>>0>=e>>>0)return;f[m>>2]=d;return}function ncb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0.0,m=0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+80|0;y=A+24|0;z=A+12|0;x=A;s=d;g=f[d+196>>2]&125829117|g&-8388611;q=g|2;if(q&h|0){u=A;return}r=lJa(d)|0;r=f[r>>2]|0;if((g&4194304|0)==0&(b[c+226>>0]|0)==3){if(!(g&2097152)){g=1;m=(f[c+260>>2]|0)==0&(f[c+268>>2]|0)==0;p=c+276|0;k=0;l=+n[c+284>>2];o=+n[c+288>>2]}else{g=0;m=(f[c+236>>2]|0)==0&(f[c+244>>2]|0)==0;p=c+252|0;k=1;l=1.0;o=1.0}w=(m&(f[p>>2]|0)==0?0:32768)|q}else{g=0;k=0;l=+n[d+180>>2];o=+n[d+184>>2];w=q}v=ySa(f[c+64>>2]|0)|0;t=f[v+12>>2]|0;v=f[v+4>>2]|0;q=f[r+44>>2]|0;f[y>>2]=q;f[y+4>>2]=s;f[y+8>>2]=0;f[y+12>>2]=0;f[y+16>>2]=1;f[y+20>>2]=0;f[y+24>>2]=w;n[y+40>>2]=1.0;p=b[d+192>>0]|0;p=p&7&((p&255)>>>3&7|e);n[z>>2]=-1.0;n[z+4>>2]=-1.0;n[z+8>>2]=-1.0;r=f[q+36>>2]|0;s=f[q+24>>2]|0;n[x>>2]=-1.0;n[x+4>>2]=-1.0;n[x+8>>2]=-1.0;m=k<<24>>24!=0;k=g<<24>>24!=0;g=(w&16512|0)==128?c+381|0:c+384|0;if(!(w&h)){h=f[q+28>>2]|0;c=f[q+40>>2]|0;ecb(a,0,y,p,t,z,l,r,s,m,k,i,b[g>>0]|0,j);ecb(a,1,y,p,v,x,o,c,h,m,k,i,b[g+1>>0]|0,j)}u=A;return}function ocb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,o=0,p=0.0,q=0.0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0;X=u;u=u+96|0;U=X+88|0;V=X+76|0;Q=X+40|0;R=X+4|0;S=X;T=d+196|0;l=f[T>>2]|0;k=l&14741655;if(k&h|0){u=X;return}P=dLa(d)|0;w=b[d+192>>0]|0;w=w&7&((w&255)>>>3&7|e);f[Q>>2]=P;f[Q+4>>2]=f[d+108>>2];O=Q+8|0;f[O>>2]=k;h=f[P+52>>2]|0;f[R>>2]=0;f[R+4>>2]=0;f[R+8>>2]=0;e=R+24|0;b[e>>0]=0;x=R+25|0;b[x>>0]=0;y=R+26|0;b[y>>0]=0;t=R+28|0;f[t>>2]=0;v=R+32|0;f[v>>2]=-1;if((l&4194304|0)==0&(b[c+226>>0]|0)==3){b[e>>0]=1;if(!(l&2097152)){b[x>>0]=0;m=f[c+284>>2]|0;f[R+12>>2]=m;h=f[c+260>>2]|0;if(!h){l=-1;h=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R>>2]=h;l=-8388609;h=32768}o=f[c+288>>2]|0;f[R+16>>2]=o;e=f[c+268>>2]|0;if(e){f[t>>2]=32768;f[v>>2]=-8388609;f[R+4>>2]=e;l=-8388609;h=32768}f[R+20>>2]=f[c+292>>2];e=f[c+276>>2]|0;if(!e)e=1;else{f[t>>2]=32768;f[v>>2]=-8388609;f[R+8>>2]=e;l=-8388609;h=32768;e=1}}else{b[x>>0]=1;n[R+12>>2]=1.0;h=f[c+236>>2]|0;if(!h){e=-1;h=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R>>2]=h;e=-8388609;h=32768}n[R+16>>2]=1.0;l=f[c+244>>2]|0;if(l){f[t>>2]=32768;f[v>>2]=-8388609;f[R+4>>2]=l;e=-8388609;h=32768}n[R+20>>2]=1.0;l=f[c+252>>2]|0;if(!l){o=1065353216;m=1065353216;l=e;e=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R+8>>2]=l;o=1065353216;m=1065353216;l=-8388609;h=32768;e=0}}b[y>>0]=e;k=h|k;h=k&l;f[O>>2]=h;f[V>>2]=m;f[V+4>>2]=o;e=R+20|0}else{b[x>>0]=0;b[y>>0]=(l&32768|0)==0&(h&32768|0)!=0&1;h=l&14741655;f[O>>2]=h;f[V>>2]=f[d+180>>2];f[V+4>>2]=f[d+184>>2];e=d+188|0}f[V+8>>2]=f[e>>2];N=((h|g)&768|0)==512;M=(k&16512|0)==128?c+381|0:c+384|0;if(!(k&1))L=6e4;else{f[Q+12>>2]=f[d+144>>2];f[Q+16>>2]=f[d+148>>2];L=2e4}C=w&255;z=Q+20|0;A=Q+24|0;B=Q+28|0;D=Q+32|0;E=d+96|0;F=d;G=a+500|0;H=i<<24>>24==1;I=a+488|0;J=a+492|0;K=a+484|0;w=i<<24>>24==2;i=d+104|0;c=(b[x>>0]|0)==0;g=(b[y>>0]|0)!=0;l=0;v=0;while(1){if(1<<v&C|0)if(f[P+24+(v<<2)>>2]|0){s=+n[V+(v<<2)>>2];if(s>0.0){if(!(f[T>>2]&8388608)){p=-1.0;q=-1.0;r=-1.0}else{y=f[i>>2]|0;p=+n[y+328+(v*12|0)>>2];q=+n[y+328+(v*12|0)+4>>2];r=+n[y+328+(v*12|0)+8>>2]}n[z>>2]=p;n[A>>2]=q;n[B>>2]=r;n[D>>2]=s;o=s<1.0?2e4:L;t=o+j|0;h=f[R+(v<<2)>>2]|0;if(!h){e=d+12+(v<<3)|0;h=f[e>>2]|0;if(!h){fKa(d,l);h=f[e>>2]|0}}f[S>>2]=h;if(!(l<<24>>24)){e=f[E>>2]|0;k=e+120|0;h=b[k>>0]|0;if(h&8){BIa(e);h=b[k>>0]|0}if(h&1)f[O>>2]=f[O>>2]|134217728}do if(c){l=w&l<<24>>24==1;if(!(g|+n[D>>2]<1.0|l)){e=f[S>>2]|0;k=e+215|0;h=b[k>>0]|0;if(h&2){tIa(e);h=b[k>>0]|0}if(!(h&4)){W=40;break}}if(N){if(!(f[O>>2]&128))break;h=pcb(a+424+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}b[G>>0]=1;break}if(H|l){h=f[I>>2]|0;if(h>>>0<(f[J>>2]|0)>>>0){m=h+60|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(m|0));e=(f[I>>2]|0)+60|0;f[I>>2]=e}else{hcb(K);e=f[I>>2]|0}k=b[M+v>>0]|0;f[e+-60>>2]=f[S>>2];f[e+-56>>2]=a+304+(v*20|0);h=e+-52|0;l=Q;m=h+36|0;do{f[h>>2]=f[l>>2];h=h+4|0;l=l+4|0}while((h|0)<(m|0));f[e+-16>>2]=d;f[e+-8>>2]=o;b[e+-4>>0]=1;b[e+-3>>0]=k;break}h=pcb(a+304+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}b[G>>0]=1}else W=40;while(0);do if((W|0)==40){W=0;if(!N){h=pcb(a+244+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}break}if(f[O>>2]&128|0){h=pcb(a+364+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}}}while(0);f[O>>2]=f[O>>2]&-134217729}}h=v+1|0;l=h&255;if((l&255)>=3)break;else v=h&255}u=X;return}function pcb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;k=f[c>>2]|0;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+4|0;m=f[l>>2]|0;o=(m|0)==0;i=k;a:do if(o)c=0;else{h=m+-1|0;d=(h&m|0)==0;if(d)j=p&h;else if(p>>>0<m>>>0)j=p;else j=(p>>>0)%(m>>>0)|0;c=f[(f[a>>2]|0)+(j<<2)>>2]|0;if(!c)c=j;else{if(d){do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&h|0)==(j|0))){c=j;break a}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(j|0)){c=j;break a}}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}}while(0);j=pOb(40)|0;f[j+8>>2]=k;i=j+12|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[j+28>>2]=1.0;b[j+32>>0]=1;f[j+36>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;vcb(a,c>>>0<d>>>0?d:c);c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}else h=m;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=30}}else{f[j>>2]=f[c>>2];q=30}if((q|0)==30)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+12|0;return a|0}function qcb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0.0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;w=scb(a+12|0,b)|0;t=a+4|0;u=f[t>>2]|0;v=(u|0)==0;a:do if(v)c=0;else{i=u+-1|0;h=(i&u|0)==0;if(h)s=i&w;else if(w>>>0<u>>>0)s=w;else s=(w>>>0)%(u>>>0)|0;c=f[(f[a>>2]|0)+(s<<2)>>2]|0;if(!c)c=s;else{c=f[c>>2]|0;if(!c)c=s;else{j=f[b>>2]|0;k=f[b+4>>2]|0;l=f[b+8>>2]|0;m=+n[b+32>>2];o=+n[b+20>>2];p=+n[b+24>>2];q=+n[b+28>>2];d=+n[b+12>>2];e=+n[b+16>>2];g=(l&1|0)==0;r=(l&8388608|0)==0;if(h){if(g){b:while(1){h=f[c+4>>2]|0;if(!((h|0)==(w|0)|(h&i|0)==(s|0))){c=s;break a}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0)){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break b}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}c:while(1){h=f[c+4>>2]|0;if(!((h|0)==(w|0)|(h&i|0)==(s|0))){c=s;break a}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0))if(+n[c+20>>2]==d)if(+n[c+24>>2]==e){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break c}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}if(g){d:while(1){g=f[c+4>>2]|0;if((g|0)!=(w|0)){if(g>>>0>=u>>>0)g=(g>>>0)%(u>>>0)|0;if((g|0)!=(s|0)){c=s;break a}}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0)){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break d}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}e:while(1){g=f[c+4>>2]|0;if((g|0)!=(w|0)){if(g>>>0>=u>>>0)g=(g>>>0)%(u>>>0)|0;if((g|0)!=(s|0)){c=s;break a}}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0))if(+n[c+20>>2]==d)if(+n[c+24>>2]==e){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break e}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}}}while(0);i=pOb(76)|0;h=i+8|0;g=h+36|0;do{f[h>>2]=f[b>>2];h=h+4|0;b=b+4|0}while((h|0)<(g|0));h=i+44|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;f[h+28>>2]=0;f[i+4>>2]=w;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(v|e*+(u>>>0)<d){c=u<<1|(u>>>0<3|(u+-1&u|0)!=0)&1;b=~~+W(+(d/e))>>>0;tcb(a,c>>>0<b>>>0?b:c);c=f[t>>2]|0;b=c+-1|0;if(!(b&c)){g=c;c=b&w;break}if(w>>>0<c>>>0){g=c;c=w}else{g=c;c=(w>>>0)%(c>>>0)|0}}else g=u;while(0);b=(f[a>>2]|0)+(c<<2)|0;c=f[b>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;b=g+-1|0;if(!(b&g))c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;x=74}}else{f[i>>2]=f[c>>2];x=74}if((x|0)==74)f[c>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+44|0;return a|0}function rcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function scb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0;a=X(f[b>>2]|0,1540483477)|0;a=(X(a>>>24^a,1540483477)|0)^1866966612;a=X(a>>>13^a,1540483477)|0;a=a>>>15^a;d=X(f[b+4>>2]|0,1540483477)|0;d=(X(d>>>24^d,1540483477)|0)^1866966612;d=X(d>>>13^d,1540483477)|0;a=(a<<6)+-1640531527+(a>>>2)+(d>>>15^d)^a;d=f[b+8>>2]|0;a=d+-1640531527+(a<<6)+(a>>>2)^a;if(d&1){c=+n[b+12>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+16>>2];a=(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)+(a>>>2)^a}if(!(d&8388608)){d=a;a=b+32|0;c=+n[a>>2];a=c==0.0;b=(n[s>>2]=c,f[s>>2]|0);b=b+-1640531527|0;b=a?-1640531527:b;a=d<<6;e=d>>>2;a=e+a|0;b=a+b|0;b=b^d;return b|0}c=+n[b+20>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+24>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+28>>2];e=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;d=b+32|0;c=+n[d>>2];d=c==0.0;b=(n[s>>2]=c,f[s>>2]|0);b=b+-1640531527|0;b=d?-1640531527:b;d=e<<6;a=e>>>2;d=a+d|0;b=d+b|0;e=b^e;return e|0}function tcb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){ucb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;ucb(a,b);return}function ucb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();w=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=w;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;v=b+-1|0;w=(v&b|0)==0;if(w)c=c&v;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){u=d;b:while(1){c:do if(w){d=e;while(1){t=f[d+4>>2]&v;if((t|0)==(c|0))break c;e=(f[a>>2]|0)+(t<<2)|0;if(!(f[e>>2]|0)){c=t;break b}k=d+12|0;l=d+16|0;m=d+20|0;o=d+24|0;p=d+28|0;q=d+32|0;r=d+36|0;h=f[d>>2]|0;d:do if(!h)e=d;else{j=f[d+8>>2]|0;s=d+40|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break d;if((f[k>>2]|0)!=(f[h+12>>2]|0))break d;i=f[l>>2]|0;if((i|0)!=(f[h+16>>2]|0))break d;if(i&1|0){if(!(+n[m>>2]==+n[h+20>>2]))break d;if(!(+n[o>>2]==+n[h+24>>2]))break d}if(i&8388608|0){if(!(+n[p>>2]==+n[h+28>>2]))break d;if(!(+n[q>>2]==+n[h+32>>2]))break d;if(!(+n[r>>2]==+n[h+36>>2]))break d}if(!(+n[s>>2]==+n[h+40>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{i=h;h=e;e=i}}}while(0);f[u>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(t<<2)>>2]>>2];f[f[(f[a>>2]|0)+(t<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=57;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)t=e;else t=(e>>>0)%(b>>>0)|0;if((t|0)==(c|0))break c;e=(f[a>>2]|0)+(t<<2)|0;if(!(f[e>>2]|0)){c=t;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;o=d+28|0;p=d+32|0;q=d+36|0;h=f[d>>2]|0;e:do if(!h)e=d;else{r=f[d+8>>2]|0;s=d+40|0;e=d;while(1){if((r|0)!=(f[h+8>>2]|0))break e;if((f[j>>2]|0)!=(f[h+12>>2]|0))break e;i=f[k>>2]|0;if((i|0)!=(f[h+16>>2]|0))break e;if(i&1|0){if(!(+n[l>>2]==+n[h+20>>2]))break e;if(!(+n[m>>2]==+n[h+24>>2]))break e}if(i&8388608|0){if(!(+n[o>>2]==+n[h+28>>2]))break e;if(!(+n[p>>2]==+n[h+32>>2]))break e;if(!(+n[q>>2]==+n[h+36>>2]))break e}if(!(+n[s>>2]==+n[h+40>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{i=h;h=e;e=i}}}while(0);f[u>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(t<<2)>>2]>>2];f[f[(f[a>>2]|0)+(t<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=57;break a}}}while(0);e=f[d>>2]|0;if(!e){c=57;break a}else{g=d;u=d}}f[e>>2]=u;e=f[d>>2]|0;if(!e){c=57;break}else g=d}if((c|0)==57)return}function vcb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wcb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wcb(a,b);return}function wcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xcb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;k=p;m=a+484|0;n=a+488|0;l=f[m>>2]|0;o=a+496|0;i=f[o>>2]|0;j=l;if((((f[n>>2]|0)-l|0)/60|0|0)==(i|0)){o=0;u=p;return o|0}h=j+(i*60|0)|0;switch(b[j+(i*60|0)+56>>0]|0){case 0:{e=j+(i*60|0)+8|0;d=f[e>>2]|0;d=(f[d+28>>2]|0)+(f[d+24>>2]|0)+(f[d+32>>2]|0)|0;g=f[j+(i*60|0)+16>>2]|0;if(d>>>0>g>>>0){l=j+(i*60|0)+20|0;d=d-g|0;g=f[l>>2]|0;f[l>>2]=d>>>0<g>>>0?d:g;g=(f[j+(i*60|0)+52>>2]|0)+c|0;h=fcb(f[j+(i*60|0)+4>>2]|0,h)|0;i=b[j+(i*60|0)+57>>0]|0;d=h+12|0;if((f[d>>2]|0)>>>0<g>>>0)f[d>>2]=g;c=h+4|0;d=f[c>>2]|0;if((d|0)==(f[h+8>>2]|0))gcb(h,e);else{g=d+44|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));f[c>>2]=(f[c>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(i&255)}break}case 1:{d=j+(i*60|0)+8|0;l=f[d>>2]|0;if((f[l+32>>2]|0)!=(0-((f[l+24>>2]|0)+(f[l+28>>2]|0))|0)){l=f[j+(i*60|0)+44>>2]|0;e=(f[j+(i*60|0)+52>>2]|0)+c|0;g=pcb(f[j+(i*60|0)+4>>2]|0,h)|0;h=b[j+(i*60|0)+57>>0]|0;f[k>>2]=l;c=qcb(g,d)|0;b[g+20>>0]=0;d=g+24|0;if((f[d>>2]|0)>>>0<e>>>0)f[d>>2]=e;d=c+28|0;if((f[d>>2]|0)>>>0<e>>>0)f[d>>2]=e;d=c+16|0;e=c+20|0;g=f[e>>2]|0;if((f[d>>2]|0)==(g|0))f[a>>2]=(f[a>>2]|0)+(h&255);if((g|0)==(f[c+24>>2]|0))rcb(d,k);else{f[g>>2]=l;f[e>>2]=(f[e>>2]|0)+4}}break}default:{}}l=(f[o>>2]|0)+1|0;f[o>>2]=l;a=f[n>>2]|0;d=f[m>>2]|0;e=a;if(l>>>0<((a-d|0)/60|0)>>>0){o=1;u=p;return o|0}if((e|0)!=(d|0))f[n>>2]=e+(~(((e+-60-d|0)>>>0)/60|0)*60|0);f[o>>2]=0;o=1;u=p;return o|0}function ycb(a){a=a|0;return}function zcb(a){a=a|0;return f[a+28>>2]|0}function Acb(a){a=a|0;return f[a+32>>2]|0}function Bcb(a,b){a=a|0;b=b|0;f[a+28>>2]=b;return}function Ccb(a,b){a=a|0;b=b|0;f[a+32>>2]=b;return}function Dcb(a){a=a|0;return 0}function Ecb(a,b){a=a|0;b=b|0;return}function Fcb(a){a=a|0;return 0.0}function Gcb(a,b){a=a|0;b=+b;return}function Hcb(a){a=a|0;return +(+p[a+16>>3])}function Icb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=a+4|0;d=f[c>>2]|0;if((d|0)==(b|0))return;if(b|0){e=a+24|0;f[e>>2]=(f[e>>2]|0)+1}if(d|0){e=a+24|0;f[e>>2]=(f[e>>2]|0)+-1}f[c>>2]=b;return}function Jcb(a,b){a=a|0;b=b|0;var c=0;if(!b){c=0;return c|0}c=a+4|0;if((f[c>>2]|0)!=(b|0)){c=0;return c|0}f[c>>2]=0;b=a+24|0;c=(f[b>>2]|0)+-1|0;f[b>>2]=c;c=(c|0)==0;return c|0}function Kcb(a){a=a|0;var c=0,d=0,e=0;if((f[a+28>>2]|0)>=1){c=a+44|0;d=b[c>>0]|0;if(d&16){if(!(f[a+4>>2]|0))return;e=a+40|0;f[e>>2]=f[e>>2]|1;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}}gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function Lcb(a){a=a|0;var c=0,d=0,e=0;if(!(f[a+4>>2]|0))return;c=a+44|0;d=b[c>>0]|0;if(d&2)return;e=a+40|0;f[e>>2]=f[e>>2]|16;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}function Mcb(a){a=a|0;var c=0,d=0;if(!(f[a+4>>2]|0))return;c=a+40|0;f[c>>2]=f[c>>2]|8;c=a+44|0;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;d=a+24|0;f[d>>2]=(f[d>>2]|0)+1;Hha(958,a,-1);return}function Ncb(a){a=a|0;var c=0,d=0;if(!(f[a+4>>2]|0))return;c=a+40|0;f[c>>2]=f[c>>2]|4;c=a+44|0;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;d=a+24|0;f[d>>2]=(f[d>>2]|0)+1;Hha(958,a,-1);return}function Ocb(a){a=a|0;var c=0,d=0,e=0;if(!(f[a+4>>2]|0))return;c=a+44|0;d=b[c>>0]|0;if(d&2)return;e=a+40|0;f[e>>2]=f[e>>2]|64;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}function Pcb(a){a=a|0;a=a+44|0;b[a>>0]=b[a>>0]|4;return}function Qcb(a){a=a|0;var c=0,d=0,e=0,g=0;e=a+44|0;d=b[e>>0]|0;if(!(d&4))return;c=d&-5;b[e>>0]=c;if(!(d&8))return;g=a+40|0;f[g>>2]=f[g>>2]|128;if(!(d&1)){b[e>>0]=c|1;c=a+24|0;f[c>>2]=(f[c>>2]|0)+1;Hha(958,a,-1);c=b[e>>0]|0}b[e>>0]=c&-9;return}function Rcb(a,c){a=a|0;c=c|0;var d=0;do if(a){a=c+44|0;d=b[a>>0]|0;b[a>>0]=d&-2;if(!(d&4)){a=c+40|0;d=f[a>>2]|0;f[a>>2]=0;Scb(c,d);break}else{b[a>>0]=d&-10|8;break}}while(0);a=c+24|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if((c|0)==0|(d|0)!=0)return;gh[f[(f[c>>2]|0)+4>>2]&2047](c);return}function Scb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0;i=a+4|0;if((c|0)==0|(f[i>>2]|0)==0)return;h=+Gha();d=a+8|0;if((c&34|0)!=0&(c&128|0)==0){g=+p[d>>3];if(g<h){g=1.0e3/(h-g);p[a+16>>3]=g;ih[f[(f[a>>2]|0)+132>>2]&15](a,g,h)}else e=5}else e=5;if((e|0)==5)ih[f[(f[a>>2]|0)+132>>2]&15](a,0.0,h);p[d>>3]=h;d=(c&1|0)!=0;if(d){e=a+44|0;b[e>>0]=b[e>>0]|2}if(c&2|0){Rg[f[(f[a>>2]|0)+136>>2]&255](a,0)|0;if(d){d=a+40|0;f[d>>2]=f[d>>2]|2;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}d=f[a+28>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|4;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(d){Rg[f[(f[a>>2]|0)+136>>2]&255](a,0)|0;d=a+40|0;f[d>>2]=f[d>>2]|2;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}if(c&4|0){c=a+44|0;b[c>>0]=b[c>>0]&-3;if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,1)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=b[c>>0]|0;if(e&1)return;b[c>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(c&8|0){if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,2)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(c&16|0){if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,3)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(!(c&96)){if(!(c&256))return;lQa((f[i>>2]|0)+12|0);return}if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,4)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}function Tcb(a,c){a=a|0;c=c|0;var d=0;do if(a){a=c+36|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if(!d){a=c+44|0;d=b[a>>0]|0;if(!(d&1))if(!(d&4)){a=c+40|0;d=f[a>>2]|0;f[a>>2]=0;Scb(c,d);break}else{b[a>>0]=d|8;break}}}while(0);a=c+24|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if((c|0)==0|(d|0)!=0)return;gh[f[(f[c>>2]|0)+4>>2]&2047](c);return}function Ucb(a){a=a|0;sOb(a);return}function Vcb(a){a=a|0;return f[a+144>>2]|0}function Wcb(a){a=a|0;return +(+p[a+120>>3])}function Xcb(a){a=a|0;return +(+p[a+128>>3])}function Ycb(a){a=a|0;return +(+p[a+104>>3])}function Zcb(a){a=a|0;return (b[a+156>>0]&1)!=0|0}function _cb(a,b){a=a|0;b=b|0;f[a+140>>2]=b;return}function $cb(a,b){a=a|0;b=b|0;f[a+144>>2]=(b|0)==0?1:b;return}function adb(a,c){a=a|0;c=+c;var d=0.0,e=0,g=0;e=a+120|0;d=+p[e>>3];c=c<0.0?0.0:c;p[e>>3]=c;e=c>0.0;g=a+44|0;b[g>>0]=b[g>>0]&-17|(e&1)<<4&255;if(!(e^d>0.0))return;gh[f[(f[a>>2]|0)+80>>2]&2047](a);return}function bdb(a,b){a=a|0;b=+b;p[a+128>>3]=b<1.0?1.0:b;return}function cdb(a,b){a=a|0;b=+b;hh[f[(f[a>>2]|0)+52>>2]&63](a,b);hh[f[(f[a>>2]|0)+56>>2]&63](a,b);return}function ddb(a,b){a=a|0;b=+b;p[a+104>>3]=b;return}function edb(a,c){a=a|0;c=c|0;a=a+156|0;b[a>>0]=b[a>>0]&-2|c&1;return}function fdb(a){a=a|0;var c=0,d=0;f[a+80>>2]=0;p[a+96>>3]=-1.0;c=f[a+144>>2]|0;d=f[a+136>>2]|0;f[a+148>>2]=c>>>0<d>>>0?d:c;f[a+152>>2]=0;a=a+156|0;b[a>>0]=b[a>>0]&-15;return}function gdb(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0,g=0,h=0;if(!(b>0.0)){g=a+112|0;p[g>>3]=b;g=a+88|0;p[g>>3]=c;return}g=a+80|0;d=f[g>>2]|0;do if(d>>>0>=4){e=d+-1|0;if(!e)d=0;else{d=0;do{h=d;d=d+1|0;p[a+48+(h<<3)>>3]=+p[a+48+(d<<3)>>3]}while((d|0)!=(e|0));d=f[g>>2]|0;if(!d){d=0;break}else d=d+-1|0}d=d>>>0<4?d:4;f[g>>2]=d}while(0);p[a+48+(d<<3)>>3]=b;f[g>>2]=(f[g>>2]|0)+1;h=a+112|0;p[h>>3]=b;h=a+88|0;p[h>>3]=c;return}function hdb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;t=f[a+4>>2]|0;if(!t){t=0;u=v;return t|0}d=f[a+140>>2]|0;if(d|0){t=K8a(t,c,d,0)|0;u=v;return t|0}d=a+120|0;e=+p[d>>3];if(e<=0.0){t=K8a(t,c,0,0)|0;u=v;return t|0}q=a+128|0;n=+p[q>>3];h=+p[(e<n?d:q)>>3];n=+p[(n<e?d:q)>>3];q=a+148|0;r=f[q>>2]|0;a:do switch(c<<24>>24){case 0:case 3:case 2:case 1:{j=a+156|0;o=b[j>>0]|0;k=o&-5;b[j>>0]=k;h=+p[a+112>>3];if(h>0.0){l=a+96|0;e=+p[l>>3];if(e<0.0){m=+p[a+88>>3];p[l>>3]=m}else m=e;d=f[a+80>>2]|0;if(!(o&8)){if((d|0)==4){d=4;i=13}}else if(!d){e=0.0;i=16}else i=13;if((i|0)==13){i=a+48+(d<<3)|0;e=0.0;g=a+48|0;do{e=e+ +p[g>>3];g=g+8|0}while((g|0)!=(i|0));e=e/+(d>>>0);i=16}if((i|0)==16)if(e<n){b[j>>0]=k|2;p[l>>3]=+p[a+88>>3];d=~~(+(r>>>0)*.7)>>>0;i=f[a+144>>2]|0;d=i>>>0>d>>>0?i:d;i=30;break a}b[j>>0]=o&-13;if(h>n){if(o&2){e=+p[a+104>>3];if(!(e>0.0)){d=r;break a}if((o&1)==0?1:!(+p[a+88>>3]-m>=e)){d=r;break a}}if((f[a+152>>2]|0)>>>0>~~(+(r>>>0)*.95)>>>0>>>0){d=r<<1;i=30}else d=r}else d=r}else d=r;break}case 4:{e=+p[a+112>>3];if(e>0.0){d=a+156|0;g=b[d>>0]|0;b[d>>0]=g|8;p[a+96>>3]=-1.0;if(e>h){if((f[a+152>>2]|0)>>>0<=~~(+(r>>>0)*.95)>>>0>>>0){d=r;break a}d=g&4?r+128|0:r<<1;i=30;break a}else{if(!(e<h)){d=r;break a}b[d>>0]=g|14;d=~~(+(r>>>0)*.7)>>>0;i=f[a+144>>2]|0;d=i>>>0>d>>>0?i:d;i=30;break a}}else d=r;break}default:d=r}while(0);if((i|0)==30){f[q>>2]=d;if((d|0)!=(r|0))f[a+80>>2]=0};f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;t=K8a(t,c,d,s)|0;f[a+152>>2]=f[s+8>>2];u=v;return t|0}function idb(a,c,d,e,g,h){a=a|0;c=+c;d=+d;e=e|0;g=g|0;h=h|0;var i=0;i=a+4|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[a+28>>2]=h;f[a+32>>2]=500;f[a+36>>2]=0;f[a+40>>2]=0;i=a+44|0;b[i>>0]=b[i>>0]&-32|16;f[a>>2]=40288;p[a+88>>3]=0.0;p[a+104>>3]=5.0e3;p[a+112>>3]=0.0;p[a+120>>3]=c<1.0?1.0:c;p[a+128>>3]=d<1.0?1.0:d;f[a+136>>2]=g;f[a+140>>2]=0;i=(e|0)==0?1:e;f[a+144>>2]=i;h=a+156|0;e=b[h>>0]|0;f[a+80>>2]=0;p[a+96>>3]=-1.0;f[a+148>>2]=i>>>0<g>>>0?g:i;f[a+152>>2]=0;b[h>>0]=e&-16|1;return}function jdb(a,c){a=a|0;c=c|0;var d=0,e=0;f[a>>2]=c;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;c=Bpb()|0;p[a+16>>3]=c?3.874301910400391e-06:1.1920928955078125e-07;c=a+72|0;d=a+24|0;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));f[c>>2]=-1;b[a+76>>0]=0;e=a+77|0;d=h[e>>0]|h[e+1>>0]<<8;c=a+80|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[a+96>>2]=-1;f[a+100>>2]=-1;f[a+104>>2]=-1;f[a+108>>2]=0;a=d&-4032|15;b[e>>0]=a;b[e+1>>0]=a>>8;return}function kdb(a){a=a|0;var c=0;a=a+77|0;c=(h[a>>0]|h[a+1>>0]<<8)&-3969;b[a>>0]=c;b[a+1>>0]=c>>8;return}function ldb(a){a=a|0;f[a+80>>2]=0;f[a+84>>2]=0;return}function mdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((e&1|0)==(c&1|0))return;e=e&-2|c&1;b[d>>0]=e;b[d+1>>0]=e>>8;if(c)return;ndb(a);return}function ndb(a){a=a|0;var b=0,c=0;f[a+48>>2]=0;c=a+52|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+64>>2]=0;c=a+68|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+24>>2]=0;c=a+28|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+56>>2]=0;c=a+60|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function odb(a){a=a|0;var b=0,c=0;f[a+56>>2]=0;c=a+60|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function pdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>1&1|0))return;e=e&-3|(c&1)<<1&65535;b[d>>0]=e;b[d+1>>0]=e>>8;if(c)return;f[a+56>>2]=0;e=a+60|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+40>>2]=0;a=a+44|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function qdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>2&1|0))return;e=e&-5|(c&1)<<2&65535;b[d>>0]=e;b[d+1>>0]=e>>8;f[a+64>>2]=0;e=a+68|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+24>>2]=0;e=a+28|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+32>>2]=0;a=a+36|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function rdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>3&1|0))return;e=e&-9|(c&1)<<3&65535;b[d>>0]=e;b[d+1>>0]=e>>8;ndb(a);return}function sdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>6&1|0))return;e=e&-65|(c&1)<<6&65535;b[d>>0]=e;b[d+1>>0]=e>>8;ndb(a);return}function tdb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+64|0;d=o+48|0;e=o+44|0;g=o+24|0;m=o+8|0;i=o;f[d>>2]=f[64745];f[e>>2]=f[64746];Lwb(g);n=a+77|0;Nwb(g,(((h[n>>0]|h[n+1>>0]<<8)&65535)>>>6&1|9728)&65535,0);k=f[64758]|0;l=f[64759]|0;f[m>>2]=d;f[m+4>>2]=e;f[m+8>>2]=g;f[m+12>>2]=a;if(!((h[n>>0]|h[n+1>>0]<<8)&4))j=9;else if(dvb()|0){g=a+24|0;udb(m,g,a+48|0,a+64|0);Cub(i,f[g>>2]|0,1,1);g=a+32|0;p=f[i>>2]|0;d=i+4|0;q=f[d>>2]|0;f[i>>2]=0;f[d>>2]=0;f[g>>2]=p;p=a+36|0;e=f[p>>2]|0;f[p>>2]=q;if(e|0){iOb(e);d=f[d>>2]|0;if(d|0)iOb(d)}q=f[g>>2]|0;f[i>>2]=0;d=i+4|0;f[d>>2]=0;Hub(q,1,i);d=f[d>>2]|0;if(d|0)iOb(d)}else j=9;if((j|0)==9){d=a+24|0;udb(m,d,a+48|0,0);d=f[d>>2]|0;e=f[a+28>>2]|0;if(e|0)gOb(e);f[a+32>>2]=d;q=a+36|0;d=f[q>>2]|0;f[q>>2]=e;if(d|0)iOb(d)}if((h[n>>0]|h[n+1>>0]<<8)&2)if(b[c+500>>0]|0)if(Z8a(f[a>>2]|0)|0)udb(m,a+40|0,a+56|0,0);if((k|0)==(l|0)){dwb(258928,k)|0;u=o;return}else{ewb(258928,k)|0;fwb(258928,l)|0;u=o;return}}function udb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=f[a+12>>2]|0;e=f[b>>2]|0;if(e|0)if(f[e>>2]|0){e=f[c>>2]|0;if(e|0)if(f[e+8>>2]|0)if((f[e+16>>2]|0)==(f[f[a>>2]>>2]|0))if((f[e+20>>2]|0)==(f[f[a+4>>2]>>2]|0)){u=m;return}}xub(k);j=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[b>>2]=j;j=b+4|0;g=f[j>>2]|0;f[j>>2]=i;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[b>>2]|0;if(!e)e=0;else e=f[e>>2]|0;dwb(258928,e)|0;Twb(k);j=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[c>>2]=j;j=c+4|0;g=f[j>>2]|0;f[j>>2]=i;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}i=a+4|0;j=a+8|0;axb(f[c>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[i>>2]>>2]|0,f[j>>2]|0);Gub(f[b>>2]|0,0,c,3553,0);if(d|0){Twb(k);e=f[k>>2]|0;g=k+4|0;c=f[g>>2]|0;f[k>>2]=0;f[g>>2]=0;f[d>>2]=e;k=d+4|0;e=f[k>>2]|0;f[k>>2]=c;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}axb(f[d>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[i>>2]>>2]|0,f[j>>2]|0);Gub(f[b>>2]|0,1,d,3553,0)}l=l+77|0;if((h[l>>0]|h[l+1>>0]<<8)&8)Jub(f[b>>2]|0,0,1,1)|0;Vd(17664);u=m;return}function vdb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0,i=0.0,j=0.0;h=u;u=u+48|0;e=h;a=f[a>>2]|0;g=+p[a+304>>3];switch(b[a+312>>0]|0){case 5:{if(CEa(f[a+64>>2]|0,e)|0){j=+p[e+24>>3]-+p[e>>3];i=+p[e+32>>3]-+p[e+8>>3];d=+p[e+40>>3]-+p[e+16>>3];d=j*j+(i*i+d*d)}else{j=+p[c+208>>3];d=+p[c+216>>3];d=j*j+d*d}j=g*+L(+d);u=h;return +j}case 4:{j=g*+(f[64746]|0);u=h;return +j}case 1:{Kha(e);j=g*(+(f[e+4>>2]|0)/+p[e+16>>3]);u=h;return +j}case 3:{j=g*+(f[64745]|0);u=h;return +j}default:{j=g;u=h;return +j}}return 0.0}function wdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+64|0;D=G;k=b+4|0;i=f[k>>2]|0;h=f[b>>2]|0;F=i-h>>2;e=F*12|0;F=F*48|0;E=a+4|0;g=f[E>>2]|0;a=(f[a+8>>2]|0)-g>>2;if(e>>>0>a>>>0){Sqa(E,e-a|0);j=b;C=E;e=f[E>>2]|0;a=f[b>>2]|0;i=f[k>>2]|0}else{j=b;C=E;e=g;a=h}if((a|0)!=(i|0))while(1){g=f[a>>2]|0;b=f[g+96>>2]|0;z=e;A=b;B=z+48|0;do{f[z>>2]=f[A>>2];z=z+4|0;A=A+4|0}while((z|0)<(B|0));n[e+12>>2]=+n[b+48>>2]+ +n[g+156>>2];n[e+28>>2]=+n[b+52>>2]+ +n[g+160>>2];n[e+44>>2]=+n[b+56>>2]+ +n[g+164>>2];a=a+4|0;if((a|0)==(i|0))break;else e=e+48|0}a=f[j>>2]|0;g=f[a>>2]|0;e=f[g+196>>2]|0;a:do if(e&33554456|0){h=f[k>>2]|0;if((a|0)!=(h|0)){i=D+4|0;j=D+8|0;k=D+12|0;l=D+16|0;m=D+20|0;o=D+24|0;p=D+28|0;q=D+32|0;r=D+36|0;s=D+40|0;t=D+44|0;v=D+48|0;w=D+52|0;x=D+56|0;y=D+60|0;b=f[C>>2]|0;while(1){C=f[g+96>>2]|0;f[D>>2]=f[C>>2];f[i>>2]=f[C+4>>2];f[j>>2]=f[C+8>>2];f[k>>2]=f[C+12>>2];f[l>>2]=f[C+16>>2];f[m>>2]=f[C+20>>2];f[o>>2]=f[C+24>>2];f[p>>2]=f[C+28>>2];f[q>>2]=f[C+32>>2];f[r>>2]=f[C+36>>2];f[s>>2]=f[C+40>>2];f[t>>2]=f[C+44>>2];f[v>>2]=f[C+48>>2];f[w>>2]=f[C+52>>2];f[x>>2]=f[C+56>>2];f[y>>2]=f[C+60>>2];if(e&8){PAa(d,D);e=f[g+196>>2]|0}if(e&16|0)NAa(d,D,f[64745]|0,f[64746]|0);z=b;A=D;B=z+48|0;do{f[z>>2]=f[A>>2];z=z+4|0;A=A+4|0}while((z|0)<(B|0));f[b+12>>2]=f[v>>2];f[b+28>>2]=f[w>>2];f[b+44>>2]=f[x>>2];a=a+4|0;if((a|0)==(h|0))break a;g=f[a>>2]|0;b=b+48|0;e=f[g+196>>2]|0}}}while(0);e=f[c>>2]|0;if(!e){iub(D,34962);a=f[D>>2]|0;e=D+4|0;d=f[e>>2]|0;f[D>>2]=0;f[e>>2]=0;f[c>>2]=a;D=c+4|0;a=f[D>>2]|0;f[D>>2]=d;if(a|0){iOb(a);a=f[e>>2]|0;if(a|0)iOb(a)}e=f[c>>2]|0}a=f[E>>2]|0;if((f[e+8>>2]|0)>>>0<F>>>0){nub(e,F,a,35048);u=G;return}else{oub(e,0,F,a);u=G;return}}function xdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0;x=u;u=u+64|0;t=x+32|0;v=x;j=f[(f[a>>2]|0)+64>>2]|0;s=d+384|0;f[s>>2]=0;j=YRa(j)|0;e=f[j>>2]|0;j=f[j+4>>2]|0;a=f[s>>2]|0;if(!((e|0)==(j|0)|a>>>0>5)){k=t+8|0;l=t+16|0;m=t+24|0;o=v+8|0;q=v+16|0;r=v+24|0;do{h=f[e>>2]|0;g=f[e+4>>2]|0;if((h|0)!=(g|0)){a=g-h>>5;i=a>>>0<4;a=i?a:4;if(!a){a=0;w=6}else{g=0;while(1){p[t>>3]=+p[h+(g<<5)>>3];p[k>>3]=+p[h+(g<<5)+8>>3];p[l>>3]=+p[h+(g<<5)+16>>3];p[m>>3]=+p[h+(g<<5)+24>>3];Zib(v,t,b,c);A=+p[o>>3];z=+p[q>>3];y=+p[r>>3];n[d>>2]=+p[v>>3];n[d+4>>2]=A;n[d+8>>2]=z;n[d+12>>2]=y;d=d+16|0;g=g+1|0;if(g>>>0>=a>>>0)break;h=f[e>>2]|0}if(i)w=6}if((w|0)==6){w=0;i=X(a,-4)|0;dQb(d|0,0,64-(a<<4)|0)|0;d=d+64+(i<<2)|0}a=(f[s>>2]|0)+1|0;f[s>>2]=a}e=e+12|0}while(!((e|0)==(j|0)|a>>>0>5))}if(a>>>0>=6){u=x;return}dQb(d|0,0,384-(a<<6)|0)|0;u=x;return}function ydb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+144|0;i=l;j=l+128|0;k=EAa(b)|0;LAa(k,i);h=b+80|0;g=R9a(f[a>>2]|0)|0;g=g>>>0<4?g:4;d=c+48|0;f[d>>2]=g;if(!g){u=l;return}e=j+4|0;g=j+8|0;b=0;do{jeb(j,S9a(f[a>>2]|0,b)|0,k,i,h);n=c+(b*12|0)|0;m=f[j>>2]|0;f[j>>2]=f[n>>2];f[n>>2]=m;n=f[e>>2]|0;m=c+(b*12|0)+4|0;f[e>>2]=f[m>>2];f[m>>2]=n;f[c+(b*12|0)+8>>2]=f[g>>2];b=b+1|0}while(b>>>0<(f[d>>2]|0)>>>0);u=l;return}function zdb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0;e=f[a+40>>2]|0;if(!e)e=0;else e=f[e>>2]|0;s=(f[64758]|0)==(e|0)?a+84|0:a+80|0;if((f[s>>2]|0)==(c|0)){c=f[a+108>>2]|0;uwb(258928,514,c|f[64788],c)|0;c=0;return c|0}t=f[64793]|0;u=f[64794]|0;v=f[64787]|0;w=f[64790]|0;x=f[64788]|0;y=f[64791]|0;z=f[64789]|0;A=f[64792]|0;uwb(258928,519,255,0)|0;B=f[64795]|0;C=f[64796]|0;D=f[64797]|0;E=f[64798]|0;F=f[64799]|0;G=f[64800]|0;H=f[64770]|0;I=b[259206]|0;Hwb(258928,0)|0;J=b[259205]|0;Gwb(258928,0)|0;K=b[259052]|0;kwb(258928,0)|0;L=b[259048]|0;M=b[259049]|0;N=b[259050]|0;O=b[259051]|0;jwb(258928,0,0,0,0)|0;P=f[64756]|0;bwb(258928,f[f[a+88>>2]>>2]|0)|0;r=a+96|0;Q=f[r>>2]|0;re(Q|0);R=f[64754]|0;q=a+100|0;nf(f[q>>2]|0,1,0,d|0);e=c+24|0;k=c+28|0;a:do if((f[e>>2]|0)==(f[k>>2]|0)){xwb(258928,64)|0;nwb(258928,255)|0;Vd(1024);n=64;e=0;g=2;l=a+104|0}else{xwb(258928,192)|0;nwb(258928,0)|0;Vd(1024);xwb(258928,64)|0;Awb(258928,7680,7681,7681)|0;l=f[e>>2]|0;j=l+20|0;if(!(f[j>>2]|0)){Mpb(l);if(!(f[j>>2]|0)){e=0;g=2;i=a+104|0}else h=9}else h=9;if((h|0)==9){e=l+33|0;g=f[q>>2]|0;if(!(b[e>>0]|0))nf(g|0,1,0,d|0);else nf(g|0,1,0,40428);g=b[e>>0]|0;e=f[l+12>>2]|0;i=a+104|0;h=f[i>>2]|0;if(!e)nf(h|0,1,0,40428);else nf(h|0,1,0,e|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[j>>2]|0))Mpb(l);le(4,0,f[l+28>>2]|0);e=1}p=f[k>>2]|0;n=64;o=128;j=1;h=l;while(1){while(1){l=h+36|0;if((l|0)==(p|0)){l=i;break a}m=h+56|0;if(f[m>>2]|0)break;Mpb(l);if(!(f[m>>2]|0))h=l;else break}xwb(258928,o)|0;if(!j)Vd(1024);j=h+69|0;k=b[j>>0]|0;if(k<<24>>24!=g<<24>>24){g=f[q>>2]|0;if(!(k<<24>>24))nf(g|0,1,0,d|0);else nf(g|0,1,0,40428);g=b[j>>0]|0}j=f[h+48>>2]|0;k=f[i>>2]|0;if(!j)nf(k|0,1,0,40428);else nf(k|0,1,0,j|0);uwb(258928,514,255,n)|0;Yvb(258928,f[f[m>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[m>>2]|0))Mpb(l);le(4,0,f[h+64>>2]|0);m=o;j=0;e=e+1|0;h=l;o=n;n=m}}while(0);k=c+68|0;do if((f[c>>2]|0)!=(f[c+4>>2]|0)){if(g<<24>>24)nf(f[q>>2]|0,1,0,d|0);xwb(258928,n)|0;uwb(258928,519,255,0)|0;Awb(258928,7680,0,0)|0;if(b[k>>0]&1)hqb(c);g=c+44|0;if(f[g>>2]|0){nf(f[l>>2]|0,1,0,40428);Yvb(258928,f[f[g>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(b[k>>0]&1)hqb(c);le(4,0,f[c+60>>2]|0);e=e+1|0;g=0;break}g=f[c>>2]|0;j=g+20|0;if(!(f[j>>2]|0)){Mpb(g);if(!(f[j>>2]|0)){g=0;break}g=f[c>>2]|0}h=f[g+12>>2]|0;i=f[l>>2]|0;if(!h)nf(i|0,1,0,40428);else nf(i|0,1,0,h|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[g+20>>2]|0))Mpb(g);le(4,0,f[g+28>>2]|0);e=e+1|0;g=0}while(0);h=c+12|0;do if((f[h>>2]|0)!=(f[c+16>>2]|0)){if(g<<24>>24!=1)nf(f[q>>2]|0,1,0,40428);xwb(258928,n)|0;uwb(258928,519,255,0)|0;Awb(258928,7680,0,0)|0;if(b[k>>0]&1)hqb(c);g=c+52|0;if(f[g>>2]|0){nf(f[l>>2]|0,1,0,40428);Yvb(258928,f[f[g>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(b[k>>0]&1)hqb(c);le(4,0,f[c+64>>2]|0);e=e+1|0;break}g=f[h>>2]|0;j=g+20|0;if(!(f[j>>2]|0)){Mpb(g);if(!(f[j>>2]|0))break;g=f[h>>2]|0}i=f[g+12>>2]|0;h=f[l>>2]|0;if(!i)nf(h|0,1,0,40428);else nf(h|0,1,0,i|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[g+20>>2]|0))Mpb(g);le(4,0,f[g+28>>2]|0);e=e+1|0}while(0);Yvb(258928,R)|0;ke(Q|0);bwb(258928,P)|0;jwb(258928,L<<24>>24!=0,M<<24>>24!=0,N<<24>>24!=0,O<<24>>24!=0)|0;kwb(258928,K<<24>>24!=0)|0;Gwb(258928,J<<24>>24!=0)|0;Hwb(258928,I<<24>>24!=0)|0;nwb(258928,H)|0;if((B|0)==(E|0)&(C|0)==(F|0)&(D|0)==(G|0))Awb(258928,B,C,D)|0;else{Bwb(258928,B,C,D)|0;Cwb(258928,E,F,G)|0}if((v|0)==(w|0)&(x|0)==(y|0)&(z|0)==(A|0))uwb(258928,v,x,z)|0;else{vwb(258928,v,x,z)|0;wwb(258928,w,y,A)|0}if((t|0)==(u|0))xwb(258928,t)|0;else{ywb(258928,t)|0;zwb(258928,u)|0}uwb(258928,514,f[64788]|n,n)|0;f[s>>2]=c;f[a+108>>2]=n;c=e;return c|0}function Adb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0;d=1.0-+p[a+16>>3];n[b>>2]=+p[(f[a>>2]|0)+112>>3]*d;n[c>>2]=+p[(f[a>>2]|0)+120>>3]*d;return}function Bdb(a,c,d,e,g,i,k,l,m,o,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;k=+k;l=+l;m=m|0;o=o|0;q=q|0;var r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0;D=0;E=u;u=u+14848|0;b[(E+13706|0)>>0]=c;n[(E+13680|0)>>2]=k;n[(E+13676|0)>>2]=l;f[(E+13672|0)>>2]=m;if(!(f[(a+88|0)>>2]|0)){f[(E+256|0)>>2]=40500;f[(E+256|0)+4>>2]=162;f[((E+256|0)+16|0)>>2]=E+256|0;Evb(E+13688|0,198014,198053,E+256|0,1);c=f[(E+13688|0)>>2]|0;C=f[((E+13688|0)+4|0)>>2]|0;f[(E+13688|0)>>2]=0;f[((E+13688|0)+4|0)>>2]=0;f[(a+88|0)>>2]=c;c=f[(a+92|0)>>2]|0;f[(a+92|0)>>2]=C;if(c|0){iOb(c);c=f[((E+13688|0)+4|0)>>2]|0;if(c|0)iOb(c)}c=f[((E+256|0)+16|0)>>2]|0;if((E+256|0|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);C=Jvb(f[(a+88|0)>>2]|0,240539)|0;f[a+96>>2]=C;C=Kvb(f[(a+88|0)>>2]|0,240548)|0;f[a+100>>2]=C;C=Kvb(f[(a+88|0)>>2]|0,198092)|0;f[a+104>>2]=C}r=f[64758]|0;s=f[64759]|0;t=f[64743]|0;v=f[64744]|0;w=f[64745]|0;x=f[64746]|0;k=+n[64765];l=+n[64766];y=+n[64767];z=+n[64768];A=f[64793]|0;B=f[64794]|0;xwb(258928,255)|0;C=f[64770]|0;nwb(258928,0)|0;if((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&1){tdb(a,e);m=f[a+48>>2]|0;Tvb(258928,0,0,f[m+16>>2]|0,f[m+20>>2]|0)|0}if((b[(E+13706|0)>>0]|0)==1)mwb(258928,0.0,0.0,0.0,1.0)|0;else mwb(258928,0.0,0.0,0.0,0.0)|0;do if((d&255)<2){d=h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8;b[(a+77|0)>>0]=d&-3969;b[(a+77|0)+1>>0]=(d&-3969)>>8;if(d&1)dwb(258928,f[f[a+24>>2]>>2]|0)|0;Vd(17664);c=f[a+40>>2]|0;if(c|0){dwb(258928,f[c>>2]|0)|0;Vd(17664)}f[a+80>>2]=0;f[a+84>>2]=0}else if(d<<24>>24==2){c=f[64793]|0;m=f[64794]|0;xwb(258928,15)|0;if((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&1)dwb(258928,f[f[a+24>>2]>>2]|0)|0;Vd(1024);d=f[a+40>>2]|0;if(d|0){dwb(258928,f[d>>2]|0)|0;Vd(1024)}d=(h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&-129;b[(a+77|0)>>0]=d;b[(a+77|0)+1>>0]=d>>8;if((c|0)==(m|0)){xwb(258928,c)|0;break}else{ywb(258928,c)|0;zwb(258928,m)|0;break}}while(0);if(f[e>>2]|0){if((f[(a+72|0)>>2]|0)!=(o|0)){f[(a+72|0)>>2]=o;b[(a+76|0)>>0]=1-(h[(a+76|0)>>0]|0)}f[(E+13688|0)>>2]=0;f[(E+256|0)>>2]=0;f[(E+13668|0)>>2]=0;f[(E+13664|0)>>2]=0;o=EAa(g)|0;J=+p[o>>3];p[(E+128|0)>>3]=J;F=+p[o+8>>3];p[((E+128|0)+8|0)>>3]=F;L=+p[o+16>>3];p[((E+128|0)+16|0)>>3]=L;p[(E+128|0)+24>>3]=+p[o+24>>3];G=+p[o+32>>3];p[((E+128|0)+32|0)>>3]=G;I=+p[o+40>>3];p[((E+128|0)+40|0)>>3]=I;K=+p[o+48>>3];p[((E+128|0)+48|0)>>3]=K;p[(E+128|0)+56>>3]=+p[o+56>>3];N=+p[o+64>>3];p[((E+128|0)+64|0)>>3]=N;M=+p[o+72>>3];p[((E+128|0)+72|0)>>3]=M;O=+p[o+80>>3];p[((E+128|0)+80|0)>>3]=O;p[(E+128|0)+88>>3]=+p[o+88>>3];p[(E+128|0)+96>>3]=+p[o+96>>3];p[(E+128|0)+104>>3]=+p[o+104>>3];p[(E+128|0)+112>>3]=+p[o+112>>3];p[(E+128|0)+120>>3]=+p[o+120>>3];H=1.0/(J*(I*O-K*M)+(L*(G*M-I*N)+F*(K*N-G*O)));p[(E+56|0)>>3]=(I*O-K*M)*H;p[(E+56|0)+8>>3]=(K*N-G*O)*H;p[(E+56|0)+16>>3]=(G*M-I*N)*H;p[(E+56|0)+24>>3]=(L*M-F*O)*H;p[(E+56|0)+32>>3]=(J*O-L*N)*H;p[(E+56|0)+40>>3]=(F*N-J*M)*H;p[(E+56|0)+48>>3]=(F*K-L*I)*H;p[(E+56|0)+56>>3]=(L*G-J*K)*H;p[(E+56|0)+64>>3]=(J*I-F*G)*H;o=FAa(g)|0;f[(E+13600|0)>>2]=f[o>>2];f[(E+13600|0)+4>>2]=f[o+4>>2];f[(E+13600|0)+8>>2]=f[o+8>>2];f[(E+13600|0)+12>>2]=f[o+12>>2];f[(E+13600|0)+16>>2]=f[o+16>>2];f[(E+13600|0)+20>>2]=f[o+20>>2];f[(E+13600|0)+24>>2]=f[o+24>>2];f[(E+13600|0)+28>>2]=f[o+28>>2];f[(E+13600|0)+32>>2]=f[o+32>>2];f[(E+13600|0)+36>>2]=f[o+36>>2];f[(E+13600|0)+40>>2]=f[o+40>>2];f[(E+13600|0)+44>>2]=f[o+44>>2];f[(E+13600|0)+48>>2]=f[o+48>>2];f[(E+13600|0)+52>>2]=f[o+52>>2];f[(E+13600|0)+56>>2]=f[o+56>>2];f[(E+13600|0)+60>>2]=f[o+60>>2];o=HAa(g,f[64745]|0,f[64746]|0)|0;n[(E+13536|0)>>2]=+p[o>>3];n[(E+13536|0)+4>>2]=+p[o+8>>3];n[(E+13536|0)+8>>2]=+p[o+16>>3];n[(E+13536|0)+12>>2]=+p[o+24>>3];n[(E+13536|0)+16>>2]=+p[o+32>>3];n[(E+13536|0)+20>>2]=+p[o+40>>3];n[(E+13536|0)+24>>2]=+p[o+48>>3];n[(E+13536|0)+28>>2]=+p[o+56>>3];n[(E+13536|0)+32>>2]=+p[o+64>>3];n[(E+13536|0)+36>>2]=+p[o+72>>3];n[(E+13536|0)+40>>2]=+p[o+80>>3];n[(E+13536|0)+44>>2]=+p[o+88>>3];n[(E+13536|0)+48>>2]=+p[o+96>>3];n[(E+13536|0)+52>>2]=+p[o+104>>3];n[(E+13536|0)+56>>2]=+p[o+112>>3];n[(E+13536|0)+60>>2]=+p[o+120>>3];o=JAa(g,f[64745]|0,f[64746]|0)|0;n[(E+13472|0)>>2]=+p[o>>3];n[(E+13472|0)+4>>2]=+p[o+8>>3];n[(E+13472|0)+8>>2]=+p[o+16>>3];n[(E+13472|0)+12>>2]=+p[o+24>>3];n[(E+13472|0)+16>>2]=+p[o+32>>3];n[(E+13472|0)+20>>2]=+p[o+40>>3];n[(E+13472|0)+24>>2]=+p[o+48>>3];n[(E+13472|0)+28>>2]=+p[o+56>>3];n[(E+13472|0)+32>>2]=+p[o+64>>3];n[(E+13472|0)+36>>2]=+p[o+72>>3];n[(E+13472|0)+40>>2]=+p[o+80>>3];n[(E+13472|0)+44>>2]=+p[o+88>>3];n[(E+13472|0)+48>>2]=+p[o+96>>3];n[(E+13472|0)+52>>2]=+p[o+104>>3];n[(E+13472|0)+56>>2]=+p[o+112>>3];n[(E+13472|0)+60>>2]=+p[o+120>>3];o=f[a>>2]|0;H=+p[a+16>>3];G=+p[o+112>>3]*(1.0-H);n[(E+13468|0)>>2]=H+G;F=(1.0-H)*+p[o+120>>3];n[(E+13464|0)>>2]=H+F;n[(E+13460|0)>>2]=G;n[(E+13456|0)>>2]=F;F=+vdb(a,g);n[(E+13452|0)>>2]=F;o=f[a>>2]|0;b[(E+13705|0)>>0]=b[o+226>>0]|0;f[(E+1152|0)>>2]=g;f[(E+1152|0)+12292>>2]=(j[(o+230|0)>>1]|j[(o+230|0)+2>>1]<<16)<<6&8192^8192;o=(G9a(o)|0)&1;b[((E+1152|0)+12296|0)>>0]=b[((E+1152|0)+12296|0)>>0]&-2|o;o=f[a>>2]|0;f[(E+1144|0)>>2]=(j[(o+230|0)>>1]|j[(o+230|0)+2>>1]<<16)<<6&8192^8192;o=(G9a(o)|0)&1;b[(E+1144|0)+4>>0]=o;f[(E+756|0)+384>>2]=0;f[(E+704|0)+48>>2]=0;if(!((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&32))xdb(a,E+128|0,E+56|0,E+756|0);ydb(a,g,E+704|0);if(+p[i>>3]==0.0)if(+p[i+8>>3]==0.0)if(+p[i+16>>3]==0.0){f[(E+688|0)>>2]=0;f[(E+688|0)+4>>2]=0;f[(E+688|0)+8>>2]=0;f[(E+688|0)+12>>2]=0}else D=37;else D=37;else D=37;f[E+13728>>2]=a;f[E+13752>>2]=e;f[E+13760>>2]=g;f[E+13768>>2]=i;f[E+13808>>2]=q;f[E+14736>>2]=D;f[E+14744>>2]=0;f[E+14748>>2]=0;dgb(E)}nwb(258928,C)|0;if((A|0)==(B|0))xwb(258928,A)|0;else{ywb(258928,A)|0;zwb(258928,B)|0}mwb(258928,k,l,y,z)|0;Tvb(258928,t,v,w,x)|0;if((r|0)==(s|0)){dwb(258928,r)|0;u=E;return}else{ewb(258928,r)|0;fwb(258928,s)|0;u=E;return}}function Cdb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0,C=0,E=0,F=0,I=0,J=0,K=0.0;I=0;J=u;u=u+1776|0;F=f[a+8>>2]|0;z=+n[64781];A=+n[64782];B=b[259208]|0;do{j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){if(!(b[f[a>>2]>>0]|0))if(!(b[f[(a+4|0)>>2]>>0]|0)){g=0;i=0;break}swb(258928,1.0,0.0)|0;Iwb(258928,1)|0;Ewb(258928,f[64788]&-49)|0;r=f[a+12>>2]|0;v=f[a+16>>2]|0;w=f[(a+20|0)>>2]|0;g=f[a+24>>2]|0;i=f[a+28>>2]|0;y=f[f[a+32>>2]>>2]|0;x=f[f[a+36>>2]>>2]|0;f[(J+104|0)>>2]=f[F>>2];f[(J+104|0)+4>>2]=r;f[(J+104|0)+8>>2]=v;f[(J+104|0)+12>>2]=w;f[(J+104|0)+16>>2]=g;f[(J+104|0)+20>>2]=i;f[(J+104|0)+24>>2]=y;f[(J+104|0)+28>>2]=x;f[(J+104|0)+32>>2]=0;x=(b[f[a>>2]>>0]|0)==0;y=(b[f[(a+4|0)>>2]>>0]|0)!=0;i=f[c+8>>2]|0;f[(J+100|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){r=0;k=0;g=i;while(1){q=g+12|0;l=g+16|0;i=1;if(i){i=0;if((f[q>>2]|0)==(f[l>>2]|0)){m=k;o=r}else i=1}if(i)if(1){j=f[g+8>>2]|0;f[(J+64|0)>>2]=f[(j+152|0)>>2];f[(J+64|0)+4>>2]=f[(j+152|0)+4>>2];f[(J+64|0)+8>>2]=f[(j+152|0)+8>>2];f[(J+64|0)+12>>2]=f[(j+152|0)+12>>2];i=eIa(j,f[f[(a+44|0)>>2]>>2]|0,b[f[(a+48|0)>>2]>>0]|0,0)|0;g=f[i>>2]|0;f[(J+48|0)>>2]=g;i=f[i+4>>2]|0;f[((J+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(J+48|0)>>2]|0}if(!g){lIa(J,j,f[f[(a+44|0)>>2]>>2]|0,b[f[(a+48|0)>>2]>>0]|0,0,f[(a+52|0)>>2]|0,f[(a+56|0)>>2]|0,b[f[(a+60|0)>>2]>>0]|0,x&y,(f[(f[(a+20|0)>>2]|0)+384>>2]|0)!=0,f[(a+64|0)>>2]|0);g=f[J>>2]|0;w=f[(J+4|0)>>2]|0;f[J>>2]=0;f[(J+4|0)>>2]=0;f[(J+48|0)>>2]=g;i=f[((J+48|0)+4|0)>>2]|0;f[((J+48|0)+4|0)>>2]=w;if(i){iOb(i);g=f[(J+4|0)>>2]|0;if(g|0)iOb(g);g=f[(J+48|0)>>2]|0}if(!g){t=k;s=r}else{C=g;I=17}}else{C=g;I=17}if((I|0)==17){I=0;g=f[C+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;Pdb(J+104|0,J+48|0,j);w=f[l>>2]|0;i=f[q>>2]|0;j=((w-i|0)/44|0)+r|0;g=1;if(g){g=0;if((w|0)==(i|0)){t=k;s=j}else g=1}if(g)if(1){v=i;do{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;o=f[g>>2]|0;m=f[(f[v>>2]|0)+52>>2]|0;Gwb(258928,(y^(x^1))&(m&4|0)==0)|0;if(m&3|0){l=x&y^(b[f[(a+68|0)>>2]>>0]|0)!=0;i=f[o+96>>2]|0;g=b[(i+120|0)>>0]|0;if(g&8){BIa(i);g=b[(i+120|0)>>0]|0}lwb(258928,(m&1|0)!=0^(l^(g&1)!=0)?2304:2305)|0}t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+72|0)>>2]>>2],+n[f[(a+76|0)>>2]>>2])|0;else{K=+p[(F+16|0)>>3];rwb(258928,K+(1.0-K)*+n[o+144>>2],K+(1.0-K)*+n[o+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else j=(zdb(F,f[o+108>>2]|0,f[(a+80|0)>>2]|0)|0)+j|0;g=f[t>>2]|0;if(g&134217856){g=h[(F+77|0)>>0]|h[(F+77|0)+1>>0]<<8|128;b[(F+77|0)>>0]=g;b[(F+77|0)+1>>0]=g>>8;g=f[t>>2]|0}l=Gdb(f[(a+84|0)>>2]|0,(g&128|0)!=0,(g&134217728|0)!=0,(g&16384|0)!=0,e)|0;g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[J>>2]=g;f[(J+4|0)>>2]=f[g+52>>2]&56;f[(J+44|0)>>2]=0;break}else{s=!(+n[v+28>>2]>=0.0);f[J>>2]=g;g=f[g+52>>2]|0;f[(J+4|0)>>2]=g&56;f[(J+44|0)>>2]=0;if(s)break;else{E=g;I=42;break}}else{f[J>>2]=g;E=f[g+52>>2]|0;f[(J+4|0)>>2]=E&56;f[(J+44|0)>>2]=0;I=42}while(0);if((I|0)==42){I=0;f[(J+4|0)>>2]=E&24}Hdb(f[(a+88|0)>>2]|0,J+48|0,v,56,J+64|0,f[(a+20|0)>>2]|0);Idb(J,J+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(4,f[v+8>>2]|0,i|0);else oe(4,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;Gwb(258928,0)|0;g=f[t>>2]|0;i=f[64788]|0;do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0;g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(4,f[v+8>>2]|0,g|0);else oe(4,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(J+44|0)>>2]|0;if(i|0){g=J+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(J+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));t=k;s=j}}g=f[((J+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=t;o=s}Jdb(J+100|0,c,f[f[(a+40|0)>>2]>>2]|0);g=f[(J+100|0)>>2]|0;if(!g){k=m;l=o;break}else{r=o;k=m}}}g=k;i=l}}while(0);f[J+192>>2]=a;f[J+208>>2]=d;f[J+216>>2]=e;f[J+408>>2]=g;f[J+432>>2]=i;n[J+576>>2]=z;n[J+584>>2]=A;f[J+616>>2]=B;f[J+1560>>2]=F;f[J+1624>>2]=I;f[J+1696>>2]=0;f[J+1700>>2]=0;egb(J);G=f[J+1696>>2]|0;D=f[J+1700>>2]|0;H=+n[J+1700>>2];f[J+1696>>2]=0;f[J+1700>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Ddb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0.0;L=0;M=u;u=u+1888|0;K=f[a+4>>2]|0;z=f[64778]|0;B=b[259052]|0;C=b[259048]|0;E=b[259049]|0;F=b[259050]|0;I=b[259051]|0;j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){Ewb(258928,f[64788]&-49|32)|0;qwb(258928,515)|0;if((b[f[a>>2]>>0]|0)==1){kwb(258928,0)|0;jwb(258928,0,0,0,0)|0}j=f[a+8>>2]|0;q=f[a+12>>2]|0;r=f[(a+16|0)>>2]|0;s=f[a+20>>2]|0;w=f[a+24>>2]|0;g=f[f[a+28>>2]>>2]|0;i=f[f[a+32>>2]>>2]|0;f[(M+104|0)>>2]=f[K>>2];f[(M+104|0)+4>>2]=j;f[(M+104|0)+8>>2]=q;f[(M+104|0)+12>>2]=r;f[(M+104|0)+16>>2]=s;f[(M+104|0)+20>>2]=w;f[(M+104|0)+24>>2]=g;f[(M+104|0)+28>>2]=i;f[((M+104|0)+32|0)>>2]=0;i=f[c+8>>2]|0;f[(M+100|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){s=0;k=0;g=i;while(1){r=g+12|0;q=g+16|0;i=1;if(i){i=0;if((f[r>>2]|0)==(f[q>>2]|0)){m=k;o=s}else i=1}if(i)if(1){l=f[g+8>>2]|0;f[(M+64|0)>>2]=f[(l+152|0)>>2];f[(M+64|0)+4>>2]=f[(l+152|0)+4>>2];f[(M+64|0)+8>>2]=f[(l+152|0)+8>>2];f[(M+64|0)+12>>2]=f[(l+152|0)+12>>2];i=fIa(l,f[f[(a+40|0)>>2]>>2]|0,0)|0;g=f[i>>2]|0;f[(M+48|0)>>2]=g;i=f[i+4>>2]|0;f[((M+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(M+48|0)>>2]|0}if(!g){mIa(M,l,f[f[(a+40|0)>>2]>>2]|0,0,(f[(f[(a+16|0)>>2]|0)+384>>2]|0)!=0,f[(a+44|0)>>2]|0);g=f[M>>2]|0;w=f[(M+4|0)>>2]|0;f[M>>2]=0;f[(M+4|0)>>2]=0;f[(M+48|0)>>2]=g;i=f[((M+48|0)+4|0)>>2]|0;f[((M+48|0)+4|0)>>2]=w;if(i){iOb(i);g=f[(M+4|0)>>2]|0;if(g|0)iOb(g);g=f[(M+48|0)>>2]|0}if(!g){v=k;t=s}else{A=g;L=17}}else{A=g;L=17}if((L|0)==17){L=0;g=f[A+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;switch(b[l+214>>0]|0){case 2:{y=a+48|0;L=21;break}case 3:{y=a+52|0;L=21;break}default:x=1.0}if((L|0)==21){L=0;x=+n[f[y>>2]>>2]}Fdb(M+104|0,M+48|0,l);i=f[(M+48|0)>>2]|0;j=f[i+136>>2]|0;if((j|0)>-1){g=f[l+80>>2]|0;if(!g)g=0;else g=f[g+8>>2]|0;Uvb(258928,f[((M+104|0)+32|0)>>2]|0)|0;Vvb(258928,g)|0;w=f[((M+104|0)+32|0)>>2]|0;f[((M+104|0)+32|0)>>2]=w+1;df(j|0,w|0)}g=f[i+140>>2]|0;if((g|0)>-1)bf(g|0,+(x/+n[l+200>>2]));w=f[q>>2]|0;i=f[r>>2]|0;j=((w-i|0)/44|0)+s|0;g=1;if(g){g=0;if((w|0)==(i|0)){v=k;t=j}else g=1}if(g)if(1){v=i;do{t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+56|0)>>2]>>2],+n[f[(a+60|0)>>2]>>2])|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;s=f[g>>2]|0;N=1.0-+p[(K+16|0)>>3];rwb(258928,N*+n[s+144>>2],N*+n[s+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;j=(zdb(K,f[(f[g>>2]|0)+108>>2]|0,f[(a+64|0)>>2]|0)|0)+j|0}if(f[t>>2]&134217856|0){s=h[(K+77|0)>>0]|h[(K+77|0)+1>>0]<<8|128;b[(K+77|0)>>0]=s;b[(K+77|0)+1>>0]=s>>8}if((b[f[(a+68|0)>>2]>>0]|0)==2){l=f[t>>2]|0;Ewb(258928,f[64788]|(l&128)>>>6|(l&134217728)>>>24|32)|0;xwb(258928,((l&128&255)>>>6|(l&134217728|0?40:32))&255)|0;Awb(258928,7680,7680,7681)|0;l=1}else{l=f[t>>2]|0;l=Gdb(f[(a+76|0)>>2]|0,(l&128|0)!=0,(l&134217728|0)!=0,(l&16384|0)!=0,e)|0}g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[M>>2]=g;f[(M+4|0)>>2]=f[g+52>>2]&448;f[(M+44|0)>>2]=0;break}else{s=!(+n[v+28>>2]>=0.0);f[M>>2]=g;g=f[g+52>>2]|0;f[(M+4|0)>>2]=g&448;f[(M+44|0)>>2]=0;if(s)break;else{J=g;L=53;break}}else{f[M>>2]=g;J=f[g+52>>2]|0;f[(M+4|0)>>2]=J&448;f[(M+44|0)>>2]=0;L=53}while(0);if((L|0)==53){L=0;f[(M+4|0)>>2]=J&192}Hdb(f[(a+80|0)>>2]|0,M+48|0,v,448,M+64|0,f[(a+16|0)>>2]|0);Idb(M,M+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(1,f[v+8>>2]|0,i|0);else oe(1,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;g=f[t>>2]|0;i=f[64788]|0;if((b[f[(a+68|0)>>2]>>0]|0)==2){do if((g&134234240|0)==134217856){Ewb(258928,i|21)|0;xwb(258928,21)|0}else{if((g&16512|0)==128){Ewb(258928,i|17)|0;xwb(258928,17)|0;break}if(!(g&134217728)){Ewb(258928,i|16)|0;xwb(258928,16)|0;break}else{Ewb(258928,i|20)|0;xwb(258928,20)|0;break}}while(0);Awb(258928,7680,7681,7681)|0}else{do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0}g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(1,f[v+8>>2]|0,g|0);else oe(1,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(M+44|0)>>2]|0;if(i|0){g=M+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(M+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));v=k;t=j}}g=f[((M+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=v;o=t}Jdb(M+100|0,c,f[f[(a+36|0)>>2]>>2]|0);g=f[(M+100|0)>>2]|0;if(!g){k=m;l=o;break}else{s=o;k=m}}}g=k;i=l}f[M+192>>2]=a;f[M+208>>2]=d;f[M+216>>2]=e;f[M+408>>2]=g;f[M+432>>2]=i;f[M+576>>2]=z;f[M+608>>2]=B;f[M+640>>2]=C;f[M+672>>2]=E;f[M+712>>2]=F;f[M+744>>2]=I;f[M+1672>>2]=K;f[M+1728>>2]=L;f[M+1800>>2]=0;f[M+1804>>2]=0;fgb(M);G=f[M+1800>>2]|0;D=f[M+1804>>2]|0;H=+n[M+1804>>2];f[M+1800>>2]=0;f[M+1804>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Edb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0;A=0;B=u;u=u+1696|0;z=f[a+4>>2]|0;j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){Ewb(258928,f[64788]&-49|16)|0;i=f[f[a>>2]>>2]|0;C=f[a+8>>2]|0;j=f[a+12>>2]|0;q=f[(a+16|0)>>2]|0;r=f[a+20>>2]|0;v=f[a+24>>2]|0;w=f[f[a+28>>2]>>2]|0;g=f[f[a+32>>2]>>2]|0;f[(B+112|0)>>2]=f[z>>2];f[(B+112|0)+4>>2]=C;f[(B+112|0)+8>>2]=j;f[(B+112|0)+12>>2]=q;f[(B+112|0)+16>>2]=r;f[(B+112|0)+20>>2]=v;f[(B+112|0)+24>>2]=w;f[(B+112|0)+28>>2]=g;f[(B+112|0)+32>>2]=0;f[((B+112|0)+36|0)>>2]=i;i=f[c+8>>2]|0;f[(B+104|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){r=0;k=0;g=i;while(1){q=g+12|0;l=g+16|0;i=1;if(i){i=0;if((f[q>>2]|0)==(f[l>>2]|0)){m=k;o=r}else i=1}if(i)if(1){j=f[g+8>>2]|0;f[(B+64|0)>>2]=f[(j+152|0)>>2];f[(B+64|0)+4>>2]=f[(j+152|0)+4>>2];f[(B+64|0)+8>>2]=f[(j+152|0)+8>>2];f[(B+64|0)+12>>2]=f[(j+152|0)+12>>2];i=gIa(j,f[f[(a+40|0)>>2]>>2]|0,0)|0;g=f[i>>2]|0;f[(B+48|0)>>2]=g;i=f[i+4>>2]|0;f[((B+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(B+48|0)>>2]|0}if(!g){nIa(B,j,f[f[(a+40|0)>>2]>>2]|0,0,b[f[(a+44|0)>>2]>>0]|0,b[f[(a+48|0)>>2]>>0]|0,(f[(f[(a+16|0)>>2]|0)+384>>2]|0)!=0,f[(a+52|0)>>2]|0);g=f[B>>2]|0;C=f[(B+4|0)>>2]|0;f[B>>2]=0;f[(B+4|0)>>2]=0;f[(B+48|0)>>2]=g;i=f[((B+48|0)+4|0)>>2]|0;f[((B+48|0)+4|0)>>2]=C;if(i){iOb(i);g=f[(B+4|0)>>2]|0;if(g|0)iOb(g);g=f[(B+48|0)>>2]|0}if(!g){t=k;s=r}else{x=g;A=15}}else{x=g;A=15}if((A|0)==15){A=0;g=f[x+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;Fdb(B+112|0,B+48|0,j);g=f[(f[(B+48|0)>>2]|0)+132>>2]|0;if((g|0)>-1)bf(g|0,+(+n[((B+112|0)+36|0)>>2]));w=f[l>>2]|0;i=f[q>>2]|0;j=((w-i|0)/44|0)+r|0;g=1;if(g){g=0;if((w|0)==(i|0)){t=k;s=j}else g=1}if(g)if(1){v=i;do{t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+56|0)>>2]>>2],+n[f[(a+60|0)>>2]>>2])|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;C=f[g>>2]|0;E=1.0-+p[(z+16|0)>>3];rwb(258928,E*+n[C+144>>2],E*+n[C+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;j=(zdb(z,f[(f[g>>2]|0)+108>>2]|0,f[(a+64|0)>>2]|0)|0)+j|0}g=f[t>>2]|0;if(g&134217856){g=h[(z+77|0)>>0]|h[(z+77|0)+1>>0]<<8|128;b[(z+77|0)>>0]=g;b[(z+77|0)+1>>0]=g>>8;g=f[t>>2]|0}l=Gdb(f[(a+68|0)>>2]|0,(g&128|0)!=0,(g&134217728|0)!=0,(g&16384|0)!=0,e)|0;g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[B>>2]=g;f[(B+4|0)>>2]=f[g+52>>2]&3584;f[(B+44|0)>>2]=0;break}else{C=!(+n[v+28>>2]>=0.0);f[B>>2]=g;g=f[g+52>>2]|0;f[(B+4|0)>>2]=g&3584;f[(B+44|0)>>2]=0;if(C)break;else{y=g;A=41;break}}else{f[B>>2]=g;y=f[g+52>>2]|0;f[(B+4|0)>>2]=y&3584;f[(B+44|0)>>2]=0;A=41}while(0);if((A|0)==41){A=0;f[(B+4|0)>>2]=y&1536}Hdb(f[(a+72|0)>>2]|0,B+48|0,v,3584,B+64|0,f[(a+16|0)>>2]|0);Idb(B,B+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(0,f[v+8>>2]|0,i|0);else oe(0,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;g=f[t>>2]|0;i=f[64788]|0;do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0;g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(0,f[v+8>>2]|0,g|0);else oe(0,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(B+44|0)>>2]|0;if(i|0){g=B+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(B+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));t=k;s=j}}g=f[((B+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=t;o=s}Jdb(B+104|0,c,f[f[(a+36|0)>>2]>>2]|0);g=f[(B+104|0)>>2]|0;if(!g){k=m;l=o;break}else{r=o;k=m}}}g=k;i=l}f[B+192>>2]=a;f[B+208>>2]=d;f[B+216>>2]=e;f[B+400>>2]=g;f[B+424>>2]=i;f[B+1496>>2]=z;f[B+1552>>2]=A;f[B+1624>>2]=0;f[B+1628>>2]=0;ggb(B);G=f[B+1624>>2]|0;D=f[B+1628>>2]|0;H=+n[B+1628>>2];f[B+1624>>2]=0;f[B+1628>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Fdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0;h=f[b>>2]|0;f[a+32>>2]=0;b=f[h+36>>2]|0;if((b|0)>-1)nf(b|0,1,0,f[a+8>>2]|0);b=f[h+40>>2]|0;if((b|0)>-1)nf(b|0,1,0,f[a+4>>2]|0);b=f[h+128>>2]|0;if((b|0)>-1)bf(b|0,+(+(f[64746]|0)));b=f[h+60>>2]|0;if((b|0)>-1)df(b|0,+n[(f[a+8>>2]|0)+44>>2]==0.0|0);b=f[h+96>>2]|0;if((b|0)>-1)jf(b|0,1,K9a(f[a>>2]|0)|0);e=a+16|0;if(f[(f[e>>2]|0)+48>>2]|0){d=0;do{g=S9a(f[a>>2]|0,d)|0;b=f[h+36+(d+33<<2)>>2]|0;if((b|0)>-1)jf(b|0,1,(f[e>>2]|0)+(d*12|0)|0);b=f[h+36+(d+37<<2)>>2]|0;if((b|0)>-1)jf(b|0,1,g+12|0);d=d+1|0}while(d>>>0<(f[(f[e>>2]|0)+48>>2]|0)>>>0)}b=f[h+108>>2]|0;if((b|0)>-1)lf(b|0,24,f[a+12>>2]|0);b=f[h+144>>2]|0;if((b|0)>-1)lf(b|0,1,f[a+20>>2]|0);b=f[h+148>>2]|0;if((b|0)>-1)ef(b|0,+(+n[a+24>>2]),+(+n[a+28>>2]));b=f[h+80>>2]|0;if((b|0)>-1){g=f[a>>2]|0;i=+hIa(c,g+216|0,g+208|0);g=f[a>>2]|0;ef(b|0,+i,+(+iIa(c,g+216|0,g+208|0)))}b=f[h+84>>2]|0;if((b|0)>-1)jf(b|0,1,c+168|0);b=f[h+112>>2]|0;if((b|0)>-1){a=f[a>>2]|0;bf(b|0,+(+jIa(c,a+216|0,a+208|0)))}b=f[h+160>>2]|0;if((b|0)<=-1)return;ef(b|0,+(+n[c+192>>2]),+(+n[c+196>>2]));return}function Gdb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;if(g){if(c&d){Ewb(258928,f[64788]|10)|0;xwb(258928,10)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(c){Ewb(258928,f[64788]|2)|0;xwb(258928,2)|0;Awb(258928,7680,7680,7681)|0;if(e){e=0;return e|0}e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(d){Ewb(258928,f[64788]|8)|0;xwb(258928,8)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}else{Awb(258928,7680,7680,7680)|0;e=0;return e|0}}else{xwb(258928,f[f[a+4>>2]>>2]|0)|0;g=f[64788]&245;if(c&d){Ewb(258928,g|10)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(c){Ewb(258928,g|2)|0;Awb(258928,7680,7680,7681)|0;if(e){e=0;return e|0}e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(d){Ewb(258928,g|8)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}else{Ewb(258928,g)|0;Awb(258928,7680,7680,7681)|0;e=0;return e|0}}return 0}function Hdb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;I=u;u=u+112|0;G=I+40|0;i=I;H=f[c>>2]|0;c=f[H+64>>2]|0;if((c|0)>-1){if(!(b[a+12296>>0]&1))j=(f[(f[d>>2]|0)+52>>2]&4096|0)==0;else j=1;df(c|0,j&1|0)}c=f[H+68>>2]|0;if((c|0)>-1)df(c|0,(f[(f[d>>2]|0)+52>>2]&3|0)==0|0);c=f[H+72>>2]|0;do if((c|0)>-1){j=f[d+24>>2]|0;if(j&8388608|0){k=+n[d+28>>2];if(k>=0.0){kf(c|0,+k,+(+n[d+32>>2]),+(+n[d+36>>2]),+(+n[g+12>>2]));break}}if(!(j&32768))if(e&2336&f[(f[d>>2]|0)+52>>2]|0){kf(c|0,1.0,1.0,1.0,+(+n[g+12>>2]));break}lf(c|0,1,g|0)}while(0);c=f[H+76>>2]|0;if((c|0)>-1)bf(c|0,+(+n[d+40>>2]));c=f[H+88>>2]|0;if((c|0)>-1)bf(c|0,+((f[a+12292>>2]|f[d+24>>2])&8192|0?0.0:1.0));l=H+44|0;F=d+16|0;e=d+4|0;m=f[(f[((f[F>>2]|0)>>>0>1?f[e>>2]|0:e)>>2]|0)+96>>2]|0;do if((f[l>>2]|0)>-1){if(b[m+120>>0]&4)AIa(m);e=m+76|0;j=d+24|0;g=Odb(f[j>>2]|0,f[a>>2]|0,m,G)|0;j=f[j>>2]|0;c=f[a>>2]|0;if(!(j&33554456))i=e;else{f[i>>2]=f[e>>2];f[i+4>>2]=f[m+80>>2];f[i+8>>2]=f[m+84>>2];f[i+12>>2]=f[m+88>>2];f[i+16>>2]=f[m+92>>2];f[i+20>>2]=f[m+96>>2];f[i+24>>2]=f[m+100>>2];f[i+28>>2]=f[m+104>>2];f[i+32>>2]=f[m+108>>2];if(j&8)QAa(c,i)}c=f[l>>2]|0;if((c|0)>-1)nf(c|0,1,0,g|0);c=f[H+48>>2]|0;if((c|0)>-1)mf(c|0,1,0,i|0)}else{j=m+120|0;c=b[j>>0]|0;if(c&16){CIa(m);c=b[j>>0]|0}j=(c&2)!=0;c=f[H+56>>2]|0;if((c|0)>-1)gf(c|0,0,(j?f[F>>2]|0:0)|0);D=f[H+52>>2]|0;if((D|0)>-1){E=a+4|0;c=f[F>>2]|0;C=c>>>0>1?f[e>>2]|0:e;if(!j){if(!c)c=0;else{e=d+24|0;i=0;j=E;while(1){c=Odb(f[e>>2]|0,f[a>>2]|0,f[(f[C+(i<<2)>>2]|0)+96>>2]|0,G)|0;g=j;m=c;o=g+48|0;do{f[g>>2]=f[m>>2];g=g+4|0;m=m+4|0}while((g|0)<(o|0));f[j+12>>2]=f[c+48>>2];f[j+28>>2]=f[c+52>>2];f[j+44>>2]=f[c+56>>2];i=i+1|0;c=f[F>>2]|0;if(i>>>0>=c>>>0)break;else j=j+48|0}c=c*3|0}lf(((f[d+20>>2]|0)*3|0)+D|0,c|0,E|0);break}if(!c)c=0;else{s=d+24|0;t=i+4|0;v=i+8|0;w=i+12|0;x=i+16|0;y=i+20|0;z=i+24|0;A=i+28|0;B=i+32|0;p=a+4+(c*12<<2)|0;q=0;r=E;while(1){j=f[(f[C+(q<<2)>>2]|0)+96>>2]|0;if(b[j+120>>0]&4)AIa(j);c=j+76|0;l=Odb(f[s>>2]|0,f[a>>2]|0,j,G)|0;e=f[s>>2]|0;g=f[a>>2]|0;if(e&33554456){f[i>>2]=f[c>>2];f[t>>2]=f[j+80>>2];f[v>>2]=f[j+84>>2];f[w>>2]=f[j+88>>2];f[x>>2]=f[j+92>>2];f[y>>2]=f[j+96>>2];f[z>>2]=f[j+100>>2];f[A>>2]=f[j+104>>2];f[B>>2]=f[j+108>>2];if(!(e&8))c=i;else{QAa(g,i);c=i}}g=r;m=l;o=g+48|0;do{f[g>>2]=f[m>>2];g=g+4|0;m=m+4|0}while((g|0)<(o|0));f[r+12>>2]=f[l+48>>2];f[r+28>>2]=f[l+52>>2];f[r+44>>2]=f[l+56>>2];f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];o=p+16|0;m=c+12|0;f[o>>2]=f[m>>2];f[o+4>>2]=f[m+4>>2];f[o+8>>2]=f[m+8>>2];o=p+32|0;c=c+24|0;f[o>>2]=f[c>>2];f[o+4>>2]=f[c+4>>2];f[o+8>>2]=f[c+8>>2];q=q+1|0;c=f[F>>2]|0;if(q>>>0>=c>>>0)break;else{p=p+48|0;r=r+48|0}}c=c*6|0}lf(((f[d+20>>2]|0)*3|0)+D|0,c|0,E|0)}}while(0);c=f[H+100>>2]|0;do if((c|0)>-1){if((f[F>>2]|0)>>>0<=1)if(!(f[d+24>>2]&32)){jf(c|0,1,(f[d+4>>2]|0)+156|0);break}hf(c|0,0.0,0.0,0.0)}while(0);c=f[H+104>>2]|0;if((c|0)<=-1){u=I;return}df(c|0,((f[d+24>>2]&2|0)==0?f[h+384>>2]|0:0)|0);u=I;return}function Idb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;Ndb(a,c);d=f[c>>2]|0;e=f[d+8>>2]|0;a:do if((e|0)>-1){g=f[a>>2]|0;c=f[g>>2]|0;g=f[g+4>>2]|0;b:do if((c|0)!=(g|0)){while(1){if((f[c+12>>2]|0)==2)break;c=c+28|0;if((c|0)==(g|0))break b}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(e|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(e|0);g=a+44|0;f[a+8+(f[g>>2]<<2)>>2]=e;f[g>>2]=(f[g>>2]|0)+1;break a}while(0);pf(e|0,0.0)}while(0);d=f[d+32>>2]|0;if((d|0)<=-1)return;e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;c:do if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==8)break;c=c+28|0;if((c|0)==(e|0))break c}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);g=a+44|0;f[a+8+(f[g>>2]<<2)>>2]=d;f[g>>2]=(f[g>>2]|0)+1;return}while(0);pf(d|0,0.0);return}function Jdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[a>>2]|0;if((f[l+24>>2]|0)>>>0>c>>>0){f[a>>2]=f[l>>2];return}f[a>>2]=f[l>>2];j=f[b+4>>2]|0;a=f[l+4>>2]|0;g=j+-1|0;h=(g&j|0)==0;if(h)i=g&a;else if(a>>>0<j>>>0)i=a;else i=(a>>>0)%(j>>>0)|0;c=(f[b>>2]|0)+(i<<2)|0;k=f[c>>2]|0;while(1){a=f[k>>2]|0;if((a|0)==(l|0))break;else k=a}if((k|0)==(b+8|0))e=15;else{a=f[k+4>>2]|0;if(h)a=a&g;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)==(i|0))d=l;else e=15}do if((e|0)==15){a=f[l>>2]|0;if(a|0){a=f[a+4>>2]|0;if(h)a=a&g;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)==(i|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;a=c;if(c){c=f[c+4>>2]|0;if(h)c=c&g;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(i|0)){f[(f[b>>2]|0)+(c<<2)>>2]=k;a=f[l>>2]|0}}f[k>>2]=a;f[d>>2]=0;b=b+12|0;f[b>>2]=(f[b>>2]|0)+-1;if(!l)return;a=f[l+12>>2]|0;if(a|0){c=l+16|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-44-a|0)>>>0)/44|0)*44|0);sOb(a)}sOb(l);return}function Kdb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0;k=f[c>>2]|0;i=f[k+64>>2]|0;if((i|0)>-1){if(!(b[a+4>>0]|0))c=(f[(f[d>>2]|0)+52>>2]|0)>>>12&1^1;else c=1;df(i|0,c|0)}c=f[k+68>>2]|0;if((c|0)>-1)df(c|0,(f[(f[d>>2]|0)+52>>2]&3|0)==0|0);c=f[k+88>>2]|0;if((c|0)>-1)bf(c|0,+((f[a>>2]|f[d+8>>2])&8192|0?0.0:1.0));c=f[k+72>>2]|0;do if((c|0)>-1){i=f[d+8>>2]|0;if(i&8388608|0){j=+n[d+20>>2];if(j>=0.0){kf(c|0,+j,+(+n[d+24>>2]),+(+n[d+28>>2]),+(+n[g+12>>2]));break}}if(!(i&32768))if(e&2336&f[(f[d>>2]|0)+52>>2]|0){kf(c|0,1.0,1.0,1.0,+(+n[g+12>>2]));break}lf(c|0,1,g|0)}while(0);c=f[k+76>>2]|0;if((c|0)>-1)bf(c|0,+(+n[d+32>>2]));c=f[k+104>>2]|0;if((c|0)<=-1)return;df(c|0,((f[d+8>>2]&2|0)==0?f[h+384>>2]|0:0)|0);return}function Ldb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;Ndb(a,b);Yvb(258928,f[f[a+48>>2]>>2]|0)|0;e=f[b>>2]|0;g=f[e+20>>2]|0;d=a+52|0;f[d>>2]=g;c=a+56|0;f[c>>2]=f[e+24>>2];b=a+60|0;f[b>>2]=f[e+28>>2];sf(g|0,4,5126,0,48,0);re(g|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;g=f[c>>2]|0;sf(g|0,4,5126,0,48,16);re(g|0);f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;g=f[b>>2]|0;sf(g|0,4,5126,0,48,32);re(g|0);f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;rf(f[d>>2]|0,1);rf(f[c>>2]|0,1);rf(f[b>>2]|0,1);return}function Mdb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+60>>2]|0;if(b|0){c=k+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[k+56>>2]|0;if(b|0)iOb(b);b=f[k+48>>2]|0;if(b|0)iOb(b);sOb(k);return l|0}function Ndb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;g=f[c>>2]|0;d=f[g>>2]|0;a:do if((d|0)>-1){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if(!(f[c+12>>2]|0))break;c=c+28|0;if((c|0)==(e|0))break a}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1}}while(0);d=f[g+4>>2]|0;b:do if((d|0)>-1){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==1)break;c=c+28|0;if((c|0)==(e|0))break b}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1}}while(0);d=f[g+12>>2]|0;c:do if((d|0)>-1){d:do if(f[a+4>>2]&2336|0){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==3)break;c=c+28|0;if((c|0)==(e|0))break d}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1;break c}}while(0);qf(d|0,1.0,1.0,1.0,1.0)}while(0);d=f[g+16>>2]|0;if((d|0)<=-1)return;e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)==(e|0))return;while(1){if((f[c+12>>2]|0)==4)break;c=c+28|0;if((c|0)==(e|0)){i=23;break}}if((i|0)==23)return;Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);i=a+44|0;f[a+8+(f[i>>2]<<2)>>2]=d;f[i>>2]=(f[i>>2]|0)+1;return}function Odb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(!(a&33554456)){d=c;return d|0}f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];f[d+24>>2]=f[c+24>>2];f[d+28>>2]=f[c+28>>2];f[d+32>>2]=f[c+32>>2];f[d+36>>2]=f[c+36>>2];f[d+40>>2]=f[c+40>>2];f[d+44>>2]=f[c+44>>2];f[d+48>>2]=f[c+48>>2];f[d+52>>2]=f[c+52>>2];f[d+56>>2]=f[c+56>>2];f[d+60>>2]=f[c+60>>2];if(a&8|0)PAa(b,d);if(a&16|0)NAa(b,d,f[64745]|0,f[64746]|0);if(!(a&33554432))return d|0;RAa(b,d,f[64745]|0,f[64746]|0);return d|0}function Pdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;Fdb(a,b,c);e=f[b>>2]|0;d=f[e+92>>2]|0;if((d|0)>-1){b=f[c+88>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;b=f[g>>2]|0;f[g>>2]=b+1;df(d|0,b|0)}d=f[e+116>>2]|0;if((d|0)>-1){b=f[a>>2]|0;b=kIa(c,b+216|0,b+208|0)|0;b=f[b>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;h=a+32|0;Uvb(258928,f[h>>2]|0)|0;Vvb(258928,b)|0;g=f[h>>2]|0;f[h>>2]=g+1;df(d|0,g|0)}d=f[e+152>>2]|0;if((d|0)>-1){b=f[c+128>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}d=f[e+156>>2]|0;if((d|0)>-1){b=f[c+136>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}d=f[e+164>>2]|0;if((d|0)>-1){b=f[c+144>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}b=f[e+120>>2]|0;if((b|0)>-1)hf(b|0,+(+n[c+96>>2]),+(+n[c+104>>2]),+(+n[c+112>>2]));b=f[e+124>>2]|0;if((b|0)<=-1)return;hf(b|0,+(+n[c+100>>2]),+(+n[c+108>>2]),+(+n[c+116>>2]));return}function Qdb(a){a=a|0;return}function Rdb(a){a=a|0;sOb(a);return}function Sdb(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=40500;f[b+4>>2]=f[a+4>>2];return b|0}function Tdb(a,b){a=a|0;b=b|0;f[b>>2]=40500;f[b+4>>2]=f[a+4>>2];return}function Udb(a){a=a|0;return}function Vdb(a){a=a|0;sOb(a);return}function Wdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return Sg[f[a+4>>2]&255](f[b>>2]|0,f[c>>2]|0,f[d>>2]|0)|0}function Xdb(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==198107?a+4|0:0)|0}function Ydb(a){a=a|0;return 15584}function Zdb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0;j=u;u=u+32|0;k=j;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;f[k+20>>2]=0;f[k+24>>2]=0;f[k+28>>2]=0;Bdb(a,b,c,d,e,k,0.0,0.0,g,h,i);u=j;return}function _db(){f[64688]=0;f[64689]=0;return}function $db(){var a=0;a=f[64688]|0;if(a|0)return a|0;a=pOb(24)|0;f[a>>2]=34962;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=4194304;f[a+16>>2]=262144;f[a+20>>2]=0;f[64688]=a;return a|0}function aeb(){var a=0;a=f[64689]|0;if(a|0)return a|0;a=pOb(24)|0;f[a>>2]=34963;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=4194304;f[a+16>>2]=262144;f[a+20>>2]=0;f[64689]=a;return a|0}function beb(){var a=0,b=0;a=f[64688]|0;f[64688]=0;if(a|0){b=f[a+8>>2]|0;if(b|0)iOb(b);sOb(a)}a=f[64689]|0;f[64689]=0;if(!a)return;b=f[a+8>>2]|0;if(b|0)iOb(b);sOb(a);return}function ceb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;f[a>>2]=b;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=c;f[a+16>>2]=d;f[a+20>>2]=0;return}function deb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;l=n;if(!(Apb()|0))if(!(Bpb()|0)){m=a+20|0;j=e+-1+(f[m>>2]|0)&0-e;k=a+4|0;i=f[k>>2]|0;h=i;if(!i){e=a+12|0;i=e;e=f[e>>2]|0}else{i=j+b|0;g=a+12|0;e=f[g>>2]|0;if(i>>>0>e>>>0)i=g;else{g=f[a+8>>2]|0;if(g|0)gOb(g);f[c>>2]=h;c=c+4|0;e=f[c>>2]|0;f[c>>2]=g;if(e|0)iOb(e);f[d>>2]=j;f[m>>2]=i;u=n;return}}do if(e>>>0>=b>>>0){if(e>>>0>j>>>0&(j+b|0)>>>0>e>>>0)if((e-j|0)>>>0>(f[a+16>>2]|0)>>>0)break;iub(l,f[a>>2]|0);h=f[l>>2]|0;g=l+4|0;j=f[g>>2]|0;f[l>>2]=0;f[g>>2]=0;f[k>>2]=h;h=a+8|0;e=f[h>>2]|0;f[h>>2]=j;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}nub(f[k>>2]|0,f[i>>2]|0,0,35044);e=f[k>>2]|0;g=f[h>>2]|0;if(g|0)gOb(g);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=g;if(e|0)iOb(e);f[d>>2]=0;f[m>>2]=b;u=n;return}while(0);iub(l,f[a>>2]|0);nub(f[l>>2]|0,b,0,35044);e=f[l>>2]|0;g=l+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=h;if(e|0)iOb(e);f[d>>2]=0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}iub(l,f[a>>2]|0);nub(f[l>>2]|0,b,0,35044);e=f[l>>2]|0;g=l+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=h;if(e|0)iOb(e);f[d>>2]=0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}function eeb(a){a=a|0;var b=0;b=a+48|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(b|0));return}function feb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+16|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];b=a+32|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];return}function geb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+16|0;f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];f[b+12>>2]=f[d+12>>2];b=a+32|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];return}function heb(a){a=a|0;if(+n[a+28>>2]<1.0){a=1;return a|0}a=+n[a+44>>2]<1.0;return a|0}function ieb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0;y=u;u=u+112|0;s=y+88|0;x=y+72|0;m=y+24|0;l=y;j=+n[a+28>>2];C=+n[a+16>>2]*j;A=j*+n[a+20>>2];e=j*+n[a+24>>2];n[s>>2]=C;t=s+4|0;n[t>>2]=A;v=s+8|0;n[v>>2]=e;w=s+12|0;n[w>>2]=j;g=+n[a+44>>2];B=+n[a+32>>2]*g;z=g*+n[a+36>>2];h=g*+n[a+40>>2];n[x>>2]=B;o=x+4|0;n[o>>2]=z;p=x+8|0;n[p>>2]=h;q=x+12|0;n[q>>2]=g;if(C==B&A==z){if(!(e==h&j==g))r=3}else r=3;do if((r|0)==3){if(!(f[a>>2]|0)){i=l+16|0;f[l>>2]=40500;f[l+4>>2]=162;f[i>>2]=l;Evb(m,198423,198462,l,1);k=f[m>>2]|0;c=m+4|0;D=f[c>>2]|0;f[m>>2]=0;f[c>>2]=0;f[a>>2]=k;k=a+4|0;d=f[k>>2]|0;f[k>>2]=D;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[i>>2]|0;if((l|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[a>>2]|0;if(!c)break;D=Jvb(c,198501)|0;f[a+56>>2]=D;D=Kvb(f[a>>2]|0,198520)|0;f[a+48>>2]=D;D=Kvb(f[a>>2]|0,198532)|0;f[a+52>>2]=D;if(!(f[a>>2]|0))break}k=a+8|0;if(!(f[k>>2]|0)){c=m;d=40536;i=c+48|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(i|0));iub(l,34962);D=f[l>>2]|0;d=l+4|0;i=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[k>>2]=D;D=a+12|0;c=f[D>>2]|0;f[D>>2]=i;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}nub(f[k>>2]|0,48,m,35044)}}while(0);e=+n[s>>2];if(e==+n[x>>2])if(+n[t>>2]==+n[o>>2])if(+n[v>>2]==+n[p>>2]){if(!(+n[w>>2]==+n[q>>2]))r=22}else r=22;else r=22;else r=22;if((r|0)==22){c=f[a>>2]|0;if(c|0){d=a+8|0;if(f[d>>2]|0){D=f[64756]|0;bwb(258928,f[c>>2]|0)|0;w=f[64754]|0;Yvb(258928,f[f[d>>2]>>2]|0)|0;v=b[259206]|0;Hwb(258928,0)|0;t=b[259052]|0;kwb(258928,0)|0;r=a+56|0;sf(f[r>>2]|0,3,5126,0,0,0);r=f[r>>2]|0;re(r|0);lf(f[a+48>>2]|0,1,s|0);lf(f[a+52>>2]|0,1,x|0);le(6,0,4);ke(r|0);kwb(258928,t<<24>>24!=0)|0;Hwb(258928,v<<24>>24!=0)|0;Yvb(258928,w)|0;bwb(258928,D)|0;u=y;return}}}z=+n[64765];A=+n[64766];B=+n[64767];C=+n[64768];mwb(258928,e,+n[t>>2],+n[v>>2],+n[w>>2])|0;Vd(16384);mwb(258928,z,A,B,C)|0;u=y;return}function jeb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0;q=u;u=u+288|0;k=q+272|0;l=q+136|0;m=q;o=c+25|0;do if((b[o>>0]|0)==1){p[k>>3]=1.0e-12;if(PUa(g,k)|0){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];u=q;return}else{if((b[o>>0]|0)!=1)break;f[l>>2]=d;f[l+4>>2]=g;d=l+8|0;yAa(d,l)|0;f[m>>2]=d;f[m+4>>2]=e;d=m+8|0;yAa(d,m)|0;break}}while(0);s=+n[c>>2];r=+n[c+4>>2];j=+n[c+8>>2];h=s*+p[d>>3]+r*+p[d+32>>3]+j*+p[d+64>>3];i=s*+p[d+8>>3]+r*+p[d+40>>3]+j*+p[d+72>>3];j=s*+p[d+16>>3]+r*+p[d+48>>3]+j*+p[d+80>>3];if(!(b[c+24>>0]|0)){n[a>>2]=h;n[a+4>>2]=i;n[a+8>>2]=j;u=q;return}else{r=i+ +p[d+104>>3];s=j+ +p[d+112>>3];n[a>>2]=h+ +p[d+96>>3];n[a+4>>2]=r;n[a+8>>2]=s;u=q;return}}function keb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;c=g;f[c>>2]=b;d=a+4|0;e=f[d>>2]|0;if((e|0)==(f[a+8>>2]|0)){rcb(a,c);u=g;return 1}else{f[e>>2]=b;f[d>>2]=(f[d>>2]|0)+4;u=g;return 1}return 0}function leb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=f[a>>2]|0;d=a+4|0;e=f[d>>2]|0;if((c|0)==(e|0)){g=0;return g|0}else a=c;while(1){if((f[a>>2]|0)==(b|0))break;a=a+4|0;if((a|0)==(e|0)){a=0;g=6;break}}if((g|0)==6)return a|0;if((a|0)==(e|0)){g=0;return g|0}b=e+-4|0;g=f[b>>2]|0;f[b>>2]=f[a>>2];f[a>>2]=g;f[d>>2]=(f[d>>2]|0)+-4;g=1;return g|0}function meb(a,c){a=a|0;c=c|0;b[a+812>>0]=c&1;return}function neb(a,b){a=a|0;b=b|0;bR(a+16|0,b)|0;return}function oeb(a,c,d,e,f,g,h,i,j,k){a=a|0;c=c|0;d=+d;e=e|0;f=+f;g=g|0;h=+h;i=i|0;j=+j;k=k|0;b[a+768>>0]=c;p[a+776>>3]=d;p[a+784>>3]=f;p[a+792>>3]=h;p[a+800>>3]=j;b[a+808>>0]=e;b[a+809>>0]=g;b[a+810>>0]=i;b[a+811>>0]=k;return}function peb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+32|0;m=r;h=+p[c+792>>3];i=b[c+810>>0]|0;k=+p[c+800>>3];e=b[c+811>>0]|0;n=a+8|0;o=a+12|0;Kha(m);if(i<<24>>24==1)g=+(f[64745]|0);else g=+(f[m>>2]|0)/+p[m+8>>3];d=~~(h*g);f[n>>2]=d;if(e<<24>>24==1)g=+(f[64746]|0);else g=+(f[m+4>>2]|0)/+p[m+16>>3];j=~~(k*g);f[o>>2]=j;if(i<<24>>24==2){e=n;g=h;d=j;q=9}else if(e<<24>>24==2){e=o;g=k;q=9}if((q|0)==9)f[e>>2]=~~(g*+(d|0));g=+p[c+776>>3];e=b[c+808>>0]|0;k=+p[c+784>>3];j=b[c+809>>0]|0;l=a+4|0;Kha(m);if(e<<24>>24==1)h=+(f[64745]|0);else h=+(f[m>>2]|0)/+p[m+8>>3];d=~~(g*h);f[a>>2]=d;if(j<<24>>24==1)h=+(f[64746]|0);else h=+(f[m+4>>2]|0)/+p[m+16>>3];i=~~(k*h);f[l>>2]=i;if(e<<24>>24==2){e=a;d=i;q=18}else if(j<<24>>24==2){e=l;g=k;q=18}if((q|0)==18)f[e>>2]=~~(g*+(d|0));e=b[c+768>>0]|0;switch(e<<24>>24){case 6:case 3:case 2:{d=(f[64745]|0)-(f[a>>2]|0)-(f[n>>2]|0)|0;q=22;break}case 7:case 4:case 8:{d=(((f[64745]|0)-(f[n>>2]|0)|0)/2|0)+(f[a>>2]|0)|0;q=22;break}case 0:{q=23;break}case 5:{q=24;break}default:{u=r;return}}a:do if((q|0)==22){f[a>>2]=d;switch(e<<24>>24){case 4:case 3:case 0:{q=23;break a}case 6:case 5:case 8:{q=24;break a}default:{}}u=r;return}while(0);if((q|0)==23)d=(f[64746]|0)-(f[l>>2]|0)-(f[o>>2]|0)|0;else if((q|0)==24)d=(((f[64746]|0)-(f[o>>2]|0)|0)/2|0)+(f[l>>2]|0)|0;f[l>>2]=d;u=r;return}function qeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0;c=u;u=u+16|0;d=c;g=1.0/+(f[64745]|0);e=1.0/+(f[64746]|0);peb(d,b);p[a>>3]=g*+(f[d>>2]|0);p[a+8>>3]=e*+(f[d+4>>2]|0);p[a+16>>3]=g*+(f[d+8>>2]|0);p[a+24>>3]=e*+(f[d+12>>2]|0);u=c;return}function reb(a){a=a|0;var b=0,c=0,d=0;b=a+36|0;c=a;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[b>>2]=-1;f[a+40>>2]=-1;return}function seb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);d=a+12|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);b=f[a>>2]|0;if(!b)return;d=a+4|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{e=c+-76|0;f[d>>2]=e;teb(e);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function teb(a){a=a|0;var b=0,c=0,d=0;b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+56>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function ueb(a){a=a|0;var b=0,c=0,d=0,e=0;c=f[a>>2]|0;d=a+4|0;b=f[d>>2]|0;if((b|0)!=(c|0))do{e=b+-76|0;f[d>>2]=e;teb(e);b=f[d>>2]|0}while((b|0)!=(c|0));veb(a);e=a+12|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)tOb(b);f[a+16>>2]=0;f[a+20>>2]=0;e=a+24|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;iOb(b);return}function veb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=a+8|0;k=f[a>>2]|0;j=a+4|0;h=f[j>>2]|0;e=h-k|0;g=(e|0)/76|0;b=k;d=h;if((((f[i>>2]|0)-k|0)/76|0)>>>0<=g>>>0)return;do if(!e)c=0;else if(g>>>0>56512727)vd();else{c=pOb(e)|0;break}while(0);c=c+(g*76|0)|0;g=c;if((d|0)==(b|0)){e=g;d=h}else{e=g;do{d=d+-76|0;web(c+-76|0,d);c=e+-76|0;e=c}while((d|0)!=(b|0));d=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=e;f[j>>2]=g;f[i>>2]=g;c=d;if((b|0)!=(c|0))do{b=b+-76|0;teb(b)}while((b|0)!=(c|0));if(!d)return;sOb(d);return}function web(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[b>>2];j=b+4|0;f[g>>2]=f[j>>2];g=b+8|0;f[a+8>>2]=f[g>>2];f[g>>2]=0;f[j>>2]=0;f[b>>2]=0;j=a+12|0;g=b+12|0;f[j>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[j>>2]=f[g>>2];j=b+16|0;f[e>>2]=f[j>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=a+24|0;j=b+24|0;f[g>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[g>>2]=f[j>>2];g=b+28|0;f[e>>2]=f[g>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=a+36|0;g=b+36|0;f[j>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[j>>2]=f[g>>2];j=b+40|0;f[e>>2]=f[j>>2];e=b+44|0;f[a+44>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=b+48|0;j=f[g>>2]|0;f[g>>2]=0;g=b+52|0;e=f[g>>2]|0;f[g>>2]=0;f[a+48>>2]=j;f[a+52>>2]=e;g=a+56|0;h=b+56|0;c=f[h>>2]|0;f[g>>2]=c;i=b+60|0;d=f[i>>2]|0;f[a+60>>2]=d;f[a+64>>2]=f[b+64>>2];if(!d){h=a+68|0;i=b+68|0;j=f[i>>2]|0;f[h>>2]=j;h=a+72|0;j=b+72|0;g=f[j>>2]|0;f[h>>2]=g;f[i>>2]=0;f[j>>2]=0;return}c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0;h=a+68|0;i=b+68|0;j=f[i>>2]|0;f[h>>2]=j;h=a+72|0;j=b+72|0;g=f[j>>2]|0;f[h>>2]=g;f[i>>2]=0;f[j>>2]=0;return}function xeb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a>>2]|0;c=a+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);b=f[a+12>>2]|0;c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+24>>2]|0;c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+36>>2]|0;c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);e=a+60|0;if(!(f[e>>2]|0))return;c=a+56|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;d=f[a+52>>2]|0;if(d|0){c=a+48|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function yeb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0.0;ha=u;u=u+64|0;ca=ha+56|0;da=ha+52|0;ea=ha+16|0;fa=ha;ba=ha+48|0;aa=IAa(e)|0;A=+p[aa>>3];B=+p[aa+8>>3];C=+p[aa+16>>3];D=+p[aa+24>>3];E=+p[aa+32>>3];F=+p[aa+40>>3];G=+p[aa+48>>3];H=+p[aa+56>>3];I=+p[aa+64>>3];J=+p[aa+72>>3];K=+p[aa+80>>3];L=+p[aa+88>>3];M=+p[aa+96>>3];N=+p[aa+104>>3];O=+p[aa+112>>3];P=+p[aa+120>>3];f[da>>2]=0;if(!d){u=ha;return}Q=ea+8|0;R=ea+16|0;S=ea+24|0;T=+(g|0);U=+(h|0);V=fa+8|0;W=a+4|0;X=ca+4|0;Y=ca+4|0;Z=a+8|0;_=ca+4|0;$=g+-1|0;aa=h+-1|0;e=0;do{ia=+p[c+(e*24|0)>>3];q=+p[c+(e*24|0)+8>>3];o=+p[c+(e*24|0)+16>>3];k=M+(A*ia+E*q+I*o);p[ea>>3]=k;l=N+(B*ia+F*q+J*o);p[Q>>3]=l;m=O+(C*ia+G*q+K*o);p[R>>3]=m;o=P+(D*ia+H*q+L*o);p[S>>3]=o;q=-o;if(!(k>o|k<q))if(!(l>o|l<q))if(!(m>o|m<q)){q=(k/o*.5+.5)*T;ia=(l/o*.5+.5)*U;p[fa>>3]=q;p[V>>3]=ia;i=~~(q+-.5);j=~~(ia+-.5);r=~~(q+.5);s=~~(ia+.5);if((r|0)>=0)if((j|0)<(h|0)&((i|0)<(g|0)&(s|0)>-1)){z=(i|0)>0?i:0;w=(j|0)>0?j:0;y=($|0)<(r|0)?$:r;x=(aa|0)<(s|0)?aa:s;if((z|0)<=(y|0)&(w|0)<=(x|0)){e=f[a>>2]|0;a:do if((f[W>>2]|0)==(e|0))s=0;else{i=0;while(1){t=e+(i*76|0)+48|0;j=0;v=w;b:while(1){s=z;while(1){f[ca>>2]=s;f[X>>2]=v;r=zeb(t,ca)|0;if(r){r=b[r+16>>0]|0;if((r&255)>31)break b;else j=(r&255)>(j&255)?r:j}if((s|0)<(y|0))s=s+1|0;else break}if((v|0)<(x|0))v=v+1|0;else{ga=17;break}}if((ga|0)==17){ga=0;if((j&255)<=31)break}i=i+1|0;e=f[a>>2]|0;if(i>>>0>=(((f[W>>2]|0)-e|0)/76|0)>>>0){s=i;break a}}s=j&255;f[ba>>2]=1<<s;s=s+1&255;e=e+(i*76|0)+48|0;j=w;while(1){r=z;while(1){f[ca>>2]=r;f[Y>>2]=j;v=Aeb(e,ca)|0;b[v>>0]=s;if((r|0)<(y|0))r=r+1|0;else break}if((j|0)<(x|0))j=j+1|0;else{s=i;break}}}while(0);i=f[W>>2]|0;v=f[a>>2]|0;r=i;e=v;if((s|0)==((i-v|0)/76|0|0)){if((f[Z>>2]|0)>>>0>r>>>0){j=r+64|0;e=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(e|0));n[j>>2]=1.0;iub(r+68|0,34962);f[W>>2]=(f[W>>2]|0)+76}else Beb(a);j=(f[W>>2]|0)+-28|0;e=w;while(1){i=z;while(1){f[ca>>2]=i;f[_>>2]=e;w=Aeb(j,ca)|0;b[w>>0]=1;if((i|0)<(y|0))i=i+1|0;else break}if((e|0)<(x|0))e=e+1|0;else break}f[ba>>2]=1;j=f[a>>2]|0}else j=e;e=j+(s*76|0)+4|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+8>>2]|0)>>>0){f[i>>2]=f[da>>2];f[e>>2]=i+4}else q7a(j+(s*76|0)|0,da);e=j+(s*76|0)+16|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+20>>2]|0)>>>0){p[i>>3]=+p[fa>>3];p[i+8>>3]=+p[V>>3];f[e>>2]=i+16}else Ceb(j+(s*76|0)+12|0,fa);f[ca>>2]=ea;e=j+(s*76|0)+28|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+32>>2]|0)>>>0){n[i>>2]=+p[ea>>3];z=f[ca>>2]|0;n[i+4>>2]=+p[z+8>>3];n[i+8>>2]=+p[z+16>>3];n[i+12>>2]=+p[z+24>>3];f[e>>2]=i+16}else Deb(j+(s*76|0)+24|0,ca);e=j+(s*76|0)+40|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+44>>2]|0)>>>0){f[i>>2]=f[ba>>2];f[e>>2]=i+4}else q7a(j+(s*76|0)+36|0,ba);e=f[da>>2]|0}}}e=e+1|0;f[da>>2]=e}while(e>>>0<d>>>0);u=ha;return}function zeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=(k<<6)+-1640531527+(k>>>2)+i^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(e|0)==(c|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((e|0)==(b|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Aeb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=(k<<6)+-1640531527+(k>>>2)+m^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;f[k+8>>2]=f[c>>2];f[k+12>>2]=m;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;Eeb(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function Beb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+4|0;b=f[a>>2]|0;i=((f[k>>2]|0)-b|0)/76|0;c=i+1|0;if(c>>>0>56512727)AMb(a);l=a+8|0;j=((f[l>>2]|0)-b|0)/76|0;b=j<<1;b=j>>>0<28256363?(b>>>0<c>>>0?c:b):56512727;do if(!b)h=0;else if(b>>>0>56512727)vd();else{h=pOb(b*76|0)|0;break}while(0);c=h+(i*76|0)|0;d=c;j=h+(b*76|0)|0;b=h+(i*76|0)+64|0;e=c;g=e+76|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[b>>2]=1.0;iub(h+(i*76|0)+68|0,34962);g=c+76|0;e=f[a>>2]|0;b=f[k>>2]|0;if((b|0)==(e|0)){c=d;d=e;b=e}else{do{b=b+-76|0;web(c+-76|0,b);c=d+-76|0;d=c}while((b|0)!=(e|0));c=d;d=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=c;f[k>>2]=g;f[l>>2]=j;c=d;if((b|0)!=(c|0))do{b=b+-76|0;teb(b)}while((b|0)!=(c|0));if(!d)return;sOb(d);return}function Ceb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;p[c>>3]=+p[b>>3];p[g+(h<<4)+8>>3]=+p[b+8>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;while(1){h=d;d=d+-16|0;p[e+-16>>3]=+p[d>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-16|0}c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function Deb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;b=f[b>>2]|0;n[c>>2]=+p[b>>3];n[g+(h<<4)+4>>2]=+p[b+8>>3];n[g+(h<<4)+8>>2]=+p[b+16>>3];n[g+(h<<4)+12>>2]=+p[b+24>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;o=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[o+-12>>2];f[h+-8>>2]=f[o+-8>>2];f[h+-4>>2]=f[o+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function Eeb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Feb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Feb(a,b);return}function Feb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Geb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;b=f[a>>2]|0;k=f[a+4>>2]|0;if((b|0)==(k|0))return;do{j=f[b+68>>2]|0;Yvb(258928,f[j>>2]|0)|0;e=b+24|0;g=b+28|0;a=f[g>>2]|0;c=f[e>>2]|0;h=b+36|0;i=b+40|0;d=a-c+(f[i>>2]|0)-(f[h>>2]|0)|0;if((f[j+8>>2]|0)>>>0<d>>>0){nub(j,d,0,35040);c=f[e>>2]|0;a=f[g>>2]|0}oub(j,0,a-c|0,c);h=f[h>>2]|0;oub(j,(f[g>>2]|0)-(f[e>>2]|0)|0,(f[i>>2]|0)-h|0,h);b=b+76|0}while((b|0)!=(k|0));return}function Heb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;c=i+24|0;g=i;h=a+28|0;b=f[h>>2]|0;if(b|0)if(f[b>>2]|0){u=i;return}e=g+16|0;f[g>>2]=40500;f[g+4>>2]=162;f[e>>2]=g;Evb(c,198544,198588,g,1);b=f[c>>2]|0;d=c+4|0;j=f[d>>2]|0;f[c>>2]=0;f[d>>2]=0;f[h>>2]=b;c=a+32|0;b=f[c>>2]|0;f[c>>2]=j;if(b|0){iOb(b);b=f[d>>2]|0;if(b|0)iOb(b)}b=f[e>>2]|0;if((g|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[h>>2]|0,198632)|0;f[a+40>>2]=j;j=Jvb(f[h>>2]|0,198640)|0;f[a+36>>2]=j;u=i;return}function Ieb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;k=k|0;var l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,Y=0,Z=0,_=0.0,$=0.0;Z=u;u=u+32|0;Y=Z;f[a>>2]=0;W=a+4|0;f[W>>2]=0;f[a+8>>2]=0;if(!e){u=Z;return}l=f[j+4>>2]|0;if((f[j+8>>2]|0)==(l|0)){u=Z;return}U=uub(l)|0;V=vub(f[j+4>>2]|0)|0;if((U|0)<1|(V|0)<1){u=Z;return}o=X(V,U)|0;q=c+16|0;if(o>>>0>(f[q>>2]|0)>>>0){r=c+12|0;l=f[r>>2]|0;f[r>>2]=0;if(!l){l=1;m=0}else{tOb(l);m=f[r>>2]|0;l=(m|0)==0}f[q>>2]=o;T=qOb(o>>>0>1073741823?-1:o<<2)|0;f[r>>2]=T;if(!l)tOb(m)}S=f[64758]|0;T=f[64759]|0;o=c+20|0;if(!(Kub(j,o)|0)){Cub(Y,j,0,1);R=f[Y>>2]|0;l=Y+4|0;O=f[l>>2]|0;f[Y>>2]=0;f[l>>2]=0;f[o>>2]=R;R=c+24|0;m=f[R>>2]|0;f[R>>2]=O;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}}dwb(258928,f[f[o>>2]>>2]|0)|0;Bhb(Y,k,U,V);Gub(f[o>>2]|0,0,Y,3553,0);R=f[64754]|0;l=f[c>>2]|0;o=c+4|0;m=f[o>>2]|0;if((l|0)!=(m|0))do{xeb(l);l=l+76|0}while((l|0)!=(m|0));yeb(c,d,e,g,U,V);Geb(c);Heb(c);H=f[64756]|0;bwb(258928,f[f[c+28>>2]>>2]|0)|0;I=f[64773]|0;J=f[64775]|0;K=f[64774]|0;L=f[64776]|0;pwb(258928,1,1)|0;M=b[259204]|0;Fwb(258928,1)|0;N=b[259206]|0;Hwb(258928,1)|0;O=b[259052]|0;kwb(258928,0)|0;P=+n[64779];Q=+n[64780];rwb(258928,h,i)|0;E=f[64778]|0;qwb(258928,515)|0;h=+n[64765];i=+n[64766];F=+n[64767];G=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;l=f[c>>2]|0;B=f[o>>2]|0;a:do if((l|0)!=(B|0)){C=c+36|0;D=c+40|0;x=c+12|0;y=U+-1|0;z=V+-1|0;A=a+8|0;do{m=l+4|0;if((f[l>>2]|0)==(f[m>>2]|0))break a;Vd(16384);Yvb(258928,f[f[l+68>>2]>>2]|0)|0;sf(f[C>>2]|0,4,5126,0,0,0);sf(f[D>>2]|0,4,5121,1,0,0+((f[l+28>>2]|0)-(f[l+24>>2]|0))|0);v=f[C>>2]|0;re(v|0);w=f[D>>2]|0;re(w|0);le(0,0,(f[m>>2]|0)-(f[l>>2]|0)>>2|0);Qe(0,0,U|0,V|0,6408,5121,f[x>>2]|0);c=(f[m>>2]|0)-(f[l>>2]|0)>>2;if(c|0){s=l+12|0;t=l+36|0;g=0;do{e=f[x>>2]|0;o=f[s>>2]|0;$=+p[o+(g<<4)>>3];m=~~($+-.5);_=+p[o+(g<<4)+8>>3];o=~~(_+-.5);q=~~($+.5);r=~~(_+.5);b:do if((q|0)>=0)if((V|0)>(o|0)&((U|0)>(m|0)&(r|0)>-1)){d=(m|0)>0?m:0;m=(o|0)>0?o:0;k=(y|0)<(q|0)?y:q;r=(z|0)<(r|0)?z:r;j=f[(f[t>>2]|0)+(g<<2)>>2]|0;if(!((d|0)>(k|0)|(m|0)>(r|0))){c:while(1){q=X(m,U)|0;o=d;while(1){if(f[e+(o+q<<2)>>2]&j|0)break c;if((o|0)<(k|0))o=o+1|0;else break}if((m|0)<(r|0))m=m+1|0;else break b}m=(f[l>>2]|0)+(g<<2)|0;o=f[W>>2]|0;if(o>>>0<(f[A>>2]|0)>>>0){f[o>>2]=f[m>>2];f[W>>2]=o+4;break}else{Jeb(a,m);break}}}while(0);g=g+1|0}while((g|0)!=(c|0))}ke(w|0);ke(v|0);l=l+76|0}while((l|0)!=(B|0))}while(0);mwb(258928,h,i,F,G)|0;qwb(258928,E)|0;rwb(258928,P,Q)|0;kwb(258928,O<<24>>24!=0)|0;Hwb(258928,N<<24>>24!=0)|0;Fwb(258928,M<<24>>24!=0)|0;owb(258928,I,J,K,L)|0;bwb(258928,H)|0;Yvb(258928,R)|0;Ghb(Y);if((S|0)==(T|0)){dwb(258928,S)|0;u=Z;return}else{ewb(258928,S)|0;fwb(258928,T)|0;u=Z;return}}function Jeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Keb(a){a=a|0;var c=0,d=0,e=0;c=a+64|0;d=a;e=d+64|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.06499999761581421;n[a+68>>2]=1.0;n[a+72>>2]=2.0000000949949026e-03;n[a+76>>2]=1.0;f[a+80>>2]=9;f[a+84>>2]=7;n[a+88>>2]=2.0;n[a+92>>2]=.06499999761581421;n[a+96>>2]=.8500000238418579;f[a+100>>2]=3;e=a+172|0;b[e>>0]=b[e>>0]&-8|4;return}function Leb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+352|0;x=A+136|0;y=A;p=A+336|0;z=A+176|0;s=A+324|0;v=A+160|0;t=A+312|0;g=a+172|0;e=b[g>>0]|0;if(((e&255)>>>1&1|0)!=(c&1|0)){e=(c&1)<<1&255|e&-7|4;b[g>>0]=e}if((e&1|0)!=(d&1|0)){e=e&-6|d&1|4;b[g>>0]=e}if(!(e&4)){u=A;return}b[g>>0]=e&-5;k=a+80|0;j=f[k>>2]|0;j=j>>>0>2?j+-2|0:1;w=f[64756]|0;i=a+24|0;if(!(f[i>>2]|0)){h=y+16|0;f[y>>2]=40500;f[y+4>>2]=162;f[h>>2]=y;Evb(x,237430,200175,y,1);o=f[x>>2]|0;e=x+4|0;m=f[e>>2]|0;f[x>>2]=0;f[e>>2]=0;f[i>>2]=o;o=a+28|0;g=f[o>>2]|0;f[o>>2]=m;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[h>>2]|0;if((y|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);o=Jvb(f[i>>2]|0,237506)|0;f[a+104>>2]=o;bwb(258928,f[f[i>>2]>>2]|0)|0;kf(Kvb(f[i>>2]|0,240573)|0,1.0,1.0,1.0,1.0)}l=y+4|0;f[y>>2]=15100;m=y+56|0;f[m>>2]=15120;tEb(y+56|0,l);f[y+128>>2]=0;f[y+132>>2]=-1;f[y>>2]=39656;f[y+56>>2]=39676;xEb(l);f[l>>2]=39692;o=y+36|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[y+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(l,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(HEb(m3a(HEb(m3a(y,198651,25)|0,c)|0,198677,26)|0,d)|0,198704,20)|0;j=m3a(KEb(m3a(KEb(i,f[k>>2]|0)|0,198725,25)|0,j)|0,198751,21)|0;i=a+76|0;j=HEb(j,+n[i>>2]!=1.0)|0;b[x>>0]=10;m3a(j,x,1)|0;l3a(z,l);fhb(p,z);j=x+16|0;c=pOb(16)|0;f[c>>2]=40592;k=c+4|0;f[k>>2]=f[p>>2];f[k+4>>2]=f[p+4>>2];f[k+8>>2]=f[p+8>>2];f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;f[j>>2]=c;if((b[z+11>>0]|0)<0)sOb(f[z>>2]|0);Evb(z,198773,198813,x,1);h=a+32|0;p=f[z>>2]|0;e=z+4|0;c=f[e>>2]|0;f[z>>2]=0;f[e>>2]=0;f[h>>2]=p;p=a+36|0;g=f[p>>2]|0;f[p>>2]=c;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,200134)|0,0);df(Kvb(f[h>>2]|0,198849)|0,1);e=f[h>>2]|0;if(d)df(Kvb(e,199723)|0,2);else df(Kvb(e,200539)|0,2);p=Jvb(f[h>>2]|0,237506)|0;f[a+108>>2]=p;p=Kvb(f[h>>2]|0,199960)|0;f[a+112>>2]=p;p=Kvb(f[h>>2]|0,198857)|0;f[a+116>>2]=p;p=Kvb(f[h>>2]|0,198878)|0;f[a+120>>2]=p;p=Kvb(f[h>>2]|0,198887)|0;f[a+124>>2]=p;p=Kvb(f[h>>2]|0,199362)|0;f[a+128>>2]=p;if(+n[i>>2]!=1.0)e=Kvb(f[h>>2]|0,198894)|0;else e=-1;f[a+132>>2]=e;e=f[j>>2]|0;if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[y>>2]=39656;f[m>>2]=39676;f[l>>2]=39692;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);oDb(l);kEb(y,39752);jDb(m);m=a+84|0;e=f[m>>2]|0;f[y>>2]=0;o=y+4|0;f[o>>2]=0;f[y+8>>2]=0;do if(!e){q=0;r=0}else if(e>>>0>1073741823)AMb(y);else{p=e<<2;q=pOb(p)|0;f[y>>2]=q;r=q+(e<<2)|0;f[y+8>>2]=r;dQb(q|0,0,p|0)|0;f[o>>2]=r;break}while(0);_gb(r-q>>2,q);j=z+4|0;f[z>>2]=15100;k=z+56|0;f[k>>2]=15120;tEb(z+56|0,j);f[z+128>>2]=0;f[z+132>>2]=-1;f[z>>2]=39656;f[z+56>>2]=39676;xEb(j);f[j>>2]=39692;l=z+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[z+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(j,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(z,199879,38)|0;i=m3a(KEb(i,f[m>>2]|0)|0,200858,19)|0;i=HEb(m3a(KEb(i,(f[m>>2]|0)>>>1)|0,198677,26)|0,d)|0;b[x>>0]=10;m3a(i,x,1)|0;l3a(v,j);fhb(s,v);i=x+16|0;r=pOb(16)|0;f[r>>2]=40592;q=r+4|0;f[q>>2]=f[s>>2];f[q+4>>2]=f[s+4>>2];f[q+8>>2]=f[s+8>>2];f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[i>>2]=r;if((b[v+11>>0]|0)<0)sOb(f[v>>2]|0);Evb(v,237430,198905,x,1);h=a+40|0;s=f[v>>2]|0;e=v+4|0;r=f[e>>2]|0;f[v>>2]=0;f[e>>2]=0;f[h>>2]=s;s=a+44|0;g=f[s>>2]|0;f[s>>2]=r;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);s=Kvb(f[h>>2]|0,200935)|0;e=f[y>>2]|0;cf(s|0,(f[o>>2]|0)-e>>2|0,e|0);e=Jvb(f[h>>2]|0,237506)|0;f[a+136>>2]=e;e=Kvb(f[h>>2]|0,199960)|0;f[a+140>>2]=e;e=Kvb(f[h>>2]|0,199977)|0;f[a+144>>2]=e;e=Kvb(f[h>>2]|0,200924)|0;f[a+148>>2]=e;e=f[i>>2]|0;if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[z>>2]=39656;f[k>>2]=39676;f[j>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(j);kEb(z,39752);jDb(k);j=z+4|0;f[z>>2]=15100;k=z+56|0;f[k>>2]=15120;tEb(z+56|0,j);f[z+128>>2]=0;f[z+132>>2]=-1;f[z>>2]=39656;f[z+56>>2]=39676;xEb(j);f[j>>2]=39692;l=z+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[z+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(j,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(z,199993,38)|0;i=m3a(KEb(i,f[m>>2]|0)|0,200858,19)|0;i=HEb(m3a(KEb(i,(f[m>>2]|0)>>>1)|0,198677,26)|0,d)|0;b[x>>0]=10;m3a(i,x,1)|0;l3a(v,j);fhb(t,v);i=x+16|0;d=pOb(16)|0;f[d>>2]=40592;s=d+4|0;f[s>>2]=f[t>>2];f[s+4>>2]=f[t+4>>2];f[s+8>>2]=f[t+8>>2];f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[i>>2]=d;if((b[v+11>>0]|0)<0)sOb(f[v>>2]|0);Evb(v,237430,198905,x,1);h=a+48|0;e=f[v>>2]|0;g=v+4|0;t=f[g>>2]|0;f[v>>2]=0;f[g>>2]=0;f[h>>2]=e;v=a+52|0;e=f[v>>2]|0;f[v>>2]=t;do if(e|0){iOb(e);e=f[g>>2]|0;if(!e)break;iOb(e)}while(0);bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);v=Kvb(f[h>>2]|0,200935)|0;e=f[y>>2]|0;cf(v|0,(f[o>>2]|0)-e>>2|0,e|0);e=Jvb(f[h>>2]|0,237506)|0;f[a+152>>2]=e;e=Kvb(f[h>>2]|0,199960)|0;f[a+156>>2]=e;e=Kvb(f[h>>2]|0,199977)|0;f[a+160>>2]=e;e=Kvb(f[h>>2]|0,200924)|0;f[a+164>>2]=e;e=Kvb(f[h>>2]|0,200032)|0;f[a+168>>2]=e;e=f[i>>2]|0;do if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else{if(!e)break;gh[f[(f[e>>2]|0)+20>>2]&2047](e)}while(0);f[z>>2]=39656;f[k>>2]=39676;f[j>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(j);kEb(z,39752);jDb(k);e=f[y>>2]|0;if(e|0){g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}bwb(258928,w)|0;u=A;return}function Meb(a){a=a|0;f[a>>2]=40592;a=a+4|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function Neb(a){a=a|0;var c=0;f[a>>2]=40592;c=a+4|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function Oeb(a){a=a|0;var b=0;b=pOb(16)|0;f[b>>2]=40592;xOb(b+4|0,a+4|0);return b|0}function Peb(a,b){a=a|0;b=b|0;f[b>>2]=40592;xOb(b+4|0,a+4|0);return}function Qeb(a){a=a|0;a=a+4|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function Reb(a){a=a|0;var c=0;c=a+4|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function Seb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return ghb(a+4|0,f[b>>2]|0,f[c>>2]|0,f[d>>2]|0)|0}function Teb(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==198946?a+4|0:0)|0}function Ueb(a){a=a|0;return 15632}function Veb(a){a=a|0;return +(+n[a+64>>2])}function Web(a,b){a=a|0;b=+b;if(!(b>0.0))return;n[a+64>>2]=b;return}function Xeb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=0.0;f[a+68>>2]=f[(b>0.0?e:d)>>2];u=c;return}function Yeb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=0.0;f[a+72>>2]=f[(b>0.0?e:d)>>2];u=c;return}function Zeb(a,c){a=a|0;c=+c;var d=0,e=0,g=0.0;d=c>0.0?(n[s>>2]=c,f[s>>2]|0):0;e=a+76|0;g=+n[e>>2];c=(f[s>>2]=d,+n[s>>2]);if(g==c)return;if(c==1.0^g==1.0){a=a+172|0;b[a>>0]=b[a>>0]|4}f[e>>2]=d;return}function _eb(a,c){a=a|0;c=c|0;var d=0;c=c>>>0>1?c:1;d=a+80|0;if((f[d>>2]|0)==(c|0))return;f[d>>2]=c;a=a+172|0;b[a>>0]=b[a>>0]|4;return}function $eb(a,c){a=a|0;c=c|0;var d=0;c=c|1;d=a+84|0;if((f[d>>2]|0)==(c|0))return;f[d>>2]=c;a=a+172|0;b[a>>0]=b[a>>0]|4;return}function afb(a,b){a=a|0;b=+b;n[a+88>>2]=b;return}function bfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+92>>2]=b;return}function cfb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;g=c+4|0;d=c+8|0;e=c;n[g>>2]=b;n[d>>2]=0.0;n[e>>2]=1.0;e=b<1.0?g:e;f[a+96>>2]=f[(+n[e>>2]>0.0?e:d)>>2];u=c;return}function dfb(a,b){a=a|0;b=b|0;var c=0;b=b>>>0<10?b:10;c=a+100|0;if((f[c>>2]|0)==(b|0))return;f[c>>2]=b;f[a+56>>2]=0;a=a+60|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;iOb(b);return}function efb(a){a=a|0;var b=0,c=0;f[a+8>>2]=0;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+16>>2]=0;c=a+20|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ffb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0;ba=u;u=u+336|0;_=ba+304|0;$=ba+284|0;aa=ba+264|0;Y=ba+200|0;Z=ba+136|0;k=ba;if(d)if(!(f[(f[c>>2]|0)+72>>2]|0)){W=1;d=4}else d=3;else d=3;if((d|0)==3)if(Xub()|0){W=0;d=4}do if((d|0)==4)if(avb()|0){if(!(dvb()|0))if(!(evb()|0))break;U=a+68|0;if(+n[U>>2]<=0.0){u=ba;return}X=a+96|0;if(+n[X>>2]<=0.0){u=ba;return}j=f[c>>2]|0;if(!j){u=ba;return}if(W)d=f[j+4>>2]|0;else d=j+64|0;V=d+8|0;if(!(f[V>>2]|0)){u=ba;return}if(W|e){d=0;e=0}else{T=f[j+4>>2]|0;d=T;if((f[j+8>>2]|0)==(T|0)){d=0;e=0}else{j=f[d+32>>2]|0;d=f[d+36>>2]|0;e=d;if(!d)d=j;else{gOb(d);d=j}}}T=d;R=(d|0)!=0;Leb(a,W,R);S=a+56|0;if(!(f[S>>2]|0)){Zgb(_,f[a+100>>2]|0);Q=f[_>>2]|0;d=_+4|0;P=f[d>>2]|0;f[_>>2]=0;f[d>>2]=0;f[S>>2]=Q;Q=a+60|0;j=f[Q>>2]|0;f[Q>>2]=P;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Q=f[V>>2]|0;Bhb(_,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=f[V>>2]|0;Bhb($,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=f[V>>2]|0;Bhb(aa,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=a+8|0;if(!(Kub(f[c>>2]|0,Q)|0)){Cub(Y,f[c>>2]|0,0,1);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[Q>>2]=P;P=a+12|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Gub(f[Q>>2]|0,0,$,3553,0);if(!R){i=a+16|0;if(!(Kub(f[c>>2]|0,i)|0)){Cub(Y,f[c>>2]|0,0,1);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[i>>2]=P;P=a+20|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Gub(f[i>>2]|0,0,aa,3553,0)}d=f[a>>2]|0;if(!d){Xgb(Y);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[a>>2]=P;P=a+4|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}d=f[a>>2]|0}P=f[64754]|0;Yvb(258928,f[d>>2]|0)|0;C=f[64756]|0;D=f[64747]|0;nvb(Y);E=b[259206]|0;Hwb(258928,0)|0;F=b[259052]|0;kwb(258928,0)|0;G=b[259204]|0;Fwb(258928,0)|0;H=f[64773]|0;I=f[64775]|0;J=f[64774]|0;K=f[64776]|0;pwb(258928,1,771)|0;L=+n[64765];M=+n[64766];N=+n[64767];O=+n[64768];LAa(GAa(g)|0,k);n[Z>>2]=+p[k>>3];n[Z+4>>2]=+p[k+8>>3];n[Z+8>>2]=+p[k+16>>3];n[Z+12>>2]=+p[k+24>>3];n[Z+16>>2]=+p[k+32>>3];n[Z+20>>2]=+p[k+40>>3];n[Z+24>>2]=+p[k+48>>3];n[Z+28>>2]=+p[k+56>>3];n[Z+32>>2]=+p[k+64>>3];n[Z+36>>2]=+p[k+72>>3];n[Z+40>>2]=+p[k+80>>3];n[Z+44>>2]=+p[k+88>>3];n[Z+48>>2]=+p[k+96>>3];n[Z+52>>2]=+p[k+104>>3];n[Z+56>>2]=+p[k+112>>3];n[Z+60>>2]=+p[k+120>>3];s=f[V>>2]|0;r=f[s+16>>2]|0;t=1.0/+(r|0);s=f[s+20>>2]|0;v=1.0/+(s|0);w=f[64758]|0;x=f[64759]|0;y=f[64743]|0;z=f[64744]|0;A=f[64745]|0;B=f[64746]|0;Tvb(258928,0,0,r,s)|0;do if(!R){dwb(258928,f[f[a+16>>2]>>2]|0)|0;mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);bwb(258928,f[f[a+24>>2]>>2]|0)|0;d=f[64795]|0;j=f[64796]|0;i=f[64797]|0;c=f[64798]|0;k=f[64799]|0;g=f[64800]|0;Awb(258928,7680,7680,7680)|0;l=f[64787]|0;m=f[64790]|0;o=f[64788]|0;q=f[64791]|0;r=f[64789]|0;s=f[64792]|0;uwb(258928,517,0,h)|0;h=b[259212]|0;Kwb(258928,1)|0;Ygb(f[a+104>>2]|0);Kwb(258928,h<<24>>24!=0)|0;if((l|0)==(m|0)&(o|0)==(q|0)&(r|0)==(s|0))uwb(258928,l,o,r)|0;else{vwb(258928,l,o,r)|0;wwb(258928,m,q,s)|0}if((d|0)==(c|0)&(j|0)==(k|0)&(i|0)==(g|0)){Awb(258928,d,j,i)|0;break}else{Bwb(258928,d,j,i)|0;Cwb(258928,c,k,g)|0;break}}while(0);bwb(258928,f[f[a+32>>2]>>2]|0)|0;i=Hhb(_)|0;dwb(258928,f[f[i>>2]>>2]|0)|0;mwb(258928,1.0,0.0,0.0,0.0)|0;Vd(16384);i=f[64778]|0;qwb(258928,516)|0;c=b[259206]|0;Hwb(258928,W)|0;nf(f[a+112>>2]|0,1,0,Z|0);W=f[V>>2]|0;d=f[S>>2]|0;ef(f[a+116>>2]|0,+(+(f[W+16>>2]|0)/+(f[d+16>>2]|0)),+(+(f[W+20>>2]|0)/+(f[d+20>>2]|0)));bf(f[a+120>>2]|0,+(+n[a+64>>2]));bf(f[a+124>>2]|0,+(+n[a+72>>2]*2.0));bf(f[a+128>>2]|0,+(+n[U>>2]*2.0));d=f[a+132>>2]|0;if((d|0)>-1)bf(d|0,+(+n[a+76>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[V>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[S>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;if(R)Vvb(258928,f[T+8>>2]|0)|0;else Vvb(258928,f[(f[aa>>2]|0)+8>>2]|0)|0;Ygb(f[a+108>>2]|0);bwb(258928,f[f[a+40>>2]>>2]|0)|0;dwb(258928,f[f[Q>>2]>>2]|0)|0;Vd(16384);Hwb(258928,1)|0;nf(f[a+140>>2]|0,1,0,Z|0);d=a+92|0;bf(f[a+144>>2]|0,+(+n[d>>2]));j=a+88|0;ef(f[a+148>>2]|0,+(t*+n[j>>2]),0.0);Uvb(258928,0)|0;Vvb(258928,f[(f[_>>2]|0)+8>>2]|0)|0;Ygb(f[a+136>>2]|0);Hwb(258928,c<<24>>24!=0)|0;qwb(258928,i)|0;Tvb(258928,y,z,A,B)|0;if((w|0)==(x|0))dwb(258928,w)|0;else{ewb(258928,w)|0;fwb(258928,x)|0}bwb(258928,f[f[a+48>>2]>>2]|0)|0;Fwb(258928,1)|0;nf(f[a+156>>2]|0,1,0,Z|0);bf(f[a+160>>2]|0,+(+n[d>>2]));bf(f[a+168>>2]|0,+(+n[X>>2]));ef(f[a+164>>2]|0,0.0,+(v*+n[j>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[$>>2]|0)+8>>2]|0)|0;Ygb(f[a+152>>2]|0);mwb(258928,L,M,N,O)|0;owb(258928,H,I,J,K)|0;Fwb(258928,G<<24>>24!=0)|0;kwb(258928,F<<24>>24!=0)|0;Hwb(258928,E<<24>>24!=0)|0;ovb(Y);Uvb(258928,D)|0;bwb(258928,C)|0;Yvb(258928,P)|0;Ghb(aa);Ghb($);Ghb(_);if(!e){u=ba;return}iOb(e);u=ba;return}while(0);f[a+8>>2]=0;aa=a+12|0;d=f[aa>>2]|0;f[aa>>2]=0;if(d|0)iOb(d);f[a+16>>2]=0;a=a+20|0;d=f[a>>2]|0;f[a>>2]=0;if(!d){u=ba;return}iOb(d);u=ba;return}function gfb(a){a=a|0;var b=0,c=0,d=0,e=0;b=a+20|0;c=a+72|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.75;n[a+76>>2]=.10000000149011612;n[a+80>>2]=1.0;hfb(b,5);e=f[b>>2]|0;f[e+48>>2]=1056964608;f[e+64>>2]=5;f[e+120>>2]=1056964608;f[e+136>>2]=5;f[e+192>>2]=1056964608;f[e+208>>2]=9;f[e+264>>2]=1065353216;f[e+280>>2]=9;f[e+336>>2]=1073741824;f[e+352>>2]=11;return}function hfb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;l=a+8|0;h=f[l>>2]|0;m=a+4|0;d=f[m>>2]|0;if(((h-d|0)/72|0)>>>0>=c>>>0){do{h=d;i=h+72|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));Chb(d);Chb(d+20|0);f[d+40>>2]=0;f[d+44>>2]=0;n[d+48>>2]=1.0;n[d+52>>2]=1.0;f[d+64>>2]=9;b[d+68>>0]=0;d=(f[m>>2]|0)+72|0;f[m>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/72|0;d=g+c|0;if(d>>>0>59652323)AMb(a);j=(h-e|0)/72|0;k=j<<1;d=j>>>0<29826161?(k>>>0<d>>>0?d:k):59652323;do if(!d)i=0;else if(d>>>0>59652323)vd();else{i=pOb(d*72|0)|0;break}while(0);j=i+(g*72|0)|0;e=j;g=i+(d*72|0)|0;k=e;d=j;do{h=d;i=h+72|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));Chb(d);Chb(d+20|0);f[d+40>>2]=0;f[d+44>>2]=0;n[d+48>>2]=1.0;n[d+52>>2]=1.0;f[d+64>>2]=9;b[d+68>>0]=0;d=k+72|0;k=d;c=c+-1|0}while((c|0)!=0);i=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(i|0)){c=e;h=i;d=i}else{c=j;do{h=d;d=d+-72|0;Dhb(c+-72|0,d);Dhb(c+-52|0,h+-52|0);o=h+-32|0;f[c+-32>>2]=f[o>>2];j=h+-28|0;f[c+-28>>2]=f[j>>2];f[o>>2]=0;f[j>>2]=0;j=c+-24|0;h=h+-24|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];b[j+20>>0]=b[h+20>>0]|0;c=e+-72|0;e=c}while((d|0)!=(i|0));c=e;h=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=c;f[m>>2]=k;f[l>>2]=g;e=h;if((d|0)!=(e|0))do{c=f[d+-28>>2]|0;if(c|0)iOb(c);Ghb(d+-52|0);d=d+-72|0;Ghb(d)}while((d|0)!=(e|0));if(!h)return;sOb(h);return}function ifb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+72|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function jfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+76|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function kfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+80|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function lfb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;e=a+20|0;h=a+24|0;d=f[h>>2]|0;c=f[e>>2]|0;g=(d-c|0)/72|0;if((g|0)==(b|0)){h=0;return h|0}if(g>>>0<b>>>0)hfb(e,b-g|0);else if(g>>>0>b>>>0){e=c+(b*72|0)|0;if((e|0)!=(d|0))do{c=d+-72|0;f[h>>2]=c;b=f[d+-28>>2]|0;if(b|0)iOb(b);Ghb(d+-52|0);Ghb(c);d=f[h>>2]|0}while((d|0)!=(e|0))}f[a+40>>2]=0;h=a+44|0;c=f[h>>2]|0;f[h>>2]=0;if(!c){h=1;return h|0}iOb(c);h=1;return h|0}function mfb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0;e=f[a+20>>2]|0;if((((f[a+24>>2]|0)-e|0)/72|0)>>>0<=b>>>0){e=0;return e|0}d=c>0.0?(n[s>>2]=c,f[s>>2]|0):0;a=e+(b*72|0)+48|0;if(+n[a>>2]==(f[s>>2]=d,+n[s>>2])){e=0;return e|0}f[a>>2]=d;e=1;return e|0}function nfb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=f[a+24>>2]|0;d=f[a+20>>2]|0;a=d;e=g;if(((g-d|0)/72|0)>>>0<=b>>>0){g=0;return g|0}d=c|1;c=a+(b*72|0)+64|0;if((f[c>>2]|0)==(d|0)){g=0;return g|0}f[c>>2]=d;if((a|0)==(e|0)){g=1;return g|0}do{f[a+40>>2]=0;g=a+44|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);a=a+72|0}while((a|0)!=(e|0));a=1;return a|0}function ofb(a,c,d,e){a=a|0;c=c|0;d=+d;e=e|0;var g=0,h=0;if(d<=0.0){e=0;return e|0}h=f[a+20>>2]|0;g=h;if((((f[a+24>>2]|0)-h|0)/72|0)>>>0<=c>>>0){e=0;return e|0}h=g+(c*72|0)+52|0;a=g+(c*72|0)+68|0;if(+n[h>>2]==d)if((b[a>>0]|0)==e<<24>>24){e=0;return e|0}n[h>>2]=d;b[a>>0]=e;e=1;return e|0}function pfb(a){a=a|0;return}function qfb(a){a=a|0;if((f[a+20>>2]|0)==(f[a+24>>2]|0)){a=1;return a|0}a=+n[a+80>>2]<=0.0;return a|0}function rfb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;L=u;u=u+288|0;F=L+24|0;G=L;H=L+232|0;I=L+96|0;j=L+268|0;E=L+32|0;B=L+256|0;C=L+244|0;K=f[64756]|0;l=a+20|0;m=a+24|0;d=f[m>>2]|0;c=f[l>>2]|0;D=(d-c|0)/72|0;J=f[64733]|0;D=J>>>0<D>>>0?J:D;f[H>>2]=0;J=H+4|0;f[J>>2]=0;f[H+8>>2]=0;k=a+32|0;if(!(f[k>>2]|0)){c=f[c+64>>2]|0;if(!c){c=0;d=0}else{Sqa(H,c);c=f[H>>2]|0;d=f[J>>2]|0}_gb(d-c>>2,c);g=I+4|0;f[I>>2]=15100;h=I+56|0;f[h>>2]=15120;tEb(I+56|0,g);f[I+128>>2]=0;f[I+132>>2]=-1;f[I>>2]=39656;f[I+56>>2]=39676;xEb(g);f[g>>2]=39692;i=I+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[I+52>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(g,G);if((b[G+11>>0]|0)<0)sOb(f[G>>2]|0);e=m3a(I,200838,19)|0;e=m3a(KEb(e,f[(f[l>>2]|0)+64>>2]|0)|0,200858,19)|0;e=m3a(KEb(e,(f[(f[l>>2]|0)+64>>2]|0)>>>1)|0,199129,25)|0;b[G>>0]=10;m3a(e,G,1)|0;l3a(E,g);fhb(j,E);e=G+16|0;A=pOb(16)|0;f[A>>2]=40592;z=A+4|0;f[z>>2]=f[j>>2];f[z+4>>2]=f[j+4>>2];f[z+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[e>>2]=A;if((b[E+11>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199155,G,1);A=f[E>>2]|0;c=E+4|0;z=f[c>>2]|0;f[E>>2]=0;f[c>>2]=0;f[k>>2]=A;A=a+36|0;d=f[A>>2]|0;f[A>>2]=z;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}A=Jvb(f[k>>2]|0,237506)|0;f[a+48>>2]=A;A=Kvb(f[k>>2]|0,200924)|0;f[a+52>>2]=A;A=Kvb(f[k>>2]|0,199199)|0;f[a+56>>2]=A;A=Kvb(f[k>>2]|0,199216)|0;f[a+60>>2]=A;bwb(258928,f[f[k>>2]>>2]|0)|0;df(Kvb(f[k>>2]|0,201322)|0,0);A=Kvb(f[k>>2]|0,200935)|0;c=f[H>>2]|0;cf(A|0,(f[J>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((G|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[I>>2]=39656;f[h>>2]=39676;f[g>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(g);kEb(I,39752);jDb(h);c=f[l>>2]|0;d=f[m>>2]|0}if((c|0)!=(d|0)){n=I+56|0;o=I+4|0;p=I+56|0;q=I+56|0;r=I+128|0;s=I+132|0;t=I+36|0;v=I+52|0;w=G+11|0;x=G+16|0;y=E+11|0;z=E+4|0;A=t+11|0;do{m=c+40|0;if(!(f[m>>2]|0)){l=c+64|0;h=f[l>>2]|0;e=f[J>>2]|0;g=f[H>>2]|0;i=e-g>>2;j=g;k=e;if(h>>>0>i>>>0){Sqa(H,h-i|0);g=f[H>>2]|0;e=f[J>>2]|0}else if(h>>>0<i>>>0){h=j+(h<<2)|0;if((h|0)!=(k|0)){e=k+(~((k+-4-h|0)>>>2)<<2)|0;f[J>>2]=e}}_gb(e-g>>2,g);f[I>>2]=15100;f[p>>2]=15120;tEb(q,o);f[r>>2]=0;f[s>>2]=-1;f[I>>2]=39656;f[n>>2]=39676;xEb(o);f[o>>2]=39692;f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[t+12>>2]=0;f[v>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(o,G);if((b[w>>0]|0)<0)sOb(f[G>>2]|0);k=m3a(I,200838,19)|0;k=m3a(KEb(k,f[l>>2]|0)|0,200858,19)|0;l=m3a(KEb(k,(f[l>>2]|0)>>>1)|0,199244,25)|0;b[G>>0]=10;m3a(l,G,1)|0;l3a(E,o);fhb(B,E);l=pOb(16)|0;f[l>>2]=40592;k=l+4|0;f[k>>2]=f[B>>2];f[k+4>>2]=f[B+4>>2];f[k+8>>2]=f[B+8>>2];f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[x>>2]=l;if((b[y>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199155,G,1);l=f[E>>2]|0;k=f[z>>2]|0;f[E>>2]=0;f[z>>2]=0;f[m>>2]=l;l=c+44|0;e=f[l>>2]|0;f[l>>2]=k;if(e|0){iOb(e);e=f[z>>2]|0;if(e|0)iOb(e)}e=Jvb(f[m>>2]|0,237506)|0;f[c+56>>2]=e;e=Kvb(f[m>>2]|0,200924)|0;f[c+60>>2]=e;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,201322)|0,0);m=Kvb(f[m>>2]|0,200935)|0;e=f[H>>2]|0;cf(m|0,(f[J>>2]|0)-e>>2|0,e|0);e=f[x>>2]|0;if((G|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[I>>2]=39656;f[p>>2]=39676;f[o>>2]=39692;if((b[A>>0]|0)<0)sOb(f[t>>2]|0);oDb(o);kEb(I,39752);jDb(p)}c=c+72|0}while((c|0)!=(d|0))}h=a+40|0;if(!(f[h>>2]|0)){i=I+4|0;f[I>>2]=15100;j=I+56|0;f[j>>2]=15120;tEb(I+56|0,i);f[I+128>>2]=0;f[I+132>>2]=-1;f[I>>2]=39656;f[I+56>>2]=39676;xEb(i);f[i>>2]=39692;k=I+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[I+52>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(i,G);if((b[G+11>>0]|0)<0)sOb(f[G>>2]|0);m3a(KEb(m3a(I,199270,23)|0,D)|0,199294,18)|0;e=(D|0)==0;if(!e){c=0;do{B=KEb(m3a(KEb(m3a(I,199374,10)|0,c)|0,199385,9)|0,c)|0;b[G>>0]=41;m3a(B,G,1)|0;c=c+1|0}while(c>>>0<D>>>0)}b[G>>0]=10;m3a(I,G,1)|0;l3a(E,i);fhb(C,E);g=G+16|0;B=pOb(16)|0;f[B>>2]=40592;A=B+4|0;f[A>>2]=f[C>>2];f[A+4>>2]=f[C+4>>2];f[A+8>>2]=f[C+8>>2];f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;f[g>>2]=B;if((b[E+11>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199313,G,1);C=f[E>>2]|0;c=E+4|0;B=f[c>>2]|0;f[E>>2]=0;f[c>>2]=0;f[h>>2]=C;C=a+44|0;d=f[C>>2]|0;f[C>>2]=B;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}C=Jvb(f[h>>2]|0,237506)|0;f[a+64>>2]=C;C=Kvb(f[h>>2]|0,199362)|0;f[a+68>>2]=C;bwb(258928,f[f[h>>2]>>2]|0)|0;if(!e){c=0;do{f[F>>2]=c;XAb(E,64,199395,F)|0;df(Kvb(f[h>>2]|0,E)|0,c|0);c=c+1|0}while(c>>>0<D>>>0)}c=f[g>>2]|0;if((G|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[I>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(I,39752);jDb(j)}c=f[H>>2]|0;if(!c){bwb(258928,K)|0;u=L;return}d=f[J>>2]|0;if((d|0)!=(c|0))f[J>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);bwb(258928,K)|0;u=L;return}function sfb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;i=a+20|0;e=f[i>>2]|0;g=((f[a+24>>2]|0)-e|0)/72|0;a=f[64733]|0;g=a>>>0<g>>>0?a:g;if(!g){u=j;return}a=0;while(1){b=b>>>1;b=(b|0)==0?1:b;c=c>>>1;c=(c|0)==0?1:c;Bhb(h,d,b,c);Ehb(e+(a*72|0)|0,h)|0;Ghb(h);Bhb(h,d,b,c);Ehb(e+(a*72|0)+20|0,h)|0;Ghb(h);a=a+1|0;if(a>>>0>=g>>>0)break;e=f[i>>2]|0}u=j;return}function tfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+80|0;C=F+8|0;D=F;E=a+20|0;e=a+24|0;if((f[E>>2]|0)==(f[e>>2]|0)){u=F;return}B=a+80|0;if(+n[B>>2]<=0.0){u=F;return}rfb(a);A=f[c>>2]|0;sfb(a,f[A+16>>2]|0,f[A+20>>2]|0,d);A=a+20|0;z=((f[e>>2]|0)-(f[A>>2]|0)|0)/72|0;d=f[64733]|0;z=d>>>0<z>>>0?d:z;d=f[a>>2]|0;if(!d){Xgb(C);y=f[C>>2]|0;d=C+4|0;x=f[d>>2]|0;f[C>>2]=0;f[d>>2]=0;f[a>>2]=y;y=a+4|0;e=f[y>>2]|0;f[y>>2]=x;if(e|0){iOb(e);d=f[d>>2]|0;if(d|0)iOb(d)}d=f[a>>2]|0}y=f[64754]|0;Yvb(258928,f[d>>2]|0)|0;t=f[64756]|0;v=f[64747]|0;nvb(C);w=b[259206]|0;Hwb(258928,0)|0;x=b[259052]|0;kwb(258928,0)|0;k=b[259204]|0;Fwb(258928,0)|0;l=f[64758]|0;m=f[64759]|0;o=f[64743]|0;p=f[64744]|0;q=f[64745]|0;r=f[64746]|0;bwb(258928,f[f[a+32>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;bf(f[a+56>>2]|0,+(+n[a+72>>2]));bf(f[a+60>>2]|0,+(+n[a+76>>2]));s=f[A>>2]|0;i=f[a+52>>2]|0;j=f[a+48>>2]|0;h=Hhb(s)|0;dwb(258928,f[f[h>>2]>>2]|0)|0;h=f[s>>2]|0;Tvb(258928,0,0,f[h+16>>2]|0,f[h+20>>2]|0)|0;h=f[s>>2]|0;g=+$gb(+n[s+52>>2],b[s+68>>0]|0,+(f[h+16>>2]|0),+(f[h+20>>2]|0));ef(i|0,+(g/+(f[(f[s>>2]|0)+16>>2]|0)),0.0);Ygb(j);Vvb(258928,f[(f[s>>2]|0)+8>>2]|0)|0;s=(z|0)==0;if(!s){h=0;do{j=f[A>>2]|0;d=j+(h*72|0)|0;bwb(258928,f[f[j+(h*72|0)+40>>2]>>2]|0)|0;i=j+(h*72|0)+60|0;if(!h){d=j+(h*72|0)+56|0;e=j+(h*72|0)+52|0;c=j+(h*72|0)+68|0}else{I=f[i>>2]|0;G=j+(h*72|0)+56|0;H=f[G>>2]|0;e=Hhb(d)|0;dwb(258928,f[f[e>>2]>>2]|0)|0;e=f[d>>2]|0;Tvb(258928,0,0,f[e+16>>2]|0,f[e+20>>2]|0)|0;e=j+(h*72|0)+52|0;c=j+(h*72|0)+68|0;J=f[d>>2]|0;g=+$gb(+n[e>>2],b[c>>0]|0,+(f[J+16>>2]|0),+(f[J+20>>2]|0));ef(I|0,+(g/+(f[(f[d>>2]|0)+16>>2]|0)),0.0);Ygb(H);Vvb(258928,f[(f[d>>2]|0)+8>>2]|0)|0;d=G}H=f[i>>2]|0;I=f[d>>2]|0;J=j+(h*72|0)+20|0;G=Hhb(J)|0;dwb(258928,f[f[G>>2]>>2]|0)|0;G=f[J>>2]|0;Tvb(258928,0,0,f[G+16>>2]|0,f[G+20>>2]|0)|0;G=f[J>>2]|0;g=+$gb(+n[e>>2],b[c>>0]|0,+(f[G+16>>2]|0),+(f[G+20>>2]|0));ef(H|0,0.0,+(g/+(f[(f[J>>2]|0)+20>>2]|0)));Ygb(I);Vvb(258928,f[(f[J>>2]|0)+8>>2]|0)|0;h=h+1|0}while(h>>>0<z>>>0)}Tvb(258928,o,p,q,r)|0;if((l|0)==(m|0))dwb(258928,l)|0;else{ewb(258928,l)|0;fwb(258928,m)|0}Fwb(258928,k<<24>>24!=0)|0;bwb(258928,f[f[a+40>>2]>>2]|0)|0;if(!s){d=0;do{Uvb(258928,d)|0;Vvb(258928,f[(f[(f[A>>2]|0)+(d*72|0)+20>>2]|0)+8>>2]|0)|0;d=d+1|0}while(d>>>0<z>>>0)}i=a+8|0;c=f[i>>2]|0;j=a+12|0;d=f[j>>2]|0;e=c;if((d|0)!=(c|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}h=a+16|0;if((f[h>>2]|0)-e>>2>>>0<z>>>0){if(z>>>0>1073741823)vd();d=d-e|0;e=pOb(z<<2)|0;if((d|0)>0)bQb(e|0,c|0,d|0)|0;f[i>>2]=e;f[j>>2]=e+(d>>2<<2);f[h>>2]=e+(z<<2);if(c|0)sOb(c)}if(!s){d=0;do{g=+n[(f[A>>2]|0)+(d*72|0)+48>>2]*+n[B>>2];n[D>>2]=g;e=f[j>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){n[e>>2]=g;f[j>>2]=e+4}else LB(i,D);d=d+1|0}while(d>>>0<z>>>0)}J=f[i>>2]|0;cf(f[a+68>>2]|0,(f[j>>2]|0)-J>>2|0,J|0);Ygb(f[a+64>>2]|0);kwb(258928,x<<24>>24!=0)|0;Hwb(258928,w<<24>>24!=0)|0;ovb(C);Uvb(258928,v)|0;bwb(258928,t)|0;Yvb(258928,y)|0;if(s){u=F;return}else d=0;do{J=f[E>>2]|0;Fhb(J+(d*72|0)|0);Fhb(J+(d*72|0)+20|0);d=d+1|0}while(d>>>0<z>>>0);u=F;return}function ufb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];b=a+12|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];c=a+24|0;f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];return}function vfb(a){a=a|0;return}function wfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+44|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,199405,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+48|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+52>>2]=j;j=Kvb(f[g>>2]|0,199449)|0;f[a+56>>2]=j;j=Kvb(f[g>>2]|0,199462)|0;f[a+60>>2]=j;j=Kvb(f[g>>2]|0,199476)|0;f[a+64>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,199490)|0,0);df(Kvb(f[g>>2]|0,199499)|0,1);bwb(258928,j)|0;u=h;return}function xfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;j=u;u=u+64|0;i=j;wfb(a);h=a+36|0;e=f[h>>2]|0;if(!e){Xgb(i);k=f[i>>2]|0;g=i+4|0;l=f[g>>2]|0;f[i>>2]=0;f[g>>2]=0;f[h>>2]=k;k=a+40|0;e=f[k>>2]|0;f[k>>2]=l;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}e=f[h>>2]|0}l=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;k=f[64756]|0;bwb(258928,f[f[a+44>>2]>>2]|0)|0;h=f[64747]|0;nvb(i);g=b[259206]|0;Hwb(258928,0)|0;e=b[259052]|0;kwb(258928,0)|0;p=f[64773]|0;o=f[64775]|0;n=f[64774]|0;m=f[64776]|0;pwb(258928,1,771)|0;q=b[259204]|0;Fwb(258928,1)|0;Uvb(258928,0)|0;Vvb(258928,f[c+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[d+8>>2]|0)|0;jf(f[a+56>>2]|0,1,a|0);jf(f[a+60>>2]|0,1,a+12|0);jf(f[a+64>>2]|0,1,a+24|0);Ygb(f[a+52>>2]|0);Fwb(258928,q<<24>>24!=0)|0;owb(258928,p,o,n,m)|0;kwb(258928,e<<24>>24!=0)|0;Hwb(258928,g<<24>>24!=0)|0;ovb(i);Uvb(258928,h)|0;bwb(258928,k)|0;Yvb(258928,l)|0;u=j;return}function yfb(a){a=a|0;f[a+20>>2]=0;f[a+24>>2]=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function zfb(a){a=a|0;return}function Afb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;g=i+24|0;h=i;if(b){e=a+8|0;if(f[e>>2]|0){u=i;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,199508,h,1);b=f[g>>2]|0;c=g+4|0;j=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=b;g=a+12|0;b=f[g>>2]|0;f[g>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[e>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,237525)|0,0);df(Kvb(f[e>>2]|0,237534)|0,1);df(Kvb(f[e>>2]|0,200549)|0,2);df(Kvb(f[e>>2]|0,200564)|0,3);bwb(258928,j)|0;u=i;return}else{e=a+20|0;if(f[e>>2]|0){u=i;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200142,h,1);j=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=j;j=a+24|0;b=f[j>>2]|0;f[j>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=Jvb(f[e>>2]|0,237506)|0;f[a+28>>2]=k;k=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,k)|0;u=i;return}}function Bfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+64|0;r=s;e=f[d>>2]|0;if(!e)h=0;else h=(f[e+72>>2]|0)!=0;Afb(a,h);q=h?a+8|0:a+20|0;e=f[a>>2]|0;if(!e){Xgb(r);p=f[r>>2]|0;e=r+4|0;o=f[e>>2]|0;f[r>>2]=0;f[e>>2]=0;f[a>>2]=p;p=a+4|0;g=f[p>>2]|0;f[p>>2]=o;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[a>>2]|0}p=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;g=f[64756]|0;bwb(258928,f[f[q>>2]>>2]|0)|0;a=f[64747]|0;nvb(r);i=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;n=f[64776]|0;pwb(258928,1,771)|0;o=b[259204]|0;Fwb(258928,1)|0;if(h){Uvb(258928,3)|0;e=f[(f[d>>2]|0)+72>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Uvb(258928,2)|0;e=f[(f[c>>2]|0)+72>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Uvb(258928,1)|0;e=f[(f[(f[d>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;e=c}else e=c;Uvb(258928,0)|0;e=f[(f[(f[e>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Ygb(f[q+8>>2]|0);Fwb(258928,o<<24>>24!=0)|0;owb(258928,k,l,m,n)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;ovb(r);Uvb(258928,a)|0;bwb(258928,g)|0;Yvb(258928,p)|0;u=s;return}function Cfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,200142,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function Dfb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+16|0;d=g;if(!(f[a>>2]|0)){Xgb(d);h=f[d>>2]|0;e=d+4|0;i=f[e>>2]|0;f[d>>2]=0;f[e>>2]=0;f[a>>2]=h;h=a+4|0;d=f[h>>2]|0;f[h>>2]=i;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}}Cfb(a);i=b[259206]|0;Hwb(258928,0)|0;h=b[259052]|0;kwb(258928,0)|0;e=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;d=f[64756]|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;j=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[c+8>>2]|0)|0;Ygb(f[a+16>>2]|0);Vvb(258928,j)|0;bwb(258928,d)|0;Yvb(258928,e)|0;kwb(258928,h<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;u=g;return}function Efb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+224|0;k=v+208|0;r=v+72|0;s=v;h=v+60|0;t=v+48|0;i=v+36|0;j=v+24|0;l=c&255;m=a+(d*144|0)+(l*36|0)|0;if(f[m>>2]|0){u=v;return m|0}n=f[64756]|0;o=r+4|0;f[r>>2]=15100;p=r+56|0;f[p>>2]=15120;tEb(r+56|0,o);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(o);f[o>>2]=39692;q=r+36|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[r+52>>2]=16;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;k3a(o,k);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);if(l&1|0)m3a(r,199547,22)|0;if(l&2|0)m3a(r,199570,22)|0;switch(d|0){case 0:{l3a(t,o);fhb(h,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[g>>2]=c;Evb(k,237430,199593,s,1);c=f[k>>2]|0;e=k+4|0;j=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=j;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,200828)|0,0);break}case 2:{m3a(r,199705,17)|0;l3a(t,o);fhb(j,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[j>>2];f[e+4>>2]=f[j+4>>2];f[e+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[g>>2]=c;Evb(k,237430,199648,s,1);c=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+288+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=i;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0);df(Kvb(f[m>>2]|0,237534)|0,1);break}default:{l3a(t,o);fhb(i,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[g>>2]=c;Evb(k,237430,199648,s,1);c=f[k>>2]|0;e=k+4|0;j=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+(d*144|0)+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=j;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0)}}df(Kvb(f[m>>2]|0,199723)|0,2);t=Jvb(f[m>>2]|0,237506)|0;f[a+(d*144|0)+(l*36|0)+8>>2]=t;t=Kvb(f[m>>2]|0,199733)|0;f[a+(d*144|0)+(l*36|0)+16>>2]=t;t=Kvb(f[m>>2]|0,199960)|0;f[a+(d*144|0)+(l*36|0)+12>>2]=t;t=Kvb(f[m>>2]|0,199740)|0;f[a+(d*144|0)+(l*36|0)+20>>2]=t;t=Kvb(f[m>>2]|0,199765)|0;f[a+(d*144|0)+(l*36|0)+24>>2]=t;t=Kvb(f[m>>2]|0,199784)|0;f[a+(d*144|0)+(l*36|0)+28>>2]=t;t=Kvb(f[m>>2]|0,199815)|0;f[a+(d*144|0)+(l*36|0)+32>>2]=t;f[r>>2]=39656;f[p>>2]=39676;f[o>>2]=39692;if((b[q+11>>0]|0)<0)sOb(f[q>>2]|0);oDb(o);kEb(r,39752);jDb(p);bwb(258928,n)|0;u=v;return m|0}function Ffb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0;z=u;u=u+288|0;v=z+216|0;w=z+200|0;x=z+136|0;y=z;if(c<<24>>24==0|(avb()|0)^1){u=z;return}t=f[64747]|0;nvb(v);i=d+72|0;do if(!(f[i>>2]|0)){if(!h){c=c&-2;s=0;break}i=f[(f[d+4>>2]|0)+8>>2]|0;if(!i)i=0;else i=f[i+8>>2]|0;Vvb(258928,i)|0;s=0}else{Uvb(258928,0)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;if(!e)s=1;else{i=f[e+72>>2]|0;if(!i)s=1;else{Uvb(258928,1)|0;Vvb(258928,f[i+8>>2]|0)|0;s=2}}}while(0);if((((f[d+8>>2]|0)-(f[d+4>>2]|0)|0)/24|0)>>>0>1){Uvb(258928,2)|0;i=f[(f[d+4>>2]|0)+32>>2]|0;if(!i)i=0;else i=f[i+8>>2]|0;Vvb(258928,i)|0}else c=c&-3;if(c<<24>>24){h=a+432|0;i=f[h>>2]|0;if(!i){Xgb(w);r=f[w>>2]|0;i=w+4|0;q=f[i>>2]|0;f[w>>2]=0;f[i>>2]=0;f[h>>2]=r;r=a+436|0;e=f[r>>2]|0;f[r>>2]=q;if(e|0){iOb(e);i=f[i>>2]|0;if(i|0)iOb(i)}i=f[h>>2]|0;if(!i)i=0;else j=22}else j=22;if((j|0)==22)i=f[i>>2]|0;r=f[64754]|0;Yvb(258928,i)|0;e=f[64756]|0;h=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;o=f[64776]|0;pwb(258928,1,771)|0;q=b[259204]|0;Fwb(258928,1)|0;c=Efb(a,c,s)|0;i=f[c>>2]|0;if(!i)i=0;else i=f[i>>2]|0;bwb(258928,i)|0;s=d+4|0;d=uub(f[s>>2]|0)|0;s=vub(f[s>>2]|0)|0;n[w>>2]=0.0;n[w+4>>2]=1.0/+(s|0);n[w+8>>2]=1.0/+(d|0);n[w+12>>2]=0.0;ff(f[c+16>>2]|0,2,w|0);w=f[c+12>>2]|0;LAa(GAa(g)|0,y);n[x>>2]=+p[y>>3];n[x+4>>2]=+p[y+8>>3];n[x+8>>2]=+p[y+16>>3];n[x+12>>2]=+p[y+24>>3];n[x+16>>2]=+p[y+32>>3];n[x+20>>2]=+p[y+40>>3];n[x+24>>2]=+p[y+48>>3];n[x+28>>2]=+p[y+56>>3];n[x+32>>2]=+p[y+64>>3];n[x+36>>2]=+p[y+72>>3];n[x+40>>2]=+p[y+80>>3];n[x+44>>2]=+p[y+88>>3];n[x+48>>2]=+p[y+96>>3];n[x+52>>2]=+p[y+104>>3];n[x+56>>2]=+p[y+112>>3];n[x+60>>2]=+p[y+120>>3];nf(w|0,1,0,x|0);A=+n[a+456>>2];ef(f[c+20>>2]|0,+A,+(A+ +n[a+460>>2]));A=+n[a+480>>2];B=-+N(+(A*.01745329238474369));ef(f[c+28>>2]|0,+B,+-+N(+((A+ +n[a+484>>2])*.01745329238474369)));y=f[c+24>>2]|0;A=+n[a+452>>2];B=A*+n[a+444>>2];C=A*+n[a+448>>2];n[x>>2]=A*+n[a+440>>2];n[x+4>>2]=B;n[x+8>>2]=C;n[x+12>>2]=A;lf(y|0,1,x|0);y=f[c+32>>2]|0;A=+n[a+476>>2];C=A*+n[a+468>>2];B=A*+n[a+472>>2];n[x>>2]=A*+n[a+464>>2];n[x+4>>2]=C;n[x+8>>2]=B;n[x+12>>2]=A;lf(y|0,1,x|0);Ygb(f[c+8>>2]|0);Fwb(258928,q<<24>>24!=0)|0;owb(258928,k,l,m,o)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,h<<24>>24!=0)|0;bwb(258928,e)|0;Yvb(258928,r)|0}ovb(v);Uvb(258928,t)|0;u=z;return}function Gfb(a,b){a=a|0;b=+b;if(!(b<=0.0)){a=a+456|0;if(+n[a>>2]==b)a=0;else{n[a>>2]=b;a=1}}else a=0;return a|0}function Hfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+460|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function Ifb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+452|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Jfb(a,b){a=a|0;b=b|0;var c=0;c=a+440|0;if(+n[c>>2]==+n[b>>2])if(+n[a+444>>2]==+n[b+4>>2])if(+n[a+448>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Kfb(a,b){a=a|0;b=+b;if(!(b<=0.0)){a=a+480|0;if(+n[a>>2]==b)a=0;else{n[a>>2]=b;a=1}}else a=0;return a|0}function Lfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+484|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function Mfb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+476|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Nfb(a,b){a=a|0;b=b|0;var c=0;c=a+464|0;if(+n[c>>2]==+n[b>>2])if(+n[a+468>>2]==+n[b+4>>2])if(+n[a+472>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Ofb(a){a=a|0;var b=0,c=0,d=0;b=a+48|0;c=a;d=c+48|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[b>>2]=7;n[a+52>>2]=1.0;n[a+56>>2]=.029999999329447746;n[a+60>>2]=2.0;n[a+64>>2]=1.0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+96>>2]=0;f[a+100>>2]=0;return}function Pfb(a){a=a|0;var b=0;f[a+8>>2]=0;b=a+12|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function Qfb(a,b){a=a|0;b=b|0;var c=0;b=(b|0)==0?0:b|1;c=a+48|0;if((f[c>>2]|0)==(b|0))return;f[c>>2]=b;f[a+68>>2]=0;c=a+72|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+96>>2]=0;c=a+100|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;a=a+44|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;iOb(b);return}function Rfb(a,b){a=a|0;b=+b;n[a+52>>2]=b;return}function Sfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+56>>2]=b;return}function Tfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+60>>2]=b;return}function Ufb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;g=c+4|0;d=c+8|0;e=c;n[g>>2]=b;n[d>>2]=0.0;n[e>>2]=1.0;e=b<1.0?g:e;f[a+64>>2]=f[(+n[e>>2]>0.0?e:d)>>2];u=c;return}function Vfb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+224|0;p=t+24|0;q=t;r=t+64|0;k=t+212|0;o=t+48|0;n=t+200|0;s=f[64756]|0;g=a+16|0;if(!(f[g>>2]|0)){e=q+16|0;f[q>>2]=40500;f[q+4>>2]=162;f[e>>2]=q;Evb(p,237430,199833,q,1);m=f[p>>2]|0;c=p+4|0;l=f[c>>2]|0;f[p>>2]=0;f[c>>2]=0;f[g>>2]=m;m=a+20|0;d=f[m>>2]|0;f[m>>2]=l;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[e>>2]|0;if((q|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);m=Jvb(f[g>>2]|0,237506)|0;f[a+124>>2]=m;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0)}g=a+24|0;if(!(f[g>>2]|0)){e=q+16|0;f[q>>2]=40500;f[q+4>>2]=162;f[e>>2]=q;Evb(p,237430,200175,q,1);m=f[p>>2]|0;c=p+4|0;l=f[c>>2]|0;f[p>>2]=0;f[c>>2]=0;f[g>>2]=m;m=a+28|0;d=f[m>>2]|0;f[m>>2]=l;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[e>>2]|0;if((q|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);m=Jvb(f[g>>2]|0,237506)|0;f[a+128>>2]=m;bwb(258928,f[f[g>>2]>>2]|0)|0;kf(Kvb(f[g>>2]|0,240573)|0,0.0,0.0,0.0,1.0)}c=a+68|0;if(!(f[c>>2]|0))Wfb(a,c,0);c=a+96|0;if(!(f[c>>2]|0))Wfb(a,c,1);f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;l=a+48|0;c=f[l>>2]|0;do if(c|0){g=a+32|0;if(!(f[g>>2]|0)){Sqa(q,c);h=f[q>>2]|0;_gb((f[m>>2]|0)-h>>2,h);h=r+4|0;f[r>>2]=15100;i=r+56|0;f[i>>2]=15120;tEb(r+56|0,h);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(h);f[h>>2]=39692;j=r+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[r+52>>2]=16;f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;k3a(h,p);if((b[p+11>>0]|0)<0)sOb(f[p>>2]|0);e=m3a(r,199879,38)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=KEb(e,(f[l>>2]|0)>>>1)|0;b[p>>0]=10;m3a(e,p,1)|0;l3a(o,h);fhb(k,o);e=p+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[e>>2]=d;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);Evb(o,237430,199918,p,1);k=f[o>>2]|0;c=o+4|0;v=f[c>>2]|0;f[o>>2]=0;f[c>>2]=0;f[g>>2]=k;k=a+36|0;d=f[k>>2]|0;f[k>>2]=v;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201322)|0,0);v=Kvb(f[g>>2]|0,200935)|0;c=f[q>>2]|0;cf(v|0,(f[m>>2]|0)-c>>2|0,c|0);c=Jvb(f[g>>2]|0,237506)|0;f[a+132>>2]=c;c=Kvb(f[g>>2]|0,199960)|0;f[a+136>>2]=c;c=Kvb(f[g>>2]|0,199977)|0;f[a+140>>2]=c;c=Kvb(f[g>>2]|0,200924)|0;f[a+144>>2]=c;c=f[e>>2]|0;if((p|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[r>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(r,39752);jDb(i);c=f[l>>2]|0;if(!c)break}j=a+40|0;if(!(f[j>>2]|0)){e=f[q>>2]|0;v=f[m>>2]|0;h=v;d=e;if((e|0)==(v|0)){g=h-d>>2;if(c>>>0>g>>>0){Sqa(q,c-g|0);d=f[q>>2]|0;c=f[m>>2]|0}else if(c>>>0<g>>>0){c=e+(~((-4-(c<<2)|0)>>>2)<<2)|0;f[m>>2]=c}else c=h;_gb(c-d>>2,d)}g=r+4|0;f[r>>2]=15100;h=r+56|0;f[h>>2]=15120;tEb(r+56|0,g);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(g);f[g>>2]=39692;i=r+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[r+52>>2]=16;f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;k3a(g,p);if((b[p+11>>0]|0)<0)sOb(f[p>>2]|0);e=m3a(r,199993,38)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=KEb(e,(f[l>>2]|0)>>>1)|0;b[p>>0]=10;m3a(e,p,1)|0;l3a(o,g);fhb(n,o);e=p+16|0;v=pOb(16)|0;f[v>>2]=40592;l=v+4|0;f[l>>2]=f[n>>2];f[l+4>>2]=f[n+4>>2];f[l+8>>2]=f[n+8>>2];f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;f[e>>2]=v;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);Evb(o,237430,199918,p,1);v=f[o>>2]|0;d=o+4|0;n=f[d>>2]|0;f[o>>2]=0;f[d>>2]=0;f[j>>2]=v;v=a+44|0;c=f[v>>2]|0;f[v>>2]=n;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}bwb(258928,f[f[j>>2]>>2]|0)|0;df(Kvb(f[j>>2]|0,201322)|0,0);v=Kvb(f[j>>2]|0,200935)|0;c=f[q>>2]|0;cf(v|0,(f[m>>2]|0)-c>>2|0,c|0);c=Jvb(f[j>>2]|0,237506)|0;f[a+148>>2]=c;c=Kvb(f[j>>2]|0,199960)|0;f[a+152>>2]=c;c=Kvb(f[j>>2]|0,199977)|0;f[a+156>>2]=c;c=Kvb(f[j>>2]|0,200924)|0;f[a+160>>2]=c;c=Kvb(f[j>>2]|0,200032)|0;f[a+164>>2]=c;c=f[e>>2]|0;if((p|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[r>>2]=39656;f[h>>2]=39676;f[g>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(g);kEb(r,39752);jDb(h)}}while(0);c=f[q>>2]|0;if(!c){bwb(258928,s)|0;u=t;return}d=f[m>>2]|0;if((d|0)!=(c|0))f[m>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);bwb(258928,s)|0;u=t;return}function Wfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+192|0;j=n;k=n+40|0;e=n+176|0;h=n+24|0;l=k+4|0;f[k>>2]=15100;m=k+56|0;f[m>>2]=15120;tEb(k+56|0,l);f[k+128>>2]=0;f[k+132>>2]=-1;f[k>>2]=39656;f[k+56>>2]=39676;xEb(l);f[l>>2]=39692;i=k+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[k+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(l,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);g=m3a(k,200040,16)|0;g=JEb(m3a(JEb(g,(f[a+48>>2]|0)!=0&1)|0,200057,26)|0,d&1)|0;b[j>>0]=10;m3a(g,j,1)|0;l3a(h,l);fhb(e,h);g=j+16|0;d=pOb(16)|0;f[d>>2]=40592;a=d+4|0;f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[g>>2]=d;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);Evb(h,237430,200084,j,1);a=f[h>>2]|0;d=h+4|0;e=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[c>>2]=a;h=c+4|0;a=f[h>>2]|0;f[h>>2]=e;if(a|0){iOb(a);a=f[d>>2]|0;if(a|0)iOb(a)}a=Jvb(f[c>>2]|0,237506)|0;f[c+8>>2]=a;a=Kvb(f[c>>2]|0,199960)|0;f[c+12>>2]=a;a=Kvb(f[c>>2]|0,200121)|0;f[c+16>>2]=a;a=Kvb(f[c>>2]|0,200032)|0;f[c+20>>2]=a;a=Kvb(f[c>>2]|0,199977)|0;f[c+24>>2]=a;bwb(258928,f[f[c>>2]>>2]|0)|0;df(Kvb(f[c>>2]|0,200134)|0,0);a=f[g>>2]|0;if((j|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[k>>2]=39656;f[m>>2]=39676;f[l>>2]=39692;if((b[i+11>>0]|0)>=0){oDb(l);kEb(k,39752);jDb(m);u=n;return}sOb(f[i>>2]|0);oDb(l);kEb(k,39752);jDb(m);u=n;return}function Xfb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0;da=u;u=u+352|0;I=da+336|0;ba=da+272|0;ca=da+248|0;K=da+240|0;$=da+176|0;aa=da;W=da+156|0;X=da+136|0;if(Xub()|0)if(avb()|0){Y=a+64|0;if(+n[Y>>2]<=0.0){u=da;return}h=f[c>>2]|0;if(!h){u=da;return}i=f[h+72>>2]|0;f[I>>2]=i;Z=f[h+76>>2]|0;_=(Z|0)==0;s=i;if(!_)gOb(Z);if(i|0){Vfb(a);h=f[a>>2]|0;if(!h){Xgb(ba);V=f[ba>>2]|0;h=ba+4|0;U=f[h>>2]|0;f[ba>>2]=0;f[h>>2]=0;f[a>>2]=V;V=a+4|0;i=f[V>>2]|0;f[V>>2]=U;if(i|0){iOb(i);h=f[h>>2]|0;if(h|0)iOb(h)}h=f[a>>2]|0}V=f[64754]|0;Yvb(258928,f[h>>2]|0)|0;M=f[64756]|0;N=f[64747]|0;nvb(ba);O=b[259206]|0;Hwb(258928,0)|0;P=b[259052]|0;kwb(258928,0)|0;Q=f[64773]|0;R=f[64775]|0;S=f[64774]|0;T=f[64776]|0;pwb(258928,1,771)|0;U=b[259204]|0;H=(e|0)!=0;J=H?a+96|0:a+68|0;Chb(ca);f[K>>2]=0;L=K+4|0;f[L>>2]=0;do if(H){h=s+16|0;i=s+20|0;Bhb($,g,f[h>>2]|0,f[i>>2]|0);Ehb(ca,$)|0;Ghb($);q=f[ca>>2]|0;o=f[ca+4>>2]|0;r=o;if(!o){f[K>>2]=q;f[L>>2]=r}else{gOb(o);o=f[L>>2]|0;f[K>>2]=q;f[L>>2]=r;if(o|0)iOb(o)}D=Hhb(ca)|0;B=f[64758]|0;C=f[64759]|0;dwb(258928,f[f[D>>2]>>2]|0)|0;D=f[64743]|0;E=f[64744]|0;F=f[64745]|0;G=f[64746]|0;Tvb(258928,0,0,f[h>>2]|0,f[i>>2]|0)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[s+8>>2]|0)|0;Ygb(f[a+124>>2]|0);Vvb(258928,0)|0;r=a+8|0;if(!(Kub(f[c>>2]|0,r)|0)){Cub($,f[c>>2]|0,0,1);A=f[$>>2]|0;o=$+4|0;z=f[o>>2]|0;f[$>>2]=0;f[o>>2]=0;f[r>>2]=A;A=a+12|0;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);o=f[o>>2]|0;if(o|0)iOb(o)}}dwb(258928,f[f[r>>2]>>2]|0)|0;Gub(f[r>>2]|0,0,K,3553,0);bwb(258928,f[f[a+24>>2]>>2]|0)|0;o=f[64795]|0;q=f[64796]|0;r=f[64797]|0;s=f[64798]|0;c=f[64799]|0;t=f[64800]|0;Awb(258928,7680,7680,7680)|0;v=f[64787]|0;w=f[64790]|0;x=f[64788]|0;y=f[64791]|0;z=f[64789]|0;A=f[64792]|0;uwb(258928,514,0,e)|0;e=b[259212]|0;Kwb(258928,1)|0;Ygb(f[a+128>>2]|0);Kwb(258928,e<<24>>24!=0)|0;if((v|0)==(w|0)&(x|0)==(y|0)&(z|0)==(A|0))uwb(258928,v,x,z)|0;else{vwb(258928,v,x,z)|0;wwb(258928,w,y,A)|0}if((o|0)==(s|0)&(q|0)==(c|0)&(r|0)==(t|0))Awb(258928,o,q,r)|0;else{Bwb(258928,o,q,r)|0;Cwb(258928,s,c,t)|0}Tvb(258928,D,E,F,G)|0;if((B|0)==(C|0)){dwb(258928,B)|0;break}else{ewb(258928,B)|0;fwb(258928,C)|0;break}}else{i=s+20|0;h=s+16|0}while(0);bwb(258928,f[f[J>>2]>>2]|0)|0;LAa(GAa(d)|0,aa);n[$>>2]=+p[aa>>3];n[$+4>>2]=+p[aa+8>>3];n[$+8>>2]=+p[aa+16>>3];n[$+12>>2]=+p[aa+24>>3];n[$+16>>2]=+p[aa+32>>3];n[$+20>>2]=+p[aa+40>>3];n[$+24>>2]=+p[aa+48>>3];n[$+28>>2]=+p[aa+56>>3];n[$+32>>2]=+p[aa+64>>3];n[$+36>>2]=+p[aa+72>>3];n[$+40>>2]=+p[aa+80>>3];n[$+44>>2]=+p[aa+88>>3];n[$+48>>2]=+p[aa+96>>3];n[$+52>>2]=+p[aa+104>>3];n[$+56>>2]=+p[aa+112>>3];n[$+60>>2]=+p[aa+120>>3];m=1.0/+(f[i>>2]|0);n[aa>>2]=1.0/+(f[h>>2]|0);r=aa+4|0;n[r>>2]=m;nf(f[J+12>>2]|0,1,0,$|0);ff(f[J+16>>2]|0,1,aa|0);bf(f[J+20>>2]|0,+(+n[Y>>2]));bf(f[J+24>>2]|0,+(+n[a+60>>2]*+n[r>>2]*2.0*6.828428268432617));Uvb(258928,0)|0;Vvb(258928,f[(f[(H?K:I)>>2]|0)+8>>2]|0)|0;if(!(f[a+48>>2]|0)){Fwb(258928,1)|0;Ygb(f[J+8>>2]|0)}else{if(H){Dhb(W,ca);h=f[I>>2]|0}else{h=f[I>>2]|0;Bhb(W,g,f[h+16>>2]|0,f[h+20>>2]|0)}i=h+16|0;h=h+20|0;Bhb(X,g,f[i>>2]|0,f[h>>2]|0);j=+n[64765];k=+n[64766];l=+n[64767];m=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;d=Hhb(X)|0;o=f[64758]|0;q=f[64759]|0;dwb(258928,f[f[d>>2]>>2]|0)|0;d=f[64743]|0;I=f[64744]|0;K=f[64745]|0;g=f[64746]|0;Tvb(258928,0,0,f[i>>2]|0,f[h>>2]|0)|0;Vd(16384);Fwb(258928,0)|0;Ygb(f[J+8>>2]|0);h=Hhb(W)|0;dwb(258928,f[f[h>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+32>>2]>>2]|0)|0;nf(f[a+136>>2]|0,1,0,$|0);h=a+56|0;bf(f[a+140>>2]|0,+(+n[h>>2]));i=a+52|0;ef(f[a+144>>2]|0,+(+n[i>>2]*+n[aa>>2]),0.0);Uvb(258928,0)|0;Vvb(258928,f[(f[X>>2]|0)+8>>2]|0)|0;Ygb(f[a+132>>2]|0);Tvb(258928,d,I,K,g)|0;if((o|0)==(q|0))dwb(258928,o)|0;else{ewb(258928,o)|0;fwb(258928,q)|0}bwb(258928,f[f[a+40>>2]>>2]|0)|0;Fwb(258928,1)|0;nf(f[a+152>>2]|0,1,0,$|0);bf(f[a+156>>2]|0,+(+n[h>>2]));bf(f[a+164>>2]|0,+(+n[Y>>2]));ef(f[a+160>>2]|0,0.0,+(+n[i>>2]*+n[r>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[W>>2]|0)+8>>2]|0)|0;Ygb(f[a+148>>2]|0);mwb(258928,j,k,l,m)|0;Ghb(X);Ghb(W)}h=f[L>>2]|0;if(h|0)iOb(h);Ghb(ca);Fwb(258928,U<<24>>24!=0)|0;owb(258928,Q,R,S,T)|0;kwb(258928,P<<24>>24!=0)|0;Hwb(258928,O<<24>>24!=0)|0;ovb(ba);Uvb(258928,N)|0;bwb(258928,M)|0;Yvb(258928,V)|0}if(!_)iOb(Z);u=da;return}f[a+8>>2]=0;ca=a+12|0;h=f[ca>>2]|0;f[ca>>2]=0;if(!h){u=da;return}iOb(h);u=da;return}function Yfb(a){a=a|0;var b=0;f[a>>2]=0;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function Zfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+24|0;h=j;i=a+16|0;if(f[i>>2]|0){u=j;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200175,h,1);e=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[i>>2]=e;e=a+20|0;b=f[e>>2]|0;f[e>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200142,h,1);e=a+24|0;k=f[g>>2]|0;c=g+4|0;l=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=k;k=a+28|0;b=f[k>>2]|0;f[k>>2]=l;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=Jvb(f[i>>2]|0,237506)|0;f[a+136>>2]=l;l=Jvb(f[e>>2]|0,237506)|0;f[a+144>>2]=l;l=Kvb(f[i>>2]|0,240573)|0;f[a+140>>2]=l;l=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,l)|0;u=j;return}function _fb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+32|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,200214,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+36|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+148>>2]=j;j=Kvb(f[g>>2]|0,200255)|0;f[a+152>>2]=j;j=Kvb(f[g>>2]|0,200272)|0;f[a+156>>2]=j;j=Kvb(f[g>>2]|0,200288)|0;f[a+160>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function $fb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0.0,ha=0.0,ia=0.0;fa=u;u=u+48|0;ea=fa+24|0;ca=fa+16|0;da=fa;l=f[c>>2]|0;if(!l){u=fa;return}if(!(Kub(l,a)|0)){Cub(ea,f[c>>2]|0,0,1);ba=f[ea>>2]|0;l=ea+4|0;aa=f[l>>2]|0;f[ea>>2]=0;f[l>>2]=0;f[a>>2]=ba;ba=a+4|0;m=f[ba>>2]|0;f[ba>>2]=aa;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}}Zfb(a);ba=uub(f[(f[c>>2]|0)+4>>2]|0)|0;Bhb(ea,h,ba,vub(f[(f[c>>2]|0)+4>>2]|0)|0);f[ca>>2]=f[ea>>2];ba=ca+4|0;l=f[ea+4>>2]|0;f[ba>>2]=l;if(l|0)gOb(l);h=a+8|0;l=f[h>>2]|0;if(!l){Xgb(da);aa=f[da>>2]|0;l=da+4|0;$=f[l>>2]|0;f[da>>2]=0;f[l>>2]=0;f[h>>2]=aa;aa=a+12|0;m=f[aa>>2]|0;f[aa>>2]=$;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}l=f[h>>2]|0;if(!l)l=0;else z=14}else z=14;if((z|0)==14)l=f[l>>2]|0;aa=f[64754]|0;Yvb(258928,l)|0;D=f[64756]|0;E=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;F=+n[64765];G=+n[64766];H=+n[64767];I=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;J=b[259206]|0;Hwb(258928,0)|0;K=b[259052]|0;kwb(258928,0)|0;L=f[64795]|0;M=f[64796]|0;N=f[64797]|0;O=f[64798]|0;P=f[64799]|0;Q=f[64800]|0;Awb(258928,7680,7680,7680)|0;R=f[64787]|0;S=f[64790]|0;T=f[64788]|0;U=f[64791]|0;V=f[64789]|0;W=f[64792]|0;X=b[259204]|0;Fwb(258928,0)|0;Y=f[64773]|0;Z=f[64775]|0;_=f[64774]|0;$=f[64776]|0;pwb(258928,1,771)|0;l=f[a>>2]|0;if(!l)l=0;else l=f[l>>2]|0;x=f[64758]|0;y=f[64759]|0;dwb(258928,l)|0;w=f[ca>>2]|0;r=f[64743]|0;s=f[64744]|0;t=f[64745]|0;v=f[64746]|0;Tvb(258928,0,0,f[w+16>>2]|0,f[w+20>>2]|0)|0;Gub(f[a>>2]|0,0,ca,3553,0);w=b[259212]|0;Kwb(258928,1)|0;Vd(16384);C=a+16|0;l=f[C>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;a:do if(i){p=a+72|0;q=a+88|0;do if(+n[p>>2]==+n[q>>2]){m=a+76|0;if(+n[m>>2]==+n[a+92>>2]){o=a+80|0;if(+n[o>>2]==+n[a+96>>2]){l=a+84|0;ga=+n[l>>2];h=ga>0.0;if(!(ga==+n[a+100>>2]))if(h){h=o;z=29;break}else break;if(!h)break a;uwb(258928,517,0,f[g+4>>2]|f[g>>2])|0;B=f[a+140>>2]|0;ga=+n[l>>2];ia=ga*+n[m>>2];ha=ga*+n[o>>2];n[da>>2]=+n[p>>2]*ga;n[da+4>>2]=ia;n[da+8>>2]=ha;n[da+12>>2]=ga;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0);break a}else z=23}else z=23}else z=23;while(0);if((z|0)==23){l=a+84|0;if(+n[l>>2]>0.0){m=a+76|0;h=a+80|0;z=29}}if((z|0)==29){uwb(258928,517,0,f[g>>2]|0)|0;B=f[a+140>>2]|0;ia=+n[l>>2];ga=ia*+n[m>>2];ha=ia*+n[h>>2];n[da>>2]=+n[p>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0)}l=a+100|0;if(+n[l>>2]>0.0){uwb(258928,517,0,f[g+4>>2]|0)|0;B=f[a+140>>2]|0;ia=+n[l>>2];ga=ia*+n[a+92>>2];ha=ia*+n[a+96>>2];n[da>>2]=+n[q>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0)}}while(0);Fwb(258928,1)|0;l=a+52|0;if(+n[l>>2]>0.0){uwb(258928,514,e|d,e)|0;A=a+140|0;B=f[A>>2]|0;ia=+n[l>>2];ga=ia*+n[a+44>>2];ha=ia*+n[a+48>>2];n[da>>2]=+n[a+40>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);B=a+136|0;Ygb(f[B>>2]|0)}else{B=a+136|0;A=a+140|0}uwb(258928,517,0,d)|0;d=f[A>>2]|0;ia=+n[a+68>>2];ga=ia*+n[a+60>>2];ha=ia*+n[a+64>>2];n[da>>2]=+n[a+56>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(d|0,1,da|0);Ygb(f[B>>2]|0);Kwb(258928,w<<24>>24!=0)|0;Tvb(258928,r,s,t,v)|0;if((x|0)==(y|0))dwb(258928,x)|0;else{ewb(258928,x)|0;fwb(258928,y)|0}l=f[a+24>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;l=f[ca>>2]|0;if(!l)l=0;else l=f[l+8>>2]|0;Vvb(258928,l)|0;Ygb(f[a+144>>2]|0);Ffb(j,3,f[c>>2]|0,0,k,1);do if(i){e=a+116|0;if(+n[e>>2]<=0.0)if(+n[a+132>>2]<=0.0)break;_fb(a);Vvb(258928,0)|0;l=f[a>>2]|0;if(!l)l=0;else l=f[l>>2]|0;y=f[64758]|0;z=f[64759]|0;dwb(258928,l)|0;q=f[ca>>2]|0;m=f[64743]|0;h=f[64744]|0;o=f[64745]|0;p=f[64746]|0;Tvb(258928,0,0,f[q+16>>2]|0,f[q+20>>2]|0)|0;q=b[259204]|0;Fwb(258928,0)|0;r=b[259048]|0;s=b[259049]|0;t=b[259050]|0;v=b[259051]|0;Vd(16384);w=b[259212]|0;Kwb(258928,1)|0;l=f[C>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;kf(f[A>>2]|0,1.0,1.0,1.0,1.0);if(+n[e>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[g+8>>2]|0)|0;Ygb(f[B>>2]|0)}x=a+132|0;if(+n[x>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[g+12>>2]|0)|0;Ygb(f[B>>2]|0)}Kwb(258928,w<<24>>24!=0)|0;jwb(258928,r<<24>>24!=0,s<<24>>24!=0,t<<24>>24!=0,v<<24>>24!=0)|0;Fwb(258928,q<<24>>24!=0)|0;Tvb(258928,m,h,o,p)|0;if((y|0)==(z|0))dwb(258928,y)|0;else{ewb(258928,y)|0;fwb(258928,z)|0}l=f[a+32>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;l=f[ca>>2]|0;if(!l)l=0;else l=f[l+8>>2]|0;Vvb(258928,l)|0;g=f[a+152>>2]|0;ia=+n[e>>2];ha=ia*+n[a+108>>2];ga=ia*+n[a+112>>2];n[da>>2]=+n[a+104>>2]*ia;n[da+4>>2]=ha;n[da+8>>2]=ga;n[da+12>>2]=ia;lf(g|0,1,da|0);g=f[a+156>>2]|0;ia=+n[x>>2];ga=ia*+n[a+124>>2];ha=ia*+n[a+128>>2];n[da>>2]=+n[a+120>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(g|0,1,da|0);da=f[ca>>2]|0;ef(f[a+160>>2]|0,+(1.5/+(f[da+16>>2]|0)),+(1.5/+(f[da+20>>2]|0)));Ygb(f[a+148>>2]|0)}while(0);owb(258928,Y,Z,_,$)|0;Fwb(258928,X<<24>>24!=0)|0;if((R|0)==(S|0)&(T|0)==(U|0)&(V|0)==(W|0))uwb(258928,R,T,V)|0;else{vwb(258928,R,T,V)|0;wwb(258928,S,U,W)|0}if((L|0)==(O|0)&(M|0)==(P|0)&(N|0)==(Q|0))Awb(258928,L,M,N)|0;else{Bwb(258928,L,M,N)|0;Cwb(258928,O,P,Q)|0}kwb(258928,K<<24>>24!=0)|0;Hwb(258928,J<<24>>24!=0)|0;mwb(258928,F,G,H,I)|0;Vvb(258928,E)|0;bwb(258928,D)|0;Yvb(258928,aa)|0;l=f[ba>>2]|0;if(l|0)iOb(l);Ghb(ea);u=fa;return}function agb(a){a=a|0;var c=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;b[a+24>>0]=0;b[a+25>>0]=3;b[a+26>>0]=2;n[a+28>>2]=1.0;n[a+32>>2]=1.0;n[a+36>>2]=1.0;n[a+40>>2]=.5;n[a+44>>2]=0.0;n[a+48>>2]=1.0;n[a+52>>2]=0.0;n[a+56>>2]=1.0;n[a+60>>2]=0.0;n[a+64>>2]=1.0;n[a+68>>2]=0.0;n[a+72>>2]=1.0;n[a+76>>2]=0.0;n[a+80>>2]=0.0;n[a+84>>2]=.5;n[a+88>>2]=1.0;n[a+92>>2]=.5;n[a+96>>2]=0.0;n[a+100>>2]=.5;n[a+104>>2]=1.0;n[a+108>>2]=.25;c=a+112|0;f[a+176>>2]=0;f[a+180>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+236>>2]=0;f[a+240>>2]=0;f[a+256>>2]=0;f[a+260>>2]=0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;return}function bgb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=f[a+32>>2]|0;i=f[a+40>>2]|0;j=f[a+640>>2]|0;d=f[a+752>>2]|0;k=f[a+1040>>2]|0;a:{b:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+344|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){c:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break b;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break c;b=f[b>>2]|0;if(!b)break b}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break c}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break b}b=f[b>>2]|0;if(!b)break b}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+344|0,a+8|0)|0}}}while(0);d=f[h+368>>2]|0;d:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+364|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){e:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break d;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break e;b=f[b>>2]|0;if(!b)break d}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break e}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break d}b=f[b>>2]|0;if(!b)break d}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+364|0,a+8|0)|0}}}while(0);d=f[h+388>>2]|0;f:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+384|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){g:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break f;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break g;b=f[b>>2]|0;if(!b)break f}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break g}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break f}b=f[b>>2]|0;if(!b)break f}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+384|0,a+8|0)|0}}}while(0);d=f[h+408>>2]|0;h:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+404|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){i:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break h;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break i;b=f[b>>2]|0;if(!b)break h}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break i}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break h}b=f[b>>2]|0;if(!b)break h}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+404|0,a+8|0)|0}}}while(0);d=f[h+428>>2]|0;j:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+424|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){k:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break j;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break k;b=f[b>>2]|0;if(!b)break j}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break k}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break j}b=f[b>>2]|0;if(!b)break j}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+424|0,a+8|0)|0}}}while(0);d=f[h+448>>2]|0;l:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+444|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){m:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break l;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break m;b=f[b>>2]|0;if(!b)break l}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break m}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break l}b=f[b>>2]|0;if(!b)break l}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+444|0,a+8|0)|0}}}while(0);d=f[h+468>>2]|0;if(!d){u=a;f[a+1048>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+464|0)>>2]|0)+(e<<2)>>2]|0;if(!b){u=a;f[a+1048>>2]=5;break a}b=f[b>>2]|0;if(!b){u=a;f[a+1048>>2]=5;break a}n:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0))){k=229;break}if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0)){g=b;break n}b=f[b>>2]|0;if(!b){k=229;break}}if((k|0)==229){u=a;f[a+1048>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0)){g=b;break n}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){k=229;break}}b=f[b>>2]|0;if(!b){k=229;break}}if((k|0)==229){u=a;f[a+1048>>2]=5;break a}}while(0);f[(a+4|0)>>2]=g;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+464|0,a+8|0)|0;u=a;f[a+1048>>2]=5;break a}f[a+1040>>2]=k}function cgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0;D=f[a+352>>2]|0;E=f[a+360>>2]|0;I=f[a+368>>2]|0;M=f[a+392>>2]|0;Q=f[a+416>>2]|0;R=f[a+424>>2]|0;J=f[a+928>>2]|0;K=f[a+1024>>2]|0;L=f[a+1080>>2]|0;N=f[a+1928>>2]|0;O=f[a+1944>>2]|0;P=f[a+1952>>2]|0;S=f[a+2008>>2]|0;a:{if(S){S=0;if(1){F=dLa(I)|0;f[(a+88|0)>>2]=F;f[(a+88|0)+4>>2]=I;f[(a+88|0)+8>>2]=0;f[(a+88|0)+12>>2]=0;f[(a+88|0)+16>>2]=1;f[(a+88|0)+20>>2]=0;F=(a+88|0)+24|0;n[(a+88|0)+40>>2]=1.0;f[F>>2]=J;C=(J&16512|0)==128?E+381|0:E+384|0;G=(a+248|0)+28|0;H=(a+248|0)+32|0;B=0;z=0;while(1){e=1<<z;do if(e&(L&7&((L&255)>>>3&7|M)&255)|0){A=f[(a+216|0)+(z<<2)>>2]|0;if(A|0){c=I+12+(z<<3)|0;d=f[c>>2]|0;if(!d){fKa(I,B);d=f[c>>2]|0}y=f[K+36+(z<<2)>>2]|0;v=f[(I+200|0)>>2]|0;x=h[(I+200|0)+4>>0]|0;t=ZPb(v|0,x&255|0,3)|0;w=ZPb(v|0,x&255|0,6)|0;x=ZPb(v|0,x&255|0,9)|0;if(!(e&7&(t|v|w|x))){x=f[(a+132|0)+(z<<2)>>2]|0;T=+n[(b[((a+132|0)+24|0)>>0]|0?(a+132|0)+12|0:a+168|0)+(z<<2)>>2];f[F>>2]=(f[O>>2]|J)&f[P>>2];ecb(D,B,a+88|0,L&7&((L&255)>>>3&7|M),(x|0)==0?d:x,(a+180|0)+(z*12|0)|0,T,(f[(a+228|0)+(z<<2)>>2]|0)+y|0,A,(b[N>>0]|0)!=0,(b[((a+132|0)+26|0)>>0]|0)!=0,Q,b[C+z>>0]|0,R);break}w=LKa(I,B)|0;e=IKa(I,B)|0;i=KKa(I,B)|0;j=JKa(I,B)|0;x=f[(a+228|0)+(z<<2)>>2]|0;v=f[w>>2]|0;w=f[w+4>>2]|0;if((v|0)==(w|0)){c=-1;g=1}else{c=f[v+4>>2]|0;if(!c){c=f[v+8>>2]|0;g=0}else g=1}t=f[e>>2]|0;s=f[e+4>>2]|0;if((t|0)==(s|0)){e=-1;q=1}else{e=f[t>>2]|0;if(!e){e=f[t+4>>2]|0;q=0}else q=1}r=f[i>>2]|0;p=f[i+4>>2]|0;if((r|0)==(p|0)){i=-1;m=1}else{i=f[r+12>>2]|0;if(!i){i=f[r+16>>2]|0;m=0}else m=1}o=f[j>>2]|0;l=f[j+4>>2]|0;do if((o|0)==(l|0)){j=-1;k=1}else{j=f[o>>2]|0;if(j|0){k=1;break}j=f[o+4>>2]|0;k=0}while(0);f[a>>2]=v;f[(a+4|0)>>2]=w;f[(a+8|0)>>2]=0;f[(a+12|0)>>2]=c;b[(a+16|0)>>0]=g;b[(a+17|0)>>0]=b[(a+284|0)>>0]|0;b[(a+17|0)+1>>0]=b[(a+284|0)+1>>0]|0;b[(a+17|0)+2>>0]=b[(a+284|0)+2>>0]|0;f[(a+20|0)>>2]=t;f[(a+24|0)>>2]=s;f[(a+28|0)>>2]=0;f[(a+32|0)>>2]=e;b[(a+36|0)>>0]=q;b[(a+37|0)>>0]=b[(a+248|0)>>0]|0;b[(a+37|0)+1>>0]=b[(a+248|0)+1>>0]|0;b[(a+37|0)+2>>0]=b[(a+248|0)+2>>0]|0;f[(a+40|0)>>2]=r;f[(a+44|0)>>2]=p;f[(a+48|0)>>2]=0;f[(a+52|0)>>2]=i;b[(a+56|0)>>0]=m;b[(a+57|0)>>0]=b[(a+240|0)>>0]|0;b[(a+57|0)+1>>0]=b[(a+240|0)+1>>0]|0;b[(a+57|0)+2>>0]=b[(a+240|0)+2>>0]|0;f[(a+60|0)>>2]=o;f[(a+64|0)>>2]=l;f[(a+68|0)>>2]=0;f[(a+72|0)>>2]=j;b[(a+76|0)>>0]=k;b[(a+77|0)>>0]=b[(a+328|0)>>0]|0;b[(a+77|0)+1>>0]=b[(a+328|0)+1>>0]|0;b[(a+77|0)+2>>0]=b[(a+328|0)+2>>0]|0;f[(a+80|0)>>2]=0;e=e>>>0<c>>>0?e:c;e=i>>>0<e>>>0?i:e;e=j>>>0<e>>>0?j:e;f[(a+84|0)>>2]=e;b:do if(A+x|0|0){q=(a+248|0)+(z<<2)|0;r=(a+180|0)+(z*12|0)|0;c=0;while(1){f[F>>2]=J;if(!(g<<24>>24)){p=f[f[a>>2]>>2]|0;f[F>>2]=J|32768;g=J|32768}else{p=d;g=J}if(!(b[(a+36|0)>>0]|0)){g=g|134217728;f[F>>2]=g;i=E+381|0}else i=C;o=b[i+z>>0]|0;if(!(b[(a+56|0)>>0]|0)){g=g|8388608;f[F>>2]=g;w=f[(a+40|0)>>2]|0;f[(a+284|0)>>2]=f[w>>2];f[(a+284|0)+4>>2]=f[w+4>>2];f[(a+284|0)+8>>2]=f[w+8>>2]}else{f[(a+284|0)>>2]=f[r>>2];f[(a+284|0)+4>>2]=f[r+4>>2];f[(a+284|0)+8>>2]=f[r+8>>2]}if(!(b[(a+76|0)>>0]|0)){g=g|2097152;f[F>>2]=g}i=f[(K+52|0)>>2]|0;f[(a+248|0)>>2]=0;f[(a+248|0)+4>>2]=0;f[(a+248|0)+8>>2]=0;b[((a+248|0)+24|0)>>0]=0;b[((a+248|0)+25|0)>>0]=0;b[((a+248|0)+26|0)>>0]=0;f[G>>2]=0;f[H>>2]=-1;do if((g&4194304|0)==0&(b[(E+226|0)>>0]|0)==3){b[((a+248|0)+24|0)>>0]=1;if(!(g&2097152)){b[((a+248|0)+25|0)>>0]=0;f[((a+248|0)+12|0)>>2]=f[(E+284|0)>>2];i=f[(E+260|0)>>2]|0;if(!i){j=-1;k=0}else{f[G>>2]=32768;f[H>>2]=-8388609;f[(a+248|0)>>2]=i;j=-8388609;k=32768}f[((a+248|0)+16|0)>>2]=f[(E+288|0)>>2];i=f[(E+268|0)>>2]|0;if(i){f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+4|0)>>2]=i;j=-8388609;k=32768}f[((a+248|0)+20|0)>>2]=f[(E+292|0)>>2];i=f[(E+276|0)>>2]|0;if(!i){m=1;i=(a+248|0)+12|0;l=0;break}f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+8|0)>>2]=i;m=1;k=32768;j=-8388609;i=(a+248|0)+12|0;l=0;break}else{b[((a+248|0)+25|0)>>0]=1;n[((a+248|0)+12|0)>>2]=1.0;i=f[(E+236|0)>>2]|0;if(!i){j=-1;k=0}else{f[G>>2]=32768;f[H>>2]=-8388609;f[(a+248|0)>>2]=i;j=-8388609;k=32768}n[((a+248|0)+16|0)>>2]=1.0;i=f[(E+244|0)>>2]|0;if(i){f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+4|0)>>2]=i;j=-8388609;k=32768}n[((a+248|0)+20|0)>>2]=1.0;i=f[(E+252|0)>>2]|0;if(!i){m=0;i=(a+248|0)+12|0;l=1;break}f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+8|0)>>2]=i;m=0;k=32768;j=-8388609;i=(a+248|0)+12|0;l=1;break}}else{b[((a+248|0)+25|0)>>0]=0;m=(g&32768|0)==0&(i&32768|0)!=0&1;k=0;j=-1;i=a+168|0;l=0}while(0);b[((a+248|0)+26|0)>>0]=m;f[F>>2]=(k|g)&j;v=f[q>>2]|0;w=x>>>0<c>>>0?c:x;c=e+c|0;c=c>>>0<(A+x|0)>>>0?c:A+x|0;ecb(D,B,a+88|0,L&7&((L&255)>>>3&7|M),(v|0)==0?p:v,a+284|0,+n[i+(z<<2)>>2],w+y|0,(c>>>0<w>>>0?w:c)-w|0,l,m<<24>>24!=0,Q,o,R);c=(f[(a+80|0)>>2]|0)+(f[(a+84|0)>>2]|0)|0;f[(a+80|0)>>2]=c;f[(a+240|0)>>2]=c;f[((a+240|0)+4|0)>>2]=-1;b[(a+284|0)>>0]=b[(a+248|0)>>0]|0;mcb(a,a+240|0,a+284|0);c=f[(a+80|0)>>2]|0;e=(f[((a+240|0)+4|0)>>2]|0)-c|0;f[(a+84|0)>>2]=e;if(c>>>0>=(A+x|0)>>>0)break b;g=b[(a+16|0)>>0]|0}}while(0)}}while(0);c=z+1|0;B=c&255;if((B&255)>=3)break;else z=c&255}}else S=1}u=a;f[a+2016>>2]=5;break a}f[a+2008>>2]=S}function dgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0.0,$=0.0,aa=0.0,ba=0.0;X=f[a+13728>>2]|0;Z=f[a+13752>>2]|0;g=f[a+13760>>2]|0;c=f[a+13768>>2]|0;Y=f[a+13808>>2]|0;W=f[a+14736>>2]|0;if((W|0)==37){Zib(a+24|0,c,a+128|0,a+56|0);_=+p[(a+24|0)+8>>3];u=+p[(a+24|0)+16>>3];v=+p[(a+24|0)+24>>3];n[(a+688|0)>>2]=+p[(a+24|0)>>3];n[(a+688|0)+4>>2]=_;n[(a+688|0)+8>>2]=u;n[(a+688|0)+12>>2]=v}n[(a+24|0)>>2]=1.0;n[(a+684|0)>>2]=1.0;Kha(a);n[(a+24|0)>>2]=+(f[64745]|0)/+(f[a>>2]|0);n[(a+684|0)>>2]=+(f[64746]|0)/+(f[a+4>>2]|0);c=f[X>>2]|0;W=j[(c+230|0)>>1]|j[(c+230|0)+2>>1]<<16;b[a>>0]=W>>>1&1;b[(a+13704|0)>>0]=W&1;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&16){b[(a+13704|0)>>0]=1;b[a>>0]=0}f[(a+680|0)>>2]=(b[(a+13705|0)>>0]|0)==2?42:58;b[(a+13703|0)>>0]=b[c+225>>0]|0;f[(a+672|0)>>2]=a+13703|0;f[(a+672|0)+4>>2]=a+680|0;f[(a+664|0)>>2]=f[c+128>>2];b[(a+13699|0)>>0]=b[c+229>>0]|0;c=aab(c)|0;d=f[X>>2]|0;b[(a+13698|0)>>0]=b[d+312>>0]|0;b[(a+13697|0)>>0]=b[d+313>>0]|0;e=(E9a(d)|0)&1;b[(a+13696|0)>>0]=e;ba=+p[((a+128|0)+40|0)>>3];$=+p[((a+128|0)+80|0)>>3];v=+p[((a+128|0)+72|0)>>3];aa=+p[((a+128|0)+48|0)>>3];u=+p[((a+128|0)+8|0)>>3];_=+p[((a+128|0)+16|0)>>3];if(+p[((a+128|0)+64|0)>>3]*(aa*u-ba*_)+(+p[(a+128|0)>>3]*(ba*$-v*aa)-+p[((a+128|0)+32|0)>>3]*($*u-v*_))<0.0)b[(a+13696|0)>>0]=e^1;f[(a+552|0)>>2]=a+13704|0;f[(a+552|0)+4>>2]=a;f[(a+552|0)+8>>2]=X;f[(a+552|0)+12>>2]=a+13600|0;f[(a+552|0)+16>>2]=a+13536|0;f[(a+552|0)+20>>2]=a+756|0;f[(a+552|0)+24>>2]=a+704|0;f[(a+552|0)+28>>2]=a+688|0;f[(a+552|0)+32>>2]=a+13680|0;f[(a+552|0)+36>>2]=a+13676|0;f[(a+552|0)+40>>2]=a+13672|0;f[(a+552|0)+44>>2]=a+664|0;f[(a+552|0)+48>>2]=a+13706|0;f[(a+552|0)+52>>2]=d+216;f[(a+552|0)+56>>2]=d+208;f[(a+552|0)+60>>2]=a+13699|0;f[(a+552|0)+64>>2]=c;f[(a+552|0)+68>>2]=a+13696|0;f[(a+552|0)+72>>2]=a+13468|0;f[(a+552|0)+76>>2]=a+13464|0;f[(a+552|0)+80>>2]=a+13472|0;f[(a+552|0)+84>>2]=a+672|0;f[(a+552|0)+88>>2]=a+1152|0;f[(a+552|0)+92>>2]=a+13702|0;f[(a+552|0)+96>>2]=g;f[(a+552|0)+100>>2]=a+1144|0;f[(a+552|0)+104>>2]=a+256|0;f[(a+552|0)+108>>2]=a+13688|0;f[(a+440|0)>>2]=a+13706|0;f[(a+440|0)+4>>2]=X;f[(a+440|0)+8>>2]=a+13600|0;f[(a+440|0)+12>>2]=a+13536|0;f[(a+440|0)+16>>2]=a+756|0;f[(a+440|0)+20>>2]=a+704|0;f[(a+440|0)+24>>2]=a+688|0;f[(a+440|0)+28>>2]=a+13680|0;f[(a+440|0)+32>>2]=a+13676|0;f[(a+440|0)+36>>2]=a+13672|0;f[(a+440|0)+40>>2]=a+664|0;f[(a+440|0)+44>>2]=c;f[(a+440|0)+48>>2]=a+24|0;f[(a+440|0)+52>>2]=a+684|0;f[(a+440|0)+56>>2]=a+13460|0;f[(a+440|0)+60>>2]=a+13456|0;f[(a+440|0)+64>>2]=a+13472|0;f[(a+440|0)+68>>2]=a+13705|0;f[(a+440|0)+72>>2]=a+13701|0;f[(a+440|0)+76>>2]=a+672|0;f[(a+440|0)+80>>2]=a+1152|0;f[(a+440|0)+84>>2]=a+13700|0;f[(a+440|0)+88>>2]=a+13702|0;f[(a+440|0)+92>>2]=g;f[(a+440|0)+96>>2]=a+1144|0;f[(a+440|0)+100>>2]=a+13668|0;f[(a+440|0)+104>>2]=a+13688|0;f[(a+344|0)>>2]=a+13452|0;f[(a+344|0)+4>>2]=X;f[(a+344|0)+8>>2]=a+13600|0;f[(a+344|0)+12>>2]=a+13536|0;f[(a+344|0)+16>>2]=a+756|0;f[(a+344|0)+20>>2]=a+704|0;f[(a+344|0)+24>>2]=a+688|0;f[(a+344|0)+28>>2]=a+13680|0;f[(a+344|0)+32>>2]=a+13676|0;f[(a+344|0)+36>>2]=a+13672|0;f[(a+344|0)+40>>2]=a+664|0;f[(a+344|0)+44>>2]=a+13698|0;f[(a+344|0)+48>>2]=a+13697|0;f[(a+344|0)+52>>2]=c;f[(a+344|0)+56>>2]=a+13460|0;f[(a+344|0)+60>>2]=a+13456|0;f[(a+344|0)+64>>2]=a+13472|0;f[(a+344|0)+68>>2]=a+672|0;f[(a+344|0)+72>>2]=a+1152|0;f[(a+344|0)+76>>2]=a+13702|0;f[(a+344|0)+80>>2]=g;f[(a+344|0)+84>>2]=a+1144|0;f[(a+344|0)+88>>2]=a+13664|0;f[(a+344|0)+92>>2]=a+13688|0;d=b[259205]|0;e=b[259206]|0;Hwb(258928,1)|0;g=f[64756]|0;i=f[64754]|0;k=f[64755]|0;l=f[64764]|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;s=f[64747]|0;nvb(a+280|0);t=f[64778]|0;qwb(258928,515)|0;u=+n[64779];v=+n[64780];w=f[64793]|0;x=f[64794]|0;y=f[64795]|0;z=f[64796]|0;A=f[64797]|0;B=f[64798]|0;C=f[64799]|0;D=f[64800]|0;E=f[64787]|0;F=f[64790]|0;G=f[64788]|0;H=f[64791]|0;I=f[64789]|0;J=f[64792]|0;uwb(258928,519,255,0)|0;K=b[259212]|0;Kwb(258928,1)|0;L=b[259052]|0;M=b[259048]|0;N=b[259049]|0;O=b[259050]|0;P=b[259051]|0;Q=b[259204]|0;Fwb(258928,0)|0;R=f[64773]|0;S=f[64775]|0;T=f[64774]|0;U=f[64776]|0;pwb(258928,1,771)|0;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1)dwb(258928,f[f[X+24>>2]>>2]|0)|0;Cdb(a+552|0,Z+4|0,Z+244|0,0)|0;Ddb(a+440|0,Z+24|0,Z+264|0,0)|0;Edb(a+344|0,Z+44|0,Z+284|0,0)|0;W=(b[(a+13706|0)>>0]|0)!=1;V=(f[(X+40|0)>>2]|0)!=0&W;if(V&((b[(a+13705|0)>>0]|0)!=3|(b[(a+13699|0)>>0]|0)!=0)|W^1)c=0;else{Fwb(258928,1)|0;kwb(258928,0)|0;c=1}do if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1){if(V){dwb(258928,f[f[(X+40|0)>>2]>>2]|0)|0;break}if(c)dwb(258928,f[f[X+32>>2]>>2]|0)|0}while(0);W=Cdb(a+552|0,Z+64|0,Z+304|0,c)|0;W=(Ddb(a+440|0,Z+84|0,Z+324|0,c)|0)+W|0;c=Edb(a+344|0,Z+104|0,Z+344|0,c)|0;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1)dwb(258928,f[f[X+24>>2]>>2]|0)|0;jwb(258928,0,0,0,0)|0;kwb(258928,0)|0;Fwb(258928,0)|0;Cdb(a+552|0,Z+124|0,Z+364|0,1)|0;Ddb(a+440|0,Z+144|0,Z+384|0,1)|0;Edb(a+344|0,Z+164|0,Z+404|0,1)|0;if(V)dwb(258928,f[f[(X+40|0)>>2]>>2]|0)|0;Cdb(a+552|0,Z+184|0,Z+424|0,1)|0;Ddb(a+440|0,Z+204|0,Z+444|0,1)|0;Edb(a+344|0,Z+224|0,Z+464|0,1)|0;if(Y|0){f[(Y+8|0)>>2]=(f[(Y+8|0)>>2]|0)+(f[(a+13688|0)>>2]|0);f[(Y+12|0)>>2]=(f[(Y+12|0)>>2]|0)+(((f[(a+256|0)>>2]|0)>>>0)/3|0);f[(Y+16|0)>>2]=(f[(Y+16|0)>>2]|0)+((f[(a+13668|0)>>2]|0)>>>1);f[(Y+20|0)>>2]=(f[(Y+20|0)>>2]|0)+(f[(a+13664|0)>>2]|0)}if((W|0)!=(0-c|0)){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|256;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+256|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|512;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+13668|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|1024;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+13664|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|2048;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}owb(258928,R,S,T,U)|0;Fwb(258928,Q<<24>>24!=0)|0;jwb(258928,M<<24>>24!=0,N<<24>>24!=0,O<<24>>24!=0,P<<24>>24!=0)|0;kwb(258928,L<<24>>24!=0)|0;Kwb(258928,K<<24>>24!=0)|0;if((E|0)==(F|0)&(G|0)==(H|0)&(I|0)==(J|0))uwb(258928,E,G,I)|0;else{vwb(258928,E,G,I)|0;wwb(258928,F,H,J)|0}if((y|0)==(B|0)&(z|0)==(C|0)&(A|0)==(D|0))Awb(258928,y,z,A)|0;else{Bwb(258928,y,z,A)|0;Cwb(258928,B,C,D)|0}if((w|0)==(x|0))xwb(258928,w)|0;else{ywb(258928,w)|0;zwb(258928,x)|0}rwb(258928,u,v)|0;qwb(258928,t)|0;ovb(a+280|0);Uvb(258928,s)|0;jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;lwb(258928,l)|0;Zvb(258928,k)|0;Yvb(258928,i)|0;bwb(258928,g)|0;Hwb(258928,e<<24>>24!=0)|0;Gwb(258928,d<<24>>24!=0)|0}function egb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0;z=f[a+192>>2]|0;D=f[a+208>>2]|0;E=f[a+216>>2]|0;c=f[a+408>>2]|0;i=f[a+432>>2]|0;A=+n[a+576>>2];B=+n[a+584>>2];C=f[a+616>>2]|0;J=f[a+1560>>2]|0;K=f[a+1624>>2]|0;a:{if(!(f[D+12>>2]|0)){H=c;J=i;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}if(!(b[f[z>>2]>>0]|0))if(!(b[f[(z+4|0)>>2]>>0]|0)){H=c;J=i;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}swb(258928,1.0,0.0)|0;Iwb(258928,1)|0;Ewb(258928,f[64788]&-49)|0;w=f[z+12>>2]|0;x=f[z+16>>2]|0;y=f[(z+20|0)>>2]|0;g=f[z+24>>2]|0;j=f[z+28>>2]|0;G=f[f[z+32>>2]>>2]|0;F=f[f[z+36>>2]>>2]|0;f[(a+64|0)>>2]=f[J>>2];f[(a+64|0)+4>>2]=w;f[(a+64|0)+8>>2]=x;f[(a+64|0)+12>>2]=y;f[(a+64|0)+16>>2]=g;f[(a+64|0)+20>>2]=j;f[(a+64|0)+24>>2]=G;f[(a+64|0)+28>>2]=F;f[(a+64|0)+32>>2]=0;F=(b[f[z>>2]>>0]|0)==0;G=(b[f[(z+4|0)>>2]>>0]|0)!=0;j=f[D+8>>2]|0;g=1;if(g){g=0;if(!j){d=c;e=i}else g=1}if(g)if(1){y=c;while(1){x=j;w=1;if(w){w=0;if(!(b[x+32>>0]|0)){e=f[x+8>>2]|0;f[(a+48|0)>>2]=f[(e+152|0)>>2];f[(a+48|0)+4>>2]=f[(e+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(e+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(e+152|0)+12>>2];d=eIa(e,f[f[(z+44|0)>>2]>>2]|0,b[f[(z+48|0)>>2]>>0]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){lIa(a+104|0,e,f[f[(z+44|0)>>2]>>2]|0,b[f[(z+48|0)>>2]>>0]|0,1,f[(z+52|0)>>2]|0,f[(z+56|0)>>2]|0,b[f[(z+60|0)>>2]>>0]|0,F&G,(f[(f[(z+20|0)>>2]|0)+384>>2]|0)!=0,f[(z+64|0)>>2]|0);c=f[(a+104|0)>>2]|0;v=f[((a+104|0)+4|0)>>2]|0;f[(a+104|0)>>2]=0;f[((a+104|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=v;if(d){iOb(d);c=f[((a+104|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){m=y;o=i}else{H=c;K=79}}else{H=c;K=79}if((K|0)==79){K=0;c=f[H+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Pdb(a+64|0,a,e);e=f[x+20>>2]|0;c=1;if(c){c=0;if(!e){m=y;o=i}else c=1}if(c)if(1){l=y;d=i;t=e;while(1){v=t;c=1;if(c){c=0;if((f[(v+60|0)>>2]|0)==(f[(v+64|0)>>2]|0)){r=d;q=l}else c=1}if(c)if(1){d=d+1|0;s=f[(v+8|0)>>2]|0;c=f[(s+52|0)>>2]|0;Gwb(258928,(G^(F^1))&(c&4|0)==0)|0;if(!(c&3))r=v+16|0;else{lwb(258928,(c&1|0)!=0^(F&G^(b[f[(z+68|0)>>2]>>0]|0)!=0^(f[(v+16|0)>>2]&134217728|0)!=0)?2304:2305)|0;r=v+16|0}if(!(f[r>>2]&1))rwb(258928,+n[f[(z+72|0)>>2]>>2],+n[f[(z+76|0)>>2]>>2])|0;else{L=+p[(J+16|0)>>3];rwb(258928,L+(1.0-L)*+n[v+20>>2],L+(1.0-L)*+n[v+24>>2])|0}if(!(f[r>>2]&4096))Dwb(258928,519)|0;else d=(zdb(J,f[v+12>>2]|0,f[(z+80|0)>>2]|0)|0)+d|0;c=f[r>>2]|0;if(c&128){c=h[(J+77|0)>>0]|h[(J+77|0)+1>>0]<<8|128;b[(J+77|0)>>0]=c;b[(J+77|0)+1>>0]=c>>8;c=f[r>>2]|0}k=Gdb(f[(z+84|0)>>2]|0,(c&128|0)!=0,0,(c&16384|0)!=0,E)|0;c=f[(s+12|0)>>2]|0;if(c|0)Zvb(258928,f[c>>2]|0)|0;e=v+44+(h[(J+76|0)>>0]<<3)|0;wdb(J,v+60|0,e,f[(z+96|0)>>2]|0);c=f[r>>2]|0;do if(!(c&32768))if(!(c&8388608)){f[(a+104|0)>>2]=s;f[((a+104|0)+4|0)>>2]=f[(s+52|0)>>2]&56;f[((a+104|0)+44|0)>>2]=0;break}else{q=!(+n[v+28>>2]>=0.0);f[(a+104|0)>>2]=s;c=f[(s+52|0)>>2]|0;f[((a+104|0)+4|0)>>2]=c&56;f[((a+104|0)+44|0)>>2]=0;if(q)break;else{I=c;K=102;break}}else{f[(a+104|0)>>2]=s;I=f[(s+52|0)>>2]|0;f[((a+104|0)+4|0)>>2]=I&56;f[((a+104|0)+44|0)>>2]=0;K=102}while(0);if((K|0)==102){K=0;f[((a+104|0)+4|0)>>2]=I&24}f[((a+104|0)+48|0)>>2]=f[e>>2];Kdb(f[(z+100|0)>>2]|0,a,v+8|0,56,a+48|0,f[(z+20|0)>>2]|0);Ldb(a+104|0,a);c=f[(s+24|0)>>2]|0;g=(f[(v+64|0)>>2]|0)-(f[(v+60|0)>>2]|0)>>2;e=(X(g,c)|0)+l|0;if(!(f[(s+12|0)>>2]|0))me(4,f[s+36>>2]|0,c|0,g|0);else pe(4,c|0,f[s+48>>2]|0,0+(f[s+20>>2]|0)+(f[s+36>>2]<<1)|0,g|0);if(k){k=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;Gwb(258928,0)|0;c=f[64788]|0;if((f[r>>2]&16512|0)==128){Ewb(258928,c|1)|0;xwb(258928,1)|0}else{Ewb(258928,c|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0;c=f[(s+24|0)>>2]|0;g=(f[(v+64|0)>>2]|0)-(f[(v+60|0)>>2]|0)>>2;e=(X(g,c)|0)+e|0;if(!(f[(s+12|0)>>2]|0))me(4,f[s+36>>2]|0,c|0,g|0);else pe(4,c|0,f[s+48>>2]|0,0+(f[s+20>>2]|0)+(f[s+36>>2]<<1)|0,g|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,k<<24>>24!=0)|0;g=d+1|0}else g=d;rf(f[((a+104|0)+52|0)>>2]|0,0);rf(f[((a+104|0)+56|0)>>2]|0,0);rf(f[((a+104|0)+60|0)>>2]|0,0);d=f[((a+104|0)+44|0)>>2]|0;if(d|0){c=(a+104|0)+8|0;do{ke(f[c>>2]|0);c=c+4|0}while((c|0)!=((a+104|0)+8+(d<<2)|0|0))}r=g;q=e}c=t;t=f[t>>2]|0;if((f[v+72>>2]|0)>>>0<=(f[f[(z+40|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];Mdb(x+12|0,a+104|0)|0}if(!t){m=q;o=r;break}else{l=q;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);k=m;l=o}else w=1}if(w)if(1){k=y;l=i}c=j;j=f[j>>2]|0;if((f[x+36>>2]|0)>>>0<=(f[f[(z+40|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];bcb(D,a+104|0)|0}if(!j){d=k;e=l;break}else{y=k;i=l}}}H=d;J=e;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}f[a+1624>>2]=K}function fgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0;y=f[a+192>>2]|0;F=f[a+208>>2]|0;G=f[a+216>>2]|0;c=f[a+408>>2]|0;j=f[a+432>>2]|0;z=f[a+576>>2]|0;A=f[a+608>>2]|0;B=f[a+640>>2]|0;C=f[a+672>>2]|0;D=f[a+712>>2]|0;E=f[a+744>>2]|0;J=f[a+1672>>2]|0;K=f[a+1728>>2]|0;a:{if(!(f[F+12>>2]|0)){G=c;J=j;F=y+100|0;F=f[F>>2]|0;H=f[F>>2]|0;G=H+G|0;f[F>>2]=G;F=y+104|0;F=f[F>>2]|0;G=f[F>>2]|0;G=G+J|0;f[F>>2]=G;F=B<<24>>24!=0;G=C<<24>>24!=0;H=D<<24>>24!=0;I=E<<24>>24!=0;jwb(258928,F,G,H,I)|0;I=A<<24>>24!=0;kwb(258928,I)|0;qwb(258928,z)|0;u=a;f[a+1800>>2]=6;f[a+1804>>2]=J|0;break a}Ewb(258928,f[64788]&-49|32)|0;qwb(258928,515)|0;if((b[f[y>>2]>>0]|0)==1){kwb(258928,0)|0;jwb(258928,0,0,0,0)|0}s=f[y+8>>2]|0;t=f[y+12>>2]|0;v=f[(y+16|0)>>2]|0;w=f[y+20>>2]|0;x=f[y+24>>2]|0;i=f[f[y+28>>2]>>2]|0;k=f[f[y+32>>2]>>2]|0;f[(a+64|0)>>2]=f[J>>2];f[(a+64|0)+4>>2]=s;f[(a+64|0)+8>>2]=t;f[(a+64|0)+12>>2]=v;f[(a+64|0)+16>>2]=w;f[(a+64|0)+20>>2]=x;f[(a+64|0)+24>>2]=i;f[(a+64|0)+28>>2]=k;f[((a+64|0)+32|0)>>2]=0;k=f[F+8>>2]|0;i=1;if(i){i=0;if(!k){d=c;e=j}else i=1}if(i)if(1){x=c;while(1){w=k;v=1;if(v){v=0;if(!(b[w+32>>0]|0)){i=f[w+8>>2]|0;f[(a+48|0)>>2]=f[(i+152|0)>>2];f[(a+48|0)+4>>2]=f[(i+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(i+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(i+152|0)+12>>2];d=fIa(i,f[f[(y+40|0)>>2]>>2]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){mIa(a+104|0,i,f[f[(y+40|0)>>2]>>2]|0,1,(f[(f[(y+16|0)>>2]|0)+384>>2]|0)!=0,f[(y+44|0)>>2]|0);c=f[(a+104|0)>>2]|0;t=f[((a+104|0)+4|0)>>2]|0;f[(a+104|0)>>2]=0;f[((a+104|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=t;if(d){iOb(d);c=f[((a+104|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){o=x;q=j}else{H=c;K=100}}else{H=c;K=100}if((K|0)==100){K=0;c=f[H+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Fdb(a+64|0,a,i);d=f[a>>2]|0;e=f[d+136>>2]|0;if((e|0)>-1){c=f[i+80>>2]|0;if(!c)c=0;else c=f[c+8>>2]|0;Uvb(258928,f[((a+64|0)+32|0)>>2]|0)|0;Vvb(258928,c)|0;t=f[((a+64|0)+32|0)>>2]|0;f[((a+64|0)+32|0)>>2]=t+1;df(e|0,t|0)}c=f[d+140>>2]|0;if((c|0)>-1)bf(c|0,+(1.0/+n[i+200>>2]));e=f[w+20>>2]|0;c=1;if(c){c=0;if(!e){o=x;q=j}else c=1}if(c)if(1){l=x;d=j;s=e;while(1){t=s;c=1;if(c){c=0;if((f[(t+60|0)>>2]|0)==(f[(t+64|0)>>2]|0)){r=d;g=l}else c=1}if(c)if(1){c=d+1|0;r=f[(t+8|0)>>2]|0;if(!(f[(t+16|0)>>2]&1))rwb(258928,+n[f[(y+56|0)>>2]>>2],+n[f[(y+60|0)>>2]>>2])|0;else{L=1.0-+p[(J+16|0)>>3];rwb(258928,L*+n[t+20>>2],L*+n[t+24>>2])|0}if(!(f[(t+16|0)>>2]&4096))Dwb(258928,519)|0;else c=(zdb(J,f[t+12>>2]|0,f[(y+64|0)>>2]|0)|0)+c|0;if(f[(t+16|0)>>2]&128|0){q=h[(J+77|0)>>0]|h[(J+77|0)+1>>0]<<8|128;b[(J+77|0)>>0]=q;b[(J+77|0)+1>>0]=q>>8}if((b[f[(y+68|0)>>2]>>0]|0)==2){i=f[(t+16|0)>>2]&128;Ewb(258928,f[64788]|i>>>6|32)|0;xwb(258928,((i&255)>>>6|32)&255)|0;Awb(258928,7680,7680,7681)|0;i=1}else{i=f[(t+16|0)>>2]|0;i=Gdb(f[(y+76|0)>>2]|0,(i&128|0)!=0,0,(i&16384|0)!=0,G)|0}d=f[(r+12|0)>>2]|0;if(d|0)Zvb(258928,f[d>>2]|0)|0;e=t+44+(h[(J+76|0)>>0]<<3)|0;wdb(J,t+60|0,e,f[(y+92|0)>>2]|0);d=f[(t+16|0)>>2]|0;do if(!(d&32768))if(!(d&8388608)){f[(a+104|0)>>2]=r;f[((a+104|0)+4|0)>>2]=f[r+52>>2]&448;f[((a+104|0)+44|0)>>2]=0;break}else{q=!(+n[t+28>>2]>=0.0);f[(a+104|0)>>2]=r;d=f[r+52>>2]|0;f[((a+104|0)+4|0)>>2]=d&448;f[((a+104|0)+44|0)>>2]=0;if(q)break;else{I=d;K=129;break}}else{f[(a+104|0)>>2]=r;I=f[r+52>>2]|0;f[((a+104|0)+4|0)>>2]=I&448;f[((a+104|0)+44|0)>>2]=0;K=129}while(0);if((K|0)==129){K=0;f[((a+104|0)+4|0)>>2]=I&192}f[((a+104|0)+48|0)>>2]=f[e>>2];Kdb(f[(y+96|0)>>2]|0,a,t+8|0,448,a+48|0,f[(y+16|0)>>2]|0);Ldb(a+104|0,a);d=f[(r+28|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+l|0;if(!(f[(r+12|0)>>2]|0))me(1,f[r+40>>2]|0,d|0,e|0);else pe(1,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+40>>2]<<1)|0,e|0);if(i){i=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;d=(f[(t+16|0)>>2]&16512|0)==128;e=f[64788]|0;if((b[f[(y+68|0)>>2]>>0]|0)==2){if(d){Ewb(258928,e|17)|0;xwb(258928,17)|0}else{Ewb(258928,e|16)|0;xwb(258928,16)|0}Awb(258928,7680,7681,7681)|0}else{if(d){Ewb(258928,e|1)|0;xwb(258928,1)|0}else{Ewb(258928,e|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0}d=f[(r+28|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+g|0;if(!(f[(r+12|0)>>2]|0))me(1,f[r+40>>2]|0,d|0,e|0);else pe(1,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+40>>2]<<1)|0,e|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,i<<24>>24!=0)|0;c=c+1|0}rf(f[((a+104|0)+52|0)>>2]|0,0);rf(f[((a+104|0)+56|0)>>2]|0,0);rf(f[((a+104|0)+60|0)>>2]|0,0);e=f[((a+104|0)+44|0)>>2]|0;if(e|0){d=(a+104|0)+8|0;do{ke(f[d>>2]|0);d=d+4|0}while((d|0)!=((a+104|0)+8+(e<<2)|0|0))}r=c}c=s;s=f[s>>2]|0;if((f[t+72>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];Mdb(w+12|0,a+104|0)|0}if(!s){o=g;q=r;break}else{l=g;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);l=o;m=q}else v=1}if(v)if(1){l=x;m=j}c=k;k=f[k>>2]|0;if((f[w+36>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];bcb(F,a+104|0)|0}if(!k){d=l;e=m;break}else{x=l;j=m}}}G=d;J=e;F=y+100|0;F=f[F>>2]|0;H=f[F>>2]|0;G=H+G|0;f[F>>2]=G;F=y+104|0;F=f[F>>2]|0;G=f[F>>2]|0;G=G+J|0;f[F>>2]=G;F=B<<24>>24!=0;G=C<<24>>24!=0;H=D<<24>>24!=0;I=E<<24>>24!=0;jwb(258928,F,G,H,I)|0;I=A<<24>>24!=0;kwb(258928,I)|0;qwb(258928,z)|0;u=a;f[a+1800>>2]=6;f[a+1804>>2]=J|0;break a}f[a+1728>>2]=K}function ggb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0;y=f[a+192>>2]|0;z=f[a+208>>2]|0;A=f[a+216>>2]|0;c=f[a+400>>2]|0;j=f[a+424>>2]|0;D=f[a+1496>>2]|0;E=f[a+1552>>2]|0;a:{if(!(f[z+12>>2]|0)){B=c;D=j;C=y+88|0;C=f[C>>2]|0;A=f[C>>2]|0;B=A+B|0;f[C>>2]=B;C=y+92|0;C=f[C>>2]|0;B=f[C>>2]|0;B=B+D|0;f[C>>2]=B;u=a;f[a+1624>>2]=6;f[a+1628>>2]=D|0;break a}Ewb(258928,f[64788]&-49|16)|0;k=f[f[y>>2]>>2]|0;F=f[y+8>>2]|0;s=f[y+12>>2]|0;t=f[(y+16|0)>>2]|0;v=f[y+20>>2]|0;w=f[y+24>>2]|0;x=f[f[y+28>>2]>>2]|0;i=f[f[y+32>>2]>>2]|0;f[(a+64|0)>>2]=f[D>>2];f[(a+64|0)+4>>2]=F;f[(a+64|0)+8>>2]=s;f[(a+64|0)+12>>2]=t;f[(a+64|0)+16>>2]=v;f[(a+64|0)+20>>2]=w;f[(a+64|0)+24>>2]=x;f[(a+64|0)+28>>2]=i;f[(a+64|0)+32>>2]=0;f[((a+64|0)+36|0)>>2]=k;k=f[z+8>>2]|0;i=1;if(i){i=0;if(!k){d=c;e=j}else i=1}if(i)if(1){x=c;while(1){w=k;v=1;if(v){v=0;if(!(b[w+32>>0]|0)){e=f[w+8>>2]|0;f[(a+48|0)>>2]=f[(e+152|0)>>2];f[(a+48|0)+4>>2]=f[(e+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(e+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(e+152|0)+12>>2];d=gIa(e,f[f[(y+40|0)>>2]>>2]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){nIa(a+112|0,e,f[f[(y+40|0)>>2]>>2]|0,1,b[f[(y+44|0)>>2]>>0]|0,b[f[(y+48|0)>>2]>>0]|0,(f[(f[(y+16|0)>>2]|0)+384>>2]|0)!=0,f[(y+52|0)>>2]|0);c=f[(a+112|0)>>2]|0;F=f[((a+112|0)+4|0)>>2]|0;f[(a+112|0)>>2]=0;f[((a+112|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=F;if(d){iOb(d);c=f[((a+112|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){o=x;q=j}else{B=c;E=76}}else{B=c;E=76}if((E|0)==76){E=0;c=f[B+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Fdb(a+64|0,a,e);c=f[(f[a>>2]|0)+132>>2]|0;if((c|0)>-1)bf(c|0,+(+n[((a+64|0)+36|0)>>2]));e=f[w+20>>2]|0;c=1;if(c){c=0;if(!e){o=x;q=j}else c=1}if(c)if(1){l=x;d=j;s=e;while(1){t=s;c=1;if(c){c=0;if((f[(t+60|0)>>2]|0)==(f[(t+64|0)>>2]|0)){r=d;g=l}else c=1}if(c)if(1){c=d+1|0;r=f[(t+8|0)>>2]|0;if(!(f[(t+16|0)>>2]&1))rwb(258928,+n[f[(y+56|0)>>2]>>2],+n[f[(y+60|0)>>2]>>2])|0;else{G=1.0-+p[(D+16|0)>>3];rwb(258928,G*+n[t+20>>2],G*+n[t+24>>2])|0}if(!(f[(t+16|0)>>2]&4096))Dwb(258928,519)|0;else c=(zdb(D,f[t+12>>2]|0,f[(y+64|0)>>2]|0)|0)+c|0;d=f[(t+16|0)>>2]|0;if(d&128){d=h[(D+77|0)>>0]|h[(D+77|0)+1>>0]<<8|128;b[(D+77|0)>>0]=d;b[(D+77|0)+1>>0]=d>>8;d=f[(t+16|0)>>2]|0}i=Gdb(f[(y+68|0)>>2]|0,(d&128|0)!=0,0,(d&16384|0)!=0,A)|0;d=f[(r+12|0)>>2]|0;if(d|0)Zvb(258928,f[d>>2]|0)|0;e=t+44+(h[(D+76|0)>>0]<<3)|0;wdb(D,t+60|0,e,f[(y+80|0)>>2]|0);d=f[(t+16|0)>>2]|0;do if(!(d&32768))if(!(d&8388608)){f[(a+112|0)>>2]=r;f[((a+112|0)+4|0)>>2]=f[r+52>>2]&3584;f[((a+112|0)+44|0)>>2]=0;break}else{F=!(+n[t+28>>2]>=0.0);f[(a+112|0)>>2]=r;d=f[r+52>>2]|0;f[((a+112|0)+4|0)>>2]=d&3584;f[((a+112|0)+44|0)>>2]=0;if(F)break;else{C=d;E=98;break}}else{f[(a+112|0)>>2]=r;C=f[r+52>>2]|0;f[((a+112|0)+4|0)>>2]=C&3584;f[((a+112|0)+44|0)>>2]=0;E=98}while(0);if((E|0)==98){E=0;f[((a+112|0)+4|0)>>2]=C&1536}f[((a+112|0)+48|0)>>2]=f[e>>2];Kdb(f[(y+84|0)>>2]|0,a,t+8|0,3584,a+48|0,f[(y+16|0)>>2]|0);Ldb(a+112|0,a);d=f[(r+32|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+l|0;if(!(f[(r+12|0)>>2]|0))me(0,f[r+44>>2]|0,d|0,e|0);else pe(0,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+44>>2]<<1)|0,e|0);if(i){i=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;d=f[64788]|0;if((f[(t+16|0)>>2]&16512|0)==128){Ewb(258928,d|1)|0;xwb(258928,1)|0}else{Ewb(258928,d|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0;d=f[(r+32|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+g|0;if(!(f[(r+12|0)>>2]|0))me(0,f[r+44>>2]|0,d|0,e|0);else pe(0,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+44>>2]<<1)|0,e|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,i<<24>>24!=0)|0;c=c+1|0}rf(f[((a+112|0)+52|0)>>2]|0,0);rf(f[((a+112|0)+56|0)>>2]|0,0);rf(f[((a+112|0)+60|0)>>2]|0,0);e=f[((a+112|0)+44|0)>>2]|0;if(e|0){d=(a+112|0)+8|0;do{ke(f[d>>2]|0);d=d+4|0}while((d|0)!=((a+112|0)+8+(e<<2)|0|0))}r=c}c=s;s=f[s>>2]|0;if((f[t+72>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+104|0)>>2]=c;f[(a+112|0)>>2]=f[(a+104|0)>>2];Mdb(w+12|0,a+112|0)|0}if(!s){o=g;q=r;break}else{l=g;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);l=o;m=q}else v=1}if(v)if(1){l=x;m=j}c=k;k=f[k>>2]|0;if((f[w+36>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+104|0)>>2]=c;f[(a+112|0)>>2]=f[(a+104|0)>>2];bcb(z,a+112|0)|0}if(!k){d=l;e=m;break}else{x=l;j=m}}}C=d;F=e;D=y+88|0;D=f[D>>2]|0;B=f[D>>2]|0;C=B+C|0;f[D>>2]=C;D=y+92|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+F|0;f[D>>2]=C;u=a;f[a+1624>>2]=6;f[a+1628>>2]=F|0;break a}f[a+1552>>2]=E}
+function O7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;K=0;O=u;u=u+6400|0;f[(O+24|0)>>2]=a;J=(O+24|0)+4|0;f[J>>2]=g;F=(O+24|0)+8|0;f[F>>2]=h;f[(O+24|0)+12>>2]=0;if(!c)K=4;else{l=+n[c>>2];k=+n[c+4>>2];j=+n[c+8>>2];if(l!=0.0|k!=0.0|j!=0.0){t=l<0.0?-l:l;w=k<0.0?-k:k;v=j<0.0?-j:j;y=v>t?2:0;o=t>w;m=v>w;x=f[d+4>>2]|0}else K=4}if((K|0)==4){o=(f[d>>2]|0)+1|0;x=f[d+4>>2]|0;t=+n[(b+(x*12|0)|0)>>2];if((o|0)==2){g=b+(x*12|0)|0;l=0.0;p=0.0;k=0.0;j=t}else{g=b+(x*12|0)|0;l=0.0;p=0.0;k=0.0;h=d+8|0;q=t;while(1){c=f[h>>2]|0;h=h+4|0;v=+n[b+(c*12|0)+4>>2];w=+n[g+4>>2];r=+n[b+(c*12|0)+8>>2];s=+n[g+8>>2];k=k+(v+w)*(r-s);j=+n[(b+(c*12|0)|0)>>2];p=p+(r+s)*(j-q);l=l+(v-w)*(q+j);if((h|0)==(d+(o<<2)|0|0)){g=b+(c*12|0)|0;break}else{g=b+(c*12|0)|0;q=j}}}v=+n[b+(x*12|0)+4>>2];s=+n[g+4>>2];q=+n[b+(x*12|0)+8>>2];r=+n[g+8>>2];w=k+(v+s)*(q-r);k=p+(t-j)*(q+r);l=l+(t+j)*(v-s);j=w<0.0?-w:w;k=k<0.0?-k:k;l=l<0.0?-l:l;a:do if(l<9.999999974752427e-07&(j<9.999999974752427e-07&k<9.999999974752427e-07)){m=b+(x*12|0)|0;h=g;c=d+8|0;q=t;p=s;while(1){if((c|0)==(d+(o<<2)|0|0))break a;g=f[c>>2]|0;l=p;p=+n[m+4>>2];j=r;r=+n[m+8>>2];j=(+n[b+(g*12|0)+4>>2]-p)*(r-j);k=(+n[b+(g*12|0)+8>>2]-r)*(q-+n[h>>2]);w=q;q=+n[(b+(g*12|0)|0)>>2];l=(q-w)*(p-l);j=j<0.0?-j:j;k=k<0.0?-k:k;l=l<0.0?-l:l;if(j>1.000000013351432e-10|k>1.000000013351432e-10|l>1.000000013351432e-10)break;else{h=m;m=b+(g*12|0)|0;c=c+4|0}}}while(0);y=l>j?2:0;o=j>k;m=l>k}y=o?y:m?2:1;f[(O+24|0)+16>>2]=y;z=(O+24|0)+24|0;f[z>>2]=0;A=(O+24|0)+20|0;f[A>>2]=0;h=b+(x*12|0)|0;f[(O+12|0)>>2]=f[h>>2];f[(O+12|0)+4>>2]=f[h+4>>2];f[(O+12|0)+8>>2]=f[h+8>>2];f[O>>2]=f[h>>2];f[O+4>>2]=f[h+4>>2];f[O+8>>2]=f[h+8>>2];h=d;do{o=h+4|0;m=f[h>>2]|0;m=(m|0)>-1?m:0-m|0;c=o;do{g=f[c>>2]|0;c=c+4|0;j=+n[b+(g*12|0)>>2];if(j<+n[(O+12|0)>>2]){B=O+12|0;K=14}else if(j>+n[O>>2]){B=O;K=14}if((K|0)==14){K=0;n[B>>2]=j}j=+n[b+(g*12|0)+4>>2];if(j<+n[((O+12|0)+4|0)>>2]){C=O+12|0;K=17}else if(j>+n[(O+4|0)>>2]){C=O;K=17}if((K|0)==17){K=0;n[C+4>>2]=j}j=+n[b+(g*12|0)+8>>2];if(j<+n[((O+12|0)+8|0)>>2]){E=O+12|0;K=20}else if(j>+n[(O+8|0)>>2]){E=O;K=20}if((K|0)==20){K=0;n[E+8>>2]=j}}while((c|0)!=(o+(m<<2)|0|0));h=h+8+(((m<<2)+-4|0)>>>2<<2)|0}while((h|0)!=(e|0));p=+n[(O+12|0)>>2];q=+n[O>>2];r=+n[((O+12|0)+4|0)>>2];s=+n[(O+4|0)>>2];t=+n[((O+12|0)+8|0)>>2];v=+n[(O+8|0)>>2];j=q-p!=0.0?2.0/(q-p):q-p;k=s-r!=0.0?2.0/(s-r):s-r;l=v-t!=0.0?2.0/(v-t):v-t;w=q-p<s-r?s-r:q-p;w=(w<v-t?v-t:w)*9.999999974752427e-07;b:do{g=1;if(g){g=0;if((d|0)==(e|0)){L=0;M=0;K=450}else g=1}if(g)if(1){C=0;E=0;f[O+80>>2]=a;f[O+88>>2]=b;f[O+112>>2]=e;f[O+152>>2]=I;f[O+216>>2]=C;f[O+240>>2]=E;f[O+280>>2]=d;f[O+488>>2]=y;f[O+520>>2]=L;f[O+528>>2]=N;f[O+1040>>2]=M;f[O+1048>>2]=i;n[O+1904>>2]=j;n[O+1912>>2]=k;n[O+1920>>2]=l;f[O+1944>>2]=J;f[O+2200>>2]=F;f[O+2640>>2]=z;f[O+2648>>2]=A;n[O+3456>>2]=p;n[O+3464>>2]=q;n[O+3504>>2]=r;n[O+3536>>2]=s;n[O+3592>>2]=t;n[O+3632>>2]=v;n[O+3872>>2]=w;f[O+6072>>2]=K;f[O+6176>>2]=0;f[O+6180>>2]=0;sbb(O);L=f[O+520>>2]|0;N=f[O+528>>2]|0;M=f[O+1040>>2]|0;i=f[O+1048>>2]|0;K=f[O+6072>>2]|0;G=f[O+6176>>2]|0;D=f[O+6180>>2]|0;H=+n[O+6180>>2];f[O+6176>>2]=0;f[O+6180>>2]=0;if((G|0)==6)return D|0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break b}}}while(0);if((K|0)==450){g=f[z>>2]|0;if(!g){N=L;i=M}else{do{N=g;g=f[g>>2]|0;$zb(N)}while((g|0)!=0);f[z>>2]=g;N=L;i=M}}if(i|0)do{h=i;i=f[i>>2]|0;g=f[(h+8|0)>>2]|0;if(g|0)do{f[(h+8|0)>>2]=f[g>>2];$zb(g);g=f[(h+8|0)>>2]|0}while((g|0)!=0);$zb(h)}while((i|0)!=0);g=f[A>>2]|0;if(g|0){do{c=g;g=f[g>>2]|0;i=f[(c+4|0)>>2]|0;h=f[i+24>>2]|0;if(h){$zb(h);i=f[(c+4|0)>>2]|0}$zb(i);$zb(c)}while((g|0)!=0);f[A>>2]=g}N=N^1;u=O;return N|0}function P7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;e=c-b|0;a:do if(e>>>0>=2){u=c+-1|0;v=a+(u<<2)|0;w=a+(c<<2)|0;t=d;d=e;while(1){if((t|0)==0|d>>>0<33)break;d=a+(b<<2)|0;e=f[d>>2]|0;j=a+((b+c|0)>>>1<<2)|0;h=f[j>>2]|0;m=+n[(f[e+4>>2]|0)+20>>2];o=+n[(f[h+4>>2]|0)+20>>2];if(m==o){s=f[e+20>>2]|0;g=f[h+20>>2]|0;g=(s|0)==(g|0)?0:(s|0)<(g|0)?-1:1}else g=m<o?-1:1;i=f[v>>2]|0;p=+n[(f[i+4>>2]|0)+20>>2];if(m==p){s=f[e+20>>2]|0;e=f[i+20>>2]|0;e=(s|0)==(e|0)?0:(s|0)<(e|0)?-1:1}else e=m<p?-1:1;e=(e|0)<0;do if((g|0)<0){if(!e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)==(d|0)){d=v;break}else d=(e|0)<(d|0)?-1:1}d=(d|0)<0?j:v}else{if(e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)!=(d|0)){d=(e|0)<(d|0)?-1:1;x=31}}else x=31;if((x|0)==31){x=0;if((d|0)<0){d=v;break}}d=j}while(0);s=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=s;s=u;d=b;e=b;g=u;b:while(1){r=d;while(1){c:do if(e>>>0<c>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+20>>2];i=i+20|0;while(1){h=f[a+(e<<2)>>2]|0;p=+n[(f[h+4>>2]|0)+20>>2];d=p<m?-1:1;if(p==m){d=f[h+20>>2]|0;h=f[i>>2]|0;if((d|0)==(h|0)){q=e;break c}else d=(d|0)<(h|0)?-1:1}if((d|0)>=0){q=e;break c}e=e+1|0;if(e>>>0>=c>>>0){q=e;break}}}else q=e;while(0);d:do if(g>>>0>b>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+20>>2];i=i+20|0;do{e=f[a+(g<<2)>>2]|0;p=+n[(f[e+4>>2]|0)+20>>2];d=m<p?-1:1;if(m==p){h=f[i>>2]|0;d=f[e+20>>2]|0;if((h|0)==(d|0))break d;else d=(h|0)<(d|0)?-1:1}if((d|0)>=0)break d;g=g+-1|0}while(g>>>0>b>>>0)}while(0);if(q>>>0>=g>>>0)break b;e=a+(q<<2)|0;l=a+(g<<2)|0;i=f[e>>2]|0;f[e>>2]=f[l>>2];f[l>>2]=i;d=f[e>>2]|0;h=f[w>>2]|0;m=+n[(f[h+4>>2]|0)+20>>2];j=d;k=i;if(+n[(f[d+4>>2]|0)+20>>2]==m)if((f[d+20>>2]|0)==(f[h+20>>2]|0)){d=a+(r<<2)|0;if((r|0)==(q|0))i=k;else{k=f[d>>2]|0;f[d>>2]=j;f[e>>2]=k;k=f[w>>2]|0;i=f[l>>2]|0;h=k;m=+n[(f[k+4>>2]|0)+20>>2]}d=r+1|0;e=q+1|0;k=i}else{d=r;e=q}else{d=r;e=q}if(!(+n[(f[k+4>>2]|0)+20>>2]==m)){r=d;continue}if((f[k+20>>2]|0)==(f[h+20>>2]|0))break;else r=d}h=a+(s<<2)|0;if((g|0)!=(s|0)){f[l>>2]=f[h>>2];f[h>>2]=i}s=s+-1|0;g=g+-1|0}d=a+(q<<2)|0;if((q|0)!=(c|0)){l=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=l}if(q>>>0>r>>>0){e=q+-1|0;e:do if(b>>>0<r>>>0){d=b;while(1){if(e>>>0<r>>>0)break e;g=a+(d<<2)|0;h=a+(e<<2)|0;if((d|0)!=(e|0)){l=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=l}d=d+1|0;e=e+-1|0;if(d>>>0>=r>>>0){d=e;break}}}else d=e;while(0);P7a(a,b,d,t+-1|0)}b=q+1|0;f:do if(u>>>0>s>>>0){d=u;while(1){if(b>>>0>s>>>0)break;e=a+(b<<2)|0;g=a+(d<<2)|0;if((b|0)!=(d|0)){r=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=r}d=d+-1|0;b=b+1|0;if(d>>>0<=s>>>0)break f}b=d+1|0}while(0);d=c-b|0;if(d>>>0<2)break a;else t=t+-1|0}d=b+1|0;if(d>>>0>c>>>0)return;do{g:do if(d>>>0>b>>>0){i=d;h=f[a+(d<<2)>>2]|0;do{k=i;i=i+-1|0;j=a+(i<<2)|0;g=f[j>>2]|0;k=a+(k<<2)|0;o=+n[(f[g+4>>2]|0)+20>>2];p=+n[(f[h+4>>2]|0)+20>>2];e=o<p?-1:1;l=g;if(o==p){g=f[g+20>>2]|0;e=f[h+20>>2]|0;if((g|0)==(e|0))break g;else e=(g|0)<(e|0)?-1:1}if((e|0)<=0)break g;h=f[k>>2]|0;f[k>>2]=l;f[j>>2]=h}while(i>>>0>b>>>0)}while(0);d=d+1|0}while(d>>>0<=c>>>0);return}while(0);if(b>>>0>=c>>>0)return;j=a+(b<<2)|0;d=f[j>>2]|0;g=a+(c<<2)|0;e=f[g>>2]|0;o=+n[(f[d+4>>2]|0)+20>>2];p=+n[(f[e+4>>2]|0)+20>>2];b=o<p?-1:1;h=d;i=e;if(o==p){d=f[d+20>>2]|0;b=f[e+20>>2]|0;if((d|0)==(b|0))return;else b=(d|0)<(b|0)?-1:1}if((b|0)<=0)return;f[j>>2]=i;f[g>>2]=h;return}function Q7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;var g=0.0,h=0.0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;I=u;u=u+32|0;z=I;G=f[b+16>>2]|0;E=b+12|0;F=f[E>>2]|0;D=f[c+16>>2]|0;B=c+12|0;C=f[B>>2]|0;if((F|0)==(C|0)|((G|0)==(D|0)|((F|0)==0|(C|0)==0))){u=I;return}if((f[G+12>>2]|0)==(f[D+12>>2]|0)){u=I;return}b=f[F+12>>2]|0;c=f[C+12>>2]|0;if((b|0)==(c|0)){u=I;return}w=+n[G+16>>2];x=+n[F+16>>2]-w;p=+n[G+20>>2];q=+n[F+20>>2]-p;g=+n[C+16>>2];h=+n[C+20>>2];if(x*(h-p)<q*(g-w)){u=I;return}m=+n[D+16>>2];l=g-m;o=+n[D+20>>2];g=h-o;m=m-w;o=o-p;h=q*l-x*g;if(h>-1.000000013351432e-10&h<1.000000013351432e-10){u=I;return}y=1.0/h;A=(l*o-m*g)*y;y=(x*o-q*m)*y;if(A<d|y<e){u=I;return}if((b|0)<0){if(A>1.0){u=I;return}}else if(A>=.9999989867210388){u=I;return}if((c|0)<0){if(y>1.0){u=I;return}}else if(y>=.9999989867210388){u=I;return}p=p+A*q;b=a+24|0;c=f[b>>2]|0;a:do if(!c)c=0;else while(1){if(p<=+n[(f[c+4>>2]|0)+20>>2]+9.999999974752427e-07)break a;b=f[c>>2]|0;if(!b){b=c;c=0;break}else{v=c;c=b;b=v}}while(0);r=F+12|0;s=C+12|0;b:do if(c){while(1){i=f[c+4>>2]|0;g=+n[i+20>>2];if(p<=g+9.999999974752427e-07)break b;if((f[c+20>>2]|0)!=5)break b;i=f[i+12>>2]|0;j=f[r>>2]|0;if((i|0)==(j|0))break b;k=f[s>>2]|0;if((i|0)==(k|0))break b;if((f[(f[c+12>>2]|0)+12>>2]|0)==(k|0))if(g==p?(f[(f[c+16>>2]|0)+12>>2]|0)==(j|0):0)break;b=f[c>>2]|0;if(!b){b=c;break b}else{v=c;c=b;b=v}}u=I;return}while(0);o=+n[G>>2];n[z>>2]=o+A*(+n[F>>2]-o);o=+n[G+4>>2];n[z+4>>2]=o+A*(+n[F+4>>2]-o);o=+n[G+8>>2];n[z+8>>2]=o+A*(+n[F+8>>2]-o);o=w+A*x;n[z+16>>2]=o;n[z+20>>2]=p;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,28)|0;f[j+20>>2]=5;k=j+8|0;f[k>>2]=0;r=j+4|0;f[r>>2]=0;s=f[a>>2]|0;i=a+12|0;J=f[i>>2]|0;c=J+-1|0;f[i>>2]=c;i=f[a+16>>2]|0;t=a+20|0;v=f[s>>2]|0;v=Rg[f[f[v>>2]>>2]&255](v,28)|0;if((J|0)>0){J=z+(c*12|0)|0;f[v>>2]=f[J>>2];f[v+4>>2]=f[J+4>>2];f[v+8>>2]=f[J+8>>2]}else{f[v>>2]=f[z>>2];f[v+4>>2]=f[z+4>>2];f[v+8>>2]=f[z+8>>2]}f[v+12>>2]=c;g=+n[v>>2];m=+n[v+4>>2];l=+n[v+8>>2];switch(i|0){case 0:{h=l;g=m;H=31;break}case 1:{h=g;g=l;H=31;break}case 2:{h=m;H=31;break}default:{c=v+16|0;i=v+20|0}}if((H|0)==31){c=v+16|0;n[c>>2]=g;i=v+20|0;n[i>>2]=h}f[v+24>>2]=0;J=f[s>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=v;f[J>>2]=f[t>>2];f[t>>2]=J;n[c>>2]=o;n[i>>2]=p;f[k>>2]=v;f[r>>2]=v;f[j>>2]=f[b>>2];f[b>>2]=j;f[j+12>>2]=f[B>>2];f[j+16>>2]=f[E>>2];J=f[r>>2]|0;f[B>>2]=J;f[E>>2]=J;J=f[f[a>>2]>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,40)|0;f[(f[r>>2]|0)+24>>2]=J;V7a(J,0,G,F,A);V7a(J,1,D,C,y);u=I;return}function R7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+n[a+20>>2];k=+n[c+20>>2];f=l-k;if((f<0.0?-f:f)<9.999999974752427e-07){f=+n[a+16>>2];h=+n[c+16>>2];if(f<h){e=1;return e|0}if(!(f==h)){e=0;return e|0}g=(+n[b+16>>2]-f)*(+n[d+20>>2]-k);f=(+n[d+16>>2]-h)*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}else return g<f+9.999999974752427e-07&e|0}g=+n[d+20>>2];i=l-g;j=+n[a+16>>2];if((i<0.0?-i:i)<9.999999974752427e-07){f=+n[d+16>>2];if(j<f){e=1;return e|0}if(!(j==f)){e=0;return e|0}g=(g-k)*(+n[b+16>>2]-j);f=(f-+n[c+16>>2])*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}e=g<f+9.999999974752427e-07&e;return e|0}i=+n[c+16>>2];h=(j-i)/f;i=+n[d+16>>2]-i;f=g-k;g=i/f;if(h<g+-9.999999974752427e-07){e=1;return e|0}if(h<g+9.999999974752427e-07){g=f*(+n[b+16>>2]-j);f=i*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}if(g<f+9.999999974752427e-07&e){e=1;return e|0}}e=0;return e|0}function S7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0;w=c+8|0;x=c+4|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+12|0;r=d+24|0;s=d+16|0;t=d+20|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+20>>2];m=f[g+4>>2]|0;k=+n[m+20>>2];if(j!=k){z=+n[l+16>>2];if(!((j-k)*(+n[s>>2]-z)>=(z-+n[m+16>>2])*(+n[t>>2]-j)))y=8;else break}else{j=+n[m+16>>2];k=+n[l+16>>2];if(j>k)break;if(j==k)$zb(a);else y=8}if((y|0)==8){y=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);else $h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){y=28;break}}g=f[x>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+16>>2]!=+n[m+16>>2])y=18;else if(+n[l+20>>2]!=+n[m+20>>2])y=18;do if((y|0)==18){y=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);break}else{$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[x>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){y=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=g+4|0;m=f[o>>2]|0;f[w>>2]=f[m+8>>2];m=f[m+4>>2]|0;f[x>>2]=m;f[m>>2]=c;$zb(f[o>>2]|0);$zb(g);g=f[x>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((y|0)==28)return}function T7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0.0;w=c+8|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+12|0;r=d+24|0;s=d+16|0;t=d+20|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+20>>2];m=f[g+4>>2]|0;k=+n[m+20>>2];if(j!=k){y=+n[l+16>>2];if(!((j-k)*(+n[s>>2]-y)<=(y-+n[m+16>>2])*(+n[t>>2]-j)))x=8;else break}else{j=+n[m+16>>2];k=+n[l+16>>2];if(j<k)break;if(j==k)$zb(a);else x=8}if((x|0)==8){x=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);else $h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){x=28;break}}g=f[c>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+16>>2]!=+n[m+16>>2])x=18;else if(+n[l+20>>2]!=+n[m+20>>2])x=18;do if((x|0)==18){x=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);break}else{$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[c>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){x=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=f[g>>2]|0;f[w>>2]=f[o+8>>2];o=f[o>>2]|0;f[c>>2]=o;f[o+4>>2]=c;$zb(f[g>>2]|0);$zb(g);g=f[c>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((x|0)==28)return}function U7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0,r=0.0,s=0,t=0.0,v=0,w=0,x=0;w=u;u=u+32|0;h=w;e=+n[b+20>>2];i=+n[c+20>>2];if(e==i){u=w;return c|0}s=d+4|0;p=+n[(f[s>>2]|0)+20>>2];t=(p-e)/(i-e);r=+n[b>>2];n[h>>2]=r+t*(+n[c>>2]-r);r=+n[b+4>>2];n[h+4>>2]=r+t*(+n[c+4>>2]-r);r=+n[b+8>>2];n[h+8>>2]=r+t*(+n[c+8>>2]-r);r=+n[b+16>>2];r=r+t*(+n[c+16>>2]-r);n[h+16>>2]=r;n[h+20>>2]=p;m=f[a>>2]|0;j=a+12|0;x=f[j>>2]|0;g=x+-1|0;f[j>>2]=g;j=f[a+16>>2]|0;o=a+20|0;v=f[m>>2]|0;v=Rg[f[f[v>>2]>>2]&255](v,28)|0;if((x|0)>0){x=h+(g*12|0)|0;f[v>>2]=f[x>>2];f[v+4>>2]=f[x+4>>2];f[v+8>>2]=f[x+8>>2]}else{f[v>>2]=f[h>>2];f[v+4>>2]=f[h+4>>2];f[v+8>>2]=f[h+8>>2]}f[v+12>>2]=g;e=+n[v>>2];l=+n[v+4>>2];k=+n[v+8>>2];switch(j|0){case 0:{i=k;e=l;q=9;break}case 1:{i=e;e=k;q=9;break}case 2:{i=l;q=9;break}default:{g=v+16|0;h=v+20|0}}if((q|0)==9){g=v+16|0;n[g>>2]=e;h=v+20|0;n[h>>2]=i}x=v+24|0;f[x>>2]=0;j=f[m>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,8)|0;f[j+4>>2]=v;f[j>>2]=f[o>>2];f[o>>2]=j;n[g>>2]=r;n[h>>2]=p;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,40)|0;f[x>>2]=j;h=f[s>>2]|0;f[j>>2]=h;g=f[d+8>>2]|0;f[j+4>>2]=g;f[j+8>>2]=f[h+12>>2];f[j+12>>2]=f[g+12>>2];if(+n[h>>2]<+n[g>>2]){e=+n[h+16>>2];e=(r-e)/(+n[g+16>>2]-e)}else e=0.0;n[j+16>>2]=e;V7a(j,1,b,c,t);x=v;u=w;return x|0}function V7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;l=f[c+12>>2]|0;m=(l|0)<0;if(m){k=f[c+24>>2]|0;i=f[k+12>>2]|0;h=d+12|0;g=f[h>>2]|0;do if((g|0)>-1&(i|0)==(g|0))o=6;else{if((g|0)<0){j=f[d+24>>2]|0;if((i|0)==(f[j+12>>2]|0)){o=6;break}if((i|0)==(f[j+32>>2]|0)){o=6;break}}f[a+(b*20|0)>>2]=f[k+20>>2];f[a+(b*20|0)+8>>2]=f[k+28>>2];i=k+36|0}while(0);if((o|0)==6){f[a+(b*20|0)>>2]=f[k>>2];f[a+(b*20|0)+8>>2]=f[k+8>>2];i=k+16|0}p=+n[i>>2];e=p+(1.0-p)*e}else{f[a+(b*20|0)>>2]=c;f[a+(b*20|0)+8>>2]=l;g=d+12|0;h=g;g=f[g>>2]|0}if((g|0)>=0){f[a+(b*20|0)+4>>2]=d;f[a+(b*20|0)+12>>2]=f[h>>2];p=e;o=a+(b*20|0)+16|0;n[o>>2]=p;return}h=f[d+24>>2]|0;i=f[h+8>>2]|0;do if((l|0)>-1&(i|0)==(l|0))o=15;else{if(m){g=f[c+24>>2]|0;if((i|0)==(f[g+8>>2]|0)){o=15;break}if((i|0)==(f[g+28>>2]|0)){o=15;break}}f[a+(b*20|0)+4>>2]=f[h+24>>2];f[a+(b*20|0)+12>>2]=f[h+32>>2];g=h+36|0}while(0);if((o|0)==15){f[a+(b*20|0)+4>>2]=f[h+4>>2];f[a+(b*20|0)+12>>2]=f[h+12>>2];g=h+16|0}p=e*+n[g>>2];o=a+(b*20|0)+16|0;n[o>>2]=p;return}function W7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=f[d>>2]|0;if((i|0)<3){h=0;return h|0}if((d+(i<<2)+4|0)==(e|0)){if((i|0)==3){k=f[d+4>>2]|0;l=f[d+8>>2]|0;d=f[d+12>>2]|0;$h[g&3](h,0,b+(k*24|0)|0,b+(l*24|0)|0,b+(d*24|0)|0,k,l,d,0,0,0);h=1;return h|0}if(!((X7a(b,d,e)|0)&1)){a=f[d>>2]|0;j=d+8|0;i=f[d+4>>2]|0;c=f[j>>2]|0;e=a+-2|0;if((a|0)>3){k=a+-4|0;l=k>>>1;a=j;while(1){j=i;i=f[a+(e<<2)>>2]|0;n=b+(c*24|0)|0;m=b+(i*24|0)|0;$h[g&3](h,1,b+(j*24|0)|0,n,m,j,c,i,0,0,0);a=a+4|0;j=c;c=f[a>>2]|0;$h[g&3](h,1,n,b+(c*24|0)|0,m,j,c,i,0,0,0);if((e|0)<=3)break;else e=e+-2|0}e=k&1;a=l+3|0}else a=2;if(!e){n=1;return n|0}n=f[d+(a<<2)+4>>2]|0;$h[g&3](h,1,b+(i*24|0)|0,b+(c*24|0)|0,b+(n*24|0)|0,i,c,n,0,0,0);n=1;return n|0}}n=Y7a(a,b,c,d,e,g,h)|0;return n|0}function X7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0;y=u;u=u+128|0;o=y+64|0;i=o;q=y;d=f[b>>2]|0;if((d|0)!=((c-b>>2)+-1|0)){x=1;u=y;return x|0}if((d|0)==3){x=0;u=y;return x|0}d=b+4|0;l=f[c+-8>>2]|0;n=f[c+-4>>2]|0;b=a+(n*24|0)|0;m=+p[b>>3];k=m-+p[a+(l*24|0)>>3];g=+p[a+(n*24|0)+8>>3]-+p[a+(l*24|0)+8>>3];e=+p[a+(n*24|0)+16>>3]-+p[a+(l*24|0)+16>>3];p[o>>3]=k;l=o+8|0;p[l>>3]=g;n=o+16|0;p[n>>3]=e;a:do if(k==0.0){while(1){if(!(e==0.0&g==0.0))break a;h=f[d>>2]|0;j=a+(h*24|0)|0;d=d+4|0;if((d|0)==(c|0)){b=0;break}k=m;m=+p[j>>3];k=m-k;g=+p[a+(h*24|0)+8>>3]-+p[b+8>>3];e=+p[a+(h*24|0)+16>>3]-+p[b+16>>3];p[o>>3]=k;p[l>>3]=g;p[n>>3]=e;if(!(k==0.0)){b=j;break a}else b=j}u=y;return b|0}while(0);f[o+24>>2]=k==0.0?0:k<0.0?-1:1;f[o+28>>2]=g==0.0?0:g<0.0?-1:1;f[o+32>>2]=e==0.0?0:e<0.0?-1:1;w=o+40|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;f[w+16>>2]=0;f[w+20>>2]=0;w=b;v=d;h=0;t=q;r=0;q=0;while(1){b=f[v>>2]|0;s=w;w=a+(b*24|0)|0;k=+p[a+(b*24|0)+8>>3]-+p[s+8>>3];m=+p[a+(b*24|0)+16>>3]-+p[s+16>>3];b=t;o=t;p[o>>3]=+p[w>>3]-+p[s>>3];p[b+8>>3]=k;p[b+16>>3]=m;m=+p[o>>3];o=m==0.0;b=m<0.0?-1:1;s=t;d=s+24|0;f[d>>2]=o?0:b;if(o){b=f[i+24>>2]|0;f[d>>2]=b}m=+p[s+8>>3];o=m==0.0;d=m<0.0?-1:1;j=s+28|0;f[j>>2]=o?0:d;if(o){d=f[i+28>>2]|0;f[j>>2]=d}g=+p[s+16>>3];n=g==0.0;j=g<0.0?-1:1;l=s+32|0;f[l>>2]=n?0:j;if(n){j=f[i+32>>2]|0;f[l>>2]=j}e=+p[s>>3];if(e!=0.0|o^1|n^1){l=i;h=h+((b|0)!=(f[l+24>>2]|0)&1)|0;b=q+((d|0)!=(f[l+28>>2]|0)&1)|0;d=r+((j|0)!=(f[l+32>>2]|0)&1)|0;z=+p[l+8>>3];B=+p[l+16>>3];k=g*z-m*B;A=+p[l>>3];g=e*B-g*A;e=m*A-e*z;p[s+40>>3]=k;p[s+48>>3]=g;p[s+56>>3]=e;if(e==0.0&(k==0.0&g==0.0))j=t;else if(k*+p[l+40>>3]+g*+p[l+48>>3]+e*+p[l+56>>3]<0.0){b=1;x=19;break}else{j=i;i=t}}else{j=t;d=r;b=q}v=v+4|0;if((v|0)==(c|0))break;else{t=j;r=d;q=b}}if((x|0)==19){u=y;return b|0}x=((d|0)>2|((b|0)>2|(h|0)>2))&1;u=y;return x|0}function Y7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;K=0;O=u;u=u+6400|0;f[(O+48|0)>>2]=a;J=(O+48|0)+4|0;f[J>>2]=g;F=(O+48|0)+8|0;f[F>>2]=h;f[(O+48|0)+12>>2]=0;if(!c)K=4;else{l=+n[c>>2];k=+n[c+4>>2];j=+n[c+8>>2];if(l!=0.0|k!=0.0|j!=0.0){v=l<0.0?-l:l;x=k<0.0?-k:k;w=j<0.0?-j:j;z=v>x?(w>v?2:0):w>x?2:1;m=f[d+4>>2]|0}else K=4}if((K|0)==4){y=(f[d>>2]|0)+1|0;m=f[d+4>>2]|0;v=+p[(b+(m*24|0)|0)>>3];if((y|0)==2){g=b+(m*24|0)|0;l=0.0;q=0.0;k=0.0;j=v}else{g=b+(m*24|0)|0;l=0.0;q=0.0;k=0.0;h=d+8|0;r=v;while(1){c=f[h>>2]|0;h=h+4|0;w=+p[b+(c*24|0)+8>>3];x=+p[g+8>>3];s=+p[b+(c*24|0)+16>>3];t=+p[g+16>>3];k=k+(w+x)*(s-t);j=+p[(b+(c*24|0)|0)>>3];q=q+(s+t)*(j-r);l=l+(w-x)*(r+j);if((h|0)==(d+(y<<2)|0|0)){g=b+(c*24|0)|0;break}else{g=b+(c*24|0)|0;r=j}}}w=+p[b+(m*24|0)+8>>3];t=+p[g+8>>3];r=+p[b+(m*24|0)+16>>3];s=+p[g+16>>3];x=k+(w+t)*(r-s);k=q+(v-j)*(r+s);l=l+(v+j)*(w-t);j=x<0.0?-x:x;k=k<0.0?-k:k;l=l<0.0?-l:l;a:do if(l<9.999999974752427e-07&(j<9.999999974752427e-07&k<9.999999974752427e-07)){o=b+(m*24|0)|0;h=g;c=d+8|0;r=v;q=t;while(1){if((c|0)==(d+(y<<2)|0|0))break a;g=f[c>>2]|0;l=q;q=+p[o+8>>3];j=s;s=+p[o+16>>3];j=(+p[b+(g*24|0)+8>>3]-q)*(s-j);k=(+p[b+(g*24|0)+16>>3]-s)*(r-+p[h>>3]);x=r;r=+p[(b+(g*24|0)|0)>>3];l=(r-x)*(q-l);j=j<0.0?-j:j;k=k<0.0?-k:k;l=l<0.0?-l:l;if(j>1.000000013351432e-10|k>1.000000013351432e-10|l>1.000000013351432e-10)break;else{h=o;o=b+(g*24|0)|0;c=c+4|0}}}while(0);z=j>k?(l>j?2:0):l>k?2:1}f[(O+48|0)+16>>2]=z;y=(O+48|0)+24|0;f[y>>2]=0;A=(O+48|0)+20|0;f[A>>2]=0;h=b+(m*24|0)|0;f[(O+24|0)>>2]=f[h>>2];f[(O+24|0)+4>>2]=f[h+4>>2];f[(O+24|0)+8>>2]=f[h+8>>2];f[(O+24|0)+12>>2]=f[h+12>>2];f[(O+24|0)+16>>2]=f[h+16>>2];f[(O+24|0)+20>>2]=f[h+20>>2];f[O>>2]=f[h>>2];f[O+4>>2]=f[h+4>>2];f[O+8>>2]=f[h+8>>2];f[O+12>>2]=f[h+12>>2];f[O+16>>2]=f[h+16>>2];f[O+20>>2]=f[h+20>>2];h=d;do{o=h+4|0;m=f[h>>2]|0;m=(m|0)>-1?m:0-m|0;c=o;do{g=f[c>>2]|0;c=c+4|0;j=+p[b+(g*24|0)>>3];if(j<+p[(O+24|0)>>3]){B=O+24|0;K=14}else if(j>+p[O>>3]){B=O;K=14}if((K|0)==14){K=0;p[B>>3]=j}j=+p[b+(g*24|0)+8>>3];if(j<+p[((O+24|0)+8|0)>>3]){C=O+24|0;K=17}else if(j>+p[(O+8|0)>>3]){C=O;K=17}if((K|0)==17){K=0;p[C+8>>3]=j}j=+p[b+(g*24|0)+16>>3];if(j<+p[((O+24|0)+16|0)>>3]){E=O+24|0;K=20}else if(j>+p[(O+16|0)>>3]){E=O;K=20}if((K|0)==20){K=0;p[E+16>>3]=j}}while((c|0)!=(o+(m<<2)|0|0));h=h+8+(((m<<2)+-4|0)>>>2<<2)|0}while((h|0)!=(e|0));q=+p[(O+24|0)>>3];r=+p[O>>3];s=+p[((O+24|0)+8|0)>>3];t=+p[(O+8|0)>>3];v=+p[((O+24|0)+16|0)>>3];w=+p[(O+16|0)>>3];j=r-q!=0.0?2.0/(r-q):r-q;k=t-s!=0.0?2.0/(t-s):t-s;l=w-v!=0.0?2.0/(w-v):w-v;x=r-q<t-s?t-s:r-q;x=(x<w-v?w-v:x)*9.999999974752427e-07;b:do{g=1;if(g){g=0;if((d|0)==(e|0)){L=0;M=0;K=450}else g=1}if(g)if(1){C=0;E=0;f[O+96>>2]=a;f[O+104>>2]=b;f[O+128>>2]=e;f[O+168>>2]=I;f[O+232>>2]=C;f[O+256>>2]=E;f[O+296>>2]=d;f[O+528>>2]=L;f[O+536>>2]=N;f[O+688>>2]=z;f[O+1048>>2]=M;f[O+1056>>2]=i;n[O+1896>>2]=j;n[O+1904>>2]=k;n[O+1912>>2]=l;f[O+1936>>2]=J;f[O+2192>>2]=F;f[O+2632>>2]=y;f[O+2640>>2]=A;n[O+3448>>2]=q;n[O+3456>>2]=r;n[O+3496>>2]=s;n[O+3528>>2]=t;n[O+3584>>2]=v;n[O+3616>>2]=w;n[O+3856>>2]=x;f[O+6064>>2]=K;f[O+6168>>2]=0;f[O+6172>>2]=0;xbb(O);L=f[O+528>>2]|0;N=f[O+536>>2]|0;M=f[O+1048>>2]|0;i=f[O+1056>>2]|0;K=f[O+6064>>2]|0;G=f[O+6168>>2]|0;D=f[O+6172>>2]|0;H=+n[O+6172>>2];f[O+6168>>2]=0;f[O+6172>>2]=0;if((G|0)==6)return D|0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 7:break b}}}while(0);if((K|0)==450){g=f[y>>2]|0;if(!g){N=L;i=M}else{do{N=g;g=f[g>>2]|0;$zb(N)}while((g|0)!=0);f[y>>2]=g;N=L;i=M}}if(i|0)do{h=i;i=f[i>>2]|0;g=f[(h+8|0)>>2]|0;if(g|0)do{f[(h+8|0)>>2]=f[g>>2];$zb(g);g=f[(h+8|0)>>2]|0}while((g|0)!=0);$zb(h)}while((i|0)!=0);g=f[A>>2]|0;if(g|0){do{c=g;g=f[g>>2]|0;i=f[(c+4|0)>>2]|0;h=f[i+36>>2]|0;if(h){$zb(h);i=f[(c+4|0)>>2]|0}$zb(i);$zb(c)}while((g|0)!=0);f[A>>2]=g}N=N^1;u=O;return N|0}function Z7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;e=c-b|0;a:do if(e>>>0>=2){u=c+-1|0;v=a+(u<<2)|0;w=a+(c<<2)|0;t=d;d=e;while(1){if((t|0)==0|d>>>0<33)break;d=a+(b<<2)|0;e=f[d>>2]|0;j=a+((b+c|0)>>>1<<2)|0;h=f[j>>2]|0;m=+n[(f[e+4>>2]|0)+32>>2];o=+n[(f[h+4>>2]|0)+32>>2];if(m==o){s=f[e+20>>2]|0;g=f[h+20>>2]|0;g=(s|0)==(g|0)?0:(s|0)<(g|0)?-1:1}else g=m<o?-1:1;i=f[v>>2]|0;p=+n[(f[i+4>>2]|0)+32>>2];if(m==p){s=f[e+20>>2]|0;e=f[i+20>>2]|0;e=(s|0)==(e|0)?0:(s|0)<(e|0)?-1:1}else e=m<p?-1:1;e=(e|0)<0;do if((g|0)<0){if(!e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)==(d|0)){d=v;break}else d=(e|0)<(d|0)?-1:1}d=(d|0)<0?j:v}else{if(e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)!=(d|0)){d=(e|0)<(d|0)?-1:1;x=31}}else x=31;if((x|0)==31){x=0;if((d|0)<0){d=v;break}}d=j}while(0);s=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=s;s=u;d=b;e=b;g=u;b:while(1){r=d;while(1){c:do if(e>>>0<c>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+32>>2];i=i+20|0;while(1){h=f[a+(e<<2)>>2]|0;p=+n[(f[h+4>>2]|0)+32>>2];d=p<m?-1:1;if(p==m){d=f[h+20>>2]|0;h=f[i>>2]|0;if((d|0)==(h|0)){q=e;break c}else d=(d|0)<(h|0)?-1:1}if((d|0)>=0){q=e;break c}e=e+1|0;if(e>>>0>=c>>>0){q=e;break}}}else q=e;while(0);d:do if(g>>>0>b>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+32>>2];i=i+20|0;do{e=f[a+(g<<2)>>2]|0;p=+n[(f[e+4>>2]|0)+32>>2];d=m<p?-1:1;if(m==p){h=f[i>>2]|0;d=f[e+20>>2]|0;if((h|0)==(d|0))break d;else d=(h|0)<(d|0)?-1:1}if((d|0)>=0)break d;g=g+-1|0}while(g>>>0>b>>>0)}while(0);if(q>>>0>=g>>>0)break b;e=a+(q<<2)|0;l=a+(g<<2)|0;i=f[e>>2]|0;f[e>>2]=f[l>>2];f[l>>2]=i;d=f[e>>2]|0;h=f[w>>2]|0;m=+n[(f[h+4>>2]|0)+32>>2];j=d;k=i;if(+n[(f[d+4>>2]|0)+32>>2]==m)if((f[d+20>>2]|0)==(f[h+20>>2]|0)){d=a+(r<<2)|0;if((r|0)==(q|0))i=k;else{k=f[d>>2]|0;f[d>>2]=j;f[e>>2]=k;k=f[w>>2]|0;i=f[l>>2]|0;h=k;m=+n[(f[k+4>>2]|0)+32>>2]}d=r+1|0;e=q+1|0;k=i}else{d=r;e=q}else{d=r;e=q}if(!(+n[(f[k+4>>2]|0)+32>>2]==m)){r=d;continue}if((f[k+20>>2]|0)==(f[h+20>>2]|0))break;else r=d}h=a+(s<<2)|0;if((g|0)!=(s|0)){f[l>>2]=f[h>>2];f[h>>2]=i}s=s+-1|0;g=g+-1|0}d=a+(q<<2)|0;if((q|0)!=(c|0)){l=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=l}if(q>>>0>r>>>0){e=q+-1|0;e:do if(b>>>0<r>>>0){d=b;while(1){if(e>>>0<r>>>0)break e;g=a+(d<<2)|0;h=a+(e<<2)|0;if((d|0)!=(e|0)){l=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=l}d=d+1|0;e=e+-1|0;if(d>>>0>=r>>>0){d=e;break}}}else d=e;while(0);Z7a(a,b,d,t+-1|0)}b=q+1|0;f:do if(u>>>0>s>>>0){d=u;while(1){if(b>>>0>s>>>0)break;e=a+(b<<2)|0;g=a+(d<<2)|0;if((b|0)!=(d|0)){r=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=r}d=d+-1|0;b=b+1|0;if(d>>>0<=s>>>0)break f}b=d+1|0}while(0);d=c-b|0;if(d>>>0<2)break a;else t=t+-1|0}d=b+1|0;if(d>>>0>c>>>0)return;do{g:do if(d>>>0>b>>>0){i=d;h=f[a+(d<<2)>>2]|0;do{k=i;i=i+-1|0;j=a+(i<<2)|0;g=f[j>>2]|0;k=a+(k<<2)|0;o=+n[(f[g+4>>2]|0)+32>>2];p=+n[(f[h+4>>2]|0)+32>>2];e=o<p?-1:1;l=g;if(o==p){g=f[g+20>>2]|0;e=f[h+20>>2]|0;if((g|0)==(e|0))break g;else e=(g|0)<(e|0)?-1:1}if((e|0)<=0)break g;h=f[k>>2]|0;f[k>>2]=l;f[j>>2]=h}while(i>>>0>b>>>0)}while(0);d=d+1|0}while(d>>>0<=c>>>0);return}while(0);if(b>>>0>=c>>>0)return;j=a+(b<<2)|0;d=f[j>>2]|0;g=a+(c<<2)|0;e=f[g>>2]|0;o=+n[(f[d+4>>2]|0)+32>>2];p=+n[(f[e+4>>2]|0)+32>>2];b=o<p?-1:1;h=d;i=e;if(o==p){d=f[d+20>>2]|0;b=f[e+20>>2]|0;if((d|0)==(b|0))return;else b=(d|0)<(b|0)?-1:1}if((b|0)<=0)return;f[j>>2]=i;f[g>>2]=h;return}function _7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;var g=0.0,h=0.0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;J=u;u=u+48|0;A=J;H=f[b+16>>2]|0;F=b+12|0;G=f[F>>2]|0;E=f[c+16>>2]|0;C=c+12|0;D=f[C>>2]|0;if((G|0)==(D|0)|((H|0)==(E|0)|((G|0)==0|(D|0)==0))){u=J;return}if((f[H+24>>2]|0)==(f[E+24>>2]|0)){u=J;return}b=f[G+24>>2]|0;c=f[D+24>>2]|0;if((b|0)==(c|0)){u=J;return}x=+n[H+28>>2];y=+n[G+28>>2]-x;q=+n[H+32>>2];r=+n[G+32>>2]-q;g=+n[D+28>>2];h=+n[D+32>>2];if(y*(h-q)<r*(g-x)){u=J;return}m=+n[E+28>>2];l=g-m;o=+n[E+32>>2];g=h-o;m=m-x;o=o-q;h=r*l-y*g;if(h>-1.000000013351432e-10&h<1.000000013351432e-10){u=J;return}z=1.0/h;B=(l*o-m*g)*z;z=(y*o-r*m)*z;if(B<d|z<e){u=J;return}if((b|0)<0){if(B>1.0){u=J;return}}else if(B>=.9999989867210388){u=J;return}if((c|0)<0){if(z>1.0){u=J;return}}else if(z>=.9999989867210388){u=J;return}q=q+B*r;b=a+24|0;c=f[b>>2]|0;a:do if(!c)c=0;else while(1){if(q<=+n[(f[c+4>>2]|0)+32>>2]+9.999999974752427e-07)break a;b=f[c>>2]|0;if(!b){b=c;c=0;break}else{w=c;c=b;b=w}}while(0);s=G+24|0;t=D+24|0;b:do if(c){while(1){i=f[c+4>>2]|0;g=+n[i+32>>2];if(q<=g+9.999999974752427e-07)break b;if((f[c+20>>2]|0)!=5)break b;i=f[i+24>>2]|0;j=f[s>>2]|0;if((i|0)==(j|0))break b;k=f[t>>2]|0;if((i|0)==(k|0))break b;if((f[(f[c+12>>2]|0)+24>>2]|0)==(k|0))if(g==q?(f[(f[c+16>>2]|0)+24>>2]|0)==(j|0):0)break;b=f[c>>2]|0;if(!b){b=c;break b}else{w=c;c=b;b=w}}u=J;return}while(0);e=+p[H>>3];o=B;p[A>>3]=e+(+p[G>>3]-e)*o;e=+p[H+8>>3];p[A+8>>3]=e+(+p[G+8>>3]-e)*o;e=+p[H+16>>3];p[A+16>>3]=e+(+p[G+16>>3]-e)*o;o=x+B*y;n[A+28>>2]=o;n[A+32>>2]=q;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,28)|0;f[j+20>>2]=5;k=j+8|0;f[k>>2]=0;s=j+4|0;f[s>>2]=0;t=f[a>>2]|0;i=a+12|0;K=f[i>>2]|0;c=K+-1|0;f[i>>2]=c;i=f[a+16>>2]|0;v=a+20|0;w=f[t>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,40)|0;if((K|0)>0){K=A+(c*24|0)|0;f[w>>2]=f[K>>2];f[w+4>>2]=f[K+4>>2];f[w+8>>2]=f[K+8>>2];f[w+12>>2]=f[K+12>>2];f[w+16>>2]=f[K+16>>2];f[w+20>>2]=f[K+20>>2]}else{f[w>>2]=f[A>>2];f[w+4>>2]=f[A+4>>2];f[w+8>>2]=f[A+8>>2];f[w+12>>2]=f[A+12>>2];f[w+16>>2]=f[A+16>>2];f[w+20>>2]=f[A+20>>2]}f[w+24>>2]=c;g=+p[w>>3];m=+p[w+8>>3];l=+p[w+16>>3];switch(i|0){case 0:{h=l;g=m;I=31;break}case 1:{h=g;g=l;I=31;break}case 2:{h=m;I=31;break}default:{c=w+28|0;i=w+32|0}}if((I|0)==31){c=w+28|0;n[c>>2]=g;i=w+32|0;n[i>>2]=h}f[w+36>>2]=0;K=f[t>>2]|0;K=Rg[f[f[K>>2]>>2]&255](K,8)|0;f[K+4>>2]=w;f[K>>2]=f[v>>2];f[v>>2]=K;n[c>>2]=o;n[i>>2]=q;f[k>>2]=w;f[s>>2]=w;f[j>>2]=f[b>>2];f[b>>2]=j;f[j+12>>2]=f[C>>2];f[j+16>>2]=f[F>>2];K=f[s>>2]|0;f[C>>2]=K;f[F>>2]=K;K=f[f[a>>2]>>2]|0;K=Rg[f[f[K>>2]>>2]&255](K,40)|0;f[(f[s>>2]|0)+36>>2]=K;d8a(K,0,H,G,B);d8a(K,1,E,D,z);u=J;return}function $7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+n[a+32>>2];k=+n[c+32>>2];f=l-k;if((f<0.0?-f:f)<9.999999974752427e-07){f=+n[a+28>>2];h=+n[c+28>>2];if(f<h){e=1;return e|0}if(!(f==h)){e=0;return e|0}g=(+n[b+28>>2]-f)*(+n[d+32>>2]-k);f=(+n[d+28>>2]-h)*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}else return g<f+9.999999974752427e-07&e|0}g=+n[d+32>>2];i=l-g;j=+n[a+28>>2];if((i<0.0?-i:i)<9.999999974752427e-07){f=+n[d+28>>2];if(j<f){e=1;return e|0}if(!(j==f)){e=0;return e|0}g=(g-k)*(+n[b+28>>2]-j);f=(f-+n[c+28>>2])*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}e=g<f+9.999999974752427e-07&e;return e|0}i=+n[c+28>>2];h=(j-i)/f;i=+n[d+28>>2]-i;f=g-k;g=i/f;if(h<g+-9.999999974752427e-07){e=1;return e|0}if(h<g+9.999999974752427e-07){g=f*(+n[b+28>>2]-j);f=i*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}if(g<f+9.999999974752427e-07&e){e=1;return e|0}}e=0;return e|0}function a8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0;w=c+8|0;x=c+4|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+24|0;r=d+36|0;s=d+28|0;t=d+32|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+32>>2];m=f[g+4>>2]|0;k=+n[m+32>>2];if(j!=k){z=+n[l+28>>2];if(!((j-k)*(+n[s>>2]-z)>=(z-+n[m+28>>2])*(+n[t>>2]-j)))y=8;else break}else{j=+n[m+28>>2];k=+n[l+28>>2];if(j>k)break;if(j==k)$zb(a);else y=8}if((y|0)==8){y=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);else $h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){y=28;break}}g=f[x>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+28>>2]!=+n[m+28>>2])y=18;else if(+n[l+32>>2]!=+n[m+32>>2])y=18;do if((y|0)==18){y=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);break}else{$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[x>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){y=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=g+4|0;m=f[o>>2]|0;f[w>>2]=f[m+8>>2];m=f[m+4>>2]|0;f[x>>2]=m;f[m>>2]=c;$zb(f[o>>2]|0);$zb(g);g=f[x>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((y|0)==28)return}function b8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0.0;w=c+8|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+24|0;r=d+36|0;s=d+28|0;t=d+32|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+32>>2];m=f[g+4>>2]|0;k=+n[m+32>>2];if(j!=k){y=+n[l+28>>2];if(!((j-k)*(+n[s>>2]-y)<=(y-+n[m+28>>2])*(+n[t>>2]-j)))x=8;else break}else{j=+n[m+28>>2];k=+n[l+28>>2];if(j<k)break;if(j==k)$zb(a);else x=8}if((x|0)==8){x=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);else $h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){x=28;break}}g=f[c>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+28>>2]!=+n[m+28>>2])x=18;else if(+n[l+32>>2]!=+n[m+32>>2])x=18;do if((x|0)==18){x=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);break}else{$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[c>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){x=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=f[g>>2]|0;f[w>>2]=f[o+8>>2];o=f[o>>2]|0;f[c>>2]=o;f[o+4>>2]=c;$zb(f[g>>2]|0);$zb(g);g=f[c>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((x|0)==28)return}function c8a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0,s=0.0,t=0,v=0.0,w=0,x=0,y=0;x=u;u=u+48|0;h=x;e=+n[b+32>>2];i=+n[c+32>>2];if(e==i){u=x;return c|0}t=d+4|0;q=+n[(f[t>>2]|0)+32>>2];v=(q-e)/(i-e);l=+p[b>>3];s=v;p[h>>3]=l+(+p[c>>3]-l)*s;l=+p[b+8>>3];p[h+8>>3]=l+(+p[c+8>>3]-l)*s;l=+p[b+16>>3];p[h+16>>3]=l+(+p[c+16>>3]-l)*s;s=+n[b+28>>2];s=s+v*(+n[c+28>>2]-s);n[h+28>>2]=s;n[h+32>>2]=q;m=f[a>>2]|0;j=a+12|0;y=f[j>>2]|0;g=y+-1|0;f[j>>2]=g;j=f[a+16>>2]|0;o=a+20|0;w=f[m>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,40)|0;if((y|0)>0){y=h+(g*24|0)|0;f[w>>2]=f[y>>2];f[w+4>>2]=f[y+4>>2];f[w+8>>2]=f[y+8>>2];f[w+12>>2]=f[y+12>>2];f[w+16>>2]=f[y+16>>2];f[w+20>>2]=f[y+20>>2]}else{f[w>>2]=f[h>>2];f[w+4>>2]=f[h+4>>2];f[w+8>>2]=f[h+8>>2];f[w+12>>2]=f[h+12>>2];f[w+16>>2]=f[h+16>>2];f[w+20>>2]=f[h+20>>2]}f[w+24>>2]=g;e=+p[w>>3];l=+p[w+8>>3];k=+p[w+16>>3];switch(j|0){case 0:{i=k;e=l;r=9;break}case 1:{i=e;e=k;r=9;break}case 2:{i=l;r=9;break}default:{g=w+28|0;h=w+32|0}}if((r|0)==9){g=w+28|0;n[g>>2]=e;h=w+32|0;n[h>>2]=i}y=w+36|0;f[y>>2]=0;j=f[m>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,8)|0;f[j+4>>2]=w;f[j>>2]=f[o>>2];f[o>>2]=j;n[g>>2]=s;n[h>>2]=q;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,40)|0;f[y>>2]=j;h=f[t>>2]|0;f[j>>2]=h;g=f[d+8>>2]|0;f[j+4>>2]=g;f[j+8>>2]=f[h+24>>2];f[j+12>>2]=f[g+24>>2];if(+p[h>>3]<+p[g>>3]){e=+n[h+28>>2];e=(s-e)/(+n[g+28>>2]-e)}else e=0.0;n[j+16>>2]=e;d8a(j,1,b,c,v);y=w;u=x;return y|0}function d8a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;l=f[c+24>>2]|0;m=(l|0)<0;if(m){k=f[c+36>>2]|0;i=f[k+12>>2]|0;h=d+24|0;g=f[h>>2]|0;do if((g|0)>-1&(i|0)==(g|0))o=6;else{if((g|0)<0){j=f[d+36>>2]|0;if((i|0)==(f[j+12>>2]|0)){o=6;break}if((i|0)==(f[j+32>>2]|0)){o=6;break}}f[a+(b*20|0)>>2]=f[k+20>>2];f[a+(b*20|0)+8>>2]=f[k+28>>2];i=k+36|0}while(0);if((o|0)==6){f[a+(b*20|0)>>2]=f[k>>2];f[a+(b*20|0)+8>>2]=f[k+8>>2];i=k+16|0}p=+n[i>>2];e=p+(1.0-p)*e}else{f[a+(b*20|0)>>2]=c;f[a+(b*20|0)+8>>2]=l;g=d+24|0;h=g;g=f[g>>2]|0}if((g|0)>=0){f[a+(b*20|0)+4>>2]=d;f[a+(b*20|0)+12>>2]=f[h>>2];p=e;o=a+(b*20|0)+16|0;n[o>>2]=p;return}h=f[d+36>>2]|0;i=f[h+8>>2]|0;do if((l|0)>-1&(i|0)==(l|0))o=15;else{if(m){g=f[c+36>>2]|0;if((i|0)==(f[g+8>>2]|0)){o=15;break}if((i|0)==(f[g+28>>2]|0)){o=15;break}}f[a+(b*20|0)+4>>2]=f[h+24>>2];f[a+(b*20|0)+12>>2]=f[h+32>>2];g=h+36|0}while(0);if((o|0)==15){f[a+(b*20|0)+4>>2]=f[h+4>>2];f[a+(b*20|0)+12>>2]=f[h+12>>2];g=h+16|0}p=e*+n[g>>2];o=a+(b*20|0)+16|0;n[o>>2]=p;return}function e8a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;j=h+4|0;i=h;f[j>>2]=40244;f[i>>2]=j;g=J7a(i,a,d,b,b+(c<<2)|0,e,g)|0;u=h;return g|0}function f8a(a,b){a=a|0;b=b|0;return _zb(b)|0}function g8a(a,b){a=a|0;b=b|0;$zb(b);return}function h8a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;j=h+4|0;i=h;f[j>>2]=40244;f[i>>2]=j;g=W7a(i,a,d,b,b+(c<<2)|0,e,g)|0;u=h;return g|0}function i8a(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(808)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=40260;e=d+16|0;f[e>>2]=c;eAa(d+24|0);f[d+776>>2]=0;f[d+780>>2]=0;f[d+784>>2]=0;f[d+788>>2]=-1;c=d+804|0;b[c>>0]=b[c>>0]&-16;f[a>>2]=e;f[a+4>>2]=d;return}function j8a(a){a=a|0;var b=0;f[a>>2]=40260;b=f[a+780>>2]|0;if(b|0)iOb(b);aOb(a);return}function k8a(a){a=a|0;var b=0;f[a>>2]=40260;b=f[a+780>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function l8a(a){a=a|0;a=f[a+780>>2]|0;if(!a)return;iOb(a);return}function m8a(a){a=a|0;sOb(a);return}function n8a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=b;b=f[d+4>>2]|0;c=a+768|0;f[c>>2]=f[d>>2];f[c+4>>2]=b;return}function o8a(a,c){a=a|0;c=c|0;bR(a+8|0,c)|0;c=a+788|0;b[c>>0]=b[c>>0]|1;return}function p8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=a+760|0;c=f[h>>2]|0;d=f[b>>2]|0;e=d;if((c|0)==(d|0)){h=0;return h|0}if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d)if(c)g=7;else c=e;else if(c^(f[d+8>>2]|0)!=0)g=7;else c=e;do if((g|0)==7){c=f[a>>2]|0;if(!c)c=e;else{if((f[c+216>>2]|0)!=(a|0))if((f[c+208>>2]|0)!=(a|0)){c=e;break}C9a(c);c=f[b>>2]|0}}while(0);d=f[b+4>>2]|0;if(d|0)gOb(d);f[h>>2]=c;h=a+764|0;c=f[h>>2]|0;f[h>>2]=d;if(!c){h=1;return h|0}iOb(c);h=1;return h|0}function q8a(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j+8|0;e=j;n[g>>2]=c;n[h>>2]=0.0;n[e>>2]=1.0;e=c<1.0?g:e;h=f[(+n[e>>2]>0.0?e:h)>>2]|0;f[g>>2]=h;g=a+788|0;e=b[g>>0]|0;c=(f[s>>2]=h,+n[s>>2]);do if(!(e&2))i=4;else if(+n[a+776>>2]==c){a=0;u=j;return a|0}else if(+n[a+776>>2]>0.0^c>0.0){i=4;break}else{d=e;break}while(0);do if((i|0)==4){d=f[a>>2]|0;if(!d)d=e;else{if((f[d+216>>2]|0)!=(a|0))if((f[d+208>>2]|0)!=(a|0)){d=e;break}C9a(d);d=b[g>>0]|0}}while(0);f[a+776>>2]=h;b[g>>0]=d|2;a=1;u=j;return a|0}function r8a(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j+8|0;e=j;n[g>>2]=c;n[h>>2]=0.0;n[e>>2]=1.0;e=c<1.0?g:e;h=f[(+n[e>>2]>0.0?e:h)>>2]|0;f[g>>2]=h;g=a+788|0;e=b[g>>0]|0;c=(f[s>>2]=h,+n[s>>2]);do if(!(e&4))i=4;else if(+n[a+780>>2]==c){a=0;u=j;return a|0}else if(+n[a+780>>2]>0.0^c>0.0){i=4;break}else{d=e;break}while(0);do if((i|0)==4){d=f[a>>2]|0;if(!d)d=e;else{if((f[d+216>>2]|0)!=(a|0))if((f[d+208>>2]|0)!=(a|0)){d=e;break}C9a(d);d=b[g>>0]|0}}while(0);f[a+780>>2]=h;b[g>>0]=d|4;a=1;u=j;return a|0}function s8a(a,c){a=a|0;c=+c;var d=0,e=0;d=a+788|0;e=b[d>>0]|0;a=a+784|0;if(e&8)if(+n[a>>2]==c){e=0;return e|0}n[a>>2]=c;b[d>>0]=e|8;e=1;return e|0}function t8a(a){a=a|0;var b=0,c=0;b=a+760|0;if(!(f[b>>2]|0)){a=0;return a|0}f[b>>2]=0;c=a+764|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);b=f[a>>2]|0;if(!b){c=1;return c|0}if((f[b+216>>2]|0)!=(a|0))if((f[b+208>>2]|0)!=(a|0)){c=1;return c|0}C9a(b);c=1;return c|0}function u8a(a,c){a=a|0;c=c|0;var e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+832|0;l=s+72|0;m=s+48|0;o=s+24|0;q=s;r=a+60|0;i=a;k=i+60|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));k=pOb(4280)|0;v8a(k,a);f[r>>2]=k;f[a+64>>2]=f[c>>2];c=f[c+4>>2]|0;f[a+68>>2]=c;if(c|0)gOb(c);g=a+72|0;c=pOb(160)|0;idb(c,13.0,13.0,128,512,200);f[g>>2]=c;c=a+120|0;i=a+80|0;k=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));p[c>>3]=1.0;f[a+128>>2]=0;n[a+132>>2]=.15000000596046448;n[a+136>>2]=.15000000596046448;n[a+140>>2]=.15000000596046448;c=a+208|0;i=a+144|0;k=i+64|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));i8a(c,a);f[a+216>>2]=0;f[a+220>>2]=0;b[a+224>>0]=7;b[a+225>>0]=2;b[a+226>>0]=0;b[a+227>>0]=0;b[a+228>>0]=1;b[a+229>>0]=1;i=a+230|0;k=(j[i>>1]|j[i+2>>1]<<16)&-1048576|389249;d[i>>1]=k;d[i+2>>1]=k>>>16;i=a+236|0;k=i+48|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));b[a+296>>0]=0;p[a+304>>3]=1.0;b[a+312>>0]=0;b[a+313>>0]=0;e=a+360|0;i=a+320|0;k=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));p[e>>3]=1.0;f[a+368>>2]=512;n[a+372>>2]=0.0;n[a+376>>2]=1.0;b[a+380>>0]=1;f[a+388>>2]=0;f[a+392>>2]=0;f[a+396>>2]=0;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+96>>2]&1023](k,a);mdb((f[r>>2]|0)+112|0,0);k=(f[r>>2]|0)+189|0;i=h[k>>0]|h[k+1>>0]<<8|16;b[k>>0]=i;b[k+1>>0]=i>>8;k=(f[r>>2]|0)+189|0;i=h[k>>0]|h[k+1>>0]<<8|32;b[k>>0]=i;b[k+1>>0]=i>>8;k=a+381|0;b[k>>0]=1;b[k+1>>0]=1;b[k+2>>0]=1;b[k+3>>0]=1;b[k+4>>0]=1;b[k+5>>0]=1;n[a+284>>2]=.07500000298023224;n[a+288>>2]=.07500000298023224;n[a+292>>2]=.07500000298023224;a=f[r>>2]|0;kgb(a+2824|0,b[a+2850>>0]|0);a=f[r>>2]|0;k=a+2852|0;a=a+2868|0;f[a>>2]=f[k>>2];f[a+4>>2]=f[k+4>>2];f[a+8>>2]=f[k+8>>2];f[a+12>>2]=f[k+12>>2];a=(f[r>>2]|0)+2900|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;q8a(f[c>>2]|0,.3330000042915344)|0;r8a(f[c>>2]|0,.5)|0;s8a(f[c>>2]|0,12.0)|0;r=f[r>>2]|0;f[q>>2]=14;f[m>>2]=q;w8a(l,r+1884|0,q,262924,m,o);r=(f[l>>2]|0)+24|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;p[m+16>>3]=1.0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;p[q>>3]=0.0;p[q+8>>3]=1.0;p[q+16>>3]=0.0;aAa(l,2,m,o,q,2.0,2.0,0.0);neb(r,l);u=s;return}function v8a(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;jdb(a,c);jdb(a+112|0,c);eAa(a+224|0);e=a+976|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;d[e+12>>1]=0;f[a+992>>2]=1;e=a+1024|0;g=a+996|0;h=g+28|0;do{b[g>>0]=0;g=g+1|0}while((g|0)<(h|0));n[e>>2]=1.0;g=a+1028|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+1044>>2]=1.0;Ihb(a+1048|0,c);f[a+1888>>2]=0;f[a+1892>>2]=0;f[a+1884>>2]=a+1888;c=a+1896|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;eeb(a+1916|0);Fqb(a+1976|0);Fqb(a+2044|0);Fqb(a+2112|0);reb(a+2180|0);yfb(a+2224|0);xhb(a+2256|0);Rgb(a+2260|0);Keb(a+2336|0);sgb(a+2512|0);agb(a+2548|0);agb(a+2824|0);c=a+3152|0;g=a+3100|0;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=.20000000298023224;n[a+3156>>2]=0.0;n[a+3160>>2]=0.0;n[a+3164>>2]=0.0;n[a+3168>>2]=1.0;n[a+3172>>2]=0.0;n[a+3176>>2]=1.0;n[a+3180>>2]=0.0;n[a+3184>>2]=1.0;n[a+3188>>2]=1.0;n[a+3192>>2]=1.0;n[a+3196>>2]=0.0;n[a+3200>>2]=1.0;n[a+3204>>2]=1.0;n[a+3208>>2]=0.0;n[a+3212>>2]=0.0;n[a+3216>>2]=1.0;n[a+3220>>2]=0.0;n[a+3224>>2]=0.0;n[a+3228>>2]=1.0;n[a+3232>>2]=1.0;bhb(a+3264|0);Ofb(a+3284|0);c=a+3452|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;gfb(a+3472|0);n[a+3556>>2]=0.0;n[a+3560>>2]=0.0;n[a+3564>>2]=0.0;n[a+3568>>2]=1.0;n[a+3572>>2]=0.0;n[a+3576>>2]=0.0;n[a+3580>>2]=0.0;n[a+3584>>2]=1.0;c=a+3588|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;c=a+3680|0;g=a+3624|0;h=g+56|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[c>>2]=-1;f[c+4>>2]=-1;f[c+8>>2]=-1;f[c+12>>2]=-1;f[c+16>>2]=-1;n[a+3700>>2]=0.0;n[a+3704>>2]=0.0;n[a+3708>>2]=0.0;n[a+3712>>2]=.6499999761581421;f[a+3716>>2]=5;n[a+3720>>2]=1.0;b[a+3724>>0]=1;f[a+3728>>2]=0;f[a+3732>>2]=0;f[a+3764>>2]=0;f[a+3768>>2]=0;f[a+3800>>2]=0;f[a+3804>>2]=0;f[a+3836>>2]=0;f[a+3840>>2]=0;f[a+3872>>2]=0;f[a+3876>>2]=0;f[a+3908>>2]=0;f[a+3912>>2]=0;f[a+3944>>2]=0;f[a+3948>>2]=0;f[a+3980>>2]=0;f[a+3984>>2]=0;f[a+4016>>2]=0;f[a+4020>>2]=0;f[a+4052>>2]=0;f[a+4056>>2]=0;f[a+4088>>2]=0;f[a+4092>>2]=0;f[a+4124>>2]=0;f[a+4128>>2]=0;g=a+4160|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;n[a+4180>>2]=1.0;n[a+4184>>2]=.05000000074505806;n[a+4188>>2]=.02500000037252903;n[a+4192>>2]=0.0;n[a+4196>>2]=0.0;n[a+4200>>2]=0.0;n[a+4204>>2]=1.0;n[a+4208>>2]=30.0;n[a+4212>>2]=20.0;g=a+4216|0;h=a+4240|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[h>>2]=-1;f[h+4>>2]=-1;f[h+8>>2]=-1;f[h+12>>2]=-1;f[h+16>>2]=-1;n[a+4260>>2]=.6499999761581421;n[a+4264>>2]=10.0;n[a+4268>>2]=1.0;f[a+4272>>2]=9;b[a+4276>>0]=0;return}function w8a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;e=c+4|0;h=f[e>>2]|0;do if(!h){j=e;d=e}else{i=f[d>>2]|0;j=i>>>0>13;k=i>>>0<14;d=c+4|0;e=h;while(1){h=f[e+16>>2]|0;l=h>>>0<14;if(j&l|i>>>0<h>>>0&(j|l)){h=f[e>>2]|0;if(!h){h=5;break}else{d=e;e=h}}else{l=h>>>0>13;if(!(k&l|h>>>0<i>>>0&(k|l))){h=10;break}d=e+4|0;h=f[d>>2]|0;if(!h){h=9;break}else e=h}}if((h|0)==5){j=e;d=e;break}else if((h|0)==9){j=e;break}else if((h|0)==10){j=e;break}}while(0);e=f[d>>2]|0;if(e|0){l=e;c=0;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}i=pOb(1408)|0;f[i+16>>2]=f[f[g>>2]>>2];dQb(i+24|0,0,1384)|0;eAa(i+40|0);b[i+792>>0]=1;e=i+800|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[i+816>>3]=1.0;p[i+824>>3]=1.0;e=i+832|0;f[e>>2]=16843009;b[e+4>>0]=1;e=i+840|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;n[i+860>>2]=1.0;e=i+864|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+880>>2]=1.0;e=i+884|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+900>>2]=1.0;e=i+904|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+920>>2]=1.0;e=i+924|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+940>>2]=1.0;e=i+944|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+960>>2]=1.0;e=i+964|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+980>>2]=1.0;e=i+984|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1e3>>2]=1.0;e=i+1004|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1020>>2]=1.0;e=i+1024|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1040>>2]=1.0;e=i+1044|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1060>>2]=1.0;e=i+1064|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1080>>2]=1.0;e=i+1084|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1100>>2]=1.0;e=i+1104|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1120>>2]=1.0;e=i+1124|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1140>>2]=1.0;e=i+1144|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1160>>2]=1.0;e=i+1164|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1180>>2]=1.0;e=i+1184|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1200>>2]=1.0;e=i+1204|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1220>>2]=1.0;e=i+1224|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1240>>2]=1.0;e=i+1244|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1260>>2]=1.0;e=i+1264|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1280>>2]=1.0;e=i+1284|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1300>>2]=1.0;e=i+1304|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1320>>2]=1.0;e=i+1324|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=i+1344|0;h=e+64|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(h|0));f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=j;f[d>>2]=i;e=f[f[c>>2]>>2]|0;if(!e)e=i;else{f[c>>2]=e;e=f[d>>2]|0}r_a(f[c+4>>2]|0,e);l=c+8|0;f[l>>2]=(f[l>>2]|0)+1;l=i;c=1;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}function x8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=a+72|0;b=f[e>>2]|0;do if(b|0){if(Rg[f[(f[b>>2]|0)+100>>2]&255](b,a)|0){b=f[e>>2]|0;f[e>>2]=0;if(b|0){gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[e>>2]|0;f[e>>2]=0;if(!b)break;gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[e>>2]|0;if(!b)break;oh[f[(f[b>>2]|0)+96>>2]&1023](b,a);b=f[e>>2]|0;c=f[b>>2]|0;if(!(f[a+104>>2]|0)){gh[f[c+128>>2]&2047](b);break}else{gh[f[c+124>>2]&2047](b);break}}}else f[e>>2]=0;f[e>>2]=0}while(0);b=a+60|0;c=f[b>>2]|0;if(c|0){y8a(c);sOb(c)}f[b>>2]=0;b=f[a+388>>2]|0;if(b|0){c=a+392|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}b=f[a+280>>2]|0;if(b|0)iOb(b);b=f[a+272>>2]|0;if(b|0)iOb(b);b=f[a+264>>2]|0;if(b|0)iOb(b);b=f[a+256>>2]|0;if(b|0)iOb(b);b=f[a+248>>2]|0;if(b|0)iOb(b);b=f[a+240>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+212>>2]|0;if(b|0)iOb(b);b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+68>>2]|0;if(b|0)iOb(b);d=a+48|0;b=f[d>>2]|0;if(b|0){e=a+52|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+36|0;b=f[e>>2]|0;if(b|0){d=a+40|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}d=a+24|0;b=f[d>>2]|0;if(b|0){e=a+28|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+12|0;b=f[d>>2]|0;if(b|0){e=a+16|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}b=f[a>>2]|0;if(!b)return;d=a+4|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function y8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+4236>>2]|0;if(b|0)iOb(b);b=f[a+4228>>2]|0;if(b|0)iOb(b);b=f[a+4220>>2]|0;if(b|0)iOb(b);z8a(a+3728|0);b=f[a+3676>>2]|0;if(b|0)iOb(b);b=f[a+3668>>2]|0;if(b|0)iOb(b);b=f[a+3660>>2]|0;if(b|0)iOb(b);b=f[a+3652>>2]|0;if(b|0)iOb(b);b=f[a+3644>>2]|0;if(b|0)iOb(b);b=f[a+3636>>2]|0;if(b|0)iOb(b);b=f[a+3628>>2]|0;if(b|0)iOb(b);b=f[a+3604>>2]|0;if(b|0)iOb(b);b=f[a+3596>>2]|0;if(b|0)iOb(b);A8a(a+3472|0);b=f[a+3464>>2]|0;if(b|0)iOb(b);b=f[a+3456>>2]|0;if(b|0)iOb(b);B8a(a+3284|0);b=f[a+3276>>2]|0;if(b|0)iOb(b);b=f[a+3268>>2]|0;if(b|0)iOb(b);b=f[a+3136>>2]|0;if(b|0)iOb(b);b=f[a+3128>>2]|0;if(b|0)iOb(b);b=f[a+3120>>2]|0;if(b|0)iOb(b);b=f[a+3112>>2]|0;if(b|0)iOb(b);b=f[a+3104>>2]|0;if(b|0)iOb(b);C8a(a+2824|0);C8a(a+2548|0);b=f[a+2540>>2]|0;if(b|0)iOb(b);b=f[a+2532>>2]|0;if(b|0)iOb(b);b=f[a+2524>>2]|0;if(b|0)iOb(b);b=f[a+2516>>2]|0;if(b|0)iOb(b);D8a(a+2336|0);b=f[a+2304>>2]|0;if(b|0)iOb(b);b=f[a+2296>>2]|0;if(b|0)iOb(b);b=f[a+2288>>2]|0;if(b|0)iOb(b);b=f[a+2280>>2]|0;if(b|0)iOb(b);b=f[a+2272>>2]|0;if(b|0)iOb(b);b=f[a+2264>>2]|0;if(b|0)iOb(b);yhb(a+2256|0);b=f[a+2248>>2]|0;if(b|0)iOb(b);b=f[a+2236>>2]|0;if(b|0)iOb(b);b=f[a+2228>>2]|0;if(b|0)iOb(b);seb(a+2180|0);b=f[a+2136>>2]|0;if(b|0){c=a+2140|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+2132>>2]|0;if(b|0)iOb(b);b=f[a+2124>>2]|0;if(b|0)iOb(b);b=f[a+2116>>2]|0;if(b|0)iOb(b);b=f[a+2068>>2]|0;if(b|0){c=a+2072|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+2064>>2]|0;if(b|0)iOb(b);b=f[a+2056>>2]|0;if(b|0)iOb(b);b=f[a+2048>>2]|0;if(b|0)iOb(b);b=f[a+2e3>>2]|0;if(b|0){c=a+2004|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+1996>>2]|0;if(b|0)iOb(b);b=f[a+1988>>2]|0;if(b|0)iOb(b);b=f[a+1980>>2]|0;if(b|0)iOb(b);b=f[a+1928>>2]|0;if(b|0)iOb(b);b=f[a+1920>>2]|0;if(b|0)iOb(b);e=a+1912|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){E8a(b+840|0);F8a(b);sOb(b)}e=a+1908|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){E8a(b+840|0);F8a(b);sOb(b)}d=a+1896|0;b=f[d>>2]|0;if(b|0){e=a+1900|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-120|0;f[e>>2]=g;E8a(g);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}G8a(a+1884|0,f[a+1888>>2]|0);F8a(a+1048|0);b=f[a+1036>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[e+24>>2]|0;if(c|0)jOb(c);c=f[e+8>>2]|0;if(c|0){d=e+12|0;if((f[d>>2]|0)!=(c|0))f[d>>2]=c;sOb(c)}sOb(e)}while((b|0)!=0);g=a+1028|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+1016>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;c=f[d+20>>2]|0;if(c|0)jOb(c);c=f[d+12>>2]|0;if(c|0)iOb(c);sOb(d)}while((b|0)!=0);g=a+1008|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+976>>2]|0;if(!b){g=a+112|0;E8a(g);E8a(a);return}c=a+980|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);g=a+112|0;E8a(g);E8a(a);return}function z8a(a){a=a|0;var b=0;b=f[a+436>>2]|0;if(b|0)iOb(b);b=f[a+400>>2]|0;if(b|0)iOb(b);b=f[a+364>>2]|0;if(b|0)iOb(b);b=f[a+328>>2]|0;if(b|0)iOb(b);b=f[a+292>>2]|0;if(b|0)iOb(b);b=f[a+256>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+184>>2]|0;if(b|0)iOb(b);b=f[a+148>>2]|0;if(b|0)iOb(b);b=f[a+112>>2]|0;if(b|0)iOb(b);b=f[a+76>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function A8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);h=a+20|0;b=f[h>>2]|0;if(b|0){g=a+24|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-72|0;f[g>>2]=d;e=f[c+-28>>2]|0;if(e|0)iOb(e);Ghb(c+-52|0);Ghb(d);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}b=f[a+8>>2]|0;if(b|0){c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function B8a(a){a=a|0;var b=0;b=f[a+100>>2]|0;if(b|0)iOb(b);b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function C8a(a){a=a|0;var b=0;b=f[a+260>>2]|0;if(b|0)iOb(b);b=f[a+240>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+200>>2]|0;if(b|0)iOb(b);b=f[a+180>>2]|0;if(b|0)iOb(b);b=f[a+132>>2]|0;if(b|0)iOb(b);b=f[a+124>>2]|0;if(b|0)iOb(b);b=f[a+116>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function D8a(a){a=a|0;var b=0;b=f[a+60>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function E8a(a){a=a|0;var b=0,c=0;b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);c=f[a+4>>2]|0;if(!c)return;b=a+8|0;a=f[b>>2]|0;if((a|0)!=(c|0))f[b>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c);return}function F8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;H8a(a+324|0);e=a+312|0;b=f[e>>2]|0;if(b|0){g=a+316|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-524|0;f[g>>2]=d;H8a(c+-504|0);c=f[c+-516>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}b=f[a+296>>2]|0;if(b|0){c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+284>>2]|0;if(b|0){c=a+288|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+272>>2]|0;if(!b){h=a+16|0;J8a(h);return}c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);h=a+16|0;J8a(h);return}function G8a(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;G8a(a,f[b>>2]|0);G8a(a,f[b+4>>2]|0);H8a(b+840|0);d=f[b+24>>2]|0;if(d|0){a=b+28|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}sOb(b);return}function H8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+484>>2]|0;if(b|0){c=a+488|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-60-b|0)>>>0)/60|0)*60|0);sOb(b)}g=a+464|0;I8a(g,f[a+472>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+444|0;I8a(g,f[a+452>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+424|0;I8a(g,f[a+432>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+404|0;I8a(g,f[a+412>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+384|0;I8a(g,f[a+392>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+364|0;I8a(g,f[a+372>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+344|0;I8a(g,f[a+352>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+324|0;I8a(g,f[a+332>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+304|0;I8a(g,f[a+312>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+284|0;I8a(g,f[a+292>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+264|0;I8a(g,f[a+272>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+244|0;I8a(g,f[a+252>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+232>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+224|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+212>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+204|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+192>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+184|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+172>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+164|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+152>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+144|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+132>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+124|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+112>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+104|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+92>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+84|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+72>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+64|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+52>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;g=f[c+12>>2]|0;if(g|0){d=c+16|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-44-g|0)>>>0)/44|0)*44|0);sOb(g)}sOb(c)}while((b|0)!=0);g=a+44|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+32>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+24|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+12>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;sOb(b);return}function I8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;if(!b)return;do{h=b;b=f[b>>2]|0;a=f[h+20>>2]|0;if(a|0)do{g=a;a=f[a>>2]|0;e=f[g+60>>2]|0;if(e|0){c=g+64|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g+56>>2]|0;if(c|0)iOb(c);c=f[g+48>>2]|0;if(c|0)iOb(c);sOb(g)}while((a|0)!=0);g=h+12|0;a=f[g>>2]|0;f[g>>2]=0;if(a|0)sOb(a);sOb(h)}while((b|0)!=0);return}function J8a(a){a=a|0;var b=0,c=0,d=0;b=f[a+244>>2]|0;if(b|0){c=a+248|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+228>>2]|0;if(b|0){c=a+232|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+212>>2]|0;if(b|0){c=a+216|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+196>>2]|0;if(b|0){c=a+200|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+180>>2]|0;if(b|0){c=a+184|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+164>>2]|0;if(b|0){c=a+168|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+148>>2]|0;if(b|0){c=a+152|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+132>>2]|0;if(b|0){c=a+136|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+116>>2]|0;if(b|0){c=a+120|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+100>>2]|0;if(b|0){c=a+104|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+84>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+68>>2]|0;if(b|0){c=a+72|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-16-d|0)>>>4)<<4);sOb(d);return}function K8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0;k=u;u=u+48|0;h=k;i=k+36|0;j=k+24|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;L8a(i,a,c,d,h);g=(b[i+1>>0]|0)==0;if(g)se();d=f[a+72>>2]|0;if(d|0){l=+Mg[f[(f[d>>2]|0)+92>>2]&63](d);p[h>>3]=l}if(c<<24>>24==4){c=a+88|0;f[c>>2]=(f[c>>2]|0)+(f[h+8>>2]|0);c=a+92|0;f[c>>2]=(f[c>>2]|0)+(f[h+12>>2]|0);c=a+96|0;f[c>>2]=(f[c>>2]|0)+(f[h+16>>2]|0);c=a+100|0;f[c>>2]=(f[c>>2]|0)+(f[h+20>>2]|0)}else{c=a+80|0;f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];f[c+16>>2]=f[h+16>>2];f[c+20>>2]=f[h+20>>2]}if(e|0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[e+12>>2]=f[h+12>>2];f[e+16>>2]=f[h+16>>2];f[e+20>>2]=f[h+20>>2]}if(g){j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}if((f[a>>2]|0)==(f[a+4>>2]|0)){j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}M8a(j,a,h);h3a(a,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}function L8a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;r=0;t=u;u=u+2848|0;if(c<<24>>24==1)jSa(f[b+64>>2]|0);g=(d|0)==0?-1:d;j=~~+Gha()>>>0;f[(b+108|0)>>2]=(f[(b+108|0)>>2]|0)+1;if(e|0){f[(e+8|0)>>2]=0;f[(e+8|0)+4>>2]=0;f[(e+8|0)+8>>2]=0;f[(e+8|0)+12>>2]=0}k=JAa((f[(b+60|0)>>2]|0)+224|0,f[64745]|0,f[64746]|0)|0;n[(t+1176|0)>>2]=+p[k>>3];n[((t+1176|0)+4|0)>>2]=+p[k+8>>3];n[((t+1176|0)+8|0)>>2]=+p[k+16>>3];n[((t+1176|0)+12|0)>>2]=+p[k+24>>3];n[((t+1176|0)+16|0)>>2]=+p[k+32>>3];n[((t+1176|0)+20|0)>>2]=+p[k+40>>3];n[((t+1176|0)+24|0)>>2]=+p[k+48>>3];n[((t+1176|0)+28|0)>>2]=+p[k+56>>3];n[((t+1176|0)+32|0)>>2]=+p[k+64>>3];n[((t+1176|0)+36|0)>>2]=+p[k+72>>3];n[((t+1176|0)+40|0)>>2]=+p[k+80>>3];n[((t+1176|0)+44|0)>>2]=+p[k+88>>3];n[((t+1176|0)+48|0)>>2]=+p[k+96>>3];n[((t+1176|0)+52|0)>>2]=+p[k+104>>3];n[((t+1176|0)+56|0)>>2]=+p[k+112>>3];n[((t+1176|0)+60|0)>>2]=+p[k+120>>3];f[(t+280|0)>>2]=t+1176|0;f[(t+280|0)+4>>2]=b+144|0;if(N8a(t+280|0)|0){f[(b+144|0)>>2]=f[(t+1176|0)>>2];f[b+148>>2]=f[((t+1176|0)+4|0)>>2];f[b+152>>2]=f[((t+1176|0)+8|0)>>2];f[b+156>>2]=f[((t+1176|0)+12|0)>>2];f[b+160>>2]=f[((t+1176|0)+16|0)>>2];f[b+164>>2]=f[((t+1176|0)+20|0)>>2];f[b+168>>2]=f[((t+1176|0)+24|0)>>2];f[b+172>>2]=f[((t+1176|0)+28|0)>>2];f[b+176>>2]=f[((t+1176|0)+32|0)>>2];f[b+180>>2]=f[((t+1176|0)+36|0)>>2];f[b+184>>2]=f[((t+1176|0)+40|0)>>2];f[b+188>>2]=f[((t+1176|0)+44|0)>>2];f[b+192>>2]=f[((t+1176|0)+48|0)>>2];f[b+196>>2]=f[((t+1176|0)+52|0)>>2];f[b+200>>2]=f[((t+1176|0)+56|0)>>2];f[b+204>>2]=f[((t+1176|0)+60|0)>>2];y2a(b+36|0,(f[(b+60|0)>>2]|0)+224|0);d=1}else d=0;h=f[(b+60|0)>>2]|0;i=f[h+1884>>2]|0;k=1;if(k){k=0;if((i|0)==(h+1888|0|0))l=0;else k=1}f[t+1272>>2]=b;f[t+1280>>2]=c;f[t+1296>>2]=e;f[t+1344>>2]=d;f[t+1352>>2]=l;f[t+1376>>2]=m;f[t+1392>>2]=o;f[t+1408>>2]=g;f[t+1416>>2]=q;f[t+1632>>2]=h;f[t+1640>>2]=i;f[t+1824>>2]=j;f[t+2672>>2]=r;f[t+2680>>2]=k;f[t+2688>>2]=s;f[t+2728>>2]=0;f[t+2732>>2]=0;zbb(t);l=f[t+1352>>2]|0;m=f[t+1376>>2]|0;o=f[t+1392>>2]|0;q=f[t+1416>>2]|0;r=f[t+2672>>2]|0;s=f[t+2688>>2]|0;f[t+1264>>2]=a;f[t+1272>>2]=b;f[t+1280>>2]=c;f[t+1296>>2]=e;f[t+1352>>2]=l;f[t+1376>>2]=m;f[t+1392>>2]=o;f[t+1416>>2]=q;f[t+1824>>2]=j;f[t+2672>>2]=r;f[t+2688>>2]=s;f[t+2720>>2]=0;f[t+2724>>2]=0;ybb(t);G=f[t+2720>>2]|0;D=f[t+2724>>2]|0;H=+n[t+2724>>2];f[t+2720>>2]=0;f[t+2724>>2]=0;if((G|0)==5)return}function M8a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+176|0;o=s+152|0;q=s+16|0;r=s;i=c+60|0;l=f[i>>2]|0;m=l+224|0;g=f[c+388>>2]|0;k=(f[c+392>>2]|0)-g|0;c=(k|0)/24|0;do if(!k){f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0}else{e=l+24|0;if(!(f[e>>2]|0)){f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;break}else{Adb(l,o,q);k=f[i>>2]|0;Ieb(r,k+2180|0,g,c,k+224|0,+n[o>>2],+n[q>>2],f[e>>2]|0,k+2256|0);break}}while(0);i=q+4|0;f[q>>2]=15100;j=q+56|0;f[j>>2]=15120;tEb(q+56|0,i);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(i);f[i>>2]=39692;k=q+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(i,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);c=m3a(m3a(q,197767,9)|0,197777,20)|0;c=m3a(NEb(c,+p[d>>3])|0,197798,19)|0;c=m3a(KEb(c,f[d+8>>2]|0)|0,197818,18)|0;c=m3a(KEb(c,f[d+12>>2]|0)|0,197837,22)|0;c=m3a(KEb(c,f[d+16>>2]|0)|0,197860,15)|0;c=KEb(c,f[d+20>>2]|0)|0;b[o>>0]=125;m3a(c,o,1)|0;c=m3a(q,197876,11)|0;g=c+(f[(f[c>>2]|0)+-12>>2]|0)+4|0;f[g>>2]=f[g>>2]&-261|256;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+8>>2]=17;c=m3a(KEb(c,h[m>>0]|0)|0,246325,2)|0;c=NEb(c,+p[l+256>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+264>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+272>>3])|0,197888,3)|0;c=NEb(c,+p[l+280>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+288>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+296>>3])|0,197888,3)|0;c=NEb(c,+p[l+232>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+240>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+248>>3])|0,246331,2)|0;c=NEb(c,+p[l+432>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+440>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+pAa(m))|0;b[o>>0]=93;m3a(c,o,1)|0;m3a(q,197892,18)|0;c=f[r>>2]|0;g=r+4|0;e=f[g>>2]|0;if((c|0)!=(e|0)){KEb(q,f[c>>2]|0)|0;c=c+4|0;if((c|0)!=(e|0))do{b[o>>0]=44;m3a(q,o,1)|0;KEb(q,f[c>>2]|0)|0;c=c+4|0}while((c|0)!=(e|0))}b[o>>0]=93;m3a(q,o,1)|0;l3a(a,i);f[q>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(q,39752);jDb(j);c=f[r>>2]|0;if(!c){u=s;return}e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);u=s;return}function N8a(a){a=a|0;var b=0;b=f[a>>2]|0;a=f[a+4>>2]|0;if(+n[b>>2]!=+n[a>>2]){b=1;return b|0}if(+n[b+4>>2]!=+n[a+4>>2]){b=1;return b|0}if(+n[b+8>>2]!=+n[a+8>>2]){b=1;return b|0}if(+n[b+12>>2]!=+n[a+12>>2]){b=1;return b|0}if(+n[b+16>>2]!=+n[a+16>>2]){b=1;return b|0}if(+n[b+20>>2]!=+n[a+20>>2]){b=1;return b|0}if(+n[b+24>>2]!=+n[a+24>>2]){b=1;return b|0}if(+n[b+28>>2]!=+n[a+28>>2]){b=1;return b|0}if(+n[b+32>>2]!=+n[a+32>>2]){b=1;return b|0}if(+n[b+36>>2]!=+n[a+36>>2]){b=1;return b|0}if(+n[b+40>>2]!=+n[a+40>>2]){b=1;return b|0}if(+n[b+44>>2]!=+n[a+44>>2]){b=1;return b|0}if(+n[b+48>>2]!=+n[a+48>>2]){b=1;return b|0}if(+n[b+52>>2]!=+n[a+52>>2]){b=1;return b|0}if(+n[b+56>>2]!=+n[a+56>>2]){b=1;return b|0}b=+n[b+60>>2]!=+n[a+60>>2];return b|0}function O8a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0;m=+p[a+344>>3];q=+p[a+352>>3];r=+p[a+360>>3];s=+L(+(m*m+(q*q+r*r)));p[d>>3]=m/s;n=d+8|0;p[n>>3]=q/s;o=d+16|0;p[o>>3]=r/s;t=a+230|0;if((j[t>>1]|j[t+2>>1]<<16)&32768|0){m=+p[b>>3];r=+p[b+24>>3];if(m<=r){l=+p[b+8>>3];s=+p[b+32>>3];if(l<=s){k=+p[b+16>>3];q=+p[b+40>>3];if(k<=q){p[c>>3]=m;b=c+8|0;p[b>>3]=l;a=c+16|0;p[a>>3]=k;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3];i=f*l+e*k;h=g*m+i;i=g*r+i;if(i<h){p[c>>3]=r;p[b>>3]=l;p[a>>3]=k;h=i;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}i=g*m+(f*s+e*k);if(i<h){p[c>>3]=m;p[b>>3]=s;p[a>>3]=k;h=i;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}i=g*r+(f*s+e*k);if(i<h){p[c>>3]=r;p[b>>3]=s;p[a>>3]=k;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else i=h;h=g*m+(f*l+e*q);if(h<i){p[c>>3]=m;p[b>>3]=l;p[a>>3]=q;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else h=i;i=g*r+(f*l+e*q);if(i<h){p[c>>3]=r;p[b>>3]=l;p[a>>3]=q;e=+p[o>>3];g=+p[d>>3];f=+p[n>>3]}else i=h;h=g*m+(f*s+e*q);if(h<i){p[c>>3]=m;p[b>>3]=s;p[a>>3]=q;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else h=i;if(!(g*r+(f*s+e*q)<h))return;p[c>>3]=r;p[b>>3]=s;p[a>>3]=q;return}}}}p[c>>3]=+p[a+320>>3];p[c+8>>3]=+p[a+328>>3];p[c+16>>3]=+p[a+336>>3];return}function P8a(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0.0,z=0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0;N=u;u=u+2048|0;F=N+1296|0;G=N+1272|0;I=N+520|0;J=N+392|0;K=N+264|0;M=N;h=a+230|0;i=j[h>>1]|j[h+2>>1]<<16;if(!(i&2048)){M=0;u=N;return M|0}l=+p[c>>3];k=c+24|0;m=+p[k>>3];if(l<=m){z=c+8|0;o=+p[z>>3];A=c+32|0;q=+p[A>>3];if(o<=q){C=c+16|0;r=+p[C>>3];D=c+40|0;s=+p[D>>3];if(r<=s){H=a+60|0;E=f[H>>2]|0;x=f[E+1908>>2]|0;if(!(i&8192))if(+p[x+952>>3]==l)if(+p[x+960>>3]==o)if(+p[x+968>>3]==r)if(+p[x+976>>3]==m)if(+p[x+984>>3]==q)if(+p[x+992>>3]==s){M=0;u=N;return M|0}p[x+952>>3]=l;p[x+960>>3]=+p[z>>3];p[x+968>>3]=+p[C>>3];p[x+976>>3]=+p[k>>3];p[x+984>>3]=+p[A>>3];p[x+992>>3]=+p[D>>3];x=(j[h>>1]|j[h+2>>1]<<16)&-8193;d[h>>1]=x;d[h+2>>1]=x>>>16;t=+p[k>>3];B=+p[c>>3]*.5+t*.5;p[F>>3]=B;r=+p[A>>3];y=+p[z>>3]*.5+r*.5;p[F+8>>3]=y;s=+p[D>>3];w=+p[C>>3]*.5+s*.5;p[F+16>>3]=w;t=t-B;r=r-y;s=s-w;s=+L(+(t*t+(r*r+s*s)));r=+n[E+3720>>2]*+(((f[E+3716>>2]|0)+-1|0)>>>0);x=a+368|0;r=s+s*(r/(+((f[x>>2]|0)>>>0)-r));s=r*2.0;t=+p[g+8>>3];v=+p[g+16>>3];if(!(t*t+v*v+0.0>=.001)){l=+p[g>>3];m=l;o=0.0;q=-v}else{m=-t;o=v;q=0.0;l=+p[g>>3]}p[G>>3]=q;p[G+8>>3]=o;p[G+16>>3]=m;p[J>>3]=B+l;p[J+8>>3]=y+t;p[J+16>>3]=w+v;aAa(I,1,J,F,G,s,s,1.0/r);c=f[(f[H>>2]|0)+1908>>2]|0;b[c+1e3>>0]=b[I>>0]|0;p[c+1008>>3]=+p[I+8>>3];p[c+1016>>3]=+p[I+16>>3];p[c+1024>>3]=+p[I+24>>3];p[c+1032>>3]=+p[I+32>>3];p[c+1040>>3]=+p[I+40>>3];p[c+1048>>3]=+p[I+48>>3];p[c+1056>>3]=+p[I+56>>3];p[c+1064>>3]=+p[I+64>>3];p[c+1072>>3]=+p[I+72>>3];p[c+1080>>3]=+p[I+80>>3];p[c+1088>>3]=+p[I+88>>3];p[c+1096>>3]=+p[I+96>>3];p[c+1104>>3]=+p[I+104>>3];p[c+1112>>3]=+p[I+112>>3];p[c+1120>>3]=+p[I+120>>3];p[c+1128>>3]=+p[I+128>>3];p[c+1136>>3]=+p[I+136>>3];p[c+1144>>3]=+p[I+144>>3];p[c+1152>>3]=+p[I+152>>3];p[c+1160>>3]=+p[I+160>>3];p[c+1168>>3]=+p[I+168>>3];p[c+1176>>3]=+p[I+176>>3];p[c+1184>>3]=+p[I+184>>3];p[c+1192>>3]=+p[I+192>>3];p[c+1200>>3]=+p[I+200>>3];h=c+1208|0;i=I+208|0;k=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(k|0));p[c+1248>>3]=+p[I+248>>3];p[c+1256>>3]=+p[I+256>>3];p[c+1264>>3]=+p[I+264>>3];p[c+1272>>3]=+p[I+272>>3];p[c+1280>>3]=+p[I+280>>3];p[c+1288>>3]=+p[I+288>>3];p[c+1296>>3]=+p[I+296>>3];p[c+1304>>3]=+p[I+304>>3];p[c+1312>>3]=+p[I+312>>3];p[c+1320>>3]=+p[I+320>>3];p[c+1328>>3]=+p[I+328>>3];p[c+1336>>3]=+p[I+336>>3];p[c+1344>>3]=+p[I+344>>3];p[c+1352>>3]=+p[I+352>>3];p[c+1360>>3]=+p[I+360>>3];p[c+1368>>3]=+p[I+368>>3];f[c+1376>>2]=f[I+376>>2];f[c+1380>>2]=f[I+380>>2];f[c+1384>>2]=f[I+384>>2];f[c+1388>>2]=f[I+388>>2];f[c+1392>>2]=f[I+392>>2];f[c+1396>>2]=f[I+396>>2];f[c+1400>>2]=f[I+400>>2];f[c+1404>>2]=f[I+404>>2];f[c+1408>>2]=f[I+408>>2];f[c+1412>>2]=f[I+412>>2];f[c+1416>>2]=f[I+416>>2];f[c+1420>>2]=f[I+420>>2];f[c+1424>>2]=f[I+424>>2];f[c+1428>>2]=f[I+428>>2];f[c+1432>>2]=f[I+432>>2];f[c+1436>>2]=f[I+436>>2];p[c+1440>>3]=+p[I+440>>3];p[c+1448>>3]=+p[I+448>>3];p[c+1456>>3]=+p[I+456>>3];p[c+1464>>3]=+p[I+464>>3];p[c+1472>>3]=+p[I+472>>3];p[c+1480>>3]=+p[I+480>>3];p[c+1488>>3]=+p[I+488>>3];p[c+1496>>3]=+p[I+496>>3];p[c+1504>>3]=+p[I+504>>3];p[c+1512>>3]=+p[I+512>>3];p[c+1520>>3]=+p[I+520>>3];p[c+1528>>3]=+p[I+528>>3];p[c+1536>>3]=+p[I+536>>3];p[c+1544>>3]=+p[I+544>>3];p[c+1552>>3]=+p[I+552>>3];p[c+1560>>3]=+p[I+560>>3];p[c+1568>>3]=+p[I+568>>3];p[c+1576>>3]=+p[I+576>>3];p[c+1584>>3]=+p[I+584>>3];p[c+1592>>3]=+p[I+592>>3];p[c+1600>>3]=+p[I+600>>3];p[c+1608>>3]=+p[I+608>>3];p[c+1616>>3]=+p[I+616>>3];p[c+1624>>3]=+p[I+624>>3];p[c+1632>>3]=+p[I+632>>3];p[c+1640>>3]=+p[I+640>>3];p[c+1648>>3]=+p[I+648>>3];p[c+1656>>3]=+p[I+656>>3];p[c+1664>>3]=+p[I+664>>3];p[c+1672>>3]=+p[I+672>>3];p[c+1680>>3]=+p[I+680>>3];p[c+1688>>3]=+p[I+688>>3];f[c+1696>>2]=f[I+696>>2];f[c+1700>>2]=f[I+700>>2];f[c+1704>>2]=f[I+704>>2];f[c+1708>>2]=f[I+708>>2];f[c+1712>>2]=f[I+712>>2];f[c+1716>>2]=f[I+716>>2];f[c+1720>>2]=f[I+720>>2];f[c+1724>>2]=f[I+724>>2];f[c+1728>>2]=f[I+728>>2];G=c+1732|0;F=I+732|0;f[G>>2]=f[F>>2];f[G+4>>2]=f[F+4>>2];f[G+8>>2]=f[F+8>>2];b[G+12>>0]=b[F+12>>0]|0;G=f[x>>2]|0;I=JAa(I,G,G)|0;p[J>>3]=+p[I>>3];p[J+8>>3]=+p[I+8>>3];v=+p[I+16>>3];p[J+16>>3]=v;p[J+24>>3]=+p[I+24>>3];p[J+32>>3]=+p[I+32>>3];p[J+40>>3]=+p[I+40>>3];w=+p[I+48>>3];p[J+48>>3]=w;p[J+56>>3]=+p[I+56>>3];p[J+64>>3]=+p[I+64>>3];p[J+72>>3]=+p[I+72>>3];B=+p[I+80>>3];p[J+80>>3]=B;p[J+88>>3]=+p[I+88>>3];p[J+96>>3]=+p[I+96>>3];p[J+104>>3]=+p[I+104>>3];y=+p[I+112>>3];p[J+112>>3]=y;p[J+120>>3]=+p[I+120>>3];B=v*+p[e>>3]+w*+p[e+8>>3]+(y+B*+p[e+16>>3]);p[K>>3]=1.0;I=K+8|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;f[I+24>>2]=0;f[I+28>>2]=0;p[K+40>>3]=1.0;I=K+48|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;f[I+24>>2]=0;f[I+28>>2]=0;p[K+80>>3]=1.0;I=K+88|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;p[K+120>>3]=1.0;p[K+112>>3]=B;LAa(J,M);f[M+128>>2]=K;J=M+136|0;T8a(J,M)|0;K=f[(f[H>>2]|0)+1908>>2]|0;n[K+1752>>2]=+p[J>>3];n[K+1756>>2]=+p[M+144>>3];n[K+1760>>2]=+p[M+152>>3];n[K+1764>>2]=+p[M+160>>3];n[K+1768>>2]=+p[M+168>>3];n[K+1772>>2]=+p[M+176>>3];n[K+1776>>2]=+p[M+184>>3];n[K+1780>>2]=+p[M+192>>3];n[K+1784>>2]=+p[M+200>>3];n[K+1788>>2]=+p[M+208>>3];n[K+1792>>2]=+p[M+216>>3];n[K+1796>>2]=+p[M+224>>3];n[K+1800>>2]=+p[M+232>>3];n[K+1804>>2]=+p[M+240>>3];n[K+1808>>2]=+p[M+248>>3];n[K+1812>>2]=+p[M+256>>3];M=1;u=N;return M|0}}}eAa(F);VQ((f[(f[a+60>>2]|0)+1908>>2]|0)+1e3|0,F)|0;M=1;u=N;return M|0}function Q8a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0;i=u;u=u+192|0;h=i;switch(b[a+380>>0]|0){case 0:{f[e>>2]=f[a+372>>2];f[g>>2]=f[a+376>>2];u=i;return}case 1:{q=+p[c>>3];v=+p[c+8>>3];r=+p[c+16>>3];p[h>>3]=q;p[h+8>>3]=v;p[h+16>>3]=r;t=+p[c+24>>3];p[h+24>>3]=t;p[h+32>>3]=v;p[h+40>>3]=r;s=+p[c+32>>3];p[h+48>>3]=q;p[h+56>>3]=s;p[h+64>>3]=r;p[h+72>>3]=t;p[h+80>>3]=s;p[h+88>>3]=r;o=+p[c+40>>3];p[h+96>>3]=q;p[h+104>>3]=v;p[h+112>>3]=o;p[h+120>>3]=t;p[h+128>>3]=v;p[h+136>>3]=o;p[h+144>>3]=q;p[h+152>>3]=s;p[h+160>>3]=o;p[h+168>>3]=t;p[h+176>>3]=s;p[h+184>>3]=o;o=+p[d>>3];m=+p[d+8>>3];l=+p[d+16>>3];k=+p[d+24>>3];q=q*o;v=v*m;r=r*l+k;j=q+v+r;j=j>0.0?j:0.0;t=t*o;v=t+v+r;j=j<v?v:j;s=s*m;v=q+s+r;j=j<v?v:j;r=t+s+r;j=j<r?r:j;q=q+ +p[h+104>>3]*m+(+p[h+112>>3]*l+k);j=j<q?q:j;q=+p[h+120>>3]*o+ +p[h+128>>3]*m+(+p[h+136>>3]*l+k);j=j<q?q:j;q=+p[h+144>>3]*o+ +p[h+152>>3]*m+(+p[h+160>>3]*l+k);j=j<q?q:j;k=+p[h+168>>3]*o+ +p[h+176>>3]*m+(+p[h+184>>3]*l+k);j=j<k?k:j;n[e>>2]=j*+n[a+372>>2];n[g>>2]=j*+n[a+376>>2];u=i;return}default:{u=i;return}}}function R8a(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;i=n;m=f[a>>2]|0;l=m+226|0;a:do switch(b[l>>0]|0){case 1:{k=f[m+60>>2]|0;qgb(k+2548|0,f[a+4>>2]|0,f[a+8>>2]|0,f[a+12>>2]|0,k+2256|0,(b[f[a+16>>2]>>0]|0)!=0);break}case 2:{k=f[m+60>>2]|0;$fb(k+3100|0,f[a+4>>2]|0,32,16,f[a+12>>2]|0,k+2256|0,(b[f[a+16>>2]>>0]|0)!=0,k+3728|0,k+224|0);break}case 3:{k=m+60|0;c=f[k>>2]|0;g=c+77|0;d=(b[f[a+20>>2]>>0]|0)!=0;if(!((h[g>>0]|h[g+1>>0]<<8)&128)){if(d){ehb(c+3264|0,f[a+4>>2]|0,f[a+8>>2]|0);break a}g=b[259204]|0;Fwb(258928,1)|0;e=(f[k>>2]|0)+3452|0;c=f[f[a+4>>2]>>2]|0;if(!c)c=0;else{d=f[c+4>>2]|0;if((f[c+8>>2]|0)==(d|0))c=0;else c=f[d+8>>2]|0}Dfb(e,c);Fwb(258928,g<<24>>24!=0)|0;break a}if(d){e=b[259204]|0;Fwb(258928,1)|0;g=(f[k>>2]|0)+3452|0;c=f[f[a+8>>2]>>2]|0;if(!c)c=0;else{d=f[c+4>>2]|0;if((f[c+8>>2]|0)==(d|0))c=0;else c=f[d+8>>2]|0}Dfb(g,c);Fwb(258928,e<<24>>24!=0)|0;c=f[k>>2]|0}g=f[a+4>>2]|0;f[i>>2]=0;k=i+4|0;f[k>>2]=0;qgb(c+2824|0,g,i,f[a+12>>2]|0,c+2256|0,(b[f[a+16>>2]>>0]|0)!=0);c=f[k>>2]|0;if(c|0)iOb(c);break}default:Bfb((f[m+60>>2]|0)+2224|0,f[a+4>>2]|0,f[a+8>>2]|0)}while(0);e=m+230|0;if((j[e>>1]|j[e+2>>1]<<16)&16|0)if(b[f[a+24>>2]>>0]|0){k=f[m+60>>2]|0;i=(b[l>>0]|0)==2;ffb(k+2336|0,f[a+4>>2]|0,i,0,k+224|0,i?32:48,k+2256|0)}if((b[l>>0]|0)==2){u=n;return}c=j[e>>1]|j[e+2>>1]<<16;if(c&32)if(b[f[a+28>>2]>>0]|0){c=f[m+60>>2]|0;if(!(b[f[a+24>>2]>>0]|0))d=b[f[a+32>>2]>>0]|0?16:0;else d=16;Xfb(c+3284|0,f[a+4>>2]|0,c+224|0,d,c+2256|0);c=j[e>>1]|j[e+2>>1]<<16}c=c>>>8&3;if(!(c<<24>>24)){u=n;return}if(!(b[f[a+24>>2]>>0]|0))if(!(b[f[a+28>>2]>>0]|0)){u=n;return}m=f[m+60>>2]|0;Ffb(m+3728|0,c,f[f[a+4>>2]>>2]|0,f[f[a+8>>2]>>2]|0,m+224|0,0);u=n;return}function S8a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0;q=u;u=u+96|0;e=q+72|0;k=q;l=f[a>>2]|0;m=l+60|0;ieb((f[m>>2]|0)+1916|0);if(b[f[a+4>>2]>>0]|0){g=f[m>>2]|0;c=f[(f[g+1912>>2]|0)+864>>2]|0;if(c|0){d=f[c+4>>2]|0;if((f[c+8>>2]|0)!=(d|0)){c=f[d+8>>2]|0;if(c|0){i=f[a+8>>2]|0;n[e>>2]=+p[i>>3];n[e+4>>2]=+p[i+8>>3];n[e+8>>2]=+p[i+16>>3];Agb(g+4216|0,e,+p[f[a+12>>2]>>3],c,g+2256|0)}}}}e=a+16|0;Lqb((f[m>>2]|0)+1976|0,f[e>>2]|0,0);g=l+230|0;if((j[g>>1]|j[g+2>>1]<<16)&2048|0)if((b[l+226>>0]|0)!=2){i=f[m>>2]|0;if((f[i+1896>>2]|0)==(f[i+1900>>2]|0))if(!(sSa(f[l+64>>2]|0)|0)){h=f[m>>2]|0;i=f[h+1908>>2]|0;c=f[i+864>>2]|0;if(c|0){d=f[c+4>>2]|0;if((f[c+8>>2]|0)!=(d|0)){c=f[d+8>>2]|0;if(c|0){f[k>>2]=f[e>>2];f[k+4>>2]=i+1752;i=k+8|0;gma(i,k)|0;Igb(h+3624|0,c,i,(b[f[a+20>>2]>>0]|0)!=0)}}}}}if(!((j[g>>1]|j[g+2>>1]<<16)&64))o=18;else if(qfb((f[m>>2]|0)+3472|0)|0)o=18;else if((b[l+226>>0]|0)==2)o=18;else{h=f[64773]|0;i=f[64775]|0;k=f[64774]|0;l=f[64776]|0;g=b[259204]|0;Fwb(258928,1)|0;pwb(258928,1,771)|0;a=a+24|0;Dfb((f[m>>2]|0)+3452|0,f[f[a>>2]>>2]|0);pwb(258928,1,1)|0;e=f[m>>2]|0;tfb(e+3472|0,f[a>>2]|0,e+2256|0);Fhb(f[a>>2]|0);Fwb(258928,g<<24>>24!=0)|0;owb(258928,h,i,k,l)|0}if((o|0)==18)R8a(f[a+28>>2]|0);c=f[m>>2]|0;d=f[c+1896>>2]|0;if((d|0)==(f[c+1900>>2]|0)){u=q;return}xfb(c+3556|0,f[(f[(f[d+24>>2]|0)+4>>2]|0)+8>>2]|0,f[(f[(f[d+144>>2]|0)+4>>2]|0)+8>>2]|0);u=q;return}function T8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;h=b+128|0;r=f[h>>2]|0;u=b+32|0;t=b+64|0;s=b+96|0;p[a>>3]=+p[b>>3]*+p[r>>3]+ +p[u>>3]*+p[r+8>>3]+ +p[t>>3]*+p[r+16>>3]+ +p[s>>3]*+p[r+24>>3];r=f[h>>2]|0;q=b+8|0;o=b+40|0;n=b+72|0;m=b+104|0;p[a+8>>3]=+p[q>>3]*+p[r>>3]+ +p[o>>3]*+p[r+8>>3]+ +p[n>>3]*+p[r+16>>3]+ +p[m>>3]*+p[r+24>>3];r=f[h>>2]|0;l=b+16|0;k=b+48|0;j=b+80|0;i=b+112|0;p[a+16>>3]=+p[l>>3]*+p[r>>3]+ +p[k>>3]*+p[r+8>>3]+ +p[j>>3]*+p[r+16>>3]+ +p[i>>3]*+p[r+24>>3];r=f[h>>2]|0;g=b+24|0;e=b+56|0;d=b+88|0;c=b+120|0;p[a+24>>3]=+p[g>>3]*+p[r>>3]+ +p[e>>3]*+p[r+8>>3]+ +p[d>>3]*+p[r+16>>3]+ +p[c>>3]*+p[r+24>>3];r=f[h>>2]|0;p[a+32>>3]=+p[b>>3]*+p[r+32>>3]+ +p[u>>3]*+p[r+40>>3]+ +p[t>>3]*+p[r+48>>3]+ +p[s>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+40>>3]=+p[q>>3]*+p[r+32>>3]+ +p[o>>3]*+p[r+40>>3]+ +p[n>>3]*+p[r+48>>3]+ +p[m>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+48>>3]=+p[l>>3]*+p[r+32>>3]+ +p[k>>3]*+p[r+40>>3]+ +p[j>>3]*+p[r+48>>3]+ +p[i>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+56>>3]=+p[g>>3]*+p[r+32>>3]+ +p[e>>3]*+p[r+40>>3]+ +p[d>>3]*+p[r+48>>3]+ +p[c>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+64>>3]=+p[b>>3]*+p[r+64>>3]+ +p[u>>3]*+p[r+72>>3]+ +p[t>>3]*+p[r+80>>3]+ +p[s>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+72>>3]=+p[q>>3]*+p[r+64>>3]+ +p[o>>3]*+p[r+72>>3]+ +p[n>>3]*+p[r+80>>3]+ +p[m>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+80>>3]=+p[l>>3]*+p[r+64>>3]+ +p[k>>3]*+p[r+72>>3]+ +p[j>>3]*+p[r+80>>3]+ +p[i>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+88>>3]=+p[g>>3]*+p[r+64>>3]+ +p[e>>3]*+p[r+72>>3]+ +p[d>>3]*+p[r+80>>3]+ +p[c>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+96>>3]=+p[b>>3]*+p[r+96>>3]+ +p[u>>3]*+p[r+104>>3]+ +p[t>>3]*+p[r+112>>3]+ +p[s>>3]*+p[r+120>>3];b=f[h>>2]|0;p[a+104>>3]=+p[q>>3]*+p[b+96>>3]+ +p[o>>3]*+p[b+104>>3]+ +p[n>>3]*+p[b+112>>3]+ +p[m>>3]*+p[b+120>>3];b=f[h>>2]|0;p[a+112>>3]=+p[l>>3]*+p[b+96>>3]+ +p[k>>3]*+p[b+104>>3]+ +p[j>>3]*+p[b+112>>3]+ +p[i>>3]*+p[b+120>>3];b=f[h>>2]|0;p[a+120>>3]=+p[g>>3]*+p[b+96>>3]+ +p[e>>3]*+p[b+104>>3]+ +p[d>>3]*+p[b+112>>3]+ +p[c>>3]*+p[b+120>>3];return a|0}function U8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+60|0;Phb((f[g>>2]|0)+1048|0,c,d,e);h=a+230|0;if(!((j[h>>1]|j[h+2>>1]<<16)&2048))return;if((b[a+226>>0]|0)==2)return;h=f[g>>2]|0;if((f[h+1896>>2]|0)!=(f[h+1900>>2]|0))return;if(sSa(f[a+64>>2]|0)|0)return;Phb(f[(f[g>>2]|0)+1908>>2]|0,c,d,e);return}function V8a(a){a=a|0;a=a+60|0;vib((f[a>>2]|0)+1048|0);ldb(f[a>>2]|0);return}function W8a(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,k=0,l=0;l=u;u=u+752|0;i=l;k=a+230|0;c=(j[k>>1]|j[k+2>>1]<<16)&-655361;d[k>>1]=c;d[k+2>>1]=c>>>16;eAa(i);c=j[k>>1]|j[k+2>>1]<<16;if(!(c&655360)){c=f[a+60>>2]|0;b[c+224>>0]=b[i>>0]|0;p[c+232>>3]=+p[i+8>>3];p[c+240>>3]=+p[i+16>>3];p[c+248>>3]=+p[i+24>>3];p[c+256>>3]=+p[i+32>>3];p[c+264>>3]=+p[i+40>>3];p[c+272>>3]=+p[i+48>>3];p[c+280>>3]=+p[i+56>>3];p[c+288>>3]=+p[i+64>>3];p[c+296>>3]=+p[i+72>>3];p[c+304>>3]=+p[i+80>>3];p[c+312>>3]=+p[i+88>>3];p[c+320>>3]=+p[i+96>>3];p[c+328>>3]=+p[i+104>>3];p[c+336>>3]=+p[i+112>>3];p[c+344>>3]=+p[i+120>>3];p[c+352>>3]=+p[i+128>>3];p[c+360>>3]=+p[i+136>>3];p[c+368>>3]=+p[i+144>>3];p[c+376>>3]=+p[i+152>>3];p[c+384>>3]=+p[i+160>>3];p[c+392>>3]=+p[i+168>>3];p[c+400>>3]=+p[i+176>>3];p[c+408>>3]=+p[i+184>>3];p[c+416>>3]=+p[i+192>>3];p[c+424>>3]=+p[i+200>>3];e=c+432|0;g=i+208|0;h=e+40|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));p[c+472>>3]=+p[i+248>>3];p[c+480>>3]=+p[i+256>>3];p[c+488>>3]=+p[i+264>>3];p[c+496>>3]=+p[i+272>>3];p[c+504>>3]=+p[i+280>>3];p[c+512>>3]=+p[i+288>>3];p[c+520>>3]=+p[i+296>>3];p[c+528>>3]=+p[i+304>>3];p[c+536>>3]=+p[i+312>>3];p[c+544>>3]=+p[i+320>>3];p[c+552>>3]=+p[i+328>>3];p[c+560>>3]=+p[i+336>>3];p[c+568>>3]=+p[i+344>>3];p[c+576>>3]=+p[i+352>>3];p[c+584>>3]=+p[i+360>>3];p[c+592>>3]=+p[i+368>>3];f[c+600>>2]=f[i+376>>2];f[c+604>>2]=f[i+380>>2];f[c+608>>2]=f[i+384>>2];f[c+612>>2]=f[i+388>>2];f[c+616>>2]=f[i+392>>2];f[c+620>>2]=f[i+396>>2];f[c+624>>2]=f[i+400>>2];f[c+628>>2]=f[i+404>>2];f[c+632>>2]=f[i+408>>2];f[c+636>>2]=f[i+412>>2];f[c+640>>2]=f[i+416>>2];f[c+644>>2]=f[i+420>>2];f[c+648>>2]=f[i+424>>2];f[c+652>>2]=f[i+428>>2];f[c+656>>2]=f[i+432>>2];f[c+660>>2]=f[i+436>>2];p[c+664>>3]=+p[i+440>>3];p[c+672>>3]=+p[i+448>>3];p[c+680>>3]=+p[i+456>>3];p[c+688>>3]=+p[i+464>>3];p[c+696>>3]=+p[i+472>>3];p[c+704>>3]=+p[i+480>>3];p[c+712>>3]=+p[i+488>>3];p[c+720>>3]=+p[i+496>>3];p[c+728>>3]=+p[i+504>>3];p[c+736>>3]=+p[i+512>>3];p[c+744>>3]=+p[i+520>>3];p[c+752>>3]=+p[i+528>>3];p[c+760>>3]=+p[i+536>>3];p[c+768>>3]=+p[i+544>>3];p[c+776>>3]=+p[i+552>>3];p[c+784>>3]=+p[i+560>>3];p[c+792>>3]=+p[i+568>>3];p[c+800>>3]=+p[i+576>>3];p[c+808>>3]=+p[i+584>>3];p[c+816>>3]=+p[i+592>>3];p[c+824>>3]=+p[i+600>>3];p[c+832>>3]=+p[i+608>>3];p[c+840>>3]=+p[i+616>>3];p[c+848>>3]=+p[i+624>>3];p[c+856>>3]=+p[i+632>>3];p[c+864>>3]=+p[i+640>>3];p[c+872>>3]=+p[i+648>>3];p[c+880>>3]=+p[i+656>>3];p[c+888>>3]=+p[i+664>>3];p[c+896>>3]=+p[i+672>>3];p[c+904>>3]=+p[i+680>>3];p[c+912>>3]=+p[i+688>>3];f[c+920>>2]=f[i+696>>2];f[c+924>>2]=f[i+700>>2];f[c+928>>2]=f[i+704>>2];f[c+932>>2]=f[i+708>>2];f[c+936>>2]=f[i+712>>2];f[c+940>>2]=f[i+716>>2];f[c+944>>2]=f[i+720>>2];f[c+948>>2]=f[i+724>>2];f[c+952>>2]=f[i+728>>2];c=c+956|0;i=i+732|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];b[c+12>>0]=b[i+12>>0]|0;c=j[k>>1]|j[k+2>>1]<<16}c=c|24576;d[k>>1]=c;d[k+2>>1]=c>>>16;c=f[a+72>>2]|0;if(!c){u=l;return}gh[f[(f[c>>2]|0)+116>>2]&2047](c);u=l;return}function X8a(a,b,c){a=a|0;b=b|0;c=c|0;if(!c){bR((f[a+60>>2]|0)+224|0,b)|0;c=a+230|0;b=j[c>>1]|j[c+2>>1]<<16|131072;d[c>>1]=b;d[c+2>>1]=b>>>16;return}c=a+230|0;if((j[c>>1]|j[c+2>>1]<<16)&655360|0)return;bR((f[a+60>>2]|0)+224|0,b)|0;return}function Y8a(a){a=a|0;var b=0,c=0;b=a+230|0;c=j[b>>1]|j[b+2>>1]<<16|24576;d[b>>1]=c;d[b+2>>1]=c>>>16;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function Z8a(a){a=a|0;if((b[a+226>>0]|0)==3){a=1;return a|0}if((b[a+229>>0]|0)!=1){a=0;return a|0}if(!(Yub()|0)){a=0;return a|0}a=avb()|0;return a|0}function _8a(a){a=a|0;a=f[a+60>>2]|0;return (f[a+1896>>2]|0)!=(f[a+1900>>2]|0)|0}function $8a(a,b){a=a|0;b=b|0;a=a+230|0;b=b&1;b=b<<14|b<<13|(j[a>>1]|j[a+2>>1]<<16)&-24577;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function a9a(a){a=a|0;return (f[a+60>>2]|0)+224|0}function b9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-524289|(b&1)<<19;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function c9a(a,b){a=a|0;b=b|0;b=f[b>>2]|0;if((f[a+236>>2]|0)==(b|0))return 1;if((f[a+244>>2]|0)==(b|0))return 1;if((f[a+252>>2]|0)==(b|0))return 1;if((f[a+260>>2]|0)==(b|0))return 1;if((f[a+268>>2]|0)==(b|0))return 1;else return (f[a+276>>2]|0)==(b|0)|0;return 0}function d9a(a,b){a=a|0;b=b|0;$bb((f[a+60>>2]|0)+1372|0,b);return}function e9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=f9a(b+1028|0,c)|0;f[a>>2]=0;g=a+4|0;f[g>>2]=0;h=e+4|0;b=f[h>>2]|0;do if(!b)f[g>>2]=0;else{b=kOb(b)|0;f[g>>2]=b;if(b|0){d=f[e>>2]|0;f[a>>2]=d;if(!d){iOb(b);break}else{u=j;return}}}while(0);vIa(i,c);b=f[i>>2]|0;c=i+4|0;d=f[c>>2]|0;if(d|0)hOb(d);f[e>>2]=b;b=f[h>>2]|0;f[h>>2]=d;if(b|0)jOb(b);f[a>>2]=f[i>>2];f[g>>2]=f[c>>2];u=j;return}function f9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;v=f[c>>2]|0;i=f[c+4>>2]|0;t=i;u=v;if((v|0)==(i|0))w=0;else{c=0;e=v;do{c=(c<<6)+-1640531527+(c>>>2)+(h[e>>0]|0)^c;e=e+1|0}while((e|0)!=(i|0));w=c}r=a+4|0;e=f[r>>2]|0;s=(e|0)==0;a:do if(s)d=0;else{m=e+-1|0;i=(m&e|0)==0;if(i)p=m&w;else if(w>>>0<e>>>0)p=w;else p=(w>>>0)%(e>>>0)|0;c=f[(f[a>>2]|0)+(p<<2)>>2]|0;if(!c)d=p;else{c=f[c>>2]|0;if(!c)d=p;else{o=t-u|0;if(i){b:while(1){l=f[c+4>>2]|0;if(!((l|0)==(w|0)|(l&m|0)==(p|0))){d=p;break a}z=f[c+12>>2]|0;k=f[c+8>>2]|0;i=k;l=z;c:do if((z-k|0)==(o|0)){if((i|0)==(l|0)){y=45;break b}else k=v;while(1){if((b[i>>0]|0)!=(b[k>>0]|0))break c;i=i+1|0;if((i|0)==(l|0)){y=45;break b}else k=k+1|0}}while(0);c=f[c>>2]|0;if(!c){d=p;break a}}if((y|0)==45){z=c+20|0;return z|0}}else q=c;d:while(1){c=f[q+4>>2]|0;if((c|0)!=(w|0)){if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(p|0)){d=p;break a}}m=f[q+12>>2]|0;z=f[q+8>>2]|0;c=z;k=m;e:do if((m-z|0)==(o|0)){if((c|0)==(k|0)){c=q;y=45;break d}else i=v;while(1){if((b[c>>0]|0)!=(b[i>>0]|0))break e;c=c+1|0;if((c|0)==(k|0)){c=q;y=45;break d}else i=i+1|0}}while(0);q=f[q>>2]|0;if(!q){d=p;break a}}if((y|0)==45){z=c+20|0;return z|0}}}}while(0);m=pOb(28)|0;i=m+8|0;f[i>>2]=0;k=m+12|0;f[k>>2]=0;l=m+16|0;f[l>>2]=0;c=t-u|0;do if(c|0)if((c|0)<0)AMb(i);else{u=pOb(c)|0;f[k>>2]=u;f[i>>2]=u;z=u+c|0;f[l>>2]=z;bQb(u|0,v|0,c|0)|0;f[k>>2]=z;break}while(0);f[m+20>>2]=0;f[m+24>>2]=0;f[m+4>>2]=w;f[m>>2]=0;i=a+12|0;j=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(s|g*+(e>>>0)<j){d=e<<1|(e>>>0<3|(e+-1&e|0)!=0)&1;c=~~+W(+(j/g))>>>0;g9a(a,d>>>0<c>>>0?c:d);d=f[r>>2]|0;c=d+-1|0;if(!(c&d)){e=d;d=c&w;break}if(w>>>0<d>>>0){e=d;d=w}else{e=d;d=(w>>>0)%(d>>>0)|0}}while(0);d=(f[a>>2]|0)+(d<<2)|0;c=f[d>>2]|0;if(!c){z=a+8|0;f[m>>2]=f[z>>2];f[z>>2]=m;f[d>>2]=z;d=f[m>>2]|0;if(d|0){d=f[d+4>>2]|0;c=e+-1|0;if(!(c&e))d=d&c;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;x=(f[a>>2]|0)+(d<<2)|0;y=43}}else{f[m>>2]=f[c>>2];x=c;y=43}if((y|0)==43)f[x>>2]=m;f[i>>2]=(f[i>>2]|0)+1;z=m;z=z+20|0;return z|0}function g9a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){h9a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;h9a(a,b);return}function h9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=a+4|0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[e>>2]=0;return}if(c>>>0>1073741823)vd();r=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=r;if(d|0)sOb(d);f[e>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;q=c+-1|0;r=(q&c|0)==0;if(r)d=d&q;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{h=i;g=e;e=i}a:while(1){p=e;b:while(1){c:do if(r){e=g;while(1){o=f[e+4>>2]&q;if((o|0)==(d|0))break c;g=(f[a>>2]|0)+(o<<2)|0;if(!(f[g>>2]|0)){d=o;break b}i=f[e>>2]|0;d:do if(!i)g=e;else{l=f[e+12>>2]|0;m=f[e+8>>2]|0;n=l-m|0;if((m|0)==(l|0)){g=e;while(1){if((n|0)!=((f[i+12>>2]|0)-(f[i+8>>2]|0)|0))break d;g=f[i>>2]|0;if(!g){g=i;break d}else{m=i;i=g;g=m}}}else g=e;while(1){j=f[i+8>>2]|0;if((n|0)!=((f[i+12>>2]|0)-j|0))break d;k=m;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break d;k=k+1|0;if((k|0)==(l|0))break;else j=j+1|0}g=f[i>>2]|0;if(!g){g=i;break}else{k=i;i=g;g=k}}}while(0);f[p>>2]=f[g>>2];f[g>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=e;e=f[h>>2]|0;if(!e){d=47;break a}}}else{e=g;while(1){g=f[e+4>>2]|0;if(g>>>0<c>>>0)o=g;else o=(g>>>0)%(c>>>0)|0;if((o|0)==(d|0))break c;g=(f[a>>2]|0)+(o<<2)|0;if(!(f[g>>2]|0)){d=o;break b}i=f[e>>2]|0;e:do if(!i)g=e;else{l=f[e+12>>2]|0;m=f[e+8>>2]|0;n=l-m|0;if((m|0)==(l|0)){g=e;while(1){if((n|0)!=((f[i+12>>2]|0)-(f[i+8>>2]|0)|0))break e;g=f[i>>2]|0;if(!g){g=i;break e}else{m=i;i=g;g=m}}}else g=e;while(1){j=f[i+8>>2]|0;if((n|0)!=((f[i+12>>2]|0)-j|0))break e;k=m;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break e;k=k+1|0;if((k|0)==(l|0))break;else j=j+1|0}g=f[i>>2]|0;if(!g){g=i;break}else{k=i;i=g;g=k}}}while(0);f[p>>2]=f[g>>2];f[g>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=e;e=f[h>>2]|0;if(!e){d=47;break a}}}while(0);g=f[e>>2]|0;if(!g){d=47;break a}else{h=e;p=e}}f[g>>2]=p;g=f[e>>2]|0;if(!g){d=47;break}else h=e}if((d|0)==47)return}function i9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;j=l+8|0;e=l;g=b+60|0;h=j9a((f[g>>2]|0)+1008|0,c)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;i=h+4|0;d=f[i>>2]|0;do if(!d)f[k>>2]=0;else{d=kOb(d)|0;f[k>>2]=d;if(d|0){m=f[h>>2]|0;f[a>>2]=m;if(!m){iOb(d);break}else{u=l;return}}}while(0);cIa(j,b,c);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+56>>2]&1023](d)|0;if(d|0){m=f[j>>2]|0;e9a(e,f[g>>2]|0,d);sIa(m,e);d=f[e+4>>2]|0;if(d|0)iOb(d)}d=f[j>>2]|0;b=j+4|0;c=f[b>>2]|0;if(c|0)hOb(c);f[h>>2]=d;d=f[i>>2]|0;f[i>>2]=c;if(d|0)jOb(d);f[a>>2]=f[j>>2];f[k>>2]=f[b>>2];u=l;return}function j9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=k9a(f[b>>2]|0)|0;j=a+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(o>>>0<k>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while(!(l9a(f[c+8>>2]|0,f[b>>2]|0)|0));a=c+16|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while(!(l9a(f[c+8>>2]|0,f[b>>2]|0)|0));a=c+16|0;return a|0}}while(0);m=pOb(24)|0;f[m+8>>2]=f[b>>2];d=f[b+4>>2]|0;f[m+12>>2]=d;if(d|0)gOb(d);f[m+16>>2]=0;f[m+20>>2]=0;f[m+4>>2]=o;f[m>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(l|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(e/g))>>>0;m9a(a,c>>>0<d>>>0?d:c);c=f[j>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(o>>>0<c>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[m>>2]=f[c>>2];f[c>>2]=m;f[d>>2]=c;c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=32}}else{f[m>>2]=f[c>>2];p=32}if((p|0)==32)f[c>>2]=m;f[i>>2]=(f[i>>2]|0)+1;a=m;a=a+16|0;return a|0}function k9a(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,i=0;c=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;if(!c)b=0;else{d=+n[c>>2];b=d==0.0?0:(n[s>>2]=d,f[s>>2]|0);d=+n[c+4>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b;d=+n[c+8>>2];b=(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(b>>>2)^b;d=+n[c+12>>2];b=((b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(b>>>2)^b)+-1640531527|0}c=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;if(!c)i=b;else{i=X(f[c>>2]|0,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;i=(b<<6)+-1640531527+(b>>>2)+(i>>>15^i)^b}b=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;if(!b)b=i;else{e=f[b>>2]|0;g=f[b+4>>2]|0;if((e|0)==(g|0))b=-1640531527;else{c=0;b=e;do{c=(c<<6)+-1640531527+(c>>>2)+(h[b>>0]|0)^c;b=b+1|0}while((b|0)!=(g|0));b=c+-1640531527|0}b=(i>>>2)+(i<<6)+b^i}c=Pg[f[(f[a>>2]|0)+64>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+72>>2]&1023](a)|0;if(c)b=(b<<6)+-1640531527+(b>>>2)+(h[c>>0]|0)^b;c=Pg[f[(f[a>>2]|0)+80>>2]&1023](a)|0;if(c){i=X(f[c>>2]|0,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;b=(b<<6)+-1640531527+(b>>>2)+(i>>>15^i)^b}e=Pg[f[(f[a>>2]|0)+88>>2]&1023](a)|0;if(!e)c=b;else{d=+n[e>>2];c=d==0.0?0:(n[s>>2]=d,f[s>>2]|0);d=+n[e+4>>2];c=(c>>>2)+(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^c;d=+n[e+8>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+12>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+16>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+20>>2];c=(b<<6)+-1640531527+(b>>>2)+((c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c)^b}b=Pg[f[(f[a>>2]|0)+96>>2]&1023](a)|0;if(!b){a=c;return a|0}a=(c<<6)+-1640531527+(c>>>2)+(h[b>>0]|0)^c;return a|0}function l9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}if(!(+n[d+4>>2]==+n[e+4>>2])){c=0;return c|0}if(!(+n[d+8>>2]==+n[e+8>>2])){c=0;return c|0}if(!(+n[d+12>>2]==+n[e+12>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+24>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+32>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+48>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if((f[d>>2]|0)!=(f[e>>2]|0)){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;g=Pg[f[(f[c>>2]|0)+56>>2]&1023](c)|0;a:do if((d|0)!=(g|0)){if(!((d|0)!=0&(g|0)!=0)){c=0;return c|0}j=f[d+4>>2]|0;i=f[d>>2]|0;d=f[g>>2]|0;e=i;h=j;if((j-i|0)!=((f[g+4>>2]|0)-d|0)){j=0;return j|0}if((e|0)!=(h|0)){while(1){if((b[e>>0]|0)!=(b[d>>0]|0)){d=0;break}e=e+1|0;if((e|0)==(h|0))break a;else d=d+1|0}return d|0}}while(0);d=Pg[f[(f[a>>2]|0)+64>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+64>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if(!(+n[d>>2]==+n[e>>2])){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+72>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+72>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if((b[d>>0]|0)!=(b[e>>0]|0)){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+80>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+80>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if((f[d>>2]|0)!=(f[e>>2]|0)){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+88>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+88>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if(!(+n[d>>2]==+n[e>>2])){j=0;return j|0}if(!(+n[d+4>>2]==+n[e+4>>2])){j=0;return j|0}if(!(+n[d+8>>2]==+n[e+8>>2])){j=0;return j|0}if(!(+n[d+12>>2]==+n[e+12>>2])){j=0;return j|0}if(!(+n[d+16>>2]==+n[e+16>>2])){j=0;return j|0}if(!(+n[d+20>>2]==+n[e+20>>2])){j=0;return j|0}}e=Pg[f[(f[a>>2]|0)+96>>2]&1023](a)|0;d=Pg[f[(f[c>>2]|0)+96>>2]&1023](c)|0;if((e|0)==(d|0)){j=1;return j|0}if(!((e|0)!=0&(d|0)!=0)){j=0;return j|0}j=(b[e>>0]|0)==(b[d>>0]|0);return j|0}function m9a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){n9a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;n9a(a,b);return}function n9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}h=f[d>>2]|0;d:do if(!h)e=d;else{j=d+8|0;e=d;i=d;while(1){if(!(l9a(f[j>>2]|0,f[h+8>>2]|0)|0))break d;i=f[i>>2]|0;h=f[i>>2]|0;if(!h){e=i;break}else e=i}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}h=f[d>>2]|0;e:do if(!h)e=d;else{j=d+8|0;e=d;i=d;while(1){if(!(l9a(f[j>>2]|0,f[h+8>>2]|0)|0))break e;i=f[i>>2]|0;h=f[i>>2]|0;if(!h){e=i;break}else e=i}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}}while(0);e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function o9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=f[a+60>>2]|0;k=l+1008|0;m=p9a(k,b)|0;if(!m)return;i=f[l+1012>>2]|0;a=f[m+4>>2]|0;e=i+-1|0;g=(e&i|0)==0;if(g)h=e&a;else if(a>>>0<i>>>0)h=a;else h=(a>>>0)%(i>>>0)|0;b=(f[k>>2]|0)+(h<<2)|0;j=f[b>>2]|0;while(1){a=f[j>>2]|0;if((a|0)==(m|0))break;else j=a}if((j|0)==(l+1016|0))d=15;else{a=f[j+4>>2]|0;if(g)a=a&e;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0))c=m;else d=15}do if((d|0)==15){a=f[m>>2]|0;if(a|0){a=f[a+4>>2]|0;if(g)a=a&e;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0)){c=m;break}}f[b>>2]=0;c=m}while(0);b=f[c>>2]|0;a=b;if(b){b=f[b+4>>2]|0;if(g)b=b&e;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)!=(h|0)){f[(f[k>>2]|0)+(b<<2)>>2]=j;a=f[m>>2]|0}}f[j>>2]=a;f[c>>2]=0;a=l+1020|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[m+20>>2]|0;if(a|0)jOb(a);a=f[m+12>>2]|0;if(a|0)iOb(a);sOb(m);return}function p9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=k9a(f[b>>2]|0)|0;i=f[a+4>>2]|0;if(!i){i=0;return i|0}d=i+-1|0;c=(d&i|0)==0;if(c)g=d&h;else if(h>>>0<i>>>0)g=h;else g=(h>>>0)%(i>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){i=0;return i|0}a=f[a>>2]|0;if(!a){i=0;return i|0}if(c){while(1){j=f[a+4>>2]|0;c=(j|0)==(h|0);if(!(c|(j&d|0)==(g|0))){a=0;c=19;break}if(c)if(l9a(f[a+8>>2]|0,f[b>>2]|0)|0){c=19;break}a=f[a>>2]|0;if(!a){a=0;c=19;break}}if((c|0)==19)return a|0}else e=a;while(1){a=f[e+4>>2]|0;if((a|0)==(h|0)){if(l9a(f[e+8>>2]|0,f[b>>2]|0)|0){a=e;c=19;break}}else{if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)!=(g|0)){a=0;c=19;break}}e=f[e>>2]|0;if(!e){a=0;c=19;break}}if((c|0)==19)return a|0;return 0}function q9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+104>>2]&2047](a);return}function r9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+108>>2]&2047](a);return}function s9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+112>>2]&2047](a);return}function t9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function u9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+120>>2]&2047](a);return}function v9a(a){a=a|0;var b=0,c=0;b=a+230|0;c=j[b>>1]|j[b+2>>1]<<16|24576;d[b>>1]=c;d[b+2>>1]=c>>>16;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+104>>2]&2047](a);return}function w9a(a){a=a|0;var b=0,c=0;c=a+104|0;b=f[c>>2]|0;f[c>>2]=b+1;if(b|0)return;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+124>>2]&2047](a);return}function x9a(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+104|0;d=f[c>>2]|0;if(!d)return;if(b)f[c>>2]=0;else{d=d+-1|0;f[c>>2]=d;if(d|0)return}a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+128>>2]&2047](a);return}function y9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&1)!=0^c))return;b[a>>0]=d^1;return}function z9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&2)!=0^c))return;b[a>>0]=d^2;return}function A9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&4)!=0^c))return;b[a>>0]=d^4;return}function B9a(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;c=b&1;b=a+128|0;if((g&1|0)==(c|0))return;g=g&-2|c;d[e>>1]=g;d[e+2>>1]=g>>>16;f[b>>2]=(f[b>>2]|0)+1;return}function C9a(a){a=a|0;a=a+128|0;f[a>>2]=(f[a>>2]|0)+1;return}function D9a(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;c=b&1;b=a+128|0;if((g>>>1&1|0)==(c|0))return;g=g&-3|c<<1;d[e>>1]=g;d[e+2>>1]=g>>>16;f[b>>2]=(f[b>>2]|0)+1;return}function E9a(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&8|0)!=0|0}function F9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-9|(b&1)<<3;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function G9a(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&4|0)!=0|0}function H9a(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0;e=a+304|0;g=a+312|0;h=b[g>>0]|0;if(+p[e>>3]==c?h<<24>>24==d<<24>>24:0)return;if(h<<24>>24!=d<<24>>24){h=a+128|0;f[h>>2]=(f[h>>2]|0)+1}p[e>>3]=c;b[g>>0]=d;return}function I9a(a,c){a=a|0;c=c|0;var d=0;d=a+313|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1;return}function J9a(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+228|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;e=(b[a+226>>0]|0)==3;c=b[(e?a+296|0:d)>>0]|0;d=a+229|0;if((b[d>>0]|0)!=c<<24>>24){b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1}if(e)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function K9a(a){a=a|0;return a+132|0}function L9a(a,b){a=a|0;b=b|0;a=a+132|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];return}function M9a(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+60>>2]|0;c=f[b+976>>2]|0;d=b+980|0;e=f[d>>2]|0;if((c|0)==(e|0)){e=0;return e|0}f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);f[b+1004>>2]=0;e=a+128|0;f[e>>2]=(f[e>>2]|0)+1;e=1;return e|0}function N9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+60|0;g=f[e>>2]|0;h=g+976|0;i=g+980|0;j=f[i>>2]|0;d=j;if(j-(f[h>>2]|0)>>5>>>0>=4){j=0;return j|0}if((f[g+984>>2]|0)==(d|0))O9a(h,c);else{f[j>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];j=d+12|0;h=c+12|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[i>>2]=(f[i>>2]|0)+32}i=f[e>>2]|0;j=i+1004|0;i=i+996+(f[j>>2]<<1)|0;b[i>>0]=0;b[i+1>>0]=0;f[j>>2]=(f[j>>2]|0)+1;j=a+128|0;f[j>>2]=(f[j>>2]|0)+1;j=1;return j|0}function O9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=c-d>>5;g=i+1|0;l=d;e=c;if(g>>>0>134217727)AMb(a);m=a+8|0;j=(f[m>>2]|0)-d|0;k=j>>4;g=j>>5>>>0<67108863?(k>>>0<g>>>0?g:k):134217727;do if(!g)h=0;else if(g>>>0>134217727)vd();else{h=pOb(g<<5)|0;break}while(0);j=h+(i<<5)|0;d=j;k=h+(g<<5)|0;f[j>>2]=f[b>>2];f[h+(i<<5)+4>>2]=f[b+4>>2];f[h+(i<<5)+8>>2]=f[b+8>>2];g=h+(i<<5)+12|0;i=b+12|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];f[g+12>>2]=f[i+12>>2];f[g+16>>2]=f[i+16>>2];g=j+32|0;if((e|0)!=(l|0)){c=j;do{i=e;e=e+-32|0;f[c+-32>>2]=f[e>>2];f[c+-28>>2]=f[i+-28>>2];f[c+-24>>2]=f[i+-24>>2];j=c+-20|0;i=i+-20|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];c=d+-32|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function P9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=f[a+60>>2]|0;l=n+980|0;e=f[l>>2]|0;g=f[n+976>>2]|0;j=g;d=e;if((e|0)==(g|0)){a=0;return a|0}i=f[c>>2]|0;e=e-g>>5;k=0;while(1){if((f[j+(k<<5)+28>>2]|0)==(i|0))break;c=k+1|0;if(c>>>0<e>>>0)k=c;else{d=0;m=13;break}}if((m|0)==13)return d|0;c=j+(k<<5)|0;i=c+32|0;if((i|0)==(d|0))m=8;else{j=d+-32|0;e=i;g=c;while(1){o=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=o;o=e+4|0;p=f[o>>2]|0;q=g+4|0;f[o>>2]=f[q>>2];f[q>>2]=p;q=e+8|0;p=f[q>>2]|0;o=g+8|0;f[q>>2]=f[o>>2];f[o>>2]=p;o=g+12|0;p=e+12|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];f[o+12>>2]=f[p+12>>2];f[o+16>>2]=f[p+16>>2];e=e+32|0;if((e|0)==(d|0))break;else g=g+32|0}c=c+(((j-i|0)>>>5)+1<<5)|0;d=f[l>>2]|0;if((d|0)!=(c|0))m=8}if((m|0)==8)f[l>>2]=d+(~((d+-32-c|0)>>>5)<<5);c=k<<1>>1;e=c+1|0;g=n+1004|0;d=f[g>>2]|0;if(e>>>0<d>>>0){d=c;while(1){q=n+996+(e<<1)|0;c=n+996+(d<<1)|0;d=h[q>>0]|h[q+1>>0]<<8;b[c>>0]=d;b[c+1>>0]=d>>8;c=e+1|0;d=f[g>>2]|0;if(c>>>0<d>>>0){d=e;e=c}else break}}f[g>>2]=d+-1;q=a+128|0;f[q>>2]=(f[q>>2]|0)+1;q=1;return q|0}function Q9a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;j=f[a+60>>2]|0;i=f[j+976>>2]|0;j=f[j+980>>2]|0;if((i|0)==(j|0)){k=0;return k|0}c=f[c>>2]|0;while(1){if((f[i+28>>2]|0)==(c|0))break;i=i+32|0;if((i|0)==(j|0)){i=0;k=6;break}}if((k|0)==6)return i|0;b[i+24>>0]=d;b[i+25>>0]=e;f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];k=i+12|0;f[k>>2]=f[h>>2];f[k+4>>2]=f[h+4>>2];f[k+8>>2]=f[h+8>>2];k=a+128|0;f[k>>2]=(f[k>>2]|0)+1;k=1;return k|0}function R9a(a){a=a|0;a=f[a+60>>2]|0;return (f[a+980>>2]|0)-(f[a+976>>2]|0)>>5|0}function S9a(a,b){a=a|0;b=b|0;return (f[(f[a+60>>2]|0)+976>>2]|0)+(b<<5)|0}function T9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-129|(b&1)<<7;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function U9a(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,k=0,l=0,m=0,n=0;n=u;u=u+752|0;m=n;g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0)gOb(h);f[a+216>>2]=g;l=a+220|0;g=f[l>>2]|0;f[l>>2]=h;if(g|0)iOb(g);g=a+128|0;f[g>>2]=(f[g>>2]|0)+1;g=f[c>>2]|0;if(!g){u=n;return}l=g+8|0;if(!(b[g+788>>0]&1)){u=n;return}g=a+60|0;c=f[g>>2]|0;b[m>>0]=b[c+224>>0]|0;p[m+8>>3]=+p[c+232>>3];p[m+16>>3]=+p[c+240>>3];p[m+24>>3]=+p[c+248>>3];p[m+32>>3]=+p[c+256>>3];p[m+40>>3]=+p[c+264>>3];p[m+48>>3]=+p[c+272>>3];p[m+56>>3]=+p[c+280>>3];p[m+64>>3]=+p[c+288>>3];p[m+72>>3]=+p[c+296>>3];p[m+80>>3]=+p[c+304>>3];p[m+88>>3]=+p[c+312>>3];p[m+96>>3]=+p[c+320>>3];p[m+104>>3]=+p[c+328>>3];p[m+112>>3]=+p[c+336>>3];p[m+120>>3]=+p[c+344>>3];p[m+128>>3]=+p[c+352>>3];p[m+136>>3]=+p[c+360>>3];p[m+144>>3]=+p[c+368>>3];p[m+152>>3]=+p[c+376>>3];p[m+160>>3]=+p[c+384>>3];p[m+168>>3]=+p[c+392>>3];p[m+176>>3]=+p[c+400>>3];p[m+184>>3]=+p[c+408>>3];p[m+192>>3]=+p[c+416>>3];p[m+200>>3]=+p[c+424>>3];h=m+208|0;i=c+432|0;k=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(k|0));p[m+248>>3]=+p[c+472>>3];p[m+256>>3]=+p[c+480>>3];p[m+264>>3]=+p[c+488>>3];p[m+272>>3]=+p[c+496>>3];p[m+280>>3]=+p[c+504>>3];p[m+288>>3]=+p[c+512>>3];p[m+296>>3]=+p[c+520>>3];p[m+304>>3]=+p[c+528>>3];p[m+312>>3]=+p[c+536>>3];p[m+320>>3]=+p[c+544>>3];p[m+328>>3]=+p[c+552>>3];p[m+336>>3]=+p[c+560>>3];p[m+344>>3]=+p[c+568>>3];p[m+352>>3]=+p[c+576>>3];p[m+360>>3]=+p[c+584>>3];p[m+368>>3]=+p[c+592>>3];f[m+376>>2]=f[c+600>>2];f[m+380>>2]=f[c+604>>2];f[m+384>>2]=f[c+608>>2];f[m+388>>2]=f[c+612>>2];f[m+392>>2]=f[c+616>>2];f[m+396>>2]=f[c+620>>2];f[m+400>>2]=f[c+624>>2];f[m+404>>2]=f[c+628>>2];f[m+408>>2]=f[c+632>>2];f[m+412>>2]=f[c+636>>2];f[m+416>>2]=f[c+640>>2];f[m+420>>2]=f[c+644>>2];f[m+424>>2]=f[c+648>>2];f[m+428>>2]=f[c+652>>2];f[m+432>>2]=f[c+656>>2];f[m+436>>2]=f[c+660>>2];p[m+440>>3]=+p[c+664>>3];p[m+448>>3]=+p[c+672>>3];p[m+456>>3]=+p[c+680>>3];p[m+464>>3]=+p[c+688>>3];p[m+472>>3]=+p[c+696>>3];p[m+480>>3]=+p[c+704>>3];p[m+488>>3]=+p[c+712>>3];p[m+496>>3]=+p[c+720>>3];p[m+504>>3]=+p[c+728>>3];p[m+512>>3]=+p[c+736>>3];p[m+520>>3]=+p[c+744>>3];p[m+528>>3]=+p[c+752>>3];p[m+536>>3]=+p[c+760>>3];p[m+544>>3]=+p[c+768>>3];p[m+552>>3]=+p[c+776>>3];p[m+560>>3]=+p[c+784>>3];p[m+568>>3]=+p[c+792>>3];p[m+576>>3]=+p[c+800>>3];p[m+584>>3]=+p[c+808>>3];p[m+592>>3]=+p[c+816>>3];p[m+600>>3]=+p[c+824>>3];p[m+608>>3]=+p[c+832>>3];p[m+616>>3]=+p[c+840>>3];p[m+624>>3]=+p[c+848>>3];p[m+632>>3]=+p[c+856>>3];p[m+640>>3]=+p[c+864>>3];p[m+648>>3]=+p[c+872>>3];p[m+656>>3]=+p[c+880>>3];p[m+664>>3]=+p[c+888>>3];p[m+672>>3]=+p[c+896>>3];p[m+680>>3]=+p[c+904>>3];p[m+688>>3]=+p[c+912>>3];f[m+696>>2]=f[c+920>>2];f[m+700>>2]=f[c+924>>2];f[m+704>>2]=f[c+928>>2];f[m+708>>2]=f[c+932>>2];f[m+712>>2]=f[c+936>>2];f[m+716>>2]=f[c+940>>2];f[m+720>>2]=f[c+944>>2];f[m+724>>2]=f[c+948>>2];f[m+728>>2]=f[c+952>>2];k=m+732|0;i=c+956|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];b[k+12>>0]=b[i+12>>0]|0;if(e){e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&655360))bR((f[g>>2]|0)+224|0,l)|0}else{bR((f[g>>2]|0)+224|0,l)|0;e=a+230|0;l=j[e>>1]|j[e+2>>1]<<16|131072;d[e>>1]=l;d[e+2>>1]=l>>>16}if(!(gAa((f[g>>2]|0)+224|0,m)|0))y2a(a+48|0,(f[g>>2]|0)+224|0);u=n;return}function V9a(a,b,c){a=a|0;b=+b;c=+c;p[a+112>>3]=b;p[a+120>>3]=c;return}function W9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;d=h+8|0;e=h+4|0;g=h;f[g>>2]=b;if((b+-1|0)>>>0>14){b=0;u=h;return b|0}a=f[a+60>>2]|0;if(c){f[e>>2]=g;X9a(d,a+1884|0,g,262924,e,h+16|0);b=(f[d>>2]|0)+24|0;u=h;return b|0}g=a+1888|0;c=f[g>>2]|0;if(!c){b=0;u=h;return b|0}e=b>>>0<14;a=g;a:while(1){d=c;while(1){i=f[d+16>>2]|0;c=i>>>0>13;if(!(e&c|i>>>0<b>>>0&(e|c)))break;c=f[d+4>>2]|0;if(!c)break a;else d=c}c=f[d>>2]|0;if(!c){a=d;break}else a=d}if((a|0)==(g|0)){i=0;u=h;return i|0}e=b>>>0>13;d=f[a+16>>2]|0;i=d>>>0<14;if(e&i|d>>>0>b>>>0&(e|i)|(a|0)==(g|0)){i=0;u=h;return i|0}i=a+24|0;u=h;return i|0}function X9a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;e=c+4|0;h=f[e>>2]|0;do if(!h){j=e;d=e}else{i=f[d>>2]|0;j=i>>>0>13;k=i>>>0<14;d=c+4|0;e=h;while(1){h=f[e+16>>2]|0;l=h>>>0<14;if(j&l|i>>>0<h>>>0&(j|l)){h=f[e>>2]|0;if(!h){h=5;break}else{d=e;e=h}}else{l=h>>>0>13;if(!(k&l|h>>>0<i>>>0&(k|l))){h=10;break}d=e+4|0;h=f[d>>2]|0;if(!h){h=9;break}else e=h}}if((h|0)==5){j=e;d=e;break}else if((h|0)==9){j=e;break}else if((h|0)==10){j=e;break}}while(0);e=f[d>>2]|0;if(e|0){l=e;c=0;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}i=pOb(1408)|0;f[i+16>>2]=f[f[g>>2]>>2];dQb(i+24|0,0,1384)|0;eAa(i+40|0);b[i+792>>0]=1;e=i+800|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[i+816>>3]=1.0;p[i+824>>3]=1.0;e=i+832|0;f[e>>2]=16843009;b[e+4>>0]=1;e=i+840|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;n[i+860>>2]=1.0;e=i+864|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+880>>2]=1.0;e=i+884|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+900>>2]=1.0;e=i+904|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+920>>2]=1.0;e=i+924|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+940>>2]=1.0;e=i+944|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+960>>2]=1.0;e=i+964|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+980>>2]=1.0;e=i+984|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1e3>>2]=1.0;e=i+1004|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1020>>2]=1.0;e=i+1024|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1040>>2]=1.0;e=i+1044|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1060>>2]=1.0;e=i+1064|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1080>>2]=1.0;e=i+1084|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1100>>2]=1.0;e=i+1104|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1120>>2]=1.0;e=i+1124|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1140>>2]=1.0;e=i+1144|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1160>>2]=1.0;e=i+1164|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1180>>2]=1.0;e=i+1184|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1200>>2]=1.0;e=i+1204|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1220>>2]=1.0;e=i+1224|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1240>>2]=1.0;e=i+1244|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1260>>2]=1.0;e=i+1264|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1280>>2]=1.0;e=i+1284|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1300>>2]=1.0;e=i+1304|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1320>>2]=1.0;e=i+1324|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=i+1344|0;h=e+64|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(h|0));f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=j;f[d>>2]=i;e=f[f[c>>2]>>2]|0;if(!e)e=i;else{f[c>>2]=e;e=f[d>>2]|0}r_a(f[c+4>>2]|0,e);l=c+8|0;f[l>>2]=(f[l>>2]|0)+1;l=i;c=1;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}function Y9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k+4|0;j=k;if((b+-1|0)>>>0>12){j=0;u=k;return j|0}h=a+60|0;a=f[h>>2]|0;g=a+1888|0;c=f[g>>2]|0;if(!c){j=0;u=k;return j|0}else{e=g;d=c}a:while(1){c=d;while(1){d=f[c+16>>2]|0;if(!(d>>>0>13|d>>>0<b>>>0))break;c=f[c+4>>2]|0;if(!c){c=e;break a}}d=f[c>>2]|0;if(!d)break;else e=c}if((c|0)==(g|0)){j=0;u=k;return j|0}d=b>>>0>13;l=f[c+16>>2]|0;e=l>>>0<14;if(d&e|l>>>0>b>>>0&(d|e)){l=0;u=k;return l|0}b=c;if((c|0)==(g|0)){l=0;u=k;return l|0}e=c+24|0;d=f[e>>2]|0;c=c+28|0;if((d|0)!=(f[c>>2]|0)){a=d;do{_Ia(f[a>>2]|0,0)|0;a=f[e>>2]|0}while((a|0)!=(f[c>>2]|0));a=f[h>>2]|0}f[j>>2]=b;f[i>>2]=f[j>>2];Z9a(a+1884|0,i)|0;l=1;u=k;return l|0}function Z9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;b=f[e+4>>2]|0;if(!b){c=e+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(e|0))do{d=f[c>>2]|0;c=d+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(d|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[a>>2]|0)==(e|0))f[a>>2]=b;c=a+8|0;f[c>>2]=(f[c>>2]|0)+-1;n_a(f[a+4>>2]|0,e);H8a(e+840|0);c=f[e+24>>2]|0;if(!c){sOb(e);return b|0}a=e+28|0;d=f[a>>2]|0;if((d|0)!=(c|0))f[a>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);sOb(e);return b|0}function _9a(a){a=a|0;return f[(f[a+60>>2]|0)+1892>>2]|0}function $9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[a+60>>2]|0;a=i+1888|0;i=f[i+1884>>2]|0;if((a|0)==(i|0))return;else d=a;while(1){a=f[d>>2]|0;h=(a|0)==0;if(h){g=d;while(1){e=f[g+8>>2]|0;if((f[e>>2]|0)==(g|0))g=e;else break}}else{e=a;while(1){g=f[e+4>>2]|0;if(!g)break;else e=g}}g=f[e+16>>2]|0;if(h){e=d;while(1){a=f[e+8>>2]|0;if((f[a>>2]|0)==(e|0))e=a;else break}}else while(1){e=f[a+4>>2]|0;if(!e)break;else a=e}xh[b&127](g,a+24|0,c);a=f[d>>2]|0;if(!a)while(1){a=f[d+8>>2]|0;if((f[a>>2]|0)==(d|0))d=a;else break}else while(1){d=f[a+4>>2]|0;if(!d)break;else a=d}if((a|0)==(i|0))break;else d=a}return}function aab(a){a=a|0;return (f[a+60>>2]|0)+988|0}function bab(a,b){a=a|0;b=b|0;feb((f[a+60>>2]|0)+1916|0,b,b);return}function cab(a,b,c){a=a|0;b=b|0;c=c|0;feb((f[a+60>>2]|0)+1916|0,b,c);return}function dab(a,b,c){a=a|0;b=b|0;c=c|0;geb((f[a+60>>2]|0)+1916|0,b,c);return}function eab(a,b){a=a|0;b=b|0;a=a+60|0;Hqb((f[a>>2]|0)+1976|0,b);Hqb((f[a>>2]|0)+2112|0,b);return}function fab(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+16|0;h=i;a=a+60|0;g=f[a>>2]|0;if(b){Iqb(g+1976|0,d,e);u=i;return}if(c){Iqb(g+2044|0,d,e);e=(f[a>>2]|0)+2044|0;n[h>>2]=0.0;n[h+4>>2]=1.0;n[h+8>>2]=0.0;n[h+12>>2]=.5;Hqb(e,h);u=i;return}else{Iqb(g+2112|0,d,e);u=i;return}}function gab(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=a+226|0;e=b[d>>0]|0;if(c<<24>>24==4?1:e<<24>>24==c<<24>>24)return;switch(e<<24>>24){case 1:{mgb((f[a+60>>2]|0)+2548|0);break}case 2:{Yfb((f[a+60>>2]|0)+3100|0);break}case 3:{mgb((f[a+60>>2]|0)+2824|0);break}default:{}}b[d>>0]=c;g=(b[a+225>>0]|0)==3?2:1;b[a+384>>0]=1;b[a+381>>0]=g;d=a+385|0;b[d>>0]=1;e=a+382|0;b[e>>0]=g;b[a+386>>0]=1;b[a+383>>0]=g;if(c<<24>>24==2){b[d>>0]=2;b[e>>0]=2;c=2}d=c<<24>>24==3;c=b[(d?a+296|0:a+228|0)>>0]|0;e=a+229|0;if((b[e>>0]|0)!=c<<24>>24){b[e>>0]=c;g=a+128|0;f[g>>2]=(f[g>>2]|0)+1}if(d)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function hab(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=b&255;b=c&255;c=f[d>>2]|0;d=f[d+4>>2]|0;if(d|0)gOb(d);f[a+236+(e*24|0)+(b<<3)>>2]=c;a=a+236+(e*24|0)+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=d;if(!b)return;iOb(b);return}function iab(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;h=d+4|0;e=d+8|0;g=d;n[h>>2]=c;n[e>>2]=0.0;n[g>>2]=1.0;g=c<1.0?h:g;f[a+284+((b&255)<<2)>>2]=f[(+n[g>>2]>0.0?g:e)>>2];u=d;return}function jab(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+296|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;e=(b[a+226>>0]|0)==3;c=b[(e?d:a+228|0)>>0]|0;d=a+229|0;if((b[d>>0]|0)!=c<<24>>24){b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1}if(e)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function kab(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+227|0;e=b[d>>0]|0;if(c<<24>>24==2?1:e<<24>>24==c<<24>>24)return;if(e<<24>>24==1)Vgb((f[a+60>>2]|0)+2260|0);b[d>>0]=c;return}function lab(a){a=a|0;return b[(f[a+60>>2]|0)+2332>>0]|0}function mab(a,b){a=a|0;b=b|0;Sgb((f[a+60>>2]|0)+2260|0,b);return}function nab(a,c){a=a|0;c=c|0;var d=0,e=0;switch(c<<24>>24){case 0:{c=2;d=4;break}case 1:{c=3;d=4;break}case 2:return;default:c=b[a+225>>0]|0}if((d|0)==4)b[a+225>>0]=c;e=c<<24>>24==3?2:1;b[a+384>>0]=1;b[a+381>>0]=e;c=a+385|0;b[c>>0]=1;d=a+382|0;b[d>>0]=e;b[a+386>>0]=1;b[a+383>>0]=e;if((b[a+226>>0]|0)!=2)return;b[c>>0]=2;b[d>>0]=2;return}function oab(a,b){a=a|0;b=+b;a=a+60|0;rgb((f[a>>2]|0)+2548|0,b);rgb((f[a>>2]|0)+2824|0,b);return}function pab(a,b){a=a|0;b=b|0;kgb((f[a+60>>2]|0)+2548|0,b);return}function qab(a,b){a=a|0;b=b|0;a=a+60|0;lgb((f[a>>2]|0)+2548|0,b);lgb((f[a>>2]|0)+2824|0,b);return}function rab(a,b){a=a|0;b=b|0;a=a+60|0;jgb((f[a>>2]|0)+2548|0,b);jgb((f[a>>2]|0)+2824|0,b);kgb((f[a>>2]|0)+2824|0,b);return}function sab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+2592|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function tab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2608|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2884|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function uab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2576|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];c=(f[a>>2]|0)+2852|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2868|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function vab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+2624|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function wab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2640|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2916|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function xab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3140|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function yab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3156|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function zab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3172|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Aab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3188|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Bab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3204|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Cab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3220|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Dab(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=b&1;if((e>>>4&1|0)==(g|0))return;g=e&-17|g<<4;d[c>>1]=g;d[c+2>>1]=g>>>16;if(b)return;efb((f[a+60>>2]|0)+2336|0);return}function Eab(a){a=a|0;return +(+Veb((f[a+60>>2]|0)+2336|0))}function Fab(a,b){a=a|0;b=+b;Web((f[a+60>>2]|0)+2336|0,b);return}function Gab(a,b){a=a|0;b=+b;Xeb((f[a+60>>2]|0)+2336|0,b);return}function Hab(a,b){a=a|0;b=+b;Yeb((f[a+60>>2]|0)+2336|0,b);return}function Iab(a,b){a=a|0;b=+b;Zeb((f[a+60>>2]|0)+2336|0,b);return}function Jab(a,b){a=a|0;b=b|0;_eb((f[a+60>>2]|0)+2336|0,b);return}function Kab(a,b){a=a|0;b=b|0;$eb((f[a+60>>2]|0)+2336|0,b);return}function Lab(a,b){a=a|0;b=+b;afb((f[a+60>>2]|0)+2336|0,b);return}function Mab(a,b){a=a|0;b=+b;bfb((f[a+60>>2]|0)+2336|0,b);return}function Nab(a,b){a=a|0;b=+b;cfb((f[a+60>>2]|0)+2336|0,b);return}function Oab(a,b){a=a|0;b=b|0;dfb((f[a+60>>2]|0)+2336|0,b);return}function Pab(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=b&1;if((e>>>5&1|0)==(g|0))return;g=e&-33|g<<5;d[c>>1]=g;d[c+2>>1]=g>>>16;if(b)return;Pfb((f[a+60>>2]|0)+3284|0);return}function Qab(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&32|0)!=0|0}function Rab(a,b){a=a|0;b=b|0;Qfb((f[a+60>>2]|0)+3284|0,b);return}function Sab(a){a=a|0;return f[(f[a+60>>2]|0)+3332>>2]|0}function Tab(a,b){a=a|0;b=+b;Rfb((f[a+60>>2]|0)+3284|0,b);return}function Uab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3336>>2])}function Vab(a,b){a=a|0;b=+b;Sfb((f[a+60>>2]|0)+3284|0,b);return}function Wab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3340>>2])}function Xab(a,b){a=a|0;b=+b;Tfb((f[a+60>>2]|0)+3284|0,b);return}function Yab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3344>>2])}function Zab(a,b){a=a|0;b=+b;Ufb((f[a+60>>2]|0)+3284|0,b);return}function _ab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3348>>2])}function $ab(a,b){a=a|0;b=b|0;var c=0,e=0;a=a+230|0;c=j[a>>1]|j[a+2>>1]<<16;e=b&1;if((c>>>6&1|0)==(e|0)){b=0;return b|0}e=c&-65|e<<6;d[a>>1]=e;d[a+2>>1]=e>>>16;if(b){b=1;return b|0}b=1;return b|0}function abb(a,b){a=a|0;b=+b;if(!(ifb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function bbb(a,b){a=a|0;b=+b;if(!(jfb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function cbb(a,b){a=a|0;b=+b;if(!(kfb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function dbb(a,b){a=a|0;b=b|0;if(!(lfb((f[a+60>>2]|0)+3472|0,b)|0)){b=0;return b|0}b=a+230|0;b=((j[b>>1]|j[b+2>>1]<<16)&64|0)!=0;return b|0}function ebb(a,b,c){a=a|0;b=b|0;c=+c;if(!(mfb((f[a+60>>2]|0)+3472|0,b,c)|0)){b=0;return b|0}b=a+230|0;b=((j[b>>1]|j[b+2>>1]<<16)&64|0)!=0;return b|0}function fbb(a,b,c){a=a|0;b=b|0;c=c|0;if(!(nfb((f[a+60>>2]|0)+3472|0,b,c)|0)){c=0;return c|0}c=a+230|0;c=((j[c>>1]|j[c+2>>1]<<16)&64|0)!=0;return c|0}function gbb(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;if(!(ofb((f[a+60>>2]|0)+3472|0,b,c,d)|0)){d=0;return d|0}d=a+230|0;d=((j[d>>1]|j[d+2>>1]<<16)&64|0)!=0;return d|0}function hbb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;if(!(f[b+12>>2]|0)){i=0;return i|0}if(!(f[c+12>>2]|0)){i=0;return i|0}i=a+60|0;g=f[i>>2]|0;e=f[g+1896>>2]|0;h=g+1900|0;d=f[h>>2]|0;if((e|0)!=(d|0)){do{g=d+-120|0;f[h>>2]=g;E8a(g);d=f[h>>2]|0}while((d|0)!=(e|0));Nhb((f[i>>2]|0)+1048|0);e=f[i>>2]|0;g=e;e=f[e+1900>>2]|0}d=g+1900|0;if(e>>>0<(f[g+1904>>2]|0)>>>0){jdb(e,a);f[d>>2]=(f[d>>2]|0)+120}else ibb(g+1896|0,a);d=f[(f[i>>2]|0)+1900>>2]|0;e=d+-120|0;pdb(e,0);qdb(e,0);e=Jhb((f[i>>2]|0)+1048|0,b)|0;f[d+-8>>2]=e;d=f[i>>2]|0;e=d+1900|0;g=f[e>>2]|0;if(g>>>0<(f[d+1904>>2]|0)>>>0){jdb(g,a);f[e>>2]=(f[e>>2]|0)+120}else ibb(d+1896|0,a);a=f[(f[i>>2]|0)+1900>>2]|0;b=a+-120|0;pdb(b,0);qdb(b,0);i=Jhb((f[i>>2]|0)+1048|0,c)|0;f[a+-8>>2]=i;i=1;return i|0}function ibb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;c=f[a>>2]|0;e=((f[a+4>>2]|0)-c|0)/120|0;d=e+1|0;if(d>>>0>35791394)AMb(a);j=((f[a+8>>2]|0)-c|0)/120|0;c=j<<1;c=j>>>0<17895697?(c>>>0<d>>>0?d:c):35791394;f[h+12>>2]=0;f[h+16>>2]=a+8;do if(!c)g=0;else if(c>>>0>35791394)vd();else{g=pOb(c*120|0)|0;break}while(0);f[h>>2]=g;j=g+(e*120|0)|0;e=h+8|0;d=h+4|0;f[d>>2]=j;f[h+12>>2]=g+(c*120|0);jdb(j,b);f[e>>2]=j+120;jbb(a,h);d=f[d>>2]|0;c=f[e>>2]|0;if((c|0)!=(d|0))do{j=c+-120|0;f[e>>2]=j;E8a(j);c=f[e>>2]|0}while((c|0)!=(d|0));c=f[h>>2]|0;if(!c){u=i;return}sOb(c);u=i;return}function jbb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;g=a+4|0;c=f[g>>2]|0;h=b+4|0;if((c|0)==(e|0)){d=h;c=a;h=f[h>>2]|0;f[c>>2]=h;f[d>>2]=e;e=b+8|0;h=f[g>>2]|0;c=f[e>>2]|0;f[g>>2]=c;f[e>>2]=h;e=a+8|0;h=b+12|0;g=f[e>>2]|0;a=f[h>>2]|0;f[e>>2]=a;f[h>>2]=g;h=f[d>>2]|0;f[b>>2]=h;return}d=f[h>>2]|0;do{i=c;c=c+-120|0;f[d+-120>>2]=f[c>>2];j=d+-116|0;k=i+-116|0;f[j>>2]=0;l=d+-112|0;f[l>>2]=0;f[d+-108>>2]=0;f[j>>2]=f[k>>2];j=i+-112|0;f[l>>2]=f[j>>2];l=i+-108|0;f[d+-108>>2]=f[l>>2];f[l>>2]=0;f[j>>2]=0;f[k>>2]=0;p[d+-104>>3]=+p[i+-104>>3];k=i+-96|0;f[d+-96>>2]=f[k>>2];j=i+-92|0;f[d+-92>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-88|0;f[d+-88>>2]=f[j>>2];k=i+-84|0;f[d+-84>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=i+-80|0;f[d+-80>>2]=f[k>>2];j=i+-76|0;f[d+-76>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-72|0;f[d+-72>>2]=f[j>>2];k=i+-68|0;f[d+-68>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=i+-64|0;f[d+-64>>2]=f[k>>2];j=i+-60|0;f[d+-60>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-56|0;f[d+-56>>2]=f[j>>2];k=i+-52|0;f[d+-52>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=d+-48|0;j=i+-48|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];k=i+-32|0;f[d+-32>>2]=f[k>>2];j=i+-28|0;f[d+-28>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=d+-24|0;k=i+-24|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];f[d+-8>>2]=f[i+-8>>2];d=(f[h>>2]|0)+-120|0;f[h>>2]=d}while((c|0)!=(e|0));l=h;k=a;j=d;i=f[a>>2]|0;f[k>>2]=j;f[l>>2]=i;i=b+8|0;k=f[g>>2]|0;j=f[i>>2]|0;f[g>>2]=j;f[i>>2]=k;i=a+8|0;k=b+12|0;j=f[i>>2]|0;h=f[k>>2]|0;f[i>>2]=h;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function kbb(a){a=a|0;var b=0,c=0,d=0,e=0;b=a+60|0;d=f[b>>2]|0;c=f[d+1896>>2]|0;d=d+1900|0;a=f[d>>2]|0;if((c|0)==(a|0)){d=0;return d|0}do{e=a+-120|0;f[d>>2]=e;E8a(e);a=f[d>>2]|0}while((a|0)!=(c|0));Nhb((f[b>>2]|0)+1048|0);e=1;return e|0}function lbb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;ufb((f[a+60>>2]|0)+3556|0,b,c,d);return}function mbb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0;i=a+230|0;e=j[i>>1]|j[i+2>>1]<<16;g=c&1;if((e>>>11&1|0)==(g|0)){i=0;return i|0}g=e&-2049|g<<11;d[i>>1]=g;d[i+2>>1]=g>>>16;g=a+60|0;h=(f[g>>2]|0)+1908|0;if(c){c=pOb(1816)|0;Ihb(c,a);jdb(c+840|0,a);p[c+952>>3]=1.0;p[c+960>>3]=1.0;p[c+968>>3]=1.0;e=c+976|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;eAa(c+1e3|0);e=f[h>>2]|0;f[h>>2]=c;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]&-8|5;h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]|8;h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]|16;h=f[(f[g>>2]|0)+1908>>2]|0;f[h+828>>2]=86040;rdb(h+840|0,0);pdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,0);qdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,0);sdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,1);h=j[i>>1]|j[i+2>>1]<<16|24576;d[i>>1]=h;d[i+2>>1]=h>>>16;i=1;return i|0}else{e=f[h>>2]|0;f[h>>2]=0;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}Qgb((f[g>>2]|0)+3624|0);i=1;return i|0}return 0}function nbb(a,c){a=a|0;c=c|0;var e=0,g=0.0,h=0,i=0;h=a+230|0;i=j[h>>1]|j[h+2>>1]<<16;if(!(i&32768)){e=a+344|0;g=+p[c>>3]}else{e=a+344|0;g=+p[c>>3];if(+p[e>>3]==g)if(+p[a+352>>3]==+p[c+8>>3])if(+p[a+360>>3]==+p[c+16>>3]){a=0;return a|0}}p[e>>3]=g;p[a+352>>3]=+p[c+8>>3];p[a+360>>3]=+p[c+16>>3];e=i|57344;d[h>>1]=e;d[h+2>>1]=e>>>16;do if(i&2048)if((b[a+226>>0]|0)!=2){i=f[a+60>>2]|0;if((f[i+1896>>2]|0)==(f[i+1900>>2]|0))if(sSa(f[a+64>>2]|0)|0){e=j[h>>1]|j[h+2>>1]<<16;break}else{a=1;return a|0}}while(0);if(!(e&1024)){a=0;return a|0}if((b[a+226>>0]|0)==2){a=0;return a|0}i=f[a+60>>2]|0;if((f[i+1896>>2]|0)!=(f[i+1900>>2]|0)){a=0;return a|0}a=(sSa(f[a+64>>2]|0)|0)^1;return a|0}function obb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;P=f[a+80>>2]|0;Q=f[a+248>>2]|0;R=f[a+272>>2]|0;S=f[a+504>>2]|0;T=f[a+512>>2]|0;U=f[a+968>>2]|0;V=f[a+984>>2]|0;x=f[a+992>>2]|0;W=f[a+1008>>2]|0;y=f[a+1024>>2]|0;X=f[a+1032>>2]|0;B=f[a+1944>>2]|0;C=f[a+2200>>2]|0;D=f[a+4904>>2]|0;N=f[a+4912>>2]|0;M=f[a+4928>>2]|0;L=f[a+4936>>2]|0;O=f[a+6072>>2]|0;Y=f[a+6104>>2]|0;K=f[a+6112>>2]|0;a:{if(Y){Y=0;switch(K|0){case 1:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}i=f[N+8>>2]|0;h=Q;while(1){if((f[h+12>>2]|0)==(i|0))break;h=f[h>>2]|0;if(!h){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}w=N+12|0;n=i;v=h;while(1){o=v+4|0;if(!(f[o>>2]|0)){O=342;break}l=v+20|0;if(!(b[l>>0]|0))S7a(a+24|0,v,n,1);else T7a(a+24|0,v,n,1);u=v+8|0;h=f[u>>2]|0;if(!h)O=354;else if((f[h+4>>2]|0)==(n|0))g=h;else O=354;if((O|0)==354){O=0;g=f[P>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=n;f[g>>2]=f[u>>2];f[u>>2]=g}t=v+16|0;f[t>>2]=n;h=f[o>>2]|0;i=f[h+12>>2]|0;if(!i)i=n;else{e=f[M>>2]|0;h=f[(f[h+8>>2]|0)+4>>2]|0;if(!(R7a(e,f[w>>2]|0,h,i,1)|0))break;i=U7a(a+24|0,h,i,N)|0;h=f[u>>2]|0;do if(!(b[l>>0]|0)){k=f[h+4>>2]|0;h=f[B>>2]|0;j=f[C>>2]|0;if(!(b[D>>0]|0))$h[h&3](j,0,k,i,n,f[k+12>>2]|0,f[i+12>>2]|0,f[n+12>>2]|0,f[k+24>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0);else $h[h&3](j,0,k,n,i,f[k+12>>2]|0,f[n+12>>2]|0,f[i+12>>2]|0,f[k+24>>2]|0,f[n+24>>2]|0,f[i+24>>2]|0);S7a(a+24|0,v,i,1);T7a(a+24|0,f[o>>2]|0,i,1);f[(f[u>>2]|0)+4>>2]=i;f[(f[(f[o>>2]|0)+8>>2]|0)+4>>2]=i}else{if(!h)O=377;else if((f[h+4>>2]|0)==(n|0)){m=h;O=378}else O=377;if((O|0)==377){O=0;h=f[P>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=n;f[h>>2]=f[u>>2];f[u>>2]=h;if(h|0){m=h;O=378}}if((O|0)==378){O=0;if((f[m+4>>2]|0)==(i|0))break}n=f[P>>2]|0;n=Rg[f[f[n>>2]>>2]&255](n,8)|0;f[n+4>>2]=i;f[n>>2]=f[u>>2];f[u>>2]=n}while(0);h=f[o>>2]|0;f[v+12>>2]=f[(h+12|0)>>2];f[t>>2]=f[h+16>>2];f[(h+12|0)>>2]=f[w>>2];j=f[v>>2]|0;if(j){Q7a(a+24|0,v,j,9.999999974752427e-07,9.999999974752427e-07);h=f[o>>2]|0}}if(!h){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else{n=i;v=h}}if((O|0)==342){T7a(a+24|0,v,n,1);e=v+8|0;c=f[e>>2]|0;if(!c)O=345;else if((f[c+4>>2]|0)==(n|0)){p=c;q=f[M>>2]|0;O=346}else O=345;if((O|0)==345){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=n;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[M>>2]|0;if(!d){r=c;O=347}else{p=d;q=c;O=346}}if((O|0)==346){O=0;if((f[p+4>>2]|0)==(q|0))s=q;else{r=q;O=347}}if((O|0)==347){O=0;s=f[P>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=r;f[s>>2]=f[e>>2];f[e>>2]=s;s=r}f[v+16>>2]=s;f[v+12>>2]=f[w>>2];Q7a(a+24|0,v,f[v>>2]|0,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6144>>2]=2;f[a+6148>>2]=8;break a}if(!(b[l>>0]|0)){i=f[g+4>>2]|0;do if((i|0)!=(n|0)){g=f[B>>2]|0;h=f[C>>2]|0;if(!(b[D>>0]|0)){$h[g&3](h,0,i,e,n,f[i+12>>2]|0,f[e+12>>2]|0,f[n+12>>2]|0,f[i+24>>2]|0,f[e+24>>2]|0,f[n+24>>2]|0);break}else{$h[g&3](h,0,i,n,e,f[i+12>>2]|0,f[n+12>>2]|0,f[e+12>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0,f[e+24>>2]|0);break}}while(0);S7a(a+24|0,v,f[M>>2]|0,1);g=f[u>>2]|0;e=f[M>>2]|0}if(!g)O=365;else if((f[g+4>>2]|0)!=(e|0))O=365;if((O|0)==365){O=0;y=f[P>>2]|0;y=Rg[f[f[y>>2]>>2]&255](y,8)|0;f[y+4>>2]=e;f[y>>2]=f[u>>2];f[u>>2]=y}f[t>>2]=e;f[v+12>>2]=f[w>>2];e=f[o>>2]|0;if(e|0)Q7a(a+24|0,e,v,9.999999974752427e-07,0.0);e=f[v>>2]|0;if(!e){x=Q;y=R}else{Q7a(a+24|0,v,e,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 2:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else e=Q;while(1){if((f[e+12>>2]|0)==(L|0))break;e=f[e>>2]|0;if(!e){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}k=N+8|0;m=N+16|0;j=L;l=e;while(1){if(!(f[l>>2]|0)){O=388;break}z=l+20|0;if(!(b[z>>0]|0))S7a(a+24|0,l,j,1);else T7a(a+24|0,l,j,1);J=l+8|0;e=f[J>>2]|0;if(!e)O=400;else if((f[e+4>>2]|0)==(j|0))d=e;else O=400;if((O|0)==400){O=0;d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[J>>2];f[J>>2]=d}I=l+16|0;f[I>>2]=j;e=f[l>>2]|0;g=f[e+12>>2]|0;if(!g)g=j;else{c=f[k>>2]|0;e=f[(f[e+8>>2]|0)+4>>2]|0;if(R7a(c,f[m>>2]|0,e,g,1)|0)break;i=U7a(a+24|0,e,g,N)|0;e=f[J>>2]|0;do if(!(b[z>>0]|0)){if(!e)O=423;else if((f[e+4>>2]|0)==(j|0)){A=e;O=424}else O=423;if((O|0)==423){O=0;e=f[P>>2]|0;e=Rg[f[f[e>>2]>>2]&255](e,8)|0;f[e+4>>2]=j;f[e>>2]=f[J>>2];f[J>>2]=e;if(e|0){A=e;O=424}}if((O|0)==424){O=0;if((f[A+4>>2]|0)==(i|0))break}w=f[P>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,8)|0;f[w+4>>2]=i;f[w>>2]=f[J>>2];f[J>>2]=w}else{h=f[e+4>>2]|0;e=f[B>>2]|0;g=f[C>>2]|0;if(!(b[D>>0]|0))$h[e&3](g,0,h,j,i,f[h+12>>2]|0,f[j+12>>2]|0,f[i+12>>2]|0,f[h+24>>2]|0,f[j+24>>2]|0,f[i+24>>2]|0);else $h[e&3](g,0,h,i,j,f[h+12>>2]|0,f[i+12>>2]|0,f[j+12>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0,f[j+24>>2]|0);T7a(a+24|0,l,i,1);S7a(a+24|0,f[l>>2]|0,i,1);f[(f[J>>2]|0)+4>>2]=i;f[(f[(f[l>>2]|0)+8>>2]|0)+4>>2]=i}while(0);e=f[l>>2]|0;f[l+12>>2]=f[(e+12|0)>>2];f[I>>2]=f[e+16>>2];f[(e+12|0)>>2]=f[m>>2];g=f[l+4>>2]|0;if(!g)g=i;else{Q7a(a+24|0,g,l,9.999999974752427e-07,9.999999974752427e-07);g=i;e=f[l>>2]|0}}if(!e){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else{j=g;l=e}}if((O|0)==388){S7a(a+24|0,l,j,1);e=l+8|0;c=f[e>>2]|0;if(!c)O=391;else if((f[c+4>>2]|0)==(j|0)){E=c;F=f[k>>2]|0;O=392}else O=391;if((O|0)==391){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){G=c;O=393}else{E=d;F=c;O=392}}if((O|0)==392){O=0;if((f[E+4>>2]|0)==(F|0))H=F;else{G=F;O=393}}if((O|0)==393){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=G;f[H>>2]=f[e>>2];f[e>>2]=H;H=G}f[l+16>>2]=H;f[l+12>>2]=f[m>>2];Q7a(a+24|0,f[l+4>>2]|0,l,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6144>>2]=2;f[a+6148>>2]=8;break a}if(b[z>>0]|0){g=f[d+4>>2]|0;do if((g|0)!=(j|0)){e=f[B>>2]|0;d=f[C>>2]|0;if(!(b[D>>0]|0)){$h[e&3](d,0,g,j,c,f[g+12>>2]|0,f[j+12>>2]|0,f[c+12>>2]|0,f[g+24>>2]|0,f[j+24>>2]|0,f[c+24>>2]|0);break}else{$h[e&3](d,0,g,c,j,f[g+12>>2]|0,f[c+12>>2]|0,f[j+12>>2]|0,f[g+24>>2]|0,f[c+24>>2]|0,f[j+24>>2]|0);break}}while(0);T7a(a+24|0,l,f[k>>2]|0,1);d=f[J>>2]|0;c=f[k>>2]|0}if(!d)O=411;else if((f[d+4>>2]|0)!=(c|0))O=411;if((O|0)==411){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=c;f[H>>2]=f[J>>2];f[J>>2]=H}f[I>>2]=c;f[l+12>>2]=f[m>>2];c=f[l+4>>2]|0;if(c|0)Q7a(a+24|0,c,l,9.999999974752427e-07,0.0);c=f[l>>2]|0;if(!c){x=Q;y=R}else{Q7a(a+24|0,l,c,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 5:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else h=Q;while(1){g=h+12|0;if((f[g>>2]|0)==(L|0))break;c=f[h>>2]|0;if(!c){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else h=c}c=(f[h>>2]|0)==0;do if(!(b[h+20>>0]|0)){if(c){T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}S7a(a+24|0,h,L,1);c=f[M>>2]|0;d=h+8|0;e=f[d>>2]|0;if(!e)O=438;else if((f[e+4>>2]|0)!=(c|0))O=438;if((O|0)==438){O=0;M=f[P>>2]|0;M=Rg[f[f[M>>2]>>2]&255](M,8)|0;f[M+4>>2]=c;f[M>>2]=f[d>>2];f[d>>2]=M}f[g>>2]=f[N+12>>2];d=N+8|0;T7a(a+24|0,f[h>>2]|0,f[d>>2]|0,1);c=f[h>>2]|0;d=f[d>>2]|0;e=f[(c+8|0)>>2]|0;if(e|0)if((f[e+4>>2]|0)==(d|0))break;P=f[P>>2]|0;P=Rg[f[f[P>>2]>>2]&255](P,8)|0;f[P+4>>2]=d;f[P>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=P;c=f[h>>2]|0}else{if(c){T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}T7a(a+24|0,h,L,1);P=N+8|0;S7a(a+24|0,f[h>>2]|0,f[P>>2]|0,1);f[(f[h+8>>2]|0)+4>>2]=f[M>>2];f[g>>2]=f[N+12>>2];c=f[h>>2]|0;f[(f[c+8>>2]|0)+4>>2]=f[P>>2]}while(0);f[c+12>>2]=f[N+16>>2];N=h+16|0;c=c+16|0;P=f[N>>2]|0;f[N>>2]=f[c>>2];f[c>>2]=P;c=f[h+4>>2]|0;if(c|0)Q7a(a+24|0,c,h,9.999999974752427e-07,9.999999974752427e-07);c=f[h>>2]|0;d=f[c>>2]|0;if(!d){x=Q;y=R}else{Q7a(a+24|0,c,d,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R}break}default:{T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}}}f[a+504>>2]=S;f[a+512>>2]=T;f[a+968>>2]=U;f[a+984>>2]=V;f[a+992>>2]=x;f[a+1008>>2]=W;f[a+1024>>2]=y;f[a+1032>>2]=X;f[a+6072>>2]=O;f[a+6104>>2]=Y}function pbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;G=f[a+80>>2]|0;v=f[a+352>>2]|0;H=f[a+704>>2]|0;w=f[a+800>>2]|0;c=f[a+880>>2]|0;J=f[a+1624>>2]|0;C=f[a+1944>>2]|0;g=f[a+2032>>2]|0;D=f[a+2200>>2]|0;o=f[a+2248>>2]|0;E=f[a+4904>>2]|0;x=f[a+4912>>2]|0;t=f[a+4928>>2]|0;F=f[a+5856>>2]|0;i=f[a+5864>>2]|0;r=f[a+5880>>2]|0;m=f[a+5904>>2]|0;p=f[a+5912>>2]|0;q=f[a+5944>>2]|0;l=f[a+5968>>2]|0;I=f[a+6072>>2]|0;a:{if((J|0)==(q|0)){if(!(b[c+20>>0]|0)){S7a(a+24|0,c,g,1);h=f[t>>2]|0;i=c+8|0;e=f[i>>2]|0;if(!e)I=223;else if((f[e+4>>2]|0)==(h|0)){j=h;k=e}else I=223;if((I|0)==223){I=0;k=f[G>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=h;f[k>>2]=f[i>>2];f[i>>2]=k;j=f[t>>2]|0}g=c+16|0;f[g>>2]=h;e=f[F>>2]|0;if(+n[j+16>>2]!=+n[e+16>>2]){if(!k)I=227;else if((f[k+4>>2]|0)==(e|0))d=e;else I=227;if((I|0)==227){I=0;d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=e;f[d>>2]=f[i>>2];f[i>>2]=d;d=f[F>>2]|0}f[g>>2]=e}else d=e;f[r>>2]=0;c=f[c>>2]|0;T7a(a+24|0,c,d,1);d=f[F>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)I=231;else if((f[e+4>>2]|0)!=(d|0))I=231;if((I|0)==231){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=J}f[c+16>>2]=d;f[c+12>>2]=0;Q7a(a+24|0,f[(f[c+4>>2]|0)+4>>2]|0,f[c>>2]|0,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=w;f[a+6152>>2]=1;break a}j=c+4|0;k=f[j>>2]|0;T7a(a+24|0,c,l,1);g=f[t>>2]|0;h=f[F>>2]|0;do if(+n[g+16>>2]!=+n[h+16>>2]){i=f[(f[c+8>>2]|0)+4>>2]|0;e=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0)){$h[e&3](d,0,i,g,h,f[i+12>>2]|0,f[g+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0);break}else{$h[e&3](d,0,i,h,g,f[i+12>>2]|0,f[h+12>>2]|0,f[g+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0);break}}while(0);S7a(a+24|0,f[c>>2]|0,f[F>>2]|0,1);e=f[j>>2]|0;if(e|0)f[e>>2]=f[f[c>>2]>>2];d=f[c>>2]|0;g=f[d>>2]|0;if(g|0)f[g+4>>2]=e;g=(w|0)==(c|0)?g:w;e=f[(d+8|0)>>2]|0;if(e){do{f[(d+8|0)>>2]=f[e>>2];$zb(e);e=f[(d+8|0)>>2]|0}while((e|0)!=0);d=f[c>>2]|0}$zb(d);e=c+8|0;d=f[e>>2]|0;if(d|0)do{f[e>>2]=f[d>>2];$zb(d);d=f[e>>2]|0}while((d|0)!=0);$zb(c);if(!k){h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}d=f[k>>2]|0;if(!d){h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}Q7a(a+24|0,k,d,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}i=f[i>>2]|0;d=f[p+12>>2]|0;if(!d){d=p;while(1){g=f[d>>2]|0;d=f[g+12>>2]|0;if(!d)d=g;else break}}else g=p;if(R7a(q,i,f[(f[g+8>>2]|0)+4>>2]|0,d,0)|0){if((f[(f[c+8>>2]|0)+4>>2]|0)==(f[(f[p+8>>2]|0)+4>>2]|0)){f[r>>2]=f[(p+12|0)>>2];f[(p+12|0)>>2]=m;h=H;i=46;e=v;d=w;f[a+6152>>2]=1;break a}d=f[p>>2]|0;if(!d){h=1;i=23;e=v;d=w;f[a+6152>>2]=1;break a}e=f[(d+12|0)>>2]|0;if((q|0)!=(e|0)){h=1;i=23;e=v;d=w;f[a+6152>>2]=1;break a}h=f[(p+12|0)>>2]|0;f[(p+12|0)>>2]=e;f[(d+12|0)>>2]=h;h=H;i=46;e=v;d=w;f[a+6152>>2]=1;break a}do{d=1;if(d)if(!(b[c+20>>0]|0)){S7a(a+24|0,c,o,1);d=f[t>>2]|0;e=c+8|0;g=f[e>>2]|0;if(!g)I=247;else if((f[g+4>>2]|0)!=(d|0))I=247;if((I|0)==247){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[e>>2];f[e>>2]=J}f[c+16>>2]=d;i=f[c>>2]|0;h=U7a(a+24|0,f[(f[(i+8|0)>>2]|0)+4>>2]|0,f[(i+12|0)>>2]|0,x)|0;c=f[(i+4|0)>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)I=250;else if((f[d+4>>2]|0)==(h|0))s=c;else I=250;if((I|0)==250){I=0;s=f[G>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=h;f[s>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=s;s=f[(i+4|0)>>2]|0}f[s+12>>2]=f[(i+12|0)>>2];f[s+16>>2]=f[i+16>>2];c=f[i>>2]|0;d=f[c+12>>2]|0;if((d|0)!=(f[F>>2]|0)){if(!d)do{c=f[f[c>>2]>>2]|0;d=f[c+12>>2]|0}while((d|0)==0);d=U7a(a+24|0,f[(f[c+8>>2]|0)+4>>2]|0,d,x)|0}T7a(a+24|0,i,h,1);g=f[(f[(i+8|0)>>2]|0)+4>>2]|0;c=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[c&3](e,0,g,h,d,f[g+12>>2]|0,f[h+12>>2]|0,f[d+12>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[d+24>>2]|0);h=d;e=0;u=i;break}else{$h[c&3](e,0,g,d,h,f[g+12>>2]|0,f[d+12>>2]|0,f[h+12>>2]|0,f[g+24>>2]|0,f[d+24>>2]|0,f[h+24>>2]|0);h=d;e=0;u=i;break}}else d=1;if(d)if(1){T7a(a+24|0,c,o,1);h=f[c>>2]|0;h=U7a(a+24|0,f[(f[h+8>>2]|0)+4>>2]|0,f[h+12>>2]|0,x)|0;i=f[(f[c+8>>2]|0)+4>>2]|0;g=f[t>>2]|0;d=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[d&3](e,0,i,g,h,f[i+12>>2]|0,f[g+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0);e=v;u=c;break}else{$h[d&3](e,0,i,h,g,f[i+12>>2]|0,f[h+12>>2]|0,f[g+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0);e=v;u=c;break}}}while(0);c=f[u>>2]|0;S7a(a+24|0,c,h,1);j=f[c+12>>2]|0;i=f[c+16>>2]|0;c=f[c>>2]|0;d=f[u+4>>2]|0;if(d|0)f[d>>2]=c;if(c)f[c+4>>2]=d;p=(w|0)==(u|0)?c:w;d=f[u>>2]|0;g=f[(d+8|0)>>2]|0;if(g){do{f[(d+8|0)>>2]=f[g>>2];$zb(g);g=f[(d+8|0)>>2]|0}while((g|0)!=0);d=f[u>>2]|0}$zb(d);g=u+8|0;d=f[g>>2]|0;if(d|0)do{f[g>>2]=f[d>>2];$zb(d);d=f[g>>2]|0}while((d|0)!=0);$zb(u);if((h|0)==(f[F>>2]|0)){h=H;i=47;d=p;f[a+6152>>2]=1;break a}if(!c){h=1;i=23;d=p;c=0;f[a+6152>>2]=1;break a}else{o=i;m=j;l=h}while(1){k=c+12|0;d=f[k>>2]|0;if(!d){h=l;d=o;g=m}else{if((d|0)==(f[F>>2]|0))break;j=c+8|0;h=U7a(a+24|0,f[(f[j>>2]|0)+4>>2]|0,d,x)|0;do if(!(b[c+20>>0]|0)){S7a(a+24|0,c,f[F>>2]|0,1);i=f[(f[j>>2]|0)+4>>2]|0;d=f[C>>2]|0;g=f[D>>2]|0;if(!(b[E>>0]|0))$h[d&3](g,0,i,l,h,f[i+12>>2]|0,f[l+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0);else $h[d&3](g,0,i,h,l,f[i+12>>2]|0,f[h+12>>2]|0,f[l+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0);f[(f[j>>2]|0)+4>>2]=l;if(!e)break;d=(f[c+4>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=e;f[J>>2]=f[d>>2];f[d>>2]=J}else T7a(a+24|0,c,h,1);while(0);g=f[k>>2]|0;f[k>>2]=m;e=c+16|0;d=f[e>>2]|0;f[e>>2]=o;e=l}c=f[c>>2]|0;if(!c){h=1;i=23;d=p;c=0;f[a+6152>>2]=2;f[a+6156>>2]=1;break a}else{o=d;m=g;l=h}}if(b[c+20>>0]|0){T7a(a+24|0,c,d,1);h=f[F>>2]|0;i=c+8|0;d=f[i>>2]|0;do if(!d)I=278;else{if((f[d+4>>2]|0)!=(h|0)){I=278;break}A=c+16|0;f[A>>2]=h;y=d;I=279}while(0);if((I|0)==278){d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[i>>2];f[i>>2]=d;g=c+16|0;f[g>>2]=h;if(!d){B=g;I=280}else{y=d;A=g;I=279}}if((I|0)==279){I=0;if((f[y+4>>2]|0)==(l|0))z=A;else{B=A;I=280}}if((I|0)==280){I=0;z=f[G>>2]|0;z=Rg[f[f[z>>2]>>2]&255](z,8)|0;f[z+4>>2]=l;f[z>>2]=f[i>>2];f[i>>2]=z;z=B}f[k>>2]=m;f[z>>2]=o;h=H;i=47;d=p;f[a+6152>>2]=1;break a}S7a(a+24|0,c,d,1);j=c+8|0;i=f[(f[j>>2]|0)+4>>2]|0;h=f[F>>2]|0;g=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0))$h[g&3](d,0,i,l,h,f[i+12>>2]|0,f[l+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0);else $h[g&3](d,0,i,h,l,f[i+12>>2]|0,f[h+12>>2]|0,f[l+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0);d=f[j>>2]|0;g=f[(d+4|0)>>2]|0;h=c+4|0;do if((g|0)==(f[(f[(f[h>>2]|0)+8>>2]|0)+4>>2]|0))f[(d+4|0)>>2]=l;else{if((d|0)!=0&(g|0)==(l|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=l;f[J>>2]=f[j>>2];f[j>>2]=J}while(0);f[k>>2]=m;f[c+16>>2]=o;if(!e){h=H;i=47;e=0;d=p;f[a+6152>>2]=1;break a}d=(f[h>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0)){h=H;i=47;d=p;f[a+6152>>2]=1;break a}h=f[G>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=e;f[h>>2]=f[d>>2];f[d>>2]=h;h=H;i=47;d=p}f[a+816>>2]=h;f[a+824>>2]=i;f[a+928>>2]=e;f[a+944>>2]=d;f[a+976>>2]=c;f[a+6072>>2]=I}function qbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0;X=f[a+80>>2]|0;z=f[a+248>>2]|0;w=f[a+256>>2]|0;t=f[a+264>>2]|0;Y=f[a+272>>2]|0;Z=f[a+504>>2]|0;_=f[a+968>>2]|0;D=f[a+992>>2]|0;$=f[a+1008>>2]|0;E=f[a+1024>>2]|0;K=f[a+1944>>2]|0;L=f[a+2200>>2]|0;N=f[a+4904>>2]|0;M=f[a+4912>>2]|0;O=f[a+4928>>2]|0;A=f[a+4960>>2]|0;j=f[a+5008>>2]|0;V=f[a+5024>>2]|0;W=f[a+6072>>2]|0;a:{if((W|0)==185){W=0;f[w>>2]=A;f[(A+4|0)>>2]=w;Q7a(a+24|0,w,A,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(f[(A+8|0)>>2]|0)+4>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)W=187;else if((f[e+4>>2]|0)!=(d|0))W=187;if((W|0)==187){W=0;V=f[X>>2]|0;V=Rg[f[f[V>>2]>>2]&255](V,8)|0;f[V+4>>2]=d;f[V>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=V}f[c+16>>2]=d;e=f[M+8>>2]|0;if(!(+n[(f[O>>2]|0)+16>>2]!=+n[e+16>>2])){D=z;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)W=191;else if((f[d+4>>2]|0)==(e|0))g=c;else W=191;if((W|0)==191){W=0;g=f[X>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=e;f[g>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=g;g=f[A>>2]|0}f[c+16>>2]=e;Q7a(a+24|0,A,g,9.999999974752427e-07,9.999999974752427e-07);D=z;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}v=w+4|0;c=f[v>>2]|0;if(!c)y=0;else{Q7a(a+24|0,c,A,9.999999974752427e-07,9.999999974752427e-07);y=f[v>>2]|0}do{u=1;if(u){u=0;if(!(b[w+20>>0]|0)){i=(f[A>>2]|0)+20|0;B=b[(A+20|0)>>0]|0;b[(A+20|0)>>0]=b[i>>0]|0;b[i>>0]=B;i=y+12|0;if(!(f[i>>2]|0)){c=y+4|0;S7a(a+24|0,f[c>>2]|0,f[O>>2]|0,1);d=f[c>>2]|0;e=f[O>>2]|0;g=f[(d+8|0)>>2]|0;if(!g)W=118;else if((f[g+4>>2]|0)==(e|0)){k=d;l=e}else W=118;if((W|0)==118){W=0;k=f[X>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=e;f[k>>2]=f[(d+8|0)>>2];f[(d+8|0)>>2]=k;k=f[c>>2]|0;l=f[O>>2]|0}f[d+16>>2]=e;f[k+12>>2]=f[j>>2];T7a(a+24|0,y,l,1);f[i>>2]=f[V>>2];c=f[c>>2]|0;Q7a(a+24|0,f[c+4>>2]|0,c,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d){do{f[(c+8|0)>>2]=f[d>>2];$zb(d);d=f[(c+8|0)>>2]|0}while((d|0)!=0);c=f[A>>2]|0}$zb(c);c=f[(A+8|0)>>2]|0;if(c|0)do{f[(A+8|0)>>2]=f[c>>2];$zb(c);c=f[(A+8|0)>>2]|0}while((c|0)!=0);$zb(A);B=z;d=y;break}c=y+8|0;e=f[(f[c>>2]|0)+4>>2]|0;g=f[(f[t>>2]|0)+4>>2]|0;T7a(a+24|0,y,f[O>>2]|0,0);S7a(a+24|0,w,f[O>>2]|0,0);d=f[c>>2]|0;do if(!(f[d>>2]|0)){f[d+4>>2]=e;f[y+16>>2]=e;c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d|0)if((f[d+4>>2]|0)==(g|0)){m=g;o=c;break}s=f[X>>2]|0;p=c;q=c+8|0;r=g;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}else{f[(f[A>>2]|0)+8>>2]=d;f[c>>2]=0;s=f[X>>2]|0;p=y;q=c;r=e;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}while(0);if((W|0)==131){W=0;f[s+4>>2]=r;f[s>>2]=f[q>>2];f[q>>2]=s;m=r;o=p}f[o+16>>2]=m;c=f[t>>2]|0;if(!(f[c>>2]|0)){B=f[(A+8|0)>>2]|0;f[B+4>>2]=e;f[(A+16|0)>>2]=e;e=B}else{e=f[(A+8|0)>>2]|0;f[(A+8|0)>>2]=c;f[t>>2]=e;c=e;e=f[(A+8|0)>>2]|0}f[c+4>>2]=g;f[w+16>>2]=g;c=f[v>>2]|0;f[(A+4|0)>>2]=c;f[f[A>>2]>>2]=w;f[c>>2]=A;c=f[A>>2]|0;f[v>>2]=c;d=f[O>>2]|0;if(!e)W=137;else if((f[e+4>>2]|0)==(d|0))x=c;else W=137;if((W|0)==137){W=0;x=f[X>>2]|0;x=Rg[f[f[x>>2]>>2]&255](x,8)|0;f[x+4>>2]=d;f[x>>2]=f[(A+8|0)>>2];f[(A+8|0)>>2]=x;x=f[A>>2]|0}f[(A+16|0)>>2]=d;B=z;d=x}else u=1}if(u)if(1){f[(A+4|0)>>2]=y;if(y|0)f[y>>2]=A;f[f[A>>2]>>2]=w;d=f[A>>2]|0;f[v>>2]=d;B=(z|0)==(w|0)?A:z}}while(0);k=M+8|0;i=f[O>>2]|0;j=d;while(1){c=f[j>>2]|0;d=f[c+12>>2]|0;if(!d){h=i;C=c}else{P=f[k>>2]|0;c=f[(f[c+8>>2]|0)+4>>2]|0;if(R7a(P,f[V>>2]|0,c,d,1)|0)break;h=U7a(a+24|0,c,d,M)|0;g=j+8|0;c=f[g>>2]|0;do if(!(b[j+20>>0]|0)){do if(!c)W=167;else{if((f[c+4>>2]|0)!=(i|0)){W=167;break}F=j+16|0;f[F>>2]=i;H=c;W=168}while(0);if((W|0)==167){W=0;c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=i;f[c>>2]=f[g>>2];f[g>>2]=c;d=j+16|0;f[d>>2]=i;if(!c)G=d;else{F=d;H=c;W=168}}if((W|0)==168){W=0;if((f[H+4>>2]|0)==(h|0)){c=F;break}else G=F}c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=h;f[c>>2]=f[g>>2];f[g>>2]=c;c=G}else{e=f[c+4>>2]|0;c=f[K>>2]|0;d=f[L>>2]|0;if(!(b[N>>0]|0))$h[c&3](d,0,e,i,h,f[e+12>>2]|0,f[i+12>>2]|0,f[h+12>>2]|0,f[e+24>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0);else $h[c&3](d,0,e,h,i,f[e+12>>2]|0,f[h+12>>2]|0,f[i+12>>2]|0,f[e+24>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0);T7a(a+24|0,j,h,1);S7a(a+24|0,f[j>>2]|0,h,1);f[(f[g>>2]|0)+4>>2]=h;f[(f[(f[j>>2]|0)+8>>2]|0)+4>>2]=h;c=j+16|0}while(0);d=f[j>>2]|0;f[j+12>>2]=f[(d+12|0)>>2];f[c>>2]=f[d+16>>2];f[(d+12|0)>>2]=f[V>>2];c=f[j+4>>2]|0;if(!c)C=d;else{Q7a(a+24|0,c,j,9.999999974752427e-07,9.999999974752427e-07);C=f[j>>2]|0}}if(!C){Z=1;_=M;$=B;W=448;f[a+6160>>2]=2;f[a+6164>>2]=3;break a}if(!(f[C>>2]|0)){W=174;break}if(!(b[C+20>>0]|0)){S7a(a+24|0,C,h,1);i=h;j=C;continue}else{T7a(a+24|0,C,h,1);i=h;j=C;continue}}if((W|0)==174){e=C+8|0;c=f[e>>2]|0;if(!c)W=177;else if((f[c+4>>2]|0)==(h|0)){Q=c;R=f[k>>2]|0;W=178}else W=177;if((W|0)==177){d=f[X>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){S=c;W=179}else{Q=d;R=c;W=178}}if((W|0)==178){W=0;if((f[Q+4>>2]|0)==(R|0))T=R;else{S=R;W=179}}if((W|0)==179){W=0;T=f[X>>2]|0;T=Rg[f[f[T>>2]>>2]&255](T,8)|0;f[T+4>>2]=S;f[T>>2]=f[e>>2];f[e>>2]=T;T=S}f[C+16>>2]=T;f[C+12>>2]=f[V>>2];Q7a(a+24|0,f[C+4>>2]|0,C,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}if(!(b[j+20>>0]|0))W=148;else if(+n[(f[O>>2]|0)+16>>2]!=+n[P+16>>2]){g=j+8|0;e=f[(f[g>>2]|0)+4>>2]|0;d=f[K>>2]|0;c=f[L>>2]|0;if(!(b[N>>0]|0))$h[d&3](c,0,e,i,P,f[e+12>>2]|0,f[i+12>>2]|0,f[P+12>>2]|0,f[e+24>>2]|0,f[i+24>>2]|0,f[P+24>>2]|0);else $h[d&3](c,0,e,P,i,f[e+12>>2]|0,f[P+12>>2]|0,f[i+12>>2]|0,f[e+24>>2]|0,f[P+24>>2]|0,f[i+24>>2]|0);T7a(a+24|0,j,f[k>>2]|0,1);J=g;I=f[g>>2]|0}else W=148;if((W|0)==148){W=0;c=j+8|0;d=f[c>>2]|0;if(!d)W=150;else if((f[d+4>>2]|0)==(i|0))U=d;else W=150;if((W|0)==150){W=0;U=f[X>>2]|0;U=Rg[f[f[U>>2]>>2]&255](U,8)|0;f[U+4>>2]=i;f[U>>2]=f[c>>2];f[c>>2]=U}f[j+16>>2]=i;J=c;I=U}c=f[k>>2]|0;if(!I)W=154;else if((f[I+4>>2]|0)!=(c|0))W=154;if((W|0)==154){W=0;X=f[X>>2]|0;X=Rg[f[f[X>>2]>>2]&255](X,8)|0;f[X+4>>2]=c;f[X>>2]=f[J>>2];f[J>>2]=X}f[j+16>>2]=c;f[j+12>>2]=f[V>>2];c=f[j+4>>2]|0;if(c|0)Q7a(a+24|0,c,j,9.999999974752427e-07,9.999999974752427e-07);c=f[j>>2]|0;if(!c){D=B;E=Y}else{Q7a(a+24|0,j,c,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y}f[a+6160>>2]=1;break a}f[a+504>>2]=Z;f[a+968>>2]=_;f[a+992>>2]=D;f[a+1008>>2]=$;f[a+1024>>2]=E;f[a+6072>>2]=W}function rbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0;T=f[a+80>>2]|0;v=f[a+248>>2]|0;z=f[a+272>>2]|0;K=f[a+504>>2]|0;L=f[a+512>>2]|0;M=f[a+816>>2]|0;N=f[a+824>>2]|0;O=f[a+944>>2]|0;P=f[a+968>>2]|0;Q=f[a+984>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;S=f[a+1032>>2]|0;C=f[a+1944>>2]|0;E=f[a+2200>>2]|0;F=f[a+4904>>2]|0;I=f[a+4912>>2]|0;J=f[a+4928>>2]|0;w=f[a+4936>>2]|0;U=f[a+6072>>2]|0;V=f[a+6104>>2]|0;q=f[a+6112>>2]|0;a:{if(V){V=0;switch(q|0){case 3:{m=f[T>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,24)|0;h=f[T>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,24)|0;f[m>>2]=h;f[h+4>>2]=m;f[h>>2]=0;f[(m+4|0)>>2]=0;f[(f[m>>2]|0)+8>>2]=0;f[(m+8|0)>>2]=0;h=f[J>>2]|0;i=f[T>>2]|0;i=Rg[f[f[i>>2]>>2]&255](i,8)|0;f[i+4>>2]=h;f[i>>2]=f[(m+8|0)>>2];f[(m+8|0)>>2]=i;f[(m+16|0)>>2]=h;h=I+12|0;i=f[h>>2]|0;f[m+12>>2]=i;j=I+16|0;e=f[m>>2]|0;f[e+12>>2]=f[j>>2];b[(m+20|0)>>0]=1;b[e+20>>0]=0;if(!v){c=f[J>>2]|0;d=f[(e+8|0)>>2]|0;if(!d)U=101;else if((f[d+4>>2]|0)==(c|0))k=c;else U=101;if((U|0)==101){U=0;k=f[T>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=c;f[k>>2]=f[(e+8|0)>>2];f[(e+8|0)>>2]=k;k=f[J>>2]|0}f[e+16>>2]=c;e=f[I+8>>2]|0;if(!(+n[k+16>>2]!=+n[e+16>>2])){A=m;B=z;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}c=f[m>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)U=105;else if((f[d+4>>2]|0)==(e|0))l=c;else U=105;if((U|0)==105){U=0;l=f[T>>2]|0;l=Rg[f[f[l>>2]>>2]&255](l,8)|0;f[l+4>>2]=e;f[l>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=l;l=f[m>>2]|0}f[c+16>>2]=e;Q7a(a+24|0,m,l,9.999999974752427e-07,9.999999974752427e-07);A=m;B=z;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}else d=v;while(1){c=f[d+12>>2]|0;if(c|0){g=d+8|0;if(R7a(f[J>>2]|0,i,f[(f[g>>2]|0)+4>>2]|0,c,0)|0)break}c=f[d>>2]|0;if(!c){U=185;break}else d=c}f[a+80>>2]=T;f[a+248>>2]=v;f[a+256>>2]=d;f[a+264>>2]=g;f[a+272>>2]=z;f[a+504>>2]=K;f[a+968>>2]=P;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1944>>2]=C;f[a+2200>>2]=E;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+4960>>2]=m;f[a+5008>>2]=h;f[a+5024>>2]=j;f[a+6072>>2]=U;f[a+6160>>2]=0;f[a+6164>>2]=0;qbb(a);K=f[a+504>>2]|0;P=f[a+968>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;U=f[a+6072>>2]|0;G=f[a+6160>>2]|0;D=f[a+6164>>2]|0;H=+n[a+6164>>2];f[a+6160>>2]=0;f[a+6164>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:{f[a+6168>>2]=2;f[a+6172>>2]=15;break a}case 3:{f[a+6168>>2]=2;f[a+6172>>2]=14;break a}}}default:V=1}}if(V){V=0;switch(q|0){case 0:{if(!v){L=1;Q=I;S=0;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}s=I+8|0;t=I+16|0;u=I+12|0;r=0;p=z;q=v;c=v;d=w;while(1){k=d;i=d;j=d;e=d;g=d;b:while(1){o=c+12|0;d=f[o>>2]|0;if((d|0)==(g|0))break;l=f[s>>2]|0;h=l;m=e;e=k;while(1){if((d|0)!=(h|0))break;f[s>>2]=m;f[J>>2]=l;e=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=e;e=f[o>>2]|0;g=l;if((e|0)==(g|0)){d=e;k=e;j=e;i=e;break b}else{z=l;d=e;h=m;e=g;i=g;j=g;l=m;m=z}}c=f[c>>2]|0;if(!c){L=1;Q=I;S=q;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else{k=e;e=m}}g=d;h=f[c>>2]|0;c:do{d=1;if(d){d=0;if(!h){M=1;N=23;x=r;O=q;y=c}else d=1}if(d)if(1){d=f[h+12>>2]|0;if(!d){e=h;do{e=f[e>>2]|0;d=f[e+12>>2]|0}while(!(d|0))}z=f[s>>2]|0;f[a+80>>2]=T;f[a+352>>2]=r;f[a+704>>2]=p;f[a+800>>2]=q;f[a+816>>2]=M;f[a+824>>2]=N;f[a+880>>2]=c;f[a+928>>2]=x;f[a+944>>2]=O;f[a+976>>2]=y;f[a+1624>>2]=d;f[a+1944>>2]=C;f[a+2032>>2]=k;f[a+2200>>2]=E;f[a+2248>>2]=j;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+5856>>2]=s;f[a+5864>>2]=t;f[a+5880>>2]=o;f[a+5904>>2]=g;f[a+5912>>2]=h;f[a+5944>>2]=z;f[a+5968>>2]=i;f[a+6072>>2]=U;f[a+6152>>2]=0;f[a+6156>>2]=0;pbb(a);M=f[a+816>>2]|0;N=f[a+824>>2]|0;x=f[a+928>>2]|0;O=f[a+944>>2]|0;y=f[a+976>>2]|0;U=f[a+6072>>2]|0;G=f[a+6152>>2]|0;D=f[a+6156>>2]|0;H=+n[a+6156>>2];f[a+6152>>2]=0;f[a+6156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break c}}}while(0);switch(N&63){case 47:{A=O;B=M;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}case 46:break;default:{f[a+6168>>2]=2;f[a+6172>>2]=11;break a}}r=x;p=M;q=O;c=y;d=f[J>>2]|0}}default:V=1}}if(V){V=0;switch(q|0){case 4:{if(!v){L=1;Q=I;S=0;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else p=v;while(1){l=p+12|0;if((f[l>>2]|0)==(w|0))break;c=f[p>>2]|0;if(!c){L=1;Q=I;S=v;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else p=c}if(!(b[p+20>>0]|0))S7a(a+24|0,p,w,1);else T7a(a+24|0,p,w,1);d=f[I+8>>2]|0;m=p+8|0;c=f[m>>2]|0;if(!c)U=315;else if((f[c+4>>2]|0)==(d|0))o=c;else U=315;if((U|0)==315){U=0;o=f[T>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,8)|0;f[o+4>>2]=d;f[o>>2]=f[m>>2];f[m>>2]=o}j=p+16|0;f[j>>2]=d;f[l>>2]=f[I+16>>2];k=p+4|0;d=f[k>>2]|0;d:do if(!d){i=p;d=0}else{c=f[(f[d+8>>2]|0)+4>>2]|0;if((c|0)==(f[o+4>>2]|0))while(1){e=f[l>>2]|0;g=d+12|0;h=f[g>>2]|0;X=+n[c+16>>2];W=+n[c+20>>2];if((+n[e+16>>2]-X)*(+n[h+20>>2]-W)>=(+n[h+16>>2]-X)*(+n[e+20>>2]-W)){i=p;break d}f[l>>2]=h;f[g>>2]=e;c=(f[k>>2]|0)+16|0;B=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=B;c=f[p>>2]|0;if(c|0)Q7a(a+24|0,p,c,0.0,9.999999974752427e-07);d=f[k>>2]|0;if(!d){i=p;d=0;break d}c=f[(f[d+8>>2]|0)+4>>2]|0;if((c|0)!=(f[(f[m>>2]|0)+4>>2]|0)){i=p;break}}else i=p}while(0);c=f[i>>2]|0;if(!c)c=0;else{while(1){d=f[(f[c+8>>2]|0)+4>>2]|0;if((d|0)!=(f[(f[m>>2]|0)+4>>2]|0))break;e=f[l>>2]|0;g=c+12|0;h=f[g>>2]|0;W=+n[d+16>>2];X=+n[d+20>>2];if((+n[e+16>>2]-W)*(+n[h+20>>2]-X)<=(+n[h+16>>2]-W)*(+n[e+20>>2]-X))break;f[l>>2]=h;f[g>>2]=e;c=(f[i>>2]|0)+16|0;B=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=B;c=f[k>>2]|0;if(c|0)Q7a(a+24|0,c,p,0.0,9.999999974752427e-07);c=f[i>>2]|0;if(!c){c=0;break}}d=f[k>>2]|0}if(d){c=+n[(f[(f[m>>2]|0)+4>>2]|0)+16>>2]==+n[(f[(f[d+8>>2]|0)+4>>2]|0)+16>>2];Q7a(a+24|0,d,p,c?-9.999999974752427e-07:9.999999974752427e-07,c?-9.999999974752427e-07:0.0);c=f[i>>2]|0}if(!c){A=v;B=z}else{A=+n[(f[(f[m>>2]|0)+4>>2]|0)+16>>2]==+n[(f[(f[c+8>>2]|0)+4>>2]|0)+16>>2];Q7a(a+24|0,p,c,A?-9.999999974752427e-07:0.0,A?-9.999999974752427e-07:9.999999974752427e-07);A=v;B=z}break}default:V=1}}f[a+80>>2]=T;f[a+248>>2]=v;f[a+272>>2]=z;f[a+504>>2]=K;f[a+512>>2]=L;f[a+968>>2]=P;f[a+984>>2]=Q;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1032>>2]=S;f[a+1944>>2]=C;f[a+2200>>2]=E;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+4936>>2]=w;f[a+6072>>2]=U;f[a+6104>>2]=V;f[a+6112>>2]=q;f[a+6144>>2]=0;f[a+6148>>2]=0;obb(a);K=f[a+504>>2]|0;L=f[a+512>>2]|0;P=f[a+968>>2]|0;Q=f[a+984>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;S=f[a+1032>>2]|0;U=f[a+6072>>2]|0;V=f[a+6104>>2]|0;G=f[a+6144>>2]|0;D=f[a+6148>>2]|0;H=+n[a+6148>>2];f[a+6144>>2]=0;f[a+6148>>2]=0;if((G|0)==1){f[a+6168>>2]=1;break a}if((G|0)==2)switch(D|0){case 13:{f[a+6168>>2]=2;f[a+6172>>2]=14;break a}case 8:{f[a+6168>>2]=2;f[a+6172>>2]=15;break a}}}f[a+504>>2]=K;f[a+512>>2]=L;f[a+816>>2]=M;f[a+824>>2]=N;f[a+944>>2]=O;f[a+968>>2]=P;f[a+984>>2]=Q;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1032>>2]=S;f[a+6072>>2]=U;f[a+6104>>2]=V}function sbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0;pa=f[a+80>>2]|0;K=f[a+88>>2]|0;X=f[a+112>>2]|0;Y=f[a+152>>2]|0;Z=f[a+216>>2]|0;_=f[a+240>>2]|0;$=f[a+280>>2]|0;t=f[a+488>>2]|0;ca=f[a+520>>2]|0;da=f[a+528>>2]|0;na=f[a+1040>>2]|0;oa=f[a+1048>>2]|0;C=+n[a+1904>>2];E=+n[a+1912>>2];F=+n[a+1920>>2];qa=f[a+1944>>2]|0;ra=f[a+2200>>2]|0;sa=f[a+2640>>2]|0;L=f[a+2648>>2]|0;M=+n[a+3456>>2];N=+n[a+3464>>2];O=+n[a+3504>>2];P=+n[a+3536>>2];Q=+n[a+3592>>2];R=+n[a+3632>>2];S=+n[a+3872>>2];ta=f[a+6072>>2]|0;a:{b:while(1){c=$;while(1){r=f[c>>2]|0;r=(r|0)<0?0-r|0:r;s=c+(r<<2)|0;if((r|0)>=3)break;if((s+4|0|0)==(X|0)){d=Z;e=_;break b}else c=s+4|0}g=c+4|0;c=f[g>>2]|0;d=f[pa>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,28)|0;if((c|0)>-1){f[d>>2]=f[(K+(c*12|0)|0)>>2];f[d+4>>2]=f[(K+(c*12|0)|0)+4>>2];f[d+8>>2]=f[(K+(c*12|0)|0)+8>>2]}else{f[d>>2]=f[K>>2];f[d+4>>2]=f[K+4>>2];f[d+8>>2]=f[K+8>>2]}f[d+12>>2]=c;h=C*(+n[d>>2]-(M+N)*.5);i=E*(+n[d+4>>2]-(O+P)*.5);l=F*(+n[d+8>>2]-(Q+R)*.5);switch(t&255&3){case 0:{A=l;I=i;ta=33;break}case 1:{A=h;I=l;ta=33;break}case 2:{A=i;I=h;ta=33;break}default:{}}if((ta|0)==33){ta=0;n[d+16>>2]=I;n[d+20>>2]=A}f[d+24>>2]=0;r=f[pa>>2]|0;r=Rg[f[f[r>>2]>>2]&255](r,8)|0;f[r+4>>2]=d;f[r>>2]=f[L>>2];f[L>>2]=r;r=0;e=_;p=f[sa>>2]|0;while(1){c=f[pa>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,28)|0;f[c>>2]=p;f[sa>>2]=c;q=e+1|0;r=(r|0)==0?c:r;f[(c+8|0)>>2]=d;f[(c+4|0)>>2]=d;k=g+4|0;p=c;do{j=1;if(j){j=0;if(k>>>0>s>>>0){v=d;w=k;x=d;W=d}else j=1}if(j)if(1){while(1){d=f[k>>2]|0;o=f[pa>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,28)|0;if((d|0)>-1){f[o>>2]=f[(K+(d*12|0)|0)>>2];f[o+4>>2]=f[(K+(d*12|0)|0)+4>>2];f[o+8>>2]=f[(K+(d*12|0)|0)+8>>2]}else{f[o>>2]=f[K>>2];f[o+4>>2]=f[K+4>>2];f[o+8>>2]=f[K+8>>2]}f[o+12>>2]=d;h=C*(+n[o>>2]-(M+N)*.5);i=E*(+n[(o+4|0)>>2]-(O+P)*.5);l=F*(+n[(o+8|0)>>2]-(Q+R)*.5);switch(t&255&3){case 0:{B=l;J=i;ta=44;break}case 1:{B=h;J=l;ta=44;break}case 2:{B=i;J=h;ta=44;break}default:{y=o+20|0;z=o+20|0}}if((ta|0)==44){ta=0;n[o+16>>2]=J;n[(o+20|0)>>2]=B;y=o+20|0;z=o+20|0}f[o+24>>2]=0;m=f[pa>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,8)|0;f[m+4>>2]=o;f[m>>2]=f[L>>2];f[L>>2]=m;m=f[(c+4|0)>>2]|0;h=+n[m+20>>2];l=+n[z>>2]-h;if(!((l<0.0?-l:l)<=1.0000000116860974e-07)){d=s-k|0;g=g+8|0;c:do if((d|0)>0){h=+n[o>>2];j=(d>>>2)+1|0;while(1){d=f[g>>2]|0;l=+n[K+(d*12|0)>>2]-h;if(!((l<0.0?-l:l)<=S))break c;l=+n[K+(d*12|0)+4>>2]-+n[(o+4|0)>>2];if(!((l<0.0?-l:l)<=S))break c;l=+n[K+(d*12|0)+8>>2]-+n[(o+8|0)>>2];if(!((l<0.0?-l:l)<=S))break c;g=g+4|0;if((j|0)>2)j=j+-1|0;else break}}while(0);if(g>>>0>s>>>0){ta=59;break}d=f[g>>2]|0;U=f[(c+8|0)>>2]|0;l=+n[K+(d*12|0)>>2]-+n[U>>2];if(!((l<0.0?-l:l)<=S)){ta=58;break}l=+n[K+(d*12|0)+4>>2]-+n[U+4>>2];if(!((l<0.0?-l:l)<=S)){ta=60;break}l=+n[K+(d*12|0)+8>>2]-+n[U+8>>2];if(!((l<0.0?-l:l)<=S)){ta=61;break}else T=U}else{f[(c+8|0)>>2]=o;n[y>>2]=h;g=k;T=o}V=g+4|0;if(V>>>0>s>>>0){ta=62;break}else k=V}if((ta|0)==58){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==59){ta=0;v=o;w=k;x=m;W=f[(c+8|0)>>2]|0;break}else if((ta|0)==60){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==61){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==62){ta=0;v=o;w=V;x=m;W=T;break}}}while(0);g=x;l=+n[x+16>>2]-+n[W+16>>2];if((l<0.0?-l:l)<9.999999974752427e-07){f[(c+8|0)>>2]=g;j=x}else j=W;if(w>>>0>s>>>0)break;else{d=v;e=q;g=w}}if((r|0)==(c|0)){f[sa>>2]=f[c>>2];$zb(c);d=0}else{d=r+4|0;l=+n[j+20>>2]-+n[(f[d>>2]|0)+20>>2];if((l<0.0?-l:l)<9.999999974752428e-08){f[d>>2]=g;s=f[c>>2]|0;f[sa>>2]=s;$zb(c);c=s}else e=q;d=f[r>>2]|0;do{q=c;c=f[c>>2]|0;s=(c|0)==(d|0);r=s?f[sa>>2]|0:c;f[q+12>>2]=f[r+8>>2];f[r+16>>2]=f[q+4>>2]}while(!s);c=f[sa>>2]|0;do{g=c+20|0;f[g>>2]=0;if(+n[(f[c+12>>2]|0)+20>>2]>+n[(f[c+4>>2]|0)+20>>2]){f[g>>2]=1;j=3}else j=2;if(+n[(f[c+16>>2]|0)+20>>2]>+n[(f[c+8>>2]|0)+20>>2])f[g>>2]=j;c=f[c>>2]|0}while((c|0)!=(d|0));c=f[sa>>2]|0;do{g=c+24|0;b[g>>0]=1;j=c+4|0;k=f[j>>2]|0;h=+n[k+16>>2];m=c+8|0;o=f[m>>2]|0;i=+n[o+16>>2];d:do if((h-i<0.0?-(h-i):h-i)<9.999999974752427e-07){p=c+20|0;switch(f[p>>2]|0){case 3:{s=f[c+12>>2]|0;r=f[c+16>>2]|0;if((+n[s+16>>2]-h)*(+n[r+20>>2]-+n[o+20>>2])>(+n[r+16>>2]-i)*(+n[s+20>>2]-+n[k+20>>2])){ta=87;break d}else break d}case 0:{s=f[c+12>>2]|0;r=f[c+16>>2]|0;if((+n[s+16>>2]-h)*(+n[r+20>>2]-+n[o+20>>2])<(+n[r+16>>2]-i)*(+n[s+20>>2]-+n[k+20>>2])){ta=87;break d}else break d}case 2:case 1:{f[p>>2]=4;if(+n[(f[c+12>>2]|0)+20>>2]>+n[(f[c+16>>2]|0)+20>>2]){ta=87;break d}else break d}default:break d}}else if(h>i)ta=87;while(0);if((ta|0)==87){ta=0;b[g>>0]=0;f[m>>2]=k;f[j>>2]=o;q=c+16|0;s=c+12|0;r=f[q>>2]|0;f[q>>2]=f[s>>2];f[s>>2]=r;s=c+20|0;f[s>>2]=f[40212+(f[s>>2]<<2)>>2]}c=f[c>>2]|0}while((c|0)!=(d|0))}if((w|0)==(X|0))break;else{Z=d;_=e;$=w}}e:{c=1;if(c){c=0;if(!e){aa=0;ha=d;ka=0;ta=448}else c=1}if(c)if(1){g=f[pa>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,e<<2)|0;c=g;d=f[sa>>2]|0;while(1){f[c>>2]=d;d=f[d>>2]|0;if(!d)break;else c=c+4|0}d=e+-1|0;P7a(g,0,d,1024);if((d|0)>0){c=0;do{X=c;c=c+1|0;f[f[g+(X<<2)>>2]>>2]=f[g+(c<<2)>>2]}while((c|0)!=(d|0))}f[f[g+(d<<2)>>2]>>2]=0;c=f[g>>2]|0;f[sa>>2]=c;$zb(g);k=(a+24|0)+28|0;b[k>>0]=b[c+24>>0]|0;if(!c){ca=0;na=0;ta=450;f[a+6176>>2]=2;f[a+6180>>2]=8;break a}else{h=-10.0;g=0;j=0}f:while(1){f[sa>>2]=f[c>>2];d=c+4|0;e=f[d>>2]|0;i=+n[(e+20|0)>>2];if(i<h)n[(e+20|0)>>2]=h;else h=i;g:do{W=1;X=f[c+20>>2]|0;f[a+80>>2]=pa;f[a+248>>2]=g;f[a+272>>2]=j;f[a+504>>2]=aa;f[a+512>>2]=ba;f[a+816>>2]=ea;f[a+824>>2]=fa;f[a+944>>2]=ga;f[a+968>>2]=ha;f[a+984>>2]=ia;f[a+992>>2]=ja;f[a+1008>>2]=ka;f[a+1024>>2]=la;f[a+1032>>2]=ma;f[a+1944>>2]=qa;f[a+2200>>2]=ra;f[a+4904>>2]=k;f[a+4912>>2]=c;f[a+4928>>2]=d;f[a+4936>>2]=e;f[a+6072>>2]=ta;f[a+6104>>2]=W;f[a+6112>>2]=X;f[a+6168>>2]=0;f[a+6172>>2]=0;rbb(a);aa=f[a+504>>2]|0;ba=f[a+512>>2]|0;ea=f[a+816>>2]|0;fa=f[a+824>>2]|0;ga=f[a+944>>2]|0;ha=f[a+968>>2]|0;ia=f[a+984>>2]|0;ja=f[a+992>>2]|0;ka=f[a+1008>>2]|0;la=f[a+1024>>2]|0;ma=f[a+1032>>2]|0;ta=f[a+6072>>2]|0;G=f[a+6168>>2]|0;D=f[a+6172>>2]|0;H=+n[a+6172>>2];f[a+6168>>2]=0;f[a+6172>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 15:break g;case 14:break e;case 11:break f}}while(0);$zb(c);c=f[sa>>2]|0;if(!c){da=la;oa=ja;f[a+6176>>2]=2;f[a+6180>>2]=8;break a}else{g=ja;j=la}}if((fa|0)==23){aa=ea;ha=c;ka=ga;ta=448}else{Y=0;u=a;f[a+6176>>2]=6;f[a+6180>>2]=Y|0;break a}}}if((ta|0)==448)if(!ha){ca=aa;na=ka;ta=450;f[a+6176>>2]=1;break a}else{ba=aa;ia=ha;ma=ka}$zb(ia);ca=ba;na=ma;ta=450}f[a+152>>2]=Y;f[a+216>>2]=Z;f[a+240>>2]=_;f[a+280>>2]=$;f[a+520>>2]=ca;f[a+528>>2]=da;f[a+1040>>2]=na;f[a+1048>>2]=oa;f[a+6072>>2]=ta}function tbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;P=f[a+96>>2]|0;Q=f[a+264>>2]|0;R=f[a+288>>2]|0;S=f[a+512>>2]|0;T=f[a+520>>2]|0;U=f[a+976>>2]|0;V=f[a+992>>2]|0;x=f[a+1e3>>2]|0;W=f[a+1016>>2]|0;y=f[a+1032>>2]|0;X=f[a+1040>>2]|0;B=f[a+1936>>2]|0;C=f[a+2192>>2]|0;D=f[a+4896>>2]|0;N=f[a+4912>>2]|0;M=f[a+4920>>2]|0;L=f[a+4928>>2]|0;O=f[a+6064>>2]|0;Y=f[a+6096>>2]|0;K=f[a+6104>>2]|0;a:{if(Y){Y=0;switch(K|0){case 1:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}i=f[N+8>>2]|0;h=Q;while(1){if((f[h+12>>2]|0)==(i|0))break;h=f[h>>2]|0;if(!h){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}w=N+12|0;n=i;v=h;while(1){o=v+4|0;if(!(f[o>>2]|0)){O=342;break}l=v+20|0;if(!(b[l>>0]|0))a8a(a+48|0,v,n,1);else b8a(a+48|0,v,n,1);u=v+8|0;h=f[u>>2]|0;if(!h)O=354;else if((f[h+4>>2]|0)==(n|0))g=h;else O=354;if((O|0)==354){O=0;g=f[P>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=n;f[g>>2]=f[u>>2];f[u>>2]=g}t=v+16|0;f[t>>2]=n;h=f[o>>2]|0;i=f[h+12>>2]|0;if(!i)i=n;else{e=f[M>>2]|0;h=f[(f[h+8>>2]|0)+4>>2]|0;if(!($7a(e,f[w>>2]|0,h,i,1)|0))break;i=c8a(a+48|0,h,i,N)|0;h=f[u>>2]|0;do if(!(b[l>>0]|0)){k=f[h+4>>2]|0;h=f[B>>2]|0;j=f[C>>2]|0;if(!(b[D>>0]|0))$h[h&3](j,0,k,i,n,f[k+24>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0,f[k+36>>2]|0,f[i+36>>2]|0,f[n+36>>2]|0);else $h[h&3](j,0,k,n,i,f[k+24>>2]|0,f[n+24>>2]|0,f[i+24>>2]|0,f[k+36>>2]|0,f[n+36>>2]|0,f[i+36>>2]|0);a8a(a+48|0,v,i,1);b8a(a+48|0,f[o>>2]|0,i,1);f[(f[u>>2]|0)+4>>2]=i;f[(f[(f[o>>2]|0)+8>>2]|0)+4>>2]=i}else{if(!h)O=377;else if((f[h+4>>2]|0)==(n|0)){m=h;O=378}else O=377;if((O|0)==377){O=0;h=f[P>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=n;f[h>>2]=f[u>>2];f[u>>2]=h;if(h|0){m=h;O=378}}if((O|0)==378){O=0;if((f[m+4>>2]|0)==(i|0))break}n=f[P>>2]|0;n=Rg[f[f[n>>2]>>2]&255](n,8)|0;f[n+4>>2]=i;f[n>>2]=f[u>>2];f[u>>2]=n}while(0);h=f[o>>2]|0;f[v+12>>2]=f[(h+12|0)>>2];f[t>>2]=f[h+16>>2];f[(h+12|0)>>2]=f[w>>2];j=f[v>>2]|0;if(j){_7a(a+48|0,v,j,9.999999974752427e-07,9.999999974752427e-07);h=f[o>>2]|0}}if(!h){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else{n=i;v=h}}if((O|0)==342){b8a(a+48|0,v,n,1);e=v+8|0;c=f[e>>2]|0;if(!c)O=345;else if((f[c+4>>2]|0)==(n|0)){p=c;q=f[M>>2]|0;O=346}else O=345;if((O|0)==345){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=n;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[M>>2]|0;if(!d){r=c;O=347}else{p=d;q=c;O=346}}if((O|0)==346){O=0;if((f[p+4>>2]|0)==(q|0))s=q;else{r=q;O=347}}if((O|0)==347){O=0;s=f[P>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=r;f[s>>2]=f[e>>2];f[e>>2]=s;s=r}f[v+16>>2]=s;f[v+12>>2]=f[w>>2];_7a(a+48|0,v,f[v>>2]|0,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6136>>2]=2;f[a+6140>>2]=8;break a}if(!(b[l>>0]|0)){i=f[g+4>>2]|0;do if((i|0)!=(n|0)){g=f[B>>2]|0;h=f[C>>2]|0;if(!(b[D>>0]|0)){$h[g&3](h,0,i,e,n,f[i+24>>2]|0,f[e+24>>2]|0,f[n+24>>2]|0,f[i+36>>2]|0,f[e+36>>2]|0,f[n+36>>2]|0);break}else{$h[g&3](h,0,i,n,e,f[i+24>>2]|0,f[n+24>>2]|0,f[e+24>>2]|0,f[i+36>>2]|0,f[n+36>>2]|0,f[e+36>>2]|0);break}}while(0);a8a(a+48|0,v,f[M>>2]|0,1);g=f[u>>2]|0;e=f[M>>2]|0}if(!g)O=365;else if((f[g+4>>2]|0)!=(e|0))O=365;if((O|0)==365){O=0;y=f[P>>2]|0;y=Rg[f[f[y>>2]>>2]&255](y,8)|0;f[y+4>>2]=e;f[y>>2]=f[u>>2];f[u>>2]=y}f[t>>2]=e;f[v+12>>2]=f[w>>2];e=f[o>>2]|0;if(e|0)_7a(a+48|0,e,v,9.999999974752427e-07,0.0);e=f[v>>2]|0;if(!e){x=Q;y=R}else{_7a(a+48|0,v,e,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 2:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else e=Q;while(1){if((f[e+12>>2]|0)==(L|0))break;e=f[e>>2]|0;if(!e){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}k=N+8|0;m=N+16|0;j=L;l=e;while(1){if(!(f[l>>2]|0)){O=388;break}z=l+20|0;if(!(b[z>>0]|0))a8a(a+48|0,l,j,1);else b8a(a+48|0,l,j,1);J=l+8|0;e=f[J>>2]|0;if(!e)O=400;else if((f[e+4>>2]|0)==(j|0))d=e;else O=400;if((O|0)==400){O=0;d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[J>>2];f[J>>2]=d}I=l+16|0;f[I>>2]=j;e=f[l>>2]|0;g=f[e+12>>2]|0;if(!g)g=j;else{c=f[k>>2]|0;e=f[(f[e+8>>2]|0)+4>>2]|0;if($7a(c,f[m>>2]|0,e,g,1)|0)break;i=c8a(a+48|0,e,g,N)|0;e=f[J>>2]|0;do if(!(b[z>>0]|0)){if(!e)O=423;else if((f[e+4>>2]|0)==(j|0)){A=e;O=424}else O=423;if((O|0)==423){O=0;e=f[P>>2]|0;e=Rg[f[f[e>>2]>>2]&255](e,8)|0;f[e+4>>2]=j;f[e>>2]=f[J>>2];f[J>>2]=e;if(e|0){A=e;O=424}}if((O|0)==424){O=0;if((f[A+4>>2]|0)==(i|0))break}w=f[P>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,8)|0;f[w+4>>2]=i;f[w>>2]=f[J>>2];f[J>>2]=w}else{h=f[e+4>>2]|0;e=f[B>>2]|0;g=f[C>>2]|0;if(!(b[D>>0]|0))$h[e&3](g,0,h,j,i,f[h+24>>2]|0,f[j+24>>2]|0,f[i+24>>2]|0,f[h+36>>2]|0,f[j+36>>2]|0,f[i+36>>2]|0);else $h[e&3](g,0,h,i,j,f[h+24>>2]|0,f[i+24>>2]|0,f[j+24>>2]|0,f[h+36>>2]|0,f[i+36>>2]|0,f[j+36>>2]|0);b8a(a+48|0,l,i,1);a8a(a+48|0,f[l>>2]|0,i,1);f[(f[J>>2]|0)+4>>2]=i;f[(f[(f[l>>2]|0)+8>>2]|0)+4>>2]=i}while(0);e=f[l>>2]|0;f[l+12>>2]=f[(e+12|0)>>2];f[I>>2]=f[e+16>>2];f[(e+12|0)>>2]=f[m>>2];g=f[l+4>>2]|0;if(!g)g=i;else{_7a(a+48|0,g,l,9.999999974752427e-07,9.999999974752427e-07);g=i;e=f[l>>2]|0}}if(!e){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else{j=g;l=e}}if((O|0)==388){a8a(a+48|0,l,j,1);e=l+8|0;c=f[e>>2]|0;if(!c)O=391;else if((f[c+4>>2]|0)==(j|0)){E=c;F=f[k>>2]|0;O=392}else O=391;if((O|0)==391){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){G=c;O=393}else{E=d;F=c;O=392}}if((O|0)==392){O=0;if((f[E+4>>2]|0)==(F|0))H=F;else{G=F;O=393}}if((O|0)==393){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=G;f[H>>2]=f[e>>2];f[e>>2]=H;H=G}f[l+16>>2]=H;f[l+12>>2]=f[m>>2];_7a(a+48|0,f[l+4>>2]|0,l,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6136>>2]=2;f[a+6140>>2]=8;break a}if(b[z>>0]|0){g=f[d+4>>2]|0;do if((g|0)!=(j|0)){e=f[B>>2]|0;d=f[C>>2]|0;if(!(b[D>>0]|0)){$h[e&3](d,0,g,j,c,f[g+24>>2]|0,f[j+24>>2]|0,f[c+24>>2]|0,f[g+36>>2]|0,f[j+36>>2]|0,f[c+36>>2]|0);break}else{$h[e&3](d,0,g,c,j,f[g+24>>2]|0,f[c+24>>2]|0,f[j+24>>2]|0,f[g+36>>2]|0,f[c+36>>2]|0,f[j+36>>2]|0);break}}while(0);b8a(a+48|0,l,f[k>>2]|0,1);d=f[J>>2]|0;c=f[k>>2]|0}if(!d)O=411;else if((f[d+4>>2]|0)!=(c|0))O=411;if((O|0)==411){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=c;f[H>>2]=f[J>>2];f[J>>2]=H}f[I>>2]=c;f[l+12>>2]=f[m>>2];c=f[l+4>>2]|0;if(c|0)_7a(a+48|0,c,l,9.999999974752427e-07,0.0);c=f[l>>2]|0;if(!c){x=Q;y=R}else{_7a(a+48|0,l,c,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 5:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else h=Q;while(1){g=h+12|0;if((f[g>>2]|0)==(L|0))break;c=f[h>>2]|0;if(!c){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else h=c}c=(f[h>>2]|0)==0;do if(!(b[h+20>>0]|0)){if(c){T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}a8a(a+48|0,h,L,1);c=f[M>>2]|0;d=h+8|0;e=f[d>>2]|0;if(!e)O=438;else if((f[e+4>>2]|0)!=(c|0))O=438;if((O|0)==438){O=0;M=f[P>>2]|0;M=Rg[f[f[M>>2]>>2]&255](M,8)|0;f[M+4>>2]=c;f[M>>2]=f[d>>2];f[d>>2]=M}f[g>>2]=f[N+12>>2];d=N+8|0;b8a(a+48|0,f[h>>2]|0,f[d>>2]|0,1);c=f[h>>2]|0;d=f[d>>2]|0;e=f[(c+8|0)>>2]|0;if(e|0)if((f[e+4>>2]|0)==(d|0))break;P=f[P>>2]|0;P=Rg[f[f[P>>2]>>2]&255](P,8)|0;f[P+4>>2]=d;f[P>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=P;c=f[h>>2]|0}else{if(c){T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}b8a(a+48|0,h,L,1);P=N+8|0;a8a(a+48|0,f[h>>2]|0,f[P>>2]|0,1);f[(f[h+8>>2]|0)+4>>2]=f[M>>2];f[g>>2]=f[N+12>>2];c=f[h>>2]|0;f[(f[c+8>>2]|0)+4>>2]=f[P>>2]}while(0);f[c+12>>2]=f[N+16>>2];N=h+16|0;c=c+16|0;P=f[N>>2]|0;f[N>>2]=f[c>>2];f[c>>2]=P;c=f[h+4>>2]|0;if(c|0)_7a(a+48|0,c,h,9.999999974752427e-07,9.999999974752427e-07);c=f[h>>2]|0;d=f[c>>2]|0;if(!d){x=Q;y=R}else{_7a(a+48|0,c,d,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R}break}default:{T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}}}f[a+512>>2]=S;f[a+520>>2]=T;f[a+976>>2]=U;f[a+992>>2]=V;f[a+1e3>>2]=x;f[a+1016>>2]=W;f[a+1032>>2]=y;f[a+1040>>2]=X;f[a+6064>>2]=O;f[a+6096>>2]=Y}function ubb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;G=f[a+96>>2]|0;v=f[a+368>>2]|0;H=f[a+712>>2]|0;w=f[a+808>>2]|0;c=f[a+888>>2]|0;J=f[a+1632>>2]|0;C=f[a+1936>>2]|0;g=f[a+2032>>2]|0;D=f[a+2192>>2]|0;o=f[a+2240>>2]|0;E=f[a+4896>>2]|0;x=f[a+4912>>2]|0;t=f[a+4920>>2]|0;F=f[a+5848>>2]|0;i=f[a+5856>>2]|0;r=f[a+5872>>2]|0;m=f[a+5896>>2]|0;p=f[a+5904>>2]|0;q=f[a+5936>>2]|0;l=f[a+5960>>2]|0;I=f[a+6064>>2]|0;a:{if((J|0)==(q|0)){if(!(b[c+20>>0]|0)){a8a(a+48|0,c,g,1);h=f[t>>2]|0;i=c+8|0;e=f[i>>2]|0;if(!e)I=223;else if((f[e+4>>2]|0)==(h|0)){j=h;k=e}else I=223;if((I|0)==223){I=0;k=f[G>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=h;f[k>>2]=f[i>>2];f[i>>2]=k;j=f[t>>2]|0}g=c+16|0;f[g>>2]=h;e=f[F>>2]|0;if(+n[j+28>>2]!=+n[e+28>>2]){if(!k)I=227;else if((f[k+4>>2]|0)==(e|0))d=e;else I=227;if((I|0)==227){I=0;d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=e;f[d>>2]=f[i>>2];f[i>>2]=d;d=f[F>>2]|0}f[g>>2]=e}else d=e;f[r>>2]=0;c=f[c>>2]|0;b8a(a+48|0,c,d,1);d=f[F>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)I=231;else if((f[e+4>>2]|0)!=(d|0))I=231;if((I|0)==231){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=J}f[c+16>>2]=d;f[c+12>>2]=0;_7a(a+48|0,f[(f[c+4>>2]|0)+4>>2]|0,f[c>>2]|0,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=w;f[a+6144>>2]=1;break a}j=c+4|0;k=f[j>>2]|0;b8a(a+48|0,c,l,1);g=f[t>>2]|0;h=f[F>>2]|0;do if(+n[g+28>>2]!=+n[h+28>>2]){i=f[(f[c+8>>2]|0)+4>>2]|0;e=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0)){$h[e&3](d,0,i,g,h,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0);break}else{$h[e&3](d,0,i,h,g,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[g+36>>2]|0);break}}while(0);a8a(a+48|0,f[c>>2]|0,f[F>>2]|0,1);e=f[j>>2]|0;if(e|0)f[e>>2]=f[f[c>>2]>>2];d=f[c>>2]|0;g=f[d>>2]|0;if(g|0)f[g+4>>2]=e;g=(w|0)==(c|0)?g:w;e=f[(d+8|0)>>2]|0;if(e){do{f[(d+8|0)>>2]=f[e>>2];$zb(e);e=f[(d+8|0)>>2]|0}while((e|0)!=0);d=f[c>>2]|0}$zb(d);e=c+8|0;d=f[e>>2]|0;if(d|0)do{f[e>>2]=f[d>>2];$zb(d);d=f[e>>2]|0}while((d|0)!=0);$zb(c);if(!k){h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}d=f[k>>2]|0;if(!d){h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}_7a(a+48|0,k,d,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}i=f[i>>2]|0;d=f[p+12>>2]|0;if(!d){d=p;while(1){g=f[d>>2]|0;d=f[g+12>>2]|0;if(!d)d=g;else break}}else g=p;if($7a(q,i,f[(f[g+8>>2]|0)+4>>2]|0,d,0)|0){if((f[(f[c+8>>2]|0)+4>>2]|0)==(f[(f[p+8>>2]|0)+4>>2]|0)){f[r>>2]=f[(p+12|0)>>2];f[(p+12|0)>>2]=m;h=H;i=46;e=v;d=w;f[a+6144>>2]=1;break a}d=f[p>>2]|0;if(!d){h=1;i=23;e=v;d=w;f[a+6144>>2]=1;break a}e=f[(d+12|0)>>2]|0;if((q|0)!=(e|0)){h=1;i=23;e=v;d=w;f[a+6144>>2]=1;break a}h=f[(p+12|0)>>2]|0;f[(p+12|0)>>2]=e;f[(d+12|0)>>2]=h;h=H;i=46;e=v;d=w;f[a+6144>>2]=1;break a}do{d=1;if(d)if(!(b[c+20>>0]|0)){a8a(a+48|0,c,o,1);d=f[t>>2]|0;e=c+8|0;g=f[e>>2]|0;if(!g)I=247;else if((f[g+4>>2]|0)!=(d|0))I=247;if((I|0)==247){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[e>>2];f[e>>2]=J}f[c+16>>2]=d;i=f[c>>2]|0;h=c8a(a+48|0,f[(f[(i+8|0)>>2]|0)+4>>2]|0,f[(i+12|0)>>2]|0,x)|0;c=f[(i+4|0)>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)I=250;else if((f[d+4>>2]|0)==(h|0))s=c;else I=250;if((I|0)==250){I=0;s=f[G>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=h;f[s>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=s;s=f[(i+4|0)>>2]|0}f[s+12>>2]=f[(i+12|0)>>2];f[s+16>>2]=f[i+16>>2];c=f[i>>2]|0;d=f[c+12>>2]|0;if((d|0)!=(f[F>>2]|0)){if(!d)do{c=f[f[c>>2]>>2]|0;d=f[c+12>>2]|0}while((d|0)==0);d=c8a(a+48|0,f[(f[c+8>>2]|0)+4>>2]|0,d,x)|0}b8a(a+48|0,i,h,1);g=f[(f[(i+8|0)>>2]|0)+4>>2]|0;c=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[c&3](e,0,g,h,d,f[g+24>>2]|0,f[h+24>>2]|0,f[d+24>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0,f[d+36>>2]|0);h=d;e=0;u=i;break}else{$h[c&3](e,0,g,d,h,f[g+24>>2]|0,f[d+24>>2]|0,f[h+24>>2]|0,f[g+36>>2]|0,f[d+36>>2]|0,f[h+36>>2]|0);h=d;e=0;u=i;break}}else d=1;if(d)if(1){b8a(a+48|0,c,o,1);h=f[c>>2]|0;h=c8a(a+48|0,f[(f[h+8>>2]|0)+4>>2]|0,f[h+12>>2]|0,x)|0;i=f[(f[c+8>>2]|0)+4>>2]|0;g=f[t>>2]|0;d=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[d&3](e,0,i,g,h,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0);e=v;u=c;break}else{$h[d&3](e,0,i,h,g,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[g+36>>2]|0);e=v;u=c;break}}}while(0);c=f[u>>2]|0;a8a(a+48|0,c,h,1);j=f[c+12>>2]|0;i=f[c+16>>2]|0;c=f[c>>2]|0;d=f[u+4>>2]|0;if(d|0)f[d>>2]=c;if(c)f[c+4>>2]=d;p=(w|0)==(u|0)?c:w;d=f[u>>2]|0;g=f[(d+8|0)>>2]|0;if(g){do{f[(d+8|0)>>2]=f[g>>2];$zb(g);g=f[(d+8|0)>>2]|0}while((g|0)!=0);d=f[u>>2]|0}$zb(d);g=u+8|0;d=f[g>>2]|0;if(d|0)do{f[g>>2]=f[d>>2];$zb(d);d=f[g>>2]|0}while((d|0)!=0);$zb(u);if((h|0)==(f[F>>2]|0)){h=H;i=47;d=p;f[a+6144>>2]=1;break a}if(!c){h=1;i=23;d=p;c=0;f[a+6144>>2]=1;break a}else{o=i;m=j;l=h}while(1){k=c+12|0;d=f[k>>2]|0;if(!d){h=l;d=o;g=m}else{if((d|0)==(f[F>>2]|0))break;j=c+8|0;h=c8a(a+48|0,f[(f[j>>2]|0)+4>>2]|0,d,x)|0;do if(!(b[c+20>>0]|0)){a8a(a+48|0,c,f[F>>2]|0,1);i=f[(f[j>>2]|0)+4>>2]|0;d=f[C>>2]|0;g=f[D>>2]|0;if(!(b[E>>0]|0))$h[d&3](g,0,i,l,h,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[l+36>>2]|0,f[h+36>>2]|0);else $h[d&3](g,0,i,h,l,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[l+36>>2]|0);f[(f[j>>2]|0)+4>>2]=l;if(!e)break;d=(f[c+4>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=e;f[J>>2]=f[d>>2];f[d>>2]=J}else b8a(a+48|0,c,h,1);while(0);g=f[k>>2]|0;f[k>>2]=m;e=c+16|0;d=f[e>>2]|0;f[e>>2]=o;e=l}c=f[c>>2]|0;if(!c){h=1;i=23;d=p;c=0;f[a+6144>>2]=2;f[a+6148>>2]=1;break a}else{o=d;m=g;l=h}}if(b[c+20>>0]|0){b8a(a+48|0,c,d,1);h=f[F>>2]|0;i=c+8|0;d=f[i>>2]|0;do if(!d)I=278;else{if((f[d+4>>2]|0)!=(h|0)){I=278;break}A=c+16|0;f[A>>2]=h;y=d;I=279}while(0);if((I|0)==278){d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[i>>2];f[i>>2]=d;g=c+16|0;f[g>>2]=h;if(!d){B=g;I=280}else{y=d;A=g;I=279}}if((I|0)==279){I=0;if((f[y+4>>2]|0)==(l|0))z=A;else{B=A;I=280}}if((I|0)==280){I=0;z=f[G>>2]|0;z=Rg[f[f[z>>2]>>2]&255](z,8)|0;f[z+4>>2]=l;f[z>>2]=f[i>>2];f[i>>2]=z;z=B}f[k>>2]=m;f[z>>2]=o;h=H;i=47;d=p;f[a+6144>>2]=1;break a}a8a(a+48|0,c,d,1);j=c+8|0;i=f[(f[j>>2]|0)+4>>2]|0;h=f[F>>2]|0;g=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0))$h[g&3](d,0,i,l,h,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[l+36>>2]|0,f[h+36>>2]|0);else $h[g&3](d,0,i,h,l,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[l+36>>2]|0);d=f[j>>2]|0;g=f[(d+4|0)>>2]|0;h=c+4|0;do if((g|0)==(f[(f[(f[h>>2]|0)+8>>2]|0)+4>>2]|0))f[(d+4|0)>>2]=l;else{if((d|0)!=0&(g|0)==(l|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=l;f[J>>2]=f[j>>2];f[j>>2]=J}while(0);f[k>>2]=m;f[c+16>>2]=o;if(!e){h=H;i=47;e=0;d=p;f[a+6144>>2]=1;break a}d=(f[h>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0)){h=H;i=47;d=p;f[a+6144>>2]=1;break a}h=f[G>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=e;f[h>>2]=f[d>>2];f[d>>2]=h;h=H;i=47;d=p}f[a+824>>2]=h;f[a+832>>2]=i;f[a+936>>2]=e;f[a+952>>2]=d;f[a+984>>2]=c;f[a+6064>>2]=I}function vbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0;X=f[a+96>>2]|0;z=f[a+264>>2]|0;w=f[a+272>>2]|0;t=f[a+280>>2]|0;Y=f[a+288>>2]|0;Z=f[a+512>>2]|0;_=f[a+976>>2]|0;D=f[a+1e3>>2]|0;$=f[a+1016>>2]|0;E=f[a+1032>>2]|0;K=f[a+1936>>2]|0;L=f[a+2192>>2]|0;N=f[a+4896>>2]|0;M=f[a+4912>>2]|0;O=f[a+4920>>2]|0;A=f[a+4952>>2]|0;j=f[a+5e3>>2]|0;V=f[a+5016>>2]|0;W=f[a+6064>>2]|0;a:{if((W|0)==185){W=0;f[w>>2]=A;f[(A+4|0)>>2]=w;_7a(a+48|0,w,A,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(f[(A+8|0)>>2]|0)+4>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)W=187;else if((f[e+4>>2]|0)!=(d|0))W=187;if((W|0)==187){W=0;V=f[X>>2]|0;V=Rg[f[f[V>>2]>>2]&255](V,8)|0;f[V+4>>2]=d;f[V>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=V}f[c+16>>2]=d;e=f[M+8>>2]|0;if(!(+n[(f[O>>2]|0)+28>>2]!=+n[e+28>>2])){D=z;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)W=191;else if((f[d+4>>2]|0)==(e|0))g=c;else W=191;if((W|0)==191){W=0;g=f[X>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=e;f[g>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=g;g=f[A>>2]|0}f[c+16>>2]=e;_7a(a+48|0,A,g,9.999999974752427e-07,9.999999974752427e-07);D=z;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}v=w+4|0;c=f[v>>2]|0;if(!c)y=0;else{_7a(a+48|0,c,A,9.999999974752427e-07,9.999999974752427e-07);y=f[v>>2]|0}do{u=1;if(u){u=0;if(!(b[w+20>>0]|0)){i=(f[A>>2]|0)+20|0;B=b[(A+20|0)>>0]|0;b[(A+20|0)>>0]=b[i>>0]|0;b[i>>0]=B;i=y+12|0;if(!(f[i>>2]|0)){c=y+4|0;a8a(a+48|0,f[c>>2]|0,f[O>>2]|0,1);d=f[c>>2]|0;e=f[O>>2]|0;g=f[(d+8|0)>>2]|0;if(!g)W=118;else if((f[g+4>>2]|0)==(e|0)){k=d;l=e}else W=118;if((W|0)==118){W=0;k=f[X>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=e;f[k>>2]=f[(d+8|0)>>2];f[(d+8|0)>>2]=k;k=f[c>>2]|0;l=f[O>>2]|0}f[d+16>>2]=e;f[k+12>>2]=f[j>>2];b8a(a+48|0,y,l,1);f[i>>2]=f[V>>2];c=f[c>>2]|0;_7a(a+48|0,f[c+4>>2]|0,c,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d){do{f[(c+8|0)>>2]=f[d>>2];$zb(d);d=f[(c+8|0)>>2]|0}while((d|0)!=0);c=f[A>>2]|0}$zb(c);c=f[(A+8|0)>>2]|0;if(c|0)do{f[(A+8|0)>>2]=f[c>>2];$zb(c);c=f[(A+8|0)>>2]|0}while((c|0)!=0);$zb(A);B=z;d=y;break}c=y+8|0;e=f[(f[c>>2]|0)+4>>2]|0;g=f[(f[t>>2]|0)+4>>2]|0;b8a(a+48|0,y,f[O>>2]|0,0);a8a(a+48|0,w,f[O>>2]|0,0);d=f[c>>2]|0;do if(!(f[d>>2]|0)){f[d+4>>2]=e;f[y+16>>2]=e;c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d|0)if((f[d+4>>2]|0)==(g|0)){m=g;o=c;break}s=f[X>>2]|0;p=c;q=c+8|0;r=g;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}else{f[(f[A>>2]|0)+8>>2]=d;f[c>>2]=0;s=f[X>>2]|0;p=y;q=c;r=e;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}while(0);if((W|0)==131){W=0;f[s+4>>2]=r;f[s>>2]=f[q>>2];f[q>>2]=s;m=r;o=p}f[o+16>>2]=m;c=f[t>>2]|0;if(!(f[c>>2]|0)){B=f[(A+8|0)>>2]|0;f[B+4>>2]=e;f[(A+16|0)>>2]=e;e=B}else{e=f[(A+8|0)>>2]|0;f[(A+8|0)>>2]=c;f[t>>2]=e;c=e;e=f[(A+8|0)>>2]|0}f[c+4>>2]=g;f[w+16>>2]=g;c=f[v>>2]|0;f[(A+4|0)>>2]=c;f[f[A>>2]>>2]=w;f[c>>2]=A;c=f[A>>2]|0;f[v>>2]=c;d=f[O>>2]|0;if(!e)W=137;else if((f[e+4>>2]|0)==(d|0))x=c;else W=137;if((W|0)==137){W=0;x=f[X>>2]|0;x=Rg[f[f[x>>2]>>2]&255](x,8)|0;f[x+4>>2]=d;f[x>>2]=f[(A+8|0)>>2];f[(A+8|0)>>2]=x;x=f[A>>2]|0}f[(A+16|0)>>2]=d;B=z;d=x}else u=1}if(u)if(1){f[(A+4|0)>>2]=y;if(y|0)f[y>>2]=A;f[f[A>>2]>>2]=w;d=f[A>>2]|0;f[v>>2]=d;B=(z|0)==(w|0)?A:z}}while(0);k=M+8|0;i=f[O>>2]|0;j=d;while(1){c=f[j>>2]|0;d=f[c+12>>2]|0;if(!d){h=i;C=c}else{P=f[k>>2]|0;c=f[(f[c+8>>2]|0)+4>>2]|0;if($7a(P,f[V>>2]|0,c,d,1)|0)break;h=c8a(a+48|0,c,d,M)|0;g=j+8|0;c=f[g>>2]|0;do if(!(b[j+20>>0]|0)){do if(!c)W=167;else{if((f[c+4>>2]|0)!=(i|0)){W=167;break}F=j+16|0;f[F>>2]=i;H=c;W=168}while(0);if((W|0)==167){W=0;c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=i;f[c>>2]=f[g>>2];f[g>>2]=c;d=j+16|0;f[d>>2]=i;if(!c)G=d;else{F=d;H=c;W=168}}if((W|0)==168){W=0;if((f[H+4>>2]|0)==(h|0)){c=F;break}else G=F}c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=h;f[c>>2]=f[g>>2];f[g>>2]=c;c=G}else{e=f[c+4>>2]|0;c=f[K>>2]|0;d=f[L>>2]|0;if(!(b[N>>0]|0))$h[c&3](d,0,e,i,h,f[e+24>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[e+36>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0);else $h[c&3](d,0,e,h,i,f[e+24>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0,f[e+36>>2]|0,f[h+36>>2]|0,f[i+36>>2]|0);b8a(a+48|0,j,h,1);a8a(a+48|0,f[j>>2]|0,h,1);f[(f[g>>2]|0)+4>>2]=h;f[(f[(f[j>>2]|0)+8>>2]|0)+4>>2]=h;c=j+16|0}while(0);d=f[j>>2]|0;f[j+12>>2]=f[(d+12|0)>>2];f[c>>2]=f[d+16>>2];f[(d+12|0)>>2]=f[V>>2];c=f[j+4>>2]|0;if(!c)C=d;else{_7a(a+48|0,c,j,9.999999974752427e-07,9.999999974752427e-07);C=f[j>>2]|0}}if(!C){Z=1;_=M;$=B;W=448;f[a+6152>>2]=2;f[a+6156>>2]=3;break a}if(!(f[C>>2]|0)){W=174;break}if(!(b[C+20>>0]|0)){a8a(a+48|0,C,h,1);i=h;j=C;continue}else{b8a(a+48|0,C,h,1);i=h;j=C;continue}}if((W|0)==174){e=C+8|0;c=f[e>>2]|0;if(!c)W=177;else if((f[c+4>>2]|0)==(h|0)){Q=c;R=f[k>>2]|0;W=178}else W=177;if((W|0)==177){d=f[X>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){S=c;W=179}else{Q=d;R=c;W=178}}if((W|0)==178){W=0;if((f[Q+4>>2]|0)==(R|0))T=R;else{S=R;W=179}}if((W|0)==179){W=0;T=f[X>>2]|0;T=Rg[f[f[T>>2]>>2]&255](T,8)|0;f[T+4>>2]=S;f[T>>2]=f[e>>2];f[e>>2]=T;T=S}f[C+16>>2]=T;f[C+12>>2]=f[V>>2];_7a(a+48|0,f[C+4>>2]|0,C,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}if(!(b[j+20>>0]|0))W=148;else if(+n[(f[O>>2]|0)+28>>2]!=+n[P+28>>2]){g=j+8|0;e=f[(f[g>>2]|0)+4>>2]|0;d=f[K>>2]|0;c=f[L>>2]|0;if(!(b[N>>0]|0))$h[d&3](c,0,e,i,P,f[e+24>>2]|0,f[i+24>>2]|0,f[P+24>>2]|0,f[e+36>>2]|0,f[i+36>>2]|0,f[P+36>>2]|0);else $h[d&3](c,0,e,P,i,f[e+24>>2]|0,f[P+24>>2]|0,f[i+24>>2]|0,f[e+36>>2]|0,f[P+36>>2]|0,f[i+36>>2]|0);b8a(a+48|0,j,f[k>>2]|0,1);J=g;I=f[g>>2]|0}else W=148;if((W|0)==148){W=0;c=j+8|0;d=f[c>>2]|0;if(!d)W=150;else if((f[d+4>>2]|0)==(i|0))U=d;else W=150;if((W|0)==150){W=0;U=f[X>>2]|0;U=Rg[f[f[U>>2]>>2]&255](U,8)|0;f[U+4>>2]=i;f[U>>2]=f[c>>2];f[c>>2]=U}f[j+16>>2]=i;J=c;I=U}c=f[k>>2]|0;if(!I)W=154;else if((f[I+4>>2]|0)!=(c|0))W=154;if((W|0)==154){W=0;X=f[X>>2]|0;X=Rg[f[f[X>>2]>>2]&255](X,8)|0;f[X+4>>2]=c;f[X>>2]=f[J>>2];f[J>>2]=X}f[j+16>>2]=c;f[j+12>>2]=f[V>>2];c=f[j+4>>2]|0;if(c|0)_7a(a+48|0,c,j,9.999999974752427e-07,9.999999974752427e-07);c=f[j>>2]|0;if(!c){D=B;E=Y}else{_7a(a+48|0,j,c,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y}f[a+6152>>2]=1;break a}f[a+512>>2]=Z;f[a+976>>2]=_;f[a+1e3>>2]=D;f[a+1016>>2]=$;f[a+1032>>2]=E;f[a+6064>>2]=W}function wbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0.0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0,X=0,Y=0.0,Z=0.0;C=f[a+96>>2]|0;F=+n[a+184>>2];I=f[a+264>>2]|0;J=f[a+288>>2]|0;K=f[a+512>>2]|0;L=f[a+520>>2]|0;M=f[a+536>>2]|0;N=f[a+824>>2]|0;O=f[a+832>>2]|0;P=f[a+952>>2]|0;Q=f[a+976>>2]|0;R=f[a+992>>2]|0;S=f[a+1016>>2]|0;T=f[a+1040>>2]|0;U=f[a+1056>>2]|0;y=f[a+1936>>2]|0;z=f[a+2192>>2]|0;E=f[a+2632>>2]|0;V=+n[a+4136>>2];A=f[a+4896>>2]|0;W=f[a+4912>>2]|0;B=f[a+4920>>2]|0;v=f[a+4928>>2]|0;X=f[a+6064>>2]|0;a:{b:do{r=1;s=f[W+20>>2]|0;if(r){r=0;switch(s|0){case 3:{p=f[C>>2]|0;p=Rg[f[f[p>>2]>>2]&255](p,24)|0;h=f[C>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,24)|0;f[p>>2]=h;f[h+4>>2]=p;f[h>>2]=0;f[(p+4|0)>>2]=0;f[(f[p>>2]|0)+8>>2]=0;f[(p+8|0)>>2]=0;h=f[B>>2]|0;i=f[C>>2]|0;i=Rg[f[f[i>>2]>>2]&255](i,8)|0;f[i+4>>2]=h;f[i>>2]=f[(p+8|0)>>2];f[(p+8|0)>>2]=i;f[(p+16|0)>>2]=h;h=W+12|0;i=f[h>>2]|0;f[p+12>>2]=i;j=W+16|0;e=f[p>>2]|0;f[e+12>>2]=f[j>>2];b[(p+20|0)>>0]=1;b[e+20>>0]=0;if(!I){c=f[B>>2]|0;d=f[(e+8|0)>>2]|0;if(!d)X=101;else if((f[d+4>>2]|0)==(c|0))k=c;else X=101;if((X|0)==101){X=0;k=f[C>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=c;f[k>>2]=f[(e+8|0)>>2];f[(e+8|0)>>2]=k;k=f[B>>2]|0}f[e+16>>2]=c;e=f[W+8>>2]|0;if(!(+n[k+28>>2]!=+n[e+28>>2])){l=p;m=J;break b}c=f[p>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)X=105;else if((f[d+4>>2]|0)==(e|0))o=c;else X=105;if((X|0)==105){X=0;o=f[C>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,8)|0;f[o+4>>2]=e;f[o>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=o;o=f[p>>2]|0}f[c+16>>2]=e;_7a(a+48|0,p,o,9.999999974752427e-07,9.999999974752427e-07);l=p;m=J;break b}else d=I;while(1){c=f[d+12>>2]|0;if(c|0){g=d+8|0;if($7a(f[B>>2]|0,i,f[(f[g>>2]|0)+4>>2]|0,c,0)|0)break}c=f[d>>2]|0;if(!c){X=185;break}else d=c}f[a+96>>2]=C;f[a+264>>2]=I;f[a+272>>2]=d;f[a+280>>2]=g;f[a+288>>2]=J;f[a+512>>2]=K;f[a+976>>2]=Q;f[a+1e3>>2]=l;f[a+1016>>2]=S;f[a+1032>>2]=m;f[a+1936>>2]=y;f[a+2192>>2]=z;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+4952>>2]=p;f[a+5e3>>2]=h;f[a+5016>>2]=j;f[a+6064>>2]=X;f[a+6152>>2]=0;f[a+6156>>2]=0;vbb(a);K=f[a+512>>2]|0;Q=f[a+976>>2]|0;l=f[a+1e3>>2]|0;S=f[a+1016>>2]|0;m=f[a+1032>>2]|0;X=f[a+6064>>2]|0;G=f[a+6152>>2]|0;D=f[a+6156>>2]|0;H=+n[a+6156>>2];f[a+6152>>2]=0;f[a+6156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 3:{f[a+6160>>2]=2;f[a+6164>>2]=11;break a}}}default:r=1}}if(r)switch(s|0){case 0:{if(!I){L=1;R=W;T=0;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}s=W+8|0;t=W+16|0;u=W+12|0;p=0;q=J;r=I;c=I;d=v;while(1){k=d;i=d;j=d;e=d;g=d;c:while(1){o=c+12|0;d=f[o>>2]|0;if((d|0)==(g|0))break;l=f[s>>2]|0;h=l;m=e;e=k;while(1){if((d|0)!=(h|0))break;f[s>>2]=m;f[B>>2]=l;e=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=e;e=f[o>>2]|0;g=l;if((e|0)==(g|0)){d=e;k=e;j=e;i=e;break c}else{v=l;d=e;h=m;e=g;i=g;j=g;l=m;m=v}}c=f[c>>2]|0;if(!c){L=1;R=W;T=r;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}else{k=e;e=m}}g=d;h=f[c>>2]|0;d:do{d=1;if(d){d=0;if(!h){N=1;O=23;w=p;P=r;x=c}else d=1}if(d)if(1){d=f[h+12>>2]|0;if(!d){e=h;do{e=f[e>>2]|0;d=f[e+12>>2]|0}while(!(d|0))}v=f[s>>2]|0;f[a+96>>2]=C;f[a+368>>2]=p;f[a+712>>2]=q;f[a+808>>2]=r;f[a+824>>2]=N;f[a+832>>2]=O;f[a+888>>2]=c;f[a+936>>2]=w;f[a+952>>2]=P;f[a+984>>2]=x;f[a+1632>>2]=d;f[a+1936>>2]=y;f[a+2032>>2]=k;f[a+2192>>2]=z;f[a+2240>>2]=j;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+5848>>2]=s;f[a+5856>>2]=t;f[a+5872>>2]=o;f[a+5896>>2]=g;f[a+5904>>2]=h;f[a+5936>>2]=v;f[a+5960>>2]=i;f[a+6064>>2]=X;f[a+6144>>2]=0;f[a+6148>>2]=0;ubb(a);N=f[a+824>>2]|0;O=f[a+832>>2]|0;w=f[a+936>>2]|0;P=f[a+952>>2]|0;x=f[a+984>>2]|0;X=f[a+6064>>2]|0;G=f[a+6144>>2]|0;D=f[a+6148>>2]|0;H=+n[a+6148>>2];f[a+6144>>2]=0;f[a+6148>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break d}}}while(0);switch(O&63){case 47:{l=P;m=N;break b}case 46:break;default:{f[a+6160>>2]=2;f[a+6164>>2]=8;break a}}p=w;q=N;r=P;c=x;d=f[B>>2]|0}}default:r=1}if(r){r=0;switch(s|0){case 4:{if(!I){L=1;R=W;T=0;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}else c=I;while(1){m=c+12|0;if((f[m>>2]|0)==(v|0))break;c=f[c>>2]|0;if(!c){L=1;R=W;T=I;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}}if(!(b[c+20>>0]|0))a8a(a+48|0,c,v,1);else b8a(a+48|0,c,v,1);e=f[W+8>>2]|0;o=c+8|0;d=f[o>>2]|0;if(!d)X=315;else if((f[d+4>>2]|0)==(e|0))q=d;else X=315;if((X|0)==315){X=0;q=f[C>>2]|0;q=Rg[f[f[q>>2]>>2]&255](q,8)|0;f[q+4>>2]=e;f[q>>2]=f[o>>2];f[o>>2]=q}k=c+16|0;f[k>>2]=e;f[m>>2]=f[W+16>>2];l=c+4|0;e=f[l>>2]|0;e:do if(!e){j=c;e=0}else{d=f[(f[e+8>>2]|0)+4>>2]|0;if((d|0)==(f[q+4>>2]|0))while(1){g=f[m>>2]|0;h=e+12|0;i=f[h>>2]|0;Z=+n[d+28>>2];Y=+n[d+32>>2];if((+n[g+28>>2]-Z)*(+n[i+32>>2]-Y)>=(+n[i+28>>2]-Z)*(+n[g+32>>2]-Y)){j=c;break e}f[m>>2]=i;f[h>>2]=g;d=(f[l>>2]|0)+16|0;x=f[k>>2]|0;f[k>>2]=f[d>>2];f[d>>2]=x;d=f[c>>2]|0;if(d|0)_7a(a+48|0,c,d,0.0,9.999999974752427e-07);e=f[l>>2]|0;if(!e){j=c;e=0;break e}d=f[(f[e+8>>2]|0)+4>>2]|0;if((d|0)!=(f[(f[o>>2]|0)+4>>2]|0)){j=c;break}}else j=c}while(0);d=f[j>>2]|0;if(!d)d=0;else{while(1){e=f[(f[d+8>>2]|0)+4>>2]|0;if((e|0)!=(f[(f[o>>2]|0)+4>>2]|0))break;g=f[m>>2]|0;h=d+12|0;i=f[h>>2]|0;Y=+n[e+28>>2];Z=+n[e+32>>2];if((+n[g+28>>2]-Y)*(+n[i+32>>2]-Z)<=(+n[i+28>>2]-Y)*(+n[g+32>>2]-Z))break;f[m>>2]=i;f[h>>2]=g;d=(f[j>>2]|0)+16|0;x=f[k>>2]|0;f[k>>2]=f[d>>2];f[d>>2]=x;d=f[l>>2]|0;if(d|0)_7a(a+48|0,d,c,0.0,9.999999974752427e-07);d=f[j>>2]|0;if(!d){d=0;break}}e=f[l>>2]|0}if(e){d=+n[(f[(f[o>>2]|0)+4>>2]|0)+28>>2]==+n[(f[(f[e+8>>2]|0)+4>>2]|0)+28>>2];_7a(a+48|0,e,c,d?-9.999999974752427e-07:9.999999974752427e-07,d?-9.999999974752427e-07:0.0);d=f[j>>2]|0}if(!d){l=I;m=J}else{l=+n[(f[(f[o>>2]|0)+4>>2]|0)+28>>2]==+n[(f[(f[d+8>>2]|0)+4>>2]|0)+28>>2];_7a(a+48|0,c,d,l?-9.999999974752427e-07:0.0,l?-9.999999974752427e-07:9.999999974752427e-07);l=I;m=J}break}default:r=1}}f[a+96>>2]=C;f[a+264>>2]=I;f[a+288>>2]=J;f[a+512>>2]=K;f[a+520>>2]=L;f[a+976>>2]=Q;f[a+992>>2]=R;f[a+1e3>>2]=l;f[a+1016>>2]=S;f[a+1032>>2]=m;f[a+1040>>2]=T;f[a+1936>>2]=y;f[a+2192>>2]=z;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+4928>>2]=v;f[a+6064>>2]=X;f[a+6096>>2]=r;f[a+6104>>2]=s;f[a+6136>>2]=0;f[a+6140>>2]=0;tbb(a);K=f[a+512>>2]|0;L=f[a+520>>2]|0;Q=f[a+976>>2]|0;R=f[a+992>>2]|0;l=f[a+1e3>>2]|0;S=f[a+1016>>2]|0;m=f[a+1032>>2]|0;T=f[a+1040>>2]|0;X=f[a+6064>>2]|0;G=f[a+6136>>2]|0;D=f[a+6140>>2]|0;H=+n[a+6140>>2];f[a+6136>>2]=0;f[a+6140>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 13:{f[a+6160>>2]=2;f[a+6164>>2]=11;break a}case 8:break b}}while(0);$zb(W);c=f[E>>2]|0;if(!c){M=m;U=l;f[a+6160>>2]=2;f[a+6164>>2]=12;break a}else{F=V;I=l;J=m;W=c}}n[a+184>>2]=F;f[a+264>>2]=I;f[a+288>>2]=J;f[a+512>>2]=K;f[a+520>>2]=L;f[a+536>>2]=M;f[a+824>>2]=N;f[a+832>>2]=O;f[a+952>>2]=P;f[a+976>>2]=Q;f[a+992>>2]=R;f[a+1016>>2]=S;f[a+1040>>2]=T;f[a+1056>>2]=U;f[a+4912>>2]=W;f[a+6064>>2]=X}function xbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0;oa=f[a+96>>2]|0;L=f[a+104>>2]|0;Y=f[a+128>>2]|0;Z=f[a+168>>2]|0;_=f[a+232>>2]|0;$=f[a+256>>2]|0;aa=f[a+296>>2]|0;da=f[a+528>>2]|0;ea=f[a+536>>2]|0;v=f[a+688>>2]|0;ma=f[a+1048>>2]|0;na=f[a+1056>>2]|0;E=+n[a+1896>>2];F=+n[a+1904>>2];I=+n[a+1912>>2];pa=f[a+1936>>2]|0;qa=f[a+2192>>2]|0;ra=f[a+2632>>2]|0;M=f[a+2640>>2]|0;N=+n[a+3448>>2];O=+n[a+3456>>2];P=+n[a+3496>>2];Q=+n[a+3528>>2];R=+n[a+3584>>2];S=+n[a+3616>>2];T=+n[a+3856>>2];sa=f[a+6064>>2]|0;a:{b:while(1){c=aa;while(1){s=f[c>>2]|0;s=(s|0)<0?0-s|0:s;t=c+(s<<2)|0;if((s|0)>=3)break;if((t+4|0|0)==(Y|0)){d=_;e=$;break b}else c=t+4|0}g=c+4|0;c=f[g>>2]|0;d=f[oa>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,40)|0;if((c|0)>-1){f[d>>2]=f[(L+(c*24|0)|0)>>2];f[d+4>>2]=f[(L+(c*24|0)|0)+4>>2];f[d+8>>2]=f[(L+(c*24|0)|0)+8>>2];f[d+12>>2]=f[(L+(c*24|0)|0)+12>>2];f[d+16>>2]=f[(L+(c*24|0)|0)+16>>2];f[d+20>>2]=f[(L+(c*24|0)|0)+20>>2]}else{f[d>>2]=f[L>>2];f[d+4>>2]=f[L+4>>2];f[d+8>>2]=f[L+8>>2];f[d+12>>2]=f[L+12>>2];f[d+16>>2]=f[L+16>>2];f[d+20>>2]=f[L+20>>2]}f[d+24>>2]=c;h=E*(+p[d>>3]-(N+O)*.5);i=F*(+p[d+8>>3]-(P+Q)*.5);l=I*(+p[d+16>>3]-(R+S)*.5);switch(v|0){case 0:{B=l;J=i;sa=33;break}case 1:{B=h;J=l;sa=33;break}case 2:{B=i;J=h;sa=33;break}default:{}}if((sa|0)==33){sa=0;n[d+28>>2]=J;n[d+32>>2]=B}f[d+36>>2]=0;s=f[oa>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=d;f[s>>2]=f[M>>2];f[M>>2]=s;s=0;e=$;q=f[ra>>2]|0;while(1){c=f[oa>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,28)|0;f[c>>2]=q;f[ra>>2]=c;r=e+1|0;s=(s|0)==0?c:s;f[(c+8|0)>>2]=d;f[(c+4|0)>>2]=d;k=g+4|0;q=c;do{j=1;if(j){j=0;if(k>>>0>t>>>0){w=d;x=k;y=d;X=d}else j=1}if(j)if(1){while(1){d=f[k>>2]|0;o=f[oa>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,40)|0;if((d|0)>-1){f[o>>2]=f[(L+(d*24|0)|0)>>2];f[o+4>>2]=f[(L+(d*24|0)|0)+4>>2];f[o+8>>2]=f[(L+(d*24|0)|0)+8>>2];f[o+12>>2]=f[(L+(d*24|0)|0)+12>>2];f[o+16>>2]=f[(L+(d*24|0)|0)+16>>2];f[o+20>>2]=f[(L+(d*24|0)|0)+20>>2]}else{f[o>>2]=f[L>>2];f[o+4>>2]=f[L+4>>2];f[o+8>>2]=f[L+8>>2];f[o+12>>2]=f[L+12>>2];f[o+16>>2]=f[L+16>>2];f[o+20>>2]=f[L+20>>2]}f[o+24>>2]=d;h=E*(+p[o>>3]-(N+O)*.5);i=F*(+p[(o+8|0)>>3]-(P+Q)*.5);l=I*(+p[(o+16|0)>>3]-(R+S)*.5);switch(v|0){case 0:{C=l;K=i;sa=44;break}case 1:{C=h;K=l;sa=44;break}case 2:{C=i;K=h;sa=44;break}default:{z=o+32|0;A=o+32|0}}if((sa|0)==44){sa=0;n[o+28>>2]=K;n[(o+32|0)>>2]=C;z=o+32|0;A=o+32|0}f[o+36>>2]=0;m=f[oa>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,8)|0;f[m+4>>2]=o;f[m>>2]=f[M>>2];f[M>>2]=m;m=f[(c+4|0)>>2]|0;h=+n[m+32>>2];l=+n[A>>2]-h;if(!((l<0.0?-l:l)<=1.0000000116860974e-07)){d=t-k|0;g=g+8|0;c:do if((d|0)>0){h=+p[o>>3];j=(d>>>2)+1|0;while(1){d=f[g>>2]|0;l=+p[L+(d*24|0)>>3]-h;if(!((l<0.0?-l:l)<=T))break c;l=+p[L+(d*24|0)+8>>3]-+p[(o+8|0)>>3];if(!((l<0.0?-l:l)<=T))break c;l=+p[L+(d*24|0)+16>>3]-+p[(o+16|0)>>3];if(!((l<0.0?-l:l)<=T))break c;g=g+4|0;if((j|0)>2)j=j+-1|0;else break}}while(0);if(g>>>0>t>>>0){sa=59;break}d=f[g>>2]|0;V=f[(c+8|0)>>2]|0;l=+p[L+(d*24|0)>>3]-+p[V>>3];if(!((l<0.0?-l:l)<=T)){sa=58;break}l=+p[L+(d*24|0)+8>>3]-+p[V+8>>3];if(!((l<0.0?-l:l)<=T)){sa=60;break}l=+p[L+(d*24|0)+16>>3]-+p[V+16>>3];if(!((l<0.0?-l:l)<=T)){sa=61;break}else U=V}else{f[(c+8|0)>>2]=o;n[z>>2]=h;g=k;U=o}W=g+4|0;if(W>>>0>t>>>0){sa=62;break}else k=W}if((sa|0)==58){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==59){sa=0;w=o;x=k;y=m;X=f[(c+8|0)>>2]|0;break}else if((sa|0)==60){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==61){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==62){sa=0;w=o;x=W;y=m;X=U;break}}}while(0);g=y;l=+n[y+28>>2]-+n[X+28>>2];if((l<0.0?-l:l)<9.999999974752427e-07){f[(c+8|0)>>2]=g;j=y}else j=X;if(x>>>0>t>>>0)break;else{d=w;e=r;g=x}}if((s|0)==(c|0)){f[ra>>2]=f[c>>2];$zb(c);d=0}else{d=s+4|0;l=+n[j+32>>2]-+n[(f[d>>2]|0)+32>>2];if((l<0.0?-l:l)<9.999999974752428e-08){f[d>>2]=g;t=f[c>>2]|0;f[ra>>2]=t;$zb(c);c=t}else e=r;d=f[s>>2]|0;do{r=c;c=f[c>>2]|0;t=(c|0)==(d|0);s=t?f[ra>>2]|0:c;f[r+12>>2]=f[s+8>>2];f[s+16>>2]=f[r+4>>2]}while(!t);c=f[ra>>2]|0;do{g=c+20|0;f[g>>2]=0;if(+n[(f[c+12>>2]|0)+32>>2]>+n[(f[c+4>>2]|0)+32>>2]){f[g>>2]=1;j=3}else j=2;if(+n[(f[c+16>>2]|0)+32>>2]>+n[(f[c+8>>2]|0)+32>>2])f[g>>2]=j;c=f[c>>2]|0}while((c|0)!=(d|0));c=f[ra>>2]|0;do{g=c+24|0;b[g>>0]=1;j=c+4|0;k=f[j>>2]|0;h=+n[k+28>>2];m=c+8|0;o=f[m>>2]|0;i=+n[o+28>>2];d:do if((h-i<0.0?-(h-i):h-i)<9.999999974752427e-07){q=c+20|0;switch(f[q>>2]|0){case 3:{t=f[c+12>>2]|0;s=f[c+16>>2]|0;if((+n[t+28>>2]-h)*(+n[s+32>>2]-+n[o+32>>2])>(+n[s+28>>2]-i)*(+n[t+32>>2]-+n[k+32>>2])){sa=87;break d}else break d}case 0:{t=f[c+12>>2]|0;s=f[c+16>>2]|0;if((+n[t+28>>2]-h)*(+n[s+32>>2]-+n[o+32>>2])<(+n[s+28>>2]-i)*(+n[t+32>>2]-+n[k+32>>2])){sa=87;break d}else break d}case 2:case 1:{f[q>>2]=4;if(+n[(f[c+12>>2]|0)+32>>2]>+n[(f[c+16>>2]|0)+32>>2]){sa=87;break d}else break d}default:break d}}else if(h>i)sa=87;while(0);if((sa|0)==87){sa=0;b[g>>0]=0;f[m>>2]=k;f[j>>2]=o;r=c+16|0;t=c+12|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;t=c+20|0;f[t>>2]=f[40212+(f[t>>2]<<2)>>2]}c=f[c>>2]|0}while((c|0)!=(d|0))}if((x|0)==(Y|0))break;else{_=d;$=e;aa=x}}e:{c=1;if(c){c=0;if(!e){ba=0;ia=d;ka=0;sa=448}else c=1}if(c)if(1){g=f[oa>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,e<<2)|0;c=g;d=f[ra>>2]|0;while(1){f[c>>2]=d;d=f[d>>2]|0;if(!d)break;else c=c+4|0}d=e+-1|0;Z7a(g,0,d,1024);if((d|0)>0){c=0;do{Y=c;c=c+1|0;f[f[g+(Y<<2)>>2]>>2]=f[g+(c<<2)>>2]}while((c|0)!=(d|0))}f[f[g+(d<<2)>>2]>>2]=0;c=f[g>>2]|0;f[ra>>2]=c;$zb(g);k=(a+48|0)+28|0;b[k>>0]=b[c+24>>0]|0;if(!c){da=0;ma=0;sa=450;f[a+6168>>2]=2;f[a+6172>>2]=7;break a}else{i=-10.0;g=0;j=0}f:while(1){f[ra>>2]=f[c>>2];d=c+4|0;e=f[d>>2]|0;h=+n[(e+32|0)>>2];if(h<i){n[(e+32|0)>>2]=i;h=i}f[a+96>>2]=oa;n[a+184>>2]=i;f[a+264>>2]=g;f[a+288>>2]=j;f[a+512>>2]=ba;f[a+520>>2]=ca;f[a+536>>2]=ea;f[a+824>>2]=fa;f[a+832>>2]=ga;f[a+952>>2]=ha;f[a+976>>2]=ia;f[a+992>>2]=ja;f[a+1016>>2]=ka;f[a+1040>>2]=la;f[a+1056>>2]=na;f[a+1936>>2]=pa;f[a+2192>>2]=qa;f[a+2632>>2]=ra;n[a+4136>>2]=h;f[a+4896>>2]=k;f[a+4912>>2]=c;f[a+4920>>2]=d;f[a+4928>>2]=e;f[a+6064>>2]=sa;f[a+6160>>2]=0;f[a+6164>>2]=0;wbb(a);i=+n[a+184>>2];g=f[a+264>>2]|0;j=f[a+288>>2]|0;ba=f[a+512>>2]|0;ca=f[a+520>>2]|0;ea=f[a+536>>2]|0;fa=f[a+824>>2]|0;ga=f[a+832>>2]|0;ha=f[a+952>>2]|0;ia=f[a+976>>2]|0;ja=f[a+992>>2]|0;ka=f[a+1016>>2]|0;la=f[a+1040>>2]|0;na=f[a+1056>>2]|0;c=f[a+4912>>2]|0;sa=f[a+6064>>2]|0;G=f[a+6160>>2]|0;D=f[a+6164>>2]|0;H=+n[a+6164>>2];f[a+6160>>2]=0;f[a+6164>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break e;case 8:break f;case 12:{f[a+6168>>2]=2;f[a+6172>>2]=7;break a}}}if((ga|0)==23){ba=fa;ia=c;ka=ha;sa=448}else{Z=0;u=a;f[a+6168>>2]=6;f[a+6172>>2]=Z|0;break a}}}if((sa|0)==448)if(!ia){da=ba;ma=ka;sa=450;f[a+6168>>2]=1;break a}else{ca=ba;ja=ia;la=ka}$zb(ja);da=ca;ma=la;sa=450}f[a+168>>2]=Z;f[a+232>>2]=_;f[a+256>>2]=$;f[a+296>>2]=aa;f[a+528>>2]=da;f[a+536>>2]=ea;f[a+1048>>2]=ma;f[a+1056>>2]=na;f[a+6064>>2]=sa}function ybb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0,J=0.0,K=0.0,M=0.0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0.0,X=0.0,Y=0.0;m=f[a+1264>>2]|0;R=f[a+1272>>2]|0;o=f[a+1280>>2]|0;Q=f[a+1296>>2]|0;q=f[a+1352>>2]|0;k=f[a+1376>>2]|0;l=f[a+1392>>2]|0;O=f[a+1416>>2]|0;P=f[a+1824>>2]|0;T=f[a+2672>>2]|0;U=f[a+2688>>2]|0;a:{if(U){U=0;if(1){c=1;if(c){c=0;if((b[(R+226|0)>>0]|0)==2)O=k;else c=1}if(c)if(1){c=f[(R+60|0)>>2]|0;i=1;if(i){i=0;if((f[c+1896>>2]|0)==(f[c+1900>>2]|0)){if(sSa(f[R+64>>2]|0)|0)c=b[(a+1244|0)>>0]|0;else{N=f[(R+60|0)>>2]|0;c=(b[N+224>>0]|0)==0?a+64|0:N+280|0;I=+p[N+256>>3]-+p[c>>3];J=+p[N+264>>3]-+p[c+8>>3];K=+p[N+272>>3]-+p[c+16>>3];M=+L(+(I*I+(J*J+K*K)));M=+p[(a+40|0)>>3]*(I/M)+(J/M*+p[(a+40|0)+8>>3]+K/M*+p[(a+40|0)+16>>3]);p[a>>3]=M;b[(a+1244|0)>>0]=M>0.0&1;c=M>0.0&1}d=1;if(d){d=0;if(!(c<<24>>24))O=k;else d=1}if(d)if(1){c=f[(R+60|0)>>2]|0;b[(a+280|0)>>0]=b[c+224>>0]|0;p[(a+280|0)+8>>3]=+p[c+232>>3];p[(a+280|0)+16>>3]=+p[c+240>>3];p[(a+280|0)+24>>3]=+p[c+248>>3];p[(a+280|0)+32>>3]=+p[c+256>>3];p[(a+280|0)+40>>3]=+p[c+264>>3];p[(a+280|0)+48>>3]=+p[c+272>>3];p[(a+280|0)+56>>3]=+p[c+280>>3];p[(a+280|0)+64>>3]=+p[c+288>>3];p[(a+280|0)+72>>3]=+p[c+296>>3];p[(a+280|0)+80>>3]=+p[c+304>>3];p[(a+280|0)+88>>3]=+p[c+312>>3];p[(a+280|0)+96>>3]=+p[c+320>>3];p[(a+280|0)+104>>3]=+p[c+328>>3];p[(a+280|0)+112>>3]=+p[c+336>>3];p[(a+280|0)+120>>3]=+p[c+344>>3];p[(a+280|0)+128>>3]=+p[c+352>>3];p[(a+280|0)+136>>3]=+p[c+360>>3];p[(a+280|0)+144>>3]=+p[c+368>>3];p[(a+280|0)+152>>3]=+p[c+376>>3];p[(a+280|0)+160>>3]=+p[c+384>>3];p[(a+280|0)+168>>3]=+p[c+392>>3];p[(a+280|0)+176>>3]=+p[c+400>>3];p[(a+280|0)+184>>3]=+p[c+408>>3];p[(a+280|0)+192>>3]=+p[c+416>>3];p[(a+280|0)+200>>3]=+p[c+424>>3];d=(a+280|0)+208|0;e=c+432|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[(a+280|0)+248>>3]=+p[c+472>>3];p[(a+280|0)+256>>3]=+p[c+480>>3];p[(a+280|0)+264>>3]=+p[c+488>>3];p[(a+280|0)+272>>3]=+p[c+496>>3];p[(a+280|0)+280>>3]=+p[c+504>>3];p[(a+280|0)+288>>3]=+p[c+512>>3];p[(a+280|0)+296>>3]=+p[c+520>>3];p[(a+280|0)+304>>3]=+p[c+528>>3];p[(a+280|0)+312>>3]=+p[c+536>>3];p[(a+280|0)+320>>3]=+p[c+544>>3];p[(a+280|0)+328>>3]=+p[c+552>>3];p[(a+280|0)+336>>3]=+p[c+560>>3];p[(a+280|0)+344>>3]=+p[c+568>>3];p[(a+280|0)+352>>3]=+p[c+576>>3];p[(a+280|0)+360>>3]=+p[c+584>>3];p[(a+280|0)+368>>3]=+p[c+592>>3];f[(a+280|0)+376>>2]=f[c+600>>2];f[(a+280|0)+380>>2]=f[c+604>>2];f[(a+280|0)+384>>2]=f[c+608>>2];f[(a+280|0)+388>>2]=f[c+612>>2];f[(a+280|0)+392>>2]=f[c+616>>2];f[(a+280|0)+396>>2]=f[c+620>>2];f[(a+280|0)+400>>2]=f[c+624>>2];f[(a+280|0)+404>>2]=f[c+628>>2];f[(a+280|0)+408>>2]=f[c+632>>2];f[(a+280|0)+412>>2]=f[c+636>>2];f[(a+280|0)+416>>2]=f[c+640>>2];f[(a+280|0)+420>>2]=f[c+644>>2];f[(a+280|0)+424>>2]=f[c+648>>2];f[(a+280|0)+428>>2]=f[c+652>>2];f[(a+280|0)+432>>2]=f[c+656>>2];f[(a+280|0)+436>>2]=f[c+660>>2];p[(a+280|0)+440>>3]=+p[c+664>>3];p[(a+280|0)+448>>3]=+p[c+672>>3];p[(a+280|0)+456>>3]=+p[c+680>>3];p[(a+280|0)+464>>3]=+p[c+688>>3];p[(a+280|0)+472>>3]=+p[c+696>>3];p[(a+280|0)+480>>3]=+p[c+704>>3];p[(a+280|0)+488>>3]=+p[c+712>>3];p[(a+280|0)+496>>3]=+p[c+720>>3];p[(a+280|0)+504>>3]=+p[c+728>>3];p[(a+280|0)+512>>3]=+p[c+736>>3];p[(a+280|0)+520>>3]=+p[c+744>>3];p[(a+280|0)+528>>3]=+p[c+752>>3];p[(a+280|0)+536>>3]=+p[c+760>>3];p[(a+280|0)+544>>3]=+p[c+768>>3];p[(a+280|0)+552>>3]=+p[c+776>>3];p[(a+280|0)+560>>3]=+p[c+784>>3];p[(a+280|0)+568>>3]=+p[c+792>>3];p[(a+280|0)+576>>3]=+p[c+800>>3];p[(a+280|0)+584>>3]=+p[c+808>>3];p[(a+280|0)+592>>3]=+p[c+816>>3];p[(a+280|0)+600>>3]=+p[c+824>>3];p[(a+280|0)+608>>3]=+p[c+832>>3];p[(a+280|0)+616>>3]=+p[c+840>>3];p[(a+280|0)+624>>3]=+p[c+848>>3];p[(a+280|0)+632>>3]=+p[c+856>>3];p[(a+280|0)+640>>3]=+p[c+864>>3];p[(a+280|0)+648>>3]=+p[c+872>>3];p[(a+280|0)+656>>3]=+p[c+880>>3];p[(a+280|0)+664>>3]=+p[c+888>>3];p[(a+280|0)+672>>3]=+p[c+896>>3];p[(a+280|0)+680>>3]=+p[c+904>>3];p[(a+280|0)+688>>3]=+p[c+912>>3];f[(a+280|0)+696>>2]=f[c+920>>2];f[(a+280|0)+700>>2]=f[c+924>>2];f[(a+280|0)+704>>2]=f[c+928>>2];f[(a+280|0)+708>>2]=f[c+932>>2];f[(a+280|0)+712>>2]=f[c+936>>2];f[(a+280|0)+716>>2]=f[c+940>>2];f[(a+280|0)+720>>2]=f[c+944>>2];f[(a+280|0)+724>>2]=f[c+948>>2];f[(a+280|0)+728>>2]=f[c+952>>2];f[((a+280|0)+732|0)>>2]=f[(c+956|0)>>2];f[((a+280|0)+732|0)+4>>2]=f[(c+956|0)+4>>2];f[((a+280|0)+732|0)+8>>2]=f[(c+956|0)+8>>2];b[((a+280|0)+732|0)+12>>0]=b[(c+956|0)+12>>0]|0;Fgb(a+152|0,a+64|0,a+40|0);UAa(a+280|0,a+152|0);H=(o|1)<<24>>24==3?4:o;N=f[(f[(R+60|0)>>2]|0)+1912>>2]|0;O=Rhb(N,H,a+280|0,0,l,0,P)|0;n[(a+152|0)>>2]=0.0;n[(a+1168|0)>>2]=0.0;Q8a(R,a+88|0,a+8|0,a+152|0,a+1168|0);Bdb((f[(f[(R+60|0)>>2]|0)+1912>>2]|0)+840|0,0,H,N+324|0,a+280|0,a+8|0,+n[(a+152|0)>>2],+n[(a+1168|0)>>2],P,f[(R+108|0)>>2]|0,Q);O=k<<24>>24==0?O:k}}else i=1}if(i)if(1)O=k}}else U=1}b[m>>0]=O<<24>>24!=0&1;if(O<<24>>24==1){N=(j[(R+230|0)>>1]|j[(R+230|0)+2>>1]<<16)&65536;b[m+1>>0]=N>>>16;if(!N){u=a;f[a+2720>>2]=5;break a}}else b[m+1>>0]=1;i=f[(R+60|0)>>2]|0;H=h[(i+77|0)>>0]|h[(i+77|0)+1>>0]<<8;b[(a+1168|0)>>0]=(H&65535)>>>7&1;b[(a+1243|0)>>0]=(H&65535)>>>8&1;b[(a+1242|0)>>0]=(H&65535)>>>9&1;b[(a+1241|0)>>0]=(H&65535)>>>10&1;b[(a+1240|0)>>0]=(H&65535)>>>11&1;g=f[(f[(i+24|0)>>2]|0)+4>>2]|0;f[(a+1160|0)>>2]=0;N=(a+1160|0)+4|0;f[N>>2]=0;do if(((H&65535)>>>8&1)<<24>>24){d=f[i+40>>2]|0;e=f[i+44>>2]|0;if(!e){f[(a+1160|0)>>2]=d;f[N>>2]=e;break}gOb(e);c=f[N>>2]|0;f[(a+1160|0)>>2]=d;f[N>>2]=e;if(c|0)iOb(c)}while(0);E=f[64773]|0;F=f[64775]|0;G=f[64774]|0;H=f[64776]|0;pwb(258928,1,771)|0;I=+n[64765];J=+n[64766];K=+n[64767];M=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);zhb((f[(R+60|0)>>2]|0)+2256|0);D=h[R+225>>0]|0;f[(a+1144|0)>>2]=((D&2)>>>1)+1;f[(a+1144|0)+4>>2]=((D&2)<<1)+4;f[(a+1144|0)+8>>2]=2-(D&1);f[(a+1144|0)+12>>2]=((D&1)<<2^4)+4;f[(a+1108|0)>>2]=R;f[(a+1108|0)+4>>2]=i+24|0;f[(a+1108|0)+8>>2]=a+1160|0;f[(a+1108|0)+12>>2]=a+1144|0;f[(a+1108|0)+16>>2]=a+1168|0;f[(a+1108|0)+20>>2]=a+1243|0;f[(a+1108|0)+24>>2]=a+1242|0;f[(a+1108|0)+28>>2]=a+1240|0;f[(a+1108|0)+32>>2]=a+1241|0;Chb(a+1088|0);do if((j[(R+230|0)>>1]|j[(R+230|0)+2>>1]<<16)&64|0)if(!(qfb((f[(R+60|0)>>2]|0)+3472|0)|0))if((b[(R+226|0)>>0]|0)!=2){z=f[(f[(i+24|0)>>2]|0)+4>>2]|0;d=(f[(R+60|0)>>2]|0)+2256|0;c=uub(z)|0;Bhb(a+280|0,d,c,vub(z)|0);Ehb(a+1088|0,a+280|0)|0;Ghb(a+280|0);z=Hhb(a+1088|0)|0;c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[z>>2]>>2]|0)|0;z=f[(a+1088|0)>>2]|0;A=f[64743]|0;B=f[64744]|0;C=f[64745]|0;D=f[64746]|0;Tvb(258928,0,0,f[z+16>>2]|0,f[z+20>>2]|0)|0;Y=+n[64765];X=+n[64766];W=+n[64767];V=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);R8a(a+1108|0);mwb(258928,Y,X,W,V)|0;Tvb(258928,A,B,C,D)|0;if((c|0)==(d|0)){dwb(258928,c)|0;break}else{ewb(258928,c)|0;fwb(258928,d)|0;break}}while(0);f[(a+1056|0)>>2]=R;f[(a+1056|0)+4>>2]=a+1244|0;f[(a+1056|0)+8>>2]=a+40|0;f[(a+1056|0)+12>>2]=a;f[(a+1056|0)+16>>2]=a+1176|0;f[(a+1056|0)+20>>2]=a+1245|0;f[(a+1056|0)+24>>2]=a+1088|0;f[(a+1056|0)+28>>2]=a+1108|0;if(Gqb((f[(R+60|0)>>2]|0)+2112|0)|0){D=(Gqb((f[(R+60|0)>>2]|0)+2044|0)|0)^1;c=(q|0)!=0;if(c|(b[(R+227|0)>>0]|0)==1|D){S=R+227|0;r=c;T=80}else{tgb((f[(R+60|0)>>2]|0)+2512|0);S8a(a+1056|0)}}else{S=R+227|0;r=(q|0)!=0;T=80}if((T|0)==80){x=f[(R+60|0)>>2]|0;w=f[g+8>>2]|0;v=f[w+16>>2]|0;w=f[w+20>>2]|0;Bhb(a+1032|0,x+2256|0,v,w);y=f[64758]|0;z=f[64759]|0;A=f[64743]|0;B=f[64744]|0;C=f[64745]|0;D=f[64746]|0;xgb(x+2512|0,Hhb(a+1032|0)|0);S8a(a+1056|0);wgb(x+2512|0,i+24|0);if(f[(x+2528|0)>>2]|0)ygb(x+2512|0,x+2528|0,a+1032|0);if(!(Gqb((f[(R+60|0)>>2]|0)+2112|0)|0))Lqb((f[(R+60|0)>>2]|0)+2112|0,a+1176|0,1);if(!(Gqb((f[(R+60|0)>>2]|0)+2044|0)|0))Lqb((f[(R+60|0)>>2]|0)+2044|0,a+1176|0,1);do if(r){ugb(x+2512|0,v,w);ygb(x+2512|0,x+2536|0,a+1032|0);m=f[64770]|0;nwb(258928,0)|0;Vd(1280);o=f[64783]|0;q=f[64784]|0;r=f[64785]|0;s=f[64786]|0;t=b[259211]|0;Jwb(258928,1)|0;kdb((f[(R+60|0)>>2]|0)+112|0);c=f[(R+60|0)>>2]|0;d=f[c+1884>>2]|0;if((d|0)!=(c+1888|0|0)){l=0;do{e=d+24|0;do if(b[d+836>>0]|0){if((f[e>>2]|0)==(f[d+28>>2]|0))break;peb(a+280|0,e);i=f[64743]|0;k=f[64744]|0;e=f[64745]|0;g=f[64746]|0;Tvb(258928,f[(a+280|0)>>2]|0,f[((a+280|0)+4|0)>>2]|0,f[((a+280|0)+8|0)>>2]|0,f[((a+280|0)+12|0)>>2]|0)|0;twb(258928,f[(a+280|0)>>2]|0,f[((a+280|0)+4|0)>>2]|0,f[((a+280|0)+8|0)>>2]|0,f[((a+280|0)+12|0)>>2]|0)|0;if(l)Vd(256);Zdb((f[(R+60|0)>>2]|0)+112|0,0,4,d+840|0,d+40|0,P,f[(R+108|0)>>2]|0,Q);Tvb(258928,i,k,e,g)|0;l=1}while(0);e=f[d+4>>2]|0;do if(!e){e=d+8|0;g=f[e>>2]|0;if((f[g>>2]|0)==(d|0)){d=g;break}do{k=f[e>>2]|0;e=k+8|0;d=f[e>>2]|0}while((f[d>>2]|0)!=(k|0))}else{d=e;while(1){e=f[d>>2]|0;if(!e)break;else d=e}}while(0)}while((d|0)!=(c+1888|0|0));c=f[(R+60|0)>>2]|0}Q=c+189|0;Q=((h[Q>>0]|h[Q+1>>0]<<8)&128)==0;Jwb(258928,t<<24>>24!=0)|0;twb(258928,o,q,r,s)|0;nwb(258928,m)|0;if(Q)break;Bhb(a+280|0,x+2256|0,v,w);xgb(x+2512|0,Hhb(a+280|0)|0);f[(a+152|0)>>2]=0;f[((a+152|0)+4|0)>>2]=0;qgb(x+2548|0,x+2536|0,a+152|0,a+1144|0,x+2256|0,1);c=f[((a+152|0)+4|0)>>2]|0;if(c|0)iOb(c);Ehb(a+1032|0,a+280|0)|0;Ghb(a+280|0)}else vgb(x+2512|0);while(0);Tvb(258928,A,B,C,D)|0;if((y|0)==(z|0))dwb(258928,y)|0;else{ewb(258928,y)|0;fwb(258928,z)|0}if((b[S>>0]|0)==1){S=f[(R+60|0)>>2]|0;if(!(Wgb(S+2260|0,a+1032|0,S+2256|0,heb(S+1916|0)|0)|0))T=111}else T=111;if((T|0)==111)Dfb((f[(R+60|0)>>2]|0)+3452|0,f[(a+1032|0)>>2]|0);Ghb(a+1032|0)}Ahb((f[(R+60|0)>>2]|0)+2256|0);Ghb(a+1088|0);mwb(258928,I,J,K,M)|0;owb(258928,E,F,G,H)|0;c=f[N>>2]|0;if(c|0)iOb(c);u=a;f[a+2720>>2]=5;break a}f[a+1416>>2]=O;f[a+2672>>2]=T;f[a+2688>>2]=U}function zbb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0;C=f[a+1272>>2]|0;v=f[a+1280>>2]|0;B=f[a+1296>>2]|0;s=f[a+1344>>2]|0;i=f[a+1352>>2]|0;z=f[a+1376>>2]|0;e=f[a+1392>>2]|0;q=f[a+1408>>2]|0;D=f[a+1416>>2]|0;r=f[a+1632>>2]|0;c=f[a+1640>>2]|0;A=f[a+1824>>2]|0;y=f[a+2672>>2]|0;E=f[a+2680>>2]|0;if(E){E=0;if(1){o=0;while(1){h=c+24|0;l=c+840|0;_bb(l);if(b[c+836>>0]|0){i=c+28|0;if((f[h>>2]|0)!=(f[i>>2]|0)){peb(a+152|0,h);m=c+40|0;g=JAa(m,f[((a+152|0)+8|0)>>2]|0,f[((a+152|0)+12|0)>>2]|0)|0;n[(a+88|0)>>2]=+p[g>>3];n[((a+88|0)+4|0)>>2]=+p[g+8>>3];n[((a+88|0)+8|0)>>2]=+p[g+16>>3];n[((a+88|0)+12|0)>>2]=+p[g+24>>3];n[((a+88|0)+16|0)>>2]=+p[g+32>>3];n[((a+88|0)+20|0)>>2]=+p[g+40>>3];n[((a+88|0)+24|0)>>2]=+p[g+48>>3];n[((a+88|0)+28|0)>>2]=+p[g+56>>3];n[((a+88|0)+32|0)>>2]=+p[g+64>>3];n[((a+88|0)+36|0)>>2]=+p[g+72>>3];n[((a+88|0)+40|0)>>2]=+p[g+80>>3];n[((a+88|0)+44|0)>>2]=+p[g+88>>3];n[((a+88|0)+48|0)>>2]=+p[g+96>>3];n[((a+88|0)+52|0)>>2]=+p[g+104>>3];n[((a+88|0)+56|0)>>2]=+p[g+112>>3];n[((a+88|0)+60|0)>>2]=+p[g+120>>3];g=c+1344|0;f[(a+280|0)>>2]=a+88|0;f[((a+280|0)+4|0)>>2]=g;if(N8a(a+280|0)|0){f[g>>2]=f[(a+88|0)>>2];f[c+1348>>2]=f[((a+88|0)+4|0)>>2];f[c+1352>>2]=f[((a+88|0)+8|0)>>2];f[c+1356>>2]=f[((a+88|0)+12|0)>>2];f[c+1360>>2]=f[((a+88|0)+16|0)>>2];f[c+1364>>2]=f[((a+88|0)+20|0)>>2];f[c+1368>>2]=f[((a+88|0)+24|0)>>2];f[c+1372>>2]=f[((a+88|0)+28|0)>>2];f[c+1376>>2]=f[((a+88|0)+32|0)>>2];f[c+1380>>2]=f[((a+88|0)+36|0)>>2];f[c+1384>>2]=f[((a+88|0)+40|0)>>2];f[c+1388>>2]=f[((a+88|0)+44|0)>>2];f[c+1392>>2]=f[((a+88|0)+48|0)>>2];f[c+1396>>2]=f[((a+88|0)+52|0)>>2];f[c+1400>>2]=f[((a+88|0)+56|0)>>2];f[c+1404>>2]=f[((a+88|0)+60|0)>>2];k=1}else k=0;g=f[h>>2]|0;h=f[i>>2]|0;if((g|0)!=(h|0))do{i=f[g>>2]|0;eLa(i,k,m,f[((a+152|0)+8|0)>>2]|0,f[((a+152|0)+12|0)>>2]|0);lcb(l,C,i,0,0,7,4196130,0,0,A);g=g+4|0}while((g|0)!=(h|0))}}i=(f[l>>2]|0)+o|0;g=f[c+4>>2]|0;if(!g){g=c+8|0;h=f[g>>2]|0;if((f[h>>2]|0)==(c|0))c=h;else do{o=f[g>>2]|0;g=o+8|0;c=f[g>>2]|0}while((f[c>>2]|0)!=(o|0))}else{c=g;while(1){g=f[c>>2]|0;if(!g)break;else c=g}}if((c|0)==(r+1888|0|0))break;else o=i}}else E=1}h=q>>>0>i>>>0?q-i|0:1;c=b[(C+226|0)>>0]|0;if(c<<24>>24==3)y=26;else if((b[C+229>>0]|0)==1)if(Yub()|0)if(avb()|0)y=26;else t=0;else t=0;else t=0;if((y|0)==26){t=f[(C+60|0)>>2]|0;t=(f[t+1896>>2]|0)==(f[t+1900>>2]|0)}l=f[(C+60|0)>>2]|0;l=Rhb(l+1048|0,v,l+224|0,s,h,v<<24>>24==0?0:c<<24>>24==2?2:(t^1)&1,A)|0;g=f[(C+60|0)>>2]|0;Zdb(g,c<<24>>24==2&1,v,g+1372|0,g+224|0,A,f[(C+108|0)>>2]|0,B);g=f[(C+60|0)>>2]|0;k=f[g+1372>>2]|0;k=h-(k>>>0<h>>>0?k:h)|0;c=f[g+1896>>2]|0;h=f[g+1900>>2]|0;a:do if((c|0)!=(h|0))while(1){y=Ohb(g+1048|0,f[c+112>>2]|0)|0;Zdb(c,0,v,y,(f[(C+60|0)>>2]|0)+224|0,A,f[(C+108|0)>>2]|0,B);c=c+120|0;if((c|0)==(h|0))break a;g=f[(C+60|0)>>2]|0}while(0);p[(a+88|0)>>3]=1.0;p[(a+88|0)+8>>3]=1.0;p[(a+88|0)+16>>3]=1.0;c=(a+88|0)+24|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;f[(a+8|0)+12>>2]=0;f[(a+8|0)+16>>2]=0;f[(a+8|0)+20>>2]=0;f[(a+8|0)+24>>2]=0;f[(a+8|0)+28>>2]=0;c=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;if(!(c&2048)){w=c;y=35}else if((b[(C+226|0)>>0]|0)==2){w=c;y=35}else{y=f[(C+60|0)>>2]|0;if((f[y+1896>>2]|0)==(f[y+1900>>2]|0))if(sSa(f[(C+64|0)>>2]|0)|0){w=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;y=35}else{u=C+64|0;y=39}else{w=c;y=35}}if((y|0)==35)if(w&1024|0)if((b[(C+226|0)>>0]|0)!=2){w=f[(C+60|0)>>2]|0;if((f[w+1896>>2]|0)==(f[w+1900>>2]|0))if(!(sSa(f[(C+64|0)>>2]|0)|0)){u=C+64|0;y=39}}if((y|0)==39){CEa(f[u>>2]|0,a+88|0)|0;O8a(C,a+88|0,a+64|0,a+40|0);I=+p[(a+40|0)>>3];H=+p[(a+40|0)+8>>3];G=+p[(a+40|0)+16>>3];F=-(I*+p[(a+64|0)>>3]+(H*+p[(a+64|0)+8>>3]+G*+p[(a+64|0)+16>>3]));p[(a+8|0)>>3]=I;p[((a+8|0)+8|0)>>3]=H;p[((a+8|0)+16|0)>>3]=G;p[((a+8|0)+24|0)>>3]=F}b[(a+1245|0)>>0]=0;if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&2048))y=54;else if((b[(C+226|0)>>0]|0)==2)y=54;else{w=f[(C+60|0)>>2]|0;if((f[w+1896>>2]|0)==(f[w+1900>>2]|0))if(sSa(f[C+64>>2]|0)|0)y=54;else{do if(!k){c=1;e=0}else{if(!(v<<24>>24))if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&4096)){c=1;e=k;break}z=P8a(C,a+88|0,a+64|0,a+40|0)|0;c=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;if(z){d[(C+230|0)>>1]=c|16384;d[(C+230|0)+2>>1]=(c|16384)>>>16;c=c|16384}e=c&16384|0?1:4;g=f[(f[(C+60|0)>>2]|0)+1908>>2]|0;c=Rhb(g,e,g+1e3|0,0,k,0,A)|0;if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&16384)){if(f[(g+324|0)>>2]|0)y=51}else y=51;if((y|0)==51)b[(a+1245|0)>>0]=1;u=f[C+368>>2]|0;v=f[64743]|0;w=f[64744]|0;x=f[64745]|0;z=f[64746]|0;Tvb(258928,0,0,u,u)|0;Zdb((f[(f[(C+60|0)>>2]|0)+1908>>2]|0)+840|0,0,e,g+324|0,g+1e3|0,A,f[(C+108|0)>>2]|0,B);e=(j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&-16385;d[(C+230|0)>>1]=e;d[(C+230|0)+2>>1]=e>>>16;e=f[(g+324|0)>>2]|0;Tvb(258928,v,w,x,z)|0;e=k-(e>>>0<k>>>0?e:k)|0}while(0);z=l<<24>>24==0?c:l;x=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16}else y=54}if((y|0)==54){Qgb((f[(C+60|0)>>2]|0)+3624|0);x=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16|24576;d[(C+230|0)>>1]=x;d[(C+230|0)+2>>1]=x>>>16;z=l;e=k}b[(a+1244|0)>>0]=0;c=1;if(c){c=0;if(!(x&1024))D=z;else c=1}f[a+1352>>2]=i;f[a+1376>>2]=z;f[a+1392>>2]=e;f[a+1416>>2]=D;f[a+2672>>2]=y;f[a+2680>>2]=E;f[a+2688>>2]=c}
+function PBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0,v=0,w=0.0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0,S=0,T=0;R=0;S=u;u=u+2048|0;Vib(S+152|0,f[a>>2]|0,0,c,S+192|0);w=+p[(S+192|0)>>3];z=+p[(S+192|0)+8>>3];A=+p[(S+192|0)+16>>3];B=+p[(S+192|0)+32>>3];C=+p[(S+192|0)+40>>3];D=+p[(S+192|0)+48>>3];E=+p[(S+192|0)+64>>3];F=+p[(S+192|0)+72>>3];G=+p[(S+192|0)+80>>3];H=1.0/(w*(C*G-D*F)+(A*(B*F-C*E)+z*(D*E-B*G)));I=(C*G-D*F)*H;J=(D*E-B*G)*H;K=(B*F-C*E)*H;M=+p[(S+192|0)+96>>3];N=+p[(S+192|0)+104>>3];O=+p[(S+192|0)+112>>3];P=-(N*((w*G-A*E)*H))-M*((A*F-z*G)*H)-O*((z*E-w*F)*H);Q=-(N*((A*B-w*D)*H))-M*((z*D-A*C)*H)-O*((w*C-z*B)*H);d=(f[c+4>>2]|0)+44|0;jEa(S+424|0,f[d>>2]|0);b[(S+508|0)>>0]=(f[(f[d>>2]|0)+52>>2]|0)>>>16&1;d=f[(a+1064|0)>>2]|0;v=f[(a+1068|0)>>2]|0;if((d|0)!=(v|0)){x=(S+368|0)+4|0;y=(S+368|0)+8|0;do{e=f[d>>2]|0;t=f[d+4>>2]|0;a:do if((e|0)!=(t|0)){i=+p[(S+152|0)>>3];j=+p[((S+152|0)+8|0)>>3];k=+p[((S+152|0)+16|0)>>3];l=+p[((S+152|0)+24|0)>>3];g=2;h=e;do{s=+p[h+24>>3]+(i*+p[h>>3]+(j*+p[h+8>>3]+k*+p[h+16>>3]));r=!(s*s>=l)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;h=h+32|0}while((h|0)!=(t|0));if((g|0)==1)while(1){m=+p[e>>3];g=e+8|0;o=+p[g>>3];h=e+16|0;q=+p[h>>3];r=e+24|0;s=+p[r>>3];k=s+(m*i+(o*j+q*k));if(!(k*k>=l)){p[(S+48|0)>>3]=m;p[((S+48|0)+8|0)>>3]=o;p[((S+48|0)+16|0)>>3]=q;p[((S+48|0)+24|0)>>3]=s;p[((S+48|0)+32|0)>>3]=m*-s;p[((S+48|0)+40|0)>>3]=o*-s;p[((S+48|0)+48|0)>>3]=q*-s;l=!(o*o+q*q+0.0>=.001)?-q:0.0;k=!(o*o+q*q+0.0>=.001)?0.0:q;j=!(o*o+q*q+0.0>=.001)?m:-o;s=+L(+(l*l+(k*k+j*j)));p[((S+48|0)+56|0)>>3]=l/s;p[((S+48|0)+64|0)>>3]=k/s;p[((S+48|0)+72|0)>>3]=j/s;p[((S+48|0)+80|0)>>3]=o*(j/s)-q*(k/s);p[((S+48|0)+88|0)>>3]=q*(l/s)-m*(j/s);p[((S+48|0)+96|0)>>3]=m*(k/s)-o*(l/s);rEa(S+408|0,S+424|0);T=uEa(S+408|0)|0;f[(S+384|0)>>2]=S+408|0;f[((S+384|0)+4|0)>>2]=a;f[((S+384|0)+8|0)>>2]=S+192|0;f[((S+384|0)+12|0)>>2]=e;f[((S+384|0)+16|0)>>2]=S+48|0;f[((S+384|0)+20|0)>>2]=S+508|0;b:do if(T)while(1){T=wEa(S+408|0)|0;m=+n[T+4>>2];q=+n[T+8>>2];l=+n[T+12>>2];o=+n[T+16>>2];k=+n[T+20>>2];p[S>>3]=+n[T>>2];p[(S+8|0)>>3]=m;p[(S+16|0)>>3]=q;p[(S+24|0)>>3]=l;p[(S+32|0)>>3]=o;p[(S+40|0)>>3]=k;UBa(S+320|0,S,S+192|0);k=+p[(S+320|0)>>3];o=(+p[((S+320|0)+24|0)>>3]-k)*.5;l=+p[((S+320|0)+8|0)>>3];q=(+p[((S+320|0)+32|0)>>3]-l)*.5;m=+p[((S+320|0)+16|0)>>3];s=(+p[((S+320|0)+40|0)>>3]-m)*.5;m=+p[r>>3]+((k+o)*+p[e>>3]+((l+q)*+p[g>>3]+(m+s)*+p[h>>3]));if(!(m*m>=o*o+(q*q+s*s)))TBa(S+384|0);if(!(uEa(S+408|0)|0))break b;vEa(S+408|0)}else TBa(S+384|0);while(0);n[S>>2]=+p[e>>3];n[(S+4|0)>>2]=+p[g>>3];n[(S+8|0)>>2]=+p[h>>3];VBa(a,S,S+48|0);g=f[(a+1064|0)>>2]|0;if(((f[(a+1068|0)>>2]|0)-g|0)==16){if(((f[g+4>>2]|0)-(f[g>>2]|0)|0)!=32)R=29}else R=29;if((R|0)==29){R=0;WBa(a,d);XBa(a,e,d)}o=+n[S>>2];q=+n[(S+4|0)>>2];s=+n[(S+8|0)>>2];n[(S+368|0)>>2]=o*w+q*z+s*A;n[x>>2]=o*B+q*C+s*D;n[y>>2]=o*E+q*F+s*G;r=f[(a+1144|0)>>2]|0;T=(f[(a+1148|0)>>2]|0)-r|0;f[S+528>>2]=a;n[S+688>>2]=w;f[S+696>>2]=x;f[S+704>>2]=y;n[S+712>>2]=z;n[S+720>>2]=A;n[S+768>>2]=B;n[S+816>>2]=C;n[S+864>>2]=D;n[S+936>>2]=E;n[S+952>>2]=F;n[S+1008>>2]=G;f[S+1112>>2]=r;f[S+1120>>2]=T;n[S+1360>>2]=H;n[S+1368>>2]=I;n[S+1392>>2]=J;n[S+1464>>2]=K;n[S+1920>>2]=M;n[S+1928>>2]=N;n[S+1936>>2]=O;n[S+1944>>2]=P;n[S+1952>>2]=Q;f[S+1976>>2]=R;f[S+1984>>2]=0;f[S+1988>>2]=0;gFa(S);R=f[S+1976>>2]|0}e=e+32|0;if((e|0)==(t|0))break a;i=+p[(S+152|0)>>3];j=+p[((S+152|0)+8|0)>>3];k=+p[((S+152|0)+16|0)>>3];l=+p[((S+152|0)+24|0)>>3]}}while(0);d=d+16|0}while((d|0)!=(v|0))}QBa(a,c);d=f[(S+424|0)+60>>2]|0;if(d|0)RBa(d,(S+424|0)+48|0);d=f[((S+424|0)+48|0)>>2]|0;if(d|0){e=f[((S+424|0)+52|0)>>2]|0;if((e|0)!=(d|0))f[((S+424|0)+52|0)>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}d=f[(S+424|0)+44>>2]|0;if(d|0)SBa(d,(S+424|0)+32|0);d=f[((S+424|0)+32|0)>>2]|0;if(!d){u=S;return}e=f[((S+424|0)+36|0)>>2]|0;if((e|0)!=(d|0))f[((S+424|0)+36|0)>>2]=e+(~((e+-2-d|0)>>>1)<<1);sOb(d);u=S;return}function QBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;if(!(f[a+12>>2]|0)){c=f[a+1216>>2]|0;d=a+1220|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2)}if(!(f[a+4>>2]|0)){c=f[a+1204>>2]|0;d=a+1208|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2)}q=a+1216|0;r=a+1220|0;if((f[q>>2]|0)==(f[r>>2]|0))if((f[a+1204>>2]|0)==(f[a+1208>>2]|0)){u=w;return}s=a+1204|0;LDa(v,f[a>>2]|0,b,q,s);jJa(b,v);U8a(AQa(f[a>>2]|0)|0,b,0,0);p=a+1340|0;j=b;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+1344|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m){c=0;t=25}else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(!d)t=25;else{if(e)while(1){d=f[d>>2]|0;if(!d){t=25;break a}e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0))){t=25;break a}if((f[d+8>>2]|0)==(b|0))break a}do{d=f[d>>2]|0;if(!d){t=25;break a}e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0)){t=25;break a}}}while((f[d+8>>2]|0)!=(b|0))}}while(0);if((t|0)==25){b=pOb(12)|0;f[b+8>>2]=j;f[b+4>>2]=o;f[b>>2]=0;i=a+1352|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[a+1356>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+1348|0;f[b>>2]=f[c>>2];f[c>>2]=b;f[d>>2]=c;c=f[b>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;t=38}}else{f[b>>2]=f[c>>2];t=38}if((t|0)==38)f[c>>2]=b;f[i>>2]=(f[i>>2]|0)+1}c=f[q>>2]|0;d=f[r>>2]|0;if((d|0)!=(c|0))f[r>>2]=d+(~((d+-4-c|0)>>>2)<<2);e=f[s>>2]|0;c=a+1208|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);c=f[v+4>>2]|0;if(c|0)iOb(c);u=w;return}function RBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257280]|0))if(MPb(257280)|0){f[64647]=0;f[64648]=0;f[64649]=0}a=f[64648]|0;if(a>>>0<(f[64649]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64648]=a+12;return}else{VCa(258588,c);return}}function SBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-2-a|0)>>>1)<<1);if(!(b[257272]|0))if(MPb(257272)|0){f[64644]=0;f[64645]=0;f[64646]=0}a=f[64645]|0;if(a>>>0<(f[64646]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64645]=a+12;return}else{UCa(258576,c);return}}function TBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0.0,O=0.0,P=0,Q=0.0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0;E=u;u=u+80|0;n=E;C=f[a+4>>2]|0;D=C+1076|0;nEa(f[a>>2]|0,D);c=f[D>>2]|0;B=(f[C+1080>>2]|0)-c|0;o=(B|0)/24|0;if(!B){u=E;return}q=n+8|0;r=n+16|0;s=n+24|0;t=n+32|0;v=n+40|0;w=n+48|0;x=n+56|0;y=n+64|0;z=a+8|0;A=a+12|0;B=a+16|0;d=a+20|0;e=n+8|0;g=n+16|0;h=n+24|0;i=n+32|0;j=n+40|0;k=n+48|0;l=n+56|0;m=n+64|0;a=0;while(1){aa=+p[c+(a*24|0)>>3];p[n>>3]=aa;$=+p[c+(a*24|0)+8>>3];p[q>>3]=$;_=+p[c+(a*24|0)+16>>3];p[r>>3]=_;M=a+1|0;Y=+p[c+(M*24|0)>>3];p[s>>3]=Y;W=+p[c+(M*24|0)+8>>3];p[t>>3]=W;V=+p[c+(M*24|0)+16>>3];p[v>>3]=V;M=a+2|0;L=+p[c+(M*24|0)>>3];p[w>>3]=L;K=+p[c+(M*24|0)+8>>3];p[x>>3]=K;I=+p[c+(M*24|0)+16>>3];p[y>>3]=I;M=f[z>>2]|0;c=M+32|0;X=+p[c>>3];J=+p[M+64>>3];S=M+8|0;R=M+40|0;U=+p[R>>3];Q=+p[M+72>>3];P=M+16|0;O=+p[M+48>>3];N=+p[M+80>>3];H=+p[M+96>>3];G=+p[M+104>>3];Z=aa*+p[S>>3]+$*U+_*Q+G;F=+p[M+112>>3];T=aa*+p[P>>3]+$*O+_*N+F;p[n>>3]=+p[M>>3]*aa+X*$+J*_+H;p[e>>3]=Z;p[g>>3]=T;U=Y*+p[S>>3]+W*U+V*Q+G;T=Y*+p[P>>3]+W*O+V*N+F;p[h>>3]=+p[M>>3]*Y+X*W+J*V+H;p[i>>3]=U;p[j>>3]=T;G=L*+p[S>>3]+K*+p[R>>3]+I*Q+G;F=L*+p[P>>3]+K*O+I*N+F;p[k>>3]=+p[M>>3]*L+ +p[c>>3]*K+J*I+H;p[l>>3]=G;p[m>>3]=F;OCa(C,f[A>>2]|0,f[B>>2]|0,n,(b[f[d>>2]>>0]|0)!=0);a=a+3|0;if(a>>>0>=o>>>0)break;c=f[D>>2]|0}u=E;return}function UBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0.0;G=u;u=u+240|0;e=G+40|0;C=G;J=+p[b>>3];K=+p[b+8>>3];d=+p[b+16>>3];p[e>>3]=J;D=e+8|0;p[D>>3]=K;E=e+16|0;p[E>>3]=d;I=+p[b+24>>3];p[e+24>>3]=I;p[e+32>>3]=K;p[e+40>>3]=d;H=+p[b+32>>3];p[e+48>>3]=J;p[e+56>>3]=H;p[e+64>>3]=d;p[e+72>>3]=I;p[e+80>>3]=H;p[e+88>>3]=d;d=+p[b+40>>3];p[e+96>>3]=J;p[e+104>>3]=K;p[e+112>>3]=d;p[e+120>>3]=I;p[e+128>>3]=K;p[e+136>>3]=d;p[e+144>>3]=J;p[e+152>>3]=H;p[e+160>>3]=d;p[e+168>>3]=I;p[e+176>>3]=H;p[e+184>>3]=d;g=e+192|0;h=c+32|0;i=c+64|0;j=c+8|0;k=c+40|0;l=c+72|0;m=c+16|0;n=c+48|0;o=c+80|0;q=c+24|0;r=c+56|0;s=c+88|0;t=C+8|0;v=C+16|0;w=C+24|0;x=c+96|0;y=c+104|0;z=c+112|0;A=c+120|0;B=C+32|0;b=e;do{N=+p[b>>3];M=b+8|0;d=+p[M>>3];L=b+16|0;J=+p[L>>3];K=N*+p[j>>3]+d*+p[k>>3]+J*+p[l>>3];H=N*+p[m>>3]+d*+p[n>>3]+J*+p[o>>3];I=N*+p[q>>3]+d*+p[r>>3]+J*+p[s>>3];J=+p[c>>3]*N+ +p[h>>3]*d+ +p[i>>3]*J+ +p[x>>3];p[C>>3]=J;K=K+ +p[y>>3];p[t>>3]=K;p[v>>3]=H+ +p[z>>3];p[w>>3]=I+ +p[A>>3];f[B>>2]=0;p[b>>3]=J;p[M>>3]=K;p[L>>3]=+p[v>>3];b=b+24|0}while((b|0)!=(g|0));l=e+168|0;m=a+24|0;K=+p[e>>3];p[m>>3]=K;N=+p[D>>3];k=a+32|0;p[k>>3]=N;d=+p[E>>3];h=a+40|0;p[h>>3]=d;p[a>>3]=K;i=a+8|0;p[i>>3]=N;j=a+16|0;b=a;a:while(1){p[b+16>>3]=d;while(1){if((e|0)==(l|0))break a;g=e+24|0;d=+p[g>>3];if(d<+p[a>>3]){b=a;F=7}else if(d>+p[m>>3]){b=m;F=7}if((F|0)==7){F=0;p[b>>3]=d}d=+p[e+32>>3];if(d<+p[i>>3]){b=a;F=10}else if(d>+p[k>>3]){b=m;F=10}if((F|0)==10){F=0;p[b+8>>3]=d}d=+p[e+40>>3];if(d<+p[j>>3]){e=g;b=a;continue a}if(d>+p[h>>3]){e=g;b=m;continue a}else e=g}}u=G;return}function VBa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;t=0;z=u;u=u+2800|0;if((f[(a+1120|0)>>2]|0)==(f[a+1124>>2]|0)){u=z;return}e=(f[a+1092>>2]|0)-(f[a+1088>>2]|0)>>4;if(e>>>0<3){u=z;return}aBa(z+304|0,f[64606]|0);y=(z+304|0)+4|0;h=f[y>>2]|0;i=f[(z+304|0)>>2]|0;f[z+432>>2]=a;f[z+640>>2]=j;f[z+872>>2]=k;f[z+880>>2]=w;f[z+888>>2]=v;f[z+976>>2]=x;f[z+1112>>2]=e;f[z+1168>>2]=y;f[z+1200>>2]=h;f[z+1224>>2]=i;f[z+1296>>2]=l;f[z+1304>>2]=m;f[z+1312>>2]=o;f[z+1320>>2]=q;f[z+1328>>2]=r;f[z+1336>>2]=s;f[z+2664>>2]=t;f[z+2680>>2]=0;f[z+2684>>2]=0;iFa(z);j=f[z+640>>2]|0;k=f[z+872>>2]|0;w=f[z+880>>2]|0;v=f[z+888>>2]|0;x=f[z+976>>2]|0;l=f[z+1296>>2]|0;m=f[z+1304>>2]|0;o=f[z+1312>>2]|0;q=f[z+1320>>2]|0;r=f[z+1328>>2]|0;s=f[z+1336>>2]|0;t=f[z+2664>>2]|0;a:do if((f[k>>2]|0)!=1){b:while(1){aBa(z+320|0,f[64606]|0);fCa((z+320|0)+16|0,f[64606]|0);aBa(z+32|0,f[64606]|0);g=(f[k>>2]|0)-(f[l>>2]|0)|0;h=f[m>>2]|0;i=f[(z+32|0)>>2]|0;if(g>>>0>h-i>>2>>>0){eCa(z+32|0,g-(h-i>>2)|0);e=f[(z+32|0)>>2]|0;h=f[m>>2]|0}else if(g>>>0<h-i>>2>>>0)if((i+(g<<2)|0|0)==(h|0))e=i;else{f[m>>2]=h+(~((h+-4-(i+(g<<2)|0)|0)>>>2)<<2)|0;e=i;h=h+(~((h+-4-(i+(g<<2)|0)|0)>>>2)<<2)|0}else e=i;if((e|0)!=(h|0)){g=f[l>>2]|0;while(1){f[e>>2]=g;e=e+4|0;if((e|0)==(h|0))break;else g=g+1|0}}mCa(z,z+132|0,z+32|0);e=f[o>>2]|0;if(e|0)tBa(e,z+320|0);e=f[(z+320|0)>>2]|0;if(e|0){g=f[j>>2]|0;if((g|0)!=(e|0))f[j>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);f[((z+320|0)+8|0)>>2]=0;f[j>>2]=0;f[(z+320|0)>>2]=0}f[(z+320|0)>>2]=f[z>>2];f[j>>2]=f[(z+4|0)>>2];f[((z+320|0)+8|0)>>2]=f[(z+8|0)>>2];f[(z+8|0)>>2]=0;f[(z+4|0)>>2]=0;f[z>>2]=0;f[o>>2]=f[(z+12|0)>>2];f[(z+12|0)>>2]=0;nCa((z+320|0)+16|0,z+16|0);oCa(z+16|0);e=f[(z+12|0)>>2]|0;if(e|0)tBa(e,z);e=f[z>>2]|0;if(e|0){g=f[(z+4|0)>>2]|0;if((g|0)!=(e|0))f[(z+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}f[(z+352|0)>>2]=z+320|0;f[((z+352|0)+4|0)>>2]=(z+320|0)+16|0;f[((z+352|0)+8|0)>>2]=0;aBa((z+352|0)+12|0,f[64606]|0);e=f[64606]|0;do if(!(b[257240]|0)){if(!(MPb(257240)|0))break;f[64632]=0;f[64633]=0;f[64634]=0}while(0);i=f[64633]|0;f[z+640>>2]=j;f[z+872>>2]=k;f[z+880>>2]=w;f[z+888>>2]=v;f[z+1296>>2]=l;f[z+1304>>2]=m;f[z+1312>>2]=o;f[z+1320>>2]=q;f[z+1328>>2]=r;f[z+1336>>2]=s;f[z+1440>>2]=e;f[z+1448>>2]=i;f[z+2664>>2]=t;f[z+2672>>2]=0;f[z+2676>>2]=0;hFa(z);t=f[z+2664>>2]|0;G=f[z+2672>>2]|0;D=f[z+2676>>2]|0;H=+n[z+2676>>2];f[z+2672>>2]=0;f[z+2676>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 6:break a}}if((t|0)==117)AMb(q);else if((t|0)==120)vd();else if((t|0)==145)AMb(258528);else if((t|0)==148)vd()}while(0);f[(z+240|0)>>2]=f[((z+132|0)+88|0)>>2];f[((z+240|0)+4|0)>>2]=f[((z+132|0)+92|0)>>2];f[(z+240|0)+8>>2]=f[((z+132|0)+96|0)>>2];f[((z+132|0)+96|0)>>2]=0;f[((z+132|0)+92|0)>>2]=0;f[((z+132|0)+88|0)>>2]=0;f[(z+240|0)+12>>2]=f[((z+132|0)+100|0)>>2];f[((z+132|0)+100|0)>>2]=0;oCa((z+132|0)+88|0);e=f[(z+132|0)+84>>2]|0;if(e|0)tBa(e,(z+132|0)+72|0);e=f[((z+132|0)+72|0)>>2]|0;if(e|0){g=f[((z+132|0)+76|0)>>2]|0;if((g|0)!=(e|0))f[((z+132|0)+76|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[((z+132|0)+68|0)>>2]|0;if(e|0)rCa(e,v);e=f[v>>2]|0;if(e|0)sOb(e);e=f[(z+132|0)+52>>2]|0;if(e|0)sCa(e,w);e=f[w>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0)){do{i=g+-24|0;f[x>>2]=i;h=f[g+-4>>2]|0;if(h|0)jCa(h,i);g=f[g+-16>>2]|0;if(g|0)do{v=g;g=f[g>>2]|0;sOb(v)}while((g|0)!=0);g=f[i>>2]|0;f[i>>2]=0;if(g|0)sOb(g);g=f[x>>2]|0}while((g|0)!=(e|0));e=f[w>>2]|0}sOb(e)}oCa((z+132|0)+16|0);e=f[((z+132|0)+12|0)>>2]|0;if(e|0)tBa(e,z+132|0);e=f[(z+132|0)>>2]|0;if(e|0){g=f[((z+132|0)+4|0)>>2]|0;if((g|0)!=(e|0))f[((z+132|0)+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}f[(z+32|0)>>2]=-1;WAa((z+32|0)+4|0,f[64605]|0);$Aa((z+32|0)+20|0,f[64607]|0);aBa((z+32|0)+36|0,f[64607]|0);bBa((z+32|0)+52|0,f[64607]|0);cBa((z+32|0)+68|0,f[64607]|0);dBa((z+32|0)+84|0,f[64607]|0);e=f[(z+240|0)>>2]|0;l=f[((z+240|0)+4|0)>>2]|0;if((e|0)!=(l|0))do{j=f[e>>2]|0;k=(f[e+4>>2]|0)-j>>2;g=f[(a+1132|0)>>2]|0;h=f[(a+1136|0)>>2]|0;if((h|0)==(g|0))i=g;else{f[(a+1136|0)>>2]=h+(~((h+-16-g|0)>>>4)<<4)|0;i=h+(~((h+-16-g|0)>>>4)<<4)|0}if(!(k+-1|0))g=i;else{g=0;h=j;j=i;while(1){h=f[h+(g<<2)>>2]|0;i=f[(a+1088|0)>>2]|0;if((j|0)==(f[(a+1140|0)>>2]|0))iBa(a+1132|0,i+(h<<4)|0);else{p[j>>3]=+p[(i+(h<<4)|0)>>3];p[j+8>>3]=+p[i+(h<<4)+8>>3];f[(a+1136|0)>>2]=j+16}g=g+1|0;if((g|0)==(k+-1|0|0))break;h=f[e>>2]|0;j=f[(a+1136|0)>>2]|0}g=f[(a+1136|0)>>2]|0}eBa(z+32|0,g+(1-k<<4)|0,k+-1|0);e=e+16|0}while((e|0)!=(l|0));e=f[((z+32|0)+68|0)>>2]|0;g=f[((z+32|0)+72|0)>>2]|0;if((g|0)!=(e|0))f[((z+32|0)+72|0)>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);i=f[((z+32|0)+84|0)>>2]|0;e=f[((z+32|0)+88|0)>>2]|0;if((e|0)==(i|0))g=i;else{f[((z+32|0)+88|0)>>2]=e+(~((e+-4-i|0)>>>2)<<2)|0;g=e+(~((e+-4-i|0)>>>2)<<2)|0}e=f[(z+32|0)+4>>2]|0;h=f[(z+32|0)+8>>2]|0;if((e|0)==(h|0)){h=i;e=i}else{do{mBa(z+32|0,d,e,0,a+1156|0);e=e+20|0}while((e|0)!=(h|0));e=f[((z+32|0)+84|0)>>2]|0;g=f[((z+32|0)+88|0)>>2]|0;h=e}if((h|0)!=(g|0))h8a(f[((z+32|0)+68|0)>>2]|0,h,g-e>>2,c,2,a+1156|0)|0;vCa(z+32|0);oCa(z+240|0);oCa((z+256|0)+16|0);e=f[((z+256|0)+12|0)>>2]|0;if(e|0)tBa(e,z+256|0);e=f[(z+256|0)>>2]|0;if(e|0){g=f[((z+256|0)+4|0)>>2]|0;if((g|0)!=(e|0))f[((z+256|0)+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}oCa(z+288|0);e=f[((z+304|0)+12|0)>>2]|0;if(e|0)tBa(e,z+304|0);e=f[(z+304|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}u=z;return}function WBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+112|0;h=s+108|0;n=s;o=s+104|0;p=s+100|0;q=s+96|0;r=a+1168|0;c=f[a+1064>>2]|0;j=f[a+1068>>2]|0;if((c|0)==(j|0)){u=s;return}k=a+1144|0;l=a+1148|0;i=a+1152|0;m=a+1172|0;e=a+1176|0;g=b+4|0;a=f[k>>2]|0;d=f[l>>2]|0;do{t=d-a|0;d=a+(((t|0)/24|0)*24|0)|0;a:do if(t|0){if((c|0)!=(b|0))while(1){t=dCa(c,a,n)|0;f[q>>2]=f[m>>2];f[h>>2]=f[q>>2];YBa(r,h,n,n+((t<<1)*24|0)|0)|0;a=a+48|0;if((a|0)==(d|0))break a}do do if(((f[g>>2]|0)-(f[b>>2]|0)|0)==32){f[o>>2]=f[m>>2];t=a+48|0;f[h>>2]=f[o>>2];YBa(r,h,a,t)|0;a=t}else if(zib(b,a)|0){f[p>>2]=f[m>>2];t=a+48|0;f[h>>2]=f[p>>2];YBa(r,h,a,t)|0;a=t;break}else{a=a+48|0;break}while(0);while((a|0)!=(d|0))}while(0);a=f[k>>2]|0;if(a|0){d=f[l>>2]|0;if((d|0)!=(a|0))f[l>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);sOb(a);f[i>>2]=0;f[l>>2]=0;f[k>>2]=0}a=f[r>>2]|0;f[k>>2]=a;d=f[m>>2]|0;f[l>>2]=d;f[i>>2]=f[e>>2];f[e>>2]=0;f[m>>2]=0;f[r>>2]=0;c=c+16|0}while((c|0)!=(j|0));u=s;return}function XBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+400|0;j=A+388|0;i=A+384|0;h=A+380|0;s=A;t=A+376|0;v=A+372|0;w=A+368|0;x=A+364|0;y=A+360|0;z=a+1180|0;l=a+1192|0;d=f[a+1064>>2]|0;m=f[a+1068>>2]|0;if((d|0)==(m|0)){u=A;return}n=a+1156|0;o=a+1160|0;k=a+1164|0;p=a+1184|0;q=a+1188|0;r=c+4|0;g=a+1196|0;a=f[n>>2]|0;e=f[o>>2]|0;do{B=e-a|0;e=a+(((B|0)/24|0)*24|0)|0;a:do if(B|0){if((d|0)!=(c|0))while(1){_Ba(d,a,b,l,1);f[w>>2]=f[p>>2];f[x>>2]=f[l>>2];f[y>>2]=f[g>>2];f[h>>2]=f[w>>2];f[i>>2]=f[x>>2];f[j>>2]=f[y>>2];$Ba(z,h,i,j)|0;a=a+72|0;if((a|0)==(e|0))break a}do if(((f[r>>2]|0)-(f[c>>2]|0)|0)==32){f[t>>2]=f[p>>2];B=a+72|0;f[j>>2]=f[t>>2];ZBa(z,j,a,B)|0;a=B}else{B=Aib(c,a,b,s)|0;f[v>>2]=f[p>>2];f[j>>2]=f[v>>2];YBa(z,j,s,s+(B*24|0)|0)|0;a=a+72|0}while((a|0)!=(e|0))}while(0);a=f[n>>2]|0;if(a|0){e=f[o>>2]|0;if((e|0)!=(a|0))f[o>>2]=e+(~(((e+-24-a|0)>>>0)/24|0)*24|0);sOb(a);f[k>>2]=0;f[o>>2]=0;f[n>>2]=0}a=f[z>>2]|0;f[n>>2]=a;e=f[p>>2]|0;f[o>>2]=e;f[k>>2]=f[q>>2];f[q>>2]=0;f[p>>2]=0;f[z>>2]=0;d=d+16|0}while((d|0)!=(m|0));u=A;return}function YBa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0;m=f[a>>2]|0;h=m;k=(f[b>>2]|0)-h|0;b=m+(((k|0)/24|0)*24|0)|0;o=d-c|0;j=(o|0)/24|0;if((o|0)<=0){o=b;return o|0}l=a+8|0;g=f[l>>2]|0;o=a+4|0;n=f[o>>2]|0;e=n;if((j|0)<=((g-e|0)/24|0|0)){i=e-b|0;e=(i|0)/24|0;if((j|0)>(e|0)){h=c+(e*24|0)|0;if((h|0)==(d|0))e=n;else{g=h;e=n;do{p[e>>3]=+p[g>>3];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];g=g+24|0;e=e+24|0}while((g|0)!=(d|0));f[o>>2]=e}if((i|0)>0)d=h;else{o=b;return o|0}}else e=n;i=e-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<n>>>0){h=g;j=e;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[o>>2]|0)+24|0;f[o>>2]=j}while(h>>>0<n>>>0)}if(i|0)do{n=g;g=g+-24|0;o=e;e=e+-24|0;q=+p[g>>3];p[g>>3]=+p[e>>3];p[e>>3]=q;a=n+-16|0;q=+p[a>>3];m=o+-16|0;p[a>>3]=+p[m>>3];p[m>>3]=q;n=n+-8|0;q=+p[n>>3];o=o+-8|0;p[n>>3]=+p[o>>3];p[o>>3]=q}while((g|0)!=(b|0));if((d|0)==(c|0)){o=b;return o|0}else e=b;while(1){p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(d|0))break;else e=e+24|0}return b|0}e=((e-h|0)/24|0)+j|0;if(e>>>0>178956970)AMb(a);j=(g-h|0)/24|0;g=j<<1;g=j>>>0<89478485?(g>>>0<e>>>0?e:g):178956970;e=(k|0)/24|0;do if(!g)i=0;else if(g>>>0>178956970)vd();else{i=pOb(g*24|0)|0;break}while(0);j=i+(e*24|0)|0;h=i+(g*24|0)|0;if((c|0)==(d|0))e=j;else{e=j;do{p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];e=e+24|0;c=c+24|0}while((c|0)!=(d|0))}if(!k)c=j;else{g=b;c=j;do{k=g;g=g+-24|0;p[c+-24>>3]=+p[g>>3];p[c+-16>>3]=+p[k+-16>>3];p[c+-8>>3]=+p[k+-8>>3];c=c+-24|0}while((g|0)!=(m|0))}if((n|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(n|0));b=e}f[a>>2]=c;f[o>>2]=b;f[l>>2]=h;if(!m){o=j;return o|0}sOb(m);o=j;return o|0}function ZBa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0;m=f[a>>2]|0;h=m;k=(f[b>>2]|0)-h|0;b=m+(((k|0)/24|0)*24|0)|0;o=d-c|0;j=(o|0)/24|0;if((o|0)<=0){o=b;return o|0}l=a+8|0;g=f[l>>2]|0;o=a+4|0;n=f[o>>2]|0;e=n;if((j|0)<=((g-e|0)/24|0|0)){i=e-b|0;e=(i|0)/24|0;if((j|0)>(e|0)){h=c+(e*24|0)|0;if((h|0)==(d|0))e=n;else{g=h;e=n;do{p[e>>3]=+p[g>>3];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];g=g+24|0;e=e+24|0}while((g|0)!=(d|0));f[o>>2]=e}if((i|0)>0)d=h;else{o=b;return o|0}}else e=n;i=e-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<n>>>0){h=g;j=e;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[o>>2]|0)+24|0;f[o>>2]=j}while(h>>>0<n>>>0)}if(i|0)do{n=g;g=g+-24|0;o=e;e=e+-24|0;q=+p[g>>3];p[g>>3]=+p[e>>3];p[e>>3]=q;a=n+-16|0;q=+p[a>>3];m=o+-16|0;p[a>>3]=+p[m>>3];p[m>>3]=q;n=n+-8|0;q=+p[n>>3];o=o+-8|0;p[n>>3]=+p[o>>3];p[o>>3]=q}while((g|0)!=(b|0));if((d|0)==(c|0)){o=b;return o|0}else e=b;while(1){p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(d|0))break;else e=e+24|0}return b|0}e=((e-h|0)/24|0)+j|0;if(e>>>0>178956970)AMb(a);j=(g-h|0)/24|0;g=j<<1;g=j>>>0<89478485?(g>>>0<e>>>0?e:g):178956970;e=(k|0)/24|0;do if(!g)i=0;else if(g>>>0>178956970)vd();else{i=pOb(g*24|0)|0;break}while(0);j=i+(e*24|0)|0;h=i+(g*24|0)|0;if((c|0)==(d|0))e=j;else{e=j;do{p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];e=e+24|0;c=c+24|0}while((c|0)!=(d|0))}if(!k)c=j;else{g=b;c=j;do{k=g;g=g+-24|0;p[c+-24>>3]=+p[g>>3];p[c+-16>>3]=+p[k+-16>>3];p[c+-8>>3]=+p[k+-8>>3];c=c+-24|0}while((g|0)!=(m|0))}if((n|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(n|0));b=e}f[a>>2]=c;f[o>>2]=b;f[l>>2]=h;if(!m){o=j;return o|0}sOb(m);o=j;return o|0}function _Ba(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;if(e){c=f[d>>2]|0;e=d+4|0;g=f[e>>2]|0;if((g|0)==(c|0))k=e;else{f[e>>2]=g+(~(((g+-24-c|0)>>>0)/24|0)*24|0);k=e}}else k=d+4|0;j=f[a>>2]|0;e=j;if(((f[a+4>>2]|0)-j|0)!=32){c=f[k>>2]|0;h=d+8|0;e=f[h>>2]|0;if(c>>>0<e>>>0){p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];g=c+24|0;f[k>>2]=g}else{oBa(d,b);g=f[k>>2]|0;e=f[h>>2]|0}c=b+24|0;if(g>>>0<e>>>0){p[g>>3]=+p[c>>3];p[g+8>>3]=+p[b+32>>3];p[g+16>>3]=+p[b+40>>3];g=g+24|0;f[k>>2]=g}else{oBa(d,c);g=f[k>>2]|0;e=f[h>>2]|0}c=b+48|0;if(g>>>0<e>>>0){p[g>>3]=+p[c>>3];p[g+8>>3]=+p[b+56>>3];p[g+16>>3]=+p[b+64>>3];f[k>>2]=g+24;return}else{oBa(d,c);return}}j=f[k>>2]|0;c=f[d>>2]|0;g=j-c|0;h=(g|0)/24|0;i=c;if(h>>>0<6){aCa(d,6-h|0);e=f[a>>2]|0;c=f[d>>2]|0}else if((g|0)!=144){g=i+144|0;if((g|0)!=(j|0))f[k>>2]=j+(~(((j+-24-g|0)>>>0)/24|0)*24|0)}c=bCa(e,b,c)|0;h=f[k>>2]|0;e=f[d>>2]|0;g=(h-e|0)/24|0;if(c>>>0>g>>>0){aCa(d,c-g|0);return}if(c>>>0>=g>>>0)return;c=e+(c*24|0)|0;if((c|0)==(h|0))return;f[k>>2]=h+(~(((h+-24-c|0)>>>0)/24|0)*24|0);return}function $Ba(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0;n=f[a>>2]|0;h=n;k=(f[b>>2]|0)-h|0;b=n+(((k|0)/24|0)*24|0)|0;c=f[c>>2]|0;e=f[d>>2]|0;q=e-c|0;j=(q|0)/24|0;l=e;if((q|0)<=0){q=b;return q|0}m=a+8|0;g=f[m>>2]|0;q=a+4|0;o=f[q>>2]|0;d=o;if((j|0)<=((g-d|0)/24|0|0)){h=d-b|0;d=(h|0)/24|0;if((j|0)>(d|0)){d=c+(d*24|0)|0;e=d;if((d|0)==(l|0))d=o;else{g=d;d=o;do{p[d>>3]=+p[g>>3];p[d+8>>3]=+p[g+8>>3];p[d+16>>3]=+p[g+16>>3];g=g+24|0;d=d+24|0}while((g|0)!=(l|0));f[q>>2]=d}if((h|0)<=0){q=b;return q|0}}else d=o;i=d-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<o>>>0){h=g;j=d;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[q>>2]|0)+24|0;f[q>>2]=j}while(h>>>0<o>>>0)}if(i|0)do{o=g;g=g+-24|0;q=d;d=d+-24|0;r=+p[g>>3];p[g>>3]=+p[d>>3];p[d>>3]=r;a=o+-16|0;r=+p[a>>3];n=q+-16|0;p[a>>3]=+p[n>>3];p[n>>3]=r;o=o+-8|0;r=+p[o>>3];q=q+-8|0;p[o>>3]=+p[q>>3];p[q>>3]=r}while((g|0)!=(b|0));if((c|0)==(e|0)){q=b;return q|0}else d=b;while(1){p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(e|0))break;else d=d+24|0}return b|0}d=((d-h|0)/24|0)+j|0;if(d>>>0>178956970)AMb(a);j=(g-h|0)/24|0;e=j<<1;e=j>>>0<89478485?(e>>>0<d>>>0?d:e):178956970;d=(k|0)/24|0;do if(!e)i=0;else if(e>>>0>178956970)vd();else{i=pOb(e*24|0)|0;break}while(0);h=i+(d*24|0)|0;g=i+(e*24|0)|0;if((c|0)==(l|0))d=h;else{d=h;do{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];d=d+24|0;c=c+24|0}while((c|0)!=(l|0))}if(!k)c=h;else{e=b;c=h;do{l=e;e=e+-24|0;p[c+-24>>3]=+p[e>>3];p[c+-16>>3]=+p[l+-16>>3];p[c+-8>>3]=+p[l+-8>>3];c=c+-24|0}while((e|0)!=(n|0))}if((o|0)==(b|0))b=d;else{do{p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];b=b+24|0;d=d+24|0}while((b|0)!=(o|0));b=d}f[a>>2]=c;f[q>>2]=b;f[m>>2]=g;if(!n){q=h;return q|0}sOb(n);q=h;return q|0}function aCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;e=f[k>>2]|0;l=a+4|0;d=f[l>>2]|0;i=d;if(((e-d|0)/24|0)>>>0>=b>>>0){f[l>>2]=i+(b*24|0);return}c=f[a>>2]|0;g=(d-c|0)/24|0;d=g+b|0;j=c;if(d>>>0>178956970)AMb(a);m=(e-c|0)/24|0;e=m<<1;e=m>>>0<89478485?(e>>>0<d>>>0?d:e):178956970;do if(!e)h=0;else if(e>>>0>178956970)vd();else{h=pOb(e*24|0)|0;break}while(0);d=h+(g*24|0)|0;g=h+(e*24|0)|0;e=d+(b*24|0)|0;if((i|0)!=(j|0)){c=i;do{m=c;c=c+-24|0;p[d+-24>>3]=+p[c>>3];p[d+-16>>3]=+p[m+-16>>3];p[d+-8>>3]=+p[m+-8>>3];d=d+-24|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=d;f[l>>2]=e;f[k>>2]=g;if(!c)return;sOb(c);return}function bCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0;J=u;u=u+144|0;q=J+120|0;g=J+72|0;e=J+24|0;d=J;K=+p[a>>3];o=+p[b>>3];A=b+8|0;y=+p[a+8>>3];h=+p[A>>3];B=b+16|0;z=+p[a+16>>3];i=+p[B>>3];L=+p[a+24>>3];H=b+24|0;j=+p[H>>3];C=b+32|0;k=+p[C>>3];D=b+40|0;l=+p[D>>3];I=b+48|0;m=+p[I>>3];E=b+56|0;n=+p[E>>3];F=b+64|0;r=L+(K*o+(y*h+z*i))>=0.0;s=L+(K*j+(y*k+z*l))>=0.0;t=L+(K*m+(y*n+z*+p[F>>3]))>=0.0;switch(((r&1)+(s&1)<<24>>24)+(t&1)&7){case 0:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));I=3;u=J;return I|0}case 1:{v=g+24|0;x=r?q:g;w=r?g:v;p[x>>3]=o;p[x+8>>3]=h;p[x+16>>3]=i;x=s?q:w;p[x>>3]=j;p[x+8>>3]=k;p[x+16>>3]=l;w=t?q:s?w:w+24|0;p[w>>3]=m;p[w+8>>3]=n;p[w+16>>3]=+p[F>>3];w=d+8|0;t=d+16|0;cCa(d,a,q,g);K=+p[d>>3];p[e>>3]=K;L=+p[w>>3];p[e+8>>3]=L;h=+p[t>>3];p[e+16>>3]=h;cCa(d,a,q,v);z=+p[d>>3];v=e+24|0;p[d>>3]=+p[v>>3];p[v>>3]=z;o=+p[w>>3];v=e+32|0;p[w>>3]=+p[v>>3];p[v>>3]=o;y=+p[t>>3];p[e+40>>3]=y;j=+p[g>>3];p[c>>3]=j;k=+p[g+8>>3];t=c+8|0;p[t>>3]=k;l=+p[g+16>>3];v=c+16|0;p[v>>3]=l;m=+p[g+24>>3];w=c+24|0;p[w>>3]=m;n=+p[g+32>>3];x=c+32|0;p[x>>3]=n;i=+p[g+40>>3];q=c+40|0;p[q>>3]=i;p[c+48>>3]=K;p[c+56>>3]=L;p[c+64>>3]=h;r=c+72|0;p[r>>3]=m;s=c+80|0;p[s>>3]=n;d=c+88|0;p[d>>3]=i;e=c+96|0;p[e>>3]=z;g=c+104|0;p[g>>3]=o;a=c+112|0;p[a>>3]=y;p[c+120>>3]=K;p[c+128>>3]=L;p[c+136>>3]=h;h=+p[b>>3];if(j==h)if(k==+p[A>>3])if(l==+p[B>>3])if(m==+p[H>>3])if(n==+p[C>>3]){if(!(i==+p[D>>3]))G=9}else G=9;else G=9;else G=9;else G=9;else G=9;do if((G|0)==9){if(j==+p[H>>3])if(k==+p[C>>3])if(l==+p[D>>3])if(m==+p[I>>3])if(n==+p[E>>3])if(i==+p[F>>3])break;if(j==+p[I>>3])if(k==+p[E>>3])if(m==h?l==+p[F>>3]:0)if(n==+p[A>>3])if(i==+p[B>>3])break;p[c>>3]=m;p[t>>3]=n;p[v>>3]=i;p[w>>3]=j;p[x>>3]=k;p[q>>3]=l;p[r>>3]=z;p[s>>3]=o;p[d>>3]=y;p[e>>3]=m;p[g>>3]=n;p[a>>3]=i}while(0);I=6;u=J;return I|0}case 2:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=b+((s&t?0:s?2:1)*24|0)|0;e=q+8|0;g=q+16|0;if(r){cCa(q,a,d,b);L=+p[q>>3];p[q>>3]=+p[c>>3];p[c>>3]=L;L=+p[e>>3];b=c+8|0;p[e>>3]=+p[b>>3];p[b>>3]=L;p[c+16>>3]=+p[g>>3]}if(s){cCa(q,a,d,H);L=+p[q>>3];H=c+24|0;p[q>>3]=+p[H>>3];p[H>>3]=L;L=+p[e>>3];H=c+32|0;p[e>>3]=+p[H>>3];p[H>>3]=L;p[c+40>>3]=+p[g>>3]}if(!t){I=3;u=J;return I|0}cCa(q,a,d,I);L=+p[q>>3];I=c+48|0;p[q>>3]=+p[I>>3];p[I>>3]=L;L=+p[e>>3];I=c+56|0;p[e>>3]=+p[I>>3];p[I>>3]=L;p[c+64>>3]=+p[g>>3];I=3;u=J;return I|0}default:{I=0;u=J;return I|0}}return 0}function cCa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;g=c;h=d;v=+p[c>>3];w=+p[d>>3];if(v<w)i=6;else if(v>w)j=h;else{e=+p[c+8>>3];f=+p[d+8>>3];if(e<f)i=6;else if(e>f)j=h;else if(+p[c+16>>3]<+p[d+16>>3])i=6;else j=h}if((i|0)==6){j=g;g=h}s=+p[b+24>>3];t=+p[b>>3];u=+p[b+8>>3];r=+p[b+16>>3];q=-s/(t*t+(u*u+r*r));b=j;h=g;l=+p[h>>3];m=+p[b>>3]-l;g=h+8|0;e=+p[g>>3];n=+p[b+8>>3]-e;h=h+16|0;f=+p[h>>3];o=+p[b+16>>3]-f;k=t*m+(u*n+r*o);if(!(k==0.0)){e=(t*(t*q-l)+(u*(u*q-e)+r*(r*q-f)))/k;if(e>=-1.0e-07&e<=1.0000001){p[a>>3]=l+m*e;p[a+8>>3]=n*e+ +p[g>>3];w=o*e+ +p[h>>3];d=a+16|0;p[d>>3]=w;return}}l=w-v;m=+p[c+8>>3];n=+p[d+8>>3]-m;o=+p[c+16>>3];w=+p[d+16>>3]-o;q=+L(+(l*l+(n*n+w*w)));l=l/q;n=n/q;q=w/q;w=-(s+(v*t+(m*u+o*r)))/(l*t+(n*u+q*r));p[a>>3]=v+l*w;p[a+8>>3]=m+n*w;w=o+q*w;d=a+16|0;p[d>>3]=w;return}function dCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0;D=u;u=u+80|0;o=D+48|0;q=D;g=+p[b>>3];p[q>>3]=g;A=b+8|0;k=+p[A>>3];B=q+8|0;p[B>>3]=k;C=b+16|0;i=+p[C>>3];t=q+16|0;p[t>>3]=i;s=q+24|0;v=b+24|0;j=+p[v>>3];p[s>>3]=j;w=b+32|0;h=+p[w>>3];x=q+32|0;p[x>>3]=h;y=b+40|0;d=+p[y>>3];z=q+40|0;p[z>>3]=d;e=f[a>>2]|0;l=f[a+4>>2]|0;do if((e|0)==(l|0))h=g;else{m=o+8|0;n=o+16|0;while(1){G=+p[e>>3];F=+p[e+8>>3];E=+p[e+16>>3];H=+p[e+24>>3];a=H+(G*g+(F*k+E*i))<0.0;if(a^H+(G*j+(F*h+E*d))<0.0){cCa(o,e,q,s);a=(a^1)&1;H=+p[o>>3];I=q+(a*24|0)|0;p[o>>3]=+p[I>>3];p[I>>3]=H;H=+p[m>>3];I=q+(a*24|0)+8|0;p[m>>3]=+p[I>>3];p[I>>3]=H;p[q+(a*24|0)+16>>3]=+p[n>>3]}else if(a)break;e=e+32|0;g=+p[q>>3];if((e|0)==(l|0)){r=9;break}k=+p[B>>3];i=+p[t>>3];j=+p[s>>3];h=+p[x>>3];d=+p[z>>3]}if((r|0)==9){h=+p[b>>3];break}p[c>>3]=+p[b>>3];p[c+8>>3]=+p[A>>3];p[c+16>>3]=+p[C>>3];p[c+24>>3]=+p[v>>3];p[c+32>>3]=+p[w>>3];p[c+40>>3]=+p[y>>3];I=1;u=D;return I|0}while(0);if(g==h){if(+p[B>>3]==+p[A>>3])if(+p[t>>3]==+p[C>>3])if(+p[s>>3]==+p[v>>3])if(+p[x>>3]==+p[w>>3])if(+p[z>>3]==+p[y>>3]){I=0;u=D;return I|0}if(+p[B>>3]==+p[A>>3])if(+p[t>>3]==+p[C>>3]){p[c>>3]=+p[s>>3];p[c+8>>3]=+p[x>>3];p[c+16>>3]=+p[z>>3];p[c+24>>3]=+p[v>>3];p[c+32>>3]=+p[w>>3];p[c+40>>3]=+p[y>>3];I=1;u=D;return I|0}}d=+p[s>>3];if(d==+p[v>>3])if(+p[x>>3]==+p[w>>3])e=+p[z>>3]==+p[y>>3];else e=0;else e=0;p[c>>3]=h;p[c+8>>3]=+p[A>>3];p[c+16>>3]=+p[C>>3];p[c+24>>3]=g;p[c+32>>3]=+p[B>>3];p[c+40>>3]=+p[t>>3];if(e){I=1;u=D;return I|0}p[c+48>>3]=d;p[c+56>>3]=+p[x>>3];p[c+64>>3]=+p[z>>3];p[c+72>>3]=+p[v>>3];p[c+80>>3]=+p[w>>3];p[c+88>>3]=+p[y>>3];I=2;u=D;return I|0}function eCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function fCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257256]|0))if(MPb(257256)|0){f[64638]=0;f[64639]=0;f[64640]=0}e=f[64639]|0;if((f[64638]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64639]|0;m=h+-12|0;while(1){e=h+-12|0;f[64639]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{i=h+-16|0;f[k>>2]=i;j=f[h+-4>>2]|0;if(j|0)tBa(j,i);j=f[i>>2]|0;if(j|0){h=h+-12|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-4-j|0)>>>2)<<2);sOb(j)}h=f[k>>2]|0}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64639]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function gCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257248]|0))if(MPb(257248)|0){f[64635]=0;f[64636]=0;f[64637]=0}e=f[64636]|0;if((f[64635]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64636]|0;m=h+-12|0;while(1){e=h+-12|0;f[64636]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{j=h+-24|0;f[k>>2]=j;i=f[h+-4>>2]|0;if(i|0)jCa(i,j);h=f[h+-16>>2]|0;if(h|0)do{i=h;h=f[h>>2]|0;sOb(i)}while((h|0)!=0);h=f[j>>2]|0;f[j>>2]=0;if(h|0)sOb(h);h=f[k>>2]|0}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64636]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function hCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257264]|0))if(MPb(257264)|0){f[64641]=0;f[64642]=0;f[64643]=0}d=f[64642]|0;if((f[64641]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64642]|0;e=d+-20|0;do{g=d+-20|0;f[64642]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64642]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function iCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=a+4|0;c=f[a>>2]|0;l=((f[r>>2]|0)-c|0)/24|0;d=l+1|0;if(d>>>0>178956970)AMb(a);s=a+8|0;q=((f[s>>2]|0)-c|0)/24|0;c=q<<1;c=q>>>0<89478485?(c>>>0<d>>>0?d:c):178956970;do if(!c)k=0;else if(c>>>0>178956970)vd();else{k=pOb(c*24|0)|0;break}while(0);n=k+(l*24|0)|0;m=n;q=k+(c*24|0)|0;j=f[b>>2]|0;f[b>>2]=0;g=b+4|0;e=f[g>>2]|0;f[g>>2]=0;f[n>>2]=j;f[k+(l*24|0)+4>>2]=e;g=k+(l*24|0)+8|0;h=b+8|0;c=f[h>>2]|0;f[g>>2]=c;i=b+12|0;p=f[i>>2]|0;f[k+(l*24|0)+12>>2]=p;f[k+(l*24|0)+16>>2]=f[b+16>>2];if(p|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0}p=b+20|0;f[k+(l*24|0)+20>>2]=f[p>>2];f[p>>2]=0;p=n+24|0;o=f[a>>2]|0;c=f[r>>2]|0;if((c|0)==(o|0)){c=m;h=o;e=o}else{i=n;do{h=c;c=c+-24|0;l=f[c>>2]|0;f[c>>2]=0;j=h+-20|0;g=f[j>>2]|0;f[j>>2]=0;f[i+-24>>2]=l;f[i+-20>>2]=g;j=i+-16|0;b=h+-16|0;d=f[b>>2]|0;f[j>>2]=d;k=h+-12|0;n=f[k>>2]|0;f[i+-12>>2]=n;f[i+-8>>2]=f[h+-8>>2];if(n|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[l+(d<<2)>>2]=j;f[b>>2]=0;f[k>>2]=0}n=h+-4|0;f[i+-4>>2]=f[n>>2];f[n>>2]=0;i=m+-24|0;m=i}while((c|0)!=(o|0));c=m;h=f[a>>2]|0;e=f[r>>2]|0}f[a>>2]=c;f[r>>2]=p;f[s>>2]=q;g=h;if((e|0)!=(g|0))do{c=e;e=e+-24|0;d=f[c+-4>>2]|0;if(d|0)jCa(d,e);c=f[c+-16>>2]|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function jCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257264]|0))if(MPb(257264)|0){f[64641]=0;f[64642]=0;f[64643]=0}a=f[64642]|0;if(a>>>0>=(f[64643]|0)>>>0){NCa(258564,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64642]=(f[64642]|0)+20;return}function kCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;m=p+8|0;j=p;n=a+4|0;e=f[n>>2]|0;if(e>>>0>=b>>>0){f[n>>2]=b;u=p;return}o=a+8|0;h=f[o>>2]|0;g=h<<5;d=b-e|0;if(g>>>0<d>>>0|e>>>0>(g-d|0)>>>0){f[m>>2]=0;k=m+4|0;f[k>>2]=0;l=m+8|0;f[l>>2]=0;if((b|0)<0)AMb(a);e=h<<6;h=b+31&-32;oB(m,g>>>0<1073741823?(e>>>0<h>>>0?h:e):2147483647);g=f[n>>2]|0;f[k>>2]=g+d;e=f[a>>2]|0;h=e;b=f[m>>2]|0;g=(h+(g>>>5<<2)-e<<3)+(g&31)|0;if((g|0)>0){i=g>>>5;cQb(b|0,e|0,i<<2|0)|0;e=g&31;g=b+(i<<2)|0;b=g;if(!e)e=0;else{q=-1>>>(32-e|0);f[g>>2]=f[g>>2]&~q|f[h+(i<<2)>>2]&q}}else e=0;f[j>>2]=b;f[j+4>>2]=e;g=j;b=f[g>>2]|0;g=f[g+4>>2]|0;e=f[a>>2]|0;f[a>>2]=f[m>>2];f[m>>2]=e;q=f[n>>2]|0;f[n>>2]=f[k>>2];f[k>>2]=q;q=f[o>>2]|0;f[o>>2]=f[l>>2];f[l>>2]=q;if(e|0)sOb(e)}else{g=(f[a>>2]|0)+(e>>>5<<2)|0;f[n>>2]=b;b=g;g=e&31}if(!d){u=p;return}h=(g|0)==0;e=b;if(c){if(!h){q=32-g|0;b=q>>>0>d>>>0?d:q;f[e>>2]=f[e>>2]|-1>>>(q-b|0)&-1<<g;e=e+4|0;d=d-b|0;b=e}q=d>>>5;dQb(b|0,-1,q<<2|0)|0;d=d&31;b=e+(q<<2)|0;if(!d){u=p;return}f[b>>2]=f[b>>2]|-1>>>(32-d|0);u=p;return}else{if(!h){q=32-g|0;b=q>>>0>d>>>0?d:q;f[e>>2]=f[e>>2]&~(-1>>>(q-b|0)&-1<<g);e=e+4|0;d=d-b|0;b=e}q=d>>>5;dQb(b|0,0,q<<2|0)|0;d=d&31;b=e+(q<<2)|0;if(!d){u=p;return}f[b>>2]=f[b>>2]&~(-1>>>(32-d|0));u=p;return}}function lCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;aBa(n,f[64606]|0);b=a+72|0;if((n|0)!=(b|0))uCa(n,f[b>>2]|0,f[a+76>>2]|0);c=a+104|0;o=n+4|0;b=f[o>>2]|0;m=n+8|0;if((b|0)==(f[m>>2]|0)){fBa(n,c);l=o;b=f[o>>2]|0}else{f[b>>2]=f[c>>2];b=b+4|0;f[o>>2]=b;l=o}c=f[n>>2]|0;j=(b-c>>2)+-1|0;a:do if(j|0){k=a+16|0;b=0;while(1){i=f[c+(b<<2)>>2]|0;b=b+1|0;e=f[c+(b<<2)>>2]|0;d=f[k>>2]|0;c=f[d+(i<<4)>>2]|0;i=d+(i<<4)+4|0;d=f[i>>2]|0;h=d;b:do if((c|0)!=(d|0))while(1){if((f[c>>2]|0)==(e|0))break b;c=c+4|0;if((c|0)==(d|0)){c=d;break}}while(0);g=c+4|0;e=h-g|0;h=e>>2;if(h){cQb(c|0,g|0,e|0)|0;d=f[i>>2]|0}c=c+(h<<2)|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);if((b|0)==(j|0))break a;c=f[n>>2]|0}}while(0);b=a+92|0;c=f[b>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=0;a=c+4|0;f[a>>2]=0;f[c+8>>2]=0;f[c>>2]=f[n>>2];f[a>>2]=f[l>>2];f[c+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;a=n+12|0;f[c+12>>2]=f[a>>2];f[a>>2]=0;f[b>>2]=(f[b>>2]|0)+16}else{tCa(a+88|0,n);b=f[n+12>>2]|0;if(b|0)tBa(b,n)}b=f[n>>2]|0;if(!b){u=p;return}c=f[o>>2]|0;if((c|0)!=(b|0))f[o>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b);u=p;return}function mCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+32|0;t=w+16|0;s=w;fCa(t,f[64606]|0);v=c+4|0;d=f[v>>2]|0;g=f[c>>2]|0;a:do if((d-g|0)==((f[b+4>>2]|0)-(f[b>>2]|0)|0)){n=b+16|0;h=(f[b+20>>2]|0)-(f[n>>2]|0)>>4;if(!h){d=t+4|0;break}d=t+4|0;i=t+8|0;j=s+4|0;k=s+8|0;l=s+12|0;m=0;do{aBa(s,f[64606]|0);e=f[d>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){f[e>>2]=0;r=e+4|0;f[r>>2]=0;f[e+8>>2]=0;f[e>>2]=f[s>>2];f[r>>2]=f[j>>2];f[e+8>>2]=f[k>>2];f[k>>2]=0;f[j>>2]=0;f[s>>2]=0;f[e+12>>2]=f[l>>2];f[l>>2]=0;f[d>>2]=e+16}else{tCa(t,s);e=f[l>>2]|0;if(e|0)tBa(e,s)}e=f[s>>2]|0;if(e|0){b=f[j>>2]|0;if((b|0)!=(e|0))f[j>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}e=f[n>>2]|0;b=e+(m<<4)|0;g=(f[d>>2]|0)+-16|0;if((g|0)!=(b|0))uCa(g,f[b>>2]|0,f[e+(m<<4)+4>>2]|0);m=m+1|0}while((m|0)!=(h|0))}else{h=d;e=g;d=t+4|0;r=b+16|0;k=b+20|0;b=f[r>>2]|0;if(((f[d>>2]|0)-(f[t>>2]|0)|0)>>>0<((f[k>>2]|0)-b|0)>>>0){g=t+8|0;h=s+4|0;i=s+8|0;j=s+12|0;do{aBa(s,f[64606]|0);e=f[d>>2]|0;if(e>>>0<(f[g>>2]|0)>>>0){f[e>>2]=0;q=e+4|0;f[q>>2]=0;f[e+8>>2]=0;f[e>>2]=f[s>>2];f[q>>2]=f[h>>2];f[e+8>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[s>>2]=0;f[e+12>>2]=f[j>>2];f[j>>2]=0;f[d>>2]=e+16}else{tCa(t,s);e=f[j>>2]|0;if(e|0)tBa(e,s)}e=f[s>>2]|0;if(e|0){b=f[h>>2]|0;if((b|0)!=(e|0))f[h>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}b=f[r>>2]|0}while(((f[d>>2]|0)-(f[t>>2]|0)|0)>>>0<((f[k>>2]|0)-b|0)>>>0);g=f[c>>2]|0;e=g;h=f[v>>2]|0}if((e|0)!=(h|0)){q=h;while(1){o=f[e>>2]|0;p=q;i=f[b+(o<<4)>>2]|0;n=f[b+(o<<4)+4>>2]|0;b:do if((i|0)!=(n|0))while(1){m=f[i>>2]|0;f[s>>2]=m;b=p-g>>2;if(!b)b=g;else{l=b;b=g;while(1){x=(l|0)/2|0;k=g+(x<<2)|0;j=(f[k>>2]|0)>>>0<m>>>0;k=k+4|0;b=j?k:b;l=j?l+-1-x|0:x;if(!l)break;else g=j?k:g}}g=b;if((b|0)==(q|0))break;do if((m|0)==(f[b>>2]|0)){b=f[t>>2]|0;j=b+(o<<4)+4|0;k=f[j>>2]|0;if((k|0)==(f[b+(o<<4)+8>>2]|0)){fBa(b+(o<<4)|0,s);break}else{f[k>>2]=m;f[j>>2]=k+4;break}}while(0);i=i+4|0;if((i|0)==(n|0))break b}while(0);e=e+4|0;if((e|0)==(h|0))break a;q=f[v>>2]|0;b=f[r>>2]|0;g=f[c>>2]|0}}}while(0);f[a>>2]=f[c>>2];f[a+4>>2]=f[v>>2];x=c+8|0;f[a+8>>2]=f[x>>2];f[x>>2]=0;f[v>>2]=0;f[c>>2]=0;x=c+12|0;f[a+12>>2]=f[x>>2];f[x>>2]=0;f[a+16>>2]=f[t>>2];f[a+20>>2]=f[d>>2];x=t+8|0;f[a+24>>2]=f[x>>2];f[x>>2]=0;f[d>>2]=0;f[t>>2]=0;x=t+12|0;f[a+28>>2]=f[x>>2];f[x>>2]=0;oCa(t);u=w;return}function nCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+12|0;c=f[i>>2]|0;if(c|0)KCa(c,a);d=f[a>>2]|0;if(!d){c=a+4|0;d=a+8|0}else{c=a+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-16|0;f[c>>2]=g;h=f[e+-4>>2]|0;if(h|0)tBa(h,g);h=f[g>>2]|0;if(h|0){e=e+-12|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h)}e=f[c>>2]|0}while((e|0)!=(d|0));d=f[a>>2]|0}sOb(d);d=a+8|0;f[d>>2]=0;f[c>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];a=b+4|0;f[c>>2]=f[a>>2];h=b+8|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[a>>2]=0;f[b>>2]=0;b=b+12|0;f[i>>2]=f[b>>2];f[b>>2]=0;return}function oCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+12>>2]|0;if(b|0)KCa(b,a);b=f[a>>2]|0;if(!b)return;g=a+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{e=c+-16|0;f[g>>2]=e;d=f[c+-4>>2]|0;if(d|0)tBa(d,e);e=f[e>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function pCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;m=r;n=r+8|0;q=r+16|0;o=r+4|0;f[n>>2]=c;p=a+16|0;d=f[p>>2]|0;if((d|0)==(f[a+20>>2]|0))fBa(a+12|0,n);else{f[d>>2]=c;f[p>>2]=d+4}g=f[n>>2]|0;l=a+28|0;d=f[l>>2]|0;i=a+8|0;c=f[i>>2]|0;h=d+(g*12|0)|0;f[h>>2]=c;j=d+(g*12|0)+4|0;f[j>>2]=c;b[d+(g*12|0)+8>>0]=1;f[i>>2]=c+1;i=f[n>>2]|0;g=f[f[a+4>>2]>>2]|0;e=f[g+(i<<4)>>2]|0;i=f[g+(i<<4)+4>>2]|0;if((e|0)!=(i|0)){while(1){g=f[e>>2]|0;c=f[d+(g*12|0)>>2]|0;if((c|0)==-1){pCa(a,g);c=f[d+(g*12|0)+4>>2]|0;k=10}else if(b[d+(g*12|0)+8>>0]|0)k=10;if((k|0)==10){k=0;g=f[j>>2]|0;f[j>>2]=c>>>0<g>>>0?c:g}c=e+4|0;if((c|0)==(i|0))break;d=f[l>>2]|0;e=c}c=f[h>>2]|0}if((f[j>>2]|0)!=(c|0)){u=r;return}aBa(q,f[64606]|0);g=q+4|0;e=q+8|0;do{d=(f[p>>2]|0)+-4|0;c=f[d>>2]|0;f[o>>2]=c;f[p>>2]=d;b[(f[l>>2]|0)+(c*12|0)+8>>0]=0;d=f[g>>2]|0;if((d|0)==(f[e>>2]|0))fBa(q,o);else{f[d>>2]=c;f[g>>2]=d+4}}while((f[o>>2]|0)!=(f[n>>2]|0));aDb(f[q>>2]|0,f[g>>2]|0,m);c=a+48|0;d=f[c>>2]|0;if(d>>>0<(f[a+52>>2]|0)>>>0){f[d>>2]=0;a=d+4|0;f[a>>2]=0;f[d+8>>2]=0;f[d>>2]=f[q>>2];f[a>>2]=f[g>>2];f[d+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[q>>2]=0;a=q+12|0;f[d+12>>2]=f[a>>2];f[a>>2]=0;f[c>>2]=(f[c>>2]|0)+16}else{tCa(a+44|0,q);c=f[q+12>>2]|0;if(c|0)tBa(c,q)}c=f[q>>2]|0;if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}u=r;return}function qCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;v=x;f[v>>2]=b;if((c|0)==1024){w=0;u=x;return w|0}o=a+72|0;w=a+76|0;d=f[w>>2]|0;if((d|0)==(f[a+80>>2]|0))fBa(o,v);else{f[d>>2]=b;f[w>>2]=d+4}h=f[v>>2]|0;g=a+56|0;m=(f[g>>2]|0)+(h>>>5<<2)|0;f[m>>2]=f[m>>2]|1<<(h&31);m=f[v>>2]|0;h=f[f[a+36>>2]>>2]|0;j=h+(m<<4)|0;d=f[j>>2]|0;m=h+(m<<4)+4|0;h=f[m>>2]|0;do if((d|0)==(h|0))t=17;else{i=a+104|0;e=c+1|0;b=0;a:while(1){c=f[d>>2]|0;b:do if((c|0)==(f[i>>2]|0))if((f[w>>2]|0)-(f[o>>2]|0)>>2>>>0<3)b=1;else{t=9;break a}else if(!(f[(f[g>>2]|0)+(c>>>5<<2)>>2]&1<<(c&31))){switch(qCa(a,c,e)|0){case 2:{b=2;t=52;break a}case 1:break;default:break b}b=1}while(0);d=d+4|0;if((d|0)==(h|0)){t=15;break}}if((t|0)==9){lCa(a);b=f[o>>2]|0;d=f[w>>2]|0;if((d|0)==(b|0)){w=2;u=x;return w|0}f[w>>2]=d+(~((d+-4-b|0)>>>2)<<2);w=2;u=x;return w|0}else if((t|0)==15){if(!b){t=17;break}HCa(a,f[v>>2]|0);b=1;break}else if((t|0)==52){u=x;return b|0}}while(0);if((t|0)==17){b=f[j>>2]|0;s=f[m>>2]|0;if((b|0)==(s|0))b=0;else{r=a+40|0;while(1){a=f[b>>2]|0;p=f[r>>2]|0;q=p+(a*24|0)|0;o=f[v>>2]|0;h=p+(a*24|0)+4|0;i=f[h>>2]|0;j=(i|0)==0;c:do if(j){d=0;t=35}else{g=i+-1|0;e=(g&i|0)==0;if(e)d=g&o;else if(o>>>0<i>>>0)d=o;else d=(o>>>0)%(i>>>0)|0;c=f[(f[q>>2]|0)+(d<<2)>>2]|0;if(!c)t=35;else{if(e)while(1){c=f[c>>2]|0;if(!c){t=35;break c}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&g|0)==(d|0))){t=35;break c}if((f[c+8>>2]|0)==(o|0))break c}do{c=f[c>>2]|0;if(!c){t=35;break c}e=f[c+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(d|0)){t=35;break c}}}while((f[c+8>>2]|0)!=(o|0))}}while(0);if((t|0)==35){t=0;g=pOb(12)|0;f[g+8>>2]=o;f[g+4>>2]=o;f[g>>2]=0;m=p+(a*24|0)+12|0;k=+(((f[m>>2]|0)+1|0)>>>0);l=+n[p+(a*24|0)+16>>2];do if(j|l*+(i>>>0)<k){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;c=~~+W(+(k/l))>>>0;ICa(q,d>>>0<c>>>0?c:d);d=f[h>>2]|0;c=d+-1|0;if(!(c&d)){e=d;d=c&o;break}if(o>>>0<d>>>0){e=d;d=o}else{e=d;d=(o>>>0)%(d>>>0)|0}}else e=i;while(0);c=(f[q>>2]|0)+(d<<2)|0;d=f[c>>2]|0;if(!d){d=p+(a*24|0)+8|0;f[g>>2]=f[d>>2];f[d>>2]=g;f[c>>2]=d;d=f[g>>2]|0;if(d|0){d=f[d+4>>2]|0;c=e+-1|0;if(!(c&e))d=d&c;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;d=(f[q>>2]|0)+(d<<2)|0;t=48}}else{f[g>>2]=f[d>>2];t=48}if((t|0)==48){t=0;f[d>>2]=g}f[m>>2]=(f[m>>2]|0)+1}b=b+4|0;if((b|0)==(s|0)){b=0;break}}}}f[w>>2]=(f[w>>2]|0)+-4;w=b;u=x;return w|0}function rCa(a,c){a=a|0;c=c|0;var d=0,e=0;d=c+8|0;if(!(f[d>>2]&134217727))return;e=c+4|0;f[e>>2]=0;if(!(b[257232]|0))if(MPb(257232)|0){f[64629]=0;f[64630]=0;f[64631]=0}a=f[64630]|0;if(a>>>0<(f[64631]|0)>>>0){f[a>>2]=f[c>>2];f[a+4>>2]=f[e>>2];f[a+8>>2]=f[d>>2];f[c>>2]=0;f[e>>2]=0;f[d>>2]=0;f[64630]=a+12;return}else{GCa(258516,c);return}}function sCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0))do{e=a+-24|0;f[i>>2]=e;d=f[a+-4>>2]|0;if(d|0)jCa(d,e);a=f[a+-16>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);a=f[e>>2]|0;f[e>>2]=0;if(a|0)sOb(a);a=f[i>>2]|0}while((a|0)!=(g|0));if(!(b[257248]|0))if(MPb(257248)|0){f[64635]=0;f[64636]=0;f[64637]=0}a=f[64636]|0;if(a>>>0<(f[64637]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64636]=a+12;return}else{ECa(258540,c);return}}function tCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=(f[j>>2]|0)-c>>4;d=h+1|0;if(d>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>3;c=i>>4>>>0<134217727?(c>>>0<d>>>0?d:c):268435455;do if(!c)g=0;else if(c>>>0>268435455)vd();else{g=pOb(c<<4)|0;break}while(0);d=g+(h<<4)|0;e=d;i=g+(c<<4)|0;f[g+(h<<4)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h<<4)+4>>2]=f[c>>2];l=b+8|0;f[g+(h<<4)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;b=b+12|0;f[g+(h<<4)+12>>2]=f[b>>2];f[b>>2]=0;g=d+16|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b}else{do{h=d+-16|0;l=c;c=c+-16|0;f[h>>2]=0;m=d+-12|0;f[m>>2]=0;f[d+-8>>2]=0;f[h>>2]=f[c>>2];h=l+-12|0;f[m>>2]=f[h>>2];m=l+-8|0;f[d+-8>>2]=f[m>>2];f[m>>2]=0;f[h>>2]=0;f[c>>2]=0;l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;d=e+-16|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((b|0)!=(g|0))do{d=b;b=b+-16|0;c=f[d+-4>>2]|0;if(c|0)tBa(c,b);e=f[b>>2]|0;if(e|0){c=d+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}}while((b|0)!=(g|0));if(!h)return;sOb(h);return}function uCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;h=b;i=j-h|0;g=i>>2;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=d-m>>2>>>0){i=a+4|0;e=(f[i>>2]|0)-m>>2;a=g>>>0>e>>>0;g=a?b+(e<<2)|0:c;e=g;d=e-h|0;c=d>>2;if(c|0)cQb(m|0,b|0,d|0)|0;c=l+(c<<2)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[i>>2]|0,g|0,d|0)|0;f[i>>2]=(f[i>>2]|0)+(d>>>2<<2);return}else{d=f[i>>2]|0;if((d|0)==(c|0))return;f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~((c+-4-m|0)>>>2)<<2);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>1073741823)AMb(a);m=d>>1;d=d>>2>>>0<536870911?(m>>>0<g>>>0?g:m):1073741823;if(d>>>0>1073741823)AMb(a);c=pOb(d<<2)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d<<2);if((i|0)<=0)return;bQb(c|0,b|0,i|0)|0;f[e>>2]=c+(i>>>2<<2);return}function vCa(a){a=a|0;var b=0,c=0,d=0;b=a+84|0;c=f[a+96>>2]|0;if(c|0)wCa(c,b);b=f[b>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=a+68|0;c=f[a+80>>2]|0;if(c|0)xCa(c,b);b=f[b>>2]|0;if(b|0){c=a+72|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}b=a+52|0;c=f[a+64>>2]|0;if(c|0)yCa(c,b);b=f[b>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}b=a+36|0;c=f[a+48>>2]|0;if(c|0)tBa(c,b);b=f[b>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=a+20|0;c=f[a+32>>2]|0;if(c|0)zCa(c,b);b=f[b>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}c=a+4|0;b=f[a+16>>2]|0;if(b|0)YAa(b,c);if(!(f[c>>2]|0))return;XAa(c);sOb(f[c>>2]|0);return}function wCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257184]|0))if(MPb(257184)|0){f[64611]=0;f[64612]=0;f[64613]=0}a=f[64612]|0;if(a>>>0<(f[64613]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64612]=a+12;return}else{DCa(258444,c);return}}function xCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);if(!(b[257192]|0))if(MPb(257192)|0){f[64614]=0;f[64615]=0;f[64616]=0}a=f[64615]|0;if(a>>>0<(f[64616]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64615]=a+12;return}else{CCa(258456,c);return}}function yCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-32-a|0)>>>5)<<5);if(!(b[257200]|0))if(MPb(257200)|0){f[64617]=0;f[64618]=0;f[64619]=0}a=f[64618]|0;if(a>>>0<(f[64619]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64618]=a+12;return}else{BCa(258468,c);return}}function zCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-16-a|0)>>>4)<<4);if(!(b[257216]|0))if(MPb(257216)|0){f[64623]=0;f[64624]=0;f[64625]=0}a=f[64624]|0;if(a>>>0<(f[64625]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64624]=a+12;return}else{ACa(258492,c);return}}function ACa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function BCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function CCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function DCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function ECa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;m=o;n=a+4|0;c=f[a>>2]|0;h=((f[n>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);l=a+8|0;j=((f[l>>2]|0)-c|0)/12|0;k=j<<1;d=j>>>0<178956970?(k>>>0<d>>>0?d:k):357913941;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)e=0;else if(d>>>0>357913941)vd();else{e=pOb(d*12|0)|0;break}while(0);f[m>>2]=e;c=e+(h*12|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=c;g=e+(d*12|0)|0;i=m+12|0;f[i>>2]=g;f[e+(h*12|0)+8>>2]=0;f[c>>2]=f[b>>2];d=b+4|0;f[e+(h*12|0)+4>>2]=f[d>>2];p=b+8|0;f[e+(h*12|0)+8>>2]=f[p>>2];f[p>>2]=0;f[d>>2]=0;f[b>>2]=0;b=c+12|0;f[j>>2]=b;e=f[a>>2]|0;d=f[n>>2]|0;if((d|0)==(e|0)){h=j;p=e;e=d;j=g;g=c;f[a>>2]=g;f[k>>2]=p;f[n>>2]=b;f[h>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[i>>2]=n;f[m>>2]=p;FCa(m);u=o;return}do{p=c+-12|0;h=d;d=d+-12|0;f[p>>2]=0;g=c+-8|0;f[g>>2]=0;f[c+-4>>2]=0;f[p>>2]=f[d>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[c+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[d>>2]=0;c=(f[k>>2]|0)+-12|0;f[k>>2]=c}while((d|0)!=(e|0));d=c;h=i;g=j;p=f[a>>2]|0;b=f[j>>2]|0;e=f[n>>2]|0;j=f[i>>2]|0;i=d;f[a>>2]=i;f[k>>2]=p;f[n>>2]=b;f[g>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[h>>2]=n;f[m>>2]=p;FCa(m);u=o;return}function FCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a+4>>2]|0;j=a+8|0;b=f[j>>2]|0;if((b|0)!=(i|0)){c=b;while(1){b=c+-12|0;f[j>>2]=b;h=f[b>>2]|0;if(h){g=c+-8|0;c=f[g>>2]|0;if((c|0)==(h|0))b=h;else{do{e=c+-24|0;f[g>>2]=e;d=f[c+-4>>2]|0;if(d|0)jCa(d,e);c=f[c+-16>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;sOb(d)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(h|0));b=f[b>>2]|0}sOb(b);b=f[j>>2]|0}if((b|0)==(i|0))break;else c=b}}b=f[a>>2]|0;if(!b)return;sOb(b);return}function GCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;e=f[n>>2]|0;g=f[a>>2]|0;j=(e-g|0)/12|0;c=j+1|0;k=g;if(c>>>0>357913941)AMb(a);m=a+8|0;l=((f[m>>2]|0)-g|0)/12|0;h=l<<1;h=l>>>0<178956970?(h>>>0<c>>>0?c:h):357913941;do if(!h)i=0;else if(h>>>0>357913941)vd();else{i=pOb(h*12|0)|0;break}while(0);d=i+(j*12|0)|0;c=d;l=i+(h*12|0)|0;f[d>>2]=f[b>>2];o=b+4|0;f[i+(j*12|0)+4>>2]=f[o>>2];h=b+8|0;f[i+(j*12|0)+8>>2]=f[h>>2];f[b>>2]=0;f[o>>2]=0;f[h>>2]=0;h=d+12|0;if((e|0)!=(k|0)){do{o=e;e=e+-12|0;f[d+-12>>2]=f[e>>2];j=o+-8|0;f[d+-8>>2]=f[j>>2];o=o+-4|0;f[d+-4>>2]=f[o>>2];f[e>>2]=0;f[j>>2]=0;f[o>>2]=0;d=c+-12|0;c=d}while((e|0)!=(k|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=l;e=g;if((c|0)!=(e|0))do{c=c+-12|0;d=f[c>>2]|0;if(d|0)sOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=a+56|0;c=(f[t>>2]|0)+(b>>>5<<2)|0;f[c>>2]=f[c>>2]&~(1<<(b&31));c=f[a+40>>2]|0;p=c+(b*24|0)+12|0;d=f[p>>2]|0;if(!d)return;q=c+(b*24|0)+8|0;r=c+(b*24|0)+4|0;s=c+(b*24|0)|0;o=c+(b*24|0)+8|0;do{m=f[q>>2]|0;n=f[m+8>>2]|0;j=f[r>>2]|0;b=f[m+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)b=k&b;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;e=(f[s>>2]|0)+(b<<2)|0;i=f[e>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(m|0))break;else i=c}if((i|0)==(o|0))h=16;else{c=f[i+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0))e=m;else h=16}do if((h|0)==16){c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0)){e=m;break}}f[e>>2]=0;e=m}while(0);c=f[e>>2]|0;g=c;if(!c)h=30;else{c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0))h=30;else{f[(f[s>>2]|0)+(c<<2)>>2]=i;f[i>>2]=f[m>>2];f[e>>2]=0;f[p>>2]=d+-1;h=31}}if((h|0)==30){h=0;f[i>>2]=g;f[e>>2]=0;f[p>>2]=d+-1;if(m|0)h=31}if((h|0)==31){h=0;sOb(m)}if(f[(f[t>>2]|0)+(n>>>5<<2)>>2]&1<<(n&31)|0)HCa(a,n);d=f[p>>2]|0}while((d|0)!=0);return}function ICa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){JCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;JCa(a,b);return}function JCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function KCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0))do{d=a+-16|0;f[i>>2]=d;e=f[a+-4>>2]|0;if(e|0)tBa(e,d);e=f[d>>2]|0;if(e|0){a=a+-12|0;d=f[a>>2]|0;if((d|0)!=(e|0))f[a>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}a=f[i>>2]|0}while((a|0)!=(g|0));if(!(b[257256]|0))if(MPb(257256)|0){f[64638]=0;f[64639]=0;f[64640]=0}a=f[64639]|0;if(a>>>0<(f[64640]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64639]=a+12;return}else{LCa(258552,c);return}}function LCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;m=o;n=a+4|0;c=f[a>>2]|0;h=((f[n>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);l=a+8|0;j=((f[l>>2]|0)-c|0)/12|0;k=j<<1;d=j>>>0<178956970?(k>>>0<d>>>0?d:k):357913941;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)e=0;else if(d>>>0>357913941)vd();else{e=pOb(d*12|0)|0;break}while(0);f[m>>2]=e;c=e+(h*12|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=c;g=e+(d*12|0)|0;i=m+12|0;f[i>>2]=g;f[e+(h*12|0)+8>>2]=0;f[c>>2]=f[b>>2];d=b+4|0;f[e+(h*12|0)+4>>2]=f[d>>2];p=b+8|0;f[e+(h*12|0)+8>>2]=f[p>>2];f[p>>2]=0;f[d>>2]=0;f[b>>2]=0;b=c+12|0;f[j>>2]=b;e=f[a>>2]|0;d=f[n>>2]|0;if((d|0)==(e|0)){h=j;p=e;e=d;j=g;g=c;f[a>>2]=g;f[k>>2]=p;f[n>>2]=b;f[h>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[i>>2]=n;f[m>>2]=p;MCa(m);u=o;return}do{p=c+-12|0;h=d;d=d+-12|0;f[p>>2]=0;g=c+-8|0;f[g>>2]=0;f[c+-4>>2]=0;f[p>>2]=f[d>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[c+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[d>>2]=0;c=(f[k>>2]|0)+-12|0;f[k>>2]=c}while((d|0)!=(e|0));d=c;h=i;g=j;p=f[a>>2]|0;b=f[j>>2]|0;e=f[n>>2]|0;j=f[i>>2]|0;i=d;f[a>>2]=i;f[k>>2]=p;f[n>>2]=b;f[g>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[h>>2]=n;f[m>>2]=p;MCa(m);u=o;return}function MCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a+4>>2]|0;j=a+8|0;b=f[j>>2]|0;if((b|0)!=(i|0)){c=b;while(1){b=c+-12|0;f[j>>2]=b;h=f[b>>2]|0;if(h){g=c+-8|0;c=f[g>>2]|0;if((c|0)==(h|0))b=h;else{do{d=c+-16|0;f[g>>2]=d;e=f[c+-4>>2]|0;if(e|0)tBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g>>2]|0}while((c|0)!=(h|0));b=f[b>>2]|0}sOb(b);b=f[j>>2]|0}if((b|0)==(i|0))break;else c=b}}b=f[a>>2]|0;if(!b)return;sOb(b);return}function NCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function OCa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0,o=0.0,q=0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0.0,Ba=0.0,Ca=0.0,Da=0.0,Ea=0.0,Fa=0.0,Ga=0.0,Ha=0.0,Ia=0.0,Ja=0.0,Ka=0.0,La=0.0,Ma=0.0,Na=0.0;za=u;u=u+208|0;ta=za+56|0;ua=za+24|0;va=za+200|0;wa=za;xa=e+24|0;h=+p[e>>3];i=+p[xa>>3];if(h==i)if(+p[e+8>>3]==+p[e+32>>3])if(+p[e+16>>3]==+p[e+40>>3]){u=za;return}sa=e+48|0;j=+p[sa>>3];if(h==j)if(+p[e+8>>3]==+p[e+56>>3])if(+p[e+16>>3]==+p[e+64>>3]){u=za;return}if(i==j)if(+p[e+32>>3]==+p[e+56>>3])if(+p[e+40>>3]==+p[e+64>>3]){u=za;return}F=Iib(c,e,ta)|0;switch(F|0){case 0:case 3:break;default:{G=d+32|0;H=d+40|0;I=d+48|0;J=d+56|0;L=d+64|0;M=d+72|0;N=d+80|0;O=d+88|0;P=d+96|0;Q=e+32|0;R=e+8|0;S=e+64|0;T=e+16|0;U=e+40|0;V=e+56|0;W=d+8|0;X=d+16|0;Y=d+24|0;Z=ua+16|0;_=ua+24|0;$=ua+8|0;aa=a+1040|0;ba=wa+4|0;ca=wa+8|0;da=a+1100|0;ea=a+1088|0;fa=a+1092|0;ga=a+1096|0;ha=a+1056|0;ia=a+1048|0;ja=va+4|0;ka=a+1088|0;la=wa+8|0;ma=wa+16|0;na=a+1148|0;oa=a+1152|0;pa=a+1144|0;qa=a+1120|0;ra=a+1124|0;y=a+1128|0;z=wa+4|0;A=wa+8|0;B=wa+12|0;C=c+8|0;D=c+16|0;E=ua+16|0;x=0;do{k=x<<1;m=ta+(k*24|0)|0;j=+p[m>>3];l=+p[m+24>>3];a=ta+(k*24|0)+8|0;if(j==l){h=+p[a>>3];i=+p[m+32>>3];if(h==i){if(!(+p[ta+(k*24|0)+16>>3]==+p[m+40>>3]))ya=16}else ya=16}else{h=+p[a>>3];i=+p[m+32>>3];ya=16}if((ya|0)==16){ya=0;Ea=+p[G>>3];Ca=+p[H>>3];Aa=+p[I>>3];Ja=+p[J>>3];Ia=+p[L>>3];r=+p[M>>3];Da=+p[N>>3];Ba=+p[O>>3];s=+p[P>>3];Ka=j-Ea;La=h-Ca;Na=+p[ta+(k*24|0)+16>>3]-Aa;p[ua>>3]=Ka*Ja+(La*Ia+Na*r);p[$>>3]=Ka*Da+(La*Ba+Na*s);Na=l-Ea;La=i-Ca;i=+p[m+40>>3]-Aa;h=Na*Ja+(La*Ia+i*r);i=Na*Da+(La*Ba+i*s);p[Z>>3]=h;p[_>>3]=i;La=+p[R>>3];Na=+p[Q>>3]-La;Ka=+p[T>>3];l=+p[S>>3]-Ka;Ka=+p[U>>3]-Ka;La=+p[V>>3]-La;j=Na*l-Ka*La;Ma=+p[e>>3];o=+p[sa>>3]-Ma;Ma=+p[xa>>3]-Ma;l=Ka*o-l*Ma;o=La*Ma-Na*o;Na=+p[d>>3];Ma=+p[W>>3];La=+p[X>>3];Ka=+p[Y>>3];Fa=Ka+(j*Na+(Ma*l+La*o));Ha=j-Na*Fa-Ea;Ga=l-Ma*Fa-Ca;Fa=o-La*Fa-Aa;Ka=Ka+(Na*0.0+(Ma*0.0+La*0.0));Ea=0.0-Na*Ka-Ea;Ca=0.0-Ma*Ka-Ca;Aa=0.0-La*Ka-Aa;r=Ja*Ha+(Ia*Ga+Fa*r)-(Ja*Ea+(Ia*Ca+Aa*r));s=Ha*Da+(Ga*Ba+Fa*s)-(Ea*Da+(Ca*Ba+Aa*s));do if(!(+K(+r)<=1.0e-12)|!(+K(+s)<=1.0e-12)){l=+p[ua>>3];j=+p[$>>3];if(s*(h-l)-r*(i-j)<0.0)ya=21;else{h=l;i=j}}else if(j*+p[c>>3]+(l*+p[C>>3]+o*+p[D>>3])<0.0){l=+p[ua>>3];j=+p[$>>3];ya=21;break}else{h=+p[ua>>3];i=+p[$>>3];break}while(0);if((ya|0)==21){ya=0;p[ua>>3]=h;p[$>>3]=i;p[Z>>3]=l;p[_>>3]=j}if(!(b[aa>>0]|0))j=1.0;else{Ma=+p[ha>>3];Na=(+p[H>>3]+h*+p[L>>3]+i*+p[O>>3])*Ma;j=Ma*(+p[I>>3]+h*+p[M>>3]+i*+p[P>>3]);h=+aQb(+((+p[G>>3]+h*+p[J>>3]+i*+p[N>>3])*Ma));i=+aQb(+Na);j=+aQb(+j);Na=+p[ia>>3];j=Na*j;i=Na*i;h=Na*h}n[wa>>2]=h;n[ba>>2]=i;n[ca>>2]=j;a=PCa(da,wa)|0;do if(!a){w=(f[fa>>2]|0)-(f[ea>>2]|0)>>4;f[va>>2]=w;a=QCa(da,wa)|0;f[a>>2]=w;a=f[fa>>2]|0;if((a|0)==(f[ga>>2]|0)){iBa(ea,ua);break}else{p[a>>3]=+p[ua>>3];p[a+8>>3]=+p[$>>3];f[fa>>2]=a+16;break}}else f[va>>2]=f[a+20>>2];while(0);h=+p[E>>3];i=+p[_>>3];if(!(b[aa>>0]|0))j=1.0;else{Ma=+p[ha>>3];Na=(+p[H>>3]+h*+p[L>>3]+i*+p[O>>3])*Ma;j=Ma*(+p[I>>3]+h*+p[M>>3]+i*+p[P>>3]);h=+aQb(+((+p[G>>3]+h*+p[J>>3]+i*+p[N>>3])*Ma));i=+aQb(+Na);j=+aQb(+j);Na=+p[ia>>3];j=Na*j;i=Na*i;h=Na*h}n[wa>>2]=h;n[ba>>2]=i;n[ca>>2]=j;a=PCa(da,wa)|0;do if(!a){w=(f[fa>>2]|0)-(f[ea>>2]|0)>>4;f[ja>>2]=w;a=QCa(da,wa)|0;f[a>>2]=w;a=f[fa>>2]|0;if((a|0)==(f[ga>>2]|0)){iBa(ea,E);break}else{p[a>>3]=+p[E>>3];p[a+8>>3]=+p[_>>3];f[fa>>2]=a+16;break}}else f[ja>>2]=f[a+20>>2];while(0);a=f[va>>2]|0;k=f[ja>>2]|0;do if((a|0)!=(k|0)){w=f[ka>>2]|0;Ma=+p[w+(a<<4)>>3];Na=+p[w+(a<<4)+8>>3];h=+p[G>>3]+Ma*+p[J>>3]+Na*+p[N>>3];p[wa>>3]=h;p[la>>3]=+p[H>>3]+Ma*+p[L>>3]+Na*+p[O>>3];p[ma>>3]=+p[I>>3]+Ma*+p[M>>3]+Na*+p[P>>3];a=f[na>>2]|0;if(a>>>0<(f[oa>>2]|0)>>>0){f[a>>2]=f[wa>>2];f[a+4>>2]=f[wa+4>>2];f[a+8>>2]=f[wa+8>>2];f[a+12>>2]=f[wa+12>>2];f[a+16>>2]=f[wa+16>>2];f[a+20>>2]=f[wa+20>>2];p[a>>3]=h;p[a+8>>3]=+p[la>>3];p[a+16>>3]=+p[ma>>3];w=(f[na>>2]|0)+24|0;f[na>>2]=w;a=k;k=w}else{RCa(pa,wa);a=f[ja>>2]|0;k=f[na>>2]|0}w=f[ka>>2]|0;Ma=+p[w+(a<<4)>>3];Na=+p[w+(a<<4)+8>>3];h=+p[G>>3]+Ma*+p[J>>3]+Na*+p[N>>3];p[wa>>3]=h;p[la>>3]=+p[H>>3]+Ma*+p[L>>3]+Na*+p[O>>3];p[ma>>3]=+p[I>>3]+Ma*+p[M>>3]+Na*+p[P>>3];if(k>>>0<(f[oa>>2]|0)>>>0){f[k>>2]=f[wa>>2];f[k+4>>2]=f[wa+4>>2];f[k+8>>2]=f[wa+8>>2];f[k+12>>2]=f[wa+12>>2];f[k+16>>2]=f[wa+16>>2];f[k+20>>2]=f[wa+20>>2];p[k>>3]=h;p[k+8>>3]=+p[la>>3];p[k+16>>3]=+p[ma>>3];f[na>>2]=(f[na>>2]|0)+24}else RCa(pa,wa);if(g){k=f[va>>2]|0;m=f[ja>>2]|0;m=(k>>>0<m>>>0?m:k)+1|0;a=f[qa>>2]|0;if((f[ra>>2]|0)-a>>4>>>0<m>>>0){do{aBa(wa,f[64606]|0);a=f[ra>>2]|0;do if(a>>>0<(f[y>>2]|0)>>>0){f[a>>2]=0;w=a+4|0;f[w>>2]=0;f[a+8>>2]=0;f[a>>2]=f[wa>>2];f[w>>2]=f[z>>2];f[a+8>>2]=f[A>>2];f[A>>2]=0;f[z>>2]=0;f[wa>>2]=0;f[a+12>>2]=f[B>>2];f[B>>2]=0;f[ra>>2]=(f[ra>>2]|0)+16}else{tCa(qa,wa);a=f[B>>2]|0;if(!a)break;tBa(a,wa)}while(0);a=f[wa>>2]|0;if(a|0){k=f[z>>2]|0;if((k|0)!=(a|0))f[z>>2]=k+(~((k+-4-a|0)>>>2)<<2);sOb(a)}a=f[qa>>2]|0}while((f[ra>>2]|0)-a>>4>>>0<m>>>0);k=f[va>>2]|0}t=a+(k<<4)|0;m=f[t>>2]|0;v=a+(k<<4)+4|0;w=f[v>>2]|0;a:do if((m|0)==(w|0))ya=49;else{q=f[ja>>2]|0;do{if((f[m>>2]|0)==(q|0)){ya=49;break a}m=m+4|0}while((m|0)!=(w|0))}while(0);if((ya|0)==49){ya=0;if((m|0)!=(w|0))break}if((w|0)==(f[a+(k<<4)+8>>2]|0)){fBa(t,ja);break}else{f[w>>2]=f[ja>>2];f[v>>2]=w+4;break}}}while(0)}x=x+1|0}while((x|0)!=(F|0))}}u=za;return}function PCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0;k=+n[b>>2];c=k==0.0?0:(n[s>>2]=k,f[s>>2]|0);l=+n[b+4>>2];c=(c>>>2)+(c<<6)+(l==0.0?-1640531527:(n[s>>2]=l,f[s>>2]|0)+-1640531527|0)^c;i=+n[b+8>>2];e=(c<<6)+(i==0.0?-1640531527:(n[s>>2]=i,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;b=(d&g|0)==0;if(b)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;c=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!c){j=0;return j|0}c=f[c>>2]|0;if(!c){j=0;return j|0}if(b){while(1){a=f[c+4>>2]|0;b=(a|0)==(e|0);if(!(b|(a&d|0)==(h|0))){c=0;b=23;break}if(b)if(+n[c+8>>2]==k)if(+n[c+12>>2]==l)if(+n[c+16>>2]==i){b=23;break}c=f[c>>2]|0;if(!c){c=0;b=23;break}}if((b|0)==23)return c|0}else j=c;while(1){c=f[j+4>>2]|0;if((c|0)==(e|0)){if(+n[j+8>>2]==k)if(+n[j+12>>2]==l)if(+n[j+16>>2]==i){c=j;b=23;break}}else{if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)!=(h|0)){c=0;b=23;break}}j=f[j>>2]|0;if(!j){c=0;b=23;break}}if((b|0)==23)return c|0;return 0}function QCa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0;e=+n[b>>2];c=e==0.0?0:(n[s>>2]=e,f[s>>2]|0);l=+n[b+4>>2];c=(c>>>2)+(c<<6)+(l==0.0?-1640531527:(n[s>>2]=l,f[s>>2]|0)+-1640531527|0)^c;d=+n[b+8>>2];m=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;j=a+4|0;g=f[j>>2]|0;k=(g|0)==0;a:do if(k)c=0;else{h=g+-1|0;b=(h&g|0)==0;if(b)i=m&h;else if(m>>>0<g>>>0)i=m;else i=(m>>>0)%(g>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{c=f[c>>2]|0;if(!c)c=i;else{if(b){while(1){b=f[c+4>>2]|0;if(!((b|0)==(m|0)|(b&h|0)==(i|0))){c=i;break a}if(+n[c+8>>2]==e)if(+n[c+12>>2]==l)if(+n[c+16>>2]==d)break;c=f[c>>2]|0;if(!c){c=i;break a}}a=c+20|0;return a|0}while(1){b=f[c+4>>2]|0;if((b|0)!=(m|0)){if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){c=i;break a}}if(+n[c+8>>2]==e)if(+n[c+12>>2]==l)if(+n[c+16>>2]==d)break;c=f[c>>2]|0;if(!c){c=i;break a}}a=c+20|0;return a|0}}}while(0);i=pOb(24)|0;n[i+8>>2]=e;n[i+12>>2]=l;n[i+16>>2]=d;f[i+20>>2]=0;f[i+4>>2]=m;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(g>>>0)<d){b=g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1;c=~~+W(+(d/e))>>>0;SCa(a,b>>>0<c>>>0?c:b);b=f[j>>2]|0;c=b+-1|0;if(!(c&b)){g=b;c=c&m;break}if(m>>>0<b>>>0){g=b;c=m}else{g=b;c=(m>>>0)%(b>>>0)|0}}while(0);b=(f[a>>2]|0)+(c<<2)|0;c=f[b>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;b=g+-1|0;if(!(b&g))c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;o=35}}else{f[i>>2]=f[c>>2];o=35}if((o|0)==35)f[c>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+20|0;return a|0}function RCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function SCa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){TCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;TCa(a,b);return}function TCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();p=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=p;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;o=b+-1|0;p=(o&b|0)==0;if(p)c=c&o;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(p){d=e;while(1){l=f[d+4>>2]&o;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=+n[d+8>>2];e=d;while(1){if(!(i==+n[h+8>>2]))break d;if(!(+n[j>>2]==+n[h+12>>2]))break d;if(!(+n[k>>2]==+n[h+16>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{q=h;h=e;e=q}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{i=+n[d+8>>2];e=d;while(1){if(!(i==+n[h+8>>2]))break e;if(!(+n[j>>2]==+n[h+12>>2]))break e;if(!(+n[k>>2]==+n[h+16>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{q=h;h=e;e=q}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function UCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-2-b|0)>>>1)<<1);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function VCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function WCa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XCa(a,b);return}function XCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;r=a+1236|0;v=b+8|0;c=f[v>>2]|0;if(c|0){s=a+1240|0;t=a+1248|0;u=a+1252|0;q=a+1244|0;d=c;o=c;c=f[s>>2]|0;while(1){k=f[d+8>>2]|0;m=X(k,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;l=(c|0)==0;j=k;a:do if(l){a=0;p=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)a=m&i;else if(m>>>0<c>>>0)a=m;else a=(m>>>0)%(c>>>0)|0;d=f[(f[r>>2]|0)+(a<<2)>>2]|0;if(!d)p=19;else{if(h)while(1){d=f[d>>2]|0;if(!d){p=19;break a}h=f[d+4>>2]|0;if(!((h|0)==(m|0)|(h&i|0)==(a|0))){p=19;break a}if((f[d+8>>2]|0)==(j|0))break a}do{d=f[d>>2]|0;if(!d){p=19;break a}h=f[d+4>>2]|0;if((h|0)!=(m|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(a|0)){p=19;break a}}}while((f[d+8>>2]|0)!=(j|0))}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=k;f[h+4>>2]=m;f[h>>2]=0;e=+(((f[t>>2]|0)+1|0)>>>0);g=+n[u>>2];do if(l|g*+(c>>>0)<e){a=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;d=~~+W(+(e/g))>>>0;WCa(r,a>>>0<d>>>0?d:a);a=f[s>>2]|0;d=a+-1|0;if(!(d&a)){c=a;a=d&m;break}if(m>>>0<a>>>0){c=a;a=m}else{c=a;a=(m>>>0)%(a>>>0)|0}}while(0);d=(f[r>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[h>>2]=f[q>>2];f[q>>2]=h;f[d>>2]=q;a=f[h>>2]|0;if(a|0){a=f[a+4>>2]|0;d=c+-1|0;if(!(d&c))a=a&d;else if(a>>>0>=c>>>0)a=(a>>>0)%(c>>>0)|0;a=(f[r>>2]|0)+(a<<2)|0;p=32}}else{f[h>>2]=f[a>>2];p=32}if((p|0)==32){p=0;f[a>>2]=h}f[t>>2]=(f[t>>2]|0)+1}a=f[o>>2]|0;if(!a)break;else{d=a;o=a}}}d=b+12|0;if(!(f[d>>2]|0))return;a=f[v>>2]|0;if(a|0)do{u=a;a=f[a>>2]|0;sOb(u)}while((a|0)!=0);f[v>>2]=0;c=f[b+4>>2]|0;if(c|0){a=0;do{f[(f[b>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(c|0))}f[d>>2]=0;return}function ZCa(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+n[b>>2];g=+n[b+4>>2];e=+n[b+8>>2];d=+n[a>>2]*f+(+n[a+4>>2]*g+ +n[a+8>>2]*e)-+n[a+12>>2];if(d<0.0)if(d*d*+n[a+240>>2]>=c){a=0;return a|0}d=+n[a+16>>2]*f+(+n[a+20>>2]*g+ +n[a+24>>2]*e)-+n[a+28>>2];if(d<0.0)if(d*d*+n[a+244>>2]>=c){a=0;return a|0}d=+n[a+32>>2]*f+(+n[a+36>>2]*g+ +n[a+40>>2]*e)-+n[a+44>>2];if(d<0.0)if(d*d*+n[a+248>>2]>=c){a=0;return a|0}d=+n[a+48>>2]*f+(+n[a+52>>2]*g+ +n[a+56>>2]*e)-+n[a+60>>2];if(d<0.0)if(d*d*+n[a+252>>2]>=c){a=0;return a|0}d=+n[a+64>>2]*f+(+n[a+68>>2]*g+ +n[a+72>>2]*e)-+n[a+76>>2];if(d<0.0)if(d*d*+n[a+256>>2]>=c){a=0;return a|0}d=+n[a+80>>2]*f+(+n[a+84>>2]*g+ +n[a+88>>2]*e)-+n[a+92>>2];if(d<0.0)if(d*d*+n[a+260>>2]>=c){a=0;return a|0}a=1;return a|0}function _Ca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function $Ca(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0,q=0.0;n=u;u=u+48|0;g=n;m=c+196|0;d=f[m>>2]|0;if(d&1048576|0){m=0;u=n;return m|0}e=f[c+4>>2]|0;if((d&131074|0)!=0|(e|0)==0){m=0;u=n;return m|0}if(!(b[c+192>>0]&1)){m=0;u=n;return m|0}i=c+200|0;if(!((f[i>>2]&-268435456|0)==0&0==0)){m=0;u=n;return m|0}if(!(b[(f[e+44>>2]|0)+148>>0]&2)){m=0;u=n;return m|0}Vib(g,f[a>>2]|0,0,c,0);d=f[a+1064>>2]|0;i=f[a+1068>>2]|0;a:do if((d|0)==(i|0))c=0;else{j=+p[g>>3];k=+p[g+8>>3];l=+p[g+16>>3];h=+p[g+24>>3];c=0;do{e=f[d>>2]|0;g=f[d+4>>2]|0;b:do if((e|0)!=(g|0)){a=2;do{q=+p[e+24>>3]+(j*+p[e>>3]+(k*+p[e+8>>3]+l*+p[e+16>>3]));o=!(q*q>=h)?1:q<0.0?0:2;a=(o|0)<(a|0)?o:a;e=e+32|0}while((e|0)!=(g|0));switch(a|0){case 2:{c=0;break a}case 1:break;default:break b}c=1}while(0);d=d+16|0}while((d|0)!=(i|0));if(c)c=(f[m>>2]&33554456|0)==0;else c=0}while(0);o=c;u=n;return o|0}function aDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=f[b>>2]|0;a:do if((c|0)!=(e|0)){do{d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))break a;c=c+4|0}while((c|0)!=(e|0));f[a>>2]=e;j=e;return j|0}while(0);f[a>>2]=c;if((c|0)==(e|0)){j=e;return j|0}d=c+4|0;if((d|0)==(e|0)){j=c;return j|0}do{g=f[d>>2]|0;h=g;if((f[g+24>>2]|0)==(f[g+28>>2]|0)){if(f[g+36>>2]|0)j=10}else j=10;if((j|0)==10){j=0;f[d>>2]=0;i=f[c>>2]|0;f[c>>2]=h;if(i|0){h=i+36|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[i+24>>2]|0;if(c|0){e=i+28|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~((g+-4-c|0)>>>2)<<2);sOb(c)}sOb(i)}c=(f[a>>2]|0)+4|0;f[a>>2]=c;e=f[b>>2]|0}d=d+4|0}while((d|0)!=(e|0));return c|0}function bDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=f[a>>2]|0;d=f[b>>2]|0;j=j+(d-j>>2<<2)|0;b=f[c>>2]|0;if((b|0)==(d|0))return j|0;b=j+(b-d>>2<<2)|0;i=a+4|0;h=f[i>>2]|0;if((b|0)==(h|0))e=j;else{e=j;do{a=f[b>>2]|0;f[b>>2]=0;g=f[e>>2]|0;f[e>>2]=a;if(g|0){a=g+36|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}b=b+4|0;e=e+4|0}while((b|0)!=(h|0));b=f[i>>2]|0}if((b|0)==(e|0))return j|0;do{h=b+-4|0;f[i>>2]=h;a=f[h>>2]|0;f[h>>2]=0;if(a|0){h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(a)}b=f[i>>2]|0}while((b|0)!=(e|0));return j|0}function cDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=f[b>>2]|0;a:do if((c|0)!=(e|0)){do{d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))break a;c=c+4|0}while((c|0)!=(e|0));f[a>>2]=e;j=e;return j|0}while(0);f[a>>2]=c;if((c|0)==(e|0)){j=e;return j|0}d=c+4|0;if((d|0)==(e|0)){j=c;return j|0}do{g=f[d>>2]|0;h=g;if((f[g+24>>2]|0)==(f[g+28>>2]|0)){if(f[g+36>>2]|0)j=10}else j=10;if((j|0)==10){j=0;f[d>>2]=0;i=f[c>>2]|0;f[c>>2]=h;if(i|0){h=i+36|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[i+24>>2]|0;if(c|0){e=i+28|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~((g+-4-c|0)>>>2)<<2);sOb(c)}sOb(i)}c=(f[a>>2]|0)+4|0;f[a>>2]=c;e=f[b>>2]|0}d=d+4|0}while((d|0)!=(e|0));return c|0}function dDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=f[a>>2]|0;d=f[b>>2]|0;j=j+(d-j>>2<<2)|0;b=f[c>>2]|0;if((b|0)==(d|0))return j|0;b=j+(b-d>>2<<2)|0;i=a+4|0;h=f[i>>2]|0;if((b|0)==(h|0))e=j;else{e=j;do{a=f[b>>2]|0;f[b>>2]=0;g=f[e>>2]|0;f[e>>2]=a;if(g|0){a=g+36|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}b=b+4|0;e=e+4|0}while((b|0)!=(h|0));b=f[i>>2]|0}if((b|0)==(e|0))return j|0;do{h=b+-4|0;f[i>>2]=h;a=f[h>>2]|0;f[h>>2]=0;if(a|0){h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(a)}b=f[i>>2]|0}while((b|0)!=(e|0));return j|0}function eDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,Y=0,Z=0,_=0,$=0.0;_=u;u=u+192|0;Y=_;G=+n[c>>2];V=+n[c+4>>2];i=+n[c+8>>2];z=+n[c+12>>2];A=+n[c+16>>2];B=+n[c+20>>2];e=f[a+1064>>2]|0;m=f[a+1068>>2]|0;if((e|0)==(m|0)){u=_;return}$=(z-G)*.5;h=(A-V)*.5;F=(B-i)*.5;C=$+G;D=h+V;E=F+i;F=$*$+(h*h+F*F);o=Y+8|0;q=Y+16|0;r=Y+24|0;s=Y+32|0;t=Y+40|0;v=Y+48|0;w=Y+56|0;x=Y+64|0;y=Y+72|0;H=Y+80|0;I=Y+88|0;J=Y+96|0;K=Y+104|0;L=Y+112|0;M=Y+120|0;N=Y+128|0;O=Y+136|0;P=Y+144|0;Q=Y+152|0;R=Y+160|0;S=Y+168|0;T=Y+176|0;U=Y+184|0;d=0;a:do{g=f[e>>2]|0;l=f[e+4>>2]|0;b:do if((g|0)!=(l|0)){k=2;do{h=+p[g+24>>3]+(C*+p[g>>3]+(D*+p[g+8>>3]+E*+p[g+16>>3]));if(!(h*h>=F)){p[Y>>3]=G;p[o>>3]=V;p[q>>3]=i;p[r>>3]=z;p[s>>3]=V;p[t>>3]=i;p[v>>3]=G;p[w>>3]=A;p[x>>3]=i;p[y>>3]=z;p[H>>3]=A;p[I>>3]=i;p[J>>3]=G;p[K>>3]=V;p[L>>3]=B;p[M>>3]=z;p[N>>3]=V;p[O>>3]=B;p[P>>3]=G;p[Q>>3]=A;p[R>>3]=B;p[S>>3]=z;p[T>>3]=A;p[U>>3]=B;j=gDa(g,Y)|0}else j=h<0.0?0:2;k=(j|0)<(k|0)?j:k;g=g+32|0}while((g|0)!=(l|0));switch(k|0){case 2:{Z=49;break a}case 1:break;default:break b}d=1}while(0);e=e+16|0}while((e|0)!=(m|0));if((Z|0)==49){u=_;return}if(!d){u=_;return}d=c+36|0;if(f[d>>2]|0){xib(Y,c,b[c+48>>0]|0,+n[c+44>>2]);U=f[d>>2]|0;f[U>>2]=f[Y>>2];f[U+4>>2]=f[Y+4>>2];f[U+8>>2]=f[Y+8>>2];f[U+12>>2]=f[Y+12>>2];f[U+16>>2]=f[Y+16>>2];f[U+20>>2]=f[Y+20>>2];f[U+52>>2]=f[Y+24>>2];f[U+56>>2]=f[Y+28>>2];f[U+60>>2]=f[Y+32>>2];f[U+64>>2]=f[Y+36>>2];f[U+68>>2]=f[Y+40>>2];f[U+72>>2]=f[Y+44>>2];eDa(a,U);eDa(a,U+52|0)}d=f[c+24>>2]|0;s=f[c+28>>2]|0;if((d|0)==(s|0)){u=_;return}t=a+1236|0;v=a+1240|0;w=a+1248|0;x=a+1252|0;y=a+1244|0;do{l=f[d>>2]|0;m=l;c:do if($Ca(a,l)|0){r=X(m,1540483477)|0;r=(X(r>>>24^r,1540483477)|0)^1866966612;r=X(r>>>13^r,1540483477)|0;r=r>>>15^r;o=f[v>>2]|0;q=(o|0)==0;d:do if(q)e=0;else{k=o+-1|0;j=(k&o|0)==0;if(j)e=k&r;else if(r>>>0<o>>>0)e=r;else e=(r>>>0)%(o>>>0)|0;g=f[(f[t>>2]|0)+(e<<2)>>2]|0;if(g){if(j)while(1){g=f[g>>2]|0;if(!g)break d;c=f[g+4>>2]|0;if(!((c|0)==(r|0)|(c&k|0)==(e|0)))break d;if((f[g+8>>2]|0)==(l|0))break c}while(1){g=f[g>>2]|0;if(!g)break d;j=f[g+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0))break d}if((f[g+8>>2]|0)==(l|0))break c}}}while(0);k=pOb(12)|0;f[k+8>>2]=m;f[k+4>>2]=r;f[k>>2]=0;h=+(((f[w>>2]|0)+1|0)>>>0);i=+n[x>>2];do if(q|i*+(o>>>0)<h){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(h/i))>>>0;WCa(t,e>>>0<g>>>0?g:e);e=f[v>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&r;break}if(r>>>0<e>>>0){j=e;e=r}else{j=e;e=(r>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[t>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[y>>2];f[y>>2]=k;f[g>>2]=y;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;if(!(g&j))e=e&g;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;e=(f[t>>2]|0)+(e<<2)|0;Z=46}}else{f[k>>2]=f[e>>2];Z=46}if((Z|0)==46){Z=0;f[e>>2]=k}f[w>>2]=(f[w>>2]|0)+1}while(0);d=d+4|0}while((d|0)!=(s|0));u=_;return}function fDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0,X=0,Y=0,Z=0.0;Y=u;u=u+192|0;X=Y;C=+n[c>>2];V=+n[c+4>>2];m=+n[c+8>>2];o=+n[c+12>>2];q=+n[c+16>>2];r=+n[c+20>>2];e=f[a+1064>>2]|0;k=f[a+1068>>2]|0;if((e|0)==(k|0)){u=Y;return}Z=(o-C)*.5;l=(q-V)*.5;w=(r-m)*.5;s=Z+C;t=l+V;v=w+m;w=Z*Z+(l*l+w*w);x=X+8|0;y=X+16|0;z=X+24|0;A=X+32|0;B=X+40|0;D=X+48|0;E=X+56|0;F=X+64|0;G=X+72|0;H=X+80|0;I=X+88|0;J=X+96|0;K=X+104|0;L=X+112|0;M=X+120|0;N=X+128|0;O=X+136|0;P=X+144|0;Q=X+152|0;R=X+160|0;S=X+168|0;T=X+176|0;U=X+184|0;d=0;a:do{g=f[e>>2]|0;j=f[e+4>>2]|0;b:do if((g|0)!=(j|0)){i=2;do{l=+p[g+24>>3]+(s*+p[g>>3]+(t*+p[g+8>>3]+v*+p[g+16>>3]));if(!(l*l>=w)){p[X>>3]=C;p[x>>3]=V;p[y>>3]=m;p[z>>3]=o;p[A>>3]=V;p[B>>3]=m;p[D>>3]=C;p[E>>3]=q;p[F>>3]=m;p[G>>3]=o;p[H>>3]=q;p[I>>3]=m;p[J>>3]=C;p[K>>3]=V;p[L>>3]=r;p[M>>3]=o;p[N>>3]=V;p[O>>3]=r;p[P>>3]=C;p[Q>>3]=q;p[R>>3]=r;p[S>>3]=o;p[T>>3]=q;p[U>>3]=r;h=gDa(g,X)|0}else h=l<0.0?0:2;i=(h|0)<(i|0)?h:i;g=g+32|0}while((g|0)!=(j|0));switch(i|0){case 2:{W=20;break a}case 1:break;default:break b}d=1}while(0);e=e+16|0}while((e|0)!=(k|0));if((W|0)==20){u=Y;return}if(!d){u=Y;return}d=c+36|0;if(f[d>>2]|0){xib(X,c,b[c+48>>0]|0,+n[c+44>>2]);W=f[d>>2]|0;f[W>>2]=f[X>>2];f[W+4>>2]=f[X+4>>2];f[W+8>>2]=f[X+8>>2];f[W+12>>2]=f[X+12>>2];f[W+16>>2]=f[X+16>>2];f[W+20>>2]=f[X+20>>2];f[W+52>>2]=f[X+24>>2];f[W+56>>2]=f[X+28>>2];f[W+60>>2]=f[X+32>>2];f[W+64>>2]=f[X+36>>2];f[W+68>>2]=f[X+40>>2];f[W+72>>2]=f[X+44>>2];fDa(a,W);fDa(a,W+52|0)}d=f[c+24>>2]|0;i=f[c+28>>2]|0;if((d|0)==(i|0)){u=Y;return}j=a+1312|0;k=a+1316|0;h=a+1308|0;do{e=f[d>>2]|0;f[X>>2]=e;g=f[j>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){f[g>>2]=e;f[j>>2]=(f[j>>2]|0)+4}else hDa(h,X);d=d+4|0}while((d|0)!=(i|0));u=Y;return}function gDa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0;d=+p[a>>3];e=+p[a+8>>3];f=+p[a+16>>3];c=+p[a+24>>3];a=!(c+(d*+p[b>>3]+(e*+p[b+8>>3]+f*+p[b+16>>3]))<0.0);if(!(c+(d*+p[b+24>>3]+(e*+p[b+32>>3]+f*+p[b+40>>3]))<0.0))a=a?2:1;else if(a){b=1;return b|0}else a=0;if(!(c+(d*+p[b+48>>3]+(e*+p[b+56>>3]+f*+p[b+64>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+72>>3]+(e*+p[b+80>>3]+f*+p[b+88>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+96>>3]+(e*+p[b+104>>3]+f*+p[b+112>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+120>>3]+(e*+p[b+128>>3]+f*+p[b+136>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+144>>3]+(e*+p[b+152>>3]+f*+p[b+160>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+168>>3]+(e*+p[b+176>>3]+f*+p[b+184>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}b=(a|0)==0?0:(a|0)==8?2:1;return b|0}function hDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function iDa(a){a=a|0;var b=0,c=0,d=0;d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}d=f[a+24>>2]|0;if(!d)return;b=a+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function jDa(a){a=a|0;var b=0,c=0,d=0;d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}d=f[a+24>>2]|0;if(!d)return;b=a+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function kDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;d=a+1234|0;if((h[d>>0]|0)==(c&1|0))d=a+1235|0;else{b[d>>0]=c&1;d=a+1235|0;g=b[d>>0]|0;e=g<<24>>24!=0;i=e^1;b[d>>0]=i&1;if((i&1|0)!=(g&255|0)){b[d>>0]=g;if(c){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,e,f[a+1352>>2]|0)}}}return (b[d>>0]|0)!=0|0}function lDa(a){a=a|0;var c=0;c=a+1228|0;if(!(f[c>>2]|0))return;f[c>>2]=1;c=a+1235|0;if((b[c>>0]|0)==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;c=(zQa(f[a>>2]|0)|0)+140|0;sBa(c,1,f[a+1352>>2]|0);return}function mDa(a){a=a|0;var c=0,d=0;c=a+1228|0;if(!(f[c>>2]|0))return;f[c>>2]=2;c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,0,f[a+1352>>2]|0)}}if(b[a+1232>>0]|0)return;if((b[c>>0]|0)==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,1,f[a+1352>>2]|0);return}function nDa(a,b){a=a|0;b=b|0;b=f[b>>2]|0;if((b|0)==(f[a+4>>2]|0)){a=1;return a|0}a=(b|0)==(f[a+12>>2]|0);return a|0}function oDa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function pDa(a){a=a|0;var c=0,d=0,e=0;d=a+1228|0;e=(f[d>>2]|0)==1;rBa(a)|0;f[d>>2]=2;c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){c=(zQa(f[a>>2]|0)|0)+140|0;sBa(c,0,f[a+1352>>2]|0)}}c=a+1232|0;if(!(b[c>>0]|0)){b[c>>0]=1;Hha(939,a,4)}if(!e)return;f[d>>2]=1;return}function qDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;if(!(f[a+1228>>2]|0))return;if(!(b[c+192>>0]&1))return;if(f[c+196>>2]&2|0)return;r=a+1320|0;k=c;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+1324|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o){d=0;q=20}else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&p;else if(p>>>0<m>>>0)d=p;else d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(!e)q=20;else{if(g)while(1){e=f[e>>2]|0;if(!e){q=20;break a}g=f[e+4>>2]|0;if(!((g|0)==(p|0)|(g&j|0)==(d|0))){q=20;break a}if((f[e+8>>2]|0)==(c|0))break a}do{e=f[e>>2]|0;if(!e){q=20;break a}g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0)){q=20;break a}}}while((f[e+8>>2]|0)!=(c|0))}}while(0);if((q|0)==20){c=pOb(12)|0;f[c+8>>2]=k;f[c+4>>2]=p;f[c>>2]=0;j=a+1332|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+1336>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+1328|0;f[c>>2]=f[d>>2];f[d>>2]=c;f[e>>2]=d;d=f[c>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;q=33}}else{f[c>>2]=f[d>>2];q=33}if((q|0)==33)f[d>>2]=c;f[j>>2]=(f[j>>2]|0)+1}d=a+1235|0;if(b[d>>0]|0){b[d>>0]=0;if(b[a+1234>>0]|0){r=(zQa(f[a>>2]|0)|0)+140|0;sBa(r,0,f[a+1352>>2]|0)}}d=a+1232|0;if(b[d>>0]|0)return;b[d>>0]=1;Hha(939,a,4);return}function rDa(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;if(!(f[a+1228>>2]|0)){u=d;return}f[c>>2]=b;sDa(a+1320|0,c)|0;f[c>>2]=b;sDa(a+1340|0,c)|0;f[c>>2]=b;sDa(a+1236|0,c)|0;f[c>>2]=b;sDa(a+1256|0,c)|0;f[c>>2]=b;sDa(a+1276|0,c)|0;kJa(b);u=d;return}function sDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=tDa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else 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d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(!e)q=18;else{if(g)while(1){e=f[e>>2]|0;if(!e){q=18;break a}g=f[e+4>>2]|0;if(!((g|0)==(p|0)|(g&j|0)==(d|0))){q=18;break a}if((f[e+8>>2]|0)==(c|0))break a}do{e=f[e>>2]|0;if(!e){q=18;break a}g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0)){q=18;break a}}}while((f[e+8>>2]|0)!=(c|0))}}while(0);if((q|0)==18){c=pOb(12)|0;f[c+8>>2]=k;f[c+4>>2]=p;f[c>>2]=0;j=a+1332|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+1336>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+1328|0;f[c>>2]=f[d>>2];f[d>>2]=c;f[e>>2]=d;d=f[c>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;q=31}}else{f[c>>2]=f[d>>2];q=31}if((q|0)==31)f[d>>2]=c;f[j>>2]=(f[j>>2]|0)+1}d=a+1235|0;if(b[d>>0]|0){b[d>>0]=0;if(b[a+1234>>0]|0){r=(zQa(f[a>>2]|0)|0)+140|0;sBa(r,0,f[a+1352>>2]|0)}}d=a+1232|0;if(b[d>>0]|0){u=s;return}b[d>>0]=1;Hha(939,a,4);u=s;return}function xDa(a,b){a=a|0;b=b|0;wDa(a,b);return}function yDa(a,b){a=a|0;b=b|0;if(!(f[b+196>>2]&2)){qDa(a,b);return}else{rDa(a,b);return}}function zDa(a,c){a=a|0;c=c|0;if(!(b[c+192>>0]&1)){rDa(a,c);return}else{qDa(a,c);return}}function ADa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function BDa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function CDa(){if(!(b[257144]|0))MPb(257144)|0;f[64650]=262921;return}function DDa(a,b){a=a|0;b=b|0;f[a>>2]=b&15;f[a+4>>2]=b>>>4&15;f[a+8>>2]=b>>>8&15;f[a+12>>2]=b>>>12&15;f[a+16>>2]=b>>>16&15;return}function EDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return b<<4|a|c<<8|d<<12|e<<16|0}function FDa(a,b){a=a|0;b=b|0;var c=0,d=0;if((f[a>>2]|0)==1)Mwb(b,33071,0);else Mwb(b,10497,0);c=a+8|0;d=(f[c>>2]|0)==0;do if(!(f[a+4>>2]|0))if(d){Nwb(b,9729,9987);break}else{Nwb(b,9729,9729);break}else if(d){Nwb(b,9728,9986);break}else{Nwb(b,9728,9728);break}while(0);if(f[c>>2]|0)return;Owb(b,8.0);return}function GDa(a,b,c){a=a|0;b=b|0;c=c|0;return $Ka(b,c,(f[a+16>>2]|0)==1&1)|0}function HDa(a,c,d,e,g,h,i,j,k,l,m,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;p=p|0;var q=0,r=0,t=0,v=0.0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0;M=u;u=u+32|0;B=M+20|0;C=M+8|0;K=M;I=(f[(f[c>>2]|0)+44>>2]|0)+68|0;H=zLa(I)|0;I=ALa(I)|0;D=f[c>>2]|0;J=(b[(f[D+44>>2]|0)+148>>0]&8)==0;FMa(D,a);D=lMa(d)|0;E=g+e|0;F=E+h|0;w=B+4|0;y=B+8|0;z=C+4|0;A=C+8|0;t=f[i>>2]|0;f[B>>2]=t;r=f[i+4>>2]|0;f[w>>2]=r;G=f[i+8>>2]|0;f[y>>2]=G;f[C>>2]=t;f[z>>2]=r;f[A>>2]=G;G=X(D,F)|0;v=(f[s>>2]=t,+n[s>>2]);a:do if(G|0){t=0;x=v;while(1){r=i+(t<<2)|0;if(v<x){q=B;L=5}else if(v>+n[C>>2]){q=C;L=5}if((L|0)==5){L=0;n[q>>2]=v}v=+n[r+4>>2];if(v<+n[w>>2]){q=B;L=8}else if(v>+n[z>>2]){q=C;L=8}if((L|0)==8){L=0;n[q+4>>2]=v}v=+n[r+8>>2];if(v<+n[y>>2]){q=B;L=11}else if(v>+n[A>>2]){q=C;L=11}if((L|0)==11){L=0;n[q+8>>2]=v}q=t+D|0;if(q>>>0>=G>>>0)break a;t=q;x=+n[B>>2];v=+n[i+(q<<2)>>2]}}while(0);c=f[c>>2]|0;w=c+44|0;KMa(f[w>>2]|0,B,C);C=f[w>>2]|0;f[C+52>>2]=f[d>>2];d=C+148|0;b[d>>0]=b[d>>0]|8;if(!(xLa((f[w>>2]|0)+68|0,G,0)|0)){L=0;u=M;return L|0}iub(K,34962);nub(f[K>>2]|0,X(F<<2,D)|0,0,35044);rMa(f[w>>2]|0,K,0);BLa((f[w>>2]|0)+68|0,0,G,i)|0;t=f[w>>2]|0;r=f[t>>2]|0;ELa(t+68|0,f[r+8>>2]|0,r)|0;r=f[w>>2]|0;f[r+108>>2]=F;pMa(r,0,e);pMa(f[w>>2]|0,1,g);pMa(f[w>>2]|0,2,h);qMa(f[w>>2]|0,0,0);qMa(f[w>>2]|0,1,e);qMa(f[w>>2]|0,2,E);IDa(f[w>>2]|0,0,j,k);IDa(f[w>>2]|0,1,l,m);IDa(f[w>>2]|0,2,o,p);LMa(f[w>>2]|0,0,0,0)|0;r=ySa(a)|0;t=f[w>>2]|0;q=f[t+112>>2]|0;t=f[t+116>>2]|0;if((q|0)!=(t|0))do{xDa(r,f[q>>2]|0);q=q+4|0}while((q|0)!=(t|0));r=c+28|0;if(!(f[r>>2]|0)){if((f[c+32>>2]|0)!=-1)L=19}else L=19;if((L|0)==19){q=NRa(a)|0;if(J){if(!(f[r>>2]|0))L=21}else L=21;if((L|0)==21)q=(X(H,-4)|0)+-152+(X(I,-2)|0)+q|0;L=(f[w>>2]|0)+68|0;J=(zLa(L)|0)<<2;PRa(a,q+152+J+((ALa(L)|0)<<1)|0)}q=f[K+4>>2]|0;if(q|0)iOb(q);L=1;u=M;return L|0}function IDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;l=n;k=c+(d*12|0)|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;e=d*12|0;g=(e|0)/12|0;if(!e){h=l+8|0;d=0;c=0;e=0}else{if(g>>>0>357913941)AMb(l);i=pOb(e)|0;f[m>>2]=i;f[l>>2]=i;e=i+(g*12|0)|0;h=l+8|0;f[h>>2]=e;j=i;if(!d){d=j;c=j}else{g=c;d=i;c=i;while(1){f[d>>2]=f[g>>2];f[d+4>>2]=f[g+4>>2];f[d+8>>2]=f[g+8>>2];g=g+12|0;c=c+12|0;if((g|0)==(k|0))break;else d=c}f[m>>2]=c;d=j}}b=b&255;k=a+72+(b*12|0)|0;g=f[k>>2]|0;f[l>>2]=g;f[k>>2]=d;k=a+72+(b*12|0)+4|0;l=f[k>>2]|0;f[m>>2]=l;f[k>>2]=c;a=a+72+(b*12|0)+8|0;f[h>>2]=f[a>>2];f[a>>2]=e;e=l;if(!g){u=n;return}if((e|0)!=(g|0))f[m>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g);u=n;return}function JDa(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+48|0;s=r+32|0;o=r+24|0;t=r+16|0;q=r+8|0;p=r;c=f[c>>2]|0;tMa(o);f[t>>2]=c;f[s>>2]=f[t>>2];if(HDa(b,o,s,d,e,g,h,i,j,k,l,m,n)|0){f[q>>2]=f[o>>2];m=o+4|0;f[q+4>>2]=f[m>>2];f[o>>2]=0;l=m}else{f[q>>2]=0;l=o+4|0;m=q+4|0}f[m>>2]=0;l=f[l>>2]|0;if(l|0)iOb(l);RQa(p,b,q);m=(f[p>>2]|0)==0;l=f[p+4>>2]|0;if(l|0)iOb(l);if(m){f[a>>2]=0;m=q+4|0;l=a+4|0}else{f[a>>2]=f[q>>2];l=q+4|0;f[a+4>>2]=f[l>>2];f[q>>2]=0;m=l}f[l>>2]=0;l=f[m>>2]|0;if(!l){u=r;return}iOb(l);u=r;return}function KDa(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j;UIa(k,b);l=f[k>>2]|0;eJa(l,c);pJa(l,0,d);hJa(l,0,e);hJa(l,1,g);hJa(l,2,h);HJa(l,1,(i&1|0)!=0,1)|0;HJa(l,2,(i&2|0)!=0,1)|0;HJa(l,4,(i&4|0)!=0,1)|0;SQa(a,b,k);a=f[k+4>>2]|0;if(!a){u=j;return}iOb(a);u=j;return}function LDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+96|0;y=F+80|0;x=F+72|0;w=F+64|0;D=F+24|0;r=F+60|0;s=F+56|0;t=F+52|0;v=F+48|0;o=F+44|0;p=F+40|0;z=F+12|0;A=F;n=d+4|0;B=((f[n>>2]|0)-(f[d>>2]|0)>>2>>>0)/6|0;q=e+4|0;C=((f[q>>2]|0)-(f[e>>2]|0)>>2>>>0)/6|0;MDa(D,f[64650]|0);g=f[n>>2]|0;h=f[d>>2]|0;i=((f[q>>2]|0)-(f[e>>2]|0)>>2)+(g-h>>2)|0;j=D+8|0;k=f[D>>2]|0;E=D+4|0;if((f[j>>2]|0)-k>>2>>>0<i>>>0){if(i>>>0>1073741823)vd();l=(f[E>>2]|0)-k|0;m=pOb(i<<2)|0;if((l|0)>0)bQb(m|0,k|0,l|0)|0;f[D>>2]=m;f[E>>2]=m+(l>>2<<2);f[j>>2]=m+(i<<2);if(k){sOb(k);h=f[d>>2]|0;g=f[n>>2]|0}}f[r>>2]=f[E>>2];f[s>>2]=h;f[t>>2]=g;f[w>>2]=f[r>>2];f[x>>2]=f[s>>2];f[y>>2]=f[t>>2];NDa(D,w,x,y)|0;f[v>>2]=f[E>>2];f[o>>2]=f[e>>2];f[p>>2]=f[q>>2];f[w>>2]=f[v>>2];f[x>>2]=f[o>>2];f[y>>2]=f[p>>2];NDa(D,w,x,y)|0;f[z>>2]=0;f[z+4>>2]=B;i=z+8|0;j=f[(f[c+4>>2]|0)+44>>2]|0;h=f[j+72>>2]|0;d=f[j+76>>2]|0;if((h|0)==(d|0))g=0;else{g=-1;do{g=f[h+8>>2]&g;h=h+12|0}while((h|0)!=(d|0))}f[i>>2]=g;f[A>>2]=0;f[A+4>>2]=C;i=A+8|0;h=f[j+84>>2]|0;d=f[j+88>>2]|0;if((h|0)==(d|0))g=0;else{g=-1;do{g=f[h+8>>2]&g;h=h+12|0}while((h|0)!=(d|0))}f[i>>2]=g;c=f[D>>2]|0;tMa(x);f[w>>2]=4681;f[y>>2]=f[w>>2];if(HDa(b,x,y,B,C,0,c,z,1,A,1,0,0)|0){f[a>>2]=f[x>>2];g=x+4|0;f[a+4>>2]=f[g>>2];f[x>>2]=0;h=g}else{f[a>>2]=0;h=x+4|0;g=a+4|0}f[g>>2]=0;g=f[h>>2]|0;if(g|0)iOb(g);g=f[D+12>>2]|0;if(g|0)RBa(g,D);g=f[D>>2]|0;if(!g){u=F;return}h=f[E>>2]|0;if((h|0)!=(g|0))f[E>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g);u=F;return}function MDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257280]|0))if(MPb(257280)|0){f[64647]=0;f[64648]=0;f[64649]=0}e=f[64648]|0;if((f[64647]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64648]|0;j=h+-12|0;while(1){e=h+-12|0;f[64648]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64648]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function NDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;q=f[a>>2]|0;v=q;n=(f[b>>2]|0)-v|0;r=n>>2;b=q+(r<<2)|0;k=f[c>>2]|0;g=f[d>>2]|0;w=g-k|0;m=w>>2;d=k;t=g;if((w|0)<=0){w=b;return w|0}p=a+8|0;h=f[p>>2]|0;w=a+4|0;u=f[w>>2]|0;l=u;if((m|0)<=(h-l>>2|0)){j=l-b|0;e=j>>2;if((m|0)>(e|0)){e=d+(e<<2)|0;g=e;if((e|0)==(t|0))e=u;else{i=((t+-4-g|0)>>>2)+1|0;h=u;while(1){f[h>>2]=f[e>>2];e=e+4|0;if((e|0)==(t|0))break;else h=h+4|0}e=u+(i<<2)|0;f[w>>2]=e}if((j|0)>0)l=e;else{w=b;return w|0}}else l=u;j=l-(b+(m<<2))|0;k=j>>2;e=b+(k<<2)|0;if(e>>>0<u>>>0){i=((u+(0-k-r<<2)+~v|0)>>>2)+1|0;h=l;while(1){f[h>>2]=f[e>>2];e=e+4|0;if(e>>>0>=u>>>0)break;else h=h+4|0}f[w>>2]=l+(i<<2)}if(k){cQb(l+(0-k<<2)|0,b|0,j|0)|0;d=f[c>>2]|0}if((d|0)==(g|0)){w=b;return w|0}else e=b;while(1){f[e>>2]=f[d>>2];d=d+4|0;if((d|0)==(g|0))break;else e=e+4|0}return b|0}e=(l-v>>2)+m|0;if(e>>>0>1073741823)AMb(a);g=h-v|0;h=g>>1;e=g>>2>>>0<536870911?(h>>>0<e>>>0?e:h):1073741823;h=b;g=n>>2;do if(!e){o=0;s=0}else if(e>>>0>1073741823)vd();else{s=pOb(e<<2)|0;o=s;break}while(0);j=s+(g<<2)|0;i=s+(e<<2)|0;if((t|0)==(d|0))e=j;else{g=g+((t+-4+(0-k)|0)>>>2)+1|0;e=j;while(1){f[e>>2]=f[d>>2];d=d+4|0;if((d|0)==(t|0))break;else e=e+4|0}e=s+(g<<2)|0}if((n|0)>0)bQb(o|0,q|0,n|0)|0;d=l-h|0;if((d|0)>0){bQb(e|0,b|0,d|0)|0;b=e+(d>>>2<<2)|0}else b=e;f[a>>2]=s;f[w>>2]=b;f[p>>2]=i;if(!q){w=j;return w|0}sOb(q);w=j;return w|0}function ODa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;i=l+20|0;k=l;if((e|0)==0|(g|0)==0){k=1;u=l;return k|0}if(!h){k=2;u=l;return k|0}b=(b|0)==0?i:b;switch(a|0){case 3:case 2:case 0:case 1:{switch(a|0){case 2:{b=6409;break}case 1:{b=6407;break}case 3:{b=6410;break}default:b=6408}mvb(k,e,g,b,5121,h);lvb(c,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}case 4:{if((b|0)==(i|0))f[i>>2]=1;b=(f[b>>2]|0)+-1|0;if(b>>>0<4)b=50462979>>>(b<<3)&255;else b=4;jvb(k,h,e,0,b);ivb(d,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}case 5:{if((b|0)==(i|0))f[i>>2]=0;b=(f[b>>2]|0)+-1|0;if(b>>>0<4)b=50462979>>>(b<<3)&255;else b=4;jvb(k,h,e,1,b);ivb(d,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}default:b=3}do if((j|0)==25){if(!(f[c>>2]|0))if(!(f[d>>2]|0)){b=4;break}b=0}while(0);k=b;u=l;return k|0}function PDa(){if(!(b[257144]|0))MPb(257144)|0;f[64651]=262921;return}function QDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;a=tSa(a)|0;e=c+196|0;g=f[e>>2]|0;if(!((g&32|0)!=0|(g&2048|0)==0&(a^1))){g=d+48|0;n[g>>2]=+n[c+156>>2]+ +n[g>>2];g=d+52|0;n[g>>2]=+n[c+160>>2]+ +n[g>>2];g=d+56|0;n[g>>2]=+n[c+164>>2]+ +n[g>>2]}if(!b)return;a=f[e>>2]|0;if(!(a&33554456))return;if(a&8){PAa(b,d);a=f[e>>2]|0}if(a&16){MAa(b,d);a=f[e>>2]|0}if(!(a&33554432))return;SAa(b,d);return}function RDa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;f[a>>2]=e;l=a+4|0;f[l>>2]=g;n=lMa(c+52|0)|0;f[a+8>>2]=n;n=a+12|0;a:do switch(d<<24>>24){case 2:if(!(b[c+148>>0]&2)){d=f[c+44>>2]|0;break a}else{d=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;break a}case 1:{d=f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]|0;break}default:d=0}while(0);f[n>>2]=d;i=f[l>>2]|0;k=i+4|0;if((f[i>>2]|0)==(f[k>>2]|0)){m=c+68|0;d=zLa(m)|0;j=f[k>>2]|0;h=f[i>>2]|0;c=j-h>>2;if(d>>>0>c>>>0)Sqa(i,d-c|0);else if(d>>>0<c>>>0){d=h+(d<<2)|0;if((d|0)!=(j|0))f[k>>2]=j+(~((j+-4-d|0)>>>2)<<2)}CLa(m,f[f[l>>2]>>2]|0)|0;d=f[a>>2]|0;c=ALa(m)|0;j=d+4|0;k=f[j>>2]|0;i=f[d>>2]|0;h=k-i>>1;if(c>>>0>h>>>0)Tqa(d,c-h|0);else if(c>>>0<h>>>0){d=i+(c<<1)|0;if((d|0)!=(k|0))f[j>>2]=k+(~((k+-2-d|0)>>>1)<<1)}DLa(m,f[f[a>>2]>>2]|0)|0}m=f[a>>2]|0;if((f[m>>2]|0)==(f[m+4>>2]|0)){e=0;n=a+16|0;f[n>>2]=e;g=f[g>>2]|0;n=a+20|0;f[n>>2]=g;return}e=(f[e>>2]|0)+(f[n>>2]<<1)|0;n=a+16|0;f[n>>2]=e;g=f[g>>2]|0;n=a+20|0;f[n>>2]=g;return}function SDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0;P=u;u=u+144|0;O=P+128|0;N=P+112|0;M=P+56|0;F=P;e=f[(f[c+4>>2]|0)+44>>2]|0;e=(f[e+76>>2]|0)-(f[e+72>>2]|0)|0;J=(e|0)/12|0;g=f[(f[d+4>>2]|0)+44>>2]|0;g=(f[g+76>>2]|0)-(f[g+72>>2]|0)|0;D=(g|0)/12|0;if(J>>>0>D>>>0){SDa(a,b,d,c);O=a+8|0;K=a+16|0;n=+p[a>>3];o=+p[O>>3];q=+p[K>>3];M=a+24|0;p[a>>3]=+p[M>>3];N=a+32|0;p[O>>3]=+p[N>>3];O=a+40|0;p[K>>3]=+p[O>>3];p[M>>3]=n;p[N>>3]=o;p[O>>3]=q;u=P;return}cBa(O,f[64651]|0);cBa(N,f[64651]|0);E=M+48|0;p[E>>3]=C;a:do if(!e){q=0.0;n=C;o=0.0;m=0.0;l=0.0;k=0.0;j=0.0}else{I=O+4|0;s=F+48|0;t=F+8|0;G=M+8|0;v=F+16|0;H=M+16|0;w=F+24|0;x=M+24|0;y=F+32|0;K=M+32|0;z=F+40|0;A=M+40|0;B=N+4|0;if(!g){h=f[O>>2]|0;i=h;g=0;e=f[I>>2]|0;while(1){if((e|0)==(h|0))e=h;else{e=e+(~(((e+-24-i|0)>>>0)/24|0)*24|0)|0;f[I>>2]=e}g=g+1|0;if(g>>>0>=J>>>0){q=0.0;n=C;o=0.0;m=0.0;l=0.0;k=0.0;j=0.0;break a}}}else{r=0;e=0}do{i=0;do{TDa(F,e,b,c,r,d,i,O,N);n=+p[s>>3];j=+p[E>>3];if(n<j){p[M>>3]=+p[F>>3];p[G>>3]=+p[t>>3];p[H>>3]=+p[v>>3];p[x>>3]=+p[w>>3];p[K>>3]=+p[y>>3];p[A>>3]=+p[z>>3];p[E>>3]=n;e=M}else n=j;g=f[N>>2]|0;h=f[B>>2]|0;if((h|0)!=(g|0))f[B>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);i=i+1|0}while(i>>>0<D>>>0);h=f[O>>2]|0;g=f[I>>2]|0;if((g|0)!=(h|0))f[I>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);r=r+1|0}while(r>>>0<J>>>0);q=+p[A>>3];o=+p[M>>3];m=+p[G>>3];l=+p[H>>3];k=+p[M+24>>3];j=+p[K>>3]}while(0);n=+L(+n);p[a>>3]=o;p[a+8>>3]=m;p[a+16>>3]=l;p[a+24>>3]=k;p[a+32>>3]=j;p[a+40>>3]=q;p[a+48>>3]=n;e=f[N+12>>2]|0;if(e|0)xCa(e,N);h=f[N>>2]|0;if(h|0){e=N+4|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}e=f[O+12>>2]|0;if(e|0)xCa(e,O);h=f[O>>2]|0;if(h|0){e=O+4|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}u=P;return}function TDa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0.0,l=0.0,m=0.0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,E=0,F=0,I=0,J=0.0,K=0.0,M=0,N=0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0;M=0;N=u;u=u+1200|0;o=a;q=o+48|0;do{f[o>>2]=0;o=o+4|0}while((o|0)<(q|0));p[(a+48|0)>>3]=C;if((f[i>>2]|0)==(f[(i+4|0)>>2]|0))if(!(UDa(c,d,e,i)|0)){u=N;return}if(!(UDa(c,g,h,j)|0)){u=N;return}F=f[i>>2]|0;I=f[j>>2]|0;E=(f[(i+4|0)>>2]|0)-F|0;j=(f[j+4>>2]|0)-I|0;c=1;if(c){c=0;if(!b){if(!E){u=N;return}}else c=1}if(c)if(1){e=(N+24|0)+24|0;t=+p[F>>3];p[e>>3]=t;v=+p[F+8>>3];p[((N+24|0)+32|0)>>3]=v;k=+p[F+16>>3];p[((N+24|0)+40|0)>>3]=k;p[(N+24|0)>>3]=t;p[((N+24|0)+8|0)>>3]=v;d=F;c=N+24|0;a:while(1){p[c+16>>3]=k;c=d;while(1){if((c|0)==(F+(((E|0)/24|0)*24|0)+-24|0|0))break a;d=c+24|0;k=+p[d>>3];if(k<+p[(N+24|0)>>3]){x=N+24|0;M=10}else if(k>+p[e>>3]){x=e;M=10}if((M|0)==10){M=0;p[x>>3]=k}k=+p[c+32>>3];if(k<+p[((N+24|0)+8|0)>>3]){w=N+24|0;M=13}else if(k>+p[((N+24|0)+32|0)>>3]){w=e;M=13}if((M|0)==13){M=0;p[w+8>>3]=k}k=+p[c+40>>3];if(k<+p[((N+24|0)+16|0)>>3]){c=N+24|0;continue a}if(k>+p[((N+24|0)+40|0)>>3]){c=e;continue a}else c=d}}l=+p[(N+24|0)>>3];m=(+p[(N+24|0)+24>>3]-l)*.5;r=+p[((N+24|0)+8|0)>>3];s=(+p[((N+24|0)+32|0)>>3]-r)*.5;t=+p[((N+24|0)+16|0)>>3];v=(+p[((N+24|0)+40|0)>>3]-t)*.5;e=(N+24|0)+24|0;P=+p[I>>3];p[e>>3]=P;O=+p[I+8>>3];p[((N+24|0)+32|0)>>3]=O;k=+p[I+16>>3];p[((N+24|0)+40|0)>>3]=k;p[(N+24|0)>>3]=P;p[((N+24|0)+8|0)>>3]=O;d=I;c=N+24|0;b:while(1){p[c+16>>3]=k;c=d;while(1){if((c|0)==(I+(((j|0)/24|0)*24|0)+-24|0|0))break b;d=c+24|0;k=+p[d>>3];if(k<+p[(N+24|0)>>3]){z=N+24|0;M=21}else if(k>+p[e>>3]){z=e;M=21}if((M|0)==21){M=0;p[z>>3]=k}k=+p[c+32>>3];if(k<+p[((N+24|0)+8|0)>>3]){y=N+24|0;M=24}else if(k>+p[((N+24|0)+32|0)>>3]){y=e;M=24}if((M|0)==24){M=0;p[y+8>>3]=k}k=+p[c+40>>3];if(k<+p[((N+24|0)+16|0)>>3]){c=N+24|0;continue b}if(k>+p[((N+24|0)+40|0)>>3]){c=e;continue b}else c=d}}S=+p[(N+24|0)>>3];k=(+p[(N+24|0)+24>>3]-S)*.5;R=+p[((N+24|0)+8|0)>>3];O=(+p[((N+24|0)+32|0)>>3]-R)*.5;Q=+p[((N+24|0)+16|0)>>3];P=(+p[((N+24|0)+40|0)>>3]-Q)*.5;P=+L(+((l+m-(S+k))*(l+m-(S+k))+((r+s-(R+O))*(r+s-(R+O))+(t+v-(Q+P))*(t+v-(Q+P)))))-+L(+(m*m+(s*s+v*v)))-+L(+(k*k+(O*O+P*P)));P=P>0.0?P:0.0;if(!(E|0?!(P*P>=+p[b+48>>3]):0)){u=N;return}}o=(N+24|0)+8|0;q=(N+24|0)+16|0;h=0;r=0.0;s=0.0;c:while(1){i=F+(h*24|0)|0;k=+p[i>>3];l=+p[i+24>>3];if(k==l)if(+p[F+(h*24|0)+8>>3]==+p[i+32>>3])if(+p[F+(h*24|0)+16>>3]==+p[i+40>>3]){A=r;B=s}else M=33;else M=33;else M=33;do if((M|0)==33){M=0;m=+p[i+48>>3];if(k==m)if(+p[F+(h*24|0)+8>>3]==+p[i+56>>3])if(+p[F+(h*24|0)+16>>3]==+p[i+64>>3]){A=r;B=s;break}if(l==m)if(+p[i+32>>3]==+p[i+56>>3])if(+p[i+40>>3]==+p[i+64>>3]){A=r;B=s;break}c=1;if(c){c=0;if(!j){A=r;B=s}else c=1}if(c)if(1){e=F+(h*24|0)+8|0;g=F+(h*24|0)+16|0;d=0;while(1){c=I+(d*24|0)|0;k=+p[c>>3];l=+p[c+24>>3];if(k==l)if(+p[I+(d*24|0)+8>>3]==+p[c+32>>3])if(+p[I+(d*24|0)+16>>3]==+p[c+40>>3]){J=r;K=s}else M=44;else M=44;else M=44;do if((M|0)==44){M=0;m=+p[c+48>>3];if(k==m)if(+p[I+(d*24|0)+8>>3]==+p[c+56>>3])if(+p[I+(d*24|0)+16>>3]==+p[c+64>>3]){J=r;K=s;break}if(l==m)if(+p[c+32>>3]==+p[c+56>>3])if(+p[c+40>>3]==+p[c+64>>3]){J=r;K=s;break}Kib(N+24|0,i,c,c+24|0,c+48|0);v=+p[(N+24|0)>>3];p[(N+24|0)>>3]=r;t=+p[((N+24|0)+8|0)>>3];p[((N+24|0)+8|0)>>3]=s;k=+p[((N+24|0)+16|0)>>3];l=+p[i>>3]-v;m=+p[e>>3]-t;r=+p[g>>3]-k;if(l*l+(m*m+r*r)<+p[(a+48|0)>>3]){p[(a+48|0)>>3]=l*l+(m*m+r*r);p[a>>3]=+p[i>>3];p[(a+8|0)>>3]=+p[e>>3];p[(a+16|0)>>3]=+p[g>>3];p[(a+24|0)>>3]=v;p[(a+32|0)>>3]=t;p[(a+40|0)>>3]=k}if(l*l+(m*m+r*r)==0.0){M=98;break c}Kib(N+24|0,i+24|0,c,c+24|0,c+48|0);B=+p[(N+24|0)>>3];p[(N+24|0)>>3]=v;O=+p[((N+24|0)+8|0)>>3];p[((N+24|0)+8|0)>>3]=t;P=+p[((N+24|0)+16|0)>>3];Q=+p[(i+24|0)>>3]-B;R=+p[((i+24|0)+8|0)>>3]-O;S=+p[((i+24|0)+16|0)>>3]-P;f[N+96>>2]=a;f[N+208>>2]=d;n[N+296>>2]=J;n[N+328>>2]=K;f[N+432>>2]=o;f[N+440>>2]=q;f[N+448>>2]=i;f[N+496>>2]=c;f[N+528>>2]=I;n[N+600>>2]=B;n[N+608>>2]=O;n[N+616>>2]=P;n[N+624>>2]=Q;n[N+632>>2]=R;n[N+640>>2]=S;f[N+1112>>2]=M;f[N+1136>>2]=0;f[N+1140>>2]=0;jFa(N);J=+n[N+296>>2];K=+n[N+328>>2];M=f[N+1112>>2]|0;G=f[N+1136>>2]|0;D=f[N+1140>>2]|0;H=+n[N+1140>>2];f[N+1136>>2]=0;f[N+1140>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 14:break c}}while(0);d=d+3|0;if(d>>>0>=((j|0)/24|0)>>>0){A=J;B=K;break}else{r=J;s=K}}}}while(0);h=h+3|0;if(h>>>0>=((E|0)/24|0)>>>0){M=98;break}else{r=A;s=B}}if((M|0)==94){u=N;return}else if((M|0)==98){u=N;return}}function UDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0,H=0.0,I=0.0,J=0.0,K=0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0.0,S=0.0,T=0.0;Q=u;u=u+112|0;M=Q;N=Q+88|0;P=Q+72|0;O=Q+56|0;K=Q+32|0;VDa(P,f[64651]|0);MDa(O,f[64651]|0);r=(f[b+4>>2]|0)+44|0;y=f[r>>2]|0;G=f[y+72>>2]|0;t=G;if((((f[y+76>>2]|0)-G|0)/12|0)>>>0>c>>>0){v=t+(c*12|0)+4|0;if(!(f[v>>2]|0))b=0;else{G=f[b+96>>2]|0;i=+n[G>>2];k=+n[G+4>>2];l=+n[G+8>>2];m=+n[G+12>>2];o=+n[G+16>>2];q=+n[G+20>>2];z=+n[G+24>>2];A=+n[G+28>>2];B=+n[G+32>>2];C=+n[G+36>>2];D=+n[G+40>>2];E=+n[G+44>>2];e=f[G+48>>2]|0;g=f[G+52>>2]|0;h=f[G+56>>2]|0;F=+n[G+60>>2];G=tSa(a)|0;y=f[b+196>>2]|0;if(!((y&32|0)!=0|(y&2048|0)==0&(G^1))){e=(n[s>>2]=+n[b+156>>2]+(f[s>>2]=e,+n[s>>2]),f[s>>2]|0);g=(n[s>>2]=+n[b+160>>2]+(f[s>>2]=g,+n[s>>2]),f[s>>2]|0);h=(n[s>>2]=+n[b+164>>2]+(f[s>>2]=h,+n[s>>2]),f[s>>2]|0)}L=o;J=(f[s>>2]=e,+n[s>>2]);I=(f[s>>2]=g,+n[s>>2]);H=(f[s>>2]=h,+n[s>>2]);RDa(K,f[r>>2]|0,0,P,O);a=f[t+(c*12|0)>>2]|0;G=(f[v>>2]|0)+a|0;y=f[K>>2]|0;if((f[y>>2]|0)==(f[y+4>>2]|0)){r=f[K+12>>2]|0;if(G>>>0>a>>>0){c=M+8|0;t=M+16|0;v=M+24|0;w=N+8|0;x=N+12|0;y=f[K+20>>2]|0;g=f[K+8>>2]|0;b=d+4|0;h=d+8|0;do{e=y+((X(g,a+r|0)|0)<<2)|0;T=+n[e>>2];S=+n[e+4>>2];R=+n[e+8>>2];o=i*T+L*S+B*R+J;p[M>>3]=o;p[c>>3]=k*T+q*S+C*R+I;p[t>>3]=l*T+z*S+D*R+H;p[v>>3]=m*T+A*S+E*R+F;f[N>>2]=M;f[w>>2]=M;f[x>>2]=4;e=f[b>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){p[e>>3]=o;p[e+8>>3]=+p[c>>3];p[e+16>>3]=+p[t>>3];f[b>>2]=e+24}else WDa(d,N);a=a+1|0}while((a|0)!=(G|0))}}else{r=f[K+16>>2]|0;if(G>>>0>a>>>0){c=M+8|0;t=M+16|0;v=M+24|0;w=N+8|0;x=N+12|0;y=f[K+20>>2]|0;g=f[K+8>>2]|0;b=d+4|0;h=d+8|0;do{e=y+((X(g,j[r+(a<<1)>>1]|0)|0)<<2)|0;R=+n[e>>2];S=+n[e+4>>2];T=+n[e+8>>2];o=i*R+L*S+B*T+J;p[M>>3]=o;p[c>>3]=k*R+q*S+C*T+I;p[t>>3]=l*R+z*S+D*T+H;p[v>>3]=m*R+A*S+E*T+F;f[N>>2]=M;f[w>>2]=M;f[x>>2]=4;e=f[b>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){p[e>>3]=o;p[e+8>>3]=+p[c>>3];p[e+16>>3]=+p[t>>3];f[b>>2]=e+24}else WDa(d,N);a=a+1|0}while((a|0)!=(G|0))}}b=(f[d>>2]|0)!=(f[d+4>>2]|0)}}else b=0;a=f[O+12>>2]|0;if(a|0)RBa(a,O);g=f[O>>2]|0;if(g|0){a=O+4|0;e=f[a>>2]|0;if((e|0)!=(g|0))f[a>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}a=f[P+12>>2]|0;if(a|0)SBa(a,P);g=f[P>>2]|0;if(!g){u=Q;return b|0}a=P+4|0;e=f[a>>2]|0;if((e|0)!=(g|0))f[a>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=Q;return b|0}function VDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257272]|0))if(MPb(257272)|0){f[64644]=0;f[64645]=0;f[64646]=0}e=f[64645]|0;if((f[64644]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64645]|0;j=h+-12|0;while(1){e=h+-12|0;f[64645]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i);e=f[64645]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function WDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;e=f[b>>2]|0;p[c>>3]=+p[e>>3];p[g+(h*24|0)+8>>3]=+p[e+8>>3];p[g+(h*24|0)+16>>3]=+p[e+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function XDa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0;j=u;u=u+32|0;i=j+16|0;h=j;cBa(i,f[64651]|0);cBa(h,f[64651]|0);TDa(a,0,b,c,d,e,g,i,h);a=a+48|0;k=+L(+(+p[a>>3]));p[a>>3]=k;a=f[h+12>>2]|0;if(a|0)xCa(a,h);c=f[h>>2]|0;if(c|0){a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}a=f[i+12>>2]|0;if(a|0)xCa(a,i);c=f[i>>2]|0;if(!c){u=j;return}a=i+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);u=j;return}function YDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+64|0;w=x+48|0;r=x+24|0;s=x;cBa(w,f[64651]|0);t=a+8|0;m=a+16|0;n=a+24|0;o=a+32|0;q=a+40|0;v=a+48|0;h=a;i=h+48|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));p[v>>3]=C;if(UDa(b,c,d,w)|0){c=f[w>>2]|0;l=(f[w+4>>2]|0)-c|0;d=(l|0)/24|0;if(!l)g=C;else{h=s+8|0;i=s+16|0;k=r+8|0;l=r+16|0;b=0;j=C;while(1){g=+Oib(e,c+(b*24|0)|0,r,s);if(g<j){p[v>>3]=g;p[a>>3]=+p[s>>3];p[t>>3]=+p[h>>3];p[m>>3]=+p[i>>3];p[n>>3]=+p[r>>3];p[o>>3]=+p[k>>3];p[q>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=d>>>0)break;else j=g}}j=+L(+g);p[v>>3]=j}b=f[w+12>>2]|0;if(b|0)xCa(b,w);d=f[w>>2]|0;if(!d){u=x;return}b=w+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=x;return}function ZDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,D=0.0;y=u;u=u+160|0;x=y+144|0;m=y+48|0;t=y+24|0;v=y;cBa(x,f[64651]|0);n=a+8|0;o=a+16|0;q=a+24|0;r=a+32|0;s=a+40|0;w=a+48|0;h=a;i=h+48|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));p[w>>3]=C;if(UDa(b,c,d,x)|0){D=+p[e>>3];p[m>>3]=D;B=+p[e+8>>3];p[m+8>>3]=B;A=+p[e+16>>3];p[m+16>>3]=A;z=+p[e+24>>3];p[m+24>>3]=z;g=+p[e+32>>3];p[m+32>>3]=g;j=+p[e+40>>3];p[m+40>>3]=j;p[m+48>>3]=D;p[m+56>>3]=B;p[m+64>>3]=A;p[m+72>>3]=-z;p[m+80>>3]=-g;p[m+88>>3]=-j;d=f[x>>2]|0;c=(f[x+4>>2]|0)-d|0;e=(c|0)/24|0;h=v+8|0;i=v+16|0;k=t+8|0;l=t+16|0;if(!c)g=C;else{b=0;j=C;while(1){g=+Oib(m,d+(b*24|0)|0,t,v);if(g<j){p[w>>3]=g;p[a>>3]=+p[v>>3];p[n>>3]=+p[h>>3];p[o>>3]=+p[i>>3];p[q>>3]=+p[t>>3];p[r>>3]=+p[k>>3];p[s>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=e>>>0)break;else j=g}c=m+48|0;b=0;j=g;while(1){g=+Oib(c,d+(b*24|0)|0,t,v);if(g<j){p[w>>3]=g;p[a>>3]=+p[v>>3];p[n>>3]=+p[h>>3];p[o>>3]=+p[i>>3];p[q>>3]=+p[t>>3];p[r>>3]=+p[k>>3];p[s>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=e>>>0)break;else j=g}}D=+L(+g);p[w>>3]=D}b=f[x+12>>2]|0;if(b|0)xCa(b,x);d=f[x>>2]|0;if(!d){u=y;return}b=x+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=y;return}function _Da(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;s=u;u=u+64|0;r=s+40|0;q=s+24|0;n=s;d=f[c>>2]|0;p=c+4|0;e=f[p>>2]|0;if((e|0)!=(d|0))f[p>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);VDa(r,f[64651]|0);MDa(q,f[64651]|0);o=f[a+84>>2]|0;i=o;if((((f[a+88>>2]|0)-o|0)/12|0)>>>0>b>>>0){m=i+(b*12|0)+4|0;e=f[m>>2]|0;o=c+8|0;k=f[c>>2]|0;g=k;if((((f[o>>2]|0)-k|0)/12|0)>>>0<e>>>0){if(e>>>0>357913941)vd();t=f[p>>2]|0;h=pOb(e*12|0)|0;d=h+(((t-k|0)/12|0)*12|0)|0;l=d;h=h+(e*12|0)|0;e=t;if((e|0)==(g|0))d=l;else do{t=d;d=d+-12|0;v=e;e=e+-12|0;f[d>>2]=f[e>>2];f[t+-8>>2]=f[v+-8>>2];f[t+-4>>2]=f[v+-4>>2]}while((e|0)!=(g|0));f[c>>2]=d;f[p>>2]=l;f[o>>2]=h;if(k|0)sOb(k)}RDa(n,a,1,r,q);d=f[i+(b*12|0)>>2]|0;a=(f[m>>2]|0)+d|0;v=f[n>>2]|0;if((f[v>>2]|0)==(f[v+4>>2]|0)){l=f[n+12>>2]|0;if(a>>>0>d>>>0){m=f[n+20>>2]|0;k=f[n+8>>2]|0;do{e=m+((X(k,d+l|0)|0)<<2)|0;g=e+4|0;h=e+8|0;i=f[p>>2]|0;if(i>>>0<(f[o>>2]|0)>>>0){f[i>>2]=f[e>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[p>>2]=i+12}else $Da(c,e,g,h);d=d+1|0}while((d|0)!=(a|0))}}else{l=f[n+16>>2]|0;if(a>>>0>d>>>0){m=f[n+20>>2]|0;k=f[n+8>>2]|0;do{e=m+((X(k,j[l+(d<<1)>>1]|0)|0)<<2)|0;g=e+4|0;h=e+8|0;i=f[p>>2]|0;if(i>>>0<(f[o>>2]|0)>>>0){f[i>>2]=f[e>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[p>>2]=i+12}else $Da(c,e,g,h);d=d+1|0}while((d|0)!=(a|0))}}}d=f[q+12>>2]|0;if(d|0)RBa(d,q);g=f[q>>2]|0;if(g|0){d=q+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[r+12>>2]|0;if(d|0)SBa(d,r);g=f[r>>2]|0;if(!g){u=s;return}d=r+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=s;return}function $Da(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;h=f[n>>2]|0;o=f[a>>2]|0;j=(h-o|0)/12|0;e=j+1|0;l=o;if(e>>>0>357913941)AMb(a);m=a+8|0;k=((f[m>>2]|0)-o|0)/12|0;g=k<<1;g=k>>>0<178956970?(g>>>0<e>>>0?e:g):357913941;do if(!g)i=0;else if(g>>>0>357913941)vd();else{i=pOb(g*12|0)|0;break}while(0);e=i+(j*12|0)|0;k=i+(g*12|0)|0;f[e>>2]=f[b>>2];f[i+(j*12|0)+4>>2]=f[c>>2];f[i+(j*12|0)+8>>2]=f[d>>2];b=e+12|0;if((h|0)!=(l|0))while(1){g=e+-12|0;j=h;h=h+-12|0;f[g>>2]=f[h>>2];f[e+-8>>2]=f[j+-8>>2];f[e+-4>>2]=f[j+-4>>2];if((h|0)==(l|0)){e=g;break}else e=g}f[a>>2]=e;f[n>>2]=b;f[m>>2]=k;if(!o)return;sOb(o);return}function aEa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0,r=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0;ha=u;u=u+160|0;ga=ha+144|0;fa=ha+128|0;$=ha;f[a>>2]=1065353216;aa=a+4|0;f[aa>>2]=1065353216;ba=a+8|0;f[ba>>2]=1065353216;ca=a+12|0;f[ca>>2]=0;da=a+16|0;f[da>>2]=0;_=a+20|0;f[_>>2]=0;VDa(ga,f[64651]|0);MDa(fa,f[64651]|0);if(c)Z=(GJa(d)|0)&255;else Z=7;N=d+4|0;O=$+4|0;P=$+8|0;Q=$+72|0;R=$+76|0;S=$+80|0;T=$+104|0;U=$+108|0;V=$+112|0;W=$+116|0;X=$+120|0;Y=$+124|0;w=d+96|0;x=$+12|0;y=$+16|0;z=$+20|0;A=$+24|0;B=$+28|0;C=$+32|0;D=$+36|0;E=$+40|0;F=$+44|0;G=$+48|0;H=$+52|0;I=$+56|0;J=$+60|0;K=$+64|0;L=$+68|0;M=a+12|0;v=188454;do{c=b[v>>0]|0;d=c&255;if(1<<d&Z|0){t=f[N>>2]|0;f[$>>2]=t;t=t+44|0;f[O>>2]=(f[t>>2]|0)+72+(d*12|0);f[Q>>2]=ga;f[R>>2]=fa;RDa(S,f[t>>2]|0,c,ga,fa);f[T>>2]=1065353216;f[U>>2]=1065353216;f[V>>2]=1065353216;f[W>>2]=0;f[X>>2]=0;f[Y>>2]=0;d=f[w>>2]|0;f[P>>2]=f[d>>2];f[x>>2]=f[d+4>>2];f[y>>2]=f[d+8>>2];f[z>>2]=f[d+12>>2];f[A>>2]=f[d+16>>2];f[B>>2]=f[d+20>>2];f[C>>2]=f[d+24>>2];f[D>>2]=f[d+28>>2];f[E>>2]=f[d+32>>2];f[F>>2]=f[d+36>>2];f[G>>2]=f[d+40>>2];f[H>>2]=f[d+44>>2];f[I>>2]=f[d+48>>2];f[J>>2]=f[d+52>>2];f[K>>2]=f[d+56>>2];f[L>>2]=f[d+60>>2];d=f[O>>2]|0;c=f[d>>2]|0;d=f[d+4>>2]|0;if((c|0)==(d|0)){l=0.0;i=1.0;d=1065353216;j=1.0;e=1065353216;k=1.0;m=1065353216;o=0;p=0.0;q=0;r=0.0;t=0}else{do{bEa($,c);c=c+12|0}while((c|0)!=(d|0));d=f[T>>2]|0;i=(f[s>>2]=d,+n[s>>2]);e=f[U>>2]|0;j=(f[s>>2]=e,+n[s>>2]);m=f[V>>2]|0;k=(f[s>>2]=m,+n[s>>2]);o=f[W>>2]|0;l=(f[s>>2]=o,+n[s>>2]);q=f[X>>2]|0;p=(f[s>>2]=q,+n[s>>2]);t=f[Y>>2]|0;r=(f[s>>2]=t,+n[s>>2])}g=+n[a>>2];h=+n[M>>2];do if(!(g<=h)){n[a>>2]=i;n[aa>>2]=j;n[ba>>2]=k;n[ca>>2]=l;n[da>>2]=p;n[_>>2]=r}else if(i<=l){if(g>i){c=a;ea=25}else if(h<i){c=ca;ea=25}if((ea|0)==25){ea=0;f[c>>2]=d}if(+n[aa>>2]>j){c=a;ea=28}else if(+n[da>>2]<j){c=ca;ea=28}if((ea|0)==28){ea=0;f[c+4>>2]=e}if(+n[ba>>2]>k){c=a;ea=31}else if(+n[_>>2]<k){c=ca;ea=31}if((ea|0)==31){ea=0;f[c+8>>2]=m}if(+n[a>>2]>l){c=a;ea=34}else if(+n[ca>>2]<l){c=ca;ea=34}if((ea|0)==34){ea=0;f[c>>2]=o}if(+n[aa>>2]>p){c=a;ea=37}else if(+n[da>>2]<p){c=ca;ea=37}if((ea|0)==37){ea=0;f[c+4>>2]=q}if(+n[ba>>2]>r)c=a;else if(+n[_>>2]<r)c=ca;else break;f[c+8>>2]=t}while(0)}v=v+1|0}while((v|0)!=188457);c=f[fa+12>>2]|0;if(c|0)RBa(c,fa);e=f[fa>>2]|0;if(e|0){c=fa+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[ga+12>>2]|0;if(c|0)SBa(c,ga);e=f[ga>>2]|0;if(!e){u=ha;return}c=ga+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-2-e|0)>>>1)<<1);sOb(e);u=ha;return}function bEa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,k=0.0,l=0,m=0,o=0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;q=f[b>>2]|0;b=f[b+4>>2]|0;if(!b)return;H=b+q|0;G=q+1|0;r=a+80|0;F=f[r>>2]|0;b=(q|0)==-1;do if((f[F>>2]|0)==(f[F+4>>2]|0)){if(!b){l=a+104|0;c=a+116|0;h=a+108|0;m=a+112|0;i=a+120|0;b=a+124|0;o=a+116|0;F=(f[a+100>>2]|0)+((X(f[a+88>>2]|0,q+(f[a+92>>2]|0)|0)|0)<<2)|0;e=+n[F>>2];d=+n[F+4>>2];p=+n[F+8>>2];g=+n[a+56>>2]+(e*+n[a+8>>2]+d*+n[a+24>>2]+p*+n[a+40>>2]);k=+n[a+60>>2]+(e*+n[a+12>>2]+d*+n[a+28>>2]+p*+n[a+44>>2]);p=+n[a+64>>2]+(e*+n[a+16>>2]+d*+n[a+32>>2]+p*+n[a+48>>2]);d=+n[l>>2];e=+n[c>>2];if(!(d<=e)){n[l>>2]=g;n[h>>2]=k;n[m>>2]=p;n[c>>2]=g;n[i>>2]=k}else{if(g<d){c=l;I=7}else if(g>e){c=o;I=7}if((I|0)==7)n[c>>2]=g;if(k<+n[h>>2]){c=l;I=10}else if(k>+n[i>>2]){c=o;I=10}if((I|0)==10)n[c+4>>2]=k;if(p<+n[m>>2])b=l;else if(p>+n[b>>2])b=o;else break;b=b+8|0}n[b>>2]=p}}else if(!b){o=a+104|0;c=a+116|0;h=a+108|0;l=a+112|0;i=a+120|0;b=a+124|0;m=a+116|0;F=(f[a+100>>2]|0)+((X(f[a+88>>2]|0,j[(f[a+96>>2]|0)+(q<<1)>>1]|0)|0)<<2)|0;e=+n[F>>2];d=+n[F+4>>2];p=+n[F+8>>2];g=+n[a+56>>2]+(e*+n[a+8>>2]+d*+n[a+24>>2]+p*+n[a+40>>2]);k=+n[a+60>>2]+(e*+n[a+12>>2]+d*+n[a+28>>2]+p*+n[a+44>>2]);p=+n[a+64>>2]+(e*+n[a+16>>2]+d*+n[a+32>>2]+p*+n[a+48>>2]);d=+n[o>>2];e=+n[c>>2];if(!(d<=e)){n[o>>2]=g;n[h>>2]=k;n[l>>2]=p;n[c>>2]=g;n[i>>2]=k}else{if(g<d){c=o;I=20}else if(g>e){c=m;I=20}if((I|0)==20)n[c>>2]=g;if(k<+n[h>>2]){c=o;I=23}else if(k>+n[i>>2]){c=m;I=23}if((I|0)==23)n[c+4>>2]=k;if(p<+n[l>>2])b=o;else if(p>+n[b>>2])b=m;else break;b=b+8|0}n[b>>2]=p}while(0);F=f[r>>2]|0;if((f[F>>2]|0)==(f[F+4>>2]|0)){i=f[a+92>>2]|0;if(G>>>0>=H>>>0)return;l=f[a+100>>2]|0;m=f[a+88>>2]|0;o=a+104|0;q=a+8|0;r=a+24|0;s=a+40|0;t=a+56|0;u=a+12|0;v=a+28|0;w=a+44|0;x=a+60|0;y=a+16|0;z=a+32|0;A=a+48|0;B=a+64|0;C=a+108|0;D=a+112|0;E=a+116|0;F=a+124|0;h=a+120|0;c=G;do{G=l+((X(m,c+i|0)|0)<<2)|0;k=+n[G>>2];p=+n[G+4>>2];g=+n[G+8>>2];d=+n[t>>2]+(k*+n[q>>2]+p*+n[r>>2]+g*+n[s>>2]);e=+n[x>>2]+(k*+n[u>>2]+p*+n[v>>2]+g*+n[w>>2]);g=+n[B>>2]+(k*+n[y>>2]+p*+n[z>>2]+g*+n[A>>2]);if(d<+n[o>>2]){b=o;I=34}else if(d>+n[E>>2]){b=E;I=34}if((I|0)==34){I=0;n[b>>2]=d}if(e<+n[C>>2]){b=o;I=37}else if(e>+n[h>>2]){b=E;I=37}if((I|0)==37){I=0;n[b+4>>2]=e}if(g<+n[D>>2]){b=o;I=40}else if(g>+n[F>>2]){b=E;I=40}if((I|0)==40){I=0;n[b+8>>2]=g}c=c+1|0}while((c|0)!=(H|0));return}else{i=f[a+96>>2]|0;if(G>>>0>=H>>>0)return;l=f[a+100>>2]|0;m=f[a+88>>2]|0;o=a+104|0;q=a+8|0;r=a+24|0;s=a+40|0;t=a+56|0;u=a+12|0;v=a+28|0;w=a+44|0;x=a+60|0;y=a+16|0;z=a+32|0;A=a+48|0;B=a+64|0;C=a+108|0;D=a+112|0;E=a+116|0;F=a+124|0;h=a+120|0;c=G;do{G=l+((X(m,j[i+(c<<1)>>1]|0)|0)<<2)|0;k=+n[G>>2];p=+n[G+4>>2];g=+n[G+8>>2];d=+n[t>>2]+(k*+n[q>>2]+p*+n[r>>2]+g*+n[s>>2]);e=+n[x>>2]+(k*+n[u>>2]+p*+n[v>>2]+g*+n[w>>2]);g=+n[B>>2]+(k*+n[y>>2]+p*+n[z>>2]+g*+n[A>>2]);if(d<+n[o>>2]){b=o;I=46}else if(d>+n[E>>2]){b=E;I=46}if((I|0)==46){I=0;n[b>>2]=d}if(e<+n[C>>2]){b=o;I=49}else if(e>+n[h>>2]){b=E;I=49}if((I|0)==49){I=0;n[b+4>>2]=e}if(g<+n[D>>2]){b=o;I=52}else if(g>+n[F>>2]){b=E;I=52}if((I|0)==52){I=0;n[b+8>>2]=g}c=c+1|0}while((c|0)!=(H|0));return}}function cEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+160|0;q=r+144|0;p=r+128|0;j=r;VDa(q,f[64651]|0);MDa(p,f[64651]|0);k=f[b+4>>2]|0;f[j>>2]=k;h=j+4|0;k=k+44|0;f[h>>2]=(f[k>>2]|0)+72+((c&255)*12|0);f[j+72>>2]=q;f[j+76>>2]=p;RDa(j+80|0,f[k>>2]|0,c,q,p);k=j+104|0;f[k>>2]=1065353216;l=j+108|0;f[l>>2]=1065353216;m=j+112|0;f[m>>2]=1065353216;n=j+116|0;f[n>>2]=0;o=j+120|0;f[o>>2]=0;i=j+124|0;f[i>>2]=0;g=f[b+96>>2]|0;f[j+8>>2]=f[g>>2];f[j+12>>2]=f[g+4>>2];f[j+16>>2]=f[g+8>>2];f[j+20>>2]=f[g+12>>2];f[j+24>>2]=f[g+16>>2];f[j+28>>2]=f[g+20>>2];f[j+32>>2]=f[g+24>>2];f[j+36>>2]=f[g+28>>2];f[j+40>>2]=f[g+32>>2];f[j+44>>2]=f[g+36>>2];f[j+48>>2]=f[g+40>>2];f[j+52>>2]=f[g+44>>2];f[j+56>>2]=f[g+48>>2];f[j+60>>2]=f[g+52>>2];f[j+64>>2]=f[g+56>>2];f[j+68>>2]=f[g+60>>2];do if(!e){c=0;g=6}else{c=0;while(1){b=f[d+(c<<2)>>2]|0;s=f[h>>2]|0;g=f[s>>2]|0;if(b>>>0>=(((f[s+4>>2]|0)-g|0)/12|0)>>>0){g=4;break}bEa(j,g+(b*12|0)|0);c=c+1|0;if(c>>>0>=e>>>0){g=5;break}}if((g|0)==4){f[a>>2]=1065353216;f[a+4>>2]=1065353216;f[a+8>>2]=1065353216;f[a+12>>2]=0;b=0;c=0;break}else if((g|0)==5){c=f[i>>2]|0;g=6;break}}while(0);if((g|0)==6){f[a>>2]=f[k>>2];f[a+4>>2]=f[l>>2];f[a+8>>2]=f[m>>2];f[a+12>>2]=f[n>>2];b=f[o>>2]|0}f[a+16>>2]=b;f[a+20>>2]=c;c=f[p+12>>2]|0;if(c|0)RBa(c,p);g=f[p>>2]|0;if(g|0){c=p+4|0;b=f[c>>2]|0;if((b|0)!=(g|0))f[c>>2]=b+(~((b+-4-g|0)>>>2)<<2);sOb(g)}c=f[q+12>>2]|0;if(c|0)SBa(c,q);g=f[q>>2]|0;if(!g){u=r;return}c=q+4|0;b=f[c>>2]|0;if((b|0)!=(g|0))f[c>>2]=b+(~((b+-2-g|0)>>>1)<<1);sOb(g);u=r;return}function dEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;L=S+8|0;K=S;R=S+120|0;Q=S+104|0;P=S+88|0;O=S+72|0;J=S+48|0;I=S+24|0;M=S+12|0;VDa(R,f[64651]|0);MDa(Q,f[64651]|0);eEa(P,f[64651]|0);eEa(O,f[64651]|0);N=b+44|0;b=f[N>>2]|0;RDa(J,b,0,R,Q);RDa(I,f[N>>2]|0,1,R,Q);f[M>>2]=0;N=M+4|0;f[N>>2]=0;f[M+8>>2]=0;do if(!d){b=0;e=0;k=68}else{A=b+84|0;B=b+72|0;C=b+88|0;D=P+4|0;E=P+8|0;F=f[I+12>>2]|0;G=f[I+20>>2]|0;H=f[I+8>>2]|0;q=b+76|0;r=O+4|0;s=O+8|0;t=f[J+12>>2]|0;v=f[J+20>>2]|0;w=f[J+8>>2]|0;x=M+8|0;y=f[J+16>>2]|0;z=f[I+16>>2]|0;p=0;a:while(1){k=f[c+(p<<2)>>2]|0;o=f[A>>2]|0;l=o;if(k>>>0>=(((f[C>>2]|0)-o|0)/12|0)>>>0){k=83;break}n=l+(k*12|0)+4|0;h=f[n>>2]|0;if(h|0){m=f[P>>2]|0;b=f[D>>2]|0;g=m;if((b|0)!=(m|0)){b=b+(~(((b+-12-g|0)>>>0)/12|0)*12|0)|0;f[D>>2]=b}e=b;if((((f[E>>2]|0)-g|0)/12|0)>>>0<h>>>0){if(h>>>0>357913941){k=9;break}o=pOb(h*12|0)|0;e=o+(((e-g|0)/12|0)*12|0)|0;i=e;g=o+(h*12|0)|0;if((b|0)==(m|0))b=i;else{do{o=e;e=e+-12|0;h=b;b=b+-12|0;f[e>>2]=f[b>>2];f[o+-8>>2]=f[h+-8>>2];f[o+-4>>2]=f[h+-4>>2]}while((b|0)!=(m|0));b=e}f[P>>2]=b;f[D>>2]=i;f[E>>2]=g;if(m|0)sOb(m)}e=f[l+(k*12|0)>>2]|0;k=(f[n>>2]|0)+e|0;o=f[I>>2]|0;b=k>>>0>e>>>0;if((f[o>>2]|0)==(f[o+4>>2]|0)){if(b)do{b=G+((X(H,e+F|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[D>>2]|0;if(i>>>0<(f[E>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[D>>2]=i+12}else $Da(P,b,g,h);e=e+1|0}while((e|0)!=(k|0))}else if(b)do{b=G+((X(H,j[z+(e<<1)>>1]|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[D>>2]|0;if(i>>>0<(f[E>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[D>>2]=i+12}else $Da(P,b,g,h);e=e+1|0}while((e|0)!=(k|0));b=f[D>>2]|0;e=f[P>>2]|0;k=(b-e|0)/12|0;l=e;if(k>>>0>2){h=2;i=2;while(1){o=l+(h*12|0)+12|0;g=i+1|0;f[l+(i*12|0)>>2]=f[o>>2];f[l+(i*12|0)+4>>2]=f[o+4>>2];f[l+(i*12|0)+8>>2]=f[o+8>>2];h=h+2|0;if(h>>>0>=k>>>0)break;else i=g}}else g=2;h=b;if(g>>>0>k>>>0){fEa(P,g-k|0);e=f[P>>2]|0;b=f[D>>2]|0}else if(g>>>0<k>>>0){g=l+(g*12|0)|0;if((g|0)!=(h|0)){b=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0)|0;f[D>>2]=b}}o=(b-e|0)/12|0;b=f[B>>2]|0;if((f[q>>2]|0)!=(b|0)){n=0;do{m=b+(n*12|0)+4|0;i=f[m>>2]|0;do if(i>>>0>=o>>>0){l=f[O>>2]|0;e=f[r>>2]|0;h=l;if((e|0)!=(l|0)){e=e+(~(((e+-12-h|0)>>>0)/12|0)*12|0)|0;f[r>>2]=e}g=e;do if((((f[s>>2]|0)-h|0)/12|0)>>>0<i>>>0){if(i>>>0>357913941){k=39;break a}T=pOb(i*12|0)|0;g=T+(((g-h|0)/12|0)*12|0)|0;k=g;h=T+(i*12|0)|0;if((e|0)==(l|0))e=k;else{do{T=g;g=g+-12|0;i=e;e=e+-12|0;f[g>>2]=f[e>>2];f[T+-8>>2]=f[i+-8>>2];f[T+-4>>2]=f[i+-4>>2]}while((e|0)!=(l|0));e=g}f[O>>2]=e;f[r>>2]=k;f[s>>2]=h;if(!l)break;sOb(l)}while(0);e=f[b+(n*12|0)>>2]|0;k=(f[m>>2]|0)+e|0;T=f[J>>2]|0;b=k>>>0>e>>>0;if((f[T>>2]|0)==(f[T+4>>2]|0)){if(b)do{b=v+((X(w,e+t|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[r>>2]|0;if(i>>>0<(f[s>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[r>>2]=i+12}else $Da(O,b,g,h);e=e+1|0}while((e|0)!=(k|0))}else if(b)do{b=v+((X(w,j[y+(e<<1)>>1]|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[r>>2]|0;if(i>>>0<(f[s>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[r>>2]=i+12}else $Da(O,b,g,h);e=e+1|0}while((e|0)!=(k|0));if(!(gEa(P,O)|0)){e=f[P>>2]|0;b=f[D>>2]|0;do if((e|0)!=(b|0)){b=b+-12|0;if(e>>>0>=b>>>0)break;do{T=e+4|0;h=e+8|0;i=f[e>>2]|0;k=f[T>>2]|0;m=f[h>>2]|0;f[e>>2]=f[b>>2];l=b+4|0;f[T>>2]=f[l>>2];T=b+8|0;f[h>>2]=f[T>>2];f[b>>2]=i;f[l>>2]=k;f[T>>2]=m;e=e+12|0;b=b+-12|0}while(e>>>0<b>>>0)}while(0);if(!(gEa(P,O)|0))break}f[L>>2]=n;b=f[N>>2]|0;if(b>>>0<(f[x>>2]|0)>>>0){f[b>>2]=n;f[N>>2]=b+4}else aK(M,L)}while(0);n=n+1|0;b=f[B>>2]|0}while(n>>>0<(((f[q>>2]|0)-b|0)/12|0)>>>0)}}p=p+1|0;if(p>>>0>=d>>>0){k=67;break}}if((k|0)==9)vd();else if((k|0)==39)vd();else if((k|0)==67){b=f[M>>2]|0;e=f[N>>2]|0;k=68;break}else if((k|0)==83){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=f[M>>2]|0;if(!b)break;e=f[N>>2]|0;if((e|0)!=(b|0))f[N>>2]=e+(~((e+-4-b|0)>>>2)<<2);sOb(b);break}}while(0);if((k|0)==68){aDb(b,e,L);T=f[M>>2]|0;b=f[N>>2]|0;i=T;f[K>>2]=i;do if((b|0)==(T|0))k=73;else{e=L;g=K;while(1){f[e>>2]=f[g>>2];g=(f[L>>2]|0)+4|0;f[L>>2]=g;if((g|0)==(b|0)){k=71;break}e=f[K>>2]|0;h=f[e>>2]|0;if((h|0)==(f[g>>2]|0))break;else{e=K;g=L}}if((k|0)==71){k=73;break}if((e|0)==(b|0))e=b;else{g=e+8|0;if((g|0)!=(b|0))do{T=h;h=f[g>>2]|0;if((T|0)!=(h|0)){e=e+4|0;f[e>>2]=h}g=g+4|0}while((g|0)!=(b|0));e=e+4|0}}while(0);if((k|0)==73)e=b;if((b|0)!=(e|0)){b=b+(~((b+-4-e|0)>>>2)<<2)|0;f[N>>2]=b}f[a>>2]=i;f[a+4>>2]=b;T=M+8|0;f[a+8>>2]=f[T>>2];f[T>>2]=0;f[N>>2]=0;f[M>>2]=0}b=f[O+12>>2]|0;if(b|0)hEa(b,O);g=f[O>>2]|0;if(g|0){b=O+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}b=f[P+12>>2]|0;if(b|0)hEa(b,P);g=f[P>>2]|0;if(g|0){b=P+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}b=f[Q+12>>2]|0;if(b|0)RBa(b,Q);g=f[Q>>2]|0;if(g|0){b=Q+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}b=f[R+12>>2]|0;if(b|0)SBa(b,R);g=f[R>>2]|0;if(!g){u=S;return}b=R+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=S;return}function eEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257288]|0))if(MPb(257288)|0){f[64652]=0;f[64653]=0;f[64654]=0}e=f[64653]|0;if((f[64652]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64653]|0;j=h+-12|0;while(1){e=h+-12|0;f[64653]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-12-i|0)>>>0)/12|0)*12|0);sOb(i);e=f[64653]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function fEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;e=f[k>>2]|0;l=a+4|0;d=f[l>>2]|0;i=d;if(((e-d|0)/12|0)>>>0>=b>>>0){f[l>>2]=i+(b*12|0);return}c=f[a>>2]|0;g=(d-c|0)/12|0;d=g+b|0;j=c;if(d>>>0>357913941)AMb(a);m=(e-c|0)/12|0;e=m<<1;e=m>>>0<178956970?(e>>>0<d>>>0?d:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(g*12|0)|0;g=h+(e*12|0)|0;e=d+(b*12|0)|0;if((i|0)!=(j|0)){c=i;do{m=d;d=d+-12|0;i=c;c=c+-12|0;f[d>>2]=f[c>>2];f[m+-8>>2]=f[i+-8>>2];f[m+-4>>2]=f[i+-4>>2]}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=d;f[l>>2]=e;f[k>>2]=g;if(!c)return;sOb(c);return}function gEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a>>2]|0;e=(f[a+4>>2]|0)-i|0;j=(e|0)/12|0;h=f[b>>2]|0;d=((f[b+4>>2]|0)-h|0)/12|0;g=d-j|0;c=h+(g*12|0)|0;a:do if((g|0)<0)a=h;else{if(!e){j=1;return j|0}else a=h;b:while(1){b=0;while(1){if(+n[i+(b*12|0)>>2]!=+n[a+(b*12|0)>>2])break;if(+n[i+(b*12|0)+4>>2]!=+n[a+(b*12|0)+4>>2])break;if(+n[i+(b*12|0)+8>>2]!=+n[a+(b*12|0)+8>>2])break;b=b+1|0;if(b>>>0>=j>>>0){a=1;break b}}a=a+12|0;if(a>>>0>c>>>0)break a}return a|0}while(0);g=h+(d*12|0)|0;if(a>>>0>=g>>>0){j=0;return j|0}if(!e){j=1;return j|0}c:while(1){b=0;e=0;while(1){c=a+(e*12|0)|0;d=i+(e*12|0)|0;if(c>>>0<g>>>0){if(+n[d>>2]!=+n[c>>2])break;if(+n[i+(e*12|0)+4>>2]!=+n[a+(e*12|0)+4>>2])break;if(+n[i+(e*12|0)+8>>2]!=+n[a+(e*12|0)+8>>2])break}else{if(+n[d>>2]!=+n[h+(b*12|0)>>2])break;if(+n[i+(e*12|0)+4>>2]!=+n[h+(b*12|0)+4>>2])break;if(+n[i+(e*12|0)+8>>2]!=+n[h+(b*12|0)+8>>2])break;else b=b+1|0}e=e+1|0;if(e>>>0>=j>>>0){a=1;b=21;break c}}a=a+12|0;if(a>>>0>=g>>>0){a=0;b=21;break}}if((b|0)==21)return a|0;return 0}function hEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-12-a|0)>>>0)/12|0)*12|0);if(!(b[257288]|0))if(MPb(257288)|0){f[64652]=0;f[64653]=0;f[64654]=0}a=f[64653]|0;if(a>>>0<(f[64654]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64653]=a+12;return}else{iEa(258608,c);return}}function iEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function jEa(a,c){a=a|0;c=c|0;var d=0,e=0;e=c+148|0;d=b[e>>0]|0;b[e>>0]=d<<1&4|d&-5;kEa(a,c,c+56|0,(d&4)==0);return}function kEa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0;f[a>>2]=c;k=a+4|0;f[k>>2]=d;VDa(a+32|0,f[64651]|0);MDa(a+48|0,f[64651]|0);d=lMa((f[a>>2]|0)+52|0)|0;f[a+64>>2]=d;d=a+80|0;g=f[a>>2]|0;c=f[g+24>>2]|0;if(c>>>0<1537)if((f[g+28>>2]|0)>>>0<1025){j=(f[g+32>>2]|0)>>>0<513;b[d>>0]=j&1;if(j){r=+n[g+124>>2];q=+n[g+136>>2];p=+n[g+128>>2];o=+n[g+140>>2];m=+n[g+132>>2];l=+n[g+144>>2];n[a+8>>2]=r-q;n[a+12>>2]=p-o;n[a+16>>2]=m-l;n[a+20>>2]=r+q;n[a+24>>2]=p+o;n[a+28>>2]=m+l;return}}else h=3;else h=3;if((h|0)==3)b[d>>0]=0;if(!(b[g+148>>0]&2)){d=f[g+40>>2]|0;j=f[g+44>>2]|0;c=d-(f[g+36>>2]|0)|0;d=j-d|0;j=(f[g+108>>2]|0)-j|0}else{d=f[g+28>>2]|0;j=f[g+32>>2]|0}c=((c>>>0)/1536|0)+(((c>>>0)%1536|0|0)!=0&1)|0;f[a+68>>2]=0;f[a+72>>2]=c;c=(d>>>10)+((d&1023|0)!=0&1)+c|0;f[a+76>>2]=c;if(!e)return;h=f[k>>2]|0;e=f[h>>2]|0;i=h+4|0;g=f[i>>2]|0;if((e|0)==(g|0)){d=(j>>>9)+((j&511|0)!=0&1)+c|0;c=(g-e|0)/24|0;if(d>>>0>c>>>0)lEa(h,d-c|0);else if(!(d>>>0>=c>>>0|(d|0)==0)){j=e+(~((((X(d,-24)|0)+-24|0)>>>0)/24|0)*24|0)|0;f[i>>2]=j}c=f[k>>2]|0;g=f[c>>2]|0;c=(f[c+4>>2]|0)-g|0;if((c|0)>0){d=(c>>>0)/24|0;c=g;while(1){f[c>>2]=1065353216;f[c+4>>2]=1065353216;f[c+8>>2]=1065353216;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;if((d|0)>1){d=d+-1|0;c=c+24|0}else break}}}mEa(a,0,1536);mEa(a,1,1024);mEa(a,2,512);return}function lEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/24|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;c=(f[k>>2]|0)+24|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/24|0;c=e+b|0;if(c>>>0>178956970)AMb(a);g=(g-d|0)/24|0;i=g<<1;c=g>>>0<89478485?(i>>>0<c>>>0?c:i):178956970;do if(!c)h=0;else if(c>>>0>178956970)vd();else{h=pOb(c*24|0)|0;break}while(0);i=h+(e*24|0)|0;g=i;d=h+(c*24|0)|0;c=i;h=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;c=h+24|0;h=c;b=b+-1|0}while((b|0)!=0);e=d;c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=b;b=b+-24|0;g=d;d=d+-24|0;f[b>>2]=f[d>>2];f[i+-20>>2]=f[g+-20>>2];f[i+-16>>2]=f[g+-16>>2];f[i+-12>>2]=f[g+-12>>2];f[i+-8>>2]=f[g+-8>>2];f[i+-4>>2]=f[g+-4>>2]}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function mEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;E=u;u=u+48|0;m=E+24|0;B=E;d=f[a>>2]|0;e=b&255;C=f[d+24+(e<<2)>>2]|0;if(!C){u=E;return}RDa(m,d,b,a+32|0,a+48|0);b=f[a+68+(e<<2)>>2]|0;e=b+1|0;A=a+4|0;a=f[A>>2]|0;g=f[a>>2]|0;a=((f[a+4>>2]|0)-g|0)/24|0;a:do if(e>>>0<a>>>0){d=0;while(1){if(!(+n[g+(e*24|0)>>2]<=+n[g+(e*24|0)+12>>2]))break a;d=d+c|0;b=e+1|0;if(b>>>0<a>>>0){z=e;e=b;b=z}else{b=e;break}}}else d=0;while(0);if(d>>>0<C>>>0){t=B+4|0;v=B+8|0;w=B+12|0;x=B+16|0;y=B+20|0;p=f[m>>2]|0;z=f[m+12>>2]|0;q=f[m+20>>2]|0;r=f[m+8>>2]|0;o=f[m+16>>2]|0;p=(f[p>>2]|0)==(f[p+4>>2]|0);while(1){m=d+c|0;a=d;d=C>>>0<m>>>0?C:m;f[B>>2]=1065353216;f[t>>2]=1065353216;f[v>>2]=1065353216;f[w>>2]=0;f[x>>2]=0;f[y>>2]=0;e=a+1|0;g=(a|0)==-1;b:do if(p){if(g)h=1.0;else{a=q+((X(a+z|0,r)|0)<<2)|0;g=f[a>>2]|0;F=f[a+4>>2]|0;a=f[a+8>>2]|0;f[B>>2]=g;f[t>>2]=F;f[v>>2]=a;f[w>>2]=g;f[x>>2]=F;f[y>>2]=a;h=(f[s>>2]=g,+n[s>>2])}if(e>>>0<d>>>0)while(1){F=q+((X(e+z|0,r)|0)<<2)|0;i=+n[F>>2];k=+n[F+4>>2];l=+n[F+8>>2];if(i<h){a=B;D=15}else if(i>+n[w>>2]){a=w;D=15}if((D|0)==15){D=0;n[a>>2]=i}if(k<+n[t>>2]){a=B;D=18}else if(k>+n[x>>2]){a=w;D=18}if((D|0)==18){D=0;n[a+4>>2]=k}if(l<+n[v>>2]){a=B;D=21}else if(l>+n[y>>2]){a=w;D=21}if((D|0)==21){D=0;n[a+8>>2]=l}e=e+1|0;if((e|0)==(d|0))break b;h=+n[B>>2]}}else{if(g)h=1.0;else{g=q+((X(r,j[o+(a<<1)>>1]|0)|0)<<2)|0;F=f[g>>2]|0;a=f[g+4>>2]|0;g=f[g+8>>2]|0;f[B>>2]=F;f[t>>2]=a;f[v>>2]=g;f[w>>2]=F;f[x>>2]=a;f[y>>2]=g;h=(f[s>>2]=F,+n[s>>2])}if(e>>>0<d>>>0)while(1){F=q+((X(r,j[o+(e<<1)>>1]|0)|0)<<2)|0;i=+n[F>>2];k=+n[F+4>>2];l=+n[F+8>>2];if(i<h){a=B;D=27}else if(i>+n[w>>2]){a=w;D=27}if((D|0)==27){D=0;n[a>>2]=i}if(k<+n[t>>2]){a=B;D=30}else if(k>+n[x>>2]){a=w;D=30}if((D|0)==30){D=0;n[a+4>>2]=k}if(l<+n[v>>2]){a=B;D=33}else if(l>+n[y>>2]){a=w;D=33}if((D|0)==33){D=0;n[a+8>>2]=l}e=e+1|0;if((e|0)==(d|0))break b;h=+n[B>>2]}}while(0);F=f[f[A>>2]>>2]|0;f[F+(b*24|0)>>2]=f[B>>2];f[F+(b*24|0)+4>>2]=f[t>>2];f[F+(b*24|0)+8>>2]=f[v>>2];f[F+(b*24|0)+12>>2]=f[w>>2];f[F+(b*24|0)+16>>2]=f[x>>2];f[F+(b*24|0)+20>>2]=f[y>>2];if(C>>>0<=m>>>0)break;else b=b+1|0}}u=E;return}function nEa(a,b){a=a|0;b=b|0;oEa(a,b);return}function oEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=u;u=u+32|0;m=o+8|0;n=o;e=f[a>>2]|0;g=f[e>>2]|0;if(!(b[e+80>>0]|0)){l=b[a+12>>0]|0;d=l;a=(f[a+4>>2]|0)-(f[e+68+((l&255)<<2)>>2]|0)|0}else{d=b[a+12>>0]|0;a=0}switch(d<<24>>24){case 0:{l=a*1536|0;j=l+1536|0;k=f[g+24>>2]|0;j=k>>>0<j>>>0?k:j;k=l;l=j-(((j-l|0)>>>0)%3|0)|0;break}case 1:{k=a<<10;l=k+1024|0;j=f[g+28>>2]|0;l=(j>>>0<l>>>0?j:l)&-2;break}case 2:{k=a<<9;l=k+512|0;j=f[g+32>>2]|0;l=j>>>0<l>>>0?j:l;break}default:{u=o;return}}RDa(m,g,d,e+32|0,e+48|0);i=f[c>>2]|0;j=c+4|0;a=f[j>>2]|0;d=i;if((a|0)!=(i|0)){a=a+(~(((a+-24-d|0)>>>0)/24|0)*24|0)|0;f[j>>2]=a}h=c+8|0;if((((f[h>>2]|0)-d|0)/24|0)>>>0<1536){g=pOb(36864)|0;d=g+(((a-d|0)/24|0)*24|0)|0;e=d;g=g+36864|0;if((a|0)==(i|0))a=e;else{do{q=a;a=a+-24|0;p[d+-24>>3]=+p[a>>3];p[d+-16>>3]=+p[q+-16>>3];p[d+-8>>3]=+p[q+-8>>3];d=d+-24|0}while((a|0)!=(i|0));a=d}f[c>>2]=a;f[j>>2]=e;f[h>>2]=g;if(i|0)sOb(i)}f[n>>2]=c;pEa(m,k,l,n);u=o;return}function pEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0.0,r=0.0;o=f[a>>2]|0;if((f[o>>2]|0)==(f[o+4>>2]|0)){m=f[a+12>>2]|0;if(b>>>0>=c>>>0)return;o=a+20|0;l=a+8|0;do{a=(f[o>>2]|0)+((X(f[l>>2]|0,b+m|0)|0)<<2)|0;e=f[d>>2]|0;g=a+4|0;h=a+8|0;i=e+4|0;k=f[i>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){r=+n[g>>2];q=+n[h>>2];p[k>>3]=+n[a>>2];p[k+8>>3]=r;p[k+16>>3]=q;f[i>>2]=k+24}else qEa(e,a,g,h);b=b+1|0}while((b|0)!=(c|0));return}else{m=f[a+16>>2]|0;if(b>>>0>=c>>>0)return;o=a+20|0;l=a+8|0;do{a=(f[o>>2]|0)+((X(f[l>>2]|0,j[m+(b<<1)>>1]|0)|0)<<2)|0;e=f[d>>2]|0;g=a+4|0;h=a+8|0;i=e+4|0;k=f[i>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){q=+n[g>>2];r=+n[h>>2];p[k>>3]=+n[a>>2];p[k+8>>3]=q;p[k+16>>3]=r;f[i>>2]=k+24}else qEa(e,a,g,h);b=b+1|0}while((b|0)!=(c|0));return}}function qEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0;o=a+4|0;g=f[o>>2]|0;q=f[a>>2]|0;j=(g-q|0)/24|0;e=j+1|0;l=q;if(e>>>0>178956970)AMb(a);m=a+8|0;k=((f[m>>2]|0)-q|0)/24|0;h=k<<1;h=k>>>0<89478485?(h>>>0<e>>>0?e:h):178956970;do if(!h)i=0;else if(h>>>0>178956970)vd();else{i=pOb(h*24|0)|0;break}while(0);e=i+(j*24|0)|0;k=i+(h*24|0)|0;s=+n[c>>2];r=+n[d>>2];p[e>>3]=+n[b>>2];p[i+(j*24|0)+8>>3]=s;p[i+(j*24|0)+16>>3]=r;h=e+24|0;if((g|0)!=(l|0))do{j=g;g=g+-24|0;p[e+-24>>3]=+p[g>>3];p[e+-16>>3]=+p[j+-16>>3];p[e+-8>>3]=+p[j+-8>>3];e=e+-24|0}while((g|0)!=(l|0));f[a>>2]=e;f[o>>2]=h;f[m>>2]=k;if(!q)return;sOb(q);return}function rEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+72>>2]|0;e=f[c+68>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=0;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function sEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+76>>2]|0;e=f[c+72>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=1;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function tEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+4>>2]|0;d=((f[d+4>>2]|0)-(f[d>>2]|0)|0)/24|0;e=f[c+76>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=2;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function uEa(a){a=a|0;var c=0;c=(f[a+4>>2]|0)+1|0;if(c>>>0>=(f[a+8>>2]|0)>>>0){c=0;return c|0}if(b[a+13>>0]|0){c=1;return c|0}a=f[f[(f[a>>2]|0)+4>>2]>>2]|0;c=+n[a+(c*24|0)>>2]<=+n[a+(c*24|0)+12>>2];return c|0}function vEa(a){a=a|0;a=a+4|0;f[a>>2]=(f[a>>2]|0)+1;return}function wEa(a){a=a|0;var c=0;c=f[a>>2]|0;if(!(b[c+80>>0]|0)){c=(f[f[c+4>>2]>>2]|0)+((f[a+4>>2]|0)*24|0)|0;return c|0}else{c=c+8|0;return c|0}return 0}function xEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+32|0;A=D+24|0;B=D;f[A>>2]=0;f[A+4>>2]=-1;a=(IRa(a)|0)+8|0;a=f[a>>2]|0;a:do if(!a){g=0;a=0}else{g=f[(f[a+12>>2]|0)+56>>2]|0;if(!g)do{a=f[a>>2]|0;if(!a){g=0;a=0;break a}g=f[(f[a+12>>2]|0)+56>>2]|0}while((g|0)==0)}while(0);m=e+12|0;o=B+4|0;p=e+4|0;q=B+8|0;r=e+8|0;s=e+12|0;t=B+12|0;v=B+16|0;w=e+16|0;x=B+20|0;y=e+20|0;z=B+12|0;if(!a){u=D;return}b:while(1){do{h=f[g+12>>2]|0;do if(h|0){E=h+200|0;if((f[E>>2]&-268435456|0)==0&0==0)if(yEa(h,A,b,c,d,B)|0){i=+n[e>>2];j=+n[m>>2];if(!(i<=j)){f[e>>2]=f[B>>2];f[p>>2]=f[o>>2];f[r>>2]=f[q>>2];f[s>>2]=f[t>>2];f[w>>2]=f[v>>2];f[y>>2]=f[x>>2];break}k=+n[B>>2];l=+n[z>>2];if(k<=l){if(k<i){h=e;C=15}else if(k>j){h=s;C=15}if((C|0)==15){C=0;n[h>>2]=k}i=+n[o>>2];if(i<+n[p>>2]){h=e;C=18}else if(i>+n[w>>2]){h=s;C=18}if((C|0)==18){C=0;n[h+4>>2]=i}i=+n[q>>2];if(i<+n[r>>2]){h=e;C=21}else if(i>+n[y>>2]){h=s;C=21}if((C|0)==21){C=0;n[h+8>>2]=i}if(l<+n[e>>2]){h=e;C=24}else if(l>+n[s>>2]){h=s;C=24}if((C|0)==24){C=0;n[h>>2]=l}i=+n[v>>2];if(i<+n[p>>2]){h=e;C=27}else if(i>+n[w>>2]){h=s;C=27}if((C|0)==27){C=0;n[h+4>>2]=i}i=+n[x>>2];if(i<+n[r>>2])h=e;else if(i>+n[y>>2])h=s;else break;n[h+8>>2]=i}}}while(0);g=f[g>>2]|0}while((g|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;g=f[(f[a+12>>2]|0)+56>>2]|0;if(g)continue b}}u=D;return}function yEa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0;j=u;u=u+32|0;i=j;if(!e)if(f[a+196>>2]&65536|0){i=0;u=j;return i|0}e=f[a+4>>2]|0;if(!e){g=a+116|0;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;i=0;u=j;return i|0}if(g)if(!(b[(f[e+44>>2]|0)+148>>0]&2)){g=a+116|0;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;i=0;u=j;return i|0}else{aEa(i,d,a);d=f[i>>2]|0;f[i>>2]=f[h>>2];f[h>>2]=d;e=i+4|0;a=f[e>>2]|0;g=h+4|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=i+8|0;a=f[g>>2]|0;e=h+8|0;f[g>>2]=f[e>>2];f[e>>2]=a;e=h+12|0;a=i+12|0;g=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=g;e=i+16|0;a=f[e>>2]|0;c=h+16|0;f[e>>2]=f[c>>2];f[c>>2]=a;f[h+20>>2]=f[i+20>>2];k=(f[s>>2]=d,+n[s>>2]);i=k<=(f[s>>2]=g,+n[s>>2]);u=j;return i|0}else{if(d)if(!((GJa(a)|0)<<24>>24)){i=0;u=j;return i|0}JJa(a,h,h+12|0);i=1;u=j;return i|0}return 0}function zEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+20|0;m=o+8|0;k=o;f[m>>2]=0;n=m+4|0;f[n>>2]=0;f[m+8>>2]=0;f[l>>2]=f[64655];IQa(k,a,l);g=f[(f[k>>2]|0)+56>>2]|0;if(!g){g=0;h=0}else{j=m+8|0;do{h=g;i=(f[h+12>>2]|0)+200|0;if((f[i>>2]&-268435456|0)==0&0==0){h=f[h+8>>2]|0;f[l>>2]=h;i=f[n>>2]|0;if(i>>>0<(f[j>>2]|0)>>>0){f[i>>2]=0;f[i+4>>2]=h;f[n>>2]=i+8}else BEa(m,258620,l)}g=f[g>>2]|0}while((g|0)!=0);g=f[m>>2]|0;h=f[n>>2]|0}f[l>>2]=h-g>>3;AEa(a,g,l,b,c,d,e);g=f[k+4>>2]|0;if(g|0)iOb(g);g=f[m>>2]|0;if(!g){u=o;return}h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);u=o;return}function AEa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+32|0;z=D+24|0;A=D;B=f[c>>2]|0;if(!B){u=D;return}k=z+4|0;l=B;do{i=l+-1|0;f[c>>2]=i;i=b+(i<<3)|0;ARa(z,a,i);j=f[z>>2]|0;if(!j)j=0;else{y=i;f[y>>2]=0;f[y+4>>2]=-1;j=yEa(j,i,d,e,g,h)|0}i=f[k>>2]|0;if(i|0)iOb(i);l=f[c>>2]|0;i=(l|0)==0;if(j){C=9;break}}while(!i);if((C|0)==9)if(!i){k=z+4|0;o=A+4|0;p=h+4|0;q=A+8|0;r=h+8|0;s=A+12|0;t=A+16|0;v=A+20|0;w=h+12|0;x=h+20|0;y=h+16|0;i=l;do{i=i+-1|0;f[c>>2]=i;i=b+(i<<3)|0;ARa(z,a,i);j=f[z>>2]|0;if(!j)i=0;else{l=i;f[l>>2]=0;f[l+4>>2]=-1;i=yEa(j,i,d,e,g,A)|0}j=f[k>>2]|0;if(j|0)iOb(j);do if(i){m=+n[A>>2];if(m<+n[h>>2]){i=h;C=18}else if(m>+n[w>>2]){i=w;C=18}if((C|0)==18){C=0;n[i>>2]=m}m=+n[o>>2];if(m<+n[p>>2]){i=h;C=21}else if(m>+n[y>>2]){i=w;C=21}if((C|0)==21){C=0;n[i+4>>2]=m}m=+n[q>>2];if(m<+n[r>>2]){i=h;C=24}else if(m>+n[x>>2]){i=w;C=24}if((C|0)==24){C=0;n[i+8>>2]=m}m=+n[s>>2];if(m<+n[h>>2]){i=h;C=27}else if(m>+n[w>>2]){i=w;C=27}if((C|0)==27){C=0;n[i>>2]=m}m=+n[t>>2];if(m<+n[p>>2]){i=h;C=30}else if(m>+n[y>>2]){i=w;C=30}if((C|0)==30){C=0;n[i+4>>2]=m}m=+n[v>>2];if(m<+n[r>>2])i=h;else if(m>+n[x>>2])i=w;else break;n[i+8>>2]=m}while(0);i=f[c>>2]|0}while((i|0)!=0)}l=b+(B<<3)|0;i=b;while(1){if(!(f[i>>2]|0))if((f[i+4>>2]|0)==-1){C=39;break}i=i+8|0;if((i|0)==(l|0)){i=l;break}}a:do if((C|0)==39)if((i|0)==(l|0))i=l;else{j=i;while(1){do{k=j;j=j+8|0;if((j|0)==(l|0))break a;if(f[j>>2]|0)break}while((f[k+12>>2]|0)==-1);A=j;B=f[A+4>>2]|0;C=i;f[C>>2]=f[A>>2];f[C+4>>2]=B;i=i+8|0}}while(0);f[c>>2]=i-b>>3;u=D;return}function BEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function CEa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;G=u;u=u+64|0;o=G+48|0;m=G+44|0;l=G+40|0;q=G+36|0;r=G+32|0;t=G+52|0;v=G+28|0;w=G+24|0;d=G;f[d>>2]=1065353216;E=d+4|0;f[E>>2]=1065353216;F=d+8|0;f[F>>2]=1065353216;i=d+12|0;f[i>>2]=0;C=d+16|0;f[C>>2]=0;D=d+20|0;f[D>>2]=0;j=gSa(a)|0;h=j+40|0;if(!(b[h>>0]|0))h=j+4|0;else{b[h>>0]=0;f[q>>2]=f[j>>2];h=j+4|0;f[r>>2]=f[h>>2];f[l>>2]=f[q>>2];f[m>>2]=f[r>>2];b[o>>0]=b[t>>0]|0;H=aDa(l,m,o)|0;f[v>>2]=H;f[w>>2]=f[h>>2];f[m>>2]=f[v>>2];f[o>>2]=f[w>>2];bDa(j,m,o)|0}if((f[j>>2]|0)==(f[h>>2]|0)){e=1.0;x=0.0;y=1.0;z=1.0;A=0.0}else{K=DEa(gSa(a)|0)|0;J=f[K>>2]|0;f[d>>2]=J;h=f[K+4>>2]|0;f[E>>2]=h;H=f[K+8>>2]|0;f[F>>2]=H;I=f[K+12>>2]|0;f[i>>2]=I;j=f[K+16>>2]|0;f[C>>2]=j;f[D>>2]=f[K+20>>2];y=(f[s>>2]=J,+n[s>>2]);x=(f[s>>2]=I,+n[s>>2]);z=(f[s>>2]=h,+n[s>>2]);A=(f[s>>2]=j,+n[s>>2]);e=(f[s>>2]=H,+n[s>>2])}j=FQa(a)|0;h=j+40|0;if(!(b[h>>0]|0))h=j+4|0;else{b[h>>0]=0;f[q>>2]=f[j>>2];h=j+4|0;f[r>>2]=f[h>>2];f[l>>2]=f[q>>2];f[m>>2]=f[r>>2];b[o>>0]=b[t>>0]|0;K=cDa(l,m,o)|0;f[v>>2]=K;f[w>>2]=f[h>>2];f[m>>2]=f[v>>2];f[o>>2]=f[w>>2];dDa(j,m,o)|0}do if((f[j>>2]|0)==(f[h>>2]|0))h=d+12|0;else{l=EEa(FQa(a)|0)|0;h=d+12|0;if(!(y<=x)){f[d>>2]=f[l>>2];f[E>>2]=f[l+4>>2];f[F>>2]=f[l+8>>2];f[i>>2]=f[l+12>>2];f[C>>2]=f[l+16>>2];f[D>>2]=f[l+20>>2];break}g=+n[l>>2];k=+n[l+12>>2];if(g<=k){if(g<y){j=d;B=15}else if(g>x){j=i;B=15}if((B|0)==15)n[j>>2]=g;g=+n[l+4>>2];if(g<z){j=d;B=18}else if(g>A){j=i;B=18}if((B|0)==18){n[j+4>>2]=g;e=+n[F>>2]}g=+n[l+8>>2];if(g<e){j=d;B=21}else if(g>+n[D>>2]){j=i;B=21}if((B|0)==21)n[j+8>>2]=g;if(k<+n[d>>2]){j=d;B=24}else if(k>+n[i>>2]){j=i;B=24}if((B|0)==24)n[j>>2]=k;e=+n[l+16>>2];if(e<+n[E>>2]){j=d;B=27}else if(e>+n[C>>2]){j=i;B=27}if((B|0)==27)n[j+4>>2]=e;e=+n[l+20>>2];if(e<+n[F>>2])i=d;else if(!(e>+n[D>>2]))break;n[i+8>>2]=e}}while(0);g=+n[d>>2];e=+n[h>>2];if(!(g<=e)){K=0;u=G;return K|0}x=+n[E>>2];y=+n[F>>2];z=+n[C>>2];A=+n[D>>2];p[c>>3]=g;p[c+8>>3]=x;p[c+16>>3]=y;p[c+24>>3]=e;p[c+32>>3]=z;p[c+40>>3]=A;K=1;u=G;return K|0}function DEa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,t=0,v=0;v=u;u=u+32|0;e=v+24|0;d=v+20|0;c=v+16|0;g=v+12|0;h=v+8|0;i=v+4|0;j=v;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];r=a+4|0;f[h>>2]=f[r>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[v+28>>0]|0;q=aDa(c,d,e)|0;f[i>>2]=q;f[j>>2]=f[r>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];bDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0))d=a+12|0;else{b[c>>0]=0;d=a+12|0;f[d>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;e=f[a+4>>2]|0;if((c|0)!=(e|0)){g=a+42|0;do{if(!(GEa(f[c>>2]|0)|0))b[g>>0]=1;c=c+4|0}while((c|0)!=(e|0))}}i=a+12|0;if(+n[i>>2]<=+n[a+24>>2])if(+n[a+16>>2]<=+n[a+28>>2])if(+n[a+20>>2]<=+n[a+32>>2]){u=v;return d|0}c=f[a>>2]|0;j=f[a+4>>2]|0;if((c|0)==(j|0)){u=v;return d|0}h=f[c>>2]|0;e=f[h>>2]|0;f[d>>2]=e;k=a+16|0;f[k>>2]=f[h+4>>2];o=a+20|0;f[o>>2]=f[h+8>>2];p=a+24|0;f[p>>2]=f[h+12>>2];q=a+28|0;f[q>>2]=f[h+16>>2];r=a+32|0;f[r>>2]=f[h+20>>2];c=c+4|0;if((c|0)==(j|0)){u=v;return d|0}h=a+12|0;l=(f[s>>2]=e,+n[s>>2]);while(1){g=f[c>>2]|0;m=+n[g>>2];if(m<l){e=h;t=18}else if(m>+n[p>>2]){e=p;t=18}if((t|0)==18){t=0;n[e>>2]=m}l=+n[g+4>>2];if(l<+n[k>>2]){e=h;t=21}else if(l>+n[q>>2]){e=p;t=21}if((t|0)==21){t=0;n[e+4>>2]=l}l=+n[g+8>>2];if(l<+n[o>>2]){e=h;t=24}else if(l>+n[r>>2]){e=p;t=24}if((t|0)==24){t=0;n[e+8>>2]=l}l=+n[g+12>>2];if(l<+n[i>>2]){e=h;t=27}else if(l>+n[p>>2]){e=p;t=27}if((t|0)==27){t=0;n[e>>2]=l}l=+n[g+16>>2];if(l<+n[k>>2]){e=h;t=30}else if(l>+n[q>>2]){e=p;t=30}if((t|0)==30){t=0;n[e+4>>2]=l}l=+n[g+20>>2];if(l<+n[o>>2]){e=h;t=35}else if(l>+n[r>>2]){e=p;t=35}if((t|0)==35){t=0;n[e+8>>2]=l}c=c+4|0;if((c|0)==(j|0))break;l=+n[i>>2]}u=v;return d|0}function EEa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,t=0,v=0;v=u;u=u+32|0;e=v+24|0;d=v+20|0;c=v+16|0;g=v+12|0;h=v+8|0;i=v+4|0;j=v;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];r=a+4|0;f[h>>2]=f[r>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[v+28>>0]|0;q=cDa(c,d,e)|0;f[i>>2]=q;f[j>>2]=f[r>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];dDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0))d=a+12|0;else{b[c>>0]=0;d=a+12|0;f[d>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;e=f[a+4>>2]|0;if((c|0)!=(e|0)){g=a+42|0;do{if(!(FEa(f[c>>2]|0)|0))b[g>>0]=1;c=c+4|0}while((c|0)!=(e|0))}}i=a+12|0;if(+n[i>>2]<=+n[a+24>>2])if(+n[a+16>>2]<=+n[a+28>>2])if(+n[a+20>>2]<=+n[a+32>>2]){u=v;return d|0}c=f[a>>2]|0;j=f[a+4>>2]|0;if((c|0)==(j|0)){u=v;return d|0}h=f[c>>2]|0;e=f[h>>2]|0;f[d>>2]=e;k=a+16|0;f[k>>2]=f[h+4>>2];o=a+20|0;f[o>>2]=f[h+8>>2];p=a+24|0;f[p>>2]=f[h+12>>2];q=a+28|0;f[q>>2]=f[h+16>>2];r=a+32|0;f[r>>2]=f[h+20>>2];c=c+4|0;if((c|0)==(j|0)){u=v;return d|0}h=a+12|0;l=(f[s>>2]=e,+n[s>>2]);while(1){g=f[c>>2]|0;m=+n[g>>2];if(m<l){e=h;t=18}else if(m>+n[p>>2]){e=p;t=18}if((t|0)==18){t=0;n[e>>2]=m}l=+n[g+4>>2];if(l<+n[k>>2]){e=h;t=21}else if(l>+n[q>>2]){e=p;t=21}if((t|0)==21){t=0;n[e+4>>2]=l}l=+n[g+8>>2];if(l<+n[o>>2]){e=h;t=24}else if(l>+n[r>>2]){e=p;t=24}if((t|0)==24){t=0;n[e+8>>2]=l}l=+n[g+12>>2];if(l<+n[i>>2]){e=h;t=27}else if(l>+n[p>>2]){e=p;t=27}if((t|0)==27){t=0;n[e>>2]=l}l=+n[g+16>>2];if(l<+n[k>>2]){e=h;t=30}else if(l>+n[q>>2]){e=p;t=30}if((t|0)==30){t=0;n[e+4>>2]=l}l=+n[g+20>>2];if(l<+n[o>>2]){e=h;t=35}else if(l>+n[r>>2]){e=p;t=35}if((t|0)==35){t=0;n[e+8>>2]=l}c=c+4|0;if((c|0)==(j|0))break;l=+n[i>>2]}u=v;return d|0}function FEa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;c=a+49|0;if(b[c>>0]|0){t=1;u=v;return t|0}if(f[a+36>>2]|0){t=0;u=v;return t|0}e=f[a+24>>2]|0;d=a+28|0;if((e|0)==(f[d>>2]|0)){t=0;u=v;return t|0}b[c>>0]=1;cGa(s,f[e>>2]|0);p=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=p;p=s+4|0;r=f[p>>2]|0;m=a+4|0;f[p>>2]=f[m>>2];f[m>>2]=r;r=s+8|0;p=f[r>>2]|0;o=a+8|0;f[r>>2]=f[o>>2];f[o>>2]=p;p=a+12|0;r=s+12|0;l=f[r>>2]|0;f[r>>2]=f[p>>2];f[p>>2]=l;l=s+16|0;r=f[l>>2]|0;q=a+16|0;f[l>>2]=f[q>>2];f[q>>2]=r;r=a+20|0;f[r>>2]=f[s+20>>2];l=f[d>>2]|0;c=e+4|0;if((c|0)==(l|0)){t=1;u=v;return t|0}e=s+4|0;h=s+8|0;i=s+12|0;j=s+16|0;k=s+20|0;do{cGa(s,f[c>>2]|0);g=+n[s>>2];if(g<+n[a>>2]){d=a;t=8}else if(g>+n[p>>2]){d=p;t=8}if((t|0)==8){t=0;n[d>>2]=g}g=+n[e>>2];if(g<+n[m>>2]){d=a;t=11}else if(g>+n[q>>2]){d=p;t=11}if((t|0)==11){t=0;n[d+4>>2]=g}g=+n[h>>2];if(g<+n[o>>2]){d=a;t=14}else if(g>+n[r>>2]){d=p;t=14}if((t|0)==14){t=0;n[d+8>>2]=g}g=+n[i>>2];if(g<+n[a>>2]){d=a;t=17}else if(g>+n[p>>2]){d=p;t=17}if((t|0)==17){t=0;n[d>>2]=g}g=+n[j>>2];if(g<+n[m>>2]){d=a;t=20}else if(g>+n[q>>2]){d=p;t=20}if((t|0)==20){t=0;n[d+4>>2]=g}g=+n[k>>2];if(g<+n[o>>2]){d=a;t=23}else if(g>+n[r>>2]){d=p;t=23}if((t|0)==23){t=0;n[d+8>>2]=g}c=c+4|0}while((c|0)!=(l|0));c=1;u=v;return c|0}function GEa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;c=a+49|0;if(b[c>>0]|0){t=1;u=v;return t|0}if(f[a+36>>2]|0){t=0;u=v;return t|0}e=f[a+24>>2]|0;d=a+28|0;if((e|0)==(f[d>>2]|0)){t=0;u=v;return t|0}b[c>>0]=1;UNa(s,f[e>>2]|0);p=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=p;p=s+4|0;r=f[p>>2]|0;m=a+4|0;f[p>>2]=f[m>>2];f[m>>2]=r;r=s+8|0;p=f[r>>2]|0;o=a+8|0;f[r>>2]=f[o>>2];f[o>>2]=p;p=a+12|0;r=s+12|0;l=f[r>>2]|0;f[r>>2]=f[p>>2];f[p>>2]=l;l=s+16|0;r=f[l>>2]|0;q=a+16|0;f[l>>2]=f[q>>2];f[q>>2]=r;r=a+20|0;f[r>>2]=f[s+20>>2];l=f[d>>2]|0;c=e+4|0;if((c|0)==(l|0)){t=1;u=v;return t|0}e=s+4|0;h=s+8|0;i=s+12|0;j=s+16|0;k=s+20|0;do{UNa(s,f[c>>2]|0);g=+n[s>>2];if(g<+n[a>>2]){d=a;t=8}else if(g>+n[p>>2]){d=p;t=8}if((t|0)==8){t=0;n[d>>2]=g}g=+n[e>>2];if(g<+n[m>>2]){d=a;t=11}else if(g>+n[q>>2]){d=p;t=11}if((t|0)==11){t=0;n[d+4>>2]=g}g=+n[h>>2];if(g<+n[o>>2]){d=a;t=14}else if(g>+n[r>>2]){d=p;t=14}if((t|0)==14){t=0;n[d+8>>2]=g}g=+n[i>>2];if(g<+n[a>>2]){d=a;t=17}else if(g>+n[p>>2]){d=p;t=17}if((t|0)==17){t=0;n[d>>2]=g}g=+n[j>>2];if(g<+n[m>>2]){d=a;t=20}else if(g>+n[q>>2]){d=p;t=20}if((t|0)==20){t=0;n[d+4>>2]=g}g=+n[k>>2];if(g<+n[o>>2]){d=a;t=23}else if(g>+n[r>>2]){d=p;t=23}if((t|0)==23){t=0;n[d+8>>2]=g}c=c+4|0}while((c|0)!=(l|0));c=1;u=v;return c|0}function HEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[a+44>>2]|0;e=b*3|0;a=f[d+76>>2]|0;b=f[d+72>>2]|0;d=b;if((a|0)==(b|0)){e=0;return e|0}b=(a-b|0)/12|0;a=0;while(1){c=f[d+(a*12|0)>>2]|0;if(e>>>0>=c>>>0)if(e>>>0<((f[d+(a*12|0)+4>>2]|0)+c|0)>>>0){b=6;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=6;break}}if((b|0)==6)return a|0;return 0}function IEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[a+44>>2]|0;e=b<<1;a=f[d+88>>2]|0;b=f[d+84>>2]|0;d=b;if((a|0)==(b|0)){e=0;return e|0}b=(a-b|0)/12|0;a=0;while(1){c=f[d+(a*12|0)>>2]|0;if(e>>>0>=c>>>0)if(e>>>0<((f[d+(a*12|0)+4>>2]|0)+c|0)>>>0){b=6;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=6;break}}if((b|0)==6)return a|0;return 0}function JEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=f[a+44>>2]|0;a=f[c+100>>2]|0;c=f[c+96>>2]|0;e=c;if((a|0)==(c|0)){b=0;return b|0}c=(a-c|0)/12|0;a=0;while(1){d=f[e+(a*12|0)>>2]|0;if(d>>>0<=b>>>0)if(((f[e+(a*12|0)+4>>2]|0)+d|0)>>>0>b>>>0){c=6;break}a=a+1|0;if(a>>>0>=c>>>0){a=0;c=6;break}}if((c|0)==6)return a|0;return 0}function KEa(){if(!(b[257144]|0))MPb(257144)|0;f[64656]=262921;return}function LEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257312]|0))if(MPb(257312)|0){f[64663]=0;f[64664]=0;f[64665]=0}d=f[64664]|0;if((f[64663]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64664]|0;e=d+-20|0;do{g=d+-20|0;f[64664]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64664]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function MEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257304]|0))if(MPb(257304)|0){f[64660]=0;f[64661]=0;f[64662]=0}e=f[64661]|0;if((f[64660]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64661]|0;j=h+-12|0;while(1){e=h+-12|0;f[64661]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(i);e=f[64661]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function NEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257296]|0))if(MPb(257296)|0){f[64657]=0;f[64658]=0;f[64659]=0}e=f[64658]|0;if((f[64657]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64658]|0;j=h+-12|0;while(1){e=h+-12|0;f[64658]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(i);e=f[64658]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function OEa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=e+(d<<2)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;l=e;g=d<<2;h=g>>2;if(h|0){if(h>>>0>1073741823)AMb(a);i=pOb(g)|0;f[k>>2]=i;f[a>>2]=i;f[a+8>>2]=i+(h<<2);if(d|0){d=j+-4|0;g=i;while(1){f[g>>2]=f[e>>2];e=e+4|0;if((e|0)==(j|0))break;else g=g+4|0}f[k>>2]=i+(((d-l|0)>>>2)+1<<2)}}j=c;k=f[j+4>>2]|0;l=a+12|0;f[l>>2]=f[j>>2];f[l+4>>2]=k;b[a+20>>0]=0;return}function PEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function QEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function REa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+64|0;h=i;f[h>>2]=b;g=h+4|0;LEa(g,f[64656]|0);MEa(h+28|0,f[64656]|0);NEa(h+44|0,f[64656]|0);e=h+16|0;if(f[e>>2]|0){d=h+12|0;b=f[d>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);f[d>>2]=0;d=f[h+8>>2]|0;if(d|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0}b=f[c>>2]|0;d=c+4|0;e=f[d>>2]|0;if((e|0)==(b|0)){SEa(a,h,c);TEa(h);u=i;return}f[d>>2]=e+(~((e+-8-b|0)>>>3)<<3);SEa(a,h,c);TEa(h);u=i;return}function SEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;v=x+8|0;t=x;w=b+4|0;m=a+12|0;i=f[m>>2]|0;j=f[a+16>>2]|0;r=j+-1640531527+(i<<6)+(i>>>2)^i;o=b+8|0;p=f[o>>2]|0;q=(p|0)==0;a:do if(q){d=0;s=20}else{h=p+-1|0;g=(h&p|0)==0;if(g)d=r&h;else if(r>>>0<p>>>0)d=r;else d=(r>>>0)%(p>>>0)|0;e=f[(f[w>>2]|0)+(d<<2)>>2]|0;if(!e)s=20;else{e=f[e>>2]|0;if(!e)s=20;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(r|0)|(g&h|0)==(d|0))){s=20;break a}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){s=20;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(r|0)){if(g>>>0>=p>>>0)g=(g>>>0)%(p>>>0)|0;if((g|0)!=(d|0)){s=20;break a}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){s=20;break}}}}}while(0);if((s|0)==20){i=pOb(16)|0;j=m;m=f[j+4>>2]|0;h=i+8|0;f[h>>2]=f[j>>2];f[h+4>>2]=m;f[i+4>>2]=r;f[i>>2]=0;h=b+16|0;k=+(((f[h>>2]|0)+1|0)>>>0);l=+n[b+20>>2];do if(q|l*+(p>>>0)<k){d=p<<1|(p>>>0<3|(p+-1&p|0)!=0)&1;e=~~+W(+(k/l))>>>0;_Ea(w,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&r;break}if(r>>>0<d>>>0){g=d;d=r}else{g=d;d=(r>>>0)%(d>>>0)|0}}else g=p;while(0);e=(f[w>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=b+12|0;f[i>>2]=f[d>>2];f[d>>2]=i;f[e>>2]=d;d=f[i>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[w>>2]|0)+(d<<2)|0;s=33}}else{f[i>>2]=f[d>>2];s=33}if((s|0)==33)f[d>>2]=i;f[h>>2]=(f[h>>2]|0)+1}p=c+4|0;h=f[p>>2]|0;g=f[c>>2]|0;d=h-g>>3;i=f[a>>2]|0;j=(f[a+4>>2]|0)-i>>2;m=h;e=g;if(j>>>0>1){s=f[i+4>>2]|0;i=i+8+(s<<2)|0;if((j+-2-s|0)>>>0>1){o=f[i>>2]|0;j=i+4|0;f[v>>2]=f[a+12>>2];if(!o)e=h;else{i=c+8|0;e=0;h=m;while(1){g=f[j+(e<<2)>>2]|0;f[t>>2]=g;if(h>>>0<(f[i>>2]|0)>>>0){f[h>>2]=f[v>>2];f[h+4>>2]=g;f[p>>2]=h+8}else PEa(c,v,t);e=e+1|0;if((e|0)==(o|0))break;h=f[p>>2]|0}e=f[p>>2]|0;g=f[c>>2]|0}i=g;h=e;e=g}else i=g}else i=g;g=h-i>>3;if(d>>>0>=g>>>0){u=x;return}h=v+4|0;while(1){e=e+(d<<3)|0;if(!($Ea(w,e)|0)){CRa(v,f[b>>2]|0,e);SEa(f[v>>2]|0,b,c);e=f[h>>2]|0;if(e|0)iOb(e)}d=d+1|0;if((d|0)==(g|0))break;e=f[c>>2]|0}u=x;return}function TEa(a){a=a|0;var b=0,c=0,d=0;b=a+44|0;c=f[a+56>>2]|0;if(c|0)UEa(c,b);b=f[b>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=a+28|0;c=f[a+40>>2]|0;if(c|0)VEa(c,b);b=f[b>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}c=a+4|0;b=f[a+24>>2]|0;if(b|0)WEa(b,c);b=f[a+12>>2]|0;if(b|0)do{a=b;b=f[b>>2]|0;sOb(a)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(!b)return;sOb(b);return}function UEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);if(!(b[257296]|0))if(MPb(257296)|0){f[64657]=0;f[64658]=0;f[64659]=0}a=f[64658]|0;if(a>>>0<(f[64659]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64658]=a+12;return}else{ZEa(258628,c);return}}function VEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);if(!(b[257304]|0))if(MPb(257304)|0){f[64660]=0;f[64661]=0;f[64662]=0}a=f[64661]|0;if(a>>>0<(f[64662]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64661]=a+12;return}else{YEa(258640,c);return}}function WEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257312]|0))if(MPb(257312)|0){f[64663]=0;f[64664]=0;f[64665]=0}a=f[64664]|0;if(a>>>0>=(f[64665]|0)>>>0){XEa(258652,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64664]=(f[64664]|0)+20;return}function XEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function YEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function ZEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function _Ea(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){aFa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;aFa(a,b);return}function $Ea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function aFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function bFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+96|0;m=t+8|0;n=t+84|0;s=t+24|0;o=t;p=t+16|0;f[s>>2]=b;LEa(s+4|0,f[64656]|0);h=s+28|0;MEa(h,f[64656]|0);NEa(s+44|0,f[64656]|0);d=f[c>>2]|0;r=c+4|0;e=f[r>>2]|0;if((e|0)!=(d|0))f[r>>2]=e+(~((e+-8-d|0)>>>3)<<3);d=f[h>>2]|0;g=s+32|0;e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~((e+-8-d|0)>>>3)<<3);REa(a,b,h);d=f[h>>2]|0;j=f[g>>2]|0;if((d|0)!=(j|0)){k=c+8|0;l=p+4|0;i=d;do{d=i;h=f[d+4>>2]|0;e=o;f[e>>2]=f[d>>2];f[e+4>>2]=h;CRa(p,b,o);e=f[p>>2]|0;h=f[e>>2]|0;d=h;if((f[e+4>>2]|0)-h>>2>>>0>1){h=f[d+4>>2]|0;a=d+8|0;f[m>>2]=f[e+12>>2];if(h|0){d=0;do{e=f[a+(d<<2)>>2]|0;f[n>>2]=e;g=f[r>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){f[g>>2]=f[m>>2];f[g+4>>2]=e;f[r>>2]=g+8}else QEa(c,m,n);d=d+1|0}while((d|0)!=(h|0))}}d=f[l>>2]|0;if(d|0)iOb(d);i=i+8|0}while((i|0)!=(j|0))}cFa(f[c>>2]|0,f[r>>2]|0,m);d=f[c>>2]|0;e=f[r>>2]|0;a:do if((d|0)==(e|0))g=d;else{g=d+8|0;if((g|0)==(e|0)){TEa(s);u=t;return}while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;break a}d=g+8|0;if((d|0)==(e|0))break;else{p=g;g=d;d=p}}TEa(s);u=t;return}while(0);if((g|0)==(e|0)){TEa(s);u=t;return}d=g+16|0;if((d|0)==(e|0))d=g;else{a=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[a>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))q=17}else q=17;if((q|0)==17){q=0;d=d+8|0;n=a;o=f[n+4>>2]|0;p=d;f[p>>2]=f[n>>2];f[p+4>>2]=o}g=a+8|0;if((g|0)==(e|0))break;else{p=a;a=g;g=p}}e=f[r>>2]|0}d=d+8|0;if((e|0)==(d|0)){TEa(s);u=t;return}f[r>>2]=e+(~((e+-8-d|0)>>>3)<<3);TEa(s);u=t;return}function cFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=eFa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=kFa(a,i,c)|0;e=i+8|0;if(kFa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}cFa(a,i,c);a=i+8|0}if((q|0)==105){q=0;cFa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){dFa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){eFa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){fFa(a,b,c);return}else if((q|0)==107)return}function dFa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function eFa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=dFa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function fFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function gFa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0.0,q=0.0,r=0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0,L=0;K=f[a+528>>2]|0;q=+n[a+688>>2];r=f[a+696>>2]|0;s=f[a+704>>2]|0;t=+n[a+712>>2];u=+n[a+720>>2];v=+n[a+768>>2];w=+n[a+816>>2];x=+n[a+864>>2];y=+n[a+936>>2];z=+n[a+952>>2];A=+n[a+1008>>2];k=f[a+1112>>2]|0;l=f[a+1120>>2]|0;B=+n[a+1360>>2];C=+n[a+1368>>2];D=+n[a+1392>>2];E=+n[a+1464>>2];F=+n[a+1920>>2];G=+n[a+1928>>2];H=+n[a+1936>>2];I=+n[a+1944>>2];J=+n[a+1952>>2];L=f[a+1976>>2]|0;if(l|0){e=0;do{d=k+(e*24|0)|0;i=+p[d>>3];b=k+(e*24|0)+8|0;if(i==+p[d+24>>3]){g=+p[b>>3];if(g==+p[d+32>>3]){if(!(+p[k+(e*24|0)+16>>3]==+p[d+40>>3])){o=g;L=35}}else{o=g;L=35}}else{o=+p[b>>3];L=35}do if((L|0)==35){L=0;h=+p[k+(e*24|0)+16>>3];g=-(G*D)-F*C-H*E+(C*i+D*o+E*h);n[(a+320|0)>>2]=g;c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0;if(c>>>0<b>>>0){n[c>>2]=g;f[(K+1208|0)>>2]=c+4|0;c=c+4|0}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*o+(t*y-q*z)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*o+(q*w-t*v)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1204|0,a+368|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,r);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,s);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[s>>2];c=c+4|0;f[(K+1208|0)>>2]=c}i=+p[(d+24|0)>>3];j=+p[(d+24|0)+8>>3];h=+p[(d+24|0)+16>>3];n[(a+320|0)>>2]=-(G*D)-F*C-H*E+(C*i+D*j+E*h);if(c>>>0<b>>>0){n[c>>2]=-(G*D)-F*C-H*E+(C*i+D*j+E*h);c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*j+(t*y-q*z)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*j+(q*w-t*v)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1204|0,a+368|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,r);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,s);break}else{f[c>>2]=f[s>>2];f[(K+1208|0)>>2]=c+4;break}}while(0);e=e+2|0}while(e>>>0<((l|0)/24|0)>>>0)}k=f[(K+1156|0)>>2]|0;l=(f[(K+1160|0)>>2]|0)-k|0;if(l|0){e=0;do{m=k+(e*24|0)|0;i=+p[m>>3];g=+p[m+24>>3];if(i==g)if(+p[k+(e*24|0)+8>>3]==+p[m+32>>3]){if(!(+p[k+(e*24|0)+16>>3]==+p[m+40>>3]))L=76}else L=76;else L=76;a:do if((L|0)==76){L=0;h=+p[m+48>>3];if(i==h)if(+p[k+(e*24|0)+8>>3]==+p[m+56>>3])if(+p[k+(e*24|0)+16>>3]==+p[m+64>>3])break;do if(g==h){if(!(+p[m+32>>3]==+p[m+56>>3])){d=0;break}if(+p[m+40>>3]==+p[m+64>>3])break a;else d=0}else d=0;while(0);while(1){c=m+(d*24|0)|0;h=+p[c+8>>3];j=+p[c+16>>3];g=-(G*D)-F*C-H*E+(C*i+D*h+E*j);n[(a+320|0)>>2]=g;c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0;if(c>>>0<b>>>0){n[c>>2]=g;f[(K+1220|0)>>2]=c+4|0;c=c+4|0}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*h+(t*y-q*z)*B*j);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1220|0)>>2]=c}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*h+(q*w-t*v)*B*j);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1220|0)>>2]=c}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1216|0,a+368|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1220|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1216|0,r);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1220|0)>>2]=c}if((c|0)==(b|0))Tna(K+1216|0,s);else{f[c>>2]=f[s>>2];f[(K+1220|0)>>2]=c+4}b=d+1|0;if((b|0)==3)break a;d=b;i=+p[m+(b*24|0)>>3]}}while(0);e=e+3|0}while(e>>>0<((l|0)/24|0)>>>0)}b=f[(K+1144|0)>>2]|0;c=f[(K+1148|0)>>2]|0;if((c|0)!=(b|0))f[(K+1148|0)>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);b=f[(K+1156|0)>>2]|0;c=f[(K+1160|0)>>2]|0;if((c|0)!=(b|0))f[(K+1160|0)>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);e=f[(K+1120|0)>>2]|0;b=f[(K+1124|0)>>2]|0;if((b|0)!=(e|0))do{c=b+-16|0;f[(K+1124|0)>>2]=c;d=f[b+-4>>2]|0;if(d|0)tBa(d,c);d=f[c>>2]|0;if(d|0){b=b+-12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}b=f[(K+1124|0)>>2]|0}while((b|0)!=(e|0));b=f[(K+1088|0)>>2]|0;c=f[(K+1092|0)>>2]|0;if((c|0)!=(b|0))f[(K+1092|0)>>2]=c+(~((c+-16-b|0)>>>4)<<4);if(f[(K+1112|0)>>2]|0){b=f[(K+1108|0)>>2]|0;if(b|0)do{s=b;b=f[b>>2]|0;sOb(s)}while((b|0)!=0);f[(K+1108|0)>>2]=0;c=f[(K+1104|0)>>2]|0;if(c|0){b=0;do{f[(f[(K+1100|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(K+1112|0)>>2]=0}f[a+1976>>2]=L}function hFa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;v=f[a+640>>2]|0;w=f[a+872>>2]|0;s=f[a+880>>2]|0;t=f[a+888>>2]|0;x=f[a+1296>>2]|0;r=f[a+1304>>2]|0;u=f[a+1312>>2]|0;n=f[a+1320>>2]|0;o=f[a+1328>>2]|0;m=f[a+1336>>2]|0;k=f[a+1440>>2]|0;e=f[a+1448>>2]|0;q=f[a+2664>>2]|0;a:{if((f[64632]|0)==(e|0)){e=0;d=0;c=0}else{c=f[(e+-12|0)>>2]|0;d=f[(e+-8|0)>>2]|0;j=f[(e+-4|0)>>2]|0;f[(e+-4|0)>>2]=0;f[(e+-8|0)>>2]=0;f[(e+-12|0)>>2]=0;i=f[64633]|0;g=i;while(1){e=g+-12|0;f[64633]=e;h=f[e>>2]|0;if(h){e=g+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h);e=f[64633]|0}if((e|0)==(i+-12|0|0)){e=j;break}else g=e}}f[n>>2]=c;f[o>>2]=d;f[m>>2]=e;f[((a+352|0)+40|0)>>2]=k;fCa((a+352|0)+44|0,f[64606]|0);i=(f[(f[(f[(a+352|0)>>2]|0)+4>>2]|0)+-4>>2]|0)+1|0;l=f[o>>2]|0;j=f[n>>2]|0;do if(i>>>0>((l-j|0|0)/12|0)>>>0){k=i-((l-j|0|0)/12|0)|0;c=f[m>>2]|0;if(((c-l|0)/12|0)>>>0>=k>>>0){c=k;d=l;while(1){f[d>>2]=-1;b[d+8>>0]=0;c=c+-1|0;if(!c)break;else d=d+12|0}f[o>>2]=l+(k*12|0);break}if(i>>>0>357913941){q=117;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}e=((c-j|0)/12|0)>>>0<178956970?(((c-j|0)/12|0)<<1>>>0<i>>>0?i:((c-j|0)/12|0)<<1):357913941;if(!e)h=0;else{if(e>>>0>357913941){q=120;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}h=pOb(e*12|0)|0}g=h+(((l-j|0|0)/12|0)*12|0)|0;c=k;d=g;while(1){f[d>>2]=-1;b[d+8>>0]=0;c=c+-1|0;if(!c)break;else d=d+12|0}if((l-j|0|0)>0)bQb(g+(((l-j|0|0)/-12|0)*12|0)|0|0,j|0,l-j|0|0)|0;f[n>>2]=g+(((l-j|0|0)/-12|0)*12|0)|0;f[o>>2]=h+(i*12|0);f[m>>2]=h+(e*12|0);if(!j)break;sOb(j)}else{if(i>>>0>=((l-j|0|0)/12|0)>>>0)break;if((j+(i*12|0)|0|0)==(l|0))break;f[o>>2]=l+(~(((l+-12-(j+(i*12|0)|0)|0)>>>0)/12|0)*12|0)}while(0);e=f[(a+352|0)>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0))do{d=f[c>>2]|0;if((f[(f[n>>2]|0)+(d*12|0)>>2]|0)==-1)pCa(a+352|0,d);c=c+4|0}while((c|0)!=(e|0));f[a>>2]=f[((a+352|0)+44|0)>>2];f[(a+4|0)>>2]=f[((a+352|0)+48|0)>>2];f[(a+8|0)>>2]=f[((a+352|0)+52|0)>>2];f[((a+352|0)+52|0)>>2]=0;f[((a+352|0)+48|0)>>2]=0;f[((a+352|0)+44|0)>>2]=0;f[(a+12|0)>>2]=f[((a+352|0)+56|0)>>2];f[((a+352|0)+56|0)>>2]=0;oCa((a+352|0)+44|0);do if(!(f[((a+352|0)+40|0)>>2]|0))q=161;else{c=f[n>>2]|0;if((f[m>>2]|0)==(c|0)){p=c;q=162;break}d=f[o>>2]|0;if((d|0)!=(c|0))f[o>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);do if(!(b[257240]|0)){if(!(MPb(257240)|0))break;f[64632]=0;f[64633]=0;f[64634]=0}while(0);e=f[64633]|0;d=f[64634]|0;if(e>>>0<d>>>0){f[e>>2]=0;f[(e+4|0)>>2]=0;f[e+8>>2]=0;f[e>>2]=f[n>>2];f[(e+4|0)>>2]=f[o>>2];f[e+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;f[64633]=e+12;break}i=f[64632]|0;c=((e-i|0)/12|0)+1|0;if(c>>>0>357913941){q=145;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}c=((d-i|0)/12|0)>>>0<178956970?(((d-i|0)/12|0)<<1>>>0<c>>>0?c:((d-i|0)/12|0)<<1):357913941;if(!c)d=0;else{if(c>>>0>357913941){q=148;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}d=pOb(c*12|0)|0}h=d+(((e-i|0)/12|0)*12|0)|0;g=d+(c*12|0)|0;f[d+(((e-i|0)/12|0)*12|0)+8>>2]=0;f[h>>2]=f[n>>2];f[d+(((e-i|0)/12|0)*12|0)+4>>2]=f[o>>2];f[d+(((e-i|0)/12|0)*12|0)+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;if((e|0)==(i|0)){d=h;c=e}else{c=e;d=h;e=h;do{l=e+-12|0;q=c;c=c+-12|0;f[l>>2]=0;m=e+-8|0;f[m>>2]=0;f[e+-4>>2]=0;f[l>>2]=f[c>>2];f[m>>2]=f[(q+-8|0)>>2];f[e+-4>>2]=f[(q+-4|0)>>2];f[(q+-4|0)>>2]=0;f[(q+-8|0)>>2]=0;f[c>>2]=0;e=d+-12|0;d=e}while((c|0)!=(i|0));i=f[64632]|0;c=f[64633]|0}f[64632]=d;f[64633]=h+12|0;f[64634]=g;h=i;if((c|0)!=(h|0))do{d=c;c=c+-12|0;e=f[c>>2]|0;if(e|0){g=f[(d+-8|0)>>2]|0;if((g|0)!=(e|0))f[(d+-8|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}}while((c|0)!=(h|0));if(!i){q=161;break}sOb(i);q=161}while(0);if((q|0)==161){p=f[n>>2]|0;q=162}do if((q|0)==162){q=0;if(!p)break;c=f[o>>2]|0;if((c|0)!=(p|0))f[o>>2]=c+(~(((c+-12-p|0)>>>0)/12|0)*12|0);sOb(p)}while(0);c=f[((a+352|0)+24|0)>>2]|0;if(c|0)tBa(c,(a+352|0)+12|0);c=f[((a+352|0)+12|0)>>2]|0;if(c|0){d=f[((a+352|0)+16|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+16|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}g=f[a>>2]|0;h=(f[(a+4|0)>>2]|0)-g>>4;do if(!h)e=0;else{c=-1;d=-1;i=0;do{e=f[g+(i<<4)>>2]|0;if((f[g+(i<<4)+4>>2]|0)-e>>2>>>0>2){o=f[e>>2]|0;p=o>>>0<c>>>0;c=p?o:c;d=p?i:d}i=i+1|0}while((i|0)!=(h|0));if((c|0)==-1){e=0;break}mCa(a+352|0,a+320|0,g+(d<<4)|0);c=f[u>>2]|0;if(c|0)tBa(c,a+320|0);c=f[(a+320|0)>>2]|0;if(c|0){d=f[v>>2]|0;if((d|0)!=(c|0))f[v>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);f[((a+320|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+320|0)>>2]=0}f[(a+320|0)>>2]=f[(a+352|0)>>2];f[v>>2]=f[((a+352|0)+4|0)>>2];f[((a+320|0)+8|0)>>2]=f[((a+352|0)+8|0)>>2];f[((a+352|0)+8|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)>>2]=0;f[u>>2]=f[((a+352|0)+12|0)>>2];f[((a+352|0)+12|0)>>2]=0;nCa((a+320|0)+16|0,(a+352|0)+16|0);oCa((a+352|0)+16|0);c=f[((a+352|0)+12|0)>>2]|0;if(c|0)tBa(c,a+352|0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}e=1}while(0);oCa(a);c=f[((a+32|0)+12|0)>>2]|0;if(c|0)tBa(c,a+32|0);c=f[(a+32|0)>>2]|0;if(c|0){d=f[r>>2]|0;if((d|0)!=(c|0))f[r>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}do if(e){f[((a+132|0)+36|0)>>2]=(a+320|0)+16|0;d=f[(a+320|0)>>2]|0;c=f[d>>2]|0;f[x>>2]=c;i=f[v>>2]|0;if((d|0)!=(i|0)){do{g=f[d>>2]|0;h=(f[t>>2]|0)+(g>>>5<<2)|0;f[h>>2]=f[h>>2]&~(1<<(g&31));h=f[s>>2]|0;if(f[(h+(g*24|0)+12|0)>>2]|0){c=f[(h+(g*24|0)+8|0)>>2]|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);f[(h+(g*24|0)+8|0)>>2]=0;e=f[h+(g*24|0)+4>>2]|0;if(e|0){c=0;do{f[(f[(h+(g*24|0)|0)>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[(h+(g*24|0)+12|0)>>2]=0}d=d+4|0}while((d|0)!=(i|0));c=f[x>>2]|0}if((qCa(a+132|0,c,0)|0)==2){e=6;break}f[x>>2]=(f[x>>2]|0)+1;e=0}else e=7;while(0);oCa((a+320|0)+16|0);c=f[u>>2]|0;if(c|0)tBa(c,a+320|0);c=f[(a+320|0)>>2]|0;if(c|0){d=f[v>>2]|0;if((d|0)!=(c|0))f[v>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}if((e|0)==7){f[a+2672>>2]=2;f[a+2676>>2]=6;break a}if((f[x>>2]|0)>>>0>=((f[w>>2]|0)+-1|0)>>>0){f[a+2672>>2]=2;f[a+2676>>2]=6;break a}}f[a+2664>>2]=q}function iFa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=f[a+432>>2]|0;n=f[a+1112>>2]|0;o=f[a+1168>>2]|0;c=f[a+1200>>2]|0;d=f[a+1224>>2]|0;p=f[a+2664>>2]|0;if(n>>>0>c-d>>2>>>0){eCa(a+304|0,n-(c-d>>2)|0);g=f[(a+304|0)>>2]|0;c=f[o>>2]|0}else if(n>>>0<c-d>>2>>>0)if((d+(n<<2)|0|0)==(c|0))g=d;else{f[o>>2]=c+(~((c+-4-(d+(n<<2)|0)|0)>>>2)<<2)|0;g=d;c=c+(~((c+-4-(d+(n<<2)|0)|0)>>>2)<<2)|0}else g=d;if((g|0)==(c|0))p=11;else{e=0;d=g;while(1){f[d>>2]=e;d=d+4|0;if((d|0)==(c|0))break;else e=e+1|0}if(!n)h=1;else p=11}if((p|0)==11){g=0;do{h=f[(m+1120|0)>>2]|0;e=h+(g<<4)|0;h=h+(g<<4)+4|0;aDb(f[e>>2]|0,f[h>>2]|0,a+32|0);e=f[e>>2]|0;i=f[h>>2]|0;f[a>>2]=e;do if((i|0)==(e|0))p=20;else{c=a+32|0;d=a;while(1){f[c>>2]=f[d>>2];c=(f[(a+32|0)>>2]|0)+4|0;f[(a+32|0)>>2]=c;if((c|0)==(i|0)){p=18;break}k=f[a>>2]|0;l=f[k>>2]|0;if((l|0)==(f[c>>2]|0))break;else{c=a;d=a+32|0}}if((p|0)==18){p=20;break}if((k|0)==(i|0))j=i;else{if((k+8|0|0)==(i|0))c=k;else{d=k+8|0;e=l;c=k;do{j=e;e=f[d>>2]|0;if((j|0)!=(e|0)){c=c+4|0;f[c>>2]=e}d=d+4|0}while((d|0)!=(i|0))}j=c+4|0}}while(0);if((p|0)==20){p=0;j=i}if((i|0)!=(j|0))f[h>>2]=i+(~((i+-4-j|0)>>>2)<<2);g=g+1|0}while((g|0)!=(n|0));h=0}fCa(a+288|0,f[64606]|0);if(h){c=(a+288|0)+8|0;d=(a+288|0)+4|0}else{g=0;do{aBa(a+32|0,f[64606]|0);c=f[((a+288|0)+4|0)>>2]|0;if(c>>>0<(f[((a+288|0)+8|0)>>2]|0)>>>0){f[c>>2]=0;f[(c+4|0)>>2]=0;f[c+8>>2]=0;f[c>>2]=f[(a+32|0)>>2];f[(c+4|0)>>2]=f[((a+32|0)+4|0)>>2];f[c+8>>2]=f[((a+32|0)+8|0)>>2];f[((a+32|0)+8|0)>>2]=0;f[((a+32|0)+4|0)>>2]=0;f[(a+32|0)>>2]=0;f[c+12>>2]=f[((a+32|0)+12|0)>>2];f[((a+32|0)+12|0)>>2]=0;f[((a+288|0)+4|0)>>2]=c+16}else{tCa(a+288|0,a+32|0);c=f[((a+32|0)+12|0)>>2]|0;if(c|0)tBa(c,a+32|0)}c=f[(a+32|0)>>2]|0;if(c|0){d=f[((a+32|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+32|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(m+1120|0)>>2]|0;d=c+(g<<4)|0;e=(f[((a+288|0)+4|0)>>2]|0)+-16|0;if((e|0)!=(d|0))uCa(e,f[d>>2]|0,f[c+(g<<4)+4>>2]|0);g=g+1|0}while((g|0)!=(n|0));c=(a+288|0)+8|0;d=(a+288|0)+4|0}m=f[(a+304|0)>>2]|0;n=f[o>>2]|0;h=f[((a+304|0)+8|0)>>2]|0;f[((a+304|0)+8|0)>>2]=0;f[o>>2]=0;f[(a+304|0)>>2]=0;i=f[((a+304|0)+12|0)>>2]|0;f[((a+304|0)+12|0)>>2]=0;j=f[(a+288|0)>>2]|0;o=f[d>>2]|0;k=f[c>>2]|0;f[c>>2]=0;f[d>>2]=0;f[(a+288|0)>>2]=0;l=f[((a+288|0)+12|0)>>2]|0;f[((a+288|0)+12|0)>>2]=0;f[(a+132|0)>>2]=m;f[((a+132|0)+4|0)>>2]=n;f[(a+132|0)+8>>2]=h;f[(a+256|0)+8>>2]=0;f[((a+256|0)+4|0)>>2]=0;f[(a+256|0)>>2]=0;f[((a+132|0)+12|0)>>2]=i;f[((a+256|0)+12|0)>>2]=0;f[((a+132|0)+16|0)>>2]=j;f[(a+132|0)+20>>2]=o;f[(a+132|0)+24>>2]=k;f[(a+256|0)+24>>2]=0;f[(a+256|0)+20>>2]=0;f[((a+256|0)+16|0)>>2]=0;f[(a+132|0)+28>>2]=l;f[(a+256|0)+28>>2]=0;l=(a+132|0)+32|0;f[l>>2]=n-m>>2;m=(a+132|0)+40|0;gCa(m,f[64606]|0);n=(a+132|0)+56|0;k=f[64606]|0;if(!(b[257232]|0))if(MPb(257232)|0){f[64629]=0;f[64630]=0;f[64631]=0}j=f[64630]|0;a:do if((f[64629]|0)==(j|0)){e=0;d=0;c=0}else{c=f[(j+-12|0)>>2]|0;d=f[(j+-8|0)>>2]|0;e=f[(j+-4|0)>>2]|0;f[(j+-12|0)>>2]=0;f[(j+-8|0)>>2]=0;f[(j+-4|0)>>2]=0;g=j;h=0;i=0;while(1){g=g+-12|0;f[64630]=g;if(h){sOb(i);g=f[64630]|0}if((g|0)==(j+-12|0|0))break a;i=f[g+-12>>2]|0;h=i}}while(0);f[n>>2]=c;f[((a+132|0)+60|0)>>2]=d;f[(a+132|0)+64>>2]=e;f[((a+132|0)+68|0)>>2]=k;aBa((a+132|0)+72|0,f[64606]|0);fCa((a+132|0)+88|0,f[64606]|0);k=(a+132|0)+44|0;c=f[l>>2]|0;if((((f[k>>2]|0)-(f[m>>2]|0)|0)/24|0)>>>0<c>>>0)do{hCa(a+32|0,f[64606]|0);e=f[k>>2]|0;if(e>>>0<(f[((a+132|0)+48|0)>>2]|0)>>>0){g=f[(a+32|0)>>2]|0;f[(a+32|0)>>2]=0;d=f[((a+32|0)+4|0)>>2]|0;f[((a+32|0)+4|0)>>2]=0;f[e>>2]=g;f[e+4>>2]=d;c=f[((a+32|0)+8|0)>>2]|0;f[(e+8|0)>>2]=c;o=f[((a+32|0)+12|0)>>2]|0;f[e+12>>2]=o;f[e+16>>2]=f[((a+32|0)+16|0)>>2];if(o|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[g+(c<<2)>>2]=e+8|0;f[((a+32|0)+8|0)>>2]=0;f[((a+32|0)+12|0)>>2]=0}f[e+20>>2]=f[((a+32|0)+20|0)>>2];f[((a+32|0)+20|0)>>2]=0;f[k>>2]=(f[k>>2]|0)+24}else{iCa(m,a+32|0);c=f[((a+32|0)+20|0)>>2]|0;if(c|0)jCa(c,a+32|0)}c=f[((a+32|0)+8|0)>>2]|0;if(c|0)do{o=c;c=f[c>>2]|0;sOb(o)}while((c|0)!=0);c=f[(a+32|0)>>2]|0;f[(a+32|0)>>2]=0;if(c|0)sOb(c);c=f[l>>2]|0}while((((f[k>>2]|0)-(f[m>>2]|0)|0)/24|0)>>>0<c>>>0);kCa(n,c,0);c=f[(a+132|0)>>2]|0;i=f[((a+132|0)+4|0)>>2]|0;if((c|0)!=(i|0)){j=(a+132|0)+76|0;do{d=f[c>>2]|0;f[((a+132|0)+104|0)>>2]=d;f[(a+32|0)>>2]=d;e=(f[((a+132|0)+56|0)>>2]|0)+(d>>>5<<2)|0;g=f[e>>2]|0;if(!(g&1<<(d&31))){f[e>>2]=g|1<<(d&31);d=f[((a+132|0)+72|0)>>2]|0;e=f[j>>2]|0;if((e|0)!=(d|0)){f[j>>2]=e+(~((e+-4-d|0)>>>2)<<2)|0;d=e+(~((e+-4-d|0)>>>2)<<2)|0}if((d|0)==(f[((a+132|0)+80|0)>>2]|0))fBa((a+132|0)+72|0,a+32|0);else{f[d>>2]=f[(a+32|0)>>2];f[j>>2]=d+4}d=f[(a+32|0)>>2]|0;e=f[((a+132|0)+16|0)>>2]|0;b:do if(((f[e+(d<<4)+4>>2]|0)-(f[(e+(d<<4)|0)>>2]|0)|0)==4){g=e+(d<<4)|0;while(1){d=f[f[g>>2]>>2]|0;f[(a+32|0)>>2]=d;if((d|0)==(f[((a+132|0)+104|0)>>2]|0))break;g=(f[((a+132|0)+56|0)>>2]|0)+(d>>>5<<2)|0;h=f[g>>2]|0;if(h&1<<(d&31)|0)break b;f[g>>2]=h|1<<(d&31);d=f[j>>2]|0;if((d|0)==(f[((a+132|0)+80|0)>>2]|0)){fBa((a+132|0)+72|0,a+32|0);d=f[((a+132|0)+16|0)>>2]|0}else{f[d>>2]=f[(a+32|0)>>2];f[j>>2]=d+4;d=e}o=f[(a+32|0)>>2]|0;g=d+(o<<4)|0;if(((f[d+(o<<4)+4>>2]|0)-(f[g>>2]|0)|0)!=4)break b;else e=d}if((f[j>>2]|0)-(f[((a+132|0)+72|0)>>2]|0)>>2>>>0>2)lCa(a+132|0)}while(0)}c=c+4|0}while((c|0)!=(i|0))}d=f[(a+132|0)+56>>2]|0;c=f[((a+132|0)+60|0)>>2]|0;if((d+(c>>>5<<2)-d<<3)+(c&31)|0|0){e=((d+(c>>>5<<2)-d<<3)+(c&31)|0)>>>5;dQb(d|0,0,e<<2|0)|0;c=((d+(c>>>5<<2)-d<<3)+(c&31)|0)&31;if(c|0)f[(d+(e<<2)|0)>>2]=f[(d+(e<<2)|0)>>2]&~(-1>>>(32-c|0))}c=f[(a+132|0)+72>>2]|0;d=f[((a+132|0)+76|0)>>2]|0;if((d|0)!=(c|0))f[((a+132|0)+76|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);e=(a+132|0)+104|0;f[e>>2]=0;g=(a+32|0)+4|0;h=(a+320|0)+12|0;d=(a+320|0)+4|0;i=(a+352|0)+28|0;j=(a+352|0)+32|0;o=(a+352|0)+36|0;f[a+640>>2]=d;f[a+872>>2]=l;f[a+880>>2]=m;f[a+888>>2]=n;f[a+976>>2]=k;f[a+1296>>2]=e;f[a+1304>>2]=g;f[a+1312>>2]=h;f[a+1320>>2]=i;f[a+1328>>2]=j;f[a+1336>>2]=o;f[a+2664>>2]=p}function jFa(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0,k=0.0,l=0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,u=0,v=0;s=f[a+96>>2]|0;g=f[a+208>>2]|0;q=+n[a+296>>2];r=+n[a+328>>2];t=f[a+432>>2]|0;u=f[a+440>>2]|0;m=f[a+448>>2]|0;o=f[a+496>>2]|0;l=f[a+528>>2]|0;h=+n[a+600>>2];i=+n[a+608>>2];b=+n[a+616>>2];c=+n[a+624>>2];d=+n[a+632>>2];e=+n[a+640>>2];v=f[a+1112>>2]|0;a:{if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(m+24|0)>>3];p[(s+8|0)>>3]=+p[((m+24|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((m+24|0)+16|0)>>3];p[(s+24|0)>>3]=h;p[(s+32|0)>>3]=i;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,m+48|0,o,o+24|0,o+48|0);k=+p[(a+24|0)>>3];p[(a+24|0)>>3]=h;h=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=i;b=+p[((a+24|0)+16|0)>>3];c=+p[(m+48|0)>>3]-k;d=+p[((m+48|0)+8|0)>>3]-h;e=+p[((m+48|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(m+48|0)>>3];p[(s+8|0)>>3]=+p[((m+48|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((m+48|0)+16|0)>>3];p[(s+24|0)>>3]=k;p[(s+32|0)>>3]=h;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o,m,m+24|0,m+48|0);i=+p[(a+24|0)>>3];p[(a+24|0)>>3]=k;k=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=h;c=+p[((a+24|0)+16|0)>>3];d=+p[o>>3]-i;j=l+(g*24|0)+8|0;e=+p[j>>3]-k;g=l+(g*24|0)+16|0;b=+p[g>>3]-c;if(d*d+(e*e+b*b)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=d*d+(e*e+b*b);p[s>>3]=+p[o>>3];p[(s+8|0)>>3]=+p[j>>3];p[(s+16|0)>>3]=+p[g>>3];p[(s+24|0)>>3]=i;p[(s+32|0)>>3]=k;p[(s+40|0)>>3]=c}if(d*d+(e*e+b*b)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o+24|0,m,m+24|0,m+48|0);h=+p[(a+24|0)>>3];p[(a+24|0)>>3]=i;i=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=k;b=+p[((a+24|0)+16|0)>>3];c=+p[(o+24|0)>>3]-h;d=+p[((o+24|0)+8|0)>>3]-i;e=+p[((o+24|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(o+24|0)>>3];p[(s+8|0)>>3]=+p[((o+24|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((o+24|0)+16|0)>>3];p[(s+24|0)>>3]=h;p[(s+32|0)>>3]=i;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o+48|0,m,m+24|0,m+48|0);k=+p[(a+24|0)>>3];p[(a+24|0)>>3]=h;h=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=i;b=+p[((a+24|0)+16|0)>>3];c=+p[(o+48|0)>>3]-k;d=+p[((o+48|0)+8|0)>>3]-h;e=+p[((o+48|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(o+48|0)>>3];p[(s+8|0)>>3]=+p[((o+48|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((o+48|0)+16|0)>>3];p[(s+24|0)>>3]=k;p[(s+32|0)>>3]=h;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}else{q=k;r=h}}n[a+296>>2]=q;n[a+328>>2]=r;f[a+1112>>2]=v}
+function kFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{dFa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{eFa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function lFa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+64|0;e=g;f[e>>2]=b;LEa(e+4|0,f[64656]|0);MEa(e+28|0,f[64656]|0);NEa(e+44|0,f[64656]|0);switch(c|0){case 0:{d=mFa(a,e,d)|0;TEa(e);u=g;return d|0}case 1:{d=nFa(a,e,d)|0;TEa(e);u=g;return d|0}default:{d=0;TEa(e);u=g;return d|0}}return 0}function mFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;o=p+8|0;if(!d){o=1;u=p;return o|0}m=a+20|0;if(b[m>>0]&2){o=1;u=p;return o|0}k=c+44|0;e=f[k>>2]|0;l=c+48|0;d=f[l>>2]|0;if((d|0)==(e|0))d=e;else{d=d+(~((d+-8-e|0)>>>3)<<3)|0;f[l>>2]=d}j=f[a>>2]|0;g=j;if((f[a+4>>2]|0)-j>>2>>>0>1){j=f[g+4>>2]|0;i=g+8|0;f[n>>2]=f[a+12>>2];if(j){a=c+52|0;g=0;while(1){e=f[i+(g<<2)>>2]|0;f[o>>2]=e;if(d>>>0<(f[a>>2]|0)>>>0){f[d>>2]=f[n>>2];f[d+4>>2]=e;f[l>>2]=d+8}else QEa(k,n,o);d=g+1|0;if((d|0)==(j|0))break;g=d;d=f[l>>2]|0}e=f[k>>2]|0;d=f[l>>2]|0}}a:do if((e|0)!=(d|0)){i=o+4|0;while(1){k=e;l=f[k+4>>2]|0;g=n;f[g>>2]=f[k>>2];f[g+4>>2]=l;BRa(o,f[c>>2]|0,n);g=f[o>>2]|0;if(!g)g=1;else{g=f[g+4>>2]|0;if(!g)g=1;else g=((h[(f[g+44>>2]|0)+148>>0]|0)>>>1&1^1)&255}a=f[i>>2]|0;if(a|0)iOb(a);e=e+8|0;if(g|0){d=0;break}if((e|0)==(d|0))break a}u=p;return d|0}while(0);b[m>>0]=b[m>>0]|2;o=1;u=p;return o|0}function nFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0;j=c+16|0;if(f[j>>2]|0){g=c+12|0;e=f[g>>2]|0;if(e|0)do{i=e;e=f[e>>2]|0;sOb(i)}while((e|0)!=0);f[g>>2]=0;g=f[c+8>>2]|0;if(g|0){i=c+4|0;e=0;do{f[(f[i>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(g|0))}f[j>>2]=0}e=f[c+28>>2]|0;g=c+32|0;i=f[g>>2]|0;if((i|0)!=(e|0))f[g>>2]=i+(~((i+-8-e|0)>>>3)<<3);e=a+20|0;g=h[e>>0]|0;if(!(g&1))k=12;else if((g&4|0)==0&d)k=12;a:do if((k|0)==12){switch(oFa(a,c,d)|0){case 1:break a;case 2:break;default:{k=0;return k|0}}b[e>>0]=b[e>>0]|(d?5:1);k=1;return k|0}while(0);k=1;return k|0}function oFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;v=y;w=y+8|0;if(!(mFa(a,c,d)|0)){x=0;u=y;return x|0}x=c+4|0;o=a+12|0;k=f[o>>2]|0;j=f[a+16>>2]|0;s=j+-1640531527+(k<<6)+(k>>>2)^k;p=c+8|0;q=f[p>>2]|0;r=(q|0)==0;a:do if(r){e=0;t=21}else{i=q+-1|0;h=(i&q|0)==0;if(h)e=s&i;else if(s>>>0<q>>>0)e=s;else e=(s>>>0)%(q>>>0)|0;g=f[(f[x>>2]|0)+(e<<2)>>2]|0;if(!g)t=21;else{g=f[g>>2]|0;if(!g)t=21;else{if(h)while(1){h=f[g+4>>2]|0;if(!((h|0)==(s|0)|(h&i|0)==(e|0))){t=21;break a}if((f[g+8>>2]|0)==(k|0))if((f[g+12>>2]|0)==(j|0))break a;g=f[g>>2]|0;if(!g){t=21;break a}}while(1){h=f[g+4>>2]|0;if((h|0)!=(s|0)){if(h>>>0>=q>>>0)h=(h>>>0)%(q>>>0)|0;if((h|0)!=(e|0)){t=21;break a}}if((f[g+8>>2]|0)==(k|0))if((f[g+12>>2]|0)==(j|0))break a;g=f[g>>2]|0;if(!g){t=21;break}}}}}while(0);if((t|0)==21){j=pOb(16)|0;k=o;o=f[k+4>>2]|0;i=j+8|0;f[i>>2]=f[k>>2];f[i+4>>2]=o;f[j+4>>2]=s;f[j>>2]=0;i=c+16|0;l=+(((f[i>>2]|0)+1|0)>>>0);m=+n[c+20>>2];do if(r|m*+(q>>>0)<l){e=q<<1|(q>>>0<3|(q+-1&q|0)!=0)&1;g=~~+W(+(l/m))>>>0;_Ea(x,e>>>0<g>>>0?g:e);e=f[p>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&s;break}if(s>>>0<e>>>0){h=e;e=s}else{h=e;e=(s>>>0)%(e>>>0)|0}}else h=q;while(0);g=(f[x>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=c+12|0;f[j>>2]=f[e>>2];f[e>>2]=j;f[g>>2]=e;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[x>>2]|0)+(e<<2)|0;t=34}}else{f[j>>2]=f[e>>2];t=34}if((t|0)==34)f[e>>2]=j;f[i>>2]=(f[i>>2]|0)+1}q=c+28|0;p=c+32|0;e=f[p>>2]|0;g=f[q>>2]|0;h=e-g>>3;j=f[a>>2]|0;k=(f[a+4>>2]|0)-j>>2;i=e;o=g;if(k>>>0>1){t=f[j+4>>2]|0;j=j+8+(t<<2)|0;if((k+-2-t|0)>>>0>1){o=f[j>>2]|0;k=j+4|0;f[v>>2]=f[a+12>>2];if(o){j=c+36|0;e=0;while(1){g=f[k+(e<<2)>>2]|0;f[w>>2]=g;if(i>>>0<(f[j>>2]|0)>>>0){f[i>>2]=f[v>>2];f[i+4>>2]=g;f[p>>2]=i+8}else PEa(q,v,w);e=e+1|0;if((e|0)==(o|0))break;i=f[p>>2]|0}e=f[p>>2]|0;g=f[q>>2]|0}i=g}else{i=g;g=o}}else{i=g;g=o}i=e-i>>3;if(h>>>0>=i>>>0){x=2;u=y;return x|0}j=w+4|0;b:do if(d){while(1){t=g+(h<<3)|0;a=f[t+4>>2]|0;d=v;f[d>>2]=f[t>>2];f[d+4>>2]=a;if(!($Ea(x,v)|0)){CRa(w,f[c>>2]|0,v);e=f[w>>2]|0;if(!e)e=1;else{if((b[e+20>>0]&5)==5)e=1;else e=oFa(e,c,1)|0;e=(e|0)==0&1}g=f[j>>2]|0;if(g|0)iOb(g);if(e|0)break b}e=h+1|0;if(e>>>0>=i>>>0){e=2;break}g=f[q>>2]|0;h=e}u=y;return e|0}else{while(1){t=g+(h<<3)|0;a=f[t+4>>2]|0;d=v;f[d>>2]=f[t>>2];f[d+4>>2]=a;if(!($Ea(x,v)|0)){CRa(w,f[c>>2]|0,v);e=f[w>>2]|0;if(!e)e=1;else{if(!(b[e+20>>0]&1))e=oFa(e,c,0)|0;else e=1;e=(e|0)==0&1}g=f[j>>2]|0;if(g|0)iOb(g);if(e|0)break b}e=h+1|0;if(e>>>0>=i>>>0){e=2;break}g=f[q>>2]|0;h=e}u=y;return e|0}while(0);x=0;u=y;return x|0}function pFa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l+4|0;k=l;switch(c|0){case 0:{bFa(a,b,d);u=l;return}case 1:{b=f[d>>2]|0;i=d+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){b=c+(~((c+-8-b|0)>>>3)<<3)|0;f[i>>2]=b}h=f[a>>2]|0;c=h;if((f[a+4>>2]|0)-h>>2>>>0<=1){u=l;return}h=f[c+4>>2]|0;g=c+8|0;f[j>>2]=f[a+12>>2];a:do if(h|0){e=d+8|0;a=0;while(1){c=f[g+(a<<2)>>2]|0;f[k>>2]=c;if(b>>>0<(f[e>>2]|0)>>>0){f[b>>2]=f[j>>2];f[b+4>>2]=c;f[i>>2]=b+8}else QEa(d,j,k);b=a+1|0;if((b|0)==(h|0))break a;a=b;b=f[i>>2]|0}}while(0);u=l;return}default:{u=l;return}}}function qFa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=pOb(88)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=36308;e=d+12|0;f[d+16>>2]=0;f[d+20>>2]=-1;g=d+24|0;f[g>>2]=0;f[e>>2]=36336;h=d+28|0;kvb(h);hvb(d+48|0);i=d+60|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[d+76>>2]=1.0;f[d+80>>2]=c;b[d+84>>0]=0;f[g>>2]=h;f[a>>2]=e;f[a+4>>2]=d;gOb(d);iOb(d);return}function rFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36336;b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);a=a+16|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;tOb(b);return}function sFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36336;b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+16|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){sOb(a);return}tOb(b);sOb(a);return}function tFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36308;f[a+12>>2]=36336;b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){aOb(a);return}tOb(b);aOb(a);return}function uFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36308;f[a+12>>2]=36336;b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){aOb(a);sOb(a);return}tOb(b);aOb(a);sOb(a);return}function vFa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function wFa(a){a=a|0;sOb(a);return}function xFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=f[b>>2]|0;if(!c){f[a>>2]=0;f[a+4>>2]=0;return}g=pOb(36)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=36352;h=g+12|0;f[g+16>>2]=0;f[g+20>>2]=-1;e=g+24|0;f[e>>2]=0;f[h>>2]=36380;f[g+28>>2]=c;d=f[b+4>>2]|0;f[g+32>>2]=d;if(d){gOb(d);c=f[b>>2]|0}f[e>>2]=f[c+12>>2];f[a>>2]=h;f[a+4>>2]=g;gOb(g);iOb(g);return}function yFa(a){a=a|0;f[a>>2]=36380;a=f[a+20>>2]|0;if(!a)return;iOb(a);return}function zFa(a){a=a|0;var b=0;f[a>>2]=36380;b=f[a+20>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function AFa(a){a=a|0;var b=0;f[a>>2]=36352;f[a+12>>2]=36380;b=f[a+32>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function BFa(a){a=a|0;var b=0;f[a>>2]=36352;f[a+12>>2]=36380;b=f[a+32>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function CFa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function DFa(a){a=a|0;sOb(a);return}function EFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=b;b=f[d+4>>2]|0;c=a+4|0;f[c>>2]=f[d>>2];f[c+4>>2]=b;return}function FFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;c=f[a+40>>2]|0;if(!c)return;u=a+36|0;v=a+32|0;w=a+40|0;x=a+44|0;r=(b&1|0)==0;s=a+20|0;t=a+52|0;b=c;do{m=b;e=b;d=e+28|0;q=e+32|0;c=f[q>>2]|0;if(!c){c=0;p=7}else{c=kOb(c)|0;if(!c){c=0;p=7}else{p=f[d>>2]|0;g=p;if(!p)p=7;else{e=e+8|0;b=f[b>>2]|0;if(!r)if(f[a>>2]|0)cxb(g,a,e);if(!(f[s>>2]|0))p=47;else{d=f[t>>2]|0;if(!d)d=0;else{ASa(d,1);d=f[t>>2]|0}dxb(g,s,e,d,1642,1642);p=47}}}}if((p|0)==7){p=0;n=b;o=f[n>>2]|0;h=f[u>>2]|0;d=f[m+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)k=i&d;else if(d>>>0<h>>>0)k=d;else k=(d>>>0)%(h>>>0)|0;e=(f[v>>2]|0)+(k<<2)|0;l=f[e>>2]|0;while(1){d=f[l>>2]|0;if((d|0)==(m|0))break;else l=d}if((l|0)==(w|0))p=20;else{d=f[l+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)==(k|0))g=m;else p=20}do if((p|0)==20){p=0;d=f[m>>2]|0;if(d|0){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)==(k|0)){g=m;break}}f[e>>2]=0;g=m}while(0);e=f[g>>2]|0;d=e;if(e){e=f[e+4>>2]|0;if(j)e=e&i;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(k|0)){f[(f[v>>2]|0)+(e<<2)>>2]=l;d=f[n>>2]|0}}f[l>>2]=d;f[g>>2]=0;f[x>>2]=(f[x>>2]|0)+-1;if(b|0){d=f[q>>2]|0;if(d|0)jOb(d);sOb(b)}if(!c)b=o;else{b=o;p=47}}if((p|0)==47)iOb(c)}while((b|0)!=0);return}function GFa(a){a=a|0;if(!a)return;ASa(a,-1);return}function HFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+16|0;y=B;f[a>>2]=0;k=a+4|0;f[k>>2]=0;A=c+32|0;v=IFa(A,d)|0;if(!v){j=k;e=0}else{j=v+28|0;t=v+32|0;e=f[t>>2]|0;if(!e){e=0;z=5}else{g=kOb(e)|0;e=g;if(!g)z=5;else{x=f[j>>2]|0;f[a>>2]=x;f[k>>2]=e;if(!x){e=g;j=k;r=a}else{u=B;return}}}if((z|0)==5){f[a>>2]=0;f[k>>2]=e;j=k;r=a}l=f[c+36>>2]|0;a=f[v+4>>2]|0;m=l+-1|0;o=(m&l|0)==0;if(o)p=m&a;else if(a>>>0<l>>>0)p=a;else p=(a>>>0)%(l>>>0)|0;g=(f[A>>2]|0)+(p<<2)|0;q=f[g>>2]|0;while(1){a=f[q>>2]|0;if((a|0)==(v|0))break;else q=a}if((q|0)==(c+40|0))z=20;else{a=f[q+4>>2]|0;if(o)a=a&m;else if(a>>>0>=l>>>0)a=(a>>>0)%(l>>>0)|0;if((a|0)==(p|0))k=v;else z=20}do if((z|0)==20){a=f[v>>2]|0;if(a|0){a=f[a+4>>2]|0;if(o)a=a&m;else if(a>>>0>=l>>>0)a=(a>>>0)%(l>>>0)|0;if((a|0)==(p|0)){k=v;break}}f[g>>2]=0;k=v}while(0);g=f[k>>2]|0;a=g;if(g){g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(p|0)){f[(f[A>>2]|0)+(g<<2)>>2]=q;a=f[v>>2]|0}}f[q>>2]=a;f[k>>2]=0;a=c+44|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[t>>2]|0;if(a|0)jOb(a);sOb(v);a=r}Twb(y);w=f[y>>2]|0;g=y+4|0;x=f[g>>2]|0;f[y>>2]=0;f[g>>2]=0;f[a>>2]=w;f[j>>2]=x;j=w;v=x;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}if(!(f[c>>2]|0))_wb(j,b[c+28>>0]|0);else cxb(j,c,d);g=c+20|0;if(f[g>>2]|0){a=c+52|0;e=f[a>>2]|0;if(e){ASa(e,1);e=f[a>>2]|0}dxb(j,g,d,e,1642,1642)}m=f[d>>2]|0;o=f[d+4>>2]|0;e=o+-1640531527+(m<<6)+(m>>>2)^m;p=f[d+8>>2]|0;e=p+-1640531527+(e<<6)+(e>>>2)^e;l=f[d+12>>2]|0;e=l+-1640531527+(e<<6)+(e>>>2)^e;h=+n[d+16>>2];t=(e<<6)+(h==0.0?-1640531527:(n[s>>2]=h,f[s>>2]|0)+-1640531527|0)+(e>>>2)^e;q=c+36|0;g=f[q>>2]|0;r=(g|0)==0;a:do if(r)e=0;else{k=g+-1|0;j=(k&g|0)==0;if(j)e=t&k;else if(t>>>0<g>>>0)e=t;else e=(t>>>0)%(g>>>0)|0;a=f[(f[A>>2]|0)+(e<<2)>>2]|0;if(a){a=f[a>>2]|0;if(a){if(j){while(1){y=f[a+4>>2]|0;if(!((y|0)==(t|0)|(y&k|0)==(e|0)))break a;if((f[a+8>>2]|0)==(m|0))if((f[a+12>>2]|0)==(o|0))if((f[a+16>>2]|0)==(p|0))if((f[a+20>>2]|0)==(l|0))if(+n[a+24>>2]==h)break;a=f[a>>2]|0;if(!a)break a}u=B;return}while(1){j=f[a+4>>2]|0;if((j|0)!=(t|0)){if(j>>>0>=g>>>0)j=(j>>>0)%(g>>>0)|0;if((j|0)!=(e|0))break a}if((f[a+8>>2]|0)==(m|0))if((f[a+12>>2]|0)==(o|0))if((f[a+16>>2]|0)==(p|0))if((f[a+20>>2]|0)==(l|0))if(+n[a+24>>2]==h)break;a=f[a>>2]|0;if(!a)break a}u=B;return}}}while(0);k=pOb(36)|0;y=k+8|0;f[y>>2]=f[d>>2];f[y+4>>2]=f[d+4>>2];f[y+8>>2]=f[d+8>>2];f[y+12>>2]=f[d+12>>2];f[y+16>>2]=f[d+16>>2];f[k+28>>2]=w;f[k+32>>2]=v;if(x|0)hOb(v);f[k+4>>2]=t;f[k>>2]=0;j=c+44|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[c+48>>2];do if(r|i*+(g>>>0)<h){e=g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1;a=~~+W(+(h/i))>>>0;JFa(A,e>>>0<a>>>0?a:e);e=f[q>>2]|0;a=e+-1|0;if(!(a&e)){g=e;e=a&t;break}if(t>>>0<e>>>0){g=e;e=t}else{g=e;e=(t>>>0)%(e>>>0)|0}}while(0);a=(f[A>>2]|0)+(e<<2)|0;e=f[a>>2]|0;if(!e){e=c+40|0;f[k>>2]=f[e>>2];f[e>>2]=k;f[a>>2]=e;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;a=g+-1|0;if(!(a&g))e=e&a;else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;e=(f[A>>2]|0)+(e<<2)|0;z=88}}else{f[k>>2]=f[e>>2];z=88}if((z|0)==88)f[e>>2]=k;f[j>>2]=(f[j>>2]|0)+1;u=B;return}function IFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0;l=f[b>>2]|0;o=f[b+4>>2]|0;c=o+-1640531527+(l<<6)+(l>>>2)^l;k=f[b+8>>2]|0;c=k+-1640531527+(c<<6)+(c>>>2)^c;m=f[b+12>>2]|0;c=m+-1640531527+(c<<6)+(c>>>2)^c;i=+n[b+16>>2];e=(c<<6)+(i==0.0?-1640531527:(n[s>>2]=i,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;g=f[a+4>>2]|0;if(!g){o=0;return o|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){o=0;return o|0}b=f[b>>2]|0;if(!b){o=0;return o|0}if(c){while(1){a=f[b+4>>2]|0;c=(a|0)==(e|0);if(!(c|(a&d|0)==(h|0))){b=0;c=27;break}if(c)if((f[b+8>>2]|0)==(l|0))if((f[b+12>>2]|0)==(o|0))if((f[b+16>>2]|0)==(k|0))if((f[b+20>>2]|0)==(m|0))if(+n[b+24>>2]==i){c=27;break}b=f[b>>2]|0;if(!b){b=0;c=27;break}}if((c|0)==27)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(l|0))if((f[j+12>>2]|0)==(o|0))if((f[j+16>>2]|0)==(k|0))if((f[j+20>>2]|0)==(m|0))if(+n[j+24>>2]==i){b=j;c=27;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;c=27;break}}j=f[j>>2]|0;if(!j){b=0;c=27;break}}if((c|0)==27)return b|0;return 0}function JFa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){KFa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;KFa(a,b);return}function KFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();r=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=r;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;q=b+-1|0;r=(q&b|0)==0;if(r)c=c&q;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){p=d;b:while(1){c:do if(r){d=e;while(1){o=f[d+4>>2]&q;if((o|0)==(c|0))break c;e=(f[a>>2]|0)+(o<<2)|0;if(!(f[e>>2]|0)){c=o;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;if((f[l>>2]|0)!=(f[h+20>>2]|0))break d;if(!(+n[m>>2]==+n[h+24>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{s=h;h=e;e=s}}}while(0);f[p>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)o=e;else o=(e>>>0)%(b>>>0)|0;if((o|0)==(c|0))break c;e=(f[a>>2]|0)+(o<<2)|0;if(!(f[e>>2]|0)){c=o;break b}i=d+12|0;j=d+16|0;k=d+20|0;l=d+24|0;h=f[d>>2]|0;e:do if(!h)e=d;else{m=f[d+8>>2]|0;e=d;while(1){if((m|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;if((f[k>>2]|0)!=(f[h+20>>2]|0))break e;if(!(+n[l>>2]==+n[h+24>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{s=h;h=e;e=s}}}while(0);f[p>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}while(0);e=f[d>>2]|0;if(!e){c=45;break a}else{g=d;p=d}}f[e>>2]=p;e=f[d>>2]|0;if(!e){c=45;break}else g=d}if((c|0)==45)return}function LFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;a=f[a+12>>2]|0;if(!(f[b>>2]|0)){u=e;return}hvb(d);ivb(a+20|0,d)|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)tOb(c);lvb(a,b)|0;FFa(a,1);u=e;return}function MFa(a,b){a=a|0;b=b|0;a=f[a+12>>2]|0;if(!(f[b>>2]|0))return;ivb(a+20|0,b)|0;FFa(a,2);return}function NFa(a){a=a|0;return (b[(f[a+12>>2]|0)+56>>0]|0)!=0|0}function OFa(a,c){a=a|0;c=c|0;b[(f[a+12>>2]|0)+56>>0]=c&1;return}function PFa(a,b,c){a=a|0;b=b|0;c=c|0;HFa(a,f[b+12>>2]|0,c);return}function QFa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+32|0;d=c;b=f[b+12>>2]|0;Lwb(d);Nwb(d,9729,9987);Owb(d,8.0);HFa(a,b,d);u=c;return}function RFa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;f[a>>2]=c;f[a+4>>2]=f[d>>2];f[a+8>>2]=f[e>>2];f[a+12>>2]=f[g>>2];c=f[g+4>>2]|0;f[a+16>>2]=c;if(c|0)gOb(c);g=a+20|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;n[a+44>>2]=1.0;g=a+48|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+64>>2]=1.0;g=a+68|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+84>>2]=1.0;g=a+88|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+104>>2]=1.0;g=a+108|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+124>>2]=1.0;b[a+128>>0]=h;return}function SFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;wpb(c,b,a);b=a+20|0;e=f[c>>2]|0;f[c>>2]=0;a=f[b>>2]|0;f[b>>2]=e;if(!a){f[c>>2]=0;u=d;return}TFa(a);sOb(a);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=d;return}TFa(a);sOb(a);u=d;return}function TFa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=a+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){b=f[c+8>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);sOb(c)}d=a+24|0;b=f[d>>2]|0;if(b|0){e=a+28|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-20|0;f[e>>2]=g;UFa(g);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+12|0;b=f[e>>2]|0;if(!b)return;d=a+16|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-72|0;f[d>>2]=g;TFa(g);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function UFa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+4>>2]|0;if(b|0){c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}e=f[a>>2]|0;f[a>>2]=0;if(!e)return;b=f[e+56>>2]|0;if(b|0){c=e+60|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[e+16>>2]|0;if(b|0)iOb(b);b=f[e>>2]|0;if(b|0){a=e+4|0;c=f[a>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[a>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[a>>2]|0}}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}sOb(e);return}function VFa(a){a=a|0;return (f[a+4>>2]|0)==0|0}function WFa(a){a=a|0;return f[a+20>>2]|0}function XFa(a){a=a|0;return f[a+20>>2]|0}function YFa(a,b,c){a=a|0;b=b|0;c=c|0;b=ZFa(a+28|0,b)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];return}function ZFa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(28)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;_Fa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function _Fa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){$Fa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;$Fa(a,b);return}function $Fa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function aGa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+32>>2]|0;if(!e){i=0;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;b=f[(f[a+28>>2]|0)+(g<<2)>>2]|0;if(!b){i=0;return i|0}b=f[b>>2]|0;if(!b){i=0;return i|0}a:do if(c){while(1){e=f[b+4>>2]|0;a=(h|0)==(e|0);if(!(a|(e&d|0)==(g|0))){b=0;a=20;break}if(a)if((f[b+8>>2]|0)==(h|0)){i=b;break a}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}else{while(1){a=f[b+4>>2]|0;if((h|0)==(a|0)){if((f[b+8>>2]|0)==(h|0)){i=b;break a}}else{if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;if((a|0)!=(g|0)){b=0;a=20;break}}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}while(0);i=i+12|0;return i|0}function bGa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+32>>2]|0;if(!e){i=0;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;b=f[(f[a+28>>2]|0)+(g<<2)>>2]|0;if(!b){i=0;return i|0}b=f[b>>2]|0;if(!b){i=0;return i|0}a:do if(c){while(1){e=f[b+4>>2]|0;a=(h|0)==(e|0);if(!(a|(e&d|0)==(g|0))){b=0;a=20;break}if(a)if((f[b+8>>2]|0)==(h|0)){i=b;break a}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}else{while(1){a=f[b+4>>2]|0;if((h|0)==(a|0)){if((f[b+8>>2]|0)==(h|0)){i=b;break a}}else{if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;if((a|0)!=(g|0)){b=0;a=20;break}}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}while(0);i=i+12|0;return i|0}function cGa(a,b){a=a|0;b=b|0;Wib(a,f[b+20>>2]|0);return}function dGa(a){a=a|0;return f[a+24>>2]|0}function eGa(a,b){a=a|0;b=b|0;f[a+24>>2]=b;return}function fGa(){return}function gGa(){Iha();beb();return}function hGa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;f[a>>2]=0;i=c+152|0;if(+n[i>>2]==1.0)if(+n[c+156>>2]==1.0)if(+n[c+160>>2]==1.0)if(+n[c+164>>2]!=1.0)k=5;else e=0;else k=5;else k=5;else k=5;a:do if((k|0)==5){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e;while(1){b:while(1)switch(Rg[f[(f[g>>2]|0)+104>>2]&255](g,i)|0){case 1:case 0:break a;case 2:break b;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+184>>2];c:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){d:while(1)switch(Qg[f[(f[g>>2]|0)+108>>2]&15](g,j)|0){case 1:case 0:break c;case 2:break d;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+180>>2];e:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){f:while(1)switch(Qg[f[(f[g>>2]|0)+112>>2]&15](g,j)|0){case 1:case 0:break e;case 2:break f;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+188>>2];g:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){h:while(1)switch(Qg[f[(f[g>>2]|0)+116>>2]&15](g,j)|0){case 1:case 0:break g;case 2:break h;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);i=c+120|0;i:do if(!(f[i>>2]|0))g=e;else{if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;while(1){j:while(1)switch(Rg[f[(f[e>>2]|0)+120>>2]&255](e,i)|0){case 1:case 0:break i;case 2:break j;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}}while(0);i=c+88|0;k:do if(!(f[i>>2]|0))e=g;else{if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[a>>2]=g;e=g}else e=g;while(1){l:while(1)switch(Rg[f[(f[g>>2]|0)+136>>2]&255](g,i)|0){case 1:case 0:break k;case 2:break l;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);i=c+96|0;if(+n[i>>2]!=1.0)k=74;else if(+n[c+100>>2]!=0.0)k=74;else if(+n[c+104>>2]!=0.0)k=74;else if(+n[c+108>>2]!=1.0)k=74;else if(+n[c+112>>2]!=0.0)k=74;else if(+n[c+116>>2]!=0.0)k=74;m:do if((k|0)==74){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;while(1){n:while(1)switch(Rg[f[(f[e>>2]|0)+140>>2]&255](e,i)|0){case 1:case 0:{e=g;break m}case 2:break n;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}}while(0);i=b[c+213>>0]|0;if(!(i<<24>>24)){u=m;return}if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;o:while(1){p:while(1)switch(Rg[f[(f[e>>2]|0)+144>>2]&255](e,i)|0){case 1:case 0:break o;case 2:break p;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}u=m;return}function iGa(a){a=a|0;return}function jGa(a){a=a|0;sOb(a);return}function kGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=pOb(24)|0;d[c+4>>1]=d[b+4>>1]|0;f[c>>2]=36396;e=c+8|0;b=b+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[a>>2]=c;return}function lGa(a){a=a|0;var b=0;a=a+4|0;b=d[a>>1]|0;if(!(b&1)){b=0;return b|0}d[a>>1]=b&-2;b=1;return b|0}function mGa(a){a=a|0;return (d[a+4>>1]&1?a+8|0:0)|0}function nGa(a){a=a|0;return 0}function oGa(a){a=a|0;return 0}function pGa(a){a=a|0;return 0}function qGa(a){a=a|0;return 0}function rGa(a){a=a|0;return 0}function sGa(a){a=a|0;return 0}function tGa(a){a=a|0;return 0}function uGa(a){a=a|0;return 0}function vGa(a){a=a|0;return 0}function wGa(a){a=a|0;return 0}function xGa(a){a=a|0;return 0}function yGa(a){a=a|0;return 0}function zGa(a){a=a|0;return 0}function AGa(a){a=a|0;return 0}function BGa(a){a=a|0;return 0}function CGa(a){a=a|0;return 0}function DGa(a){a=a|0;return 0}function EGa(a){a=a|0;return 0}function FGa(a){a=a|0;return 0}function GGa(a){a=a|0;return 0}function HGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=pOb(32)|0;d[c+4>>1]=d[b+4>>1]|0;e=c+8|0;b=b+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[c>>2]=36552;f[a>>2]=c;return}function IGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&1)if(+n[a+8>>2]==+n[b>>2])if(+n[a+12>>2]==+n[b+4>>2])if(+n[a+16>>2]==+n[b+8>>2])if(+n[a+20>>2]==+n[b+12>>2]){e=0;return e|0}d[c>>1]=e|1;e=a+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];e=1;return e|0}function JGa(a,b){a=a|0;b=+b;return 2}function KGa(a,b){a=a|0;b=+b;return 2}function LGa(a,b){a=a|0;b=+b;return 2}function MGa(a,b){a=a|0;b=b|0;return 2}function NGa(a,b){a=a|0;b=b|0;return 2}function OGa(a,b){a=a|0;b=+b;return 2}function PGa(a,b){a=a|0;b=b|0;return 2}function QGa(a,b){a=a|0;b=b|0;return 2}function RGa(a,b){a=a|0;b=b|0;return 2}function SGa(a,b){a=a|0;b=b|0;return 2}function TGa(a){a=a|0;sOb(a);return}function UGa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=pOb(32)|0;d[c+4>>1]=d[b+4>>1]|0;g=c+8|0;e=b+8|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];f[c>>2]=36552;g=b+24|0;e=f[g+4>>2]|0;b=c+24|0;f[b>>2]=f[g>>2];f[b+4>>2]=e;f[a>>2]=c;return}function VGa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&2)){c=0;return c|0}d[b>>1]=c&-3;n[a+24>>2]=0.0;c=1;return c|0}function WGa(a){a=a|0;return (d[a+4>>1]&2?a+24|0:0)|0}function XGa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&4)){c=0;return c|0}d[b>>1]=c&-5;n[a+28>>2]=0.0;c=1;return c|0}function YGa(a){a=a|0;return (d[a+4>>1]&4?a+28|0:0)|0}function ZGa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=pOb(44)|0;d[c+4>>1]=d[b+4>>1]|0;g=c+8|0;e=b+8|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];g=b+24|0;e=f[g+4>>2]|0;b=c+24|0;f[b>>2]=f[g>>2];f[b+4>>2]=e;f[c>>2]=36708;f[c+36>>2]=0;f[c+40>>2]=0;f[a>>2]=c;return}function _Ga(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+24|0;if(e&2)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|2;n[a>>2]=b;e=1;return e|0}function $Ga(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+28|0;if(e&4)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|4;n[a>>2]=b;e=1;return e|0}function aHa(a){a=a|0;f[a>>2]=36708;a=f[a+40>>2]|0;if(!a)return;iOb(a);return}function bHa(a){a=a|0;var b=0;f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function cHa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0;c=pOb(44)|0;d[c+4>>1]=d[b+4>>1]|0;h=c+8|0;g=b+8|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];h=b+24|0;g=f[h+4>>2]|0;e=c+24|0;f[e>>2]=f[h>>2];f[e+4>>2]=g;f[c>>2]=36708;f[c+32>>2]=f[b+32>>2];f[c+36>>2]=f[b+36>>2];b=f[b+40>>2]|0;f[c+40>>2]=b;if(!b){h=c;f[a>>2]=h;return}gOb(b);h=c;f[a>>2]=h;return}function dHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&8)){c=0;return c|0}d[b>>1]=c&-9;n[a+32>>2]=0.0;c=1;return c|0}function eHa(a){a=a|0;return (d[a+4>>1]&8?a+32|0:0)|0}function fHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&16)){c=0;return c|0}d[b>>1]=c&-17;f[a+36>>2]=0;c=a+40|0;a=f[c>>2]|0;f[c>>2]=0;if(!a){c=1;return c|0}iOb(a);c=1;return c|0}function gHa(a){a=a|0;return (d[a+4>>1]&16?a+36|0:0)|0}function hHa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0;c=pOb(64)|0;d[c+4>>1]=d[b+4>>1]|0;h=c+8|0;g=b+8|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];h=b+24|0;g=f[h+4>>2]|0;e=c+24|0;f[e>>2]=f[h>>2];f[e+4>>2]=g;f[c+32>>2]=f[b+32>>2];e=b+36|0;f[c+36>>2]=f[e>>2];b=b+40|0;f[c+40>>2]=f[b>>2];f[e>>2]=0;f[b>>2]=0;f[c>>2]=36864;f[c+44>>2]=0;f[c+48>>2]=0;f[c+52>>2]=0;f[a>>2]=c;return}function iHa(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+32|0;if(e&8)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|8;n[a>>2]=b;e=1;return e|0}function jHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&16)if((f[a+36>>2]|0)==(f[b>>2]|0)){a=0;return a|0}d[c>>1]=e|16;c=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[a+36>>2]=c;a=a+40|0;c=f[a>>2]|0;f[a>>2]=e;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function kHa(a){a=a|0;var b=0,c=0;f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;a=f[a+40>>2]|0;if(!a)return;iOb(a);return}function lHa(a){a=a|0;var b=0,c=0;f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function mHa(a,b){a=a|0;b=b|0;var c=0;c=pOb(64)|0;KHa(c,b);f[a>>2]=c;return}function nHa(a){a=a|0;var b=0,c=0,e=0;b=a+4|0;c=d[b>>1]|0;if(!(c&32)){a=0;return a|0}d[b>>1]=c&-33;e=a+44|0;b=f[e>>2]|0;c=a+48|0;if(!b)b=a+52|0;else{if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);b=a+52|0;f[b>>2]=0;f[c>>2]=0;f[e>>2]=0}f[e>>2]=0;f[c>>2]=0;f[b>>2]=0;a=1;return a|0}function oHa(a){a=a|0;return (d[a+4>>1]&32?a+44|0:0)|0}function pHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&64)){c=0;return c|0}d[b>>1]=c&-65;n[a+56>>2]=0.0;c=1;return c|0}function qHa(a){a=a|0;return (d[a+4>>1]&64?a+56|0:0)|0}function rHa(a){a=a|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(!(e&128)){e=0;return e|0}d[c>>1]=e&-129;b[a+60>>0]=0;e=1;return e|0}function sHa(a){a=a|0;return (d[a+4>>1]&128?a+60|0:0)|0}function tHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0;e=pOb(100)|0;d[e+4>>1]=d[c+4>>1]|0;i=e+8|0;g=c+8|0;f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];f[i+12>>2]=f[g+12>>2];i=c+24|0;g=f[i+4>>2]|0;h=e+24|0;f[h>>2]=f[i>>2];f[h+4>>2]=g;f[e+32>>2]=f[c+32>>2];h=c+36|0;f[e+36>>2]=f[h>>2];g=c+40|0;f[e+40>>2]=f[g>>2];f[h>>2]=0;f[g>>2]=0;g=c+44|0;f[e+44>>2]=f[g>>2];h=c+48|0;f[e+48>>2]=f[h>>2];i=c+52|0;f[e+52>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[g>>2]=0;g=e+56|0;c=c+56|0;f[g>>2]=f[c>>2];b[g+4>>0]=b[c+4>>0]|0;f[e>>2]=37020;f[e+64>>2]=0;f[e+68>>2]=0;f[a>>2]=e;return}function uHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=a+4|0;l=d[k>>1]|0;m=a+44|0;a:do if(!(l&32)){h=a+48|0;g=f[m>>2]|0}else{h=a+48|0;n=f[h>>2]|0;j=f[m>>2]|0;e=f[c>>2]|0;g=j;i=n;if((n-j|0)==((f[c+4>>2]|0)-e|0)){if((g|0)==(i|0)){n=0;return n|0}j=g;while(1){if((b[j>>0]|0)!=(b[e>>0]|0))break a;j=j+1|0;if((j|0)==(i|0)){e=0;break}else e=e+1|0}return e|0}}while(0);d[k>>1]=l|32;e=a+44|0;if(!g)e=a+52|0;else{if((f[h>>2]|0)!=(g|0))f[h>>2]=g;sOb(g);n=a+52|0;f[n>>2]=0;f[h>>2]=0;f[e>>2]=0;e=n}f[m>>2]=f[c>>2];n=c+4|0;f[h>>2]=f[n>>2];m=c+8|0;f[e>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[c>>2]=0;n=1;return n|0}function vHa(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+56|0;if(e&64)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|64;n[a>>2]=b;e=1;return e|0}function wHa(a,c){a=a|0;c=c|0;var e=0,f=0;e=a+4|0;f=d[e>>1]|0;a=a+60|0;if(f&128)if((b[a>>0]|0)==c<<24>>24){f=0;return f|0}d[e>>1]=f|128;b[a>>0]=c;f=1;return f|0}function xHa(a){a=a|0;var b=0,c=0;f[a>>2]=37020;b=f[a+68>>2]|0;if(b|0)iOb(b);f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b)return;iOb(b);return}function yHa(a){a=a|0;var b=0,c=0;f[a>>2]=37020;b=f[a+68>>2]|0;if(b|0)iOb(b);f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function zHa(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(100)|0;KHa(d,c);f[d>>2]=37020;f[d+64>>2]=f[c+64>>2];e=f[c+68>>2]|0;f[d+68>>2]=e;if(e|0)gOb(e);f[d+72>>2]=f[c+72>>2];f[d+76>>2]=f[c+76>>2];f[d+80>>2]=f[c+80>>2];f[d+84>>2]=f[c+84>>2];f[d+88>>2]=f[c+88>>2];f[d+92>>2]=f[c+92>>2];b[d+96>>0]=b[c+96>>0]|0;f[a>>2]=d;return}function AHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&256)){c=0;return c|0}d[b>>1]=c&-257;f[a+64>>2]=0;c=a+68|0;a=f[c>>2]|0;f[c>>2]=0;if(!a){c=1;return c|0}iOb(a);c=1;return c|0}function BHa(a){a=a|0;return (d[a+4>>1]&256?a+64|0:0)|0}function CHa(a){a=a|0;var b=0;a=a+4|0;b=d[a>>1]|0;if(!(b&512)){b=0;return b|0}d[a>>1]=b&-513;b=1;return b|0}function DHa(a){a=a|0;return (d[a+4>>1]&512?a+72|0:0)|0}function EHa(a){a=a|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(!(e&1024)){e=0;return e|0}d[c>>1]=e&-1025;b[a+96>>0]=0;e=1;return e|0}function FHa(a){a=a|0;return (d[a+4>>1]&1024?a+96|0:0)|0}function GHa(a,b){a=a|0;b=b|0;oh[f[(f[b>>2]|0)+8>>2]&1023](a,b);return}function HHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&256)if((f[a+64>>2]|0)==(f[b>>2]|0)){a=0;return a|0}d[c>>1]=e|256;c=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[a+64>>2]=c;a=a+68|0;c=f[a>>2]|0;f[a>>2]=e;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function IHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&512)if(+n[a+72>>2]==+n[b>>2])if(+n[a+76>>2]==+n[b+4>>2])if(+n[a+80>>2]==+n[b+8>>2])if(+n[a+84>>2]==+n[b+12>>2])if(+n[a+88>>2]==+n[b+16>>2])if(+n[a+92>>2]==+n[b+20>>2]){e=0;return e|0}d[c>>1]=e|512;f[a+72>>2]=f[b>>2];f[a+76>>2]=f[b+4>>2];f[a+80>>2]=f[b+8>>2];f[a+84>>2]=f[b+12>>2];f[a+88>>2]=f[b+16>>2];f[a+92>>2]=f[b+20>>2];e=1;return e|0}function JHa(a,c){a=a|0;c=c|0;var e=0,f=0;e=a+4|0;f=d[e>>1]|0;a=a+96|0;if(f&1024)if((b[a>>0]|0)==c<<24>>24){f=0;return f|0}d[e>>1]=f|1024;b[a>>0]=c;f=1;return f|0}function KHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0;f[a>>2]=37176;d[a+4>>1]=d[c+4>>1]|0;f[a>>2]=36396;j=a+8|0;k=c+8|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];f[a>>2]=36552;j=c+24|0;k=f[j+4>>2]|0;e=a+24|0;f[e>>2]=f[j>>2];f[e+4>>2]=k;f[a>>2]=36708;f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];e=f[c+40>>2]|0;f[a+40>>2]=e;if(e|0)gOb(e);f[a>>2]=36864;e=a+44|0;g=c+44|0;f[e>>2]=0;j=a+48|0;f[j>>2]=0;f[a+52>>2]=0;i=c+48|0;h=(f[i>>2]|0)-(f[g>>2]|0)|0;if(!h){a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}if((h|0)<0)AMb(e);k=pOb(h)|0;f[j>>2]=k;f[e>>2]=k;f[a+52>>2]=k+h;g=f[g>>2]|0;e=(f[i>>2]|0)-g|0;if((e|0)<=0){a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}bQb(k|0,g|0,e|0)|0;f[j>>2]=k+e;a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}function LHa(a){a=a|0;yf()}function MHa(a){a=a|0;return 0}function NHa(a){a=a|0;return 0}function OHa(a,b){a=a|0;b=b|0;return 2}function PHa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;d=pOb(228)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37332;e=d+12|0;c=d+108|0;g=e;h=g+96|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;n[d+112>>2]=0.0;n[d+116>>2]=0.0;n[d+120>>2]=1.0;c=d+164|0;g=d+124|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;n[d+168>>2]=1.0;n[d+172>>2]=1.0;n[d+176>>2]=1.0;n[d+180>>2]=0.0;n[d+184>>2]=0.0;n[d+188>>2]=0.0;n[d+192>>2]=-1.0;n[d+196>>2]=-1.0;n[d+200>>2]=-1.0;n[d+204>>2]=1.0;n[d+208>>2]=1.0;n[d+212>>2]=1.0;f[d+216>>2]=0;f[d+220>>2]=-1;b[d+224>>0]=0;b[d+225>>0]=0;b[d+226>>0]=0;b[d+227>>0]=2;f[a>>2]=e;f[a+4>>2]=d;return}function QHa(a){a=a|0;f[a>>2]=37332;UHa(a+12|0);aOb(a);return}function RHa(a){a=a|0;f[a>>2]=37332;UHa(a+12|0);aOb(a);sOb(a);return}function SHa(a){a=a|0;UHa(a+12|0);return}function THa(a){a=a|0;sOb(a);return}function UHa(a){a=a|0;var b=0,c=0;b=f[a>>2]|0;if(b|0){c=a+4|0;if(f[c>>2]|0)o9a(b,c)}b=f[a+148>>2]|0;if(b|0)iOb(b);b=f[a+140>>2]|0;if(b|0)iOb(b);b=f[a+132>>2]|0;if(b|0)iOb(b);b=f[a+124>>2]|0;if(b|0)iOb(b);b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+84>>2]|0;if(b|0)iOb(b);b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+64>>2]|0;if(b|0)iOb(b);b=f[a+56>>2]|0;if(b|0)iOb(b);b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function VHa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0;j=pOb(228)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37332;k=j+12|0;d=j+108|0;g=k;h=g+96|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;n[j+112>>2]=0.0;n[j+116>>2]=0.0;n[j+120>>2]=1.0;d=j+164|0;g=j+124|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;n[j+168>>2]=1.0;n[j+172>>2]=1.0;n[j+176>>2]=1.0;n[j+180>>2]=0.0;n[j+184>>2]=0.0;n[j+188>>2]=0.0;n[j+192>>2]=-1.0;n[j+196>>2]=-1.0;n[j+200>>2]=-1.0;n[j+204>>2]=1.0;n[j+208>>2]=1.0;n[j+212>>2]=1.0;f[j+216>>2]=0;f[j+220>>2]=-1;b[j+224>>0]=0;b[j+225>>0]=0;b[j+226>>0]=0;b[j+227>>0]=2;f[a>>2]=k;f[a+4>>2]=j;a=j+16|0;g=f[c>>2]|0;d=f[c+4>>2]|0;h=d;if(!d){f[a>>2]=g;f[j+20>>2]=h}else{gOb(d);l=j+20|0;d=f[l>>2]|0;f[a>>2]=g;f[l>>2]=h;if(d|0)iOb(d)}d=f[c>>2]|0;if(!d)return;d=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;do if(d|0){a=j+164|0;if(+n[a>>2]==+n[d>>2])if(+n[j+168>>2]==+n[d+4>>2])if(+n[j+172>>2]==+n[d+8>>2])if(+n[j+176>>2]==+n[d+12>>2])break;f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];l=j+227|0;b[l>>0]=b[l>>0]|2;if(f[j+100>>2]|0){f[j+24>>2]=0;l=j+28|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+40>>2]=0;l=j+44|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}}while(0);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+24>>2]&1023](d)|0;if(d|0)f[j+196>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+32>>2]&1023](d)|0;if(d|0)f[j+192>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;if(d|0){i=+n[d>>2];a=j+200|0;e=+n[a>>2];if(!(e==i)){d=f[j+132>>2]|0;if(d|0)if(f[d+8>>2]|0)if(i>0.0^e>0.0){f[j+24>>2]=0;l=j+28|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+40>>2]=0;l=j+44|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}n[a>>2]=i}}d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+48>>2]&1023](d)|0;if(d|0)WHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+64>>2]&1023](d)|0;if(d|0)f[j+212>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+72>>2]&1023](d)|0;if(d|0){d=b[d>>0]|0;a=j+226|0;if((b[a>>0]|0)!=d<<24>>24){b[a>>0]=d;f[j+56>>2]=0;l=j+60|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+64>>2]=0;l=j+68|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}}d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+80>>2]&1023](d)|0;if(d|0)XHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+88>>2]&1023](d)|0;if(d|0)YHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+96>>2]&1023](d)|0;if(!d)return;ZHa(k,b[d>>0]|0);return}function WHa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+120|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+124|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function XHa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=a+88|0;e=f[h>>2]|0;d=f[c>>2]|0;if((e|0)==(d|0))return;if(!d)d=0;else d=(f[d+8>>2]|0)!=0;if(!e){if(d)g=7}else if(d^(f[e+8>>2]|0)!=0)g=7;if((g|0)==7){f[a+12>>2]=0;g=a+16|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;g=a+32|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)iOb(d)}d=f[c>>2]|0;g=f[c+4>>2]|0;if(g|0)gOb(g);f[h>>2]=d;h=a+92|0;e=f[h>>2]|0;f[h>>2]=g;if(e){iOb(e);d=f[a+88>>2]|0}h=a+215|0;b[h>>0]=b[h>>0]|2;if(!d)return;f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;a=a+32|0;d=f[a>>2]|0;f[a>>2]=0;if(!d)return;iOb(d);return}function YHa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0;h=a+96|0;d=+n[h>>2];e=+n[b>>2];if(d==e)if(+n[a+100>>2]==+n[b+4>>2])if(+n[a+104>>2]==+n[b+8>>2])if(+n[a+108>>2]==+n[b+12>>2])if(+n[a+112>>2]==+n[b+16>>2])if(+n[a+116>>2]==+n[b+20>>2])return;if(d!=1.0)c=1;else if(+n[a+100>>2]!=0.0)c=1;else if(+n[a+104>>2]!=0.0)c=1;else if(+n[a+108>>2]!=1.0)c=1;else if(+n[a+112>>2]!=0.0)c=1;else c=+n[a+116>>2]!=0.0;if(e!=1.0)g=18;else if(+n[b+4>>2]!=0.0)g=18;else if(+n[b+8>>2]!=0.0)g=18;else if(+n[b+12>>2]!=1.0)g=18;else if(+n[b+16>>2]!=0.0)g=18;else if(c^+n[b+20>>2]!=0.0)g=20;if((g|0)==18)if(!c)g=20;if((g|0)==20){f[a+12>>2]=0;g=a+16|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;g=a+32|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c)}f[h>>2]=f[b>>2];f[a+100>>2]=f[b+4>>2];f[a+104>>2]=f[b+8>>2];f[a+108>>2]=f[b+12>>2];f[a+112>>2]=f[b+16>>2];f[a+116>>2]=f[b+20>>2];return}function ZHa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=a+213|0;if((b[e>>0]|0)==c<<24>>24)return;g=a+88|0;d=f[g>>2]|0;if(!d){b[e>>0]=c;a=a+215|0;b[a>>0]=b[a>>0]|2;return}if(f[d+8>>2]|0){f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;h=a+32|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d)}h=f[g>>2]|0;b[e>>0]=c;g=a+215|0;b[g>>0]=b[g>>0]|2;if(!h)return;f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;h=a+32|0;d=f[h>>2]|0;f[h>>2]=0;if(!d)return;iOb(d);return}function _Ha(a,c){a=a|0;c=c|0;var d=0;d=a+152|0;if(+n[d>>2]==+n[c>>2])if(+n[a+156>>2]==+n[c+4>>2])if(+n[a+160>>2]==+n[c+8>>2])if(+n[a+164>>2]==+n[c+12>>2])return;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];d=a+215|0;b[d>>0]=b[d>>0]|2;if(!(f[a+88>>2]|0))return;f[a+12>>2]=0;d=a+16|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;a=a+32|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function $Ha(a,b){a=a|0;b=+b;n[a+184>>2]=b;return}function aIa(a,b){a=a|0;b=+b;n[a+180>>2]=b;return}function bIa(a,b){a=a|0;b=+b;var c=0,d=0.0,e=0,g=0;e=a+188|0;d=+n[e>>2];if(d==b)return;c=f[a+120>>2]|0;if(c|0)if(f[c+8>>2]|0)if(b>0.0^d>0.0){f[a+12>>2]=0;g=a+16|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;g=a+32|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c)}n[e>>2]=b;return}function cIa(a,b,c){a=a|0;b=b|0;c=c|0;VHa(a,c);f[f[a>>2]>>2]=b;return}function dIa(a){a=a|0;var b=0,c=0;f[a+44>>2]=0;c=a+48|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+52>>2]=0;c=a+56|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+60>>2]=0;c=a+64|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+68>>2]=0;c=a+72|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+12>>2]=0;c=a+16|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+20>>2]=0;c=a+24|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+28>>2]=0;c=a+32|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+36>>2]=0;c=a+40|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function eIa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;if(!(b[a+215>>0]&1)){g=f[a+88>>2]|0;if(g|0)if(f[g+8>>2]|0)if((f[g+24>>2]|0)==10497)if(!(Zwb(g)|0)){f[a+12>>2]=0;h=a+16|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+20>>2]=0;h=a+24|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+28>>2]=0;h=a+32|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+36>>2]=0;h=a+40|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g)}}g=a+76|0;if((f[g>>2]|0)==(c|0)){e=e&255;h=d&255;h=a+12+(e<<4)+(h<<3)|0;return h|0}f[g>>2]=c;dIa(a);e=e&255;h=d&255;h=a+12+(e<<4)+(h<<3)|0;return h|0}function fIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+76|0;if((f[d>>2]|0)!=(b|0)){f[d>>2]=b;dIa(a)}return a+44+((c&255)<<3)|0}function gIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+76|0;if((f[d>>2]|0)!=(b|0)){f[d>>2]=b;dIa(a)}return a+60+((c&255)<<3)|0}function hIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+180>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&4){e=+n[a+780>>2];return +e}a=f[d>>2]|0;if(!a){e=0.0;return +e}if(!(b[a+788>>0]&4)){e=0.0;return +e}e=+n[a+780>>2];return +e}function iIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+184>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&8){e=+n[a+784>>2];return +e}a=f[d>>2]|0;if(!a){e=1.0;return +e}if(!(b[a+788>>0]&8)){e=1.0;return +e}e=+n[a+784>>2];return +e}function jIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+188>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&2){e=+n[a+776>>2];return +e}a=f[d>>2]|0;if(!a){e=0.0;return +e}if(!(b[a+788>>0]&2)){e=0.0;return +e}e=+n[a+776>>2];return +e}function kIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+120|0;if(f[d>>2]|0)return d|0;a=f[b>>2]|0;if(a|0){a=a+760|0;if(f[a>>2]|0){d=a;return d|0}}a=f[c>>2]|0;if(a|0){a=a+760|0;if(f[a>>2]|0){d=a;return d|0}}return d|0}function lIa(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;o=c+76|0;if((f[o>>2]|0)!=(d|0)){f[o>>2]=d;dIa(c)}if((e&255)<3)b[m>>0]=256>>>((e&255)<<3&16777215);b[m+1>>0]=b[c+212>>0]|0;r=m+4|0;s=g&255;o=s<<3&8;d=o|1;o=o|2049;g=l?o:d;w=g|16;g=k?w:g;f[r>>2]=k?w:l?o:d;k=c+88|0;d=f[k>>2]|0;if(d|0)if(f[d+8>>2]|0){o=g|32;f[r>>2]=o;l=c+213|0;if((b[l>>0]|0)==1){o=g|96;f[r>>2]=o}if(+n[c+96>>2]!=1.0)q=15;else if(+n[c+100>>2]!=0.0)q=15;else if(+n[c+104>>2]!=0.0)q=15;else if(+n[c+108>>2]!=1.0)q=15;else if(+n[c+112>>2]!=0.0)q=15;else if(+n[c+116>>2]!=0.0)q=15;if((q|0)==15)f[r>>2]=o|256;if((f[d+24>>2]|0)==10497)if(Zwb(d)|0)q=19;else{f[r>>2]=f[r>>2]|128;w=c+215|0;o=b[w>>0]|1;b[w>>0]=o}else q=19;if((q|0)==19){w=c+215|0;o=b[w>>0]&-2;b[w>>0]=o}if(j<<24>>24==1){g=c+215|0;if(o&2){d=f[k>>2]|0;a:do if(!d){d=+n[c+164>>2]<1.0;q=29}else switch(b[l>>0]|0){case 0:{if(+n[c+164>>2]<1.0){d=1;q=29;break a}d=(f[d+12>>2]|2|0)==6410;q=29;break a}case 1:{if(!(+n[c+164>>2]<1.0)){d=0;q=29;break a}d=(f[d+12>>2]|2|0)==6410;q=29;break a}default:break a}while(0);if((q|0)==29){o=(d&1)<<2&255|o&-5;b[g>>0]=o}o=o&-3;b[g>>0]=o}if(o&4)f[r>>2]=f[r>>2]|1024}}p=+n[c+188>>2];do if(!(p>=0.0)){o=f[h>>2]|0;if(!o)q=36;else if(!(b[o+788>>0]&2))q=36;if((q|0)==36){o=f[i>>2]|0;if(!o)break;if(!(b[o+788>>0]&2))break}p=+n[o+776>>2];q=39}else q=39;while(0);b:do if((q|0)==39)if(p>0.0){o=f[c+120>>2]|0;do if(!o){o=f[h>>2]|0;if(o|0){o=f[o+760>>2]|0;if(o|0)break}o=f[i>>2]|0;if(!o)break b;o=f[o+760>>2]|0;if(!o)break b}while(0);if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|512}while(0);o=f[c+128>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|131072;o=f[c+136>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|262144;o=f[c+144>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|524288;qhb(t,jhb()|0,m,1);w=f[t>>2]|0;d=w;if(!w){f[a>>2]=0;d=t+4|0;o=a+4|0}else{o=e&255;k=t+4|0;g=f[k>>2]|0;if(g|0)gOb(g);f[c+12+(s<<4)+(o<<3)>>2]=d;w=c+12+(s<<4)+(o<<3)+4|0;o=f[w>>2]|0;f[w>>2]=g;if(o|0)iOb(o);f[a>>2]=f[t>>2];f[a+4>>2]=f[k>>2];f[t>>2]=0;d=k;o=k}f[o>>2]=0;o=f[d>>2]|0;if(!o){u=v;return}iOb(o);u=v;return}function mIa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;k=l;i=c+76|0;if((f[i>>2]|0)!=(d|0)){f[i>>2]=d;dIa(c)}b[h>>0]=0;b[h+1>>0]=0;i=h+4|0;j=e&255;e=j<<3&8;m=e|2048;d=g?m:e;f[i>>2]=g?m:e;if(f[c+80>>2]|0){f[i>>2]=d|32768;if((b[c+214>>0]&-2)<<24>>24==2)f[i>>2]=d|98304}m=h+16|0;d=f[m>>2]|0;f[m>>2]=0;qhb(k,jhb()|0,h,1);f[m>>2]=d>>>0<4?d:4;m=f[k>>2]|0;d=m;if(!m){f[a>>2]=0;i=k+4|0;d=a+4|0}else{e=k+4|0;i=f[e>>2]|0;if(i|0)gOb(i);f[c+44+(j<<3)>>2]=d;m=c+44+(j<<3)+4|0;d=f[m>>2]|0;f[m>>2]=i;if(d|0)iOb(d);f[a>>2]=f[k>>2];f[a+4>>2]=f[e>>2];f[k>>2]=0;i=e;d=e}f[d>>2]=0;d=f[i>>2]|0;if(!d){u=l;return}iOb(d);u=l;return}function nIa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;m=o;k=c+76|0;if((f[k>>2]|0)!=(d|0)){f[k>>2]=d;dIa(c)}b[j>>0]=0;b[j+1>>0]=0;k=j+4|0;l=e&255;p=l<<3&8;e=p|2;p=p|2050;d=i?p:e;f[k>>2]=i?p:e;switch(g<<24>>24){case 2:case 5:{d=d|4096;f[k>>2]=d;break}default:{}}switch(h<<24>>24){case 1:{f[k>>2]=d|8192;n=8;break}case 2:{f[k>>2]=d|16384;qhb(m,jhb()|0,j,1);e=f[m>>2]|0;k=f[m+4>>2]|0;break}default:n=8}if((n|0)==8){p=j+16|0;n=f[p>>2]|0;f[p>>2]=0;qhb(m,jhb()|0,j,1);e=f[m>>2]|0;k=f[m+4>>2]|0;f[p>>2]=n>>>0<4?n:4}if(!e){f[a>>2]=0;f[a+4>>2]=0;if(!k){u=o;return}iOb(k);u=o;return}if(k|0)gOb(k);f[c+60+(l<<3)>>2]=e;p=c+60+(l<<3)+4|0;d=f[p>>2]|0;f[p>>2]=k;if(d|0)iOb(d);f[a>>2]=e;f[a+4>>2]=k;u=o;return}function oIa(a,c){a=a|0;c=c|0;var d=0;d=a+212|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+12>>2]=0;d=a+16|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;a=a+32|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function pIa(a,b){a=a|0;b=b|0;a=a+168|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];return}function qIa(a,b){a=a|0;b=+b;n[a+192>>2]=b;return}function rIa(a,b){a=a|0;b=+b;n[a+196>>2]=b;return}function sIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+80|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+44>>2]=0;e=a+48|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+52>>2]=0;e=a+56|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+84|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function tIa(a){a=a|0;var c=0;c=f[a+88>>2]|0;a:do if(!c)c=+n[a+164>>2]<1.0;else switch(b[a+213>>0]|0){case 0:{if(+n[a+164>>2]<1.0){c=1;break a}c=(f[c+12>>2]|2|0)==6410;break a}case 1:{if(!(+n[a+164>>2]<1.0)){c=0;break a}c=(f[c+12>>2]|2|0)==6410;break a}default:{c=a+215|0;a=c;c=b[c>>0]|0;c=c&-3;b[a>>0]=c;return}}while(0);a=a+215|0;c=b[a>>0]&-5|(c&1)<<2&255;b[a>>0]=c;c=c&-3;b[a>>0]=c;return}function uIa(a,b){a=a|0;b=b|0;switch(b|0){case 0:{ZHa(a,0);return}case 1:{ZHa(a,1);return}default:return}}function vIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+32|0;d=c;Twb(a);Lwb(d);Nwb(d,9728,0);Mwb(d,10497,0);e=f[b>>2]|0;$wb(f[a>>2]|0,6409,(f[b+4>>2]|0)-e|0,1,6409,5121,e,d);u=c;return}function wIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+128|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+20>>2]=0;e=a+24|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+36>>2]=0;e=a+40|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+132|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function xIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+136|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+140|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function yIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+144|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+148|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function zIa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;i=u;u=u+64|0;g=i;f[g>>2]=f[a>>2];w=a+4|0;f[g+4>>2]=f[w>>2];v=a+8|0;f[g+8>>2]=f[v>>2];t=a+12|0;f[g+12>>2]=f[t>>2];s=a+16|0;f[g+16>>2]=f[s>>2];r=a+20|0;f[g+20>>2]=f[r>>2];q=a+24|0;f[g+24>>2]=f[q>>2];p=a+28|0;f[g+28>>2]=f[p>>2];o=a+32|0;f[g+32>>2]=f[o>>2];n=a+36|0;f[g+36>>2]=f[n>>2];m=a+40|0;f[g+40>>2]=f[m>>2];l=a+44|0;f[g+44>>2]=f[l>>2];k=a+48|0;f[g+48>>2]=f[k>>2];j=a+52|0;f[g+52>>2]=f[j>>2];d=a+56|0;f[g+56>>2]=f[d>>2];e=a+60|0;f[g+60>>2]=f[e>>2];f[a>>2]=f[c>>2];f[w>>2]=f[c+4>>2];f[v>>2]=f[c+8>>2];f[t>>2]=f[c+12>>2];f[s>>2]=f[c+16>>2];f[r>>2]=f[c+20>>2];f[q>>2]=f[c+24>>2];f[p>>2]=f[c+28>>2];f[o>>2]=f[c+32>>2];f[n>>2]=f[c+36>>2];f[m>>2]=f[c+40>>2];f[l>>2]=f[c+44>>2];f[k>>2]=f[c+48>>2];f[j>>2]=f[c+52>>2];f[d>>2]=f[c+56>>2];f[e>>2]=f[c+60>>2];c=a+120|0;b[c>>0]=b[c>>0]|28;c=f[a+64>>2]|0;e=f[a+68>>2]|0;if((c|0)==(e|0)){u=i;return}do{d=f[c>>2]|0;w=d+200|0;w=ZPb(f[w>>2]|0,(h[w+4>>0]|0)&255|0,26)|0;if((f[d+72+((w&3)<<3)>>2]|0)==(a|0))nJa(d,g,a);c=c+4|0}while((c|0)!=(e|0));u=i;return}function AIa(a){a=a|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0;g=+n[a>>2];e=+n[a+4>>2];i=+n[a+8>>2];d=+n[a+16>>2];f=+n[a+20>>2];h=+n[a+24>>2];k=+n[a+32>>2];j=+n[a+36>>2];l=+n[a+40>>2];p=f*l-h*j;o=h*k-d*l;m=d*j-f*k;c=1.0/(g*p+(i*m+e*o));n[a+76>>2]=p*c;n[a+80>>2]=o*c;n[a+84>>2]=m*c;n[a+88>>2]=(i*j-e*l)*c;n[a+92>>2]=(g*l-i*k)*c;n[a+96>>2]=(e*k-g*j)*c;n[a+100>>2]=(e*h-i*f)*c;n[a+104>>2]=(i*d-g*h)*c;n[a+108>>2]=(g*f-e*d)*c;a=a+120|0;b[a>>0]=b[a>>0]&-5;return}function BIa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0;i=+n[a+20>>2];g=+n[a+40>>2];e=+n[a+36>>2];h=+n[a+24>>2];f=+n[a+4>>2];d=+n[a+8>>2];c=a+120|0;b[c>>0]=b[c>>0]&-10|+n[a+32>>2]*(h*f-i*d)+(+n[a>>2]*(i*g-e*h)-+n[a+16>>2]*(g*f-e*d))<0.0;return}function CIa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;g=+n[a>>2];f=+n[a+4>>2];h=+n[a+8>>2];h=g*g+(f*f+h*h);f=+n[a+16>>2];g=+n[a+20>>2];d=+n[a+24>>2];d=f*f+(g*g+d*d);g=+n[a+32>>2];f=+n[a+36>>2];e=+n[a+40>>2];e=g*g+(f*f+e*e);f=(h+0.0+d+e)*.3333333432674408;g=f*9.999999747378752e-05;if(+K(+(h-f))>g)c=2;else if(+K(+(d-f))>g)c=2;else if(+K(+(e-f))>g)c=2;else c=0;a=a+120|0;b[a>>0]=b[a>>0]&-19|c;return}function DIa(a){a=a|0;var b=0;b=pOb(136)|0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=37360;f[b+76>>2]=0;f[b+80>>2]=0;f[b+84>>2]=0;f[b+124>>2]=0;f[b+128>>2]=-1;f[a>>2]=b+12;f[a+4>>2]=b;return}function EIa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37360;b=f[a+76>>2]|0;if(!b){aOb(a);return}c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function FIa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37360;b=f[a+76>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function GIa(a){a=a|0;var b=0,c=0;c=f[a+76>>2]|0;if(!c)return;a=a+80|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function HIa(a){a=a|0;sOb(a);return}function IIa(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(136)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37360;e=d+12|0;f[e>>2]=f[c>>2];f[d+16>>2]=f[c+4>>2];f[d+20>>2]=f[c+8>>2];f[d+24>>2]=f[c+12>>2];f[d+28>>2]=f[c+16>>2];f[d+32>>2]=f[c+20>>2];f[d+36>>2]=f[c+24>>2];f[d+40>>2]=f[c+28>>2];f[d+44>>2]=f[c+32>>2];f[d+48>>2]=f[c+36>>2];f[d+52>>2]=f[c+40>>2];f[d+56>>2]=f[c+44>>2];f[d+60>>2]=f[c+48>>2];f[d+64>>2]=f[c+52>>2];f[d+68>>2]=f[c+56>>2];f[d+72>>2]=f[c+60>>2];f[d+76>>2]=0;f[d+80>>2]=0;f[d+84>>2]=0;f[d+124>>2]=0;f[d+128>>2]=-1;c=d+132|0;b[c>>0]=b[c>>0]|28;f[a>>2]=e;f[a+4>>2]=d;return}function JIa(a){a=a|0;var c=0,d=0,e=0;if(!(b[257320]|0))if(MPb(257320)|0){c=pOb(136)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37360;d=c+12|0;f[d>>2]=1065353216;e=c+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+32>>2]=1065353216;e=c+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+52>>2]=1065353216;e=c+56|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+72>>2]=1065353216;f[c+76>>2]=0;f[c+80>>2]=0;f[c+84>>2]=0;f[c+124>>2]=0;f[c+128>>2]=-1;b[c+132>>0]=-1;f[64666]=d;f[64667]=c}f[a>>2]=f[64666];c=f[64667]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}function KIa(a){a=a|0;var b=0,c=0;b=f[a+64>>2]|0;c=f[a+68>>2]|0;if((b|0)==(c|0)){c=0;return c|0}else a=b;while(1){b=f[a>>2]|0;if(f[b+196>>2]&524288|0){b=b+200|0;if((f[b>>2]&-268435456|0)==0&0==0){a=1;b=5;break}}a=a+4|0;if((a|0)==(c|0)){a=0;b=5;break}}if((b|0)==5)return a|0;return 0}function LIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;c=i;f[c>>2]=b;d=a+64|0;e=a+68|0;g=f[e>>2]|0;h=g-(f[d>>2]|0)>>2;if((f[a+72>>2]|0)>>>0>g>>>0){f[g>>2]=b;f[e>>2]=(f[e>>2]|0)+4;u=i;return h|0}else{MIa(d,c);u=i;return h|0}return 0}function MIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function NIa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=a;OIa(a+64|0,b,d);u=c;return}function OIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=a+4|0;d=f[h>>2]|0;g=f[a>>2]|0;e=d-g>>2;if(e>>>0<=b>>>0)return;if((b+1|0)>>>0<e>>>0){gJa(f[d+-4>>2]|0,b,e+-1|0,f[c>>2]|0);g=(f[h>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;d=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=d;e=f[a>>2]|0;d=f[h>>2]|0;b=e}else{b=g;e=g}d=d+-4|0;f[h>>2]=d;if((b|0)!=(d|0))return;c=a+8|0;b=d-e|0;d=b>>2;if((f[c>>2]|0)-e>>2>>>0<=d>>>0)return;do if(!d){i=0;j=0}else if(d>>>0>1073741823)vd();else{j=pOb(b)|0;i=j;break}while(0);d=i+(d<<2)|0;if((b|0)>0)bQb(j|0,e|0,b|0)|0;f[a>>2]=i;f[h>>2]=d;f[c>>2]=d;if(!e)return;sOb(e);return}function PIa(a){a=a|0;var b=0,c=0,d=0;d=a+196|0;b=a+72|0;c=f[b>>2]|0;if(c|0){NIa(c,f[a+132>>2]|0);f[b>>2]=0;c=a+76|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b)}b=a+80|0;c=f[b>>2]|0;if(c|0){NIa(c,f[a+136>>2]|0);f[b>>2]=0;c=a+84|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b)}c=a+88|0;b=f[c>>2]|0;if(b|0){NIa(b,f[a+140>>2]|0);b=f[c>>2]|0;if((f[b+64>>2]|0)==(f[b+68>>2]|0))if((f[b+112>>2]|0)==-1){if(!(f[d>>2]&262144))b=(f[a>>2]|0)+8|0;else b=a;wSa(f[b>>2]|0,c)}f[c>>2]=0;d=a+92|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)iOb(b)}c=a+4|0;b=f[c>>2]|0;if(b|0){QIa((f[b+44>>2]|0)+112|0,f[a+128>>2]|0);f[c>>2]=0;d=a+8|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)iOb(b)}b=f[a+112>>2]|0;if(b|0)iOb(b);d=a+104|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){RIa(b);sOb(b)}b=f[a+100>>2]|0;if(b|0)iOb(b);b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+84>>2]|0;if(b|0)iOb(b);b=f[a+76>>2]|0;if(b|0)iOb(b);d=a+68|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=a+64|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+56>>2]|0;if(b|0)iOb(b);b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function QIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=a+4|0;d=f[g>>2]|0;e=f[a>>2]|0;c=d-e>>2;if(c>>>0<=b>>>0)return;if((b+1|0)>>>0<c>>>0){IMa(f[d+-4>>2]|0,b,c+-1|0);c=(f[g>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=b;e=f[a>>2]|0;b=f[g>>2]|0;c=e}else{b=d;c=e}b=b+-4|0;f[g>>2]=b;if((c|0)!=(b|0))return;d=a+8|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0<=b>>>0)return;do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,e|0,c|0)|0;f[a>>2]=h;f[g>>2]=b;f[d>>2]=b;if(!e)return;sOb(e);return}function RIa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+296>>2]|0;if(b|0)iOb(b);e=a+288|0;g=f[e>>2]|0;f[e>>2]=0;if(g|0){b=f[g+16>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=g+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}sOb(g)}SIa(a+240|0);SIa(a+192|0);SIa(a+144|0);TIa(a+96|0);TIa(a+48|0);TIa(a);return}function SIa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a>>2]|0;if(!b)return;e=a+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-16|0;f[e>>2]=d;c=f[c+-12>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function TIa(a){a=a|0;var b=0,c=0,d=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function UIa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=pOb(220)|0;f[h+4>>2]=0;f[h+8>>2]=0;f[h>>2]=37388;i=h+12|0;d=h+132|0;e=h+16|0;g=e+116|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[d>>2]=-1;f[h+136>>2]=0;f[h+140>>2]=-1;f[h+168>>2]=0;f[h+172>>2]=0;f[h+176>>2]=0;b[h+204>>0]=7;b[h+205>>0]=0;f[h+208>>2]=393472;g=h+212|0;f[g>>2]=50331648;b[g+4>>0]=1;f[i>>2]=c;n[h+192>>2]=1.0;n[h+196>>2]=1.0;n[h+200>>2]=1.0;g=h+144|0;f[g>>2]=-1;f[g+4>>2]=-1;f[g+8>>2]=-1;f[a>>2]=i;f[a+4>>2]=h;return}function VIa(a){a=a|0;f[a>>2]=37388;PIa(a+12|0);aOb(a);return}function WIa(a){a=a|0;f[a>>2]=37388;PIa(a+12|0);aOb(a);sOb(a);return}function XIa(a){a=a|0;PIa(a+12|0);return}function YIa(a){a=a|0;sOb(a);return}function ZIa(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+16|0;d=o;j=a+196|0;b=f[j>>2]|0;c=b&2;k=(c|0)!=0;l=(b&4|0)!=0;m=(b&1|0)!=0;i=a+200|0;i=ZPb(f[i>>2]|0,(h[i+4>>0]|0)&255|0,28)|0;i=i&15;if(m){e=+n[a+148>>2];g=+n[a+144>>2]}else{e=0.0;g=0.0}if(c){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=cSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}b=b&-259|256;f[j>>2]=b}if(b&4){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=bSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}b=b&-261|256;f[j>>2]=b}if(b&1|0){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=aSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}f[j>>2]=b&-258|256}_Ia(a,0)|0;f[j>>2]=f[j>>2]|524288;$Ia(a);aJa(a,k);bJa(a,l);if(!m){_Ia(a,i)|0;u=o;return}cJa(a,g,e);_Ia(a,i)|0;u=o;return}function _Ia(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;e=f[a+196>>2]|0;g=(e&524288|0)!=0;i=(c+-1|0)>>>0>12&g?((e&100663296|0)==0?0:14):c;j=a+200|0;c=f[j>>2]|0;d=h[j+4>>0]|0;k=ZPb(c|0,d&255|0,28)|0;if((k&15|0)==(i|0)|i>>>0>15){k=0;return k|0}do if(g){if(!(f[a+116>>2]|0))if((f[a+120>>2]|0)==-1)break;if(!(e&262144))c=(f[a>>2]|0)+8|0;else c=a;d=AQa(f[c>>2]|0)|0;c=ZPb(f[j>>2]|0,(h[j+4>>0]|0)&255|0,28)|0;c=c&15;if(c|0){c=W9a(d,c,0)|0;if(c|0)leb(c,a)|0}k=(h[j+4>>0]|0)&255;f[j>>2]=f[j>>2]&268435455|i<<28;b[j+4>>0]=k;$Ia(a);if(!i){k=1;return k|0}c=ZPb(f[j>>2]|0,(h[j+4>>0]|0)&255|0,28)|0;c=W9a(d,c&15,1)|0;if(c|0)if(keb(c,a)|0){k=1;return k|0}k=(h[j+4>>0]|0)&255;f[j>>2]=f[j>>2]&268435455;b[j+4>>0]=k;$Ia(a);k=0;return k|0}while(0);f[j>>2]=c&268435455|i<<28;b[j+4>>0]=d;k=1;return k|0}function $Ia(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;k=f[a+196>>2]|0;if(!(k&524288))return;if(!(f[a+116>>2]|0))if((f[a+120>>2]|0)==-1)return;l=a+200|0;d=f[l>>2]|0;g=h[l+4>>0]|0;m=g&255;j=m&3;do if((d&-268435456|0)==0&0==0){if(k&33556504|0){c=g&252;break}if((d&201326592|0)!=0|0!=0|(k&262144|0)!=0)e=10;else if(!(b[(f[(f[a+4>>2]|0)+44>>2]|0)+148>>0]&8)){c=0;i=1}else e=10;if((e|0)==10){c=0;i=2}d=d|c;c=g&252|i}else c=g|3;while(0);f[l>>2]=d;b[l+4>>0]=c;i=c&3;if((i|0)!=2&(i|0)==(j|0))return;if(!(k&262144))c=(f[a>>2]|0)+8|0;else c=a;c=f[c>>2]|0;switch(m&3){case 0:{eSa(c,f[a+124>>2]|0);break}case 2:{iSa(c,a);break}default:{}}switch((h[l+4>>0]|0)&3){case 0:{m=dSa(c,a)|0;f[a+124>>2]=m;return}case 2:{hSa(c,a);return}default:return}}function aJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;d=s;r=a+196|0;c=f[r>>2]|0;if(!((c&2|0)!=0^b)){u=s;return}a:do if(c&524288|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;p=cSa(f[c>>2]|0)|0;if(!b){f[d>>2]=a;sDa(p,d)|0;break}j=a;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=p+4|0;l=f[k>>2]|0;m=(l|0)==0;b:do if(m)c=0;else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(d){if(e)while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0)))break b;if((f[d+8>>2]|0)==(a|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0))break b}if((f[d+8>>2]|0)==(a|0))break a}}}while(0);a=pOb(12)|0;f[a+8>>2]=j;f[a+4>>2]=o;f[a>>2]=0;i=p+12|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[p+16>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=p+8|0;f[a>>2]=f[c>>2];f[c>>2]=a;f[d>>2]=c;c=f[a>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;q=36}}else{f[a>>2]=f[c>>2];q=36}if((q|0)==36)f[c>>2]=a;f[i>>2]=(f[i>>2]|0)+1}while(0);q=f[r>>2]|0;f[r>>2]=(b&1)<<1|q&134217469|q&-134217728|256;u=s;return}function bJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;d=s;r=a+196|0;c=f[r>>2]|0;if(!((c&4|0)!=0^b)){u=s;return}a:do if(c&524288|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;p=bSa(f[c>>2]|0)|0;if(!b){f[d>>2]=a;sDa(p,d)|0;break}j=a;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=p+4|0;l=f[k>>2]|0;m=(l|0)==0;b:do if(m)c=0;else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(d){if(e)while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0)))break b;if((f[d+8>>2]|0)==(a|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0))break b}if((f[d+8>>2]|0)==(a|0))break a}}}while(0);a=pOb(12)|0;f[a+8>>2]=j;f[a+4>>2]=o;f[a>>2]=0;i=p+12|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[p+16>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=p+8|0;f[a>>2]=f[c>>2];f[c>>2]=a;f[d>>2]=c;c=f[a>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;q=36}}else{f[a>>2]=f[c>>2];q=36}if((q|0)==36)f[c>>2]=a;f[i>>2]=(f[i>>2]|0)+1}while(0);q=f[r>>2]|0;f[r>>2]=(b&1)<<2|q&134217467|q&-134217728|256;u=s;return}function cJa(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=a+196|0;d=f[t>>2]|0;if(d&1|0){s=d;r=a+144|0;n[r>>2]=b;a=a+148|0;n[a>>2]=c;a=s|256;f[t>>2]=a;return}a:do if(d&524288|0){if(!(d&262144))d=(f[a>>2]|0)+8|0;else d=a;r=aSa(f[d>>2]|0)|0;k=a;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=r+4|0;m=f[l>>2]|0;o=(m|0)==0;b:do if(o)d=0;else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&p;else if(p>>>0<m>>>0)d=p;else d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(e){if(g)while(1){e=f[e>>2]|0;if(!e)break b;q=f[e+4>>2]|0;if(!((q|0)==(p|0)|(q&j|0)==(d|0)))break b;if((f[e+8>>2]|0)==(a|0))break a}while(1){e=f[e>>2]|0;if(!e)break b;g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0))break b}if((f[e+8>>2]|0)==(a|0))break a}}}while(0);q=pOb(12)|0;f[q+8>>2]=k;f[q+4>>2]=p;f[q>>2]=0;j=r+12|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[r+16>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=r+8|0;f[q>>2]=f[d>>2];f[d>>2]=q;f[e>>2]=d;d=f[q>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;s=35}}else{f[q>>2]=f[d>>2];s=35}if((s|0)==35)f[d>>2]=q;f[j>>2]=(f[j>>2]|0)+1}while(0);s=f[t>>2]|1;f[t>>2]=s;r=a+144|0;n[r>>2]=b;a=a+148|0;n[a>>2]=c;a=s|256;f[t>>2]=a;return}function dJa(a){a=a|0;var b=0,c=0,d=0,e=0;e=u;u=u+16|0;c=e;d=a+196|0;b=f[d>>2]|0;if(!(b&1)){u=e;return}if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=aSa(f[b>>2]|0)|0;f[c>>2]=a;sDa(b,c)|0;b=f[d>>2]|0}f[d>>2]=b&-258|256;u=e;return}function eJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+80|0;i=l+72|0;j=l;k=a+4|0;d=f[k>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0)){u=l;return}if(d){QIa((f[d+44>>2]|0)+112|0,f[a+128>>2]|0);c=f[b>>2]|0}if(c){m=f[c+44>>2]|0;f[i>>2]=a;c=m+112|0;d=m+116|0;e=f[d>>2]|0;g=e-(f[c>>2]|0)>>2;if((f[m+120>>2]|0)>>>0>e>>>0){f[e>>2]=a;f[d>>2]=(f[d>>2]|0)+4}else MIa(c,i);f[a+128>>2]=g;c=f[b>>2]|0}d=f[b+4>>2]|0;if(d|0)gOb(d);f[k>>2]=c;m=a+8|0;e=f[m>>2]|0;f[m>>2]=d;if(e){iOb(e);c=f[k>>2]|0}m=a+196|0;f[m>>2]=f[m>>2]|256;if(c|0)if(f[c+36>>2]|0){g=a+96|0;e=a+200|0;b=f[e>>2]|0;c=h[e+4>>0]|0;m=ZPb(b|0,c&255|0,26)|0;m=(f[g>>2]|0)==(f[a+72+((m&3)<<3)>>2]|0);c=ZPb(b|0,c&255|0,26)|0;if(m){DIa(i);m=f[i>>2]|0;d=i+4|0;b=f[d>>2]|0;f[i>>2]=0;f[d>>2]=0;f[g>>2]=m;m=a+100|0;c=f[m>>2]|0;f[m>>2]=b;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,26)|0}c=f[a+72+((c&3)<<3)>>2]|0;if(c|0){i=f[g>>2]|0;m=f[(f[k>>2]|0)+36>>2]|0;f[j>>2]=c;f[j+4>>2]=m;m=j+8|0;gma(m,j)|0;zIa(i,m)}fJa(a);u=l;return}d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,26)|0;d=d&3;c=f[a+72+(d<<3)>>2]|0;d=f[a+72+(d<<3)+4>>2]|0;if(d|0)gOb(d);f[a+96>>2]=c;m=a+100|0;c=f[m>>2]|0;f[m>>2]=d;if(!c){u=l;return}iOb(c);u=l;return}function fJa(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0;if(!(f[a+196>>2]&134217728))return;d=a+104|0;c=f[d>>2]|0;if(b[c+364>>0]&1)return;a=f[a+96>>2]|0;if(b[a+120>>0]&4){AIa(a);c=f[d>>2]|0}j=+n[c+300>>2];e=+n[c+304>>2];g=+n[c+308>>2];i=+n[a+76>>2]*j+ +n[a+88>>2]*e+ +n[a+100>>2]*g;h=j*+n[a+80>>2]+e*+n[a+92>>2]+g*+n[a+104>>2];g=j*+n[a+84>>2]+e*+n[a+96>>2]+g*+n[a+108>>2];e=+L(+(i*i+(h*h+g*g)));n[c+312>>2]=i/e;n[c+316>>2]=h/e;n[c+320>>2]=g/e;return}function gJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+132|0;if((f[e>>2]|0)==(c|0)){if((f[a+72>>2]|0)!=(d|0))g=4}else g=4;do if((g|0)==4){e=a+136|0;if((f[e>>2]|0)==(c|0))if((f[a+80>>2]|0)==(d|0))break;e=a+140|0;if((f[e>>2]|0)!=(c|0))return;if((f[a+88>>2]|0)!=(d|0))return}while(0);f[e>>2]=b;return}function hJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;b=b&255;d=f[c>>2]|0;c=f[c+4>>2]|0;if(c|0)gOb(c);f[a+36+(b<<3)>>2]=d;a=a+36+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=c;if(!b)return;iOb(b);return}function iJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+80|0;d=g;c=f[b+4>>2]|0;if(!c)e=4;else{c=f[c+36>>2]|0;if(!c)e=4;else{f[d>>2]=f[b+72>>2];f[d+4>>2]=c;c=d+8|0;gma(c,d)|0}}if((e|0)==4)c=f[b+72>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];u=g;return}function jJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=a+104|0;c=f[d>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[d>>2]=c}e=f[b>>2]|0;g=b+4|0;d=f[g>>2]|0;f[b>>2]=0;f[g>>2]=0;f[c+292>>2]=e;b=c+296|0;c=f[b>>2]|0;f[b>>2]=d;if(!c){g=a+196|0;e=f[g>>2]|0;e=e|1049600;f[g>>2]=e;return}iOb(c);g=a+196|0;e=f[g>>2]|0;e=e|1049600;f[g>>2]=e;return}function kJa(a){a=a|0;var b=0,c=0,d=0;d=a+104|0;b=f[d>>2]|0;if(!b)return;f[b+292>>2]=0;c=b+296|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);b=a+196|0;c=f[b>>2]|0;f[b>>2]=c&-1048577;b=f[d>>2]|0;if(!b)return;a=a+200|0;if(!((c&679477248|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[d>>2]=0;RIa(b);sOb(b);return}function lJa(a){a=a|0;return (f[a+104>>2]|0)+292|0}function mJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;i=l+16|0;j=l+8|0;k=l;g=a+200|0;e=(h[g+4>>0]|0)&255;f[g>>2]=f[g>>2]&-16773121;b[g+4>>0]=e;g=a+196|0;e=f[g>>2]|0;f[g>>2]=e|256;if(!(e&524288)){u=l;return}if(!(e&262144))e=(f[a>>2]|0)+8|0;else e=a;U8a(AQa(f[e>>2]|0)|0,a,c,d);if(!(f[g>>2]&262144)){e=f[(f[a>>2]|0)+8>>2]|0;f[k>>2]=f[a+116>>2];f[i>>2]=f[k>>2];IQa(j,e,i);if(f[j>>2]|0){k=f[a>>2]|0;hpb(k,j,BSa(e)|0)}e=f[j+4>>2]|0;if(e|0)iOb(e)}$Ia(a);u=l;return}function nJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0.0,r=0.0;m=u;u=u+80|0;k=m;e=a+200|0;g=f[e>>2]|0;j=h[e+4>>0]|0;f[e>>2]=g|50331648;b[e+4>>0]=j;e=f[a+4>>2]|0;if(!e)l=5;else{i=f[e+36>>2]|0;if(!i)l=5;else{e=ZPb(g|0,j&255|0,26)|0;e=f[a+72+((e&3)<<3)>>2]|0;if(e|0){g=f[a+96>>2]|0;f[k>>2]=e;f[k+4>>2]=i;j=k+8|0;gma(j,k)|0;zIa(g,j)}}}if((l|0)==5){g=ZPb(g|0,j&255|0,26)|0;g=g&3;e=f[a+72+(g<<3)>>2]|0;g=f[a+72+(g<<3)+4>>2]|0;if(g|0)gOb(g);f[a+96>>2]=e;l=a+100|0;e=f[l>>2]|0;f[l>>2]=g;if(e|0)iOb(e)}e=a+196|0;if(!(f[e>>2]&268435456)){fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}if(!((c|0)==0|(d|0)==0)){q=+n[c>>2];r=+n[c+4>>2];o=+n[c+8>>2];o=+L(+(q*q+(r*r+o*o)));r=+n[d>>2];q=+n[d+4>>2];p=+n[d+8>>2];if(!(o==0.0?1:+K(+(1.0-+L(+(r*r+(q*q+p*p)))/o))>9.999999747378752e-05)){p=+n[c+16>>2];o=+n[c+20>>2];r=+n[c+24>>2];r=+L(+(p*p+(o*o+r*r)));o=+n[d+16>>2];p=+n[d+20>>2];q=+n[d+24>>2];if(!(r==0.0?1:+K(+(1.0-+L(+(o*o+(p*p+q*q)))/r))>9.999999747378752e-05)){p=+n[c+32>>2];o=+n[c+36>>2];r=+n[c+40>>2];r=+L(+(p*p+(o*o+r*r)));o=+n[d+32>>2];p=+n[d+36>>2];q=+n[d+40>>2];if(!(r==0.0?1:+K(+(1.0-+L(+(o*o+(p*p+q*q)))/r))>9.999999747378752e-05)){fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}}}}oJa(a);fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}function oJa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=a+196|0;if(!(f[h>>2]&536870912))return;i=a+104|0;e=(f[i>>2]|0)+288|0;g=f[e>>2]|0;f[e>>2]=0;if(g|0){b=f[g+16>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=g+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}sOb(g)}c=f[h>>2]|0;f[h>>2]=c&-536870913;b=f[i>>2]|0;if(!b)return;a=a+200|0;if(!((c&143654912|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[i>>2]=0;RIa(b);sOb(b);return}function pJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;o=p;j=a+72+(c<<3)|0;e=f[j>>2]|0;if((e|0)==(f[d>>2]|0)){u=p;return}k=a+200|0;g=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,26)|0;g=g&3;l=f[a+72+(g<<3)>>2]|0;f[o>>2]=l;n=o+4|0;g=f[a+72+(g<<3)+4>>2]|0;f[n>>2]=g;m=l;if(g){gOb(g);e=f[j>>2]|0}if(e|0)NIa(e,f[a+132+(c<<2)>>2]|0);e=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[j>>2]=e;q=a+72+(c<<3)+4|0;i=f[q>>2]|0;f[q>>2]=g;if(i){iOb(i);e=f[j>>2]|0}if(e|0){q=LIa(e,a)|0;f[a+132+(c<<2)>>2]=q}q=(f[d>>2]|0)==0;j=f[k>>2]|0;i=h[k+4>>0]|0;g=ZPb(j|0,i&255|0,26)|0;g=g&3;a:do if(q){e=ZPb(j|0,i&255|0,26)|0;if((g|0)==(c|0)){e=ZPb(j|0,i&255|0,26)|0;if(!((j&201326592|0)==0&0==0)){g=j;do{q=ZPb(g|0,i&255|0,26)|0;q=(f[a+72+((q&3)<<3)>>2]|0)==0;e=ZPb(g|0,i&255|0,26)|0;if(!q)break a;q=g+201326592&201326592;i=i&255;g=g&-201326593|q;f[k>>2]=g;b[k+4>>0]=i;e=ZPb(g|0,i|0,26)|0}while((q|0)!=0)}}}else if(g>>>0<c>>>0){e=i&255;q=j&-201326593|c<<26&201326592;f[k>>2]=q;b[k+4>>0]=e;e=ZPb(q|0,e|0,26)|0;break}else{e=ZPb(j|0,i&255|0,26)|0;break}while(0);g=e&3;e=f[a+72+(g<<3)>>2]|0;g=f[a+72+(g<<3)+4>>2]|0;i=(g|0)==0;if(!i)gOb(g);if((e|0)!=(m|0)){nJa(a,m,e);if(!((c|0)!=2|(l|0)==0))if((f[m+64>>2]|0)==(f[m+68>>2]|0))if((f[m+112>>2]|0)==-1){if(!(f[a+196>>2]&262144))a=(f[a>>2]|0)+8|0;wSa(f[a>>2]|0,o)}}if(!i)iOb(g);a=f[n>>2]|0;if(a|0)iOb(a);u=p;return}function qJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;c=a+196|0;d=f[c>>2]|0;if(!(d&262144))if((f[a>>2]|0)==(b|0))return;f[a>>2]=b;f[c>>2]=d&-262145;return}function rJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&8|0)!=0^b))return;f[c>>2]=d&134217719|(b&1)<<3|d&-134217728;$Ia(a);f[c>>2]=f[c>>2]|256;return}function sJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&16|0)!=0^b))return;f[c>>2]=d&134217711|(b&1)<<4|d&-134217728;$Ia(a);f[c>>2]=f[c>>2]|256;return}function tJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&33554432|0)!=0^b))return;f[c>>2]=d&100663295|(b&1)<<25|d&-134217728;d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,28)|0;_Ia(a,d&15)|0;return}function uJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&67108864|0)!=0^b))return;f[c>>2]=d&67108863|(b&1)<<26|d&-134217728;d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,28)|0;_Ia(a,d&15)|0;return}function vJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=a+196|0;c=f[d>>2]|0;if(!((c&32|0)!=0^b))return;if(b){f[a+156>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0}else if(f[a+4>>2]|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;e=tSa(f[c>>2]|0)|0;c=f[d>>2]|0;if(!((c&32|0)!=0|(c&2048|0)==0&(e^1))){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;qSa(f[c>>2]|0,a);c=f[d>>2]|0}}f[d>>2]=(b&1)<<5|c&134217439|c&-134217728|256;return}function wJa(a,b){a=a|0;b=b|0;f[a+156>>2]=f[b>>2];f[a+160>>2]=f[b+4>>2];f[a+164>>2]=f[b+8>>2];return}function xJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;f[a>>2]=c&134217663|(b&1)<<6|c&-134217728;return}function yJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&8192|0)!=0^b))return;f[a>>2]=(b&1)<<13|c&134209279|c&-134217728|256;return}function zJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&16384|0)!=0^b))return;f[a>>2]=(b&1)<<14|c&134200831|c&-134217728|512;return}function AJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&32768|0)!=0^b))return;f[a>>2]=(b&1)<<15|c&134184703|c&-134217728|256;return}function BJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;f[a>>2]=c&134152191|(b&1)<<16|c&-134217728;return}function CJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&2097152|0)!=0^b))return;f[a>>2]=(b&1)<<21|c&132120319|c&-134217728|256;return}function DJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&4194304|0)!=0^b))return;f[a>>2]=(b&1)<<22|c&130023167|c&-134217728|256;return}function EJa(a){a=a|0;a=a+196|0;f[a>>2]=f[a>>2]|16777216;return}function FJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&2048|0)!=0^b))return;f[c>>2]=d&134215679|(b&1)<<11|d&-134217728;if(!(d&524288))return;if(!b){f[a+156>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0}$Ia(a);return}function GJa(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n+24|0;k=n+16|0;d=n+12|0;g=n+8|0;j=n;e=a+196|0;if(!(f[e>>2]&262144))c=(f[a>>2]|0)+8|0;else c=a;l=f[c>>2]|0;c=(zQa(l)|0)+229|0;if(!(b[c>>0]|0))m=6;else if(!(f[e>>2]&16777216)){f[d>>2]=f[a+116>>2];f[i>>2]=f[d>>2];IQa(k,l,i);c=f[k>>2]|0;d=a+120|0;f[g>>2]=f[d>>2];f[i>>2]=f[g>>2];c=aGa(c,i)|0;if(!c)m=10;else{c=f[c+12>>2]|0;if((c|0)==-1)m=10;else d=c&255}if((m|0)==10){d=f[d>>2]|0;f[i>>2]=f[(f[k>>2]|0)+8>>2];f[i+4>>2]=d;BRa(j,l,i);d=b[(f[j>>2]|0)+192>>0]&7;c=f[j+4>>2]|0;if(c|0)iOb(c)}c=f[k+4>>2]|0;if(c|0)iOb(c)}else m=6;if((m|0)==6)d=b[a+192>>0]&7;c=AQa(l)|0;m=a+200|0;if(!((f[m>>2]&-268435456|0)==0&0==0)){a=d&255;a=a&255;u=n;return a|0}a=((h[a+192>>0]|0)>>>3&7|b[c+224>>0])&d&255;a=a&255;u=n;return a|0}function HJa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+193|0;h=c&7;if(e)b[g>>0]=b[g>>0]|h;c=a+192|0;e=b[c>>0]|0;if(!((e&h)<<24>>24!=0^d)){d=0;return d|0}b[c>>0]=e^h;d=a+196|0;f[d>>2]=f[d>>2]|256;d=1;return d|0}function IJa(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+192|0;e=b[d>>0]|0;if(((e&255)>>>3&7)==c<<24>>24)return;b[d>>0]=e&-57|c<<3&56;e=a+196|0;f[e>>2]=f[e>>2]|256;return}function JJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0;d=u;u=u+32|0;g=d+12|0;e=d;o=f[(f[a+4>>2]|0)+44>>2]|0;m=+n[o+124>>2];l=+n[o+136>>2];n[g>>2]=m-l;k=+n[o+128>>2];j=+n[o+140>>2];n[g+4>>2]=k-j;i=+n[o+132>>2];h=+n[o+144>>2];n[g+8>>2]=i-h;n[e>>2]=m+l;n[e+4>>2]=k+j;n[e+8>>2]=i+h;KJa(g,e,f[a+96>>2]|0,b,c);u=d;return}function KJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0;E=u;u=u+32|0;C=E;k=f[a>>2]|0;f[C>>2]=k;l=f[a+4>>2]|0;f[C+4>>2]=l;m=f[a+8>>2]|0;f[C+8>>2]=m;f[C+12>>2]=f[b>>2];f[C+16>>2]=f[b+4>>2];f[C+20>>2]=f[b+8>>2];F=(f[s>>2]=k,+n[s>>2]);k=c+16|0;h=(f[s>>2]=l,+n[s>>2]);l=c+32|0;j=(f[s>>2]=m,+n[s>>2]);m=c+4|0;o=c+20|0;p=c+36|0;q=c+8|0;r=c+24|0;t=c+40|0;v=c+48|0;g=+n[c>>2]*F+ +n[k>>2]*h+ +n[l>>2]*j+ +n[v>>2];w=c+52|0;i=+n[m>>2]*F+ +n[o>>2]*h+ +n[p>>2]*j+ +n[w>>2];x=c+56|0;j=+n[q>>2]*F+ +n[r>>2]*h+ +n[t>>2]*j+ +n[x>>2];n[e>>2]=g;y=e+4|0;n[y>>2]=i;z=e+8|0;n[z>>2]=j;n[d>>2]=g;A=d+4|0;f[A>>2]=f[y>>2];B=d+8|0;f[B>>2]=f[z>>2];a=1;while(1){G=+n[C+((a&1)*12|0)>>2];F=+n[C+((a>>>1&1)*12|0)+4>>2];j=+n[C+((a>>>2&1)*12|0)+8>>2];h=+n[v>>2]+(G*+n[c>>2]+F*+n[k>>2]+j*+n[l>>2]);i=+n[w>>2]+(G*+n[m>>2]+F*+n[o>>2]+j*+n[p>>2]);j=+n[x>>2]+(G*+n[q>>2]+F*+n[r>>2]+j*+n[t>>2]);if(h<g){b=d;D=5}else if(h>+n[e>>2]){b=e;D=5}if((D|0)==5){D=0;n[b>>2]=h}if(i<+n[A>>2]){b=d;D=8}else if(i>+n[y>>2]){b=e;D=8}if((D|0)==8){D=0;n[b+4>>2]=i}if(j<+n[B>>2]){b=d;D=11}else if(j>+n[z>>2]){b=e;D=11}if((D|0)==11){D=0;n[b+8>>2]=j}a=a+1|0;if((a|0)==8)break;g=+n[d>>2]}u=E;return}function LJa(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,i=0.0,j=0.0,k=0;c=f[a+96>>2]|0;k=f[(f[a+4>>2]|0)+44>>2]|0;j=+n[k+124>>2];i=+n[k+128>>2];g=+n[k+132>>2];e=j*+n[c+4>>2]+i*+n[c+20>>2]+g*+n[c+36>>2];d=j*+n[c+8>>2]+i*+n[c+24>>2]+g*+n[c+40>>2];n[a+168>>2]=+n[c>>2]*j+ +n[c+16>>2]*i+ +n[c+32>>2]*g+ +n[c+48>>2];n[a+172>>2]=e+ +n[c+52>>2];n[a+176>>2]=d+ +n[c+56>>2];a=a+200|0;c=(h[a+4>>0]|0)&255;f[a>>2]=f[a>>2]&-33554433;b[a+4>>0]=c;return}function MJa(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,i=0.0,j=0.0,k=0;c=f[a+96>>2]|0;k=f[(f[a+4>>2]|0)+44>>2]|0;j=+n[k+136>>2];i=+n[k+140>>2];d=+n[k+144>>2];g=+n[c>>2]*j+ +n[c+16>>2]*i+ +n[c+32>>2]*d;e=j*+n[c+4>>2]+i*+n[c+20>>2]+d*+n[c+36>>2];d=j*+n[c+8>>2]+i*+n[c+24>>2]+d*+n[c+40>>2];n[a+152>>2]=g*g+(e*e+d*d);a=a+200|0;c=(h[a+4>>0]|0)&255;f[a>>2]=f[a>>2]&-16777217;b[a+4>>0]=c;return}function NJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;e=h;g=b+88|0;d=f[g>>2]|0;if(!d){f[a>>2]=0;f[a+4>>2]=-1;u=h;return}if((f[d+112>>2]|0)==-1){xSa(e,c,g);pJa(b,2,e);d=f[e+4>>2]|0;if(d|0)iOb(d);d=f[g>>2]|0}e=d+112|0;g=f[e+4>>2]|0;f[a>>2]=f[e>>2];f[a+4>>2]=g;u=h;return}function OJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;PJa(a,b,c,d,e)|0;return}function PJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;if(g){g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[j>>2]=d;f[j+4>>2]=e;if(!(QJa(i+144+(g*48|0)+12|0,j)|0)){a=0;u=m;return a|0}k=1<<g;e=a+200|0;c=f[e>>2]|0;d=h[e+4>>0]|0;j=ZPb(c|0,d&255|0,3)|0;l=ZPb(c|0,d&255|0,15)|0;f[e>>2]=c&-229433|(k|j)<<3&56|((k^7)&l)<<15&229376;b[e+4>>0]=d;a=a+196|0;f[a>>2]=f[a>>2]|512;a=1;u=m;return a|0}k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,3)|0;g=c&255;i=1<<g;if(!(i&7&l)){a=0;u=m;return a|0}l=a+104|0;c=f[l>>2]|0;j=c+144+(g*48|0)+12|0;if(!(RJa(j,d,e)|0)){a=0;u=m;return a|0}if((f[j>>2]|0)==(f[c+144+(g*48|0)+16>>2]|0)){g=i^7;e=f[k>>2]|0;i=h[k+4>>0]|0;c=ZPb(e|0,i&255|0,3)|0;i=i&255;c=e&-57|(g&c)<<3&56;f[k>>2]=c;b[k+4>>0]=i}else{g=i^7;i=h[k+4>>0]|0;c=f[k>>2]|0}e=ZPb(c|0,i&255|0,15)|0;f[k>>2]=c&-229377|(g&e)<<15&229376;b[k+4>>0]=i;i=a+196|0;g=f[i>>2]|0;f[i>>2]=g|512;i=f[l>>2]|0;if(!i){a=1;u=m;return a|0}if(!((g&680525824|0)==0&((c&4095|0)==0&0==0))){a=1;u=m;return a|0}f[l>>2]=0;RIa(i);sOb(i);a=1;u=m;return a|0}function QJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;r=w+12|0;v=w+8|0;s=w+4|0;c=w;p=b+4|0;j=f[p>>2]|0;if(!j){v=0;u=w;return v|0}i=f[a>>2]|0;t=a+4|0;o=f[t>>2]|0;d=o-i>>3;n=f[b>>2]|0;do if(!d){d=i;k=i;i=d;m=j+n|0;j=n}else{k=i;e=i;while(1){m=(d|0)/2|0;h=e+(m<<3)|0;g=(f[h>>2]|0)>>>0<n>>>0;h=h+8|0;k=g?h:k;d=g?d+-1-m|0:m;if(!d)break;else e=g?h:e}l=k;g=j+n|0;if((k|0)==(i|0)){i=l;m=g;j=n;d=l}else{h=k+-8|0;e=h;h=f[h>>2]|0;d=(f[k+-4>>2]|0)+h|0;if(n>>>0>d>>>0){i=l;m=g;j=n;d=l}else if(d>>>0<g>>>0){f[b>>2]=h;f[p>>2]=g-h;i=e;m=g;j=h;d=l;break}else{v=0;u=w;return v|0}}}while(0);a:do if((k|0)==(o|0)){h=d;g=d}else{h=d;g=d;e=k;while(1){d=f[e>>2]|0;if(m>>>0<=d>>>0)break;d=(f[e+4>>2]|0)+d|0;g=g+8|0;if(d>>>0>m>>>0){q=14;break}d=e+8|0;h=d;if((d|0)==(o|0))break a;else e=d}if((q|0)==14){f[p>>2]=d-j;break}if((m|0)==(d|0)){f[p>>2]=(f[e+4>>2]|0)+m-j;g=g+8|0}}while(0);e=i;d=g;if((e|0)==(d|0)){f[s>>2]=h;f[r>>2]=f[s>>2];d=SJa(a,r,b)|0}else{s=f[b+4>>2]|0;h=i;f[h>>2]=f[b>>2];f[h+4>>2]=s;h=e+8|0;if((h|0)==(d|0))c=v;else{c=h+(g-h>>3<<3)|0;d=f[t>>2]|0;e=d-c|0;g=e>>3;if(g){cQb(h|0,c|0,e|0)|0;d=f[t>>2]|0}c=h+(g<<3)|0;if((d|0)==(c|0)){d=h;c=v}else{f[t>>2]=d+(~((d+-8-c|0)>>>3)<<3);d=h;c=v}}}f[c>>2]=d;v=1;u=w;return v|0}function RJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;m=r+12|0;n=r;o=r+8|0;if(!c){q=0;u=r;return q|0}l=f[a>>2]|0;q=a+4|0;p=f[q>>2]|0;d=p-l>>3;e=p;if(!d){k=l;c=c+b|0;j=l}else{k=l;g=l;while(1){j=(d|0)/2|0;i=g+(j<<3)|0;h=(f[i>>2]|0)>>>0<b>>>0;i=i+8|0;k=h?i:k;d=h?d+-1-j|0:j;if(!d)break;else g=h?i:g}j=k;c=c+b|0;if((k|0)!=(l|0)){d=f[k+-8>>2]|0;g=k+-4|0;h=(f[g>>2]|0)+d|0;if(h>>>0>=b>>>0){f[g>>2]=b-d;if(h>>>0>c>>>0){f[n>>2]=c;f[n+4>>2]=h-c;f[o>>2]=j;f[m>>2]=f[o>>2];SJa(a,m,n)|0;q=1;u=r;return q|0}}}}a:do if((k|0)==(e|0)){g=0;d=j}else{d=j;g=k;while(1){h=f[g>>2]|0;if(c>>>0<=h>>>0){g=0;break a}i=g+4|0;h=(f[i>>2]|0)+h|0;if(h>>>0>c>>>0)break;d=d+8|0;g=g+8|0;if((g|0)==(e|0)){g=0;break a}}f[g>>2]=c;f[i>>2]=h-c;g=1}while(0);if((k|0)==(d|0)){q=g;u=r;return q|0}g=k+(d-j>>3<<3)|0;d=p-g|0;h=d>>3;if(h){cQb(k|0,g|0,d|0)|0;e=f[q>>2]|0}d=k+(h<<3)|0;if((e|0)==(d|0)){q=1;u=r;return q|0}f[q>>2]=e+(~((e+-8-d|0)>>>3)<<3);q=1;u=r;return q|0}function SJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>3<<3)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){n=f[c+4>>2]|0;a=o;f[a>>2]=f[c>>2];f[a+4>>2]=n;f[p>>2]=(f[p>>2]|0)+8;p=o;return p|0}e=b-(o+8)|0;g=e>>3;b=o+(g<<3)|0;if(b>>>0<h>>>0){d=h;do{m=b;n=f[m+4>>2]|0;a=d;f[a>>2]=f[m>>2];f[a+4>>2]=n;b=b+8|0;d=(f[p>>2]|0)+8|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<3)|0,o|0,e|0)|0;n=c;a=f[n+4>>2]|0;p=o;f[p>>2]=f[n>>2];f[p+4>>2]=a;p=o;return p|0}b=(b-e>>3)+1|0;if(b>>>0>536870911)AMb(a);m=d-e|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;m=o;h=j>>3;do if(!d){k=0;l=0}else if(d>>>0>536870911)vd();else{l=pOb(d<<3)|0;k=l;break}while(0);b=k+(h<<3)|0;e=b;i=k+(d<<3)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)<<3)|0;e=b;break}d=d<<3>>2;d=(d|0)==0?1:d;if(d>>>0>536870911)vd();j=pOb(d<<3)|0;b=j+(d>>>2<<3)|0;e=b;d=j+(d<<3)|0;if(!k)i=d;else{sOb(l);i=d;g=f[a>>2]|0}}while(0);h=c;d=f[h+4>>2]|0;f[b>>2]=f[h>>2];f[b+4>>2]=d;b=e+8|0;d=m-g|0;h=e+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[p>>2]|0)-m|0;if((d|0)>0){bQb(b|0,o|0,d|0)|0;b=b+(d>>>3<<3)|0}d=f[a>>2]|0;f[a>>2]=h;f[p>>2]=b;f[n>>2]=i;if(!d){p=e;return p|0}sOb(d);p=e;return p|0}function TJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;UJa(a,b,c,d,e)|0;return}function UJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;if(g){g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[j>>2]=d;f[j+4>>2]=e;if(!(QJa(i+144+(g*48|0)+36|0,j)|0)){a=0;u=m;return a|0}k=1<<g;e=a+200|0;c=f[e>>2]|0;d=h[e+4>>0]|0;j=ZPb(c|0,d&255|0,9)|0;l=ZPb(c|0,d&255|0,21)|0;f[e>>2]=c&-14683649|(k|j)<<9&3584|((k^7)&l)<<21&14680064;b[e+4>>0]=d;a=a+196|0;f[a>>2]=f[a>>2]|256;a=1;u=m;return a|0}k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,9)|0;g=c&255;i=1<<g;if(!(i&7&l)){a=0;u=m;return a|0}l=a+104|0;c=f[l>>2]|0;j=c+144+(g*48|0)+36|0;if(!(RJa(j,d,e)|0)){a=0;u=m;return a|0}if((f[j>>2]|0)==(f[c+144+(g*48|0)+40>>2]|0)){g=i^7;e=f[k>>2]|0;i=h[k+4>>0]|0;c=ZPb(e|0,i&255|0,9)|0;i=i&255;c=e&-3585|(g&c)<<9&3584;f[k>>2]=c;b[k+4>>0]=i}else{g=i^7;i=h[k+4>>0]|0;c=f[k>>2]|0}e=ZPb(c|0,i&255|0,21)|0;f[k>>2]=c&-14680065|(g&e)<<21&14680064;b[k+4>>0]=i;i=a+196|0;g=f[i>>2]|0;f[i>>2]=g|256;i=f[l>>2]|0;if(!i){a=1;u=m;return a|0}if(!((g&680525824|0)==0&((c&4095|0)==0&0==0))){a=1;u=m;return a|0}f[l>>2]=0;RIa(i);sOb(i);a=1;u=m;return a|0}function VJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+32|0;l=o+8|0;k=o+4|0;j=o;n[l>>2]=0.0;n[k>>2]=0.0;n[j>>2]=0.0;m=f[(+n[g>>2]>0.0?g:l)>>2]|0;i=g+4|0;k=f[(+n[i>>2]>0.0?i:k)>>2]|0;g=g+8|0;j=f[(+n[g>>2]>0.0?g:j)>>2]|0;g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[l>>2]=m;f[l+4>>2]=k;f[l+8>>2]=j;f[l+12>>2]=d;f[l+16>>2]=e;if(!(WJa(i+144+(g*48|0)+24|0,l)|0)){m=0;u=o;return m|0}d=1<<g;m=a+200|0;j=f[m>>2]|0;l=h[m+4>>0]|0;k=ZPb(j|0,l&255|0,6)|0;e=ZPb(j|0,l&255|0,18)|0;f[m>>2]=j&-1835457|(d|k)<<6&448|((d^7)&e)<<18&1835008;b[m+4>>0]=l;m=a+196|0;f[m>>2]=f[m>>2]|256;m=1;u=o;return m|0}function WJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;x=B+60|0;p=B+16|0;r=B+56|0;A=B+8|0;y=B+4|0;c=B;v=b+16|0;l=f[v>>2]|0;if(!l){A=0;u=B;return A|0}k=f[a>>2]|0;z=a+4|0;t=f[z>>2]|0;s=b+12|0;d=t-k|0;do if(!d){h=k;d=k;k=h;e=l+(f[s>>2]|0)|0}else{i=f[s>>2]|0;e=(d|0)/20|0;d=k;g=k;while(1){q=(e|0)/2|0;h=(f[g+(q*20|0)+12>>2]|0)>>>0<i>>>0;j=g+(q*20|0)+20|0;d=h?j:d;e=h?e+-1-q|0:q;if(!e)break;else g=h?j:g}q=d;e=l+i|0;if((d|0)==(k|0)){k=q;h=q}else{g=d+-20|0;h=g;o=f[d+-8>>2]|0;k=d+-4|0;l=(f[k>>2]|0)+o|0;if(i>>>0>l>>>0){k=q;h=q}else{m=l>>>0<e>>>0;if(+n[b>>2]==+n[g>>2])if(+n[b+4>>2]==+n[d+-16>>2])j=+n[b+8>>2]==+n[d+-12>>2];else j=0;else j=0;if(m){if(j){f[s>>2]=o;i=e;g=b}else h=q;f[g+16>>2]=i-o;k=h;h=q;break}if(j){A=0;u=B;return A|0}f[k>>2]=i-o;if(l>>>0>e>>>0){f[p>>2]=f[b>>2];f[p+4>>2]=f[b+4>>2];f[p+8>>2]=f[b+8>>2];f[p+12>>2]=f[b+12>>2];f[p+16>>2]=f[b+16>>2];A=p+20|0;f[A>>2]=f[g>>2];f[A+4>>2]=f[g+4>>2];f[A+8>>2]=f[g+8>>2];f[p+32>>2]=e;f[p+36>>2]=l-e;f[r>>2]=q;f[x>>2]=f[r>>2];XJa(a,x,p,p+40|0)|0;A=1;u=B;return A|0}else{k=q;h=q}}}}while(0);a:do if((d|0)==(t|0))g=h;else{g=h;while(1){j=d+12|0;i=f[j>>2]|0;if(e>>>0<=i>>>0){w=20;break}i=(f[d+16>>2]|0)+i|0;if(i>>>0>e>>>0)break;h=h+20|0;d=d+20|0;g=d;if((d|0)==(t|0))break a}if((w|0)==20){if((e|0)!=(i|0))break;if(!(+n[b>>2]==+n[d>>2]))break;if(!(+n[b+4>>2]==+n[d+4>>2]))break;if(!(+n[b+8>>2]==+n[d+8>>2]))break;f[v>>2]=(f[d+16>>2]|0)+e-(f[s>>2]|0);h=h+20|0;break}if(+n[b>>2]==+n[d>>2])if(+n[b+4>>2]==+n[d+4>>2])if(+n[b+8>>2]==+n[d+8>>2]){e=f[s>>2]|0;d=b;h=h+20|0}else w=30;else w=30;else w=30;if((w|0)==30)f[j>>2]=e;f[d+16>>2]=i-e}while(0);e=k;d=h;if((e|0)==(d|0)){f[y>>2]=g;f[x>>2]=f[y>>2];d=YJa(a,x,b)|0}else{g=k;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[b+12>>2];f[g+16>>2]=f[b+16>>2];g=e+20|0;if((g|0)==(d|0))c=A;else{c=g+(((h-g|0)/20|0)*20|0)|0;d=f[z>>2]|0;e=d-c|0;if(e){cQb(g|0,c|0,e|0)|0;d=f[z>>2]|0}c=g+(((e|0)/20|0)*20|0)|0;if((d|0)==(c|0)){d=g;c=A}else{f[z>>2]=d+(~(((d+-20-c|0)>>>0)/20|0)*20|0);d=g;c=A}}}f[c>>2]=d;A=1;u=B;return A|0}function XJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;g=m;i=(f[b>>2]|0)-g|0;p=m+(((i|0)/20|0)*20|0)|0;h=d;k=c;q=h-k|0;j=(q|0)/20|0;if((q|0)<=0){q=p;return q|0}o=a+8|0;e=f[o>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((j|0)<=((e-b|0)/20|0|0)){g=b-p|0;b=(g|0)/20|0;if((j|0)>(b|0)){e=c+(b*20|0)|0;b=h-e|0;if((b|0)>0){bQb(n|0,e|0,b|0)|0;b=(f[q>>2]|0)+(((b>>>0)/20|0)*20|0)|0;f[q>>2]=b}else b=n;if((g|0)>0){d=e;h=b}else{q=p;return q|0}}else h=n;g=h-(p+(j*20|0))|0;b=p+(((g|0)/20|0)*20|0)|0;if(b>>>0<n>>>0){e=h;do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];b=b+20|0;e=(f[q>>2]|0)+20|0;f[q>>2]=e}while(b>>>0<n>>>0)}if(g|0)cQb(h+(((g|0)/-20|0)*20|0)|0,p|0,g|0)|0;b=d-k|0;if(!b){q=p;return q|0}cQb(p|0,c|0,b|0)|0;q=p;return q|0}b=((b-g|0)/20|0)+j|0;if(b>>>0>214748364)AMb(a);j=(e-g|0)/20|0;g=j<<1;g=j>>>0<107374182?(g>>>0<b>>>0?b:g):214748364;j=p;b=(i|0)/20|0;do if(!g)l=0;else if(g>>>0>214748364)vd();else{l=pOb(g*20|0)|0;break}while(0);k=l+(b*20|0)|0;e=k;i=l+(g*20|0)|0;if((c|0)==(d|0))b=m;else{b=c;g=k;do{f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[b+12>>2];f[g+16>>2]=f[b+16>>2];g=e+20|0;e=g;b=b+20|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(((g|0)/-20|0)*20|0)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[q>>2]|0)-j|0;if((g|0)>0){bQb(e|0,p|0,g|0)|0;e=e+(((g>>>0)/20|0)*20|0)|0;b=f[a>>2]|0}f[a>>2]=h;f[q>>2]=e;f[o>>2]=i;if(!b){q=k;return q|0}sOb(b);q=k;return q|0}function YJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;p=g+(((j|0)/20|0)*20|0)|0;q=a+4|0;h=f[q>>2]|0;o=a+8|0;n=f[o>>2]|0;b=h;d=n;if(h>>>0<n>>>0){if((p|0)==(h|0)){f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];f[p+12>>2]=f[c+12>>2];f[p+16>>2]=f[c+16>>2];f[q>>2]=(f[q>>2]|0)+20;q=p;return q|0}e=b-(p+20)|0;b=p+(((e|0)/20|0)*20|0)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];f[d+16>>2]=f[b+16>>2];b=b+20|0;d=(f[q>>2]|0)+20|0;f[q>>2]=d}while(b>>>0<h>>>0)}if(!e)b=p;else{cQb(h+(((e|0)/-20|0)*20|0)|0,p|0,e|0)|0;b=p};f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];q=p;return q|0}b=((b-e|0)/20|0)+1|0;if(b>>>0>214748364)AMb(a);n=(d-e|0)/20|0;d=n<<1;d=n>>>0<107374182?(d>>>0<b>>>0?b:d):214748364;n=p;h=(j|0)/20|0;do if(!d){l=0;m=0}else if(d>>>0>214748364)vd();else{m=pOb(d*20|0)|0;l=m;break}while(0);b=l+(h*20|0)|0;e=b;i=l+(d*20|0)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)*20|0)|0;e=b;break}d=d*20|0;d=(d|0)==0?1:((d|0)/20|0)<<1;b=d>>>2;do if(!d)k=0;else if(d>>>0>214748364)vd();else{k=pOb(d*20|0)|0;break}while(0);b=k+(b*20|0)|0;e=b;d=k+(d*20|0)|0;if(!l)i=d;else{sOb(m);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];b=e+20|0;d=n-g|0;h=e+(((d|0)/-20|0)*20|0)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[q>>2]|0)-n|0;if((d|0)>0){bQb(b|0,p|0,d|0)|0;b=b+(((d>>>0)/20|0)*20|0)|0}d=f[a>>2]|0;f[a>>2]=h;f[q>>2]=b;f[o>>2]=i;if(!d){q=e;return q|0}sOb(d);q=e;return q|0}function ZJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return _Ja(a,b,c,d)|0}function _Ja(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0;k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,6)|0;j=c&255;c=1<<j;if(!(c&7&l)){l=0;return l|0}l=a+104|0;g=f[l>>2]|0;i=g+144+(j*48|0)+24|0;if(!($Ja(i,d,e)|0)){l=0;return l|0}if((f[i>>2]|0)==(f[g+144+(j*48|0)+28>>2]|0)){c=c^7;e=f[k>>2]|0;g=h[k+4>>0]|0;i=ZPb(e|0,g&255|0,6)|0;g=g&255;i=e&-449|(c&i)<<6&448;f[k>>2]=i;b[k+4>>0]=g}else{c=c^7;g=h[k+4>>0]|0;i=f[k>>2]|0}e=ZPb(i|0,g&255|0,18)|0;f[k>>2]=i&-1835009|(c&e)<<18&1835008;b[k+4>>0]=g;g=a+196|0;c=f[g>>2]|0;f[g>>2]=c|256;g=f[l>>2]|0;if(!g){l=1;return l|0}if(!((c&680525824|0)==0&((i&4095|0)==0&0==0))){l=1;return l|0}f[l>>2]=0;RIa(g);sOb(g);l=1;return l|0}function $Ja(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;n=s+24|0;o=s+4|0;p=s;if(!c){r=0;u=s;return r|0}l=f[a>>2]|0;r=a+4|0;q=f[r>>2]|0;d=q-l|0;e=q;if(!d){m=l;j=c+b|0;k=l}else{d=(d|0)/20|0;m=l;g=l;while(1){k=(d|0)/2|0;h=(f[g+(k*20|0)+12>>2]|0)>>>0<b>>>0;i=g+(k*20|0)+20|0;m=h?i:m;d=h?d+-1-k|0:k;if(!d)break;else g=h?i:g}k=m;j=c+b|0;if((m|0)!=(l|0)){d=m+-20|0;g=f[m+-8>>2]|0;h=m+-4|0;i=(f[h>>2]|0)+g|0;if(i>>>0>=b>>>0){f[h>>2]=b-g;if(i>>>0>j>>>0){f[o>>2]=f[d>>2];f[o+4>>2]=f[d+4>>2];f[o+8>>2]=f[d+8>>2];f[o+12>>2]=j;f[o+16>>2]=i-j;f[p>>2]=k;f[n>>2]=f[p>>2];YJa(a,n,o)|0;r=1;u=s;return r|0}}}}a:do if((m|0)==(e|0)){g=0;d=k}else{d=k;c=m;while(1){h=c+12|0;g=f[h>>2]|0;if(j>>>0<=g>>>0){g=0;break a}i=c+16|0;g=(f[i>>2]|0)+g|0;if(g>>>0>j>>>0)break;d=d+20|0;c=c+20|0;if((c|0)==(e|0)){g=0;break a}}f[h>>2]=j;f[i>>2]=g-j;g=1}while(0);if((m|0)==(d|0)){r=g;u=s;return r|0}d=m+(((d-k|0)/20|0)*20|0)|0;g=q-d|0;if(g){cQb(m|0,d|0,g|0)|0;e=f[r>>2]|0}d=m+(((g|0)/20|0)*20|0)|0;if((e|0)==(d|0)){r=1;u=s;return r|0}f[r>>2]=e+(~(((e+-20-d|0)>>>0)/20|0)*20|0);r=1;u=s;return r|0}function aKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;d=n+4|0;l=n;k=a+200|0;k=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,3)|0;b=b&255;if(!(1<<b&7&k)){m=0;u=n;return m|0}k=f[a+104>>2]|0;j=f[k+144+(b*48|0)+12>>2]|0;k=f[k+144+(b*48|0)+16>>2]|0;f[l>>2]=k;b=k-j>>3;if(!b)b=j;else{a=b;b=j;e=j;while(1){o=(a|0)/2|0;i=e+(o<<3)|0;g=(f[i>>2]|0)>>>0<c>>>0;i=i+8|0;b=g?i:b;a=g?a+-1-o|0:o;if(!a)break;else e=g?i:e}}f[d>>2]=b;if((b|0)==(k|0))m=6;else if((f[b>>2]|0)!=(c|0))m=6;if((m|0)==6)if((b|0)==(j|0))d=l;else{o=b+-8|0;f[d>>2]=o;d=((f[b+-4>>2]|0)+(f[o>>2]|0)|0)>>>0>c>>>0?d:l}o=(f[d>>2]|0)!=(k|0);u=n;return o|0}function bKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;d=n+4|0;l=n;k=a+200|0;k=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,9)|0;b=b&255;if(!(1<<b&7&k)){m=0;u=n;return m|0}k=f[a+104>>2]|0;j=f[k+144+(b*48|0)+36>>2]|0;k=f[k+144+(b*48|0)+40>>2]|0;f[l>>2]=k;b=k-j>>3;if(!b)b=j;else{a=b;b=j;e=j;while(1){o=(a|0)/2|0;i=e+(o<<3)|0;g=(f[i>>2]|0)>>>0<c>>>0;i=i+8|0;b=g?i:b;a=g?a+-1-o|0:o;if(!a)break;else e=g?i:e}}f[d>>2]=b;if((b|0)==(k|0))m=6;else if((f[b>>2]|0)!=(c|0))m=6;if((m|0)==6)if((b|0)==(j|0))d=l;else{o=b+-8|0;f[d>>2]=o;d=((f[b+-4>>2]|0)+(f[o>>2]|0)|0)>>>0>c>>>0?d:l}o=(f[d>>2]|0)!=(k|0);u=n;return o|0}function cKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;p=u;u=u+16|0;e=p+4|0;m=p;l=b+200|0;l=ZPb(f[l>>2]|0,(h[l+4>>0]|0)&255|0,6)|0;c=c&255;if(1<<c&7&l|0){l=f[b+104>>2]|0;k=f[l+144+(c*48|0)+24>>2]|0;l=f[l+144+(c*48|0)+28>>2]|0;f[m>>2]=l;c=l-k|0;if(!c)c=k;else{b=(c|0)/20|0;c=k;g=k;while(1){q=(b|0)/2|0;i=(f[g+(q*20|0)+12>>2]|0)>>>0<d>>>0;j=g+(q*20|0)+20|0;c=i?j:c;b=i?b+-1-q|0:q;if(!b)break;else g=i?j:g}}f[e>>2]=c;if((c|0)==(l|0))o=7;else if((f[c+12>>2]|0)!=(d|0))o=7;if((o|0)==7)if((c|0)==(k|0))e=m;else{f[e>>2]=c+-20;e=((f[c+-4>>2]|0)+(f[c+-8>>2]|0)|0)>>>0>d>>>0?e:m}e=f[e>>2]|0;if(!((e|0)==(l|0)|(e|0)==0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];u=p;return}}n[a>>2]=-1.0;n[a+4>>2]=-1.0;n[a+8>>2]=-1.0;u=p;return}function dKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;e=n+4|0;l=n;k=b+200|0;c=c&255;if(1<<c&7&f[k>>2]|0){k=f[b+104>>2]|0;j=f[k+144+(c*48|0)>>2]|0;k=f[k+144+(c*48|0)+4>>2]|0;f[l>>2]=k;c=k-j>>4;if(!c)c=j;else{b=c;c=j;g=j;while(1){o=(b|0)/2|0;h=(f[g+(o<<4)+8>>2]|0)>>>0<d>>>0;i=g+(o<<4)+16|0;c=h?i:c;b=h?b+-1-o|0:o;if(!b)break;else g=h?i:g}}f[e>>2]=c;if((c|0)==(k|0))m=6;else if((f[c+8>>2]|0)!=(d|0))m=6;if((m|0)==6)if((c|0)==(j|0))e=l;else{f[e>>2]=c+-16;e=((f[c+-4>>2]|0)+(f[c+-8>>2]|0)|0)>>>0>d>>>0?e:l}e=f[e>>2]|0;if(!((e|0)==(k|0)|(e|0)==0)){f[a>>2]=f[e>>2];e=f[e+4>>2]|0;f[a+4>>2]=e;if(!e){u=n;return}gOb(e);u=n;return}}f[a>>2]=0;f[a+4>>2]=0;u=n;return}function eKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;e=v+12|0;o=v+8|0;t=v;r=b+200|0;r=ZPb(f[r>>2]|0,(h[r+4>>0]|0)&255|0,6)|0;s=c&255;if(1<<s&7&r|0){r=f[b+104>>2]|0;p=f[r+144+(s*48|0)+24>>2]|0;r=f[r+144+(s*48|0)+28>>2]|0;f[o>>2]=r;g=r-p|0;if(!g)g=p;else{j=(g|0)/20|0;g=p;k=p;while(1){w=(j|0)/2|0;l=(f[k+(w*20|0)+12>>2]|0)>>>0<d>>>0;m=k+(w*20|0)+20|0;g=l?m:g;j=l?j+-1-w|0:w;if(!j)break;else k=l?m:k}}f[e>>2]=g;if((g|0)==(r|0))q=7;else if((f[g+12>>2]|0)!=(d|0))q=7;if((q|0)==7)if((g|0)==(p|0))e=o;else{f[e>>2]=g+-20;e=((f[g+-4>>2]|0)+(f[g+-8>>2]|0)|0)>>>0>d>>>0?e:o}e=f[e>>2]|0;if(!((e|0)==(r|0)|(e|0)==0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];u=v;return}}if(f[b+196>>2]&8388608|0){e=f[b+104>>2]|0;i=+n[e+328+(s*12|0)>>2];if(i>=0.0){w=f[e+328+(s*12|0)+8>>2]|0;t=f[e+328+(s*12|0)+4>>2]|0;n[a>>2]=i;f[a+4>>2]=t;f[a+8>>2]=w;u=v;return}}dKa(t,b,c,d);e=f[t>>2]|0;j=t+4|0;g=f[j>>2]|0;if(!e){if(g|0)iOb(g);g=b+12+(s<<3)|0;e=f[g>>2]|0;if(!e){fKa(b,c);e=f[g>>2]|0}f[t>>2]=e;g=f[b+12+(s<<3)+4>>2]|0;f[j>>2]=g;if(!g)g=0;else gOb(g)}f[a>>2]=f[e+152>>2];f[a+4>>2]=f[e+156>>2];f[a+8>>2]=f[e+160>>2];if(!g){u=v;return}iOb(g);u=v;return}function fKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;j=k+16|0;h=k+8|0;g=k;i=b&255;c=a+36+(i<<3)|0;d=f[c>>2]|0;e=d;if(!d){u=k;return}b=a+60+(i<<2)|0;if(!(f[b>>2]|0)){c=f[a+36+(i<<3)+4>>2]|0;if(c|0)gOb(c);f[a+12+(i<<3)>>2]=e;j=a+12+(i<<3)+4|0;b=f[j>>2]|0;f[j>>2]=c;if(!b){u=k;return}iOb(b);u=k;return}hGa(j,d);if(gKa(f[b>>2]|0,j)|0){if(!(f[a+196>>2]&262144))b=(f[a>>2]|0)+8|0;else b=a;b=AQa(f[b>>2]|0)|0;d=f[j>>2]|0;f[j>>2]=0;f[g>>2]=d;c=pOb(16)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37416;f[c+12>>2]=d;d=g+4|0;f[d>>2]=c;i9a(h,b,g);b=f[h>>2]|0;c=h+4|0;g=f[c>>2]|0;f[h>>2]=0;f[c>>2]=0;f[a+12+(i<<3)>>2]=b;a=a+12+(i<<3)+4|0;b=f[a>>2]|0;f[a>>2]=g;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if(b|0)iOb(b)}else{b=f[c>>2]|0;c=f[a+36+(i<<3)+4>>2]|0;if(c|0)gOb(c);f[a+12+(i<<3)>>2]=b;a=a+12+(i<<3)+4|0;b=f[a>>2]|0;f[a>>2]=c;if(b|0)iOb(b)}b=f[j>>2]|0;f[j>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=k;return}function gKa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0;m=0;o=u;u=u+1248|0;g=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;a:do if(!g)c=0;else{c=f[b>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[b>>2]=c;e=b}else e=b;b:while(1){switch(Rg[f[(f[c>>2]|0)+104>>2]&255](c,g)|0){case 1:{c=1;break a}case 0:break b;case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;c=f[b>>2]|0;f[e>>2]=p;if(!c)f[(o+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[b>>2]|0}c=0}while(0);e=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;c:while(1){switch(Qg[f[(f[e>>2]|0)+108>>2]&15](e,i)|0){case 0:{m=26;break c}case 1:{h=1;break c}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==26)h=0;c=c|h}e=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;d:while(1){switch(Qg[f[(f[e>>2]|0)+112>>2]&15](e,i)|0){case 0:{m=40;break d}case 1:{j=1;break d}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==40)j=0;c=c|j}e=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;e:while(1){switch(Qg[f[(f[e>>2]|0)+116>>2]&15](e,i)|0){case 0:{m=54;break e}case 1:{k=1;break e}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==54)k=0;c=c|k}h=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;if(h){e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;f:while(1){switch(Rg[f[(f[e>>2]|0)+120>>2]&255](e,h)|0){case 0:{m=68;break f}case 1:{l=1;break f}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==68)l=0;c=c|l}p=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;f[o+32>>2]=a;f[o+40>>2]=b;f[o+168>>2]=c;f[o+520>>2]=p;f[o+1192>>2]=m;f[o+1200>>2]=0;f[o+1204>>2]=0;YMa(o);G=f[o+1200>>2]|0;D=f[o+1204>>2]|0;H=+n[o+1204>>2];f[o+1200>>2]=0;f[o+1204>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function hKa(a){a=a|0;aOb(a);sOb(a);return}function iKa(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jKa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==189081?a+12|0:0)|0}function kKa(a){a=a|0;sOb(a);return}function lKa(a,b){a=a|0;b=b|0;return mKa(a,b)|0}function mKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,3)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+12>>2]|0;c=e+144+(c*48|0)+16|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~((d+-8-i|0)>>>3)<<3);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,3)|0;k=ZPb(c|0,g&255|0,15)|0;d=c&-229433|(j&d)<<3&56;f[m>>2]=d|(j&k)<<15&229376;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|512;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function nKa(a,b){a=a|0;b=b|0;return oKa(a,b)|0}function oKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,9)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+36>>2]|0;c=e+144+(c*48|0)+40|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~((d+-8-i|0)>>>3)<<3);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,9)|0;k=ZPb(c|0,g&255|0,21)|0;d=c&-14683649|(j&d)<<9&3584;f[m>>2]=d|(j&k)<<21&14680064;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function pKa(a,b){a=a|0;b=b|0;return qKa(a,b)|0}function qKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,6)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+24>>2]|0;c=e+144+(c*48|0)+28|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~(((d+-20-i|0)>>>0)/20|0)*20|0);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,6)|0;k=ZPb(c|0,g&255|0,18)|0;d=c&-1835457|(j&d)<<6&448;f[m>>2]=d|(j&k)<<18&1835008;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function rKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+200|0;e=f[m>>2]|0;c=c&255;l=1<<c;k=l&7;if(!(k&e)){n=0;return n|0}n=a+104|0;g=f[n>>2]|0;j=f[g+144+(c*48|0)>>2]|0;i=g+144+(c*48|0)+4|0;d=f[i>>2]|0;if((d|0)==(j|0)){c=e;e=h[m+4>>0]|0}else{while(1){c=d+-16|0;f[i>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[i>>2]|0}if((c|0)==(j|0))break;else d=c}c=f[m>>2]|0;e=h[m+4>>0]|0;g=f[n>>2]|0}j=ZPb(c|0,e&255|0,12)|0;d=c&-28680|(k^7)&c;f[m>>2]=d|((l^7)&j)<<12&28672;b[m+4>>0]=e;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!g){n=1;return n|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){n=1;return n|0}f[n>>2]=0;RIa(g);sOb(g);n=1;return n|0}function sKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&56|0)==0&0==0){b=0;return b|0}mKa(a,0)|0;mKa(a,1)|0;mKa(a,2)|0;b=1;return b|0}function tKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&3584|0)==0&0==0){b=0;return b|0}oKa(a,0)|0;oKa(a,1)|0;oKa(a,2)|0;b=1;return b|0}function uKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&448|0)==0&0==0){b=0;return b|0}qKa(a,0)|0;qKa(a,1)|0;qKa(a,2)|0;b=1;return b|0}function vKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;m=p+40|0;l=p+36|0;n=p+32|0;o=p+28|0;i=p+16|0;j=p+8|0;k=p;if(!(f[a+196>>2]&262144))e=(f[a>>2]|0)+8|0;else e=a;h=f[e>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=f[c+4>>2];f[i+8>>2]=f[c+8>>2];e=f[b>>2]|0;if(e|0)f[i>>2]=e;e=f[b+4>>2]|0;if(e|0)f[i+4>>2]=e;e=f[b+8>>2]|0;if(e|0)f[i+8>>2]=e;e=f[d>>2]|0;if(e|0)f[i>>2]=e;e=f[d+4>>2]|0;if(e|0)f[i+4>>2]=e;e=f[d+8>>2]|0;if(e|0)f[i+8>>2]=e;b=a+4|0;d=j+4|0;g=k+4|0;e=f[i>>2]|0;if(!e)rKa(a,0)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)e=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,0,l,m);e=0}c=f[g>>2]|0;if(c|0)iOb(c);if(e|0){o=0;u=p;return o|0}}e=f[i+4>>2]|0;if(!e)rKa(a,1)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)e=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,1,l,m);e=0}c=f[g>>2]|0;if(c|0)iOb(c);if(e|0){o=0;u=p;return o|0}}e=f[i+8>>2]|0;if(!e)rKa(a,2)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)c=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,2,l,m);c=0}e=f[g>>2]|0;if(e|0)iOb(e);if(c|0){o=0;u=p;return o|0}}o=1;u=p;return o|0}function wKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;p=f[d>>2]|0;s=f[e>>2]|0;j=p;k=s;if((p|0)==(s|0)){rKa(a,c)|0;u=v;return}g=c&255;q=1<<g;r=a+200|0;c=f[r>>2]|0;e=(h[r+4>>0]|0)&255;f[r>>2]=c&-8|(q|c)&7;b[r+4>>0]=e;e=a+104|0;c=f[e>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[e>>2]=c}m=c+144+(g*48|0)|0;i=f[m>>2]|0;f[m>>2]=0;o=c+144+(g*48|0)+4|0;e=f[o>>2]|0;f[o>>2]=0;l=c+144+(g*48|0)+8|0;f[l>>2]=0;g=i;if(i|0){if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-16|0;if(c|0)iOb(c)}while((e|0)!=(g|0));sOb(i)}xKa(m,k-j>>4);g=t+4|0;i=t+8|0;j=t+12|0;c=p;do{f[t>>2]=f[c>>2];e=f[c+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[i>>2]=f[c+8>>2];f[j>>2]=f[c+12>>2];e=f[o>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){f[e>>2]=f[t>>2];f[e+4>>2]=f[g>>2];f[t>>2]=0;f[g>>2]=0;w=i;k=f[w+4>>2]|0;p=e+8|0;f[p>>2]=f[w>>2];f[p+4>>2]=k;f[o>>2]=(f[o>>2]|0)+16}else{yKa(m,t);e=f[g>>2]|0;if(e|0)iOb(e)}c=c+16|0;f[d>>2]=c}while((c|0)!=(s|0));d=f[r>>2]|0;w=h[r+4>>0]|0;t=ZPb(d|0,w&255|0,12)|0;f[r>>2]=d&-28673|((q^7)&t)<<12&28672;b[r+4>>0]=w;w=a+196|0;f[w>>2]=f[w>>2]|256;u=v;return}function xKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;d=f[a>>2]|0;c=d;if((f[k>>2]|0)-d>>4>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>268435455)vd();g=f[l>>2]|0;i=pOb(b<<4)|0;h=i+(g-d>>4<<4)|0;j=h;i=i+(b<<4)|0;d=g;if((d|0)==(c|0))e=j;else{e=j;b=h;do{m=d;d=d+-16|0;f[b+-16>>2]=f[d>>2];g=m+-12|0;f[b+-12>>2]=f[g>>2];f[d>>2]=0;f[g>>2]=0;m=m+-8|0;g=f[m+4>>2]|0;h=b+-8|0;f[h>>2]=f[m>>2];f[h+4>>2]=g;b=e+-16|0;e=b}while((d|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=f[c+-12>>2]|0;c=c+-16|0;if(d|0)iOb(d)}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function yKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;g=f[n>>2]|0;c=f[a>>2]|0;j=g-c>>4;d=j+1|0;l=c;e=g;if(d>>>0>268435455)AMb(a);m=a+8|0;k=(f[m>>2]|0)-c|0;h=k>>3;h=k>>4>>>0<134217727?(h>>>0<d>>>0?d:h):268435455;do if(!h)i=0;else if(h>>>0>268435455)vd();else{i=pOb(h<<4)|0;break}while(0);d=i+(j<<4)|0;c=d;k=i+(h<<4)|0;f[d>>2]=f[b>>2];o=b+4|0;f[i+(j<<4)+4>>2]=f[o>>2];f[b>>2]=0;f[o>>2]=0;o=b+8|0;b=f[o+4>>2]|0;h=i+(j<<4)+8|0;f[h>>2]=f[o>>2];f[h+4>>2]=b;h=d+16|0;if((e|0)!=(l|0)){do{i=e;e=e+-16|0;f[d+-16>>2]=f[e>>2];j=i+-12|0;f[d+-12>>2]=f[j>>2];f[e>>2]=0;f[j>>2]=0;i=i+-8|0;j=f[i+4>>2]|0;o=d+-8|0;f[o>>2]=f[i>>2];f[o+4>>2]=j;d=c+-16|0;c=d}while((e|0)!=(l|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-12>>2]|0;c=c+-16|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function zKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;e=d+12|0;g=d+8|0;i=d+4|0;h=d;f[i>>2]=f[c>>2];f[h>>2]=f[c+4>>2];f[g>>2]=f[i>>2];f[e>>2]=f[h>>2];wKa(a,b,g,e);u=d;return}function AKa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+64|0;j=q+56|0;m=q+48|0;k=q+44|0;l=q+40|0;e=q;p=q+32|0;o=q+24|0;n=q+8|0;g=a+196|0;d=f[g>>2]|0;h=a+116|0;c=h;b=f[c>>2]|0;c=f[c+4>>2]|0;if(!(d&131072)){f[e>>2]=f[(f[a+4>>2]|0)+28>>2];f[e+4>>2]=c}else{i=e;f[i>>2]=b;f[i+4>>2]=c}if(!(d&262144))b=(f[a>>2]|0)+8|0;else b=a;i=f[b>>2]|0;yRa(p,i,e);e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](j,e);xRa(o,i,j);e=f[o>>2]|0;e=e|0?e:258672;i=f[p>>2]|0;i=i|0?i:258672;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;b=f[g>>2]|0;if(!(b&131072)){c=h;d=f[c+4>>2]|0;if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=f[b>>2]|0;f[k>>2]=f[c>>2];f[j>>2]=f[k>>2];IQa(m,b,j);b=f[m>>2]|0;f[l>>2]=d;f[j>>2]=f[l>>2];b=aGa(b,j)|0;if(b|0){f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2]}b=f[m+4>>2]|0;if(b|0)iOb(b)}c=vKa(a,i,e,n)|0;b=f[o+4>>2]|0;if(b|0)iOb(b);b=f[p+4>>2]|0;if(!b){u=q;return c|0}iOb(b);u=q;return c|0}function BKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;j=c&255;l=d+(j*48|0)+12|0;c=a+200|0;i=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(i|0,e&255|0,15)|0;f[c>>2]=i&-229377|(1<<j|k)<<15&229376;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(j*48|0)+16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(j*12|0)>>2]|0;c=f[c+72+(j*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;i=(c-k|0)/12|0;c=f[a+144+(j*48|0)+12>>2]|0;a=f[a+144+(j*48|0)+16>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;while(1){d=f[c>>2]|0;if(d>>>0>=i>>>0){c=10;break}e=(f[c+4>>2]|0)+d|0;e=i>>>0<e>>>0?i:e;if(d>>>0<e>>>0)do{j=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[k+(d*12|0)>>2];f[g>>2]=j;QJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+8|0;if((c|0)==(a|0)){c=10;break}}if((c|0)==10){u=n;return}}function CKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;j=c&255;l=d+(j*48|0)+36|0;c=a+200|0;i=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(i|0,e&255|0,21)|0;f[c>>2]=i&-14680065|(1<<j|k)<<21&14680064;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(j*48|0)+40|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(j*12|0)>>2]|0;c=f[c+72+(j*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;i=(c-k|0)/12|0;c=f[a+144+(j*48|0)+36>>2]|0;a=f[a+144+(j*48|0)+40>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;while(1){d=f[c>>2]|0;if(d>>>0>=i>>>0){c=10;break}e=(f[c+4>>2]|0)+d|0;e=i>>>0<e>>>0?i:e;if(d>>>0<e>>>0)do{j=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[k+(d*12|0)>>2];f[g>>2]=j;QJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+8|0;if((c|0)==(a|0)){c=10;break}}if((c|0)==10){u=n;return}}function DKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;m=n;g=a+104|0;d=f[g>>2]|0;i=c&255;l=d+(i*48|0)+24|0;c=a+200|0;j=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(j|0,e&255|0,18)|0;f[c>>2]=j&-1835009|(1<<i|k)<<18&1835008;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(i*48|0)+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-20-c|0)>>>0)/20|0)*20|0);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(i*12|0)>>2]|0;c=f[c+72+(i*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;j=(c-k|0)/12|0;c=f[a+144+(i*48|0)+24>>2]|0;a=f[a+144+(i*48|0)+28>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+12|0;i=m+16|0;while(1){d=f[c+12>>2]|0;if(d>>>0>=j>>>0){c=11;break}e=(f[c+16>>2]|0)+d|0;e=j>>>0<e>>>0?j:e;if(d>>>0<e>>>0)do{p=f[k+(d*12|0)>>2]|0;o=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[c>>2];f[m+4>>2]=f[c+4>>2];f[m+8>>2]=f[c+8>>2];f[g>>2]=p;f[i>>2]=o;WJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+20|0;if((c|0)==(a|0)){c=11;break}}if((c|0)==11){u=n;return}}function EKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;i=c&255;l=d+(i*48|0)|0;c=a+200|0;j=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(j|0,e&255|0,12)|0;f[c>>2]=j&-28673|(1<<i|k)<<12&28672;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(i*48|0)+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(i*12|0)>>2]|0;c=f[c+72+(i*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;j=(c-k|0)/12|0;c=f[a+144+(i*48|0)>>2]|0;a=f[a+144+(i*48|0)+4>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;i=m+8|0;while(1){d=f[c+8>>2]|0;if(d>>>0>=j>>>0){c=11;break}e=(f[c+12>>2]|0)+d|0;e=j>>>0<e>>>0?j:e;if(d>>>0<e>>>0)do{p=f[k+(d*12|0)>>2]|0;o=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[c>>2];f[g>>2]=p;f[i>>2]=o;FKa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+16|0;if((c|0)==(a|0)){c=11;break}}if((c|0)==11){u=n;return}}function FKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;v=z+44|0;n=z+16|0;p=z+40|0;y=z+8|0;w=z+4|0;c=z;s=b+8|0;l=f[s>>2]|0;if(!l){y=0;u=z;return y|0}k=f[a>>2]|0;x=a+4|0;r=f[x>>2]|0;q=b+4|0;d=r-k|0;do if(!d){h=k;d=k;k=h;e=l+(f[q>>2]|0)|0}else{i=f[q>>2]|0;e=(d|0)/12|0;d=k;g=k;while(1){o=(e|0)/2|0;h=(f[g+(o*12|0)+4>>2]|0)>>>0<i>>>0;j=g+(o*12|0)+12|0;d=h?j:d;e=h?e+-1-o|0:o;if(!e)break;else g=h?j:g}o=d;e=l+i|0;if((d|0)==(k|0)){k=o;h=o}else{g=d+-12|0;h=g;m=f[d+-8>>2]|0;j=d+-4|0;k=(f[j>>2]|0)+m|0;if(i>>>0>k>>>0){k=o;h=o}else{l=(f[b>>2]|0)==(f[g>>2]|0);if(k>>>0<e>>>0){if(l){f[q>>2]=m;i=e;g=b}else h=o;f[g+8>>2]=i-m;k=h;h=o;break}if(l){y=0;u=z;return y|0}f[j>>2]=i-m;if(k>>>0>e>>>0){f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2];f[n+12>>2]=f[g>>2];f[n+16>>2]=e;f[n+20>>2]=k-e;f[p>>2]=o;f[v>>2]=f[p>>2];GKa(a,v,n,n+24|0)|0;y=1;u=z;return y|0}else{k=o;h=o}}}}while(0);a:do if((d|0)==(r|0))g=h;else{g=h;while(1){j=d+4|0;i=f[j>>2]|0;if(e>>>0<=i>>>0){t=17;break}i=(f[d+8>>2]|0)+i|0;if(i>>>0>e>>>0)break;h=h+12|0;d=d+12|0;g=d;if((d|0)==(r|0))break a}if((t|0)==17){if((e|0)!=(i|0))break;if((f[b>>2]|0)!=(f[d>>2]|0))break;f[s>>2]=(f[d+8>>2]|0)+e-(f[q>>2]|0);h=h+12|0;break}if((f[b>>2]|0)==(f[d>>2]|0)){e=f[q>>2]|0;d=b;h=h+12|0}else f[j>>2]=e;f[d+8>>2]=i-e}while(0);e=k;d=h;if((e|0)==(d|0)){f[w>>2]=g;f[v>>2]=f[w>>2];d=HKa(a,v,b)|0}else{g=k;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];g=e+12|0;if((g|0)==(d|0))c=y;else{c=g+(((h-g|0)/12|0)*12|0)|0;d=f[x>>2]|0;e=d-c|0;if(e){cQb(g|0,c|0,e|0)|0;d=f[x>>2]|0}c=g+(((e|0)/12|0)*12|0)|0;if((d|0)==(c|0)){d=g;c=y}else{f[x>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);d=g;c=y}}}f[c>>2]=d;y=1;u=z;return y|0}function GKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;g=m;i=(f[b>>2]|0)-g|0;p=m+(((i|0)/12|0)*12|0)|0;h=d;k=c;q=h-k|0;j=(q|0)/12|0;if((q|0)<=0){q=p;return q|0}o=a+8|0;e=f[o>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((j|0)<=((e-b|0)/12|0|0)){g=b-p|0;b=(g|0)/12|0;if((j|0)>(b|0)){e=c+(b*12|0)|0;b=h-e|0;if((b|0)>0){bQb(n|0,e|0,b|0)|0;b=(f[q>>2]|0)+(((b>>>0)/12|0)*12|0)|0;f[q>>2]=b}else b=n;if((g|0)>0){d=e;h=b}else{q=p;return q|0}}else h=n;g=h-(p+(j*12|0))|0;b=p+(((g|0)/12|0)*12|0)|0;if(b>>>0<n>>>0){e=h;do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];b=b+12|0;e=(f[q>>2]|0)+12|0;f[q>>2]=e}while(b>>>0<n>>>0)}if(g|0)cQb(h+(((g|0)/-12|0)*12|0)|0,p|0,g|0)|0;b=d-k|0;if(!b){q=p;return q|0}cQb(p|0,c|0,b|0)|0;q=p;return q|0}b=((b-g|0)/12|0)+j|0;if(b>>>0>357913941)AMb(a);j=(e-g|0)/12|0;g=j<<1;g=j>>>0<178956970?(g>>>0<b>>>0?b:g):357913941;j=p;b=(i|0)/12|0;do if(!g)l=0;else if(g>>>0>357913941)vd();else{l=pOb(g*12|0)|0;break}while(0);k=l+(b*12|0)|0;e=k;i=l+(g*12|0)|0;if((c|0)==(d|0))b=m;else{b=c;g=k;do{f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];g=e+12|0;e=g;b=b+12|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(((g|0)/-12|0)*12|0)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[q>>2]|0)-j|0;if((g|0)>0){bQb(e|0,p|0,g|0)|0;e=e+(((g>>>0)/12|0)*12|0)|0;b=f[a>>2]|0}f[a>>2]=h;f[q>>2]=e;f[o>>2]=i;if(!b){q=k;return q|0}sOb(b);q=k;return q|0}function HKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;p=g+(((j|0)/12|0)*12|0)|0;q=a+4|0;h=f[q>>2]|0;o=a+8|0;n=f[o>>2]|0;b=h;d=n;if(h>>>0<n>>>0){if((p|0)==(h|0)){f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];f[q>>2]=(f[q>>2]|0)+12;q=p;return q|0}e=b-(p+12)|0;b=p+(((e|0)/12|0)*12|0)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];b=b+12|0;d=(f[q>>2]|0)+12|0;f[q>>2]=d}while(b>>>0<h>>>0)}if(!e)b=p;else{cQb(h+(((e|0)/-12|0)*12|0)|0,p|0,e|0)|0;b=p};f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];q=p;return q|0}b=((b-e|0)/12|0)+1|0;if(b>>>0>357913941)AMb(a);n=(d-e|0)/12|0;d=n<<1;d=n>>>0<178956970?(d>>>0<b>>>0?b:d):357913941;n=p;h=(j|0)/12|0;do if(!d){l=0;m=0}else if(d>>>0>357913941)vd();else{m=pOb(d*12|0)|0;l=m;break}while(0);b=l+(h*12|0)|0;e=b;i=l+(d*12|0)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)*12|0)|0;e=b;break}d=d*12|0;d=(d|0)==0?1:((d|0)/12|0)<<1;b=d>>>2;do if(!d)k=0;else if(d>>>0>357913941)vd();else{k=pOb(d*12|0)|0;break}while(0);b=k+(b*12|0)|0;e=b;d=k+(d*12|0)|0;if(!l)i=d;else{sOb(m);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];b=e+12|0;d=n-g|0;h=e+(((d|0)/-12|0)*12|0)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[q>>2]|0)-n|0;if((d|0)>0){bQb(b|0,p|0,d|0)|0;b=b+(((d>>>0)/12|0)*12|0)|0}d=f[a>>2]|0;f[a>>2]=h;f[q>>2]=b;f[o>>2]=i;if(!d){q=e;return q|0}sOb(d);q=e;return q|0}function IKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,15)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{BKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+12|0;return e|0}function JKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,21)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{CKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+36|0;return e|0}function KKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,18)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{DKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+24|0;return e|0}function LKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;e=a+200|0;d=f[e>>2]|0;g=h[e+4>>0]|0;i=ZPb(d|0,g&255|0,12)|0;m=c&255;j=1<<m;l=a+104|0;do if(!(j&7&i)){k=f[l>>2]|0;if(!k){m=0;return m|0}if(!(f[a+60+(m<<2)>>2]|0)){EKa(a,c);break}f[e>>2]=d&-28673|(j|i)<<12&28672;b[e+4>>0]=g;c=f[k+(m*48|0)>>2]|0;d=k+(m*48|0)+4|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~(((a+-12-c|0)>>>0)/12|0)*12|0)}while(0);m=(f[l>>2]|0)+(m*48|0)|0;return m|0}function MKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i+12|0;d=i+8|0;g=i+4|0;h=i;j=c+200|0;if((f[j>>2]&7|0)==0&0==0){rKa(a,b)|0;u=i;return}else{c=f[c+104>>2]|0;j=b&255;f[g>>2]=f[c+144+(j*48|0)>>2];f[h>>2]=f[c+144+(j*48|0)+4>>2];f[d>>2]=f[g>>2];f[e>>2]=f[h>>2];NKa(a,b,d,e);u=i;return}}function NKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;p=f[d>>2]|0;s=f[e>>2]|0;j=p;k=s;if((p|0)==(s|0)){rKa(a,c)|0;u=v;return}g=c&255;q=1<<g;r=a+200|0;c=f[r>>2]|0;e=(h[r+4>>0]|0)&255;f[r>>2]=c&-8|(q|c)&7;b[r+4>>0]=e;e=a+104|0;c=f[e>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[e>>2]=c}m=c+144+(g*48|0)|0;i=f[m>>2]|0;f[m>>2]=0;o=c+144+(g*48|0)+4|0;e=f[o>>2]|0;f[o>>2]=0;l=c+144+(g*48|0)+8|0;f[l>>2]=0;g=i;if(i|0){if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-16|0;if(c|0)iOb(c)}while((e|0)!=(g|0));sOb(i)}xKa(m,k-j>>4);g=t+4|0;i=t+8|0;j=t+12|0;c=p;do{f[t>>2]=f[c>>2];e=f[c+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[i>>2]=f[c+8>>2];f[j>>2]=f[c+12>>2];e=f[o>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){f[e>>2]=f[t>>2];f[e+4>>2]=f[g>>2];f[t>>2]=0;f[g>>2]=0;w=i;k=f[w+4>>2]|0;p=e+8|0;f[p>>2]=f[w>>2];f[p+4>>2]=k;f[o>>2]=(f[o>>2]|0)+16}else{yKa(m,t);e=f[g>>2]|0;if(e|0)iOb(e)}c=c+16|0;f[d>>2]=c}while((c|0)!=(s|0));d=f[r>>2]|0;w=h[r+4>>0]|0;t=ZPb(d|0,w&255|0,12)|0;f[r>>2]=d&-28673|((q^7)&t)<<12&28672;b[r+4>>0]=w;w=a+196|0;f[w>>2]=f[w>>2]|256;u=v;return}function OKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;e=a+108|0;c=f[b>>2]|0;if((f[e>>2]|0)==(c|0))return;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=c;g=a+112|0;b=f[g>>2]|0;f[g>>2]=d;if(b){iOb(b);c=f[e>>2]|0}g=a+196|0;f[g>>2]=f[g>>2]&-4353|((c|0)!=0&1)<<12|256;return}function PKa(a,c,d){a=a|0;c=c|0;d=+d;var e=0,g=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j+4|0;g=j+8|0;k=j;n[i>>2]=d;n[g>>2]=0.0;n[k>>2]=1.0;k=d<1.0?i:k;g=f[(+n[k>>2]>0.0?k:g)>>2]|0;f[i>>2]=g;i=a+200|0;k=ZPb(f[i>>2]|0,(h[i+4>>0]|0)&255|0,34)|0;c=c&255;e=1<<c;if(!(e&7&k))c=a+180+(c<<2)|0;else{c=a+180+(c<<2)|0;if(+n[c>>2]==(f[s>>2]=g,+n[s>>2])){k=0;u=j;return k|0}}f[c>>2]=g;g=f[i>>2]|0;k=h[i+4>>0]|0;c=ZPb(g|0,k&255|0,34)|0;e=_Pb((e|c)&7|0,0,34)|0;f[i>>2]=e|g;b[i+4>>0]=I|k&227;k=a+196|0;f[k>>2]=f[k>>2]|256;k=1;u=j;return k|0}function QKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;j=a+200|0;d=f[j>>2]|0;g=h[j+4>>0]|0;k=ZPb(d|0,g&255|0,34)|0;c=c&255;e=1<<c;i=e&7;if(!(i&k)){k=0;return k|0}c=a+180+(c<<2)|0;if(+n[c>>2]==1.0)c=g;else{f[c>>2]=1065353216;d=f[j>>2]|0;c=h[j+4>>0]|0;k=ZPb(d|0,c&255|0,34)|0;k=_Pb((e|k)&7|0,0,34)|0;d=k|d;c=I|c&227;f[j>>2]=d;b[j+4>>0]=c;k=a+196|0;f[k>>2]=f[k>>2]|256}k=ZPb(d|0,c&255|0,34)|0;k=_Pb((i^7)&k|0,0,34)|0;f[j>>2]=k|d;b[j+4>>0]=I|c&227;k=1;return k|0}function RKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;d=b&255;e=+n[a+180+(d<<2)>>2];d=a+12+(d<<3)|0;c=f[d>>2]|0;if(!c){fKa(a,b);c=f[d>>2]|0}return +(e*+n[c+164>>2])}function SKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;g=l+8|0;h=l+4|0;j=l;d=a+104|0;e=f[d>>2]|0;if(!e){k=pOb(368)|0;dQb(k|0,0,300)|0;n[k+328>>2]=-1.0;n[k+332>>2]=-1.0;n[k+336>>2]=-1.0;n[k+340>>2]=-1.0;n[k+344>>2]=-1.0;n[k+348>>2]=-1.0;n[k+352>>2]=-1.0;n[k+356>>2]=-1.0;n[k+360>>2]=-1.0;f[d>>2]=k}else k=e;n[g>>2]=0.0;n[h>>2]=0.0;n[j>>2]=0.0;i=f[(+n[c>>2]>0.0?c:g)>>2]|0;g=c+4|0;g=f[(+n[g>>2]>0.0?g:h)>>2]|0;e=c+8|0;e=f[(+n[e>>2]>0.0?e:j)>>2]|0;d=b&255;if(+n[k+328+(d*12|0)>>2]==(f[s>>2]=i,+n[s>>2]))if(+n[k+328+(d*12|0)+4>>2]==(f[s>>2]=g,+n[s>>2]))if(!(+n[k+328+(d*12|0)+8>>2]!=(f[s>>2]=e,+n[s>>2]))){a=0;u=l;return a|0}f[k+328+(d*12|0)>>2]=i;f[k+328+(d*12|0)+4>>2]=g;f[k+328+(d*12|0)+8>>2]=e;a=a+196|0;f[a>>2]=f[a>>2]|8388864;a=1;u=l;return a|0}function TKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=a+196|0;if(!(f[g>>2]&8388608)){h=0;return h|0}h=a+104|0;c=f[h>>2]|0;e=b&255;b=c+328+(e*12|0)|0;if(!(+n[b>>2]>=0.0)){h=0;return h|0}n[b>>2]=-1.0;n[c+328+(e*12|0)+4>>2]=-1.0;n[c+328+(e*12|0)+8>>2]=-1.0;b=f[g>>2]|0;c=b|256;f[g>>2]=c;d=f[h>>2]|0;if(+n[d+328+(e*12|0)>>2]>=0.0){h=1;return h|0}f[g>>2]=c&-8388609;if(!d){h=1;return h|0}g=a+200|0;if(!((b&672137216|0)==0&((f[g>>2]&4095|0)==0&0==0))){h=1;return h|0}f[h>>2]=0;RIa(d);sOb(d);h=1;return h|0}function UKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0;if(+n[d>>2]==0.0)if(+n[d+4>>2]==0.0)if(+n[d+8>>2]==0.0)return;h=a+104|0;g=f[h>>2]|0;if(!g){g=pOb(368)|0;dQb(g|0,0,300)|0;n[g+328>>2]=-1.0;n[g+332>>2]=-1.0;n[g+336>>2]=-1.0;n[g+340>>2]=-1.0;n[g+344>>2]=-1.0;n[g+348>>2]=-1.0;n[g+352>>2]=-1.0;n[g+356>>2]=-1.0;n[g+360>>2]=-1.0;f[h>>2]=g}m=a+196|0;f[m>>2]=f[m>>2]|134217728;g=g+364|0;b[g>>0]=b[g>>0]&-2|c&1;k=+n[d>>2];j=+n[d+4>>2];l=+n[d+8>>2];i=+L(+(k*k+(j*j+l*l)));k=k/i;j=j/i;i=l/i;d=f[h>>2]|0;n[d+312>>2]=k;n[d+316>>2]=j;n[d+320>>2]=i;n[d+300>>2]=k;n[d+304>>2]=j;n[d+308>>2]=i;e=+N(+(e*.01745329238474369));n[d+324>>2]=e;fJa(a);return}function VKa(a){a=a|0;var b=0,c=0,d=0;c=a+196|0;b=f[c>>2]|0;f[c>>2]=b&-134217729;c=a+104|0;d=f[c>>2]|0;if(!d)return;a=a+200|0;if(!((b&546308096|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[c>>2]=0;RIa(d);sOb(d);return}function WKa(a){a=a|0;return +(+Q(+(+n[(f[a+104>>2]|0)+324>>2]))*57.295780181884766)}function XKa(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+136>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function YKa(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+76>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function ZKa(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+140>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function _Ka(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+84>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function $Ka(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+144>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function aLa(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+92>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function bLa(a,b,c,e){a=a|0;b=b|0;c=+c;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=a+64|0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;a:while(1){switch(Rg[f[(f[g>>2]|0)+124>>2]&255](g,b)|0){case 0:{j=12;break a}case 1:{i=1;break a}case 2:{i=f[l>>2]|0;oh[f[(f[i>>2]|0)+100>>2]&1023](k,i);i=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=i;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==12)i=0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;b:while(1){switch(Qg[f[(f[g>>2]|0)+128>>2]&15](g,c)|0){case 0:{j=24;break b}case 1:{b=1;break b}case 2:{b=f[l>>2]|0;oh[f[(f[b>>2]|0)+100>>2]&1023](k,b);b=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=b;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==24)b=0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;c:while(1){switch(Rg[f[(f[g>>2]|0)+132>>2]&255](g,e)|0){case 0:{j=37;break c}case 1:{j=36;break c}case 2:{j=f[l>>2]|0;oh[f[(f[j>>2]|0)+100>>2]&1023](k,j);j=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=j;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==36){l=a+196|0;f[l>>2]=f[l>>2]|268435456;oJa(a)}else if((j|0)==37){l=a+196|0;f[l>>2]=f[l>>2]|268435456;if(!(i|b)){l=0;u=m;return l|0}}f[a+20>>2]=0;l=a+24|0;g=f[l>>2]|0;f[l>>2]=0;if(!g){l=1;u=m;return l|0}iOb(g);l=1;u=m;return l|0}function cLa(a){a=a|0;var b=0,c=0,e=0,g=0;c=a+196|0;if(!(f[c>>2]&268435456)){e=0;return e|0}e=a+64|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+52>>2]&1023](g)|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+60>>2]&1023](g)|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+68>>2]&1023](g)|0;f[c>>2]=f[c>>2]&-268435457;f[a+20>>2]=0;g=a+24|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(!(d[b+4>>1]&2047)){f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}if((f[c>>2]&805306368|0)!=536870912){g=1;return g|0}oJa(a);g=1;return g|0}function dLa(a){a=a|0;if(!(f[a+196>>2]&536870912)){a=f[(f[a+4>>2]|0)+44>>2]|0;return a|0}else{a=f[(f[a+104>>2]|0)+288>>2]|0;return a|0}return 0}function eLa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+640|0;s=y+528|0;t=y+136|0;v=y;w=y+400|0;x=y+272|0;o=a+196|0;h=f[o>>2]|0;if(!(h&268435456)){u=y;return}q=(f[a+4>>2]|0)+44|0;i=f[q>>2]|0;if(!(f[i+28>>2]|0)){u=y;return}if(!(b[i+148>>0]&2)){u=y;return}r=(h&536870912|0)!=0;if(!r){m=a+104|0;h=f[m>>2]|0;if(!h){h=pOb(368)|0;dQb(h|0,0,300)|0;n[h+328>>2]=-1.0;n[h+332>>2]=-1.0;n[h+336>>2]=-1.0;n[h+340>>2]=-1.0;n[h+344>>2]=-1.0;n[h+348>>2]=-1.0;n[h+352>>2]=-1.0;n[h+356>>2]=-1.0;n[h+360>>2]=-1.0;f[m>>2]=h}j=pOb(56)|0;mMa(j);k=h+288|0;l=f[k>>2]|0;f[k>>2]=j;if(l|0){h=f[l+16>>2]|0;if(h|0)iOb(h);h=f[l>>2]|0;if(h|0){k=l+4|0;i=f[k>>2]|0;if((i|0)!=(h|0)){do{j=i+-28|0;f[k>>2]=j;i=f[i+-24>>2]|0;if(!i)i=j;else{iOb(i);i=f[k>>2]|0}}while((i|0)!=(h|0));h=f[l>>2]|0}sOb(h)}sOb(l)}f[o>>2]=f[o>>2]|536870912;l=f[(f[m>>2]|0)+288>>2]|0;k=f[q>>2]|0;f[l+52>>2]=f[k+52>>2];pMa(l,0,f[k+24>>2]|0);pMa(l,1,f[(f[q>>2]|0)+28>>2]|0);pMa(l,2,f[(f[q>>2]|0)+32>>2]|0);qMa(l,0,0);qMa(l,1,(f[l+24>>2]|0)+(f[l+36>>2]|0)|0);qMa(l,2,(f[l+28>>2]|0)+(f[l+40>>2]|0)|0);iub(s,34962);rMa(l,s,0);k=f[(f[l>>2]|0)+20>>2]|0;q=k+4|0;m=l+4|0;h=f[m>>2]|0;if(h>>>0<(f[l+8>>2]|0)>>>0){f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;i=(f[m>>2]|0)+28|0;f[m>>2]=i}else{fLa(l);i=f[m>>2]|0}h=f[s>>2]|0;o=s+4|0;j=f[o>>2]|0;if(j|0)gOb(j);f[i+-28>>2]=h;z=i+-24|0;h=f[z>>2]|0;f[z>>2]=j;if(h|0)iOb(h);f[i+-20>>2]=k;f[i+-16>>2]=8;f[i+-12>>2]=5126;f[i+-8>>2]=q;b[i+-4>>0]=1;b[i+-3>>0]=1;h=f[l>>2]|0;i=f[m>>2]|0;if((h|0)!=(i|0))do{f[h+20>>2]=q;h=h+28|0}while((h|0)!=(i|0));h=f[o>>2]|0;if(h|0)iOb(h)}i=a+20|0;h=f[i>>2]|0;if(!h){fKa(a,1);h=f[i>>2]|0}switch(b[h+214>>0]|0){case 0:{if(r){u=y;return}z=s+8|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;n[s+36>>2]=1.0;n[s+40>>2]=0.0;gLa(a,0,s);u=y;return}case 1:{if(r){u=y;return}j=f[a+96>>2]|0;k=f[j+4>>2]|0;l=f[j+8>>2]|0;m=f[j+12>>2]|0;o=f[j+16>>2]|0;q=f[j+20>>2]|0;r=f[j+24>>2]|0;c=f[j+28>>2]|0;d=f[j+32>>2]|0;e=f[j+36>>2]|0;g=f[j+40>>2]|0;t=f[j+44>>2]|0;v=f[j+48>>2]|0;w=f[j+52>>2]|0;x=f[j+56>>2]|0;z=f[j+60>>2]|0;f[s>>2]=f[j>>2];f[s+4>>2]=k;f[s+8>>2]=l;f[s+12>>2]=m;f[s+16>>2]=o;f[s+20>>2]=q;f[s+24>>2]=r;f[s+28>>2]=c;f[s+32>>2]=d;f[s+36>>2]=e;f[s+40>>2]=g;f[s+44>>2]=t;f[s+48>>2]=v;f[s+52>>2]=w;f[s+56>>2]=x;f[s+60>>2]=z;z=s+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;n[s+92>>2]=1.0;n[s+96>>2]=0.0;hLa(a,0,s);u=y;return}case 2:{if(!(r^1|c)){u=y;return}TAa(w,1.0,+(g|0)/+(e|0));k=JAa(d,e,g)|0;f[v>>2]=w;f[v+4>>2]=k;k=v+8|0;yAa(k,v)|0;j=f[a+96>>2]|0;n[t>>2]=+p[k>>3];n[t+4>>2]=+p[v+16>>3];n[t+8>>2]=+p[v+24>>3];n[t+12>>2]=+p[v+32>>3];n[t+16>>2]=+p[v+40>>3];n[t+20>>2]=+p[v+48>>3];n[t+24>>2]=+p[v+56>>3];n[t+28>>2]=+p[v+64>>3];n[t+32>>2]=+p[v+72>>3];n[t+36>>2]=+p[v+80>>3];n[t+40>>2]=+p[v+88>>3];n[t+44>>2]=+p[v+96>>3];n[t+48>>2]=+p[v+104>>3];n[t+52>>2]=+p[v+112>>3];n[t+56>>2]=+p[v+120>>3];n[t+60>>2]=+p[v+128>>3];f[t+64>>2]=j;iLa(s,t)|0;j=f[s+4>>2]|0;k=f[s+8>>2]|0;l=f[s+12>>2]|0;m=f[s+16>>2]|0;o=f[s+20>>2]|0;q=f[s+24>>2]|0;r=f[s+28>>2]|0;c=f[s+32>>2]|0;d=f[s+36>>2]|0;e=f[s+40>>2]|0;g=f[s+44>>2]|0;v=f[s+48>>2]|0;w=f[s+52>>2]|0;x=f[s+56>>2]|0;z=f[s+60>>2]|0;f[t>>2]=f[s>>2];f[t+4>>2]=j;f[t+8>>2]=k;f[t+12>>2]=l;f[t+16>>2]=m;f[t+20>>2]=o;f[t+24>>2]=q;f[t+28>>2]=r;f[t+32>>2]=c;f[t+36>>2]=d;f[t+40>>2]=e;f[t+44>>2]=g;f[t+48>>2]=v;f[t+52>>2]=w;f[t+56>>2]=x;f[t+60>>2]=z;z=t+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;n[t+84>>2]=1.0;n[t+88>>2]=0.0;jLa(a,1,t);u=y;return}case 3:{if(!(r^1|c)){u=y;return}TAa(x,+(e|0)/+(g|0),1.0);k=JAa(d,e,g)|0;f[v>>2]=x;f[v+4>>2]=k;k=v+8|0;yAa(k,v)|0;j=f[a+96>>2]|0;n[t>>2]=+p[k>>3];n[t+4>>2]=+p[v+16>>3];n[t+8>>2]=+p[v+24>>3];n[t+12>>2]=+p[v+32>>3];n[t+16>>2]=+p[v+40>>3];n[t+20>>2]=+p[v+48>>3];n[t+24>>2]=+p[v+56>>3];n[t+28>>2]=+p[v+64>>3];n[t+32>>2]=+p[v+72>>3];n[t+36>>2]=+p[v+80>>3];n[t+40>>2]=+p[v+88>>3];n[t+44>>2]=+p[v+96>>3];n[t+48>>2]=+p[v+104>>3];n[t+52>>2]=+p[v+112>>3];n[t+56>>2]=+p[v+120>>3];n[t+60>>2]=+p[v+128>>3];f[t+64>>2]=j;iLa(s,t)|0;j=f[s+4>>2]|0;k=f[s+8>>2]|0;l=f[s+12>>2]|0;m=f[s+16>>2]|0;o=f[s+20>>2]|0;q=f[s+24>>2]|0;r=f[s+28>>2]|0;c=f[s+32>>2]|0;d=f[s+36>>2]|0;e=f[s+40>>2]|0;g=f[s+44>>2]|0;v=f[s+48>>2]|0;w=f[s+52>>2]|0;x=f[s+56>>2]|0;z=f[s+60>>2]|0;f[t>>2]=f[s>>2];f[t+4>>2]=j;f[t+8>>2]=k;f[t+12>>2]=l;f[t+16>>2]=m;f[t+20>>2]=o;f[t+24>>2]=q;f[t+28>>2]=r;f[t+32>>2]=c;f[t+36>>2]=d;f[t+40>>2]=e;f[t+44>>2]=g;f[t+48>>2]=v;f[t+52>>2]=w;f[t+56>>2]=x;f[t+60>>2]=z;z=t+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;n[t+84>>2]=1.0;n[t+88>>2]=0.0;jLa(a,1,t);u=y;return}default:{u=y;return}}}function fLa(a){a=a|0;var b=0,c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;k=f[l>>2]|0;c=f[a>>2]|0;i=(k-c|0)/28|0;e=i+1|0;b=c;g=k;if(e>>>0>153391689)AMb(a);m=a+8|0;c=((f[m>>2]|0)-c|0)/28|0;h=c<<1;h=c>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)j=0;else if(h>>>0>153391689)vd();else{j=pOb(h*28|0)|0;break}while(0);c=j+(i*28|0)|0;e=c;h=j+(h*28|0)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;i=c+28|0;if((g|0)==(b|0))g=k;else{do{j=g;g=g+-28|0;f[c+-28>>2]=f[g>>2];k=j+-24|0;f[c+-24>>2]=f[k>>2];f[g>>2]=0;f[k>>2]=0;k=c+-20|0;j=j+-20|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];d[k+16>>1]=d[j+16>>1]|0;c=e+-28|0;e=c}while((g|0)!=(b|0));g=f[a>>2]|0;b=f[l>>2]|0}f[a>>2]=e;f[l>>2]=i;f[m>>2]=h;e=g;if((b|0)!=(e|0))do{c=f[b+-24>>2]|0;b=b+-28|0;if(c|0)iOb(c)}while((b|0)!=(e|0));if(!g)return;sOb(g);return}function gLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0;x=(f[a+4>>2]|0)+44|0;D=f[x>>2]|0;d=D+68|0;y=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[y+20>>2]|0;z=a>>>2;A=z+-1|0;B=A<<2;D=X((f[D+28>>2]|0)+(f[D+24>>2]|0)+(f[D+32>>2]|0)|0,z)|0;C=D<<2;D=qOb(D>>>0>1073741823?-1:D<<2)|0;E=zLa(d)|0;E=qOb(E>>>0>1073741823?-1:E<<2)|0;CLa(d,E)|0;if(!(ALa(d)|0)){s=c+8|0;t=c+16|0;u=c+24|0;v=c+36|0;r=c+32|0;k=a+-4&-4;a=f[x>>2]|0;g=f[a+24>>2]|0;if(!g){d=E;g=D}else{d=E+(A<<2)+(X(k,g+-1|0)|0)|0;h=X(z,g)|0;a=0;c=E;e=D;while(1){bQb(e|0,c|0,B|0)|0;n[e+(A<<2)>>2]=0.0;a=a+1|0;if((a|0)==(g|0))break;else{c=c+(A<<2)|0;e=e+(z<<2)|0}}g=D+(h<<2)|0;a=f[x>>2]|0}q=f[a+28>>2]|0;if(q){e=d+(A<<2)+(X(k,q+-1|0)|0)|0;h=X(z,q)|0;c=0;a=g;while(1){bQb(a|0,d|0,B|0)|0;l=+n[d>>2];m=+n[d+4>>2];o=+n[d+8>>2];i=+p[s>>3];if(i==l)if(+p[t>>3]==m)if(+p[u>>3]==o){n[v>>2]=0.0;i=+n[r>>2]}else w=16;else w=16;else w=16;do if((w|0)==16){w=0;if(+n[v>>2]==0.0){G=l-i;F=m-+p[t>>3];i=o-+p[u>>3];i=+L(+(G*G+(F*F+i*i)));n[v>>2]=i;i=+n[r>>2]+i;n[r>>2]=i;break}else{n[r>>2]=0.0;n[v>>2]=0.0;i=0.0;break}}while(0);p[s>>3]=l;p[t>>3]=m;p[u>>3]=o;n[a+(A<<2)>>2]=i;c=c+1|0;if((c|0)==(q|0))break;else{d=d+(A<<2)|0;a=a+(z<<2)|0}}d=e;g=g+(h<<2)|0;a=f[x>>2]|0}e=f[a+32>>2]|0;if(!e){B=f[y>>2]|0;b=b?35040:35044;nub(B,C,D,b);tOb(E);tOb(D);return}else{c=0;a=g}while(1){bQb(a|0,d|0,B|0)|0;n[a+(A<<2)>>2]=0.0;c=c+1|0;if((c|0)==(e|0))break;else{d=d+(A<<2)|0;a=a+(z<<2)|0}}B=f[y>>2]|0;b=b?35040:35044;nub(B,C,D,b);tOb(E);tOb(D);return}else{v=ALa(d)|0;v=qOb(v>>>0>2147483647?-1:v<<1)|0;DLa(d,v)|0;r=c+8|0;s=c+16|0;t=c+24|0;u=c+36|0;q=c+32|0;a=f[x>>2]|0;h=f[a+24>>2]|0;if(!h){g=D;d=v}else{e=X(z,h)|0;a=0;d=v;c=D;while(1){bQb(c|0,E+((X(A,j[d>>1]|0)|0)<<2)|0,B|0)|0;n[c+(A<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;c=c+(z<<2)|0}}g=D+(e<<2)|0;d=v+(h<<1)|0;a=f[x>>2]|0}k=f[a+28>>2]|0;if(k){h=X(z,k)|0;a=0;c=d;e=g;while(1){H=E+((X(A,j[c>>1]|0)|0)<<2)|0;bQb(e|0,H|0,B|0)|0;l=+n[H>>2];m=+n[H+4>>2];o=+n[H+8>>2];i=+p[r>>3];if(i==l)if(+p[s>>3]==m)if(+p[t>>3]==o){n[u>>2]=0.0;i=+n[q>>2]}else w=29;else w=29;else w=29;do if((w|0)==29){w=0;if(+n[u>>2]==0.0){F=l-i;G=m-+p[s>>3];i=o-+p[t>>3];i=+L(+(F*F+(G*G+i*i)));n[u>>2]=i;i=+n[q>>2]+i;n[q>>2]=i;break}else{n[q>>2]=0.0;n[u>>2]=0.0;i=0.0;break}}while(0);p[r>>3]=l;p[s>>3]=m;p[t>>3]=o;n[e+(A<<2)>>2]=i;a=a+1|0;if((a|0)==(k|0))break;else{c=c+2|0;e=e+(z<<2)|0}}g=g+(h<<2)|0;d=d+(k<<1)|0;a=f[x>>2]|0}e=f[a+32>>2]|0;if(e|0){c=0;a=g;while(1){bQb(a|0,E+((X(A,j[d>>1]|0)|0)<<2)|0,B|0)|0;n[a+(A<<2)>>2]=0.0;c=c+1|0;if((c|0)==(e|0))break;else{d=d+2|0;a=a+(z<<2)|0}}}tOb(v);B=f[y>>2]|0;H=b?35040:35044;nub(B,C,D,H);tOb(E);tOb(D);return}}function hLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0.0,w=0;m=(f[a+4>>2]|0)+44|0;t=f[m>>2]|0;d=t+68|0;o=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[o+20>>2]|0;p=a>>>2;q=p+-1|0;r=q<<2;t=X((f[t+28>>2]|0)+(f[t+24>>2]|0)+(f[t+32>>2]|0)|0,p)|0;s=t<<2;t=qOb(t>>>0>1073741823?-1:t<<2)|0;u=zLa(d)|0;u=qOb(u>>>0>1073741823?-1:u<<2)|0;CLa(d,u)|0;if(!(ALa(d)|0)){l=a+-4&-4;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){d=u;h=t}else{d=u+(q<<2)+(X(l,h+-1|0)|0)|0;i=X(p,h)|0;a=0;e=u;g=t;while(1){bQb(g|0,e|0,r|0)|0;n[g+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{e=e+(q<<2)|0;g=g+(p<<2)|0}}h=t+(i<<2)|0;a=f[m>>2]|0}k=f[a+28>>2]|0;if(k){g=d+(q<<2)+(X(l,k+-1|0)|0)|0;i=X(p,k)|0;e=0;a=h;while(1){bQb(a|0,d|0,r|0)|0;v=+lLa(c,d);n[a+(q<<2)>>2]=v;e=e+1|0;if((e|0)==(k|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}d=g;h=h+(i<<2)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(!g){r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{e=0;a=h}while(1){bQb(a|0,d|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{l=ALa(d)|0;l=qOb(l>>>0>2147483647?-1:l<<1)|0;DLa(d,l)|0;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){k=t;d=l}else{g=X(p,h)|0;a=0;d=l;e=t;while(1){bQb(e|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[e+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;e=e+(p<<2)|0}}k=t+(g<<2)|0;d=l+(h<<1)|0;a=f[m>>2]|0}i=f[a+28>>2]|0;if(!i)h=k;else{h=X(p,i)|0;a=0;e=d;g=k;while(1){w=u+((X(q,j[e>>1]|0)|0)<<2)|0;bQb(g|0,w|0,r|0)|0;v=+lLa(c,w);n[g+(q<<2)>>2]=v;a=a+1|0;if((a|0)==(i|0))break;else{e=e+2|0;g=g+(p<<2)|0}}h=k+(h<<2)|0;d=d+(i<<1)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(g|0){e=0;a=h;while(1){bQb(a|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+2|0;a=a+(p<<2)|0}}}tOb(l);r=f[o>>2]|0;w=b?35040:35044;nub(r,s,t,w);tOb(u);tOb(t);return}}function iLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;h=b+64|0;r=f[h>>2]|0;u=b+16|0;t=b+32|0;s=b+48|0;n[a>>2]=+n[b>>2]*+n[r>>2]+ +n[u>>2]*+n[r+4>>2]+ +n[t>>2]*+n[r+8>>2]+ +n[s>>2]*+n[r+12>>2];r=f[h>>2]|0;q=b+4|0;p=b+20|0;o=b+36|0;m=b+52|0;n[a+4>>2]=+n[q>>2]*+n[r>>2]+ +n[p>>2]*+n[r+4>>2]+ +n[o>>2]*+n[r+8>>2]+ +n[m>>2]*+n[r+12>>2];r=f[h>>2]|0;l=b+8|0;k=b+24|0;j=b+40|0;i=b+56|0;n[a+8>>2]=+n[l>>2]*+n[r>>2]+ +n[k>>2]*+n[r+4>>2]+ +n[j>>2]*+n[r+8>>2]+ +n[i>>2]*+n[r+12>>2];r=f[h>>2]|0;g=b+12|0;e=b+28|0;d=b+44|0;c=b+60|0;n[a+12>>2]=+n[g>>2]*+n[r>>2]+ +n[e>>2]*+n[r+4>>2]+ +n[d>>2]*+n[r+8>>2]+ +n[c>>2]*+n[r+12>>2];r=f[h>>2]|0;n[a+16>>2]=+n[b>>2]*+n[r+16>>2]+ +n[u>>2]*+n[r+20>>2]+ +n[t>>2]*+n[r+24>>2]+ +n[s>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+20>>2]=+n[q>>2]*+n[r+16>>2]+ +n[p>>2]*+n[r+20>>2]+ +n[o>>2]*+n[r+24>>2]+ +n[m>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+24>>2]=+n[l>>2]*+n[r+16>>2]+ +n[k>>2]*+n[r+20>>2]+ +n[j>>2]*+n[r+24>>2]+ +n[i>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+28>>2]=+n[g>>2]*+n[r+16>>2]+ +n[e>>2]*+n[r+20>>2]+ +n[d>>2]*+n[r+24>>2]+ +n[c>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+32>>2]=+n[b>>2]*+n[r+32>>2]+ +n[u>>2]*+n[r+36>>2]+ +n[t>>2]*+n[r+40>>2]+ +n[s>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+36>>2]=+n[q>>2]*+n[r+32>>2]+ +n[p>>2]*+n[r+36>>2]+ +n[o>>2]*+n[r+40>>2]+ +n[m>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+40>>2]=+n[l>>2]*+n[r+32>>2]+ +n[k>>2]*+n[r+36>>2]+ +n[j>>2]*+n[r+40>>2]+ +n[i>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+44>>2]=+n[g>>2]*+n[r+32>>2]+ +n[e>>2]*+n[r+36>>2]+ +n[d>>2]*+n[r+40>>2]+ +n[c>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+48>>2]=+n[b>>2]*+n[r+48>>2]+ +n[u>>2]*+n[r+52>>2]+ +n[t>>2]*+n[r+56>>2]+ +n[s>>2]*+n[r+60>>2];b=f[h>>2]|0;n[a+52>>2]=+n[q>>2]*+n[b+48>>2]+ +n[p>>2]*+n[b+52>>2]+ +n[o>>2]*+n[b+56>>2]+ +n[m>>2]*+n[b+60>>2];b=f[h>>2]|0;n[a+56>>2]=+n[l>>2]*+n[b+48>>2]+ +n[k>>2]*+n[b+52>>2]+ +n[j>>2]*+n[b+56>>2]+ +n[i>>2]*+n[b+60>>2];b=f[h>>2]|0;n[a+60>>2]=+n[g>>2]*+n[b+48>>2]+ +n[e>>2]*+n[b+52>>2]+ +n[d>>2]*+n[b+56>>2]+ +n[c>>2]*+n[b+60>>2];return a|0}function jLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0.0,w=0;m=(f[a+4>>2]|0)+44|0;t=f[m>>2]|0;d=t+68|0;o=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[o+20>>2]|0;p=a>>>2;q=p+-1|0;r=q<<2;t=X((f[t+28>>2]|0)+(f[t+24>>2]|0)+(f[t+32>>2]|0)|0,p)|0;s=t<<2;t=qOb(t>>>0>1073741823?-1:t<<2)|0;u=zLa(d)|0;u=qOb(u>>>0>1073741823?-1:u<<2)|0;CLa(d,u)|0;if(!(ALa(d)|0)){l=a+-4&-4;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){d=u;h=t}else{d=u+(q<<2)+(X(l,h+-1|0)|0)|0;i=X(p,h)|0;a=0;e=u;g=t;while(1){bQb(g|0,e|0,r|0)|0;n[g+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{e=e+(q<<2)|0;g=g+(p<<2)|0}}h=t+(i<<2)|0;a=f[m>>2]|0}k=f[a+28>>2]|0;if(k){g=d+(q<<2)+(X(l,k+-1|0)|0)|0;i=X(p,k)|0;e=0;a=h;while(1){bQb(a|0,d|0,r|0)|0;v=+kLa(c,d);n[a+(q<<2)>>2]=v;e=e+1|0;if((e|0)==(k|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}d=g;h=h+(i<<2)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(!g){r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{e=0;a=h}while(1){bQb(a|0,d|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{l=ALa(d)|0;l=qOb(l>>>0>2147483647?-1:l<<1)|0;DLa(d,l)|0;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){k=t;d=l}else{g=X(p,h)|0;a=0;d=l;e=t;while(1){bQb(e|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[e+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;e=e+(p<<2)|0}}k=t+(g<<2)|0;d=l+(h<<1)|0;a=f[m>>2]|0}i=f[a+28>>2]|0;if(!i)h=k;else{h=X(p,i)|0;a=0;e=d;g=k;while(1){w=u+((X(q,j[e>>1]|0)|0)<<2)|0;bQb(g|0,w|0,r|0)|0;v=+kLa(c,w);n[g+(q<<2)>>2]=v;a=a+1|0;if((a|0)==(i|0))break;else{e=e+2|0;g=g+(p<<2)|0}}h=k+(h<<2)|0;d=d+(i<<1)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(g|0){e=0;a=h;while(1){bQb(a|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+2|0;a=a+(p<<2)|0}}}tOb(l);r=f[o>>2]|0;w=b?35040:35044;nub(r,s,t,w);tOb(u);tOb(t);return}}function kLa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0.0,i=0.0;i=+n[b>>2];h=+n[b+4>>2];g=+n[b+8>>2];e=+n[a+60>>2]+(i*+n[a+12>>2]+h*+n[a+28>>2]+g*+n[a+44>>2]);e=1.0/(e<9.999999747378752e-06?9.999999747378752e-06:e);d=(+n[a+48>>2]+(i*+n[a>>2]+h*+n[a+16>>2]+g*+n[a+32>>2]))*e;e=(+n[a+52>>2]+(i*+n[a+4>>2]+h*+n[a+20>>2]+g*+n[a+36>>2]))*e;f=a+64|0;g=+p[f>>3];if(g==d){c=a+72|0;b=a+84|0;if(+p[c>>3]==e){n[b>>2]=0.0;i=+n[a+80>>2];a=c;p[f>>3]=d;p[a>>3]=e;return +i}}else b=a+84|0;if(+n[b>>2]==0.0){h=d-g;c=a+72|0;i=e-+p[c>>3];i=+L(+(h*h+i*i));n[b>>2]=i;a=a+80|0;i=+n[a>>2]+i;n[a>>2]=i;a=c;p[f>>3]=d;p[a>>3]=e;return +i}else{n[a+80>>2]=0.0;n[b>>2]=0.0;i=0.0;a=a+72|0;p[f>>3]=d;p[a>>3]=e;return +i}return 0.0}function lLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,f=0.0,g=0.0,h=0,i=0.0,j=0,k=0.0,l=0.0;k=+n[b>>2];i=+n[b+4>>2];g=+n[b+8>>2];e=+n[a>>2]*k+ +n[a+16>>2]*i+ +n[a+32>>2]*g+ +n[a+48>>2];f=+n[a+4>>2]*k+ +n[a+20>>2]*i+ +n[a+36>>2]*g+ +n[a+52>>2];g=+n[a+8>>2]*k+ +n[a+24>>2]*i+ +n[a+40>>2]*g+ +n[a+56>>2];h=a+64|0;i=+p[h>>3];if(i==e){c=a+72|0;if(+p[c>>3]==f){d=a+80|0;b=a+92|0;if(+p[d>>3]==g){n[b>>2]=0.0;k=+n[a+88>>2];j=d;a=c;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +k}}else j=3}else j=3;if((j|0)==3)b=a+92|0;if(+n[b>>2]==0.0){l=e-i;d=a+72|0;i=f-+p[d>>3];j=a+80|0;k=g-+p[j>>3];k=+L(+(l*l+(i*i+k*k)));n[b>>2]=k;a=a+88|0;k=+n[a>>2]+k;n[a>>2]=k;a=d;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +k}else{n[a+88>>2]=0.0;n[b>>2]=0.0;l=0.0;j=a+80|0;a=a+72|0;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +l}return 0.0}function mLa(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;return}function nLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;j=f[d>>2]|0;k=j;if(!j){pLa(a,b,c)|0;u=n;return}l=a+4|0;g=f[l>>2]|0;if((f[a>>2]|0)!=(g|0)){e=g+-4|0;h=f[e>>2]|0;i=h+(f[g+-8>>2]|0)|0;if(i>>>0>=b>>>0){if((i|0)!=(b|0)){f[m>>2]=k;g=m+4|0;e=f[d+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[m+8>>2]=b;f[m+12>>2]=c;oLa(a,m)|0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}if((f[g+-16>>2]|0)==(j|0)){f[e>>2]=h+c;u=n;return}f[m>>2]=k;i=m+4|0;h=f[d+4>>2]|0;f[i>>2]=h;if(h){gOb(h);g=f[l>>2]|0}e=m+8|0;f[e>>2]=b;f[m+12>>2]=c;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=k;f[g+4>>2]=h;f[m>>2]=0;f[i>>2]=0;b=e;c=f[b+4>>2]|0;m=g+8|0;f[m>>2]=f[b>>2];f[m+4>>2]=c;f[l>>2]=(f[l>>2]|0)+16}else{yKa(a,m);e=f[i>>2]|0;if(e|0)iOb(e)}u=n;return}}f[m>>2]=k;i=m+4|0;h=f[d+4>>2]|0;f[i>>2]=h;if(h){gOb(h);g=f[l>>2]|0}e=m+8|0;f[e>>2]=b;f[m+12>>2]=c;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=k;f[g+4>>2]=h;f[m>>2]=0;f[i>>2]=0;b=e;c=f[b+4>>2]|0;m=g+8|0;f[m>>2]=f[b>>2];f[m+4>>2]=c;f[l>>2]=(f[l>>2]|0)+16}else{yKa(a,m);e=f[i>>2]|0;if(e|0)iOb(e)}u=n;return}function oLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;w=A+52|0;q=A+16|0;p=A+48|0;z=A+8|0;v=A+4|0;c=A;s=b+12|0;l=f[s>>2]|0;if(!l){z=0;u=A;return z|0}k=f[a>>2]|0;y=a+4|0;r=f[y>>2]|0;x=b+8|0;d=r-k>>4;i=f[x>>2]|0;do if(!d){e=k;d=k;k=e;g=l+i|0}else{e=d;d=k;g=k;while(1){o=(e|0)/2|0;h=(f[g+(o<<4)+8>>2]|0)>>>0<i>>>0;j=g+(o<<4)+16|0;d=h?j:d;e=h?e+-1-o|0:o;if(!e)break;else g=h?j:g}o=d;g=l+i|0;if((d|0)==(k|0)){k=o;e=o}else{e=d+-16|0;h=e;n=f[d+-8>>2]|0;j=d+-4|0;m=(f[j>>2]|0)+n|0;if(i>>>0>m>>>0){k=o;e=o}else{l=f[b>>2]|0;k=(l|0)==(f[e>>2]|0);if(m>>>0<g>>>0){if(k){f[x>>2]=n;i=g;e=b}else h=o;f[e+12>>2]=i-n;k=h;e=o;break}if(k){z=0;u=A;return z|0}f[j>>2]=i-n;if(m>>>0>g>>>0){f[q>>2]=l;y=b+4|0;f[q+4>>2]=f[y>>2];f[b>>2]=0;f[y>>2]=0;y=x;z=f[y+4>>2]|0;c=q+8|0;f[c>>2]=f[y>>2];f[c+4>>2]=z;f[q+16>>2]=f[e>>2];c=f[d+-12>>2]|0;f[q+20>>2]=c;if(c|0)gOb(c);f[q+24>>2]=g;f[q+28>>2]=m-g;f[p>>2]=o;f[w>>2]=f[p>>2];sLa(a,w,q,q+32|0)|0;c=f[q+20>>2]|0;if(c|0)iOb(c);c=f[q+4>>2]|0;if(c|0)iOb(c);z=1;u=A;return z|0}else{k=o;e=o}}}}while(0);a:do if((d|0)==(r|0)){h=e;g=e}else{h=e;while(1){j=d+8|0;i=f[j>>2]|0;if(g>>>0<=i>>>0){t=20;break}i=(f[d+12>>2]|0)+i|0;if(i>>>0>g>>>0)break;e=e+16|0;d=d+16|0;h=d;if((d|0)==(r|0)){g=e;break a}}if((t|0)==20){if((g|0)!=(i|0)){g=e;break}if((f[b>>2]|0)!=(f[d>>2]|0)){g=e;break}f[s>>2]=(f[d+12>>2]|0)+g-(f[x>>2]|0);g=e+16|0;break}if((f[b>>2]|0)==(f[d>>2]|0)){g=f[x>>2]|0;d=b;e=e+16|0}else f[j>>2]=g;f[d+12>>2]=i-g;g=e}while(0);e=k;d=g;if((e|0)==(d|0)){f[v>>2]=h;f[w>>2]=f[v>>2];d=qLa(a,w,b)|0}else{a=f[b>>2]|0;c=b+4|0;w=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[k>>2]=a;a=e+4|0;c=f[a>>2]|0;f[a>>2]=w;if(c|0)iOb(c);a=x;x=f[a+4>>2]|0;h=e+8|0;f[h>>2]=f[a>>2];f[h+4>>2]=x;h=e+16|0;if((h|0)==(d|0))c=z;else{c=h+(g-h>>4<<4)|0;g=f[y>>2]|0;if((c|0)==(g|0))d=h;else{d=h;do{x=f[c>>2]|0;e=c+4|0;a=f[e>>2]|0;f[c>>2]=0;f[e>>2]=0;f[d>>2]=x;x=d+4|0;e=f[x>>2]|0;f[x>>2]=a;if(e|0)iOb(e);w=c+8|0;a=f[w+4>>2]|0;x=d+8|0;f[x>>2]=f[w>>2];f[x+4>>2]=a;c=c+16|0;d=d+16|0}while((c|0)!=(g|0));c=f[y>>2]|0}if((c|0)==(d|0)){d=h;c=z}else{do{e=c+-16|0;f[y>>2]=e;c=f[c+-12>>2]|0;if(!c)c=e;else{iOb(c);c=f[y>>2]|0}}while((c|0)!=(d|0));d=h;c=z}}}f[c>>2]=d;z=1;u=A;return z|0}function pLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;n=r+24|0;o=r+8|0;p=r;if(!c){q=0;u=r;return q|0}m=f[a>>2]|0;q=a+4|0;d=f[q>>2]|0;e=d-m>>4;if(!e){g=m;k=c+b|0;l=m}else{g=m;h=m;while(1){l=(e|0)/2|0;i=(f[h+(l<<4)+8>>2]|0)>>>0<b>>>0;j=h+(l<<4)+16|0;g=i?j:g;e=i?e+-1-l|0:l;if(!e)break;else h=i?j:h}l=g;k=c+b|0;if((g|0)!=(m|0)){e=g+-16|0;h=f[g+-8>>2]|0;i=g+-4|0;j=(f[i>>2]|0)+h|0;if(j>>>0>=b>>>0){f[i>>2]=b-h;if(j>>>0>k>>>0){f[o>>2]=f[e>>2];e=o+4|0;d=f[g+-12>>2]|0;f[e>>2]=d;if(d|0)gOb(d);f[o+8>>2]=k;f[o+12>>2]=j-k;f[p>>2]=l;f[n>>2]=f[p>>2];qLa(a,n,o)|0;d=f[e>>2]|0;if(d|0)iOb(d);q=1;u=r;return q|0}}}}a:do if((g|0)==(d|0)){h=0;e=l}else{e=l;c=g;while(1){i=c+8|0;h=f[i>>2]|0;if(k>>>0<=h>>>0){h=0;break a}j=c+12|0;h=(f[j>>2]|0)+h|0;if(h>>>0>k>>>0)break;e=e+16|0;c=c+16|0;if((c|0)==(d|0)){h=0;break a}}f[i>>2]=k;f[j>>2]=h-k;h=1}while(0);if((g|0)==(e|0)){q=h;u=r;return q|0}e=g+(e-l>>4<<4)|0;if((e|0)!=(d|0)){do{p=f[e>>2]|0;h=e+4|0;o=f[h>>2]|0;f[e>>2]=0;f[h>>2]=0;f[g>>2]=p;p=g+4|0;h=f[p>>2]|0;f[p>>2]=o;if(h|0)iOb(h);a=e+8|0;o=f[a+4>>2]|0;p=g+8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o;e=e+16|0;g=g+16|0}while((e|0)!=(d|0));d=f[q>>2]|0}if((d|0)==(g|0)){q=1;u=r;return q|0}do{e=d+-16|0;f[q>>2]=e;d=f[d+-12>>2]|0;if(!d)d=e;else{iOb(d);d=f[q>>2]|0}}while((d|0)!=(g|0));d=1;u=r;return d|0}function qLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+32|0;p=q;k=f[a>>2]|0;g=k;h=(f[b>>2]|0)-g|0;j=h>>4;n=k+(j<<4)|0;o=a+4|0;d=f[o>>2]|0;m=a+8|0;l=f[m>>2]|0;b=d;e=l;if(d>>>0<l>>>0){if((n|0)==(d|0)){f[n>>2]=f[c>>2];m=c+4|0;f[k+(j<<4)+4>>2]=f[m>>2];f[c>>2]=0;f[m>>2]=0;m=c+8|0;a=f[m+4>>2]|0;p=k+(j<<4)+8|0;f[p>>2]=f[m>>2];f[p+4>>2]=a;f[o>>2]=(f[o>>2]|0)+16;p=n;u=q;return p|0}e=b-(n+16)>>4;h=n+(e<<4)|0;if(h>>>0<d>>>0){b=h;g=d;do{f[g>>2]=f[b>>2];m=b+4|0;f[g+4>>2]=f[m>>2];f[b>>2]=0;f[m>>2]=0;m=b+8|0;a=f[m+4>>2]|0;p=g+8|0;f[p>>2]=f[m>>2];f[p+4>>2]=a;b=b+16|0;g=(f[o>>2]|0)+16|0;f[o>>2]=g}while(b>>>0<d>>>0)}if(e|0)do{b=h;h=h+-16|0;e=d;d=d+-16|0;p=f[h>>2]|0;g=b+-12|0;o=f[g>>2]|0;f[h>>2]=0;f[g>>2]=0;f[d>>2]=p;p=e+-12|0;g=f[p>>2]|0;f[p>>2]=o;if(g|0)iOb(g);a=b+-8|0;o=f[a+4>>2]|0;p=e+-8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o}while((h|0)!=(n|0));p=f[c>>2]|0;b=c+4|0;o=f[b>>2]|0;f[c>>2]=0;f[b>>2]=0;f[n>>2]=p;p=k+(j<<4)+4|0;b=f[p>>2]|0;f[p>>2]=o;if(b|0)iOb(b);a=c+8|0;o=f[a+4>>2]|0;p=k+(j<<4)+8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o;p=n;u=q;return p|0}b=(b-g>>4)+1|0;if(b>>>0>268435455)AMb(a);l=e-g|0;d=l>>3;d=l>>4>>>0<134217727?(d>>>0<b>>>0?b:d):268435455;b=h>>4;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!d)i=0;else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;break}while(0);f[p>>2]=i;k=i+(b<<4)|0;l=p+8|0;f[l>>2]=k;j=p+4|0;f[j>>2]=k;k=p+12|0;f[k>>2]=i+(d<<4);rLa(p,c);i=f[j>>2]|0;e=f[a>>2]|0;if((e|0)==(n|0))b=i;else{d=n;b=i;do{h=d;d=d+-16|0;f[b+-16>>2]=f[d>>2];c=h+-12|0;f[b+-12>>2]=f[c>>2];f[d>>2]=0;f[c>>2]=0;h=h+-8|0;c=f[h+4>>2]|0;b=b+-8|0;f[b>>2]=f[h>>2];f[b+4>>2]=c;b=(f[j>>2]|0)+-16|0;f[j>>2]=b}while((d|0)!=(e|0))}d=f[o>>2]|0;if((d|0)==(n|0)){g=j;h=l;e=f[l>>2]|0}else{b=n;e=f[l>>2]|0;do{f[e>>2]=f[b>>2];h=b+4|0;f[e+4>>2]=f[h>>2];f[b>>2]=0;f[h>>2]=0;h=b+8|0;c=f[h+4>>2]|0;n=e+8|0;f[n>>2]=f[h>>2];f[n+4>>2]=c;b=b+16|0;e=(f[l>>2]|0)+16|0;f[l>>2]=e}while((b|0)!=(d|0));g=j;h=l;b=f[j>>2]|0;d=f[o>>2]|0}n=f[a>>2]|0;f[a>>2]=b;f[g>>2]=n;f[o>>2]=e;f[h>>2]=d;b=f[m>>2]|0;f[m>>2]=f[k>>2];f[k>>2]=b;f[p>>2]=n;b=n;if((d|0)!=(b|0)){do{e=d+-16|0;f[l>>2]=e;d=f[d+-12>>2]|0;if(!d)d=e;else{iOb(d);d=f[l>>2]|0}}while((d|0)!=(b|0));b=f[p>>2]|0}if(b|0)sOb(b);p=i;u=q;return p|0}function rLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=a+8|0;m=f[o>>2]|0;l=a+12|0;n=f[l>>2]|0;g=n;do if((m|0)==(n|0)){n=a+4|0;e=f[n>>2]|0;c=f[a>>2]|0;d=c;if(e>>>0>c>>>0){g=((e-d>>4)+1|0)/-2|0;d=e+(g<<4)|0;if((e|0)==(m|0))c=m;else{do{l=f[e>>2]|0;c=e+4|0;a=f[c>>2]|0;f[e>>2]=0;f[c>>2]=0;f[d>>2]=l;l=d+4|0;c=f[l>>2]|0;f[l>>2]=a;if(c|0)iOb(c);k=e+8|0;a=f[k+4>>2]|0;l=d+8|0;f[l>>2]=f[k>>2];f[l+4>>2]=a;e=e+16|0;d=d+16|0}while((e|0)!=(m|0));c=f[n>>2]|0}f[o>>2]=d;f[n>>2]=c+(g<<4);break}d=g-d>>3;d=(d|0)==0?1:d;if(d>>>0>268435455)vd();i=pOb(d<<4)|0;j=i;g=i+(d>>>2<<4)|0;k=g;i=i+(d<<4)|0;if((e|0)==(m|0)){f[a>>2]=j;f[n>>2]=k;f[o>>2]=k;f[l>>2]=i}else{h=k;c=g;do{f[c>>2]=f[e>>2];p=e+4|0;f[c+4>>2]=f[p>>2];f[e>>2]=0;f[p>>2]=0;p=e+8|0;d=f[p+4>>2]|0;g=c+8|0;f[g>>2]=f[p>>2];f[g+4>>2]=d;c=h+16|0;h=c;e=e+16|0}while((e|0)!=(m|0));c=f[a>>2]|0;g=f[n>>2]|0;d=f[o>>2]|0;f[a>>2]=j;f[n>>2]=k;f[o>>2]=h;f[l>>2]=i;if((d|0)!=(g|0))do{e=f[d+-12>>2]|0;d=d+-16|0;if(e|0)iOb(e)}while((d|0)!=(g|0))}if(c|0)sOb(c)}while(0);p=f[o>>2]|0;f[p>>2]=f[b>>2];n=b+4|0;f[p+4>>2]=f[n>>2];f[b>>2]=0;f[n>>2]=0;n=b+8|0;b=f[n+4>>2]|0;p=p+8|0;f[p>>2]=f[n>>2];f[p+4>>2]=b;f[o>>2]=(f[o>>2]|0)+16;return}function sLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;h=f[a>>2]|0;i=h;j=(f[b>>2]|0)-i|0;b=h+(j>>4<<4)|0;o=d-c|0;l=o>>4;if((o|0)<=0){o=b;return o|0}n=a+8|0;g=f[n>>2]|0;o=a+4|0;m=f[o>>2]|0;e=m;if((l|0)<=(g-e>>4|0)){j=e-b|0;e=j>>4;if((l|0)>(e|0)){i=c+(e<<4)|0;if((i|0)==(d|0))g=m;else{h=i;g=m;do{f[g>>2]=f[h>>2];e=f[h+4>>2]|0;f[g+4>>2]=e;if(e|0)gOb(e);n=h+8|0;a=f[n+4>>2]|0;g=g+8|0;f[g>>2]=f[n>>2];f[g+4>>2]=a;h=h+16|0;g=(f[o>>2]|0)+16|0;f[o>>2]=g}while((h|0)!=(d|0))}if((j|0)>0)k=i;else{o=b;return o|0}}else{k=d;g=m}h=g-(b+(l<<4))>>4;j=b+(h<<4)|0;if(j>>>0<m>>>0){e=j;i=g;do{f[i>>2]=f[e>>2];d=e+4|0;f[i+4>>2]=f[d>>2];f[e>>2]=0;f[d>>2]=0;d=e+8|0;n=f[d+4>>2]|0;a=i+8|0;f[a>>2]=f[d>>2];f[a+4>>2]=n;e=e+16|0;i=(f[o>>2]|0)+16|0;f[o>>2]=i}while(e>>>0<m>>>0)}if(h|0)do{e=j;j=j+-16|0;h=g;g=g+-16|0;o=f[j>>2]|0;i=e+-12|0;a=f[i>>2]|0;f[j>>2]=0;f[i>>2]=0;f[g>>2]=o;o=h+-12|0;i=f[o>>2]|0;f[o>>2]=a;if(i|0)iOb(i);n=e+-8|0;a=f[n+4>>2]|0;o=h+-8|0;f[o>>2]=f[n>>2];f[o+4>>2]=a}while((j|0)!=(b|0));if((k|0)==(c|0)){o=b;return o|0}else g=b;while(1){e=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0)gOb(h);f[g>>2]=e;o=g+4|0;e=f[o>>2]|0;f[o>>2]=h;if(e|0)iOb(e);n=c+8|0;a=f[n+4>>2]|0;o=g+8|0;f[o>>2]=f[n>>2];f[o+4>>2]=a;c=c+16|0;if((c|0)==(k|0))break;else g=g+16|0}return b|0}e=(e-i>>4)+l|0;if(e>>>0>268435455)AMb(a);m=g-i|0;g=m>>3;g=m>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;e=j>>4;do if(!g)k=0;else if(g>>>0>268435455)vd();else{k=pOb(g<<4)|0;break}while(0);l=k+(e<<4)|0;j=l;k=k+(g<<4)|0;if((c|0)==(d|0))i=j;else{e=j;g=l;do{f[g>>2]=f[c>>2];h=f[c+4>>2]|0;f[g+4>>2]=h;if(h|0)gOb(h);h=c+8|0;i=f[h+4>>2]|0;m=g+8|0;f[m>>2]=f[h>>2];f[m+4>>2]=i;g=e+16|0;e=g;c=c+16|0}while((c|0)!=(d|0));i=e;h=f[a>>2]|0}if((h|0)==(b|0)){e=l;h=j}else{g=b;c=j;e=l;do{m=g;g=g+-16|0;f[e+-16>>2]=f[g>>2];d=m+-12|0;f[e+-12>>2]=f[d>>2];f[g>>2]=0;f[d>>2]=0;m=m+-8|0;d=f[m+4>>2]|0;e=e+-8|0;f[e>>2]=f[m>>2];f[e+4>>2]=d;e=c+-16|0;c=e}while((g|0)!=(h|0));h=c}g=f[o>>2]|0;if((g|0)==(b|0))c=i;else{c=i;e=i;do{f[e>>2]=f[b>>2];j=b+4|0;f[e+4>>2]=f[j>>2];f[b>>2]=0;f[j>>2]=0;j=b+8|0;m=f[j+4>>2]|0;d=e+8|0;f[d>>2]=f[j>>2];f[d+4>>2]=m;b=b+16|0;e=c+16|0;c=e}while((b|0)!=(g|0));e=h;b=f[o>>2]|0}g=f[a>>2]|0;f[a>>2]=e;f[o>>2]=c;f[n>>2]=k;if((b|0)!=(g|0))do{e=f[b+-12>>2]|0;b=b+-16|0;if(e|0)iOb(e)}while((b|0)!=(g|0));if(!g){o=l;return o|0}sOb(g);o=l;return o|0}function tLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=e;e=a+4|0;c=b+4|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+8|0;b=b+8|0;a=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=a;return}function uLa(a){a=a|0;var b=0;b=Qb()|0;f[a>>2]=b;return}function vLa(a){a=a|0;Rb(f[a>>2]|0);return}function wLa(a){a=a|0;Pb(f[a>>2]|0);return}function xLa(a,b,c){a=a|0;b=b|0;c=c|0;return (Nb(f[a>>2]|0,b|0,c|0)|0)!=0|0}function yLa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return (Ob(f[a>>2]|0,b|0,c|0,d|0,e|0)|0)!=0|0}function zLa(a){a=a|0;return _b(f[a>>2]|0)|0}function ALa(a){a=a|0;return Ub(f[a>>2]|0)|0}function BLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return (Zb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0|0}function CLa(a,b){a=a|0;b=b|0;return (Tb(f[a>>2]|0,b|0)|0)!=0|0}function DLa(a,b){a=a|0;b=b|0;return (Sb(f[a>>2]|0,b|0)|0)!=0|0}function ELa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;c=f[c>>2]|0;if(!c){b=0;return b|0}switch(f[c+4>>2]|0){case 34962:{d=f[64754]|0;Yvb(258928,f[c>>2]|0)|0;b=(Xb(f[a>>2]|0,b|0)|0)!=0;Yvb(258928,d)|0;return b|0}case 34963:{e=f[64755]|0;Zvb(258928,f[c>>2]|0)|0;d=(Vb(f[a>>2]|0,b|0)|0)!=0;Zvb(258928,e)|0;return d|0}default:{e=0;return e|0}}return 0}function FLa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;e=f[e>>2]|0;if(!e){d=0;return d|0}switch(f[e+4>>2]|0){case 34962:{g=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;d=(Yb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0;Yvb(258928,g)|0;return d|0}case 34963:{h=f[64755]|0;Zvb(258928,f[e>>2]|0)|0;g=(Wb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0;Zvb(258928,h)|0;return g|0}default:{h=0;return h|0}}return 0}function GLa(a){a=a|0;var b=0;f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function HLa(a){a=a|0;yf()}function ILa(a,b){a=a|0;b=b|0;var c=0,d=0;d=b+28|0;c=f[d+4>>2]|0;b=a;f[b>>2]=f[d>>2];f[b+4>>2]=c;return}function JLa(a){a=a|0;return 0}function KLa(a){a=a|0;return 1}function LLa(a,b,c){a=a|0;b=b|0;c=c|0;return 0}function MLa(a){a=a|0;return 0}function NLa(a){a=a|0;return f[a+44>>2]|0}function OLa(a){a=a|0;var b=0;f[a>>2]=37492;b=f[a+204>>2]|0;if(b|0)iOb(b);ZLa(a+48|0);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function PLa(a){a=a|0;var b=0;f[a>>2]=37492;b=f[a+204>>2]|0;if(b|0)iOb(b);ZLa(a+48|0);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function QLa(a){a=a|0;return 0}function RLa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;k=a+200|0;if(f[k>>2]|0){m=0;u=n;return m|0}if(!(f[a+28>>2]|0)){m=0;u=n;return m|0}if(c){ULa(m,a);d=m+4|0;e=d;c=f[m>>2]|0;d=f[d>>2]|0}else{d=pOb(220)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37540;c=d+12|0;e=d+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[d+44>>2]=-1;f[d+48>>2]=0;f[d+52>>2]=0;e=d+56|0;f[e>>2]=0;f[c>>2]=37492;g=d+60|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[d+108>>2]=5123;h=d+112|0;i=d+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;uLa(d+128|0);h=d+208|0;i=d+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[h>>0]=b[h>>0]&-16|2;f[d+212>>2]=0;f[d+216>>2]=0;f[e>>2]=g;f[m>>2]=c;e=m+4|0;f[e>>2]=d;gOb(d);iOb(d)}f[m>>2]=0;f[e>>2]=0;f[k>>2]=c;l=a+204|0;c=f[l>>2]|0;f[l>>2]=d;if(c|0)iOb(c);c=f[(f[k>>2]|0)+44>>2]|0;i=a+164|0;e=f[i>>2]|0;j=a+160|0;d=f[j>>2]|0;f[a+44>>2]=c;if((e|0)==(d|0)){m=1;u=n;return m|0}k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=d;d=e;a:while(1){while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[m>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,m);f[e+128>>2]=d;QIa(j,g);d=f[i>>2]|0;c=f[j>>2]|0;if(g>>>0>=d-c>>2>>>0){c=1;d=17;break a}}g=g+1|0;if(g>>>0>=d-c>>2>>>0){c=1;d=17;break}}if((d|0)==17){u=n;return c|0}return 0}function SLa(a){a=a|0;return 1}function TLa(a){a=a|0;return a+48|0}function ULa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=pOb(220)|0;f[k+4>>2]=0;f[k+8>>2]=0;f[k>>2]=37540;h=k+12|0;d=k+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[k+44>>2]=-1;f[k+48>>2]=0;f[k+52>>2]=0;d=k+56|0;f[d>>2]=0;f[h>>2]=37492;e=k+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[k+108>>2]=5123;g=k+112|0;i=k+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(k+128|0);g=k+208|0;i=k+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[g>>0]=b[g>>0]&-16|2;f[k+212>>2]=0;f[k+216>>2]=0;f[d>>2]=e;f[a>>2]=h;f[a+4>>2]=k;gOb(k);iOb(k);a=f[c+36>>2]|0;d=f[c+40>>2]|0;if(d|0)gOb(d);f[k+48>>2]=a;j=k+52|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+4>>2]|0;d=f[c+8>>2]|0;if(d|0)gOb(d);f[k+16>>2]=a;j=k+20|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+12>>2]|0;d=f[c+16>>2]|0;if(d|0)gOb(d);f[k+24>>2]=a;j=k+28|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+20>>2]|0;d=f[c+24>>2]|0;if(d|0)gOb(d);f[k+32>>2]=a;k=k+36|0;a=f[k>>2]|0;f[k>>2]=d;if(!a)return;iOb(a);return}function VLa(a){a=a|0;var b=0,c=0;f[a>>2]=37540;b=a+12|0;f[b>>2]=37492;c=f[a+216>>2]|0;if(c|0)iOb(c);ZLa(a+60|0);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function WLa(a){a=a|0;var b=0,c=0;f[a>>2]=37540;b=a+12|0;f[b>>2]=37492;c=f[a+216>>2]|0;if(c|0)iOb(c);ZLa(a+60|0);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);sOb(a);return}iOb(b);aOb(a);sOb(a);return}function XLa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function YLa(a){a=a|0;sOb(a);return}function ZLa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+96>>2]|0;if(b|0){c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+84>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+72>>2]|0;if(b|0){c=a+76|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}vLa(a+68|0);d=f[a+56>>2]|0;if(d|0){b=a+60|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d)}b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a>>2]|0;if(!b)return;e=a+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function _La(a){a=a|0;var b=0;f[a>>2]=37568;b=f[a+52>>2]|0;if(b|0)iOb(b);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function $La(a){a=a|0;var b=0;f[a>>2]=37568;b=f[a+52>>2]|0;if(b|0)iOb(b);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function aMa(a){a=a|0;return 0}function bMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;p=s+8|0;k=s;m=a+48|0;n=f[m>>2]|0;if(!(f[n+28>>2]|0))if((f[n+32>>2]|0)==-1){r=0;u=s;return r|0}l=a+52|0;q=f[l>>2]|0;r=(q|0)==0;if(!r)gOb(q);if(c){ULa(k,a);c=f[k>>2]|0;d=k+4|0;g=f[d>>2]|0;e=g;if(!g)o=d;else h=8}else{j=pOb(220)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37540;c=j+12|0;d=j+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[j+44>>2]=-1;f[j+48>>2]=0;f[j+52>>2]=0;d=j+56|0;f[d>>2]=0;f[c>>2]=37492;e=j+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[j+108>>2]=5123;g=j+112|0;h=j+84|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(j+128|0);g=j+208|0;h=j+132|0;i=h+76|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=b[g>>0]&-16|2;f[j+212>>2]=0;f[j+216>>2]=0;f[d>>2]=e;f[k>>2]=c;d=k+4|0;f[d>>2]=j;gOb(j);iOb(j);g=j;e=j;h=8}if((h|0)==8){gOb(g);o=d}f[m>>2]=c;d=f[l>>2]|0;f[l>>2]=e;if(d){iOb(d);c=f[m>>2]|0}c=f[c+44>>2]|0;f[a+44>>2]=c;j=f[n+44>>2]|0;i=j+112|0;j=j+116|0;e=f[j>>2]|0;d=f[i>>2]|0;a:do if((e|0)!=(d|0)){k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=d;d=e;do{while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[p>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,p);f[e+128>>2]=d;QIa(i,g);d=f[j>>2]|0;c=f[i>>2]|0;if(g>>>0>=d-c>>2>>>0)break a}g=g+1|0}while(g>>>0<d-c>>2>>>0)}while(0);c=f[o>>2]|0;if(c|0)iOb(c);if(r){r=1;u=s;return r|0}iOb(q);r=1;u=s;return r|0}function cMa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37616;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function dMa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37616;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function eMa(a){a=a|0;return (f[a+56>>2]|0)-(f[a+52>>2]|0)>>2>>>0>1|0}function fMa(a,b){a=a|0;b=b|0;var c=0,d=0;d=(f[b+64>>2]|0)+28|0;c=f[d+4>>2]|0;b=a;f[b>>2]=f[d>>2];f[b+4>>2]=c;return}function gMa(a){a=a|0;var b=0,c=0,d=0;d=f[(f[a+64>>2]|0)+32>>2]|0;b=f[a+56>>2]|0;a=f[a+52>>2]|0;c=a;if((b|0)==(a|0)){d=0;return d|0}b=b-a>>2;a=0;while(1){if((f[c+(a<<2)>>2]|0)==(d|0)){b=5;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=5;break}}if((b|0)==5)return a|0;return 0}function hMa(a){a=a|0;return (f[a+56>>2]|0)-(f[a+52>>2]|0)>>2|0}function iMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;p=w+16|0;v=w+8|0;q=w;e=f[a+52>>2]|0;if((f[a+56>>2]|0)-e>>2>>>0<=c>>>0){v=0;u=w;return v|0}r=a+48|0;t=f[r>>2]|0;c=f[e+(c<<2)>>2]|0;f[p>>2]=f[a+28>>2];f[p+4>>2]=c;zRa(v,t,p);c=f[v>>2]|0;do if(!c)e=0;else{g=a+64|0;h=f[g>>2]|0;if((c|0)==(h|0))e=0;else{if(!d){t=f[c+44>>2]|0;if((f[t+32>>2]|0)==(0-((f[t+24>>2]|0)+(f[t+28>>2]|0))|0)){e=0;break}}d=a+68|0;s=f[d>>2]|0;t=(s|0)==0;if(!t){gOb(s);c=f[v>>2]|0}i=f[c+44>>2]|0;n=v+4|0;e=f[n>>2]|0;if(e|0)gOb(e);f[g>>2]=c;c=f[d>>2]|0;f[d>>2]=e;if(c|0)iOb(c);o=a+44|0;a:do if((f[o>>2]|0)!=(i|0)){f[o>>2]=i;k=f[h+44>>2]|0;j=k+112|0;k=k+116|0;e=f[k>>2]|0;c=f[j>>2]|0;if((e|0)!=(c|0)){l=i+112|0;m=i+116|0;h=i+120|0;g=0;do{while(1){d=f[c+(g<<2)>>2]|0;if((f[d+4>>2]|0)!=(a|0))break;f[p>>2]=d;c=f[m>>2]|0;e=c-(f[l>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=d;f[m>>2]=(f[m>>2]|0)+4}else MIa(l,p);f[d+128>>2]=e;QIa(j,g);e=f[k>>2]|0;c=f[j>>2]|0;if(g>>>0>=e-c>>2>>>0)break a}g=g+1|0}while(g>>>0<e-c>>2>>>0)}}while(0);f[q>>2]=f[v>>2];c=f[n>>2]|0;f[q+4>>2]=c;if(!c)kMa(a,q);else{gOb(c);kMa(a,q);iOb(c)}c=f[o>>2]|0;e=f[c+112>>2]|0;d=f[c+116>>2]|0;if((e|0)!=(d|0)){c=e;do{q=f[c>>2]|0;mJa(q,0,0);nJa(q,0,0);c=c+4|0}while((c|0)!=(d|0));c=f[o>>2]|0}if(b[c+148>>0]&2){d=ySa(f[r>>2]|0)|0;e=f[o>>2]|0;c=f[e+112>>2]|0;e=f[e+116>>2]|0;if((c|0)!=(e|0))do{xDa(d,f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0))}if(t)e=1;else{iOb(s);e=1}}}while(0);c=f[v+4>>2]|0;if(c|0)iOb(c);v=e;u=w;return v|0}function jMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;p=v+8|0;k=v;m=a+64|0;n=f[m>>2]|0;if(!(f[n+28>>2]|0))if((f[n+32>>2]|0)==-1){t=0;u=v;return t|0}l=a+68|0;s=f[l>>2]|0;t=(s|0)==0;if(!t)gOb(s);if(c){ULa(k,a);c=f[k>>2]|0;d=k+4|0;e=f[d>>2]|0;g=e;if(!e){o=d;e=g}else h=8}else{j=pOb(220)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37540;c=j+12|0;d=j+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[j+44>>2]=-1;f[j+48>>2]=0;f[j+52>>2]=0;d=j+56|0;f[d>>2]=0;f[c>>2]=37492;e=j+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[j+108>>2]=5123;g=j+112|0;h=j+84|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(j+128|0);g=j+208|0;h=j+132|0;i=h+76|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=b[g>>0]&-16|2;f[j+212>>2]=0;f[j+216>>2]=0;f[d>>2]=e;f[k>>2]=c;d=k+4|0;f[d>>2]=j;gOb(j);iOb(j);g=j;e=j;h=8}if((h|0)==8){gOb(e);o=d;e=g}f[m>>2]=c;d=f[l>>2]|0;f[l>>2]=e;if(d){iOb(d);c=f[m>>2]|0}c=f[c+44>>2]|0;f[a+44>>2]=c;j=f[n+44>>2]|0;i=j+112|0;j=j+116|0;d=f[j>>2]|0;e=f[i>>2]|0;a:do if((d|0)!=(e|0)){k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=e;do{while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[p>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,p);f[e+128>>2]=d;QIa(i,g);d=f[j>>2]|0;c=f[i>>2]|0;if(g>>>0>=d-c>>2>>>0)break a}g=g+1|0}while(g>>>0<d-c>>2>>>0)}while(0);h=a+52|0;i=f[h>>2]|0;j=a+56|0;c=f[j>>2]|0;g=i;if((c|0)!=(i|0)){c=c+(~((c+-4-g|0)>>>2)<<2)|0;f[j>>2]=c}e=a+60|0;d=c-g|0;c=d>>2;if((f[e>>2]|0)-g>>2>>>0>c>>>0){do if(!c){q=0;r=0}else if(c>>>0>1073741823)vd();else{r=pOb(d)|0;q=r;break}while(0);c=q+(c<<2)|0;if((d|0)>0)bQb(r|0,i|0,d|0)|0;f[h>>2]=q;f[j>>2]=c;f[e>>2]=c;if(i|0)sOb(i)}c=f[o>>2]|0;if(c|0)iOb(c);if(t){t=1;u=v;return t|0}iOb(s);t=1;u=v;return t|0}function kMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[b>>2]|0;c=f[d+36>>2]|0;d=f[d+40>>2]|0;if(d|0)gOb(d);f[a+36>>2]=c;e=a+40|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+4>>2]|0;d=f[d+8>>2]|0;if(d|0)gOb(d);f[a+4>>2]=c;e=a+8|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;e=a+16|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+20>>2]|0;d=f[d+24>>2]|0;if(d|0)gOb(d);f[a+20>>2]=c;e=a+24|0;c=f[e>>2]|0;f[e>>2]=d;if(!c)return;iOb(c);return}function lMa(a){a=a|0;var b=0;b=f[a>>2]|0;a=(b&4096|0)==0?3:6;return (b>>>14&1)+((b&8192|0)==0?a:a+2|0)|0}function mMa(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+48>>2]=5123;f[a+52>>2]=0;a=a+24|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function nMa(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;c=a+16|0;b=f[c>>2]|0;f[c>>2]=d;if(!b)return;iOb(b);return}function oMa(a,b){a=a|0;b=b|0;f[a+20>>2]=b;return}function pMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+24+((b&255)<<2)>>2]=c;return}function qMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+36+((b&255)<<2)>>2]=c;return}function rMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;h=f[a>>2]|0;n=a+4|0;e=f[n>>2]|0;if((e|0)!=(h|0)){g=e;while(1){e=g+-28|0;f[n>>2]=e;g=f[g+-24>>2]|0;if(g){iOb(g);e=f[n>>2]|0}if((e|0)==(h|0))break;else g=e}}j=a+52|0;m=f[j>>2]|0;e=m>>>12&1;sMa(a,((m&8192|0)==0?e+1|0:e|2)+(m>>>14&1)|0);m=f[j>>2]|0;e=(m&4096|0)==0?3:6;m=((m&8192|0)==0?e:e+2|0)+(m>>>14&1)<<2;e=f[n>>2]|0;k=a+8|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;l=c+4|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;i=g+-24|0;e=f[i>>2]|0;f[i>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=d;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=3;f[g+-16>>2]=0;e=f[j>>2]|0;if(!(e&4096))i=3;else{e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;i=g+-24|0;e=f[i>>2]|0;f[i>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=d+12;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=3;f[g+-16>>2]=1;i=6;e=f[j>>2]|0}if(e&8192){e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;o=g+-24|0;e=f[o>>2]|0;f[o>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=(i<<2)+d;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=2;f[g+-16>>2]=4;i=i+2|0;e=f[j>>2]|0}if(!(e&16384))return;e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;h=(f[n>>2]|0)+28|0;f[n>>2]=h}else{fLa(a);h=f[n>>2]|0}e=f[c>>2]|0;g=f[l>>2]|0;if(g|0)gOb(g);f[h+-28>>2]=e;o=h+-24|0;e=f[o>>2]|0;f[o>>2]=g;if(e|0)iOb(e);f[h+-20>>2]=(i<<2)+d;f[h+-8>>2]=m;b[h+-4>>0]=1;f[h+-16>>2]=3;b[h+-3>>0]=4;f[h+-12>>2]=5121;return}function sMa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+8|0;e=f[a>>2]|0;c=e;if((((f[l>>2]|0)-e|0)/28|0)>>>0>=b>>>0)return;m=a+4|0;if(b>>>0>153391689)vd();h=f[m>>2]|0;j=pOb(b*28|0)|0;i=j+(((h-e|0)/28|0)*28|0)|0;k=i;j=j+(b*28|0)|0;e=h;if((e|0)==(c|0))g=k;else{g=k;b=i;do{h=e;e=e+-28|0;f[b+-28>>2]=f[e>>2];i=h+-24|0;f[b+-24>>2]=f[i>>2];f[e>>2]=0;f[i>>2]=0;i=b+-20|0;h=h+-20|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];d[i+16>>1]=d[h+16>>1]|0;b=g+-28|0;g=b}while((e|0)!=(c|0));h=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=g;f[m>>2]=k;f[l>>2]=j;b=h;if((c|0)!=(b|0))do{e=f[c+-24>>2]|0;c=c+-28|0;if(e|0)iOb(e)}while((c|0)!=(b|0));if(!h)return;sOb(h);return}function tMa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=pOb(220)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37540;g=c+12|0;h=c+16|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;f[c+44>>2]=-1;f[c+48>>2]=0;f[c+52>>2]=0;h=c+56|0;f[h>>2]=0;f[g>>2]=37492;d=c+60|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[c+108>>2]=5123;e=c+112|0;i=c+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;uLa(c+128|0);e=c+208|0;i=c+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[e>>0]=b[e>>0]&-16|2;f[c+212>>2]=0;f[c+216>>2]=0;f[h>>2]=d;f[a>>2]=g;f[a+4>>2]=c;gOb(c);iOb(c);return}function uMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=f[b>>2]|0;if(!c){f[a>>2]=0;f[a+4>>2]=0;return}g=pOb(68)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=37664;h=g+12|0;e=g+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[g+44>>2]=-1;f[g+48>>2]=0;f[g+52>>2]=0;e=g+56|0;f[e>>2]=0;f[h>>2]=37568;d=g+60|0;f[d>>2]=c;b=f[b+4>>2]|0;f[g+64>>2]=b;if(b){gOb(b);c=f[d>>2]|0}d=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;f[e>>2]=d;f[a>>2]=h;f[a+4>>2]=g;gOb(g);iOb(g);return}function vMa(a){a=a|0;var b=0,c=0;f[a>>2]=37664;b=a+12|0;f[b>>2]=37568;c=f[a+64>>2]|0;if(c|0)iOb(c);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function wMa(a){a=a|0;var b=0,c=0;f[a>>2]=37664;b=a+12|0;f[b>>2]=37568;c=f[a+64>>2]|0;if(c|0)iOb(c);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);sOb(a);return}iOb(b);aOb(a);sOb(a);return}function xMa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function yMa(a){a=a|0;sOb(a);return}function zMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;if(f[d>>2]|0)if((f[c>>2]|0)!=(f[c+4>>2]|0)){e=pOb(84)|0;f[e+4>>2]=0;f[e+8>>2]=0;f[e>>2]=37692;g=e+12|0;AMa(g,b,c,d);f[a>>2]=g;f[a+4>>2]=e;gOb(e);iOb(e);return}f[a>>2]=0;f[a+4>>2]=0;return}function AMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;i=a+4|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+24>>2]=0;f[a+32>>2]=-1;f[a+36>>2]=0;f[a+40>>2]=0;i=a+44|0;f[i>>2]=0;f[a>>2]=37616;f[a+48>>2]=b;e=a+52|0;f[e>>2]=0;g=a+56|0;f[g>>2]=0;f[a+60>>2]=0;f[e>>2]=f[c>>2];e=c+4|0;f[g>>2]=f[e>>2];g=c+8|0;f[a+60>>2]=f[g>>2];f[g>>2]=0;f[e>>2]=0;f[c>>2]=0;c=a+64|0;e=f[d>>2]|0;f[c>>2]=e;g=a+68|0;b=f[d+4>>2]|0;f[g>>2]=b;if(!b){d=e;c=e;b=0}else{gOb(b);c=f[c>>2]|0;d=c;b=f[g>>2]|0}f[i>>2]=f[d+44>>2];f[h>>2]=c;f[h+4>>2]=b;if(!b){kMa(a,h);u=j;return}else{gOb(b);kMa(a,h);iOb(b);u=j;return}}function BMa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=37692;e=a+12|0;f[e>>2]=37616;b=f[a+80>>2]|0;if(b|0)iOb(b);b=f[a+64>>2]|0;if(b|0){c=a+68|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[e>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function CMa(a){a=a|0;BMa(a);sOb(a);return}function DMa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function EMa(a){a=a|0;sOb(a);return}function FMa(a,b){a=a|0;b=b|0;var c=0;Rg[f[(f[a>>2]|0)+28>>2]&255](a,0)|0;GMa(a,b,1)|0;b=f[a+44>>2]|0;a=f[b+112>>2]|0;b=f[b+116>>2]|0;if((a|0)==(b|0))return;do{c=f[a>>2]|0;mJa(c,0,0);nJa(c,0,0);a=a+4|0}while((a|0)!=(b|0));return}function GMa(a,b,c){a=a|0;b=b|0;c=c|0;if(!c)if(!(f[a+28>>2]|0)){a=0;return a|0}b=HMa(f[a+44>>2]|0,b,c)|0;if(!(b&c)){a=b;return a|0}f[a+36>>2]=0;c=a+40|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+4>>2]=0;c=a+8|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+12>>2]=0;c=a+16|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+20>>2]=0;a=a+24|0;b=f[a>>2]|0;f[a>>2]=0;if(!b){a=1;return a|0}iOb(b);a=1;return a|0}function HMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+112|0;a:do if(d)g=a+116|0;else{e=f[j>>2]|0;g=a+116|0;i=f[g>>2]|0;if((e|0)!=(i|0)){while(1){h=f[e>>2]|0;if(f[h+196>>2]&131072|0)if(!(f[h+116>>2]|0)){e=0;break}e=e+4|0;if((e|0)==(i|0))break a}return e|0}}while(0);i=ySa(c)|0;e=f[j>>2]|0;h=f[g>>2]|0;if((e|0)!=(h|0))do{g=f[e>>2]|0;if(!(f[g+196>>2]&131072))rDa(i,g);e=e+4|0}while((e|0)!=(h|0));j=a+56|0;k=f[j>>2]|0;l=a+60|0;e=f[l>>2]|0;i=k;if((e|0)!=(k|0)){e=e+(~(((e+-24-i|0)>>>0)/24|0)*24|0)|0;f[l>>2]=e}c=a+64|0;g=e-i|0;h=(g|0)/24|0;if((((f[c>>2]|0)-i|0)/24|0)>>>0>h>>>0){do if(!g)m=0;else if(h>>>0>178956970)vd();else{m=pOb(g)|0;break}while(0);g=m+(h*24|0)|0;h=g;if((e|0)==(k|0))e=h;else{do{m=g;g=g+-24|0;i=e;e=e+-24|0;f[g>>2]=f[e>>2];f[m+-20>>2]=f[i+-20>>2];f[m+-16>>2]=f[i+-16>>2];f[m+-12>>2]=f[i+-12>>2];f[m+-8>>2]=f[i+-8>>2];f[m+-4>>2]=f[i+-4>>2]}while((e|0)!=(k|0));e=g}f[j>>2]=e;f[l>>2]=h;f[c>>2]=h;if(k|0)sOb(k)}m=a+148|0;b[m>>0]=b[m>>0]&-5;j=a+72|0;k=f[j>>2]|0;l=a+76|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+80|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}j=a+84|0;k=f[j>>2]|0;l=a+88|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+92|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}j=a+96|0;k=f[j>>2]|0;l=a+100|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+104|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}wLa(a+68|0);b[m>>0]=b[m>>0]|2;f[a+108>>2]=0;i=f[a>>2]|0;h=a+4|0;e=f[h>>2]|0;if((e|0)!=(i|0))do{g=e+-28|0;f[h>>2]=g;e=f[e+-24>>2]|0;if(!e)e=g;else{iOb(e);e=f[h>>2]|0}}while((e|0)!=(i|0));f[a+12>>2]=0;l=a+16|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)iOb(e);l=a+20|0;f[a+52>>2]=0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;if(!d){d=1;return d|0}b[m>>0]=b[m>>0]&-10|8;d=a+124|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;d=1;return d|0}function IMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+128>>2]=b;return}function JMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=d&1;h=a+148|0;if(!((b[h>>0]&2)!=0|d^1)){e=ySa(c)|0;c=f[a+112>>2]|0;a=f[a+116>>2]|0;if((c|0)!=(a|0))do{d=f[c>>2]|0;if(!(f[d+196>>2]&131072))qDa(e,d);c=c+4|0}while((c|0)!=(a|0))}b[h>>0]=b[h>>0]&-3|g<<1&255;return}function KMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,f=0,g=0.0,h=0.0;h=+n[b>>2]*.5+ +n[c>>2]*.5;n[a+124>>2]=h;f=b+4|0;g=+n[f>>2]*.5+ +n[c+4>>2]*.5;n[a+128>>2]=g;d=b+8|0;e=+n[d>>2]*.5+ +n[c+8>>2]*.5;n[a+132>>2]=e;n[a+136>>2]=h-+n[b>>2];n[a+140>>2]=g-+n[f>>2];n[a+144>>2]=e-+n[d>>2];return}function LMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[a+112>>2]|0;a=f[a+116>>2]|0;if((e|0)==(a|0)){c=0;return c|0}if(d){do{d=f[e>>2]|0;mJa(d,b,c);nJa(d,0,0);e=e+4|0}while((e|0)!=(a|0));e=1;return e|0}else{do{mJa(f[e>>2]|0,b,c);e=e+4|0}while((e|0)!=(a|0));e=1;return e|0}return 0}function MMa(a){a=a|0;switch(a|0){case 2:case 3:{a=5;break}case 0:{a=10;break}case 4:{a=3;break}case 6:{a=4;break}case 8:{a=1;break}case 7:{a=7;break}case 1:{a=8;break}default:a=6}return a|0}function NMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k+12|0;h=k+8|0;d=k;e=pOb(2624)|0;f[e>>2]=a;c=e+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;n[e+28>>2]=1.0;c=e+32|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+48>>2]=1.0;c=e+52|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[e+76>>2]=1065353216;f[e+80>>2]=1065353216;f[e+84>>2]=1065353216;c=e+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;f[e+120>>2]=1065353216;f[e+124>>2]=1065353216;f[e+128>>2]=1065353216;c=e+180|0;i=e+132|0;j=i+48|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));n[c>>2]=1.0;c=e+184|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+200>>2]=1.0;c=e+204|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+220>>2]=1.0;c=e+224|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+240>>2]=1.0;f[e+244>>2]=-1;f[e+248>>2]=1;f[e+252>>2]=1;f[e+256>>2]=1;f[e+260>>2]=1;f[e+264>>2]=1;c=e+364|0;i=e+268|0;j=i+96|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));n[c>>2]=1.0;c=e+368|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[e+392>>2]=1065353216;f[e+396>>2]=1065353216;f[e+400>>2]=1065353216;f[e+404>>2]=0;f[e+408>>2]=0;f[e+412>>2]=0;b[e+416>>0]=6;c=e+420|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;n[e+448>>2]=1.0;n[e+452>>2]=0.0;f[e+456>>2]=0;f[e+460>>2]=0;zBa(e+464|0,a);c=e+1840|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;n[e+1864>>2]=1.0;eAa(e+1872|0);f[a>>2]=e;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;JIa(d);f[h>>2]=f[64671];f[g>>2]=f[64672];OMa(e,0,h,g,d,2)|0;c=f[d+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function OMa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;w=z+16|0;h=z+12|0;i=z+8|0;j=z;x=z+4|0;y=PMa(a+32|0,c)|0;if(f[y>>2]|0){y=0;u=z;return y|0}s=pOb(144)|0;f[s+4>>2]=0;f[s+8>>2]=0;f[s>>2]=37720;v=s+12|0;f[i>>2]=f[c>>2];f[j>>2]=f[d>>2];f[h>>2]=f[i>>2];f[w>>2]=f[j>>2];RFa(v,b,h,w,e,g);f[y>>2]=v;v=y+4|0;h=f[v>>2]|0;f[v>>2]=s;if(h|0)iOb(h);i=a+52|0;j=a+56|0;h=f[i>>2]|0;do if((((f[j>>2]|0)-h|0)/20|0)>>>0<=b>>>0){g=b+1|0;h=((f[a+60>>2]|0)-h|0)/20|0;h=h>>>0>4?h:4;a:do if(h>>>0<g>>>0)do{if(h>>>0>2147483646){h=g;break a}h=h<<1}while(h>>>0<g>>>0);while(0);QMa(i,h);h=f[j>>2]|0;c=f[i>>2]|0;e=(h-c|0)/20|0;if(g>>>0>e>>>0){RMa(i,g-e|0);break}if(g>>>0<e>>>0){e=c+(g*20|0)|0;if((e|0)!=(h|0))do{c=h+-20|0;f[j>>2]=c;h=f[h+-12>>2]|0;if(h|0)do{s=h;h=f[h>>2]|0;sOb(s)}while((h|0)!=0);h=f[c>>2]|0;f[c>>2]=0;if(h|0)sOb(h);h=f[j>>2]|0}while((h|0)!=(e|0))}}while(0);r=f[i>>2]|0;s=r+(b*20|0)|0;i=f[y>>2]|0;j=i;q=X(j,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=r+(b*20|0)+4|0;o=f[m>>2]|0;p=(o|0)==0;b:do if(p){h=0;t=33}else{g=o+-1|0;e=(g&o|0)==0;if(e)h=q&g;else if(q>>>0<o>>>0)h=q;else h=(q>>>0)%(o>>>0)|0;c=f[(f[s>>2]|0)+(h<<2)>>2]|0;if(!c)t=33;else{if(e)while(1){c=f[c>>2]|0;if(!c){t=33;break b}e=f[c+4>>2]|0;if(!((e|0)==(q|0)|(e&g|0)==(h|0))){t=33;break b}if((f[c+8>>2]|0)==(i|0))break b}do{c=f[c>>2]|0;if(!c){t=33;break b}e=f[c+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=o>>>0)e=(e>>>0)%(o>>>0)|0;if((e|0)!=(h|0)){t=33;break b}}}while((f[c+8>>2]|0)!=(i|0))}}while(0);if((t|0)==33){i=pOb(12)|0;f[i+8>>2]=j;f[i+4>>2]=q;f[i>>2]=0;g=r+(b*20|0)+12|0;k=+(((f[g>>2]|0)+1|0)>>>0);l=+n[r+(b*20|0)+16>>2];do if(p|l*+(o>>>0)<k){h=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;c=~~+W(+(k/l))>>>0;SMa(s,h>>>0<c>>>0?c:h);h=f[m>>2]|0;c=h+-1|0;if(!(c&h)){e=h;h=c&q;break}if(q>>>0<h>>>0){e=h;h=q}else{e=h;h=(q>>>0)%(h>>>0)|0}}else e=o;while(0);c=(f[s>>2]|0)+(h<<2)|0;h=f[c>>2]|0;if(!h){h=r+(b*20|0)+8|0;f[i>>2]=f[h>>2];f[h>>2]=i;f[c>>2]=h;h=f[i>>2]|0;if(h|0){h=f[h+4>>2]|0;c=e+-1|0;if(!(c&e))h=h&c;else if(h>>>0>=e>>>0)h=(h>>>0)%(e>>>0)|0;h=(f[s>>2]|0)+(h<<2)|0;t=46}}else{f[i>>2]=f[h>>2];t=46}if((t|0)==46)f[h>>2]=i;f[g>>2]=(f[g>>2]|0)+1}i=f[d>>2]|0;f[x>>2]=i;f[w>>2]=f[x>>2];g=TMa(a,w)|0;e=g+12|0;h=f[e>>2]|0;if((h|0)==(f[g+16>>2]|0))UMa(g+8|0,y);else{f[h>>2]=f[y>>2];c=f[v>>2]|0;f[h+4>>2]=c;if(c){gOb(c);h=f[e>>2]|0}f[e>>2]=h+8}c=f[y>>2]|0;h=f[g+68>>2]|0;if(h|0)do{VMa(0,c,f[h+12>>2]|0);h=f[h>>2]|0}while((h|0)!=0);h=f[g+228>>2]|0;if(h|0)do{WMa(0,c,f[h+12>>2]|0);h=f[h>>2]|0}while((h|0)!=0);h=f[g+4>>2]|0;if(h|0){SFa(c,h);XMa(a+64|0,c);uDa(a+464|0,c)}h=f[g+28>>2]|0;if(!h){y=1;u=z;return y|0}if(!i){do{ZMa(a,y,f[h+16>>2]|0,0);h=f[h>>2]|0}while((h|0)!=0);h=1;u=z;return h|0}else{do{x=h;ZMa(a,y,f[x+16>>2]|0,x+24|0);h=f[h>>2]|0}while((h|0)!=0);h=1;u=z;return h|0}return 0}function PMa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;FNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function QMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=a+8|0;c=f[a>>2]|0;d=c;if((((f[o>>2]|0)-c|0)/20|0)>>>0>=b>>>0)return;p=a+4|0;if(b>>>0>214748364)vd();e=f[p>>2]|0;m=pOb(b*20|0)|0;g=m+(((e-c|0)/20|0)*20|0)|0;n=g;m=m+(b*20|0)|0;c=e;if((c|0)==(d|0))c=n;else{l=n;do{r=c;c=c+-20|0;q=f[c>>2]|0;f[c>>2]=0;i=r+-16|0;h=f[i>>2]|0;f[i>>2]=0;f[g+-20>>2]=q;f[g+-16>>2]=h;i=g+-12|0;j=r+-12|0;b=f[j>>2]|0;f[i>>2]=b;k=r+-8|0;e=f[k>>2]|0;f[g+-8>>2]=e;f[g+-4>>2]=f[r+-4>>2];g=q;if(e|0){b=f[b+4>>2]|0;e=h+-1|0;if(!(e&h))b=b&e;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;f[g+(b<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}g=l+-20|0;l=g}while((c|0)!=(d|0));c=l;e=f[a>>2]|0;d=f[p>>2]|0}f[a>>2]=c;f[p>>2]=n;f[o>>2]=m;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function RMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;p=a+8|0;g=f[p>>2]|0;q=a+4|0;c=f[q>>2]|0;if(((g-c|0)/20|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;c=(f[q>>2]|0)+20|0;f[q>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/20|0;c=e+b|0;if(c>>>0>214748364)AMb(a);m=(g-d|0)/20|0;o=m<<1;c=m>>>0<107374182?(o>>>0<c>>>0?c:o):214748364;do if(!c)h=0;else if(c>>>0>214748364)vd();else{h=pOb(c*20|0)|0;break}while(0);g=h+(e*20|0)|0;e=g;d=h+(c*20|0)|0;o=e;c=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;c=o+20|0;o=c;b=b+-1|0}while((b|0)!=0);m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=e;e=m;b=m}else{l=e;b=g;do{s=c;c=c+-20|0;h=f[c>>2]|0;f[c>>2]=0;i=s+-16|0;g=f[i>>2]|0;f[i>>2]=0;f[b+-20>>2]=h;f[b+-16>>2]=g;i=b+-12|0;j=s+-12|0;e=f[j>>2]|0;f[i>>2]=e;k=s+-8|0;r=f[k>>2]|0;f[b+-8>>2]=r;f[b+-4>>2]=f[s+-4>>2];if(r|0){b=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))b=b&e;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;f[h+(b<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}b=l+-20|0;l=b}while((c|0)!=(m|0));c=l;e=f[a>>2]|0;b=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[p>>2]=d;d=e;if((b|0)!=(d|0))do{c=f[b+-12>>2]|0;b=b+-20|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);c=f[b>>2]|0;f[b>>2]=0;if(c|0)sOb(c)}while((b|0)!=(d|0));if(!e)return;sOb(e);return}function SMa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){zNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;zNa(a,b);return}function TMa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;p=a+12|0;m=f[b>>2]|0;l=a+16|0;k=f[l>>2]|0;a:do if(!k){b=0;c=0;e=1;g=p}else{j=k+-1|0;i=(j&k|0)==0;if(i)e=j&m;else if(m>>>0<k>>>0)e=m;else e=(m>>>0)%(k>>>0)|0;g=f[p>>2]|0;b=f[g+(e<<2)>>2]|0;b:do if(b|0){b=f[b>>2]|0;if(b|0){if(i){while(1){q=f[b+4>>2]|0;c=(q|0)==(m|0);if(!(c|(q&j|0)==(e|0)))break b;if(c)if((f[b+8>>2]|0)==(m|0))break;b=f[b>>2]|0;if(!b)break b}q=b+12|0;return q|0}while(1){c=f[b+4>>2]|0;if((c|0)==(m|0)){if((f[b+8>>2]|0)==(m|0))break}else{if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(e|0))break b}b=f[b>>2]|0;if(!b)break b}q=b+12|0;return q|0}}while(0);if(i)e=j&m;else if(m>>>0<k>>>0)e=m;else e=(m>>>0)%(k>>>0)|0;b=f[g+(e<<2)>>2]|0;if(!b){b=e;c=k;e=0;g=p}else{if(i){do{b=f[b>>2]|0;if(!b){b=e;c=k;e=0;g=p;break a}q=f[b+4>>2]|0;if(!((q|0)==(m|0)|(q&j|0)==(e|0))){b=e;c=k;e=0;g=p;break a}}while((f[b+8>>2]|0)!=(m|0));q=b+12|0;return q|0}do{b=f[b>>2]|0;if(!b){b=e;c=k;e=0;g=p;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(e|0)){b=e;c=k;e=0;g=p;break a}}}while((f[b+8>>2]|0)!=(m|0));q=b+12|0;return q|0}}while(0);i=pOb(292)|0;f[i+8>>2]=m;f[i+12>>2]=m;j=i+16|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;n[i+48>>2]=1.0;j=i+52|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+68>>2]=1.0;j=i+72|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+88>>2]=1.0;j=i+92|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+108>>2]=1.0;j=i+112|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+128>>2]=1.0;j=i+132|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+148>>2]=1.0;j=i+152|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+168>>2]=1.0;j=i+172|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+188>>2]=1.0;j=i+192|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+208>>2]=1.0;j=i+212|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+228>>2]=1.0;j=i+232|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+248>>2]=1.0;j=i+252|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+268>>2]=1.0;j=i+272|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+288>>2]=1.0;f[i+4>>2]=m;f[i>>2]=0;j=a+24|0;h=+(((f[j>>2]|0)+1|0)>>>0);d=+n[a+28>>2];do if(e|d*+(c>>>0)<h){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;c=~~+W(+(h/d))>>>0;xNa(g,b>>>0<c>>>0?c:b);b=f[l>>2]|0;c=b+-1|0;if(!(c&b)){e=b;b=c&m;break}if(m>>>0<b>>>0){e=b;b=m}else{e=b;b=(m>>>0)%(b>>>0)|0}}else e=c;while(0);c=(f[p>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+20|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=e+-1|0;if(!(c&e))b=b&c;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;b=(f[p>>2]|0)+(b<<2)|0;o=48}}else{f[i>>2]=f[b>>2];o=48}if((o|0)==48)f[b>>2]=i;f[j>>2]=(f[j>>2]|0)+1;q=i;q=q+12|0;return q|0}function UMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+96|0;g=d+80|0;e=d+8|0;a=d;f[e>>2]=f[b+12>>2];f[e+4>>2]=c;h=e+8|0;gma(h,e)|0;IIa(g,h);h=f[c+116>>2]|0;f[a>>2]=f[b+4>>2];f[a+4>>2]=h;h=a;e=f[h+4>>2]|0;c=(f[g>>2]|0)+112|0;f[c>>2]=f[h>>2];f[c+4>>2]=e;c=$Ma(b+88|0,a+4|0)|0;b=f[g>>2]|0;a=g+4|0;e=f[a>>2]|0;f[g>>2]=0;f[a>>2]=0;f[c>>2]=b;c=c+4|0;b=f[c>>2]|0;f[c>>2]=e;if(b|0)iOb(b);a=f[a>>2]|0;if(!a){u=d;return}iOb(a);u=d;return}function WMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;e=i+8|0;g=i;Rpb(h);f[e>>2]=b;f[e+4>>2]=h;a=f[c+24>>2]|0;d=f[c+28>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));a=f[c>>2]|0;d=f[c+4>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));a=f[c+12>>2]|0;d=f[c+16>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));c=f[c+40>>2]|0;f[g>>2]=f[b+4>>2];f[g+4>>2]=c;c=g;d=f[c+4>>2]|0;a=(f[h>>2]|0)+36|0;f[a>>2]=f[c>>2];f[a+4>>2]=d;a=aNa(b+108|0,g+4|0)|0;b=f[h>>2]|0;d=h+4|0;c=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[a>>2]=b;h=a+4|0;a=f[h>>2]|0;f[h>>2]=c;if(a|0)iOb(a);a=f[d>>2]|0;if(!a){u=i;return}iOb(a);u=i;return}function XMa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+32|0;j=o+24|0;m=o;cGa(m,c);k=a+4|0;d=f[k>>2]|0;i=f[a>>2]|0;a:do if((i|0)==(d|0))l=5;else{h=0;while(1){d=d+-4|0;g=f[d>>2]|0;if(jNa(g,m)|0)break;h=h+1|0;if(!((i|0)!=(d|0)&h>>>0<32)){l=5;break a}}if(!g)l=5}while(0);if((l|0)==5){i=pOb(52)|0;d=i+49|0;g=i;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));b[d>>0]=1;f[j>>2]=i;d=f[k>>2]|0;if(d>>>0<(f[a+8>>2]|0)>>>0){f[d>>2]=i;d=d+4|0;f[k>>2]=d}else{kNa(a,j);d=f[k>>2]|0}g=f[d+-4>>2]|0;f[g+40>>2]=0;f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[g+12>>2]=f[m+12>>2];f[g+16>>2]=f[m+16>>2];f[g+20>>2]=f[m+20>>2]}e=+n[m>>2];if(e<+n[g>>2]){d=g;l=11}else{d=g+12|0;if(e>+n[d>>2])l=11}if((l|0)==11)n[d>>2]=e;e=+n[m+4>>2];h=g+4|0;if(e<+n[h>>2]){d=g;l=14}else if(e>+n[g+16>>2]){d=g+12|0;l=14}if((l|0)==14)n[d+4>>2]=e;e=+n[m+8>>2];i=g+8|0;if(e<+n[i>>2]){d=g;l=17}else if(e>+n[g+20>>2]){d=g+12|0;l=17}if((l|0)==17)n[d+8>>2]=e;e=+n[m+12>>2];if(e<+n[g>>2]){d=g;l=20}else{d=g+12|0;if(e>+n[d>>2])l=20}if((l|0)==20)n[d>>2]=e;e=+n[m+16>>2];if(e<+n[h>>2]){d=g;l=23}else if(e>+n[g+16>>2]){d=g+12|0;l=23}if((l|0)==23)n[d+4>>2]=e;e=+n[m+20>>2];if(e<+n[i>>2])d=g;else if(e>+n[g+20>>2])d=g+12|0;else{l=a+12|0;f[l>>2]=1065353216;l=a+16|0;f[l>>2]=1065353216;l=a+20|0;f[l>>2]=1065353216;l=a+24|0;f[l>>2]=0;l=a+28|0;f[l>>2]=0;a=a+32|0;f[a>>2]=0;lNa(g,m,c);u=o;return}n[d+8>>2]=e;l=a+12|0;f[l>>2]=1065353216;l=a+16|0;f[l>>2]=1065353216;l=a+20|0;f[l>>2]=1065353216;l=a+24|0;f[l>>2]=0;l=a+28|0;f[l>>2]=0;a=a+32|0;f[a>>2]=0;lNa(g,m,c);u=o;return}function YMa(a){a=a|0;var c=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;o=f[a+32>>2]|0;q=f[a+40>>2]|0;c=f[a+168>>2]|0;e=f[a+520>>2]|0;r=f[a+1192>>2]|0;a:{if(e){f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+8>>2]=0;g=f[e>>2]|0;e=(f[e+4>>2]|0)-g|0;do if(e|0)if((e|0)<0)AMb(a);else{s=pOb(e)|0;f[(a+4|0)>>2]=s;f[a>>2]=s;f[a+8>>2]=s+e|0;bQb(s|0,g|0,e|0)|0;f[(a+4|0)>>2]=s+e|0;break}while(0);e=f[q>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[q>>2]=e;g=q}else g=q;b:while(1){switch(Rg[f[(f[e>>2]|0)+124>>2]&255](e,a)|0){case 0:{r=86;break b}case 1:{h=1;break b}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;e=f[q>>2]|0;f[g>>2]=s;if(!e)f[(a+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[q>>2]|0}if((r|0)==86)h=0;c=c|h;e=f[a>>2]|0;if(e|0){if((f[(a+4|0)>>2]|0)!=(e|0))f[(a+4|0)>>2]=e;sOb(e)}}e=Pg[f[(f[o>>2]|0)+64>>2]&1023](o)|0;if(!e)e=c;else{i=+n[e>>2];e=f[q>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[q>>2]=e;g=q}else g=q;c:while(1){switch(Qg[f[(f[e>>2]|0)+128>>2]&15](e,i)|0){case 0:{r=104;break c}case 1:{j=1;break c}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;e=f[q>>2]|0;f[g>>2]=s;if(!e)f[(a+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[q>>2]|0}if((r|0)==104)j=0;e=c|j}c=Pg[f[(f[o>>2]|0)+72>>2]&1023](o)|0;if(c){h=b[c>>0]|0;c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;d:while(1){switch(Rg[f[(f[c>>2]|0)+132>>2]&255](c,h)|0){case 0:{r=118;break d}case 1:{k=1;break d}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==118)k=0;e=e|k}h=Pg[f[(f[o>>2]|0)+80>>2]&1023](o)|0;if(h){c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;e:while(1){switch(Rg[f[(f[c>>2]|0)+136>>2]&255](c,h)|0){case 0:{r=132;break e}case 1:{l=1;break e}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==132)l=0;e=e|l}h=Pg[f[(f[o>>2]|0)+88>>2]&1023](o)|0;if(!h)h=e;else{c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;f:while(1){switch(Rg[f[(f[c>>2]|0)+140>>2]&255](c,h)|0){case 0:{r=146;break f}case 1:{m=1;break f}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==146)m=0;h=e|m}c=Pg[f[(f[o>>2]|0)+96>>2]&1023](o)|0;if(!c){s=h;u=a;f[a+1200>>2]=6;f[a+1204>>2]=s|0;break a}g=b[c>>0]|0;c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;e=q}else e=q;g:while(1){switch(Rg[f[(f[c>>2]|0)+144>>2]&255](c,g)|0){case 0:{r=160;break g}case 1:{p=1;break g}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[e>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==160)p=0;s=h|p;u=a;f[a+1200>>2]=6;f[a+1204>>2]=s|0;break a}f[a+1192>>2]=r}
+function dqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){d=c;do{h=d+-36|0;f[i>>2]=h;c=f[d+-12>>2]|0;if(c|0)iOb(c);c=f[d+-20>>2]|0;if(c|0)iOb(c);c=f[h>>2]|0;if(c|0){g=d+-32|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-8|0;f[g>>2]=e;d=f[d+-4>>2]|0;if(!d)d=e;else{iOb(d);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}d=f[i>>2]|0}while((d|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function eqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;a:do switch(b[c+32>>0]|0){case 1:{d=b[c+33>>0]|0;e=d&255;g=a+(e*12|0)+4|0;h=f[g>>2]|0;if(h>>>0<(f[a+(e*12|0)+8>>2]|0)>>>0){f[h>>2]=0;i=h+4|0;f[i>>2]=0;f[h+8>>2]=0;f[h>>2]=f[c>>2];e=c+4|0;f[i>>2]=f[e>>2];i=c+8|0;f[h+8>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[c>>2]=0;e=c+12|0;f[h+12>>2]=f[e>>2];i=c+16|0;f[h+16>>2]=f[i>>2];f[e>>2]=0;f[i>>2]=0;i=c+20|0;f[h+20>>2]=f[i>>2];e=c+24|0;f[h+24>>2]=f[e>>2];f[i>>2]=0;f[e>>2]=0;f[h+28>>2]=f[c+28>>2];b[h+32>>0]=1;b[h+33>>0]=d;f[g>>2]=(f[g>>2]|0)+36;break a}else{fqb(a+(e*12|0)|0,c);break a}}case 0:{d=a+28|0;e=f[d>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=0;h=e+4|0;f[h>>2]=0;f[e+8>>2]=0;f[e>>2]=f[c>>2];i=c+4|0;f[h>>2]=f[i>>2];h=c+8|0;f[e+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;i=c+12|0;f[e+12>>2]=f[i>>2];h=c+16|0;f[e+16>>2]=f[h>>2];f[i>>2]=0;f[h>>2]=0;h=c+20|0;f[e+20>>2]=f[h>>2];i=c+24|0;f[e+24>>2]=f[i>>2];f[h>>2]=0;f[i>>2]=0;f[e+28>>2]=f[c+28>>2];b[e+32>>0]=0;b[e+33>>0]=b[c+33>>0]|0;f[d>>2]=(f[d>>2]|0)+36;break a}else{fqb(a+24|0,c);break a}}default:{}}while(0);e=a+68|0;if(b[e>>0]&1)return;f[a+44>>2]=0;i=a+48|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)iOb(d);f[a+60>>2]=0;f[a+52>>2]=0;i=a+56|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)iOb(d);f[a+64>>2]=0;b[e>>0]=b[e>>0]|1;return}function fqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;m=o;n=a+4|0;d=f[a>>2]|0;h=((f[n>>2]|0)-d|0)/36|0;e=h+1|0;if(e>>>0>119304647)AMb(a);l=a+8|0;k=((f[l>>2]|0)-d|0)/36|0;d=k<<1;d=k>>>0<59652323?(d>>>0<e>>>0?e:d):119304647;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>119304647)vd();else{g=pOb(d*36|0)|0;break}while(0);f[m>>2]=g;e=g+(h*36|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=e;p=g+(d*36|0)|0;i=m+12|0;f[i>>2]=p;f[g+(h*36|0)+8>>2]=0;f[e>>2]=f[c>>2];d=c+4|0;f[g+(h*36|0)+4>>2]=f[d>>2];q=c+8|0;f[g+(h*36|0)+8>>2]=f[q>>2];f[q>>2]=0;f[d>>2]=0;f[c>>2]=0;d=c+12|0;f[g+(h*36|0)+12>>2]=f[d>>2];q=c+16|0;f[g+(h*36|0)+16>>2]=f[q>>2];f[d>>2]=0;f[q>>2]=0;q=c+20|0;f[g+(h*36|0)+20>>2]=f[q>>2];d=c+24|0;f[g+(h*36|0)+24>>2]=f[d>>2];f[q>>2]=0;f[d>>2]=0;f[g+(h*36|0)+28>>2]=f[c+28>>2];b[g+(h*36|0)+32>>0]=b[c+32>>0]|0;b[g+(h*36|0)+33>>0]=b[c+33>>0]|0;g=e+36|0;f[j>>2]=g;c=f[a>>2]|0;d=f[n>>2]|0;h=p;if((d|0)==(c|0)){q=c;p=d;c=e;f[a>>2]=c;f[k>>2]=q;f[n>>2]=g;f[j>>2]=p;p=f[l>>2]|0;f[l>>2]=h;f[i>>2]=p;f[m>>2]=q;gqb(m);u=o;return}do{e=e+-36|0;d=d+-36|0;wNa(e,d)}while((d|0)!=(c|0));f[k>>2]=e;c=e;q=f[a>>2]|0;p=f[n>>2]|0;f[a>>2]=c;f[k>>2]=q;f[n>>2]=g;f[j>>2]=p;p=f[l>>2]|0;f[l>>2]=h;f[i>>2]=p;f[m>>2]=q;gqb(m);u=o;return}function gqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+4>>2]|0;i=a+8|0;b=f[i>>2]|0;if((b|0)!=(h|0)){c=b;do{g=c+-36|0;f[i>>2]=g;b=f[c+-12>>2]|0;if(b|0)iOb(b);b=f[c+-20>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=c+-32|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-8|0;f[e>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}c=f[i>>2]|0}while((c|0)!=(h|0))}b=f[a>>2]|0;if(!b)return;sOb(b);return}function hqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0;W=u;u=u+48|0;K=W+32|0;N=W+24|0;O=W;P=K+4|0;Q=K+8|0;R=N+4|0;S=K+8|0;T=O+4|0;U=O+8|0;L=O+12|0;M=O+16|0;J=0;a:while(1){m=a+(J*12|0)|0;p=a+(J*12|0)+4|0;if((((f[p>>2]|0)-(f[m>>2]|0)|0)/36|0)>>>0>=2){f[K>>2]=0;f[P>>2]=0;f[Q>>2]=0;iub(N,34962);I=f[64754]|0;Yvb(258928,f[f[N>>2]>>2]|0)|0;c=f[m>>2]|0;o=f[p>>2]|0;if((c|0)!=(o|0)){d=0;while(1){e=f[c>>2]|0;l=f[c+4>>2]|0;if((e|0)==(l|0))H=d;else{do{i=f[e>>2]|0;j=i+40|0;h=f[j>>2]|0;k=i+44|0;g=f[k>>2]|0;if((h|0)==(g|0)){Npb(i);h=f[j>>2]|0;g=f[k>>2]|0}d=((g-h|0)/12|0)+d|0;e=e+8|0}while((e|0)!=(l|0));H=d}c=c+36|0;if((c|0)==(o|0))break;else d=H}if(H|0){nub(f[N>>2]|0,H*12|0,0,35044);d=f[m>>2]|0;G=f[p>>2]|0;if((d|0)!=(G|0)){c=0;do{e=d+12|0;g=f[e>>2]|0;if(!g)V=20;else{n[O>>2]=9.999999747378752e-06;if(BWa(g,O)|0)V=20;else{C=f[e>>2]|0;e=f[d>>2]|0;D=f[d+4>>2]|0;if((e|0)!=(D|0)){E=C+16|0;F=C+32|0;m=C+4|0;o=C+20|0;p=C+36|0;r=C+8|0;s=C+24|0;t=C+40|0;v=C+12|0;w=C+28|0;x=C+44|0;y=C+48|0;z=C+52|0;A=C+56|0;B=C+60|0;do{k=f[K>>2]|0;g=f[P>>2]|0;l=k;if((g|0)!=(k|0))f[P>>2]=g+(~(((g+-12-l|0)>>>0)/12|0)*12|0);h=f[e>>2]|0;i=h+40|0;j=f[i>>2]|0;k=h+44|0;g=f[k>>2]|0;if((j|0)==(g|0)){Npb(h);j=f[i>>2]|0;g=f[k>>2]|0;l=f[K>>2]|0}g=g-j|0;h=(g|0)/12|0;j=l;do if((((f[S>>2]|0)-l|0)/12|0)>>>0<h>>>0){if(h>>>0>357913941){V=37;break a}X=f[P>>2]|0;i=pOb(g)|0;g=i+(((X-l|0)/12|0)*12|0)|0;k=g;i=i+(h*12|0)|0;h=X;if((h|0)==(j|0))g=k;else do{X=g;g=g+-12|0;Y=h;h=h+-12|0;f[g>>2]=f[h>>2];f[X+-8>>2]=f[Y+-8>>2];f[X+-4>>2]=f[Y+-4>>2]}while((h|0)!=(j|0));f[K>>2]=g;f[P>>2]=k;f[S>>2]=i;if(!l)break;sOb(l)}while(0);h=f[e>>2]|0;i=h+40|0;g=f[i>>2]|0;j=h+44|0;k=f[j>>2]|0;if((g|0)==(k|0)){Npb(h);g=f[i>>2]|0;i=f[j>>2]|0}else i=k;if((g|0)!=(i|0))do{ba=+n[g>>2];aa=+n[g+4>>2];q=+n[g+8>>2];$=ba*+n[m>>2]+aa*+n[o>>2]+q*+n[p>>2];_=ba*+n[r>>2]+aa*+n[s>>2]+q*+n[t>>2];Z=ba*+n[v>>2]+aa*+n[w>>2]+q*+n[x>>2];q=+n[C>>2]*ba+ +n[E>>2]*aa+ +n[F>>2]*q+ +n[y>>2];n[O>>2]=q;n[T>>2]=$+ +n[z>>2];n[U>>2]=_+ +n[A>>2];n[L>>2]=Z+ +n[B>>2];f[M>>2]=0;h=f[P>>2]|0;if(h>>>0<(f[S>>2]|0)>>>0){n[h>>2]=q;f[h+4>>2]=f[T>>2];f[h+8>>2]=f[U>>2];f[P>>2]=h+12}else iqb(K,O);g=g+12|0}while((g|0)!=(i|0));X=f[K>>2]|0;Y=(f[P>>2]|0)-X|0;oub(f[N>>2]|0,c,Y,X);c=Y+c|0;e=e+8|0}while((e|0)!=(D|0))}}}if((V|0)==20){V=0;e=f[d>>2]|0;m=f[d+4>>2]|0;if((e|0)!=(m|0))do{j=f[e>>2]|0;g=j+40|0;h=f[g>>2]|0;i=j+44|0;k=f[i>>2]|0;if((h|0)==(k|0)){Npb(j);l=f[e>>2]|0;h=f[g>>2]|0;g=f[i>>2]|0;j=l;l=f[l+44>>2]|0}else{g=k;l=k}i=g-h|0;k=f[N>>2]|0;h=j+40|0;g=f[h>>2]|0;if((g|0)==(l|0)){Npb(j);g=f[h>>2]|0}oub(k,c,i,g);c=i+c|0;e=e+8|0}while((e|0)!=(m|0))}d=d+36|0}while((d|0)!=(G|0))}c=f[N>>2]|0;d=f[R>>2]|0;if(d|0)gOb(d);f[a+44+(J<<3)>>2]=c;Y=a+44+(J<<3)+4|0;c=f[Y>>2]|0;f[Y>>2]=d;if(c|0)iOb(c);f[a+60+(J<<2)>>2]=H}}Yvb(258928,I)|0;c=f[R>>2]|0;if(c|0)iOb(c);c=f[K>>2]|0;if(c|0){d=f[P>>2]|0;if((d|0)!=(c|0))f[P>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}}J=J+1|0;if(J>>>0>=2){V=2;break}}if((V|0)==2){Y=a+68|0;b[Y>>0]=b[Y>>0]&-2;u=W;return}else if((V|0)==37)vd()}function iqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;d=f[b+16>>2]|0;f[c>>2]=f[b+(d<<2)>>2];f[g+(h*12|0)+4>>2]=f[b+(d+1<<2)>>2];f[g+(h*12|0)+8>>2]=f[b+(d+2<<2)>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function jqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=pOb(68)|0;f[e+4>>2]=0;f[e+8>>2]=0;f[e>>2]=42088;g=e+12|0;f[g>>2]=f[c>>2];h=c+4|0;f[e+16>>2]=f[h>>2];i=c+8|0;f[e+20>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[c>>2]=0;f[e+24>>2]=f[d>>2];c=d+4|0;f[e+28>>2]=f[c>>2];h=d+8|0;f[e+32>>2]=f[h>>2];f[h>>2]=0;f[c>>2]=0;f[d>>2]=0;f[e+36>>2]=0;f[e+40>>2]=-1;d=e+44|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;b[d+20>>0]=0;f[a>>2]=g;f[a+4>>2]=e;return}function kqb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=42088;b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);aOb(a);return}function lqb(a){a=a|0;kqb(a);sOb(a);return}function mqb(a){a=a|0;var b=0,c=0,d=0;b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+12>>2]|0;if(!d)return;b=a+16|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function nqb(a){a=a|0;sOb(a);return}function oqb(){var a=0,b=0;b=pOb(128)|0;f[64722]=b;a=b+128|0;f[64724]=a;p[b>>3]=-1.0;p[b+8>>3]=-0.0;p[b+16>>3]=0.0;p[b+24>>3]=-1.0;p[b+32>>3]=1.0;p[b+40>>3]=-0.0;p[b+48>>3]=0.0;p[b+56>>3]=-1.0;p[b+64>>3]=0.0;p[b+72>>3]=-1.0;p[b+80>>3]=0.0;p[b+88>>3]=-1.0;p[b+96>>3]=0.0;p[b+104>>3]=1.0;p[b+112>>3]=0.0;p[b+120>>3]=-1.0;f[64723]=a;p[32183]=-1.0;p[32184]=-1.0;p[32185]=1.0;p[32186]=1.0;return}function pqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=f[b>>2]|0;h=f[b+4>>2]|0;if((c|0)==(h|0)){e=-2147483648;d=2147483647;c=-2147483648;b=2147483647}else{e=-2147483648;d=2147483647;g=-2147483648;b=2147483647;do{i=f[c>>2]|0;d=(d|0)>(i|0)?i:d;e=(e|0)<(i|0)?i:e;i=f[c+4>>2]|0;b=(b|0)>(i|0)?i:b;g=(g|0)<(i|0)?i:g;c=c+12|0}while((c|0)!=(h|0));c=g}f[a>>2]=d;f[a+4>>2]=b;f[a+8>>2]=e;f[a+12>>2]=c;return}function qqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0.0;if(!c){g=-1797693134862315708145274.0e284;f=1797693134862315708145274.0e284;e=-1797693134862315708145274.0e284;d=1797693134862315708145274.0e284}else{h=0;g=-1797693134862315708145274.0e284;f=1797693134862315708145274.0e284;e=-1797693134862315708145274.0e284;d=1797693134862315708145274.0e284;do{i=+p[b+(h*24|0)>>3];f=f>i?i:f;g=g<i?i:g;i=+p[b+(h*24|0)+8>>3];d=d>i?i:d;e=e<i?i:e;h=h+1|0}while((h|0)!=(c|0))}p[a>>3]=f;p[a+8>>3]=d;p[a+16>>3]=g;p[a+24>>3]=e;return}function rqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+32|0;c=l+24|0;d=l+16|0;g=l+8|0;i=l;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;k=b+4|0;h=f[k>>2]|0;f[c>>2]=f[b>>2];f[c+4>>2]=h;h=a+8|0;T6a(a,c);c=f[j>>2]|0;m=f[h>>2]|0;e=b+12|0;n=f[e>>2]|0;f[d>>2]=f[b>>2];f[d+4>>2]=n;if((c|0)==(m|0)){T6a(a,d);c=f[j>>2]|0}else{m=d;n=f[m+4>>2]|0;f[c>>2]=f[m>>2];f[c+4>>2]=n;c=(f[j>>2]|0)+8|0;f[j>>2]=c}d=b+8|0;n=f[e>>2]|0;f[g>>2]=f[d>>2];f[g+4>>2]=n;if((c|0)==(f[h>>2]|0)){T6a(a,g);c=f[j>>2]|0}else{m=g;n=f[m+4>>2]|0;f[c>>2]=f[m>>2];f[c+4>>2]=n;c=(f[j>>2]|0)+8|0;f[j>>2]=c}n=f[k>>2]|0;f[i>>2]=f[d>>2];f[i+4>>2]=n;if((c|0)==(f[h>>2]|0)){T6a(a,i);u=l;return}else{k=i;m=f[k+4>>2]|0;n=c;f[n>>2]=f[k>>2];f[n+4>>2]=m;f[j>>2]=(f[j>>2]|0)+8;u=l;return}}function sqb(a){a=a|0;return +((+p[a+16>>3]+ +p[a+40>>3]+ +p[a+64>>3])*.3333333333333333)}function tqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+176|0;s=w+160|0;t=w;g=w+156|0;o=w+152|0;r=w+148|0;v=w+144|0;i=+p[a>>3];h=i<1797693134862315708145274.0e284?i:1797693134862315708145274.0e284;i=i>-1797693134862315708145274.0e284?i:-1797693134862315708145274.0e284;j=+p[a+8>>3];k=j<1797693134862315708145274.0e284?j:1797693134862315708145274.0e284;j=j>-1797693134862315708145274.0e284?j:-1797693134862315708145274.0e284;l=+p[a+24>>3];h=h>l?l:h;i=i<l?l:i;l=+p[a+32>>3];k=k>l?l:k;j=j<l?l:j;l=+p[a+48>>3];h=h>l?l:h;i=i<l?l:i;l=+p[a+56>>3];k=k>l?l:k;j=j<l?l:j;l=+p[32183];if(h>=l){m=+p[32184];if(k>=m){n=+p[32185];if(h<=n){h=+p[32186];if(!(!(i>=l)|!(k<=h)))if(j>=m&i<=n&j<=h){v=0;u=w;return v|0}}}}d=f[c>>2]|0;q=c+4|0;e=f[q>>2]|0;if((e|0)!=(d|0))f[q>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);d=bCa(f[64722]|0,a,t)|0;f[g>>2]=f[q>>2];f[s>>2]=f[g>>2];ZBa(c,s,t,t+(d*24|0)|0)|0;d=f[q>>2]|0;g=f[c>>2]|0;e=g;if((d|0)!=(g|0)){g=b+4|0;a=0;do{d=bCa((f[64722]|0)+32|0,e+(a*24|0)|0,t)|0;f[o>>2]=f[g>>2];f[s>>2]=f[o>>2];ZBa(b,s,t,t+(d*24|0)|0)|0;a=a+3|0;d=f[q>>2]|0;x=f[c>>2]|0;e=x}while(a>>>0<((d-x|0)/24|0)>>>0)}if((e|0)!=(d|0))f[q>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);g=b+4|0;d=f[g>>2]|0;x=f[b>>2]|0;e=x;if((d|0)!=(x|0)){a=0;d=e;while(1){d=bCa((f[64722]|0)+64|0,d+(a*24|0)|0,t)|0;f[r>>2]=f[q>>2];f[s>>2]=f[r>>2];ZBa(c,s,t,t+(d*24|0)|0)|0;a=a+3|0;d=f[g>>2]|0;x=f[b>>2]|0;e=x;if(a>>>0>=((d-x|0)/24|0)>>>0)break;else d=e}}if((e|0)!=(d|0))f[g>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);d=f[c>>2]|0;if((f[q>>2]|0)!=(d|0)){e=0;do{x=bCa((f[64722]|0)+96|0,d+(e*24|0)|0,t)|0;f[v>>2]=f[g>>2];f[s>>2]=f[v>>2];ZBa(b,s,t,t+(x*24|0)|0)|0;e=e+3|0;d=f[c>>2]|0}while(e>>>0<(((f[q>>2]|0)-d|0)/24|0)>>>0)}x=1;u=w;return x|0}function uqb(a,b){a=a|0;b=b|0;return vqb(a,258888,257464,b)|0}function vqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0,w=0;w=u;u=u+32|0;v=w;j=+p[a>>3];q=j<1797693134862315708145274.0e284?j:1797693134862315708145274.0e284;r=j>-1797693134862315708145274.0e284?j:-1797693134862315708145274.0e284;h=a+8|0;s=+p[h>>3];t=s<1797693134862315708145274.0e284?s:1797693134862315708145274.0e284;s=s>-1797693134862315708145274.0e284?s:-1797693134862315708145274.0e284;o=+p[a+24>>3];q=q>o?o:q;r=r<o?o:r;k=a+32|0;o=+p[k>>3];t=t>o?o:t;s=s<o?o:s;l=d+4|0;e=f[l>>2]|0;i=d+8|0;g=f[i>>2]|0;if((e|0)==(g|0)){jlb(d,a);h=f[l>>2]|0;g=f[i>>2]|0}else{p[e>>3]=j;p[e+8>>3]=+p[h>>3];p[e+16>>3]=+p[a+16>>3];h=e+24|0;f[l>>2]=h}e=a+24|0;if((h|0)==(g|0))jlb(d,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[k>>3];p[h+16>>3]=+p[a+40>>3];f[l>>2]=h+24}m=+p[c>>3];if(q>=m){n=+p[c+8>>3];if(t>=n){o=+p[c+16>>3];if(q<=o){j=+p[c+24>>3];if(!(!(r>=m)|!(t<=j)))if(s>=n&r<=o&s<=j){v=0;u=w;return v|0}}}}e=f[b>>2]|0;a=f[b+4>>2]|0;if((e|0)==(a|0)){v=0;u=w;return v|0}k=v+8|0;l=v+16|0;while(1){g=f[d>>2]|0;r=+p[e>>3];s=+p[e+8>>3];t=+p[e+16>>3];q=+p[e+24>>3];h=g+24|0;i=q+(r*+p[g>>3]+(s*+p[g+8>>3]+t*+p[g+16>>3]))>=0.0;if(i^q+(r*+p[h>>3]+(s*+p[g+32>>3]+t*+p[g+40>>3]))>=0.0){cCa(v,e,g,h);b=(i^1)&1;t=+p[v>>3];c=g+(b*24|0)|0;p[v>>3]=+p[c>>3];p[c>>3]=t;t=+p[k>>3];c=g+(b*24|0)+8|0;p[k>>3]=+p[c>>3];p[c>>3]=t;p[g+(b*24|0)+16>>3]=+p[l>>3]}else if(i){e=1;g=18;break}e=e+32|0;if((e|0)==(a|0)){e=0;g=18;break}}if((g|0)==18){u=w;return e|0}return 0}function wqb(a){a=a|0;var b=0,c=0.0,d=0.0,e=0;b=u;u=u+32|0;e=b;Kha(e);d=+(f[e>>2]|0);c=+(f[e+4>>2]|0);f[a>>2]=0;f[a+4>>2]=0;n[a+8>>2]=d;n[a+12>>2]=c;u=b;return}function xqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+160|0;d=j+136|0;g=j;h=g+4|0;f[g>>2]=15100;i=g+56|0;f[i>>2]=15120;tEb(g+56|0,h);f[g+128>>2]=0;f[g+132>>2]=-1;f[g>>2]=39656;f[g+56>>2]=39676;xEb(h);f[h>>2]=39692;e=g+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[g+52>>2]=16;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;k3a(h,d);if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);f[g+(f[(f[g>>2]|0)+-12>>2]|0)+76>>2]=48;d=g+(f[(f[g>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-75|8;d=m3a(g,240469,1)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;d=LEb(d,$Cb(+n[c>>2]*255.0)|0)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;d=LEb(d,$Cb(+n[c+4>>2]*255.0)|0)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;LEb(d,$Cb(+n[c+8>>2]*255.0)|0)|0;c=$Cb(+n[c+12>>2]*255.0)|0;if((c|0)<255){f[g+(f[(f[g>>2]|0)+-12>>2]|0)+12>>2]=2;LEb(g,c)|0}l3a(a,h);f[g>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[e+11>>0]|0)>=0){oDb(h);kEb(g,39752);jDb(i);u=j;return}sOb(f[e>>2]|0);oDb(h);kEb(g,39752);jDb(i);u=j;return}function yqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;if(!b){n[a>>2]=1.0;n[a+4>>2]=0.0;n[a+8>>2]=1.0;d=a+12|0;n[d>>2]=1.0;u=e;return}else{eKa(d,b,0,c);f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];d=a+12|0;n[d>>2]=1.0;u=e;return}}function zqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;i=k;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;c=f[b>>2]|0;g=f[b+4>>2]|0;if((c|0)==(g|0)){u=k;return}h=i+4|0;e=a+8|0;b=c;c=0;d=0;while(1){l=f[b+4>>2]|0;f[i>>2]=f[b>>2];f[h>>2]=l;if((c|0)==(d|0))T6a(a,i);else{m=i;d=f[m+4>>2]|0;l=c;f[l>>2]=f[m>>2];f[l+4>>2]=d;f[j>>2]=(f[j>>2]|0)+8}b=b+12|0;if((b|0)==(g|0))break;c=f[j>>2]|0;d=f[e>>2]|0}u=k;return}function Aqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,t=0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0.0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0;B=u;u=u+144|0;y=B;f[d>>2]=0;z=a+16|0;U=+p[z>>3];A=+p[a>>3];w=U-A;t=a+24|0;r=a+8|0;G=+p[t>>3];v=+p[r>>3];J=G-v;I=+L(+(w*w+J*J));w=w/I;x=J/I;I=-J/I;J=A*I+v*w;k=b+16|0;P=+p[k>>3];q=+p[b>>3];g=P-q;j=b+24|0;S=+p[j>>3];l=b+8|0;h=+p[l>>3];O=S-h;Q=+L(+(g*g+O*O));O=O/Q;M=O*.5;F=q+M;D=-g/Q*.5;R=h+D;D=S+D-R;M=P+M-F;H=+L(+(M*M+D*D));D=-D/H;H=M/H;F=R*H+F*D;R=A*D+v*H-F;M=+p[b+32>>3];K=+p[b+40>>3];p[y>>3]=-R/(w*D+x*H);p[y+8>>3]=-(I*q+w*h-J)/(I*(g/Q)+w*O);p[y+16>>3]=Q;e=y+24|0;p[e>>3]=D*M+H*K-F;C=y+32|0;p[C>>3]=R;n=y+40|0;p[n>>3]=U*D+H*G-F;F=M-P;G=K-S;H=+L(+(F*F+G*G));G=G/H;D=G*.5;U=P+D;R=-F/H*.5;Q=S+R;R=K+R-Q;D=M+D-U;O=+L(+(D*D+R*R));R=-R/O;O=D/O;U=Q*O+U*R;Q=+p[a>>3];D=+p[r>>3];g=Q*R+D*O-U;h=+p[z>>3];q=+p[t>>3];i=h*R+O*q-U;N=+p[b>>3];T=+p[l>>3];E=R*N+O*T-U;p[y+48>>3]=-(A*R+v*O-U)/(w*R+x*O);p[y+56>>3]=-(I*P+w*S-J)/(I*(F/H)+w*G);p[y+64>>3]=H;p[y+72>>3]=E;p[y+80>>3]=g;p[y+88>>3]=i;H=N-M;G=T-K;F=+L(+(H*H+G*G));G=G/F;S=G*.5;P=M+S;O=-H/F*.5;R=K+O;O=T+O-R;S=N+S-P;N=+L(+(S*S+O*O));O=-O/N;N=S/N;P=R*N+P*O;D=Q*O+D*N-P;q=h*O+N*q-P;h=O*+p[k>>3]+N*+p[j>>3]-P;p[y+96>>3]=-(A*O+v*N-P)/(w*O+x*N);p[y+104>>3]=-(I*M+w*K-J)/(I*(H/F)+w*G);p[y+112>>3]=F;p[y+120>>3]=h;p[y+128>>3]=D;p[y+136>>3]=q;e=(f[e+4>>2]|0)<0;p[s>>3]=E;j=f[s+4>>2]|0;p[s>>3]=D;b=f[s+4>>2]|0;p[s>>3]=h;k=f[s+4>>2]|0;p[s>>3]=i;l=f[s+4>>2]|0;p[s>>3]=q;m=f[s+4>>2]|0;if((f[C+4>>2]|0)<0^e)b=0;else{p[s>>3]=g;if((f[s+4>>2]|0)<0^(j|0)<0)b=0;else b=((b|0)<0^(k|0)<0^1)&1}if((f[n+4>>2]|0)<0^e)o=6;else if((l|0)<0^(j|0)<0)o=6;else{e=(m|0)<0^(k|0)<0;b=b<<24>>24==0;if(b|e)k=e;else{C=1;u=B;return C|0}}if((o|0)==6){b=b<<24>>24==0;k=1}U=+p[z>>3]-+p[a>>3];q=+p[t>>3]-+p[r>>3];q=+L(+(U*U+q*q));if(b){b=0;e=0;j=0;do{h=+p[y+(j*48|0)>>3];do if(!(!(h>=0.0)|!(h<=q))){g=+p[y+(j*48|0)+8>>3];if(g>=0.0)if(g<=+p[y+(j*48|0)+16>>3]){i=A+w*h;g=v+x*h;e=(f[y+(j*48|0)+24+4>>2]|0)<0;if(e^(f[y+(j*48|0)+32+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=+p[a>>3];p[c+(b<<4)+8>>3]=+p[r>>3];p[c+(e<<4)>>3]=i;p[c+(e<<4)+8>>3]=g;e=1;b=b+2|0;break}if(k)if(e^(f[y+(j*48|0)+40+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=i;p[c+(b<<4)+8>>3]=g;p[c+(e<<4)>>3]=+p[z>>3];p[c+(e<<4)+8>>3]=+p[t>>3];e=1;b=b+2|0}else e=1;else e=1}}while(0);j=j+1|0}while((b|0)!=4&j>>>0<3)}else{b=0;e=0;j=0;do{i=+p[y+(j*48|0)>>3];if(!(!(i>=0.0)|!(i<=q))){g=+p[y+(j*48|0)+8>>3];if(g>=0.0)if(g<=+p[y+(j*48|0)+16>>3]){h=A+w*i;g=v+x*i;if(k)if((f[y+(j*48|0)+24+4>>2]|0)<0^(f[y+(j*48|0)+40+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=h;p[c+(b<<4)+8>>3]=g;p[c+(e<<4)>>3]=+p[z>>3];p[c+(e<<4)+8>>3]=+p[t>>3];e=1;b=b+2|0}else e=1;else e=1}}j=j+1|0}while((b|0)!=4&j>>>0<3)}f[d>>2]=b>>>1;C=e;u=B;return C|0}function Bqb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=+j;var k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,M=0,N=0,O=0.0,P=0.0,Q=0;N=u;u=u+608|0;M=N+544|0;J=N+80|0;G=N+48|0;H=N;f[h>>2]=0;if(!(+p[c+16>>3]>=+p[e>>3])){h=0;u=N;return h|0}if(!(+p[c>>3]<=+p[e+16>>3])){h=0;u=N;return h|0}if(!(+p[c+24>>3]>=+p[e+8>>3])){h=0;u=N;return h|0}if(!(+p[c+8>>3]<=+p[e+24>>3])){h=0;u=N;return h|0}r=a+32|0;C=a+8|0;w=+p[r>>3];z=+p[C>>3];o=w-z;l=+p[a+64>>3];x=+p[a+16>>3];n=l-x;q=+p[a+40>>3];P=q-x;D=a+56|0;k=+p[D>>3];O=k-z;m=o*n-P*O;E=a+48|0;v=+p[E>>3];y=+p[a>>3];B=v-y;F=a+24|0;t=+p[F>>3];A=t-y;n=P*B-n*A;B=O*A-o*B;o=+L(+(m*m+(n*n+B*B)));m=m/o*j;y=y+m;n=n/o*j;z=z+n;o=B/o*j;x=x+o;j=v+m-y;k=k+n-z;l=l+o-x;m=t+m-y;n=w+n-z;o=q+o-x;q=k*o-l*n;w=m*l-j*o;t=j*n-m*k;v=+L(+(q*q+(t*t+w*w)));if(!(v<=+L(+(j*j+(k*k+l*l)))*+L(+(m*m+(n*n+o*o)))*2.220446049250313e-16)){B=q/v;A=t/v;v=w/v}else{p[M>>3]=j;p[M+16>>3]=k;p[M+32>>3]=l;p[M+8>>3]=m;p[M+24>>3]=n;p[M+40>>3]=o;b[J+152>>0]=0;b[J+153>>0]=0;b[J+154>>0]=0;f[J+160>>2]=0;f[J+168>>2]=-1;f[J+172>>2]=-1;b[J+304>>0]=0;b[J+305>>0]=0;g7a(J,M,16)|0;B=+p[J+80>>3];A=+p[J+96>>3];v=+p[J+88>>3]}l=y*B+(x*A+z*v);if(+K(+(0.0-v))<1.0e-12)if(+K(+(0.0-A))<1.0e-12){h=0;u=N;return h|0}q=+p[d>>3];t=+p[d+8>>3];j=+p[d+24>>3];k=+p[d+32>>3];w=+p[d+16>>3]-i;x=+p[d+40>>3]-i;o=B*q+(v*t+A*w)-l;p[s>>3]=o;e=ZPb(f[s>>2]|0,f[s+4>>2]|0,63)|0;Q=I;p[s>>3]=B*j+(v*k+A*x)-l;c=ZPb(f[s>>2]|0,f[s+4>>2]|0,63)|0;d=(e|0)==0;if((c|e|0)==0&(I|Q|0)==0){Q=0;u=N;return Q|0}l=j-q;m=k-t;P=x-w;n=+L(+(l*l+(m*m+P*P)));l=l/n;m=m/n;n=P/n;if((e|0)==(c|0)){c=0;A=q;z=t;y=w}else{P=-o/(B*l+(v*m+A*n));i=q+l*P;O=t+m*P;P=w+n*P;p[g>>3]=d?q:i;p[g+8>>3]=d?t:O;p[g+16>>3]=d?w:P;p[g+24>>3]=d?i:j;p[g+32>>3]=d?O:k;p[g+40>>3]=d?P:x;c=2;A=d?i:q;z=d?O:t;y=d?P:w;j=d?j:i;k=d?k:O;x=d?x:P}p[G>>3]=A;p[G+8>>3]=z;p[G+16>>3]=j;p[G+24>>3]=k;p[H>>3]=+p[a>>3];p[H+8>>3]=+p[C>>3];p[H+16>>3]=+p[F>>3];p[H+24>>3]=+p[r>>3];p[H+32>>3]=+p[E>>3];p[H+40>>3]=+p[D>>3];if(Aqb(G,H,M,J)|0){e=f[J>>2]|0;if(e&2147483647){w=j-A;t=k-z;v=t*t+w*w;d=e<<1;q=x-y;r=c+((d>>>0>2?d:2)+-1&-2)|0;e=0;while(1){n=+p[M+(e<<4)>>3];o=+p[M+(e<<4)+8>>3];j=(w*(n-A)+t*(o-z))/v;if(j<0.0|+K(+j)<1.0e-10)k=y;else if(j>1.0)k=x;else if(+K(+(j+-1.0))<1.0e-10)k=x;else k=y+q*j;Q=e|1;l=+p[M+(Q<<4)>>3];m=+p[M+(Q<<4)+8>>3];j=(w*(l-A)+t*(m-z))/v;if(j<0.0|+K(+j)<1.0e-10)j=y;else if(j>1.0)j=x;else if(+K(+(j+-1.0))<1.0e-10)j=x;else j=y+q*j;Q=c|1;p[g+(c*24|0)>>3]=n;p[g+(c*24|0)+8>>3]=o;p[g+(c*24|0)+16>>3]=k;p[g+(Q*24|0)>>3]=l;p[g+(Q*24|0)+8>>3]=m;p[g+(Q*24|0)+16>>3]=j;e=e+2|0;if(e>>>0>=d>>>0)break;else c=c+2|0}c=r+2|0}f[h>>2]=c>>>1;c=1}else{Q=c|1;p[g+(c*24|0)>>3]=A;p[g+(c*24|0)+8>>3]=z;p[g+(c*24|0)+16>>3]=y;p[g+(Q*24|0)>>3]=j;p[g+(Q*24|0)+8>>3]=k;p[g+(Q*24|0)+16>>3]=x;c=0}Q=c;u=N;return Q|0}function Cqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0;w=0;E=u;u=u+1664|0;A=(E+44|0)+4|0;f[A>>2]=0;B=(E+44|0)+8|0;f[B>>2]=0;C=(E+44|0)+4|0;f[(E+44|0)>>2]=C;d=f[b>>2]|0;p=f[b+4>>2]|0;do if((d|0)==(p|0)){v=C;t=C;z=E+44|0}else{a:while(1){b=f[d>>2]|0;o=f[d+4>>2]|0;if((b|0)!=(o|0))do{e=f[b>>2]|0;l=f[e>>2]|0;m=f[e+4>>2]|0;f[E>>2]=l;f[E+4>>2]=m;f[(E+8|0)>>2]=0;f[(E+12|0)>>2]=0;f[(E+16|0)>>2]=0;g=(f[b+4>>2]|0)-e|0;if(!(g>>3)){j=0;k=0;g=0}else{if(g>>3>>>0>536870911){w=11;break a}h=pOb(g)|0;f[(E+12|0)>>2]=h;f[(E+8|0)>>2]=h;f[(E+16|0)>>2]=h+(g>>3<<3)|0;if((g|0)>0){bQb(h|0,e|0,g|0)|0;f[(E+12|0)>>2]=h+(g>>>3<<3)|0;j=h;k=h+(g>>>3<<3)|0;g=h+(g>>3<<3)|0}else{j=h;k=h;g=h+(g>>3<<3)|0}}e=pOb(36)|0;f[(e+16|0)>>2]=l;f[(e+16|0)+4>>2]=m;f[e+24>>2]=j;f[e+28>>2]=k;f[e+32>>2]=g;f[(E+16|0)>>2]=0;f[(E+12|0)>>2]=0;f[(E+8|0)>>2]=0;g=f[C>>2]|0;do if(!g){q=C;r=C}else{while(1){w=f[g+16>>2]|0;if((w|0)==(l|0)?(f[g+20>>2]|0)>(m|0):(w|0)>(l|0)){h=f[g>>2]|0;if(!h){w=17;break}else g=h}else{s=g+4|0;h=f[s>>2]|0;if(!h){w=20;break}else g=h}}if((w|0)==17){q=g;r=g;break}else if((w|0)==20){q=g;r=s;break}}while(0);f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=q;f[r>>2]=e;g=f[f[(E+44|0)>>2]>>2]|0;if(g){f[(E+44|0)>>2]=g;e=f[r>>2]|0}r_a(f[A>>2]|0,e);f[B>>2]=(f[B>>2]|0)+1;e=f[(E+8|0)>>2]|0;if(e|0){g=f[(E+12|0)>>2]|0;if((g|0)!=(e|0))f[(E+12|0)>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}b=b+12|0}while((b|0)!=(o|0));d=d+12|0;if((d|0)==(p|0)){w=4;break}}if((w|0)==4){t=f[(E+44|0)>>2]|0;v=t;z=E+44|0;break}else if((w|0)==11)AMb(E+8|0)}while(0);do{b=1;if(b){b=0;if((C|0)==(v|0))i=t;else b=1}if(b)if(1){o=(E+28|0)+4|0;k=v;b:while(1){l=k;m=f[(l+28|0)>>2]|0;h=f[m+-8>>2]|0;j=f[m+-4>>2]|0;d=f[C>>2]|0;c:do if(!d){y=C;w=45}else{b=C;d:while(1){g=d;while(1){d=f[g+16>>2]|0;e=f[g+20>>2]|0;if((d|0)==(h|0)?(e|0)>(j|0):(d|0)>(h|0))break;if(!((d|0)==(h|0)?(e|0)<(j|0):(d|0)<(h|0)))break d;d=f[g+4>>2]|0;if(!d){y=b;w=45;break c}else g=d}d=f[g>>2]|0;if(!d){y=g;w=45;break c}else b=g}d=f[g>>2]|0;e:do if(!d)c=g;else{c=g;while(1){e=d;while(1){x=f[e+16>>2]|0;if(!((x|0)==(h|0)?(f[e+20>>2]|0)<(j|0):(x|0)<(h|0)))break;d=f[e+4>>2]|0;if(!d)break e;else e=d}d=f[e>>2]|0;if(!d){c=e;break}else c=e}}while(0);e=f[g+4>>2]|0;f:do if(e)while(1){d=e;while(1){x=f[d+16>>2]|0;if((x|0)==(h|0)?(f[d+20>>2]|0)>(j|0):(x|0)>(h|0))break;d=f[d+4>>2]|0;if(!d)break f}e=f[d>>2]|0;if(!e){b=d;break}else b=d}while(0);x=b}while(0);if((w|0)==45){w=0;x=y;c=x}t=c;v=x;f[E+464>>2]=z;f[E+488>>2]=c;f[E+544>>2]=k;f[E+576>>2]=l;f[E+584>>2]=m;f[E+672>>2]=t;f[E+680>>2]=v;f[E+896>>2]=o;f[E+1456>>2]=A;f[E+1496>>2]=B;f[E+1536>>2]=C;f[E+1576>>2]=w;f[E+1600>>2]=0;f[E+1604>>2]=0;$rb(E);k=f[E+544>>2]|0;w=f[E+1576>>2]|0;G=f[E+1600>>2]|0;D=f[E+1604>>2]|0;H=+n[E+1604>>2];f[E+1600>>2]=0;f[E+1604>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b}}if((w|0)==55)AMb(E+28|0);else if((w|0)==82)AMb(E+8|0);else if((w|0)==123){i=f[(E+44|0)>>2]|0;break}}}while(0);f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+8>>2]=0;if((i|0)==(C|0)){C=f[C>>2]|0;Eqb(E+44|0,C);u=E;return}d=0;b=0;j=0;while(1){c=i+24|0;if((d|0)==(b|0))H7a(a,c);else{f[d>>2]=0;g=d+4|0;f[g>>2]=0;f[d+8>>2]=0;e=i+28|0;b=(f[e>>2]|0)-(f[c>>2]|0)|0;if(b>>3|0){if(b>>3>>>0>536870911){w=130;break}h=pOb(b)|0;f[g>>2]=h;f[d>>2]=h;f[d+8>>2]=h+(b>>3<<3);c=f[c>>2]|0;b=(f[e>>2]|0)-c|0;if((b|0)>0){bQb(h|0,c|0,b|0)|0;f[g>>2]=h+(b>>>3<<3)}}f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+12}b=f[i+4>>2]|0;if(!b){c=i+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(i|0))do{B=f[c>>2]|0;c=B+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(B|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((b|0)==(C|0)){w=126;break}j=f[(a+4|0)>>2]|0;i=b;d=j;b=f[(a+8|0)>>2]|0}if((w|0)==126){C=f[C>>2]|0;Eqb(E+44|0,C);u=E;return}else if((w|0)==130)AMb(j)}function Dqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;i=m;j=(f[b>>2]|0)-i|0;b=m+(j>>3<<3)|0;o=f[c>>2]|0;g=f[d>>2]|0;q=g-o|0;k=q>>3;d=o;o=g;if((q|0)<=0){q=b;return q|0}p=a+8|0;h=f[p>>2]|0;q=a+4|0;n=f[q>>2]|0;e=n;if((k|0)<=(h-e>>3|0)){i=e-b|0;e=i>>3;if((k|0)>(e|0)){h=d+(e<<3)|0;g=h;if((h|0)==(o|0))e=n;else{e=n;do{p=h;a=f[p+4>>2]|0;f[e>>2]=f[p>>2];f[e+4>>2]=a;h=h+8|0;e=(f[q>>2]|0)+8|0;f[q>>2]=e}while((h|0)!=(o|0))}if((i|0)<=0){q=b;return q|0}}else e=n;j=e-(b+(k<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<n>>>0){i=e;do{o=h;p=f[o+4>>2]|0;a=i;f[a>>2]=f[o>>2];f[a+4>>2]=p;h=h+8|0;i=(f[q>>2]|0)+8|0;f[q>>2]=i}while(h>>>0<n>>>0)}if(k){cQb(e+(0-k<<3)|0,b|0,j|0)|0;d=f[c>>2]|0}if((d|0)==(g|0)){q=b;return q|0}else e=b;while(1){c=d;a=f[c+4>>2]|0;q=e;f[q>>2]=f[c>>2];f[q+4>>2]=a;d=d+8|0;if((d|0)==(g|0))break;else e=e+8|0}return b|0}e=(e-i>>3)+k|0;if(e>>>0>536870911)AMb(a);k=h-i|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;k=b;e=j>>3;do if(!g)l=0;else if(g>>>0>536870911)vd();else{l=pOb(g<<3)|0;break}while(0);j=l+(e<<3)|0;e=j;i=l+(g<<3)|0;if((o|0)==(d|0)){d=e;g=m}else{g=j;do{m=d;n=f[m+4>>2]|0;c=g;f[c>>2]=f[m>>2];f[c+4>>2]=n;g=e+8|0;e=g;d=d+8|0}while((d|0)!=(o|0));d=e;g=f[a>>2]|0}e=k-g|0;h=j+(0-(e>>3)<<3)|0;if((e|0)>0)bQb(h|0,g|0,e|0)|0;e=(f[q>>2]|0)-k|0;if((e|0)>0){bQb(d|0,b|0,e|0)|0;d=d+(e>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[q>>2]=d;f[p>>2]=i;if(!b){q=j;return q|0}sOb(b);q=j;return q|0}function Eqb(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;Eqb(a,f[b>>2]|0);Eqb(a,f[b+4>>2]|0);c=f[b+24>>2]|0;if(c|0){d=b+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-8-c|0)>>>3)<<3);sOb(c)}sOb(b);return}function Fqb(a){a=a|0;var c=0,d=0,e=0;c=a+48|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.20000000298023224;e=a+64|0;b[e>>0]=b[e>>0]|1;return}function Gqb(a){a=a|0;return (f[a+24>>2]|0)==(f[a+28>>2]|0)|0}function Hqb(a,b){a=a|0;b=b|0;a=a+36|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Iqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(c|0){e=a+64|0;if(!d)return;Jqb(a+24|0,d,d+((c<<1)*12|0)|0);b[e>>0]=b[e>>0]|1;return}j=a+24|0;k=f[j>>2]|0;l=a+28|0;e=f[l>>2]|0;g=k;if((e|0)==(k|0))c=e;else{c=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}i=a+32|0;e=c-g|0;d=(e|0)/12|0;if((((f[i>>2]|0)-g|0)/12|0)>>>0>d>>>0){do if(!e)h=0;else if(d>>>0>357913941)vd();else{h=pOb(e)|0;break}while(0);e=h+(d*12|0)|0;d=e;if((c|0)==(k|0))e=d;else do{h=e;e=e+-12|0;g=c;c=c+-12|0;f[e>>2]=f[c>>2];f[h+-8>>2]=f[g+-8>>2];f[h+-4>>2]=f[g+-4>>2]}while((c|0)!=(k|0));f[j>>2]=e;f[l>>2]=d;f[i>>2]=d;if(k|0)sOb(k)}f[a+8>>2]=0;l=a+12|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)iOb(e);f[a+16>>2]=0;a=a+20|0;e=f[a>>2]|0;f[a>>2]=0;if(!e)return;iOb(e);return}function Jqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=(c-b|0)/12|0;k=a+8|0;d=f[k>>2]|0;i=f[a>>2]|0;e=i;if(j>>>0>((d-i|0)/12|0)>>>0){h=i;if(i){d=a+4|0;g=f[d>>2]|0;if((g|0)!=(e|0))f[d>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(h);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(j>>>0>357913941)AMb(a);i=(d|0)/12|0;e=i<<1;e=i>>>0<178956970?(e>>>0<j>>>0?j:e):357913941;if(e>>>0>357913941)AMb(a);d=pOb(e*12|0)|0;g=a+4|0;f[g>>2]=d;f[a>>2]=d;f[k>>2]=d+(e*12|0);if((b|0)==(c|0))return;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];b=b+12|0;d=d+12|0}while((b|0)!=(c|0));f[g>>2]=d;return}else{a=a+4|0;k=f[a>>2]|0;d=(k-i|0)/12|0;h=j>>>0>d>>>0;d=b+(d*12|0)|0;g=h?d:c;i=k;if((g|0)==(b|0))b=e;else{do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];b=b+12|0;e=e+12|0}while((b|0)!=(g|0));b=e}if(!h){if((b|0)==(i|0))return;f[a>>2]=i+(~(((i+-12-b|0)>>>0)/12|0)*12|0);return}if((g|0)==(c|0))return;b=f[a>>2]|0;do{f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];d=d+12|0;b=b+12|0}while((d|0)!=(c|0));f[a>>2]=b;return}}function Kqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;b=g+24|0;e=g;if(f[a>>2]|0){u=g;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,240471,240505,e,1);h=f[b>>2]|0;c=b+4|0;i=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[a>>2]=h;h=a+4|0;b=f[h>>2]|0;f[h>>2]=i;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);i=Jvb(f[a>>2]|0,240539)|0;f[a+52>>2]=i;i=Kvb(f[a>>2]|0,240548)|0;f[a+56>>2]=i;i=Kvb(f[a>>2]|0,240573)|0;f[a+60>>2]=i;u=g;return}function Lqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0;v=u;u=u+16|0;q=v;r=a+48|0;if(+n[r>>2]<=0.0){u=v;return}s=a+24|0;t=a+28|0;if(((f[t>>2]|0)-(f[s>>2]|0)|0)>>>0>65536)if(fvb()|0){Mqb(a);p=5125}else e=5;else e=5;if((e|0)==5){Nqb(a);p=5123}e=a+8|0;if(!(f[e>>2]|0)){u=v;return}Kqb(a);o=f[64754]|0;Yvb(258928,f[f[e>>2]>>2]|0)|0;k=f[64755]|0;Zvb(258928,f[f[a+16>>2]>>2]|0)|0;l=f[64756]|0;bwb(258928,f[f[a>>2]>>2]|0)|0;m=b[259206]|0;Hwb(258928,d)|0;e=b[259052]|0;kwb(258928,0)|0;d=b[259204]|0;g=f[64773]|0;h=f[64775]|0;i=f[64774]|0;j=f[64776]|0;if(+n[r>>2]<1.0){pwb(258928,1,771)|0;Fwb(258928,1)|0}nf(f[a+56>>2]|0,1,0,c|0);c=f[a+60>>2]|0;w=+n[r>>2];y=w*+n[a+40>>2];x=w*+n[a+44>>2];n[q>>2]=+n[a+36>>2]*w;n[q+4>>2]=y;n[q+8>>2]=x;n[q+12>>2]=w;lf(c|0,1,q|0);r=a+52|0;sf(f[r>>2]|0,3,5126,0,0,0);r=f[r>>2]|0;re(r|0);oe(1,(f[t>>2]|0)-(f[s>>2]|0)|0,p|0,0);ke(r|0);owb(258928,g,h,i,j)|0;Fwb(258928,d<<24>>24!=0)|0;kwb(258928,e<<24>>24!=0)|0;Hwb(258928,m<<24>>24!=0)|0;bwb(258928,l)|0;Zvb(258928,k)|0;Yvb(258928,o)|0;u=v;return}function Mqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;o=u;u=u+16|0;j=o;n=a+64|0;if(!(b[n>>0]&1)){u=o;return}g=a+24|0;e=f[g>>2]|0;i=a+28|0;h=f[i>>2]|0;c=h;d=e;if((e|0)==(h|0)){u=o;return}k=c-d|0;m=k>>>0>1073741823?-1:k<<2;l=qOb(m)|0;m=qOb(m)|0;if(k){d=l;c=e;while(1){f[d>>2]=f[c>>2];r=c+4|0;f[d+4>>2]=f[r>>2];e=c+8|0;f[d+8>>2]=f[e>>2];q=c+12|0;f[d+12>>2]=f[q>>2];f[d+16>>2]=f[r>>2];f[d+20>>2]=f[e>>2];f[d+24>>2]=f[c>>2];p=c+16|0;f[d+28>>2]=f[p>>2];f[d+32>>2]=f[e>>2];f[d+36>>2]=f[q>>2];f[d+40>>2]=f[p>>2];f[d+44>>2]=f[e>>2];f[d+48>>2]=f[c>>2];f[d+52>>2]=f[r>>2];e=c+20|0;f[d+56>>2]=f[e>>2];f[d+60>>2]=f[q>>2];f[d+64>>2]=f[r>>2];f[d+68>>2]=f[e>>2];f[d+72>>2]=f[c>>2];f[d+76>>2]=f[p>>2];f[d+80>>2]=f[e>>2];f[d+84>>2]=f[q>>2];f[d+88>>2]=f[p>>2];f[d+92>>2]=f[e>>2];c=c+24|0;if((c|0)==(h|0))break;else d=d+96|0}d=f[g>>2]|0;c=f[i>>2]|0}g=((c-d|0)/12|0)>>>1;if(g|0){c=0;d=0;e=m;while(1){f[e>>2]=d;s=d|1;f[e+4>>2]=s;f[e+8>>2]=s;i=d|5;f[e+12>>2]=i;f[e+16>>2]=i;q=d|4;f[e+20>>2]=q;f[e+24>>2]=q;f[e+28>>2]=d;t=d|2;f[e+32>>2]=t;h=d|3;f[e+36>>2]=h;f[e+40>>2]=h;p=d|7;f[e+44>>2]=p;f[e+48>>2]=p;r=d|6;f[e+52>>2]=r;f[e+56>>2]=r;f[e+60>>2]=t;f[e+64>>2]=d;f[e+68>>2]=t;f[e+72>>2]=s;f[e+76>>2]=h;f[e+80>>2]=i;f[e+84>>2]=p;f[e+88>>2]=q;f[e+92>>2]=r;c=c+1|0;if((c|0)==(g|0))break;else{d=d+8|0;e=e+96|0}}}g=a+8|0;if(!(f[g>>2]|0)){iub(j,34962);t=f[j>>2]|0;c=j+4|0;s=f[c>>2]|0;f[j>>2]=0;f[c>>2]=0;f[g>>2]=t;t=a+12|0;d=f[t>>2]|0;f[t>>2]=s;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}}e=a+16|0;if(!(f[e>>2]|0)){iub(j,34963);t=f[j>>2]|0;d=j+4|0;s=f[d>>2]|0;f[j>>2]=0;f[d>>2]=0;f[e>>2]=t;t=a+20|0;c=f[t>>2]|0;f[t>>2]=s;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}}t=k<<2;nub(f[g>>2]|0,t,l,35048);nub(f[e>>2]|0,t,m,35048);b[n>>0]=b[n>>0]&-2;tOb(m);tOb(l);u=o;return}function Nqb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;p=u;u=u+16|0;k=p;o=a+64|0;if(!(b[o>>0]&1)){u=p;return}h=a+24|0;g=f[h>>2]|0;j=a+28|0;i=f[j>>2]|0;c=i;e=g;if((g|0)==(i|0)){u=p;return}l=c-e|0;m=qOb(l>>>0>1073741823?-1:l<<2)|0;n=qOb(l>>>0>2147483647?-1:l<<1)|0;if(l){e=m;c=g;while(1){f[e>>2]=f[c>>2];s=c+4|0;f[e+4>>2]=f[s>>2];g=c+8|0;f[e+8>>2]=f[g>>2];r=c+12|0;f[e+12>>2]=f[r>>2];f[e+16>>2]=f[s>>2];f[e+20>>2]=f[g>>2];f[e+24>>2]=f[c>>2];q=c+16|0;f[e+28>>2]=f[q>>2];f[e+32>>2]=f[g>>2];f[e+36>>2]=f[r>>2];f[e+40>>2]=f[q>>2];f[e+44>>2]=f[g>>2];f[e+48>>2]=f[c>>2];f[e+52>>2]=f[s>>2];g=c+20|0;f[e+56>>2]=f[g>>2];f[e+60>>2]=f[r>>2];f[e+64>>2]=f[s>>2];f[e+68>>2]=f[g>>2];f[e+72>>2]=f[c>>2];f[e+76>>2]=f[q>>2];f[e+80>>2]=f[g>>2];f[e+84>>2]=f[r>>2];f[e+88>>2]=f[q>>2];f[e+92>>2]=f[g>>2];c=c+24|0;if((c|0)==(i|0))break;else e=e+96|0}e=f[h>>2]|0;c=f[j>>2]|0}h=((c-e|0)/12|0)>>>1;if(h|0){c=0;e=0;g=n;while(1){i=e&65535;d[g>>1]=e;v=i+1&65535;d[g+2>>1]=v;d[g+4>>1]=v;j=i+5&65535;d[g+6>>1]=j;d[g+8>>1]=j;r=i+4&65535;d[g+10>>1]=r;d[g+12>>1]=r;d[g+14>>1]=e;w=i+2&65535;d[g+16>>1]=w;t=i+3&65535;d[g+18>>1]=t;d[g+20>>1]=t;q=i+7&65535;d[g+22>>1]=q;d[g+24>>1]=q;s=i+6&65535;d[g+26>>1]=s;d[g+28>>1]=s;d[g+30>>1]=w;d[g+32>>1]=e;d[g+34>>1]=w;d[g+36>>1]=v;d[g+38>>1]=t;d[g+40>>1]=j;d[g+42>>1]=q;d[g+44>>1]=r;d[g+46>>1]=s;c=c+1|0;if((c|0)==(h|0))break;else{e=i+8&65535;g=g+48|0}}}h=a+8|0;if(!(f[h>>2]|0)){iub(k,34962);w=f[k>>2]|0;c=k+4|0;v=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[h>>2]=w;w=a+12|0;e=f[w>>2]|0;f[w>>2]=v;if(e|0){iOb(e);c=f[c>>2]|0;if(c|0)iOb(c)}}g=a+16|0;if(!(f[g>>2]|0)){iub(k,34963);w=f[k>>2]|0;e=k+4|0;v=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[g>>2]=w;w=a+20|0;c=f[w>>2]|0;f[w>>2]=v;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}}nub(f[h>>2]|0,l<<2,m,35048);nub(f[g>>2]|0,l<<1,n,35048);b[o>>0]=b[o>>0]&-2;tOb(n);tOb(m);u=p;return}function Oqb(a){a=a|0;var c=0,d=0;c=pOb(224)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42116;d=c+12|0;f[c+212>>2]=0;f[c+216>>2]=0;b[c+220>>0]=0;dQb(d|0,-1,200)|0;f[a>>2]=d;f[a+4>>2]=c;return}function Pqb(a){a=a|0;var b=0;f[a>>2]=42116;b=f[a+216>>2]|0;if(b|0)iOb(b);aOb(a);return}function Qqb(a){a=a|0;var b=0;f[a>>2]=42116;b=f[a+216>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function Rqb(a){a=a|0;a=f[a+216>>2]|0;if(!a)return;iOb(a);return}function Sqb(a){a=a|0;sOb(a);return}function Tqb(a,c,d){a=a|0;c=+c;d=d|0;p[a>>3]=c;f[a+8>>2]=d;b[a+12>>0]=0;return}function Uqb(a,c,d){a=a|0;c=+c;d=d|0;p[a>>3]=c;f[a+8>>2]=d;b[a+12>>0]=1;return}function Vqb(a,b){a=a|0;b=b|0;return +p[a>>3]<+p[b>>3]|0}function Wqb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;d=+W(+c);p[a+400>>3]=d;Xqb(a,d-b,d-c);return}function Xqb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;if(c==0.0)if(b<2.2250738585072014e-308){b=2.2250738585072014e-308;c=2.2250738585072014e-308}else c=2.2250738585072014e-308;d=+U(+((+V(+b)-+V(+c))/31.0));p[a+16>>3]=c;c=d*(d*(d*c));p[a+40>>3]=c;c=d*c;p[a+64>>3]=c;c=d*c;p[a+88>>3]=c;c=d*c;p[a+112>>3]=c;c=d*c;p[a+136>>3]=c;c=d*c;p[a+160>>3]=c;c=d*c;p[a+184>>3]=c;c=d*c;p[a+208>>3]=c;c=d*c;p[a+232>>3]=c;c=d*c;p[a+256>>3]=c;c=d*c;p[a+280>>3]=c;c=d*c;p[a+304>>3]=c;c=d*c;p[a+328>>3]=c;p[a+352>>3]=d*c;p[a+376>>3]=b;return}function Yqb(a){a=a|0;return (f[a>>2]|0)==0|0}function Zqb(a){a=a|0;_qb(a);return}function _qb(a){a=a|0;var b=0,c=0,d=0;b=f[a+24>>2]|0;c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+48>>2]|0;c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+72>>2]|0;c=a+76|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+96>>2]|0;c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+120>>2]|0;c=a+124|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+144>>2]|0;c=a+148|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+168>>2]|0;c=a+172|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+192>>2]|0;c=a+196|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+216>>2]|0;c=a+220|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+240>>2]|0;c=a+244|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+264>>2]|0;c=a+268|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+288>>2]|0;c=a+292|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+312>>2]|0;c=a+316|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+336>>2]|0;c=a+340|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+360>>2]|0;c=a+364|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+384>>2]|0;c=a+388|0;d=f[c>>2]|0;if((d|0)==(b|0)){d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}function $qb(a,b){a=a|0;b=b|0;arb(a,b);return}function arb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;f[c>>2]=(f[c>>2]|0)+-1;t=c+4|0;d=f[t>>2]|0;a:do if(d|0){g=f[c+16+(d*24|0)+8>>2]|0;e=f[c+16+(d*24|0)+12>>2]|0;if((g|0)==(e|0)){do{d=d+-1|0;f[t>>2]=d;if(!d)break a;g=f[c+16+(d*24|0)+8>>2]|0;e=f[c+16+(d*24|0)+12>>2]|0}while((g|0)==(e|0));h=e-g|0;r=h>>4;if((h|0)>16){s=(r+-2|0)/2|0;if((h|0)>=32){q=s;while(1){l=g+(q<<4)|0;d=q<<4;if((s|0)>=(d>>4|0)){d=d>>3|1;e=g+(d<<4)|0;i=e;h=d+1|0;if((h|0)<(r|0)){j=e+16|0;if(+p[e>>3]<+p[j>>3]){d=h;e=j}else e=i}else e=i;o=+p[l>>3];if(!(+p[e>>3]<o)){n=g+(q<<4)+8|0;m=f[n>>2]|0;n=f[n+4>>2]|0;while(1){k=l;l=e;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];b[k+12>>0]=b[l+12>>0]|0;if((s|0)<(d|0))break;d=d<<1|1;i=g+(d<<4)|0;h=i;j=d+1|0;if((j|0)<(r|0)){k=i+16|0;if(+p[i>>3]<+p[k>>3]){d=j;h=k}}if(+p[h>>3]<o)break;else e=h}l=e;p[l>>3]=o;l=l+8|0;f[l>>2]=m;b[l+4>>0]=n}}if((q|0)>0)q=q+-1|0;else break}g=f[t>>2]|0;d=g;e=f[c+16+(g*24|0)+12>>2]|0;g=f[c+16+(g*24|0)+8>>2]|0}}}s=c+16+(d*24|0)+12|0;i=e-g|0;d=i>>4;if((i|0)>16){r=e+-16|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[g>>2]=f[r>>2];f[g+4>>2]=f[r+4>>2];f[g+8>>2]=f[r+8>>2];b[g+12>>0]=b[r+12>>0]|0;f[r>>2]=f[v>>2];f[r+4>>2]=f[v+4>>2];f[r+8>>2]=f[v+8>>2];b[r+12>>0]=b[v+12>>0]|0;r=d+-1|0;if((d|0)!=2){q=(d+-3|0)/2|0;d=g+16|0;h=d;if((i|0)>48){e=g+32|0;if(+p[d>>3]<+p[e>>3])d=2;else{d=1;e=h}}else{d=1;e=h}o=+p[g>>3];if(!(+p[e>>3]<o)){n=g+8|0;m=f[n>>2]|0;n=f[n+4>>2]|0;l=g;while(1){v=l;l=e;f[v>>2]=f[l>>2];f[v+4>>2]=f[l+4>>2];f[v+8>>2]=f[l+8>>2];b[v+12>>0]=b[l+12>>0]|0;if((q|0)<(d|0))break;d=d<<1|1;i=g+(d<<4)|0;h=i;j=d+1|0;if((j|0)<(r|0)){k=i+16|0;if(+p[i>>3]<+p[k>>3]){d=j;h=k}}if(+p[h>>3]<o)break;else e=h}v=e;p[v>>3]=o;v=v+8|0;f[v>>2]=m;b[v+4>>0]=n}}}v=(f[s>>2]|0)+-16|0;f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];f[s>>2]=v;u=w;return}while(0);h=c+8|0;t=f[h>>2]|0;i=f[c+24>>2]|0;d=i+(t<<4)|0;f[v>>2]=f[d>>2];f[v+4>>2]=f[d+4>>2];f[v+8>>2]=f[d+8>>2];f[v+12>>2]=f[d+12>>2];t=t+1|0;f[h>>2]=t;d=c+28|0;c=f[d>>2]|0;e=i;g=c;if((t|0)==(c-e>>4|0)){f[h>>2]=0;if((i|0)!=(g|0))f[d>>2]=g+(~((g+-16-e|0)>>>4)<<4)};f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];u=w;return}function brb(a,b){a=a|0;b=b|0;return +(+p[a+400>>3]-+p[b>>3])}function crb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=42144;lSa(f[a+8>>2]|0);b=f[a+472>>2]|0;if(b|0){c=a+476|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}Mjb(a+80|0);return}function drb(a){a=a|0;yf()}function erb(){f[64725]=0;f[64726]=0;f[64727]=0;return}function frb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0;f[a>>2]=42144;b[a+4>>0]=b[c>>0]|0;j=a+8|0;f[j>>2]=d;c=a+12|0;f[c>>2]=e;i=a+16|0;f[i>>2]=0;d=a+20|0;f[d>>2]=0;h=a+24|0;f[h>>2]=0;f[a+28>>2]=g;b[a+57>>0]=0;b[a+58>>0]=0;f[a+64>>2]=0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+88>>2]=0;f[a+92>>2]=0;f[a+96>>2]=0;f[a+112>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;f[a+144>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0;f[a+168>>2]=0;f[a+184>>2]=0;f[a+188>>2]=0;f[a+192>>2]=0;f[a+208>>2]=0;f[a+212>>2]=0;f[a+216>>2]=0;f[a+232>>2]=0;f[a+236>>2]=0;f[a+240>>2]=0;f[a+256>>2]=0;f[a+260>>2]=0;f[a+264>>2]=0;f[a+280>>2]=0;f[a+284>>2]=0;f[a+288>>2]=0;f[a+304>>2]=0;f[a+308>>2]=0;f[a+312>>2]=0;f[a+328>>2]=0;f[a+332>>2]=0;f[a+336>>2]=0;f[a+352>>2]=0;f[a+356>>2]=0;f[a+360>>2]=0;f[a+376>>2]=0;f[a+380>>2]=0;f[a+384>>2]=0;f[a+400>>2]=0;f[a+404>>2]=0;f[a+408>>2]=0;f[a+424>>2]=0;f[a+428>>2]=0;f[a+432>>2]=0;f[a+448>>2]=0;f[a+452>>2]=0;f[a+456>>2]=0;p[a+80>>3]=2.2250738585072014e-308;p[a+104>>3]=8.938889586303288e-249;p[a+128>>3]=6.5957363400673356e-229;p[a+152>>3]=4.8667944097154903e-209;p[a+176>>3]=3.5910604374152623e-189;p[a+200>>3]=2.6497349136888998e-169;p[a+224>>3]=1.9551592726396706e-149;p[a+248>>3]=1.4426529090289578e-129;p[a+272>>3]=1.0644899600019857e-109;p[a+296>>3]=7.85454954447594e-90;p[a+320>>3]=5.795634610448756e-70;p[a+344>>3]=4.2764235361472415e-50;p[a+368>>3]=3.1554436208838314e-30;p[a+392>>3]=2.3283064365385257e-10;p[a+416>>3]=17179869183.998657;p[a+440>>3]=1797693134862315708145274.0e284;g=a+472|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;b[g+16>>0]=0;kSa(f[j>>2]|0);c=f[c>>2]|0;if(!c){j=a+32|0;f[j>>2]=0;j=a+40|0;p[j>>3]=-1.0;return}o=+p[e+32>>3]-+p[c+56>>3];m=+p[e+40>>3]-+p[c+64>>3];l=+p[e+48>>3]-+p[c+72>>3];k=+L(+(o*o+(m*m+l*l)));n[i>>2]=o/k;n[d>>2]=m/k;n[h>>2]=l/k;j=a+32|0;f[j>>2]=0;j=a+40|0;p[j>>3]=-1.0;return}function grb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;h=n+20|0;g=n+16|0;e=n+12|0;i=n+8|0;k=n+4|0;l=n;m=aSa(f[a+8>>2]|0)|0;if(!(b[a+4>>0]|0)){b[a+56>>0]=0;c=0}else{d=(f[m+12>>2]|0)!=0;j=a+56|0;c=d&1;b[j>>0]=c;if(d){c=f[64725]|0;o=f[64726]|0;d=o+(~((o+-4-c|0)>>>2)<<2)|0;if((o|0)!=(c|0)){f[64726]=d;c=d}f[i>>2]=c;f[k>>2]=f[m+8>>2];f[l>>2]=0;f[e>>2]=f[i>>2];f[g>>2]=f[k>>2];f[h>>2]=f[l>>2];hrb(258900,e,g,h)|0;irb(f[64725]|0,f[64726]|0);f[a+60>>2]=f[64725];c=b[j>>0]|0}}f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(c<<24>>24)){krb(a);u=n;return}else{jrb(a,0);u=n;return}}function hrb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=f[a>>2]|0;j=n;k=(f[b>>2]|0)-j|0;b=n+(k>>2<<2)|0;n=f[c>>2]|0;q=f[d>>2]|0;i=q;g=n;if((n|0)==(q|0)){r=b;return r|0}h=0;d=n;while(1){l=h+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else h=l}if((h|0)<=-1){r=b;return r|0}p=a+8|0;e=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((h|0)<(e-d>>2|0)){e=d-b|0;d=e>>2;if((h|0)<(d|0)){g=i;d=o}else{h=(e|0)>0;if(h)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{e=g;d=o;do{f[d>>2]=f[e+8>>2];e=f[e>>2]|0;d=(f[r>>2]|0)+4|0;f[r>>2]=d}while((q|0)!=(e|0))}if(!h){r=b;return r|0}}i=d-(b+(l<<2))|0;j=i>>2;e=b+(j<<2)|0;if(e>>>0<o>>>0){h=d;do{f[h>>2]=f[e>>2];e=e+4|0;h=(f[r>>2]|0)+4|0;f[r>>2]=h}while(e>>>0<o>>>0)}if(j|0)cQb(d+(0-j<<2)|0,b|0,i|0)|0;d=f[c>>2]|0;if((g|0)==(d|0)){r=b;return r|0}else e=b;while(1){f[e>>2]=f[d+8>>2];d=f[d>>2]|0;if((g|0)==(d|0))break;else e=e+4|0}return b|0}d=(d-j>>2)+l|0;if(d>>>0>1073741823)AMb(a);l=e-j|0;e=l>>1;e=l>>2>>>0<536870911?(e>>>0<d>>>0?d:e):1073741823;l=b;d=k>>2;do if(!e)m=0;else if(e>>>0>1073741823)vd();else{m=pOb(e<<2)|0;break}while(0);k=m+(d<<2)|0;j=m+(e<<2)|0;g=k;d=k;h=n;e=n;while(1){f[g>>2]=f[e+8>>2];i=d+4|0;d=i;e=f[h>>2]|0;if((q|0)==(e|0))break;else{g=i;h=e}}g=f[a>>2]|0;e=l-g|0;h=k+(0-(e>>2)<<2)|0;if((e|0)>0)bQb(h|0,g|0,e|0)|0;e=(f[r>>2]|0)-l|0;if((e|0)>0){bQb(i|0,b|0,e|0)|0;d=i+(e>>>2<<2)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=d;f[p>>2]=j;if(!b){r=k;return r|0}sOb(b);r=k;return r|0}function irb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0.0;a:while(1){p=b;r=b+-4|0;q=b+-8|0;while(1){b:while(1){o=a;c=p-o|0;d=c>>2;switch(d|0){case 2:{s=5;break a}case 3:{s=9;break a}case 4:{s=10;break a}case 5:{s=11;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<124){s=13;break a}l=a+(((d|0)/2|0)<<2)|0;if((c|0)>3996){c=(d|0)/4|0;c=Jrb(a,a+(c<<2)|0,l,l+(c<<2)|0,r)|0}else c=Hrb(a,l,r)|0;j=f[a>>2]|0;d=f[l>>2]|0;m=+n[j+144>>2];m=!(m<=4.827976454180316e-07)?m:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;if(m<g){d=r;break}if(!(m>g)){t=+n[j+148>>2];e=+n[d+148>>2];if((!(t>=.9999995231628418)?t:1.0)<(!(e>=.9999995231628418)?e:1.0)){d=r;break}}if((a|0)!=(q|0)){i=d+148|0;d=q;do{h=f[d>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(e<g){s=59;break b}if(!(e>g)){e=+n[h+148>>2];t=+n[i>>2];if((!(e>=.9999995231628418)?e:1.0)<(!(t>=.9999995231628418)?t:1.0)){s=59;break b}}d=d+-4|0}while((a|0)!=(d|0))}c=a+4|0;d=f[r>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;i=d;do if(!(m<e)){if(!(m>e)){g=+n[j+148>>2];t=+n[d+148>>2];if((!(g>=.9999995231628418)?g:1.0)<(!(t>=.9999995231628418)?t:1.0))break}if((c|0)==(r|0)){s=84;break a}h=j+148|0;while(1){d=f[c>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(m<e)break;if(!(m>e)){g=+n[h>>2];t=+n[d+148>>2];if((!(g>=.9999995231628418)?g:1.0)<(!(t>=.9999995231628418)?t:1.0))break}c=c+4|0;if((c|0)==(r|0)){s=84;break a}}f[c>>2]=i;f[r>>2]=d;c=c+4|0}while(0);if((c|0)==(r|0)){s=84;break a}else d=r;while(1){j=f[a>>2]|0;h=f[c>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;c:do if(!(g<e)){i=j+148|0;do{if(!(g>e)){m=+n[i>>2];t=+n[h+148>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))break c}c=c+4|0;h=f[c>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0}while(!(g<e))}while(0);i=j+148|0;while(1){d=d+-4|0;h=f[d>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(g<e)continue;if(g>e)break;m=+n[i>>2];t=+n[h+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}if(c>>>0>=d>>>0){a=c;continue b}o=f[c>>2]|0;f[c>>2]=h;f[d>>2]=o;c=c+4|0}}if((s|0)==59){s=0;f[a>>2]=h;f[d>>2]=j;c=c+1|0}h=a+4|0;d:do if(h>>>0<d>>>0)while(1){k=f[l>>2]|0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;k=k+148|0;while(1){i=f[h>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(!(e<g)){if(e>g)break;m=+n[i+148>>2];t=+n[k>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}h=h+4|0}d=d+-4|0;j=f[d>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;e:do if(!(e<g))do{if(!(e>g)){m=+n[j+148>>2];t=+n[k>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))break e}d=d+-4|0;j=f[d>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0}while(!(e<g));while(0);if(h>>>0>d>>>0)break d;f[h>>2]=f[d>>2];f[d>>2]=i;l=(l|0)==(h|0)?d:l;h=h+4|0;c=c+1|0}while(0);do if((h|0)!=(l|0)){d=f[l>>2]|0;i=f[h>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[i+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=i;k=d;if(!(e<g)){if(e>g)break;m=+n[d+148>>2];t=+n[i+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}f[h>>2]=k;f[l>>2]=j;c=c+1|0}while(0);if(!c){c=Krb(a,h)|0;d=h+4|0;if(Krb(d,b)|0){s=83;break}if(c){a=d;continue}}l=h;if((l-o|0)>=(p-l|0)){s=82;break}irb(a,h);a=h+4|0}if((s|0)==82){s=0;irb(h+4|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){d=f[r>>2]|0;h=f[a>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[h+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;b=h;c=d;if(!(e<g)){if(e>g)return;m=+n[d+148>>2];t=+n[h+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))return}f[a>>2]=c;f[r>>2]=b;return}else if((s|0)==9){Hrb(a,a+4|0,r)|0;return}else if((s|0)==10){Irb(a,a+4|0,a+8|0,r)|0;return}else if((s|0)==11){Jrb(a,a+4|0,a+8|0,a+12|0,r)|0;return}else if((s|0)==13){d=a+8|0;Hrb(a,a+4|0,d)|0;c=a+12|0;if((c|0)==(b|0))return;while(1){h=f[c>>2]|0;i=f[d>>2]|0;g=+n[h+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;l=h;j=i;if(g<e){h=h+148|0;s=18}else if(!(g>e)){h=h+148|0;m=+n[h>>2];t=+n[i+148>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))s=18}if((s|0)==18){s=0;f[c>>2]=j;f:do if((d|0)!=(a|0))while(1){i=d+-4|0;j=f[i>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;k=j;if(!(g<e)){if(g>e)break f;m=+n[h>>2];t=+n[j+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break f}f[d>>2]=k;if((i|0)==(a|0)){d=i;break}else d=i}while(0);f[d>>2]=l}d=c+4|0;if((d|0)==(b|0))break;else{r=c;c=d;d=r}}return}else if((s|0)==84)return}function jrb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0.0,r=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0;X=u;u=u+48|0;y=X;E=X+40|0;N=a+8|0;O=(AQa(f[N>>2]|0)|0)+112|0;P=+p[O>>3];P=!(P<=4.827976454180316e-07)?P:0.0;O=(n[s>>2]=P,f[s>>2]|0);e=(AQa(f[N>>2]|0)|0)+120|0;Q=+p[e>>3];Q=!(Q>=.9999995231628418)?Q:1.0;e=(n[s>>2]=Q,f[s>>2]|0);x=f[64726]|0;R=a+58|0;z=a+472|0;A=a+476|0;B=a+60|0;S=a+57|0;T=a+484|0;U=a+488|0;V=a+32|0;w=a+60|0;C=a+472|0;D=a+12|0;F=a+28|0;G=y+8|0;H=y+16|0;I=y+24|0;J=a+480|0;K=a+32|0;L=a+40|0;M=a+48|0;while(1){if(b[R>>0]|0)if(!(b[S>>0]|0)){yrb(a);if(f[V>>2]|0){W=52;break}b[S>>0]=1}h=f[z>>2]|0;g=f[A>>2]|0;if((h|0)==(g|0)){g=f[B>>2]|0;if((g|0)!=(x|0)){v=f[g>>2]|0;d=+n[v+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;j=+n[v+148>>2];j=!(j>=.9999995231628418)?j:1.0;r=P-d+(Q-j);v=r+9.999999747378752e-06<0.0?1:r+-9.999999747378752e-06>0.0?2:0;g=(v|0)!=0;if((b[S>>0]|0)==0&(v|0)!=2){if(!(b[R>>0]|0)){if(!(g&c)){f[T>>2]=0;b[R>>0]=1;b[U>>0]=0;W=12}}else W=12;if((W|0)==12){W=0;yrb(a);if(f[V>>2]|0){W=52;break}}b[S>>0]=1}if(g&c){W=52;break}g=f[w>>2]|0;v=g;while(1){h=v+4|0;f[B>>2]=h;if((h|0)==(x|0))break;t=f[h>>2]|0;q=+n[t+144>>2];r=+n[t+148>>2];r=(!(q<=4.827976454180316e-07)?q:0.0)-d+((!(r>=.9999995231628418)?r:1.0)-j);if(!(r+-9.999999747378752e-06>0.0)&!(r+9.999999747378752e-06<0.0))v=h;else break}b[U>>0]=0;if((g|0)!=(h|0))while(1){t=f[g>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,t)|0){h=t+196|0;if(!(f[h>>2]&64)){i=f[(f[t+4>>2]|0)+44>>2]|0;if((f[i+32>>2]|0)!=(0-((f[i+24>>2]|0)+(f[i+28>>2]|0))|0))if(zLa(i+68|0)|0){Vib(y,f[N>>2]|0,f[D>>2]|0,t,0);a:do if(!(f[h>>2]&2)){o=f[F>>2]|0;i=f[o>>2]|0;o=f[o+4>>2]|0;if((i|0)==(o|0))W=32;else{d=+p[y>>3];j=+p[G>>3];q=+p[H>>3];r=+p[I>>3];h=0;do{k=f[i>>2]|0;m=f[i+4>>2]|0;if((k|0)==(m|0))h=(h|0)>0?h:0;else{l=2;do{Z=+p[k+24>>3]+(d*+p[k>>3]+(j*+p[k+8>>3]+q*+p[k+16>>3]));Y=!(Z*Z>=r)?1:Z<0.0?0:2;l=(Y|0)<(l|0)?Y:l;k=k+32|0}while((k|0)!=(m|0));if((l|0)==2)break a;else h=(h|0)<(l|0)?l:h}i=i+12|0}while((i|0)!=(o|0));if((h|0)!=2)W=32}}else W=32;while(0);if((W|0)==32){W=0;d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,y);if(d>=0.0){p[y>>3]=d;f[E>>2]=t;h=f[A>>2]|0;if(h>>>0<(f[J>>2]|0)>>>0){p[h>>3]=d;f[h+8>>2]=t;f[A>>2]=h+16}else lrb(z,y,E);break}}}}}while(0);if((g|0)==(v|0))break;else g=g+4|0}zrb(f[C>>2]|0,f[A>>2]|0);f[T>>2]=3;b[U>>0]=1;h=f[z>>2]|0;g=f[A>>2]|0;W=40}}else W=40;if((W|0)==40){W=0;if((h|0)!=(g|0)){f[K>>2]=f[g+-8>>2];p[L>>3]=+p[g+-16>>3];f[M>>2]=f[T>>2];f[A>>2]=g+-16;if(f[V>>2]|0){W=52;break}}}if((f[w>>2]|0)==(x|0)){W=43;break}}if((W|0)==43){if(!(b[S>>0]|0)){g=f[64726]|0;if((f[64725]|0)==(g|0))g=O;else{e=f[g+-4>>2]|0;d=+n[e+144>>2];g=!(d<=4.827976454180316e-07)?(n[s>>2]=d,f[s>>2]|0):0;d=+n[e+148>>2];e=!(d>=.9999995231628418)?(n[s>>2]=d,f[s>>2]|0):1065353216}d=(f[s>>2]=g,+n[s>>2]);d=P-d+(Q-(f[s>>2]=e,+n[s>>2]));if(!(b[R>>0]|0)){if(!((d+9.999999747378752e-06<0.0|d+-9.999999747378752e-06>0.0)&c)){f[T>>2]=0;b[R>>0]=1;b[U>>0]=0;W=49}}else W=49;if((W|0)==49){yrb(a);if(f[V>>2]|0){u=X;return}}b[S>>0]=1}f[T>>2]=4;u=X;return}else if((W|0)==52){u=X;return}}function krb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0;y=0;z=u;u=u+1792|0;if(!(b[(a+488|0)>>0]|0))if(tSa(f[(a+8|0)>>2]|0)|0){c=(IRa(f[(a+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;a:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break a}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);b:do if(c|0)c:while(1){do{s=f[d+12>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))if(zLa(e+68|0)|0){Vib(z+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);d:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0))y=22;else{g=+p[(z+16|0)>>3];o=+p[((z+16|0)+8|0)>>3];q=+p[((z+16|0)+16|0)>>3];r=+p[((z+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{A=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));x=!(A*A>=r)?1:A<0.0?0:2;k=(x|0)<(k|0)?x:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break d;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)y=22}}else y=22;while(0);if((y|0)==22){y=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,z+16|0);if(g>=0.0){p[(z+16|0)>>3]=g;f[z>>2]=s;e=f[(a+476|0)>>2]|0;if(e>>>0<(f[(a+480|0)>>2]|0)>>>0){p[e>>3]=g;f[e+8>>2]=s;f[(a+476|0)>>2]=e+16}else lrb(a+472|0,z+16|0,z);break}}}}while(0);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break b;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}while(0);mrb(f[a+472>>2]|0,f[(a+476|0)>>2]|0);f[a+484>>2]=3;b[(a+488|0)>>0]=1}c=f[(a+484|0)>>2]|0;if((c|0)==3){c=f[(a+476|0)>>2]|0;if((f[a+472>>2]|0)==(c|0))c=f[a+32>>2]|0;else{y=f[c+-8>>2]|0;f[a+32>>2]=y;p[a+40>>3]=+p[c+-16>>3];f[a+48>>2]=3;f[(a+476|0)>>2]=c+-16;c=y}if(c|0){u=z;return}b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=4;u=z;return}x=f[(a+12|0)>>2]|0?a+16|0:0;e:{d=1;c=c|0;if(d)switch(c|0){case 0:{f[(z+56|0)>>2]=z+80|0;if(!(b[(a+488|0)>>0]|0)){if(!(Rg[f[(f[a>>2]|0)+8>>2]&255](a,a+64|0)|0)){f[(a+484|0)>>2]=4;u=z;return}c=FQa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(z+72|0)>>2]=f[c>>2];f[(z+68|0)>>2]=f[(c+4|0)>>2];f[(z+76|0)>>2]=f[(z+72|0)>>2];f[z>>2]=f[(z+68|0)>>2];b[(z+16|0)>>0]=b[(z+81|0)>>0]|0;d=cDa(z+76|0,z,z+16|0)|0;f[(z+64|0)>>2]=d;f[(z+60|0)>>2]=f[(c+4|0)>>2];f[z>>2]=f[(z+64|0)>>2];f[(z+16|0)>>2]=f[(z+60|0)>>2];dDa(c,z,z+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{nrb(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));c=gSa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(z+72|0)>>2]=f[c>>2];f[(z+68|0)>>2]=f[(c+4|0)>>2];f[(z+76|0)>>2]=f[(z+72|0)>>2];f[z>>2]=f[(z+68|0)>>2];b[(z+16|0)>>0]=b[(z+81|0)>>0]|0;d=aDa(z+76|0,z,z+16|0)|0;f[(z+64|0)>>2]=d;f[(z+60|0)>>2]=f[(c+4|0)>>2];f[z>>2]=f[(z+64|0)>>2];f[(z+16|0)>>2]=f[(z+60|0)>>2];bDa(c,z,z+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{orb(a,f[c>>2]|0,z+56|0);c=c+4|0}while((c|0)!=(d|0));b[(a+488|0)>>0]=1}f:do if(!(Yqb(a+64|0)|0)){g:while(1){$qb(z,a+64|0);switch(b[(z+12|0)>>0]|0){case 0:break g;case 1:{e=f[(z+8|0)>>2]|0;c=f[e+12>>2]|0;d=f[e+16>>2]|0;if((c|0)!=(d|0))do{qrb(a,c);c=c+72|0}while((c|0)!=(d|0));w=f[(a+12|0)>>2]|0?a+16|0:0;c=f[e+24>>2]|0;v=f[e+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;h:do if(0==0?(h[s+200+4>>0]&3|0)==1:0)if(!(f[(s+196|0)>>2]&2))if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0)){if(!(zLa(e+68|0)|0))break;Vib(z+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);i:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0)){y=76;break}g=+p[(z+16|0)>>3];o=+p[((z+16|0)+8|0)>>3];q=+p[((z+16|0)+16|0)>>3];r=+p[((z+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{A=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));B=!(A*A>=r)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break i;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)y=76}else y=76;while(0);do if((y|0)==76){y=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,z+16|0);if(!(g>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break h}while(0);prb(a+64|0,+p[(a+464|0)>>3]-g,s);break h}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(a+64|0)|0)break f}f[a+32>>2]=f[z+8>>2];A=+brb(a+64|0,z);p[a+40>>3]=A;f[a+48>>2]=f[(a+484|0)>>2]}while(0);if(!(f[a+32>>2]|0)){b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=1;y=89;break e}u=z;return}default:d=1}if(d)switch(c|0){case 1:{if(!(b[(a+488|0)>>0]|0))y=89;else y=113;break}case 2:{if(!(b[(a+488|0)>>0]|0))y=148;break}default:{u=z;return}}}f[z+112>>2]=a;f[z+672>>2]=x;f[z+1680>>2]=y;f[z+1704>>2]=0;f[z+1708>>2]=0;asb(z);G=f[z+1704>>2]|0;D=f[z+1708>>2]|0;H=+n[z+1708>>2];f[z+1704>>2]=0;f[z+1708>>2]=0;if((G|0)==5)return}function lrb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>4;d=m+1|0;if(d>>>0>268435455)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>3;d=n>>4>>>0<134217727?(e>>>0<d>>>0?d:e):268435455;do if(!d){h=0;j=0}else if(d>>>0>268435455)vd();else{j=pOb(d<<4)|0;h=j;break}while(0);e=h+(m<<4)|0;p[e>>3]=+p[b>>3];f[h+(m<<4)+8>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+16;f[g>>2]=h+(d<<4);if(!k)return;sOb(k);return}function mrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=wrb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=xrb(a,h)|0;g=h+16|0;if(xrb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}mrb(a,h);a=h+16|0}if((s|0)==82){s=0;mrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){wrb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;wrb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function nrb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;g=u;u=u+48|0;d=g;l=+n[c+4>>2];k=+n[c+8>>2];j=+n[c+12>>2];i=+n[c+16>>2];h=+n[c+20>>2];p[d>>3]=+n[c>>2];p[d+8>>3]=l;p[d+16>>3]=k;p[d+24>>3]=j;p[d+32>>3]=i;p[d+40>>3]=h;if((urb(f[a+28>>2]|0,d)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,d)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(d,c,b[c+48>>0]|0,+n[c+44>>2]);e=f[e>>2]|0;f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[e+12>>2]=f[d+12>>2];f[e+16>>2]=f[d+16>>2];f[e+20>>2]=f[d+20>>2];f[e+52>>2]=f[d+24>>2];f[e+56>>2]=f[d+28>>2];f[e+60>>2]=f[d+32>>2];f[e+64>>2]=f[d+36>>2];f[e+68>>2]=f[d+40>>2];f[e+72>>2]=f[d+44>>2];nrb(a,e);nrb(a,e+52|0)}vrb(a,c);u=g;return}u=g;return}function orb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0;I=u;u=u+48|0;G=I;J=+n[c+4>>2];g=+n[c+8>>2];l=+n[c+12>>2];m=+n[c+16>>2];o=+n[c+20>>2];p[G>>3]=+n[c>>2];p[G+8>>3]=J;p[G+16>>3]=g;p[G+24>>3]=l;p[G+32>>3]=m;p[G+40>>3]=o;F=a+28|0;if((urb(f[F>>2]|0,G)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,G)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(G,c,b[c+48>>0]|0,+n[c+44>>2]);E=f[e>>2]|0;f[E>>2]=f[G>>2];f[E+4>>2]=f[G+4>>2];f[E+8>>2]=f[G+8>>2];f[E+12>>2]=f[G+12>>2];f[E+16>>2]=f[G+16>>2];f[E+20>>2]=f[G+20>>2];f[E+52>>2]=f[G+24>>2];f[E+56>>2]=f[G+28>>2];f[E+60>>2]=f[G+32>>2];f[E+64>>2]=f[G+36>>2];f[E+68>>2]=f[G+40>>2];f[E+72>>2]=f[G+44>>2];orb(a,E,d);orb(a,E+52|0,d)}D=a+12|0;E=f[D>>2]|0?a+16|0:0;d=f[c+24>>2]|0;s=f[c+28>>2]|0;if((d|0)==(s|0)){u=I;return}t=a+8|0;v=G+8|0;w=G+16|0;x=G+24|0;y=(E|0)==0;z=a+64|0;A=a+464|0;B=E+4|0;C=E+8|0;do{r=f[d>>2]|0;q=r+196|0;do if(!(f[q>>2]&2))if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,r)|0)if(!(f[q>>2]&64)){e=f[(f[r+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))if(zLa(e+68|0)|0){Vib(G,f[t>>2]|0,f[D>>2]|0,r,0);a:do if(!(f[q>>2]&2)){k=f[F>>2]|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if((c|0)==(k|0))H=22;else{g=+p[G>>3];l=+p[v>>3];m=+p[w>>3];o=+p[x>>3];e=0;do{h=f[c>>2]|0;j=f[c+4>>2]|0;if((h|0)==(j|0))e=(e|0)>0?e:0;else{i=2;do{J=+p[h+24>>3]+(g*+p[h>>3]+(l*+p[h+8>>3]+m*+p[h+16>>3]));K=!(J*J>=o)?1:J<0.0?0:2;i=(K|0)<(i|0)?K:i;h=h+32|0}while((h|0)!=(j|0));if((i|0)==2)break a;else e=(e|0)<(i|0)?i:e}c=c+12|0}while((c|0)!=(k|0));if((e|0)!=2)H=22}}else H=22;while(0);if((H|0)==22){H=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,G);if(g>=0.0){if(!y)if(f[q>>2]&134217728|0){K=f[r+104>>2]|0;if(+n[E>>2]*+n[K+312>>2]+(+n[B>>2]*+n[K+316>>2]+ +n[C>>2]*+n[K+320>>2])<+n[K+324>>2])break}prb(z,+p[A>>3]-g,r);break}}}}while(0);d=d+4|0}while((d|0)!=(s|0));u=I;return}u=I;return}function prb(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l+8|0;g=l;p[g>>3]=c;f[a>>2]=(f[a>>2]|0)+1;if(+p[a+16>>3]>c)h=0;else if(+p[a+40>>3]>c)h=1;else if(+p[a+64>>3]>c)h=2;else if(+p[a+88>>3]>c)h=3;else if(+p[a+112>>3]>c)h=4;else if(+p[a+136>>3]>c)h=5;else if(+p[a+160>>3]>c)h=6;else if(+p[a+184>>3]>c)h=7;else if(+p[a+208>>3]>c)h=8;else if(+p[a+232>>3]>c)h=9;else if(+p[a+256>>3]>c)h=10;else if(+p[a+280>>3]>c)h=11;else if(+p[a+304>>3]>c)h=12;else if(+p[a+328>>3]>c)h=13;else if(+p[a+352>>3]>c)h=14;else h=15;i=a+16+(h*24|0)+8|0;j=a+16+(h*24|0)+12|0;e=f[j>>2]|0;if(e>>>0<(f[a+16+(h*24|0)+16>>2]|0)>>>0){Tqb(e,c,d);f[j>>2]=(f[j>>2]|0)+16}else trb(i,g,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=l;return}if(!((h|0)!=0&(h|0)==(e|0))){u=l;return}h=f[i>>2]|0;e=f[j>>2]|0;a=e-h|0;if((a|0)<=16){u=l;return}d=((a>>>4)+-2|0)/2|0;g=h+(d<<4)|0;a=e+-16|0;if(!(Vqb(g,a)|0)){u=l;return};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];e=g;while(1){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];b[a+12>>0]=b[e+12>>0]|0;if(!d)break;d=(d+-1|0)/2|0;a=h+(d<<4)|0;if(!(Vqb(a,k)|0))break;else{j=e;e=a;a=j}}f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];b[e+12>>0]=b[k+12>>0]|0;u=l;return}function qrb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;l=q;Xib(l,b);m=f[a+28>>2]|0;e=f[m>>2]|0;m=f[m+4>>2]|0;a:do if((e|0)==(m|0))o=9;else{n=+p[l>>3];c=+p[l+8>>3];j=+p[l+16>>3];k=+p[l+24>>3];d=0;do{g=f[e>>2]|0;i=f[e+4>>2]|0;if((g|0)==(i|0))d=(d|0)>0?d:0;else{h=2;do{s=+p[g+24>>3]+(n*+p[g>>3]+(c*+p[g+8>>3]+j*+p[g+16>>3]));r=!(s*s>=k)?1:s<0.0?0:2;h=(r|0)<(h|0)?r:h;g=g+32|0}while((g|0)!=(i|0));if((h|0)==2)break a;else d=(d|0)<(h|0)?h:d}e=e+12|0}while((e|0)!=(m|0));if((d|0)!=2)o=9}while(0);if((o|0)==9){c=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,l);if(c>=0.0){rrb(a+64|0,+p[a+464>>3]-c,b);u=q;return}}u=q;return}function rrb(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l+8|0;g=l;p[g>>3]=c;f[a>>2]=(f[a>>2]|0)+1;if(+p[a+16>>3]>c)h=0;else if(+p[a+40>>3]>c)h=1;else if(+p[a+64>>3]>c)h=2;else if(+p[a+88>>3]>c)h=3;else if(+p[a+112>>3]>c)h=4;else if(+p[a+136>>3]>c)h=5;else if(+p[a+160>>3]>c)h=6;else if(+p[a+184>>3]>c)h=7;else if(+p[a+208>>3]>c)h=8;else if(+p[a+232>>3]>c)h=9;else if(+p[a+256>>3]>c)h=10;else if(+p[a+280>>3]>c)h=11;else if(+p[a+304>>3]>c)h=12;else if(+p[a+328>>3]>c)h=13;else if(+p[a+352>>3]>c)h=14;else h=15;i=a+16+(h*24|0)+8|0;j=a+16+(h*24|0)+12|0;e=f[j>>2]|0;if(e>>>0<(f[a+16+(h*24|0)+16>>2]|0)>>>0){Uqb(e,c,d);f[j>>2]=(f[j>>2]|0)+16}else srb(i,g,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=l;return}if(!((h|0)!=0&(h|0)==(e|0))){u=l;return}h=f[i>>2]|0;e=f[j>>2]|0;a=e-h|0;if((a|0)<=16){u=l;return}d=((a>>>4)+-2|0)/2|0;g=h+(d<<4)|0;a=e+-16|0;if(!(Vqb(g,a)|0)){u=l;return};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];e=g;while(1){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];b[a+12>>0]=b[e+12>>0]|0;if(!d)break;d=(d+-1|0)/2|0;a=h+(d<<4)|0;if(!(Vqb(a,k)|0))break;else{j=e;e=a;a=j}}f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];b[e+12>>0]=b[k+12>>0]|0;u=l;return}function srb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[a>>2]|0;g=(f[l>>2]|0)-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(a);j=a+8|0;h=(f[j>>2]|0)-d|0;i=h>>3;i=h>>4>>>0<134217727?(i>>>0<e>>>0?e:i):268435455;do if(!i)k=0;else if(i>>>0>268435455)vd();else{k=pOb(i<<4)|0;break}while(0);h=k+(g<<4)|0;Uqb(h,+p[b>>3],c);d=f[a>>2]|0;e=(f[l>>2]|0)-d|0;g=h+(0-(e>>4)<<4)|0;if((e|0)>0)bQb(g|0,d|0,e|0)|0;f[a>>2]=g;f[l>>2]=h+16;f[j>>2]=k+(i<<4);if(!d)return;sOb(d);return}function trb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[a>>2]|0;g=(f[l>>2]|0)-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(a);j=a+8|0;h=(f[j>>2]|0)-d|0;i=h>>3;i=h>>4>>>0<134217727?(i>>>0<e>>>0?e:i):268435455;do if(!i)k=0;else if(i>>>0>268435455)vd();else{k=pOb(i<<4)|0;break}while(0);h=k+(g<<4)|0;Tqb(h,+p[b>>3],c);d=f[a>>2]|0;e=(f[l>>2]|0)-d|0;g=h+(0-(e>>4)<<4)|0;if((e|0)>0)bQb(g|0,d|0,e|0)|0;f[a>>2]=g;f[l>>2]=h+16;f[j>>2]=k+(i<<4);if(!d)return;sOb(d);return}function urb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0.0;V=u;u=u+192|0;U=V;c=f[a>>2]|0;Q=f[a+4>>2]|0;if((c|0)==(Q|0)){U=0;u=V;return U|0}R=b+24|0;S=b+32|0;T=b+8|0;q=b+40|0;r=b+16|0;s=U+8|0;t=U+16|0;v=U+24|0;w=U+32|0;x=U+40|0;y=U+48|0;z=U+56|0;A=U+64|0;B=U+72|0;C=U+80|0;D=U+88|0;E=U+96|0;F=U+104|0;G=U+112|0;H=U+120|0;I=U+128|0;J=U+136|0;K=U+144|0;L=U+152|0;M=U+160|0;N=U+168|0;O=U+176|0;P=U+184|0;a=0;while(1){d=f[c>>2]|0;o=f[c+4>>2]|0;if((d|0)==(o|0))a=(a|0)>0?a:0;else{n=2;do{g=+p[R>>3];h=+p[b>>3];Y=(g-h)*.5;i=+p[S>>3];j=+p[T>>3];X=(i-j)*.5;k=+p[q>>3];l=+p[r>>3];W=(k-l)*.5;m=+p[d+24>>3]+((h+Y)*+p[d>>3]+((j+X)*+p[d+8>>3]+(l+W)*+p[d+16>>3]));if(!(m*m>=Y*Y+(X*X+W*W))){p[U>>3]=h;p[s>>3]=j;p[t>>3]=l;p[v>>3]=g;p[w>>3]=j;p[x>>3]=l;p[y>>3]=h;p[z>>3]=i;p[A>>3]=l;p[B>>3]=g;p[C>>3]=i;p[D>>3]=l;p[E>>3]=h;p[F>>3]=j;p[G>>3]=k;p[H>>3]=g;p[I>>3]=j;p[J>>3]=k;p[K>>3]=h;p[L>>3]=i;p[M>>3]=k;p[N>>3]=g;p[O>>3]=i;p[P>>3]=k;e=gDa(d,U)|0}else e=m<0.0?0:2;n=(e|0)<(n|0)?e:n;d=d+32|0}while((d|0)!=(o|0));if((n|0)==2){a=2;c=11;break}else a=(a|0)<(n|0)?n:a}c=c+12|0;if((c|0)==(Q|0)){c=11;break}}if((c|0)==11){u=V;return a|0}return 0}function vrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0;y=u;u=u+48|0;x=y;c=f[b+24>>2]|0;t=f[b+28>>2]|0;if((c|0)==(t|0)){u=y;return}v=a+28|0;w=a+64|0;o=a+464|0;q=x+8|0;r=x+16|0;s=x+24|0;do{n=XFa(f[c>>2]|0)|0;Xib(x,n);j=f[v>>2]|0;e=f[j>>2]|0;j=f[j+4>>2]|0;a:do if((e|0)==(j|0))b=12;else{d=+p[x>>3];k=+p[q>>3];l=+p[r>>3];m=+p[s>>3];b=0;do{g=f[e>>2]|0;i=f[e+4>>2]|0;if((g|0)==(i|0))b=(b|0)>0?b:0;else{h=2;do{A=+p[g+24>>3]+(d*+p[g>>3]+(k*+p[g+8>>3]+l*+p[g+16>>3]));z=!(A*A>=m)?1:A<0.0?0:2;h=(z|0)<(h|0)?z:h;g=g+32|0}while((g|0)!=(i|0));if((h|0)==2){b=13;break a}else b=(b|0)<(h|0)?h:b}e=e+12|0}while((e|0)!=(j|0));if((b|0)==2)b=13;else b=12}while(0);if((b|0)==12){b=0;d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,x);if(!(d>=0.0))b=13;else rrb(w,+p[o>>3]-d,n)}c=c+4|0}while((c|0)!=(t|0));u=y;return}function wrb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function xrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{wrb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;wrb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function yrb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0;A=0;B=u;u=u+1920|0;f[(B+56|0)>>2]=a;if(!(b[(a+488|0)>>0]|0))if(tSa(f[(a+8|0)>>2]|0)|0){c=(IRa(f[(a+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;a:do if(!c)A=7;else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){A=7;break a}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);b:while(1){do{e=f[d+12>>2]|0;g=+Crb(a,e,f[(B+56|0)>>2]|0);if(g>=0.0){p[(B+16|0)>>3]=g;f[B>>2]=e;i=f[(a+476|0)>>2]|0;if(i>>>0<(f[(a+480|0)>>2]|0)>>>0){p[i>>3]=g;f[i+8>>2]=e;f[(a+476|0)>>2]=i+16}else lrb(a+472|0,B+16|0,B)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c){e=a+476|0;break a}d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}while(0);if((A|0)==7)e=a+476|0;Drb(f[a+472>>2]|0,f[e>>2]|0);f[a+484>>2]=3;b[(a+488|0)>>0]=1}c=f[(a+484|0)>>2]|0;if((c|0)==3){c=f[(a+476|0)>>2]|0;if((f[a+472>>2]|0)==(c|0))c=f[a+32>>2]|0;else{A=f[c+-8>>2]|0;f[a+32>>2]=A;p[a+40>>3]=+p[c+-16>>3];f[a+48>>2]=3;f[(a+476|0)>>2]=c+-16;c=A}if(c|0){u=B;return}b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=4;u=B;return}z=f[(a+12|0)>>2]|0?a+16|0:0;c:{d=1;c=c|0;if(d)switch(c|0){case 0:{f[(B+60|0)>>2]=B+56|0;if(!(b[(a+488|0)>>0]|0)){if(!(Rg[f[(f[a>>2]|0)+8>>2]&255](a,a+64|0)|0)){f[(a+484|0)>>2]=4;u=B;return}c=FQa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(B+76|0)>>2]=f[c>>2];f[(B+72|0)>>2]=f[(c+4|0)>>2];f[(B+80|0)>>2]=f[(B+76|0)>>2];f[B>>2]=f[(B+72|0)>>2];b[(B+16|0)>>0]=b[(B+84|0)>>0]|0;d=cDa(B+80|0,B,B+16|0)|0;f[(B+68|0)>>2]=d;f[(B+64|0)>>2]=f[(c+4|0)>>2];f[B>>2]=f[(B+68|0)>>2];f[(B+16|0)>>2]=f[(B+64|0)>>2];dDa(c,B,B+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{nrb(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));c=gSa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(B+76|0)>>2]=f[c>>2];f[(B+72|0)>>2]=f[(c+4|0)>>2];f[(B+80|0)>>2]=f[(B+76|0)>>2];f[B>>2]=f[(B+72|0)>>2];b[(B+16|0)>>0]=b[(B+84|0)>>0]|0;d=aDa(B+80|0,B,B+16|0)|0;f[(B+68|0)>>2]=d;f[(B+64|0)>>2]=f[(c+4|0)>>2];f[B>>2]=f[(B+68|0)>>2];f[(B+16|0)>>2]=f[(B+64|0)>>2];bDa(c,B,B+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{Erb(a,f[c>>2]|0,B+60|0);c=c+4|0}while((c|0)!=(d|0));b[(a+488|0)>>0]=1}d:do if(!(Yqb(a+64|0)|0)){e:while(1){$qb(B,a+64|0);x=1;y=b[(B+12|0)>>0]|0;if(x)switch(y|0){case 0:break e;default:x=1}if(x){x=0;switch(y|0){case 1:{e=f[(B+8|0)>>2]|0;c=f[e+12>>2]|0;d=f[e+16>>2]|0;if((c|0)!=(d|0))do{qrb(a,c);c=c+72|0}while((c|0)!=(d|0));w=f[(a+12|0)>>2]|0?a+16|0:0;c=f[e+24>>2]|0;v=f[e+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;f:do if(0==0?(h[s+200+4>>0]&3|0)==1:0){e=f[(s+196|0)>>2]|0;if(!(e&2)){if(e&1|0){m=(f[(B+56|0)>>2]|0)+8|0;l=(AQa(f[m>>2]|0)|0)+112|0;g=+p[l>>3];m=(AQa(f[m>>2]|0)|0)+120|0;q=+p[m>>3];o=+n[s+144>>2];r=+n[s+148>>2];r=(!(g<=4.827976454180316e-07)?g:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(r>=.9999995231628418)?r:1.0));if(!(!(r+-9.999999747378752e-06>0.0)&!(r+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)==(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))break;if(!(zLa(e+68|0)|0))break;Vib(B+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);g:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0)){A=65;break}g=+p[(B+16|0)>>3];o=+p[((B+16|0)+8|0)>>3];q=+p[((B+16|0)+16|0)>>3];r=+p[((B+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{E=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));C=!(E*E>=r)?1:E<0.0?0:2;k=(C|0)<(k|0)?C:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break g;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)A=65}else A=65;while(0);do if((A|0)==65){A=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,B+16|0);if(!(g>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;C=f[s+104>>2]|0;if(+n[w>>2]*+n[C+312>>2]+(+n[(w+4|0)>>2]*+n[C+316>>2]+ +n[(w+8|0)>>2]*+n[C+320>>2])<+n[C+324>>2])break f}while(0);prb(a+64|0,+p[(a+464|0)>>3]-g,s);break f}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(a+64|0)|0)break d}f[a+32>>2]=f[B+8>>2];E=+brb(a+64|0,B);p[a+40>>3]=E;f[a+48>>2]=f[(a+484|0)>>2]}while(0);if(!(f[a+32>>2]|0)){b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=1;A=78;break c}u=B;return}default:d=1}if(d)switch(c|0){case 1:{if(!(b[(a+488|0)>>0]|0))A=78;else A=106;break}case 2:{if(!(b[(a+488|0)>>0]|0))A=145;break}default:{u=B;return}}}f[B+112>>2]=a;f[B+1744>>2]=z;f[B+1768>>2]=A;f[B+1840>>2]=0;f[B+1844>>2]=0;bsb(B);G=f[B+1840>>2]|0;D=f[B+1844>>2]|0;H=+n[B+1844>>2];f[B+1840>>2]=0;f[B+1844>>2]=0;if((G|0)==5)return}function zrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Arb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Brb(a,h)|0;g=h+16|0;if(Brb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}zrb(a,h);a=h+16|0}if((s|0)==82){s=0;zrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Arb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Arb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Arb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Brb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Arb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Arb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Crb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;m=q;e=b+196|0;if(f[e>>2]&1|0){i=c+8|0;h=(AQa(f[i>>2]|0)|0)+112|0;d=+p[h>>3];i=(AQa(f[i>>2]|0)|0)+120|0;k=+p[i>>3];j=+n[b+144>>2];l=+n[b+148>>2];l=(!(d<=4.827976454180316e-07)?d:0.0)-(!(j<=4.827976454180316e-07)?j:0.0)+((!(k>=.9999995231628418)?k:1.0)-(!(l>=.9999995231628418)?l:1.0));if(!(!(l+-9.999999747378752e-06>0.0)&!(l+9.999999747378752e-06<0.0))){l=-1.0;u=q;return +l}}if(!(Rg[f[(f[a>>2]|0)+12>>2]&255](a,b)|0)){l=-1.0;u=q;return +l}if(f[e>>2]&64|0){l=-1.0;u=q;return +l}c=f[(f[b+4>>2]|0)+44>>2]|0;if((f[c+32>>2]|0)==(0-((f[c+24>>2]|0)+(f[c+28>>2]|0))|0)){l=-1.0;u=q;return +l}if(!(zLa(c+68|0)|0)){l=-1.0;u=q;return +l}Vib(m,f[a+8>>2]|0,f[a+12>>2]|0,b,0);a:do if(!(f[e>>2]&2)){i=f[a+28>>2]|0;b=f[i>>2]|0;i=f[i+4>>2]|0;if((b|0)==(i|0))o=16;else{d=+p[m>>3];j=+p[m+8>>3];k=+p[m+16>>3];l=+p[m+24>>3];c=0;do{e=f[b>>2]|0;h=f[b+4>>2]|0;if((e|0)==(h|0))c=(c|0)>0?c:0;else{g=2;do{s=+p[e+24>>3]+(d*+p[e>>3]+(j*+p[e+8>>3]+k*+p[e+16>>3]));r=!(s*s>=l)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;e=e+32|0}while((e|0)!=(h|0));if((g|0)==2)break a;else c=(c|0)<(g|0)?g:c}b=b+12|0}while((b|0)!=(i|0));if((c|0)!=2)o=16}}else o=16;while(0);if((o|0)==16){d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,m);if(d>=0.0){s=d;u=q;return +s}}s=-1.0;u=q;return +s}function Drb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Frb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Grb(a,h)|0;g=h+16|0;if(Grb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}Drb(a,h);a=h+16|0}if((s|0)==82){s=0;Drb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Frb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Frb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Erb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0;J=u;u=u+48|0;H=J;K=+n[c+4>>2];g=+n[c+8>>2];m=+n[c+12>>2];o=+n[c+16>>2];q=+n[c+20>>2];p[H>>3]=+n[c>>2];p[H+8>>3]=K;p[H+16>>3]=g;p[H+24>>3]=m;p[H+32>>3]=o;p[H+40>>3]=q;G=a+28|0;if((urb(f[G>>2]|0,H)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,H)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(H,c,b[c+48>>0]|0,+n[c+44>>2]);F=f[e>>2]|0;f[F>>2]=f[H>>2];f[F+4>>2]=f[H+4>>2];f[F+8>>2]=f[H+8>>2];f[F+12>>2]=f[H+12>>2];f[F+16>>2]=f[H+16>>2];f[F+20>>2]=f[H+20>>2];f[F+52>>2]=f[H+24>>2];f[F+56>>2]=f[H+28>>2];f[F+60>>2]=f[H+32>>2];f[F+64>>2]=f[H+36>>2];f[F+68>>2]=f[H+40>>2];f[F+72>>2]=f[H+44>>2];Erb(a,F,d);Erb(a,F+52|0,d)}E=a+12|0;F=f[E>>2]|0?a+16|0:0;e=f[c+24>>2]|0;t=f[c+28>>2]|0;if((e|0)==(t|0)){u=J;return}v=a+8|0;w=H+8|0;x=H+16|0;y=H+24|0;z=(F|0)==0;A=a+64|0;B=a+464|0;C=F+4|0;D=F+8|0;do{r=f[e>>2]|0;c=f[d>>2]|0;s=r+196|0;h=f[s>>2]|0;do if(!(h&2)){if(h&1|0){l=(f[c>>2]|0)+8|0;k=(AQa(f[l>>2]|0)|0)+112|0;m=+p[k>>3];l=(AQa(f[l>>2]|0)|0)+120|0;q=+p[l>>3];o=+n[r+144>>2];K=+n[r+148>>2];K=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(K>=.9999995231628418)?K:1.0));if(!(!(K+-9.999999747378752e-06>0.0)&!(K+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,r)|0)if(!(f[s>>2]&64)){c=f[(f[r+4>>2]|0)+44>>2]|0;if((f[c+32>>2]|0)!=(0-((f[c+24>>2]|0)+(f[c+28>>2]|0))|0))if(zLa(c+68|0)|0){Vib(H,f[v>>2]|0,f[E>>2]|0,r,0);a:do if(!(f[s>>2]&2)){l=f[G>>2]|0;h=f[l>>2]|0;l=f[l+4>>2]|0;if((h|0)==(l|0))I=24;else{g=+p[H>>3];m=+p[w>>3];o=+p[x>>3];q=+p[y>>3];c=0;do{i=f[h>>2]|0;k=f[h+4>>2]|0;if((i|0)==(k|0))c=(c|0)>0?c:0;else{j=2;do{K=+p[i+24>>3]+(g*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));L=!(K*K>=q)?1:K<0.0?0:2;j=(L|0)<(j|0)?L:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break a;else c=(c|0)<(j|0)?j:c}h=h+12|0}while((h|0)!=(l|0));if((c|0)!=2)I=24}}else I=24;while(0);if((I|0)==24){I=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,H);if(g>=0.0){if(!z)if(f[s>>2]&134217728|0){L=f[r+104>>2]|0;if(+n[F>>2]*+n[L+312>>2]+(+n[C>>2]*+n[L+316>>2]+ +n[D>>2]*+n[L+320>>2])<+n[L+324>>2])break}prb(A,+p[B>>3]-g,r);break}}}}}while(0);e=e+4|0}while((e|0)!=(t|0));u=J;return}u=J;return}function Frb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Grb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Frb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Frb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Hrb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0.0;h=f[b>>2]|0;m=f[a>>2]|0;d=+n[h+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;l=+n[m+144>>2];l=!(l<=4.827976454180316e-07)?l:0.0;k=h;o=m;if(d<l)i=1;else if(d>l)i=0;else{p=+n[h+148>>2];e=+n[m+148>>2];i=(!(p>=.9999995231628418)?p:1.0)<(!(e>=.9999995231628418)?e:1.0)}g=f[c>>2]|0;e=+n[g+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;j=g;if(e<d)g=1;else if(e>d)g=0;else{e=+n[g+148>>2];p=+n[h+148>>2];g=(!(e>=.9999995231628418)?e:1.0)<(!(p>=.9999995231628418)?p:1.0)}if(!i){if(!g){b=0;return b|0}f[b>>2]=j;f[c>>2]=k;g=f[b>>2]|0;h=f[a>>2]|0;d=+n[g+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;i=h;j=g;if(!(d<e)){if(d>e){b=1;return b|0}l=+n[g+148>>2];p=+n[h+148>>2];if(!((!(l>=.9999995231628418)?l:1.0)<(!(p>=.9999995231628418)?p:1.0))){b=1;return b|0}}f[a>>2]=j;f[b>>2]=i;b=2;return b|0}if(g){f[a>>2]=j;f[c>>2]=o;b=1;return b|0}f[a>>2]=k;f[b>>2]=o;g=f[c>>2]|0;d=+n[g+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;h=g;if(!(d<l)){if(d>l){b=1;return b|0}l=+n[g+148>>2];p=+n[m+148>>2];if(!((!(l>=.9999995231628418)?l:1.0)<(!(p>=.9999995231628418)?p:1.0))){b=1;return b|0}}f[b>>2]=h;f[c>>2]=o;b=2;return b|0}function Irb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0;l=Hrb(a,b,c)|0;j=f[d>>2]|0;k=f[c>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=k;i=j;if(!(e<g)){if(e>g)return l|0;e=+n[j+148>>2];g=+n[k+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0)))return l|0}f[c>>2]=i;f[d>>2]=h;h=l+1|0;i=f[c>>2]|0;d=f[b>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=d;k=i;if(!(e<g)){if(e>g){l=h;return l|0}e=+n[i+148>>2];g=+n[d+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0))){l=h;return l|0}}f[b>>2]=k;f[c>>2]=j;h=l+2|0;i=f[b>>2]|0;d=f[a>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=d;k=i;if(!(e<g)){if(e>g){l=h;return l|0}e=+n[i+148>>2];g=+n[d+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0))){l=h;return l|0}}f[a>>2]=k;f[b>>2]=j;l=l+3|0;return l|0}function Jrb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0;m=Irb(a,b,c,d)|0;k=f[e>>2]|0;l=f[d>>2]|0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[l+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;i=l;j=k;if(!(g<h)){if(g>h)return m|0;g=+n[k+148>>2];h=+n[l+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0)))return m|0}f[d>>2]=j;f[e>>2]=i;i=m+1|0;j=f[d>>2]|0;e=f[c>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[c>>2]=l;f[d>>2]=k;i=m+2|0;j=f[c>>2]|0;e=f[b>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[b>>2]=l;f[c>>2]=k;i=m+3|0;j=f[b>>2]|0;e=f[a>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[a>>2]=l;f[b>>2]=k;m=m+4|0;return m|0}function Krb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;switch(b-a>>2|0){case 2:{e=b+-4|0;i=f[e>>2]|0;j=f[a>>2]|0;g=+n[i+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[j+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;c=j;d=i;if(!(g<h)){if(g>h){a=1;return a|0}g=+n[i+148>>2];h=+n[j+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){a=1;return a|0}}f[a>>2]=d;f[e>>2]=c;a=1;return a|0}case 3:{Hrb(a,a+4|0,b+-4|0)|0;a=1;return a|0}case 4:{Irb(a,a+4|0,a+8|0,b+-4|0)|0;a=1;return a|0}case 5:{Jrb(a,a+4|0,a+8|0,a+12|0,b+-4|0)|0;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{e=a+8|0;Hrb(a,a+4|0,e)|0;c=a+12|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){i=f[c>>2]|0;j=f[e>>2]|0;h=+n[i+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;m=i;k=j;if(h<g){i=i+148|0;o=14}else if(!(h>g)){i=i+148|0;p=+n[i>>2];g=+n[j+148>>2];if((!(p>=.9999995231628418)?p:1.0)<(!(g>=.9999995231628418)?g:1.0))o=14}if((o|0)==14){o=0;f[c>>2]=k;b:do if((e|0)!=(a|0)){j=e;while(1){l=e;e=j+-4|0;j=f[e>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;k=j;if(!(h<g)){if(h>g){e=l;break b}g=+n[i>>2];p=+n[j+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(p>=.9999995231628418)?p:1.0))){e=l;break b}}f[l>>2]=k;if((e|0)==(a|0))break;else j=e}}while(0);f[e>>2]=m;d=d+1|0;if((d|0)==8){d=0;c=(c+4|0)==(b|0);break a}}e=c+4|0;if((e|0)==(b|0)){d=1;c=0;break}else{m=c;c=e;e=m}}}while(0);a=c|d;return a|0}}return 0}function Lrb(a,c){a=a|0;c=c|0;f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(b[a+56>>0]|0)){krb(a);return}else{jrb(a,c);return}}function Mrb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0;F=u;u=u+48|0;B=F;C=F+40|0;E=a+56|0;b[E>>0]=0;d=f[c>>2]|0;r=f[c+4>>2]|0;if((d|0)==(r|0))c=a+476|0;else{x=a+8|0;y=a+12|0;z=a+28|0;A=B+8|0;s=B+16|0;t=B+24|0;c=a+476|0;v=a+480|0;w=a+472|0;do{q=f[d>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,q)|0){e=q+196|0;if(!(f[e>>2]&64)){g=f[(f[q+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(B,f[x>>2]|0,f[y>>2]|0,q,0);a:do if(!(f[e>>2]&2)){l=f[z>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))D=17;else{h=+p[B>>3];m=+p[A>>3];n=+p[s>>3];o=+p[t>>3];e=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))e=(e|0)>0?e:0;else{j=2;do{H=+p[i+24>>3]+(h*+p[i>>3]+(m*+p[i+8>>3]+n*+p[i+16>>3]));G=!(H*H>=o)?1:H<0.0?0:2;j=(G|0)<(j|0)?G:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break a;else e=(e|0)<(j|0)?j:e}g=g+12|0}while((g|0)!=(l|0));if((e|0)!=2)D=17}}else D=17;while(0);if((D|0)==17){D=0;h=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,B);if(h>=0.0){p[B>>3]=h;f[C>>2]=q;e=f[c>>2]|0;if(e>>>0<(f[v>>2]|0)>>>0){p[e>>3]=h;f[e+8>>2]=q;f[c>>2]=e+16}else lrb(w,B,C);break}}}}}while(0);d=d+4|0}while((d|0)!=(r|0))}Nrb(f[a+472>>2]|0,f[c>>2]|0);f[a+484>>2]=3;b[a+488>>0]=1;f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(b[E>>0]|0)){krb(a);u=F;return}else{jrb(a,0);u=F;return}}function Nrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Orb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Prb(a,h)|0;g=h+16|0;if(Prb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}Nrb(a,h);a=h+16|0}if((s|0)==82){s=0;Nrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Orb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Orb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Orb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Prb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Orb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Orb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Qrb(a){a=a|0;return f[a+12>>2]|0}function Rrb(a,b,c){a=a|0;b=b|0;c=c|0;p[b>>3]=+p[a+40>>3];f[c>>2]=f[a+48>>2];return f[a+32>>2]|0}function Srb(a){a=a|0;var c=0,d=0;b[a+488>>0]=0;d=a+484|0;switch(f[d>>2]|0){case 3:{a=0;c=4;break}case 0:{a=1;c=1;break}case 1:{a=1;c=2;break}case 2:{a=0;c=4;break}default:{d=0;return d|0}}f[d>>2]=c;d=a;return d|0}function Trb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0;l=u;u=u+48|0;i=l;if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){k=+Fib(f[a+60>>2]|0,c);u=l;return +k}e=f[f[a+56>>2]>>2]|0;g=+p[c>>3];h=+p[c+8>>3];j=+p[c+16>>3];k=+K(+(g*+p[e+328>>3]+h*+p[e+336>>3]+(j*+p[e+344>>3]+ +p[e+352>>3])));k=+p[e+360>>3]*k;e=c+32|0;d=+p[e>>3];if(d==-1.0){d=+L(+(+p[c+24>>3]));p[e>>3]=d}k=k+d;a=f[a+60>>2]|0;p[i>>3]=g;p[i+8>>3]=h;p[i+16>>3]=j;p[i+24>>3]=k*k;p[i+32>>3]=-1.0;k=+Fib(a,i);u=l;return +k}function Urb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;e=u;u=u+48|0;d=e;if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){g=+Gib(f[a+60>>2]|0,c);u=e;return +g}j=+p[c>>3];m=(+p[c+24>>3]-j)*.5;i=+p[c+8>>3];l=(+p[c+32>>3]-i)*.5;h=+p[c+16>>3];k=(+p[c+40>>3]-h)*.5;j=j+m;i=i+l;h=h+k;c=f[f[a+56>>2]>>2]|0;g=+K(+(j*+p[c+328>>3]+i*+p[c+336>>3]+(h*+p[c+344>>3]+ +p[c+352>>3])));g=+L(+(m*m+(l*l+k*k)))+ +p[c+360>>3]*g;c=f[a+60>>2]|0;p[d>>3]=j;p[d+8>>3]=i;p[d+16>>3]=h;p[d+24>>3]=g*g;p[d+32>>3]=-1.0;g=+Fib(c,d);u=e;return +g}function Vrb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;q=0;r=u;u=u+5808|0;g=f[(a+48|0)>>2]|0;do{c=1;if(c){c=0;if(!(b[a+109>>0]|0))q=5;else c=1}if(c)if(1){c=f[(a+120|0)>>2]|0;d=f[(a+124|0)>>2]|0;e=1;if(e){e=0;if((c|0)==(d|0)){if((f[(a+156|0)>>2]|0)==(f[a+160>>2]|0)){q=5;break}f[(r+248|0)>>2]=a;i=r+248|0;q=17}else e=1}f[r+320>>2]=a;f[r+1360>>2]=g;f[r+2808>>2]=c;f[r+3320>>2]=d;f[r+3408>>2]=i;f[r+5320>>2]=o;f[r+5336>>2]=s;f[r+5344>>2]=t;f[r+5424>>2]=q;f[r+5440>>2]=e;f[r+5576>>2]=0;f[r+5580>>2]=0;gsb(r);o=f[r+5320>>2]|0;s=f[r+5336>>2]|0;t=f[r+5344>>2]|0;q=f[r+5424>>2]|0}}while(0);if((q|0)==5)if(!(f[a+104>>2]|0))p[a+112>>3]=C;c=b[(a+110|0)>>0]|0;if(!(c<<24>>24)){if(b[a+111>>0]|0)q=94}else q=94;if((q|0)==94){if(b[a+12>>0]|0){g=f[(a+48|0)>>2]|0;d=f[a+120>>2]|0;i=f[a+124>>2]|0;if((d|0)!=(i|0)){do{ARa(r+144|0,g,d);c=f[(r+144|0)>>2]|0;e=f[((r+144|0)+4|0)>>2]|0;if(e|0)iOb(e);m=ZPb(f[(c+200|0)>>2]|0,h[(c+200|0)+4>>0]&255|0,28)|0;if((m&15|0)==(f[(a+104|0)>>2]|0))if((f[c+196>>2]&24576|0)!=24576)Lsb(a,2,c,0.0);d=d+192|0}while((d|0)!=(i|0));c=b[(a+110|0)>>0]|0}}if(c<<24>>24){m=f[(a+48|0)>>2]|0;c=f[(a+132|0)>>2]|0;d=f[(a+136|0)>>2]|0;if((c|0)!=(d|0)){osb(c,d);if(!(b[a+23>>0]|0)){c=f[(a+136|0)>>2]|0;d=c}else{g=f[(a+48|0)>>2]|0;i=b[a+32>>0]|0;c=f[(a+132|0)>>2]|0;j=f[(a+136|0)>>2]|0;a:do if((c|0)==(j|0)){k=c;q=112}else{do{if(!(FSa(g,c,i)|0)){k=c;q=112;break a}c=c+208|0}while((c|0)!=(j|0));l=j}while(0);b:do if((q|0)==112){d=k;if((k|0)==(j|0))l=d;else{c=d;e=d;while(1){do{d=c+208|0;c=d;if((d|0)==(j|0)){l=e;break b}}while(!(FSa(g,d,i)|0));l=e;psb(l,d)|0;e=l+208|0}}}while(0);d=l;e=f[(a+136|0)>>2]|0;c=f[(a+132|0)>>2]|0;c=c+(((l-c|0)/208|0)*208|0)|0;if((e|0)==(d|0))c=e;else{d=c+(((e-l|0)/208|0)*208|0)|0;if((d|0)==(e|0)){g=c;c=e;d=e}else{do{psb(c,d)|0;d=d+208|0;c=c+208|0}while((d|0)!=(e|0));d=f[(a+136|0)>>2]|0;g=c;c=d}if((d|0)!=(g|0)){while(1){c=d+-208|0;f[(a+136|0)>>2]=c;e=f[d+-120>>2]|0;if(e){c=d+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[(a+136|0)>>2]|0}if((c|0)==(g|0))break;else d=c}d=g;c=g}}}k=f[(a+132|0)>>2]|0;l=c-k|0;f[r+320>>2]=a;f[r+3432>>2]=d;f[r+4752>>2]=m;f[r+4936>>2]=k;f[r+4944>>2]=l;f[r+4952>>2]=c;f[r+5424>>2]=q;f[r+5552>>2]=0;f[r+5556>>2]=0;dsb(r);q=f[r+5424>>2]|0}}}f[r+320>>2]=a;f[r+5320>>2]=o;f[r+5336>>2]=s;f[r+5344>>2]=t;f[r+5424>>2]=q;f[r+5568>>2]=0;f[r+5572>>2]=0;fsb(r);G=f[r+5568>>2]|0;D=f[r+5572>>2]|0;H=+n[r+5572>>2];f[r+5568>>2]=0;f[r+5572>>2]=0;if((G|0)==5)return}function Wrb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0,r=0.0;i=u;u=u+32|0;e=i;g=i+8|0;l=f[c+4>>2]|0;q=d+64|0;r=+p[q>>3];j=d+72|0;o=+p[j>>3];k=d+80|0;n=+p[k>>3];m=+L(+(r*r+(o*o+n*n)));p[q>>3]=r/m;p[j>>3]=o/m;p[k>>3]=n/m;k=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;f[d+16>>2]=k;oh[f[(f[l>>2]|0)+12>>2]&1023](e,l);l=e;k=f[l+4>>2]|0;j=d+8|0;f[j>>2]=f[l>>2];f[j+4>>2]=k;j=c+200|0;j=ZPb(f[j>>2]|0,h[j+4>>0]&255|0,28)|0;f[d+32>>2]=j&15;if(!(b[(f[a>>2]|0)+25>>0]|0)){f[d+88>>2]=1065353216;f[d+92>>2]=1065353216;f[d+96>>2]=1065353216;f[d+100>>2]=0;f[d+104>>2]=0;f[d+108>>2]=0;u=i;return}else{f[e>>2]=f[d+24>>2];cEa(g,c,0,e,1);k=d+88|0;q=f[g>>2]|0;f[g>>2]=f[k>>2];f[k>>2]=q;k=g+4|0;q=f[k>>2]|0;l=d+92|0;f[k>>2]=f[l>>2];f[l>>2]=q;l=g+8|0;q=f[l>>2]|0;k=d+96|0;f[l>>2]=f[k>>2];f[k>>2]=q;k=d+100|0;q=g+12|0;l=f[q>>2]|0;f[q>>2]=f[k>>2];f[k>>2]=l;k=g+16|0;l=f[k>>2]|0;q=d+104|0;f[k>>2]=f[q>>2];f[q>>2]=l;f[d+108>>2]=f[g+20>>2];u=i;return}}function Xrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0;M=0;N=u;u=u+6864|0;a:while(1){R=b;m=b+-240|0;Q=b+-480|0;o=b+-24|0;p=b+-16|0;q=b+-200|0;r=b+-192|0;s=b+-184|0;c=b+-176|0;d=b+-168|0;e=b+-160|0;g=b+-152|0;h=b+-148|0;i=b+-144|0;j=b+-140|0;k=b+-136|0;l=b+-132|0;f[N+352>>2]=a;f[N+400>>2]=b;f[N+432>>2]=t;f[N+1720>>2]=c;f[N+1784>>2]=d;f[N+1808>>2]=e;f[N+1848>>2]=g;f[N+1880>>2]=h;f[N+1920>>2]=i;f[N+1936>>2]=j;f[N+1968>>2]=k;f[N+1992>>2]=l;f[N+2016>>2]=v;f[N+2040>>2]=R;f[N+2048>>2]=w;f[N+2064>>2]=x;f[N+2096>>2]=y;f[N+2160>>2]=z;f[N+2232>>2]=A;f[N+2296>>2]=B;f[N+2368>>2]=C;f[N+2432>>2]=E;f[N+2504>>2]=F;f[N+2568>>2]=I;f[N+2640>>2]=m;f[N+2648>>2]=J;f[N+2720>>2]=K;f[N+3080>>2]=Q;f[N+3584>>2]=o;f[N+4176>>2]=p;f[N+4832>>2]=q;f[N+5368>>2]=r;f[N+5936>>2]=s;f[N+6544>>2]=L;f[N+6560>>2]=O;f[N+6568>>2]=P;f[N+6576>>2]=M;f[N+6640>>2]=0;f[N+6644>>2]=0;ksb(N);a=f[N+352>>2]|0;b=f[N+400>>2]|0;t=f[N+432>>2]|0;v=f[N+2016>>2]|0;w=f[N+2048>>2]|0;x=f[N+2064>>2]|0;y=f[N+2096>>2]|0;z=f[N+2160>>2]|0;A=f[N+2232>>2]|0;B=f[N+2296>>2]|0;C=f[N+2368>>2]|0;E=f[N+2432>>2]|0;F=f[N+2504>>2]|0;I=f[N+2568>>2]|0;J=f[N+2648>>2]|0;K=f[N+2720>>2]|0;L=f[N+6544>>2]|0;O=f[N+6560>>2]|0;P=f[N+6568>>2]|0;M=f[N+6576>>2]|0;G=f[N+6640>>2]|0;D=f[N+6644>>2]|0;H=+n[N+6644>>2];f[N+6640>>2]=0;f[N+6644>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break a}if((G|0)==3)continue}R=1;f[N+400>>2]=b;f[N+432>>2]=t;f[N+1720>>2]=c;f[N+1784>>2]=d;f[N+1808>>2]=e;f[N+1848>>2]=g;f[N+1880>>2]=h;f[N+1920>>2]=i;f[N+1936>>2]=j;f[N+1968>>2]=k;f[N+1992>>2]=l;f[N+2016>>2]=v;f[N+2048>>2]=w;f[N+2064>>2]=x;f[N+2096>>2]=y;f[N+2160>>2]=z;f[N+2232>>2]=A;f[N+2296>>2]=B;f[N+2368>>2]=C;f[N+2432>>2]=E;f[N+2504>>2]=F;f[N+2568>>2]=I;f[N+2640>>2]=m;f[N+2648>>2]=J;f[N+2720>>2]=K;f[N+3584>>2]=o;f[N+4176>>2]=p;f[N+4832>>2]=q;f[N+5368>>2]=r;f[N+5936>>2]=s;f[N+6544>>2]=L;f[N+6560>>2]=O;f[N+6568>>2]=P;f[N+6576>>2]=M;f[N+6584>>2]=R;f[N+6648>>2]=0;f[N+6652>>2]=0;lsb(N);G=f[N+6648>>2]|0;D=f[N+6652>>2]|0;H=+n[N+6652>>2];f[N+6648>>2]=0;f[N+6652>>2]=0;if((G|0)==5)return}function Yrb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0;j=f[a>>2]|0;e=f[c>>2]|0;j=j+(((e-j|0)/240|0)*240|0)|0;c=f[d>>2]|0;if((c|0)==(e|0))return j|0;c=j+(((c-e|0)/240|0)*240|0)|0;i=a+4|0;h=f[i>>2]|0;if((c|0)==(h|0))d=j;else{d=j;do{e=d;a=c;g=e+36|0;do{f[e>>2]=f[a>>2];e=e+4|0;a=a+4|0}while((e|0)<(g|0));a=c+40|0;k=+p[a>>3];g=d+40|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+48|0;k=+p[g>>3];a=d+48|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+56|0;k=+p[a>>3];g=d+56|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+64|0;k=+p[g>>3];a=d+64|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+72|0;k=+p[a>>3];g=d+72|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+80|0;k=+p[g>>3];a=d+80|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=d+88|0;g=c+88|0;e=f[g>>2]|0;f[g>>2]=f[a>>2];f[a>>2]=e;a=c+92|0;e=f[a>>2]|0;g=d+92|0;f[a>>2]=f[g>>2];f[g>>2]=e;g=c+96|0;e=f[g>>2]|0;a=d+96|0;f[g>>2]=f[a>>2];f[a>>2]=e;a=d+100|0;e=c+100|0;g=f[e>>2]|0;f[e>>2]=f[a>>2];f[a>>2]=g;a=c+104|0;g=f[a>>2]|0;e=d+104|0;f[a>>2]=f[e>>2];f[e>>2]=g;e=c+108|0;g=f[e>>2]|0;a=d+108|0;f[e>>2]=f[a>>2];f[a>>2]=g;a=c+112|0;k=+p[a>>3];g=d+112|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+120|0;k=+p[g>>3];a=d+120|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+128|0;k=+p[a>>3];g=d+128|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+136|0;k=+p[g>>3];a=d+136|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+144|0;k=+p[a>>3];g=d+144|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+152|0;k=+p[g>>3];a=d+152|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+160|0;k=+p[a>>3];g=d+160|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+168|0;k=+p[g>>3];a=d+168|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+176|0;k=+p[a>>3];g=d+176|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=d+184|0;a=c+184|0;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];g=c+200|0;k=+p[g>>3];a=d+200|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+208|0;k=+p[a>>3];g=d+208|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=d+216|0;a=c+216|0;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;c=c+240|0;d=d+240|0}while((c|0)!=(h|0));c=f[i>>2]|0}if((c|0)==(d|0))return j|0;f[i>>2]=c+(~(((c+-240-d|0)>>>0)/240|0)*240|0);return j|0}function Zrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;i=j;g=f[a+8>>2]|0;d=a+4|0;c=f[d>>2]|0;if(((g-c|0)/240|0)>>>0>=b>>>0){do{dQb(c|0,0,240)|0;c=(f[d>>2]|0)+240|0;f[d>>2]=c;b=b+-1|0}while((b|0)!=0);u=j;return}d=f[a>>2]|0;e=(c-d|0)/240|0;c=e+b|0;if(c>>>0>17895697)AMb(a);d=(g-d|0)/240|0;g=d<<1;c=d>>>0<8947848?(g>>>0<c>>>0?c:g):17895697;f[i+12>>2]=0;f[i+16>>2]=a+8;do if(!c)h=0;else if(c>>>0>17895697)vd();else{h=pOb(c*240|0)|0;break}while(0);f[i>>2]=h;e=h+(e*240|0)|0;d=i+8|0;g=i+4|0;f[g>>2]=e;f[i+12>>2]=h+(c*240|0);dQb(e|0,0,b*240|0)|0;f[d>>2]=e+(b*240|0);B0(a,i);c=f[g>>2]|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);c=f[i>>2]|0;if(c|0)sOb(c);u=j;return}function _rb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=f[b+16>>2];vsb(a,f[b+4>>2]|0);b=f[b+8>>2]|0;if(!b)return;p=a+4|0;q=a+12|0;s=a+16|0;t=a+8|0;r=b;c=f[p>>2]|0;while(1){k=f[b+8>>2]|0;m=X(k,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;l=(c|0)==0;j=k;a:do if(l){b=0;o=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)b=m&i;else if(m>>>0<c>>>0)b=m;else b=(m>>>0)%(c>>>0)|0;d=f[(f[a>>2]|0)+(b<<2)>>2]|0;if(!d)o=19;else{if(h)while(1){d=f[d>>2]|0;if(!d){o=19;break a}h=f[d+4>>2]|0;if(!((h|0)==(m|0)|(h&i|0)==(b|0))){o=19;break a}if((f[d+8>>2]|0)==(j|0))break a}do{d=f[d>>2]|0;if(!d){o=19;break a}h=f[d+4>>2]|0;if((h|0)!=(m|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(b|0)){o=19;break a}}}while((f[d+8>>2]|0)!=(j|0))}}while(0);if((o|0)==19){o=0;h=pOb(12)|0;f[h+8>>2]=k;f[h+4>>2]=m;f[h>>2]=0;e=+(((f[q>>2]|0)+1|0)>>>0);g=+n[s>>2];do if(l|g*+(c>>>0)<e){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;d=~~+W(+(e/g))>>>0;vsb(a,b>>>0<d>>>0?d:b);b=f[p>>2]|0;d=b+-1|0;if(!(d&b)){c=b;b=d&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}while(0);d=(f[a>>2]|0)+(b<<2)|0;b=f[d>>2]|0;if(!b){f[h>>2]=f[t>>2];f[t>>2]=h;f[d>>2]=t;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;d=c+-1|0;if(!(d&c))b=b&d;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=32}}else{f[h>>2]=f[b>>2];o=32}if((o|0)==32){o=0;f[b>>2]=h}f[q>>2]=(f[q>>2]|0)+1}b=f[r>>2]|0;if(!b)break;else r=b}return}function $rb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;o=f[a+464>>2]|0;d=f[a+488>>2]|0;u=f[a+544>>2]|0;j=f[a+576>>2]|0;h=f[a+584>>2]|0;g=f[a+672>>2]|0;i=f[a+680>>2]|0;s=f[a+896>>2]|0;p=f[a+1456>>2]|0;q=f[a+1496>>2]|0;v=f[a+1536>>2]|0;t=f[a+1576>>2]|0;a:{b:do{e=1;if(e){e=0;if((g|0)==(i|0)){c=u;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)==(c|0))break;else c=c+8|0;do{k=f[c>>2]|0;c=k+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(k|0))}else{while(1){c=f[b>>2]|0;if(!c)break;else b=c}break}}else e=1}if(e)if(1){k=d;while(1){e=k;if((e|0)!=(j|0))break;c=k;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)!=(c|0)){c=c+8|0;do{d=f[c>>2]|0;c=d+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(d|0))}}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((b|0)==(i|0)){t=118;break}else{k=b;g=b}}if((t|0)==118){t=0;c=u;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)==(c|0))break;else c=c+8|0;while(1){s=f[c>>2]|0;c=s+8|0;b=f[c>>2]|0;if((f[b>>2]|0)==(s|0))break b}}else{while(1){c=f[b>>2]|0;if(!c)break;else b=c}break}}f[(a+28|0)>>2]=0;f[s>>2]=0;f[((a+28|0)+8|0)>>2]=0;c=h-(f[(j+24|0)>>2]|0)|0;if(!(c>>3))b=0;else{if(c>>3>>>0>536870911){t=55;f[a+1600>>2]=2;f[a+1604>>2]=4;break a}b=pOb(c)|0;f[s>>2]=b;f[(a+28|0)>>2]=b;f[((a+28|0)+8|0)>>2]=b+(c>>3<<3);d=f[(j+24|0)>>2]|0;c=(f[(j+28|0)>>2]|0)-d|0;if((c|0)>0){bQb(b|0,d|0,c|0)|0;f[s>>2]=b+(c>>>3<<3)|0;b=b+(c>>>3<<3)|0}}f[(a+40|0)>>2]=b;f[(a+24|0)>>2]=(f[e+24>>2]|0)+8;f[(a+20|0)>>2]=f[e+28>>2];f[(a+56|0)>>2]=f[(a+40|0)>>2];f[(a+60|0)>>2]=f[(a+24|0)>>2];f[a>>2]=f[(a+20|0)>>2];Dqb(a+28|0,a+56|0,a+60|0,a)|0;b=f[g+4>>2]|0;if(!b){c=g+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(k|0))do{j=f[c>>2]|0;c=j+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(j|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[(a+44|0)>>2]|0)==(g|0))f[o>>2]=b;f[q>>2]=(f[q>>2]|0)+-1;n_a(f[p>>2]|0,k);d=f[g+24>>2]|0;if(d|0){b=g+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d)}sOb(k);d=u;b=f[d+4>>2]|0;if(!b){b=f[(d+8|0)>>2]|0;if((f[b>>2]|0)!=(u|0)){c=d+8|0;do{k=f[c>>2]|0;c=k+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(k|0))}}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[(a+44|0)>>2]|0)==(d|0))f[o>>2]=b;f[q>>2]=(f[q>>2]|0)+-1;n_a(f[p>>2]|0,u);b=f[d+24>>2]|0;if(b|0){c=f[(d+28|0)>>2]|0;if((c|0)!=(b|0))f[(d+28|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}sOb(u);b=f[(a+28|0)>>2]|0;h=f[b>>2]|0;i=f[b+4>>2]|0;f[a>>2]=h;f[a+4>>2]=i;f[(a+8|0)>>2]=0;f[(a+12|0)>>2]=0;f[(a+16|0)>>2]=0;c=(f[s>>2]|0)-b|0;if(!(c>>3)){e=0;g=0;c=0}else{if(c>>3>>>0>536870911){t=82;f[a+1600>>2]=2;f[a+1604>>2]=4;break a}d=pOb(c)|0;f[(a+12|0)>>2]=d;f[(a+8|0)>>2]=d;f[(a+16|0)>>2]=d+(c>>3<<3)|0;if((c|0)>0){bQb(d|0,b|0,c|0)|0;f[(a+12|0)>>2]=d+(c>>>3<<3)|0;e=d;g=d+(c>>>3<<3)|0;c=d+(c>>3<<3)|0}else{e=d;g=d;c=d+(c>>3<<3)|0}}b=pOb(36)|0;f[(b+16|0)>>2]=h;f[(b+16|0)+4>>2]=i;f[b+24>>2]=e;f[b+28>>2]=g;f[b+32>>2]=c;f[(a+16|0)>>2]=0;f[(a+12|0)>>2]=0;f[(a+8|0)>>2]=0;c=f[v>>2]|0;do if(!c){l=v;n=v}else{while(1){t=f[c+16>>2]|0;if((t|0)==(h|0)?(f[c+20>>2]|0)>(i|0):(t|0)>(h|0)){d=f[c>>2]|0;if(!d){t=88;break}else c=d}else{m=c+4|0;d=f[m>>2]|0;if(!d){t=91;break}else c=d}}if((t|0)==88){t=0;l=c;n=c;break}else if((t|0)==91){t=0;l=c;n=m;break}}while(0);f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=l;f[n>>2]=b;c=f[f[(a+44|0)>>2]>>2]|0;if(c){f[o>>2]=c;b=f[n>>2]|0}r_a(f[p>>2]|0,b);f[q>>2]=(f[q>>2]|0)+1;b=f[(a+8|0)>>2]|0;if(b|0){c=f[(a+12|0)>>2]|0;if((c|0)!=(b|0))f[(a+12|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}h=f[(a+28|0)>>2]|0;e=f[h>>2]|0;g=f[h+4>>2]|0;c=f[v>>2]|0;do if(!c)t=105;else{b=v;c:while(1){d=c;while(1){q=f[d+16>>2]|0;if(!((q|0)==(e|0)?(f[d+20>>2]|0)<(g|0):(q|0)<(e|0)))break;c=f[d+4>>2]|0;if(!c)break c;else d=c}c=f[d>>2]|0;if(!c){b=d;break}else b=d}if((b|0)==(v|0)){t=105;break}q=f[b+16>>2]|0;if((q|0)==(e|0)?(f[b+20>>2]|0)>(g|0):(q|0)>(e|0))t=105;else r=b}while(0);if((t|0)==105){t=0;r=v}if(h|0){b=f[s>>2]|0;if((b|0)!=(h|0))f[s>>2]=b+(~((b+-8-h|0)>>>3)<<3);sOb(h)}b=r}}while(0);if((v|0)==(b|0)){t=123;f[a+1600>>2]=1;break a}else u=b}f[a+544>>2]=u;f[a+1576>>2]=t}function asb(a){a=a|0;var c=0,d=0,e=0.0,g=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0;y=f[a+112>>2]|0;x=f[a+672>>2]|0;z=f[a+1680>>2]|0;a:{if((z|0)==89){c=(cSa(f[(y+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;if(c|0)do{r=f[c+8>>2]|0;do if((f[(r+200|0)>>2]&-268435456|0)==0&0==0&(0!=0|(h[(r+200|0)+4>>0]&3|0)!=0))if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,r,0);b:do if(!(f[(r+196|0)>>2]&2)){l=f[(y+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))z=106;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{A=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));w=!(A*A>=q)?1:A<0.0?0:2;j=(w|0)<(j|0)?w:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break b;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)z=106}}else z=106;while(0);if((z|0)==106){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(e>=0.0){if(x)if(f[(r+196|0)>>2]&134217728|0){w=f[r+104>>2]|0;if(+n[x>>2]*+n[w+312>>2]+(+n[(x+4|0)>>2]*+n[w+316>>2]+ +n[(x+8|0)>>2]*+n[w+320>>2])<+n[w+324>>2])break}prb(y+64|0,+p[(y+464|0)>>3]-e,r);break}}}}while(0);c=f[c>>2]|0}while((c|0)!=0);b[(y+488|0)>>0]=1;z=113}do if((z|0)==113){c:do if(!(Yqb(y+64|0)|0)){d:while(1){$qb(a,y+64|0);switch(b[(a+12|0)>>0]|0){case 0:break d;case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(y,c);c=c+72|0}while((c|0)!=(d|0));w=f[(y+12|0)>>2]|0?y+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;e:do if((f[(s+200|0)>>2]&-268435456|0)==0?(h[(s+200|0)+4>>0]&3|0)==1:0)if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,s,0);f:do if(!(f[(s+196|0)>>2]&2)){r=f[(y+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){z=136;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{A=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break f;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)z=136}else z=136;while(0);do if((z|0)==136){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break e}while(0);prb(y+64|0,+p[(y+464|0)>>3]-e,s);break e}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(y+64|0)|0)break c}f[y+32>>2]=f[a+8>>2];A=+brb(y+64|0,a);p[y+40>>3]=A;f[y+48>>2]=f[(y+484|0)>>2]}while(0);if(!(f[y+32>>2]|0)){b[(y+488|0)>>0]=0;f[(y+484|0)>>2]=2;z=148;break}else{u=a;f[a+1704>>2]=5;break a}}while(0);if((z|0)==148){s=fSa(f[(y+8|0)>>2]|0)|0;c=f[s>>2]|0;s=f[s+4>>2]|0;if((c|0)!=(s|0))do{r=f[c>>2]|0;do if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,r,0);g:do if(!(f[(r+196|0)>>2]&2)){l=f[(y+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))z=164;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{A=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;j=(B|0)<(j|0)?B:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break g;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)z=164}}else z=164;while(0);if((z|0)==164){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(e>=0.0){if(x)if(f[(r+196|0)>>2]&134217728|0){B=f[r+104>>2]|0;if(+n[x>>2]*+n[B+312>>2]+(+n[(x+4|0)>>2]*+n[B+316>>2]+ +n[(x+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break}prb(y+64|0,+p[(y+464|0)>>3]-e,r);break}}}}while(0);c=c+4|0}while((c|0)!=(s|0));b[(y+488|0)>>0]=1}h:do if(!(Yqb(y+64|0)|0)){i:while(1){$qb(a,y+64|0);switch(b[(a+12|0)>>0]|0){case 0:break i;case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(y,c);c=c+72|0}while((c|0)!=(d|0));w=f[(y+12|0)>>2]|0?y+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;j:do if(0==0?(h[s+200+4>>0]&3|0)==1:0)if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,s,0);k:do if(!(f[(s+196|0)>>2]&2)){r=f[(y+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){z=194;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{A=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break k;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)z=194}else z=194;while(0);do if((z|0)==194){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break j}while(0);prb(y+64|0,+p[(y+464|0)>>3]-e,s);break j}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(y+64|0)|0)break h}f[y+32>>2]=f[a+8>>2];A=+brb(y+64|0,a);p[y+40>>3]=A;f[y+48>>2]=f[(y+484|0)>>2]}while(0);if(f[y+32>>2]|0){u=a;f[a+1704>>2]=5;break a}b[(y+488|0)>>0]=0;f[(y+484|0)>>2]=4;u=a;f[a+1704>>2]=5;break a}f[a+1680>>2]=z}function bsb(a){a=a|0;var c=0,d=0,e=0.0,g=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0;A=f[a+112>>2]|0;z=f[a+1744>>2]|0;B=f[a+1768>>2]|0;a:{if((B|0)==78){c=(cSa(f[(A+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;if(c|0)do{r=f[c+8>>2]|0;d=f[(r+200|0)>>2]|0;y=h[(r+200|0)+4>>0]|0;do if(!(0==0&(y&3|0)==0)){if(f[(r+196|0)>>2]&1){y=(f[(a+56|0)>>2]|0)+8|0;x=(AQa(f[y>>2]|0)|0)+112|0;e=+p[x>>3];y=(AQa(f[y>>2]|0)|0)+120|0;o=+p[y>>3];m=+n[r+144>>2];q=+n[r+148>>2];q=(!(e<=4.827976454180316e-07)?e:0.0)-(!(m<=4.827976454180316e-07)?m:0.0)+((!(o>=.9999995231628418)?o:1.0)-(!(q>=.9999995231628418)?q:1.0));if(!(!(q+-9.999999747378752e-06>0.0)&!(q+9.999999747378752e-06<0.0)))break;d=f[(r+200|0)>>2]|0}if((d&-268435456|0)==0&0==0)if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,r,0);b:do if(!(f[(r+196|0)>>2]&2)){l=f[(A+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))B=99;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{C=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));y=!(C*C>=q)?1:C<0.0?0:2;j=(y|0)<(j|0)?y:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break b;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)B=99}}else B=99;while(0);if((B|0)==99){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(e>=0.0){if(z)if(f[(r+196|0)>>2]&134217728|0){y=f[r+104>>2]|0;if(+n[z>>2]*+n[y+312>>2]+(+n[(z+4|0)>>2]*+n[y+316>>2]+ +n[(z+8|0)>>2]*+n[y+320>>2])<+n[y+324>>2])break}prb(A+64|0,+p[(A+464|0)>>3]-e,r);break}}}}}while(0);c=f[c>>2]|0}while((c|0)!=0);b[(A+488|0)>>0]=1;B=106}do if((B|0)==106){c:do if(!(Yqb(A+64|0)|0)){d:while(1){$qb(a,A+64|0);x=1;y=b[(a+12|0)>>0]|0;if(x)switch(y|0){case 0:break d;default:x=1}if(x){x=0;switch(y|0){case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(A,c);c=c+72|0}while((c|0)!=(d|0));w=f[(A+12|0)>>2]|0?A+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;g=f[(s+200|0)>>2]|0;r=h[(s+200|0)+4>>0]|0;e:do if(0==0&(r&3|0)==1){if(f[(s+196|0)>>2]&1){r=(f[(a+56|0)>>2]|0)+8|0;l=(AQa(f[r>>2]|0)|0)+112|0;m=+p[l>>3];r=(AQa(f[r>>2]|0)|0)+120|0;q=+p[r>>3];o=+n[s+144>>2];C=+n[s+148>>2];C=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(C>=.9999995231628418)?C:1.0));if(!(!(C+-9.999999747378752e-06>0.0)&!(C+9.999999747378752e-06<0.0)))break;g=f[(s+200|0)>>2]|0}if((g&-268435456|0)==0&0==0)if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0)){if(!(zLa(g+68|0)|0))break;Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,s,0);f:do if(!(f[(s+196|0)>>2]&2)){r=f[(A+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){B=133;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{C=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));D=!(C*C>=q)?1:C<0.0?0:2;k=(D|0)<(k|0)?D:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break f;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)B=133}else B=133;while(0);do if((B|0)==133){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;D=f[s+104>>2]|0;if(+n[w>>2]*+n[D+312>>2]+(+n[(w+4|0)>>2]*+n[D+316>>2]+ +n[(w+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break e}while(0);prb(A+64|0,+p[(A+464|0)>>3]-e,s);break e}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(A+64|0)|0)break c}f[A+32>>2]=f[a+8>>2];C=+brb(A+64|0,a);p[A+40>>3]=C;f[A+48>>2]=f[(A+484|0)>>2]}while(0);if(!(f[A+32>>2]|0)){b[(A+488|0)>>0]=0;f[(A+484|0)>>2]=2;B=145;break}else{u=a;f[a+1840>>2]=5;break a}}while(0);if((B|0)==145){g=fSa(f[A+8>>2]|0)|0;c=f[g>>2]|0;g=f[g+4>>2]|0;g:do if((c|0)!=(g|0)){if(!z)while(1){d=f[c>>2]|0;e=+Crb(A,d,f[(a+56|0)>>2]|0);if(e>=0.0)prb(A+64|0,+p[(A+464|0)>>3]-e,d);c=c+4|0;if((c|0)==(g|0))break g}do{d=f[c>>2]|0;e=+Crb(A,d,f[(a+56|0)>>2]|0);do if(e>=0.0){if(f[d+196>>2]&134217728|0){D=f[d+104>>2]|0;if(+n[z>>2]*+n[D+312>>2]+(+n[(z+4|0)>>2]*+n[D+316>>2]+ +n[(z+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break}prb(A+64|0,+p[(A+464|0)>>3]-e,d)}while(0);c=c+4|0}while((c|0)!=(g|0))}while(0);b[(A+488|0)>>0]=1}h:do if(!(Yqb(A+64|0)|0)){i:while(1){$qb(a,A+64|0);x=1;y=b[(a+12|0)>>0]|0;if(x)switch(y|0){case 0:break i;default:x=1}if(x){x=0;switch(y|0){case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(A,c);c=c+72|0}while((c|0)!=(d|0));w=f[(A+12|0)>>2]|0?A+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;j:do if(0==0?(h[s+200+4>>0]&3|0)==1:0){if(f[(s+196|0)>>2]&1|0){D=(f[(a+56|0)>>2]|0)+8|0;z=(AQa(f[D>>2]|0)|0)+112|0;m=+p[z>>3];D=(AQa(f[D>>2]|0)|0)+120|0;q=+p[D>>3];o=+n[s+144>>2];C=+n[s+148>>2];C=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(C>=.9999995231628418)?C:1.0));if(!(!(C+-9.999999747378752e-06>0.0)&!(C+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,s,0);k:do if(!(f[(s+196|0)>>2]&2)){r=f[(A+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){B=181;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{C=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));D=!(C*C>=q)?1:C<0.0?0:2;k=(D|0)<(k|0)?D:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break k;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)B=181}else B=181;while(0);do if((B|0)==181){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;D=f[s+104>>2]|0;if(+n[w>>2]*+n[D+312>>2]+(+n[(w+4|0)>>2]*+n[D+316>>2]+ +n[(w+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break j}while(0);prb(A+64|0,+p[(A+464|0)>>3]-e,s);break j}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(A+64|0)|0)break h}f[A+32>>2]=f[a+8>>2];C=+brb(A+64|0,a);p[A+40>>3]=C;f[A+48>>2]=f[(A+484|0)>>2]}while(0);if(f[A+32>>2]|0){u=a;f[a+1840>>2]=5;break a}b[(A+488|0)>>0]=0;f[(A+484|0)>>2]=4;u=a;f[a+1840>>2]=5;break a}f[a+1768>>2]=B}function csb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0;x=f[a+320>>2]|0;v=f[a+2024>>2]|0;d=f[a+2344>>2]|0;s=f[a+2352>>2]|0;j=f[a+2360>>2]|0;q=f[a+3456>>2]|0;y=f[a+5320>>2]|0;A=f[a+5336>>2]|0;B=f[a+5344>>2]|0;z=f[a+5424>>2]|0;a:do{l=1;if(l){l=0;if(!(b[x+8>>0]|0))if(((s|0)/120|0)>>>0>1&(b[x+20>>0]|0)!=0){i=1;k=+p[d+96>>3];while(1){C=k;k=+p[d+(i*120|0)+96>>3];if(!(!(C<k)|!(k>=1.0)))break;i=i+1|0;if(i>>>0>=((s|0)/120|0)>>>0){i=q;break a}}if(i>>>0>((s|0)/120|0)>>>0){tsb(x+144|0,i-((s|0)/120|0)|0);i=f[(x+148|0)>>2]|0;break}if(i>>>0<((s|0)/120|0)>>>0){i=d+(i*120|0)|0;if((i|0)==(j|0))i=q;else{f[(x+148|0)>>2]=j+(~(((j+-120-i|0)>>>0)/120|0)*120|0)|0;i=j+(~(((j+-120-i|0)>>>0)/120|0)*120|0)|0}}else i=q}else i=q;else l=1}if(l)if(1){do{i=1;if(i){i=0;if(!s){m=d;o=q}else i=1}if(i)if(1){i=0;while(1){if(i|0?+p[d+(i*120|0)+96>>3]<1.0:0)r=d;else{if(!(Usb(x,d+(i*120|0)|0)|0))break;r=f[(x+144|0)>>2]|0}b[d+(i*120|0)+112>>0]=1;d=i+1|0;if(d>>>0<((s|0)/120|0)>>>0){i=d;d=r}else{z=280;break}}if((z|0)==280){m=r;o=f[(x+148|0)>>2]|0;break}d=i+1|0;b:do if(d>>>0<((s|0)/120|0)>>>0){j=d;while(1){d=f[(x+144|0)>>2]|0;C=+p[d+(j*120|0)+96>>3];if(!((C>=1.0?!(+p[d+(i*120|0)+96>>3]<C):1)|(b[(x+20|0)>>0]|0)==0))break;r=(Usb(x,d+(j*120|0)|0)|0)&1;b[d+(j*120|0)+112>>0]=r;d=j+1|0;if(d>>>0<((s|0)/120|0)>>>0){i=j;j=d}else break b}i=f[(x+148|0)>>2]|0;if(j>>>0>((i-d|0)/120|0)>>>0){tsb(x+144|0,j-((i-d|0)/120|0)|0);break}if(j>>>0<((i-d|0)/120|0)>>>0){d=d+(j*120|0)|0;if((d|0)!=(i|0))f[(x+148|0)>>2]=i+(~(((i+-120-d|0)>>>0)/120|0)*120|0)}}while(0);i=f[(x+144|0)>>2]|0;j=f[(x+148|0)>>2]|0;c:do if((i|0)==(j|0)){u=i;z=294}else{d=i;do{if(b[d+112>>0]|0){u=d;z=294;break c}d=d+120|0}while((d|0)!=(j|0));g=j;t=i;c=j}while(0);if((z|0)==294){d=u;if((u|0)==(j|0)){g=d;t=i;c=j}else{c=d;g=d;d:while(1){do{d=c;c=d+120|0;if((d+120|0|0)==(j|0))break d}while((b[d+232>>0]|0)!=0);i=g;y=g;A=d+120|0;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));C=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(i+40|0)>>3];p[(i+40|0)>>3]=C;C=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(i+48|0)>>3];p[(i+48|0)>>3]=C;C=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(i+56|0)>>3];p[(i+56|0)>>3]=C;f[(i+64|0)>>2]=f[(d+184|0)>>2];f[(i+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(i+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(i+64|0)+12>>2]=f[(d+184|0)+12>>2];C=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(i+80|0)>>3];p[(i+80|0)>>3]=C;C=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(i+88|0)>>3];p[(i+88|0)>>3]=C;f[(i+96|0)>>2]=f[(d+216|0)>>2];f[(i+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(i+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(i+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(i+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;g=i+120|0}t=f[(x+144|0)>>2]|0;c=f[(x+148|0)>>2]|0}}d=t+(((g-t|0)/120|0)*120|0)|0;if((c|0)==(g|0)){i=c;break a}g=d+(((c-g|0)/120|0)*120|0)|0;if((g|0)!=(c|0)){do{y=d;A=g;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));t=g+40|0;C=+p[t>>3];u=d+40|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=g+48|0;C=+p[u>>3];t=d+48|0;p[u>>3]=+p[t>>3];p[t>>3]=C;t=g+56|0;C=+p[t>>3];u=d+56|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=d+64|0;t=g+64|0;f[u>>2]=f[t>>2];f[u+4>>2]=f[t+4>>2];f[u+8>>2]=f[t+8>>2];f[u+12>>2]=f[t+12>>2];u=g+80|0;C=+p[u>>3];t=d+80|0;p[u>>3]=+p[t>>3];p[t>>3]=C;t=g+88|0;C=+p[t>>3];u=d+88|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=d+96|0;t=g+96|0;f[u>>2]=f[t>>2];f[u+4>>2]=f[t+4>>2];f[u+8>>2]=f[t+8>>2];f[u+12>>2]=f[t+12>>2];b[u+16>>0]=b[t+16>>0]|0;g=g+120|0;d=d+120|0}while((g|0)!=(c|0));c=f[(x+148|0)>>2]|0}if((c|0)==(d|0)){i=c;break a}i=c+(~(((c+-120-d|0)>>>0)/120|0)*120|0)|0;f[(x+148|0)>>2]=i;break a}}while(0);if((o|0)==(m|0))i=o;else{i=o+(~(((o+-120-m|0)>>>0)/120|0)*120|0)|0;f[(x+148|0)>>2]=i}}}while(0);c=f[(x+144|0)>>2]|0;if((c|0)!=(i|0))do{ARa(a+296|0,v,c);d=f[(a+296|0)>>2]|0;g=f[((a+296|0)+4|0)>>2]|0;if(g|0)iOb(g);t=f[d+4>>2]|0;u=Pg[f[(f[t>>2]|0)+16>>2]&1023](t)|0;f[c+16>>2]=u;oh[f[(f[t>>2]|0)+12>>2]&1023](a+144|0,t);t=f[(a+144|0)+4>>2]|0;u=c+8|0;f[u>>2]=f[(a+144|0)>>2];f[u+4>>2]=t;u=ZPb(f[(d+200|0)>>2]|0,h[(d+200|0)+4>>0]&255|0,28)|0;f[c+32>>2]=u&15;p[c+64>>3]=+p[c+96>>3];p[c+72>>3]=+p[c+104>>3];c=c+120|0}while((c|0)!=(i|0));if(b[x+22>>0]|0){f[(a+272|0)>>2]=0;f[(a+272|0)+4>>2]=0;f[(a+272|0)+8>>2]=0;f[(a+272|0)+12>>2]=0;n[(a+272|0)+16>>2]=1.0;_rb(a+120|0,a+272|0);c=f[(x+144|0)>>2]|0;i=f[(x+148|0)>>2]|0;f[(a+144|0)>>2]=v;f[(a+144|0)+4>>2]=a+120|0;e:do if((c|0)==(i|0)){w=c;z=316}else{do{if(usb(a+144|0,c)|0){w=c;z=316;break e}c=c+120|0}while((c|0)!=(i|0));e=i}while(0);f:do if((z|0)==316){c=w;if((w|0)==(i|0))e=c;else{d=c;e=c;while(1){c=d;do{d=c;c=d+120|0;if((d+120|0|0)==(i|0))break f}while(usb(a+144|0,d+120|0)|0);g=e;y=e;A=d+120|0;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));C=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=C;C=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=C;C=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=C;f[(g+64|0)>>2]=f[(d+184|0)>>2];f[(g+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(g+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(g+64|0)+12>>2]=f[(d+184|0)+12>>2];C=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=C;C=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(g+88|0)>>3];p[(g+88|0)>>3]=C;f[(g+96|0)>>2]=f[(d+216|0)>>2];f[(g+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(g+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(g+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(g+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;d=c;e=g+120|0}}}while(0);c=f[(x+148|0)>>2]|0;d=f[(x+144|0)>>2]|0;d=d+(((e-d|0)/120|0)*120|0)|0;if((c|0)!=(e|0)){e=d+(((c-e|0)/120|0)*120|0)|0;if((e|0)!=(c|0)){do{y=d;A=e;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));v=e+40|0;C=+p[v>>3];w=d+40|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=e+48|0;C=+p[w>>3];v=d+48|0;p[w>>3]=+p[v>>3];p[v>>3]=C;v=e+56|0;C=+p[v>>3];w=d+56|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=d+64|0;v=e+64|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];w=e+80|0;C=+p[w>>3];v=d+80|0;p[w>>3]=+p[v>>3];p[v>>3]=C;v=e+88|0;C=+p[v>>3];w=d+88|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=d+96|0;v=e+96|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];b[w+16>>0]=b[v+16>>0]|0;e=e+120|0;d=d+120|0}while((e|0)!=(c|0));c=f[(x+148|0)>>2]|0}if((c|0)!=(d|0))f[(x+148|0)>>2]=c+(~(((c+-120-d|0)>>>0)/120|0)*120|0)}c=f[(a+120|0)+8>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);c=f[(a+120|0)>>2]|0;f[(a+120|0)>>2]=0;if(c|0)sOb(c);c=f[(a+272|0)+8>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);c=f[(a+272|0)>>2]|0;f[(a+272|0)>>2]=0;if(c|0)sOb(c)}f[a+5320>>2]=y;f[a+5336>>2]=A;f[a+5344>>2]=B;f[a+5424>>2]=z}function dsb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0,A=0,B=0,D=0,E=0,F=0.0,G=0.0,H=0.0;D=f[a+320>>2]|0;r=f[a+3432>>2]|0;A=f[a+4752>>2]|0;t=f[a+4936>>2]|0;w=f[a+4944>>2]|0;i=f[a+4952>>2]|0;E=f[a+5424>>2]|0;a:do{q=1;if(q){q=0;if(!(b[(D+8|0)>>0]|0))if(((w|0)/208|0)>>>0>1&(b[D+20>>0]|0)!=0){d=1;j=+p[t+184>>3];while(1){k=j;j=+p[t+(d*208|0)+184>>3];if(!(!(k<j)|!(j>=1.0)))break;d=d+1|0;if(d>>>0>=((w|0)/208|0)>>>0){d=r;break a}}if(d>>>0>((w|0)/208|0)>>>0){qsb(D+132|0,d-((w|0)/208|0)|0);d=f[(D+136|0)>>2]|0;break}if(d>>>0<((w|0)/208|0)>>>0){d=t+(d*208|0)|0;if((d|0)==(i|0))d=r;else{m=i;while(1){i=m+-208|0;f[(D+136|0)>>2]=i;o=f[m+-120>>2]|0;if(o){i=m+-116|0;m=f[i>>2]|0;if((m|0)!=(o|0))f[i>>2]=m+(~(((m+-12-o|0)>>>0)/12|0)*12|0);sOb(o);i=f[(D+136|0)>>2]|0}if((i|0)==(d|0))break;else m=i}}}else d=r}else d=r;else q=1}if(q)if(1){do{d=1;if(d){d=0;if(!w){v=t;s=r}else d=1}if(d)if(1){i=0;d=t;while(1){if(i|0?+p[d+(i*208|0)+184>>3]<1.0:0)u=d;else{if(!(Psb(D,d+(i*208|0)|0)|0))break;u=f[(D+132|0)>>2]|0}b[d+(i*208|0)+200>>0]=1;d=i+1|0;if(d>>>0<((w|0)/208|0)>>>0){i=d;d=u}else{E=149;break}}if((E|0)==149){v=u;s=f[(D+136|0)>>2]|0;break}d=i+1|0;b:do if(d>>>0<((w|0)/208|0)>>>0){o=d;while(1){m=f[(D+132|0)>>2]|0;k=+p[m+(o*208|0)+184>>3];if(!((k>=1.0?!(+p[m+(i*208|0)+184>>3]<k):1)|(b[(D+20|0)>>0]|0)==0))break;d=(Psb(D,m+(o*208|0)|0)|0)&1;b[m+(o*208|0)+200>>0]=d;d=o+1|0;if(d>>>0<((w|0)/208|0)>>>0){i=o;o=d}else break b}d=f[(D+136|0)>>2]|0;if(o>>>0>((d-m|0)/208|0)>>>0){qsb(D+132|0,o-((d-m|0)/208|0)|0);break}if(o>>>0<((d-m|0)/208|0)>>>0){o=m+(o*208|0)|0;if((o|0)!=(d|0)){i=d;while(1){d=i+-208|0;f[(D+136|0)>>2]=d;m=f[i+-120>>2]|0;if(m){d=i+-116|0;i=f[d>>2]|0;if((i|0)!=(m|0))f[d>>2]=i+(~(((i+-12-m|0)>>>0)/12|0)*12|0);sOb(m);d=f[(D+136|0)>>2]|0}if((d|0)==(o|0))break;else i=d}}}}while(0);i=f[(D+132|0)>>2]|0;m=f[(D+136|0)>>2]|0;c:do if((i|0)==(m|0)){y=i;E=171}else{d=i;do{if(b[d+200>>0]|0){y=d;E=171;break c}d=d+208|0}while((d|0)!=(m|0));g=m;c=m;x=i}while(0);if((E|0)==171){g=y;if((y|0)==(m|0)){c=m;x=i}else{c=g;d:while(1){do{d=c;c=d+208|0;if((d+208|0|0)==(m|0))break d}while((b[d+408>>0]|0)!=0);y=g;psb(y,d+208|0)|0;g=y+208|0}c=f[(D+136|0)>>2]|0;x=f[(D+132|0)>>2]|0}}d=x+(((g-x|0)/208|0)*208|0)|0;if((c|0)==(g|0)){d=c;break a}g=d+(((c-g|0)/208|0)*208|0)|0;if((g|0)!=(c|0)){do{psb(d,g)|0;g=g+208|0;d=d+208|0}while((g|0)!=(c|0));c=f[(D+136|0)>>2]|0}if((c|0)==(d|0)){d=c;break a}while(1){g=c+-208|0;f[(D+136|0)>>2]=g;i=f[c+-120>>2]|0;if(!i)c=g;else{c=c+-116|0;g=f[c>>2]|0;if((g|0)!=(i|0))f[c>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(i);c=f[(D+136|0)>>2]|0}if((c|0)==(d|0))break a}}}while(0);if((s|0)==(v|0))d=s;else{d=s;while(1){c=d+-208|0;f[(D+136|0)>>2]=c;g=f[d+-120>>2]|0;if(g){c=d+-116|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~(((d+-12-g|0)>>>0)/12|0)*12|0);sOb(g);c=f[(D+136|0)>>2]|0}if((c|0)==(v|0)){d=v;break}else d=c}}}}while(0);c=f[(D+132|0)>>2]|0;if((c|0)!=(d|0))do{ARa(a+296|0,A,c);t=f[(a+296|0)>>2]|0;g=f[((a+296|0)+4|0)>>2]|0;if(g|0)iOb(g);m=f[(t+4|0)>>2]|0;i=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;f[c+16>>2]=i;oh[f[(f[m>>2]|0)+12>>2]&1023](a+144|0,m);m=f[(a+144|0)+4>>2]|0;i=c+8|0;f[i>>2]=f[(a+144|0)>>2];f[i+4>>2]=m;i=ZPb(f[(t+200|0)>>2]|0,h[(t+200|0)+4>>0]&255|0,28)|0;f[c+32>>2]=i&15;p[c+104>>3]=+p[c+184>>3];p[c+112>>3]=+p[c+192>>3];i=c+36|0;f[i>>2]=1065353216;m=c+40|0;f[m>>2]=1065353216;o=c+44|0;f[o>>2]=1065353216;q=c+48|0;f[q>>2]=0;r=c+52|0;f[r>>2]=0;s=c+56|0;f[s>>2]=0;g=f[c+24>>2]|0;if((g|0)>-1){f[(a+272|0)>>2]=g;if(b[(D+25|0)>>0]|0){cEa(a+144|0,t,1,a+272|0,1);g=f[(a+144|0)>>2]|0;f[(a+144|0)>>2]=f[i>>2];f[i>>2]=g;g=f[((a+144|0)+4|0)>>2]|0;f[((a+144|0)+4|0)>>2]=f[m>>2];f[m>>2]=g;g=f[((a+144|0)+8|0)>>2]|0;f[((a+144|0)+8|0)>>2]=f[o>>2];f[o>>2]=g;g=f[((a+144|0)+12|0)>>2]|0;f[((a+144|0)+12|0)>>2]=f[q>>2];f[q>>2]=g;g=f[((a+144|0)+16|0)>>2]|0;f[((a+144|0)+16|0)>>2]=f[r>>2];f[r>>2]=g;f[s>>2]=f[((a+144|0)+20|0)>>2];g=f[(a+272|0)>>2]|0}r=c+88|0;_Da(f[(f[(t+4|0)>>2]|0)+44>>2]|0,g,r);Ksb(a+144|0,D,f[t+96>>2]|0,t);o=f[r>>2]|0;q=f[c+92>>2]|0;if((o|0)!=(q|0)){g=o;do{H=+n[g>>2];x=g+4|0;G=+n[x>>2];y=g+8|0;F=+n[y>>2];j=H*+n[((a+144|0)+4|0)>>2]+G*+n[((a+144|0)+20|0)>>2]+F*+n[((a+144|0)+36|0)>>2]+ +n[((a+144|0)+52|0)>>2];k=H*+n[((a+144|0)+8|0)>>2]+G*+n[((a+144|0)+24|0)>>2]+F*+n[((a+144|0)+40|0)>>2]+ +n[((a+144|0)+56|0)>>2];n[g>>2]=+n[(a+144|0)>>2]*H+ +n[((a+144|0)+16|0)>>2]*G+ +n[((a+144|0)+32|0)>>2]*F+ +n[((a+144|0)+48|0)>>2];n[x>>2]=j;n[y>>2]=k;g=g+12|0}while((g|0)!=(q|0))}e:do if(!(q-o|0)){j=C;g=c+100|0}else{g=c+100|0;i=0;j=C;k=C;m=o;while(1){p[(a+144|0)>>3]=+n[m+(i*12|0)>>2];p[((a+144|0)+8|0)>>3]=+n[m+(i*12|0)+4>>2];p[((a+144|0)+16|0)>>3]=+n[m+(i*12|0)+8>>2];m=f[(t+108|0)>>2]|0;if(!m)E=203;else if(Wtb(D,m,a+144|0)|0)E=203;else{z=j;l=k}if((E|0)==203){E=0;eub(a+120|0,D,a+144|0,0);do if(b[(a+120|0)>>0]|0){l=+p[((a+120|0)+16|0)>>3];if(!(l<j))break;k=+p[((a+120|0)+8|0)>>3];f[g>>2]=i;j=l}while(0);z=j;l=k}i=i+1|0;if(i>>>0>=((q-o|0|0)/12|0)>>>0){j=l;break e}j=z;k=l;m=f[r>>2]|0}}while(0);i=f[g>>2]|0;if((i|0)>-1){y=f[r>>2]|0;p[(a+144|0)>>3]=+n[y+(i*12|0)>>2];p[((a+144|0)+8|0)>>3]=+n[y+(i*12|0)+4>>2];p[((a+144|0)+16|0)>>3]=+n[y+(i*12|0)+8>>2];sjb(a+120|0,f[(D+56|0)>>2]|0,a+144|0);b[(a+112|0)>>0]=0;p[(a+40|0)>>3]=+p[(a+144|0)>>3];p[(a+48|0)>>3]=+p[((a+144|0)+8|0)>>3];p[(a+56|0)>>3]=+p[((a+144|0)+16|0)>>3];G=+p[(a+120|0)>>3];p[(a+80|0)>>3]=G;H=+p[((a+120|0)+8|0)>>3];p[(a+88|0)>>3]=H;y=f[(D+56|0)>>2]|0;G=G-+p[y+24>>3];H=H-+p[y+32>>3];p[(a+96|0)>>3]=G*G+H*H;p[(a+104|0)>>3]=j;do if(b[(D+8|0)>>0]|0){if(!(Usb(D,a)|0))break;f[g>>2]=-1}while(0)}}c=c+208|0}while((c|0)!=(d|0));if(b[D+22>>0]|0){f[(a+272|0)>>2]=0;f[(a+272|0)+4>>2]=0;f[(a+272|0)+8>>2]=0;f[(a+272|0)+12>>2]=0;n[(a+272|0)+16>>2]=1.0;_rb(a+252|0,a+272|0);c=f[(D+132|0)>>2]|0;g=f[(D+136|0)>>2]|0;f[(a+144|0)>>2]=A;f[(a+144|0)+4>>2]=a+252|0;f:do if((c|0)==(g|0)){B=c;E=219}else{do{if(rsb(a+144|0,c)|0){B=c;E=219;break f}c=c+208|0}while((c|0)!=(g|0));e=g}while(0);g:do if((E|0)==219){d=B;if((B|0)==(g|0))e=d;else{c=d;e=d;while(1){do{d=c+208|0;c=d;if((d|0)==(g|0))break g}while(rsb(a+144|0,d)|0);B=e;psb(B,d)|0;e=B+208|0}}}while(0);c=f[(D+136|0)>>2]|0;d=f[(D+132|0)>>2]|0;d=d+(((e-d|0)/208|0)*208|0)|0;if((c|0)!=(e|0)){e=d+(((c-e|0)/208|0)*208|0)|0;if((e|0)!=(c|0)){do{psb(d,e)|0;e=e+208|0;d=d+208|0}while((e|0)!=(c|0));c=f[(D+136|0)>>2]|0}if((c|0)!=(d|0))do{e=c+-208|0;f[(D+136|0)>>2]=e;g=f[c+-120>>2]|0;if(!g)c=e;else{c=c+-116|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g);c=f[(D+136|0)>>2]|0}}while((c|0)!=(d|0))}c=f[(a+252|0)+8>>2]|0;if(c|0)do{D=c;c=f[c>>2]|0;sOb(D)}while((c|0)!=0);c=f[(a+252|0)>>2]|0;f[(a+252|0)>>2]=0;if(c|0)sOb(c);c=f[(a+272|0)+8>>2]|0;if(c|0)do{D=c;c=f[c>>2]|0;sOb(D)}while((c|0)!=0);c=f[(a+272|0)>>2]|0;f[(a+272|0)>>2]=0;if(c|0)sOb(c)}f[a+5424>>2]=E}function esb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0;t=f[a+320>>2]|0;l=f[a+816>>2]|0;u=f[a+1360>>2]|0;c=f[a+3408>>2]|0;v=f[a+5320>>2]|0;y=f[a+5336>>2]|0;z=f[a+5344>>2]|0;w=f[a+5424>>2]|0;x=f[a+5448>>2]|0;if(x){x=0;if(1){k=f[(t+48|0)>>2]|0;l=b[t+32>>0]|0;d=f[(t+156|0)>>2]|0;m=f[(t+160|0)>>2]|0;a:do if((d|0)==(m|0)){i=d;w=23}else{do{if(!(FSa(k,d,l)|0)){i=d;w=23;break a}d=d+240|0}while((d|0)!=(m|0));h=m}while(0);b:do if((w|0)==23){e=i;d=1;if(d){d=0;if((i|0)==(m|0))h=e;else d=1}if(d)if(1){d=e;h=e;while(1){do{e=d;d=e+240|0;if((e+240|0|0)==(m|0))break b}while(!(FSa(k,e+240|0,l)|0));i=h;v=h;y=e+240|0;z=v+36|0;do{f[v>>2]=f[y>>2];v=v+4|0;y=y+4|0}while((v|0)<(z|0));j=+p[(e+280|0)>>3];p[(e+280|0)>>3]=+p[(i+40|0)>>3];p[(i+40|0)>>3]=j;j=+p[(e+288|0)>>3];p[(e+288|0)>>3]=+p[(i+48|0)>>3];p[(i+48|0)>>3]=j;j=+p[(e+296|0)>>3];p[(e+296|0)>>3]=+p[(i+56|0)>>3];p[(i+56|0)>>3]=j;j=+p[(e+304|0)>>3];p[(e+304|0)>>3]=+p[(i+64|0)>>3];p[(i+64|0)>>3]=j;j=+p[(e+312|0)>>3];p[(e+312|0)>>3]=+p[(i+72|0)>>3];p[(i+72|0)>>3]=j;j=+p[(e+320|0)>>3];p[(e+320|0)>>3]=+p[(i+80|0)>>3];p[(i+80|0)>>3]=j;h=f[(e+328|0)>>2]|0;f[(e+328|0)>>2]=f[(i+88|0)>>2];f[(i+88|0)>>2]=h;h=f[(e+332|0)>>2]|0;f[(e+332|0)>>2]=f[(i+92|0)>>2];f[(i+92|0)>>2]=h;h=f[(e+336|0)>>2]|0;f[(e+336|0)>>2]=f[(i+96|0)>>2];f[(i+96|0)>>2]=h;h=f[(e+340|0)>>2]|0;f[(e+340|0)>>2]=f[(i+100|0)>>2];f[(i+100|0)>>2]=h;h=f[(e+344|0)>>2]|0;f[(e+344|0)>>2]=f[(i+104|0)>>2];f[(i+104|0)>>2]=h;h=f[(e+348|0)>>2]|0;f[(e+348|0)>>2]=f[(i+108|0)>>2];f[(i+108|0)>>2]=h;j=+p[(e+352|0)>>3];p[(e+352|0)>>3]=+p[(i+112|0)>>3];p[(i+112|0)>>3]=j;j=+p[(e+360|0)>>3];p[(e+360|0)>>3]=+p[(i+120|0)>>3];p[(i+120|0)>>3]=j;j=+p[(e+368|0)>>3];p[(e+368|0)>>3]=+p[(i+128|0)>>3];p[(i+128|0)>>3]=j;j=+p[(e+376|0)>>3];p[(e+376|0)>>3]=+p[(i+136|0)>>3];p[(i+136|0)>>3]=j;j=+p[(e+384|0)>>3];p[(e+384|0)>>3]=+p[(i+144|0)>>3];p[(i+144|0)>>3]=j;j=+p[(e+392|0)>>3];p[(e+392|0)>>3]=+p[(i+152|0)>>3];p[(i+152|0)>>3]=j;j=+p[(e+400|0)>>3];p[(e+400|0)>>3]=+p[(i+160|0)>>3];p[(i+160|0)>>3]=j;j=+p[(e+408|0)>>3];p[(e+408|0)>>3]=+p[(i+168|0)>>3];p[(i+168|0)>>3]=j;j=+p[(e+416|0)>>3];p[(e+416|0)>>3]=+p[(i+176|0)>>3];p[(i+176|0)>>3]=j;f[(i+184|0)>>2]=f[(e+424|0)>>2];f[(i+184|0)+4>>2]=f[(e+424|0)+4>>2];f[(i+184|0)+8>>2]=f[(e+424|0)+8>>2];f[(i+184|0)+12>>2]=f[(e+424|0)+12>>2];j=+p[(e+440|0)>>3];p[(e+440|0)>>3]=+p[(i+200|0)>>3];p[(i+200|0)>>3]=j;j=+p[(e+448|0)>>3];p[(e+448|0)>>3]=+p[(i+208|0)>>3];p[(i+208|0)>>3]=j;f[(i+216|0)>>2]=f[(e+456|0)>>2];f[(i+216|0)+4>>2]=f[(e+456|0)+4>>2];f[(i+216|0)+8>>2]=f[(e+456|0)+8>>2];f[(i+216|0)+12>>2]=f[(e+456|0)+12>>2];b[(i+216|0)+16>>0]=b[(e+456|0)+16>>0]|0;h=i+240|0}}}while(0);f[(a+272|0)>>2]=h;f[(a+120|0)>>2]=f[(t+160|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];Yrb(t+156|0,a+296|0,a+144|0)|0;l=t+160|0}else x=1}i=f[l>>2]|0;d=f[(t+156|0)>>2]|0;k=(i-d|0|0)/240|0;c:do{h=1;if(h){h=0;if(!(b[t+8>>0]|0)){if(k>>>0>1&(b[t+20>>0]|0)!=0){e=1;j=+p[d+216>>3];while(1){A=j;j=+p[d+(e*240|0)+216>>3];if(!(!(A<j)|!(j>=1.0)))break;e=e+1|0;if(e>>>0>=k>>>0)break c}if(e>>>0>k>>>0){Zrb(t+156|0,e-k|0);break}if(e>>>0<k>>>0){e=d+(e*240|0)|0;if((e|0)!=(i|0))f[(t+160|0)>>2]=i+(~(((i+-240-e|0)>>>0)/240|0)*240|0)}}}else h=1}if(h)if(1){do{e=1;if(e){e=0;if(!(i-d|0)){n=d;o=i}else e=1}if(e)if(1){e=0;while(1){if(e|0?+p[d+(e*240|0)+216>>3]<1.0:0)q=d;else{if(!(Vsb(t,d+(e*240|0)|0)|0))break;q=f[(t+156|0)>>2]|0}b[d+(e*240|0)+232>>0]=1;d=e+1|0;if(d>>>0<k>>>0){e=d;d=q}else{w=46;break}}if((w|0)==46){n=q;o=f[(t+160|0)>>2]|0;break}d=e+1|0;d:do if(d>>>0<k>>>0){h=d;while(1){d=f[(t+156|0)>>2]|0;A=+p[d+(h*240|0)+216>>3];if(!((A>=1.0?!(+p[d+(e*240|0)+216>>3]<A):1)|(b[(t+20|0)>>0]|0)==0))break;q=(Vsb(t,d+(h*240|0)|0)|0)&1;b[d+(h*240|0)+232>>0]=q;d=h+1|0;if(d>>>0<k>>>0){e=h;h=d}else break d}e=f[l>>2]|0;if(h>>>0>((e-d|0)/240|0)>>>0){Zrb(t+156|0,h-((e-d|0)/240|0)|0);break}if(h>>>0<((e-d|0)/240|0)>>>0){d=d+(h*240|0)|0;if((d|0)!=(e|0))f[(t+160|0)>>2]=e+(~(((e+-240-d|0)>>>0)/240|0)*240|0)}}while(0);d=f[(t+156|0)>>2]|0;i=f[(t+160|0)>>2]|0;e:do if((d|0)==(i|0)){r=d;w=59}else while(1){if(b[d+232>>0]|0){r=d;w=59;break e}d=d+240|0;if((d|0)==(i|0)){g=i;s=i;break}}while(0);if((w|0)==59){e=r;d=1;if(d){d=0;if((r|0)==(i|0)){g=e;s=i}else d=1}if(d)if(1){d=e;g=e;f:while(1){do{e=d;d=e+240|0;if((e+240|0|0)==(i|0))break f}while((b[e+472>>0]|0)!=0);h=g;v=g;y=e+240|0;z=v+36|0;do{f[v>>2]=f[y>>2];v=v+4|0;y=y+4|0}while((v|0)<(z|0));A=+p[(e+280|0)>>3];p[(e+280|0)>>3]=+p[(h+40|0)>>3];p[(h+40|0)>>3]=A;A=+p[(e+288|0)>>3];p[(e+288|0)>>3]=+p[(h+48|0)>>3];p[(h+48|0)>>3]=A;A=+p[(e+296|0)>>3];p[(e+296|0)>>3]=+p[(h+56|0)>>3];p[(h+56|0)>>3]=A;A=+p[(e+304|0)>>3];p[(e+304|0)>>3]=+p[(h+64|0)>>3];p[(h+64|0)>>3]=A;A=+p[(e+312|0)>>3];p[(e+312|0)>>3]=+p[(h+72|0)>>3];p[(h+72|0)>>3]=A;A=+p[(e+320|0)>>3];p[(e+320|0)>>3]=+p[(h+80|0)>>3];p[(h+80|0)>>3]=A;g=f[(e+328|0)>>2]|0;f[(e+328|0)>>2]=f[(h+88|0)>>2];f[(h+88|0)>>2]=g;g=f[(e+332|0)>>2]|0;f[(e+332|0)>>2]=f[(h+92|0)>>2];f[(h+92|0)>>2]=g;g=f[(e+336|0)>>2]|0;f[(e+336|0)>>2]=f[(h+96|0)>>2];f[(h+96|0)>>2]=g;g=f[(e+340|0)>>2]|0;f[(e+340|0)>>2]=f[(h+100|0)>>2];f[(h+100|0)>>2]=g;g=f[(e+344|0)>>2]|0;f[(e+344|0)>>2]=f[(h+104|0)>>2];f[(h+104|0)>>2]=g;g=f[(e+348|0)>>2]|0;f[(e+348|0)>>2]=f[(h+108|0)>>2];f[(h+108|0)>>2]=g;A=+p[(e+352|0)>>3];p[(e+352|0)>>3]=+p[(h+112|0)>>3];p[(h+112|0)>>3]=A;A=+p[(e+360|0)>>3];p[(e+360|0)>>3]=+p[(h+120|0)>>3];p[(h+120|0)>>3]=A;A=+p[(e+368|0)>>3];p[(e+368|0)>>3]=+p[(h+128|0)>>3];p[(h+128|0)>>3]=A;A=+p[(e+376|0)>>3];p[(e+376|0)>>3]=+p[(h+136|0)>>3];p[(h+136|0)>>3]=A;A=+p[(e+384|0)>>3];p[(e+384|0)>>3]=+p[(h+144|0)>>3];p[(h+144|0)>>3]=A;A=+p[(e+392|0)>>3];p[(e+392|0)>>3]=+p[(h+152|0)>>3];p[(h+152|0)>>3]=A;A=+p[(e+400|0)>>3];p[(e+400|0)>>3]=+p[(h+160|0)>>3];p[(h+160|0)>>3]=A;A=+p[(e+408|0)>>3];p[(e+408|0)>>3]=+p[(h+168|0)>>3];p[(h+168|0)>>3]=A;A=+p[(e+416|0)>>3];p[(e+416|0)>>3]=+p[(h+176|0)>>3];p[(h+176|0)>>3]=A;f[(h+184|0)>>2]=f[(e+424|0)>>2];f[(h+184|0)+4>>2]=f[(e+424|0)+4>>2];f[(h+184|0)+8>>2]=f[(e+424|0)+8>>2];f[(h+184|0)+12>>2]=f[(e+424|0)+12>>2];A=+p[(e+440|0)>>3];p[(e+440|0)>>3]=+p[(h+200|0)>>3];p[(h+200|0)>>3]=A;A=+p[(e+448|0)>>3];p[(e+448|0)>>3]=+p[(h+208|0)>>3];p[(h+208|0)>>3]=A;f[(h+216|0)>>2]=f[(e+456|0)>>2];f[(h+216|0)+4>>2]=f[(e+456|0)+4>>2];f[(h+216|0)+8>>2]=f[(e+456|0)+8>>2];f[(h+216|0)+12>>2]=f[(e+456|0)+12>>2];b[(h+216|0)+16>>0]=b[(e+456|0)+16>>0]|0;g=h+240|0}s=f[l>>2]|0}}f[a>>2]=g;f[(a+252|0)>>2]=s;f[(a+296|0)>>2]=f[a>>2];f[(a+144|0)>>2]=f[(a+252|0)>>2];Yrb(t+156|0,a+296|0,a+144|0)|0;break c}}while(0);if((o|0)!=(n|0))f[(t+160|0)>>2]=o+(~(((o+-240-n|0)>>>0)/240|0)*240|0)}}while(0);d=f[(t+156|0)>>2]|0;h=f[(t+160|0)>>2]|0;if((d|0)!=(h|0))do{ARa(a+232|0,u,d);e=f[(a+232|0)>>2]|0;g=f[((a+232|0)+4|0)>>2]|0;if(g|0)iOb(g);C=+p[d+120>>3];j=+p[d+144>>3]-C;E=+p[d+128>>3];D=+p[d+176>>3]-E;E=+p[d+152>>3]-E;C=+p[d+168>>3]-C;B=+p[d+112>>3];A=+p[d+160>>3]-B;B=+p[d+136>>3]-B;p[d+64>>3]=j*D-E*C;p[d+72>>3]=E*A-D*B;p[d+80>>3]=C*B-j*A;p[d+184>>3]=+p[d+216>>3];p[d+192>>3]=+p[d+224>>3];Wrb(a+248|0,e,d);d=d+240|0}while((d|0)!=(h|0));f[a+816>>2]=l;f[a+3416>>2]=c;f[a+5320>>2]=v;f[a+5336>>2]=y;f[a+5344>>2]=z;f[a+5424>>2]=w;f[a+5448>>2]=x}function fsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0;q=f[a+320>>2]|0;r=f[a+5320>>2]|0;t=f[a+5336>>2]|0;v=f[a+5344>>2]|0;s=f[a+5424>>2]|0;a:{if(b[q+111>>0]|0){n=f[(q+48|0)>>2]|0;c=f[(q+144|0)>>2]|0;h=f[(q+148|0)>>2]|0;if((c|0)!=(h|0)){ssb(c,h);c=1;if(c){c=0;if(!(b[q+23>>0]|0)){g=f[(q+148|0)>>2]|0;d=g}else c=1}if(c)if(1){j=f[(q+48|0)>>2]|0;k=b[q+32>>0]|0;c=f[(q+144|0)>>2]|0;l=f[(q+148|0)>>2]|0;b:do if((c|0)==(l|0)){i=c;s=252}else{do{if(!(FSa(j,c,k)|0)){i=c;s=252;break b}c=c+120|0}while((c|0)!=(l|0));m=l}while(0);c:do if((s|0)==252){c=i;if((i|0)==(l|0))m=c;else{d=c;g=c;while(1){c=d;do{d=c;c=d+120|0;if((d+120|0|0)==(l|0)){m=g;break c}}while(!(FSa(j,d+120|0,k)|0));h=g;r=g;t=d+120|0;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));w=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(h+40|0)>>3];p[(h+40|0)>>3]=w;w=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(h+48|0)>>3];p[(h+48|0)>>3]=w;w=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(h+56|0)>>3];p[(h+56|0)>>3]=w;f[(h+64|0)>>2]=f[(d+184|0)>>2];f[(h+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(h+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(h+64|0)+12>>2]=f[(d+184|0)+12>>2];w=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(h+80|0)>>3];p[(h+80|0)>>3]=w;w=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(h+88|0)>>3];p[(h+88|0)>>3]=w;f[(h+96|0)>>2]=f[(d+216|0)>>2];f[(h+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(h+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(h+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(h+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;d=c;g=h+120|0}}}while(0);g=m;h=f[(q+148|0)>>2]|0;c=f[(q+144|0)>>2]|0;c=c+(((m-c|0)/120|0)*120|0)|0;if((h|0)==(g|0))d=h;else{d=c+(((h-m|0)/120|0)*120|0)|0;if((d|0)==(h|0)){g=h;d=h}else{do{r=c;t=d;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));l=d+40|0;w=+p[l>>3];m=c+40|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=d+48|0;w=+p[m>>3];l=c+48|0;p[m>>3]=+p[l>>3];p[l>>3]=w;l=d+56|0;w=+p[l>>3];m=c+56|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=c+64|0;l=d+64|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];m=d+80|0;w=+p[m>>3];l=c+80|0;p[m>>3]=+p[l>>3];p[l>>3]=w;l=d+88|0;w=+p[l>>3];m=c+88|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=c+96|0;l=d+96|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];b[m+16>>0]=b[l+16>>0]|0;d=d+120|0;c=c+120|0}while((d|0)!=(h|0));d=f[(q+148|0)>>2]|0;g=d}if((g|0)!=(c|0)){g=g+(~(((g+-120-c|0)>>>0)/120|0)*120|0)|0;f[(q+148|0)>>2]=g;d=g}}}l=f[(q+144|0)>>2]|0;m=d-l|0;f[a+320>>2]=q;f[a+2024>>2]=n;f[a+2344>>2]=l;f[a+2352>>2]=m;f[a+2360>>2]=d;f[a+3456>>2]=g;f[a+5320>>2]=r;f[a+5336>>2]=t;f[a+5344>>2]=v;f[a+5424>>2]=s;f[a+5544>>2]=0;f[a+5548>>2]=0;csb(a);r=f[a+5320>>2]|0;t=f[a+5336>>2]|0;v=f[a+5344>>2]|0;s=f[a+5424>>2]|0}}if(!(b[q+23>>0]|0)){u=a;f[a+5568>>2]=5;break a}h=f[(q+48|0)>>2]|0;i=b[q+32>>0]|0;c=f[(q+120|0)>>2]|0;j=f[(q+124|0)>>2]|0;d:do if((c|0)==(j|0)){o=c;s=342}else{do{if(!(FSa(h,c,i)|0)){o=c;s=342;break d}c=c+192|0}while((c|0)!=(j|0));e=j}while(0);e:do if((s|0)==342){d=o;c=1;if(c){c=0;if((o|0)==(j|0))e=d;else c=1}if(c)if(1){c=d;e=d;while(1){do{d=c;c=d+192|0;if((d+192|0|0)==(j|0))break e}while(!(FSa(h,d+192|0,i)|0));g=e;r=e;t=d+192|0;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));w=+p[(d+232|0)>>3];p[(d+232|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=w;w=+p[(d+240|0)>>3];p[(d+240|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=w;w=+p[(d+248|0)>>3];p[(d+248|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=w;w=+p[(d+256|0)>>3];p[(d+256|0)>>3]=+p[(g+64|0)>>3];p[(g+64|0)>>3]=w;w=+p[(d+264|0)>>3];p[(d+264|0)>>3]=+p[(g+72|0)>>3];p[(g+72|0)>>3]=w;w=+p[(d+272|0)>>3];p[(d+272|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=w;e=f[(d+280|0)>>2]|0;f[(d+280|0)>>2]=f[(g+88|0)>>2];f[(g+88|0)>>2]=e;e=f[(d+284|0)>>2]|0;f[(d+284|0)>>2]=f[(g+92|0)>>2];f[(g+92|0)>>2]=e;e=f[(d+288|0)>>2]|0;f[(d+288|0)>>2]=f[(g+96|0)>>2];f[(g+96|0)>>2]=e;e=f[(d+292|0)>>2]|0;f[(d+292|0)>>2]=f[(g+100|0)>>2];f[(g+100|0)>>2]=e;e=f[(d+296|0)>>2]|0;f[(d+296|0)>>2]=f[(g+104|0)>>2];f[(g+104|0)>>2]=e;e=f[(d+300|0)>>2]|0;f[(d+300|0)>>2]=f[(g+108|0)>>2];f[(g+108|0)>>2]=e;w=+p[(d+304|0)>>3];p[(d+304|0)>>3]=+p[(g+112|0)>>3];p[(g+112|0)>>3]=w;w=+p[(d+312|0)>>3];p[(d+312|0)>>3]=+p[(g+120|0)>>3];p[(g+120|0)>>3]=w;w=+p[(d+320|0)>>3];p[(d+320|0)>>3]=+p[(g+128|0)>>3];p[(g+128|0)>>3]=w;w=+p[(d+328|0)>>3];p[(d+328|0)>>3]=+p[(g+136|0)>>3];p[(g+136|0)>>3]=w;w=+p[(d+336|0)>>3];p[(d+336|0)>>3]=+p[(g+144|0)>>3];p[(g+144|0)>>3]=w;w=+p[(d+344|0)>>3];p[(d+344|0)>>3]=+p[(g+152|0)>>3];p[(g+152|0)>>3]=w;w=+p[(d+352|0)>>3];p[(d+352|0)>>3]=+p[(g+160|0)>>3];p[(g+160|0)>>3]=w;w=+p[(d+360|0)>>3];p[(d+360|0)>>3]=+p[(g+168|0)>>3];p[(g+168|0)>>3]=w;w=+p[(d+368|0)>>3];p[(d+368|0)>>3]=+p[(g+176|0)>>3];p[(g+176|0)>>3]=w;e=f[(d+376|0)+4>>2]|0;f[(g+184|0)>>2]=f[(d+376|0)>>2];f[(g+184|0)+4>>2]=e;e=g+192|0}}}while(0);f[(a+272|0)>>2]=e;f[(a+120|0)>>2]=f[(q+124|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];nsb(q+120|0,a+296|0,a+144|0)|0;u=a;f[a+5568>>2]=5;break a}f[a+5320>>2]=r;f[a+5336>>2]=t;f[a+5344>>2]=v;f[a+5424>>2]=s}function gsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0;A=f[a+320>>2]|0;y=f[a+1360>>2]|0;c=f[a+2808>>2]|0;v=f[a+3320>>2]|0;B=f[a+3408>>2]|0;C=f[a+5320>>2]|0;F=f[a+5336>>2]|0;G=f[a+5344>>2]|0;D=f[a+5424>>2]|0;E=f[a+5440>>2]|0;if(E){E=0;if(1){f[(a+248|0)>>2]=A;do{ARa(a+240|0,y,c);u=f[(a+240|0)>>2]|0;d=f[((a+240|0)+4|0)>>2]|0;if(d|0)iOb(d);d=c+144|0;g=c+120|0;K=+p[g>>3];I=+p[d>>3]-K;h=c+176|0;i=c+128|0;M=+p[i>>3];L=+p[h>>3]-M;j=c+152|0;M=+p[j>>3]-M;k=c+168|0;K=+p[k>>3]-K;l=c+160|0;m=c+112|0;J=+p[m>>3];H=+p[l>>3]-J;o=c+136|0;J=+p[o>>3]-J;q=c+64|0;p[q>>3]=I*L-M*K;r=c+72|0;p[r>>3]=M*H-L*J;s=c+80|0;p[s>>3]=K*J-I*H;t=c+190|0;if(!(b[t>>0]|0)){Ksb(a+144|0,A,f[u+96>>2]|0,u);V=+n[(a+144|0)>>2];R=+n[((a+144|0)+4|0)>>2];H=+n[((a+144|0)+8|0)>>2];U=+n[((a+144|0)+16|0)>>2];Q=+n[((a+144|0)+20|0)>>2];J=+n[((a+144|0)+24|0)>>2];T=+n[((a+144|0)+32|0)>>2];P=+n[((a+144|0)+36|0)>>2];L=+n[((a+144|0)+40|0)>>2];S=+n[((a+144|0)+48|0)>>2];O=+n[((a+144|0)+52|0)>>2];M=+n[((a+144|0)+56|0)>>2];N=1.0/((Q*L-J*P)*V+((U*P-Q*T)*H+(J*T-U*L)*R));K=+p[q>>3];I=+p[r>>3];W=+p[s>>3];p[q>>3]=W*((R*J-H*Q)*N)+(K*((Q*L-J*P)*N)+I*((H*P-R*L)*N));p[r>>3]=W*((H*U-V*J)*N)+(K*((J*T-U*L)*N)+I*((V*L-H*T)*N));p[s>>3]=W*((V*Q-R*U)*N)+(K*((U*P-Q*T)*N)+I*((R*T-V*P)*N));N=+p[m>>3];I=+p[g>>3];K=+p[i>>3];p[m>>3]=N*V+I*U+K*T+S;p[g>>3]=N*R+I*Q+K*P+O;p[i>>3]=N*H+I*J+K*L+M;K=+p[o>>3];I=+p[d>>3];N=+p[j>>3];p[o>>3]=K*V+I*U+N*T+S;p[d>>3]=K*R+I*Q+N*P+O;p[j>>3]=K*H+I*J+N*L+M;N=+p[l>>3];I=+p[k>>3];K=+p[h>>3];p[l>>3]=N*V+I*U+K*T+S;p[k>>3]=N*R+I*Q+K*P+O;p[h>>3]=N*H+I*J+K*L+M;b[t>>0]=1}Wrb(a+248|0,u,c);u=f[(A+60|0)>>2]|0;U=+p[(A+112|0)>>3];V=+p[u+8>>3]+U*+p[u+32>>3];W=+p[u+16>>3]+U*+p[u+40>>3];p[c+40>>3]=+p[u>>3]+U*+p[u+24>>3];p[c+48>>3]=V;p[c+56>>3]=W;c=c+192|0}while((c|0)!=(v|0));if((f[(A+120|0)>>2]|0)==(f[(A+124|0)>>2]|0)){B=a+248|0;D=17}else if(!(b[A+20>>0]|0)){B=a+248|0;D=17}else{c=f[(A+156|0)>>2]|0;d=f[(A+160|0)>>2]|0;if((d|0)==(c|0))w=a+248|0;else{f[(A+160|0)>>2]=d+(~(((d+-240-c|0)>>>0)/240|0)*240|0);w=a+248|0}}}else E=1}if((D|0)==17){Xrb(f[(A+156|0)>>2]|0,f[(A+160|0)>>2]|0);c=1;if(c){c=0;if(!(b[A+23>>0]|0))x=A+160|0;else c=1}f[a+320>>2]=A;f[a+816>>2]=x;f[a+1360>>2]=y;f[a+3408>>2]=B;f[a+3416>>2]=w;f[a+5320>>2]=C;f[a+5336>>2]=F;f[a+5344>>2]=G;f[a+5424>>2]=D;f[a+5448>>2]=c;f[a+5560>>2]=0;f[a+5564>>2]=0;esb(a);C=f[a+5320>>2]|0;F=f[a+5336>>2]|0;G=f[a+5344>>2]|0;D=f[a+5424>>2]|0}if(b[A+22>>0]|0){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[a+16>>2]=1.0;_rb(a+208|0,a);c=f[(A+120|0)>>2]|0;h=f[(A+124|0)>>2]|0;f[(a+144|0)>>2]=y;f[(a+144|0)+4>>2]=a+208|0;a:do if((c|0)==(h|0)){z=c;D=76}else{do{if(msb(a+144|0,c)|0){z=c;D=76;break a}c=c+192|0}while((c|0)!=(h|0));e=h}while(0);b:do if((D|0)==76){d=z;c=1;if(c){c=0;if((z|0)==(h|0))e=d;else c=1}if(c)if(1){c=d;e=d;while(1){do{d=c;c=d+192|0;if((d+192|0|0)==(h|0))break b}while(msb(a+144|0,d+192|0)|0);g=e;C=e;F=d+192|0;G=C+36|0;do{f[C>>2]=f[F>>2];C=C+4|0;F=F+4|0}while((C|0)<(G|0));W=+p[(d+232|0)>>3];p[(d+232|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=W;W=+p[(d+240|0)>>3];p[(d+240|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=W;W=+p[(d+248|0)>>3];p[(d+248|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=W;W=+p[(d+256|0)>>3];p[(d+256|0)>>3]=+p[(g+64|0)>>3];p[(g+64|0)>>3]=W;W=+p[(d+264|0)>>3];p[(d+264|0)>>3]=+p[(g+72|0)>>3];p[(g+72|0)>>3]=W;W=+p[(d+272|0)>>3];p[(d+272|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=W;e=f[(d+280|0)>>2]|0;f[(d+280|0)>>2]=f[(g+88|0)>>2];f[(g+88|0)>>2]=e;e=f[(d+284|0)>>2]|0;f[(d+284|0)>>2]=f[(g+92|0)>>2];f[(g+92|0)>>2]=e;e=f[(d+288|0)>>2]|0;f[(d+288|0)>>2]=f[(g+96|0)>>2];f[(g+96|0)>>2]=e;e=f[(d+292|0)>>2]|0;f[(d+292|0)>>2]=f[(g+100|0)>>2];f[(g+100|0)>>2]=e;e=f[(d+296|0)>>2]|0;f[(d+296|0)>>2]=f[(g+104|0)>>2];f[(g+104|0)>>2]=e;e=f[(d+300|0)>>2]|0;f[(d+300|0)>>2]=f[(g+108|0)>>2];f[(g+108|0)>>2]=e;W=+p[(d+304|0)>>3];p[(d+304|0)>>3]=+p[(g+112|0)>>3];p[(g+112|0)>>3]=W;W=+p[(d+312|0)>>3];p[(d+312|0)>>3]=+p[(g+120|0)>>3];p[(g+120|0)>>3]=W;W=+p[(d+320|0)>>3];p[(d+320|0)>>3]=+p[(g+128|0)>>3];p[(g+128|0)>>3]=W;W=+p[(d+328|0)>>3];p[(d+328|0)>>3]=+p[(g+136|0)>>3];p[(g+136|0)>>3]=W;W=+p[(d+336|0)>>3];p[(d+336|0)>>3]=+p[(g+144|0)>>3];p[(g+144|0)>>3]=W;W=+p[(d+344|0)>>3];p[(d+344|0)>>3]=+p[(g+152|0)>>3];p[(g+152|0)>>3]=W;W=+p[(d+352|0)>>3];p[(d+352|0)>>3]=+p[(g+160|0)>>3];p[(g+160|0)>>3]=W;W=+p[(d+360|0)>>3];p[(d+360|0)>>3]=+p[(g+168|0)>>3];p[(g+168|0)>>3]=W;W=+p[(d+368|0)>>3];p[(d+368|0)>>3]=+p[(g+176|0)>>3];p[(g+176|0)>>3]=W;e=f[(d+376|0)+4>>2]|0;f[(g+184|0)>>2]=f[(d+376|0)>>2];f[(g+184|0)+4>>2]=e;e=g+192|0}}}while(0);f[(a+272|0)>>2]=e;f[(a+120|0)>>2]=f[(A+124|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];nsb(A+120|0,a+296|0,a+144|0)|0;c=f[(a+208|0)+8>>2]|0;if(c|0)do{A=c;c=f[c>>2]|0;sOb(A)}while((c|0)!=0);c=f[(a+208|0)>>2]|0;f[(a+208|0)>>2]=0;if(c|0)sOb(c);c=f[a+8>>2]|0;if(c|0)do{A=c;c=f[c>>2]|0;sOb(A)}while((c|0)!=0);c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c)}f[a+3408>>2]=B;f[a+5320>>2]=C;f[a+5336>>2]=F;f[a+5344>>2]=G;f[a+5424>>2]=D;f[a+5440>>2]=E}function hsb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;c=f[a+408>>2]|0;k=f[a+416>>2]|0;l=f[a+432>>2]|0;J=f[a+1832>>2]|0;K=f[a+1840>>2]|0;m=f[a+1856>>2]|0;n=f[a+1864>>2]|0;L=f[a+1872>>2]|0;M=f[a+1888>>2]|0;N=f[a+1896>>2]|0;o=f[a+1904>>2]|0;O=f[a+1912>>2]|0;q=f[a+1928>>2]|0;I=c+40|0;f[J>>2]=f[I>>2];f[J+4>>2]=f[I+4>>2];f[J+8>>2]=f[I+8>>2];f[J+12>>2]=f[I+12>>2];f[J+16>>2]=f[I+16>>2];f[J+20>>2]=f[I+20>>2];p[J>>3]=+p[I>>3];p[((a+64|0)+48|0)>>3]=+p[c+48>>3];p[((a+64|0)+56|0)>>3]=+p[c+56>>3];J=c+64|0;f[K>>2]=f[J>>2];f[K+4>>2]=f[J+4>>2];f[K+8>>2]=f[J+8>>2];f[K+12>>2]=f[J+12>>2];f[K+16>>2]=f[J+16>>2];f[K+20>>2]=f[J+20>>2];p[K>>3]=+p[J>>3];p[((a+64|0)+72|0)>>3]=+p[c+72>>3];p[((a+64|0)+80|0)>>3]=+p[c+80>>3];K=c+88|0;f[m>>2]=f[K>>2];f[m+4>>2]=f[K+4>>2];f[m+8>>2]=f[K+8>>2];f[m>>2]=f[K>>2];f[((a+64|0)+92|0)>>2]=f[c+92>>2];f[((a+64|0)+96|0)>>2]=f[c+96>>2];K=c+100|0;f[n>>2]=f[K>>2];f[n+4>>2]=f[K+4>>2];f[n+8>>2]=f[K+8>>2];f[n>>2]=f[K>>2];f[((a+64|0)+104|0)>>2]=f[c+104>>2];f[((a+64|0)+108|0)>>2]=f[c+108>>2];K=c+112|0;f[L>>2]=f[K>>2];f[L+4>>2]=f[K+4>>2];f[L+8>>2]=f[K+8>>2];f[L+12>>2]=f[K+12>>2];f[L+16>>2]=f[K+16>>2];f[L+20>>2]=f[K+20>>2];p[L>>3]=+p[K>>3];p[((a+64|0)+120|0)>>3]=+p[c+120>>3];p[((a+64|0)+128|0)>>3]=+p[c+128>>3];L=c+136|0;f[M>>2]=f[L>>2];f[M+4>>2]=f[L+4>>2];f[M+8>>2]=f[L+8>>2];f[M+12>>2]=f[L+12>>2];f[M+16>>2]=f[L+16>>2];f[M+20>>2]=f[L+20>>2];p[M>>3]=+p[L>>3];p[((a+64|0)+144|0)>>3]=+p[c+144>>3];p[((a+64|0)+152|0)>>3]=+p[c+152>>3];M=c+160|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];f[N+16>>2]=f[M+16>>2];f[N+20>>2]=f[M+20>>2];p[N>>3]=+p[M>>3];p[((a+64|0)+168|0)>>3]=+p[c+168>>3];p[((a+64|0)+176|0)>>3]=+p[c+176>>3];N=c+184|0;f[o>>2]=f[N>>2];f[o+4>>2]=f[N+4>>2];f[o+8>>2]=f[N+8>>2];f[o+12>>2]=f[N+12>>2];N=c+200|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];p[O>>3]=+p[N>>3];p[((a+64|0)+208|0)>>3]=+p[c+208>>3];O=c+216|0;f[q>>2]=f[O>>2];f[q+4>>2]=f[O+4>>2];f[q+8>>2]=f[O+8>>2];f[q+12>>2]=f[O+12>>2];b[q+16>>0]=b[O+16>>0]|0;while(1){d=c;h=k;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));r=k+40|0;g=+p[r>>3];s=c+40|0;p[r>>3]=+p[s>>3];p[s>>3]=g;s=k+48|0;g=+p[s>>3];t=c+48|0;p[s>>3]=+p[t>>3];p[t>>3]=g;t=k+56|0;g=+p[t>>3];u=c+56|0;p[t>>3]=+p[u>>3];p[u>>3]=g;u=k+64|0;g=+p[u>>3];v=c+64|0;p[u>>3]=+p[v>>3];p[v>>3]=g;v=k+72|0;g=+p[v>>3];w=c+72|0;p[v>>3]=+p[w>>3];p[w>>3]=g;w=k+80|0;g=+p[w>>3];y=c+80|0;p[w>>3]=+p[y>>3];p[y>>3]=g;y=c+88|0;x=k+88|0;A=f[x>>2]|0;f[x>>2]=f[y>>2];f[y>>2]=A;y=k+92|0;A=f[y>>2]|0;z=c+92|0;f[y>>2]=f[z>>2];f[z>>2]=A;z=k+96|0;A=f[z>>2]|0;B=c+96|0;f[z>>2]=f[B>>2];f[B>>2]=A;B=c+100|0;A=k+100|0;E=f[A>>2]|0;f[A>>2]=f[B>>2];f[B>>2]=E;B=k+104|0;E=f[B>>2]|0;C=c+104|0;f[B>>2]=f[C>>2];f[C>>2]=E;C=k+108|0;E=f[C>>2]|0;D=c+108|0;f[C>>2]=f[D>>2];f[D>>2]=E;D=k+112|0;g=+p[D>>3];E=c+112|0;p[D>>3]=+p[E>>3];p[E>>3]=g;E=k+120|0;g=+p[E>>3];F=c+120|0;p[E>>3]=+p[F>>3];p[F>>3]=g;F=k+128|0;g=+p[F>>3];G=c+128|0;p[F>>3]=+p[G>>3];p[G>>3]=g;G=k+136|0;g=+p[G>>3];H=c+136|0;p[G>>3]=+p[H>>3];p[H>>3]=g;H=k+144|0;g=+p[H>>3];I=c+144|0;p[H>>3]=+p[I>>3];p[I>>3]=g;I=k+152|0;g=+p[I>>3];J=c+152|0;p[I>>3]=+p[J>>3];p[J>>3]=g;J=k+160|0;g=+p[J>>3];K=c+160|0;p[J>>3]=+p[K>>3];p[K>>3]=g;K=k+168|0;g=+p[K>>3];L=c+168|0;p[K>>3]=+p[L>>3];p[L>>3]=g;L=k+176|0;g=+p[L>>3];N=c+176|0;p[L>>3]=+p[N>>3];p[N>>3]=g;N=c+184|0;M=k+184|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];N=k+200|0;g=+p[N>>3];O=c+200|0;p[N>>3]=+p[O>>3];p[O>>3]=g;O=k+208|0;g=+p[O>>3];i=c+208|0;p[O>>3]=+p[i>>3];p[i>>3]=g;i=c+216|0;j=k+216|0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];b[i+16>>0]=b[j+16>>0]|0;if((k|0)==(l|0))break;h=k+-240|0;c=~~+p[((a+64|0)+216|0)>>3]>>>0;d=~~+p[k+-24>>3]>>>0;if(c>>>0<d>>>0){c=k;k=h;continue}if(c>>>0>d>>>0)break;e=+p[((a+64|0)+224|0)>>3];g=+p[k+-16>>3];if(e<g){c=k;k=h;continue}if(e>g)break;if(fub(a+64|0,h)|0){c=k;k=h}else break}d=k;h=a+64|0;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));g=+p[((a+64|0)+40|0)>>3];p[((a+64|0)+40|0)>>3]=+p[r>>3];p[r>>3]=g;g=+p[((a+64|0)+48|0)>>3];p[((a+64|0)+48|0)>>3]=+p[s>>3];p[s>>3]=g;g=+p[((a+64|0)+56|0)>>3];p[((a+64|0)+56|0)>>3]=+p[t>>3];p[t>>3]=g;g=+p[((a+64|0)+64|0)>>3];p[((a+64|0)+64|0)>>3]=+p[u>>3];p[u>>3]=g;g=+p[((a+64|0)+72|0)>>3];p[((a+64|0)+72|0)>>3]=+p[v>>3];p[v>>3]=g;g=+p[((a+64|0)+80|0)>>3];p[((a+64|0)+80|0)>>3]=+p[w>>3];p[w>>3]=g;w=f[m>>2]|0;f[m>>2]=f[x>>2];f[x>>2]=w;x=f[((a+64|0)+92|0)>>2]|0;f[((a+64|0)+92|0)>>2]=f[y>>2];f[y>>2]=x;y=f[((a+64|0)+96|0)>>2]|0;f[((a+64|0)+96|0)>>2]=f[z>>2];f[z>>2]=y;z=f[n>>2]|0;f[n>>2]=f[A>>2];f[A>>2]=z;A=f[((a+64|0)+104|0)>>2]|0;f[((a+64|0)+104|0)>>2]=f[B>>2];f[B>>2]=A;B=f[((a+64|0)+108|0)>>2]|0;f[((a+64|0)+108|0)>>2]=f[C>>2];f[C>>2]=B;g=+p[((a+64|0)+112|0)>>3];p[((a+64|0)+112|0)>>3]=+p[D>>3];p[D>>3]=g;g=+p[((a+64|0)+120|0)>>3];p[((a+64|0)+120|0)>>3]=+p[E>>3];p[E>>3]=g;g=+p[((a+64|0)+128|0)>>3];p[((a+64|0)+128|0)>>3]=+p[F>>3];p[F>>3]=g;g=+p[((a+64|0)+136|0)>>3];p[((a+64|0)+136|0)>>3]=+p[G>>3];p[G>>3]=g;g=+p[((a+64|0)+144|0)>>3];p[((a+64|0)+144|0)>>3]=+p[H>>3];p[H>>3]=g;g=+p[((a+64|0)+152|0)>>3];p[((a+64|0)+152|0)>>3]=+p[I>>3];p[I>>3]=g;g=+p[((a+64|0)+160|0)>>3];p[((a+64|0)+160|0)>>3]=+p[J>>3];p[J>>3]=g;g=+p[((a+64|0)+168|0)>>3];p[((a+64|0)+168|0)>>3]=+p[K>>3];p[K>>3]=g;g=+p[((a+64|0)+176|0)>>3];p[((a+64|0)+176|0)>>3]=+p[L>>3];p[L>>3]=g;f[M>>2]=f[o>>2];f[M+4>>2]=f[o+4>>2];f[M+8>>2]=f[o+8>>2];f[M+12>>2]=f[o+12>>2];g=+p[((a+64|0)+200|0)>>3];p[((a+64|0)+200|0)>>3]=+p[N>>3];p[N>>3]=g;g=+p[((a+64|0)+208|0)>>3];p[((a+64|0)+208|0)>>3]=+p[O>>3];p[O>>3]=g;f[j>>2]=f[q>>2];f[j+4>>2]=f[q+4>>2];f[j+8>>2]=f[q+8>>2];f[j+12>>2]=f[q+12>>2];b[j+16>>0]=b[q+16>>0]|0;f[a+6544>>2]=d;f[a+6560>>2]=h;f[a+6568>>2]=i}function isb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0.0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0.0;sa=f[a+336>>2]|0;ta=f[a+400>>2]|0;ua=f[a+432>>2]|0;i=f[a+496>>2]|0;k=f[a+520>>2]|0;ma=f[a+592>>2]|0;va=f[a+2040>>2]|0;wa=f[a+2784>>2]|0;d=f[a+3024>>2]|0;c=f[a+5112>>2]|0;xa=f[a+6520>>2]|0;ya=f[a+6544>>2]|0;Aa=f[a+6560>>2]|0;Ba=f[a+6568>>2]|0;za=f[a+6576>>2]|0;a:{b:{h=1;if(h)if(c>>>0<i>>>0)while(1){o=d+216|0;q=d+224|0;while(1){h=~~+p[c+216>>3]>>>0;j=+p[o>>3];if(h>>>0>=~~j>>>0>>>0){if(h>>>0>~~j>>>0>>>0){qa=j;break}e=+p[c+224>>3];g=+p[q>>3];if(!(e<g)){if(e>g){qa=j;break}if(!(fub(c,d)|0)){za=87;break}}}c=c+240|0}if((za|0)==87){za=0;qa=+p[o>>3]}m=i+-240|0;h=~~+p[i+-24>>3]>>>0;l=~~qa>>>0;c:do if(h>>>0>=l>>>0){j=qa;n=m;while(1){if(h>>>0>l>>>0)e=j;else{e=+p[i+-16>>3];g=+p[q>>3];if(e<g){m=n;break c}if(e>g)e=j;else{if(fub(n,d)|0){m=n;break c}e=+p[o>>3]}}m=n+-240|0;h=~~+p[n+-24>>3]>>>0;l=~~e>>>0;if(h>>>0<l>>>0){i=n;break}else{i=n;j=e;n=m}}}while(0);if(c>>>0>m>>>0){na=d;la=k;ma=c;break b}ya=a+24|0;Aa=c;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));h=c+40|0;l=c+48|0;n=c+56|0;e=+p[h>>3];g=+p[l>>3];j=+p[n>>3];o=c+64|0;q=c+72|0;r=c+80|0;S=+p[o>>3];T=+p[q>>3];U=+p[r>>3];s=c+88|0;t=c+92|0;u=c+96|0;_=f[s>>2]|0;ka=f[t>>2]|0;la=f[u>>2]|0;v=c+100|0;w=c+104|0;x=c+108|0;ma=f[v>>2]|0;na=f[w>>2]|0;oa=f[x>>2]|0;y=c+112|0;A=c+120|0;C=c+128|0;$=+p[y>>3];aa=+p[A>>3];ba=+p[C>>3];E=c+136|0;G=c+144|0;I=c+152|0;ca=+p[E>>3];da=+p[G>>3];ea=+p[I>>3];K=c+160|0;M=c+168|0;O=c+176|0;fa=+p[K>>3];ga=+p[M>>3];ha=+p[O>>3];Q=c+184|0;f[(a+64|0)>>2]=f[Q>>2];f[(a+64|0)+4>>2]=f[Q+4>>2];f[(a+64|0)+8>>2]=f[Q+8>>2];f[(a+64|0)+12>>2]=f[Q+12>>2];V=c+200|0;X=c+208|0;ia=+p[V>>3];ja=+p[X>>3];Z=c+216|0;f[a>>2]=f[Z>>2];f[a+4>>2]=f[Z+4>>2];f[a+8>>2]=f[Z+8>>2];f[a+12>>2]=f[Z+12>>2];b[a+16>>0]=b[Z+16>>0]|0;ya=c;Aa=m;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));pa=i+-200|0;Ca=+p[pa>>3];p[pa>>3]=e;p[h>>3]=Ca;Y=i+-192|0;Ca=+p[Y>>3];p[Y>>3]=+p[l>>3];p[l>>3]=Ca;W=i+-184|0;Ca=+p[W>>3];p[W>>3]=+p[n>>3];p[n>>3]=Ca;R=i+-176|0;Ca=+p[R>>3];p[R>>3]=+p[o>>3];p[o>>3]=Ca;P=i+-168|0;Ca=+p[P>>3];p[P>>3]=+p[q>>3];p[q>>3]=Ca;N=i+-160|0;Ca=+p[N>>3];p[N>>3]=+p[r>>3];p[r>>3]=Ca;L=i+-152|0;J=f[L>>2]|0;f[L>>2]=_;f[s>>2]=J;J=i+-148|0;H=f[J>>2]|0;f[J>>2]=f[t>>2];f[t>>2]=H;H=i+-144|0;F=f[H>>2]|0;f[H>>2]=f[u>>2];f[u>>2]=F;F=i+-140|0;D=f[F>>2]|0;f[F>>2]=f[v>>2];f[v>>2]=D;D=i+-136|0;B=f[D>>2]|0;f[D>>2]=f[w>>2];f[w>>2]=B;B=i+-132|0;f[x>>2]=f[B>>2];z=i+-128|0;Ca=+p[z>>3];p[z>>3]=+p[y>>3];p[y>>3]=Ca;x=i+-120|0;Ca=+p[x>>3];p[x>>3]=+p[A>>3];p[A>>3]=Ca;w=i+-112|0;Ca=+p[w>>3];p[w>>3]=+p[C>>3];p[C>>3]=Ca;v=i+-104|0;Ca=+p[v>>3];p[v>>3]=+p[E>>3];p[E>>3]=Ca;u=i+-96|0;Ca=+p[u>>3];p[u>>3]=+p[G>>3];p[G>>3]=Ca;t=i+-88|0;Ca=+p[t>>3];p[t>>3]=+p[I>>3];p[I>>3]=Ca;s=i+-80|0;Ca=+p[s>>3];p[s>>3]=+p[K>>3];p[K>>3]=Ca;r=i+-72|0;Ca=+p[r>>3];p[r>>3]=+p[M>>3];p[M>>3]=Ca;q=i+-64|0;Ca=+p[q>>3];p[q>>3]=+p[O>>3];p[O>>3]=Ca;o=i+-56|0;f[Q>>2]=f[o>>2];f[Q+4>>2]=f[o+4>>2];f[Q+8>>2]=f[o+8>>2];f[Q+12>>2]=f[o+12>>2];n=i+-40|0;Ca=+p[n>>3];p[n>>3]=+p[V>>3];p[V>>3]=Ca;l=i+-32|0;p[X>>3]=+p[l>>3];h=i+-24|0;f[Z>>2]=f[h>>2];f[Z+4>>2]=f[h+4>>2];f[Z+8>>2]=f[h+8>>2];f[Z+12>>2]=f[h+12>>2];b[Z+16>>0]=b[h+16>>0]|0;ya=m;Aa=a+24|0;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));p[pa>>3]=e;p[Y>>3]=g;p[W>>3]=j;p[R>>3]=S;p[P>>3]=T;p[N>>3]=U;f[L>>2]=_;f[J>>2]=ka;f[H>>2]=la;f[F>>2]=ma;f[D>>2]=na;f[B>>2]=oa;p[z>>3]=$;p[x>>3]=aa;p[w>>3]=ba;p[v>>3]=ca;p[u>>3]=da;p[t>>3]=ea;p[s>>3]=fa;p[r>>3]=ga;p[q>>3]=ha;f[o>>2]=f[(a+64|0)>>2];f[o+4>>2]=f[(a+64|0)+4>>2];f[o+8>>2]=f[(a+64|0)+8>>2];f[o+12>>2]=f[(a+64|0)+12>>2];p[n>>3]=ia;p[l>>3]=ja;f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];b[h+16>>0]=b[a+16>>0]|0;d=(d|0)==(c|0)?m:d;i=m;c=c+240|0;k=k+1|0}else h=1;if(h)if(1){na=d;la=k;ma=c}}do{c=1;if(c){c=0;if((ma|0)==(na|0))ra=la;else c=1}if(c)if(1){c=~~+p[na+216>>3]>>>0;d=~~+p[ma+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){ra=la;break}e=+p[na+224>>3];g=+p[ma+224>>3];if(!(e<g)){if(e>g){ra=la;break}if(!(fub(na,ma)|0)){ra=la;break}}}ya=a+24|0;Aa=ma;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));c=ma+40|0;d=ma+48|0;h=ma+56|0;e=+p[c>>3];g=+p[d>>3];j=+p[h>>3];i=ma+64|0;k=ma+72|0;l=ma+80|0;S=+p[i>>3];T=+p[k>>3];U=+p[l>>3];m=ma+88|0;n=ma+92|0;o=ma+96|0;V=f[m>>2]|0;W=f[n>>2]|0;X=f[o>>2]|0;q=ma+100|0;r=ma+104|0;s=ma+108|0;Y=f[q>>2]|0;Z=f[r>>2]|0;_=f[s>>2]|0;t=ma+112|0;v=ma+120|0;x=ma+128|0;$=+p[t>>3];aa=+p[v>>3];ba=+p[x>>3];z=ma+136|0;B=ma+144|0;D=ma+152|0;ca=+p[z>>3];da=+p[B>>3];ea=+p[D>>3];F=ma+160|0;H=ma+168|0;J=ma+176|0;fa=+p[F>>3];ga=+p[H>>3];ha=+p[J>>3];L=ma+184|0;f[(a+64|0)>>2]=f[L>>2];f[(a+64|0)+4>>2]=f[L+4>>2];f[(a+64|0)+8>>2]=f[L+8>>2];f[(a+64|0)+12>>2]=f[L+12>>2];N=ma+200|0;P=ma+208|0;ia=+p[N>>3];ja=+p[P>>3];R=ma+216|0;f[a>>2]=f[R>>2];f[a+4>>2]=f[R+4>>2];f[a+8>>2]=f[R+8>>2];f[a+12>>2]=f[R+12>>2];b[a+16>>0]=b[R+16>>0]|0;ya=ma;Aa=na;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));ka=na+40|0;Ca=+p[ka>>3];p[ka>>3]=e;p[c>>3]=Ca;Q=na+48|0;Ca=+p[Q>>3];p[Q>>3]=+p[d>>3];p[d>>3]=Ca;O=na+56|0;Ca=+p[O>>3];p[O>>3]=+p[h>>3];p[h>>3]=Ca;M=na+64|0;Ca=+p[M>>3];p[M>>3]=+p[i>>3];p[i>>3]=Ca;K=na+72|0;Ca=+p[K>>3];p[K>>3]=+p[k>>3];p[k>>3]=Ca;I=na+80|0;Ca=+p[I>>3];p[I>>3]=+p[l>>3];p[l>>3]=Ca;G=na+88|0;E=f[G>>2]|0;f[G>>2]=V;f[m>>2]=E;E=na+92|0;C=f[E>>2]|0;f[E>>2]=f[n>>2];f[n>>2]=C;C=na+96|0;A=f[C>>2]|0;f[C>>2]=f[o>>2];f[o>>2]=A;A=na+100|0;y=f[A>>2]|0;f[A>>2]=f[q>>2];f[q>>2]=y;y=na+104|0;f[r>>2]=f[y>>2];w=na+108|0;f[s>>2]=f[w>>2];u=na+112|0;Ca=+p[u>>3];p[u>>3]=+p[t>>3];p[t>>3]=Ca;s=na+120|0;Ca=+p[s>>3];p[s>>3]=+p[v>>3];p[v>>3]=Ca;r=na+128|0;Ca=+p[r>>3];p[r>>3]=+p[x>>3];p[x>>3]=Ca;q=na+136|0;Ca=+p[q>>3];p[q>>3]=+p[z>>3];p[z>>3]=Ca;o=na+144|0;Ca=+p[o>>3];p[o>>3]=+p[B>>3];p[B>>3]=Ca;n=na+152|0;Ca=+p[n>>3];p[n>>3]=+p[D>>3];p[D>>3]=Ca;m=na+160|0;Ca=+p[m>>3];p[m>>3]=+p[F>>3];p[F>>3]=Ca;l=na+168|0;Ca=+p[l>>3];p[l>>3]=+p[H>>3];p[H>>3]=Ca;k=na+176|0;Ca=+p[k>>3];p[k>>3]=+p[J>>3];p[J>>3]=Ca;i=na+184|0;f[L>>2]=f[i>>2];f[L+4>>2]=f[i+4>>2];f[L+8>>2]=f[i+8>>2];f[L+12>>2]=f[i+12>>2];h=na+200|0;p[N>>3]=+p[h>>3];d=na+208|0;p[P>>3]=+p[d>>3];c=na+216|0;f[R>>2]=f[c>>2];f[R+4>>2]=f[c+4>>2];f[R+8>>2]=f[c+8>>2];f[R+12>>2]=f[c+12>>2];b[R+16>>0]=b[c+16>>0]|0;ya=na;Aa=a+24|0;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));p[ka>>3]=e;p[Q>>3]=g;p[O>>3]=j;p[M>>3]=S;p[K>>3]=T;p[I>>3]=U;f[G>>2]=V;f[E>>2]=W;f[C>>2]=X;f[A>>2]=Y;f[y>>2]=Z;f[w>>2]=_;p[u>>3]=$;p[s>>3]=aa;p[r>>3]=ba;p[q>>3]=ca;p[o>>3]=da;p[n>>3]=ea;p[m>>3]=fa;p[l>>3]=ga;p[k>>3]=ha;f[i>>2]=f[(a+64|0)>>2];f[i+4>>2]=f[(a+64|0)+4>>2];f[i+8>>2]=f[(a+64|0)+8>>2];f[i+12>>2]=f[(a+64|0)+12>>2];p[h>>3]=ia;p[d>>3]=ja;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;ra=la+1|0}}while(0);if(!ra){xa=Isb(ua,ma)|0;c=ma+240|0;if(Isb(c,ta)|0){za=110;f[a+6624>>2]=1;break a}if(xa){sa=c;f[a+6624>>2]=3;break a}}ta=ma;if(((ta-wa|0)/240|0|0)>=((va-ta|0)/240|0|0)){za=109;f[a+6624>>2]=1;break a}Xrb(ua,ma);sa=ma+240|0}f[a+336>>2]=sa;f[a+592>>2]=ma;f[a+6520>>2]=xa;f[a+6544>>2]=ya;f[a+6560>>2]=Aa;f[a+6568>>2]=Ba;f[a+6576>>2]=za}function jsb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0.0;za=f[a+432>>2]|0;O=f[a+1720>>2]|0;P=f[a+1784>>2]|0;ca=f[a+1808>>2]|0;da=f[a+1848>>2]|0;ea=f[a+1880>>2]|0;fa=f[a+1920>>2]|0;ga=f[a+1936>>2]|0;ha=f[a+1968>>2]|0;ia=f[a+1992>>2]|0;ja=f[a+2016>>2]|0;ka=f[a+2048>>2]|0;la=f[a+2064>>2]|0;ma=f[a+2096>>2]|0;na=f[a+2160>>2]|0;oa=f[a+2232>>2]|0;pa=f[a+2296>>2]|0;qa=f[a+2368>>2]|0;ra=f[a+2432>>2]|0;sa=f[a+2504>>2]|0;ta=f[a+2568>>2]|0;k=f[a+2640>>2]|0;ua=f[a+2648>>2]|0;va=f[a+2720>>2]|0;Aa=f[a+3032>>2]|0;m=f[a+3104>>2]|0;g=f[a+3112>>2]|0;h=f[a+3120>>2]|0;l=f[a+4176>>2]|0;wa=f[a+4832>>2]|0;xa=f[a+5368>>2]|0;ya=f[a+5936>>2]|0;Ba=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0;Ca=f[a+6576>>2]|0;a:{do{i=1;if(i){i=0;if(g>>>0<h>>>0)c=m;else i=1}if(i)if(1){if(g>>>0<=h>>>0){e=+p[za+224>>3];d=+p[l>>3];if(e<d){c=m;break}if(!(e>d))if(fub(za,k)|0){c=m;break}}if((m|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}i=za+224|0;c=m;while(1){g=~~+p[Aa>>3]>>>0;h=~~+p[c+216>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[i>>3];e=+p[c+224>>3];if(d<e)break;if(!(d>e))if(fub(za,c)|0)break}c=c+240|0;if((c|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}}Ba=a+24|0;Da=c;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));q=c+40|0;D=c+48|0;g=c+56|0;d=+p[q>>3];e=+p[D>>3];j=+p[g>>3];h=c+64|0;i=c+72|0;l=c+80|0;Q=+p[h>>3];R=+p[i>>3];S=+p[l>>3];G=c+88|0;m=c+92|0;n=c+96|0;H=f[G>>2]|0;I=f[m>>2]|0;J=f[n>>2]|0;K=c+100|0;o=c+104|0;r=c+108|0;L=f[K>>2]|0;M=f[o>>2]|0;N=f[r>>2]|0;s=c+112|0;t=c+120|0;u=c+128|0;T=+p[s>>3];U=+p[t>>3];V=+p[u>>3];v=c+136|0;w=c+144|0;x=c+152|0;W=+p[v>>3];X=+p[w>>3];Y=+p[x>>3];y=c+160|0;z=c+168|0;A=c+176|0;Z=+p[y>>3];_=+p[z>>3];$=+p[A>>3];B=c+184|0;f[(a+64|0)>>2]=f[B>>2];f[(a+64|0)+4>>2]=f[B+4>>2];f[(a+64|0)+8>>2]=f[B+8>>2];f[(a+64|0)+12>>2]=f[B+12>>2];C=c+200|0;E=c+208|0;aa=+p[C>>3];ba=+p[E>>3];F=c+216|0;f[a>>2]=f[F>>2];f[a+4>>2]=f[F+4>>2];f[a+8>>2]=f[F+8>>2];f[a+12>>2]=f[F+12>>2];b[a+16>>0]=b[F+16>>0]|0;Ba=c;Da=k;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));Fa=+p[wa>>3];p[wa>>3]=d;p[q>>3]=Fa;Fa=+p[xa>>3];p[xa>>3]=+p[D>>3];p[D>>3]=Fa;Fa=+p[ya>>3];p[ya>>3]=+p[g>>3];p[g>>3]=Fa;Fa=+p[O>>3];p[O>>3]=+p[h>>3];p[h>>3]=Fa;Fa=+p[P>>3];p[P>>3]=+p[i>>3];p[i>>3]=Fa;Fa=+p[ca>>3];p[ca>>3]=+p[l>>3];p[l>>3]=Fa;Ba=f[da>>2]|0;f[da>>2]=H;f[G>>2]=Ba;Ba=f[ea>>2]|0;f[ea>>2]=f[m>>2];f[m>>2]=Ba;Ba=f[fa>>2]|0;f[fa>>2]=f[n>>2];f[n>>2]=Ba;Ba=f[ga>>2]|0;f[ga>>2]=f[K>>2];f[K>>2]=Ba;Ba=f[ha>>2]|0;f[ha>>2]=f[o>>2];f[o>>2]=Ba;f[r>>2]=f[ia>>2];Fa=+p[ja>>3];p[ja>>3]=+p[s>>3];p[s>>3]=Fa;Fa=+p[ka>>3];p[ka>>3]=+p[t>>3];p[t>>3]=Fa;Fa=+p[la>>3];p[la>>3]=+p[u>>3];p[u>>3]=Fa;Fa=+p[ma>>3];p[ma>>3]=+p[v>>3];p[v>>3]=Fa;Fa=+p[na>>3];p[na>>3]=+p[w>>3];p[w>>3]=Fa;Fa=+p[oa>>3];p[oa>>3]=+p[x>>3];p[x>>3]=Fa;Fa=+p[pa>>3];p[pa>>3]=+p[y>>3];p[y>>3]=Fa;Fa=+p[qa>>3];p[qa>>3]=+p[z>>3];p[z>>3]=Fa;Fa=+p[ra>>3];p[ra>>3]=+p[A>>3];p[A>>3]=Fa;f[B>>2]=f[sa>>2];f[B+4>>2]=f[sa+4>>2];f[B+8>>2]=f[sa+8>>2];f[B+12>>2]=f[sa+12>>2];Fa=+p[ta>>3];p[ta>>3]=+p[C>>3];p[C>>3]=Fa;p[E>>3]=+p[ua>>3];f[F>>2]=f[va>>2];f[F+4>>2]=f[va+4>>2];f[F+8>>2]=f[va+8>>2];f[F+12>>2]=f[va+12>>2];b[F+16>>0]=b[va+16>>0]|0;Ba=k;Da=a+24|0;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));p[wa>>3]=d;p[xa>>3]=e;p[ya>>3]=j;p[O>>3]=Q;p[P>>3]=R;p[ca>>3]=S;f[da>>2]=H;f[ea>>2]=I;f[fa>>2]=J;f[ga>>2]=L;f[ha>>2]=M;f[ia>>2]=N;p[ja>>3]=T;p[ka>>3]=U;p[la>>3]=V;p[ma>>3]=W;p[na>>3]=X;p[oa>>3]=Y;p[pa>>3]=Z;p[qa>>3]=_;p[ra>>3]=$;f[sa>>2]=f[(a+64|0)>>2];f[sa+4>>2]=f[(a+64|0)+4>>2];f[sa+8>>2]=f[(a+64|0)+8>>2];f[sa+12>>2]=f[(a+64|0)+12>>2];p[ta>>3]=aa;p[ua>>3]=ba;f[va>>2]=f[a>>2];f[va+4>>2]=f[a+4>>2];f[va+8>>2]=f[a+8>>2];f[va+12>>2]=f[a+12>>2];b[va+16>>0]=b[a+16>>0]|0;c=c+240|0}}while(0);if((c|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}oa=za+224|0;while(1){d=+p[Aa>>3];g=~~+p[c+216>>3]>>>0;b:do if(~~d>>>0>>>0>=g>>>0){j=d;i=~~d>>>0;h=g;while(1){if(i>>>0>h>>>0)d=j;else{d=+p[oa>>3];e=+p[c+224>>3];if(d<e)break b;if(d>e)d=j;else{if(fub(za,c)|0)break b;d=+p[Aa>>3]}}g=c+240|0;i=~~d>>>0;h=~~+p[c+456>>3]>>>0;if(i>>>0<h>>>0){c=g;break}else{c=g;j=d}}}while(0);while(1){na=k+-240|0;g=~~+p[Aa>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=na;continue}if(g>>>0>h>>>0)break;d=+p[oa>>3];e=+p[k+-16>>3];if(d<e){k=na;continue}if(d>e)break;if(fub(za,na)|0)k=na;else break}if(c>>>0>=na>>>0){za=c;f[a+6632>>2]=4;f[a+6636>>2]=5;break a}Ba=a+24|0;Da=c;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));g=c+40|0;h=c+48|0;i=c+56|0;d=+p[g>>3];e=+p[h>>3];j=+p[i>>3];l=c+64|0;m=c+72|0;n=c+80|0;Q=+p[l>>3];R=+p[m>>3];S=+p[n>>3];o=c+88|0;q=c+92|0;r=c+96|0;ga=f[o>>2]|0;ha=f[q>>2]|0;ia=f[r>>2]|0;s=c+100|0;t=c+104|0;u=c+108|0;ja=f[s>>2]|0;ka=f[t>>2]|0;la=f[u>>2]|0;v=c+112|0;x=c+120|0;z=c+128|0;T=+p[v>>3];U=+p[x>>3];V=+p[z>>3];B=c+136|0;D=c+144|0;F=c+152|0;W=+p[B>>3];X=+p[D>>3];Y=+p[F>>3];H=c+160|0;J=c+168|0;L=c+176|0;Z=+p[H>>3];_=+p[J>>3];$=+p[L>>3];N=c+184|0;f[(a+64|0)>>2]=f[N>>2];f[(a+64|0)+4>>2]=f[N+4>>2];f[(a+64|0)+8>>2]=f[N+8>>2];f[(a+64|0)+12>>2]=f[N+12>>2];P=c+200|0;da=c+208|0;aa=+p[P>>3];ba=+p[da>>3];fa=c+216|0;f[a>>2]=f[fa>>2];f[a+4>>2]=f[fa+4>>2];f[a+8>>2]=f[fa+8>>2];f[a+12>>2]=f[fa+12>>2];b[a+16>>0]=b[fa+16>>0]|0;Ba=c;Da=na;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));ma=k+-200|0;Fa=+p[ma>>3];p[ma>>3]=d;p[g>>3]=Fa;ea=k+-192|0;Fa=+p[ea>>3];p[ea>>3]=+p[h>>3];p[h>>3]=Fa;ca=k+-184|0;Fa=+p[ca>>3];p[ca>>3]=+p[i>>3];p[i>>3]=Fa;O=k+-176|0;Fa=+p[O>>3];p[O>>3]=+p[l>>3];p[l>>3]=Fa;M=k+-168|0;Fa=+p[M>>3];p[M>>3]=+p[m>>3];p[m>>3]=Fa;K=k+-160|0;Fa=+p[K>>3];p[K>>3]=+p[n>>3];p[n>>3]=Fa;I=k+-152|0;G=f[I>>2]|0;f[I>>2]=ga;f[o>>2]=G;G=k+-148|0;E=f[G>>2]|0;f[G>>2]=f[q>>2];f[q>>2]=E;E=k+-144|0;C=f[E>>2]|0;f[E>>2]=f[r>>2];f[r>>2]=C;C=k+-140|0;A=f[C>>2]|0;f[C>>2]=f[s>>2];f[s>>2]=A;A=k+-136|0;y=f[A>>2]|0;f[A>>2]=f[t>>2];f[t>>2]=y;y=k+-132|0;f[u>>2]=f[y>>2];w=k+-128|0;Fa=+p[w>>3];p[w>>3]=+p[v>>3];p[v>>3]=Fa;u=k+-120|0;Fa=+p[u>>3];p[u>>3]=+p[x>>3];p[x>>3]=Fa;t=k+-112|0;Fa=+p[t>>3];p[t>>3]=+p[z>>3];p[z>>3]=Fa;s=k+-104|0;Fa=+p[s>>3];p[s>>3]=+p[B>>3];p[B>>3]=Fa;r=k+-96|0;Fa=+p[r>>3];p[r>>3]=+p[D>>3];p[D>>3]=Fa;q=k+-88|0;Fa=+p[q>>3];p[q>>3]=+p[F>>3];p[F>>3]=Fa;o=k+-80|0;Fa=+p[o>>3];p[o>>3]=+p[H>>3];p[H>>3]=Fa;n=k+-72|0;Fa=+p[n>>3];p[n>>3]=+p[J>>3];p[J>>3]=Fa;m=k+-64|0;Fa=+p[m>>3];p[m>>3]=+p[L>>3];p[L>>3]=Fa;l=k+-56|0;f[N>>2]=f[l>>2];f[N+4>>2]=f[l+4>>2];f[N+8>>2]=f[l+8>>2];f[N+12>>2]=f[l+12>>2];i=k+-40|0;Fa=+p[i>>3];p[i>>3]=+p[P>>3];p[P>>3]=Fa;h=k+-32|0;p[da>>3]=+p[h>>3];g=k+-24|0;f[fa>>2]=f[g>>2];f[fa+4>>2]=f[g+4>>2];f[fa+8>>2]=f[g+8>>2];f[fa+12>>2]=f[g+12>>2];b[fa+16>>0]=b[g+16>>0]|0;Ba=na;Da=a+24|0;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));p[ma>>3]=d;p[ea>>3]=e;p[ca>>3]=j;p[O>>3]=Q;p[M>>3]=R;p[K>>3]=S;f[I>>2]=ga;f[G>>2]=ha;f[E>>2]=ia;f[C>>2]=ja;f[A>>2]=ka;f[y>>2]=la;p[w>>3]=T;p[u>>3]=U;p[t>>3]=V;p[s>>3]=W;p[r>>3]=X;p[q>>3]=Y;p[o>>3]=Z;p[n>>3]=_;p[m>>3]=$;f[l>>2]=f[(a+64|0)>>2];f[l+4>>2]=f[(a+64|0)+4>>2];f[l+8>>2]=f[(a+64|0)+8>>2];f[l+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=aa;p[h>>3]=ba;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;k=na;c=c+240|0}}f[a+432>>2]=za;f[a+6544>>2]=Ba;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6576>>2]=Ca}function ksb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0.0,la=0.0,ma=0.0,na=0.0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0,Ga=0,Ha=0,Ia=0,Ja=0,Ka=0,La=0,Ma=0,Na=0,Oa=0,Pa=0,Qa=0,Ra=0,Sa=0,Ta=0,Ua=0,Va=0,Wa=0,Xa=0,Ya=0,Za=0,_a=0,$a=0,ab=0,bb=0,cb=0,db=0,eb=0,fb=0,gb=0.0;qa=f[a+352>>2]|0;ta=f[a+400>>2]|0;wa=f[a+1720>>2]|0;xa=f[a+1784>>2]|0;ya=f[a+1808>>2]|0;za=f[a+1848>>2]|0;Aa=f[a+1880>>2]|0;Ba=f[a+1920>>2]|0;Ca=f[a+1936>>2]|0;Da=f[a+1968>>2]|0;Ea=f[a+1992>>2]|0;Ga=f[a+2040>>2]|0;Ra=f[a+2640>>2]|0;Wa=f[a+3080>>2]|0;Xa=f[a+3584>>2]|0;Ya=f[a+4176>>2]|0;_a=f[a+4832>>2]|0;$a=f[a+5368>>2]|0;ab=f[a+5936>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;a:{Fa=ta+-128|0;Ha=ta+-120|0;Ia=ta+-112|0;Ja=ta+-104|0;Ka=ta+-96|0;La=ta+-88|0;Ma=ta+-80|0;Na=ta+-72|0;Oa=ta+-64|0;Pa=ta+-56|0;Qa=ta+-40|0;Sa=ta+-32|0;Ta=ta+-24|0;pa=qa;while(1){ua=pa;b:while(1){Ua=ua;switch((Ga-Ua|0|0)/240|0|0){case 2:{db=5;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 3:{db=11;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 4:{db=12;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 5:{db=13;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 1:case 0:{db=111;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}default:{}}if((Ga-Ua|0|0)<1680){db=15;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}Va=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)|0;if((Ga-Ua|0|0)>239760)sa=Hsb(ua,ua+((((Ga-Ua|0)>>>0)/960|0)*240|0)|0,Va,Va+((((Ga-Ua|0)>>>0)/960|0)*240|0)|0,Ra)|0;else sa=Fsb(ua,Va,Ra)|0;k=ua+216|0;c=~~+p[k>>3]>>>0;l=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+216|0;d=~~+p[l>>3]>>>0;if(c>>>0<d>>>0){i=Ra;j=sa;break}if(c>>>0<=d>>>0){e=+p[ua+224>>3];g=+p[ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+224>>3];if(e<g){i=Ra;j=sa;break}if(!(e>g))if(fub(ua,Va)|0){i=Ra;j=sa;break}}if((ua|0)!=(Wa|0)){h=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+224|0;ra=Ra;Za=Wa;while(1){c=~~+p[ra+-24>>3]>>>0;d=~~+p[l>>3]>>>0;if(c>>>0<d>>>0){db=78;break b}if(c>>>0<=d>>>0){e=+p[ra+-16>>3];g=+p[h>>3];if(e<g){db=78;break b}if(!(e>g))if(fub(Za,Va)|0){db=78;break b}}c=Za+-240|0;if((ua|0)==(c|0))break;else{ra=Za;Za=c}}}ba=ua+240|0;ca=~~+p[k>>3]>>>0;oa=~~+p[Xa>>3]>>>0;f[a+432>>2]=ua;f[a+1720>>2]=wa;f[a+1784>>2]=xa;f[a+1808>>2]=ya;f[a+1848>>2]=za;f[a+1880>>2]=Aa;f[a+1920>>2]=Ba;f[a+1936>>2]=Ca;f[a+1968>>2]=Da;f[a+1992>>2]=Ea;f[a+2016>>2]=Fa;f[a+2048>>2]=Ha;f[a+2064>>2]=Ia;f[a+2096>>2]=Ja;f[a+2160>>2]=Ka;f[a+2232>>2]=La;f[a+2296>>2]=Ma;f[a+2368>>2]=Na;f[a+2432>>2]=Oa;f[a+2504>>2]=Pa;f[a+2568>>2]=Qa;f[a+2640>>2]=Ra;f[a+2648>>2]=Sa;f[a+2720>>2]=Ta;f[a+3032>>2]=k;f[a+3104>>2]=ba;f[a+3112>>2]=ca;f[a+3120>>2]=oa;f[a+4176>>2]=Ya;f[a+4832>>2]=_a;f[a+5368>>2]=$a;f[a+5936>>2]=ab;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db;f[a+6632>>2]=0;f[a+6636>>2]=0;jsb(a);ua=f[a+432>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;G=f[a+6632>>2]|0;D=f[a+6636>>2]|0;H=+n[a+6636>>2];f[a+6632>>2]=0;f[a+6636>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:{f[a+6640>>2]=2;f[a+6644>>2]=8;break a}}if((G|0)==3)continue;if((G|0)==4)switch(D|0){case 5:continue b}}if((db|0)==78){db=0;cb=a+24|0;eb=ua;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));c=ua+40|0;d=ua+48|0;h=ua+56|0;e=+p[c>>3];g=+p[d>>3];V=+p[h>>3];i=ua+64|0;j=ua+72|0;k=ua+80|0;W=+p[i>>3];X=+p[j>>3];Y=+p[k>>3];l=ua+88|0;m=ua+92|0;o=ua+96|0;Z=f[l>>2]|0;_=f[m>>2]|0;$=f[o>>2]|0;q=ua+100|0;r=ua+104|0;s=ua+108|0;aa=f[q>>2]|0;ba=f[r>>2]|0;ca=f[s>>2]|0;t=ua+112|0;v=ua+120|0;x=ua+128|0;da=+p[t>>3];ea=+p[v>>3];fa=+p[x>>3];z=ua+136|0;B=ua+144|0;E=ua+152|0;ga=+p[z>>3];ha=+p[B>>3];ia=+p[E>>3];I=ua+160|0;K=ua+168|0;M=ua+176|0;ja=+p[I>>3];ka=+p[K>>3];la=+p[M>>3];O=ua+184|0;f[(a+64|0)>>2]=f[O>>2];f[(a+64|0)+4>>2]=f[O+4>>2];f[(a+64|0)+8>>2]=f[O+8>>2];f[(a+64|0)+12>>2]=f[O+12>>2];Q=ua+200|0;S=ua+208|0;ma=+p[Q>>3];na=+p[S>>3];U=ua+216|0;f[a>>2]=f[U>>2];f[a+4>>2]=f[U+4>>2];f[a+8>>2]=f[U+8>>2];f[a+12>>2]=f[U+12>>2];b[a+16>>0]=b[U+16>>0]|0;cb=ua;eb=Za;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));oa=ra+-200|0;gb=+p[oa>>3];p[oa>>3]=e;p[c>>3]=gb;T=ra+-192|0;gb=+p[T>>3];p[T>>3]=+p[d>>3];p[d>>3]=gb;R=ra+-184|0;gb=+p[R>>3];p[R>>3]=+p[h>>3];p[h>>3]=gb;P=ra+-176|0;gb=+p[P>>3];p[P>>3]=+p[i>>3];p[i>>3]=gb;N=ra+-168|0;gb=+p[N>>3];p[N>>3]=+p[j>>3];p[j>>3]=gb;L=ra+-160|0;gb=+p[L>>3];p[L>>3]=+p[k>>3];p[k>>3]=gb;J=ra+-152|0;F=f[J>>2]|0;f[J>>2]=Z;f[l>>2]=F;F=ra+-148|0;C=f[F>>2]|0;f[F>>2]=f[m>>2];f[m>>2]=C;C=ra+-144|0;A=f[C>>2]|0;f[C>>2]=f[o>>2];f[o>>2]=A;A=ra+-140|0;y=f[A>>2]|0;f[A>>2]=f[q>>2];f[q>>2]=y;y=ra+-136|0;w=f[y>>2]|0;f[y>>2]=f[r>>2];f[r>>2]=w;w=ra+-132|0;f[s>>2]=f[w>>2];u=ra+-128|0;gb=+p[u>>3];p[u>>3]=+p[t>>3];p[t>>3]=gb;s=ra+-120|0;gb=+p[s>>3];p[s>>3]=+p[v>>3];p[v>>3]=gb;r=ra+-112|0;gb=+p[r>>3];p[r>>3]=+p[x>>3];p[x>>3]=gb;q=ra+-104|0;gb=+p[q>>3];p[q>>3]=+p[z>>3];p[z>>3]=gb;o=ra+-96|0;gb=+p[o>>3];p[o>>3]=+p[B>>3];p[B>>3]=gb;m=ra+-88|0;gb=+p[m>>3];p[m>>3]=+p[E>>3];p[E>>3]=gb;l=ra+-80|0;gb=+p[l>>3];p[l>>3]=+p[I>>3];p[I>>3]=gb;k=ra+-72|0;gb=+p[k>>3];p[k>>3]=+p[K>>3];p[K>>3]=gb;j=ra+-64|0;gb=+p[j>>3];p[j>>3]=+p[M>>3];p[M>>3]=gb;i=ra+-56|0;f[O>>2]=f[i>>2];f[O+4>>2]=f[i+4>>2];f[O+8>>2]=f[i+8>>2];f[O+12>>2]=f[i+12>>2];h=ra+-40|0;gb=+p[h>>3];p[h>>3]=+p[Q>>3];p[Q>>3]=gb;d=ra+-32|0;p[S>>3]=+p[d>>3];c=ra+-24|0;f[U>>2]=f[c>>2];f[U+4>>2]=f[c+4>>2];f[U+8>>2]=f[c+8>>2];f[U+12>>2]=f[c+12>>2];b[U+16>>0]=b[c+16>>0]|0;cb=Za;eb=a+24|0;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));p[oa>>3]=e;p[T>>3]=g;p[R>>3]=V;p[P>>3]=W;p[N>>3]=X;p[L>>3]=Y;f[J>>2]=Z;f[F>>2]=_;f[C>>2]=$;f[A>>2]=aa;f[y>>2]=ba;f[w>>2]=ca;p[u>>3]=da;p[s>>3]=ea;p[r>>3]=fa;p[q>>3]=ga;p[o>>3]=ha;p[m>>3]=ia;p[l>>3]=ja;p[k>>3]=ka;p[j>>3]=la;f[i>>2]=f[(a+64|0)>>2];f[i+4>>2]=f[(a+64|0)+4>>2];f[i+8>>2]=f[(a+64|0)+8>>2];f[i+12>>2]=f[(a+64|0)+12>>2];p[h>>3]=ma;p[d>>3]=na;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;i=Za;j=sa+1|0}sa=ua+240|0;f[a+336>>2]=pa;f[a+400>>2]=ta;f[a+432>>2]=ua;f[a+496>>2]=i;f[a+520>>2]=j;f[a+592>>2]=va;f[a+2040>>2]=Ga;f[a+2784>>2]=Ua;f[a+3024>>2]=Va;f[a+5112>>2]=sa;f[a+6520>>2]=bb;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db;f[a+6624>>2]=0;f[a+6628>>2]=0;isb(a);pa=f[a+336>>2]|0;va=f[a+592>>2]|0;bb=f[a+6520>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;G=f[a+6624>>2]|0;D=f[a+6628>>2]|0;H=+n[a+6628>>2];f[a+6624>>2]=0;f[a+6628>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if((db|0)==109){db=0;Xrb(va+240|0,ta);qa=ua;ta=va;f[a+6640>>2]=3;break a}else if((db|0)==110){db=0;if(bb){db=111;f[a+6640>>2]=1;break a}else{qa=ua;ta=va;f[a+6640>>2]=3;break a}}}f[a+352>>2]=qa;f[a+400>>2]=ta;f[a+432>>2]=ua;f[a+2016>>2]=Fa;f[a+2048>>2]=Ha;f[a+2064>>2]=Ia;f[a+2096>>2]=Ja;f[a+2160>>2]=Ka;f[a+2232>>2]=La;f[a+2296>>2]=Ma;f[a+2368>>2]=Na;f[a+2432>>2]=Oa;f[a+2504>>2]=Pa;f[a+2568>>2]=Qa;f[a+2648>>2]=Sa;f[a+2720>>2]=Ta;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db}function lsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0.0;v=f[a+400>>2]|0;za=f[a+432>>2]|0;$=f[a+1720>>2]|0;aa=f[a+1784>>2]|0;ba=f[a+1808>>2]|0;ca=f[a+1848>>2]|0;da=f[a+1880>>2]|0;ea=f[a+1920>>2]|0;fa=f[a+1936>>2]|0;ga=f[a+1968>>2]|0;ha=f[a+1992>>2]|0;ia=f[a+2016>>2]|0;ja=f[a+2048>>2]|0;ka=f[a+2064>>2]|0;la=f[a+2096>>2]|0;ma=f[a+2160>>2]|0;na=f[a+2232>>2]|0;oa=f[a+2296>>2]|0;pa=f[a+2368>>2]|0;qa=f[a+2432>>2]|0;ra=f[a+2504>>2]|0;sa=f[a+2568>>2]|0;ta=f[a+2640>>2]|0;ua=f[a+2648>>2]|0;va=f[a+2720>>2]|0;c=f[a+3584>>2]|0;e=f[a+4176>>2]|0;wa=f[a+4832>>2]|0;xa=f[a+5368>>2]|0;ya=f[a+5936>>2]|0;Aa=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0;Ba=f[a+6576>>2]|0;Ca=f[a+6584>>2]|0;a:{if(Ca){Ca=0;if((Ba|0)==5){c=~~+p[c>>3]>>>0;d=~~+p[za+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){u=a;f[a+6648>>2]=5;break a}h=+p[e>>3];i=+p[za+224>>3];if(!(h<i)){if(h>i){u=a;f[a+6648>>2]=5;break a}if(!(fub(ta,za)|0)){u=a;f[a+6648>>2]=5;break a}}}Aa=a+24|0;Da=za;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));m=za+40|0;B=za+48|0;c=za+56|0;h=+p[m>>3];i=+p[B>>3];E=+p[c>>3];d=za+64|0;e=za+72|0;g=za+80|0;F=+p[d>>3];G=+p[e>>3];H=+p[g>>3];I=za+88|0;j=za+92|0;k=za+96|0;J=f[I>>2]|0;K=f[j>>2]|0;L=f[k>>2]|0;M=za+100|0;l=za+104|0;n=za+108|0;N=f[M>>2]|0;O=f[l>>2]|0;P=f[n>>2]|0;o=za+112|0;q=za+120|0;r=za+128|0;Q=+p[o>>3];R=+p[q>>3];S=+p[r>>3];s=za+136|0;t=za+144|0;v=za+152|0;T=+p[s>>3];U=+p[t>>3];V=+p[v>>3];w=za+160|0;x=za+168|0;y=za+176|0;W=+p[w>>3];X=+p[x>>3];Y=+p[y>>3];z=za+184|0;f[(a+64|0)>>2]=f[z>>2];f[(a+64|0)+4>>2]=f[z+4>>2];f[(a+64|0)+8>>2]=f[z+8>>2];f[(a+64|0)+12>>2]=f[z+12>>2];A=za+200|0;C=za+208|0;Z=+p[A>>3];_=+p[C>>3];D=za+216|0;f[a>>2]=f[D>>2];f[a+4>>2]=f[D+4>>2];f[a+8>>2]=f[D+8>>2];f[a+12>>2]=f[D+12>>2];b[a+16>>0]=b[D+16>>0]|0;Aa=za;Da=ta;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));Fa=+p[wa>>3];p[wa>>3]=h;p[m>>3]=Fa;Fa=+p[xa>>3];p[xa>>3]=+p[B>>3];p[B>>3]=Fa;Fa=+p[ya>>3];p[ya>>3]=+p[c>>3];p[c>>3]=Fa;Fa=+p[$>>3];p[$>>3]=+p[d>>3];p[d>>3]=Fa;Fa=+p[aa>>3];p[aa>>3]=+p[e>>3];p[e>>3]=Fa;Fa=+p[ba>>3];p[ba>>3]=+p[g>>3];p[g>>3]=Fa;Aa=f[ca>>2]|0;f[ca>>2]=J;f[I>>2]=Aa;Aa=f[da>>2]|0;f[da>>2]=f[j>>2];f[j>>2]=Aa;Aa=f[ea>>2]|0;f[ea>>2]=f[k>>2];f[k>>2]=Aa;Aa=f[fa>>2]|0;f[fa>>2]=f[M>>2];f[M>>2]=Aa;Aa=f[ga>>2]|0;f[ga>>2]=f[l>>2];f[l>>2]=Aa;f[n>>2]=f[ha>>2];Fa=+p[ia>>3];p[ia>>3]=+p[o>>3];p[o>>3]=Fa;Fa=+p[ja>>3];p[ja>>3]=+p[q>>3];p[q>>3]=Fa;Fa=+p[ka>>3];p[ka>>3]=+p[r>>3];p[r>>3]=Fa;Fa=+p[la>>3];p[la>>3]=+p[s>>3];p[s>>3]=Fa;Fa=+p[ma>>3];p[ma>>3]=+p[t>>3];p[t>>3]=Fa;Fa=+p[na>>3];p[na>>3]=+p[v>>3];p[v>>3]=Fa;Fa=+p[oa>>3];p[oa>>3]=+p[w>>3];p[w>>3]=Fa;Fa=+p[pa>>3];p[pa>>3]=+p[x>>3];p[x>>3]=Fa;Fa=+p[qa>>3];p[qa>>3]=+p[y>>3];p[y>>3]=Fa;f[z>>2]=f[ra>>2];f[z+4>>2]=f[ra+4>>2];f[z+8>>2]=f[ra+8>>2];f[z+12>>2]=f[ra+12>>2];Fa=+p[sa>>3];p[sa>>3]=+p[A>>3];p[A>>3]=Fa;p[C>>3]=+p[ua>>3];f[D>>2]=f[va>>2];f[D+4>>2]=f[va+4>>2];f[D+8>>2]=f[va+8>>2];f[D+12>>2]=f[va+12>>2];b[D+16>>0]=b[va+16>>0]|0;Aa=ta;Da=a+24|0;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));p[wa>>3]=h;p[xa>>3]=i;p[ya>>3]=E;p[$>>3]=F;p[aa>>3]=G;p[ba>>3]=H;f[ca>>2]=J;f[da>>2]=K;f[ea>>2]=L;f[fa>>2]=N;f[ga>>2]=O;f[ha>>2]=P;p[ia>>3]=Q;p[ja>>3]=R;p[ka>>3]=S;p[la>>3]=T;p[ma>>3]=U;p[na>>3]=V;p[oa>>3]=W;p[pa>>3]=X;p[qa>>3]=Y;f[ra>>2]=f[(a+64|0)>>2];f[ra+4>>2]=f[(a+64|0)+4>>2];f[ra+8>>2]=f[(a+64|0)+8>>2];f[ra+12>>2]=f[(a+64|0)+12>>2];p[sa>>3]=Z;p[ua>>3]=_;f[va>>2]=f[a>>2];f[va+4>>2]=f[a+4>>2];f[va+8>>2]=f[a+8>>2];f[va+12>>2]=f[a+12>>2];b[va+16>>0]=b[a+16>>0]|0;u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==11){Fsb(za,za+240|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else if((Ba|0)==12){Gsb(za,za+240|0,za+480|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else if((Ba|0)==13){Hsb(za,za+240|0,za+480|0,za+720|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==15){d=za+480|0;Fsb(za,za+240|0,d)|0;c=za+720|0;if((c|0)==(v|0)){u=a;f[a+6648>>2]=5;break a}j=(a+64|0)+40|0;k=(a+64|0)+64|0;l=(a+64|0)+88|0;m=(a+64|0)+100|0;n=(a+64|0)+112|0;o=(a+64|0)+136|0;q=(a+64|0)+160|0;r=(a+64|0)+184|0;s=(a+64|0)+200|0;t=(a+64|0)+216|0;while(1){e=~~+p[c+216>>3]>>>0;g=~~+p[d+216>>3]>>>0;if(e>>>0<g>>>0)Ba=22;else if(e>>>0<=g>>>0){h=+p[c+224>>3];i=+p[d+224>>3];if(h<i)Ba=22;else if(!(h>i))if(fub(c,d)|0)Ba=22}if((Ba|0)==22){Ba=0;Aa=a+64|0;Da=c;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));f[a+408>>2]=c;f[a+416>>2]=d;f[a+432>>2]=za;f[a+1832>>2]=j;f[a+1840>>2]=k;f[a+1856>>2]=l;f[a+1864>>2]=m;f[a+1872>>2]=n;f[a+1888>>2]=o;f[a+1896>>2]=q;f[a+1904>>2]=r;f[a+1912>>2]=s;f[a+1928>>2]=t;f[a+6544>>2]=Aa;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6616>>2]=0;f[a+6620>>2]=0;hsb(a);Aa=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0}d=c+240|0;if((d|0)==(v|0))break;else{ya=c;c=d;d=ya}}u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==111)if(1){u=a;f[a+6648>>2]=5;break a}else Ca=1}}f[a+6544>>2]=Aa;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6576>>2]=Ba;f[a+6584>>2]=Ca}
+function Ijb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=b;i=c-l>>5;j=a+8|0;d=f[j>>2]|0;h=f[a>>2]|0;k=h;if(i>>>0>d-h>>5>>>0){g=h;if(h){d=a+4|0;e=f[d>>2]|0;if((e|0)!=(k|0))f[d>>2]=e+(~((e+-32-h|0)>>>5)<<5);sOb(g);f[j>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(i>>>0>134217727)AMb(a);k=d>>4;d=d>>5>>>0<67108863?(k>>>0<i>>>0?i:k):134217727;if(d>>>0>134217727)AMb(a);g=pOb(d<<5)|0;h=a+4|0;f[h>>2]=g;f[a>>2]=g;f[j>>2]=g+(d<<5);if((b|0)==(c|0))return;e=c+-32-l|0;d=g;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(c|0))break;else d=d+32|0}f[h>>2]=g+((e>>>5)+1<<5);return}j=a+4|0;e=f[j>>2]|0;a=e-h>>5;g=i>>>0>a>>>0;a=b+(a<<5)|0;i=g?a:c;h=e;if((i|0)==(b|0))b=k;else{e=i+-32-l|0;d=k;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(i|0))break;else d=d+32|0}b=k+((e>>>5)+1<<5)|0}if(!g){if((b|0)==(h|0))return;f[j>>2]=h+(~((h+-32-b|0)>>>5)<<5);return}if((i|0)==(c|0))return;g=f[j>>2]|0;e=c+-32-i|0;b=a;d=g;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(c|0))break;else d=d+32|0}f[j>>2]=g+((e>>>5)+1<<5);return}function Jjb(a){a=a|0;var b=0,c=0,d=0;Kjb(a+744|0);c=a+584|0;b=f[a+604>>2]|0;if(b|0)Ljb(b,c);b=f[a+592>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);Mjb(a+184|0);B$(a+120|0);c=a+64|0;b=f[a+84>>2]|0;if(b|0)Njb(b,c);b=f[a+72>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(!b)return;sOb(b);return}function Kjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=a+16|0;b=f[a+28>>2]|0;if(b|0)Qjb(b,h);b=f[h>>2]|0;if(b|0){g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[g>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[h>>2]|0}sOb(b)}b=f[a+12>>2]|0;if(b|0)Qjb(b,a);b=f[a>>2]|0;if(!b)return;g=a+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function Ljb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257384]|0))if(MPb(257384)|0){f[64699]=0;f[64700]=0;f[64701]=0}a=f[64700]|0;if(a>>>0>=(f[64701]|0)>>>0){Pjb(258796,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64700]=(f[64700]|0)+20;return}function Mjb(a){a=a|0;var b=0,c=0,d=0;b=f[a+368>>2]|0;if(b|0){c=a+372|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+344>>2]|0;if(b|0){c=a+348|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+320>>2]|0;if(b|0){c=a+324|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+296>>2]|0;if(b|0){c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+272>>2]|0;if(b|0){c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+248>>2]|0;if(b|0){c=a+252|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+224>>2]|0;if(b|0){c=a+228|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+200>>2]|0;if(b|0){c=a+204|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+176>>2]|0;if(b|0){c=a+180|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+152>>2]|0;if(b|0){c=a+156|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+128>>2]|0;if(b|0){c=a+132|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+104>>2]|0;if(b|0){c=a+108|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+80>>2]|0;if(b|0){c=a+84|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+56>>2]|0;if(b|0){c=a+60|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-16-d|0)>>>4)<<4);sOb(d);return}function Njb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257376]|0))if(MPb(257376)|0){f[64695]=0;f[64696]=0;f[64697]=0}a=f[64696]|0;if(a>>>0>=(f[64697]|0)>>>0){Ojb(258780,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64696]=(f[64696]|0)+20;return}function Ojb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function Pjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function Qjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0)){d=a;while(1){a=d+-12|0;f[i>>2]=a;e=f[a>>2]|0;if(e){a=d+-8|0;d=f[a>>2]|0;if((d|0)!=(e|0))f[a>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);a=f[i>>2]|0}if((a|0)==(g|0))break;else d=a}}if(!(b[257392]|0))if(MPb(257392)|0){f[64702]=0;f[64703]=0;f[64704]=0}a=f[64703]|0;if(a>>>0<(f[64704]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64703]=a+12;return}else{Rjb(258808,c);return}}function Rjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-c|0)/12|0;c=l<<1;c=l>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;l=b;d=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;l=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;i=l;if((d|0)!=(i|0)){h=d;do{d=h;h=h+-12|0;c=f[h>>2]|0;if(c|0){g=d+-8|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[g>>2]=e;b=f[e>>2]|0;if(!b)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(b|0))f[d>>2]=e+(~((e+-32-b|0)>>>5)<<5);sOb(b);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}}while((h|0)!=(i|0))}if(!l)return;sOb(l);return}function Sjb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0.0,v=0.0,w=0.0;m=a;l=m+48|0;do{f[m>>2]=f[c>>2];m=m+4|0;c=c+4|0}while((m|0)<(l|0));f[a+48>>2]=e;r=a+52|0;b[r>>0]=b[g>>0]|0;b[r+1>>0]=b[g+1>>0]|0;b[r+2>>0]=b[g+2>>0]|0;g=(zQa(e)|0)+229|0;b[a+55>>0]=b[g>>0]|0;g=a+56|0;if(!(b[i+4>>0]|0)){c=f[i>>2]|0;f[g>>2]=c;c=c+56|0}else{f[g>>2]=0;c=f[i>>2]|0}o=a+60|0;f[o>>2]=c;ljb(a+64|0);q=a+104|0;njb(q,j);n=a+108|0;b[n>>0]=d;i=a+112|0;p[i>>3]=C;f[a+192>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+224>>2]=0;f[a+240>>2]=0;f[a+244>>2]=0;f[a+248>>2]=0;f[a+264>>2]=0;f[a+268>>2]=0;f[a+272>>2]=0;f[a+288>>2]=0;f[a+292>>2]=0;f[a+296>>2]=0;f[a+312>>2]=0;f[a+316>>2]=0;f[a+320>>2]=0;f[a+336>>2]=0;f[a+340>>2]=0;f[a+344>>2]=0;f[a+360>>2]=0;f[a+364>>2]=0;f[a+368>>2]=0;f[a+384>>2]=0;f[a+388>>2]=0;f[a+392>>2]=0;f[a+408>>2]=0;f[a+412>>2]=0;f[a+416>>2]=0;f[a+432>>2]=0;f[a+436>>2]=0;f[a+440>>2]=0;f[a+456>>2]=0;f[a+460>>2]=0;f[a+464>>2]=0;f[a+480>>2]=0;f[a+484>>2]=0;f[a+488>>2]=0;f[a+504>>2]=0;f[a+508>>2]=0;f[a+512>>2]=0;f[a+528>>2]=0;f[a+532>>2]=0;f[a+536>>2]=0;f[a+552>>2]=0;f[a+556>>2]=0;f[a+560>>2]=0;c=a+184|0;m=a+120|0;l=m+60|0;do{f[m>>2]=0;m=m+4|0}while((m|0)<(l|0));p[c>>3]=2.2250738585072014e-308;p[a+208>>3]=8.938889586303288e-249;p[a+232>>3]=6.5957363400673356e-229;p[a+256>>3]=4.8667944097154903e-209;p[a+280>>3]=3.5910604374152623e-189;p[a+304>>3]=2.6497349136888998e-169;p[a+328>>3]=1.9551592726396706e-149;p[a+352>>3]=1.4426529090289578e-129;p[a+376>>3]=1.0644899600019857e-109;p[a+400>>3]=7.85454954447594e-90;p[a+424>>3]=5.795634610448756e-70;p[a+448>>3]=4.2764235361472415e-50;p[a+472>>3]=3.1554436208838314e-30;p[a+496>>3]=2.3283064365385257e-10;p[a+520>>3]=17179869183.998657;p[a+544>>3]=1797693134862315708145274.0e284;if(!j)c=hjb(e)|0;else c=2;f[a+576>>2]=c;vjb(a+584|0,f[64698]|0);f[a+608>>2]=0;j=a+744|0;wjb(j,f[64698]|0);m=a+760|0;wjb(m,f[64698]|0);fjb(e,m);xjb(j,f[m>>2]|0,f[a+764>>2]|0);m=(f[g>>2]|0)==0;if(m){b[a+8>>0]=0;b[a+9>>0]=0;b[a+10>>0]=1;f[a+16>>2]=-1;b[a+11>>0]=0;b[a+12>>0]=0;b[a+13>>0]=0}c=a+40|0;k=+p[c>>3];if(k<0.0)p[c>>3]=C;else{p[s>>3]=k;if(!((f[s>>2]|0)==0?(f[s+4>>2]&2147483647|0)==2146435072:0)){e=f[o>>2]|0;w=+p[e+24>>3];v=+p[e+32>>3];u=+p[e+40>>3];k=k/+L(+(w*w+(v*v+u*u)));p[i>>3]=k}}i=h[n>>0]|0;n=a+109|0;g=i&1;b[n>>0]=g;d=a+110|0;c=i>>>1&1;b[d>>0]=c;l=a+111|0;i=i>>>2&1;b[l>>0]=i;if(m)t=14;else if((f[a+16>>2]|0)<0)t=14;if((t|0)==14){b[d>>0]=0;b[l>>0]=0;i=0;c=0}m=(b[a+24>>0]|0)==0;if(m)l=c;else if(!(f[q>>2]|0)){if(!(b[a+53>>0]|0))if(!(b[a+27>>0]|0)){b[d>>0]=0;c=0}if(!(b[a+54>>0]|0))if(!(b[a+28>>0]|0)){b[l>>0]=0;l=c;i=0}else l=c;else l=c}else l=c;d=l<<24>>24==0;do if((l|i)<<24>>24){if(!(b[a+8>>0]|0))if(!(b[a+12>>0]|0))break;b[n>>0]=1;g=1}while(0);if(m)t=32;else if(!(f[q>>2]|0))if(!(b[r>>0]|0)){c=a+26|0;if(!(b[c>>0]|0)){b[n>>0]=0;t=34}else t=32}else t=32;else t=32;if((t|0)==32)if(!(g<<24>>24)){c=a+26|0;t=34}else c=1;if((t|0)==34){b[c>>0]=0;b[a+12>>0]=0;c=0}if(d)b[a+27>>0]=0;if(!(i<<24>>24))b[a+28>>0]=0;if(c<<24>>24){if((l|i)<<24>>24)return;if(b[a+9>>0]|0)return}b[a+8>>0]=0;return}function Tjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;f[a>>2]=0;c=a+4|0;f[c>>2]=0;f[a+8>>2]=0;f[a>>2]=f[b>>2];d=b+4|0;f[c>>2]=f[d>>2];c=b+8|0;f[a+8>>2]=f[c>>2];f[c>>2]=0;f[d>>2]=0;f[b>>2]=0;d=a+12|0;c=b+12|0;f[d>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[d>>2]=f[c>>2];d=b+16|0;f[e>>2]=f[d>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[c>>2]=0;c=a+24|0;d=b+24|0;f[c>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[c>>2]=f[d>>2];c=b+28|0;f[e>>2]=f[c>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[c>>2]=0;f[d>>2]=0;d=a+36|0;c=b+36|0;f[d>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[d>>2]=f[c>>2];d=b+40|0;f[e>>2]=f[d>>2];b=b+44|0;f[a+44>>2]=f[b>>2];f[b>>2]=0;f[d>>2]=0;f[c>>2]=0;return}function Ujb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=a+4|0;if(!c)c=a+8|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);sOb(c);c=a+8|0;f[c>>2]=0;f[e>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];i=b+4|0;f[e>>2]=f[i>>2];j=b+8|0;f[c>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;i=b+12|0;j=a+12|0;d=f[j>>2]|0;if(!d){c=a+16|0;d=a+20|0}else{c=a+16|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-208|0;f[c>>2]=g;h=f[e+-120>>2]|0;if(!h)e=g;else{e=e+-116|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h);e=f[c>>2]|0}}while((e|0)!=(d|0));d=f[j>>2]|0}sOb(d);d=a+20|0;f[d>>2]=0;f[c>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];g=b+16|0;f[c>>2]=f[g>>2];h=b+20|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;g=b+24|0;h=a+24|0;c=f[h>>2]|0;e=a+28|0;if(!c)c=a+32|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-120-c|0)>>>0)/120|0)*120|0);sOb(c);c=a+32|0;f[c>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];d=b+28|0;f[e>>2]=f[d>>2];e=b+32|0;f[c>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[g>>2]=0;d=b+36|0;e=a+36|0;g=f[e>>2]|0;c=a+40|0;if(!g){j=a+44|0;a=f[d>>2]|0;f[e>>2]=a;a=b+40|0;i=f[a>>2]|0;f[c>>2]=i;b=b+44|0;i=f[b>>2]|0;f[j>>2]=i;f[b>>2]=0;f[a>>2]=0;f[d>>2]=0;return}h=f[c>>2]|0;if((h|0)!=(g|0))f[c>>2]=h+(~(((h+-240-g|0)>>>0)/240|0)*240|0);sOb(g);j=a+44|0;f[j>>2]=0;f[c>>2]=0;f[e>>2]=0;a=f[d>>2]|0;f[e>>2]=a;a=b+40|0;i=f[a>>2]|0;f[c>>2]=i;b=b+44|0;i=f[b>>2]|0;f[j>>2]=i;f[b>>2]=0;f[a>>2]=0;f[d>>2]=0;return}function Vjb(a){a=a|0;if((f[a>>2]|0)!=(f[a+4>>2]|0)){a=0;return a|0}if((f[a+12>>2]|0)!=(f[a+16>>2]|0)){a=0;return a|0}if((f[a+24>>2]|0)!=(f[a+28>>2]|0)){a=0;return a|0}a=(f[a+36>>2]|0)==(f[a+40>>2]|0);return a|0}function Wjb(){f[64705]=0;f[64706]=0;f[64707]=0;return}function Xjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+512|0;m=q+496|0;n=q;o=q+504|0;if(b[a+20>>0]|0)if(b[a+109>>0]|0)if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){e=a+56|0;d=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(d|0)!=0&1;if(!d)d=0;else d=f[f[d>>2]>>2]|0;l=a+104|0;frb(n,m,f[a+48>>2]|0,d,(f[l>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;Mrb(n,c);if(!(f[e>>2]|0))k=1;else k=b[a+12>>0]|0?1:3;d=Rrb(n,m,o)|0;a:do if(d|0){g=a+112|0;j=a+120|0;e=0;c=4;do{while(1){i=+p[m>>3];if(!(+p[g>>3]<i?(c|0)==(f[o>>2]|0):0))break;if(!(Srb(n)|0))break a;Lrb(n,e);d=Rrb(n,m,o)|0;if(!d)break a}c=d+200|0;c=ZPb(f[c>>2]|0,h[c+4>>0]&255|0,28)|0;if((c&15|0)==(f[l>>2]|0))Lsb(a,k,d,i);if(e)e=1;else e=(Vjb(j)|0)^1;Lrb(n,e);c=f[o>>2]|0;d=Rrb(n,m,o)|0}while((d|0)!=0)}while(0);crb(n);u=q;return}e=a+56|0;d=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(d|0)!=0&1;if(!d)d=0;else d=f[f[d>>2]>>2]|0;j=a+104|0;frb(n,m,f[a+48>>2]|0,d,(f[j>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;Mrb(n,c);if(!(f[e>>2]|0))c=1;else c=b[a+12>>0]|0?1:3;e=Rrb(n,m,o)|0;if(e|0){g=a+120|0;d=0;do{l=e+200|0;l=ZPb(f[l>>2]|0,h[l+4>>0]&255|0,28)|0;if((l&15|0)==(f[j>>2]|0))Lsb(a,c,e,+p[m>>3]);if(d)d=1;else d=(Vjb(g)|0)^1;Lrb(n,d);e=Rrb(n,m,o)|0}while((e|0)!=0)}crb(n);u=q;return}function Yjb(a){a=a|0;crb(a);sOb(a);return}function Zjb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0;q=u;u=u+48|0;c=q;a=a+492|0;if(!(CEa(f[(f[a>>2]|0)+48>>2]|0,c)|0)){b=0;u=q;return b|0}a=f[(f[a>>2]|0)+60>>2]|0;e=+p[c>>3];l=(+p[c+24>>3]-e)*.5;h=+p[c+8>>3];g=(+p[c+32>>3]-h)*.5;j=+p[c+16>>3];n=(+p[c+40>>3]-j)*.5;e=e+l;h=h+g;j=j+n;n=l*l+(g*g+n*n);g=+p[a>>3];l=e-g;i=+p[a+8>>3];m=h-i;k=+p[a+16>>3];d=j-k;o=l*+p[a+24>>3]+(m*+p[a+32>>3]+d*+p[a+40>>3]);d=n-(l*l+(m*m+d*d)-o*o);if(d<0.0){b=1;u=q;return b|0}l=+L(+d);m=o+l;g=g-e;e=i-h;d=k-j;if(!(m>=0.0)){b=1;u=q;return b|0}Wqb(b,g*g+(e*e+d*d)<=n?0.0:o-l,m);b=1;u=q;return b|0}function _jb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=f[a+492>>2]|0;g=d+52|0;e=(b[d+24>>0]|0)!=0;h=f[d+104>>2]|0;if(e)a=(b[d+26>>0]|0)==0;else a=0;if(cjb(g,a,h,c)|0){c=1;return c|0}if(e)a=(b[d+27>>0]|0)==0;else a=0;if(djb(g,a,h,c)|0){c=1;return c|0}if(e)a=(b[d+28>>0]|0)==0;else a=0;c=ejb(g,a,h,c)|0;return c|0}function $jb(a,b){a=a|0;b=b|0;return +(+Urb(f[a+492>>2]|0,b))}function akb(a,b){a=a|0;b=b|0;return +(+Trb(f[a+492>>2]|0,b))}function bkb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+512|0;m=q+496|0;n=q;o=q+504|0;e=a+56|0;if(f[e>>2]|0)if(!(b[a+10>>0]|0))Wsb(a);d=a+109|0;if(!(b[d>>0]|0))if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){u=q;return}if(!(f[e>>2]|0))c=9;else if(!(b[a+13>>0]|0))c=9;do if((c|0)==9){l=a+120|0;if(Vjb(l)|0){if(!((b[a+20>>0]|0)==0|(b[d>>0]|0)==0))if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){c=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(c|0)!=0&1;if(!c)c=0;else c=f[f[c>>2]>>2]|0;k=a+104|0;frb(n,m,f[a+48>>2]|0,c,(f[k>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;grb(n);if(!(f[e>>2]|0))j=1;else j=b[a+12>>0]|0?1:3;c=Rrb(n,m,o)|0;a:do if(c|0){i=a+112|0;d=0;e=4;do{while(1){g=+p[m>>3];if(!(+p[i>>3]<g?(e|0)==(f[o>>2]|0):0))break;if(!(Srb(n)|0))break a;Lrb(n,d);c=Rrb(n,m,o)|0;if(!c)break a}e=c+200|0;e=ZPb(f[e>>2]|0,h[e+4>>0]&255|0,28)|0;if((e&15|0)==(f[k>>2]|0))Lsb(a,j,c,g);if(d)d=1;else d=(Vjb(l)|0)^1;Lrb(n,d);e=f[o>>2]|0;c=Rrb(n,m,o)|0}while((c|0)!=0)}while(0);crb(n);break}c=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(c|0)!=0&1;if(!c)c=0;else c=f[f[c>>2]>>2]|0;i=a+104|0;frb(n,m,f[a+48>>2]|0,c,(f[i>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;grb(n);if(!(f[e>>2]|0))e=1;else e=b[a+12>>0]|0?1:3;c=Rrb(n,m,o)|0;if(c|0){d=0;do{k=c+200|0;k=ZPb(f[k>>2]|0,h[k+4>>0]&255|0,28)|0;if((k&15|0)==(f[i>>2]|0))Lsb(a,e,c,+p[m>>3]);if(d)d=1;else d=(Vjb(l)|0)^1;Lrb(n,d);c=Rrb(n,m,o)|0}while((c|0)!=0)}crb(n)}}while(0);Vrb(a);u=q;return}function ckb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=u;u=u+608|0;h=e+584|0;j=e+216|0;g=e+16|0;i=e;p[h>>3]=+n[d>>2];p[h+8>>3]=+n[d+4>>2];ojb(j,a9a(AQa(b)|0)|0,h,0);p[i>>3]=+n[c>>2];p[i+8>>3]=+n[c+4>>2];qjb(g,j,i,h);f[a>>2]=f[g+104>>2];f[a+4>>2]=f[g+108>>2];f[a+8>>2]=f[g+112>>2];f[a+12>>2]=f[g+116>>2];f[a+16>>2]=f[g+120>>2];f[a+20>>2]=f[g+124>>2];u=e;return}function dkb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0.0,la=0.0,ma=0.0;X=u;u=u+1456|0;v=X+1408|0;Z=X+1392|0;V=X+1024|0;W=X+664|0;T=X+464|0;U=X+24|0;H=X;h=+n[d>>2];j=+n[c>>2];L=h-j;i=+n[d+4>>2];J=+n[c+4>>2];K=i-J;n[v>>2]=j;n[v+4>>2]=J;o=v+8|0;n[o>>2]=j+0.0;m=v+12|0;n[m>>2]=K+J;n[v+16>>2]=h;t=v+20|0;n[t>>2]=i;N=v+24|0;n[N>>2]=L+j;M=v+28|0;n[M>>2]=J+0.0;aa=v+32|0;n[aa>>2]=j+L*.5;$=v+36|0;n[$>>2]=J+K*.5;p[Z>>3]=+n[e>>2];p[Z+8>>3]=+n[e+4>>2];ojb(V,a9a(AQa(b)|0)|0,Z,0);_=U+8|0;Y=T+56|0;R=T+64|0;S=T+72|0;D=T+80|0;E=T+88|0;F=T+96|0;B=T+104|0;x=T+108|0;w=T+112|0;G=T+116|0;I=T+120|0;C=T+124|0;p[U>>3]=+n[v>>2];p[_>>3]=J;qjb(T,V,U,Z);p[W>>3]=+p[Y>>3];b=W+8|0;p[b>>3]=+p[R>>3];c=W+16|0;p[c>>3]=+p[S>>3];Q=W+24|0;p[Q>>3]=+p[D>>3];P=W+32|0;p[P>>3]=+p[E>>3];O=W+40|0;p[O>>3]=+p[F>>3];f[W+48>>2]=f[B>>2];f[W+52>>2]=f[x>>2];f[W+56>>2]=f[w>>2];f[W+60>>2]=f[G>>2];f[W+64>>2]=f[I>>2];f[W+68>>2]=f[C>>2];p[U>>3]=+n[o>>2];p[_>>3]=+n[m>>2];qjb(T,V,U,Z);p[W+72>>3]=+p[Y>>3];m=W+80|0;p[m>>3]=+p[R>>3];o=W+88|0;p[o>>3]=+p[S>>3];e=W+96|0;p[e>>3]=+p[D>>3];l=W+104|0;p[l>>3]=+p[E>>3];d=W+112|0;p[d>>3]=+p[F>>3];f[W+120>>2]=f[B>>2];f[W+124>>2]=f[x>>2];f[W+128>>2]=f[w>>2];f[W+132>>2]=f[G>>2];f[W+136>>2]=f[I>>2];f[W+140>>2]=f[C>>2];p[U>>3]=+n[v+16>>2];p[_>>3]=+n[t>>2];qjb(T,V,U,Z);p[W+144>>3]=+p[Y>>3];t=W+152|0;p[t>>3]=+p[R>>3];v=W+160|0;p[v>>3]=+p[S>>3];q=W+168|0;p[q>>3]=+p[D>>3];r=W+176|0;p[r>>3]=+p[E>>3];s=W+184|0;p[s>>3]=+p[F>>3];f[W+192>>2]=f[B>>2];f[W+196>>2]=f[x>>2];f[W+200>>2]=f[w>>2];f[W+204>>2]=f[G>>2];f[W+208>>2]=f[I>>2];f[W+212>>2]=f[C>>2];p[U>>3]=+n[N>>2];p[_>>3]=+n[M>>2];qjb(T,V,U,Z);p[W+216>>3]=+p[Y>>3];M=W+224|0;p[M>>3]=+p[R>>3];N=W+232|0;p[N>>3]=+p[S>>3];y=W+240|0;p[y>>3]=+p[D>>3];z=W+248|0;p[z>>3]=+p[E>>3];A=W+256|0;p[A>>3]=+p[F>>3];f[W+264>>2]=f[B>>2];f[W+268>>2]=f[x>>2];f[W+272>>2]=f[w>>2];f[W+276>>2]=f[G>>2];f[W+280>>2]=f[I>>2];f[W+284>>2]=f[C>>2];p[U>>3]=+n[aa>>2];p[_>>3]=+n[$>>2];qjb(T,V,U,Z);J=+p[Y>>3];p[W+288>>3]=J;K=+p[R>>3];R=W+296|0;p[R>>3]=K;L=+p[S>>3];S=W+304|0;p[S>>3]=L;j=+p[D>>3];p[W+312>>3]=j;i=+p[E>>3];p[W+320>>3]=i;h=+p[F>>3];p[W+328>>3]=h;B=f[B>>2]|0;f[W+336>>2]=B;x=f[x>>2]|0;f[W+340>>2]=x;w=f[w>>2]|0;f[W+344>>2]=w;f[W+348>>2]=f[G>>2];f[W+352>>2]=f[I>>2];f[W+356>>2]=f[C>>2];f[g>>2]=B;f[g+4>>2]=x;f[g+8>>2]=w;J=j+J;K=i+K;L=h+L;w=H+8|0;x=H+16|0;B=U+8|0;C=U+16|0;I=U+24|0;p[H>>3]=+p[W>>3]+ +p[Q>>3];p[w>>3]=+p[b>>3]+ +p[P>>3];p[x>>3]=+p[c>>3]+ +p[O>>3];f7a(U,W,H,W+72|0);h=+p[U>>3];p[T>>3]=h;i=+p[B>>3];O=T+8|0;p[O>>3]=i;j=+p[C>>3];P=T+16|0;p[P>>3]=j;k=+p[I>>3];Q=T+24|0;p[Q>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[W>>3]*h+(+p[b>>3]*i+ +p[c>>3]*j));p[T>>3]=h;p[O>>3]=i;p[P>>3]=j;p[Q>>3]=k}b=W+72|0;p[H>>3]=+p[b>>3]+ +p[e>>3];p[w>>3]=+p[m>>3]+ +p[l>>3];p[x>>3]=+p[o>>3]+ +p[d>>3];f7a(U,b,H,W+144|0);h=+p[U>>3];D=T+32|0;p[D>>3]=h;i=+p[B>>3];E=T+40|0;p[E>>3]=i;j=+p[C>>3];F=T+48|0;p[F>>3]=j;k=+p[I>>3];G=T+56|0;p[G>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[b>>3]*h+(+p[m>>3]*i+ +p[o>>3]*j));p[D>>3]=h;p[E>>3]=i;p[F>>3]=j;p[G>>3]=k}b=W+144|0;p[H>>3]=+p[b>>3]+ +p[q>>3];p[w>>3]=+p[t>>3]+ +p[r>>3];p[x>>3]=+p[v>>3]+ +p[s>>3];f7a(U,b,H,W+216|0);h=+p[U>>3];l=T+64|0;p[l>>3]=h;i=+p[B>>3];m=T+72|0;p[m>>3]=i;j=+p[C>>3];o=T+80|0;p[o>>3]=j;k=+p[I>>3];q=T+88|0;p[q>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[b>>3]*h+(+p[t>>3]*i+ +p[v>>3]*j));p[l>>3]=h;p[m>>3]=i;p[o>>3]=j;p[q>>3]=k}g=W+216|0;p[H>>3]=+p[g>>3]+ +p[y>>3];p[w>>3]=+p[M>>3]+ +p[z>>3];p[x>>3]=+p[N>>3]+ +p[A>>3];f7a(U,g,H,W);k=+p[U>>3];e=T+96|0;p[e>>3]=k;j=+p[B>>3];d=T+104|0;p[d>>3]=j;i=+p[C>>3];c=T+112|0;p[c>>3]=i;h=+p[I>>3];b=T+120|0;p[b>>3]=h;if(h+(J*k+(K*j+L*i))<0.0){k=-k;j=-j;i=-i;h=-(+p[g>>3]*k+(+p[M>>3]*j+ +p[N>>3]*i));p[e>>3]=k;p[d>>3]=j;p[c>>3]=i;p[b>>3]=h}ja=+p[V+8>>3];ka=+p[V+16>>3];la=+p[V+24>>3];ma=-(ja*+p[W+288>>3]+(ka*+p[R>>3]+la*+p[S>>3]));p[T+128>>3]=ja;p[T+136>>3]=ka;p[T+144>>3]=la;p[T+152>>3]=ma;p[U>>3]=+p[T>>3];B=U+8|0;p[B>>3]=+p[O>>3];C=U+16|0;p[C>>3]=+p[P>>3];H=U+24|0;p[H>>3]=+p[Q>>3];I=U+32|0;p[I>>3]=+p[D>>3];M=U+40|0;p[M>>3]=+p[E>>3];N=U+48|0;p[N>>3]=+p[F>>3];O=U+56|0;p[O>>3]=+p[G>>3];P=U+64|0;p[P>>3]=+p[l>>3];Q=U+72|0;p[Q>>3]=+p[m>>3];R=U+80|0;p[R>>3]=+p[o>>3];S=U+88|0;p[S>>3]=+p[q>>3];T=U+96|0;p[T>>3]=k;V=U+104|0;p[V>>3]=j;W=U+112|0;p[W>>3]=i;Y=U+120|0;p[Y>>3]=h;Z=U+128|0;p[Z>>3]=ja;_=U+136|0;p[_>>3]=ka;$=U+144|0;p[$>>3]=la;aa=U+152|0;p[aa>>3]=ma;ekb(U);ma=+p[B>>3];la=+p[C>>3];ka=-+p[H>>3];ja=+p[I>>3];ia=+p[M>>3];ha=+p[N>>3];ga=-+p[O>>3];fa=+p[P>>3];ea=+p[Q>>3];da=+p[R>>3];ca=-+p[S>>3];ba=+p[T>>3];h=+p[V>>3];i=+p[W>>3];j=-+p[Y>>3];k=+p[Z>>3];J=+p[_>>3];K=+p[$>>3];L=-+p[aa>>3];n[a>>2]=+p[U>>3];n[a+4>>2]=ma;n[a+8>>2]=la;n[a+12>>2]=ka;n[a+16>>2]=ja;n[a+20>>2]=ia;n[a+24>>2]=ha;n[a+28>>2]=ga;n[a+32>>2]=fa;n[a+36>>2]=ea;n[a+40>>2]=da;n[a+44>>2]=ca;n[a+48>>2]=ba;n[a+52>>2]=h;n[a+56>>2]=i;n[a+60>>2]=j;n[a+64>>2]=k;n[a+68>>2]=J;n[a+72>>2]=K;n[a+76>>2]=L;fkb(a);u=X;return}function ekb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;s=a+24|0;p[s>>3]=-+p[s>>3];e=+p[a>>3];f=+K(+e);p[a+160>>3]=f;s=a+8|0;f=+p[s>>3];g=+K(+f);p[a+168>>3]=g;r=a+16|0;g=+p[r>>3];d=+K(+g);p[a+176>>3]=d;p[a+280>>3]=e>=0.0?1.0:-1.0;p[a+288>>3]=f>=0.0?1.0:-1.0;p[a+296>>3]=g>=0.0?1.0:-1.0;q=a+56|0;p[q>>3]=-+p[q>>3];q=a+32|0;g=+p[q>>3];f=+K(+g);p[a+184>>3]=f;o=a+40|0;f=+p[o>>3];e=+K(+f);p[a+192>>3]=e;n=a+48|0;e=+p[n>>3];d=+K(+e);p[a+200>>3]=d;p[a+304>>3]=g>=0.0?1.0:-1.0;p[a+312>>3]=f>=0.0?1.0:-1.0;p[a+320>>3]=e>=0.0?1.0:-1.0;m=a+88|0;p[m>>3]=-+p[m>>3];m=a+64|0;e=+p[m>>3];f=+K(+e);p[a+208>>3]=f;l=a+72|0;f=+p[l>>3];g=+K(+f);p[a+216>>3]=g;k=a+80|0;g=+p[k>>3];d=+K(+g);p[a+224>>3]=d;p[a+328>>3]=e>=0.0?1.0:-1.0;p[a+336>>3]=f>=0.0?1.0:-1.0;p[a+344>>3]=g>=0.0?1.0:-1.0;t=a+120|0;p[t>>3]=-+p[t>>3];g=+p[a+96>>3];f=+K(+g);p[a+232>>3]=f;f=+p[a+104>>3];e=+K(+f);p[a+240>>3]=e;e=+p[a+112>>3];d=+K(+e);p[a+248>>3]=d;p[a+352>>3]=g>=0.0?1.0:-1.0;p[a+360>>3]=f>=0.0?1.0:-1.0;p[a+368>>3]=e>=0.0?1.0:-1.0;t=a+152|0;p[t>>3]=-+p[t>>3];d=+p[a+128>>3];c=+K(+d);p[a+256>>3]=c;c=+p[a+136>>3];b=+K(+c);p[a+264>>3]=b;b=+p[a+144>>3];j=+K(+b);p[a+272>>3]=j;p[a+376>>3]=d>=0.0?1.0:-1.0;p[a+384>>3]=c>=0.0?1.0:-1.0;p[a+392>>3]=b>=0.0?1.0:-1.0;j=+p[a>>3];i=+p[s>>3];h=+p[r>>3];h=j*j+(i*i+h*h);p[a+400>>3]=h==0.0?0.0:1.0/h;h=+p[q>>3];i=+p[o>>3];j=+p[n>>3];j=h*h+(i*i+j*j);p[a+408>>3]=j==0.0?0.0:1.0/j;j=+p[m>>3];i=+p[l>>3];h=+p[k>>3];h=j*j+(i*i+h*h);p[a+416>>3]=h==0.0?0.0:1.0/h;e=g*g+(f*f+e*e);p[a+424>>3]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);p[a+432>>3]=b==0.0?0.0:1.0/b;return}function fkb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;s=a+12|0;n[s>>2]=-+n[s>>2];e=+n[a>>2];f=+K(+e);n[a+80>>2]=f;s=a+4|0;f=+n[s>>2];g=+K(+f);n[a+84>>2]=g;r=a+8|0;g=+n[r>>2];d=+K(+g);n[a+88>>2]=d;n[a+140>>2]=e>=0.0?1.0:-1.0;n[a+144>>2]=f>=0.0?1.0:-1.0;n[a+148>>2]=g>=0.0?1.0:-1.0;q=a+28|0;n[q>>2]=-+n[q>>2];q=a+16|0;g=+n[q>>2];f=+K(+g);n[a+92>>2]=f;p=a+20|0;f=+n[p>>2];e=+K(+f);n[a+96>>2]=e;o=a+24|0;e=+n[o>>2];d=+K(+e);n[a+100>>2]=d;n[a+152>>2]=g>=0.0?1.0:-1.0;n[a+156>>2]=f>=0.0?1.0:-1.0;n[a+160>>2]=e>=0.0?1.0:-1.0;m=a+44|0;n[m>>2]=-+n[m>>2];m=a+32|0;e=+n[m>>2];f=+K(+e);n[a+104>>2]=f;l=a+36|0;f=+n[l>>2];g=+K(+f);n[a+108>>2]=g;k=a+40|0;g=+n[k>>2];d=+K(+g);n[a+112>>2]=d;n[a+164>>2]=e>=0.0?1.0:-1.0;n[a+168>>2]=f>=0.0?1.0:-1.0;n[a+172>>2]=g>=0.0?1.0:-1.0;t=a+60|0;n[t>>2]=-+n[t>>2];g=+n[a+48>>2];f=+K(+g);n[a+116>>2]=f;f=+n[a+52>>2];e=+K(+f);n[a+120>>2]=e;e=+n[a+56>>2];d=+K(+e);n[a+124>>2]=d;n[a+176>>2]=g>=0.0?1.0:-1.0;n[a+180>>2]=f>=0.0?1.0:-1.0;n[a+184>>2]=e>=0.0?1.0:-1.0;t=a+76|0;n[t>>2]=-+n[t>>2];d=+n[a+64>>2];c=+K(+d);n[a+128>>2]=c;c=+n[a+68>>2];b=+K(+c);n[a+132>>2]=b;b=+n[a+72>>2];j=+K(+b);n[a+136>>2]=j;n[a+188>>2]=d>=0.0?1.0:-1.0;n[a+192>>2]=c>=0.0?1.0:-1.0;n[a+196>>2]=b>=0.0?1.0:-1.0;j=+n[a>>2];i=+n[s>>2];h=+n[r>>2];h=j*j+(i*i+h*h);n[a+200>>2]=h==0.0?0.0:1.0/h;h=+n[q>>2];i=+n[p>>2];j=+n[o>>2];j=h*h+(i*i+j*j);n[a+204>>2]=j==0.0?0.0:1.0/j;j=+n[m>>2];i=+n[l>>2];h=+n[k>>2];h=j*j+(i*i+h*h);n[a+208>>2]=h==0.0?0.0:1.0/h;e=g*g+(f*f+e*e);n[a+212>>2]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);n[a+216>>2]=b==0.0?0.0:1.0/b;return}function gkb(a,b){a=a|0;b=b|0;b=(Kkb(DSa(a)|0,b)|0)+24|0;b=f[b>>2]|0;return Pg[f[(f[b>>2]|0)+8>>2]&1023](b)|0}function hkb(a,b){a=a|0;b=b|0;return Kkb(DSa(a)|0,b)|0}function ikb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;t=u;u=u+32|0;q=t+16|0;r=t;l=(Kkb(DSa(b)|0,c)|0)+24|0;l=f[l>>2]|0;e=f[l+4>>2]|0;l=(f[l+8>>2]|0)-e|0;d=(l|0)/88|0;f[r>>2]=0;s=r+4|0;f[s>>2]=0;f[r+8>>2]=0;if(!l){b=0;g=0;c=0;d=0}else{if(d>>>0>134217727)AMb(r);i=pOb(d<<5)|0;f[r>>2]=i;g=i+(d<<5)|0;f[r+8>>2]=g;f[s>>2]=g;b=i;c=0;do{p[i+(c<<5)>>3]=+p[e+(c*88|0)>>3];p[i+(c<<5)+8>>3]=+p[e+(c*88|0)+8>>3];p[i+(c<<5)+16>>3]=+p[e+(c*88|0)+16>>3];p[i+(c<<5)+24>>3]=-+p[e+(c*88|0)+24>>3];c=c+1|0}while(c>>>0<d>>>0);c=i;d=i}f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;e=g-b|0;i=e>>5;l=a+8|0;do if(!i){o=0;m=0}else if(i>>>0>268435455)vd();else{m=pOb(e>>1)|0;j=m;o=m+(i<<4)|0;f[a>>2]=j;f[k>>2]=j;f[l>>2]=o;break}while(0);if((b|0)!=(g|0)){e=q+4|0;i=q+8|0;j=q+12|0;d=m;c=o;while(1){h=+p[b>>3];n[q>>2]=h;n[e>>2]=+p[b+8>>3];n[i>>2]=+p[b+16>>3];n[j>>2]=+p[b+24>>3];if(d>>>0<c>>>0){n[d>>2]=h;f[d+4>>2]=f[e>>2];f[d+8>>2]=f[i>>2];f[d+12>>2]=f[j>>2];f[k>>2]=d+16}else jkb(a,q);b=b+32|0;if((b|0)==(g|0))break;d=f[k>>2]|0;c=f[l>>2]|0}c=f[r>>2]|0;d=c}if(!d){u=t;return}b=f[s>>2]|0;if((b|0)!=(d|0))f[s>>2]=b+(~((b+-32-d|0)>>>5)<<5);sOb(c);u=t;return}function jkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;f[c>>2]=f[b>>2];f[g+(h<<4)+4>>2]=f[b+4>>2];f[g+(h<<4)+8>>2]=f[b+8>>2];f[g+(h<<4)+12>>2]=f[b+12>>2];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;n=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[n+-12>>2];f[h+-8>>2]=f[n+-8>>2];f[h+-4>>2]=f[n+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function kkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;e=+p[c+40>>3];d=+p[c+48>>3];n[a>>2]=+p[c+32>>3];n[a+4>>2]=e;n[a+8>>2]=d;return}function lkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;g=+p[c+16>>3];e=+p[c+24>>3];d=+p[c+32>>3];n[a>>2]=+p[c+8>>3];n[a+4>>2]=g;n[a+8>>2]=e;n[a+12>>2]=d;n[a+16>>2]=-1.0;return}function mkb(a,b,c){a=a|0;b=b|0;c=c|0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;n[a>>2]=+p[c+448>>3];n[a+4>>2]=+p[c+456>>3];n[a+8>>2]=+p[c+464>>3];n[a+12>>2]=+p[c+472>>3];n[a+16>>2]=+p[c+480>>3];n[a+20>>2]=+p[c+488>>3];return}function nkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;v=+p[c+40>>3];u=+p[c+48>>3];t=+p[c+56>>3];s=+p[c+64>>3];r=+p[c+72>>3];q=+p[c+80>>3];o=+p[c+88>>3];m=+p[c+96>>3];l=+p[c+104>>3];k=+p[c+112>>3];j=+p[c+120>>3];i=+p[c+128>>3];h=+p[c+136>>3];g=+p[c+144>>3];e=+p[c+152>>3];d=+p[c+160>>3];y=+p[c+16>>3];x=+p[c+24>>3];w=-+p[c+32>>3];n[a>>2]=+p[c+8>>3];n[a+4>>2]=y;n[a+8>>2]=x;n[a+12>>2]=w;n[a+16>>2]=v;n[a+20>>2]=u;n[a+24>>2]=t;n[a+28>>2]=-s;n[a+32>>2]=r;n[a+36>>2]=q;n[a+40>>2]=o;n[a+44>>2]=-m;n[a+48>>2]=l;n[a+52>>2]=k;n[a+56>>2]=j;n[a+60>>2]=-i;n[a+64>>2]=h;n[a+68>>2]=g;n[a+72>>2]=e;n[a+76>>2]=-d;return}function okb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+64|0;l=o+40|0;j=o+24|0;k=o+28|0;i=o;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;if(c|0){z5a(l,c);h=f[l>>2]|0;g=0;do{f[h+(g*44|0)>>2]=f[d+(g<<4)>>2];f[h+(g*44|0)+4>>2]=f[d+(g<<4)+4>>2];f[h+(g*44|0)+8>>2]=f[d+(g<<4)+8>>2];f[h+(g*44|0)+12>>2]=f[d+(g<<4)+12>>2];g=g+1|0}while((g|0)!=(c|0))}A5a(l);h=pOb(56)|0;B5a(k,l);p[i>>3]=+n[e>>2];p[i+8>>3]=+n[e+4>>2];p[i+16>>3]=+n[e+8>>2];Mlb(h,k,i);f[j>>2]=h;h=pkb(a,b,j)|0;g=f[j>>2]|0;f[j>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);b=f[k>>2]|0;if(b|0){g=k+4|0;a=f[g>>2]|0;if((a|0)!=(b|0))f[g>>2]=a+(~(((a+-88-b|0)>>>0)/88|0)*88|0);sOb(b)}g=f[l>>2]|0;if(!g){u=o;return h|0}a=f[m>>2]|0;if((a|0)!=(g|0))f[m>>2]=a+(~(((a+-44-g|0)>>>0)/44|0)*44|0);sOb(g);u=o;return h|0}function pkb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+64|0;m=r+59|0;t=r+56|0;s=r+52|0;l=r;q=r+48|0;o=DSa(c)|0;bjb(t,c,(b[a+5>>0]|0)!=0,(b[a+6>>0]|0)!=0,(b[a+7>>0]|0)!=0);n=pOb(80)|0;v=f[d>>2]|0;f[d>>2]=0;f[s>>2]=v;Skb(n,a,c,t,s);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);a=l+24|0;if(CEa(c,l)|0){k=+p[l>>3];g=+p[a>>3];h=+p[l+8>>3];i=+p[l+32>>3];j=+p[l+16>>3];e=+p[l+40>>3]}else{f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;p[a>>3]=1.0;p[l+32>>3]=1.0;p[l+40>>3]=1.0;k=0.0;g=1.0;h=0.0;i=1.0;j=0.0;e=1.0}t=pOb(520)|0;b[m>>0]=0;frb(t,m,f[n+16>>2]|0,0,n+64|0);f[t>>2]=40732;f[t+492>>2]=n;p[t+496>>3]=g-k;p[t+504>>3]=i-h;p[t+512>>3]=e-j;v=n+28|0;a=f[v>>2]|0;f[v>>2]=t;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);f[q>>2]=n;a=Lkb(o,q)|0;d=f[q>>2]|0;f[q>>2]=0;if(!d){u=r;return a|0}Rkb(d);sOb(d);u=r;return a|0}function qkb(a){a=a|0;crb(a);sOb(a);return}function rkb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+496>>3];d=+p[a+504>>3];c=+p[a+512>>3];Wqb(b,0.0,e*e+(d*d+c*c));return 1}function skb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=f[a+492>>2]|0;g=d+20|0;e=(b[d+1>>0]|0)!=0;if(e)a=(b[d+2>>0]|0)==0;else a=0;if(cjb(g,a,0,c)|0){c=1;return c|0}if(e)a=(b[d+3>>0]|0)==0;else a=0;if(djb(g,a,0,c)|0){c=1;return c|0}if(e)a=(b[d+4>>0]|0)==0;else a=0;c=ejb(g,a,0,c)|0;return c|0}function tkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0;d=u;u=u+32|0;c=d;a=f[(f[a+492>>2]|0)+24>>2]|0;if((Rg[f[(f[a>>2]|0)+24>>2]&255](a,b)|0)==1){e=-1.0;u=d;return +e}j=+p[b>>3];i=+p[b+8>>3];h=(+p[b+32>>3]-i)*.5;g=+p[b+16>>3];e=(+p[b+40>>3]-g)*.5;p[c>>3]=j+(+p[b+24>>3]-j)*.5;p[c+8>>3]=i+h;p[c+16>>3]=g+e;e=+Ng[f[(f[a>>2]|0)+16>>2]&31](a,c);u=d;return +e}function ukb(a,b){a=a|0;b=b|0;var c=0.0;a=f[(f[a+492>>2]|0)+24>>2]|0;if((Rg[f[(f[a>>2]|0)+28>>2]&255](a,b)|0)==1){c=-1.0;return +c}c=+Ng[f[(f[a>>2]|0)+16>>2]&31](a,b);return +c}function vkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0;d=u;u=u+48|0;e=d+40|0;h=d;g=pOb(48)|0;k=+n[c+4>>2];j=+n[c+8>>2];i=+n[c+12>>2];p[h>>3]=+n[c>>2];p[h+8>>3]=k;p[h+16>>3]=j;p[h+24>>3]=i;p[h+32>>3]=-1.0;Nlb(g,h);f[e>>2]=g;a=pkb(a,b,e)|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=d;return a|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=d;return a|0}function wkb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;e=u;u=u+720|0;F=e+492|0;g=e+488|0;i=e+440|0;h=e;f[F>>2]=f[d>>2];Y=F+4|0;f[Y>>2]=f[d+4>>2];X=F+8|0;f[X>>2]=f[d+8>>2];W=F+12|0;f[W>>2]=f[d+12>>2];V=F+16|0;f[V>>2]=f[d+16>>2];U=F+20|0;f[U>>2]=f[d+20>>2];T=F+24|0;f[T>>2]=f[d+24>>2];S=F+28|0;f[S>>2]=f[d+28>>2];R=F+32|0;f[R>>2]=f[d+32>>2];Q=F+36|0;f[Q>>2]=f[d+36>>2];P=F+40|0;f[P>>2]=f[d+40>>2];O=F+44|0;f[O>>2]=f[d+44>>2];N=F+48|0;f[N>>2]=f[d+48>>2];M=F+52|0;f[M>>2]=f[d+52>>2];L=F+56|0;f[L>>2]=f[d+56>>2];K=F+60|0;f[K>>2]=f[d+60>>2];J=F+64|0;f[J>>2]=f[d+64>>2];I=F+68|0;f[I>>2]=f[d+68>>2];H=F+72|0;f[H>>2]=f[d+72>>2];G=F+76|0;f[G>>2]=f[d+76>>2];fkb(F);d=pOb(656)|0;p[i>>3]=+n[c>>2];p[i+8>>3]=+n[c+4>>2];p[i+16>>3]=+n[c+8>>2];p[i+24>>3]=+n[c+12>>2];p[i+32>>3]=+n[c+16>>2];p[i+40>>3]=+n[c+20>>2];E=+n[Y>>2];D=+n[X>>2];C=-+n[W>>2];B=+n[V>>2];A=+n[U>>2];z=+n[T>>2];y=-+n[S>>2];x=+n[R>>2];w=+n[Q>>2];v=+n[P>>2];t=-+n[O>>2];s=+n[N>>2];r=+n[M>>2];q=+n[L>>2];o=-+n[K>>2];m=+n[J>>2];l=+n[I>>2];k=+n[H>>2];j=-+n[G>>2];p[h>>3]=+n[F>>2];p[h+8>>3]=E;p[h+16>>3]=D;p[h+24>>3]=C;p[h+32>>3]=B;p[h+40>>3]=A;p[h+48>>3]=z;p[h+56>>3]=y;p[h+64>>3]=x;p[h+72>>3]=w;p[h+80>>3]=v;p[h+88>>3]=t;p[h+96>>3]=s;p[h+104>>3]=r;p[h+112>>3]=q;p[h+120>>3]=o;p[h+128>>3]=m;p[h+136>>3]=l;p[h+144>>3]=k;p[h+152>>3]=j;ekb(h);Olb(d,i,h);f[g>>2]=d;a=pkb(a,b,g)|0;b=f[g>>2]|0;f[g>>2]=0;if(!b){u=e;return a|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=e;return a|0}function xkb(a,b){a=a|0;b=b|0;return (Kkb(DSa(a)|0,b)|0)!=0|0}function ykb(a,b){a=a|0;b=b|0;b=(Kkb(DSa(a)|0,b)|0)+28|0;grb(f[b>>2]|0);return}function zkb(a,b){a=a|0;b=b|0;Pkb(DSa(a)|0,b);return}function Akb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+32|0;d=Kkb(DSa(a)|0,b)|0;if(!(Bkb(a,Qrb(f[d+28>>2]|0)|0,d,c,e)|0)){u=e;return}b=c+116|0;a=d+56|0;c=f[a>>2]|0;if((c|0)==(f[d+60>>2]|0)){GG(d+52|0,b);u=e;return}else{g=b;b=f[g+4>>2]|0;d=c;f[d>>2]=f[g>>2];f[d+4>>2]=b;f[a>>2]=(f[a>>2]|0)+8;u=e;return}}function Bkb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+48|0;h=t;s=d+32|0;q=e+116|0;if(kib(s,q)|0){s=0;u=t;return s|0}if(f[e+196>>2]&33554456|0){s=0;u=t;return s|0}p=(b[d>>0]|0)==0;Vib(h,a,c,e,0);a=Qlb(d,e,h,g,0,0,0,0,0)|0;if(p)if(!(a&2))a=0;else r=6;else if((a|0)==2)r=6;else a=0;a:do if((r|0)==6){k=f[q>>2]|0;e=f[e+120>>2]|0;p=e+-1640531527+(k<<6)+(k>>>2)^k;l=d+36|0;m=f[l>>2]|0;o=(m|0)==0;b:do if(o)a=0;else{h=m+-1|0;g=(h&m|0)==0;if(g)a=p&h;else if(p>>>0<m>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;c=f[(f[s>>2]|0)+(a<<2)>>2]|0;if(c){c=f[c>>2]|0;if(c){if(g)while(1){g=f[c+4>>2]|0;if(!((g|0)==(p|0)|(g&h|0)==(a|0)))break b;if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(e|0)){a=1;break a}c=f[c>>2]|0;if(!c)break b}do{g=f[c+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(a|0))break b}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(e|0)){a=1;break a}c=f[c>>2]|0}while((c|0)!=0)}}}while(0);e=pOb(16)|0;k=q;q=f[k+4>>2]|0;h=e+8|0;f[h>>2]=f[k>>2];f[h+4>>2]=q;f[e+4>>2]=p;f[e>>2]=0;h=d+44|0;i=+(((f[h>>2]|0)+1|0)>>>0);j=+n[d+48>>2];do if(o|j*+(m>>>0)<i){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;c=~~+W(+(i/j))>>>0;vza(s,a>>>0<c>>>0?c:a);a=f[l>>2]|0;c=a+-1|0;if(!(c&a)){g=a;a=c&p;break}if(p>>>0<a>>>0){g=a;a=p}else{g=a;a=(p>>>0)%(a>>>0)|0}}else g=m;while(0);c=(f[s>>2]|0)+(a<<2)|0;a=f[c>>2]|0;if(!a){a=d+40|0;f[e>>2]=f[a>>2];f[a>>2]=e;f[c>>2]=a;a=f[e>>2]|0;if(a|0){a=f[a+4>>2]|0;c=g+-1|0;if(!(c&g))a=a&c;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;a=(f[s>>2]|0)+(a<<2)|0;r=38}}else{f[e>>2]=f[a>>2];r=38}if((r|0)==38)f[a>>2]=e;f[h>>2]=(f[h>>2]|0)+1;a=1}while(0);s=a;u=t;return s|0}function Ckb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;w=A+32|0;y=A+48|0;q=A+44|0;r=A+8|0;s=A;t=A+40|0;v=Kkb(DSa(a)|0,b)|0;n=f[v+28>>2]|0;o=Qrb(n)|0;g=f[v+44>>2]|0;f[y>>2]=0;z=y+4|0;f[z>>2]=0;f[y+8>>2]=0;x=d+4|0;b=f[x>>2]|0;h=f[d>>2]|0;i=h;e=b;do if(b-h>>3>>>0<c>>>0){i=d+8|0;l=v+24|0;m=y+8|0;b=(g|0)!=0;while(1){e=Rrb(n,w,q)|0;if(!e){g=13;break}if(Bkb(a,o,v,e,r)|0){b=e+116|0;e=f[x>>2]|0;if((e|0)==(f[i>>2]|0))GG(d,b);else{g=b;h=f[g+4>>2]|0;k=e;f[k>>2]=f[g>>2];f[k+4>>2]=h;f[x>>2]=(f[x>>2]|0)+8}b=f[l>>2]|0;j=+Ng[f[(f[b>>2]|0)+16>>2]&31](b,r);p[s>>3]=j;b=f[z>>2]|0;e=b-(f[y>>2]|0)>>4;f[t>>2]=e;if((f[m>>2]|0)>>>0>b>>>0){p[b>>3]=j;f[b+8>>2]=e;f[z>>2]=b+16}else Dkb(y,s,t);b=1}Lrb(n,b);k=f[x>>2]|0;h=f[d>>2]|0;if(k-h>>3>>>0>=c>>>0){g=14;break}}if((g|0)==13){h=f[d>>2]|0;b=f[x>>2]|0;i=h;e=b;break}else if((g|0)==14){i=h;e=k;b=k;break}}while(0);a:do if((i|0)==(e|0)){i=v+52|0;if(b-h>>3>>>0<c>>>0){g=v+56|0;h=d+8|0;b=f[g>>2]|0;do{if((f[i>>2]|0)==(b|0))break a;b=b+-8|0;if((e|0)==(f[h>>2]|0))GG(d,b);else{t=b;v=f[t+4>>2]|0;w=e;f[w>>2]=f[t>>2];f[w+4>>2]=v;f[x>>2]=(f[x>>2]|0)+8}b=(f[g>>2]|0)+-8|0;f[g>>2]=b;e=f[x>>2]|0}while(e-(f[d>>2]|0)>>3>>>0<c>>>0)}}else{Ekb(f[y>>2]|0,f[z>>2]|0,w);g=f[x>>2]|0;b=f[d>>2]|0;if((g|0)!=(b|0)){k=0;i=f[y>>2]|0;e=b;h=g;while(1){g=f[i+(k<<4)+8>>2]|0;b=f[i+(g<<4)+8>>2]|0;if((g|0)==(b|0)){b=i;g=h}else{while(1){w=e+(g<<3)|0;e=e+(b<<3)|0;g=w;c=f[g>>2]|0;g=f[g+4>>2]|0;v=e;b=f[v+4>>2]|0;f[w>>2]=f[v>>2];f[w+4>>2]=b;f[e>>2]=c;f[e+4>>2]=g;e=f[y>>2]|0;g=e+(k<<4)+8|0;c=f[g>>2]|0;w=e+(k<<4)|0;b=e+(c<<4)|0;j=+p[w>>3];p[w>>3]=+p[b>>3];p[b>>3]=j;b=e+(c<<4)+8|0;f[g>>2]=f[b>>2];f[b>>2]=c;g=f[g>>2]|0;b=f[e+(g<<4)+8>>2]|0;if((g|0)==(b|0))break;e=f[d>>2]|0}b=e;e=f[d>>2]|0;g=f[x>>2]|0}k=k+1|0;if(k>>>0>=g-e>>3>>>0)break;else{i=b;h=g}}}}while(0);b=f[y>>2]|0;if(!b){u=A;return}e=f[z>>2]|0;if((e|0)!=(b|0))f[z>>2]=e+(~((e+-16-b|0)>>>4)<<4);sOb(b);u=A;return}function Dkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>4;d=m+1|0;if(d>>>0>268435455)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>3;d=n>>4>>>0<134217727?(e>>>0<d>>>0?d:e):268435455;do if(!d){h=0;j=0}else if(d>>>0>268435455)vd();else{j=pOb(d<<4)|0;h=j;break}while(0);e=h+(m<<4)|0;p[e>>3]=+p[b>>3];f[h+(m<<4)+8>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+16;f[g>>2]=h+(d<<4);if(!k)return;sOb(k);return}function Ekb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0,u=0;a:while(1){q=b;r=b+-16|0;s=b+-32|0;t=b+-8|0;while(1){b:while(1){o=a;d=q-o|0;e=d>>4;switch(e|0){case 2:{u=5;break a}case 3:{u=10;break a}case 4:{u=11;break a}case 5:{u=12;break a}case 1:case 0:{u=90;break a}default:{}}if((d|0)<112){u=14;break a}g=(e|0)/2|0;m=a+(g<<4)|0;if((d|0)>15984){d=(e|0)/4|0;d=Hkb(a,a+(d<<4)|0,m,m+(d<<4)|0,r,c)|0}else d=Fkb(a,m,r,c)|0;n=+p[a>>3];i=+p[m>>3];if(n<i){e=r;break}if(!(i<n))if((f[a+8>>2]|0)>>>0<(f[a+(g<<4)+8>>2]|0)>>>0){e=r;break}if((a|0)!=(s|0)){k=a+(g<<4)+8|0;g=r;e=s;while(1){h=+p[e>>3];if(h<i){u=60;break b}if(!(i<h)){j=g+-8|0;g=f[j>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){u=64;break b}}g=e+-16|0;if((a|0)==(g|0))break;else{l=e;e=g;g=l}}}d=a+16|0;i=+p[r>>3];do if(!(n<i)){if(!(i<n))if((f[a+8>>2]|0)>>>0<(f[t>>2]|0)>>>0)break;if((d|0)==(r|0)){u=90;break a}j=a+8|0;while(1){h=+p[d>>3];if(n<h){u=41;break}if(!(h<n)){g=d+8|0;e=f[g>>2]|0;if((f[j>>2]|0)>>>0<e>>>0)break}d=d+16|0;if((d|0)==(r|0)){u=90;break a}}if((u|0)==41){u=0;e=d+8|0;g=e;e=f[e>>2]|0}p[d>>3]=i;p[r>>3]=h;f[g>>2]=f[t>>2];f[t>>2]=e;d=d+16|0}while(0);if((d|0)==(r|0)){u=90;break a}k=a+8|0;e=r;while(1){n=+p[a>>3];h=+p[d>>3];if(n<h){j=d;g=d}else{do{if(!(h<n))if((f[k>>2]|0)>>>0<(f[d+8>>2]|0)>>>0)break;d=d+16|0;h=+p[d>>3]}while(!(n<h));j=d;g=d}d=e;while(1){e=d+-16|0;i=+p[e>>3];if(n<i){d=e;continue}if(i<n)break;if((f[k>>2]|0)>>>0<(f[d+-8>>2]|0)>>>0)d=e;else break}if(j>>>0>=e>>>0){a=j;continue b}p[g>>3]=i;p[e>>3]=h;m=j+8|0;d=d+-8|0;o=f[m>>2]|0;f[m>>2]=f[d>>2];f[d>>2]=o;d=j+16|0}}if((u|0)==60){g=g+-8|0;j=g;g=f[g>>2]|0;u=64}if((u|0)==64){u=0;p[a>>3]=h;p[e>>3]=n;k=a+8|0;l=f[k>>2]|0;f[k>>2]=g;f[j>>2]=l;d=d+1|0}g=a+16|0;c:do if(g>>>0<e>>>0)while(1){i=+p[m>>3];l=m+8|0;while(1){n=+p[g>>3];if(!(n<i)){if(i<n)break;if((f[g+8>>2]|0)>>>0>=(f[l>>2]|0)>>>0)break}g=g+16|0}j=e+-16|0;h=+p[j>>3];d:do if(h<i)l=j;else{k=j;while(1){if(!(i<h))if((f[e+-8>>2]|0)>>>0<(f[l>>2]|0)>>>0){l=k;j=k;break d}j=k+-16|0;h=+p[j>>3];if(h<i){e=k;l=j;break}else{e=k;k=j}}}while(0);if(g>>>0>j>>>0)break c;p[g>>3]=h;p[l>>3]=n;k=g+8|0;e=e+-8|0;l=f[k>>2]|0;f[k>>2]=f[e>>2];f[e>>2]=l;m=(m|0)==(g|0)?j:m;e=j;g=g+16|0;d=d+1|0}while(0);do if((g|0)!=(m|0)){h=+p[m>>3];i=+p[g>>3];if(h<i){j=g+8|0;l=m+8|0;e=l;k=j;l=f[l>>2]|0;j=f[j>>2]|0}else{if(i<h)break;e=m+8|0;l=f[e>>2]|0;k=g+8|0;j=f[k>>2]|0;if(l>>>0>=j>>>0)break}p[g>>3]=h;p[m>>3]=i;f[k>>2]=l;f[e>>2]=j;d=d+1|0}while(0);if(!d){d=Ikb(a,g,c)|0;e=g+16|0;if(Ikb(e,b,c)|0){u=89;break}if(d){a=e;continue}}m=g;if((m-o|0)>=(q-m|0)){u=88;break}Ekb(a,g,c);a=g+16|0}if((u|0)==88){u=0;Ekb(g+16|0,b,c);b=g;continue}else if((u|0)==89){u=0;if(d){u=90;break}else{b=g;continue}}}if((u|0)==5){g=b+-16|0;h=+p[g>>3];i=+p[a>>3];if(h<i){d=a+8|0;b=d;e=f[t>>2]|0;d=f[d>>2]|0}else{if(i<h)return;e=f[t>>2]|0;b=a+8|0;d=f[b>>2]|0;if(e>>>0>=d>>>0)return}p[a>>3]=h;p[g>>3]=i;f[b>>2]=e;f[t>>2]=d;return}else if((u|0)==10){Fkb(a,a+16|0,r,c)|0;return}else if((u|0)==11){Gkb(a,a+16|0,a+32|0,r,c)|0;return}else if((u|0)==12){Hkb(a,a+16|0,a+32|0,a+48|0,r,c)|0;return}else if((u|0)==14){e=a+32|0;Fkb(a,a+16|0,e,c)|0;d=a+48|0;if((d|0)==(b|0))return;while(1){i=+p[d>>3];h=+p[e>>3];if(i<h){l=d+8|0;j=e+8|0;g=j;k=l;l=f[l>>2]|0;j=f[j>>2]|0;u=19}else if(!(h<i)){k=d+8|0;l=f[k>>2]|0;g=e+8|0;j=f[g>>2]|0;if(l>>>0<j>>>0)u=19}if((u|0)==19){u=0;p[d>>3]=h;f[k>>2]=j;e:do if((e|0)!=(a|0)){m=e;while(1){e=m+-16|0;h=+p[e>>3];if(i<h){j=m+-8|0;g=j;j=f[j>>2]|0}else{if(h<i){e=m;break e}k=m+-8|0;j=f[k>>2]|0;if(l>>>0<j>>>0)g=k;else{e=m;break e}}p[m>>3]=h;f[m+8>>2]=j;if((a|0)==(e|0))break;else m=e}}while(0);p[e>>3]=i;f[g>>2]=l}e=d+16|0;if((e|0)==(b|0))break;else{t=d;d=e;e=t}}return}else if((u|0)==90)return}function Fkb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0,j=0,k=0.0;h=+p[b>>3];k=+p[a>>3];if(h<k)d=1;else if(k<h)d=0;else d=(f[b+8>>2]|0)>>>0<(f[a+8>>2]|0)>>>0;g=+p[c>>3];if(g<h)e=1;else if(h<g)e=0;else e=(f[c+8>>2]|0)>>>0<(f[b+8>>2]|0)>>>0;if(!d){if(!e){b=0;return b|0}p[b>>3]=g;p[c>>3]=h;j=b+8|0;c=c+8|0;i=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=i;g=+p[b>>3];h=+p[a>>3];if(g<h){e=a+8|0;d=e;i=f[j>>2]|0;e=f[e>>2]|0}else{if(h<g){b=1;return b|0}i=f[j>>2]|0;d=a+8|0;e=f[d>>2]|0;if(i>>>0>=e>>>0){b=1;return b|0}}p[a>>3]=g;p[b>>3]=h;f[d>>2]=i;f[j>>2]=e;b=2;return b|0}if(e){p[a>>3]=g;p[c>>3]=k;j=a+8|0;b=c+8|0;a=f[j>>2]|0;f[j>>2]=f[b>>2];f[b>>2]=a;b=1;return b|0}p[a>>3]=h;p[b>>3]=k;a=a+8|0;i=b+8|0;j=f[a>>2]|0;f[a>>2]=f[i>>2];f[i>>2]=j;g=+p[c>>3];if(g<k){e=c+8|0;d=e;e=f[e>>2]|0}else{if(k<g){b=1;return b|0}d=c+8|0;e=f[d>>2]|0;if(e>>>0>=j>>>0){b=1;return b|0}}k=+p[b>>3];p[b>>3]=g;p[c>>3]=k;f[i>>2]=e;f[d>>2]=j;b=2;return b|0}function Gkb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0;m=Fkb(a,b,c,e)|0;j=+p[d>>3];k=+p[c>>3];if(j<k){g=c+8|0;h=d+8|0;e=h;l=g;h=f[h>>2]|0;g=f[g>>2]|0}else{if(k<j){b=m;return b|0}e=d+8|0;i=f[e>>2]|0;h=c+8|0;g=f[h>>2]|0;if(i>>>0<g>>>0){l=h;h=i}else{b=m;return b|0}}p[c>>3]=j;p[d>>3]=k;f[l>>2]=h;f[e>>2]=g;g=m+1|0;j=+p[c>>3];k=+p[b>>3];if(j<k){e=b+8|0;d=e;g=f[l>>2]|0;e=f[e>>2]|0}else{if(k<j){b=g;return b|0}i=f[l>>2]|0;h=b+8|0;e=f[h>>2]|0;if(i>>>0<e>>>0){d=h;g=i}else{b=g;return b|0}}p[b>>3]=j;p[c>>3]=k;f[d>>2]=g;f[l>>2]=e;g=m+2|0;j=+p[b>>3];k=+p[a>>3];if(j<k){e=a+8|0;h=e;g=f[d>>2]|0;e=f[e>>2]|0}else{if(k<j){b=g;return b|0}i=f[d>>2]|0;h=a+8|0;e=f[h>>2]|0;if(i>>>0<e>>>0)g=i;else{b=g;return b|0}}p[a>>3]=j;p[b>>3]=k;f[h>>2]=g;f[d>>2]=e;b=m+3|0;return b|0}function Hkb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0,n=0,o=0;o=Gkb(a,b,c,d,g)|0;k=+p[e>>3];l=+p[d>>3];if(k<l){h=d+8|0;i=e+8|0;g=i;n=h;i=f[i>>2]|0;h=f[h>>2]|0}else{if(l<k){b=o;return b|0}g=e+8|0;j=f[g>>2]|0;i=d+8|0;h=f[i>>2]|0;if(j>>>0<h>>>0){n=i;i=j}else{b=o;return b|0}}p[d>>3]=k;p[e>>3]=l;f[n>>2]=i;f[g>>2]=h;h=o+1|0;k=+p[d>>3];l=+p[c>>3];if(k<l){g=c+8|0;m=g;h=f[n>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[n>>2]|0;i=c+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0){m=i;h=j}else{b=h;return b|0}}p[c>>3]=k;p[d>>3]=l;f[m>>2]=h;f[n>>2]=g;h=o+2|0;k=+p[c>>3];l=+p[b>>3];if(k<l){g=b+8|0;e=g;h=f[m>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[m>>2]|0;i=b+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0){e=i;h=j}else{b=h;return b|0}}p[b>>3]=k;p[c>>3]=l;f[e>>2]=h;f[m>>2]=g;h=o+3|0;k=+p[b>>3];l=+p[a>>3];if(k<l){g=a+8|0;i=g;h=f[e>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[e>>2]|0;i=a+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0)h=j;else{b=h;return b|0}}p[a>>3]=k;p[b>>3]=l;f[i>>2]=h;f[e>>2]=g;b=o+4|0;return b|0}function Ikb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,n=0;switch(b-a>>4|0){case 2:{h=b+-16|0;j=+p[h>>3];k=+p[a>>3];if(j<k){d=a+8|0;g=b+-8|0;c=d;e=g;g=f[g>>2]|0;d=f[d>>2]|0}else{if(k<j){a=1;return a|0}e=b+-8|0;g=f[e>>2]|0;c=a+8|0;d=f[c>>2]|0;if(g>>>0>=d>>>0){a=1;return a|0}}p[a>>3]=j;p[h>>3]=k;f[c>>2]=g;f[e>>2]=d;a=1;return a|0}case 3:{Fkb(a,a+16|0,b+-16|0,c)|0;a=1;return a|0}case 4:{Gkb(a,a+16|0,a+32|0,b+-16|0,c)|0;a=1;return a|0}case 5:{Hkb(a,a+16|0,a+32|0,a+48|0,b+-16|0,c)|0;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{e=a+32|0;Fkb(a,a+16|0,e,c)|0;c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){k=+p[c>>3];j=+p[e>>3];if(k<j){l=c+8|0;h=e+8|0;g=h;i=l;l=f[l>>2]|0;h=f[h>>2]|0;n=15}else if(!(j<k)){i=c+8|0;l=f[i>>2]|0;g=e+8|0;h=f[g>>2]|0;if(l>>>0<h>>>0)n=15}if((n|0)==15){n=0;p[c>>3]=j;f[i>>2]=h;b:do if((e|0)!=(a|0)){m=e;i=g;while(1){e=m+-16|0;j=+p[e>>3];if(k<j){h=m+-8|0;g=h;h=f[h>>2]|0}else{if(j<k){g=i;e=m;break b}g=m+-8|0;h=f[g>>2]|0;if(l>>>0>=h>>>0){g=i;e=m;break b}}p[m>>3]=j;f[m+8>>2]=h;if((e|0)==(a|0))break;else{m=e;i=g}}}while(0);p[e>>3]=k;f[g>>2]=l;d=d+1|0;if((d|0)==8){d=0;c=(c+16|0)==(b|0);break a}}e=c+16|0;if((e|0)==(b|0)){d=1;c=0;break}else{m=c;c=e;e=m}}}while(0);a=c|d;return a|0}}return 0}function Jkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;q=a+20|0;c=f[q>>2]|0;if(!c)return;r=a+16|0;s=a+12|0;t=a+8|0;u=a+16|0;do{p=f[r>>2]|0;R0a(b,f[p+8>>2]|0);n=c;c=f[q>>2]|0;if((c|0)==(n|0)){o=f[p+12>>2]|0;k=f[s>>2]|0;d=f[p+4>>2]|0;l=k+-1|0;m=(l&k|0)==0;if(m)d=l&d;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;g=(f[t>>2]|0)+(d<<2)|0;j=f[g>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(p|0))break;else j=e}if((j|0)==(u|0))i=17;else{e=f[j+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0))g=p;else i=17}do if((i|0)==17){e=f[p>>2]|0;if(e|0){e=f[e+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0)){g=p;break}}f[g>>2]=0;g=p}while(0);e=f[g>>2]|0;h=e;if(!e)i=31;else{e=f[e+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0))i=31;else{f[(f[t>>2]|0)+(e<<2)>>2]=j;f[j>>2]=f[p>>2];f[g>>2]=0;f[q>>2]=n+-1;i=32}}if((i|0)==31){i=0;f[j>>2]=h;f[g>>2]=0;f[q>>2]=n+-1;if(p|0)i=32}if((i|0)==32){i=0;sOb(p)}if(o|0){Rkb(o);sOb(o)}}}while((c|0)!=0);t=a+4|0;u=(f[t>>2]|0)+1|0;f[t>>2]=u;f[a>>2]=u;return}function Kkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=f[a+12>>2]|0;if(!g){b=0;return b|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&b;else if(g>>>0>b>>>0)h=b;else h=(b>>>0)%(g>>>0)|0;c=f[(f[a+8>>2]|0)+(h<<2)>>2]|0;if(!c){b=0;return b|0}c=f[c>>2]|0;if(!c){b=0;return b|0}a:do if(d){while(1){g=f[c+4>>2]|0;d=(g|0)==(b|0);if(!(d|(g&e|0)==(h|0))){c=0;d=22;break}if(d)if((f[c+8>>2]|0)==(b|0)){i=c;break a}c=f[c>>2]|0;if(!c){c=0;d=22;break}}if((d|0)==22)return c|0}else{while(1){d=f[c+4>>2]|0;if((d|0)==(b|0)){if((f[c+8>>2]|0)==(b|0)){i=c;break a}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=0;d=22;break}}c=f[c>>2]|0;if(!c){c=0;d=22;break}}if((d|0)==22)return c|0}while(0);c=f[i+12>>2]|0;if((f[a>>2]|0)>>>0<=b>>>0)if((Ukb(c)|0)==(b|0)){b=c;return b|0}b=0;return b|0}function Lkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;c=d;e=f[b>>2]|0;f[b>>2]=0;g=a+4|0;b=(f[g>>2]|0)+1|0;f[g>>2]=b;Tkb(e,b);f[c>>2]=b;b=Mkb(a+8|0,c)|0;f[b>>2]=e;u=d;return f[c>>2]|0}function Mkb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;Nkb(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Nkb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Okb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Okb(a,b);return}function Okb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Pkb(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;f[c>>2]=b;b=Kkb(a,b)|0;if(!b){u=d;return}Qkb(a+8|0,c)|0;Rkb(b);sOb(b);u=d;return}function Qkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function Rkb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+64|0;b=f[g>>2]|0;if(b|0){h=a+68|0;c=f[h>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[h>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[g>>2]|0}sOb(b)}b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+40>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+32|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);h=a+28|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);a=a+24|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Skb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;i=b[c+14>>0]|0;h=b[c+15>>0]|0;j=h<<24>>24==0?b[c+13>>0]|0:1;cQb(a|0,c|0,13)|0;b[a+13>>0]=j;b[a+14>>0]=i;b[a+15>>0]=h;h=a+16|0;f[h>>2]=d;i=a+20|0;b[i>>0]=b[e>>0]|0;b[i+1>>0]=b[e+1>>0]|0;b[i+2>>0]=b[e+2>>0]|0;if(!(b[c+12>>0]|0))c=0;else{c=(zQa(d)|0)+229|0;c=b[c>>0]|0}b[a+23>>0]=c;j=f[g>>2]|0;f[g>>2]=0;f[a+24>>2]=j;j=a+28|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;n[a+48>>2]=1.0;j=a+52|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;f[j+20>>2]=0;f[j+24>>2]=0;if(b[a+11>>0]|0)return;fjb(f[h>>2]|0,a+64|0);return}function Tkb(a,b){a=a|0;b=b|0;f[a+76>>2]=b;return}function Ukb(a){a=a|0;return f[a+76>>2]|0}function Vkb(a){a=a|0;return (b[a+8>>0]|0)!=0|0}function Wkb(a){a=a|0;return (b[a+9>>0]|0)!=0|0}function Xkb(a){a=a|0;return (b[a+10>>0]|0)!=0|0}function Ykb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=40764;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-88-d|0)>>>0)/88|0)*88|0);sOb(d);return}function Zkb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=40764;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-88-b|0)>>>0)/88|0)*88|0);sOb(b);sOb(a);return}function _kb(a){a=a|0;return 0}function $kb(a){a=a|0;return 1}function alb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+32>>3]-+p[b>>3];d=+p[a+40>>3]-+p[b+8>>3];c=+p[a+48>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function blb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0,h=0;h=f[a+4>>2]|0;a=(f[a+8>>2]|0)-h|0;g=(a|0)/88|0;if(!a){h=1;return h|0}d=+p[b>>3];e=+p[b+8>>3];c=+p[b+16>>3];a=0;while(1){if(d*+p[h+(a*88|0)>>3]+(e*+p[h+(a*88|0)+8>>3]+c*+p[h+(a*88|0)+16>>3])-+p[h+(a*88|0)+24>>3]<0.0){a=0;b=5;break}a=a+1|0;if(a>>>0>=g>>>0){a=1;b=5;break}}if((b|0)==5)return a|0;return 0}function clb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0;j=+p[b>>3];n=(+p[b+24>>3]-j)*.5;k=+p[b+8>>3];m=(+p[b+32>>3]-k)*.5;l=+p[b+16>>3];i=(+p[b+40>>3]-l)*.5;j=j+n;k=k+m;l=l+i;h=f[a+4>>2]|0;a=(f[a+8>>2]|0)-h|0;g=(a|0)/88|0;if(!a){h=2;return h|0}else{b=2;a=0}while(1){c=j*+p[h+(a*88|0)>>3]+(k*+p[h+(a*88|0)+8>>3]+l*+p[h+(a*88|0)+16>>3]);d=n*+p[h+(a*88|0)+32>>3]+(m*+p[h+(a*88|0)+40>>3]+i*+p[h+(a*88|0)+48>>3]);e=+p[h+(a*88|0)+24>>3];if(c+d<=e){b=1;a=4;break}b=c-d<e?3:b;a=a+1|0;if(a>>>0>=g>>>0){a=4;break}}if((a|0)==4)return b|0;return 0}function dlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0;m=+p[b+24>>3];g=f[a+4>>2]|0;a=(f[a+8>>2]|0)-g|0;j=(a|0)/88|0;if(!a){l=2;return l|0}h=+p[b>>3];i=+p[b+8>>3];d=+p[b+16>>3];a=0;while(1){c=h*+p[g+(a*88|0)>>3]+(i*+p[g+(a*88|0)+8>>3]+d*+p[g+(a*88|0)+16>>3])-+p[g+(a*88|0)+24>>3];if(c<0.0)if(c*c*+p[g+(a*88|0)+80>>3]>=m){e=1;k=9;break}a=a+1|0;if(a>>>0>=j>>>0){l=0;break}}if((k|0)==9)return e|0;while(1){c=h*+p[g+(l*88|0)>>3]+(i*+p[g+(l*88|0)+8>>3]+d*+p[g+(l*88|0)+16>>3])-+p[g+(l*88|0)+24>>3];if(c<0.0){e=3;k=9;break}if(c*c*+p[g+(l*88|0)+80>>3]<m){e=3;k=9;break}l=l+1|0;if(l>>>0>=j>>>0){e=2;k=9;break}}if((k|0)==9)return e|0;return 0}function elb(a,c,d){a=a|0;c=c|0;d=d|0;p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];if(!(b[257400]|0))if(MPb(257400)|0){f[64708]=0;f[64709]=0;f[64710]=0;f[64711]=0;f[64712]=0;f[64713]=0}return ilb(258832,a+4|0,a+16|0,c)|0}function flb(a,b,c){a=a|0;b=b|0;c=c|0;return glb(a+4|0,a+16|0,b,c)|0}function glb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;t=w;v=a+4|0;o=f[a>>2]|0;m=(f[v>>2]|0)-o|0;q=(m|0)/88|0;r=d+8|0;s=d+16|0;h=+p[c>>3];if(!m){p[d>>3]=h;p[r>>3]=+p[c+8>>3];p[s>>3]=+p[c+16>>3];p[d>>3]=+p[c+24>>3];p[r>>3]=+p[c+32>>3];p[s>>3]=+p[c+40>>3];v=2;u=w;return v|0}g=c+8|0;i=+p[g>>3];k=c+16|0;j=+p[k>>3];e=0;while(1){if(h*+p[o+(e*88|0)>>3]+(i*+p[o+(e*88|0)+8>>3]+j*+p[o+(e*88|0)+16>>3])-+p[o+(e*88|0)+24>>3]<0.0){g=0;k=1;break}e=e+1|0;if(e>>>0>=q>>>0){n=7;break}}if((n|0)==7){p[d>>3]=h;p[r>>3]=+p[g>>3];p[s>>3]=+p[k>>3];g=1;k=0}j=+p[c+24>>3];l=c+32|0;h=+p[l>>3];m=c+40|0;i=+p[m>>3];e=0;while(1){if(j*+p[o+(e*88|0)>>3]+(h*+p[o+(e*88|0)+8>>3]+i*+p[o+(e*88|0)+16>>3])-+p[o+(e*88|0)+24>>3]<0.0){n=4;break}e=e+1|0;if(e>>>0>=q>>>0){n=9;break}}if((n|0)==4){if(!g){e=f[b>>2]|0;m=f[b+4>>2]|0;a:do if((e|0)==(m|0))e=1;else{n=t+8|0;o=t+16|0;b:while(1){c:do if(hlb(e,c,t)|0){l=f[a>>2]|0;b=(f[v>>2]|0)-l|0;k=(b|0)/88|0;h=+p[t>>3];i=+p[n>>3];j=+p[o>>3];if(!b)break b;else g=0;while(1){if(h*+p[l+(g*88|0)>>3]+(i*+p[l+(g*88|0)+8>>3]+j*+p[l+(g*88|0)+16>>3])-+p[l+(g*88|0)+24>>3]<0.0)break c;g=g+1|0;if(g>>>0>=k>>>0)break b}}while(0);e=e+32|0;if((e|0)==(m|0)){e=1;break a}}p[d>>3]=h;p[r>>3]=i;p[s>>3]=j;e=3}while(0);v=e;u=w;return v|0}}else if((n|0)==9){p[d>>3]=j;p[r>>3]=+p[l>>3];p[s>>3]=+p[m>>3];if(!k){v=2;u=w;return v|0}}v=3;u=w;return v|0}function hlb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0;s=b+24|0;f=b;g=s;d=+p[b>>3];e=+p[s>>3];if(d<e)h=6;else if(d>e)b=g;else{d=+p[b+8>>3];e=+p[b+32>>3];if(d<e)h=6;else if(d>e)b=g;else if(+p[b+16>>3]<+p[b+40>>3])h=6;else b=g}if((h|0)==6){b=f;f=g}o=+p[a>>3];q=+p[a+8>>3];r=+p[a+16>>3];n=-+p[a+24>>3]/(o*o+(q*q+r*r));s=b;b=f;j=+p[b>>3];k=+p[s>>3]-j;f=b+8|0;d=+p[f>>3];l=+p[s+8>>3]-d;b=b+16|0;e=+p[b>>3];m=+p[s+16>>3]-e;i=o*k+(q*l+r*m);if(i==0.0){s=0;return s|0}d=(o*(o*n-j)+(q*(q*n-d)+r*(r*n-e)))/i;if(!(d>=-1.0e-07&d<=1.0000001)){s=0;return s|0}p[c>>3]=j+k*d;p[c+8>>3]=l*d+ +p[f>>3];p[c+16>>3]=m*d+ +p[b>>3];s=1;return s|0}function ilb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+160|0;s=w+148|0;t=w;v=w+144|0;m=f[b>>2]|0;r=(f[b+4>>2]|0)-m|0;l=(r|0)/88|0;if(!r){a=2;u=w;return a|0}i=+p[d>>3];j=+p[d+8>>3];k=+p[d+16>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0){h=0;break}b=b+1|0;if(b>>>0>=l>>>0){h=1;break}}i=+p[d+24>>3];j=+p[d+32>>3];k=+p[d+40>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0){g=0;break}b=b+1|0;if(b>>>0>=l>>>0){g=1;break}}e=h&g;i=+p[d+48>>3];j=+p[d+56>>3];k=+p[d+64>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0)break;b=b+1|0;if(b>>>0>=l>>>0){n=44;break}}if((n|0)==44){a=e?2:3;u=w;return a|0}if(h|g){a=3;u=w;return a|0}k=+p[d>>3];i=+p[d+24>>3];if(k==i)if(+p[d+8>>3]==+p[d+32>>3])if(+p[d+16>>3]==+p[d+40>>3]){a=1;u=w;return a|0}j=+p[d+48>>3];if(k==j)if(+p[d+8>>3]==+p[d+56>>3])if(+p[d+16>>3]==+p[d+64>>3]){a=1;u=w;return a|0}if(i==j)if(+p[d+32>>3]==+p[d+56>>3])if(+p[d+40>>3]==+p[d+64>>3]){a=1;u=w;return a|0}o=a+12|0;r=a+16|0;q=a+20|0;b=f[r>>2]|0;e=f[q>>2]|0;if((b|0)==(e|0)){jlb(o,d);g=f[r>>2]|0;e=f[q>>2]|0}else{p[b>>3]=k;p[b+8>>3]=+p[d+8>>3];p[b+16>>3]=+p[d+16>>3];g=b+24|0;f[r>>2]=g}b=d+24|0;if((g|0)==(e|0)){jlb(o,b);g=f[r>>2]|0;e=f[q>>2]|0}else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[d+32>>3];p[g+16>>3]=+p[d+40>>3];g=g+24|0;f[r>>2]=g}b=d+48|0;if((g|0)==(e|0))jlb(o,b);else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[d+56>>3];p[g+16>>3]=+p[d+64>>3];f[r>>2]=g+24}b=f[c>>2]|0;n=f[c+4>>2]|0;a:do if((b|0)!=(n|0)){d=a+4|0;c=a+8|0;do{m=f[o>>2]|0;l=f[r>>2]|0;g=m;h=l;if((m|0)==(l|0))break a;l=f[a>>2]|0;f[a>>2]=g;f[o>>2]=l;e=f[d>>2]|0;f[d>>2]=h;f[r>>2]=e;x=f[c>>2]|0;f[c>>2]=f[q>>2];f[q>>2]=x;if((l|0)!=(e|0))f[r>>2]=e+(~(((e+-24-l|0)>>>0)/24|0)*24|0);x=h-g|0;g=(x|0)/24|0;if(x|0){e=0;do{x=t+((bCa(b,m+(e*24|0)|0,t)|0)*24|0)|0;f[v>>2]=f[r>>2];f[s>>2]=f[v>>2];ZBa(o,s,t,x)|0;e=e+3|0}while(e>>>0<g>>>0)}b=b+32|0}while((b|0)!=(n|0))}while(0);b=f[o>>2]|0;e=f[r>>2]|0;h=(b|0)==(e|0);if(!h)f[r>>2]=e+(~(((e+-24-b|0)>>>0)/24|0)*24|0);g=f[a>>2]|0;b=a+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-24-g|0)>>>0)/24|0)*24|0);x=h?1:3;u=w;return x|0}function jlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function klb(a){a=a|0;return}function llb(a){a=a|0;sOb(a);return}function mlb(a){a=a|0;return 1}function nlb(a){a=a|0;return 1}function olb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+8>>3]-+p[b>>3];d=+p[a+16>>3]-+p[b+8>>3];c=+p[a+24>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function plb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[b>>3]-+p[a+8>>3];d=+p[b+8>>3]-+p[a+16>>3];c=+p[b+16>>3]-+p[a+24>>3];return e*e+(d*d+c*c)<=+p[a+32>>3]|0}function qlb(a,b){a=a|0;b=b|0;return wlb(a+8|0,b)|0}function rlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+p[a+8>>3]-+p[b>>3];f=+p[a+16>>3]-+p[b+8>>3];g=+p[a+24>>3]-+p[b+16>>3];d=+p[a+32>>3];e=+p[b+24>>3];if(d>=e)if(h*h+(f*f+g*g)<=d){b=2;return b|0}a=a+40|0;c=+p[a>>3];if(c==-1.0){d=+L(+d);p[a>>3]=d}else d=c;a=b+32|0;c=+p[a>>3];if(c==-1.0){c=+L(+e);p[a>>3]=c}e=d+c;b=!(h*h+(f*f+g*g)<=e*e)?1:3;return b|0}function slb(a,b,c){a=a|0;b=b|0;c=c|0;p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];return vlb(a+8|0,b)|0}function tlb(a,b,c){a=a|0;b=b|0;c=c|0;p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];return ulb(a+8|0,b)|0}function ulb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;k=+p[a>>3];l=+p[a+8>>3];m=+p[a+16>>3];n=+p[a+24>>3];r=+p[b>>3];e=r-k;o=+p[b+8>>3];h=o-l;q=+p[b+16>>3];d=q-m;f=e*e+(h*h+d*d)<=n;d=+p[b+24>>3];h=d-k;e=+p[b+32>>3];i=e-l;c=+p[b+40>>3];j=c-m;a=h*h+(i*i+j*j)<=n;if(f|a){f=f&a?2:3;return f|0}h=d-r;i=e-o;c=c-q;g=h*h+(i*i+c*c);j=+L(+g);h=h/j;i=i/j;j=c/j;k=k-r;l=l-o;c=m-q;e=h*k+(i*l+j*c);c=n-(k*k+(l*l+c*c)-e*e);if(c<0.0){d=-1.0;c=-1.0}else{c=+L(+c);d=e+c;c=e-c}c=c>=0.0?c:d;if(c>=0.0){n=r-(r+h*c);o=o-(o+i*c);r=q-(q+j*c);if(g>=n*n+(o*o+r*r)){f=3;return f|0}}f=1;return f|0}function vlb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0,M=0.0,N=0,O=0,P=0,Q=0,R=0.0;Q=u;u=u+80|0;B=Q;r=b+32|0;n=b+8|0;d=+p[n>>3];E=+p[r>>3]-d;N=b+64|0;o=b+16|0;e=+p[o>>3];D=+p[N>>3]-e;s=b+40|0;H=+p[s>>3]-e;I=b+56|0;x=+p[I>>3]-d;C=E*D-H*x;J=b+48|0;M=+p[b>>3];v=+p[J>>3]-M;q=b+24|0;w=+p[q>>3]-M;D=H*v-D*w;v=x*w-E*v;E=+L(+(C*C+(D*D+v*v)));C=C/E;D=D/E;E=v/E;v=+p[a>>3];O=a+8|0;w=+p[O>>3];P=a+16|0;x=+p[P>>3];e=+K(+(C*(v-M)+((w-d)*D+E*(x-e))));c=a+32|0;d=+p[c>>3];if(d==-1.0){d=+L(+(+p[a+24>>3]));p[c>>3]=d}if(e>=d){P=1;u=Q;return P|0}t=+p[a+24>>3];M=+p[b>>3];A=M-v;H=+p[n>>3];e=H-w;G=+p[o>>3];F=G-x;o=A*A+(e*e+F*F)<=t;F=+p[q>>3];e=F-v;A=+p[r>>3];k=A-w;y=+p[s>>3];d=y-x;n=e*e+(k*k+d*d)<=t;d=+p[J>>3];k=d-v;e=+p[I>>3];l=e-w;f=+p[N>>3];m=f-x;c=k*k+(l*l+m*m)<=t;if(o|n|c){P=o&n&c?2:3;u=Q;return P|0}if(M==F&H==A&G==y){P=1;u=Q;return P|0}if(M==d&H==e&G==f){P=1;u=Q;return P|0}if(F==d&A==e&y==f){P=1;u=Q;return P|0}c=0;g=M;h=H;i=G;while(1){n=c+1|0;s=(n|0)==3?0:n;d=+p[b+(s*24|0)>>3]-g;e=+p[b+(s*24|0)+8>>3]-h;R=+p[b+(s*24|0)+16>>3]-i;j=d*d+(e*e+R*R);m=+L(+j);k=d/m;l=e/m;m=R/m;p[B+(c*24|0)>>3]=d;p[B+(c*24|0)+8>>3]=e;p[B+(c*24|0)+16>>3]=R;R=v-g;e=w-h;d=x-i;f=R*k+(e*l+d*m);d=t-(R*R+(e*e+d*d)-f*f);if(d<0.0){e=-1.0;d=-1.0}else{d=+L(+d);e=f+d;d=f-d}d=d>=0.0?d:e;if(d>=0.0){k=g-(g+d*k);l=h-(h+d*l);R=i-(i+d*m);if(j>=k*k+(l*l+R*R)){c=3;break}}if(n>>>0>=3){z=16;break}c=n;g=+p[b+(n*24|0)>>3];h=+p[b+(n*24|0)+8>>3];i=+p[b+(n*24|0)+16>>3]}do if((z|0)==16){x=+p[B+16>>3];R=+p[B+8>>3];w=D*x-E*R;l=+p[B>>3];x=E*l-C*x;l=C*R-D*l;R=+L(+(w*w+(x*x+l*l)));w=w/R;x=x/R;R=l/R;l=+p[B+40>>3];m=+p[B+32>>3];k=D*l-E*m;i=+p[B+24>>3];l=E*i-C*l;i=C*m-D*i;m=+L(+(k*k+(l*l+i*i)));k=k/m;l=l/m;m=i/m;i=+p[B+64>>3];j=+p[B+56>>3];h=D*i-E*j;g=+p[B+48>>3];i=E*g-C*i;g=C*j-D*g;j=+L(+(h*h+(i*i+g*g)));h=h/j;i=i/j;j=g/j;g=h*+p[J>>3]+(i*+p[I>>3]+j*+p[N>>3]);f=+p[a>>3];e=+p[O>>3];d=+p[P>>3];if(!(w*f+(x*e+R*d)-(w*M+(x*H+R*G))<0.0))if(!(f*k+(e*l+d*m)-(k*F+(l*A+m*y))<0.0))if(!(h*f+(i*e+j*d)-g<0.0)){c=3;break}c=1}while(0);P=c;u=Q;return P|0}function wlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0;o=u;u=u+192|0;k=o;h=+p[b+24>>3];n=+p[a>>3];d=+p[b>>3];r=h<n?h:n;i=+p[b+32>>3];j=+p[a+8>>3];e=+p[b+8>>3];q=i<j?i:j;l=+p[b+40>>3];m=+p[a+16>>3];c=+p[b+16>>3];f=l<m?l:m;r=(d<r?r:d)-n;q=(e<q?q:e)-j;f=(c<f?f:c)-m;g=+p[a+24>>3];if(r*r+q*q+f*f>g){k=1;u=o;return k|0}p[k>>3]=d;p[k+8>>3]=e;p[k+16>>3]=c;p[k+24>>3]=h;p[k+32>>3]=e;p[k+40>>3]=c;p[k+48>>3]=d;p[k+56>>3]=i;p[k+64>>3]=c;p[k+72>>3]=h;p[k+80>>3]=i;p[k+88>>3]=c;p[k+96>>3]=d;p[k+104>>3]=e;p[k+112>>3]=l;p[k+120>>3]=h;p[k+128>>3]=e;p[k+136>>3]=l;p[k+144>>3]=d;p[k+152>>3]=i;p[k+160>>3]=l;p[k+168>>3]=h;p[k+176>>3]=i;p[k+184>>3]=l;f=d-n;f=f*f;e=e-j;d=c-m;d=d*d;e=e*e+d;if(!(f+e<=g))b=3;else{c=h-n;c=c*c;if(!(c+e<=g))b=3;else{r=i-j;r=r*r+d;if(!(f+r<=g)|!(c+r<=g))b=3;else{q=+p[k+104>>3]-j;r=+p[k+112>>3]-m;if(!(f+(q*q+r*r)<=g))b=3;else{i=+p[k+120>>3]-n;q=+p[k+128>>3]-j;r=+p[k+136>>3]-m;if(!(i*i+(q*q+r*r)<=g))b=3;else{i=+p[k+144>>3]-n;q=+p[k+152>>3]-j;r=+p[k+160>>3]-m;if(!(i*i+(q*q+r*r)<=g))b=3;else{n=+p[k+168>>3]-n;q=+p[k+176>>3]-j;r=l-m;if(!(n*n+(q*q+r*r)<=g))b=3;else b=2}}}}}}k=b;u=o;return k|0}function xlb(a){a=a|0;return}function ylb(a){a=a|0;sOb(a);return}function zlb(a){a=a|0;return 2}function Alb(a){a=a|0;return 0}function Blb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+448>>3]-+p[b>>3];d=+p[a+456>>3]-+p[b+8>>3];c=+p[a+464>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function Clb(a,b){a=a|0;b=b|0;return Ilb(a+8|0,b)|0}function Dlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0;c=u;u=u+48|0;d=c+24|0;e=c;k=+p[b>>3];j=(+p[b+24>>3]-k)*.5;p[d>>3]=j;i=+p[b+8>>3];h=(+p[b+32>>3]-i)*.5;p[d+8>>3]=h;g=+p[b+16>>3];f=(+p[b+40>>3]-g)*.5;p[d+16>>3]=f;p[e>>3]=k+j;p[e+8>>3]=i+h;p[e+16>>3]=g+f;b=Llb(a+8|0,e,d)|0;u=c;return ((b|0)==2?2:(b|0)==1?3:1)|0}function Elb(a,b){a=a|0;b=b|0;var c=0;a=a+8|0;c=b+24|0;if(!(Jlb(a,b,+p[c>>3])|0)){b=1;return b|0}b=Klb(a,b,+p[c>>3])|0;b=b?2:3;return b|0}function Flb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,f=0.0,g=0.0,h=0;h=u;u=u+32|0;e=h;f=+p[b>>3];g=+p[b+24>>3];if(f==g)if(+p[b+8>>3]==+p[b+32>>3])if(+p[b+16>>3]==+p[b+40>>3]){e=1;u=h;return e|0}d=+p[b+48>>3];if(f==d)if(+p[b+8>>3]==+p[b+56>>3])if(+p[b+16>>3]==+p[b+64>>3]){e=1;u=h;return e|0}if(g==d)if(+p[b+32>>3]==+p[b+56>>3])if(+p[b+40>>3]==+p[b+64>>3]){e=1;u=h;return e|0}if(Pib(a+448|0,b,e)|0){p[c>>3]=+p[e>>3];p[c+8>>3]=+p[e+8>>3];p[c+16>>3]=+p[e+16>>3];a=3}else a=1;e=a;u=h;return e|0}function Glb(a,b,c){a=a|0;b=b|0;c=c|0;return Hlb(a+8|0,a+496|0,b,c)|0}function Hlb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;h=k;i=d+8|0;j=d+16|0;if(Ilb(a,c)|0){p[d>>3]=+p[c>>3];p[i>>3]=+p[c+8>>3];p[j>>3]=+p[c+16>>3];f=1;e=0}else{f=0;e=1}g=c+24|0;if(Ilb(a,g)|0){p[d>>3]=+p[g>>3];p[i>>3]=+p[c+32>>3];p[j>>3]=+p[c+40>>3]}else if(f)e=1;else{if(hlb(b,c,h)|0)if(Ilb(a,h)|0)f=7;else f=8;else f=8;do if((f|0)==8){if(hlb(b+32|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+64|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+96|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+128|0,c,h)|0)if(Ilb(a,h)|0)f=7;else e=1;else e=1}while(0);if((f|0)==7){p[d>>3]=+p[h>>3];p[i>>3]=+p[h+8>>3];p[j>>3]=+p[h+16>>3];e=3}j=e;u=k;return j|0}j=e?3:2;u=k;return j|0}function Ilb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;d=+p[b>>3];e=+p[b+8>>3];c=+p[b+16>>3];if(+p[a>>3]*d+(+p[a+8>>3]*e+ +p[a+16>>3]*c)-+p[a+24>>3]<0.0){a=0;return a|0}if(+p[a+32>>3]*d+(+p[a+40>>3]*e+ +p[a+48>>3]*c)-+p[a+56>>3]<0.0){a=0;return a|0}if(+p[a+64>>3]*d+(+p[a+72>>3]*e+ +p[a+80>>3]*c)-+p[a+88>>3]<0.0){a=0;return a|0}if(+p[a+96>>3]*d+(+p[a+104>>3]*e+ +p[a+112>>3]*c)-+p[a+120>>3]<0.0){a=0;return a|0}if(+p[a+128>>3]*d+(+p[a+136>>3]*e+ +p[a+144>>3]*c)-+p[a+152>>3]<0.0){a=0;return a|0}a=1;return a|0}function Jlb(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0)if(d*d*+p[a+400>>3]>=c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0)if(d*d*+p[a+408>>3]>=c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0)if(d*d*+p[a+416>>3]>=c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0)if(d*d*+p[a+424>>3]>=c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0)if(d*d*+p[a+432>>3]>=c){a=0;return a|0}a=1;return a|0}function Klb(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+400>>3]<c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+408>>3]<c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+416>>3]<c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+424>>3]<c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+432>>3]<c){a=0;return a|0}a=1;return a|0}function Llb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0;f=+p[b>>3];h=+p[b+8>>3];e=+p[b+16>>3];i=+p[c>>3];g=+p[c+8>>3];d=+p[c+16>>3];m=+p[a>>3]*f+(+p[a+8>>3]*h+ +p[a+16>>3]*e);n=+p[a+160>>3]*i+(+p[a+168>>3]*g+ +p[a+176>>3]*d);o=+p[a+24>>3];if(m+n<=o){a=0;return a|0}q=+p[a+32>>3]*f+(+p[a+40>>3]*h+ +p[a+48>>3]*e);r=+p[a+184>>3]*i+(+p[a+192>>3]*g+ +p[a+200>>3]*d);s=+p[a+56>>3];if(q+r<=s){a=0;return a|0}t=+p[a+64>>3]*f+(+p[a+72>>3]*h+ +p[a+80>>3]*e);u=+p[a+208>>3]*i+(+p[a+216>>3]*g+ +p[a+224>>3]*d);v=+p[a+88>>3];if(t+u<=v){a=0;return a|0}j=+p[a+96>>3]*f+(+p[a+104>>3]*h+ +p[a+112>>3]*e);k=+p[a+232>>3]*i+(+p[a+240>>3]*g+ +p[a+248>>3]*d);l=+p[a+120>>3];if(j+k<=l){a=0;return a|0}f=+p[a+128>>3]*f+(+p[a+136>>3]*h+ +p[a+144>>3]*e);e=+p[a+256>>3]*i+(+p[a+264>>3]*g+ +p[a+272>>3]*d);d=+p[a+152>>3];if(f+e<=d){a=0;return a|0}a=f-e<d|(j-k<l|(t-u<v|(q-r<s|m-n<o)))?1:2;return a|0}function Mlb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,n=0.0;k=u;u=u+16|0;d=k;f[a>>2]=40764;g=a+4|0;f[g>>2]=0;h=a+8|0;f[h>>2]=0;f[a+12>>2]=0;f[g>>2]=f[b>>2];i=b+4|0;f[h>>2]=f[i>>2];j=b+8|0;f[a+12>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;i=a+16|0;f[i>>2]=0;j=a+20|0;f[j>>2]=0;f[a+24>>2]=0;p[a+32>>3]=+p[c>>3];p[a+40>>3]=+p[c+8>>3];p[a+48>>3]=+p[c+16>>3];g=f[g>>2]|0;h=(f[h>>2]|0)-g|0;e=(h|0)/88|0;f[d>>2]=0;b=d+4|0;f[b>>2]=0;f[d+8>>2]=0;if(!h){b=0;c=0}else{if(e>>>0>134217727)AMb(d);h=pOb(e<<5)|0;f[d>>2]=h;c=h+(e<<5)|0;f[d+8>>2]=c;f[b>>2]=c;b=h;d=0;do{p[h+(d<<5)>>3]=+p[g+(d*88|0)>>3];p[h+(d<<5)+8>>3]=+p[g+(d*88|0)+8>>3];p[h+(d<<5)+16>>3]=+p[g+(d*88|0)+16>>3];p[h+(d<<5)+24>>3]=-+p[g+(d*88|0)+24>>3];d=d+1|0}while(d>>>0<e>>>0)}f[i>>2]=b;f[j>>2]=c;f[a+24>>2]=c;if((b|0)==(c|0)){u=k;return}do{i=b+8|0;n=-+p[i>>3];j=b+16|0;m=-+p[j>>3];a=b+24|0;l=-+p[a>>3];p[b>>3]=-+p[b>>3];p[i>>3]=n;p[j>>3]=m;p[a>>3]=l;b=b+32|0}while((b|0)!=(c|0));u=k;return}function Nlb(a,b){a=a|0;b=b|0;f[a>>2]=40812;p[a+8>>3]=+p[b>>3];p[a+16>>3]=+p[b+8>>3];p[a+24>>3]=+p[b+16>>3];a=a+32|0;b=b+24|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Olb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0;f[a>>2]=40860;q=a+8|0;p[q>>3]=+p[c>>3];z=a+16|0;p[z>>3]=+p[c+8>>3];e=a+24|0;p[e>>3]=+p[c+16>>3];g=a+32|0;p[g>>3]=+p[c+24>>3];h=a+40|0;p[h>>3]=+p[c+32>>3];i=a+48|0;p[i>>3]=+p[c+40>>3];j=a+56|0;p[j>>3]=+p[c+48>>3];k=a+64|0;p[k>>3]=+p[c+56>>3];l=a+72|0;p[l>>3]=+p[c+64>>3];m=a+80|0;p[m>>3]=+p[c+72>>3];n=a+88|0;p[n>>3]=+p[c+80>>3];o=a+96|0;p[o>>3]=+p[c+88>>3];r=a+104|0;p[r>>3]=+p[c+96>>3];s=a+112|0;p[s>>3]=+p[c+104>>3];t=a+120|0;p[t>>3]=+p[c+112>>3];u=a+128|0;p[u>>3]=+p[c+120>>3];v=a+136|0;p[v>>3]=+p[c+128>>3];w=a+144|0;p[w>>3]=+p[c+136>>3];x=a+152|0;p[x>>3]=+p[c+144>>3];y=a+160|0;p[y>>3]=+p[c+152>>3];p[a+168>>3]=+p[c+160>>3];p[a+176>>3]=+p[c+168>>3];p[a+184>>3]=+p[c+176>>3];p[a+192>>3]=+p[c+184>>3];p[a+200>>3]=+p[c+192>>3];p[a+208>>3]=+p[c+200>>3];p[a+216>>3]=+p[c+208>>3];p[a+224>>3]=+p[c+216>>3];p[a+232>>3]=+p[c+224>>3];p[a+240>>3]=+p[c+232>>3];p[a+248>>3]=+p[c+240>>3];p[a+256>>3]=+p[c+248>>3];p[a+264>>3]=+p[c+256>>3];p[a+272>>3]=+p[c+264>>3];p[a+280>>3]=+p[c+272>>3];p[a+288>>3]=+p[c+280>>3];p[a+296>>3]=+p[c+288>>3];p[a+304>>3]=+p[c+296>>3];p[a+312>>3]=+p[c+304>>3];p[a+320>>3]=+p[c+312>>3];p[a+328>>3]=+p[c+320>>3];p[a+336>>3]=+p[c+328>>3];p[a+344>>3]=+p[c+336>>3];p[a+352>>3]=+p[c+344>>3];p[a+360>>3]=+p[c+352>>3];p[a+368>>3]=+p[c+360>>3];p[a+376>>3]=+p[c+368>>3];p[a+384>>3]=+p[c+376>>3];p[a+392>>3]=+p[c+384>>3];p[a+400>>3]=+p[c+392>>3];A=a+408|0;c=c+400|0;d=A+40|0;do{f[A>>2]=f[c>>2];A=A+4|0;c=c+4|0}while((A|0)<(d|0));p[a+448>>3]=+p[b>>3];p[a+456>>3]=+p[b+8>>3];p[a+464>>3]=+p[b+16>>3];p[a+472>>3]=+p[b+24>>3];p[a+480>>3]=+p[b+32>>3];p[a+488>>3]=+p[b+40>>3];N=+p[q>>3];M=+p[z>>3];L=+p[e>>3];K=+p[g>>3];J=+p[h>>3];I=+p[i>>3];H=+p[j>>3];G=+p[k>>3];F=+p[l>>3];D=+p[m>>3];C=+p[n>>3];B=+p[o>>3];E=+p[r>>3];T=+p[t>>3];S=-+p[u>>3];R=+p[v>>3];Q=+p[w>>3];P=+p[x>>3];O=-+p[y>>3];p[a+600>>3]=+p[s>>3];p[a+608>>3]=T;p[a+616>>3]=S;p[a+624>>3]=R;p[a+632>>3]=Q;p[a+640>>3]=P;p[a+648>>3]=O;p[a+496>>3]=-N;p[a+504>>3]=-M;p[a+512>>3]=-L;p[a+520>>3]=K;p[a+528>>3]=-J;p[a+536>>3]=-I;p[a+544>>3]=-H;p[a+552>>3]=G;p[a+560>>3]=-F;p[a+568>>3]=-D;p[a+576>>3]=-C;p[a+584>>3]=B;z=a+600|0;B=-+p[z>>3];y=a+608|0;C=-+p[y>>3];x=a+616|0;D=-+p[x>>3];p[a+592>>3]=-E;p[z>>3]=B;p[y>>3]=C;p[x>>3]=D;x=a+624|0;y=a+632|0;D=-+p[y>>3];z=a+640|0;C=-+p[z>>3];A=a+648|0;B=-+p[A>>3];p[x>>3]=-+p[x>>3];p[y>>3]=D;p[z>>3]=C;p[A>>3]=B;return}function Plb(){if(!(b[257144]|0))MPb(257144)|0;f[64714]=262921;return}function Qlb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0;x=0;z=u;u=u+3872|0;if(b[a+23>>0]|0)if(!(f[c+196>>2]&16777216)){y=0;u=z;return y|0}if(b[a+15>>0]|0)if(!(FSa(f[(a+16|0)>>2]|0,c+116|0,b[a+14>>0]|0)|0)){y=0;u=z;return y|0}v=f[c+96>>2]|0;f[(z+488|0)>>2]=f[v>>2];f[((z+488|0)+4|0)>>2]=f[v+4>>2];f[((z+488|0)+8|0)>>2]=f[v+8>>2];f[((z+488|0)+12|0)>>2]=f[v+12>>2];f[((z+488|0)+16|0)>>2]=f[v+16>>2];f[((z+488|0)+20|0)>>2]=f[v+20>>2];f[((z+488|0)+24|0)>>2]=f[v+24>>2];f[((z+488|0)+28|0)>>2]=f[v+28>>2];f[((z+488|0)+32|0)>>2]=f[v+32>>2];f[((z+488|0)+36|0)>>2]=f[v+36>>2];f[((z+488|0)+40|0)>>2]=f[v+40>>2];f[((z+488|0)+44|0)>>2]=f[v+44>>2];f[((z+488|0)+48|0)>>2]=f[v+48>>2];f[((z+488|0)+52|0)>>2]=f[v+52>>2];f[((z+488|0)+56|0)>>2]=f[v+56>>2];f[((z+488|0)+60|0)>>2]=f[v+60>>2];QDa(f[(a+16|0)>>2]|0,0,c,z+488|0);f[z>>2]=a;f[(z+4|0)>>2]=c;c=f[c+4>>2]|0;f[(z+8|0)>>2]=c;jEa(z+12|0,f[c+44>>2]|0);p[(z+96|0)>>3]=+n[(z+488|0)>>2];p[(z+104|0)>>3]=+n[((z+488|0)+4|0)>>2];p[(z+112|0)>>3]=+n[((z+488|0)+8|0)>>2];p[z+120>>3]=+n[((z+488|0)+12|0)>>2];p[(z+128|0)>>3]=+n[((z+488|0)+16|0)>>2];p[(z+136|0)>>3]=+n[((z+488|0)+20|0)>>2];p[(z+144|0)>>3]=+n[((z+488|0)+24|0)>>2];p[z+152>>3]=+n[((z+488|0)+28|0)>>2];p[(z+160|0)>>3]=+n[((z+488|0)+32|0)>>2];p[(z+168|0)>>3]=+n[((z+488|0)+36|0)>>2];p[(z+176|0)>>3]=+n[((z+488|0)+40|0)>>2];p[z+184>>3]=+n[((z+488|0)+44|0)>>2];p[(z+192|0)>>3]=+n[((z+488|0)+48|0)>>2];p[(z+200|0)>>3]=+n[((z+488|0)+52|0)>>2];p[(z+208|0)>>3]=+n[((z+488|0)+56|0)>>2];p[z+216>>3]=+n[((z+488|0)+60|0)>>2];p[(z+248|0)>>3]=C;f[(z+256|0)>>2]=g;f[(z+260|0)>>2]=h;f[(z+264|0)>>2]=i;f[(z+268|0)>>2]=j;f[(z+272|0)>>2]=k;g=f[z>>2]|0;c=(b[g+1>>0]|0)!=0;if(Vkb(g)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+24>>2]|0))v=0;else{if(c)a=(b[(f[z>>2]|0)+2>>0]|0)==0;else a=0;v=cjb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else v=0;if(Wkb(f[z>>2]|0)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+28>>2]|0))t=0;else{if(c)a=(b[(f[z>>2]|0)+3>>0]|0)==0;else a=0;t=djb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else t=0;if(Xkb(f[z>>2]|0)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+32>>2]|0))r=0;else{if(c)a=(b[(f[z>>2]|0)+4>>0]|0)==0;else a=0;r=ejb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else r=0;a:do{s=1;if(s){s=0;if(v|t|r){if((f[(z+256|0)>>2]|0)==0&(f[(z+260|0)>>2]|0)==0&(f[(z+264|0)>>2]|0)==0&(f[(z+268|0)>>2]|0)==0)k=(f[(z+272|0)>>2]|0)!=0;else k=1;a=f[(f[z>>2]|0)+24>>2]|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,d)|0;b:do switch(a|0){case 1:case 0:{y=a;break a}case 2:{if(!k){j=f[(f[z>>2]|0)+24>>2]|0;if(Pg[f[(f[j>>2]|0)+12>>2]&1023](j)|0){j=f[z>>2]|0;a=f[j+64>>2]|0;j=f[j+68>>2]|0;if((a|0)==(j|0)){y=2;break a}m=+p[d>>3];o=+p[d+8>>3];q=+p[d+16>>3];l=+p[d+24>>3];i=0;while(1){c=f[a>>2]|0;h=f[a+4>>2]|0;if((c|0)==(h|0))w=(i|0)>0?i:0;else{g=2;do{A=+p[c+24>>3]+(m*+p[c>>3]+(o*+p[c+8>>3]+q*+p[c+16>>3]));d=!(A*A>=l)?1:A<0.0?0:2;g=(d|0)<(g|0)?d:g;c=c+32|0}while((c|0)!=(h|0));if((g|0)==2)break;else w=(i|0)<(g|0)?g:i}a=a+12|0;if((a|0)==(j|0)){x=33;break}else i=w}if((x|0)==33)switch(w|0){case 1:case 0:{y=2;break a}case 2:break;default:break b}y=1;break a}}break}default:{}}while(0);w=1;f[z+648>>2]=e;f[z+1072>>2]=y;f[z+2184>>2]=k;f[z+2240>>2]=t;f[z+2248>>2]=v;f[z+2256>>2]=r;f[z+3608>>2]=x;f[z+3624>>2]=w;f[z+3720>>2]=0;f[z+3724>>2]=0;$mb(z);y=f[z+1072>>2]|0;G=f[z+3720>>2]|0;D=f[z+3724>>2]|0;H=+n[z+3724>>2];f[z+3720>>2]=0;f[z+3724>>2]=0;if((G|0)==1)break}else s=1}if(s)if(1)y=0}while(0);a=f[z+72>>2]|0;if(a|0)RBa(a,z+60|0);a=f[(z+60|0)>>2]|0;if(a|0){c=f[(z+64|0)>>2]|0;if((c|0)!=(a|0))f[(z+64|0)>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}a=f[z+56>>2]|0;if(a|0)SBa(a,z+44|0);a=f[(z+44|0)>>2]|0;if(a|0){c=f[(z+48|0)>>2]|0;if((c|0)!=(a|0))f[(z+48|0)>>2]=c+(~((c+-2-a|0)>>>1)<<1);sOb(a)}u=z;return y|0}function Rlb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=d+4|0;g=f[r>>2]|0;q=d+8|0;h=f[q>>2]|0;if((g|0)==(h|0)){jlb(d,b);i=f[r>>2]|0;h=f[q>>2]|0}else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[b+8>>3];p[g+16>>3]=+p[b+16>>3];i=g+24|0;f[r>>2]=i}g=b+24|0;if((i|0)==(h|0)){jlb(d,g);i=f[r>>2]|0;h=f[q>>2]|0}else{p[i>>3]=+p[g>>3];p[i+8>>3]=+p[b+32>>3];p[i+16>>3]=+p[b+40>>3];i=i+24|0;f[r>>2]=i}g=b+48|0;if((i|0)==(h|0))jlb(d,g);else{p[i>>3]=+p[g>>3];p[i+8>>3]=+p[b+56>>3];p[i+16>>3]=+p[b+64>>3];f[r>>2]=i+24}g=f[e>>2]|0;o=e+4|0;h=f[o>>2]|0;if((h|0)!=(g|0))f[o>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);h=f[a>>2]|0;n=a+4|0;g=f[n>>2]|0;if((h|0)!=(g|0)){k=e;l=d;while(1){m=k;i=f[m>>2]|0;b=m+4|0;j=f[b>>2]|0;if((j|0)!=(i|0))f[b>>2]=j+(~(((j+-24-i|0)>>>0)/24|0)*24|0);j=l;i=f[j>>2]|0;j=(f[j+4>>2]|0)-(f[l>>2]|0)|0;b=i+(((j|0)/24|0)*24|0)|0;if(j|0)do{_Ba(h,i,c,m,0);i=i+72|0}while((i|0)!=(b|0));h=h+12|0;if((h|0)==(g|0))break;else{m=l;l=k;k=m}}h=f[a>>2]|0;g=f[n>>2]|0}if(!(((g-h|0)/12|0)&1)){c=f[d>>2]|0;f[d>>2]=f[e>>2];f[e>>2]=c;c=f[r>>2]|0;f[r>>2]=f[o>>2];f[o>>2]=c;e=e+8|0;c=f[q>>2]|0;f[q>>2]=f[e>>2];f[e>>2]=c}g=f[d>>2]|0;h=f[r>>2]|0;if((h|0)==(g|0))return;f[r>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);return}function Slb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;I=u;u=u+96|0;F=I;H=c+4|0;e=f[H>>2]|0;G=c+8|0;g=f[G>>2]|0;if((e|0)==(g|0)){jlb(c,b);h=f[H>>2]|0;g=f[G>>2]|0}else{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];h=e+24|0;f[H>>2]=h}e=b+24|0;if((h|0)==(g|0))jlb(c,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[b+32>>3];p[h+16>>3]=+p[b+40>>3];f[H>>2]=h+24}e=f[d>>2]|0;E=d+4|0;g=f[E>>2]|0;if((g|0)!=(e|0))f[E>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);g=f[a>>2]|0;D=a+4|0;e=f[D>>2]|0;if((g|0)!=(e|0)){r=F+24|0;s=F+48|0;t=F+72|0;v=F+80|0;w=F+88|0;x=F+56|0;y=F+64|0;z=F+32|0;A=F+40|0;B=F+8|0;C=F+16|0;m=d;n=c;while(1){o=m;h=f[o>>2]|0;q=o+4|0;b=f[q>>2]|0;if((b|0)!=(h|0))f[q>>2]=b+(~(((b+-24-h|0)>>>0)/24|0)*24|0);l=n;h=f[l>>2]|0;l=(f[l+4>>2]|0)-(f[n>>2]|0)|0;k=h+(((l|0)/24|0)*24|0)|0;if(l|0){l=o+8|0;do{j=dCa(g,h,F)|0;do if(j|0){i=f[q>>2]|0;b=f[l>>2]|0;if((i|0)==(b|0)){jlb(o,F);b=f[l>>2]|0;i=f[q>>2]|0}else{p[i>>3]=+p[F>>3];p[i+8>>3]=+p[B>>3];p[i+16>>3]=+p[C>>3];i=i+24|0;f[q>>2]=i}if((i|0)==(b|0))jlb(o,r);else{p[i>>3]=+p[r>>3];p[i+8>>3]=+p[z>>3];p[i+16>>3]=+p[A>>3];f[q>>2]=i+24}if((j|0)==2){b=f[q>>2]|0;i=f[l>>2]|0;if((b|0)==(i|0)){jlb(o,s);j=f[q>>2]|0;b=f[l>>2]|0}else{p[b>>3]=+p[s>>3];p[b+8>>3]=+p[x>>3];p[b+16>>3]=+p[y>>3];j=b+24|0;f[q>>2]=j;b=i}if((j|0)==(b|0)){jlb(o,t);break}else{p[j>>3]=+p[t>>3];p[j+8>>3]=+p[v>>3];p[j+16>>3]=+p[w>>3];f[q>>2]=j+24;break}}}while(0);h=h+48|0}while((h|0)!=(k|0))}g=g+12|0;if((g|0)==(e|0))break;else{q=n;n=m;m=q}}g=f[a>>2]|0;e=f[D>>2]|0}if(!(((e-g|0)/12|0)&1)){F=f[c>>2]|0;f[c>>2]=f[d>>2];f[d>>2]=F;F=f[H>>2]|0;f[H>>2]=f[E>>2];f[E>>2]=F;d=d+8|0;F=f[G>>2]|0;f[G>>2]=f[d>>2];f[d>>2]=F}e=f[c>>2]|0;g=f[H>>2]|0;if((g|0)==(e|0)){u=I;return}f[H>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);u=I;return}function Tlb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;f[a>>2]=40908;k=a+8|0;j=f[k>>2]|0;l=a+12|0;c=f[l>>2]|0;d=j;if((c|0)!=(j|0))f[l>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);f[a+4>>2]=d;i=a+24|0;j=a+28|0;d=f[j>>2]|0;g=f[i>>2]|0;e=g;c=d;if((d|0)!=(g|0)){h=0;do{e=f[e+(h<<2)>>2]|0;if(e){tOb(e);c=f[j>>2]|0;g=f[i>>2]|0;d=c}h=h+1|0;e=g}while(h>>>0<d-g>>2>>>0);d=g}if((c|0)!=(e|0))f[j>>2]=c+(~((c+-4-d|0)>>>2)<<2);b[a+20>>0]=0;b[a+37>>0]=0;c=f[a+56>>2]|0;if(c|0){d=a+60|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+40>>2]|0;if(c|0){d=a+44|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+24>>2]|0;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[k>>2]|0;if(!c)return;d=f[l>>2]|0;if((d|0)!=(c|0))f[l>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function Ulb(a){a=a|0;Tlb(a);sOb(a);return}function Vlb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;r=0;s=u;u=u+1120|0;if((c|0)==1&(d^1)){r=m3a(260024,239638,36)|0;vEb(s+12|0,r+(f[(f[r>>2]|0)+-12>>2]|0)|0);d=XFb(s+12|0,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,10)|0;YFb(s+12|0);OEb(r,d)|0;AEb(r)|0;r=0;u=s;return r|0}i=f[b>>2]|0;e=(f[b+4>>2]|0)-i|0;a:do if((e|0)>8&d){h=f[i>>2]|0;e=(e>>3)+-1|0;while(1){if((f[i+(e<<3)>>2]|0)!=(h|0))break a;if((f[i+(e<<3)+4>>2]|0)!=(f[(i+4|0)>>2]|0))break a;g=e+-1|0;if((e|0)>1)e=g;else{e=g;break}}}else e=(e>>3)+-1|0;while(0);while(1){if((e|0)<=0)break;g=e+-1|0;if((f[i+(e<<3)>>2]|0)!=(f[i+(g<<3)>>2]|0))break;if((f[i+(e<<3)+4>>2]|0)==(f[i+(g<<3)+4>>2]|0))e=g;else break}if(d?(e|0)<2:(e|0)<1){r=0;u=s;return r|0}h=e+1|0;p=qOb(h>>>0>48806446?-1:h*88|0)|0;if(!h)g=i;else{g=p;do{f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;g=g+88|0}while((g|0)!=(p+(h*88|0)|0|0));g=f[b>>2]|0}f[(s+12|0)>>2]=p;m=g+8|0;o=f[m+4>>2]|0;f[(p+96|0)>>2]=f[m>>2];f[(p+96|0)+4>>2]=o;b:do{o=1;if(o){o=0;if(amb(g,a+20|0)|0){if(!(amb((f[b>>2]|0)+(e<<3)|0,a+20|0)|0)){tOb(p);q=0;break}g=p+(e*88|0)|0;j=f[b>>2]|0;l=p;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+56>>2]=p+88|0;f[p+60>>2]=g;h=f[j+4>>2]|0;f[(p+8|0)>>2]=f[j>>2];f[(p+8|0)+4>>2]=h;f[p+52>>2]=-1;h=e+-1|0;i=j+(e<<3)|0;l=g;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+(e*88|0)+56>>2]=p;f[p+(e*88|0)+60>>2]=p+(h*88|0)|0;l=f[i+4>>2]|0;m=p+(e*88|0)+8|0;f[m>>2]=f[i>>2];f[m+4>>2]=l;f[p+(e*88|0)+52>>2]=-1;if((e|0)>1){g=j;do{amb(g+(h<<3)|0,a+20|0)|0;i=p+((h+1|0)*88|0)|0;e=h;h=h+-1|0;j=p+(h*88|0)|0;g=f[b>>2]|0;k=g+(e<<3)|0;l=p+(e*88|0)|0;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+(e*88|0)+56>>2]=i;f[p+(e*88|0)+60>>2]=j;m=f[k+4>>2]|0;f[(p+(e*88|0)+8|0)>>2]=f[k>>2];f[(p+(e*88|0)+8|0)+4>>2]=m;f[p+(e*88|0)+52>>2]=-1}while((e|0)>1)}m=p;b=p;f[s+32>>2]=a;f[s+48>>2]=c;f[s+56>>2]=d;f[s+112>>2]=m;f[s+136>>2]=b;f[s+224>>2]=q;f[s+920>>2]=p;f[s+1048>>2]=r;f[s+1064>>2]=0;f[s+1068>>2]=0;anb(s);q=f[s+224>>2]|0;G=f[s+1064>>2]|0;D=f[s+1068>>2]|0;H=+n[s+1068>>2];f[s+1064>>2]=0;f[s+1068>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b}}else o=1}if(o)if(1){tOb(p);q=0}}while(0);r=q;u=s;return r|0}function Wlb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[a+8>>2]|0;c=a+12|0;d=f[c>>2]|0;e=j;if((d|0)!=(j|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);f[a+4>>2]=e;i=a+24|0;j=a+28|0;d=f[j>>2]|0;g=f[i>>2]|0;e=g;c=d;if((d|0)!=(g|0)){h=0;do{e=f[e+(h<<2)>>2]|0;if(e){tOb(e);c=f[j>>2]|0;g=f[i>>2]|0;d=c}h=h+1|0;e=g}while(h>>>0<d-g>>2>>>0);d=g}if((c|0)==(e|0)){j=a+20|0;b[j>>0]=0;a=a+37|0;b[a>>0]=0;return}f[j>>2]=c+(~((c+-4-d|0)>>>2)<<2);j=a+20|0;b[j>>0]=0;a=a+37|0;b[a>>0]=0;return}function Xlb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;m=q;n=a+8|0;b=f[n>>2]|0;p=a+4|0;f[p>>2]=b;o=a+12|0;c=f[o>>2]|0;if((c|0)==(b|0)){u=q;return}Ylb(b,c,m);l=a+56|0;c=f[l>>2]|0;k=a+60|0;if(!c)b=a+64|0;else{b=f[k>>2]|0;if((b|0)!=(c|0))f[k>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);b=a+64|0;f[b>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=0;f[k>>2]=0;f[b>>2]=0;b=f[n>>2]|0;if((b|0)!=(f[o>>2]|0)){j=a+64|0;d=0;e=0;while(1){c=f[b>>2]|0;f[m>>2]=c;if((d|0)==(e|0)){Zlb(l,m);d=f[k>>2]|0}else{f[d>>2]=c;d=d+4|0;f[k>>2]=d}i=f[l>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{r=g;g=c;c=r}}f[g>>2]=h}}c=f[b+4>>2]|0;if(c|0){h=c;i=f[h+4>>2]|0;r=c+8|0;f[r>>2]=f[h>>2];f[r+4>>2]=i;f[c+36>>2]=1;f[c+52>>2]=-1}c=f[b+8>>2]|0;if(c|0){h=c;i=f[h+4>>2]|0;r=c+8|0;f[r>>2]=f[h>>2];f[r+4>>2]=i;f[c+36>>2]=2;f[c+52>>2]=-1}b=b+12|0;if((b|0)==(f[o>>2]|0))break;d=f[k>>2]|0;e=f[j>>2]|0}b=f[n>>2]|0}f[a+52>>2]=0;f[p>>2]=b;u=q;return}function Ylb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=0;l=u;u=u+736|0;j=b;a:while(1){d=j;i=j+-12|0;b=a;while(1){k=b;f[l+48>>2]=c;f[l+56>>2]=b;f[l+120>>2]=j;f[l+152>>2]=k;f[l+288>>2]=e;f[l+408>>2]=g;f[l+464>>2]=d;f[l+512>>2]=i;f[l+640>>2]=h;f[l+664>>2]=0;f[l+668>>2]=0;bnb(l);b=f[l+56>>2]|0;k=f[l+152>>2]|0;e=f[l+288>>2]|0;g=f[l+408>>2]|0;h=f[l+640>>2]|0;G=f[l+664>>2]|0;D=f[l+668>>2]|0;H=+n[l+668>>2];f[l+664>>2]=0;f[l+668>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((h|0)==81){h=0;Ylb(e+12|0,j,c);a=k;j=e;continue}else if((h|0)==82){h=0;if(g){h=83;break}else{a=k;j=e;continue}}}a=1;if(a)if((h|0)==5){if((f[k>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return}else if((h|0)==7){a=k+12|0;j=f[a>>2]|0;b=(j|0)<(f[i>>2]|0);if((f[k>>2]|0)>=(j|0)){if(!b){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];if((f[k>>2]|0)>=(f[a>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];u=l;return}if(b){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];if((f[a>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return}else if((h|0)==15){_lb(k,k+12|0,k+24|0,i,c)|0;u=l;return}else a=1;if(a)if((h|0)==16){a=k+12|0;b=k+24|0;d=k+36|0;_lb(k,a,b,d,c)|0;if((f[d>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[d>>2];f[l+4>>2]=f[d+4>>2];f[l+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];if((f[b>>2]|0)>=(f[d>>2]|0)){u=l;return};f[l>>2]=f[b>>2];f[l+4>>2]=f[b+4>>2];f[l+8>>2]=f[b+8>>2];f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];if((f[a>>2]|0)>=(f[b>>2]|0)){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];if((f[k>>2]|0)>=(f[a>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];u=l;return}else a=1;if(a)if((h|0)==22){b=k+24|0;a=k+12|0;d=f[k>>2]|0;e=f[a>>2]|0;g=f[b>>2]|0;do if((d|0)<(e|0)){if((e|0)<(g|0)){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];break};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];if((f[a>>2]|0)<(g|0)){f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2]}}else if((e|0)<(g|0)){f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];if((d|0)<(f[a>>2]|0)){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2]}}while(0);a=k+36|0;if((a|0)==(j|0)){u=l;return}while(1){e=f[a>>2]|0;if((f[b>>2]|0)<(e|0)){h=a+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;d=a;while(1){f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];if((b|0)==(k|0)){b=k;break}d=b+-12|0;if((f[d>>2]|0)<(e|0)){i=b;b=d;d=i}else break}f[b>>2]=e;i=b+4|0;f[i>>2]=g;f[i+4>>2]=h}b=a+12|0;if((b|0)==(j|0))break;else{i=a;a=b;b=i}}u=l;return}else a=1;if(a)if((h|0)==83)if(1){u=l;return}}function Zlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function _lb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;h=u;u=u+16|0;g=h;i=f[b>>2]|0;e=(i|0)<(f[c>>2]|0);do if((f[a>>2]|0)<(i|0)){if(e){f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];e=1;break};f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];if((f[b>>2]|0)<(f[c>>2]|0)){f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];e=2}else e=1}else if(e){f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];if((f[a>>2]|0)<(f[b>>2]|0)){f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];e=2}else e=1}else e=0;while(0);if((f[c>>2]|0)>=(f[d>>2]|0)){i=e;u=h;return i|0};f[g>>2]=f[c>>2];f[g+4>>2]=f[c+4>>2];f[g+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[g>>2];f[d+4>>2]=f[g+4>>2];f[d+8>>2]=f[g+8>>2];if((f[b>>2]|0)>=(f[c>>2]|0)){i=e+1|0;u=h;return i|0};f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];if((f[a>>2]|0)>=(f[b>>2]|0)){i=e+2|0;u=h;return i|0};f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];i=e+3|0;u=h;return i|0}function $lb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;switch((b-a|0)/12|0|0){case 2:{d=b+-12|0;if((f[a>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 3:{e=a+12|0;d=b+-12|0;b=f[e>>2]|0;c=(b|0)<(f[d>>2]|0);if((f[a>>2]|0)>=(b|0)){if(!c){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[a>>2]|0)>=(f[e>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];i=1;u=j;return i|0}if(c){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];if((f[e>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 4:{_lb(a,a+12|0,a+24|0,b+-12|0,c)|0;i=1;u=j;return i|0}case 5:{e=a+12|0;g=a+24|0;h=a+36|0;d=b+-12|0;_lb(a,e,g,h,c)|0;if((f[h>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=f[d>>2];f[h+4>>2]=f[d+4>>2];f[h+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[g>>2]|0)>=(f[h>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];if((f[e>>2]|0)>=(f[g>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];if((f[a>>2]|0)>=(f[e>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 1:case 0:{i=1;u=j;return i|0}default:{e=a+24|0;d=a+12|0;c=f[a>>2]|0;k=f[d>>2]|0;g=f[e>>2]|0;h=(k|0)<(g|0);do if((c|0)<(k|0)){if(h){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];break};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[d>>2]|0)<(g|0)){f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2]}}else if(h){f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];if((c|0)<(f[d>>2]|0)){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2]}}while(0);d=a+36|0;a:do if((d|0)==(b|0)){c=1;d=0}else{c=0;while(1){h=f[d>>2]|0;if((f[e>>2]|0)<(h|0)){l=d+4|0;k=f[l+4>>2]|0;g=i;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=d;while(1){f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];if((e|0)==(a|0)){e=a;break}g=e+-12|0;if((f[g>>2]|0)<(h|0)){l=e;e=g;g=l}else break}f[e>>2]=h;h=i;k=f[h+4>>2]|0;l=e+4|0;f[l>>2]=f[h>>2];f[l+4>>2]=k;c=c+1|0;if((c|0)==8){c=0;d=(d+12|0)==(b|0);break a}}e=d+12|0;if((e|0)==(b|0)){c=1;d=0;break}else{l=d;d=e;e=l}}}while(0);l=d|c;u=j;return l|0}}return 0}function amb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h;e=f[a>>2]|0;g=(e|0)>32767;if(!(b[c>>0]|0)){if(!g)if(!((e|0)<-32767?1:((f[a+4>>2]|0)+32767|0)>>>0>65534)){g=1;u=h;return g|0}b[c>>0]=1;g=amb(a,c)|0;u=h;return g|0}else{c=a+4|0;if(!g)if(!((e|0)<-32767?1:((f[c>>2]|0)+32767|0)>>>0>65534)){g=1;u=h;return g|0}g=m3a(260024,239675,45)|0;g=m3a(JEb(g,f[a>>2]|0)|0,239721,3)|0;g=JEb(g,f[c>>2]|0)|0;vEb(d,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);e=XFb(d,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(d);OEb(g,e)|0;AEb(g)|0;g=0;u=h;return g|0}return 0}function bmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function cmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function dmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;if((f[b+52>>2]|0)==-2){a:do if(c){d=b;while(1){e=f[d+56>>2]|0;if((f[d+20>>2]|0)==(f[e+4>>2]|0))d=e;else break}if((d|0)!=(b|0))do{if(!(+p[d+24>>3]==-1.e+40)){h=11;break a}d=f[d+60>>2]|0}while((d|0)!=(b|0))}else{d=b;while(1){e=f[d+60>>2]|0;if((f[d+20>>2]|0)==(f[e+4>>2]|0))d=e;else break}if((d|0)!=(b|0))do{if(!(+p[d+24>>3]==-1.e+40)){h=11;break a}d=f[d+56>>2]|0}while((d|0)!=(b|0))}while(0);if((h|0)==11)if((d|0)!=(b|0)){d=f[(c?b+56|0:b+60|0)>>2]|0;f[i>>2]=f[d+4>>2];f[i+4>>2]=0;f[i+8>>2]=d;f[d+40>>2]=0;d=dmb(a,d,c)|0;e=a+12|0;h=f[e>>2]|0;if((h|0)==(f[a+16>>2]|0))bmb(a+8|0,i);else{f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[e>>2]=(f[e>>2]|0)+12}b=d;u=j;return b|0}if(c){b=f[b+56>>2]|0;u=j;return b|0}else{b=f[b+60>>2]|0;u=j;return b|0}}g=+p[b+24>>3];do if(g==-1.e+40){d=f[(c?b+60|0:b+56|0)>>2]|0;e=f[b>>2]|0;h=(f[d>>2]|0)!=(e|0);if(!(+p[d+24>>3]==-1.e+40)){if(!h)break;a=b+16|0;i=f[a>>2]|0;f[a>>2]=e;f[b>>2]=i;break}if(h)if((f[d+16>>2]|0)!=(e|0)){a=b+16|0;i=f[a>>2]|0;f[a>>2]=e;f[b>>2]=i}}while(0);if(c){e=b;while(1){h=f[e+56>>2]|0;if((f[e+20>>2]|0)!=(f[h+4>>2]|0))break;if((f[h+52>>2]|0)==-2)break;else e=h}if(+p[e+24>>3]==-1.e+40)if((f[h+52>>2]|0)!=-2){d=e;do d=f[d+60>>2]|0;while(+p[d+24>>3]==-1.e+40);e=(f[d+16>>2]|0)>(f[h+16>>2]|0)?d:e}if((e|0)!=(b|0)){a=b;while(1){h=f[a+56>>2]|0;f[a+64>>2]=h;if(!((a|0)==(b|0)|g!=-1.e+40)){d=f[a>>2]|0;if((d|0)!=(f[(f[a+60>>2]|0)+16>>2]|0)){i=a+16|0;c=f[i>>2]|0;f[i>>2]=d;f[a>>2]=c}}if((e|0)==(h|0))break;a=h;g=+p[h+24>>3]}if(!((e|0)==(b|0)?1:+p[e+24>>3]!=-1.e+40)){d=f[e>>2]|0;if((d|0)!=(f[(f[e+60>>2]|0)+16>>2]|0)){c=e+16|0;b=f[c>>2]|0;f[c>>2]=d;f[e>>2]=b}}}d=e+56|0}else{e=b;while(1){h=f[e+60>>2]|0;if((f[e+20>>2]|0)!=(f[h+4>>2]|0))break;if((f[h+52>>2]|0)==-2)break;else e=h}if(+p[e+24>>3]==-1.e+40)if((f[h+52>>2]|0)!=-2){d=e;do d=f[d+56>>2]|0;while(+p[d+24>>3]==-1.e+40);e=(f[d+16>>2]|0)>=(f[h+16>>2]|0)?d:e}if((e|0)!=(b|0)){a=b;while(1){h=f[a+60>>2]|0;f[a+64>>2]=h;if(!((a|0)==(b|0)|g!=-1.e+40)){d=f[a>>2]|0;if((d|0)!=(f[(f[a+56>>2]|0)+16>>2]|0)){i=a+16|0;c=f[i>>2]|0;f[i>>2]=d;f[a>>2]=c}}if((e|0)==(h|0))break;a=h;g=+p[h+24>>3]}if(!((e|0)==(b|0)?1:+p[e+24>>3]!=-1.e+40)){d=f[e>>2]|0;if((d|0)!=(f[(f[e+56>>2]|0)+16>>2]|0)){c=e+16|0;b=f[c>>2]|0;f[c>>2]=d;f[e>>2]=b}}}d=e+60|0}b=f[d>>2]|0;u=j;return b|0}function emb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;r=s+4|0;p=s;q=a+76|0;Xlb(q);f[r>>2]=r;d=r+4|0;f[d>>2]=r;e=r+8|0;f[e>>2]=0;g=a+44|0;h=a+52|0;if(f[h>>2]|0){c=f[a+48>>2]|0;o=(f[g>>2]|0)+4|0;n=f[c>>2]|0;f[n+4>>2]=f[o>>2];f[f[o>>2]>>2]=n;f[h>>2]=0;if((c|0)!=(g|0)){do{o=c;c=f[c+4>>2]|0;sOb(o)}while((c|0)!=(g|0));c=f[e>>2]|0;if(c|0){m=f[d>>2]|0;n=f[r>>2]|0;o=n+4|0;l=f[m>>2]|0;f[l+4>>2]=f[o>>2];f[f[o>>2]>>2]=l;l=f[g>>2]|0;f[l+4>>2]=m;f[m>>2]=l;f[g>>2]=n;f[o>>2]=g;f[h>>2]=(f[h>>2]|0)+c;f[e>>2]=0}}}k=a+56|0;f[k>>2]=0;do if(jmb(q,r)|0){c=f[r>>2]|0;kmb(a,c);l=a+88|0;m=a+80|0;n=a+16|0;o=a+20|0;a:while(1){if(!(jmb(q,p)|0))if((f[m>>2]|0)==(f[l>>2]|0)){p=26;break}while(1){d=f[k>>2]|0;if(!d)break;e=d+80|0;g=f[e>>2]|0;h=d+76|0;i=f[h>>2]|0;f[(g|0?g+76|0:k)>>2]=i;if(i|0)f[i+80>>2]=g;f[h>>2]=0;f[e>>2]=0;if(!(lmb(a,d)|0)){p=23;break a}}c=f[o>>2]|0;d=f[n>>2]|0;if((c|0)!=(d|0)){g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[o>>2]|0;d=f[n>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if(!((d|0)==(c|0)|(e|0)==0))f[o>>2]=c+(~((c+-4-d|0)>>>2)<<2)}c=f[p>>2]|0;if(!(mmb(a,c)|0)){p=25;break}if(!(nmb(a,c)|0)){p=25;break}kmb(a,c)}if((p|0)==23){f[r>>2]=c;p=24;break}else if((p|0)==25){k=0;break}else if((p|0)==26){n=a+116|0;o=a+120|0;e=f[o>>2]|0;d=f[n>>2]|0;c=d;if((e|0)!=(d|0)){l=a+72|0;m=e-d>>2;i=0;do{g=f[c+(i<<2)>>2]|0;k=f[g+16>>2]|0;if(k|0)if(!(b[g+5>>0]|0)){h=b[l>>0]^b[g+4>>0];j=0.0;g=k;do{r=f[g+16>>2]|0;j=j+ +((f[g+4>>2]|0)+(f[r+4>>2]|0)|0)*+((f[r+8>>2]|0)-(f[g+8>>2]|0)|0);g=f[g+12>>2]|0}while((g|0)!=(k|0));if((h&255|0)==(j*.5>0.0|0)){g=k;do{q=g+12|0;r=g;g=f[q>>2]|0;r=r+16|0;f[q>>2]=f[r>>2];f[r>>2]=g}while((g|0)!=(k|0))}}i=i+1|0}while(i>>>0<m>>>0)}if((f[a+4>>2]|0)!=(f[a+8>>2]|0)){omb(a);c=f[n>>2]|0;e=f[o>>2]|0;d=c}if((e|0)!=(d|0)){h=0;do{c=f[c+(h<<2)>>2]|0;g=c+16|0;d=f[g>>2]|0;do if(d|0){if(!(b[c+5>>0]|0)){pmb(a,c);break}c=f[d+16>>2]|0;b:do if((c|0)==(d|0))c=d;else while(1){while(1){d=f[d+12>>2]|0;e=f[d+16>>2]|0;if((f[d+4>>2]|0)==(f[e+4>>2]|0))if((f[d+8>>2]|0)==(f[e+8>>2]|0))break;if((c|0)==(d|0))break b}c=(d|0)==(c|0)?e:c;r=d+12|0;f[e+12>>2]=f[r>>2];f[(f[r>>2]|0)+16>>2]=e;sOb(d);if((c|0)==(e|0)){c=e;break}else d=e}while(0);if((f[c+16>>2]|0)==(c|0)){sOb(c);f[g>>2]=0}}while(0);h=h+1|0;c=f[n>>2]|0}while(h>>>0<(f[o>>2]|0)-c>>2>>>0)}if(!(b[a+74>>0]|0)){k=1;break}qmb(a);k=1;break}}else p=24;while(0);if((p|0)==24)k=0;h=a+4|0;i=a+8|0;c=f[i>>2]|0;d=f[h>>2]|0;if((c|0)!=(d|0)){g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[i>>2]|0;d=f[h>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if(!((d|0)==(c|0)|(e|0)==0))f[i>>2]=c+(~((c+-4-d|0)>>>2)<<2)}h=a+16|0;i=a+20|0;c=f[i>>2]|0;d=f[h>>2]|0;if((c|0)==(d|0)){u=s;return k|0}else g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[i>>2]|0;d=f[h>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if((d|0)==(c|0)|(e|0)==0){u=s;return k|0}f[i>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=s;return k|0}function fmb(a){a=a|0;q4a(a,40996);Tlb(a+76|0);return}function gmb(a){a=a|0;q4a(a,40996);Tlb(a+76|0);sOb(a);return}function hmb(a){a=a|0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;q4a(a,40996);Tlb(a+76|0);return}function imb(a){a=a|0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;q4a(a,40996);Tlb(a+76|0);sOb(a);return}function jmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=f[a+56>>2]|0;p=a+60|0;a=f[p>>2]|0;if((r|0)==(a|0)){r=0;return r|0}f[b>>2]=f[r>>2];q=r;d=a-q|0;c=d>>2;k=a+-4|0;if((d|0)>4){j=f[r>>2]|0;f[r>>2]=f[k>>2];f[k>>2]=j;j=c+-1|0;if((c|0)!=2){i=(c+-3|0)/2|0;a=r+4|0;c=a;if((d|0)>12){o=r+8|0;n=(f[a>>2]|0)<(f[o>>2]|0);a=n?2:1;c=n?o:c}else a=1;d=f[c>>2]|0;h=f[r>>2]|0;if((d|0)>=(h|0)){g=r;do{o=g;g=c;f[o>>2]=d;if((i|0)<(a|0))break;a=a<<1|1;d=r+(a<<2)|0;c=d;e=a+1|0;if((e|0)<(j|0)){o=d+4|0;n=(f[d>>2]|0)<(f[o>>2]|0);a=n?e:a;c=n?o:c}d=f[c>>2]|0}while((d|0)>=(h|0));f[g>>2]=h}}}f[p>>2]=k;if((r|0)==(k|0)){r=1;return r|0}l=r+4|0;m=l;n=r+8|0;o=n;while(1){a=f[b>>2]|0;if((a|0)!=(f[r>>2]|0)){a=1;c=26;break}d=k-q|0;c=d>>2;k=k+-4|0;if((d|0)>4){f[r>>2]=f[k>>2];f[k>>2]=a;j=c+-1|0;if((c|0)!=2){i=(c+-3|0)/2|0;if((d|0)>12){c=(f[l>>2]|0)<(f[n>>2]|0);a=c?2:1;c=c?o:m}else{a=1;c=m}d=f[c>>2]|0;h=f[r>>2]|0;if((d|0)>=(h|0)){g=r;do{e=g;g=c;f[e>>2]=d;if((i|0)<(a|0))break;a=a<<1|1;d=r+(a<<2)|0;c=d;e=a+1|0;if((e|0)<(j|0)){s=d+4|0;d=(f[d>>2]|0)<(f[s>>2]|0);a=d?e:a;c=d?s:c}d=f[c>>2]|0}while((d|0)>=(h|0));f[g>>2]=h}}}f[p>>2]=k;if((r|0)==(k|0)){a=1;c=26;break}}if((c|0)==26)return a|0;return 0}function kmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0,I=0;F=u;u=u+16|0;A=F;B=a+88|0;C=a+80|0;c=f[C>>2]|0;if((c|0)==(f[B>>2]|0)){u=F;return}D=a+132|0;E=a+136|0;r=a+140|0;s=a+128|0;t=a+56|0;v=a+8|0;w=a+12|0;x=a+4|0;y=a+16|0;z=a+20|0;while(1){if((f[c>>2]|0)!=(b|0)){c=107;break}f[C>>2]=c+12;o=f[c+4>>2]|0;q=f[c+8>>2]|0;n=(o|0)!=0;do if(n){Rmb(a,o,0);if(!q){Smb(a,o);if(Tmb(a,o)|0)j=Amb(a,o,o)|0;else j=0;c=f[o+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}break}if(!(f[s>>2]|0)){f[q+72>>2]=0;f[q+68>>2]=0;c=s}else{i=q+20|0;j=q+16|0;k=q+24|0;l=q+4|0;c=o+68|0;d=f[c>>2]|0;a:do if(!d){e=o;d=0}else{m=f[q+8>>2]|0;e=o;while(1){g=f[d+8>>2]|0;do if((m|0)==(g|0)){g=f[i>>2]|0;h=f[d+20>>2]|0;if((g|0)>(h|0)){G=+p[d+24>>3]*+(g-(f[d+4>>2]|0)|0);if((f[j>>2]|0)<((f[d>>2]|0)+~~(G+(G<0.0?-.5:.5))|0))break a;else break}if((g|0)==(h|0))g=f[j>>2]|0;else{G=+p[k>>3]*+(h-(f[l>>2]|0)|0);g=(f[q>>2]|0)+~~(G+(G<0.0?-.5:.5))|0}if((f[d+16>>2]|0)>(g|0))break a}else if((m|0)<(g|0))break a;while(0);c=d+68|0;e=f[c>>2]|0;if(!e){e=d;d=0;break}else{h=d;d=e;e=h}}}while(0);f[q+68>>2]=d;d=f[c>>2]|0;if(d|0)f[d+72>>2]=q;f[q+72>>2]=e}f[c>>2]=q;Smb(a,o);f[q+44>>2]=f[o+44>>2];f[q+48>>2]=f[o+48>>2];if(Tmb(a,o)|0)j=Gmb(a,o,q,o)|0;else j=0;c=f[o+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}else{Rmb(a,q,0);Smb(a,q);if(Tmb(a,q)|0)j=Amb(a,q,q)|0;else j=0}while(0);if(q|0){k=q+24|0;if(+p[k>>3]==-1.e+40){c=f[t>>2]|0;if(!c){f[t>>2]=q;f[q+80>>2]=0;c=0}else{f[q+80>>2]=0;f[c+80>>2]=q;f[t>>2]=q}f[q+76>>2]=c;c=f[q+64>>2]|0;if(c|0){c=f[c+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}}else{c=f[q+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}if(n){if(j|0)if(+p[k>>3]==-1.e+40){d=f[z>>2]|0;c=f[y>>2]|0;if((d|0)!=(c|0))if(f[q+40>>2]|0){i=q+16|0;h=0;do{e=f[c+(h<<2)>>2]|0;g=f[e>>2]|0;m=f[g+4>>2]|0;e=e+8|0;n=f[e>>2]|0;k=f[q>>2]|0;H=f[i>>2]|0;l=(m|0)>(n|0);I=(k|0)>(H|0);if(((l?n:m)|0)<((I?k:H)|0)?((I?H:k)|0)<((l?m:n)|0):0){I=e;H=f[I>>2]|0;I=f[I+4>>2]|0;d=pOb(16)|0;f[A>>2]=d;f[d>>2]=g;f[d+4>>2]=j;c=d+8|0;f[c>>2]=H;f[c+4>>2]=I;c=f[v>>2]|0;if((c|0)==(f[w>>2]|0))Bmb(x,A);else{f[c>>2]=d;f[v>>2]=(f[v>>2]|0)+4}c=f[y>>2]|0;d=f[z>>2]|0}h=h+1|0}while(h>>>0<d-c>>2>>>0)}}if((f[o+52>>2]|0)>-1){c=f[o+72>>2]|0;if(c|0)if((f[c+8>>2]|0)==(f[o>>2]|0))if((f[c+52>>2]|0)>-1){H=c;I=c+16|0;m=o+8|0;d=o+16|0;n=d;if((X((f[m>>2]|0)-(f[n>>2]|0)|0,(f[H+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[m+4>>2]|0)-(f[n+4>>2]|0)|0,(f[H>>2]|0)-(f[I>>2]|0)|0)|0))if(f[o+40>>2]|0)if(f[c+40>>2]|0){n=Amb(a,c,o)|0;I=d;H=f[I>>2]|0;I=f[I+4>>2]|0;c=pOb(16)|0;f[A>>2]=c;f[c>>2]=j;f[c+4>>2]=n;d=c+8|0;f[d>>2]=H;f[d+4>>2]=I;d=f[v>>2]|0;if((d|0)==(f[w>>2]|0))Bmb(x,A);else{f[d>>2]=c;f[v>>2]=(f[v>>2]|0)+4}}}}g=o+68|0;c=f[g>>2]|0;if((c|0)!=(q|0)){if((f[q+52>>2]|0)>-1){d=f[q+72>>2]|0;if((f[d+52>>2]|0)>-1){H=d+8|0;I=d+16|0;m=q+8|0;e=q+16|0;n=e;if((X((f[m>>2]|0)-(f[n>>2]|0)|0,(f[H+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[m+4>>2]|0)-(f[n+4>>2]|0)|0,(f[H>>2]|0)-(f[I>>2]|0)|0)|0))if(f[q+40>>2]|0)if(f[d+40>>2]|0){c=Amb(a,d,q)|0;I=e;H=f[I>>2]|0;I=f[I+4>>2]|0;d=pOb(16)|0;f[A>>2]=d;f[d>>2]=j;f[d+4>>2]=c;c=d+8|0;f[c>>2]=H;f[c+4>>2]=I;c=f[v>>2]|0;if((c|0)==(f[w>>2]|0))Bmb(x,A);else{f[c>>2]=d;f[v>>2]=(f[v>>2]|0)+4}c=f[g>>2]|0}}}if(!((c|0)==0|(c|0)==(q|0))){d=o+8|0;do{Dmb(a,q,c,d);c=f[c+68>>2]|0}while((c|0)!=(q|0))}}}}c=f[C>>2]|0;if((c|0)==(f[B>>2]|0)){c=107;break}}if((c|0)==107){u=F;return}}function lmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0;s=0;t=u;u=u+1632|0;f[t>>2]=b;m=(f[b+40>>2]|0)==0;o=f[b>>2]|0;q=f[b+16>>2]|0;k=(o|0)<(q|0)?o:q;r=(o|0)<(q|0)?q:o;l=b;while(1){c=f[l+64>>2]|0;if(!c){s=4;break}if(+p[c+24>>3]==-1.e+40)l=c;else{j=0;break}}do if((s|0)==4){c=f[l+56>>2]|0;d=f[l+16>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[l+20>>2]|0))if(!(f[c+64>>2]|0)){j=c;break}c=f[l+60>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[l+20>>2]|0))if(!(f[c+64>>2]|0)){j=c;break}j=0}while(0);a:do if(!(f[(a+52|0)>>2]|0)){h=a+48|0;i=a+44|0;c=0;d=0}else{if((o|0)<(q|0)){d=f[(a+48|0)>>2]|0;if((a+44|0|0)==(d|0)){h=a+48|0;i=a+44|0;c=d;d=0;break}else c=d;while(1){e=f[c+8>>2]|0;if((e|0)>(o|0))break;c=f[d+4>>2]|0;d=c;if((a+44|0|0)==(d|0)){h=a+48|0;i=a+44|0;d=0;break a}}h=a+48|0;i=a+44|0;c=(e|0)<(f[l+16>>2]|0)?c:a+44|0;d=0;break}g=f[(a+48|0)>>2]|0;if((g|0)==(a+44|0|0)){h=a+48|0;i=a+44|0;c=0;d=a+44|0}else{d=a+44|0;c=a+44|0;while(1){if((f[(f[d>>2]|0)+8>>2]|0)<=(o|0))break;e=f[d>>2]|0;if((g|0)==(e|0)){h=a+48|0;i=a+44|0;c=0;d=e;break a}else{d=e;c=e}}if((c|0)==(g|0)){h=a+48|0;i=a+44|0;c=0}else{h=a+48|0;i=a+44|0;c=0;d=(f[(f[d>>2]|0)+8>>2]|0)>(f[l+16>>2]|0)?d:g}}}while(0);v=0;e=(o|0)<(q|0);g=k;k=r;o=c;q=d;r=b;f[t+32>>2]=a;f[t+80>>2]=l;f[t+88>>2]=j;f[t+96>>2]=v;f[t+144>>2]=e;f[t+152>>2]=g;f[t+160>>2]=k;f[t+208>>2]=h;f[t+216>>2]=i;f[t+272>>2]=o;f[t+368>>2]=q;f[t+456>>2]=r;f[t+1456>>2]=m;f[t+1528>>2]=s;f[t+1560>>2]=0;f[t+1564>>2]=0;cnb(t);G=f[t+1560>>2]|0;D=f[t+1564>>2]|0;H=+n[t+1564>>2];f[t+1560>>2]=0;f[t+1564>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function mmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;if(!(f[a+128>>2]|0)){a=1;return a|0}Hmb(a,b);h=a+28|0;i=a+32|0;b=f[i>>2]|0;c=f[h>>2]|0;switch(b-c>>2|0){case 1:{d=b;break}case 0:{a=1;return a|0}default:e=3}do if((e|0)==3)if(Imb(a)|0){d=f[i>>2]|0;c=f[h>>2]|0;break}else{a=0;return a|0}while(0);b=c;if((d|0)==(c|0)){d=b;b=c}else{g=a+76|0;e=0;while(1){b=f[b+(e<<2)>>2]|0;d=b+4|0;Dmb(a,f[b>>2]|0,f[d>>2]|0,b+8|0);Emb(g,f[b>>2]|0,f[d>>2]|0);if(b|0)sOb(b);e=e+1|0;b=f[i>>2]|0;c=f[h>>2]|0;d=c;if(e>>>0>=b-c>>2>>>0)break;else b=d}}if((d|0)!=(b|0))f[i>>2]=b+(~((b+-4-c|0)>>>2)<<2);f[a+56>>2]=0;a=1;return a|0}function nmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;H=u;u=u+32|0;E=H+28|0;t=H+8|0;v=H+24|0;w=H+20|0;x=H;F=H+16|0;G=a+76|0;D=a+128|0;d=f[D>>2]|0;f[F>>2]=d;a:do if(!d){C=a+44|0;B=a+52|0;A=a+56|0}else{k=a+74|0;l=a+44|0;m=a+52|0;o=a+56|0;q=a+8|0;r=a+12|0;s=a+4|0;b:while(1){h=d;c:do if((f[d+20>>2]|0)==(c|0))if(!(f[d+64>>2]|0)){d=f[h+56>>2]|0;e=f[h+16>>2]|0;if((f[d+16>>2]|0)==(e|0))if((f[d+20>>2]|0)==(f[h+20>>2]|0))if(!(f[d+64>>2]|0)){j=d;y=13}else y=10;else y=10;else y=10;if((y|0)==10){y=0;d=f[h+60>>2]|0;if((f[d+16>>2]|0)==(e|0))if((f[d+20>>2]|0)==(f[h+20>>2]|0))if(!(f[d+64>>2]|0)){j=d;y=13}}do if((y|0)==13){y=0;if((f[j+52>>2]|0)!=-2){n=+p[j+24>>3];if((f[j+68>>2]|0)==(f[j+72>>2]|0))if(n==-1.e+40){y=20;break c}else break;else if(n!=-1.e+40)break;else{y=20;break c}}}while(0);if(b[k>>0]|0){g=pOb(12)|0;f[g+8>>2]=f[h+16>>2];f[g+4>>2]=l;e=f[l>>2]|0;f[g>>2]=e;f[e+4>>2]=g;f[l>>2]=g;f[m>>2]=(f[m>>2]|0)+1}d=f[h+72>>2]|0;g=ymb(a,h)|0;if(g)g=(d|0)==0?D:d+68|0;else{z=0;y=84;break b}}else y=20;else y=20;while(0);if((y|0)==20){y=0;do if((f[h+20>>2]|0)==(c|0))if(!(f[h+64>>2]|0))y=29;else if(+p[(f[h+64>>2]|0)+24>>3]==-1.e+40){if(!(zmb(G,F)|0)){z=0;y=84;break b}d=f[F>>2]|0;if((f[d+52>>2]|0)>-1)Amb(a,d,d)|0;e=f[o>>2]|0;if(!e){f[o>>2]=d;f[d+80>>2]=0;f[d+76>>2]=0;i=d;break}else{f[d+76>>2]=e;f[d+80>>2]=0;f[e+80>>2]=d;f[o>>2]=d;i=d;break}}else y=29;else y=29;while(0);if((y|0)==29){y=0;if((f[h+20>>2]|0)==(c|0))d=f[h+16>>2]|0;else{n=+p[h+24>>3]*+(c-(f[h+4>>2]|0)|0);d=(f[h>>2]|0)+~~(n+(n<0.0?-.5:.5))|0}f[h+8>>2]=d;f[h+12>>2]=c;i=h}if(!(b[k>>0]|0))d=i;else{d=f[i+72>>2]|0;if((f[i+52>>2]|0)>-1)if((d|0)!=0&(f[i+40>>2]|0)!=0)if((f[d+52>>2]|0)>-1)if((f[d+8>>2]|0)==(f[i+8>>2]|0))if(!(f[d+40>>2]|0))d=i;else{h=i+8|0;g=f[h>>2]|0;h=f[h+4>>2]|0;I=t;f[I>>2]=g;f[I+4>>2]=h;I=Amb(a,d,t)|0;e=Amb(a,i,t)|0;d=pOb(16)|0;f[E>>2]=d;f[d>>2]=I;f[d+4>>2]=e;e=d+8|0;f[e>>2]=g;f[e+4>>2]=h;e=f[q>>2]|0;if((e|0)==(f[r>>2]|0))Bmb(s,E);else{f[e>>2]=d;f[q>>2]=(f[q>>2]|0)+4}d=f[F>>2]|0}else d=i;else d=i;else d=i;else d=i}g=d+68|0}d=f[g>>2]|0;f[F>>2]=d;if(!d){C=l;B=m;A=o;break a}}if((y|0)==84){u=H;return z|0}}while(0);j=a+48|0;f[v>>2]=f[j>>2];f[w>>2]=C;I=f[B>>2]|0;f[t>>2]=f[v>>2];f[E>>2]=f[w>>2];Cmb(t,E,I,x)|0;while(1){d=f[A>>2]|0;if(!d)break;e=d+80|0;g=f[e>>2]|0;h=d+76|0;i=f[h>>2]|0;f[(g|0?g+76|0:A)>>2]=i;if(i|0)f[i+80>>2]=g;f[h>>2]=0;f[e>>2]=0;if(!(lmb(a,d)|0)){z=0;y=84;break}}if((y|0)==84){u=H;return z|0}if(f[B>>2]|0){d=f[j>>2]|0;I=(f[a+44>>2]|0)+4|0;A=f[d>>2]|0;f[A+4>>2]=f[I>>2];f[f[I>>2]>>2]=A;f[B>>2]=0;if((d|0)!=(C|0))do{I=d;d=f[d+4>>2]|0;sOb(I)}while((d|0)!=(C|0))}d=f[D>>2]|0;f[F>>2]=d;if(!d){I=1;u=H;return I|0}k=a+8|0;l=a+12|0;m=a+4|0;d:while(1){e=d;do if((f[d+20>>2]|0)==(c|0))if(!(f[d+64>>2]|0))d=e;else{if((f[e+52>>2]|0)>-1)j=Amb(a,e,e+16|0)|0;else j=0;if(!(zmb(G,F)|0)){z=0;y=84;break d}d=f[F>>2]|0;g=f[d+72>>2]|0;i=f[d+68>>2]|0;if(g|0){h=g+8|0;if((f[h>>2]|0)==(f[d>>2]|0)){e=f[g+12>>2]|0;if(j|0?(e|0)==(f[d+4>>2]|0):0)if((f[g+52>>2]|0)>-1)if((e|0)>(f[g+20>>2]|0)){D=d+8|0;e=d+16|0;I=e;B=h;C=g+16|0;if((X((f[B>>2]|0)-(f[C>>2]|0)|0,(f[D+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[B+4>>2]|0)-(f[C+4>>2]|0)|0,(f[D>>2]|0)-(f[I>>2]|0)|0)|0))if(f[d+40>>2]|0)if(f[g+40>>2]|0){C=Amb(a,g,d)|0;I=e;D=f[I>>2]|0;I=f[I+4>>2]|0;g=pOb(16)|0;f[E>>2]=g;f[g>>2]=j;f[g+4>>2]=C;e=g+8|0;f[e>>2]=D;f[e+4>>2]=I;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0))Bmb(m,E);else{f[e>>2]=g;f[k>>2]=(f[k>>2]|0)+4}break}}}}if(i){g=i+8|0;if((f[g>>2]|0)==(f[d>>2]|0)){e=f[i+12>>2]|0;if(j|0?(e|0)==(f[d+4>>2]|0):0)if((f[i+52>>2]|0)>-1)if((e|0)>(f[i+20>>2]|0)){D=d+8|0;e=d+16|0;I=e;B=g;C=i+16|0;if((X((f[B>>2]|0)-(f[C>>2]|0)|0,(f[D+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[B+4>>2]|0)-(f[C+4>>2]|0)|0,(f[D>>2]|0)-(f[I>>2]|0)|0)|0))if(f[d+40>>2]|0)if(f[i+40>>2]|0){C=Amb(a,i,d)|0;I=e;D=f[I>>2]|0;I=f[I+4>>2]|0;g=pOb(16)|0;f[E>>2]=g;f[g>>2]=j;f[g+4>>2]=C;e=g+8|0;f[e>>2]=D;f[e+4>>2]=I;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0))Bmb(m,E);else{f[e>>2]=g;f[k>>2]=(f[k>>2]|0)+4}}}}}}else d=e;while(0);d=f[d+68>>2]|0;f[F>>2]=d;if(!d){z=1;y=84;break}}if((y|0)==84){u=H;return z|0}return 0}function omb(a){a=a|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+16|0;s=C;x=a+4|0;y=a+8|0;c=f[x>>2]|0;if((f[y>>2]|0)==(c|0)){u=C;return}z=a+116|0;A=a+116|0;B=a+120|0;t=a+124|0;v=a+73|0;w=a+72|0;r=0;do{j=f[c+(r<<2)>>2]|0;e=f[z>>2]|0;p=f[e+(f[f[j>>2]>>2]<<2)>>2]|0;while(1){c=f[e+(f[p>>2]<<2)>>2]|0;if((p|0)==(c|0))break;else p=c}k=j+4|0;i=f[e+(f[f[k>>2]>>2]<<2)>>2]|0;while(1){c=f[e+(f[i>>2]<<2)>>2]|0;if((i|0)==(c|0))break;else i=c}n=p+16|0;a:do if(f[n>>2]|0){g=i+16|0;if(f[g>>2]|0)if(!(b[p+5>>0]|0))if(!(b[i+5>>0]|0)){h=(p|0)==(i|0);b:do if(h){e=p;l=p}else{c=p;while(1){c=f[c+8>>2]|0;if((c|0)==(i|0)){e=i;l=i;break b}if(!c){c=i;break}}do{c=f[c+8>>2]|0;if((c|0)==(p|0)){e=p;l=i;break b}}while((c|0)!=0);e=umb(p,i)|0;l=i}while(0);if(vmb(a,j,p,l)|0){if(!h){f[g>>2]=0;f[l+20>>2]=0;f[i>>2]=f[p>>2];b[p+4>>0]=b[e+4>>0]|0;c=l+8|0;if((e|0)==(l|0))f[p+8>>2]=f[c>>2];f[c>>2]=p;if(!(b[v>>0]|0))break;c=f[B>>2]|0;e=f[A>>2]|0;j=e;if((c|0)==(e|0))break;g=c-e>>2;e=0;while(1){h=f[j+(e<<2)>>2]|0;i=h+8|0;c=f[i>>2]|0;c:do if(!c)c=0;else while(1){if(f[c+16>>2]|0)break c;c=f[c+8>>2]|0;if(!c){c=0;break}}while(0);if((c|0)==(l|0)&(f[h+16>>2]|0)!=0)f[i>>2]=p;e=e+1|0;if(e>>>0>=g>>>0)break a}}f[n>>2]=f[j>>2];f[p+20>>2]=0;c=pOb(24)|0;f[s>>2]=c;b[c+4>>0]=0;b[c+5>>0]=0;e=c+8|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;e=f[B>>2]|0;if((e|0)==(f[t>>2]|0)){rmb(A,s);m=f[B>>2]|0}else{f[e>>2]=c;m=(f[B>>2]|0)+4|0;f[B>>2]=m}j=f[A>>2]|0;o=f[s>>2]|0;f[o>>2]=(m-j>>2)+-1;g=f[k>>2]|0;i=o+16|0;f[i>>2]=g;e=f[o>>2]|0;c=g;do{f[c>>2]=e;c=f[c+16>>2]|0}while((c|0)!=(g|0));h=f[n>>2]|0;c=g;do{e=smb(c+4|0,h)|0;if((e|0)>-1){q=28;break}c=f[c+12>>2]|0}while((c|0)!=(g|0));if((q|0)==28){q=0;if(!e){c=h;while(1){i=smb(c+4|0,g)|0;if((i|0)>-1){q=39;break}c=f[c+12>>2]|0;if((c|0)==(h|0)){q=38;break}}if((q|0)==38){q=0;e=p+4|0;c=b[e>>0]|0;b[o+4>>0]=c}else if((q|0)==39){q=0;e=p+4|0;c=b[e>>0]|0;b[o+4>>0]=c;if(!i){f[o+8>>2]=f[p+8>>2];if(!(b[v>>0]|0))break;l=j;if((m|0)==(j|0))break;j=m-j>>2;i=0;while(1){e=f[l+(i<<2)>>2]|0;k=e+8|0;c=f[k>>2]|0;d:do if(!c)c=0;else while(1){if(f[c+16>>2]|0)break d;c=f[c+8>>2]|0;if(!c){c=0;break}}while(0);h=f[e+16>>2]|0;do if((c|0)==(p|0)&(h|0)!=0){c=h;do{e=smb(c+4|0,g)|0;if((e|0)>-1){q=56;break}c=f[c+12>>2]|0}while((c|0)!=(h|0));if((q|0)==56){q=0;if(!e)break}f[k>>2]=o}while(0);i=i+1|0;if(i>>>0>=j>>>0)break a}}}c=c^1;b[e>>0]=c;m=p+8|0;f[o+8>>2]=f[m>>2];f[m>>2]=o;if(b[v>>0]|0){tmb(a,p,o);c=b[e>>0]|0;h=f[n>>2]|0}e=(b[w>>0]^c)&255;g=(h|0)==0;if(g)d=0.0;else{d=0.0;c=h;do{p=f[c+16>>2]|0;d=d+ +((f[c+4>>2]|0)+(f[p+4>>2]|0)|0)*+((f[p+8>>2]|0)-(f[c+8>>2]|0)|0);c=f[c+12>>2]|0}while((c|0)!=(h|0));d=d*.5}if((e|0)!=(d>0.0|0)|g)break;else c=h;while(1){o=c+12|0;p=c;c=f[o>>2]|0;p=p+16|0;f[o>>2]=f[p>>2];f[p>>2]=c;if((c|0)==(h|0))break a}}}e=o+4|0;c=b[p+4>>0]^1;b[e>>0]=c;f[o+8>>2]=p;if(b[v>>0]|0){tmb(a,o,p);c=b[e>>0]|0;g=f[i>>2]|0}e=(b[w>>0]^c)&255;if(!g)d=0.0;else{d=0.0;c=g;do{p=f[c+16>>2]|0;d=d+ +((f[c+4>>2]|0)+(f[p+4>>2]|0)|0)*+((f[p+8>>2]|0)-(f[c+8>>2]|0)|0);c=f[c+12>>2]|0}while((c|0)!=(g|0));d=d*.5}if(!((e|0)!=(d>0.0|0)|(g|0)==0)){c=g;do{o=c+12|0;p=c;c=f[o>>2]|0;p=p+16|0;f[o>>2]=f[p>>2];f[p>>2]=c}while((c|0)!=(g|0))}}}}while(0);r=r+1|0;c=f[x>>2]|0}while(r>>>0<(f[y>>2]|0)-c>>2>>>0);u=C;return}function pmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;f[c+20>>2]=0;r=c+16|0;d=f[r>>2]|0;if(!(b[a+112>>0]|0))e=(b[a+74>>0]|0)!=0;else e=1;c=d;g=c+16|0;a=f[g>>2]|0;a:do if((a|0)==(c|0)){a=c;q=22}else{if(e){e=0;p=g}else{e=0;l=g;b:while(1){i=c+12|0;j=f[i>>2]|0;k=j;if((a|0)==(j|0))break a;g=c+4|0;h=f[g>>2]|0;if((h|0)==(f[j+4>>2]|0))if((f[c+8>>2]|0)==(f[j+8>>2]|0))q=30;else q=27;else q=27;do if((q|0)==27){q=0;if((h|0)==(f[a+4>>2]|0))if((f[c+8>>2]|0)==(f[a+8>>2]|0)){q=30;break}o=a+4|0;m=g;p=f[m>>2]|0;m=f[m+4>>2]|0;n=j+4|0;if((X(p-(f[n>>2]|0)|0,(f[o+4>>2]|0)-m|0)|0)==(X(m-(f[n+4>>2]|0)|0,(f[o>>2]|0)-p|0)|0))q=30;else{if((e|0)==(c|0))break b;e=(e|0)==0?c:e;d=k}}while(0);if((q|0)==30){q=0;f[a+12>>2]=k;f[(f[i>>2]|0)+16>>2]=f[l>>2];p=f[l>>2]|0;sOb(d);e=0;d=p}c=d;l=c+16|0;a=f[l>>2]|0;if((a|0)==(c|0)){a=c;q=22;break a}}f[r>>2]=c;return}c:while(1){n=c+12|0;i=f[n>>2]|0;o=i;if((a|0)==(i|0))break a;h=c+4|0;g=f[h>>2]|0;if((g|0)==(f[i+4>>2]|0))if((f[c+8>>2]|0)==(f[i+8>>2]|0))q=19;else q=8;else q=8;d:do if((q|0)==8){q=0;if((g|0)==(f[a+4>>2]|0))if((f[c+8>>2]|0)==(f[a+8>>2]|0)){q=19;break}m=a+4|0;l=f[m>>2]|0;m=f[m+4>>2]|0;k=h;j=f[k>>2]|0;k=f[k+4>>2]|0;h=i+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;do if((X(j-g|0,m-k|0)|0)==(X(k-h|0,l-j|0)|0)){i=(l|0)==(g|0);if(i&(m|0)==(h|0)){q=19;break d}if((l|0)==(j|0)&(m|0)==(k|0)){q=19;break d}if((j|0)==(g|0)&(k|0)==(h|0)){q=19;break d}if(i)if((m|0)<(k|0)^(k|0)<(h|0)){q=19;break d}else break;else if((l|0)<(j|0)^(j|0)<(g|0)){q=19;break d}else break}while(0);if((e|0)==(c|0))break c;e=(e|0)==0?c:e;d=o}while(0);if((q|0)==19){q=0;f[a+12>>2]=o;f[(f[n>>2]|0)+16>>2]=f[p>>2];p=f[p>>2]|0;sOb(d);e=0;d=p}c=d;p=c+16|0;a=f[p>>2]|0;if((a|0)==(c|0)){a=c;q=22;break a}}f[r>>2]=c;return}while(0);if((q|0)==22)if(!d){q=0;f[r>>2]=q;return}else c=a;f[a+12>>2]=0;do{q=c;c=f[c+12>>2]|0;sOb(q)}while((c|0)!=0);c=0;f[r>>2]=c;return}function qmb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+16|0;y=D;z=a+116|0;A=a+120|0;c=f[z>>2]|0;if((f[A>>2]|0)==(c|0)){u=D;return}B=a+124|0;C=a+73|0;x=0;do{r=f[c+(x<<2)>>2]|0;x=x+1|0;s=r+16|0;c=f[s>>2]|0;a:do if(c|0)if(!(b[r+5>>0]|0)){t=r+4|0;v=r+8|0;q=c;do{p=q+12|0;d=f[p>>2]|0;if((d|0)==(c|0))break a;m=q+4|0;n=q+8|0;o=q+16|0;c=d;do{b:do if((f[m>>2]|0)==(f[c+4>>2]|0))if((f[n>>2]|0)==(f[c+8>>2]|0))if((f[c+12>>2]|0)!=(q|0)){d=c+16|0;e=f[d>>2]|0;if((e|0)!=(q|0)){l=f[o>>2]|0;f[o>>2]=e;f[e+12>>2]=q;f[d>>2]=l;f[l+12>>2]=c;f[s>>2]=q;d=pOb(24)|0;f[y>>2]=d;b[d+4>>0]=0;b[d+5>>0]=0;e=d+8|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;e=f[A>>2]|0;if((e|0)==(f[B>>2]|0)){rmb(z,y);i=f[A>>2]|0}else{f[e>>2]=d;i=(f[A>>2]|0)+4|0;f[A>>2]=i}h=f[z>>2]|0;l=f[y>>2]|0;f[l>>2]=(i-h>>2)+-1;f[l+16>>2]=c;e=f[l>>2]|0;d=c;do{f[d>>2]=e;d=f[d+16>>2]|0}while((d|0)!=(c|0));g=f[s>>2]|0;d=c;do{e=smb(d+4|0,g)|0;if((e|0)>-1){w=21;break}d=f[d+12>>2]|0}while((d|0)!=(c|0));if((w|0)==21){w=0;if(!e){d=g;while(1){e=smb(d+4|0,c)|0;if((e|0)>-1){w=27;break}d=f[d+12>>2]|0;if((d|0)==(g|0)){w=26;break}}if((w|0)==26){w=0;c=b[t>>0]|0;b[l+4>>0]=c}else if((w|0)==27){w=0;d=b[t>>0]|0;b[l+4>>0]=d;if(!e){f[l+8>>2]=f[v>>2];if(!(b[C>>0]|0)){c=q;break}k=h;if((i|0)==(h|0)){c=q;break}i=i-h>>2;h=0;while(1){e=f[k+(h<<2)>>2]|0;j=e+8|0;d=f[j>>2]|0;c:do if(!d)d=0;else while(1){if(f[d+16>>2]|0)break c;d=f[d+8>>2]|0;if(!d){d=0;break}}while(0);g=f[e+16>>2]|0;do if((d|0)==(r|0)&(g|0)!=0){d=g;do{e=smb(d+4|0,c)|0;if((e|0)>-1){w=39;break}d=f[d+12>>2]|0}while((d|0)!=(g|0));if((w|0)==39){w=0;if(!e)break}f[j>>2]=l}while(0);h=h+1|0;if(h>>>0>=i>>>0){c=q;break b}}}else c=d}b[t>>0]=c^1;f[l+8>>2]=f[v>>2];f[v>>2]=l;if(!(b[C>>0]|0)){c=q;break}tmb(a,r,l);c=q;break}}b[l+4>>0]=b[t>>0]^1;f[l+8>>2]=r;if(!(b[C>>0]|0))c=q;else{tmb(a,l,r);c=q}}}while(0);c=f[c+12>>2]|0}while((c|0)!=(f[s>>2]|0));q=f[p>>2]|0}while((q|0)!=(c|0))}while(0);c=f[z>>2]|0}while(x>>>0<(f[A>>2]|0)-c>>2>>>0);u=D;return}function rmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function smb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=f[a+4>>2]|0;k=f[a>>2]|0;j=b;a=0;a:while(1){g=j;j=f[j+12>>2]|0;i=f[j+8>>2]|0;if((i|0)==(l|0)){e=f[j+4>>2]|0;if((e|0)==(k|0)){a=-1;m=16;break}c=f[g+8>>2]|0;if((c|0)==(l|0)){if(!((e|0)>(k|0)^(f[g+4>>2]|0)<(k|0))){a=-1;m=16;break}if((i|0)<(l|0)){c=l;m=9}}else m=8}else{c=f[g+8>>2]|0;m=8}if((m|0)==8){m=0;if((c|0)<(l|0)^(i|0)<(l|0))m=9}do if((m|0)==9){m=0;e=f[g+4>>2]|0;g=f[j+4>>2]|0;h=(g|0)>(k|0);if((e|0)<(k|0)){if(!h)break;d=+(i-l|0)*+(e-k|0)-+(c-l|0)*+(g-k|0);if(d!=0.0){a=(i|0)>(c|0)^d>0.0?a:1-a|0;break}else{a=-1;m=16;break a}}if(h){a=1-a|0;break}else{d=+(i-l|0)*+(e-k|0)-+(c-l|0)*+(g-k|0);if(d!=0.0){a=(i|0)>(c|0)^d>0.0?a:1-a|0;break}else{a=-1;m=16;break a}}}while(0);if((j|0)==(b|0)){m=16;break}}if((m|0)==16)return a|0;return 0}function tmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=f[c+8>>2]|0;d=f[a+120>>2]|0;a=f[a+116>>2]|0;l=a;if((d|0)==(a|0))return;m=b+16|0;n=c+16|0;k=d-a>>2;j=0;do{a=f[l+(j<<2)>>2]|0;h=f[a+16>>2]|0;a:do if(!((a|0)==(b|0)|((a|0)==(c|0)|(h|0)==0))){i=a+8|0;g=f[i>>2]|0;b:do if(!g)a=0;else{a=g;while(1){if(f[a+16>>2]|0)break b;a=f[a+8>>2]|0;if(!a){a=0;break}}}while(0);if((a|0)==(c|0)|((a|0)==(o|0)|(a|0)==(b|0))){d=f[m>>2]|0;a=h;while(1){e=smb(a+4|0,d)|0;if((e|0)>-1){p=12;break}a=f[a+12>>2]|0;if((a|0)==(h|0)){a=b;break}}c:do if((p|0)==12){p=0;if(!e){d=f[n>>2]|0;a=h;while(1){e=smb(a+4|0,d)|0;if((e|0)>-1)break;a=f[a+12>>2]|0;if((a|0)==(h|0)){a=c;break c}}if(!e)if((g|0)==(b|0)|(g|0)==(c|0))a=o;else break a;else a=c}else a=b}while(0);f[i>>2]=a}}while(0);j=j+1|0}while(j>>>0<k>>>0);return}function umb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+20|0;c=f[l>>2]|0;if(!c){e=f[a+16>>2]|0;d=f[e+12>>2]|0;a:do if((d|0)==(e|0))c=e;else{c=e;h=f[e+8>>2]|0;b:while(1){i=c+4|0;j=0;c:while(1){g=d;while(1){e=f[g+8>>2]|0;if((e|0)>(h|0))break c;if((e|0)==(h|0)){d=f[g+4>>2]|0;e=f[i>>2]|0;if((d|0)<=(e|0)){if((d|0)<(e|0)){e=h;break c}d=f[g+12>>2]|0;if((d|0)!=(c|0))break}}d=f[g+12>>2]|0;if((d|0)==(c|0))break b;else g=d}j=(f[g+16>>2]|0)==(c|0)?j:g}d=f[g+12>>2]|0;if((d|0)==(g|0)){c=g;break a}else{c=g;h=e}}if(!((j|0)==0|(j|0)==(c|0))){d=c;e=j;do{g=xmb(c,e)|0;d=g?d:e;g=f[d+4>>2]|0;h=f[d+8>>2]|0;while(1){e=f[e+12>>2]|0;if((f[e+4>>2]|0)!=(g|0))continue;if((f[e+8>>2]|0)==(h|0))break}}while((e|0)!=(c|0));c=d}}while(0);f[l>>2]=c}k=b+20|0;d=f[k>>2]|0;if(!d){e=f[b+16>>2]|0;c=f[e+12>>2]|0;d:do if((c|0)==(e|0))d=e;else{d=e;i=f[e+8>>2]|0;e:while(1){h=d+4|0;j=0;f:while(1){g=c;while(1){e=f[g+8>>2]|0;if((e|0)>(i|0))break f;if((e|0)==(i|0)){c=f[g+4>>2]|0;e=f[h>>2]|0;if((c|0)<=(e|0)){if((c|0)<(e|0)){e=i;break f}c=f[g+12>>2]|0;if((c|0)!=(d|0))break}}c=f[g+12>>2]|0;if((c|0)==(d|0))break e;else g=c}j=(f[g+16>>2]|0)==(d|0)?j:g}c=f[g+12>>2]|0;if((c|0)==(g|0)){d=g;break d}else{d=g;i=e}}if(!((j|0)==0|(j|0)==(d|0))){c=d;e=j;do{g=xmb(d,e)|0;c=g?c:e;g=f[c+4>>2]|0;h=f[c+8>>2]|0;while(1){e=f[e+12>>2]|0;if((f[e+4>>2]|0)!=(g|0))continue;if((f[e+8>>2]|0)==(h|0))break}}while((e|0)!=(d|0));d=c}}while(0);f[k>>2]=d;c=f[l>>2]|0}e=f[c+8>>2]|0;g=f[d+8>>2]|0;if((e|0)>(g|0)){b=a;return b|0}if((e|0)<(g|0))return b|0;e=f[c+4>>2]|0;g=f[d+4>>2]|0;if((e|0)<(g|0)){b=a;return b|0}if((e|0)>(g|0))return b|0;if((f[c+12>>2]|0)==(c|0))return b|0;if((f[d+12>>2]|0)==(d|0)){b=a;return b|0}l=xmb(c,d)|0;b=l?a:b;return b|0}function vmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+32|0;x=B+24|0;s=B+16|0;t=B+12|0;v=B+8|0;w=B;q=f[b>>2]|0;A=b+4|0;m=f[A>>2]|0;z=q+4|0;j=f[q+8>>2]|0;i=b+8|0;if((j|0)!=(f[b+12>>2]|0)){r=q+12|0;a=f[r>>2]|0;g=a+4|0;h=f[g>>2]|0;e=f[z>>2]|0;a:do if((h|0)==(e|0))while(1){if((a|0)==(q|0)?1:(f[a+8>>2]|0)!=(j|0)){h=a;a=g;break a}a=f[a+12>>2]|0;g=a+4|0;if((f[g>>2]|0)!=(h|0)){h=a;a=g;break}}else{h=a;a=g}while(0);if((f[h+8>>2]|0)>(j|0))y=42;else{v=z;g=f[v>>2]|0;w=a;x=f[w>>2]|0;w=f[w+4>>2]|0;e=i;a=f[e>>2]|0;e=f[e+4>>2]|0;if((X(x-a|0,(f[v+4>>2]|0)-w|0)|0)==(X(w-e|0,g-x|0)|0))p=0;else{e=g;y=42}}if((y|0)==42){h=q;do{h=f[h+16>>2]|0;a=h+4|0;g=f[h+8>>2]|0;if((f[a>>2]|0)!=(e|0))break}while(!((h|0)==(q|0)|(g|0)!=(j|0)));if((g|0)>(j|0)){b=0;u=B;return b|0}w=z;v=a;x=f[v>>2]|0;v=f[v+4>>2]|0;e=i;a=f[e>>2]|0;e=f[e+4>>2]|0;if((X(x-a|0,(f[w+4>>2]|0)-v|0)|0)==(X(v-e|0,(f[w>>2]|0)-x|0)|0))p=1;else{b=0;u=B;return b|0}}n=m+12|0;g=f[n>>2]|0;i=g+4|0;o=m+4|0;j=f[i>>2]|0;k=f[o>>2]|0;l=f[m+8>>2]|0;b:do if((j|0)==(k|0))while(1){if((g|0)==(m|0)?1:(f[g+8>>2]|0)!=(l|0)){j=g;break b}g=f[g+12>>2]|0;i=g+4|0;if((f[i>>2]|0)!=(j|0)){j=g;break}}else j=g;while(0);if((f[j+8>>2]|0)>(l|0))y=52;else{v=o;g=f[v>>2]|0;w=i;x=f[w>>2]|0;w=f[w+4>>2]|0;if((X(x-a|0,(f[v+4>>2]|0)-w|0)|0)==(X(w-e|0,g-x|0)|0)){a=j;e=0}else{k=g;y=52}}if((y|0)==52){g=m;do{g=f[g+16>>2]|0;i=g+4|0;j=f[g+8>>2]|0;if((f[i>>2]|0)!=(k|0))break}while(!((g|0)==(m|0)|(j|0)!=(l|0)));if((j|0)>(l|0)){b=0;u=B;return b|0}x=o;w=i;y=f[w>>2]|0;w=f[w+4>>2]|0;if((X(y-a|0,(f[x+4>>2]|0)-w|0)|0)==(X(w-e|0,(f[x>>2]|0)-y|0)|0)){a=g;e=1}else{b=0;u=B;return b|0}}if((h|0)==(a|0)|((h|0)==(q|0)|(a|0)==(m|0))){b=0;u=B;return b|0}if(!((c|0)!=(d|0)|p^e)){b=0;u=B;return b|0}a=pOb(20)|0;c=z;d=f[c+4>>2]|0;z=a+4|0;f[z>>2]=f[c>>2];f[z+4>>2]=d;f[a>>2]=f[q>>2];if(p){c=q+16|0;z=f[c>>2]|0;f[a+16>>2]=z;d=a+12|0;f[d>>2]=q;f[z+12>>2]=a;f[c>>2]=a;z=pOb(20)|0;w=o;x=f[w+4>>2]|0;y=z+4|0;f[y>>2]=f[w>>2];f[y+4>>2]=x;f[z>>2]=f[m>>2];y=f[n>>2]|0;f[z+12>>2]=y;f[y+16>>2]=z;f[c>>2]=m;f[n>>2]=q;f[d>>2]=z;f[z+16>>2]=a;f[b>>2]=q;f[A>>2]=a;b=1;u=B;return b|0}else{z=f[r>>2]|0;f[a+12>>2]=z;d=a+16|0;f[d>>2]=q;f[z+16>>2]=a;f[r>>2]=a;z=pOb(20)|0;x=o;y=f[x+4>>2]|0;c=z+4|0;f[c>>2]=f[x>>2];f[c+4>>2]=y;f[z>>2]=f[m>>2];c=m+16|0;y=f[c>>2]|0;f[z+16>>2]=y;f[y+12>>2]=z;f[r>>2]=m;f[c>>2]=q;f[d>>2]=z;f[z+12>>2]=a;f[b>>2]=q;f[A>>2]=a;b=1;u=B;return b|0}}g=f[i>>2]|0;if((g|0)==(f[z>>2]|0))if((g|0)==(f[m+4>>2]|0))if((j|0)==(f[m+8>>2]|0)){if((c|0)==(d|0))a=q;else{b=0;u=B;return b|0}do{a=f[a+12>>2]|0;if((a|0)==(q|0)){a=q;break}if((f[a+4>>2]|0)!=(g|0))break}while((f[a+8>>2]|0)==(j|0));e=(f[a+8>>2]|0)>(j|0);a=m;do{a=f[a+12>>2]|0;if((a|0)==(m|0)){a=m;break}if((f[a+4>>2]|0)!=(g|0))break}while((f[a+8>>2]|0)==(j|0));if(!(e^(f[a+8>>2]|0)>(j|0))){b=0;u=B;return b|0}k=pOb(20)|0;c=z;d=f[c+4>>2]|0;z=k+4|0;f[z>>2]=f[c>>2];f[z+4>>2]=d;f[k>>2]=f[q>>2];if(e){h=q+16|0;i=f[h>>2]|0;f[k+16>>2]=i;e=k+12|0;f[e>>2]=q;f[i+12>>2]=k;f[h>>2]=k;i=pOb(20)|0;a=m+4|0;j=f[a+4>>2]|0;g=i+4|0;f[g>>2]=f[a>>2];f[g+4>>2]=j;f[i>>2]=f[m>>2];g=m+12|0;j=f[g>>2]|0;f[i+12>>2]=j;a=i+16|0;f[a>>2]=m;j=j+16|0}else{h=q+12|0;i=f[h>>2]|0;f[k+12>>2]=i;e=k+16|0;f[e>>2]=q;f[i+16>>2]=k;f[h>>2]=k;i=pOb(20)|0;a=m+4|0;j=f[a+4>>2]|0;g=i+4|0;f[g>>2]=f[a>>2];f[g+4>>2]=j;f[i>>2]=f[m>>2];g=m+16|0;j=f[g>>2]|0;f[i+16>>2]=j;a=i+12|0;f[a>>2]=m;j=j+12|0}f[j>>2]=i;f[h>>2]=m;f[g>>2]=q;f[e>>2]=i;f[a>>2]=k;f[b>>2]=q;f[A>>2]=k;b=1;u=B;return b|0}else r=q;else r=q;else r=q;while(1){a=f[r+16>>2]|0;if((a|0)==(m|0)|((a|0)==(q|0)?1:(f[a+8>>2]|0)!=(j|0))){a=j;break}else r=a}while(1){e=f[q+12>>2]|0;z=a;a=f[e+8>>2]|0;g=(e|0)==(r|0);if(!((e|0)!=(m|0)&((g|(a|0)!=(z|0))^1)))break;else q=e}o=r+4|0;p=q+4|0;if(g|(e|0)==(m|0)){b=0;u=B;return b|0}e=f[m+8>>2]|0;n=m;while(1){a=f[n+16>>2]|0;if((a|0)==(q|0)|((a|0)==(m|0)?1:(f[a+8>>2]|0)!=(e|0)))break;else n=a}while(1){a=f[m+12>>2]|0;z=e;e=f[a+8>>2]|0;g=(a|0)==(n|0);if(!((a|0)!=(r|0)&((g|(e|0)!=(z|0))^1)))break;else m=a}k=n+4|0;l=m+4|0;if(g|(a|0)==(r|0)){b=0;u=B;return b|0}h=f[o>>2]|0;i=f[p>>2]|0;j=f[k>>2]|0;e=f[l>>2]|0;f[x>>2]=h;f[s>>2]=i;f[t>>2]=j;f[v>>2]=e;a=(j|0)<(e|0);do if((h|0)<(i|0))if(a){g=(h|0)<(j|0)?j:h;a=(e|0)<(i|0)?v:s;break}else{g=(h|0)<(e|0)?e:h;a=(j|0)<(i|0)?t:s;break}else if(a){g=(i|0)<(j|0)?j:i;a=(e|0)<(h|0)?v:x;break}else{g=(i|0)<(e|0)?e:i;a=(j|0)<(h|0)?t:x;break}while(0);a=f[a>>2]|0;if((g|0)>=(a|0)){b=0;u=B;return b|0}if((h|0)<(g|0)|(h|0)>(a|0))if((j|0)<(g|0)|(j|0)>(a|0)){a=(i|0)<(g|0)|(i|0)>(a|0);e=a?k:o;g=a?l:p;a=a?l:p}else{e=l;g=k;a=k}else{e=p;g=o;a=o}d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;z=(f[g>>2]|0)>(f[e>>2]|0);f[b>>2]=r;f[A>>2]=n;b=w;f[b>>2]=c;f[b+4>>2]=d;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];b=wmb(r,q,n,m,x,z)|0;u=B;return b|0}function wmb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=(f[a+4>>2]|0)<=(f[b+4>>2]|0);n=(f[c+4>>2]|0)<=(f[d+4>>2]|0);if(!(q^n)){g=0;return g|0}m=f[e>>2]|0;p=e+4|0;do if(q){b=a;while(1){d=f[b+12>>2]|0;a=f[d+4>>2]|0;if((a|0)>(m|0))break;if((a|0)<(f[b+4>>2]|0))break;if((f[d+8>>2]|0)==(f[p>>2]|0))b=d;else break}if(g)b=(f[b+4>>2]|0)==(m|0)?b:d;l=pOb(20)|0;j=l+4|0;i=b+4|0;h=f[i>>2]|0;i=f[i+4>>2]|0;k=j;f[k>>2]=h;f[k+4>>2]=i;k=f[b>>2]|0;f[l>>2]=k;if(g){d=b+16|0;a=f[d>>2]|0;f[l+16>>2]=a;f[l+12>>2]=b;a=a+12|0}else{d=b+12|0;a=f[d>>2]|0;f[l+12>>2]=a;f[l+16>>2]=b;a=a+16|0}f[a>>2]=l;f[d>>2]=l;if((m|0)==(h|0))if((f[p>>2]|0)==(i|0)){a=l;o=b;h=m;break}m=e;h=f[m>>2]|0;m=f[m+4>>2]|0;a=j;f[a>>2]=h;f[a+4>>2]=m;a=pOb(20)|0;o=a+4|0;f[o>>2]=h;f[o+4>>2]=m;f[a>>2]=k;if(g){b=l+16|0;d=f[b>>2]|0;f[a+16>>2]=d;f[a+12>>2]=l;d=d+12|0}else{b=l+12|0;d=f[b>>2]|0;f[a+12>>2]=d;f[a+16>>2]=l;d=d+16|0}f[d>>2]=a;f[b>>2]=a;o=l}else{b=a;while(1){d=f[b+12>>2]|0;a=f[d+4>>2]|0;if((a|0)<(m|0))break;if((a|0)>(f[b+4>>2]|0))break;if((f[d+8>>2]|0)==(f[p>>2]|0))b=d;else break}if(!g)b=(f[b+4>>2]|0)==(m|0)?b:d;l=pOb(20)|0;j=l+4|0;i=b+4|0;h=f[i>>2]|0;i=f[i+4>>2]|0;k=j;f[k>>2]=h;f[k+4>>2]=i;k=f[b>>2]|0;f[l>>2]=k;if(g){d=b+12|0;a=f[d>>2]|0;f[l+12>>2]=a;f[l+16>>2]=b;a=a+16|0}else{d=b+16|0;a=f[d>>2]|0;f[l+16>>2]=a;f[l+12>>2]=b;a=a+12|0}f[a>>2]=l;f[d>>2]=l;if((m|0)==(h|0))if((f[p>>2]|0)==(i|0)){a=l;o=b;h=m;break}m=e;h=f[m>>2]|0;m=f[m+4>>2]|0;a=j;f[a>>2]=h;f[a+4>>2]=m;a=pOb(20)|0;o=a+4|0;f[o>>2]=h;f[o+4>>2]=m;f[a>>2]=k;if(g){b=l+12|0;d=f[b>>2]|0;f[a+12>>2]=d;f[a+16>>2]=l;d=d+16|0}else{b=l+16|0;d=f[b>>2]|0;f[a+16>>2]=d;f[a+12>>2]=l;d=d+12|0}f[d>>2]=a;f[b>>2]=a;o=l}while(0);do if(n){while(1){b=f[c+12>>2]|0;d=f[b+4>>2]|0;if((d|0)>(h|0))break;if((d|0)<(f[c+4>>2]|0))break;if((f[b+8>>2]|0)==(f[p>>2]|0))c=b;else break}if(g)c=(f[c+4>>2]|0)==(h|0)?c:b;m=pOb(20)|0;i=m+4|0;k=c+4|0;j=f[k>>2]|0;k=f[k+4>>2]|0;l=i;f[l>>2]=j;f[l+4>>2]=k;l=f[c>>2]|0;f[m>>2]=l;if(g){b=c+16|0;d=f[b>>2]|0;f[m+16>>2]=d;f[m+12>>2]=c;d=d+12|0}else{b=c+12|0;d=f[b>>2]|0;f[m+12>>2]=d;f[m+16>>2]=c;d=d+16|0}f[d>>2]=m;f[b>>2]=m;if((h|0)==(j|0))if((f[p>>2]|0)==(k|0)){d=m;break}p=e;n=f[p>>2]|0;p=f[p+4>>2]|0;d=i;f[d>>2]=n;f[d+4>>2]=p;d=pOb(20)|0;e=d+4|0;f[e>>2]=n;f[e+4>>2]=p;f[d>>2]=l;if(g){c=m+16|0;b=f[c>>2]|0;f[d+16>>2]=b;f[d+12>>2]=m;b=b+12|0}else{c=m+12|0;b=f[c>>2]|0;f[d+12>>2]=b;f[d+16>>2]=m;b=b+16|0}f[b>>2]=d;f[c>>2]=d;c=m}else{while(1){b=f[c+12>>2]|0;d=f[b+4>>2]|0;if((d|0)<(h|0))break;if((d|0)>(f[c+4>>2]|0))break;if((f[b+8>>2]|0)==(f[p>>2]|0))c=b;else break}if(!g)c=(f[c+4>>2]|0)==(h|0)?c:b;m=pOb(20)|0;i=m+4|0;k=c+4|0;j=f[k>>2]|0;k=f[k+4>>2]|0;l=i;f[l>>2]=j;f[l+4>>2]=k;l=f[c>>2]|0;f[m>>2]=l;if(g){b=c+12|0;d=f[b>>2]|0;f[m+12>>2]=d;f[m+16>>2]=c;d=d+16|0}else{b=c+16|0;d=f[b>>2]|0;f[m+16>>2]=d;f[m+12>>2]=c;d=d+12|0}f[d>>2]=m;f[b>>2]=m;if((h|0)==(j|0))if((f[p>>2]|0)==(k|0)){d=m;break}p=e;n=f[p>>2]|0;p=f[p+4>>2]|0;d=i;f[d>>2]=n;f[d+4>>2]=p;d=pOb(20)|0;e=d+4|0;f[e>>2]=n;f[e+4>>2]=p;f[d>>2]=l;if(g){c=m+12|0;b=f[c>>2]|0;f[d+12>>2]=b;f[d+16>>2]=m;b=b+16|0}else{c=m+16|0;b=f[c>>2]|0;f[d+16>>2]=b;f[d+12>>2]=m;b=b+12|0}f[b>>2]=d;f[c>>2]=d;c=m}while(0);if(q^g){f[o+12>>2]=c;f[c+16>>2]=o;f[a+16>>2]=d;c=d+12|0}else{f[o+16>>2]=c;f[c+12>>2]=o;f[a+12>>2]=d;c=d+16|0}f[c>>2]=a;g=1;return g|0}function xmb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0.0,m=0.0;e=a+4|0;g=f[e>>2]|0;k=a+8|0;d=a;do{d=f[d+16>>2]|0;h=d+4|0;if((f[h>>2]|0)!=(g|0))break}while(!((d|0)==(a|0)?1:(f[d+8>>2]|0)!=(f[k>>2]|0)));i=e;g=f[i>>2]|0;i=f[i+4>>2]|0;d=h;e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);m=+K(+c);e=a;do{e=f[e+12>>2]|0;d=e+4|0;if((f[d>>2]|0)!=(g|0))break}while(!((e|0)==(a|0)?1:(f[e+8>>2]|0)!=(f[k>>2]|0)));e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);l=+K(+c);e=b+4|0;g=f[e>>2]|0;k=b+8|0;d=b;do{d=f[d+16>>2]|0;h=d+4|0;if((f[h>>2]|0)!=(g|0))break}while(!((d|0)==(b|0)?1:(f[d+8>>2]|0)!=(f[k>>2]|0)));i=e;g=f[i>>2]|0;i=f[i+4>>2]|0;d=h;e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);j=+K(+c);e=b;do{e=f[e+12>>2]|0;d=e+4|0;if((f[d>>2]|0)!=(g|0))break}while(!((e|0)==(b|0)?1:(f[e+8>>2]|0)!=(f[k>>2]|0)));e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);c=+K(+c);if((m<l?l:m)==(j<c?c:j))if((l<m?l:m)==(c<j?c:j)){if(!a){a=0;return a|0}else{c=0.0;d=a}do{b=f[d+16>>2]|0;c=c+ +((f[d+4>>2]|0)+(f[b+4>>2]|0)|0)*+((f[b+8>>2]|0)-(f[d+8>>2]|0)|0);d=f[d+12>>2]|0}while((d|0)!=(a|0));a=c*.5>0.0;return a|0}if(!(!(m>=j)|!(m>=c))){a=1;return a|0}if(!(l>=j)){a=0;return a|0}a=l>=c;return a|0}function ymb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+16|0;h=q;c=f[b+56>>2]|0;d=f[b+16>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[b+20>>2]|0))if(!(f[c+64>>2]|0))m=7;else m=4;else m=4;else m=4;if((m|0)==4){c=f[b+60>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[b+20>>2]|0))if(!(f[c+64>>2]|0))m=7}do if((m|0)==7){k=c+52|0;if((f[k>>2]|0)!=-2){n=c+68|0;o=c+72|0;if((f[n>>2]|0)==(f[o>>2]|0))if(!(+p[c+24>>3]==-1.e+40))break;l=b+68|0;d=f[l>>2]|0;if((d|0)!=(c|0)&(d|0)!=0){e=b+16|0;g=a+76|0;do{Dmb(a,b,d,e);Emb(g,b,d);d=f[l>>2]|0}while((d|0)!=(c|0)&(d|0)!=0)}g=b+52|0;e=f[g>>2]|0;if((e|0)==-1)if((f[k>>2]|0)==-1){e=b+72|0;g=f[e>>2]|0;h=(g|0)!=0;i=(d|0)!=0;j=a+128|0;if(i|h)m=24;else if((f[j>>2]|0)==(b|0))m=24;if((m|0)==24){f[(h?g+68|0:j)>>2]=d;if(i)f[d+72>>2]=g;f[l>>2]=0;f[e>>2]=0}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}else e=0;else if((e|0)>-1)if((f[k>>2]|0)>-1){d=b+16|0;Amb(a,b,d)|0;if(!(f[c+40>>2]|0))Amb(a,c,d)|0;d=f[g>>2]|0;e=f[k>>2]|0;do if((d|0)==(e|0)){f[g>>2]=-1;f[k>>2]=-1}else if((d|0)<(e|0)){Fmb(a,b,c);break}else{Fmb(a,c,b);break}while(0);d=b+72|0;e=f[d>>2]|0;g=f[l>>2]|0;h=(e|0)!=0;i=(g|0)!=0;j=a+128|0;if(h|i)m=43;else if((f[j>>2]|0)==(b|0))m=43;if((m|0)==43){f[(h?e+68|0:j)>>2]=g;if(i)f[g+72>>2]=e;f[l>>2]=0;f[d>>2]=0}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}else e=1;else e=0;if(f[b+40>>2]|0){o=m3a(260024,239785,14)|0;vEb(h,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(h,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(h);OEb(o,n)|0;AEb(o)|0;o=0;u=q;return o|0}if(e){Amb(a,b,b+16|0)|0;f[g>>2]=-1;d=f[l>>2]|0}e=b+72|0;g=f[e>>2]|0;h=(g|0)!=0;i=(d|0)!=0;j=a+128|0;if(h|i)m=56;else if((f[j>>2]|0)==(b|0))m=56;if((m|0)==56){f[(h?g+68|0:j)>>2]=d;if(i)f[d+72>>2]=g;f[l>>2]=0;f[e>>2]=0}if((f[k>>2]|0)>-1){Amb(a,c,b+16|0)|0;f[k>>2]=-1}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}}while(0);if((f[b+52>>2]|0)>-1)Amb(a,b,b+16|0)|0;d=b+72|0;e=f[d>>2]|0;g=b+68|0;h=f[g>>2]|0;i=(e|0)!=0;j=(h|0)!=0;c=a+128|0;if(!(i|j))if((f[c>>2]|0)!=(b|0)){o=1;u=q;return o|0}f[(i?e+68|0:c)>>2]=h;if(j)f[h+72>>2]=e;f[g>>2]=0;f[d>>2]=0;o=1;u=q;return o|0}function zmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;g=h;c=f[b>>2]|0;e=f[c+64>>2]|0;if(!e){a=m3a(260024,239753,31)|0;vEb(g,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);e=XFb(g,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(g);OEb(a,e)|0;AEb(a)|0;g=0;u=h;return g|0}f[e+52>>2]=f[c+52>>2];d=f[c+72>>2]|0;c=f[c+68>>2]|0;f[(d|0?d+68|0:a+52|0)>>2]=e;if(c|0)f[c+72>>2]=f[(f[b>>2]|0)+64>>2];j=f[b>>2]|0;e=f[j+64>>2]|0;f[e+36>>2]=f[j+36>>2];f[e+40>>2]=f[j+40>>2];f[e+44>>2]=f[j+44>>2];f[e+48>>2]=f[j+48>>2];f[b>>2]=e;j=e;i=f[j+4>>2]|0;e=e+8|0;f[e>>2]=f[j>>2];f[e+4>>2]=i;f[(f[b>>2]|0)+72>>2]=d;f[(f[b>>2]|0)+68>>2]=c;c=f[b>>2]|0;if(+p[c+24>>3]==-1.e+40){j=1;u=h;return j|0}c=f[c+20>>2]|0;f[g>>2]=c;e=a+56|0;b=a+60|0;d=f[b>>2]|0;if((d|0)==(f[a+64>>2]|0)){Zlb(e,g);b=f[b>>2]|0}else{f[d>>2]=c;j=d+4|0;f[b>>2]=j;b=j}g=f[e>>2]|0;c=b-g|0;if((c|0)>4){d=((c>>>2)+-2|0)/2|0;e=g+(d<<2)|0;c=b+-4|0;b=f[e>>2]|0;a=f[c>>2]|0;if((b|0)<(a|0)){while(1){f[c>>2]=b;if(!d)break;d=(d+-1|0)/2|0;c=g+(d<<2)|0;b=f[c>>2]|0;if((b|0)>=(a|0))break;else{j=e;e=c;c=j}}f[e>>2]=a}}j=1;u=h;return j|0}function Amb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;j=l;k=c+52|0;e=f[k>>2]|0;if((e|0)>=0){h=f[(f[a+116>>2]|0)+(e<<2)>>2]|0;a=h+16|0;i=f[a>>2]|0;g=(f[c+36>>2]|0)==1;if(g){if((f[d>>2]|0)==(f[i+4>>2]|0))if((f[d+4>>2]|0)==(f[i+8>>2]|0)){k=i;u=l;return k|0}}else{e=f[i+16>>2]|0;if((f[d>>2]|0)==(f[e+4>>2]|0))if((f[d+4>>2]|0)==(f[e+8>>2]|0)){k=e;u=l;return k|0}}e=pOb(20)|0;k=e+4|0;f[k>>2]=0;f[e+8>>2]=0;f[e>>2]=f[h>>2];c=d;d=f[c+4>>2]|0;f[k>>2]=f[c>>2];f[k+4>>2]=d;f[e+12>>2]=i;k=i+16|0;d=f[k>>2]|0;f[e+16>>2]=d;f[d+12>>2]=e;f[k>>2]=e;if(!g){k=e;u=l;return k|0}f[a>>2]=e;k=e;u=l;return k|0}h=pOb(24)|0;f[j>>2]=h;b[h+4>>0]=0;b[h+5>>0]=0;g=h+8|0;i=a+116|0;e=a+120|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;g=f[e>>2]|0;if((g|0)==(f[a+124>>2]|0)){rmb(i,j);e=f[e>>2]|0}else{f[g>>2]=h;a=(f[e>>2]|0)+4|0;f[e>>2]=a;e=a}a=f[i>>2]|0;j=f[j>>2]|0;f[j>>2]=(e-a>>2)+-1;h=j+5|0;b[h>>0]=(f[c+40>>2]|0)==0&1;i=pOb(20)|0;m=i+4|0;f[m>>2]=0;f[i+8>>2]=0;f[j+16>>2]=i;f[i>>2]=f[j>>2];e=d;g=f[e+4>>2]|0;d=m;f[d>>2]=f[e>>2];f[d+4>>2]=g;f[i+12>>2]=i;f[i+16>>2]=i;if(!(b[h>>0]|0)){g=f[c+72>>2]|0;if(!g){e=0;g=0}else{e=0;a:do{while(1){h=f[g+52>>2]|0;if((h|0)>-1)if(f[g+40>>2]|0)break;g=f[g+72>>2]|0;if(!g)break a}if(!e)e=g;else e=(f[e+52>>2]|0)==(h|0)?0:e;g=f[g+72>>2]|0}while((g|0)!=0);if(!e){e=0;g=0}else{g=f[a+(f[e+52>>2]<<2)>>2]|0;e=b[g+4>>0]^1}}f[j+8>>2]=g;b[j+4>>0]=e}f[k>>2]=f[j>>2];m=i;u=l;return m|0}function Bmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Cmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;l=p+20|0;k=p+16|0;i=p+12|0;j=p+8|0;n=p+4|0;o=p;switch(c|0){case 1:case 0:{a=f[a>>2]|0;u=p;return a|0}case 2:{h=f[f[b>>2]>>2]|0;f[b>>2]=h;e=f[a>>2]|0;g=h;if((f[h+8>>2]|0)>=(f[e+8>>2]|0)){a=e;u=p;return a|0}a=g+4|0;o=f[g>>2]|0;f[o+4>>2]=f[a>>2];f[f[a>>2]>>2]=o;o=f[e>>2]|0;f[o+4>>2]=g;f[h>>2]=o;f[e>>2]=g;f[a>>2]=e;a=f[b>>2]|0;u=p;return a|0}default:{m=c>>>1;e=f[a>>2]|0;h=e;if(m){g=m;while(1){e=f[e+4>>2]|0;if((g|0)>1)g=g+-1|0;else break}}g=e;f[i>>2]=h;f[j>>2]=g;f[k>>2]=f[i>>2];f[l>>2]=f[j>>2];e=Cmb(k,l,m,d)|0;f[a>>2]=e;f[n>>2]=g;b=f[b>>2]|0;f[o>>2]=b;f[k>>2]=f[n>>2];f[l>>2]=f[o>>2];j=Cmb(k,l,c-m|0,d)|0;i=f[e+8>>2]|0;n=b;if((f[j+8>>2]|0)<(i|0)){g=f[j+4>>2]|0;h=g;a:do if((n|0)==(h|0))h=n;else while(1){if((f[g+8>>2]|0)>=(i|0))break a;g=f[h+4>>2]|0;h=g;if((n|0)==(h|0)){h=n;break}}while(0);o=f[h>>2]|0;b=o+4|0;h=f[j>>2]|0;f[h+4>>2]=f[b>>2];f[f[b>>2]>>2]=h;h=f[e+4>>2]|0;d=f[e>>2]|0;f[d+4>>2]=j;f[j>>2]=d;f[e>>2]=o;f[b>>2]=e;e=j}else{h=f[e+4>>2]|0;g=j}f[a>>2]=h;j=h;i=g;if((j|0)==(i|0)){a=e;u=p;return a|0}else{d=g;m=g;g=j}b:while(1){c=m;if((n|0)==(c|0)){g=23;break}j=f[m+8>>2]|0;while(1){if((j|0)<(f[h+8>>2]|0))break;h=f[g+4>>2]|0;f[a>>2]=h;g=h;if((i|0)==(g|0)){g=23;break b}}j=f[c+4>>2]|0;k=j;c:do if((n|0)==(k|0))h=n;else{l=f[h+8>>2]|0;h=k;while(1){if((f[j+8>>2]|0)>=(l|0))break c;j=f[h+4>>2]|0;h=j;if((n|0)==(h|0)){h=n;break}}}while(0);o=f[h>>2]|0;b=o+4|0;h=f[c>>2]|0;f[h+4>>2]=f[b>>2];f[f[b>>2]>>2]=h;h=f[g+4>>2]|0;d=(i|0)==(c|0)?j:d;l=f[g>>2]|0;f[l+4>>2]=c;f[m>>2]=l;f[g>>2]=o;f[b>>2]=g;f[a>>2]=h;g=h;i=d;if((g|0)==(i|0)){g=23;break}else m=j}if((g|0)==23){u=p;return e|0}}}return 0}function Dmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=b+52|0;p=f[v>>2]|0;r=(p|0)>-1;w=c+52|0;q=f[w>>2]|0;u=(q|0)>-1;l=f[b+40>>2]|0;h=(l|0)==0;o=c+40|0;e=f[o>>2]|0;g=(e|0)==0;if(h){if(g)return}else if(g)e=0;else{s=f[b+32>>2]|0;n=f[c+32>>2]|0;t=(s|0)==(n|0);do if(t){j=a+68|0;k=a+64|0;i=(s|0)==0?j:k;g=b+44|0;h=f[g>>2]|0;if(!(f[i>>2]|0)){e=c+44|0;f[g>>2]=f[e>>2];f[e>>2]=h;h=i;g=j;e=k;break}e=h+e|0;f[g>>2]=(e|0)==0?0-h|0:e;g=c+44|0;h=f[g>>2]|0;e=h-l|0;if(!e){f[g>>2]=0-h;h=i;g=j;e=k;break}else{f[g>>2]=e;h=i;g=j;e=k;break}}else{i=a+68|0;j=a+64|0;g=b+48|0;h=f[g>>2]|0;f[g>>2]=(f[((n|0)==0?i:j)>>2]|0)==0?(h|0)==0&1:h+e|0;e=(s|0)==0?i:j;g=c+48|0;h=f[g>>2]|0;if(!(f[e>>2]|0)){f[g>>2]=(h|0)==0&1;h=e;g=i;e=j;break}else{f[g>>2]=h-l;h=e;g=i;e=j;break}}while(0);m=(s|0)==0;l=f[(m?e:g)>>2]|0;n=(n|0)==0;k=f[(n?e:g)>>2]|0;e=f[(n?g:e)>>2]|0;switch(f[h>>2]|0){case 2:{g=f[b+44>>2]|0;break}case 3:{g=0-(f[b+44>>2]|0)|0;break}default:{g=f[b+44>>2]|0;g=(g|0)<0?0-g|0:g}}switch(e|0){case 2:{j=f[c+44>>2]|0;break}case 3:{j=0-(f[c+44>>2]|0)|0;break}default:{j=f[c+44>>2]|0;j=(j|0)<0?0-j|0:j}}if((q|p|0)>=0){do if((j|g)>>>0<=1){if(!t)if((f[a+40>>2]|0)!=3)break;Amb(a,b,d)|0;Amb(a,c,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}while(0);Amb(a,b,d)|0;if(!(f[o>>2]|0))Amb(a,c,d)|0;e=f[v>>2]|0;g=f[w>>2]|0;if((e|0)==(g|0)){f[v>>2]=-1;f[w>>2]=-1;return}if((e|0)<(g|0)){Fmb(a,b,c);return}else{Fmb(a,c,b);return}}if(r){if(j>>>0>=2)return;Amb(a,b,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}i=(g|0)==1;e=g>>>0<2;if(u){if(!e)return;Amb(a,c,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}if(!e)return;h=(j|0)==1;if(j>>>0>=2)return;switch(l|0){case 2:{g=f[b+48>>2]|0;break}case 3:{g=0-(f[b+48>>2]|0)|0;break}default:{g=f[b+48>>2]|0;g=(g|0)<0?0-g|0:g}}switch(k|0){case 2:{e=f[c+48>>2]|0;break}case 3:{e=0-(f[c+48>>2]|0)|0;break}default:{e=f[c+48>>2]|0;e=(e|0)<0?0-e|0:e}}if(!t){Gmb(a,b,c,d)|0;return}if(!(i&h)){a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;return}switch(f[a+40>>2]|0){case 0:{if(!((g|0)>0&(e|0)>0))return;Gmb(a,b,c,d)|0;return}case 1:{if(!((g|0)<1&(e|0)<1))return;Gmb(a,b,c,d)|0;return}case 2:{if(!((e|0)>0&((g|0)>0&(s|0)==1)))if(!((e|0)<1&((g|0)<1&m)))return;Gmb(a,b,c,d)|0;return}case 3:{Gmb(a,b,c,d)|0;return}default:return}}if((f[b+32>>2]|0)==(f[c+32>>2]|0)){if((l|0)==(e|0))return;if((f[a+40>>2]|0)!=1)return;if(h){if(!u)return;Amb(a,b,d)|0;if(!r)return;f[v>>2]=-1;return}else{if(!r)return;Amb(a,c,d)|0;if(!u)return;f[w>>2]=-1;return}}do if(h){t=f[c+44>>2]|0;if((((t|0)>-1?t:0-t|0)|0)==1){if((f[a+40>>2]|0)==1)if(f[c+48>>2]|0)break;Amb(a,b,d)|0;if(!r)return;f[v>>2]=-1;return}}while(0);if(e|0)return;v=f[b+44>>2]|0;if((((v|0)>-1?v:0-v|0)|0)!=1)return;if((f[a+40>>2]|0)==1)if(f[b+48>>2]|0)return;Amb(a,c,d)|0;if(!u)return;f[w>>2]=-1;return}function Emb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=b+68|0;i=f[h>>2]|0;l=b+72|0;d=f[l>>2]|0;if((i|0)==(d|0))return;k=c+68|0;g=f[k>>2]|0;j=c+72|0;e=f[j>>2]|0;if((g|0)==(e|0))return;if((i|0)==(c|0)){if(g){f[g+72>>2]=b;d=f[l>>2]|0}if(d|0)f[d+68>>2]=c;f[j>>2]=d;f[k>>2]=b;f[l>>2]=c;f[h>>2]=g;d=f[j>>2]|0}else{if((g|0)==(b|0)){if(!i)d=e;else{f[i+72>>2]=c;d=f[j>>2]|0}if(d|0)f[d+68>>2]=b;f[l>>2]=d;f[h>>2]=c;f[j>>2]=b;f[k>>2]=i;d=b}else{f[h>>2]=g;if(g){f[g+72>>2]=b;e=f[j>>2]|0}f[l>>2]=e;if(e|0)f[e+68>>2]=b;f[k>>2]=i;if(i|0)f[i+72>>2]=c;f[j>>2]=d;if(!d)d=0;else f[d+68>>2]=c}if(!(f[l>>2]|0)){f[a+52>>2]=b;return}}if(d|0)return;f[a+52>>2]=c;return}function Fmb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;o=c+52|0;r=f[a+116>>2]|0;s=f[r+(f[o>>2]<<2)>>2]|0;p=d+52|0;r=f[r+(f[p>>2]<<2)>>2]|0;e=s;while(1){e=f[e+8>>2]|0;if((e|0)==(r|0)){m=r;break}if(!e){e=r;t=4;break}}a:do if((t|0)==4){while(1){t=0;e=f[e+8>>2]|0;if((e|0)==(s|0)){m=s;break a}if(!e)break;else t=4}m=umb(s,r)|0}while(0);h=s+16|0;i=f[h>>2]|0;j=i+16|0;k=f[j>>2]|0;n=r+16|0;e=f[n>>2]|0;g=e+16|0;l=f[g>>2]|0;q=f[c+36>>2]|0;c=f[d+36>>2]|0;do if((q|0)==1){if((c|0)==1){if(e|0){c=e;do{g=c+12|0;d=c;c=f[g>>2]|0;d=d+16|0;f[g>>2]=f[d>>2];f[d>>2]=c}while((c|0)!=(e|0))}f[e+12>>2]=i;f[j>>2]=e;f[k+12>>2]=l;f[l+16>>2]=k;e=l}else{f[l+12>>2]=i;f[j>>2]=l;f[g>>2]=k;f[k+12>>2]=e}f[h>>2]=e}else{if((c|0)!=2){f[k+12>>2]=e;f[g>>2]=k;f[j>>2]=l;f[l+12>>2]=i;break}if(e|0){c=e;do{d=c+12|0;h=c;c=f[d>>2]|0;h=h+16|0;f[d>>2]=f[h>>2];f[h>>2]=c}while((c|0)!=(e|0))}f[k+12>>2]=l;f[l+16>>2]=k;f[e+12>>2]=i;f[j>>2]=e}while(0);f[s+20>>2]=0;c=r+8|0;if((m|0)==(r|0)){e=f[c>>2]|0;if((e|0)!=(s|0))f[s+8>>2]=e;b[s+4>>0]=b[r+4>>0]|0}f[n>>2]=0;f[r+20>>2]=0;f[c>>2]=s;g=f[o>>2]|0;d=f[p>>2]|0;f[o>>2]=-1;f[p>>2]=-1;e=f[a+128>>2]|0;if(!e){t=f[s>>2]|0;f[r>>2]=t;return}while(1){c=e+52|0;if((f[c>>2]|0)==(d|0))break;e=f[e+68>>2]|0;if(!e){t=27;break}}if((t|0)==27){t=f[s>>2]|0;f[r>>2]=t;return}f[c>>2]=g;f[e+36>>2]=q;t=f[s>>2]|0;f[r>>2]=t;return}function Gmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;i=+p[c+24>>3];if(i==-1.e+40)h=3;else if(+p[b+24>>3]>i)h=3;else{e=Amb(a,c,d)|0;f[b+52>>2]=f[c+52>>2];f[b+36>>2]=2;f[c+36>>2]=1;g=f[c+72>>2]|0;if((g|0)==(b|0)){k=e;j=c;g=f[b+72>>2]|0}else{k=e;j=c}}if((h|0)==3){e=Amb(a,b,d)|0;f[c+52>>2]=f[b+52>>2];f[b+36>>2]=1;f[c+36>>2]=2;g=f[b+72>>2]|0;if((g|0)==(c|0)){k=e;j=b;g=f[c+72>>2]|0}else{k=e;j=b}}if(!g){u=m;return k|0}if((f[g+52>>2]|0)<=-1){u=m;return k|0}e=f[d+4>>2]|0;if((f[g+20>>2]|0)>=(e|0)){u=m;return k|0}h=j+16|0;if((f[j+20>>2]|0)>=(e|0)){u=m;return k|0}i=+p[g+24>>3]*+(e-(f[g+4>>2]|0)|0);b=(f[g>>2]|0)+~~(i+(i<0.0?-.5:.5))|0;i=+p[j+24>>3]*+(e-(f[j+4>>2]|0)|0);if((b|0)!=((f[j>>2]|0)+~~(i+(i<0.0?-.5:.5))|0)){u=m;return k|0}if(!(f[j+40>>2]|0)){u=m;return k|0}if(!(f[g+40>>2]|0)){u=m;return k|0}j=g+16|0;c=h;if((X(b-(f[c>>2]|0)|0,e-(f[j+4>>2]|0)|0)|0)!=(X(e-(f[c+4>>2]|0)|0,b-(f[j>>2]|0)|0)|0)){u=m;return k|0}g=Amb(a,g,d)|0;d=f[h>>2]|0;h=f[h+4>>2]|0;e=pOb(16)|0;f[l>>2]=e;f[e>>2]=k;f[e+4>>2]=g;g=e+8|0;f[g>>2]=d;f[g+4>>2]=h;g=a+8|0;h=f[g>>2]|0;if((h|0)==(f[a+12>>2]|0))Bmb(a+4|0,l);else{f[h>>2]=e;f[g>>2]=(f[g>>2]|0)+4}u=m;return k|0}function Hmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0;q=u;u=u+16|0;m=q;n=q+8|0;g=f[a+128>>2]|0;if(!g){u=q;return}o=a+56|0;f[o>>2]=g;c=g;do{f[c+80>>2]=f[c+72>>2];d=c;c=f[c+68>>2]|0;f[d+76>>2]=c;if((f[d+20>>2]|0)==(b|0))e=f[d+16>>2]|0;else{r=+p[d+24>>3]*+(b-(f[d+4>>2]|0)|0);e=(f[d>>2]|0)+~~(r+(r<0.0?-.5:.5))|0}f[d+8>>2]=e}while((c|0)!=0);k=m+4|0;l=a+32|0;i=a+36|0;j=a+28|0;c=g;while(1){e=f[c+76>>2]|0;if(!e)d=0;else{d=0;do{f[m>>2]=0;f[k>>2]=0;if((f[c+8>>2]|0)>(f[e+8>>2]|0)){Pmb(c,e,m);if((f[k>>2]|0)<(b|0)){if((f[c+20>>2]|0)==(b|0))d=f[c+16>>2]|0;else{r=+p[c+24>>3]*+(b-(f[c+4>>2]|0)|0);d=(f[c>>2]|0)+~~(r+(r<0.0?-.5:.5))|0}g=m;f[g>>2]=d;f[g+4>>2]=b;g=b}else{g=m;d=f[g>>2]|0;g=f[g+4>>2]|0}h=pOb(16)|0;f[n>>2]=h;f[h>>2]=c;f[h+4>>2]=e;s=h+8|0;f[s>>2]=d;f[s+4>>2]=g;d=f[l>>2]|0;if((d|0)==(f[i>>2]|0))Qmb(j,n);else{f[d>>2]=h;f[l>>2]=(f[l>>2]|0)+4}Lmb(a,c,e);d=1}else c=e;e=f[c+76>>2]|0}while((e|0)!=0)}c=f[c+80>>2]|0;if(!c)break;f[c+76>>2]=0;if(!d)break;c=f[o>>2]|0}f[o>>2]=0;u=q;return}function Imb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;c=j;b=f[a+128>>2]|0;f[a+56>>2]=b;if(b|0)do{f[b+80>>2]=f[b+72>>2];i=b;b=f[b+68>>2]|0;f[i+76>>2]=b}while((b|0)!=0);i=a+28|0;e=f[i>>2]|0;h=a+32|0;g=f[h>>2]|0;f[c>>2]=221;Kmb(e,g,c);c=f[i>>2]|0;h=(f[h>>2]|0)-c>>2;if(!h){a=1;u=j;return a|0}b=0;while(1){e=f[c+(b<<2)>>2]|0;d=f[e>>2]|0;e=f[e+4>>2]|0;if((f[d+76>>2]|0)!=(e|0))if((f[d+80>>2]|0)!=(e|0)){d=b;do{d=d+1|0;if(d>>>0>=h>>>0)break;g=f[c+(d<<2)>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;if((f[e+76>>2]|0)==(g|0))break}while((f[e+80>>2]|0)!=(g|0));if((d|0)==(h|0)){b=0;c=14;break}e=c+(b<<2)|0;c=c+(d<<2)|0;g=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=g;c=f[i>>2]|0}g=f[c+(b<<2)>>2]|0;Lmb(a,f[g>>2]|0,f[g+4>>2]|0);b=b+1|0;if(b>>>0>=h>>>0){b=1;c=14;break}c=f[i>>2]|0}if((c|0)==14){u=j;return b|0}return 0}function Jmb(a,b){a=a|0;b=b|0;return (f[b+12>>2]|0)<(f[a+12>>2]|0)|0}function Kmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;a:while(1){k=b;m=b+-4|0;while(1){b:while(1){j=a;d=k-j|0;e=d>>2;switch(e|0){case 2:{l=5;break a}case 3:{l=7;break a}case 4:{l=15;break a}case 5:{l=16;break a}case 1:case 0:{l=68;break a}default:{}}if((d|0)<124){l=22;break a}i=a+(((e|0)/2|0)<<2)|0;do if((d|0)>3996){e=(e|0)/4|0;h=a+(e<<2)|0;e=i+(e<<2)|0;d=Mmb(a,h,i,e,c)|0;if(Rg[f[c>>2]&255](f[m>>2]|0,f[e>>2]|0)|0){g=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=g;g=d+1|0;if(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0){g=f[i>>2]|0;f[i>>2]=f[e>>2];f[e>>2]=g;e=d+2|0;if(Rg[f[c>>2]&255](f[i>>2]|0,f[h>>2]|0)|0){g=f[h>>2]|0;f[h>>2]=f[i>>2];f[i>>2]=g;if(Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0){g=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=g;d=d+4|0}else d=d+3|0}else d=e}else d=g}}else{h=Rg[f[c>>2]&255](f[i>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[m>>2]|0,f[i>>2]|0)|0;if(!h){if(!d){d=0;break}h=f[i>>2]|0;f[i>>2]=f[m>>2];f[m>>2]=h;if(!(Rg[f[c>>2]&255](f[i>>2]|0,f[a>>2]|0)|0)){d=1;break}d=f[a>>2]|0;f[a>>2]=f[i>>2];f[i>>2]=d;d=2;break}e=f[a>>2]|0;if(d){f[a>>2]=f[m>>2];f[m>>2]=e;d=1;break}f[a>>2]=f[i>>2];f[i>>2]=e;if(Rg[f[c>>2]&255](f[m>>2]|0,e)|0){d=f[i>>2]|0;f[i>>2]=f[m>>2];f[m>>2]=d;d=2}else d=1}while(0);if(Rg[f[c>>2]&255](f[a>>2]|0,f[i>>2]|0)|0){e=m;break}else e=m;while(1){e=e+-4|0;if((a|0)==(e|0))break;if(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0){l=51;break b}}d=a+4|0;if(!(Rg[f[c>>2]&255](f[a>>2]|0,f[m>>2]|0)|0)){if((d|0)==(m|0)){l=68;break a}while(1){if(Rg[f[c>>2]&255](f[a>>2]|0,f[d>>2]|0)|0)break;d=d+4|0;if((d|0)==(m|0)){l=68;break a}}j=f[d>>2]|0;f[d>>2]=f[m>>2];f[m>>2]=j;d=d+4|0}if((d|0)==(m|0)){l=68;break a}else e=m;while(1){while(1){g=d+4|0;if(Rg[f[c>>2]&255](f[a>>2]|0,f[d>>2]|0)|0)break;else d=g}do e=e+-4|0;while(Rg[f[c>>2]&255](f[a>>2]|0,f[e>>2]|0)|0);if(d>>>0>=e>>>0){a=d;continue b}j=f[d>>2]|0;f[d>>2]=f[e>>2];f[e>>2]=j;d=g}}if((l|0)==51){l=0;h=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=h;d=d+1|0}g=a+4|0;c:do if(g>>>0<e>>>0)while(1){while(1){h=g+4|0;if(Rg[f[c>>2]&255](f[g>>2]|0,f[i>>2]|0)|0)g=h;else break}do e=e+-4|0;while(!(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0));if(g>>>0>e>>>0){e=i;break c}n=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=n;i=(i|0)==(g|0)?e:i;g=h;d=d+1|0}else e=i;while(0);if((g|0)!=(e|0))if(Rg[f[c>>2]&255](f[e>>2]|0,f[g>>2]|0)|0){n=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=n;d=d+1|0}if(!d){d=Omb(a,g,c)|0;e=g+4|0;if(Omb(e,b,c)|0){l=67;break}if(d){a=e;continue}}n=g;if((n-j|0)>=(k-n|0)){l=66;break}Kmb(a,g,c);a=g+4|0}if((l|0)==66){l=0;Kmb(g+4|0,b,c);b=g;continue}else if((l|0)==67){l=0;if(d){l=68;break}else{b=g;continue}}}if((l|0)==5){if(!(Rg[f[c>>2]&255](f[m>>2]|0,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[m>>2];f[m>>2]=n;return}else if((l|0)==7){b=a+4|0;n=Rg[f[c>>2]&255](f[b>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[m>>2]|0,f[b>>2]|0)|0;if(!n){if(!d)return;n=f[b>>2]|0;f[b>>2]=f[m>>2];f[m>>2]=n;if(!(Rg[f[c>>2]&255](f[b>>2]|0,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=n;return}e=f[a>>2]|0;if(d){f[a>>2]=f[m>>2];f[m>>2]=e;return}f[a>>2]=f[b>>2];f[b>>2]=e;if(!(Rg[f[c>>2]&255](f[m>>2]|0,e)|0))return;n=f[b>>2]|0;f[b>>2]=f[m>>2];f[m>>2]=n;return}else if((l|0)==15){Mmb(a,a+4|0,a+8|0,m,c)|0;return}else if((l|0)==16){b=a+4|0;d=a+8|0;e=a+12|0;Mmb(a,b,d,e,c)|0;if(!(Rg[f[c>>2]&255](f[m>>2]|0,f[e>>2]|0)|0))return;n=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=n;if(!(Rg[f[c>>2]&255](f[e>>2]|0,f[d>>2]|0)|0))return;m=f[d>>2]|0;n=f[e>>2]|0;f[d>>2]=n;f[e>>2]=m;if(!(Rg[f[c>>2]&255](n,f[b>>2]|0)|0))return;m=f[b>>2]|0;n=f[d>>2]|0;f[b>>2]=n;f[d>>2]=m;if(!(Rg[f[c>>2]&255](n,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=n;return}else if((l|0)==22){Nmb(a,b,c);return}else if((l|0)==68)return}function Lmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=b+76|0;k=f[j>>2]|0;i=(k|0)==0;if(i)if(!(f[b+80>>2]|0))return;l=c+76|0;g=f[l>>2]|0;e=(g|0)==0;if(e)if(!(f[c+80>>2]|0))return;if((k|0)==(c|0)){if(!e)f[g+80>>2]=b;d=b+80|0;e=f[d>>2]|0;if(e|0)f[e+76>>2]=c;f[c+80>>2]=e;f[l>>2]=b;f[d>>2]=c;f[j>>2]=g}else{if((g|0)==(b|0)){if(!i)f[k+80>>2]=c;d=c+80|0;e=f[d>>2]|0;if(e|0)f[e+76>>2]=b;i=b+80|0;f[i>>2]=e;f[j>>2]=c;f[d>>2]=b;f[l>>2]=k;d=i}else{d=b+80|0;h=f[d>>2]|0;f[j>>2]=g;if(!e)f[g+80>>2]=b;e=c+80|0;g=f[e>>2]|0;f[d>>2]=g;if(g|0)f[g+76>>2]=b;f[l>>2]=k;if(!i)f[k+80>>2]=c;f[e>>2]=h;if(h)f[h+76>>2]=c}if(!(f[d>>2]|0)){f[a+56>>2]=b;return}}if(f[c+80>>2]|0)return;f[a+56>>2]=c;return}function Mmb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0;g=Rg[f[e>>2]&255](f[c>>2]|0,f[b>>2]|0)|0;do if(h){h=f[a>>2]|0;if(g){f[a>>2]=f[c>>2];f[c>>2]=h;g=1;break}f[a>>2]=f[b>>2];f[b>>2]=h;if(Rg[f[e>>2]&255](f[c>>2]|0,h)|0){g=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=g;g=2}else g=1}else if(g){h=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=h;if(Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0){g=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=g;g=2}else g=1}else g=0;while(0);if(!(Rg[f[e>>2]&255](f[d>>2]|0,f[c>>2]|0)|0)){e=g;return e|0}h=f[c>>2]|0;f[c>>2]=f[d>>2];f[d>>2]=h;if(!(Rg[f[e>>2]&255](f[c>>2]|0,f[b>>2]|0)|0)){e=g+1|0;return e|0}d=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=d;if(!(Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0)){e=g+2|0;return e|0}e=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=e;e=g+3|0;return e|0}function Nmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+8|0;h=a+4|0;i=Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[e>>2]|0,f[h>>2]|0)|0;do if(i){g=f[a>>2]|0;if(d){f[a>>2]=f[e>>2];f[e>>2]=g;break}f[a>>2]=f[h>>2];f[h>>2]=g;if(Rg[f[c>>2]&255](f[e>>2]|0,g)|0){i=f[h>>2]|0;f[h>>2]=f[e>>2];f[e>>2]=i}}else if(d){g=f[h>>2]|0;i=f[e>>2]|0;f[h>>2]=i;f[e>>2]=g;if(Rg[f[c>>2]&255](i,f[a>>2]|0)|0){i=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=i}}while(0);d=a+12|0;if((d|0)==(b|0))return;while(1){if(Rg[f[c>>2]&255](f[d>>2]|0,f[e>>2]|0)|0){h=f[d>>2]|0;i=h;g=d;while(1){f[g>>2]=f[e>>2];if((e|0)==(a|0))break;g=e+-4|0;if(Rg[f[c>>2]&255](i,f[g>>2]|0)|0){j=e;e=g;g=j}else break}f[e>>2]=h}e=d+4|0;if((e|0)==(b|0))break;else{j=d;d=e;e=j}}return}function Omb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;switch(b-a>>2|0){case 2:{d=b+-4|0;if(!(Rg[f[c>>2]&255](f[d>>2]|0,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[d>>2];f[d>>2]=c;c=1;return c|0}case 3:{h=a+4|0;d=b+-4|0;b=Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0;e=Rg[f[c>>2]&255](f[d>>2]|0,f[h>>2]|0)|0;if(!b){if(!e){c=1;return c|0}b=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=b;if(!(Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=c;c=1;return c|0}g=f[a>>2]|0;if(e){f[a>>2]=f[d>>2];f[d>>2]=g;c=1;return c|0}f[a>>2]=f[h>>2];f[h>>2]=g;if(!(Rg[f[c>>2]&255](f[d>>2]|0,g)|0)){c=1;return c|0}c=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=c;c=1;return c|0}case 4:{Mmb(a,a+4|0,a+8|0,b+-4|0,c)|0;c=1;return c|0}case 5:{e=a+4|0;g=a+8|0;h=a+12|0;d=b+-4|0;Mmb(a,e,g,h,c)|0;if(!(Rg[f[c>>2]&255](f[d>>2]|0,f[h>>2]|0)|0)){c=1;return c|0}b=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=b;if(!(Rg[f[c>>2]&255](f[h>>2]|0,f[g>>2]|0)|0)){c=1;return c|0}j=f[g>>2]|0;b=f[h>>2]|0;f[g>>2]=b;f[h>>2]=j;if(!(Rg[f[c>>2]&255](b,f[e>>2]|0)|0)){c=1;return c|0}j=f[e>>2]|0;b=f[g>>2]|0;f[e>>2]=b;f[g>>2]=j;if(!(Rg[f[c>>2]&255](b,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=c;c=1;return c|0}case 1:case 0:{c=1;return c|0}default:{h=a+8|0;d=a+4|0;j=Rg[f[c>>2]&255](f[d>>2]|0,f[a>>2]|0)|0;e=Rg[f[c>>2]&255](f[h>>2]|0,f[d>>2]|0)|0;do if(j){g=f[a>>2]|0;if(e){f[a>>2]=f[h>>2];f[h>>2]=g;break}f[a>>2]=f[d>>2];f[d>>2]=g;if(Rg[f[c>>2]&255](f[h>>2]|0,g)|0){j=f[d>>2]|0;f[d>>2]=f[h>>2];f[h>>2]=j}}else if(e){i=f[d>>2]|0;j=f[h>>2]|0;f[d>>2]=j;f[h>>2]=i;if(Rg[f[c>>2]&255](j,f[a>>2]|0)|0){j=f[a>>2]|0;f[a>>2]=f[d>>2];f[d>>2]=j}}while(0);d=a+12|0;a:do if((d|0)==(b|0)){e=1;d=0}else{j=d;d=0;e=h;while(1){if(Rg[f[c>>2]&255](f[j>>2]|0,f[e>>2]|0)|0){h=f[j>>2]|0;i=h;g=j;while(1){f[g>>2]=f[e>>2];if((e|0)==(a|0))break;g=e+-4|0;if(Rg[f[c>>2]&255](i,f[g>>2]|0)|0){k=e;e=g;g=k}else break}f[e>>2]=h;d=d+1|0;if((d|0)==8){e=0;d=(j+4|0)==(b|0);break a}}e=j+4|0;if((e|0)==(b|0)){e=1;d=0;break}else{k=j;j=e;e=k}}}while(0);k=d|e;return k|0}}return 0}function Pmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+p[a+24>>3];i=+p[b+24>>3];do if(j==i){d=f[a+12>>2]|0;f[c+4>>2]=d;if((f[a+20>>2]|0)==(d|0)){d=f[a+16>>2]|0;break}else{j=j*+(d-(f[a+4>>2]|0)|0);d=(f[a>>2]|0)+~~(j+(j<0.0?-.5:.5))|0;break}}else{do if(j==0.0){e=f[a>>2]|0;f[c>>2]=e;d=f[b+4>>2]|0;if(!(i==-1.e+40)){k=+(e|0)/i+(+(d|0)-+(f[b>>2]|0)/i);d=~~(k+(k<0.0?-.5:.5))}h=c+4|0;f[h>>2]=d}else{if(!(i==0.0)){m=+(f[a>>2]|0)-j*+(f[a+4>>2]|0);l=+(f[b>>2]|0)-i*+(f[b+4>>2]|0);k=(l-m)/(j-i);d=~~(k+(k<0.0?-.5:.5));h=c+4|0;f[h>>2]=d;g=+K(+j)<+K(+i);k=(g?m:l)+k*(g?j:i);f[c>>2]=~~(k+(k<0.0?-.5:.5));break}e=f[b>>2]|0;f[c>>2]=e;d=f[a+4>>2]|0;if(!(j==-1.e+40)){m=+(e|0)/j+(+(d|0)-+(f[a>>2]|0)/j);d=~~(m+(m<0.0?-.5:.5))}h=c+4|0;f[h>>2]=d}while(0);g=f[a+20>>2]|0;e=f[b+20>>2]|0;if((d|0)<(g|0)|(d|0)<(e|0)){d=(g|0)>(e|0)?g:e;f[h>>2]=d;e=+K(+j)<+K(+i);e=e?a:b;if((f[e+20>>2]|0)==(d|0))e=f[e+16>>2]|0;else{m=+p[e+24>>3]*+(d-(f[e+4>>2]|0)|0);e=(f[e>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}f[c>>2]=e}e=f[a+12>>2]|0;if((d|0)<=(e|0))return;f[h>>2]=e;d=+K(+j)>+K(+i);d=d?b:a;if((f[d+20>>2]|0)==(e|0)){d=f[d+16>>2]|0;break}else{m=+p[d+24>>3]*+(e-(f[d+4>>2]|0)|0);d=(f[d>>2]|0)+~~(m+(m<0.0?-.5:.5))|0;break}}while(0);f[c>>2]=d;return}function Qmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Rmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0;e=a+128|0;d=f[e>>2]|0;g=d;if(!d){f[b+72>>2]=0;f[b+68>>2]=0;l=e;f[l>>2]=b;return}h=b+8|0;a:do if(!c){a=f[h>>2]|0;c=f[d+8>>2]|0;do if((a|0)==(c|0)){a=f[b+20>>2]|0;c=f[d+20>>2]|0;if((a|0)>(c|0)){m=+p[d+24>>3]*+(a-(f[d+4>>2]|0)|0);if((f[b+16>>2]|0)<((f[d>>2]|0)+~~(m+(m<0.0?-.5:.5))|0))break;else break a}if((a|0)==(c|0))a=f[b+16>>2]|0;else{m=+p[b+24>>3]*+(c-(f[b+4>>2]|0)|0);a=(f[b>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}if((f[d+16>>2]|0)<=(a|0))break a}else if((a|0)>=(c|0))break a;while(0);f[b+72>>2]=0;f[b+68>>2]=g;f[d+72>>2]=b;l=e;f[l>>2]=b;return}else d=c;while(0);i=b+20|0;j=b+16|0;k=b+24|0;l=b+4|0;c=d+68|0;a=f[c>>2]|0;b:do if(a){h=f[h>>2]|0;g=a;while(1){a=f[g+8>>2]|0;do if((h|0)==(a|0)){a=f[i>>2]|0;e=f[g+20>>2]|0;if((a|0)>(e|0)){m=+p[g+24>>3]*+(a-(f[g+4>>2]|0)|0);if((f[j>>2]|0)<((f[g>>2]|0)+~~(m+(m<0.0?-.5:.5))|0)){a=g;break b}else break}if((a|0)==(e|0))a=f[j>>2]|0;else{m=+p[k>>3]*+(e-(f[l>>2]|0)|0);a=(f[b>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}if((f[g+16>>2]|0)>(a|0)){a=g;break b}}else if((h|0)<(a|0)){a=g;break b}while(0);c=g+68|0;a=f[c>>2]|0;if(!a){d=g;break}else{d=g;g=a}}}while(0);f[b+68>>2]=a;a=f[c>>2]|0;if(a|0)f[a+72>>2]=b;f[b+72>>2]=d;l=c;f[l>>2]=b;return}function Smb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=f[b+72>>2]|0;a:do if(!c)j=6;else{g=f[b+32>>2]|0;while(1){if((f[c+32>>2]|0)==(g|0)){i=f[c+40>>2]|0;if(i|0)break}c=f[c+72>>2]|0;if(!c){j=6;break a}}d=f[b+40>>2]|0;e=(d|0)==0;if(e)if((f[a+40>>2]|0)!=1){f[b+44>>2]=1;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i;break}if(!(f[((g|0)==0?a+68|0:a+64|0)>>2]|0)){if(e){e=1;d=c;b:while(1){do{d=f[d+72>>2]|0;if(!d)break b}while((f[d+32>>2]|0)!=(g|0));e=e^(f[d+40>>2]|0)!=0}d=(e^1)&1}f[b+44>>2]=d;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i;break}h=f[c+44>>2]|0;do if((X(i,h)|0)<0)if((((h|0)<0?0-h|0:h)|0)>1){i=(X(d,i)|0)<0;d=(i?0:d)+h|0;break}else{d=e?1:d;break}else if(e){d=(h>>31|1)+h|0;break}else{i=(X(d,i)|0)<0;d=(i?0:d)+h|0;break}while(0);f[b+44>>2]=d;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i}while(0);if((j|0)==6){c=f[b+40>>2]|0;d=f[b+32>>2]|0;if(!c)c=(f[((d|0)==0?a+68|0:a+64|0)>>2]|0)==3?-1:1;f[b+44>>2]=c;f[b+48>>2]=0;e=a+128|0;c=0;g=d}d=f[e>>2]|0;e=(d|0)==(b|0);if(f[((g|0)==0?a+64|0:a+68|0)>>2]|0){if(e)return;e=b+48|0;do{c=c+(f[d+40>>2]|0)|0;d=f[d+68>>2]|0}while((d|0)!=(b|0));f[e>>2]=c;return}if(e)return;e=b+48|0;do{if(f[d+40>>2]|0){c=(c|0)==0&1;f[e>>2]=c}d=f[d+68>>2]|0}while((d|0)!=(b|0));return}function Tmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;d=(f[b+32>>2]|0)==0;h=a+68|0;g=a+64|0;c=f[(d?g:h)>>2]|0;switch(f[(d?h:g)>>2]|0){case 0:{if(!(f[b+40>>2]|0))if((f[b+44>>2]|0)==1)e=7;else c=0;else e=7;break}case 1:{h=f[b+44>>2]|0;if((((h|0)<0?0-h|0:h)|0)==1)e=7;else c=0;break}case 2:{if((f[b+44>>2]|0)==1)e=7;else c=0;break}default:if((f[b+44>>2]|0)==-1)e=7;else c=0}a:do if((e|0)==7)switch(f[a+40>>2]|0){case 0:switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)!=0;break a}case 2:{c=(f[b+48>>2]|0)>0;break a}default:{c=(f[b+48>>2]|0)<0;break a}}case 1:switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}case 2:if(d)switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}else switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)!=0;break a}case 2:{c=(f[b+48>>2]|0)>0;break a}default:{c=(f[b+48>>2]|0)<0;break a}}case 3:{if(f[b+40>>2]|0){c=1;break a}switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}}default:{c=1;break a}}while(0);return c|0}function Umb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+48|0;h=a+52|0;b=f[h>>2]|0;c=f[g>>2]|0;if((b|0)!=(c|0)){e=0;do{d=f[c+(e<<2)>>2]|0;if(d){gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=f[h>>2]|0;c=f[g>>2]|0}e=e+1|0;d=b-c>>2}while(e>>>0<d>>>0);if(!((c|0)==(b|0)|(d|0)==0))f[h>>2]=b+(~((b+-4-c|0)>>>2)<<2)}d=a+20|0;h=f[d>>2]|0;b=f[a+16>>2]|0;c=h;if((h|0)==(b|0)|(b|0)==(c|0))return;f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);return}function Vmb(a){a=a|0;f[a>>2]=39984;a=a+4|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;b[a+32>>0]=0;return}function Wmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=b+4|0;g=f[b>>2]|0;if((f[i>>2]|0)==(g|0)){i=0;return i|0}h=0;e=0;do{e=e|(Tg[f[(f[a>>2]|0)+8>>2]&15](a,g+(h*12|0)|0,c,d)|0);h=h+1|0;g=f[b>>2]|0}while(h>>>0<(((f[i>>2]|0)-g|0)/12|0)>>>0);return e|0}function Xmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;f[a+100>>2]=0;f[a+104>>2]=0;f[a+108>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+124>>2]=0;f[a+132>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;d=a+80|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[a>>2]=40940;f[a+76>>2]=40976;d=a+44|0;e=a+4|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[d>>2]=d;f[a+48>>2]=d;f[a+52>>2]=0;b[a+60>>0]=0;b[a+96>>0]=0;b[a+72>>0]=c&1;b[a+74>>0]=c>>>1&1;b[a+112>>0]=c>>>2&1;b[a+113>>0]=0;return}function Ymb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;h=p;o=a+60|0;if(b[o>>0]|0){o=0;u=p;return o|0}if(b[a+113>>0]|0){o=m3a(260024,239823,56)|0;vEb(h,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(h,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(h);OEb(o,n)|0;AEb(o)|0;o=0;u=p;return o|0}b[o>>0]=1;k=d+4|0;j=f[k>>2]|0;m=f[d>>2]|0;l=m;h=j;if(!((j|0)==(m|0)|(l|0)==(h|0)))do{i=h+-12|0;f[k>>2]=i;j=f[i>>2]|0;if(!j)h=i;else{h=h+-8|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-8-j|0)>>>3)<<3);sOb(j);h=f[k>>2]|0}}while((h|0)!=(l|0));f[a+68>>2]=e;f[a+64>>2]=g;f[a+40>>2]=c;b[a+73>>0]=0;m=emb(a)|0;if(m)dnb(a,d);e=a+116|0;g=a+120|0;h=f[g>>2]|0;d=f[e>>2]|0;i=d;if((h|0)!=(d|0)){c=a+116|0;l=0;do{j=f[i+(l<<2)>>2]|0;k=j+16|0;h=f[k>>2]|0;if(!h){if(j)n=21}else{f[(f[h+16>>2]|0)+12>>2]=0;h=f[k>>2]|0;if(!h)n=21;else{do{f[k>>2]=f[h+12>>2];sOb(h);h=f[k>>2]|0}while((h|0)!=0);n=21}}if((n|0)==21){n=0;sOb(j);i=f[c>>2]|0}f[i+(l<<2)>>2]=0;l=l+1|0;h=f[g>>2]|0;a=f[e>>2]|0;i=a}while(l>>>0<h-a>>2>>>0)}if((i|0)!=(h|0))f[g>>2]=h+(~((h+-4-i|0)>>>2)<<2);b[o>>0]=0;o=m;u=p;return o|0}function Zmb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;J=f[a+728>>2]|0;H=f[a+776>>2]|0;K=f[a+888>>2]|0;L=f[a+1016>>2]|0;M=f[a+1072>>2]|0;N=f[a+2184>>2]|0;G=f[a+2200>>2]|0;O=f[a+3608>>2]|0;a:{b:while(1){d=wEa(a+568|0)|0;u=+n[d+4>>2];w=+n[d+8>>2];t=+n[d+12>>2];v=+n[d+16>>2];s=+n[d+20>>2];p[(a+352|0)>>3]=+n[d>>2];p[((a+352|0)+8|0)>>3]=u;p[((a+352|0)+16|0)>>3]=w;p[((a+352|0)+24|0)>>3]=t;p[((a+352|0)+32|0)>>3]=v;p[((a+352|0)+40|0)>>3]=s;UBa(a+400|0,a+352|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;s=+p[(a+400|0)>>3];v=(+p[((a+400|0)+24|0)>>3]-s)*.5;t=+p[((a+400|0)+8|0)>>3];w=(+p[((a+400|0)+32|0)>>3]-t)*.5;u=+p[((a+400|0)+16|0)>>3];x=(+p[((a+400|0)+40|0)>>3]-u)*.5;p[(a+448|0)>>3]=s+v;p[((a+448|0)+8|0)>>3]=t+w;p[((a+448|0)+16|0)>>3]=u+x;p[((a+448|0)+24|0)>>3]=v*v+(w*w+x*x);d=f[(f[a>>2]|0)+24>>2]|0;do{e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=K|1;else e=1}if(e)if(1){nEa(a+568|0,a+552|0);d=f[(a+552|0)>>2]|0;C=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(C|0)){c=d;do{t=+p[c>>3];A=c+8|0;u=+p[A>>3];B=c+16|0;v=+p[B>>3];w=t*+p[(a+104|0)>>3]+u*+p[(a+136|0)>>3]+v*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];x=t*+p[(a+112|0)>>3]+u*+p[(a+144|0)>>3]+v*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v+ +p[(a+192|0)>>3];p[A>>3]=w;p[B>>3]=x;c=c+24|0}while((c|0)!=(C|0))}B=f[(f[a>>2]|0)+24>>2]|0;cBa(a+584|0,f[64714]|0);cBa(a+280|0,f[64714]|0);c:{c=1;if(c){c=0;if((d|0)==(C|0))g=0;else c=1}if(c)if(1){A=J;z=d;y=0;while(1){c=Sg[f[(f[B>>2]|0)+36>>2]&255](B,z,a+352|0)|0;d:do{d=1;if(d){d=0;if((c|0)==1)D=y;else d=1}if(d)if(1){d=f[a>>2]|0;g=f[d+64>>2]|0;r=f[d+68>>2]|0;e:do if((g|0)!=(r|0)){s=+p[z>>3];t=+p[z+8>>3];u=+p[z+16>>3];v=+p[z+24>>3];w=+p[z+32>>3];x=+p[z+40>>3];e=0;do{i=f[g>>2]|0;q=f[g+4>>2]|0;if((i|0)==(q|0))e=(e|0)>0?e:0;else{k=2;do{h=+p[i>>3];l=+p[i+8>>3];m=+p[i+16>>3];o=+p[i+24>>3];if(!(o+(v*h+(w*l+x*m))<0.0)){E=!(o+(s*h+(t*l+u*m))<0.0)?2:1;O=151}else if(!(o+(s*h+(t*l+u*m))<0.0))F=1;else{E=0;O=151}if((O|0)==151){O=0;F=(E|0)==0?0:(E|0)==2?2:1}k=(F|0)<(k|0)?F:k;i=i+32|0}while((i|0)!=(q|0));if((k|0)==2){D=y;break d}else e=(e|0)<(k|0)?k:e}g=g+12|0}while((g|0)!=(r|0));switch(e|0){case 2:{D=y;break d}case 1:break;default:break e}Slb(d+64|0,z,a+584|0,a+280|0);c=f[(a+280|0)>>2]|0;e=f[((a+280|0)+4|0)>>2]|0;if((c|0)==(e|0)){D=y;break d}if((e-c|0)>0){d=c;c=0;do{c=Sg[f[(f[B>>2]|0)+36>>2]&255](B,d,a+352|0)|0|c;d=d+48|0}while(d>>>0<e>>>0);if((c|0)==1){D=y;break d}}else c=0;d=f[a>>2]|0}while(0);e=c|y;y=f[d+24>>2]|0;h=+Ng[f[(f[y>>2]|0)+16>>2]&31](y,a+352|0);if(h<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=h;p[(a+224|0)>>3]=+p[(a+352|0)>>3];p[(a+232|0)>>3]=+p[((a+352|0)+8|0)>>3];p[(a+240|0)>>3]=+p[((a+352|0)+16|0)>>3]}if(f[(a+260|0)>>2]|0){D=IEa(f[(a+8|0)>>2]|0,A)|0;d=f[(a+260|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=z;f[(a+400|0)>>2]=D;d=f[d+16>>2]|0;if(!d){O=165;break b}Fh[f[(f[d>>2]|0)+24>>2]&255](d,a+448|0,c,a+400|0);D=e;break}y=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[y>>2]|0)+12>>2]&1023](y)|0)){D=e;break}if((e|0)==3){g=3;break c}if((e|0)==2?(b[f[a>>2]>>0]|0)==0:0){g=2;break c}else D=e}}while(0);z=z+48|0;if((z|0)==(C|0)){g=D;break}else{A=A+1|0;y=D}}}}e=(g|0)==0?1:g;c=f[((a+280|0)+12|0)>>2]|0;if(c|0)xCa(c,a+280|0);c=f[(a+280|0)>>2]|0;if(c|0){d=f[((a+280|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+280|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[((a+584|0)+12|0)>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=e|K;if(G)break;C=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[C>>2]|0)+12>>2]&1023](C)|0))break;if((c|0)==3){I=3;break b}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){I=2;break b}}}while(0);if(!(uEa(a+568|0)|0)){I=c;break}vEa(a+568|0);J=J+512|0;K=c}if((O|0)==165)vd();if(f[(a+272|0)>>2]|0){c=f[(a+4|0)>>2]|0;if(f[c+196>>2]&1048576|0){k=lJa(c)|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if(k)gOb(k);f[(a+400|0)>>2]=0;f[((a+400|0)+4|0)>>2]=0;f[(a+400|0)+8>>2]=0;f[(a+352|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)+8>>2]=0;RDa(a+584|0,f[(c+44|0)>>2]|0,1,a+400|0,a+352|0);i=f[(f[(c+44|0)>>2]|0)+28>>2]|0;G=f[(a+584|0)>>2]|0;f:do if((f[G>>2]|0)==(f[G+4>>2]|0)){g=f[(a+584|0)+12>>2]|0;if(i|0){e=0;c=0;while(1){G=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,e+g|0)|0)<<2)|0;t=+n[G>>2];u=+n[G+4>>2];v=+n[G+8>>2];w=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*t+ +p[(a+136|0)>>3]*u+ +p[(a+168|0)>>3]*v);x=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*t+ +p[(a+144|0)>>3]*u+ +p[(a+176|0)>>3]*v);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v);p[(a+280|0)+(c*24|0)+8>>3]=w;p[(a+280|0)+(c*24|0)+16>>3]=x;c=c+1|0;if((c|0)==2){d=f[(a+272|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}else{g=f[(a+584|0)+16>>2]|0;if(i|0){e=0;c=0;while(1){G=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,j[g+(e<<1)>>1]|0)|0)<<2)|0;t=+n[G>>2];u=+n[G+4>>2];v=+n[G+8>>2];w=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*t+ +p[(a+136|0)>>3]*u+ +p[(a+168|0)>>3]*v);x=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*t+ +p[(a+144|0)>>3]*u+ +p[(a+176|0)>>3]*v);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v);p[(a+280|0)+(c*24|0)+8>>3]=w;p[(a+280|0)+(c*24|0)+16>>3]=x;c=c+1|0;if((c|0)==2){d=f[(a+272|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}while(0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(a+400|0)>>2]|0;if(c|0){d=f[((a+400|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+400|0)+4|0)>>2]=d+(~((d+-2-c|0)>>>1)<<1);sOb(c)}if(k)iOb(k)}}c=f[(a+552|0)+12>>2]|0;if(c|0)xCa(c,a+552|0);c=f[(a+552|0)>>2]|0;if(c|0){d=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+552|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=I|H;if(N)L=c;else{N=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[N>>2]|0)+12>>2]&1023](N)|0){if((c|0)==3){M=3;f[a+3704>>2]=1;break a}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){M=2;f[a+3704>>2]=1;break a}else L=c}else L=c}}f[a+728>>2]=J;f[a+888>>2]=K;f[a+1016>>2]=L;f[a+1072>>2]=M;f[a+3608>>2]=O}function _mb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0.0,u=0,v=0.0,w=0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;O=f[a+720>>2]|0;P=f[a+776>>2]|0;Q=f[a+880>>2]|0;R=f[a+1072>>2]|0;T=f[a+2184>>2]|0;N=f[a+2192>>2]|0;U=f[a+3608>>2]|0;a:{b:while(1){d=wEa(a+568|0)|0;A=+n[d+4>>2];C=+n[d+8>>2];z=+n[d+12>>2];B=+n[d+16>>2];y=+n[d+20>>2];p[(a+352|0)>>3]=+n[d>>2];p[((a+352|0)+8|0)>>3]=A;p[((a+352|0)+16|0)>>3]=C;p[((a+352|0)+24|0)>>3]=z;p[((a+352|0)+32|0)>>3]=B;p[((a+352|0)+40|0)>>3]=y;UBa(a+400|0,a+352|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;y=+p[(a+400|0)>>3];B=(+p[((a+400|0)+24|0)>>3]-y)*.5;z=+p[((a+400|0)+8|0)>>3];C=(+p[((a+400|0)+32|0)>>3]-z)*.5;A=+p[((a+400|0)+16|0)>>3];D=(+p[((a+400|0)+40|0)>>3]-A)*.5;p[(a+448|0)>>3]=y+B;p[((a+448|0)+8|0)>>3]=z+C;p[((a+448|0)+16|0)>>3]=A+D;p[((a+448|0)+24|0)>>3]=B*B+(C*C+D*D);d=f[(f[a>>2]|0)+24>>2]|0;do{e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=Q|1;else e=1}if(e)if(1){nEa(a+568|0,a+552|0);d=f[(a+552|0)>>2]|0;I=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(I|0)){c=d;do{z=+p[c>>3];G=c+8|0;A=+p[G>>3];H=c+16|0;B=+p[H>>3];C=z*+p[(a+104|0)>>3]+A*+p[(a+136|0)>>3]+B*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];D=z*+p[(a+112|0)>>3]+A*+p[(a+144|0)>>3]+B*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B+ +p[(a+192|0)>>3];p[G>>3]=C;p[H>>3]=D;c=c+24|0}while((c|0)!=(I|0))}H=f[(f[a>>2]|0)+24>>2]|0;cBa(a+584|0,f[64714]|0);cBa(a+280|0,f[64714]|0);c:{c=1;if(c){c=0;if((d|0)==(I|0))g=0;else c=1}if(c)if(1){E=0;G=O;F=d;while(1){c=Sg[f[(f[H>>2]|0)+32>>2]&255](H,F,a+352|0)|0;d:do{d=1;if(d){d=0;if((c|0)==1)J=E;else d=1}if(d)if(1){d=f[a>>2]|0;g=f[d+64>>2]|0;s=f[d+68>>2]|0;e:do if((g|0)!=(s|0)){t=+p[F>>3];u=F+8|0;v=+p[u>>3];w=F+16|0;x=+p[w>>3];y=+p[F+24>>3];z=+p[F+32>>3];A=+p[F+40>>3];B=+p[F+48>>3];C=+p[F+56>>3];D=+p[F+64>>3];e=0;do{i=f[g>>2]|0;r=f[g+4>>2]|0;if((i|0)==(r|0))e=(e|0)>0?e:0;else{q=2;k=i;do{h=+p[k>>3];l=+p[k+8>>3];m=+p[k+16>>3];o=+p[k+24>>3];if(!(o+(y*h+(z*l+A*m))<0.0)){M=!(o+(t*h+(v*l+x*m))<0.0)?2:1;U=52}else if(!(o+(t*h+(v*l+x*m))<0.0))K=1;else{M=0;U=52}do if((U|0)==52){U=0;if(!(o+(B*h+(C*l+D*m))<0.0))i=M+1|0;else if(!M)i=0;else{K=1;break}K=(i|0)==0?0:(i|0)==3?2:1}while(0);q=(K|0)<(q|0)?K:q;k=k+32|0}while((k|0)!=(r|0));if((q|0)==2){J=E;break d}else e=(e|0)<(q|0)?q:e}g=g+12|0}while((g|0)!=(s|0));switch(e|0){case 2:{J=E;break d}case 1:break;default:break e}o=(z-v)*(D-x)-(A-x)*(C-v);A=(A-x)*(B-t)-(y-t)*(D-x);C=(y-t)*(C-v)-(z-v)*(B-t);D=+L(+(o*o+(C*C+A*A)));p[(a+448|0)>>3]=o/D;p[((a+448|0)+8|0)>>3]=A/D;p[((a+448|0)+16|0)>>3]=C/D;p[((a+448|0)+24|0)>>3]=-(o/D*+p[F>>3]+(A/D*+p[u>>3]+C/D*+p[w>>3]));Rlb(d+64|0,F,a+448|0,a+584|0,a+280|0);d=f[(a+280|0)>>2]|0;e=f[((a+280|0)+4|0)>>2]|0;do if((d|0)!=(e|0)){if((e-d|0)>0){c=0;do{c=Sg[f[(f[H>>2]|0)+32>>2]&255](H,d,a+352|0)|0|c;d=d+72|0}while(d>>>0<e>>>0);if((c|0)==1)break}else c=0;d=f[a>>2]|0;break e}while(0);J=E;break d}while(0);e=c|E;E=f[d+24>>2]|0;h=+Ng[f[(f[E>>2]|0)+16>>2]&31](E,a+352|0);if(h<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=h;p[(a+224|0)>>3]=+p[(a+352|0)>>3];p[(a+232|0)>>3]=+p[((a+352|0)+8|0)>>3];p[(a+240|0)>>3]=+p[((a+352|0)+16|0)>>3]}if(f[(a+256|0)>>2]|0){J=HEa(f[(a+8|0)>>2]|0,G)|0;d=f[(a+256|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=F;f[(a+400|0)>>2]=J;d=f[d+16>>2]|0;if(!d){U=70;break b}Fh[f[(f[d>>2]|0)+24>>2]&255](d,a+448|0,c,a+400|0);J=e;break}E=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[E>>2]|0)+12>>2]&1023](E)|0)){J=e;break}if((e|0)==3){g=3;break c}if((e|0)==2?(b[f[a>>2]>>0]|0)==0:0){g=2;break c}else J=e}}while(0);F=F+72|0;if((F|0)==(I|0)){g=J;break}else{E=J;G=G+1|0}}}}e=(g|0)==0?1:g;c=f[((a+280|0)+12|0)>>2]|0;if(c|0)xCa(c,a+280|0);c=f[(a+280|0)>>2]|0;if(c|0){d=f[((a+280|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+280|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[((a+584|0)+12|0)>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=e|Q;if(N)break;I=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[I>>2]|0)+12>>2]&1023](I)|0))break;if((c|0)==3){S=3;break b}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){S=2;break b}}}while(0);if(!(uEa(a+568|0)|0)){S=c;break}vEa(a+568|0);O=O+512|0;Q=c}if((U|0)==70)vd();if(f[(a+268|0)>>2]|0){c=f[(a+4|0)>>2]|0;if(f[c+196>>2]&1048576|0){k=lJa(c)|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if(k)gOb(k);f[(a+400|0)>>2]=0;f[((a+400|0)+4|0)>>2]=0;f[(a+400|0)+8>>2]=0;f[(a+352|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)+8>>2]=0;RDa(a+584|0,f[(c+44|0)>>2]|0,0,a+400|0,a+352|0);i=f[(f[(c+44|0)>>2]|0)+24>>2]|0;N=f[(a+584|0)>>2]|0;f:do if((f[N>>2]|0)==(f[N+4>>2]|0)){g=f[(a+584|0)+12>>2]|0;if(i|0){e=0;c=0;while(1){N=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,e+g|0)|0)<<2)|0;z=+n[N>>2];A=+n[N+4>>2];B=+n[N+8>>2];C=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*z+ +p[(a+136|0)>>3]*A+ +p[(a+168|0)>>3]*B);D=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*z+ +p[(a+144|0)>>3]*A+ +p[(a+176|0)>>3]*B);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B);p[(a+280|0)+(c*24|0)+8>>3]=C;p[(a+280|0)+(c*24|0)+16>>3]=D;c=c+1|0;if((c|0)==3){d=f[(a+268|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}else{g=f[(a+584|0)+16>>2]|0;if(i|0){e=0;c=0;while(1){N=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,j[g+(e<<1)>>1]|0)|0)<<2)|0;z=+n[N>>2];A=+n[N+4>>2];B=+n[N+8>>2];C=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*z+ +p[(a+136|0)>>3]*A+ +p[(a+168|0)>>3]*B);D=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*z+ +p[(a+144|0)>>3]*A+ +p[(a+176|0)>>3]*B);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B);p[(a+280|0)+(c*24|0)+8>>3]=C;p[(a+280|0)+(c*24|0)+16>>3]=D;c=c+1|0;if((c|0)==3){d=f[(a+268|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}while(0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(a+400|0)>>2]|0;if(c|0){d=f[((a+400|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+400|0)+4|0)>>2]=d+(~((d+-2-c|0)>>>1)<<1);sOb(c)}if(k)iOb(k)}}c=f[(a+552|0)+12>>2]|0;if(c|0)xCa(c,a+552|0);c=f[(a+552|0)>>2]|0;if(c|0){d=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+552|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}if(T)P=S;else{T=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[T>>2]|0)+12>>2]&1023](T)|0){if((S|0)==3){R=3;f[a+3712>>2]=1;break a}if((S|0)==2?(b[f[a>>2]>>0]|0)==0:0){R=2;f[a+3712>>2]=1;break a}else P=S}else P=S}}f[a+720>>2]=O;f[a+776>>2]=P;f[a+880>>2]=Q;f[a+1072>>2]=R;f[a+3608>>2]=U}function $mb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0.0,I=0.0,J=0.0,K=0;B=f[a+648>>2]|0;j=f[a+1072>>2]|0;k=f[a+2184>>2]|0;h=f[a+2240>>2]|0;d=f[a+2248>>2]|0;r=f[a+2256>>2]|0;C=f[a+3608>>2]|0;E=f[a+3624>>2]|0;a:{if(E){E=0;if(d){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)d=(f[(a+272|0)>>2]|0)!=0;else d=1;rEa(a+568|0,a+12|0);cBa(a+552|0,f[64714]|0);x=0;y=0;f[a+720>>2]=x;f[a+776>>2]=i;f[a+880>>2]=y;f[a+1072>>2]=j;f[a+2184>>2]=k;f[a+2192>>2]=d;f[a+3608>>2]=C;f[a+3712>>2]=0;f[a+3716>>2]=0;_mb(a);i=f[a+776>>2]|0;j=f[a+1072>>2]|0;C=f[a+3608>>2]|0;G=f[a+3712>>2]|0;D=f[a+3716>>2]|0;H=+n[a+3716>>2];f[a+3712>>2]=0;f[a+3716>>2]=0;if((G|0)==1){f[a+3720>>2]=1;break a}}else E=1}if(E){E=0;if(1)i=0;else E=1}e=1;if(e){e=0;if(h){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)d=(f[(a+272|0)>>2]|0)!=0;else d=1;sEa(a+568|0,a+12|0);cBa(a+552|0,f[64714]|0);x=0;y=0;f[a+728>>2]=x;f[a+776>>2]=i;f[a+888>>2]=y;f[a+1016>>2]=z;f[a+1072>>2]=j;f[a+2184>>2]=k;f[a+2200>>2]=d;f[a+3608>>2]=C;f[a+3704>>2]=0;f[a+3708>>2]=0;Zmb(a);z=f[a+1016>>2]|0;j=f[a+1072>>2]|0;C=f[a+3608>>2]|0;G=f[a+3704>>2]|0;D=f[a+3708>>2]|0;H=+n[a+3708>>2];f[a+3704>>2]=0;f[a+3708>>2]=0;if((G|0)==1){f[a+3720>>2]=1;break a}}else e=1}if(e)if(1)z=i;y=1;if(y){y=0;if(r){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)x=(f[(a+272|0)>>2]|0)!=0;else x=1;tEa(a+352|0,a+12|0);cBa(a+584|0,f[64714]|0);w=0;v=0;b:while(1){d=wEa(a+352|0)|0;F=+n[d+4>>2];s=+n[d+8>>2];I=+n[d+12>>2];g=+n[d+16>>2];J=+n[d+20>>2];p[(a+280|0)>>3]=+n[d>>2];p[((a+280|0)+8|0)>>3]=F;p[((a+280|0)+16|0)>>3]=s;p[((a+280|0)+24|0)>>3]=I;p[((a+280|0)+32|0)>>3]=g;p[((a+280|0)+40|0)>>3]=J;UBa(a+400|0,a+280|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;J=+p[(a+400|0)>>3];g=(+p[((a+400|0)+24|0)>>3]-J)*.5;I=+p[((a+400|0)+8|0)>>3];s=(+p[((a+400|0)+32|0)>>3]-I)*.5;F=+p[((a+400|0)+16|0)>>3];t=(+p[((a+400|0)+40|0)>>3]-F)*.5;p[(a+448|0)>>3]=J+g;p[((a+448|0)+8|0)>>3]=I+s;p[((a+448|0)+16|0)>>3]=F+t;p[((a+448|0)+24|0)>>3]=g*g+(s*s+t*t);d=f[(f[a>>2]|0)+24>>2]|0;e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=v|1;else e=1}if(e)if(1){nEa(a+352|0,a+584|0);r=f[(a+584|0)>>2]|0;u=f[((a+584|0)+4|0)>>2]|0;c:do if((r|0)==(u|0))c=0;else{c=r;do{s=+p[c>>3];o=c+8|0;t=+p[o>>3];q=c+16|0;F=+p[q>>3];I=s*+p[(a+104|0)>>3]+t*+p[(a+136|0)>>3]+F*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];J=s*+p[(a+112|0)>>3]+t*+p[(a+144|0)>>3]+F*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*s+ +p[(a+128|0)>>3]*t+ +p[(a+160|0)>>3]*F+ +p[(a+192|0)>>3];p[o>>3]=I;p[q>>3]=J;c=c+24|0}while((c|0)!=(u|0));q=f[(f[a>>2]|0)+24>>2]|0;o=r;c=0;do{m=Rg[f[(f[q>>2]|0)+20>>2]&255](q,o)|0;k=m?2:1;d:do if(m){m=f[a>>2]|0;e=f[m+64>>2]|0;l=f[m+68>>2]|0;if((e|0)!=(l|0)){g=+p[o>>3];s=+p[o+8>>3];t=+p[o+16>>3];d=0;do{h=f[e>>2]|0;j=f[e+4>>2]|0;if((h|0)==(j|0))d=(d|0)>0?d:0;else{i=2;do{K=+p[h+24>>3]+(g*+p[h>>3]+(s*+p[h+8>>3]+t*+p[h+16>>3]))<0.0?0:2;i=(K|0)<(i|0)?K:i;h=h+32|0}while((h|0)!=(j|0));if((i|0)==2)break d;else d=(d|0)<(i|0)?i:d}e=e+12|0}while((e|0)!=(l|0));if((d|0)==2)break}c=k|c;K=f[m+24>>2]|0;g=+Ng[f[(f[K>>2]|0)+16>>2]&31](K,o);if(g<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=g;p[(a+224|0)>>3]=+p[o>>3];p[(a+232|0)>>3]=+p[o+8>>3];p[(a+240|0)>>3]=+p[o+16>>3]}if(f[(a+264|0)>>2]|0){K=JEa(f[(a+8|0)>>2]|0,(o+(w*24|0)-r|0)/24|0)|0;e=f[(a+264|0)>>2]|0;d=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=K;e=f[e+16>>2]|0;if(!e){C=251;break b}Fh[f[(f[e>>2]|0)+24>>2]&255](e,o,d,a+448|0);break}K=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[K>>2]|0)+12>>2]&1023](K)|0))break;if((c|0)==3){c=3;break c}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){c=2;break c}}while(0);o=o+24|0}while((o|0)!=(u|0))}while(0);c=((c|0)==0?1:c)|v;if(!x){K=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[K>>2]|0)+12>>2]&1023](K)|0){if((c|0)==3){A=3;break}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){A=2;break}}}}if(!(uEa(a+352|0)|0)){A=c;break}vEa(a+352|0);w=w+512|0;v=c}if((C|0)==251)vd();c=f[(a+584|0)+12>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}l=A|z;m=a+224|0;o=a+232|0;q=a+240|0}else y=1}if(y)if(1){l=z;m=a+224|0;o=a+232|0;q=a+240|0}p[B>>3]=+p[m>>3];p[B+8>>3]=+p[o>>3];p[B+16>>3]=+p[q>>3];j=l}f[a+1072>>2]=j;f[a+3608>>2]=C;f[a+3624>>2]=E}function anb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;D=f[a+32>>2]|0;u=f[a+48>>2]|0;B=f[a+56>>2]|0;E=f[a+112>>2]|0;F=f[a+136>>2]|0;v=f[a+920>>2]|0;a:{b:while(1){c:do if(B){h=E;d:while(1){i=h+8|0;e=h+56|0;d=f[e>>2]|0;if((f[i>>2]|0)==(f[d+8>>2]|0))if((f[h+12>>2]|0)==(f[d+12>>2]|0))break c;l=h+60|0;m=f[l>>2]|0;if((m|0)==(d|0)){r=h;l=48;break b}n=f[(m+8|0)>>2]|0;o=f[(m+8|0)+4>>2]|0;q=f[i>>2]|0;i=f[i+4>>2]|0;j=f[(d+8|0)>>2]|0;k=f[(d+8|0)+4>>2]|0;do if((X(q-j|0,o-i|0)|0)==(X(i-k|0,n-q|0)|0)){if(!(b[(D+36|0)>>0]|0))break d;if((n|0)==(j|0)&(o|0)==(k|0))break d;if((n|0)==(q|0)&(o|0)==(i|0))break d;if((q|0)==(j|0)&(i|0)==(k|0))break d;if((n|0)==(j|0))if((o|0)<(i|0)^(i|0)<(k|0))break d;else break;else if((n|0)<(q|0)^(q|0)<(j|0))break d;else break}while(0);if((d|0)==(E|0)){r=E;l=48;break b}else h=d}f[m+56>>2]=d;E=(f[e>>2]|0)+60|0;f[E>>2]=m;f[l>>2]=0;E=f[E>>2]|0;F=(h|0)==(F|0)?d:F;continue b}else{e=E;d=f[E+56>>2]|0;h=f[E+8>>2]|0;while(1){q=h;h=f[d+8>>2]|0;if((q|0)==(h|0))if(!((d|0)==(F|0)?1:(f[e+12>>2]|0)!=(f[d+12>>2]|0)))break;if((f[e+60>>2]|0)==(d|0)){r=e;l=48;break b}if((d|0)==(E|0)){r=E;l=48;break b}e=f[d+56>>2]|0;if((e|0)==(F|0)){s=d;t=F;l=50;break b}else{q=d;d=e;e=q}}h=e;e=e+56|0}while(0);if((h|0)==(d|0)){r=d;l=48;break}q=h+60|0;o=f[q>>2]|0;f[o+56>>2]=f[e>>2];E=f[e>>2]|0;f[E+60>>2]=o;f[q>>2]=0;F=(h|0)==(F|0)?d:F}do if((l|0)==48)if(B)if((f[r+60>>2]|0)==(f[r+56>>2]|0)){l=52;break}else break;else{s=r;t=f[r+56>>2]|0;l=50;break}while(0);if((l|0)==50)if((s|0)==(t|0))l=52;else{b[D+37>>0]=1;f[(f[F+60>>2]|0)+52>>2]=-2}if((l|0)==52){tOb(v);c=0;f[a+1064>>2]=1;break a}k=F+12|0;d=1;j=F;do{e=j+8|0;i=j+56|0;h=f[i>>2]|0;if((f[j+12>>2]|0)<(f[h+12>>2]|0)){s=f[e+4>>2]|0;t=j+16|0;f[t>>2]=f[e>>2];f[t+4>>2]=s;e=j}else{s=f[e+4>>2]|0;t=j;f[t>>2]=f[e>>2];f[t+4>>2]=s;e=j+16|0}t=f[(h+8|0)+4>>2]|0;f[e>>2]=f[(h+8|0)>>2];f[e+4>>2]=t;e=(f[j+20>>2]|0)-(f[j+4>>2]|0)|0;if(!e)g=-1.e+40;else g=+((f[j+16>>2]|0)-(f[j>>2]|0)|0)/+(e|0);p[j+24>>3]=g;f[j+32>>2]=u;j=f[i>>2]|0;if(d)d=(f[j+12>>2]|0)==(f[k>>2]|0);else d=0}while((j|0)!=(F|0));if(d){if(B){tOb(v);c=0;f[a+1064>>2]=1;break a}d=f[F+60>>2]|0;f[d+52>>2]=-2;f[a>>2]=f[F+4>>2];f[a+4>>2]=0;f[a+8>>2]=F;f[F+36>>2]=2;f[F+40>>2]=0;e=F;while(1){c=f[e>>2]|0;if((c|0)!=(f[d+16>>2]|0)){B=e+16|0;C=f[B>>2]|0;f[B>>2]=c;f[e>>2]=C}c=f[e+56>>2]|0;if((f[c+52>>2]|0)==-2)break;f[e+64>>2]=c;e=c;d=f[c+60>>2]|0}c=f[(D+12|0)>>2]|0;if((c|0)==(f[D+16>>2]|0))bmb(D+8|0,a);else{f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[(D+12|0)>>2]=(f[(D+12|0)>>2]|0)+12}c=f[(D+28|0)>>2]|0;if((c|0)==(f[D+32>>2]|0))cmb(D+24|0,a+12|0);else{f[c>>2]=f[(a+12|0)>>2];f[(D+28|0)>>2]=(f[(D+28|0)>>2]|0)+4}c=1;f[a+1064>>2]=1;break a}d=f[(D+28|0)>>2]|0;if((d|0)==(f[D+32>>2]|0))cmb(D+24|0,a+12|0);else{f[d>>2]=v;f[(D+28|0)>>2]=(f[(D+28|0)>>2]|0)+4}d=f[F+60>>2]|0;if((f[d>>2]|0)==(f[d+16>>2]|0))if((f[d+4>>2]|0)==(f[d+20>>2]|0))d=f[F+56>>2]|0;else d=F;else d=F;i=0;while(1){while(1){while(1){e=f[d+60>>2]|0;if((f[d>>2]|0)==(f[e>>2]|0))if((f[d+4>>2]|0)==(f[e+4>>2]|0)){if((f[d+8>>2]|0)!=(f[d+16>>2]|0))break;if((f[d+12>>2]|0)!=(f[d+20>>2]|0))break}d=f[d+56>>2]|0}g=+p[d+24>>3];h=+p[e+24>>3]==-1.e+40;if(g==-1.e+40)if(h){C=e;l=95}else{y=d;c=e;x=g}else if(h){C=e;l=95}else{z=d;break}if((l|0)==95){while(1){l=0;c=f[C+60>>2]|0;if(+p[c+24>>3]==-1.e+40)C=c;else break}y=C;x=+p[C+24>>3]}if(x==-1.e+40){d=y;do d=f[d+56>>2]|0;while(+p[d+24>>3]==-1.e+40);w=d;d=f[d+60>>2]|0}else{w=y;d=c}if((f[w+20>>2]|0)==(f[d+4>>2]|0))d=w;else{l=101;break}}if((l|0)==101){l=0;z=(f[c>>2]|0)<(f[w>>2]|0)?y:w}if((z|0)==(i|0)){c=1;f[a+1064>>2]=2;f[a+1068>>2]=4;break a}i=(i|0)==0?z:i;f[a>>2]=f[z+4>>2];d=f[z+60>>2]|0;if(+p[z+24>>3]<+p[d+24>>3]){f[(a+4|0)>>2]=d;f[(a+8|0)>>2]=z;j=0;h=d;d=z}else{f[(a+4|0)>>2]=z;f[(a+8|0)>>2]=d;j=1;h=z}if(B)e=(f[h+56>>2]|0)==(d|0)?-1:1;else e=0;f[h+40>>2]=e;f[d+40>>2]=0-e;d=dmb(D,h,j)|0;if((f[d+52>>2]|0)==-2)d=dmb(D,d,j)|0;e=j^1;h=dmb(D,f[(a+8|0)>>2]|0,e)|0;if((f[h+52>>2]|0)==-2)h=dmb(D,h,e)|0;if((f[(f[(a+4|0)>>2]|0)+52>>2]|0)==-2){A=a+4|0;l=114}else if((f[(f[(a+8|0)>>2]|0)+52>>2]|0)==-2){A=a+8|0;l=114}if((l|0)==114){l=0;f[A>>2]=0}e=f[(D+12|0)>>2]|0;if((e|0)==(f[(D+16|0)>>2]|0))bmb(D+8|0,a);else{f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[(D+12|0)>>2]=(f[(D+12|0)>>2]|0)+12}d=j?d:h}}f[a+112>>2]=E;f[a+136>>2]=F;f[a+224>>2]=c;f[a+1048>>2]=l}function bnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;s=f[a+48>>2]|0;o=f[a+56>>2]|0;p=f[a+120>>2]|0;q=f[a+152>>2]|0;c=f[a+288>>2]|0;r=f[a+408>>2]|0;t=f[a+464>>2]|0;m=f[a+512>>2]|0;u=f[a+640>>2]|0;a:{b:while(1){n=q;switch((t-n|0|0)/12|0|0){case 2:{u=5;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 3:{u=7;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 4:{u=15;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 5:{u=16;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 1:case 0:{u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}default:{}}if((t-n|0|0)<372){u=22;f[a+664>>2]=2;f[a+668>>2]=11;break a}j=q+((((t-n|0)>>>0)/24|0)*12|0)|0;do{i=1;if(i){i=0;if((t-n|0|0)>11988){e=q+((((t-n|0)>>>0)/48|0)*12|0)|0;g=j+((((t-n|0)>>>0)/48|0)*12|0)|0;h=_lb(q,e,j,g,s)|0;if((f[g>>2]|0)>=(f[m>>2]|0)){k=j;break};f[a>>2]=f[g>>2];f[a+4>>2]=f[g+4>>2];f[a+8>>2]=f[g+8>>2];f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];if((f[j>>2]|0)<(f[g>>2]|0)){f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];if((f[e>>2]|0)<(f[j>>2]|0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[j>>2];f[e+4>>2]=f[j+4>>2];f[e+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];if((f[q>>2]|0)<(f[e>>2]|0)){f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[e>>2];f[q+4>>2]=f[e+4>>2];f[q+8>>2]=f[e+8>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];h=h+4|0;k=j}else{h=h+3|0;k=j}}else{h=h+2|0;k=j}}else{h=h+1|0;k=j}}else i=1}if(i)if(1){k=f[j>>2]|0;e=(k|0)<(f[m>>2]|0);if((f[q>>2]|0)>=(k|0)){if(!e){h=0;k=j;break};f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[m>>2];f[j+4>>2]=f[m+4>>2];f[j+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];if((f[q>>2]|0)>=(f[j>>2]|0)){h=1;k=j;break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[j>>2];f[q+4>>2]=f[j+4>>2];f[q+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];h=2;k=j;break}if(e){f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[m>>2];f[q+4>>2]=f[m+4>>2];f[q+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];h=1;k=j;break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[j>>2];f[q+4>>2]=f[j+4>>2];f[q+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];if((f[j>>2]|0)<(f[m>>2]|0)){f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[m>>2];f[j+4>>2]=f[m+4>>2];f[j+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];h=2;k=j}else{h=1;k=j}}}while(0);e=f[k>>2]|0;g=f[q>>2]|0;if((e|0)<(g|0)){d=m;b=h;break}else l=m;while(1){l=l+-12|0;if((q|0)==(l|0))break;if((e|0)<(f[l>>2]|0)){u=66;break b}}e=q+12|0;if((f[m>>2]|0)>=(g|0)){if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}while(1){if((f[e>>2]|0)<(g|0))break;e=e+12|0;if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}}f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[m>>2];f[e+4>>2]=f[m+4>>2];f[e+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];e=e+12|0}if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}else g=m;while(1){j=f[q>>2]|0;while(1){i=e+12|0;if((f[e>>2]|0)<(j|0))break;else e=i}do g=g+-12|0;while((f[g>>2]|0)<(j|0));if(e>>>0>=g>>>0){q=e;continue b};f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];e=i}}if((u|0)==66){u=0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[l>>2];f[q+4>>2]=f[l+4>>2];f[q+8>>2]=f[l+8>>2];f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];d=l;b=h+1|0}c=q+12|0;c:do if(c>>>0<d>>>0){h=j;while(1){g=f[h>>2]|0;while(1){e=c+12|0;if((g|0)<(f[c>>2]|0))c=e;else break}do d=d+-12|0;while((g|0)>=(f[d>>2]|0));if(c>>>0>d>>>0){d=h;break c};f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];h=(h|0)==(c|0)?d:h;c=e;b=b+1|0}}else d=j;while(0);if((c|0)!=(d|0))if((f[c>>2]|0)<(f[d>>2]|0)){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];b=b+1|0}if(!b){r=$lb(q,c,s)|0;b=c+12|0;if($lb(b,p,s)|0){u=82;f[a+664>>2]=1;break a}if(r){o=b;f[a+664>>2]=3;break a}}p=c;if(((p-n|0)/12|0|0)>=((t-p|0)/12|0|0)){u=81;f[a+664>>2]=1;break a}Ylb(q,c,s);o=c+12|0}f[a+56>>2]=o;f[a+152>>2]=q;f[a+288>>2]=c;f[a+408>>2]=r;f[a+640>>2]=u}function cnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;L=f[a+32>>2]|0;n=f[a+80>>2]|0;D=f[a+88>>2]|0;F=f[a+96>>2]|0;G=f[a+144>>2]|0;H=f[a+152>>2]|0;I=f[a+160>>2]|0;o=f[a+208>>2]|0;q=f[a+216>>2]|0;J=f[a+272>>2]|0;K=f[a+368>>2]|0;E=f[a+456>>2]|0;z=f[a+1456>>2]|0;a:{b:while(1){m=(E|0)!=(n|0);b=f[(G?E+68|0:E+72|0)>>2]|0;e=1;if(e){e=0;if(!b){B=F;h=J;g=K;c=E}else e=1}if(e)if(1){l=b;b=F;e=J;g=K;while(1){c:do if(!(f[(L+52|0)>>2]|0)){k=e;j=g;A=45}else if(G){h=e;if((q|0)==(h|0)){s=e;w=g;A=46;break}j=l+8|0;if(z){i=f[j>>2]|0;while(1){if((f[e+8>>2]|0)>=(i|0)){k=e;j=g;A=45;break c}e=f[h+4>>2]|0;h=e;if((q|0)==(h|0)){k=e;j=g;A=45;break c}}}while(1){i=f[e+8>>2]|0;if((i|0)>=(f[j>>2]|0)){k=e;j=g;A=45;break c}e=f[a>>2]|0;if((f[e+52>>2]|0)>=0){A=f[e+4>>2]|0;f[(a+8|0)>>2]=i;f[((a+8|0)+4|0)>>2]=A;Amb(L,e,a+8|0)|0}e=f[h+4>>2]|0;h=e;if((q|0)==(h|0)){k=e;j=g;A=45;break}}}else{h=f[o>>2]|0;if((h|0)==(g|0)){t=e;x=g;A=47;break}k=l+8|0;if(z){i=f[k>>2]|0;while(1){if((f[(f[g>>2]|0)+8>>2]|0)<=(i|0)){k=e;j=g;A=45;break c}g=f[g>>2]|0;if((h|0)==(g|0)){k=e;j=g;A=45;break c}}}while(1){i=f[(f[g>>2]|0)+8>>2]|0;if((i|0)<=(f[k>>2]|0)){k=e;j=g;A=45;break c}j=f[a>>2]|0;if((f[j+52>>2]|0)>=0){h=f[j+4>>2]|0;f[(a+8|0)>>2]=i;f[((a+8|0)+4|0)>>2]=h;Amb(L,j,a+8|0)|0;h=f[o>>2]|0}g=f[g>>2]|0;if((h|0)==(g|0)){k=e;j=g;A=45;break}}}while(0);if((A|0)==45)if(G){s=k;w=j;A=46}else{t=k;x=j;A=47}if((A|0)==46){e=f[l+8>>2]|0;if((e|0)>(I|0)){c=s;d=w;break}else{r=s;v=w;y=e}}else if((A|0)==47){e=f[l+8>>2]|0;if((e|0)<(H|0)){c=t;d=x;break}else{r=t;v=x;y=e}}i=l+8|0;e=f[a>>2]|0;if((y|0)==(f[e+16>>2]|0)){g=f[e+64>>2]|0;if(g|0)if(+p[l+24>>3]<+p[g+24>>3]){c=r;d=v;break}}if(!(z|(f[e+52>>2]|0)<0)){b=Amb(L,e,i)|0;e=f[(L+56|0)>>2]|0;if(e|0)do{g=f[e+52>>2]|0;if((g|0)>-1){A=f[a>>2]|0;M=f[A>>2]|0;A=f[A+16>>2]|0;N=f[e>>2]|0;h=e+16|0;O=f[h>>2]|0;if((((M|0)>(A|0)?A:M)|0)<(((N|0)>(O|0)?N:O)|0)?(((N|0)>(O|0)?O:N)|0)<(((M|0)>(A|0)?M:A)|0):0){g=f[(f[(f[(L+116|0)>>2]|0)+(g<<2)>>2]|0)+16>>2]|0;if((f[e+36>>2]|0)!=1)g=f[g+16>>2]|0;N=f[h>>2]|0;O=f[h+4>>2]|0;h=pOb(16)|0;f[(a+8|0)>>2]=h;f[h>>2]=g;f[h+4>>2]=b;f[(h+8|0)>>2]=N;f[(h+8|0)+4>>2]=O;g=f[(L+8|0)>>2]|0;if((g|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[g>>2]=h;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}e=f[e+76>>2]|0}while((e|0)!=0);g=f[a>>2]|0;O=f[g>>2]|0;g=f[g+4>>2]|0;e=pOb(16)|0;f[(a+8|0)>>2]=e;f[e>>2]=b;f[e+4>>2]=0;f[(e+8|0)>>2]=O;f[(e+8|0)+4>>2]=g;g=f[(L+20|0)>>2]|0;if((g|0)==(f[(L+24|0)>>2]|0))Bmb(L+16|0,a+8|0);else{f[g>>2]=e;f[(L+20|0)>>2]=(f[(L+20|0)>>2]|0)+4}}if(!(m|(l|0)!=(D|0))){A=67;break b}if(G){O=f[a>>2]|0;N=f[O+12>>2]|0;f[(a+8|0)>>2]=f[i>>2];f[((a+8|0)+4|0)>>2]=N;Dmb(L,O,l,a+8|0)}else{O=f[a>>2]|0;N=f[O+12>>2]|0;f[(a+8|0)>>2]=f[i>>2];f[((a+8|0)+4|0)>>2]=N;Dmb(L,l,O,a+8|0)}O=l;l=f[(G?l+68|0:l+72|0)>>2]|0;Emb(L+76|0,f[a>>2]|0,O);if(!l){c=r;d=v;break}else{e=r;g=v}}B=b;h=c;g=d;c=f[a>>2]|0}d=f[c+64>>2]|0;if(!d){A=96;break}if(!(+p[d+24>>3]==-1.e+40)){A=96;break}if(!(zmb(L+76|0,a)|0)){C=0;A=150;break}b=f[a>>2]|0;if((f[b+52>>2]|0)>-1){Amb(L,b,b)|0;b=f[a>>2]|0}I=f[b>>2]|0;J=f[b+16>>2]|0;F=B;G=(I|0)<(J|0);H=(I|0)<(J|0)?I:J;I=(I|0)<(J|0)?J:I;J=h;K=g;E=b}b=1;if(b)if((A|0)==67){b=f[a>>2]|0;do if((f[(b+52|0)>>2]|0)>-1){Amb(L,b,b+16|0)|0;if(!(f[D+40>>2]|0))Amb(L,D,b+16|0)|0;c=f[(b+52|0)>>2]|0;d=D+52|0;e=f[d>>2]|0;if((c|0)==(e|0)){f[(b+52|0)>>2]=-1;f[d>>2]=-1;break}if((c|0)<(e|0)){Fmb(L,b,D);break}else{Fmb(L,D,b);break}}while(0);b=f[a>>2]|0;c=f[(b+72|0)>>2]|0;d=f[(b+68|0)>>2]|0;if((c|0)!=0|(d|0)!=0)A=77;else if((f[(L+128|0)>>2]|0)==(b|0))A=77;if((A|0)==77){f[((c|0)!=0?c+68|0:L+128|0)>>2]=d;if(d)f[d+72>>2]=c;f[(b+68|0)>>2]=0;f[(b+72|0)>>2]=0}b=D+72|0;c=f[b>>2]|0;d=D+68|0;e=f[d>>2]|0;if(!((c|0)!=0|(e|0)!=0))if((f[(L+128|0)>>2]|0)!=(D|0)){O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}f[((c|0)!=0?c+68|0:L+128|0)>>2]=e;if(e)f[e+72>>2]=c;f[d>>2]=0;f[b>>2]=0;O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}else b=1;if(b)if((A|0)==96){b=f[c+52>>2]|0;if(!((B|0)!=0|(b|0)<0)){b=f[(f[(f[(L+116|0)>>2]|0)+(b<<2)>>2]|0)+16>>2]|0;if((f[c+36>>2]|0)!=1)b=f[b+16>>2]|0;d=f[(L+56|0)>>2]|0;if(d){do{c=f[d+52>>2]|0;if((c|0)>-1){O=f[a>>2]|0;N=f[O>>2]|0;O=f[O+16>>2]|0;M=f[d>>2]|0;e=d+16|0;D=f[e>>2]|0;if((((N|0)>(O|0)?O:N)|0)<(((M|0)>(D|0)?M:D)|0)?(((M|0)>(D|0)?D:M)|0)<(((N|0)>(O|0)?N:O)|0):0){c=f[(f[(f[(L+116|0)>>2]|0)+(c<<2)>>2]|0)+16>>2]|0;if((f[d+36>>2]|0)!=1)c=f[c+16>>2]|0;N=f[e>>2]|0;O=f[e+4>>2]|0;e=pOb(16)|0;f[(a+8|0)>>2]=e;f[e>>2]=c;f[e+4>>2]=b;f[(e+8|0)>>2]=N;f[(e+8|0)+4>>2]=O;c=f[(L+8|0)>>2]|0;if((c|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[c>>2]=e;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}d=f[d+76>>2]|0}while((d|0)!=0);c=f[a>>2]|0}O=c+16|0;N=f[O>>2]|0;O=f[O+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=b;f[c+4>>2]=0;f[(c+8|0)>>2]=N;f[(c+8|0)+4>>2]=O;b=f[(L+20|0)>>2]|0;if((b|0)==(f[(L+24|0)>>2]|0))Bmb(L+16|0,a+8|0);else{f[b>>2]=c;f[(L+20|0)>>2]=(f[(L+20|0)>>2]|0)+4}c=f[a>>2]|0;d=f[c+64>>2]|0;b=f[c+52>>2]|0}i=(b|0)>-1;do{j=1;if(j){j=0;if(!d){if(i){Amb(L,c,c+16|0)|0;d=f[a>>2]|0}else d=c;b=d+72|0;e=f[b>>2]|0;g=d+68|0;h=f[g>>2]|0;if(!((e|0)!=0|(h|0)!=0))if((f[(L+128|0)>>2]|0)!=(d|0))break;f[((e|0)!=0?e+68|0:L+128|0)>>2]=h;if(h)f[h+72>>2]=e;f[g>>2]=0;f[b>>2]=0}else j=1}if(j)if(1){if(!i){if(zmb(L+76|0,a)|0)break;else C=0;u=a;f[a+1560>>2]=6;f[a+1564>>2]=C|0;break a}i=Amb(L,c,c+16|0)|0;if(!(zmb(L+76|0,a)|0)){O=0;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}g=f[a>>2]|0;if(!(f[g+40>>2]|0)){O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}b=f[g+72>>2]|0;h=f[g+68>>2]|0;if(b|0){c=f[b+8>>2]|0;if((c|0)==(f[g>>2]|0)){d=f[b+12>>2]|0;if((d|0)==(f[g+4>>2]|0))if(f[b+40>>2]|0)if((f[b+52>>2]|0)>-1){e=f[b+20>>2]|0;if((d|0)>(e|0)){O=X((f[b+16>>2]|0)-(f[b>>2]|0)|0,(f[g+20>>2]|0)-d|0)|0;if((O|0)==(X(e-(f[b+4>>2]|0)|0,(f[g+16>>2]|0)-c|0)|0)){N=Amb(L,b,g)|0;b=(f[a>>2]|0)+16|0;O=f[b>>2]|0;b=f[b+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=i;f[c+4>>2]=N;f[(c+8|0)>>2]=O;f[(c+8|0)+4>>2]=b;b=f[(L+8|0)>>2]|0;if((b|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[b>>2]=c;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}break}}}}}if(h|0){b=f[h+8>>2]|0;if((b|0)==(f[g>>2]|0)){c=f[h+12>>2]|0;if((c|0)==(f[g+4>>2]|0))if(f[h+40>>2]|0)if((f[h+52>>2]|0)>-1){d=f[h+20>>2]|0;if((c|0)>(d|0)){O=X((f[h+16>>2]|0)-(f[h>>2]|0)|0,(f[g+20>>2]|0)-c|0)|0;if((O|0)==(X(d-(f[h+4>>2]|0)|0,(f[g+16>>2]|0)-b|0)|0)){N=Amb(L,h,g)|0;b=(f[a>>2]|0)+16|0;O=f[b>>2]|0;b=f[b+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=i;f[c+4>>2]=N;f[(c+8|0)>>2]=O;f[(c+8|0)+4>>2]=b;b=f[(L+8|0)>>2]|0;if((b|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[b>>2]=c;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}}}}}}while(0);O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}else b=1;if(b)if((A|0)==150)if(1){u=a;f[a+1560>>2]=6;f[a+1564>>2]=C|0;break a}f[a+1560>>2]=6;f[a+1564>>2]=0;break a}f[a+96>>2]=F;f[a+144>>2]=G;f[a+152>>2]=H;f[a+160>>2]=I;f[a+272>>2]=J;f[a+368>>2]=K;f[a+456>>2]=E;f[a+1528>>2]=A}
+function yha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,n=0;j=u;u=u+16|0;d=j+4|0;e=j;g=j+8|0;i=b[c>>0]|0;h=a+4|0;l=f[h>>2]|0;k=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,1,g)|0;b[(f[a>>2]|0)+k>>0]=i;k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+32|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+56|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+8|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));n=c+208|0;i=f[n>>2]|0;n=f[n+4>>2]|0;l=f[h>>2]|0;k=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;k=(f[a>>2]|0)+k|0;l=k;b[l>>0]=i;b[l+1>>0]=i>>8;b[l+2>>0]=i>>16;b[l+3>>0]=i>>24;k=k+4|0;b[k>>0]=n;b[k+1>>0]=n>>8;b[k+2>>0]=n>>16;b[k+3>>0]=n>>24;k=c+216|0;n=f[k>>2]|0;k=f[k+4>>2]|0;l=f[h>>2]|0;i=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;i=(f[a>>2]|0)+i|0;l=i;b[l>>0]=n;b[l+1>>0]=n>>8;b[l+2>>0]=n>>16;b[l+3>>0]=n>>24;i=i+4|0;b[i>>0]=k;b[i+1>>0]=k>>8;b[i+2>>0]=k>>16;b[i+3>>0]=k>>24;m=+pAa(c);i=f[h>>2]|0;k=i-(f[a>>2]|0)|0;f[e>>2]=i;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;k=(f[a>>2]|0)+k|0;p[s>>3]=m;b[k>>0]=b[s>>0];b[k+1>>0]=b[s+1>>0];b[k+2>>0]=b[s+2>>0];b[k+3>>0]=b[s+3>>0];b[k+4>>0]=b[s+4>>0];b[k+5>>0]=b[s+5>>0];b[k+6>>0]=b[s+6>>0];b[k+7>>0]=b[s+7>>0];k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,128,g)|0;i=(f[a>>2]|0)+i|0;k=c+80|0;l=i+128|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));u=j;return}function zha(a,c,d,e,g,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0;o=u;u=u+16|0;q=o+4|0;r=o;p=o+8|0;s=a+4|0;v=f[s>>2]|0;t=v-(f[a>>2]|0)|0;f[r>>2]=v;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,4,p)|0;t=(f[a>>2]|0)+t|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[t>>0]=c;b[t+1>>0]=c>>8;b[t+2>>0]=c>>16;b[t+3>>0]=c>>24;t=f[s>>2]|0;c=t-(f[a>>2]|0)|0;f[r>>2]=t;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+c>>0]=b[d>>0]|0;d=f[s>>2]|0;c=d-(f[a>>2]|0)|0;f[r>>2]=d;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;d=e;t=d;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=(f[a>>2]|0)+c|0;c=e;b[c>>0]=t;b[c+1>>0]=t>>8;b[c+2>>0]=t>>16;b[c+3>>0]=t>>24;e=e+4|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=f[s>>2]|0;d=e-(f[a>>2]|0)|0;f[r>>2]=e;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+d>>0]=b[g>>0]|0;d=f[s>>2]|0;g=d-(f[a>>2]|0)|0;f[r>>2]=d;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;d=i;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=(f[a>>2]|0)+g|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;g=f[s>>2]|0;i=g-(f[a>>2]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+i>>0]=b[j>>0]|0;j=f[s>>2]|0;i=j-(f[a>>2]|0)|0;f[r>>2]=j;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;j=k;g=j;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=(f[a>>2]|0)+i|0;i=k;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;k=k+4|0;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;k=f[s>>2]|0;j=k-(f[a>>2]|0)|0;f[r>>2]=k;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+j>>0]=b[l>>0]|0;j=f[s>>2]|0;l=j-(f[a>>2]|0)|0;f[r>>2]=j;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;j=m;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=(f[a>>2]|0)+l|0;k=l;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;l=l+4|0;b[l>>0]=m;b[l+1>>0]=m>>8;b[l+2>>0]=m>>16;b[l+3>>0]=m>>24;l=f[s>>2]|0;m=l-(f[a>>2]|0)|0;f[r>>2]=l;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+m>>0]=b[n>>0]|0;u=o;return}function Aha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function Bha(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b,c,d,e);return}function Cha(){f[64564]=1;f[64565]=0;f[64566]=0;f[64567]=0;f[64568]=0;n[64569]=1.0;f[64570]=0;f[64571]=0;f[64572]=0;f[64573]=0;pi(0);return}function Dha(){f[64599]=0;return}function Eha(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;if((a|0)<1|(b|0)<1)return;f[2690]=a;f[2691]=b;if(c>=1.0&d>=1.0)p[1346]=c;else{p[1346]=+(a|0);d=+(b|0)}p[1347]=d;if((f[64600]|0)<=0)return;Tvb(258928,0,0,a,b)|0;return}function Fha(){var a=0,b=0;if((f[64600]|0)<=0){a=0;return a|0}a=f[64737]|0;b=f[64738]|0;a=b>>>0<a>>>0?b:a;return a|0}function Gha(){return +(+Bd())}function Hha(a,b,c){a=a|0;b=b|0;c=c|0;ac(a|0,b|0,c|0);return}function Iha(){bc();return}function Jha(a){a=a|0;return}function Kha(a){a=a|0;f[a>>2]=f[2690];f[a+4>>2]=f[2691];f[a+8>>2]=f[2692];f[a+12>>2]=f[2693];f[a+16>>2]=f[2694];f[a+20>>2]=f[2695];return}function Lha(){var a=0.0,b=0.0,c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+32|0;c=e+24|0;d=e+20|0;i=e+16|0;h=e+8|0;g=e;f[c>>2]=0;f[d>>2]=0;f[i>>2]=0;Ad(c|0,d|0,i|0);p[h>>3]=0.0;p[g>>3]=0.0;zd(1,h|0,g|0)|0;c=f[c>>2]|0;d=f[d>>2]|0;b=+p[h>>3];a=+p[g>>3];if((c|0)<1|(d|0)<1){rc();u=e;return 0}f[2690]=c;f[2691]=d;if(b>=1.0&a>=1.0)p[1346]=b;else{p[1346]=+(c|0);a=+(d|0)}p[1347]=a;if((f[64600]|0)<=0){rc();u=e;return 0}Tvb(258928,0,0,c,d)|0;rc();u=e;return 0}function Mha(){var a=0,c=0,d=0,e=0;d=u;u=u+1264|0;a=pOb(248)|0;OSa(a,38);c=f[64599]|0;f[64599]=a;if(c){gh[f[(f[c>>2]|0)+4>>2]&2047](c);a=f[64599]|0}c=f[a+240>>2]|0;w9a(c);f[d>>2]=31648;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+4|0)>>2]|0;if(a>>>0<(f[c+8>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+4|0)>>2]|0;b[a+24>>0]=0;f[(c+4|0)>>2]=e+32}else Oha(c,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31692;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+52|0)>>2]|0;if(a>>>0<(f[c+56>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+52|0)>>2]|0;b[a+24>>0]=0;f[(c+52|0)>>2]=e+32}else Pha(c+48|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31736;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+28|0)>>2]|0;if(a>>>0<(f[c+32>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+28|0)>>2]|0;b[a+24>>0]=0;f[(c+28|0)>>2]=e+32}else Qha(c+24|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31780;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+16|0)>>2]|0;if(a>>>0<(f[c+20>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+16|0)>>2]|0;b[a+24>>0]=0;f[(c+16|0)>>2]=e+32}else Qha(c+12|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);c=f[64599]|0;f[d>>2]=31824;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+8|0)>>2]|0;if(a>>>0<(f[c+12>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+8|0)>>2]|0;b[a+24>>0]=0;f[(c+8|0)>>2]=e+32}else Qha(c+4|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31868;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+24|0)>>2]|0;if(c>>>0<(f[a+28>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+24|0)>>2]|0;b[c+24>>0]=0;f[(a+24|0)>>2]=e+32}else Qha(a+20|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31912;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+48|0)>>2]|0;if(c>>>0<(f[a+52>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+48|0)>>2]|0;b[c+24>>0]=0;f[(a+48|0)>>2]=e+32}else Oha(a+44|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31956;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+60|0)>>2]|0;if(c>>>0<(f[a+64>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+60|0)>>2]|0;b[c+24>>0]=0;f[(a+60|0)>>2]=e+32}else Oha(a+56|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=32e3;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+72|0)>>2]|0;if(c>>>0<(f[a+76>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+72|0)>>2]|0;b[c+24>>0]=0;f[(a+72|0)>>2]=e+32}else Oha(a+68|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32044;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+96|0)>>2]|0;if(c>>>0<(f[a+100>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+96|0)>>2]|0;b[c+24>>0]=0;f[(a+96|0)>>2]=e+32}else Qha(a+92|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32088;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+108|0)>>2]|0;if(c>>>0<(f[a+112>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+108|0)>>2]|0;b[c+24>>0]=0;f[(a+108|0)>>2]=e+32}else Qha(a+104|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32132;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+132|0)>>2]|0;if(c>>>0<(f[a+136>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+132|0)>>2]|0;b[c+24>>0]=0;f[(a+132|0)>>2]=e+32}else Rha(a+128|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32176;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+192|0)>>2]|0;if(c>>>0<(f[a+196>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+192|0)>>2]|0;b[c+24>>0]=0;f[(a+192|0)>>2]=e+32}else Sha(a+188|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32220;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+144|0)>>2]|0;if(c>>>0<(f[a+148>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+144|0)>>2]|0;b[c+24>>0]=0;f[(a+144|0)>>2]=e+32}else Tha(a+140|0,d,d+24|0);e=f[(d+16|0)>>2]|0;f[d+192>>2]=e;f[d+1176>>2]=0;f[d+1180>>2]=0;rua(d);G=f[d+1176>>2]|0;D=f[d+1180>>2]|0;H=+n[d+1180>>2];f[d+1176>>2]=0;f[d+1180>>2]=0;if((G|0)==5)return}function Nha(){var a=0,c=0;c=pOb(256)|0;oWa(c,f[64599]|0);a=f[64599]|0;f[64599]=c;if(!a){b[262919]=2;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);b[262919]=2;return}function Oha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Pha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Qha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Rha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Sha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Tha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Uha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Vha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Wha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Xha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Yha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Zha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function _ha(a){a=a|0;var b=0,c=0;f[a>>2]=26212;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function $ha(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;h=g+12|0;i=g+8|0;l=g+4|0;k=g;j=f[64599]|0;f[l>>2]=b;f[k>>2]=c;f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];N3a(a,j,i,h,d,e);ic(b|0,c|0,d|0,e|0);u=g;return}function aia(a){a=a|0;var b=0;f[a>>2]=32572;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b)return;a=a+12|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function bia(a){a=a|0;var b=0,c=0;f[a>>2]=32572;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function cia(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;b=pOb(24)|0;f[b>>2]=32572;d=b+4|0;f[d>>2]=26212;e=b+8|0;f[e>>2]=0;g=b+12|0;f[g>>2]=0;h=b+16|0;f[h>>2]=0;i=f[a+8>>2]|0;c=(f[a+12>>2]|0)-i|0;if(!c){i=b+20|0;h=a+20|0;h=f[h>>2]|0;f[i>>2]=h;f[d>>2]=32616;return b|0}if((c|0)<0)AMb(e);j=pOb(c)|0;f[g>>2]=j;f[e>>2]=j;e=j+c|0;f[h>>2]=e;bQb(j|0,i|0,c|0)|0;f[g>>2]=e;i=b+20|0;h=a+20|0;h=f[h>>2]|0;f[i>>2]=h;f[d>>2]=32616;return b|0}function dia(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;f[b>>2]=32572;j=b+4|0;f[j>>2]=26212;d=b+8|0;e=a+8|0;f[d>>2]=0;k=b+12|0;f[k>>2]=0;g=b+16|0;f[g>>2]=0;h=a+12|0;c=(f[h>>2]|0)-(f[e>>2]|0)|0;if(c|0){if((c|0)<0)AMb(d);i=pOb(c)|0;f[k>>2]=i;f[d>>2]=i;f[g>>2]=i+c;d=f[e>>2]|0;c=(f[h>>2]|0)-d|0;if((c|0)>0){bQb(i|0,d|0,c|0)|0;f[k>>2]=i+c}}f[b+20>>2]=f[a+20>>2];f[j>>2]=32616;return}function eia(a){a=a|0;var b=0;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b)return;a=a+12|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function fia(a){a=a|0;var b=0,c=0;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function gia(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;b=f[b>>2]|0;c=f[c>>2]|0;d=f[64599]|0;d=Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0;f[a+20>>2]=d;sob(a+4|0,b,c);return}function hia(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==149724?a+4|0:0)|0}function iia(a){a=a|0;return 10816}function jia(a){a=a|0;return}function kia(a){a=a|0;sOb(a);return}function lia(a){a=a|0;a=pOb(8)|0;f[a>>2]=32528;return a|0}function mia(a,b){a=a|0;b=b|0;f[b>>2]=32528;return}function nia(a){a=a|0;return}function oia(a){a=a|0;sOb(a);return}function pia(a){a=a|0;ec();return}function qia(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==149872?a+4|0:0)|0}function ria(a){a=a|0;return 10848}function sia(a){a=a|0;return}function tia(a){a=a|0;sOb(a);return}function uia(a){a=a|0;a=pOb(8)|0;f[a>>2]=32484;return a|0}function via(a,b){a=a|0;b=b|0;f[b>>2]=32484;return}function wia(a){a=a|0;return}function 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Fla(a,c){a=a|0;c=c|0;if(!a){b[262920]=0;return}a=f[64599]|0;if(a|0)if(!(kYa(a)|0))lYa(f[64599]|0);ac(938,0,50);return}function Gla(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;g=u;u=u+16|0;e=g;if((b[262919]|0)!=2){u=g;return}h=f[64599]|0;i=f[c>>2]|0;f[c>>2]=0;f[e>>2]=i;KWa(h,a,e,d);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=g;return}tOb(a);u=g;return}function Hla(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;k=o+8|0;n=o+4|0;m=o;if((b[262919]|2)<<24>>24!=2){n=f[a>>2]|0;m=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=2;oh[m&1023](n,k);u=o;return}if(!(Dla()|0)){n=f[a>>2]|0;m=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=1;oh[m&1023](n,k);u=o;return}if(!(b[262919]|0)){k=pOb(256)|0;oWa(k,f[64599]|0);l=f[64599]|0;f[64599]=k;if(l){gh[f[(f[l>>2]|0)+4>>2]&2047](l);k=f[64599]|0}x9a(f[k+240>>2]|0,0);b[262919]=2}k=f[64599]|0;l=pOb(8)|0;p=f[a>>2]|0;f[a>>2]=0;f[l>>2]=32640;f[l+4>>2]=p;f[n>>2]=l;a=f[d>>2]|0;f[d>>2]=0;f[m>>2]=a;CWa(k,n,c,m,e,g,h,i,j);k=f[m>>2]|0;f[m>>2]=0;if(k|0)tOb(k);k=f[n>>2]|0;f[n>>2]=0;if(k|0)gh[f[(f[k>>2]|0)+4>>2]&2047](k);if(b[262920]|0){u=o;return}b[262920]=1;ac(938,0,50);u=o;return}function Ila(a){a=a|0;var b=0;f[a>>2]=32640;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Jla(a){a=a|0;var b=0,c=0;f[a>>2]=32640;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Kla(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function Lla(a,b){a=a|0;b=b|0;return}function Mla(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Nla(a){a=a|0;return 0}function Ola(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=+q;var r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+48|0;r=E+36|0;s=E+35|0;t=E+34|0;v=E+33|0;w=E+32|0;x=E+31|0;y=E+30|0;z=E+29|0;A=E+28|0;B=E+16|0;C=E+12|0;D=E;b[r>>0]=e&1;b[s>>0]=g&1;b[t>>0]=h&1;b[v>>0]=i&1;b[w>>0]=j&1;b[x>>0]=k&1;b[y>>0]=l&1;b[z>>0]=m&1;b[A>>0]=n&1;if(b[262919]|0){D=2;u=E;return D|0}if(!(Dla()|0)){D=1;u=E;return D|0}b[262919]=1;h=pOb(252)|0;$Xa(h,f[64599]|0);m=f[64599]|0;f[64599]=h;if(!m)m=h;else{gh[f[(f[m>>2]|0)+4>>2]&2047](m);m=f[64599]|0}x9a(f[m+240>>2]|0,0);if(i)b[(f[64599]|0)+229>>0]=1;f[B>>2]=0;g=B+4|0;f[g>>2]=0;f[B+8>>2]=0;f[C>>2]=1;e=B+8|0;Pla(B,C,r);n=f[g>>2]|0;m=f[e>>2]|0;f[C>>2]=2;if(n>>>0<m>>>0){f[n>>2]=2;b[n+4>>0]=b[s>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,s);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=4;if(n>>>0<m>>>0){f[n>>2]=4;b[n+4>>0]=b[t>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,t);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=8;if(n>>>0<m>>>0){f[n>>2]=8;b[n+4>>0]=b[v>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,v);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=16;if(n>>>0<m>>>0){f[n>>2]=16;b[n+4>>0]=b[w>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,w);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=32;if(n>>>0<m>>>0){f[n>>2]=32;b[n+4>>0]=b[x>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,x);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=64;if(n>>>0<m>>>0){f[n>>2]=64;b[n+4>>0]=b[y>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,y);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=128;if(n>>>0<m>>>0){f[n>>2]=128;b[n+4>>0]=b[z>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,z);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=256;if(n>>>0<m>>>0){f[n>>2]=256;b[n+4>>0]=b[A>>0]|0;f[g>>2]=n+8}else Pla(B,C,A);g1a(f[h+244>>2]|0,B,o,p,q);m=f[B>>2]|0;if(m|0){n=f[g>>2]|0;if((n|0)!=(m|0))f[g>>2]=n+(~((n+-8-m|0)>>>3)<<3);sOb(m)}aYa(D,h,(b[c+11>>0]|0)<0?f[c>>2]|0:c,(b[a+11>>0]|0)<0?f[a>>2]|0:a,(b[d+11>>0]|0)<0?f[d>>2]|0:d);if((b[D+11>>0]|0)<0)sOb(f[D>>2]|0);if(b[262920]|0){D=0;u=E;return D|0}b[262920]=1;ac(938,0,50);D=0;u=E;return D|0}function Pla(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;j=a+4|0;l=f[a>>2]|0;m=(f[j>>2]|0)-l|0;n=m>>3;e=n+1|0;if(e>>>0>536870911)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>2;e=o>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!e){i=0;k=0}else if(e>>>0>536870911)vd();else{k=pOb(e<<3)|0;i=k;break}while(0);g=i+(n<<3)|0;f[g>>2]=f[c>>2];b[i+(n<<3)+4>>0]=b[d>>0]|0;if((m|0)>0)bQb(k|0,l|0,m|0)|0;f[a>>2]=i;f[j>>2]=g+8;f[h>>2]=i+(e<<3);if(!l)return;sOb(l);return}function Qla(){lYa(f[64599]|0);return}function Rla(){if(!(b[257144]|0))MPb(257144)|0;f[64601]=262921;return}function Sla(a,b){a=a|0;b=b|0;a=f[a>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Tla(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];BCb(153675,c)|0;u=b;return}function Ula(){return}function Vla(a,b){a=+a;b=+b;var c=0;c=Bla()|0;ih[f[(f[c>>2]|0)+12>>2]&15](c,a,b);return}function Wla(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+16|0;c=b;d=(Bla()|0)+244|0;d=f[d>>2]|0;e=f[a>>2]|0;f[a>>2]=0;f[c>>2]=e;u$a(d,c);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=b;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=b;return}function Xla(a){a=a|0;var b=0;b=(Bla()|0)+232|0;return kDa(ySa(f[b>>2]|0)|0,a)|0}function Yla(){var a=0;a=(Bla()|0)+240|0;x9a(f[a>>2]|0,0);return}function Zla(){var a=0;a=(Bla()|0)+240|0;w9a(f[a>>2]|0);return}function _la(){return 69}function $la(){return uyb()|0}function ama(){var a=0;a=(Bla()|0)+232|0;return BQa(f[a>>2]|0)|0}function bma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;s=w+20|0;q=w+8|0;o=w+4|0;p=w;f[s>>2]=0;v=s+4|0;f[v>>2]=0;f[s+8>>2]=0;f[q>>2]=0;t=q+4|0;f[t>>2]=0;f[q+8>>2]=0;d=b+4|0;c=f[d>>2]|0;n=q+8|0;do if(c|0)if(c>>>0>1073741823)vd();else{m=pOb(c<<2)|0;f[q>>2]=m;f[t>>2]=m;f[n>>2]=m+(c<<2);break}while(0);m=(Bla()|0)+232|0;m=GQa(f[m>>2]|0)|0;c=f[b>>2]|0;l=f[d>>2]|0;j=c+(l<<2)|0;if(!l){c=f[a>>2]|0;r=35}else{k=m+4|0;l=s+8|0;i=c;do{h=f[i>>2]|0;f[o>>2]=h;e=f[k>>2]|0;a:do if(!e)r=27;else{d=e+-1|0;b=(d&e|0)==0;if(b)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;c=f[(f[m>>2]|0)+(g<<2)>>2]|0;if(!c)r=27;else{c=f[c>>2]|0;if(!c)r=27;else{b:do if(b)while(1){e=f[c+4>>2]|0;b=(h|0)==(e|0);if(!(b|(e&d|0)==(g|0))){r=27;break a}if(b)if((f[c+8>>2]|0)==(h|0))break b;c=f[c>>2]|0;if(!c){r=27;break a}}else while(1){b=f[c+4>>2]|0;if((h|0)==(b|0)){if((f[c+8>>2]|0)==(h|0))break b}else{if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)!=(g|0)){r=27;break a}}c=f[c>>2]|0;if(!c){r=27;break a}}while(0);c=f[(f[c+12>>2]|0)+8>>2]|0;f[p>>2]=c;b=f[t>>2]|0;if(b>>>0<(f[n>>2]|0)>>>0){f[b>>2]=c;f[t>>2]=b+4}else cma(q,p)}}}while(0);do if((r|0)==27){r=0;c=f[v>>2]|0;if((c|0)==(f[l>>2]|0)){GE(s,o);break}else{f[c>>2]=h;f[v>>2]=c+4;break}}while(0);i=i+4|0}while((i|0)!=(j|0));c=f[a>>2]|0;if((f[s>>2]|0)==(f[v>>2]|0))r=35;else oh[f[(f[c>>2]|0)+12>>2]&1023](c,s)}if((r|0)==35)oh[f[(f[c>>2]|0)+8>>2]&1023](c,q);c=f[q>>2]|0;if(c|0){b=f[t>>2]|0;if((b|0)!=(c|0))f[t>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}c=f[s>>2]|0;if(!c){u=w;return}b=f[v>>2]|0;if((b|0)!=(c|0))f[v>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);u=w;return}function cma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function dma(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+32|0;s=x+16|0;w=x;t=x+12|0;i=f[d+4>>2]|0;r=(i>>>0)/12|0;if((i>>>0)%12|0|0){w=f[a>>2]|0;oh[f[(f[w>>2]|0)+12>>2]&1023](w,s);u=x;return}f[w>>2]=0;v=w+4|0;f[v>>2]=0;f[w+8>>2]=0;n=w+8|0;do if(i>>>0>11)if(i>>>0>460175075)vd();else{j=pOb(r*112|0)|0;q=j;k=j+(r*112|0)|0;f[w>>2]=q;f[v>>2]=q;f[n>>2]=k;q=8;break}else if(i|0){j=0;k=0;q=8}while(0);a:do if((q|0)==8){d=f[d>>2]|0;m=d+(i<<3)|0;i=d;d=k;while(1){if(j>>>0<d>>>0){f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;d=j+16|0;l=d+96|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));j=(f[v>>2]|0)+112|0;f[v>>2]=j}else{ema(w);j=f[v>>2]|0}d=j+-96|0;k=i;l=d+96|0;do{f[d>>2]=f[k>>2];d=d+4|0;k=k+4|0}while((d|0)<(l|0));i=i+96|0;if((i|0)==(m|0))break a;d=f[n>>2]|0}}while(0);d=f[c>>2]|0;m=f[c+4>>2]|0;n=d+m|0;c=s+11|0;o=s+8|0;p=s+4|0;b:do if(!m)i=0;else{i=0;j=d;while(1){m=j;while(1){if(!(b[m>>0]|0))break;d=m+1|0;if((d|0)==(n|0))break b;else m=d}f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;l=m-j|0;if(l>>>0>4294967279){q=20;break}if(l>>>0<11){b[c>>0]=l;d=s}else{k=l+16&-16;d=pOb(k)|0;f[s>>2]=d;f[o>>2]=k|-2147483648;f[p>>2]=l}if((j|0)!=(m|0)){k=d;while(1){b[k>>0]=b[j>>0]|0;j=j+1|0;if((j|0)==(m|0))break;else k=k+1|0}d=d+l|0}b[d>>0]=0;l=f[w>>2]|0;d=l;if((((f[v>>2]|0)-l|0)/112|0)>>>0<=i>>>0)break;k=d+(i*112|0)|0;j=k+11|0;if((b[j>>0]|0)<0){b[f[k>>2]>>0]=0;f[d+(i*112|0)+4>>2]=0;d=k}else{b[k>>0]=0;b[j>>0]=0;d=k}EOb(k,0);f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];i=i+1|0;j=m+1|0;if((j|0)==(n|0))break b}if((q|0)==20)vOb(s);if((b[c>>0]|0)<0)sOb(f[s>>2]|0)}while(0);if((i|0)==(r|0)){s=Bla()|0;i=f[s+244>>2]|0;Jkb(DSa(f[s+232>>2]|0)|0,i);s=f[a>>2]|0;f[a>>2]=0;f[t>>2]=s;B$a(i,t,e,w,g,h);i=f[t>>2]|0;f[t>>2]=0;if(i|0)gh[f[(f[i>>2]|0)+4>>2]&2047](i)}else{t=f[a>>2]|0;oh[f[(f[t>>2]|0)+12>>2]&1023](t,s)}i=f[w>>2]|0;if(i|0){d=f[v>>2]|0;if((d|0)!=(i|0)){do{d=d+-112|0;f[v>>2]=d;if((b[d+11>>0]|0)<0){sOb(f[d>>2]|0);d=f[v>>2]|0}}while((d|0)!=(i|0));i=f[w>>2]|0}sOb(i)}u=x;return}function ema(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;k=f[n>>2]|0;d=f[a>>2]|0;i=(k-d|0)/112|0;e=i+1|0;c=d;g=k;if(e>>>0>38347922)AMb(a);o=a+8|0;l=((f[o>>2]|0)-d|0)/112|0;m=l<<1;e=l>>>0<19173961?(m>>>0<e>>>0?e:m):38347922;do if(!e)h=0;else if(e>>>0>38347922)vd();else{h=pOb(e*112|0)|0;break}while(0);d=h+(i*112|0)|0;j=d;m=h+(e*112|0)|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;h=h+(i*112|0)+16|0;i=h+96|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));l=d+112|0;if((g|0)==(c|0)){d=j;e=k}else{e=j;do{h=d+-112|0;i=g;g=g+-112|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;h=d+-96|0;d=i+-96|0;i=h+96|0;do{f[h>>2]=f[d>>2];h=h+4|0;d=d+4|0}while((h|0)<(i|0));d=e+-112|0;e=d}while((g|0)!=(c|0));d=e;e=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=d;f[n>>2]=l;f[o>>2]=m;d=e;if((c|0)!=(d|0))do{c=c+-112|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0)}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function fma(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0.0,P=0,Q=0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0;v=u;u=u+320|0;l=v+248|0;k=v+176|0;y=v+96|0;Q=v+168|0;j=v+16|0;s=v;x=v+164|0;w=v+160|0;i=v+88|0;g=v+80|0;m=v+12|0;o=v+8|0;q=Bla()|0;h=f[q+232>>2]|0;r=f[q+240>>2]|0;t=Pg[f[(f[q>>2]|0)+24>>2]&1023](q)|0;M=f[a>>2]|0;Y=+p[M+24>>3];V=+p[M+48>>3];S=+p[M+72>>3];_=+p[M+8>>3];X=+p[M+32>>3];U=+p[M+56>>3];R=+p[M+80>>3];Z=+p[M+16>>3];W=+p[M+40>>3];T=+p[M+64>>3];O=+p[M+88>>3];n[y>>2]=+p[M>>3];M=y+4|0;n[M>>2]=_;L=y+8|0;n[L>>2]=Z;K=y+12|0;n[K>>2]=0.0;J=y+16|0;n[J>>2]=Y;I=y+20|0;n[I>>2]=X;H=y+24|0;n[H>>2]=W;G=y+28|0;n[G>>2]=0.0;F=y+32|0;n[F>>2]=V;E=y+36|0;n[E>>2]=U;D=y+40|0;n[D>>2]=T;C=y+44|0;n[C>>2]=0.0;B=y+48|0;n[B>>2]=S;A=y+52|0;n[A>>2]=R;z=y+56|0;n[z>>2]=O;a=y+60|0;n[a>>2]=1.0;N=f[q+244>>2]|0;P=f[(f[N>>2]|0)+192>>2]|0;f[Q>>2]=f[c>>2];f[l>>2]=f[Q>>2];O=+Ng[P&31](N,l);d=d==0.0|O==0.0?1.0:O/d;N=j+4|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;N=j+24|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;N=j+44|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;n[j>>2]=d;n[j+20>>2]=d;n[j+40>>2]=d;n[j+60>>2]=1.0;f[k>>2]=y;f[k+4>>2]=j;gma(l,k)|0;f[y>>2]=f[l>>2];f[M>>2]=f[l+4>>2];f[L>>2]=f[l+8>>2];f[K>>2]=f[l+12>>2];f[J>>2]=f[l+16>>2];f[I>>2]=f[l+20>>2];f[H>>2]=f[l+24>>2];f[G>>2]=f[l+28>>2];f[F>>2]=f[l+32>>2];f[E>>2]=f[l+36>>2];f[D>>2]=f[l+40>>2];f[C>>2]=f[l+44>>2];f[B>>2]=f[l+48>>2];f[A>>2]=f[l+52>>2];f[z>>2]=f[l+56>>2];f[a>>2]=f[l+60>>2];hma(j,y);tRa(s,h,j);f[x>>2]=t;j=f[c>>2]|0;f[w>>2]=j;f[k>>2]=f[x>>2];f[l>>2]=f[w>>2];JQa(h,b,k,l,s,e?0:2)|0;if(e){f[g>>2]=t;f[l>>2]=f[g>>2];IQa(i,h,l);c=f[i>>2]|0;a=f[i+4>>2]|0;if(a|0)iOb(a);a=f[c+56>>2]|0;if(a|0)do{Q=f[a+12>>2]|0;HJa(Q,1,0,1)|0;HJa(Q,2,0,1)|0;HJa(Q,4,0,1)|0;a=f[a>>2]|0}while((a|0)!=0)}f[m>>2]=t;f[o>>2]=j;f[k>>2]=f[m>>2];f[l>>2]=f[o>>2];ima(q+152|0,b,k,l);u9a(r);a=f[s+4>>2]|0;if(!a){u=v;return t|0}iOb(a);u=v;return t|0}function gma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;d=b+4|0;c=f[d>>2]|0;n[a>>2]=+n[e>>2]*+n[c>>2]+ +n[e+16>>2]*+n[c+4>>2]+ +n[e+32>>2]*+n[c+8>>2]+ +n[e+48>>2]*+n[c+12>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+4>>2]=+n[c+4>>2]*+n[e>>2]+ +n[c+20>>2]*+n[e+4>>2]+ +n[c+36>>2]*+n[e+8>>2]+ +n[c+52>>2]*+n[e+12>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+8>>2]=+n[e+8>>2]*+n[c>>2]+ +n[e+24>>2]*+n[c+4>>2]+ +n[e+40>>2]*+n[c+8>>2]+ +n[e+56>>2]*+n[c+12>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+12>>2]=+n[c+12>>2]*+n[e>>2]+ +n[c+28>>2]*+n[e+4>>2]+ +n[c+44>>2]*+n[e+8>>2]+ +n[c+60>>2]*+n[e+12>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+16>>2]=+n[e>>2]*+n[c+16>>2]+ +n[e+16>>2]*+n[c+20>>2]+ +n[e+32>>2]*+n[c+24>>2]+ +n[e+48>>2]*+n[c+28>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+20>>2]=+n[c+4>>2]*+n[e+16>>2]+ +n[c+20>>2]*+n[e+20>>2]+ +n[c+36>>2]*+n[e+24>>2]+ +n[c+52>>2]*+n[e+28>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+24>>2]=+n[e+8>>2]*+n[c+16>>2]+ +n[e+24>>2]*+n[c+20>>2]+ +n[e+40>>2]*+n[c+24>>2]+ +n[e+56>>2]*+n[c+28>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+28>>2]=+n[c+12>>2]*+n[e+16>>2]+ +n[c+28>>2]*+n[e+20>>2]+ +n[c+44>>2]*+n[e+24>>2]+ +n[c+60>>2]*+n[e+28>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+32>>2]=+n[e>>2]*+n[c+32>>2]+ +n[e+16>>2]*+n[c+36>>2]+ +n[e+32>>2]*+n[c+40>>2]+ +n[e+48>>2]*+n[c+44>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+36>>2]=+n[c+4>>2]*+n[e+32>>2]+ +n[c+20>>2]*+n[e+36>>2]+ +n[c+36>>2]*+n[e+40>>2]+ +n[c+52>>2]*+n[e+44>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+40>>2]=+n[e+8>>2]*+n[c+32>>2]+ +n[e+24>>2]*+n[c+36>>2]+ +n[e+40>>2]*+n[c+40>>2]+ +n[e+56>>2]*+n[c+44>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+44>>2]=+n[c+12>>2]*+n[e+32>>2]+ +n[c+28>>2]*+n[e+36>>2]+ +n[c+44>>2]*+n[e+40>>2]+ +n[c+60>>2]*+n[e+44>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+48>>2]=+n[e>>2]*+n[c+48>>2]+ +n[e+16>>2]*+n[c+52>>2]+ +n[e+32>>2]*+n[c+56>>2]+ +n[e+48>>2]*+n[c+60>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+52>>2]=+n[c+4>>2]*+n[e+48>>2]+ +n[c+20>>2]*+n[e+52>>2]+ +n[c+36>>2]*+n[e+56>>2]+ +n[c+52>>2]*+n[e+60>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+56>>2]=+n[e+8>>2]*+n[c+48>>2]+ +n[e+24>>2]*+n[c+52>>2]+ +n[e+40>>2]*+n[c+56>>2]+ +n[e+56>>2]*+n[c+60>>2];c=f[b>>2]|0;b=f[d>>2]|0;n[a+60>>2]=+n[c+12>>2]*+n[b+48>>2]+ +n[c+28>>2]*+n[b+52>>2]+ +n[c+44>>2]*+n[b+56>>2]+ +n[c+60>>2]*+n[b+60>>2];return a|0}function hma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;e=u;u=u+32|0;d=e+16|0;c=e;IIa(d,b);b=(Bla()|0)+232|0;PQa(c,f[b>>2]|0,d);b=f[c+8>>2]|0;if(!b){f[a>>2]=0;f[a+4>>2]=-1}else{g=b+112|0;b=(Bla()|0)+244|0;b1a(f[b>>2]|0,1,g);b=f[g+4>>2]|0;f[a>>2]=f[g>>2];f[a+4>>2]=b}b=f[c+12>>2]|0;if(b|0)iOb(b);b=f[c+4>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function ima(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+16|0;l=q+8|0;m=q;g=f[a>>2]|0;p=a+4|0;n=f[p>>2]|0;if((g|0)==(n|0)){u=q;return}j=f[d>>2]|0;h=f[e>>2]|0;i=k+16|0;do{e=g+16|0;d=f[e>>2]|0;if(d|0){f[l>>2]=h;f[m>>2]=j;f[k>>2]=c;Fh[f[(f[d>>2]|0)+24>>2]&255](d,k,m,l);if(b[g+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((g|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;o=15}else if((k|0)==(d|0)){f[e>>2]=g;o=f[i>>2]|0;oh[f[(f[o>>2]|0)+12>>2]&1023](o,g);o=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((o|0)==15){o=0;e=f[i>>2]|0;d=e}if((k|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}g=g+32|0}while((g|0)!=(n|0));d=f[p>>2]|0;if((f[a>>2]|0)==(d|0)){u=q;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{o=30;break}d=d+-32|0;while(1){o=e+-32|0;f[p>>2]=o;if((o|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[p>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){o=30;break}}if((o|0)==30){u=q;return}}function jma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;g=Bla()|0;e=f[g+244>>2]|0;Jkb(DSa(f[g+232>>2]|0)|0,e);g=f[a>>2]|0;f[a>>2]=0;f[d>>2]=g;F$a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function kma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=(Bla()|0)+244|0;g=f[g>>2]|0;h=f[a>>2]|0;f[a>>2]=0;f[e>>2]=h;G$a(g,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function lma(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32672;b[g+8>>0]=e&1;mma(g,0,c,d&1);return}function mma(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;H=u;u=u+64|0;w=H+52|0;t=H;G=H+32|0;E=H+20|0;C=H+16|0;D=H+12|0;B=H+8|0;j=a;x=Bla()|0;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;f[G+12>>2]=0;f[G+16>>2]=0;f[E>>2]=0;F=E+4|0;f[F>>2]=0;f[E+8>>2]=0;s=(Bla()|0)+232|0;s=GQa(f[s>>2]|0)|0;f[w>>2]=0;y=w+4|0;f[y>>2]=0;f[w+8>>2]=0;z=d+4|0;g=f[z>>2]|0;v=w+8|0;if(!g){i=G+8|0;m=i;g=0;h=0;k=0;l=0;n=0;o=0;p=0}else{if(g>>>0>536870911)vd();n=pOb(g<<3)|0;o=n;f[w>>2]=o;f[y>>2]=o;f[v>>2]=n+(g<<3);n=f[d>>2]|0;o=n+(g<<3)|0;p=s+4|0;q=E+8|0;r=t+4|0;do{l=f[n>>2]|0;k=f[p>>2]|0;a:do if(!k)A=34;else{i=k+-1|0;h=(i&k|0)==0;if(h)m=i&l;else if(l>>>0<k>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;g=f[(f[s>>2]|0)+(m<<2)>>2]|0;if(!g)A=34;else{g=f[g>>2]|0;if(!g)A=34;else{b:do if(h)while(1){k=f[g+4>>2]|0;h=(l|0)==(k|0);if(!(h|(k&i|0)==(m|0))){A=34;break a}if(h)if((f[g+8>>2]|0)==(l|0))break b;g=f[g>>2]|0;if(!g){A=34;break a}}else while(1){h=f[g+4>>2]|0;if((l|0)==(h|0)){if((f[g+8>>2]|0)==(l|0))break b}else{if(h>>>0>=k>>>0)h=(h>>>0)%(k>>>0)|0;if((h|0)!=(m|0)){A=34;break a}}g=f[g>>2]|0;if(!g){A=34;break a}}while(0);m=f[n+4>>2]|0;f[t>>2]=f[(f[g+12>>2]|0)+8>>2];f[r>>2]=m;g=f[y>>2]|0;if(g>>>0<(f[v>>2]|0)>>>0){k=t;l=f[k+4>>2]|0;m=g;f[m>>2]=f[k>>2];f[m+4>>2]=l;f[y>>2]=(f[y>>2]|0)+8}else nma(w,t)}}}while(0);do if((A|0)==34){A=0;g=f[F>>2]|0;if((g|0)==(f[q>>2]|0)){GG(E,n);break}else{k=n;l=f[k+4>>2]|0;m=g;f[m>>2]=f[k>>2];f[m+4>>2]=l;f[F>>2]=(f[F>>2]|0)+8;break}}while(0);n=n+8|0}while((n|0)!=(o|0));n=f[w>>2]|0;o=f[y>>2]|0;i=G+8|0;l=f[i>>2]|0;m=i;g=n;h=o;k=l;p=f[v>>2]|0}q=g;f[v>>2]=0;f[y>>2]=0;f[w>>2]=0;f[G>>2]=(g|0)==(h|0)?0:q;f[G+4>>2]=h-q>>3;q=G+12|0;if(!k){g=G+16|0;i=0;k=0}else{g=f[q>>2]|0;if((g|0)!=(k|0))f[q>>2]=g+(~((g+-8-k|0)>>>3)<<3);sOb(l);g=G+16|0;f[g>>2]=0;f[q>>2]=0;f[i>>2]=0;k=f[w>>2]|0;i=k}f[m>>2]=n;f[q>>2]=o;f[g>>2]=p;g=(f[E>>2]|0)==(f[F>>2]|0);if(i|0){h=f[y>>2]|0;if((h|0)!=(i|0))f[y>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(k)}if(g)A=45;else if(Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0)A=45;else oh[f[(f[a>>2]|0)+12>>2]&1023](a,E);c:do if((A|0)==45){g=f[x+244>>2]|0;switch(c<<24>>24){case 0:{D=pOb(32)|0;f[D>>2]=32704;f[D+4>>2]=j;f[D+8>>2]=f[d>>2];f[D+12>>2]=f[z>>2];B=d+8|0;f[D+16>>2]=f[B>>2];A=d+12|0;f[D+20>>2]=f[A>>2];z=d+16|0;f[D+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[B>>2]=0;f[d>>2]=0;f[D+28>>2]=e;f[C>>2]=D;o0a(g,C,G,e);g=f[C>>2]|0;f[C>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}case 1:{C=pOb(36)|0;f[C>>2]=32736;f[C+4>>2]=j;f[C+8>>2]=f[d>>2];f[C+12>>2]=f[z>>2];B=d+8|0;f[C+16>>2]=f[B>>2];A=d+12|0;f[C+20>>2]=f[A>>2];z=d+16|0;f[C+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[B>>2]=0;f[d>>2]=0;f[C+28>>2]=e;b[C+32>>0]=0;f[D>>2]=C;n0a(g,D,G,e,0);g=f[D>>2]|0;f[D>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}case 2:{D=pOb(36)|0;f[D>>2]=32736;f[D+4>>2]=j;f[D+8>>2]=f[d>>2];f[D+12>>2]=f[z>>2];C=d+8|0;f[D+16>>2]=f[C>>2];A=d+12|0;f[D+20>>2]=f[A>>2];z=d+16|0;f[D+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[C>>2]=0;f[d>>2]=0;f[D+28>>2]=e;b[D+32>>0]=1;f[B>>2]=D;n0a(g,B,G,e,1);g=f[B>>2]|0;f[B>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}default:break c}}while(0);g=f[E>>2]|0;if(g|0){h=f[F>>2]|0;if((h|0)!=(g|0))f[F>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}i=G+8|0;g=f[i>>2]|0;if((g|0)==(f[q>>2]|0)){h=f[G>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(g|0){h=f[q>>2]|0;if((h|0)!=(g|0))f[q>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}if(!j){u=H;return}gh[f[(f[j>>2]|0)+4>>2]&2047](j);u=H;return}function nma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function oma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32736;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function pma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32736;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function qma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+64|0;z=B+48|0;x=B+36|0;w=B+16|0;r=B+8|0;s=B;t=h[a+32>>0]|0;k=(Bla()|0)+232|0;k=f[k>>2]|0;l=GQa(k)|0;f[z>>2]=0;A=z+4|0;f[A>>2]=0;f[z+8>>2]=0;f[x>>2]=0;y=x+4|0;f[y>>2]=0;f[x+8>>2]=0;b=f[a+8>>2]|0;v=f[a+12>>2]|0;m=b+(v<<3)|0;if(!v){e=x+8|0;b=0;c=0;g=0;i=0;d=0}else{n=l+4|0;o=w+4|0;p=r+4|0;q=s+4|0;v=x+8|0;do{j=f[b>>2]|0;g=f[n>>2]|0;a:do if(!g)c=0;else{e=g+-1|0;d=(e&g|0)==0;if(d)i=e&j;else if(j>>>0<g>>>0)i=j;else i=(j>>>0)%(g>>>0)|0;c=f[(f[l>>2]|0)+(i<<2)>>2]|0;if(!c)c=0;else{c=f[c>>2]|0;if(!c)c=0;else{if(d)while(1){g=f[c+4>>2]|0;d=(j|0)==(g|0);if(!(d|(g&e|0)==(i|0))){c=0;break a}if(d)if((f[c+8>>2]|0)==(j|0))break a;c=f[c>>2]|0;if(!c){c=0;break a}}while(1){d=f[c+4>>2]|0;if((j|0)==(d|0)){if((f[c+8>>2]|0)==(j|0))break a}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){c=0;break a}}c=f[c>>2]|0;if(!c){c=0;break}}}}}while(0);i=f[b+4>>2]|0;f[w>>2]=f[(f[c+12>>2]|0)+8>>2];f[o>>2]=i;CRa(r,k,w);c=f[r>>2]|0;if(c|0)pFa(c,k,t,z);c=f[z>>2]|0;e=f[A>>2]|0;if((c|0)!=(e|0))do{d=f[c+4>>2]|0;f[s>>2]=j;f[q>>2]=d;d=f[y>>2]|0;if(d>>>0<(f[v>>2]|0)>>>0){C=s;g=f[C+4>>2]|0;i=d;f[i>>2]=f[C>>2];f[i+4>>2]=g;f[y>>2]=(f[y>>2]|0)+8}else vma(x,s);c=c+8|0}while((c|0)!=(e|0));c=f[p>>2]|0;if(c|0)iOb(c);b=b+8|0}while((b|0)!=(m|0));g=f[x>>2]|0;i=f[y>>2]|0;e=v;b=g;c=i;d=f[v>>2]|0}C=f[a+4>>2]|0;a=f[(f[C>>2]|0)+8>>2]|0;f[w>>2]=(b|0)==(c|0)?0:b;f[w+4>>2]=c-b>>3;j=w+12|0;f[w+8>>2]=g;f[j>>2]=i;f[w+16>>2]=d;f[e>>2]=0;f[y>>2]=0;f[x>>2]=0;oh[a&1023](C,w);d=w+8|0;b=f[d>>2]|0;if((b|0)==(f[j>>2]|0)){c=f[w>>2]|0;if(c){tOb(c);b=f[d>>2]|0}}if(b|0){c=f[j>>2]|0;if((c|0)!=(b|0))f[j>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[x>>2]|0;if(b|0){c=f[y>>2]|0;if((c|0)!=(b|0))f[y>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[z>>2]|0;if(!b){u=B;return}c=f[A>>2]|0;if((c|0)!=(b|0))f[A>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=B;return}function rma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;n=z+16|0;t=z+8|0;v=z;w=(f[a+28>>2]&1|0)!=0;k=h[a+32>>0]|0;l=(Bla()|0)+232|0;l=f[l>>2]|0;m=GQa(l)|0;f[n>>2]=0;y=n+4|0;f[y>>2]=0;f[n+8>>2]=0;b=f[a+8>>2]|0;s=f[a+12>>2]|0;o=b+(s<<3)|0;if(s|0){p=m+4|0;q=n+8|0;r=t+4|0;s=v+4|0;do{i=f[b>>2]|0;g=f[p>>2]|0;a:do if(!g)x=26;else{e=g+-1|0;d=(e&g|0)==0;if(d)j=e&i;else if(i>>>0<g>>>0)j=i;else j=(i>>>0)%(g>>>0)|0;c=f[(f[m>>2]|0)+(j<<2)>>2]|0;if(!c)x=26;else{c=f[c>>2]|0;if(!c)x=26;else{b:do if(d)while(1){g=f[c+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(j|0))){x=26;break a}if(d)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c){x=26;break a}}else while(1){d=f[c+4>>2]|0;if((i|0)==(d|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(j|0)){x=26;break a}}c=f[c>>2]|0;if(!c){x=26;break a}}while(0);j=f[b+4>>2]|0;f[t>>2]=f[(f[c+12>>2]|0)+8>>2];f[r>>2]=j;CRa(v,l,t);c=f[v>>2]|0;if(!c)x=31;else if(!(lFa(c,l,k,w)|0))x=31;do if((x|0)==31){x=0;c=f[y>>2]|0;if((c|0)==(f[q>>2]|0)){uma(n,b);break}else{g=b;i=f[g+4>>2]|0;j=c;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[y>>2]=(f[y>>2]|0)+8;break}}while(0);c=f[s>>2]|0;if(c|0)iOb(c)}}}while(0);do if((x|0)==26){x=0;c=f[y>>2]|0;if((c|0)==(f[q>>2]|0)){uma(n,b);break}else{g=b;i=f[g+4>>2]|0;j=c;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[y>>2]=(f[y>>2]|0)+8;break}}while(0);b=b+8|0}while((b|0)!=(o|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,n);b=f[n>>2]|0;if(!b){u=z;return}c=f[y>>2]|0;if((c|0)!=(b|0))f[y>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=z;return}function sma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function tma(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function uma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function vma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function wma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32704;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function xma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32704;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function yma(a,b){a=a|0;b=b|0;b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,a+8|0);return}function zma(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;h=m+8|0;j=m;d=f[a+28>>2]|0;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[h>>2]=0;l=h+4|0;f[l>>2]=0;f[h+8>>2]=0;c=f[a+8>>2]|0;i=f[a+12>>2]|0;e=c+(i<<3)|0;a:do if(i|0){g=h+8|0;i=j+4|0;if(!(d&1))while(1){ARa(j,k,c);do if(!(f[j>>2]|0)){d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{o=c;n=f[o+4>>2]|0;f[d>>2]=f[o>>2];f[d+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(e|0))break a}do{ARa(j,k,c);d=f[j>>2]|0;do if(!d){d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{p=c;n=f[p+4>>2]|0;o=d;f[o>>2]=f[p>>2];f[o+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}else{d=f[d+4>>2]|0;if(d|0)if(b[(f[d+44>>2]|0)+148>>0]&2)break;d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{n=c;o=f[n+4>>2]|0;p=d;f[p>>2]=f[n>>2];f[p+4>>2]=o;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0}while((c|0)!=(e|0))}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,h);c=f[h>>2]|0;if(!c){u=m;return}d=f[l>>2]|0;if((d|0)!=(c|0))f[l>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=m;return}function Ama(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Bma(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function Cma(a){a=a|0;var b=0;f[a>>2]=32768;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Dma(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ema(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Fma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Gma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Hma(a){a=a|0;return (b[a+8>>0]|0)!=0|0}function Ima(a){a=a|0;yf()}function Jma(a){a=a|0;return 0}function Kma(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=32800;mma(e,d?2:1,b,c&1);return}function Lma(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Mma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32832;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[e>>2]=g;s0a(a,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Nma(a){a=a|0;var b=0;f[a>>2]=32864;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Oma(a){a=a|0;var b=0,c=0;f[a>>2]=32864;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pma(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Qma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Rma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Sma(a){a=a|0;return 0}function Tma(a){a=a|0;yf()}function Uma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32896;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[e>>2]=g;J0a(a,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Vma(a){a=a|0;var b=0;f[a>>2]=32928;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Wma(a){a=a|0;var b=0,c=0;f[a>>2]=32928;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Xma(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Yma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Zma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function _ma(a){a=a|0;return 0}function $ma(a){a=a|0;yf()}function ana(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=32960;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function bna(a){a=a|0;var b=0;f[a>>2]=32992;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function cna(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function dna(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function ena(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function fna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function gna(a){a=a|0;return 0}function hna(a){a=a|0;yf()}function ina(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;h=pOb(8)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=33024;a=c&1;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[g>>2]=h;h0a(c,g,5,d?a|2:a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function jna(a){a=a|0;var b=0;f[a>>2]=33056;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function kna(a){a=a|0;var b=0,c=0;f[a>>2]=33056;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function lna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function mna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function nna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ona(a){a=a|0;return 0}function pna(a){a=a|0;yf()}function qna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;h=pOb(8)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=33088;a=c&1;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[g>>2]=h;h0a(c,g,1,d?a|2:a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function rna(a){a=a|0;var b=0;f[a>>2]=33120;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function sna(a){a=a|0;var b=0,c=0;f[a>>2]=33120;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function una(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function vna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wna(a){a=a|0;yf()}function xna(a){a=a|0;var b=0;b=(Bla()|0)+240|0;yna(a,a9a(f[b>>2]|0)|0);return}function yna(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;b[a>>0]=b[c>>0]|0;p[a+8>>3]=+p[c+8>>3];p[a+16>>3]=+p[c+16>>3];p[a+24>>3]=+p[c+24>>3];p[a+32>>3]=+p[c+32>>3];p[a+40>>3]=+p[c+40>>3];p[a+48>>3]=+p[c+48>>3];p[a+56>>3]=+p[c+56>>3];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];p[a+88>>3]=+p[c+88>>3];p[a+96>>3]=+p[c+96>>3];p[a+104>>3]=+p[c+104>>3];p[a+112>>3]=+p[c+112>>3];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];p[a+184>>3]=+p[c+184>>3];p[a+192>>3]=+p[c+192>>3];p[a+200>>3]=+p[c+200>>3];d=a+208|0;e=c+208|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+248>>3]=+p[c+248>>3];p[a+256>>3]=+p[c+256>>3];p[a+264>>3]=+p[c+264>>3];p[a+272>>3]=+p[c+272>>3];p[a+280>>3]=+p[c+280>>3];p[a+288>>3]=+p[c+288>>3];p[a+296>>3]=+p[c+296>>3];p[a+304>>3]=+p[c+304>>3];p[a+312>>3]=+p[c+312>>3];p[a+320>>3]=+p[c+320>>3];p[a+328>>3]=+p[c+328>>3];p[a+336>>3]=+p[c+336>>3];p[a+344>>3]=+p[c+344>>3];p[a+352>>3]=+p[c+352>>3];p[a+360>>3]=+p[c+360>>3];p[a+368>>3]=+p[c+368>>3];f[a+376>>2]=f[c+376>>2];f[a+380>>2]=f[c+380>>2];f[a+384>>2]=f[c+384>>2];f[a+388>>2]=f[c+388>>2];f[a+392>>2]=f[c+392>>2];f[a+396>>2]=f[c+396>>2];f[a+400>>2]=f[c+400>>2];f[a+404>>2]=f[c+404>>2];f[a+408>>2]=f[c+408>>2];f[a+412>>2]=f[c+412>>2];f[a+416>>2]=f[c+416>>2];f[a+420>>2]=f[c+420>>2];f[a+424>>2]=f[c+424>>2];f[a+428>>2]=f[c+428>>2];f[a+432>>2]=f[c+432>>2];f[a+436>>2]=f[c+436>>2];p[a+440>>3]=+p[c+440>>3];p[a+448>>3]=+p[c+448>>3];p[a+456>>3]=+p[c+456>>3];p[a+464>>3]=+p[c+464>>3];p[a+472>>3]=+p[c+472>>3];p[a+480>>3]=+p[c+480>>3];p[a+488>>3]=+p[c+488>>3];p[a+496>>3]=+p[c+496>>3];p[a+504>>3]=+p[c+504>>3];p[a+512>>3]=+p[c+512>>3];p[a+520>>3]=+p[c+520>>3];p[a+528>>3]=+p[c+528>>3];p[a+536>>3]=+p[c+536>>3];p[a+544>>3]=+p[c+544>>3];p[a+552>>3]=+p[c+552>>3];p[a+560>>3]=+p[c+560>>3];p[a+568>>3]=+p[c+568>>3];p[a+576>>3]=+p[c+576>>3];p[a+584>>3]=+p[c+584>>3];p[a+592>>3]=+p[c+592>>3];p[a+600>>3]=+p[c+600>>3];p[a+608>>3]=+p[c+608>>3];p[a+616>>3]=+p[c+616>>3];p[a+624>>3]=+p[c+624>>3];p[a+632>>3]=+p[c+632>>3];p[a+640>>3]=+p[c+640>>3];p[a+648>>3]=+p[c+648>>3];p[a+656>>3]=+p[c+656>>3];p[a+664>>3]=+p[c+664>>3];p[a+672>>3]=+p[c+672>>3];p[a+680>>3]=+p[c+680>>3];p[a+688>>3]=+p[c+688>>3];f[a+696>>2]=f[c+696>>2];f[a+700>>2]=f[c+700>>2];f[a+704>>2]=f[c+704>>2];f[a+708>>2]=f[c+708>>2];f[a+712>>2]=f[c+712>>2];f[a+716>>2]=f[c+716>>2];f[a+720>>2]=f[c+720>>2];f[a+724>>2]=f[c+724>>2];f[a+728>>2]=f[c+728>>2];g=a+732|0;e=c+732|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];b[g+12>>0]=b[e+12>>0]|0;return}function zna(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;X8a(b,a,0);q9a(b);return}function Ana(a){a=a|0;var b=0,c=0;f[a>>2]=1065353216;f[a+4>>2]=1065353216;f[a+8>>2]=1065353216;b=a+12|0;f[b>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;c=(Bla()|0)+232|0;_Ra(f[c>>2]|0,a,b)|0;return}function Bna(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=Bla()|0;j=f[k+232>>2]|0;a=(IRa(j)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{h=c;g=d;while(1){i=b+12|0;c=f[i>>2]|0;d=c+196|0;e=f[d>>2]|0;if(!(e&128)){d=c+200|0;e=h;d=f[d>>2]|0}else{f[d>>2]=e&-641|512;c=f[i>>2]|0;d=c+200|0;d=f[d>>2]|0;e=1;g=g&((d&-268435456|0)!=0|0!=0)}if((d&56|0)==0&0==0){c=e;d=g}else{sKa(c)|0;d=(f[i>>2]|0)+200|0;c=1;d=g&((f[d>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0;if(!b)break;else{h=c;g=d}}do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(j)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;i=(f[j>>2]|0)+196|0;f[i>>2]=f[i>>2]&-641|512;sKa(f[j>>2]|0)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[k+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{s9a(a);return}}function Cna(){var a=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=Bla()|0;j=f[k+232>>2]|0;a=(IRa(j)|0)+8|0;a=f[a>>2]|0;a:do if(!a){c=0;a=0}else{c=f[(f[a+12>>2]|0)+56>>2]|0;if(!c)do{a=f[a>>2]|0;if(!a){c=0;a=0;break a}c=f[(f[a+12>>2]|0)+56>>2]|0}while((c|0)==0)}while(0);if(!a){g=0;e=1}else{g=0;e=1;do{do{i=c+12|0;d=f[i>>2]|0;if(!(f[d+196>>2]&2097152)){l=d+200|0;h=g;g=f[l>>2]|0}else{CJa(d,0);d=f[i>>2]|0;g=d+200|0;g=f[g>>2]|0;h=1;e=e&((g&-268435456|0)!=0|0!=0)}if((g&3584|0)==0&0==0)g=h;else{tKa(d)|0;l=(f[i>>2]|0)+200|0;g=1;e=e&((f[l>>2]&-268435456|0)!=0|0!=0)}c=f[c>>2]|0}while((c|0)!=0);do{a=f[a>>2]|0;if(!a){c=0;a=0;break}c=f[(f[a+12>>2]|0)+56>>2]|0}while((c|0)==0)}while((a|0)!=0)}a=(JRa(j)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){c=f[(f[a+12>>2]|0)+76>>2]|0;if(!c)do{a=f[a>>2]|0;if(!a)break b;c=f[(f[a+12>>2]|0)+76>>2]|0}while((c|0)==0);c:while(1){do{l=c+12|0;CJa(f[l>>2]|0,0);tKa(f[l>>2]|0)|0;c=f[c>>2]|0}while((c|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;c=f[(f[a+12>>2]|0)+76>>2]|0;if(c)continue c}}}while(0);a=f[k+240>>2]|0;if((b[a+226>>0]|0)!=3|g^1)return;if(e){u9a(a);return}else{Y8a(a);return}}function Dna(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=Bla()|0;h=f[i+232>>2]|0;a=(IRa(h)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{do{g=b+12|0;j=TKa(f[g>>2]|0,0)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=TKa(e,1)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=TKa(e,2)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}if(uKa(e)|0){j=(f[g>>2]|0)+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0}while((b|0)!=0);do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(h)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;TKa(f[j>>2]|0,0)|0;TKa(f[j>>2]|0,1)|0;TKa(f[j>>2]|0,2)|0;uKa(f[j>>2]|0)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[i+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{t9a(a);return}}function Ena(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=Bla()|0;h=f[i+232>>2]|0;a=(IRa(h)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{do{g=b+12|0;j=QKa(f[g>>2]|0,0)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=QKa(e,1)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}if(QKa(e,2)|0){j=(f[g>>2]|0)+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0}while((b|0)!=0);do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(h)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;QKa(f[j>>2]|0,0)|0;QKa(f[j>>2]|0,1)|0;QKa(f[j>>2]|0,2)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[i+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{Y8a(a);return}}function Fna(){var a=0;a=(Bla()|0)+232|0;a=QRa(f[a>>2]|0)|0;return +(+(a>>>0)+4294967296.0*+(I>>>0))}function Gna(){var a=0;a=(Bla()|0)+232|0;a=RRa(f[a>>2]|0)|0;return +(+(a>>>0)+4294967296.0*+(I>>>0))}function Hna(a){a=a|0;var b=0;b=(Bla()|0)+232|0;b=QRa(f[b>>2]|0)|0;p[a>>3]=+(b>>>0)+4294967296.0*+(I>>>0);b=(Bla()|0)+232|0;b=RRa(f[b>>2]|0)|0;p[a+8>>3]=+(b>>>0)+4294967296.0*+(I>>>0);return}function Ina(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+144|0;e=k+96|0;g=k;h=k+48|0;i=(Bla()|0)+232|0;i=f[i>>2]|0;j=g;d=j+48|0;do{f[j>>2]=f[b>>2];j=j+4|0;b=b+4|0}while((j|0)<(d|0));p[h>>3]=+p[c>>3];p[h+8>>3]=+p[c+8>>3];p[h+16>>3]=+p[c+16>>3];p[h+24>>3]=+p[c+24>>3];p[h+32>>3]=+p[c+32>>3];p[h+40>>3]=+p[c+40>>3];j=e;b=g;d=j+48|0;do{f[j>>2]=f[b>>2];j=j+4|0;b=b+4|0}while((j|0)<(d|0));$ib(a,e,i,h);u=k;return}function Jna(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;o=u;u=u+160|0;l=o+80|0;r=o+128|0;q=o+32|0;n=o+16|0;m=o;f[q>>2]=f[b>>2];f[q+4>>2]=f[b+4>>2];f[q+8>>2]=f[b+8>>2];f[q+12>>2]=f[b+12>>2];k=b+20|0;f[r>>2]=f[k>>2];f[r+4>>2]=f[k+4>>2];f[r+8>>2]=f[k+8>>2];f[r+12>>2]=f[k+12>>2];f[r+16>>2]=f[k+16>>2];f[r+20>>2]=f[k+20>>2];f[r+24>>2]=f[k+24>>2];k=Bla()|0;j=f[k+232>>2]|0;k=a9a(f[k+240>>2]|0)|0;f[q+16>>2]=i;b=q+20|0;f[b>>2]=f[r>>2];f[b+4>>2]=f[r+4>>2];f[b+8>>2]=f[r+8>>2];f[b+12>>2]=f[r+12>>2];f[b+16>>2]=f[r+16>>2];f[b+20>>2]=f[r+20>>2];f[b+24>>2]=f[r+24>>2];p[n>>3]=+(d>>>0);p[n+8>>3]=+(e>>>0);p[m>>3]=+(g>>>0);p[m+8>>3]=+(h>>>0);b=l;d=q;e=b+48|0;do{f[b>>2]=f[d>>2];b=b+4|0;d=d+4|0}while((b|0)<(e|0));ajb(a,l,c,j,k,n,m);u=o;return}function Kna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+16|0;k=o+12|0;l=o;j=f[c+4>>2]|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;if(!j){g=0;e=0}else{if(j>>>0>268435455)AMb(l);i=pOb(j<<4)|0;f[l>>2]=i;e=i+(j<<4)|0;f[l+8>>2]=e;f[m>>2]=e;g=i;h=f[c>>2]|0;c=0;do{n[i+(c<<4)>>2]=+p[h+(c<<5)>>3];n[i+(c<<4)+4>>2]=+p[h+(c<<5)+8>>3];n[i+(c<<4)+8>>2]=+p[h+(c<<5)+16>>3];n[i+(c<<4)+12>>2]=+p[h+(c<<5)+24>>3];c=c+1|0}while((c|0)!=(j|0))}j=(Bla()|0)+244|0;j=f[j>>2]|0;i=f[a>>2]|0;f[a>>2]=0;f[k>>2]=i;O0a(j,k,b,e-g>>4,g,d);e=f[k>>2]|0;f[k>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;if(!e){u=o;return}g=f[m>>2]|0;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-16-e|0)>>>4)<<4);sOb(e);u=o;return}function Lna(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;j=u;u=u+368|0;k=j+352|0;s=j+344|0;r=j+336|0;q=j+328|0;l=j+316|0;p=j+96|0;o=j+16|0;m=j;t=(Bla()|0)+232|0;t=f[t>>2]|0;n[s>>2]=+(c>>>0);n[s+4>>2]=+(d>>>0);n[r>>2]=+(e>>>0);n[r+4>>2]=+(g>>>0);n[q>>2]=+(h>>>0);n[q+4>>2]=+(i>>>0);dkb(p,t,s,r,q,l);f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];n[o+12>>2]=-+n[p+12>>2];f[o+16>>2]=f[p+16>>2];f[o+20>>2]=f[p+20>>2];f[o+24>>2]=f[p+24>>2];n[o+28>>2]=-+n[p+28>>2];f[o+32>>2]=f[p+32>>2];f[o+36>>2]=f[p+36>>2];f[o+40>>2]=f[p+40>>2];n[o+44>>2]=-+n[p+44>>2];f[o+48>>2]=f[p+48>>2];f[o+52>>2]=f[p+52>>2];f[o+56>>2]=f[p+56>>2];n[o+60>>2]=-+n[p+60>>2];f[o+64>>2]=f[p+64>>2];f[o+68>>2]=f[p+68>>2];f[o+72>>2]=f[p+72>>2];n[o+76>>2]=-+n[p+76>>2];g=m+4|0;h=pOb(80)|0;f[g>>2]=h;f[m>>2]=h;i=h+80|0;f[m+8>>2]=i;f[h>>2]=f[o>>2];f[h+4>>2]=f[o+4>>2];f[h+8>>2]=f[o+8>>2];f[h+12>>2]=f[o+12>>2];f[h+16>>2]=f[o+16>>2];f[h+20>>2]=f[o+20>>2];f[h+24>>2]=f[o+24>>2];f[h+28>>2]=f[o+28>>2];f[h+32>>2]=f[o+32>>2];f[h+36>>2]=f[o+36>>2];f[h+40>>2]=f[o+40>>2];f[h+44>>2]=f[o+44>>2];f[h+48>>2]=f[o+48>>2];f[h+52>>2]=f[o+52>>2];f[h+56>>2]=f[o+56>>2];f[h+60>>2]=f[o+60>>2];f[h+64>>2]=f[o+64>>2];f[h+68>>2]=f[o+68>>2];f[h+72>>2]=f[o+72>>2];f[h+76>>2]=f[o+76>>2];f[g>>2]=i;c=(Bla()|0)+244|0;c=f[c>>2]|0;e=f[a>>2]|0;f[a>>2]=0;f[k>>2]=e;e=f[m>>2]|0;d=e;O0a(c,k,b,i-e>>4,d,l);c=f[k>>2]|0;f[k>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);if(!e){u=j;return}if((i|0)!=(d|0))f[g>>2]=i+(~((h+64-e|0)>>>4)<<4);sOb(e);u=j;return}function Mna(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+384|0;v=z+368|0;w=z+360|0;x=z+352|0;i=z+344|0;j=z+320|0;k=z+88|0;y=z;l=z+8|0;o=Bla()|0;m=f[o+232>>2]|0;o=f[o+244>>2]|0;p=e+c|0;q=g+-1|0;r=e+d|0;t=h+-1|0;n[v>>2]=+(c>>>0);n[v+4>>2]=+(d>>>0);c=c>>>0<e>>>0?0:(n[s>>2]=+((c-e|0)>>>0),f[s>>2]|0);e=d>>>0<e>>>0?0:(n[s>>2]=+((d-e|0)>>>0),f[s>>2]|0);f[w>>2]=c;f[w+4>>2]=e;n[x>>2]=+((q>>>0<p>>>0?q:p)>>>0);n[x+4>>2]=+((t>>>0<r>>>0?t:r)>>>0);n[i>>2]=+(g>>>0);n[i+4>>2]=+(h>>>0);ckb(j,m,v,i);dkb(k,m,w,x,i,z+308|0);c=f[a>>2]|0;f[a>>2]=0;f[y>>2]=c;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];n[l+12>>2]=-+n[k+12>>2];f[l+16>>2]=f[k+16>>2];f[l+20>>2]=f[k+20>>2];f[l+24>>2]=f[k+24>>2];n[l+28>>2]=-+n[k+28>>2];f[l+32>>2]=f[k+32>>2];f[l+36>>2]=f[k+36>>2];f[l+40>>2]=f[k+40>>2];n[l+44>>2]=-+n[k+44>>2];f[l+48>>2]=f[k+48>>2];f[l+52>>2]=f[k+52>>2];f[l+56>>2]=f[k+56>>2];n[l+60>>2]=-+n[k+60>>2];f[l+64>>2]=f[k+64>>2];f[l+68>>2]=f[k+68>>2];f[l+72>>2]=f[k+72>>2];n[l+76>>2]=-+n[k+76>>2];P0a(o,y,b,j,l);c=f[y>>2]|0;f[y>>2]=0;if(!c){u=z;return}gh[f[(f[c>>2]|0)+4>>2]&2047](c);u=z;return}function Nna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0;e=u;u=u+32|0;h=e+4|0;g=e;i=(Bla()|0)+244|0;i=f[i>>2]|0;f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];f[h+8>>2]=f[c+8>>2];n[h+12>>2]=d*d;n[h+16>>2]=d;c=f[a>>2]|0;f[a>>2]=0;f[g>>2]=c;Q0a(i,g,b,h);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ona(a){a=a|0;var b=0;b=(Bla()|0)+244|0;R0a(f[b>>2]|0,a);return}function Pna(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;e=g;d=(Bla()|0)+244|0;d=f[d>>2]|0;if((f[d+12>>2]|0)!=2){e=f[a>>2]|0;oh[f[(f[e>>2]|0)+16>>2]&1023](e,0);u=g;return}h=f[a>>2]|0;f[a>>2]=0;f[e>>2]=h;S0a(d,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Qna(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;d=n+16|0;k=n;f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;e=f[b+4>>2]|0;if((e>>>0)%3|0|0){u=n;return}g=(e>>>0)/3|0;h=f[b>>2]|0;i=g+1|0;f[k>>2]=0;m=k+4|0;f[m>>2]=0;f[k+8>>2]=0;if(e>>>0<48){f[d>>2]=g;if(e>>>0>2)j=5}else{Rna(k,i);d=f[k>>2]|0;f[d>>2]=g;j=5}if((j|0)==5){b=0;do{j=b;b=b+1|0;f[d+(b<<2)>>2]=j}while(b>>>0<g>>>0)}if(!(e8a(h,d,i,c,1,a)|0)){d=f[a>>2]|0;b=f[l>>2]|0;if((b|0)!=(d|0))f[l>>2]=b+(~((b+-4-d|0)>>>2)<<2)}d=f[k>>2]|0;if(d|0){b=f[m>>2]|0;if((b|0)!=(d|0))f[m>>2]=b+(~((b+-4-d|0)>>>2)<<2);sOb(d)}u=n;return}function Rna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function Sna(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;i=a+4|0;b=f[i>>2]|0;h=a+8|0;l=f[h>>2]|0;if((b|0)==(l|0)){Tna(a,c);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[c>>2];g=b+4|0;f[i>>2]=g}b=c+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=c+8|0;if((g|0)==(l|0)){Tna(a,b);b=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];b=g+4|0;f[i>>2]=b}if((b|0)==(l|0)){Tna(a,d);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[d>>2];g=b+4|0;f[i>>2]=g}b=d+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=d+8|0;if((g|0)==(l|0)){Tna(a,b);b=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];b=g+4|0;f[i>>2]=b}if((b|0)==(l|0)){Tna(a,e);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[e>>2];g=b+4|0;f[i>>2]=g}b=e+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=e+8|0;if((g|0)==(l|0)){Tna(a,b);return}else{f[g>>2]=f[b>>2];f[i>>2]=g+4;return}}function Tna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Una(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;p[a>>3]=+p[b+112>>3];p[a+8>>3]=+p[b+120>>3];return}function Vna(a,b){a=+a;b=+b;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;V9a(c,a,b);t9a(c);return}function Wna(a){a=a|0;return 0}function Xna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33152;f[d>>2]=g;D0a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function Yna(a){a=a|0;var b=0;f[a>>2]=33184;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Zna(a){a=a|0;var b=0,c=0;f[a>>2]=33184;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function _na(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;j=p+16|0;k=p+8|0;l=p+4|0;m=p;n=(Bla()|0)+232|0;n=f[n>>2]|0;f[j>>2]=0;o=j+4|0;f[o>>2]=0;f[j+8>>2]=0;c=f[b+4>>2]|0;i=j+8|0;if(c|0){if(c>>>0>536870911)vd();e=pOb(c<<3)|0;f[j>>2]=e;f[o>>2]=e;f[i>>2]=e+(c<<3);e=f[b>>2]|0;g=e+(c<<3)|0;h=k+4|0;do{DRa(k,n,e);b=f[k>>2]|0;if(!b){f[l>>2]=0;f[m>>2]=0;b=f[o>>2]|0;if(b>>>0<(f[i>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[o>>2]=b+8}else coa(j,l,m)}else{d=f[b+8>>2]|0;f[l>>2]=d;b=(f[b+12>>2]|0)-d|0;f[m>>2]=b;c=f[o>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=d;f[c+4>>2]=b;f[o>>2]=c+8}else boa(j,l,m)}b=f[h>>2]|0;if(b|0)iOb(b);e=e+8|0}while((e|0)!=(g|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,j);b=f[j>>2]|0;if(!b){u=p;return}c=f[o>>2]|0;if((c|0)!=(b|0))f[o>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=p;return}function $na(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function aoa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function boa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function coa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;h=f[a>>2]|0;i=(f[g>>2]|0)-h|0;j=i>>3;b=j+1|0;if(b>>>0>536870911)AMb(a);e=a+8|0;m=(f[e>>2]|0)-h|0;d=m>>2;b=m>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;do if(!b){k=0;l=0}else if(b>>>0>536870911)vd();else{l=pOb(b<<3)|0;k=l;break}while(0);d=k+(j<<3)|0;m=f[c>>2]|0;f[d>>2]=0;f[k+(j<<3)+4>>2]=m;if((i|0)>0)bQb(l|0,h|0,i|0)|0;f[a>>2]=k;f[g>>2]=d+8;f[e>>2]=k+(b<<3);if(!h)return;sOb(h);return}function doa(a){a=a|0;yf()}function eoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33216;f[d>>2]=g;D0a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function foa(a){a=a|0;var b=0;f[a>>2]=33248;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function goa(a){a=a|0;var b=0,c=0;f[a>>2]=33248;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function hoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;e=(Bla()|0)+232|0;e=f[e>>2]|0;c=f[b>>2]|0;h=f[b+4>>2]|0;b=c+(h<<3)|0;if(h|0)do{qRa(e,c)|0;c=c+8|0}while((c|0)!=(b|0));h=f[a+4>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,d);u=g;return}function ioa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function joa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function koa(a){a=a|0;yf()}function loa(a){a=a|0;f[a>>2]=6;f[a+4>>2]=4;return}function moa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+16|0;m=s+12|0;n=s;o=Bla()|0;q=f[o+232>>2]|0;r=f[o+244>>2]|0;h=f[c>>2]|0;l=c+4|0;d=f[l>>2]|0;i=h+(d<<5)|0;f[n>>2]=0;k=n+4|0;f[k>>2]=0;f[n+8>>2]=0;j=h;c=d<<5;e=c>>5;if(e|0){if(e>>>0>134217727)AMb(n);g=pOb(c)|0;f[k>>2]=g;f[n>>2]=g;f[n+8>>2]=g+(e<<5);if(d|0){e=i+-32|0;c=h;d=g;while(1){p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];c=c+32|0;if((c|0)==(i|0))break;else d=d+32|0}f[k>>2]=g+(((e-j|0)>>>5)+1<<5)}}c=TRa(q,n)|0;f[m>>2]=c;d=f[n>>2]|0;if(d){c=f[k>>2]|0;if((c|0)!=(d|0))f[k>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);c=f[m>>2]|0}if((c|0)==-1){b[n>>0]=(f[l>>2]|0)>>>0<5&1;r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,n);u=s;return}else{oDa(ySa(q)|0);Y8a(f[o+240>>2]|0);Jkb(DSa(q)|0,r);J$a(r);r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,m);u=s;return}}function noa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;l=r+24|0;m=r+12|0;i=r+4|0;j=r+8|0;n=r;o=Bla()|0;p=f[o+232>>2]|0;e=f[o+244>>2]|0;f[m>>2]=0;q=m+4|0;f[q>>2]=0;f[m+8>>2]=0;c=f[b>>2]|0;k=b+4|0;h=f[k>>2]|0;g=c+(h<<2)|0;if(h|0){h=m+8|0;do{d=f[c>>2]|0;f[i>>2]=d;f[j>>2]=d;f[l>>2]=f[j>>2];do if(!(WRa(p,l)|0)){d=f[q>>2]|0;if((d|0)==(f[h>>2]|0)){xD(m,i);break}else{f[d>>2]=f[i>>2];f[q>>2]=d+4;break}}while(0);c=c+4|0}while((c|0)!=(g|0));if(f[k>>2]|0){Jkb(DSa(p)|0,e);J$a(e)}}if((f[m>>2]|0)==(f[q>>2]|0)){c=f[b>>2]|0;k=f[k>>2]|0;d=c+(k<<2)|0;if(k|0)do{f[n>>2]=f[c>>2];f[l>>2]=f[n>>2];VRa(p,l)|0;c=c+4|0}while((c|0)!=(d|0));oDa(ySa(p)|0);Y8a(f[o+240>>2]|0);p=f[a>>2]|0;oh[f[(f[p>>2]|0)+8>>2]&1023](p,l)}else{p=f[a>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,m)}c=f[m>>2]|0;if(!c){u=r;return}d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=r;return}function ooa(){var a=0,b=0,c=0;a=Bla()|0;b=f[a+232>>2]|0;c=f[a+244>>2]|0;if(!(SRa(b)|0))return;Jkb(DSa(b)|0,c);J$a(c);oDa(ySa(b)|0);Y8a(f[a+240>>2]|0);return}function poa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+32|0;n=s+16|0;k=s;l=s+4|0;o=Bla()|0;q=f[o+232>>2]|0;r=f[o+244>>2]|0;f[k>>2]=f[c>>2];g=f[b>>2]|0;d=f[b+4>>2]|0;i=g+(d<<5)|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;j=g;b=d<<5;e=b>>5;if(e|0){if(e>>>0>134217727)AMb(l);h=pOb(b)|0;f[m>>2]=h;f[l>>2]=h;f[l+8>>2]=h+(e<<5);if(d|0){e=i+-32|0;b=g;d=h;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(i|0))break;else d=d+32|0}f[m>>2]=h+(((e-j|0)>>>5)+1<<5)}};f[n>>2]=f[k>>2];e=URa(q,n,l)|0;b=f[l>>2]|0;if(b|0){d=f[m>>2]|0;if((d|0)!=(b|0))f[m>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}if(e){Jkb(DSa(q)|0,r);J$a(r);oDa(ySa(q)|0);v9a(f[o+240>>2]|0);r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,n);u=s;return}else{r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,c);u=s;return}}function qoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+48|0;m=v+32|0;s=v+20|0;r=v+4|0;h=v+16|0;n=v;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[s>>2]=0;t=s+4|0;f[t>>2]=0;f[s+8>>2]=0;c=f[b>>2]|0;j=b+4|0;q=f[j>>2]|0;e=c+(q<<2)|0;if(!q)i=9;else{g=s+8|0;do{q=f[c>>2]|0;f[r>>2]=q;f[h>>2]=q;f[m>>2]=f[h>>2];do if(!(WRa(o,m)|0)){d=f[t>>2]|0;if((d|0)==(f[g>>2]|0)){xD(s,r);break}else{f[d>>2]=f[r>>2];f[t>>2]=d+4;break}}while(0);c=c+4|0}while((c|0)!=(e|0));if((f[s>>2]|0)==(f[t>>2]|0))i=9;else{r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,s)}}if((i|0)==9){f[r>>2]=0;q=r+4|0;f[q>>2]=0;f[r+8>>2]=0;rS(r,f[j>>2]|0);c=f[b>>2]|0;l=f[j>>2]|0;k=c+(l<<2)|0;a:do if(l|0){l=r+8|0;while(1){f[n>>2]=f[c>>2];f[m>>2]=f[n>>2];g=XRa(o,m)|0;d=f[q>>2]|0;if((d|0)==(f[l>>2]|0))roa(r,g);else{f[d>>2]=0;j=d+4|0;f[j>>2]=0;f[d+8>>2]=0;i=g+4|0;e=(f[i>>2]|0)-(f[g>>2]|0)|0;h=e>>5;if(h){if(h>>>0>134217727)break;b=pOb(e)|0;f[j>>2]=b;f[d>>2]=b;f[d+8>>2]=b+(h<<5);h=f[g>>2]|0;g=f[i>>2]|0;if((h|0)!=(g|0)){d=h;e=b;while(1){p[e>>3]=+p[d>>3];p[e+8>>3]=+p[d+8>>3];p[e+16>>3]=+p[d+16>>3];p[e+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(g|0))break;else e=e+32|0}f[j>>2]=b+(((g+-32-h|0)>>>5)+1<<5);d=f[q>>2]|0}}f[q>>2]=d+12}c=c+4|0;if((c|0)==(k|0))break a}AMb(d)}while(0);c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,r);c=f[r>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[q>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[q>>2]|0}}while((d|0)!=(c|0));c=f[r>>2]|0}sOb(c)}}c=f[s>>2]|0;if(!c){u=v;return}d=f[t>>2]|0;if((d|0)!=(c|0))f[t>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=v;return}function roa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;t=a+4|0;e=f[t>>2]|0;h=f[a>>2]|0;o=(e-h|0)/12|0;c=o+1|0;q=h;if(c>>>0>357913941)AMb(a);s=a+8|0;r=((f[s>>2]|0)-h|0)/12|0;g=r<<1;g=r>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)m=0;else if(g>>>0>357913941)vd();else{m=pOb(g*12|0)|0;break}while(0);d=m+(o*12|0)|0;c=d;r=m+(g*12|0)|0;f[d>>2]=0;n=m+(o*12|0)+4|0;f[n>>2]=0;f[m+(o*12|0)+8>>2]=0;l=f[b+4>>2]|0;k=f[b>>2]|0;b=l-k|0;i=b>>5;g=k;if(i|0){if(i>>>0>134217727)AMb(d);j=pOb(b)|0;f[n>>2]=j;f[d>>2]=j;f[m+(o*12|0)+8>>2]=j+(i<<5);if((g|0)!=(l|0)){b=j;while(1){p[b>>3]=+p[g>>3];p[b+8>>3]=+p[g+8>>3];p[b+16>>3]=+p[g+16>>3];p[b+24>>3]=+p[g+24>>3];g=g+32|0;if((g|0)==(l|0))break;else b=b+32|0}f[n>>2]=j+(((l+-32-k|0)>>>5)+1<<5)}}g=d+12|0;if((e|0)!=(q|0)){do{o=d+-12|0;n=e;e=e+-12|0;f[o>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[o>>2]=f[e>>2];o=n+-8|0;f[m>>2]=f[o>>2];n=n+-4|0;f[d+-4>>2]=f[n>>2];f[n>>2]=0;f[o>>2]=0;f[e>>2]=0;d=c+-12|0;c=d}while((e|0)!=(q|0));h=f[a>>2]|0}f[a>>2]=c;c=f[t>>2]|0;f[t>>2]=g;f[s>>2]=r;b=h;if((c|0)!=(b|0)){e=c;do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-32-g|0)>>>5)<<5);sOb(g)}}while((e|0)!=(b|0))}if(!h)return;sOb(h);return}function soa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+32|0;i=h+20|0;g=h;l=pOb(16)|0;k=l+16|0;j=b;e=f[j+4>>2]|0;m=l;f[m>>2]=f[j>>2];f[m+4>>2]=e;m=c;e=f[m+4>>2]|0;j=l+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=e;j=pOb(28)|0;e=f[a>>2]|0;f[a>>2]=0;f[j+4>>2]=e;f[j>>2]=33280;n[j+8>>2]=d;e=f[b+4>>2]|0;a=j+12|0;f[a>>2]=f[b>>2];f[a+4>>2]=e;a=f[c+4>>2]|0;e=j+20|0;f[e>>2]=f[c>>2];f[e+4>>2]=a;f[g>>2]=l;f[g+4>>2]=2;e=g+12|0;f[g+8>>2]=l;f[e>>2]=k;f[g+16>>2]=k;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[i>>2]=j;t0a(a,i,g);a=f[i>>2]|0;f[i>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=g+8|0;a=f[c>>2]|0;if((a|0)==(f[e>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(!a){u=h;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function toa(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function uoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;e=u;u=u+32|0;d=e+8|0;b=e;c=Bla()|0;g=f[c+232>>2]|0;h=ySa(g)|0;vRa(d,g,a+12|0);vRa(b,g,a+20|0);g=Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0;if(FBa(h,d,b,+n[a+8>>2],g)|0)Y8a(f[c+240>>2]|0);h=f[a+4>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,e+16|0);b=f[b+4>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function voa(a){a=a|0;return 1}function woa(){var a=0;a=Bla()|0;if(!(yBa(ySa(f[a+232>>2]|0)|0)|0))return;Y8a(f[a+240>>2]|0);return}function xoa(){var a=0;a=(Bla()|0)+232|0;lDa(ySa(f[a>>2]|0)|0);return}function yoa(){var a=0;a=(Bla()|0)+232|0;mDa(ySa(f[a>>2]|0)|0);return}function zoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+32|0;p=C+24|0;t=C+16|0;v=C+8|0;w=C+4|0;x=C;A=Bla()|0;y=f[A+232>>2]|0;z=f[A+244>>2]|0;A=f[A+240>>2]|0;c=f[b>>2]|0;B=b+4|0;s=f[B>>2]|0;q=c+(s<<3)|0;a:do if(!s){h=0;e=c;d=c;c=0}else{r=t+4|0;s=v+4|0;h=0;d=0;e=0;o=c;i=-1;while(1){LRa(t,y,o);n=f[t>>2]|0;c=f[r>>2]|0;if(c|0)iOb(c);b:do if(!(f[n+196>>2]&16777216)){EJa(n);g=f[n+116>>2]|0;if((i|0)!=(g|0)){f[w>>2]=g;f[p>>2]=f[w>>2];IQa(v,y,p);d=f[v>>2]|0;c=f[s>>2]|0;if(c|0)iOb(c);if(!d){d=0;e=0;c=-1;break}f[x>>2]=f[d+8>>2];f[p>>2]=f[x>>2];e=mSa(y,p)|0;i=g}if(!e){e=0;c=i}else{l=f[n+120>>2]|0;k=f[e+24>>2]|0;if(!k)c=i;else{j=k+-1|0;g=(j&k|0)==0;if(g)m=j&l;else if(l>>>0<k>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;c=f[(f[e+20>>2]|0)+(m<<2)>>2]|0;if(!c)c=i;else{c=f[c>>2]|0;if(!c)c=i;else{c:do if(g)while(1){k=f[c+4>>2]|0;g=(l|0)==(k|0);if(!(g|(k&j|0)==(m|0))){c=i;break b}if(g)if((f[c+8>>2]|0)==(l|0))break c;c=f[c>>2]|0;if(!c){c=i;break b}}else while(1){g=f[c+4>>2]|0;if((l|0)==(g|0)){if((f[c+8>>2]|0)==(l|0))break c}else{if(g>>>0>=k>>>0)g=(g>>>0)%(k>>>0)|0;if((g|0)!=(m|0)){c=i;break b}}c=f[c>>2]|0;if(!c){c=i;break b}}while(0);NQa(y,f[c+16>>2]|0,n,d);U8a(A,n,0,0);h=1;c=i}}}}}else{c=o;f[c>>2]=0;f[c+4>>2]=-1;c=i}while(0);o=o+8|0;if((o|0)==(q|0))break;else i=c}g=f[b>>2]|0;c=f[B>>2]|0;i=g+(c<<3)|0;d:do if(!c){d=g;c=0}else{d=g;while(1){if((f[d>>2]|0)==0?(f[d+4>>2]|0)==-1:0)break d;d=d+8|0;if((d|0)==(i|0)){e=i;d=g;break a}}}while(0);if((d|0)==(i|0)){e=i;d=g}else{c=d;e=d;e:while(1){do{d=c;c=c+8|0;if((c|0)==(i|0))break e}while((f[c>>2]|0)==0?(f[d+12>>2]|0)==-1:0);w=c;x=f[w+4>>2]|0;y=e;f[y>>2]=f[w>>2];f[y+4>>2]=x;e=e+8|0}d=f[b>>2]|0;c=f[B>>2]|0}}while(0);f[B>>2]=c-(d+(c<<3)-e>>3);k$a(z,a,b,1);if(!h){u=C;return}u9a(A);u=C;return}function Aoa(a){a=a|0;var b=0;b=(Bla()|0)+244|0;l$a(f[b>>2]|0,a);return}function Boa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=Bla()|0;d=f[c+232>>2]|0;e=f[c+244>>2]|0;$0a(e,a,b);if(!(GSa(d,a,b)|0))return;Jkb(DSa(d)|0,e);Y8a(f[c+240>>2]|0);return}function Coa(a){a=a|0;var b=0;b=(Bla()|0)+244|0;r$a(f[b>>2]|0,a);return}function Doa(a){a=+a;var b=0;b=(Bla()|0)+244|0;s$a(f[b>>2]|0,a);return}function Eoa(a){a=a|0;var c=0,d=0,e=0,g=0;c=Bla()|0;d=f[c+240>>2]|0;e=d+224|0;if(!((b[e>>0]&1)!=0^a))return;g=f[c+244>>2]|0;c=f[c+232>>2]|0;y9a(d,a);BDa(ySa(c)|0);e=b[e>>0]|0;m$a(g,a,(e&2)!=0,(e&4)!=0);Y8a(d);return}function Foa(a){a=a|0;var c=0,d=0;c=Bla()|0;d=b[(f[c+240>>2]|0)+224>>0]|0;if(!((d&2)!=0^a))return;m$a(f[c+244>>2]|0,(d&1)!=0,a,(d&4)!=0);c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!((b[c+224>>0]&2)!=0^a))return;z9a(c,a);Y8a(c);return}function Goa(a){a=a|0;var c=0,d=0;c=Bla()|0;d=b[(f[c+240>>2]|0)+224>>0]|0;if(!((d&4)!=0^a))return;m$a(f[c+244>>2]|0,(d&1)!=0,(d&2)!=0,a);c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!((b[c+224>>0]&4)!=0^a))return;A9a(c,a);Y8a(c);return}function Hoa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&1)!=0|0}function Ioa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&2)!=0|0}function Joa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&4)!=0|0}function Koa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&1|0)!=0|0}function Loa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&1|0)!=0^a))return;B9a(b,a);Y8a(b);return}function Moa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&2|0)!=0|0}function Noa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&2|0)!=0^a))return;D9a(b,a);Y8a(b);return}function Ooa(){var a=0;a=(Bla()|0)+240|0;return E9a(f[a>>2]|0)|0}function Poa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;F9a(b,a);Y8a(b);return}function Qoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+48>>2]&1023](b,a);return}function Roa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+60>>2]&63](b,a);return}function Soa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+52>>2]&63](b,a);return}function Toa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+64>>2]&63](b,a);return}function Uoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+68>>2]&1023](b,a);return}function Voa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,a);return}function Woa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+20>>2]&1023](b,a);return}function Xoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+44>>2]&1023](b,a);return}function Yoa(){var a=0.0,b=0.0,c=0;c=(Bla()|0)+240|0;c=f[(f[c>>2]|0)+72>>2]|0;a=+Mg[f[(f[c>>2]|0)+28>>2]&63](c);b=+Mg[f[(f[c>>2]|0)+32>>2]&63](c);return +(b<a?b:a)}function Zoa(){var a=0;a=(Bla()|0)+240|0;a=f[(f[a>>2]|0)+72>>2]|0;return Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0}function _oa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;f[g>>2]=33312;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[d>>2]=g;x$a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function $oa(a){a=a|0;var b=0;f[a>>2]=33312;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function apa(a){a=a|0;var b=0,c=0;f[a>>2]=33312;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function bpa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;k=o+8|0;j=o;l=c+11|0;e=b[l>>0]|0;h=e<<24>>24<0;m=c+4|0;g=h?f[c>>2]|0:c;h=h?f[m>>2]|0:e&255;i=g+h|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;f[k+8>>2]=0;if(h){if((h|0)<0)AMb(k);p=pOb(h)|0;f[n>>2]=p;f[k>>2]=p;f[k+8>>2]=p+h;e=g;g=p;do{b[g>>0]=b[e>>0]|0;e=e+1|0;g=(f[n>>2]|0)+1|0;f[n>>2]=g}while((e|0)!=(i|0));e=b[l>>0]|0};f[j>>2]=0;d[j+4>>1]=0;b[j+6>>0]=0;if(e<<24>>24<0){b[f[c>>2]>>0]=0;f[m>>2]=0}else{b[c>>0]=0;b[l>>0]=0}EOb(c,0);f[c>>2]=0;e=c+4|0;f[e>>2]=f[j>>2];d[e+4>>1]=d[j+4>>1]|0;b[e+6>>0]=b[j+6>>0]|0;b[c+11>>0]=0;e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,k);e=f[k>>2]|0;if(!e){u=o;return}if((f[n>>2]|0)!=(e|0))f[n>>2]=e;sOb(e);u=o;return}function cpa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;k=o+8|0;j=o;l=c+11|0;e=b[l>>0]|0;h=e<<24>>24<0;m=c+4|0;g=h?f[c>>2]|0:c;h=h?f[m>>2]|0:e&255;i=g+h|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;f[k+8>>2]=0;if(h){if((h|0)<0)AMb(k);p=pOb(h)|0;f[n>>2]=p;f[k>>2]=p;f[k+8>>2]=p+h;e=g;g=p;do{b[g>>0]=b[e>>0]|0;e=e+1|0;g=(f[n>>2]|0)+1|0;f[n>>2]=g}while((e|0)!=(i|0));e=b[l>>0]|0};f[j>>2]=0;d[j+4>>1]=0;b[j+6>>0]=0;if(e<<24>>24<0){b[f[c>>2]>>0]=0;f[m>>2]=0}else{b[c>>0]=0;b[l>>0]=0}EOb(c,0);f[c>>2]=0;e=c+4|0;f[e>>2]=f[j>>2];d[e+4>>1]=d[j+4>>1]|0;b[e+6>>0]=b[j+6>>0]|0;b[c+11>>0]=0;e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,k);e=f[k>>2]|0;if(!e){u=o;return}if((f[n>>2]|0)!=(e|0))f[n>>2]=e;sOb(e);u=o;return}function dpa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function epa(a){a=a|0;return 0}function fpa(a){a=a|0;var c=0,d=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;d=b[c+226>>0]|0;if(d<<24>>24==a<<24>>24)return;gab(c,a);if(!(a<<24>>24==1&d<<24>>24==0))if(!(d<<24>>24==1&a<<24>>24==0)){Y8a(c);return}u9a(c);return}function gpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;nab(b,a);s9a(b);return}function hpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;oab(b,a);u9a(b);return}function ipa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;pab(b,a);u9a(b);return}function jpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;qab(b,a);u9a(b);return}function kpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;rab(b,a);u9a(b);return}function lpa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+227>>0]|0)==a<<24>>24)return;kab(c,a);u9a(c);return}function mpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if((lab(b)|0)<<24>>24==a<<24>>24)return;mab(b,a);u9a(b);return}function npa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+228>>0]|0)==a<<24>>24)return;J9a(c,a);t9a(c);return}function opa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;xab(b,a);u9a(b);return}function ppa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;yab(b,a);u9a(b);return}function qpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;zab(b,a);u9a(b);return}function rpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Aab(b,a);u9a(b);return}function spa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Bab(b,a);u9a(b);return}function tpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Cab(b,a);u9a(b);return}function upa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;eab(b,a);u9a(b);return}function vpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;sab(b,a);u9a(b);return}function wpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;tab(b,a);u9a(b);return}function xpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;uab(b,a);u9a(b);return}function ypa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;vab(b,a);u9a(b);return}function zpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;wab(b,a);u9a(b);return}function Apa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&16|0)!=0|0}function Bpa(){var a=0;a=(Bla()|0)+240|0;return +(+Eab(f[a>>2]|0))}function Cpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Dab(b,a);u9a(b);return}function Dpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Fab(b,a);u9a(b);return}function Epa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Gab(b,a);u9a(b);return}function Fpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Hab(b,a);u9a(b);return}function Gpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Iab(b,a);u9a(b);return}function Hpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Jab(b,a);u9a(b);return}function Ipa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Kab(b,a);u9a(b);return}function Jpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Lab(b,a);u9a(b);return}function Kpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Mab(b,a);u9a(b);return}function Lpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Nab(b,a);u9a(b);return}function Mpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Oab(b,a);u9a(b);return}function Npa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;bab(b,a);u9a(b);return}function Opa(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;cab(c,a,b);u9a(c);return}function Ppa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;dab(f[b>>2]|0,a,a+16|0);return}function Qpa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=u;u=u+16|0;b=d+8|0;e=d;c=Bla()|0;g=f[c+232>>2]|0;c=f[c+240>>2]|0;h=BQa(g)|0;a=f[a>>2]|0;f[e>>2]=h;f[e+4>>2]=a;ERa(b,g,e);a=f[b>>2]|0;if(a|0)if((f[c+216>>2]|0)!=(a|0)){U9a(c,b,0);t9a(c)}a=f[b+4>>2]|0;if(!a){u=d;return}iOb(a);u=d;return}function Rpa(){var a=0,b=0,c=0,d=0;c=u;u=u+16|0;a=c;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(f[b+216>>2]|0)){u=c;return}f[a>>2]=0;d=a+4|0;f[d>>2]=0;U9a(b,a,0);a=f[d>>2]|0;if(a|0)iOb(a);t9a(b);u=c;return}function Spa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(s8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Tpa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(r8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Upa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(q8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Vpa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+16|0;d=e+8|0;b=e;g=Bla()|0;c=f[g+240>>2]|0;sRa(d,f[g+232>>2]|0,a);a=f[d>>2]|0;if(a|0){QFa(b,a);if(f[b>>2]|0)if(p8a(f[c+208>>2]|0,b)|0)t9a(c);a=f[b+4>>2]|0;if(a|0)iOb(a)}a=f[d+4>>2]|0;if(!a){u=e;return}iOb(a);u=e;return}function Wpa(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(t8a(f[a+208>>2]|0)|0))return;t9a(a);return}function Xpa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&128|0)!=0^a))return;T9a(b,a);t9a(b);return}function Ypa(){var a=0;a=(Bla()|0)+240|0;Y8a(f[a>>2]|0);return}function Zpa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=Bla()|0;e=f[c+232>>2]|0;d=f[c+244>>2]|0;c=f[c+240>>2]|0;Jkb(DSa(e)|0,d);uSa(e,f[a>>2]|0,f[a+4>>2]|0,b);o$a(d,a,b);v9a(c);return}function _pa(a){a=+a;var b=0,c=0;b=Bla()|0;c=f[b+244>>2]|0;Jkb(DSa(f[b+232>>2]|0)|0,c);q$a(c,a);c=Bla()|0;b=f[c+240>>2]|0;pSa(f[c+232>>2]|0,a);v9a(b);return}function $pa(){var a=0,b=0,c=0;a=Bla()|0;c=f[a+232>>2]|0;b=f[a+244>>2]|0;a=f[a+240>>2]|0;Jkb(DSa(c)|0,b);oSa(c);p$a(b);v9a(a);return}function aqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=(Bla()|0)+232|0;d=f[d>>2]|0;c=f[a>>2]|0;e=f[a+4>>2]|0;a=c+(e<<3)|0;if(!e)return;do{ESa(d,c,b);c=c+8|0}while((c|0)!=(a|0));return}function bqa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;m=u;u=u+32|0;q=m+16|0;l=m+8|0;r=m;p=((f[h+4>>2]|0)>>>0)/3|0;o=((f[i+4>>2]|0)>>>0)/3|0;n=((f[j+4>>2]|0)>>>0)/3|0;s=(b&3|0)==3?b&-4:b;s=(s&3|0)==0?s|4:s;s=(s&4096|0)==0?s&-585:s;s=(s&8192|0)==0?s&-1169:s;b=Bla()|0;k=f[b+232>>2]|0;f[r>>2]=(s&16384|0)==0?s&-2337:s;g=f[g>>2]|0;h=f[h>>2]|0;i=f[i>>2]|0;j=f[j>>2]|0;f[q>>2]=f[r>>2];JDa(l,k,q,c,d,e,g,h,p,i,o,j,n);if(!(f[l>>2]|0)){f[a>>2]=0;f[a+4>>2]=-1}else{r=f[b+244>>2]|0;s=f[(f[r>>2]|0)+28>>2]|0;q=ORa(k)|0;oh[s&1023](r,q);q=(f[l>>2]|0)+28|0;r=f[q+4>>2]|0;s=a;f[s>>2]=f[q>>2];f[s+4>>2]=r}b=f[l+4>>2]|0;if(!b){u=m;return}iOb(b);u=m;return}function cqa(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0;l=(Bla()|0)+244|0;z$a(f[l>>2]|0,b,7,1);l=pOb(104)|0;f[l>>2]=33344;m=f[a>>2]|0;f[a>>2]=0;f[l+4>>2]=m;f[l+8>>2]=c;f[l+12>>2]=d;f[l+16>>2]=e;f[l+20>>2]=g;f[l+24>>2]=f[h>>2];f[l+28>>2]=f[h+4>>2];g=h+8|0;f[l+32>>2]=f[g>>2];e=h+12|0;f[l+36>>2]=f[e>>2];d=h+16|0;f[l+40>>2]=f[d>>2];f[d>>2]=0;f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[l+44>>2]=f[i>>2];f[l+48>>2]=f[i+4>>2];h=i+8|0;f[l+52>>2]=f[h>>2];g=i+12|0;f[l+56>>2]=f[g>>2];e=i+16|0;f[l+60>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;f[l+64>>2]=f[j>>2];f[l+68>>2]=f[j+4>>2];i=j+8|0;f[l+72>>2]=f[i>>2];h=j+12|0;f[l+76>>2]=f[h>>2];g=j+16|0;f[l+80>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;f[l+84>>2]=f[k>>2];f[l+88>>2]=f[k+4>>2];j=k+8|0;f[l+92>>2]=f[j>>2];i=k+12|0;f[l+96>>2]=f[i>>2];h=k+16|0;f[l+100>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;dqa(l,b);return}function dqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;c=g+20|0;d=g;h=pOb(8)|0;f[h>>2]=33376;f[h+4>>2]=a;i=pOb(8)|0;e=f[b+4>>2]|0;a=i;f[a>>2]=f[b>>2];f[a+4>>2]=e;a=i+8|0;f[d>>2]=i;f[d+4>>2]=1;e=d+12|0;f[d+8>>2]=i;f[e>>2]=a;f[d+16>>2]=a;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[c>>2]=h;E0a(a,c,d);a=f[c>>2]|0;f[c>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=d+8|0;a=f[c>>2]|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(!a){u=g;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=g;return}function eqa(a){a=a|0;var b=0;f[a>>2]=33376;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function fqa(a){a=a|0;var b=0,c=0;f[a>>2]=33376;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function gqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function hqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,f[b>>2]|0);return}function iqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function jqa(a){a=a|0;return 0}function kqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33344;b=a+92|0;c=f[b>>2]|0;e=a+96|0;if((c|0)==(f[e>>2]|0)){d=f[a+84>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}c=a+72|0;b=f[c>>2]|0;e=a+76|0;if((b|0)==(f[e>>2]|0)){d=f[a+64>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=a+52|0;b=f[c>>2]|0;e=a+56|0;if((b|0)==(f[e>>2]|0)){d=f[a+44>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=a+32|0;b=f[c>>2]|0;e=a+36|0;if((b|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function lqa(a){a=a|0;kqa(a);sOb(a);return}function mqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;c=u;u=u+48|0;g=c+16|0;d=c+8|0;B=c;v=((f[a+48>>2]|0)>>>0)/3|0;s=((f[a+68>>2]|0)>>>0)/3|0;q=((f[a+88>>2]|0)>>>0)/3|0;A=f[a+8>>2]|0;A=(A&3|0)==3?A&-4:A;A=(A&3|0)==0?A|4:A;A=(A&4096|0)==0?A&-585:A;A=(A&8192|0)==0?A&-1169:A;e=Bla()|0;h=f[e+232>>2]|0;p=f[e+240>>2]|0;zRa(d,h,b);f[B>>2]=(A&16384|0)==0?A&-2337:A;A=f[a+12>>2]|0;z=f[a+16>>2]|0;y=f[a+20>>2]|0;x=f[a+24>>2]|0;w=f[a+44>>2]|0;t=f[a+64>>2]|0;r=f[a+84>>2]|0;f[g>>2]=f[B>>2];HDa(h,d,g,A,z,y,x,w,v,t,s,r,q)|0;Y8a(p);p=f[(f[d>>2]|0)+44>>2]|0;o=+n[p+124>>2];m=+n[p+136>>2];l=+n[p+128>>2];k=+n[p+140>>2];j=+n[p+132>>2];i=+n[p+144>>2];n[g>>2]=o-m;n[g+4>>2]=l-k;n[g+8>>2]=j-i;n[g+12>>2]=o+m;n[g+16>>2]=l+k;n[g+20>>2]=j+i;e=f[e+244>>2]|0;Jkb(DSa(h)|0,e);A$a(e,b,g);g=f[(f[e>>2]|0)+28>>2]|0;b=ORa(h)|0;oh[g&1023](e,b);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,c+40|0);a=f[d+4>>2]|0;if(!a){u=c;return}iOb(a);u=c;return}function nqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=0;oh[e&1023](a,d);u=c;return}function oqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function pqa(a){a=a|0;return 0}function qqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;f[e>>2]=33408;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;E0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function rqa(a){a=a|0;var b=0;f[a>>2]=33408;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function sqa(a){a=a|0;var b=0,c=0;f[a>>2]=33408;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;p=t+36|0;q=Bla()|0;r=f[q+232>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(gRa(r,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{wqa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{wqa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{wqa(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=21}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(x|0)do{lRa(r,e)|0;e=e+8|0}while((e|0)!=(g|0));x=f[q+244>>2]|0;w=f[(f[x>>2]|0)+28>>2]|0;g=ORa(r)|0;oh[w&1023](x,g);Y8a(f[q+240>>2]|0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}c=f[c>>2]|0;if(c|0){d=s+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function uqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else wqa(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function vqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function xqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(12)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=33440;f[d+8>>2]=c;dqa(d,b);return}function yqa(a){a=a|0;var b=0;f[a>>2]=33472;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function zqa(a){a=a|0;var b=0,c=0;f[a>>2]=33472;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Aqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+32|0;e=g+16|0;d=g;c=(Bla()|0)+232|0;zRa(e,f[c>>2]|0,b);b=f[e>>2]|0;if(!b){b=f[a+4>>2]|0;a=f[(f[b>>2]|0)+8>>2]|0;f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;oh[a&1023](b,d);b=f[d>>2]|0;if(b|0){a=f[c>>2]|0;if((a|0)!=(b|0))f[c>>2]=a+(~(((a+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}else{f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;_Da(f[b+44>>2]|0,f[a+8>>2]|0,d);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,d);b=f[d>>2]|0;if(b|0){a=f[c>>2]|0;if((a|0)!=(b|0))f[c>>2]=a+(~(((a+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function Bqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Cqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Dqa(a){a=a|0;yf()}function Eqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=pOb(28)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=33504;f[d+8>>2]=f[b>>2];f[d+12>>2]=f[b+4>>2];a=b+8|0;f[d+16>>2]=f[a>>2];e=b+12|0;f[d+20>>2]=f[e>>2];g=b+16|0;f[d+24>>2]=f[g>>2];f[g>>2]=0;f[e>>2]=0;f[a>>2]=0;f[b>>2]=0;dqa(d,c);return}function Fqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33504;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=33536;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Gqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33504;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=33536;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;g=i;c=(Bla()|0)+232|0;zRa(h,f[c>>2]|0,b);b=f[h>>2]|0;c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;if(!b){f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;oh[d&1023](c,g);b=f[g>>2]|0;if(b|0){a=f[e>>2]|0;if((a|0)!=(b|0))f[e>>2]=a+(~((a+-4-b|0)>>>2)<<2);sOb(b)}}else{dEa(g,b,f[a+8>>2]|0,f[a+12>>2]|0);oh[d&1023](c,g);c=f[g>>2]|0;if(c|0){b=g+4|0;a=f[b>>2]|0;if((a|0)!=(c|0))f[b>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}}b=f[h+4>>2]|0;if(!b){u=i;return}iOb(b);u=i;return}function Iqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Jqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Kqa(a){a=a|0;var b=0;f[a>>2]=33536;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Lqa(a){a=a|0;yf()}function Mqa(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=33568;dqa(c,b);return}function Nqa(a){a=a|0;var b=0;f[a>>2]=33600;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Oqa(a){a=a|0;var b=0,c=0;f[a>>2]=33600;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pqa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+160|0;s=v+144|0;t=v;h=v+152|0;r=(Bla()|0)+232|0;zRa(s,f[r>>2]|0,c);c=f[s>>2]|0;do if(!c){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[t>>0]=1;oh[r&1023](a,t)}else{g=c+44|0;if(!(b[(f[g>>2]|0)+148>>0]&2)){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[t>>0]=3;oh[r&1023](a,t);break}c=t+60|0;d=t;e=d+60|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=1.0;k=t+80|0;l=t+64|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[k>>2]=1.0;m=t+100|0;o=t+84|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;n[m>>2]=1.0;p=t+120|0;q=t+104|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;n[p>>2]=1.0;r=t+124|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;j=(f[g>>2]|0)+68|0;if(!(zLa(j)|0)){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[h>>0]=2;oh[r&1023](a,h)}else{if(zLa(j)|0){d=zLa(j)|0;g=t+4|0;h=f[g>>2]|0;c=f[t>>2]|0;e=h-c>>2;if(d>>>0>e>>>0){Sqa(t,d-e|0);c=f[t>>2]|0}else if(d>>>0<e>>>0){d=c+(d<<2)|0;if((d|0)!=(h|0))f[g>>2]=h+(~((h+-4-d|0)>>>2)<<2)}CLa(j,c)|0}if(ALa(j)|0){d=t+12|0;e=ALa(j)|0;h=t+16|0;i=f[h>>2]|0;c=f[d>>2]|0;g=i-c>>1;if(e>>>0>g>>>0){Tqa(d,e-g|0);c=f[d>>2]|0}else if(e>>>0<g>>>0){d=c+(e<<1)|0;if((d|0)!=(i|0))f[h>>2]=i+(~((i+-2-d|0)>>>1)<<1)}DLa(j,c)|0}c=f[s>>2]|0;g=f[c+44>>2]|0;d=g+72|0;e=t+24|0;if((e|0)==(d|0))e=g;else{Uqa(e,f[d>>2]|0,f[g+76>>2]|0);e=f[s>>2]|0;c=e;e=f[e+44>>2]|0}d=e+84|0;g=t+36|0;if((g|0)==(d|0))g=e;else{Uqa(g,f[d>>2]|0,f[e+88>>2]|0);c=f[s>>2]|0;g=f[c+44>>2]|0}d=g+96|0;e=t+48|0;if((e|0)!=(d|0)){Uqa(e,f[d>>2]|0,f[g+100>>2]|0);c=f[s>>2]|0}e=f[c+36>>2]|0;d=f[c+40>>2]|0;c=(d|0)==0;if(!c)gOb(d);if(e|0){f[t+60>>2]=f[e>>2];f[l>>2]=f[e+4>>2];f[t+68>>2]=f[e+8>>2];f[t+72>>2]=f[e+12>>2];f[t+76>>2]=f[e+16>>2];f[k>>2]=f[e+20>>2];f[o>>2]=f[e+24>>2];f[t+88>>2]=f[e+28>>2];f[t+92>>2]=f[e+32>>2];f[t+96>>2]=f[e+36>>2];f[m>>2]=f[e+40>>2];f[q>>2]=f[e+44>>2];f[t+108>>2]=f[e+48>>2];f[t+112>>2]=f[e+52>>2];f[t+116>>2]=f[e+56>>2];f[p>>2]=f[e+60>>2]}if(!c)iOb(d);q=f[(f[s>>2]|0)+44>>2]|0;f[r>>2]=f[q+24>>2];f[t+128>>2]=f[q+28>>2];f[t+132>>2]=f[q+32>>2];f[t+136>>2]=f[q+52>>2];a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,t)}dO(t)}while(0);c=f[s+4>>2]|0;if(!c){u=v;return}iOb(c);u=v;return}function Qqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=1;oh[e&1023](a,d);u=c;return}function Rqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=0;oh[e&1023](a,d);u=c;return}function Sqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function Tqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>1>>>0>=b>>>0){dQb(c|0,0,b<<1|0)|0;f[l>>2]=c+(b<<1);return}h=f[a>>2]|0;g=c-h|0;e=g>>1;c=e+b|0;if((c|0)<0)AMb(a);d=d-h|0;d=d>>1>>>0<1073741823?(d>>>0<c>>>0?c:d):2147483647;do if(!d){j=0;k=0}else if((d|0)<0)vd();else{k=pOb(d<<1)|0;j=k;break}while(0);c=j+(e<<1)|0;dQb(c|0,0,b<<1|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<1);f[i>>2]=j+(d<<1);if(!h)return;sOb(h);return}function Uqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;i=b;h=j-i|0;g=(h|0)/12|0;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=((d-m|0)/12|0)>>>0){h=a+4|0;e=((f[h>>2]|0)-m|0)/12|0;a=g>>>0>e>>>0;g=a?b+(e*12|0)|0:c;e=g;d=e-i|0;if(d|0)cQb(m|0,b|0,d|0)|0;c=l+(((d|0)/12|0)*12|0)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[h>>2]|0,g|0,d|0)|0;f[h>>2]=(f[h>>2]|0)+(((d>>>0)/12|0)*12|0);return}else{d=f[h>>2]|0;if((d|0)==(c|0))return;f[h>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~(((c+-12-m|0)>>>0)/12|0)*12|0);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>357913941)AMb(a);m=(d|0)/12|0;d=m<<1;d=m>>>0<178956970?(d>>>0<g>>>0?g:d):357913941;if(d>>>0>357913941)AMb(a);c=pOb(d*12|0)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d*12|0);if((h|0)<=0)return;bQb(c|0,b|0,h|0)|0;f[e>>2]=c+(((h>>>0)/12|0)*12|0);return}function Vqa(a){a=a|0;yf()}function Wqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Xqa(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;r=s+28|0;q=s+16|0;o=s+8|0;p=s;kvb(r);hvb(q);l=(e|1|0)==5;m=l?1:h;l=l?f[c+4>>2]|0:g;h=(i|1|0)==5;g=f[d+4>>2]|0;if(!g)n=3;else{h=ODa(i,0,r,q,h?g:j,h?1:k,f[d>>2]|0)|0;if(!h)n=3}if((n|0)==3)h=ODa(e,0,r,q,l,m,f[c>>2]|0)|0;switch(h|0){case 4:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=3;oh[a&1023](p,o);break}case 1:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=0;oh[a&1023](p,o);break}case 2:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=1;oh[a&1023](p,o);break}case 3:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=2;oh[a&1023](p,o);break}default:{l=(Bla()|0)+232|0;l=f[l>>2]|0;qFa(o,l);OQa(p,l,o);l=f[p>>2]|0;h=p+4|0;n=f[h>>2]|0;f[p>>2]=0;f[h>>2]=0;f[o>>2]=l;l=o+4|0;g=f[l>>2]|0;f[l>>2]=n;if(g|0){iOb(g);h=f[h>>2]|0;if(h|0)iOb(h)}if(!(f[o>>2]|0)){n=f[a>>2]|0;e=f[(f[n>>2]|0)+12>>2]|0;b[p>>0]=4;oh[e&1023](n,p)}if(f[r>>2]|0)LFa(f[o>>2]|0,r);if(f[q>>2]|0)MFa(f[o>>2]|0,q);h=f[a>>2]|0;a=f[(f[h>>2]|0)+8>>2]|0;e=(f[o>>2]|0)+4|0;n=f[e+4>>2]|0;o=p;f[o>>2]=f[e>>2];f[o+4>>2]=n;oh[a&1023](h,p);h=f[l>>2]|0;if(h|0)iOb(h)}}h=f[q>>2]|0;f[q>>2]=0;if(h|0)tOb(h);h=f[r>>2]|0;f[r>>2]=0;if(!h){u=s;return}tOb(h);u=s;return}function Yqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;s=u;u=u+48|0;r=s;p=s+36|0;q=(Bla()|0)+232|0;q=f[q>>2]|0;c=r;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=r;h=r+4|0;i=5}else{h=r+16|0;i=r+20|0;j=r+12|0;k=r+28|0;l=r+32|0;m=r+24|0;c=r+4|0;n=r+8|0;do{a:do switch(kRa(q,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){v=d;t=f[v+4>>2]|0;f[e>>2]=f[v>>2];f[e+4>>2]=t;f[h>>2]=(f[h>>2]|0)+8;break a}else{Zqa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){w=d;t=f[w+4>>2]|0;v=e;f[v>>2]=f[w>>2];f[v+4>>2]=t;f[k>>2]=(f[k>>2]|0)+8;break a}else{Zqa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){t=d;v=f[t+4>>2]|0;w=e;f[w>>2]=f[t>>2];f[w+4>>2]=v;f[c>>2]=(f[c>>2]|0)+8;break a}else{Zqa(r,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[r>>2]|0)==(f[c>>2]|0)){d=r;h=c;i=5}else{d=r;i=21}}if((i|0)==5)if((f[r+12>>2]|0)==(f[r+16>>2]|0)){c=r+24|0;if((f[c>>2]|0)==(f[r+28>>2]|0)){e=f[b>>2]|0;w=f[o>>2]|0;g=e+(w<<3)|0;if(w|0)do{pRa(q,e)|0;e=e+8|0}while((e|0)!=(g|0));g=f[a>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,r);g=d;h=c;c=r+24|0}c=f[c>>2]|0;if(c|0){d=r+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[r+12>>2]|0;if(e|0){c=r+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=s;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=s;return}function Zqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function _qa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+16|0;b=e+8|0;d=e;PHa(b);c=(Bla()|0)+232|0;QQa(d,f[c>>2]|0,b);c=(f[d>>2]|0)==0;d=f[d+4>>2]|0;if(d|0)iOb(d);if(c){f[a>>2]=0;f[a+4>>2]=-1}else{g=(f[b>>2]|0)+204|0;c=f[g+4>>2]|0;d=a;f[d>>2]=f[g>>2];f[d+4>>2]=c}a=f[b+4>>2]|0;if(!a){u=e;return}iOb(a);u=e;return}function $qa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;f[e>>2]=33632;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function ara(a){a=a|0;var b=0;f[a>>2]=33632;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function bra(a){a=a|0;var b=0,c=0;f[a>>2]=33632;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function cra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;p=t+36|0;q=Bla()|0;r=f[q+232>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(jRa(r,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{fra(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{fra(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{fra(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=21}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(x|0)do{oRa(r,e)|0;e=e+8|0}while((e|0)!=(g|0));Y8a(f[q+240>>2]|0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}d=f[c>>2]|0;if(d|0){e=s+28|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function dra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else fra(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function era(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function fra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function gra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33664;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function hra(a){a=a|0;var b=0;f[a>>2]=33696;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ira(a){a=a|0;var b=0,c=0;f[a>>2]=33696;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function jra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;c=f[b+4>>2]|0;h=i+8|0;if(c|0){if(c>>>0>134217727)vd();g=pOb(c<<5)|0;f[i>>2]=g;f[l>>2]=g;f[h>>2]=g+(c<<5);g=f[b>>2]|0;d=g+(c<<3)|0;e=j+4|0;c=g;do{vRa(j,k,c);g=f[j>>2]|0;b=f[e>>2]|0;if(b|0)iOb(b);b=f[l>>2]|0;if(b>>>0<(f[h>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;b=b+32|0;f[l>>2]=b}else{mra(i);b=f[l>>2]|0}p=b+-32|0;o=g+152|0;f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];p=f[g+172>>2]|0;o=f[g+176>>2]|0;f[b+-16>>2]=f[g+168>>2];f[b+-12>>2]=p;f[b+-8>>2]=o;n[b+-4>>2]=1.0;c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-32-b|0)>>>5)<<5);sOb(b);u=m;return}function kra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function lra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function mra(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=a+4|0;i=f[a>>2]|0;j=(f[e>>2]|0)-i|0;d=j>>5;b=d+1|0;if(b>>>0>134217727)AMb(a);k=a+8|0;l=(f[k>>2]|0)-i|0;c=l>>4;c=l>>5>>>0<67108863?(c>>>0<b>>>0?b:c):134217727;do if(!c){g=0;h=0}else if(c>>>0>134217727)vd();else{h=pOb(c<<5)|0;g=h;break}while(0);b=g+(d<<5)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;if((j|0)>0)bQb(h|0,i|0,j|0)|0;f[a>>2]=g;f[e>>2]=b+32;f[k>>2]=g+(c<<5);if(!i)return;sOb(i);return}function nra(a){a=a|0;yf()}function ora(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33728;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function pra(a){a=a|0;var b=0;f[a>>2]=33760;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function qra(a){a=a|0;var b=0,c=0;f[a>>2]=33760;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function rra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;c=f[b+4>>2]|0;h=i+8|0;if(c|0){if(c>>>0>268435455)vd();d=pOb(c<<4)|0;f[i>>2]=d;f[l>>2]=d;f[h>>2]=d+(c<<4);d=f[b>>2]|0;e=d+(c<<3)|0;g=j+4|0;do{vRa(j,k,d);b=(f[j>>2]|0)+152|0;c=f[l>>2]|0;if((c|0)==(f[h>>2]|0))ura(i,b);else{f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[l>>2]=c+16}b=f[g>>2]|0;if(b|0)iOb(b);d=d+8|0}while((d|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-16-b|0)>>>4)<<4);sOb(b);u=m;return}function sra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function tra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ura(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function vra(a){a=a|0;yf()}function wra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33792;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function xra(a){a=a|0;var b=0,c=0;f[a>>2]=33760;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function yra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+24|0;l=q+16|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;f[k+8>>2]=0;c=f[b+4>>2]|0;j=k+8|0;if(c|0){if(c>>>0>268435455)vd();d=pOb(c<<4)|0;f[k>>2]=d;f[p>>2]=d;f[j>>2]=d+(c<<4);b=f[b>>2]|0;d=b+(c<<3)|0;e=m+4|0;g=m+8|0;h=m+12|0;i=l+4|0;c=b;do{vRa(l,o,c);b=f[l>>2]|0;f[m>>2]=f[b+168>>2];f[e>>2]=f[b+172>>2];f[g>>2]=f[b+176>>2];n[h>>2]=1.0;b=f[p>>2]|0;if(b>>>0<(f[j>>2]|0)>>>0){f[b>>2]=f[m>>2];f[b+4>>2]=f[m+4>>2];f[b+8>>2]=f[m+8>>2];f[b+12>>2]=f[m+12>>2];f[p>>2]=b+16}else BI(k,m);b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,k);b=f[k>>2]|0;if(!b){u=q;return}c=f[p>>2]|0;if((c|0)!=(b|0))f[p>>2]=c+(~((c+-16-b|0)>>>4)<<4);sOb(b);u=q;return}function zra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+16|0;d=e;if(!(f[b+4>>2]|0)){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);u=e;return}g=pOb(24)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33824;a=g+8|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=g;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ara(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Bra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;q=r;m=Bla()|0;o=f[m+232>>2]|0;c=f[b>>2]|0;k=f[b+4>>2]|0;l=c+(k<<3)|0;do if(k|0){g=a+8|0;h=a+12|0;i=a+16|0;j=a+20|0;k=q+4|0;e=0;d=1;do{vRa(q,o,c);b=f[q>>2]|0;if(+n[b+152>>2]==+n[g>>2])if(+n[b+156>>2]==+n[h>>2])if(+n[b+160>>2]==+n[i>>2]){if(!(+n[b+164>>2]==+n[j>>2]))p=8}else p=8;else p=8;else p=8;if((p|0)==8){p=0;if(d){d=(fRa(o,q)|0)^1;b=f[q>>2]|0}else d=0;_Ha(b,g);e=1}b=f[k>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(l|0));if(e){b=f[m+240>>2]|0;if(d){u9a(b);break}else{Y8a(b);break}}}while(0);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,q);u=r;return}function Cra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;d=e;if(!(f[b+4>>2]|0)){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);u=e;return}g=f[c+8>>2]|0;h=f[c+4>>2]|0;i=f[c>>2]|0;c=pOb(20)|0;j=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=j;f[c>>2]=33856;f[c+8>>2]=i;f[c+12>>2]=h;f[c+16>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=c;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Dra(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Era(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;p=q;l=Bla()|0;m=f[l+232>>2]|0;c=f[b>>2]|0;j=f[b+4>>2]|0;k=c+(j<<3)|0;do if(j|0){g=a+8|0;h=a+12|0;i=a+16|0;j=p+4|0;e=0;d=1;do{vRa(p,m,c);b=f[p>>2]|0;if(+n[b+168>>2]==+n[g>>2])if(+n[b+172>>2]==+n[h>>2]){if(!(+n[b+176>>2]==+n[i>>2]))o=7}else o=7;else o=7;if((o|0)==7){o=0;if(d){d=(fRa(m,p)|0)^1;b=f[p>>2]|0}else d=0;pIa(b,g);e=1}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(k|0));if(e){b=f[l+240>>2]|0;if(d){u9a(b);break}else{Y8a(b);break}}}while(0);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,p);u=q;return}function Fra(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+64|0;c=b;n[c>>2]=1.0;d=c+4|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+20>>2]=1.0;d=c+24|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+40>>2]=1.0;d=c+44|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+60>>2]=1.0;hma(a,c);u=b;return}function Gra(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;f[c>>2]=33888;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;Hra(c,b);return}function Hra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;r=B+44|0;p=B;A=B+24|0;y=B+12|0;w=B+8|0;v=a;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;f[A+16>>2]=0;f[y>>2]=0;z=y+4|0;f[z>>2]=0;f[y+8>>2]=0;o=(Bla()|0)+232|0;o=GQa(f[o>>2]|0)|0;f[r>>2]=0;s=r+4|0;f[s>>2]=0;f[r+8>>2]=0;t=b+4|0;c=f[t>>2]|0;q=r+8|0;if(!c){e=A+8|0;i=e;c=0;d=0;g=0;h=0;j=0;k=0;l=0}else{if(c>>>0>536870911)vd();j=pOb(c<<3)|0;k=j;f[r>>2]=k;f[s>>2]=k;f[q>>2]=j+(c<<3);j=f[b>>2]|0;k=j+(c<<3)|0;l=o+4|0;m=y+8|0;n=p+4|0;do{h=f[j>>2]|0;g=f[l>>2]|0;a:do if(!g)x=34;else{e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;c=f[(f[o>>2]|0)+(i<<2)>>2]|0;if(!c)x=34;else{c=f[c>>2]|0;if(!c)x=34;else{b:do if(d)while(1){g=f[c+4>>2]|0;d=(h|0)==(g|0);if(!(d|(g&e|0)==(i|0))){x=34;break a}if(d)if((f[c+8>>2]|0)==(h|0))break b;c=f[c>>2]|0;if(!c){x=34;break a}}else while(1){d=f[c+4>>2]|0;if((h|0)==(d|0)){if((f[c+8>>2]|0)==(h|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){x=34;break a}}c=f[c>>2]|0;if(!c){x=34;break a}}while(0);i=f[j+4>>2]|0;f[p>>2]=f[(f[c+12>>2]|0)+8>>2];f[n>>2]=i;c=f[s>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){g=p;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[s>>2]=(f[s>>2]|0)+8}else Ira(r,p)}}}while(0);do if((x|0)==34){x=0;c=f[z>>2]|0;if((c|0)==(f[m>>2]|0)){RF(y,j);break}else{g=j;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[z>>2]=(f[z>>2]|0)+8;break}}while(0);j=j+8|0}while((j|0)!=(k|0));j=f[r>>2]|0;k=f[s>>2]|0;e=A+8|0;h=f[e>>2]|0;i=e;c=j;d=k;g=h;l=f[q>>2]|0}m=c;f[q>>2]=0;f[s>>2]=0;f[r>>2]=0;f[A>>2]=(c|0)==(d|0)?0:m;f[A+4>>2]=d-m>>3;m=A+12|0;if(!g){c=A+16|0;e=0;g=0}else{c=f[m>>2]|0;if((c|0)!=(g|0))f[m>>2]=c+(~((c+-8-g|0)>>>3)<<3);sOb(h);c=A+16|0;f[c>>2]=0;f[m>>2]=0;f[e>>2]=0;g=f[r>>2]|0;e=g}f[i>>2]=j;f[m>>2]=k;f[c>>2]=l;c=(f[y>>2]|0)==(f[z>>2]|0);if(e|0){d=f[s>>2]|0;if((d|0)!=(e|0))f[s>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(g)}if(c)x=45;else if(Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0)x=45;else oh[f[(f[a>>2]|0)+12>>2]&1023](a,y);if((x|0)==45){c=(Bla()|0)+244|0;c=f[c>>2]|0;x=pOb(28)|0;f[x>>2]=33920;f[x+4>>2]=v;f[x+8>>2]=f[b>>2];f[x+12>>2]=f[t>>2];v=b+8|0;f[x+16>>2]=f[v>>2];t=b+12|0;f[x+20>>2]=f[t>>2];s=b+16|0;f[x+24>>2]=f[s>>2];f[s>>2]=0;f[t>>2]=0;f[v>>2]=0;f[b>>2]=0;f[w>>2]=x;y0a(c,w,A);c=f[w>>2]|0;f[w>>2]=0;if(!c)a=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);a=0}}c=f[y>>2]|0;if(c|0){d=f[z>>2]|0;if((d|0)!=(c|0))f[z>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}e=A+8|0;c=f[e>>2]|0;if((c|0)==(f[m>>2]|0)){d=f[A>>2]|0;if(d){tOb(d);c=f[e>>2]|0}}if(c|0){d=f[m>>2]|0;if((d|0)!=(c|0))f[m>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}if(!a){u=B;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=B;return}function Ira(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Jra(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33920;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Kra(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33920;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lra(a,b){a=a|0;b=b|0;b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,a+8|0);return}function Mra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;b=f[a+8>>2]|0;h=f[a+12>>2]|0;e=b+(h<<3)|0;if(h|0){g=j+4|0;h=i+8|0;do{tRa(j,k,b);c=(f[j>>2]|0)==0;d=f[g>>2]|0;if(d|0)iOb(d);do if(c){c=f[l>>2]|0;if((c|0)==(f[h>>2]|0)){RF(i,b);break}else{o=b;n=f[o+4>>2]|0;d=c;f[d>>2]=f[o>>2];f[d+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);b=b+8|0}while((b|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=m;return}function Nra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Ora(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function Pra(a){a=a|0;var b=0;f[a>>2]=33888;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Qra(a){a=a|0;var b=0,c=0;f[a>>2]=33888;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;q=t+36|0;r=Bla()|0;p=f[r+232>>2]|0;r=f[r+244>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(iRa(p,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{Vra(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{Vra(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{Vra(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=22}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(!x)g=0;else{do{nRa(p,e)|0;e=e+8|0}while((e|0)!=(g|0));g=f[o>>2]|0;e=f[b>>2]|0}f1a(r,g,e);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,q);g=d}else{c=h;i=22}}else{c=h;i=22}if((i|0)==22){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}e=f[c>>2]|0;if(e|0){c=s+28|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function Sra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else Vra(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function Tra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Ura(a){a=a|0;return 0}function Vra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Wra(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=33952;Hra(c,b);return}function Xra(a){a=a|0;var b=0;f[a>>2]=33984;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Yra(a){a=a|0;var b=0,c=0;f[a>>2]=33984;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Zra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;h=b+4|0;vF(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;e=b+(h<<3)|0;if(h|0){g=i+8|0;h=j+4|0;do{tRa(j,k,b);c=f[j>>2]|0;d=f[l>>2]|0;if((d|0)==(f[g>>2]|0))asa(i,c);else{f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];f[d+24>>2]=f[c+24>>2];f[d+28>>2]=f[c+28>>2];f[d+32>>2]=f[c+32>>2];f[d+36>>2]=f[c+36>>2];f[d+40>>2]=f[c+40>>2];f[d+44>>2]=f[c+44>>2];f[d+48>>2]=f[c+48>>2];f[d+52>>2]=f[c+52>>2];f[d+56>>2]=f[c+56>>2];f[d+60>>2]=f[c+60>>2];f[l>>2]=d+64}c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0}while((b|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-64-b|0)>>>6)<<6);sOb(b);u=m;return}function _ra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function $ra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function asa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;g=(f[j>>2]|0)-c>>6;d=g+1|0;if(d>>>0>67108863)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>5;c=i>>6>>>0<33554431?(c>>>0<d>>>0?d:c):67108863;do if(!c)e=0;else if(c>>>0>67108863)vd();else{e=pOb(c<<6)|0;break}while(0);d=e+(g<<6)|0;i=e+(c<<6)|0;f[d>>2]=f[b>>2];f[e+(g<<6)+4>>2]=f[b+4>>2];f[e+(g<<6)+8>>2]=f[b+8>>2];f[e+(g<<6)+12>>2]=f[b+12>>2];f[e+(g<<6)+16>>2]=f[b+16>>2];f[e+(g<<6)+20>>2]=f[b+20>>2];f[e+(g<<6)+24>>2]=f[b+24>>2];f[e+(g<<6)+28>>2]=f[b+28>>2];f[e+(g<<6)+32>>2]=f[b+32>>2];f[e+(g<<6)+36>>2]=f[b+36>>2];f[e+(g<<6)+40>>2]=f[b+40>>2];f[e+(g<<6)+44>>2]=f[b+44>>2];f[e+(g<<6)+48>>2]=f[b+48>>2];f[e+(g<<6)+52>>2]=f[b+52>>2];f[e+(g<<6)+56>>2]=f[b+56>>2];f[e+(g<<6)+60>>2]=f[b+60>>2];h=d+64|0;g=f[a>>2]|0;b=f[j>>2]|0;c=g;if((b|0)!=(g|0)){e=b+-64-c|0;c=b;b=d;do{l=b;b=b+-64|0;m=c;c=c+-64|0;f[b>>2]=f[c>>2];f[l+-60>>2]=f[m+-60>>2];f[l+-56>>2]=f[m+-56>>2];f[l+-52>>2]=f[m+-52>>2];f[l+-48>>2]=f[m+-48>>2];f[l+-44>>2]=f[m+-44>>2];f[l+-40>>2]=f[m+-40>>2];f[l+-36>>2]=f[m+-36>>2];f[l+-32>>2]=f[m+-32>>2];f[l+-28>>2]=f[m+-28>>2];f[l+-24>>2]=f[m+-24>>2];f[l+-20>>2]=f[m+-20>>2];f[l+-16>>2]=f[m+-16>>2];f[l+-12>>2]=f[m+-12>>2];f[l+-8>>2]=f[m+-8>>2];f[l+-4>>2]=f[m+-4>>2]}while((c|0)!=(g|0));d=d+(~(e>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;if(!c)return;sOb(c);return}function bsa(a){a=a|0;yf()}function csa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(72)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34016;f[d+8>>2]=f[c>>2];f[d+12>>2]=f[c+4>>2];f[d+16>>2]=f[c+8>>2];f[d+20>>2]=f[c+12>>2];f[d+24>>2]=f[c+16>>2];f[d+28>>2]=f[c+20>>2];f[d+32>>2]=f[c+24>>2];f[d+36>>2]=f[c+28>>2];f[d+40>>2]=f[c+32>>2];f[d+44>>2]=f[c+36>>2];f[d+48>>2]=f[c+40>>2];f[d+52>>2]=f[c+44>>2];f[d+56>>2]=f[c+48>>2];f[d+60>>2]=f[c+52>>2];f[d+64>>2]=f[c+56>>2];f[d+68>>2]=f[c+60>>2];Hra(d,b);return}function dsa(a){a=a|0;var b=0;f[a>>2]=34048;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function esa(a){a=a|0;var b=0,c=0;f[a>>2]=34048;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function fsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+48|0;w=y+32|0;t=y+20|0;v=y;r=Bla()|0;s=f[r+232>>2]|0;o=ySa(s)|0;f[w>>2]=0;x=w+4|0;f[x>>2]=0;f[w+8>>2]=0;c=f[b>>2]|0;p=b+4|0;q=f[p>>2]|0;e=c+(q<<3)|0;if(!q)h=10;else{g=w+8|0;do{do if(f[c>>2]|0){d=f[x>>2]|0;if((d|0)==(f[g>>2]|0)){RF(w,c);break}else{m=c;n=f[m+4>>2]|0;q=d;f[q>>2]=f[m>>2];f[q+4>>2]=n;f[x>>2]=(f[x>>2]|0)+8;break}}while(0);c=c+8|0}while((c|0)!=(e|0));if((f[w>>2]|0)==(f[x>>2]|0))h=10;else{v=f[a+4>>2]|0;oh[f[(f[v>>2]|0)+12>>2]&1023](v,w)}}if((h|0)==10){f[t>>2]=0;q=t+4|0;f[q>>2]=0;f[t+8>>2]=0;c=f[b>>2]|0;n=f[p>>2]|0;l=c+(n<<3)|0;if(!n){j=0;i=1;e=t+8|0;d=0}else{m=a+8|0;n=v+4|0;e=t+8|0;k=0;d=1;do{tRa(v,s,c);zIa(f[v>>2]|0,m);if(d)d=(KIa(f[v>>2]|0)|0)^1;else d=0;j=f[v>>2]|0;g=f[j+64>>2]|0;j=f[j+68>>2]|0;k=k|(g|0)!=(j|0);if((g|0)!=(j|0))do{h=f[g>>2]|0;wDa(o,h);h=h+116|0;i=f[q>>2]|0;if(i>>>0<(f[e>>2]|0)>>>0){z=h;h=f[z+4>>2]|0;f[i>>2]=f[z>>2];f[i+4>>2]=h;f[q>>2]=(f[q>>2]|0)+8}else isa(t,h);g=g+4|0}while((g|0)!=(j|0));g=f[n>>2]|0;if(g|0)iOb(g);c=c+8|0}while((c|0)!=(l|0));j=k;i=d;d=f[p>>2]|0;c=f[b>>2]|0}h=f[r+244>>2]|0;b1a(h,d,c);c=f[t>>2]|0;d=f[q>>2]|0;f[v>>2]=(c|0)==(d|0)?0:c;f[v+4>>2]=d-c>>3;g=v+12|0;f[v+8>>2]=c;f[g>>2]=d;f[v+16>>2]=f[e>>2];f[e>>2]=0;f[q>>2]=0;f[t>>2]=0;t$a(h,v);d=v+8|0;c=f[d>>2]|0;if((c|0)==(f[g>>2]|0)){e=f[v>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}if(!i)Jkb(DSa(s)|0,h);c=f[r+240>>2]|0;do if(j)if(i){u9a(c);break}else{v9a(c);break}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,v);c=f[t>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}c=f[w>>2]|0;if(!c){u=y;return}d=f[x>>2]|0;if((d|0)!=(c|0))f[x>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=y;return}function gsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function hsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function isa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function jsa(a){a=a|0;yf()}function ksa(){return 13}function lsa(a){a=a|0;var b=0,c=0,d=0,e=0;if(a>>>0>13)return;b=Bla()|0;c=f[b+232>>2]|0;d=f[b+240>>2]|0;e=W9a(d,a,1)|0;if(e|0)if((f[e>>2]|0)!=(f[e+4>>2]|0)){e=DSa(c)|0;Jkb(e,f[b+244>>2]|0)}if(!(Y9a(d,a)|0))return;Y8a(d);return}function msa(a,b){a=a|0;b=b|0;var c=0;if(a>>>0>13)return;c=(Bla()|0)+240|0;c=f[c>>2]|0;a=W9a(c,a,1)|0;if(!a)return;neb(a,b);u9a(c);return}function nsa(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=+c;d=d|0;e=+e;g=g|0;h=+h;i=i|0;j=+j;k=k|0;var l=0;if(a>>>0>13)return;l=(Bla()|0)+240|0;l=f[l>>2]|0;a=W9a(l,a,1)|0;if(!a)return;oeb(a,b,c,d,e,g,h,i,j,k);u9a(l);return}function osa(a,b){a=a|0;b=b|0;var c=0;if(a>>>0>13)return;c=(Bla()|0)+240|0;c=f[c>>2]|0;a=W9a(c,a,1)|0;if(!a)return;meb(a,b);u9a(c);return}function psa(){return 2}function qsa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34080;mma(d,b,c,0);return}function rsa(a){a=a|0;var b=0;f[a>>2]=34112;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ssa(a){a=a|0;var b=0,c=0;f[a>>2]=34112;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0;t=u;u=u+48|0;o=t+32|0;p=t+24|0;q=t;r=(Bla()|0)+232|0;r=f[r>>2]|0;f[o>>2]=0;s=o+4|0;f[s>>2]=0;f[o+8>>2]=0;c=f[b+4>>2]|0;m=o+8|0;if(c|0){if(c>>>0>178956970)vd();d=pOb(c*24|0)|0;e=d;f[o>>2]=e;f[s>>2]=e;f[m>>2]=d+(c*24|0);d=f[b>>2]|0;e=d+(c<<3)|0;g=q+4|0;h=q+8|0;i=q+12|0;j=q+16|0;k=q+20|0;l=p+4|0;do{ARa(p,r,d);b=f[p>>2]|0;if(!b){f[q>>2]=1065353216;f[g>>2]=1065353216;f[h>>2]=1065353216;f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;b=f[s>>2]|0;if(b>>>0<(f[m>>2]|0)>>>0){f[b>>2]=f[q>>2];f[b+4>>2]=f[q+4>>2];f[b+8>>2]=f[q+8>>2];f[b>>2]=1065353216;f[b+4>>2]=f[g>>2];f[b+8>>2]=f[h>>2];c=b+12|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c>>2]=f[i>>2];f[b+16>>2]=f[j>>2];f[b+20>>2]=f[k>>2];f[s>>2]=(f[s>>2]|0)+24}else xsa(o,q)}else{c=f[b+4>>2]|0;b=f[s>>2]|0;if(b>>>0<(f[m>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;b=b+24|0;f[s>>2]=b}else{wsa(o);b=f[s>>2]|0}y=f[c+44>>2]|0;x=y+124|0;c=y+136|0;B=y+128|0;A=y+140|0;v=+n[B>>2]-+n[A>>2];z=y+132|0;y=y+144|0;w=+n[z>>2]-+n[y>>2];n[b+-24>>2]=+n[x>>2]-+n[c>>2];n[b+-20>>2]=v;n[b+-16>>2]=w;w=+n[B>>2]+ +n[A>>2];v=+n[z>>2]+ +n[y>>2];n[b+-12>>2]=+n[x>>2]+ +n[c>>2];n[b+-8>>2]=w;n[b+-4>>2]=v}b=f[l>>2]|0;if(b|0)iOb(b);d=d+8|0}while((d|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,o);b=f[o>>2]|0;if(!b){u=t;return}c=f[s>>2]|0;if((c|0)!=(b|0))f[s>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);sOb(b);u=t;return}function usa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function vsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wsa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=a+4|0;h=f[j>>2]|0;l=f[a>>2]|0;d=(h-l|0)/24|0;b=d+1|0;i=l;if(b>>>0>178956970)AMb(a);k=a+8|0;g=((f[k>>2]|0)-l|0)/24|0;c=g<<1;c=g>>>0<89478485?(c>>>0<b>>>0?b:c):178956970;do if(!c)e=0;else if(c>>>0>178956970)vd();else{e=pOb(c*24|0)|0;break}while(0);b=e+(d*24|0)|0;e=e+(c*24|0)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;g=b+24|0;if((h|0)!=(i|0)){d=h;while(1){c=b+-24|0;h=d;d=d+-24|0;f[c>>2]=f[d>>2];f[b+-20>>2]=f[h+-20>>2];f[b+-16>>2]=f[h+-16>>2];f[b+-12>>2]=f[h+-12>>2];f[b+-8>>2]=f[h+-8>>2];f[b+-4>>2]=f[h+-4>>2];if((d|0)==(i|0)){b=c;break}else b=c}}f[a>>2]=b;f[j>>2]=g;f[k>>2]=e;if(!l)return;sOb(l);return}function xsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;d=i<<1;d=i>>>0<89478485?(d>>>0<c>>>0?c:d):178956970;do if(!d)g=0;else if(d>>>0>178956970)vd();else{g=pOb(d*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(d*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*24|0)+4>>2]=f[b+4>>2];f[g+(h*24|0)+8>>2]=f[b+8>>2];d=g+(h*24|0)+12|0;n=b+12|0;f[d>>2]=f[n>>2];f[d+4>>2]=f[n+4>>2];f[d+8>>2]=f[n+8>>2];f[d>>2]=f[n>>2];f[g+(h*24|0)+16>>2]=f[b+16>>2];f[g+(h*24|0)+20>>2]=f[b+20>>2];b=c+24|0;if((e|0)!=(j|0))while(1){d=c+-24|0;n=e;e=e+-24|0;f[d>>2]=f[e>>2];f[c+-20>>2]=f[n+-20>>2];f[c+-16>>2]=f[n+-16>>2];f[c+-12>>2]=f[n+-12>>2];f[c+-8>>2]=f[n+-8>>2];f[c+-4>>2]=f[n+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function ysa(a){a=a|0;yf()}function zsa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;p=s+8|0;i=s+4|0;r=s;q=Bla()|0;g=f[q+232>>2]|0;f[p>>2]=1065353216;j=p+4|0;f[j>>2]=1065353216;k=p+8|0;f[k>>2]=1065353216;l=p+12|0;f[l>>2]=0;m=p+16|0;f[m>>2]=0;n=p+20|0;f[n>>2]=0;o=b+4|0;h=f[o>>2]|0;do if(!h)zEa(g,c,d,e,p);else{f[i>>2]=h;AEa(g,f[b>>2]|0,i,c,d,e,p);g=f[i>>2]|0;if(g|0){i=f[o>>2]|0;f[o>>2]=i-(i-g<<3>>3);break}r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,p);u=s;return}while(0);g=f[q+244>>2]|0;q=pOb(32)|0;o=f[a>>2]|0;f[a>>2]=0;f[q+4>>2]=o;f[q>>2]=34144;f[q+8>>2]=f[p>>2];f[q+12>>2]=f[j>>2];f[q+16>>2]=f[k>>2];f[q+20>>2]=f[l>>2];f[q+24>>2]=f[m>>2];f[q+28>>2]=f[n>>2];f[r>>2]=q;K$a(g,r,b,c,d,e);g=f[r>>2]|0;f[r>>2]=0;if(!g){u=s;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=s;return}function Asa(a){a=a|0;var b=0;f[a>>2]=34176;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Bsa(a){a=a|0;var b=0,c=0;f[a>>2]=34176;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Csa(a,b){a=a|0;b=b|0;var c=0;c=a+8|0;Fsa(c,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);return}function Dsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Esa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Fsa(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0;c=+n[a>>2];e=+n[a+12>>2];if(!(c<=e)){f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[a+16>>2]=f[b+16>>2];f[a+20>>2]=f[b+20>>2];return}g=+n[b>>2];j=b+12|0;if(!(g<=+n[j>>2]))return;if(g<c){d=a;k=5}else if(g>e){d=a+12|0;k=5}if((k|0)==5)n[d>>2]=g;c=+n[b+4>>2];h=a+4|0;if(c<+n[h>>2]){d=a;k=8}else if(c>+n[a+16>>2]){d=a+12|0;k=8}if((k|0)==8)n[d+4>>2]=c;c=+n[b+8>>2];i=a+8|0;if(c<+n[i>>2]){d=a;k=11}else if(c>+n[a+20>>2]){d=a+12|0;k=11}if((k|0)==11)n[d+8>>2]=c;c=+n[j>>2];if(c<+n[a>>2]){d=a;k=14}else{d=a+12|0;if(c>+n[d>>2])k=14}if((k|0)==14)n[d>>2]=c;c=+n[b+16>>2];if(c<+n[h>>2]){d=a;k=17}else if(c>+n[a+16>>2]){d=a+12|0;k=17}if((k|0)==17)n[d+4>>2]=c;c=+n[b+20>>2];if(!(c<+n[i>>2]))if(c>+n[a+20>>2])a=a+12|0;else return;n[a+8>>2]=c;return}function Gsa(a){a=a|0;yf()}function Hsa(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=34208;mma(c,0,b,0);return}function Isa(a){a=a|0;var b=0;f[a>>2]=34240;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Jsa(a){a=a|0;var b=0,c=0;f[a>>2]=34240;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ksa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;y=E+32|0;z=E+24|0;A=E;C=Bla()|0;B=f[C+232>>2]|0;C=f[C+240>>2]|0;f[y>>2]=1065353216;s=y+4|0;f[s>>2]=1065353216;t=y+8|0;f[t>>2]=1065353216;v=y+12|0;f[v>>2]=0;w=y+16|0;f[w>>2]=0;x=y+20|0;f[x>>2]=0;c=f[b>>2]|0;r=f[b+4>>2]|0;i=c+(r<<3)|0;if(!r){D=a+4|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+8|0;C=f[C>>2]|0;oh[C&1023](D,y);u=E;return}j=z+4|0;k=y+12|0;l=A+4|0;m=A+8|0;o=A+12|0;p=A+16|0;q=A+20|0;r=A+12|0;do{ARa(z,B,c);if(f[z>>2]|0){b=a9a(C)|0;Rib(A,B,b,f[z>>2]|0,0);d=+n[y>>2];e=+n[k>>2];do if(!(d<=e)){f[y>>2]=f[A>>2];f[s>>2]=f[l>>2];f[t>>2]=f[m>>2];f[v>>2]=f[o>>2];f[w>>2]=f[p>>2];f[x>>2]=f[q>>2]}else{g=+n[A>>2];h=+n[r>>2];if(g<=h){if(g<d){b=y;D=9}else if(g>e){b=v;D=9}if((D|0)==9){D=0;n[b>>2]=g}d=+n[l>>2];if(d<+n[s>>2]){b=y;D=12}else if(d>+n[w>>2]){b=v;D=12}if((D|0)==12){D=0;n[b+4>>2]=d}d=+n[m>>2];if(d<+n[t>>2]){b=y;D=15}else if(d>+n[x>>2]){b=v;D=15}if((D|0)==15){D=0;n[b+8>>2]=d}if(h<+n[y>>2]){b=y;D=18}else if(h>+n[v>>2]){b=v;D=18}if((D|0)==18){D=0;n[b>>2]=h}d=+n[p>>2];if(d<+n[s>>2]){b=y;D=21}else if(d>+n[w>>2]){b=v;D=21}if((D|0)==21){D=0;n[b+4>>2]=d}d=+n[q>>2];if(d<+n[t>>2])b=y;else if(d>+n[x>>2])b=v;else break;n[b+8>>2]=d}}while(0)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(i|0));D=a+4|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+8|0;C=f[C>>2]|0;oh[C&1023](D,y);u=E;return}function Lsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Msa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Nsa(a){a=a|0;yf()}function Osa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34272;mma(d,b,c,0);return}function Psa(a){a=a|0;var b=0;f[a>>2]=34304;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Qsa(a){a=a|0;var b=0,c=0;f[a>>2]=34304;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+32|0;i=n+16|0;j=n+8|0;k=n;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[i>>2]=0;m=i+4|0;f[m>>2]=0;f[i+8>>2]=0;c=f[b>>2]|0;h=f[b+4>>2]|0;d=c+(h<<3)|0;if(h|0){e=k+4|0;g=i+8|0;h=j+4|0;do{ARa(j,l,c);b=f[j>>2]|0;if(!b){f[k>>2]=0;f[e>>2]=-1}else{p=(f[b+4>>2]|0)+28|0;o=f[p+4>>2]|0;b=k;f[b>>2]=f[p>>2];f[b+4>>2]=o}b=f[m>>2]|0;if(b>>>0<(f[g>>2]|0)>>>0){q=k;o=f[q+4>>2]|0;p=b;f[p>>2]=f[q>>2];f[p+4>>2]=o;f[m>>2]=(f[m>>2]|0)+8}else Usa(i,k);b=f[h>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=n;return}function Ssa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Tsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Usa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Vsa(a){a=a|0;yf()}function Wsa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34336;mma(d,b,c,0);return}function Xsa(a){a=a|0;var b=0;f[a>>2]=34368;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Ysa(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Zsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&1|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function _sa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function $sa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ata(a){a=a|0;yf()}function bta(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;l=Bla()|0;k=f[l+232>>2]|0;l=f[l+240>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(i|0){i=j+4|0;b=1;while(1){LRa(j,k,a);g=f[j>>2]|0;if(!(f[g+4>>2]|0))e=b;else{e=g+200|0;e=b&((f[e>>2]&-268435456|0)!=0|0!=0)}cJa(g,c,d);b=f[i>>2]|0;if(b|0)iOb(b);a=a+8|0;if((a|0)==(h|0))break;else b=e}if(!e){t9a(l);u=m;return}}u9a(l);u=m;return}function cta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j;i=Bla()|0;h=f[i+232>>2]|0;i=f[i+240>>2]|0;c=f[b>>2]|0;e=f[b+4>>2]|0;d=c+(e<<3)|0;if(e|0){e=g+4|0;a=1;do{KRa(g,h,c);b=f[g>>2]|0;if(b){if(f[b+4>>2]|0){k=b+200|0;a=a&((f[k>>2]&-268435456|0)!=0|0!=0)}dJa(b)}b=f[e>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0));if(!a){t9a(i);u=j;return}}u9a(i);u=j;return}function dta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;f[d>>2]=34400;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;mma(d,b,c,0);return}function eta(a){a=a|0;var b=0;f[a>>2]=34400;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function fta(a){a=a|0;var b=0,c=0;f[a>>2]=34400;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function gta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;v=u;u=u+48|0;t=v+8|0;p=v;r=v+44|0;q=Bla()|0;s=f[q+232>>2]|0;c=t;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=t;h=t+4|0;n=5}else{h=t+16|0;i=t+20|0;j=t+12|0;k=t+28|0;l=t+32|0;m=t+24|0;c=t+4|0;n=t+8|0;do{a:do switch(hRa(s,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){x=d;w=f[x+4>>2]|0;f[e>>2]=f[x>>2];f[e+4>>2]=w;f[h>>2]=(f[h>>2]|0)+8;break a}else{isa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){y=d;w=f[y+4>>2]|0;x=e;f[x>>2]=f[y>>2];f[x+4>>2]=w;f[k>>2]=(f[k>>2]|0)+8;break a}else{isa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){w=d;x=f[w+4>>2]|0;y=e;f[y>>2]=f[w>>2];f[y+4>>2]=x;f[c>>2]=(f[c>>2]|0)+8;break a}else{isa(t,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[t>>2]|0)==(f[c>>2]|0)){d=t;h=c;n=5}else{d=t;n=18}}if((n|0)==5)if((f[t+12>>2]|0)==(f[t+16>>2]|0)){c=t+24|0;if((f[c>>2]|0)==(f[t+28>>2]|0)){e=f[o>>2]|0;do if(e|0){m=f[q+244>>2]|0;y=f[b>>2]|0;g=y+(e<<3)|0;i=p+4|0;l=1;e=y;do{KRa(p,s,e);j=f[p>>2]|0;k=f[i>>2]|0;if(k|0)iOb(k);y=j+200|0;l=l&((f[y>>2]&-268435456|0)!=0|0!=0);z$a(m,(f[j+4>>2]|0)+28|0,7,0);mRa(s,e)|0;e=e+8|0}while((e|0)!=(g|0));e=f[q+240>>2]|0;if(l){u9a(e);break}else{Jkb(DSa(s)|0,m);Y8a(e);break}}while(0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,r);g=d}else{c=h;n=18}}else{c=h;n=18}if((n|0)==18){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,t);g=d;h=c;c=t+24|0}c=f[c>>2]|0;if(c|0){d=t+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[t+12>>2]|0;if(e|0){c=t+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=v;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=v;return}function hta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+48|0;d=g;e=d+12|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;e=d+4|0;c=b+4|0;j=f[c>>2]|0;h=b+8|0;i=f[h>>2]|0;f[d>>2]=f[b>>2];f[e>>2]=j;f[d+8>>2]=i;f[h>>2]=0;f[c>>2]=0;f[b>>2]=0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,d);a=f[d+24>>2]|0;if(a|0){b=d+28|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[d+12>>2]|0;if(a|0){b=d+16|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[d>>2]|0;if(!a){u=g;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=g;return}function ita(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function jta(a,c,e,g,h,i,j,k){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;s=u;u=u+64|0;q=s+32|0;p=s+20|0;r=s;x=g;y=f[x>>2]|0;x=f[x+4>>2]|0;g=h;w=f[g>>2]|0;g=f[g+4>>2]|0;m=i;h=f[m>>2]|0;m=f[m+4>>2]|0;n=p+4|0;l=pOb(24)|0;f[p>>2]=l;t=l+24|0;o=p+8|0;f[o>>2]=t;v=l;f[v>>2]=y;f[v+4>>2]=x;v=l+8|0;f[v>>2]=w;f[v+4>>2]=g;v=l+16|0;f[v>>2]=h;f[v+4>>2]=m;v=l+24|0;f[n>>2]=v;m=pOb(56)|0;h=f[a>>2]|0;f[a>>2]=0;f[m+4>>2]=h;a=m+24|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[m+44>>2]=3;b[m+48>>0]=0;f[m>>2]=34432;d[m+50>>1]=j;f[m+52>>2]=k;a=pOb(8)|0;f[a>>2]=34448;f[a+4>>2]=m;dqa(a,c);a=pOb(8)|0;f[a>>2]=34480;f[a+4>>2]=m;h=pOb(8)|0;f[h>>2]=34512;f[h+4>>2]=a;a=pOb(8)|0;g=f[e+4>>2]|0;i=a;f[i>>2]=f[e>>2];f[i+4>>2]=g;i=a+8|0;f[q>>2]=a;f[q+4>>2]=1;g=q+12|0;f[q+8>>2]=a;f[g>>2]=i;f[q+16>>2]=i;Hra(h,q);h=f[q+8>>2]|0;i=f[g>>2]|0;a=(h|0)==(i|0);e=v;j=t;if(a){c=f[q>>2]|0;if(c|0)tOb(c)}if(h|0){if(!a)f[g>>2]=i+(~((i+-8-h|0)>>>3)<<3);sOb(h)}y=pOb(8)|0;f[y>>2]=34544;f[y+4>>2]=m;f[r>>2]=l;f[r+4>>2]=3;a=r+12|0;f[r+8>>2]=f[p>>2];f[a>>2]=e;f[r+16>>2]=j;f[o>>2]=0;f[n>>2]=0;f[p>>2]=0;g=(Bla()|0)+244|0;g=f[g>>2]|0;f[q>>2]=y;t0a(g,q,r);g=f[q>>2]|0;f[q>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);i=r+8|0;g=f[i>>2]|0;if((g|0)==(f[a>>2]|0)){h=f[r>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(!g){u=s;return}h=f[a>>2]|0;if((h|0)!=(g|0))f[a>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);u=s;return}function kta(a){a=a|0;return}function lta(a){a=a|0;sOb(a);return}function mta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=a+4|0;d=f[h>>2]|0;f[d+24>>2]=f[b>>2];f[d+28>>2]=f[b+4>>2];i=b+8|0;g=d+32|0;a=f[g>>2]|0;e=d+36|0;if(!a)a=d+40|0;else{c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);a=d+40|0;f[a>>2]=0;f[e>>2]=0;f[g>>2]=0}f[g>>2]=f[i>>2];g=b+12|0;f[e>>2]=f[g>>2];e=b+16|0;f[a>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;pta(f[h>>2]|0);return}function nta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;a=f[g+4>>2]|0;i=f[(f[a>>2]|0)+12>>2]|0;d=e+8|0;b[e>>0]=2;j=c+4|0;m=f[j>>2]|0;k=c+8|0;l=f[k>>2]|0;f[e+4>>2]=f[c>>2];f[d>>2]=m;f[e+12>>2]=l;f[k>>2]=0;f[j>>2]=0;f[c>>2]=0;oh[i&1023](a,e);a=f[e+4>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}l=g+44|0;m=(f[l>>2]|0)+-1|0;f[l>>2]=m;if(m|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function ota(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function pta(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+128|0;s=t+112|0;r=t+80|0;q=t+48|0;o=t+32|0;n=t;m=a+44|0;p=(f[m>>2]|0)+-1|0;f[m>>2]=p;if(p|0){u=t;return}if(!(b[a+48>>0]|0)){k=a+8|0;c=a+16|0;l=Bla()|0;m=f[l+232>>2]|0;zRa(s,m,k);if(!(f[s>>2]|0)){q=f[a+4>>2]|0;p=f[(f[q>>2]|0)+12>>2]|0;c=r+4|0;f[c>>2]=0;g=r+8|0;f[g>>2]=0;f[r+12>>2]=0;b[r>>0]=1;m=k;n=f[m+4>>2]|0;o=r+16|0;f[o>>2]=f[m>>2];f[o+4>>2]=n;oh[p&1023](q,r);c=f[c>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}else{tRa(r,m,c);if(!(f[r>>2]|0)){o=f[a+4>>2]|0;n=f[(f[o>>2]|0)+12>>2]|0;p=q+4|0;f[p>>2]=0;g=q+8|0;f[g>>2]=0;f[q+12>>2]=0;b[q>>0]=2;l=c;m=f[l+4>>2]|0;c=q+24|0;f[c>>2]=f[l>>2];f[c+4>>2]=m;oh[n&1023](o,q);c=f[p>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}else{g=a+24|0;vRa(q,m,f[g>>2]|0);h=q+8|0;vRa(h,m,(f[g>>2]|0)+8|0);i=q+16|0;vRa(i,m,(f[g>>2]|0)+16|0);f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;j=o+8|0;if(!(f[q>>2]|0))$E(o,f[g>>2]|0);do if(!(f[q+8>>2]|0)){c=(f[g>>2]|0)+8|0;e=f[p>>2]|0;if((e|0)==(f[j>>2]|0)){$E(o,c);break}else{v=c;c=f[v+4>>2]|0;f[e>>2]=f[v>>2];f[e+4>>2]=c;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);do if(!(f[q+16>>2]|0)){c=(f[g>>2]|0)+16|0;e=f[p>>2]|0;if((e|0)==(f[j>>2]|0)){$E(o,c);break}else{g=f[c+4>>2]|0;v=e;f[v>>2]=f[c>>2];f[v+4>>2]=g;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);e=f[o>>2]|0;c=f[p>>2]|0;if((e|0)==(c|0)){KDa(n,m,s,r,q,h,i,7);v=n+8|0;g=f[v>>2]|0;c=n+12|0;h=f[c>>2]|0;f[v>>2]=0;f[c>>2]=0;c=f[n+4>>2]|0;if(c|0)iOb(c);if(!g){v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+8>>2]|0;f[n>>2]=0;f[n+4>>2]=-1;oh[m&1023](v,n)}else{e=f[l+244>>2]|0;z$a(e,k,7,1);v=d[a+50>>1]|0;c=v&65535;do if(v<<16>>16){if(c&4|0)aJa(g,1);if(c&1|0)sJa(g,1);if(c&2|0)rJa(g,1);if(c&8|0)vJa(g,1);if(c&16|0)xJa(g,1);if(c&32|0)yJa(g,1);if(c&64|0)zJa(g,1);if(c&128|0)BJa(g,1);if(c&256|0)AJa(g,1);if(c&512|0){HJa(g,1,0,1)|0;HJa(g,2,0,1)|0;HJa(g,4,0,1)|0}if(c&1024|0)DJa(g,1);if(c&2048|0)bJa(g,1);if(c&4096|0)IJa(g,7);if(c&8192|0)tJa(g,1);if(!(c&16384))break;uJa(g,1)}while(0);c=f[a+52>>2]|0;if(!c)Jkb(DSa(m)|0,e);else _Ia(g,c)|0;u9a(f[l+240>>2]|0);v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+8>>2]|0;j=g+116|0;k=f[j+4>>2]|0;l=n;f[l>>2]=f[j>>2];f[l+4>>2]=k;oh[m&1023](v,n)}if(h|0)iOb(h)}else{v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+12>>2]|0;g=n+8|0;b[n>>0]=2;l=f[j>>2]|0;f[n+4>>2]=e;f[g>>2]=c;f[n+12>>2]=l;f[j>>2]=0;f[p>>2]=0;f[o>>2]=0;oh[m&1023](v,n);c=f[n+4>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}c=f[o>>2]|0;if(c|0){e=f[p>>2]|0;if((e|0)!=(c|0))f[p>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}c=f[q+20>>2]|0;if(c|0)iOb(c);c=f[q+12>>2]|0;if(c|0)iOb(c);c=f[q+4>>2]|0;if(c|0)iOb(c)}c=f[r+4>>2]|0;if(c|0)iOb(c)}c=f[s+4>>2]|0;if(c|0)iOb(c)}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=t;return}function qta(a){a=a|0;var b=0;f[a>>2]=34512;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function rta(a){a=a|0;var b=0,c=0;f[a>>2]=34512;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function sta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function tta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function uta(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function vta(a){a=a|0;return}function wta(a){a=a|0;sOb(a);return}function xta(a,b){a=a|0;b=b|0;var c=0,d=0;a=a+4|0;d=b;c=f[d+4>>2]|0;b=(f[a>>2]|0)+16|0;f[b>>2]=f[d>>2];f[b+4>>2]=c;pta(f[a>>2]|0);return}function yta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;i=f[g+4>>2]|0;j=f[(f[i>>2]|0)+12>>2]|0;a=e+4|0;f[a>>2]=0;d=e+8|0;f[d>>2]=0;f[e+12>>2]=0;b[e>>0]=2;l=c;k=f[l+4>>2]|0;c=e+24|0;f[c>>2]=f[l>>2];f[c+4>>2]=k;oh[j&1023](i,e);a=f[a>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}k=g+44|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;if(l|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function zta(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Ata(a){a=a|0;return 0}function Bta(a){a=a|0;return}function Cta(a){a=a|0;sOb(a);return}function Dta(a,b){a=a|0;b=b|0;var c=0,d=0;a=a+4|0;d=b;c=f[d+4>>2]|0;b=(f[a>>2]|0)+8|0;f[b>>2]=f[d>>2];f[b+4>>2]=c;pta(f[a>>2]|0);return}function Eta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;i=f[g+4>>2]|0;j=f[(f[i>>2]|0)+12>>2]|0;a=e+4|0;f[a>>2]=0;d=e+8|0;f[d>>2]=0;f[e+12>>2]=0;b[e>>0]=1;l=c;k=f[l+4>>2]|0;c=e+16|0;f[c>>2]=f[l>>2];f[c+4>>2]=k;oh[j&1023](i,e);a=f[a>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}k=g+44|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;if(l|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function Fta(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Gta(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Hta(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ita(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Jta(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i;k=f[a>>2]|0;f[a>>2]=0;f[j>>2]=k;jta(j,b,c,d,e,g,h,0);a=f[j>>2]|0;f[j>>2]=0;if(!a){u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=i;return}function Kta(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h;j=f[a>>2]|0;f[a>>2]=0;f[i>>2]=j;jta(i,b,c,d,e,g,0,0);a=f[i>>2]|0;f[i>>2]=0;if(!a){u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=h;return}function Lta(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;n=r;p=Bla()|0;q=c+4|0;a:do if(!(f[q>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{o=f[p+232>>2]|0;m=ySa(o)|0;if(e)a=(b[p+229>>0]|0)!=0;else a=0;h=f[c>>2]|0;l=f[q>>2]|0;k=h+(l<<3)|0;if(!l){g=h;e=h;a=0}else{l=n+4|0;if(a){e=1;a=0;j=h;do{LRa(n,o,j);i=f[n>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);if(!(f[i+196>>2]&16777216)){i=j;f[i>>2]=0;f[i+4>>2]=-1}else{s=i+200|0;e=e&((f[s>>2]&-268435456|0)!=0|0!=0);s=HJa(i,1,d,1)|0;g=HJa(i,2,d,1)|0;h=HJa(i,4,d,1)|0;if(s){zDa(m,i);g=1}else g=g|h;a=a|g}j=j+8|0}while((j|0)!=(k|0))}else{e=1;a=0;j=h;do{LRa(n,o,j);i=f[n>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);s=i+200|0;e=e&((f[s>>2]&-268435456|0)!=0|0!=0);s=HJa(i,1,d,1)|0;g=HJa(i,2,d,1)|0;h=HJa(i,4,d,1)|0;if(s){zDa(m,i);g=1}else g=g|h;a=a|g;j=j+8|0}while((j|0)!=(k|0))}do if(a){a=f[p+240>>2]|0;if(e){u9a(a);break}else{s=DSa(o)|0;Jkb(s,f[p+244>>2]|0);Y8a(a);break}}while(0);a=f[q>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);o=a;p=f[o+4>>2]|0;s=g;f[s>>2]=f[o>>2];f[s+4>>2]=p;g=g+8|0}e=f[c>>2]|0;a=f[q>>2]|0}}}while(0);s=a-(e+(a<<3)-g>>3)|0;f[q>>2]=s;if(!s){u=r;return}s=(Bla()|0)+244|0;n$a(f[s>>2]|0,c,7,d);u=r;return}function Mta(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;m=q;n=Bla()|0;p=c+4|0;a:do if(!(f[p>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{o=f[n+232>>2]|0;j=ySa(o)|0;h=f[c>>2]|0;l=f[p>>2]|0;k=h+(l<<3)|0;if(!l){g=h;e=h;a=0}else{l=m+4|0;if(!(b[n+229>>0]|0)){e=1;a=0;do{LRa(m,o,h);i=f[m>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);g=HJa(i,1,d,1)|0;if(g)zDa(j,i);a=a|g;h=h+8|0}while((h|0)!=(k|0))}else{e=1;a=0;do{LRa(m,o,h);i=f[m>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);if(!(f[i+196>>2]&16777216)){i=h;f[i>>2]=0;f[i+4>>2]=-1}else{g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);g=HJa(i,1,d,1)|0;if(g)zDa(j,i);a=a|g}h=h+8|0}while((h|0)!=(k|0))}do if(a){a=f[n+240>>2]|0;if(e){u9a(a);break}else{o=DSa(o)|0;Jkb(o,f[n+244>>2]|0);Y8a(a);break}}while(0);a=f[p>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);m=a;n=f[m+4>>2]|0;o=g;f[o>>2]=f[m>>2];f[o+4>>2]=n;g=g+8|0}e=f[c>>2]|0;a=f[p>>2]|0}}}while(0);o=a-(e+(a<<3)-g>>3)|0;f[p>>2]=o;if(!o){u=q;return}p=(Bla()|0)+244|0;n$a(f[p>>2]|0,c,1,d);u=q;return}function Nta(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;l=p;m=Bla()|0;o=c+4|0;a:do if(!(f[o>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{n=f[m+232>>2]|0;ySa(n)|0;h=f[c>>2]|0;k=f[o>>2]|0;j=h+(k<<3)|0;if(!k){g=h;e=h;a=0}else{k=l+4|0;if(!(b[m+229>>0]|0)){e=1;a=0;do{LRa(l,n,h);i=f[l>>2]|0;g=f[k>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(i,2,d,1)|0);h=h+8|0}while((h|0)!=(j|0))}else{e=1;a=0;i=h;do{LRa(l,n,i);g=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(!(f[g+196>>2]&16777216)){h=i;f[h>>2]=0;f[h+4>>2]=-1}else{h=g+200|0;e=e&((f[h>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(g,2,d,1)|0)}i=i+8|0}while((i|0)!=(j|0))}do if(a){a=f[m+240>>2]|0;if(e){u9a(a);break}else{n=DSa(n)|0;Jkb(n,f[m+244>>2]|0);Y8a(a);break}}while(0);a=f[o>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);l=a;m=f[l+4>>2]|0;n=g;f[n>>2]=f[l>>2];f[n+4>>2]=m;g=g+8|0}e=f[c>>2]|0;a=f[o>>2]|0}}}while(0);n=a-(e+(a<<3)-g>>3)|0;f[o>>2]=n;if(!n){u=p;return}o=(Bla()|0)+244|0;n$a(f[o>>2]|0,c,2,d);u=p;return}function Ota(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;l=p;m=Bla()|0;o=c+4|0;a:do if(!(f[o>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{n=f[m+232>>2]|0;ySa(n)|0;h=f[c>>2]|0;k=f[o>>2]|0;j=h+(k<<3)|0;if(!k){g=h;e=h;a=0}else{k=l+4|0;if(!(b[m+229>>0]|0)){e=1;a=0;do{LRa(l,n,h);i=f[l>>2]|0;g=f[k>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(i,4,d,1)|0);h=h+8|0}while((h|0)!=(j|0))}else{e=1;a=0;i=h;do{LRa(l,n,i);g=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(!(f[g+196>>2]&16777216)){h=i;f[h>>2]=0;f[h+4>>2]=-1}else{h=g+200|0;e=e&((f[h>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(g,4,d,1)|0)}i=i+8|0}while((i|0)!=(j|0))}do if(a){a=f[m+240>>2]|0;if(e){u9a(a);break}else{n=DSa(n)|0;Jkb(n,f[m+244>>2]|0);Y8a(a);break}}while(0);a=f[o>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);l=a;m=f[l+4>>2]|0;n=g;f[n>>2]=f[l>>2];f[n+4>>2]=m;g=g+8|0}e=f[c>>2]|0;a=f[o>>2]|0}}}while(0);n=a-(e+(a<<3)-g>>3)|0;f[o>>2]=n;if(!n){u=p;return}o=(Bla()|0)+244|0;n$a(f[o>>2]|0,c,4,d);u=p;return}function Pta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;l=q;o=Bla()|0;m=f[o+232>>2]|0;n=ySa(m)|0;d=f[a>>2]|0;p=a+4|0;d=HSa(m,d,d+(f[p>>2]<<3)|0,c)|0;if(c)e=(b[o+229>>0]|0)!=0;else e=0;g=f[a>>2]|0;k=f[p>>2]|0;j=g+(k<<3)|0;a:do if(k){k=l+4|0;if(!e)while(1){LRa(l,m,g);i=f[l>>2]|0;e=f[k>>2]|0;if(e|0)iOb(e);r=HJa(i,1,c,1)|0;e=HJa(i,2,c,1)|0;h=HJa(i,4,c,1)|0;if(r){zDa(n,i);e=1}else e=e|h;d=d|e;g=g+8|0;if((g|0)==(j|0))break a}do{LRa(l,m,g);i=f[l>>2]|0;e=f[k>>2]|0;if(e|0)iOb(e);if(f[i+196>>2]&16777216){r=HJa(i,1,c,1)|0;e=HJa(i,2,c,1)|0;h=HJa(i,4,c,1)|0;if(r){zDa(n,i);e=1}else e=e|h;d=d|e}g=g+8|0}while((g|0)!=(j|0))}while(0);if(d)Y8a(f[o+240>>2]|0);if(!(f[p>>2]|0)){u=q;return}r=(Bla()|0)+244|0;n$a(f[r>>2]|0,a,7,c);u=q;return}function Qta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34592;mma(d,b,c,0);return}function Rta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Sta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&1)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Tta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34624;mma(d,b,c,0);return}function Uta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Vta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&2)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Wta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34656;mma(d,b,c,0);return}function Xta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Yta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&4)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Zta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);bJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function _ta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34688;mma(d,b,c,0);return}function $ta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function aua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&4|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function bua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;i=l;a=b+4|0;if(!(f[a>>2]|0)){u=l;return}j=Bla()|0;k=f[j+232>>2]|0;h=ySa(k)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[j+240>>2]|0;else{g=i+4|0;a=1;while(1){LRa(i,k,b);d=f[i>>2]|0;if(!d)d=a;else{m=d+200|0;a=a&((f[m>>2]&-268435456|0)!=0|0!=0);if((f[d+196>>2]&2|0)!=0^c){aJa(d,c);yDa(h,d);d=a}else d=a}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0;if((b|0)==(e|0))break;else a=d}a=f[j+240>>2]|0;if(!d){Y8a(a);u=l;return}}u9a(a);u=l;return}function cua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34720;mma(d,b,c,0);return}function dua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function eua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&2|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function fua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);sJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function gua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34752;mma(d,b,c,0);return}function hua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function iua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&16|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function jua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);rJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function kua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34784;mma(d,b,c,0);return}function lua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function mua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&8|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function nua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);tJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function oua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34816;mma(d,b,c,0);return}function pua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function qua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&33554432|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function rua(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;c=f[a+192>>2]|0;a:{do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32264;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+156|0)>>2]|0;if(d>>>0<(f[c+160>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+156|0)>>2]|0;b[d+24>>0]=0;f[(c+156|0)>>2]=e+32}else Uha(c+152|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32308;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+84|0)>>2]|0;if(d>>>0<(f[c+88>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+84|0)>>2]|0;b[d+24>>0]=0;f[(c+84|0)>>2]=e+32}else Vha(c+80|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32352;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+168|0)>>2]|0;if(d>>>0<(f[c+172>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+168|0)>>2]|0;b[d+24>>0]=0;f[(c+168|0)>>2]=e+32}else Wha(c+164|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32396;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+180|0)>>2]|0;if(d>>>0<(f[c+184>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+180|0)>>2]|0;b[d+24>>0]=0;f[(c+180|0)>>2]=e+32}else Xha(c+176|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32440;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+36|0)>>2]|0;if(d>>>0<(f[c+40>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+36|0)>>2]|0;b[d+24>>0]=0;f[(c+36|0)>>2]=e+32}else Yha(c+32|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32484;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+204|0)>>2]|0;if(d>>>0<(f[c+208>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+204|0)>>2]|0;b[d+24>>0]=0;f[(c+204|0)>>2]=e+32}else Rha(c+200|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32528;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+216|0)>>2]|0;if(d>>>0<(f[c+220>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+216|0)>>2]|0;b[d+24>>0]=0;f[(c+216|0)>>2]=e+32}else Qha(c+212|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);d=f[64599]|0;e=pOb(24)|0;f[e>>2]=32572;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;c=f[(d+120|0)>>2]|0;f[e+20>>2]=0;f[e+4>>2]=32616;f[(a+16|0)>>2]=e;b[(a+24|0)>>0]=0;if(c>>>0<(f[d+124>>2]|0)>>>0){f[c+16>>2]=e;f[(a+16|0)>>2]=0;b[c+24>>0]=0;f[(d+120|0)>>2]=c+32;c=0;d=0}else{Zha(d+116|0,a,a+24|0);d=f[(a+16|0)>>2]|0;c=d}if((a|0)==(c|0)){gh[f[(f[d>>2]|0)+16>>2]&2047](d);e=f[64599]|0;e=e+240|0;e=f[e>>2]|0;M9a(e)|0;n[(a+24|0)>>2]=.07500000298023224;d=(a+24|0)+4|0;n[d>>2]=.07500000298023224;d=(a+24|0)+8|0;n[d>>2]=.07500000298023224;L9a(e,a+24|0);d=(a+24|0)+4|0;c=(a+24|0)+8|0;g=(a+24|0)+12|0;h=(a+24|0)+16|0;i=(a+24|0)+20|0;j=(a+24|0)+24|0;b[j>>0]=0;j=(a+24|0)+25|0;b[j>>0]=1;j=(a+24|0)+28|0;k=f[65704]|0;l=k+1|0;f[65704]=l;f[j>>2]=k;f[(a+24|0)>>2]=1053885931;f[d>>2]=1053885931;f[c>>2]=1062274539;n[g>>2]=.925000011920929;n[h>>2]=.925000011920929;n[i>>2]=.925000011920929;N9a(e,a+24|0)|0;i=(a+24|0)+4|0;h=(a+24|0)+8|0;g=(a+24|0)+12|0;c=(a+24|0)+16|0;d=(a+24|0)+20|0;j=(a+24|0)+24|0;b[j>>0]=0;j=(a+24|0)+25|0;b[j>>0]=1;j=(a+24|0)+28|0;k=f[65704]|0;l=k+1|0;f[65704]=l;f[j>>2]=k;f[(a+24|0)>>2]=-1093597717;f[i>>2]=-1093597717;f[h>>2]=1062274539;n[g>>2]=.10000000149011612;n[c>>2]=.10000000149011612;n[d>>2]=.20000000298023224;N9a(e,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}if(!d){l=f[64599]|0;l=l+240|0;l=f[l>>2]|0;M9a(l)|0;n[(a+24|0)>>2]=.07500000298023224;k=(a+24|0)+4|0;n[k>>2]=.07500000298023224;k=(a+24|0)+8|0;n[k>>2]=.07500000298023224;L9a(l,a+24|0);k=(a+24|0)+4|0;j=(a+24|0)+8|0;i=(a+24|0)+12|0;h=(a+24|0)+16|0;g=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=1053885931;f[k>>2]=1053885931;f[j>>2]=1062274539;n[i>>2]=.925000011920929;n[h>>2]=.925000011920929;n[g>>2]=.925000011920929;N9a(l,a+24|0)|0;g=(a+24|0)+4|0;h=(a+24|0)+8|0;i=(a+24|0)+12|0;j=(a+24|0)+16|0;k=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=-1093597717;f[g>>2]=-1093597717;f[h>>2]=1062274539;n[i>>2]=.10000000149011612;n[j>>2]=.10000000149011612;n[k>>2]=.20000000298023224;N9a(l,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}gh[f[(f[d>>2]|0)+20>>2]&2047](d);l=f[64599]|0;l=l+240|0;l=f[l>>2]|0;M9a(l)|0;n[(a+24|0)>>2]=.07500000298023224;k=(a+24|0)+4|0;n[k>>2]=.07500000298023224;k=(a+24|0)+8|0;n[k>>2]=.07500000298023224;L9a(l,a+24|0);k=(a+24|0)+4|0;j=(a+24|0)+8|0;i=(a+24|0)+12|0;h=(a+24|0)+16|0;g=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=1053885931;f[k>>2]=1053885931;f[j>>2]=1062274539;n[i>>2]=.925000011920929;n[h>>2]=.925000011920929;n[g>>2]=.925000011920929;N9a(l,a+24|0)|0;g=(a+24|0)+4|0;h=(a+24|0)+8|0;i=(a+24|0)+12|0;j=(a+24|0)+16|0;k=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=-1093597717;f[g>>2]=-1093597717;f[h>>2]=1062274539;n[i>>2]=.10000000149011612;n[j>>2]=.10000000149011612;n[k>>2]=.20000000298023224;N9a(l,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}}
+function WQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=aOa((TMa(a,d)|0)+100|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+204|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function XQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=jOa((TMa(a,d)|0)+120|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function YQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=dOa((TMa(a,d)|0)+140|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function ZQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=gOa((TMa(a,d)|0)+160|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function _Qa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=mOa((TMa(a,d)|0)+40|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+28|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function $Qa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return tOa(f[a>>2]|0,b,c,d)|0}function aRa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;a=f[a>>2]|0;f[h>>2]=f[b>>2];f[g>>2]=f[h>>2];a=YOa((TMa(a,g)|0)+240|0,b+4|0)|0;if(f[a>>2]|0){h=0;u=e;return h|0}g=pOb(36)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=37776;h=g+12|0;OEa(h,b,c,d);f[a>>2]=h;h=a+4|0;a=f[h>>2]|0;f[h>>2]=g;if(!a){h=1;u=e;return h|0}iOb(a);h=1;u=e;return h|0}function bRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g+4|0;h=g;e=f[a>>2]|0;f[h>>2]=f[c>>2];f[d>>2]=f[h>>2];e=YNa((TMa(e,d)|0)+180|0,c+4|0)|0;if(f[e>>2]|0){h=0;u=g;return h|0}n8a(f[b>>2]|0,c,d);a=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=a;h=e+4|0;a=f[h>>2]|0;f[h>>2]=d;if(!a){h=1;u=g;return h|0}iOb(a);h=1;u=g;return h|0}function cRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=pOa((TMa(a,d)|0)+200|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+24|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function dRa(a,b,c){a=a|0;b=b|0;c=c|0;return sOa(f[a>>2]|0,b,c)|0}function eRa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;dPa(a,f[b>>2]|0,c,d,e);return}function fRa(a,b){a=a|0;b=b|0;a=f[a>>2]|0;if(nDa(a+464|0,b)|0){b=1;return b|0}b=c9a(f[(f[a+4>>2]|0)+240>>2]|0,b)|0;return b|0}function gRa(a,b){a=a|0;b=b|0;return ROa(f[a>>2]|0,b)|0}function hRa(a,b){a=a|0;b=b|0;return SOa(f[a>>2]|0,b)|0}function iRa(a,b){a=a|0;b=b|0;return sPa(f[a>>2]|0,b)|0}function jRa(a,b){a=a|0;b=b|0;return qPa(f[a>>2]|0,b)|0}function kRa(a,b){a=a|0;b=b|0;return tPa(f[a>>2]|0,b)|0}function lRa(a,b){a=a|0;b=b|0;return QOa(f[a>>2]|0,b)|0}function mRa(a,b){a=a|0;b=b|0;return OOa(f[a>>2]|0,b)|0}function nRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[a>>2]|0;a=sPa(e,b)|0;if(a|0){b=a;return b|0}a=b+4|0;c=e+316|0;d=f[c>>2]|0;if((d|0)==(f[e+320>>2]|0))uPa(e+312|0,a);else{f[d>>2]=f[a>>2];f[c>>2]=d+4}b=PMa(e+32|0,b)|0;vPa((f[b>>2]|0)+88|0,a)|0;b=0;return b|0}function oRa(a,b){a=a|0;b=b|0;return wPa(f[a>>2]|0,b)|0}function pRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;g=i+4|0;h=i;e=f[a>>2]|0;a=tPa(e,b)|0;if(a|0){h=a;u=i;return h|0}a=b+4|0;c=e+280|0;d=f[c>>2]|0;if((d|0)==(f[e+284>>2]|0))yPa(e+276|0,a);else{f[d>>2]=f[a>>2];f[c>>2]=d+4}f[h>>2]=f[b>>2];f[g>>2]=f[h>>2];zPa((TMa(e,g)|0)+80|0,a)|0;h=0;u=i;return h|0}function qRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;d=g+4|0;e=g;a=f[a>>2]|0;c=rPa(a,b)|0;if(c|0){b=c;u=g;return b|0}f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];d=TMa(a,d)|0;e=f[b+4>>2]|0;a=f[d+264>>2]|0;c=a+-1|0;if(!(c&a)){a=f[(f[d+260>>2]|0)+((c&e)<<2)>>2]|0;while(1){a=f[a>>2]|0;if((f[a+4>>2]|0)!=(e|0))continue;if((f[a+8>>2]|0)==(e|0))break}}else{if(e>>>0<a>>>0)a=e;else a=(e>>>0)%(a>>>0)|0;a=f[(f[d+260>>2]|0)+(a<<2)>>2]|0;while(1){a=f[a>>2]|0;if((f[a+4>>2]|0)!=(e|0))continue;if((f[a+8>>2]|0)==(e|0))break}}c=f[a+12>>2]|0;a=f[c+8>>2]|0;c=c+12|0;if((f[c>>2]|0)==(a|0)){b=0;u=g;return b|0}f[c>>2]=a;b=0;u=g;return b|0}function rRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;c=f[a>>2]|0;APa(d,c,b);a=f[d>>2]|0;if(!a)b=0;else b=GMa(a,f[c>>2]|0,0)|0;a=f[d+4>>2]|0;if(!a){u=e;return b|0}iOb(a);u=e;return b|0}function sRa(a,b,c){a=a|0;b=b|0;c=c|0;BPa(a,f[b>>2]|0,c);return}function tRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+4|0;e=h;g=f[b>>2]|0;switch(f[c>>2]|0){case 0:case -1:{f[e>>2]=f[c+4>>2];f[d>>2]=f[e>>2];IPa(a,g,d);if(f[a>>2]|0){u=h;return}b=f[a+4>>2]|0;if(b|0)iOb(b);break}default:{}}JPa(a,g,c);u=h;return}function uRa(a,b,c){a=a|0;b=b|0;c=c|0;CPa(a,f[b>>2]|0,c);return}function vRa(a,b,c){a=a|0;b=b|0;c=c|0;DPa(a,f[b>>2]|0,c);return}function wRa(a,b,c){a=a|0;b=b|0;c=c|0;EPa(a,f[b>>2]|0,c);return}function xRa(a,b,c){a=a|0;b=b|0;c=c|0;FPa(a,f[b>>2]|0,c);return}function yRa(a,b,c){a=a|0;b=b|0;c=c|0;GPa(a,f[b>>2]|0,c);return}function zRa(a,b,c){a=a|0;b=b|0;c=c|0;APa(a,f[b>>2]|0,c);return}function ARa(a,b,c){a=a|0;b=b|0;c=c|0;pPa(a,f[b>>2]|0,c);return}function BRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;KPa(d,f[b>>2]|0,c);b=f[d>>2]|0;do if(!b){f[a>>2]=0;f[a+4>>2]=0;b=d+4|0}else{f[a>>2]=b;b=d+4|0;c=f[b>>2]|0;f[a+4>>2]=c;if(!c){u=e;return}else{gOb(c);break}}while(0);b=f[b>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function CRa(a,b,c){a=a|0;b=b|0;c=c|0;NPa(a,f[b>>2]|0,c);return}function DRa(a,b,c){a=a|0;b=b|0;c=c|0;HPa(a,f[b>>2]|0,c);return}function ERa(a,b,c){a=a|0;b=b|0;c=c|0;OPa(a,f[b>>2]|0,c);return}function FRa(a,b,c){a=a|0;b=b|0;c=c|0;PPa(a,f[b>>2]|0,c);return}function GRa(a,b,c){a=a|0;b=b|0;c=c|0;QPa(a,f[b>>2]|0,c);return}function HRa(a,b,c){a=a|0;b=b|0;c=c|0;RPa(a,f[b>>2]|0,c);return}function IRa(a){a=a|0;return (f[a>>2]|0)+32|0}function JRa(a){a=a|0;return (f[a>>2]|0)+32|0}function KRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+16|0;e=g;b=f[b>>2]|0;pPa(e,b,c);d=f[e>>2]|0;if(d|0){f[a>>2]=d;c=e+4|0;f[a+4>>2]=f[c>>2];f[e>>2]=0;f[c>>2]=0;u=g;return}LPa(a,b,c);b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function LRa(a,b,c){a=a|0;b=b|0;c=c|0;MPa(a,f[b>>2]|0,c);return}function MRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;g=d+8|0;h=d+4|0;e=d;a=f[a>>2]|0;f[h>>2]=f[b>>2];b=f[c>>2]|0;f[c>>2]=0;f[e>>2]=b;f[g>>2]=f[h>>2];a=SPa(a,g,e)|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=d;return a|0}TFa(b);sOb(b);u=d;return a|0}function NRa(a){a=a|0;return f[(f[a>>2]|0)+456>>2]|0}function ORa(a){a=a|0;return (f[(f[a>>2]|0)+456>>2]|0)>>>10|0}function PRa(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+456>>2]=b;return}function QRa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;a=f[(f[a>>2]|0)+40>>2]|0;if(!a){c=0;d=0;I=c;return d|0}b=f[(f[a+12>>2]|0)+56>>2]|0;a:do if(!b){while(1){a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b){c=0;d=0;break a}}I=b;return a|0}else{c=0;d=0}while(0);b:while(1){do{e=f[(f[(f[b+12>>2]|0)+4>>2]|0)+44>>2]|0;g=QPb(c|0,d|0,(f[e+24>>2]|0)!=0|0,0)|0;g=QPb(g|0,I|0,(f[e+28>>2]|0)!=0|0,0)|0;c=QPb(g|0,I|0,(f[e+32>>2]|0)!=0|0,0)|0;d=I;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a){b=d;a=c;break b}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b)continue b}}I=b;return a|0}function RRa(a){a=a|0;var b=0,c=0,d=0;a=f[(f[a>>2]|0)+40>>2]|0;if(!a){c=0;d=0;I=c;return d|0}b=f[(f[a+12>>2]|0)+56>>2]|0;a:do if(!b){while(1){a=f[a>>2]|0;if(!a){a=0;b=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b){c=0;d=0;break a}}I=a;return b|0}else{c=0;d=0}while(0);b:while(1){do{c=QPb(c|0,d|0,f[(f[(f[(f[b+12>>2]|0)+4>>2]|0)+44>>2]|0)+24>>2]|0,0)|0;d=I;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+56>>2]|0;if(b)continue b}}d=XPb(c|0,d|0,3,0)|0;c=I;I=c;return d|0}function SRa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;g=f[a>>2]|0;d=f[g+368>>2]|0;e=g+372|0;a=f[e>>2]|0;if((d|0)==(a|0)){g=0;return g|0}else b=a;while(1){a=b+-12|0;f[e>>2]=a;c=f[a>>2]|0;if(c){a=b+-8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);a=f[e>>2]|0}if((a|0)==(d|0))break;else b=a}a=f[g+380>>2]|0;b=g+384|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-4-a|0)>>>2)<<2);C9a(f[(f[g+4>>2]|0)+240>>2]|0);g=1;return g|0}function TRa(a,b){a=a|0;b=b|0;return mQa(f[a>>2]|0,b)|0}function URa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a>>2]|0;h=f[b>>2]|0;k=c+4|0;a=f[k>>2]|0;b=f[c>>2]|0;if(a-b>>5>>>0>4){c=0;return c|0}g=f[i+380>>2]|0;e=(f[i+384>>2]|0)-g>>2;if(!e){c=0;return c|0}else d=0;while(1){if((f[g+(d<<2)>>2]|0)==(h|0))break;d=d+1|0;if(d>>>0>=e>>>0){a=0;j=11;break}}if((j|0)==11)return a|0;e=f[i+368>>2]|0;i=e+(d*12|0)|0;g=f[i>>2]|0;h=e+(d*12|0)+4|0;if(!g)d=e+(d*12|0)+8|0;else{a=f[h>>2]|0;if((a|0)!=(g|0))f[h>>2]=a+(~((a+-32-g|0)>>>5)<<5);sOb(g);d=e+(d*12|0)+8|0;f[d>>2]=0;f[h>>2]=0;f[i>>2]=0;b=f[c>>2]|0;a=f[k>>2]|0}f[i>>2]=b;f[h>>2]=a;j=c+8|0;f[d>>2]=f[j>>2];f[j>>2]=0;f[k>>2]=0;f[c>>2]=0;c=1;return c|0}function VRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];b=nQa(a,d)|0;u=c;return b|0}function WRa(a,b){a=a|0;b=b|0;var c=0,d=0;d=f[a>>2]|0;c=f[b>>2]|0;b=f[d+380>>2]|0;d=(f[d+384>>2]|0)-b>>2;a:do if(!d)a=-1;else{a=0;while(1){if((f[b+(a<<2)>>2]|0)==(c|0))break a;a=a+1|0;if(a>>>0>=d>>>0){a=-1;break}}}while(0);return (a|0)!=-1|0}function XRa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=f[a>>2]|0;d=f[c>>2]|0;c=f[g+380>>2]|0;e=(f[g+384>>2]|0)-c>>2;a:do if(e|0){a=0;while(1){if((f[c+(a<<2)>>2]|0)==(d|0))break;a=a+1|0;if(a>>>0>=e>>>0)break a}g=(f[g+368>>2]|0)+(a*12|0)|0;return g|0}while(0);if(b[257344]|0){g=258724;return g|0}if(!(MPb(257344)|0)){g=258724;return g|0}f[64681]=0;f[64682]=0;f[64683]=0;g=258724;return g|0}function YRa(a){a=a|0;return (f[a>>2]|0)+368|0}function ZRa(a,b,c){a=a|0;b=b|0;c=c|0;a=f[a>>2]|0;f[a+392>>2]=f[b>>2];f[a+396>>2]=f[b+4>>2];f[a+400>>2]=f[b+8>>2];f[a+404>>2]=f[c>>2];f[a+408>>2]=f[c+4>>2];f[a+412>>2]=f[c+8>>2];return}function _Ra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0;a=f[a>>2]|0;g=+n[a+392>>2];h=a+404|0;if(g>+n[h>>2]){c=0;return c|0}i=a+396|0;d=a+408|0;if(+n[i>>2]>+n[d>>2]){c=0;return c|0}e=a+400|0;a=a+412|0;if(+n[e>>2]>+n[a>>2]){c=0;return c|0}n[b>>2]=g;f[b+4>>2]=f[i>>2];f[b+8>>2]=f[e>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[d>>2];f[c+8>>2]=f[a>>2];c=1;return c|0}function $Ra(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+8>>2]=b;return}function aSa(a){a=a|0;return (f[a>>2]|0)+164|0}function bSa(a){a=a|0;return (f[a>>2]|0)+184|0}function cSa(a){a=a|0;return (f[a>>2]|0)+204|0}function dSa(a,b){a=a|0;b=b|0;var 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xTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function yTa(a,b,c){a=a|0;b=b|0;c=c|0;return}function zTa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function ATa(a,b,c){a=a|0;b=b|0;c=c|0;return}function BTa(a){a=a|0;return}function CTa(a,b){a=a|0;b=b|0;return}function DTa(a,b){a=a|0;b=b|0;return}function ETa(a,b){a=a|0;b=b|0;return}function FTa(a){a=a|0;var b=0,c=0;f[a>>2]=38080;c=a+252|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){Qob(b);sOb(b)}c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);eYa(a);return}function GTa(a){a=a|0;var b=0,c=0;f[a>>2]=38080;c=a+252|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){Qob(b);sOb(b)}c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);eYa(a);sOb(a);return}function HTa(a){a=a|0;return}function ITa(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0.0;a=f[a+244>>2]|0;d=a+432|0;e=+p[d>>3];p[d>>3]=e<b?b:e;b=+Gha();p[a+416>>3]=b;a=a+424|0;if(+p[a>>3]-b>=c)return;p[a>>3]=b+c;return}function JTa(a){a=a|0;return dpb(f[a+252>>2]|0)|0}function KTa(a){a=a|0;return cpb(f[a+252>>2]|0)|0}function LTa(a){a=a|0;return 1}function MTa(a){a=a|0;return 0}function NTa(a){a=a|0;var b=0,c=0;f[a>>2]=38124;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){F1a(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);F1a(a);return}function OTa(a){a=a|0;var b=0,c=0;f[a>>2]=38124;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);F1a(a);sOb(a);return}function PTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;f[(f[(f[a+8>>2]|0)+244>>2]|0)+168>>2]=c;g=f[a+12>>2]|0;if(!g){H1a(a,b,c,d,e);return}else{Lh[f[(f[g>>2]|0)+8>>2]&255](g,b,c,d,e);return}}function QTa(a,b){a=a|0;b=b|0;var c=0;c=f[a+12>>2]|0;if(!c)I1a(a,b);else oh[f[(f[c>>2]|0)+12>>2]&1023](c,b);if(b|0)return;a=f[(f[a+8>>2]|0)+244>>2]|0;b=a+28|0;switch(f[b>>2]|0){case 0:{f[b>>2]=1;QUa(a);return}case 1:{f[b>>2]=2;O_a(a,7);O_a(a,2);O_a(a,3);RUa(a);return}default:return}}function RTa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[a+12>>2]|0;if(!d){J1a(a,b,c);return}else{xh[f[(f[d>>2]|0)+16>>2]&127](d,b,c);return}}function STa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;var k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+256|0;l=x+120|0;m=x+48|0;s=x+128|0;t=x+56|0;v=x+24|0;k=x;p[l>>3]=h;p[m>>3]=i;o=f[(f[a+8>>2]|0)+244>>2]|0;if(b[o+180>>0]|0){KUa(t,o,0);p[s>>3]=+n[t>>2];p[s+8>>3]=+n[t+4>>2];p[s+16>>3]=+n[t+8>>2];p[s+24>>3]=+n[t+12>>2];p[s+32>>3]=+n[t+16>>2];p[s+40>>3]=+n[t+20>>2];p[s+48>>3]=+n[t+24>>2];p[s+56>>3]=+n[t+28>>2];p[s+64>>3]=+n[t+32>>2];p[s+72>>3]=+n[t+36>>2];p[s+80>>3]=+n[t+40>>2];p[s+88>>3]=+n[t+44>>2];p[s+96>>3]=+n[t+48>>2];p[s+104>>3]=+n[t+52>>2];p[s+112>>3]=+n[t+56>>2];p[s+120>>3]=+n[t+60>>2];p[t>>3]=+p[d>>3];p[t+8>>3]=+p[d+8>>3];p[t+16>>3]=+p[d+16>>3];p[v>>3]=+p[e>>3];p[v+8>>3]=+p[e+8>>3];p[v+16>>3]=+p[e+16>>3];p[k>>3]=+p[g>>3];p[k+8>>3]=+p[g+8>>3];p[k+16>>3]=+p[g+16>>3];OUa(t,v,k,l,m,s);d=f[a+12>>2]|0;if(!d)K1a(a,c,t,v,k,+p[l>>3],+p[m>>3],j);else Oh[f[(f[d>>2]|0)+20>>2]&3](d,c,t,v,k,+p[l>>3],+p[m>>3],j);u=x;return}q=s+4|0;f[q>>2]=f[d>>2];f[q+4>>2]=f[d+4>>2];f[q+8>>2]=f[d+8>>2];f[q+12>>2]=f[d+12>>2];f[q+16>>2]=f[d+16>>2];f[q+20>>2]=f[d+20>>2];f[t>>2]=f[e>>2];f[t+4>>2]=f[e+4>>2];f[t+8>>2]=f[e+8>>2];f[t+12>>2]=f[e+12>>2];f[t+16>>2]=f[e+16>>2];f[t+20>>2]=f[e+20>>2];f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[v+16>>2]=f[g+16>>2];f[v+20>>2]=f[g+20>>2];q=o+276|0;r=o+280|0;d=f[r>>2]|0;l=o+284|0;o=f[l>>2]|0;e=o;if((d|0)==(o|0)){m=f[q>>2]|0;k=d-m|0;a=(k|0)/104|0;d=a+1|0;if(d>>>0>41297762)AMb(q);o=(e-m|0)/104|0;e=o<<1;e=o>>>0<20648881?(e>>>0<d>>>0?d:e):41297762;do if(!e)w=0;else if(e>>>0>41297762)vd();else{w=pOb(e*104|0)|0;break}while(0);g=w+(a*104|0)|0;f[g>>2]=c;d=w+(a*104|0)+4|0;f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];f[d+12>>2]=f[s+12>>2];f[d+16>>2]=f[s+16>>2];f[d+20>>2]=f[s+20>>2];f[d+24>>2]=f[s+24>>2];d=w+(a*104|0)+32|0;f[d>>2]=f[t>>2];f[d+4>>2]=f[t+4>>2];f[d+8>>2]=f[t+8>>2];f[d+12>>2]=f[t+12>>2];f[d+16>>2]=f[t+16>>2];f[d+20>>2]=f[t+20>>2];d=w+(a*104|0)+56|0;f[d>>2]=f[v>>2];f[d+4>>2]=f[v+4>>2];f[d+8>>2]=f[v+8>>2];f[d+12>>2]=f[v+12>>2];f[d+16>>2]=f[v+16>>2];f[d+20>>2]=f[v+20>>2];p[w+(a*104|0)+80>>3]=h;p[w+(a*104|0)+88>>3]=i;f[w+(a*104|0)+96>>2]=j;d=g+(((k|0)/-104|0)*104|0)|0;if((k|0)>0)bQb(d|0,m|0,k|0)|0;f[q>>2]=d;f[r>>2]=g+104;f[l>>2]=w+(e*104|0);if(m|0)sOb(m)}else{f[d>>2]=c;w=d+4|0;f[w>>2]=f[s>>2];f[w+4>>2]=f[s+4>>2];f[w+8>>2]=f[s+8>>2];f[w+12>>2]=f[s+12>>2];f[w+16>>2]=f[s+16>>2];f[w+20>>2]=f[s+20>>2];f[w+24>>2]=f[s+24>>2];w=d+32|0;f[w>>2]=f[t>>2];f[w+4>>2]=f[t+4>>2];f[w+8>>2]=f[t+8>>2];f[w+12>>2]=f[t+12>>2];f[w+16>>2]=f[t+16>>2];f[w+20>>2]=f[t+20>>2];w=d+56|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];f[w+16>>2]=f[v+16>>2];f[w+20>>2]=f[v+20>>2];p[d+80>>3]=h;p[d+88>>3]=i;f[d+96>>2]=j;f[r>>2]=(f[r>>2]|0)+104}u=x;return}function TTa(a,c,d,e,g,h,i){a=a|0;c=+c;d=+d;e=+e;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+32|0;v=x;q=f[(f[a+8>>2]|0)+244>>2]|0;if(b[q+180>>0]|0){j=f[a+12>>2]|0;if(!j){L1a(a,c,d,e,g,h,i);u=x;return}else{kh[f[(f[j>>2]|0)+24>>2]&3](j,c,d,e,g,h,i);u=x;return}}m=g+(h<<2)|0;f[v>>2]=0;w=v+4|0;f[w>>2]=0;f[v+8>>2]=0;o=g;j=h<<2;a=j>>2;if(!a){g=0;m=0;p=0}else{if(a>>>0>1073741823)AMb(v);k=pOb(j)|0;f[w>>2]=k;f[v>>2]=k;p=k+(a<<2)|0;f[v+8>>2]=p;l=k;if(!h){g=l;m=l}else{h=m+-4|0;j=g;a=k;while(1){f[a>>2]=f[j>>2];j=j+4|0;if((j|0)==(m|0))break;else a=a+4|0}m=k+(((h-o|0)>>>2)+1<<2)|0;f[w>>2]=m;g=l}}l=v+12|0;n[l>>2]=c;n[v+16>>2]=d;n[v+20>>2]=e;f[v+24>>2]=i;r=q+288|0;s=q+292|0;j=f[s>>2]|0;i=q+296|0;q=f[i>>2]|0;a=q;if(j>>>0<q>>>0){f[j>>2]=0;t=j+4|0;f[t>>2]=0;f[j+8>>2]=0;f[j>>2]=f[v>>2];f[t>>2]=f[w>>2];t=v+8|0;f[j+8>>2]=f[t>>2];f[t>>2]=0;f[w>>2]=0;f[v>>2]=0;t=j+12|0;f[t>>2]=f[l>>2];f[t+4>>2]=f[l+4>>2];f[t+8>>2]=f[l+8>>2];f[t+12>>2]=f[l+12>>2];f[s>>2]=(f[s>>2]|0)+28}else{h=f[r>>2]|0;k=(j-h|0)/28|0;j=k+1|0;if(j>>>0>153391689)AMb(r);q=(a-h|0)/28|0;a=q<<1;a=q>>>0<76695844?(a>>>0<j>>>0?j:a):153391689;do if(!a)t=0;else if(a>>>0>153391689)vd();else{t=pOb(a*28|0)|0;break}while(0);h=t+(k*28|0)|0;j=h;o=t+(a*28|0)|0;f[t+(k*28|0)+8>>2]=0;f[h>>2]=g;f[t+(k*28|0)+4>>2]=m;f[t+(k*28|0)+8>>2]=p;f[v+8>>2]=0;f[w>>2]=0;f[v>>2]=0;k=t+(k*28|0)+12|0;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];f[k+12>>2]=f[l+12>>2];l=h+28|0;k=f[r>>2]|0;a=f[s>>2]|0;if((a|0)==(k|0)){m=k;h=k}else{do{t=h+-28|0;q=a;a=a+-28|0;f[t>>2]=0;g=h+-24|0;f[g>>2]=0;f[h+-20>>2]=0;f[t>>2]=f[a>>2];t=q+-24|0;f[g>>2]=f[t>>2];g=q+-20|0;f[h+-20>>2]=f[g>>2];f[g>>2]=0;f[t>>2]=0;f[a>>2]=0;t=h+-16|0;q=q+-16|0;f[t>>2]=f[q>>2];f[t+4>>2]=f[q+4>>2];f[t+8>>2]=f[q+8>>2];f[t+12>>2]=f[q+12>>2];h=j+-28|0;j=h}while((a|0)!=(k|0));m=f[r>>2]|0;h=f[s>>2]|0}f[r>>2]=j;f[s>>2]=l;f[i>>2]=o;l=m;if((h|0)!=(l|0))do{j=h;h=h+-28|0;k=f[h>>2]|0;if(k|0){j=j+-24|0;a=f[j>>2]|0;if((a|0)!=(k|0))f[j>>2]=a+(~((a+-4-k|0)>>>2)<<2);sOb(k)}}while((h|0)!=(l|0));if(m|0)sOb(m)}j=f[v>>2]|0;if(j|0){a=f[w>>2]|0;if((a|0)!=(j|0))f[w>>2]=a+(~((a+-4-j|0)>>>2)<<2);sOb(j)}u=x;return}function UTa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+32|0;m=q+16|0;n=q;i=f[(f[a+8>>2]|0)+244>>2]|0;if(b[i+180>>0]|0){h=f[a+12>>2]|0;if(!h){M1a(a,c,d,e,g);u=q;return}else{Lh[f[(f[h>>2]|0)+28>>2]&255](h,c,d,e,g);u=q;return}};f[m>>2]=f[d>>2];f[m+4>>2]=f[d+4>>2];f[m+8>>2]=f[d+8>>2];f[n>>2]=f[e>>2];f[n+4>>2]=f[e+4>>2];f[n+8>>2]=f[e+8>>2];k=i+300|0;l=i+304|0;h=f[l>>2]|0;i=i+308|0;j=f[i>>2]|0;a=j;if((h|0)==(j|0)){j=f[k>>2]|0;d=h-j|0;e=d>>5;h=e+1|0;if(h>>>0>134217727)AMb(k);r=a-j|0;a=r>>4;h=r>>5>>>0<67108863?(a>>>0<h>>>0?h:a):134217727;do if(!h){o=0;p=0}else if(h>>>0>134217727)vd();else{p=pOb(h<<5)|0;o=p;break}while(0);a=o+(e<<5)|0;f[a>>2]=c;r=o+(e<<5)+4|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];r=o+(e<<5)+16|0;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];f[o+(e<<5)+28>>2]=g;if((d|0)>0)bQb(p|0,j|0,d|0)|0;f[k>>2]=o;f[l>>2]=a+32;f[i>>2]=o+(h<<5);if(j|0)sOb(j)}else{f[h>>2]=c;r=h+4|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];r=h+16|0;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];f[h+28>>2]=g;f[l>>2]=(f[l>>2]|0)+32}u=q;return}function VTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;g=f[a+12>>2]|0;if(!g){N1a(a,b,c,d,e);return}else{Lh[f[(f[g>>2]|0)+32>>2]&255](g,b,c,d,e);return}}function WTa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;if(!b)b=f[(f[(f[a+8>>2]|0)+244>>2]|0)+172>>2]|0;e=f[a+12>>2]|0;if(!e){O1a(a,b,c,d);return}else{Fh[f[(f[e>>2]|0)+36>>2]&255](e,b,c,d);return}}function XTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var 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j=(w>>>0)%(i>>>0)|0;b=f[(f[a+352>>2]|0)+(j<<2)>>2]|0;if(!b){u=y;return}b=f[b>>2]|0;if(!b){u=y;return}b:do if(d){while(1){x=f[b+4>>2]|0;d=(x|0)==(w|0);if(!(d|(x&e|0)==(j|0))){v=91;break}if(d)if((f[b+8>>2]|0)==(w|0)){s=b;break b}b=f[b>>2]|0;if(!b){v=91;break}}if((v|0)==91){u=y;return}}else{while(1){d=f[b+4>>2]|0;if((d|0)==(w|0)){if((f[b+8>>2]|0)==(w|0)){s=b;break b}}else{if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(j|0)){v=91;break}}b=f[b>>2]|0;if(!b){v=91;break}}if((v|0)==91){u=y;return}}while(0);f[r>>2]=f[c>>2];h=+p[s+16>>3];f[q>>2]=f[r>>2];JUa(a,q,h);u=y;return}}while(0);i=pOb(12)|0;f[i+8>>2]=w;f[i+4>>2]=w;f[i>>2]=0;j=a+324|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+328>>2];do if(m|h*+(l>>>0)<g){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;HUa(o,b>>>0<d>>>0?d:b);b=f[k>>2]|0;d=b+-1|0;if(!(d&b)){e=b;b=d&w;break}if(w>>>0<b>>>0){e=b;b=w}else{e=b;b=(w>>>0)%(b>>>0)|0}}else e=l;while(0);b=(f[o>>2]|0)+(b<<2)|0;d=f[b>>2]|0;if(!d){c=a+320|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;d=e+-1|0;if(!(d&e))b=b&d;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;t=(f[o>>2]|0)+(b<<2)|0;v=37}}else{f[i>>2]=f[d>>2];t=d;v=37}if((v|0)==37)f[t>>2]=i;f[j>>2]=(f[j>>2]|0)+1;q=a+332|0;o=(w<<6)+-1640531526+(w>>>2)^w;j=a+336|0;k=f[j>>2]|0;l=(k|0)==0;c:do if(l)b=0;else{i=k+-1|0;e=(i&k|0)==0;if(e)b=o&i;else if(o>>>0<k>>>0)b=o;else b=(o>>>0)%(k>>>0)|0;d=f[(f[q>>2]|0)+(b<<2)>>2]|0;if(d){d=f[d>>2]|0;if(d){if(e){while(1){t=f[d+4>>2]|0;if(!((t|0)==(o|0)|(t&i|0)==(b|0)))break c;if((f[d+8>>2]|0)==(w|0))if((f[d+12>>2]|0)==1)break;d=f[d>>2]|0;if(!d)break c}u=y;return}while(1){e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)!=(b|0))break c}if((f[d+8>>2]|0)==(w|0))if((f[d+12>>2]|0)==1)break;d=f[d>>2]|0;if(!d)break c}u=y;return}}}while(0);m=pOb(16)|0;i=m+8|0;f[i>>2]=w;f[i+4>>2]=1;f[m+4>>2]=o;f[m>>2]=0;i=a+344|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[a+348>>2];do if(l|h*+(k>>>0)<g){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(g/h))>>>0;IUa(q,b>>>0<d>>>0?d:b);b=f[j>>2]|0;d=b+-1|0;if(!(d&b)){e=b;b=d&o;break}if(o>>>0<b>>>0){e=b;b=o}else{e=b;b=(o>>>0)%(b>>>0)|0}}else e=k;while(0);b=(f[q>>2]|0)+(b<<2)|0;d=f[b>>2]|0;if(!d){a=a+340|0;f[m>>2]=f[a>>2];f[a>>2]=m;f[b>>2]=a;b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;d=e+-1|0;if(!(d&e))b=b&d;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;x=(f[q>>2]|0)+(b<<2)|0;v=70}}else{f[m>>2]=f[d>>2];x=d;v=70}if((v|0)==70)f[x>>2]=m;f[i>>2]=(f[i>>2]|0)+1;u=y;return}function GUa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;e=+n[c>>2];do if(i|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(d/e))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;g=j}else if(!(b+-1&b))g=j;else{b=hDb(b)|0;g=f[k>>2]|0}if(b>>>0>g>>>0)NUa(a,b);else if(b>>>0<g>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(g>>>0>2&(g+-1&g|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<g>>>0)NUa(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(b>>>0>m>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function HUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){MUa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;MUa(a,b);return}function IUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){LUa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;LUa(a,b);return}function JUa(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=0;l=u;u=u+2032|0;g=f[b>>2]|0;i=f[(a+376|0)>>2]|0;if(!i){u=l;return}if(!((i+-1|0)&i))h=(i+-1|0)&g;else if(i>>>0>g>>>0)h=g;else h=(g>>>0)%(i>>>0)|0;d=f[(f[(a+372|0)>>2]|0)+(h<<2)>>2]|0;if(!d){u=l;return}d=f[d>>2]|0;if(!d){u=l;return}a:do if(!((i+-1|0)&i)){while(1){e=f[d+4>>2]|0;if(!((e|0)==(g|0)|(e&(i+-1|0)|0)==(h|0))){k=167;break}if((e|0)==(g|0))if((f[d+8>>2]|0)==(g|0)){j=d;break a}d=f[d>>2]|0;if(!d){k=167;break}}if((k|0)==167){u=l;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(g|0)){if((f[d+8>>2]|0)==(g|0)){j=d;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(h|0)){k=167;break}}d=f[d>>2]|0;if(!d){k=167;break}}if((k|0)==167){u=l;return}}while(0);h=j+12|0;i=f[a+8>>2]|0;e=f[i+232>>2]|0;i=f[i+248>>2]|0;if((f[a+168>>2]|0)>>>0>68){g=a+176|0;d=f[(a+176|0)>>2]|0}else{g=a+176|0;d=BQa(e)|0}f[(l+140|0)>>2]=f[j+16>>2];f[(l+136|0)>>2]=d;f[(l+144|0)>>2]=f[(l+140|0)>>2];f[(l+208|0)>>2]=f[(l+136|0)>>2];d=EQa(e,l+144|0,l+208|0)|0;d=f[d>>2]|0;e=1;if(e){e=0;if((f[h>>2]|0)==(f[g>>2]|0)){KUa(l+208|0,a,d);m=f[(l+208|0)>>2]|0;f[(l+208|0)>>2]=f[(l+144|0)>>2];f[(l+144|0)>>2]=m;m=f[((l+208|0)+4|0)>>2]|0;f[((l+208|0)+4|0)>>2]=f[((l+144|0)+4|0)>>2];f[((l+144|0)+4|0)>>2]=m;m=f[((l+208|0)+8|0)>>2]|0;f[((l+208|0)+8|0)>>2]=f[((l+144|0)+8|0)>>2];f[((l+144|0)+8|0)>>2]=m;m=f[((l+208|0)+12|0)>>2]|0;f[((l+208|0)+12|0)>>2]=f[((l+144|0)+12|0)>>2];f[((l+144|0)+12|0)>>2]=m;m=f[((l+208|0)+16|0)>>2]|0;f[((l+208|0)+16|0)>>2]=f[((l+144|0)+16|0)>>2];f[((l+144|0)+16|0)>>2]=m;m=f[((l+208|0)+20|0)>>2]|0;f[((l+208|0)+20|0)>>2]=f[((l+144|0)+20|0)>>2];f[((l+144|0)+20|0)>>2]=m;m=f[((l+208|0)+24|0)>>2]|0;f[((l+208|0)+24|0)>>2]=f[((l+144|0)+24|0)>>2];f[((l+144|0)+24|0)>>2]=m;m=f[((l+208|0)+28|0)>>2]|0;f[((l+208|0)+28|0)>>2]=f[((l+144|0)+28|0)>>2];f[((l+144|0)+28|0)>>2]=m;m=f[((l+208|0)+32|0)>>2]|0;f[((l+208|0)+32|0)>>2]=f[((l+144|0)+32|0)>>2];f[((l+144|0)+32|0)>>2]=m;m=f[((l+208|0)+36|0)>>2]|0;f[((l+208|0)+36|0)>>2]=f[((l+144|0)+36|0)>>2];f[((l+144|0)+36|0)>>2]=m;m=f[((l+208|0)+40|0)>>2]|0;f[((l+208|0)+40|0)>>2]=f[((l+144|0)+40|0)>>2];f[((l+144|0)+40|0)>>2]=m;m=f[((l+208|0)+44|0)>>2]|0;f[((l+208|0)+44|0)>>2]=f[((l+144|0)+44|0)>>2];f[((l+144|0)+44|0)>>2]=m;m=f[((l+208|0)+48|0)>>2]|0;f[((l+208|0)+48|0)>>2]=f[((l+144|0)+48|0)>>2];f[((l+144|0)+48|0)>>2]=m;m=f[((l+208|0)+52|0)>>2]|0;f[((l+208|0)+52|0)>>2]=f[((l+144|0)+52|0)>>2];f[((l+144|0)+52|0)>>2]=m;m=f[((l+208|0)+56|0)>>2]|0;f[((l+208|0)+56|0)>>2]=f[((l+144|0)+56|0)>>2];f[((l+144|0)+56|0)>>2]=m;f[(l+144|0)+60>>2]=f[(l+208|0)+60>>2]}else e=1}f[l+288>>2]=a;f[l+296>>2]=b;n[l+304>>2]=c;f[l+552>>2]=g;f[l+592>>2]=j;f[l+1288>>2]=h;f[l+1480>>2]=i;f[l+1672>>2]=d;f[l+1912>>2]=k;f[l+1920>>2]=e;f[l+1928>>2]=0;f[l+1932>>2]=0;HYa(l);G=f[l+1928>>2]|0;D=f[l+1932>>2]|0;H=+n[l+1932>>2];f[l+1928>>2]=0;f[l+1932>>2]=0;if((G|0)==5)return}function KUa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0;r=u;u=u+208|0;m=r+136|0;o=r+64|0;q=r;if(!(b[c+260>>0]|0)){n[a>>2]=1.0;k=a+4|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+20>>2]=1.0;k=a+24|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+40>>2]=1.0;k=a+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+60>>2]=1.0}else{f[a>>2]=f[c+196>>2];f[a+4>>2]=f[c+200>>2];f[a+8>>2]=f[c+204>>2];f[a+12>>2]=f[c+208>>2];f[a+16>>2]=f[c+212>>2];f[a+20>>2]=f[c+216>>2];f[a+24>>2]=f[c+220>>2];f[a+28>>2]=f[c+224>>2];f[a+32>>2]=f[c+228>>2];f[a+36>>2]=f[c+232>>2];f[a+40>>2]=f[c+236>>2];f[a+44>>2]=f[c+240>>2];f[a+48>>2]=f[c+244>>2];f[a+52>>2]=f[c+248>>2];f[a+56>>2]=f[c+252>>2];f[a+60>>2]=f[c+256>>2]}if(d|0){f[o>>2]=a;f[o+4>>2]=d;gma(m,o)|0;f[a>>2]=f[m>>2];f[a+4>>2]=f[m+4>>2];f[a+8>>2]=f[m+8>>2];f[a+12>>2]=f[m+12>>2];f[a+16>>2]=f[m+16>>2];f[a+20>>2]=f[m+20>>2];f[a+24>>2]=f[m+24>>2];f[a+28>>2]=f[m+28>>2];f[a+32>>2]=f[m+32>>2];f[a+36>>2]=f[m+36>>2];f[a+40>>2]=f[m+40>>2];f[a+44>>2]=f[m+44>>2];f[a+48>>2]=f[m+48>>2];f[a+52>>2]=f[m+52>>2];f[a+56>>2]=f[m+56>>2];f[a+60>>2]=f[m+60>>2]}l=+p[c+184>>3];j=f[c+176>>2]|0;i=f[c+356>>2]|0;a:do if(!i)e=1.0;else{h=i+-1|0;g=(h&i|0)==0;if(g)k=h&j;else if(j>>>0<i>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;d=f[(f[c+352>>2]|0)+(k<<2)>>2]|0;if(!d)e=1.0;else{d=f[d>>2]|0;if(!d)e=1.0;else{b:do if(g)while(1){i=f[d+4>>2]|0;c=(j|0)==(i|0);if(!(c|(i&h|0)==(k|0))){e=1.0;break a}if(c)if((f[d+8>>2]|0)==(j|0))break b;d=f[d>>2]|0;if(!d){e=1.0;break a}}else while(1){c=f[d+4>>2]|0;if((j|0)==(c|0)){if((f[d+8>>2]|0)==(j|0))break b}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(k|0)){e=1.0;break a}}d=f[d>>2]|0;if(!d){e=1.0;break a}}while(0);e=+p[d+16>>3];if(e==0.0)e=l}}}while(0);d=l==0.0|e==0.0;e=e/l;if(!((d?1.0:e)!=1.0)){u=r;return}l=d?1.0:e;k=q+4|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;k=q+24|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;k=q+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[q>>2]=l;n[q+20>>2]=l;n[q+40>>2]=l;n[q+60>>2]=1.0;f[o>>2]=a;f[o+4>>2]=q;gma(m,o)|0;f[a>>2]=f[m>>2];f[a+4>>2]=f[m+4>>2];f[a+8>>2]=f[m+8>>2];f[a+12>>2]=f[m+12>>2];f[a+16>>2]=f[m+16>>2];f[a+20>>2]=f[m+20>>2];f[a+24>>2]=f[m+24>>2];f[a+28>>2]=f[m+28>>2];f[a+32>>2]=f[m+32>>2];f[a+36>>2]=f[m+36>>2];f[a+40>>2]=f[m+40>>2];f[a+44>>2]=f[m+44>>2];f[a+48>>2]=f[m+48>>2];f[a+52>>2]=f[m+52>>2];f[a+56>>2]=f[m+56>>2];f[a+60>>2]=f[m+60>>2];u=r;return}function LUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function MUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function NUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function OUa(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0.0,r=0,s=0.0,t=0,v=0.0,w=0.0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0;g=u;u=u+16|0;h=g;p[h>>3]=1.0e-12;if(PUa(f,h)|0){u=g;return}l=+p[d>>3];O=+K(+l);j=+p[e>>3];E=+K(+j);S=+p[c>>3];n=c+8|0;i=+p[n>>3];h=c+16|0;Q=+p[h>>3];m=+L(+(S*S+(i*i+Q*Q)));S=E*(S/m);i=E*(i/m);m=E*(Q/m);Q=+p[b>>3];E=+p[a>>3]-Q;F=a+8|0;t=b+8|0;R=+p[t>>3];C=+p[F>>3]-R;x=a+16|0;r=b+16|0;s=+p[r>>3];A=+p[x>>3]-s;o=i*A-m*C;q=m*E-S*A;P=S*C-i*E;k=+L(+(o*o+(P*P+q*q)));o=Q+O*(o/k);q=R+O*(q/k);k=s+O*(P/k);S=Q+S;i=i+R;m=m+s;E=Q+E;C=R+C;A=s+A;P=+p[f>>3];O=+p[f+32>>3];N=+p[f+64>>3];J=+p[f+8>>3];I=+p[f+40>>3];H=+p[f+72>>3];D=+p[f+16>>3];B=+p[f+48>>3];z=+p[f+80>>3];M=+p[f+96>>3];w=Q*P+R*O+s*N+M;G=+p[f+104>>3];v=Q*J+R*I+s*H+G;y=+p[f+112>>3];s=Q*D+R*B+s*z+y;R=N*k+(P*o+O*q)+M-w;Q=J*o+q*I+k*H+G-v;k=o*D+q*B+k*z+y-s;q=S*P+i*O+m*N+M-w;o=S*J+i*I+m*H+G-v;m=S*D+i*B+m*z+y-s;i=+L(+(q*q+(o*o+m*m)));k=+L(+(R*R+(Q*Q+k*k)));p[a>>3]=w+(E*P+C*O+A*N+M-w);p[F>>3]=v+(E*J+C*I+A*H+G-v);p[x>>3]=s+(E*D+C*B+A*z+y-s);p[b>>3]=w;p[t>>3]=v;p[r>>3]=s;p[c>>3]=q/i;p[n>>3]=o/i;p[h>>3]=m/i;p[d>>3]=l<0.0?-k:k;p[e>>3]=j<0.0?-i:i;u=g;return}function PUa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;c=+p[b>>3];d=+p[a>>3];e=+K(+(d+-1.0));d=+K(+d);if(!(e<=(d>1.0?1.0:d)*c)){a=0;return a|0}if(!(+K(+(+p[a+8>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+16>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+24>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+32>>3]))<=c)){a=0;return a|0}e=+p[a+40>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+p[a+48>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+56>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+64>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+72>>3]))<=c)){a=0;return a|0}e=+p[a+80>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+p[a+88>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+96>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+104>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+112>>3]))<=c)){a=0;return a|0}e=+p[a+120>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}a=1;return a|0}function QUa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0;m=u;u=u+32|0;j=m+16|0;k=m+4|0;l=m;g=a+344|0;b=f[g>>2]|0;if(!b)if(!(f[a+384>>2]|0)){O_a(a,8);O_a(a,1);O_a(a,0);O_a(a,4);O_a(a,6);P_a(a);RUa(a);u=m;return}e=a+340|0;c=f[e>>2]|0;if(c){d=a+352|0;b=c;do{i=XUa(d,b+8|0)|0;p[i>>3]=0.0;b=f[b>>2]|0}while((b|0)!=0);b=f[g>>2]|0}if(b|0){b=f[e>>2]|0;if(b|0)do{i=b;b=f[b>>2]|0;sOb(i)}while((b|0)!=0);f[e>>2]=0;c=f[a+336>>2]|0;if(c|0){d=a+332|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}WUa(a);f[k>>2]=0;i=k+4|0;f[i>>2]=0;f[k+8>>2]=0;b=f[a+380>>2]|0;if(b|0){h=k+8|0;e=0;g=0;while(1){d=b;c=d+8|0;d=d+12|0;if(e>>>0<g>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];f[e+4>>2]=g;f[i>>2]=e+8}else YUa(k,c,d);b=f[b>>2]|0;if(!b)break;e=f[i>>2]|0;g=f[h>>2]|0}c=f[k>>2]|0;b=f[i>>2]|0;if((c|0)!=(b|0)){d=a+352|0;do{h=XUa(d,c+4|0)|0;n=+p[h>>3];f[l>>2]=f[c>>2];f[j>>2]=f[l>>2];JUa(a,j,n);c=c+8|0}while((c|0)!=(b|0));b=f[k>>2]|0}if(b|0){c=f[i>>2]|0;if((c|0)!=(b|0))f[i>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}O_a(a,8);O_a(a,1);O_a(a,0);O_a(a,4);O_a(a,6);P_a(a);RUa(a);u=m;return}function RUa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+96|0;x=y+64|0;t=y+32|0;w=y+8|0;r=y+4|0;s=y;h=y+60|0;m=y+56|0;n=y+52|0;o=y+48|0;p=y+44|0;v=a+8|0;j=f[v>>2]|0;switch(f[a+28>>2]|0){case 1:{h=a+52|0;i=a+56|0;if((f[h>>2]|0)!=(f[i>>2]|0)){e=f[j+232>>2]|0;c=f[j+248>>2]|0;f[x>>2]=1065353216;f[x+4>>2]=1065353216;f[x+8>>2]=1065353216;d=x+12|0;f[d>>2]=0;f[x+16>>2]=0;f[x+20>>2]=0;xEa(e,1,0,0,x);e=f[a+176>>2]|0;g=f[c+12>>2]|0;if(!g)x2a(c,e,x,d,0,1);else Th[f[(f[g>>2]|0)+184>>2]&127](g,e,x,d,0,1)}d=a+48|0;c=f[d>>2]|0;if(c|0)if(!(b[a+64>>0]|0)){oh[f[(f[c>>2]|0)+8>>2]&1023](c,h);c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[h>>2]|0;if(!c)c=a+60|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);c=a+60|0;f[c>>2]=0;f[i>>2]=0;f[h>>2]=0}f[h>>2]=0;f[i>>2]=0;f[c>>2]=0}SUa(j+200|0,f[a+172>>2]|0);q=a+100|0;c=f[q>>2]|0;p=a+104|0;j=f[p>>2]|0;if((c|0)!=(j|0)){k=w+4|0;l=w+8|0;m=w+12|0;n=w+16|0;o=w+20|0;do{i=(b[c+20>>0]|0)!=0;d=(b[c+21>>0]|0)!=0;e=(b[c+22>>0]|0)!=0;g=f[c+24>>2]|0;h=f[(f[v>>2]|0)+232>>2]|0;z=f[c+4>>2]|0;f[t>>2]=z;f[w>>2]=1065353216;f[k>>2]=1065353216;f[l>>2]=1065353216;f[m>>2]=0;f[n>>2]=0;f[o>>2]=0;if(!z)xEa(h,i,d,e,w);else AEa(h,f[c>>2]|0,t,i,d,e,w);f[r>>2]=g;f[x>>2]=f[r>>2];D1a(a,x,w);f[s>>2]=g;f[x>>2]=f[s>>2];h1a(a,x,16);c=c+28|0}while((c|0)!=(j|0));c=f[q>>2]|0}if(!c)c=a+108|0;else{d=f[p>>2]|0;if((d|0)!=(c|0)){do{e=d+-28|0;f[p>>2]=e;g=d+-20|0;h=f[g>>2]|0;i=d+-16|0;if((h|0)==(f[i>>2]|0)){d=f[e>>2]|0;if(!d)d=h;else{tOb(d);d=f[g>>2]|0}}else d=h;if(d|0){e=f[i>>2]|0;if((e|0)!=(d|0))f[i>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}d=f[p>>2]|0}while((d|0)!=(c|0));c=f[q>>2]|0}sOb(c);c=a+108|0;f[c>>2]=0;f[p>>2]=0;f[q>>2]=0}f[q>>2]=0;f[p>>2]=0;f[c>>2]=0;u=y;return}case 2:{l=f[j+232>>2]|0;g=a+136|0;d=a+144|0;c=f[d>>2]|0;if(c|0)do{z=c;Fh[f[(f[a>>2]|0)+116>>2]&255](a,f[z+8>>2]|0,f[z+12>>2]|0,f[z+16>>2]|0);c=f[c>>2]|0}while((c|0)!=0);e=a+148|0;if(f[e>>2]|0){c=f[d>>2]|0;if(c|0)do{z=c;c=f[c>>2]|0;sOb(z)}while((c|0)!=0);f[d>>2]=0;d=f[a+140>>2]|0;if(d|0){c=0;do{f[(f[g>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[e>>2]=0}c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);f[a+140>>2]=0;f[e>>2]=0;f[a+152>>2]=1065353216;f[a+144>>2]=0;g=a+68|0;d=a+76|0;c=f[d>>2]|0;if(c|0)do{z=c;TUa(a,l,z+12|0,f[z+8>>2]|0);c=f[c>>2]|0}while((c|0)!=0);e=a+80|0;if(f[e>>2]|0){c=f[d>>2]|0;if(c|0)do{z=c;c=f[c>>2]|0;sOb(z)}while((c|0)!=0);f[d>>2]=0;d=f[a+72>>2]|0;if(d|0){c=0;do{f[(f[g>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[e>>2]=0}c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);f[a+72>>2]=0;f[e>>2]=0;f[a+84>>2]=1065353216;f[a+76>>2]=0;e=a+88|0;c=f[e>>2]|0;g=a+92|0;d=f[g>>2]|0;if((c|0)!=(d|0)){do{f[h>>2]=f[c>>2];z=f[c+4>>2]|0;f[x>>2]=f[h>>2];h1a(a,x,z);c=c+8|0}while((c|0)!=(d|0));c=f[e>>2]|0}if(!c)c=a+96|0;else{d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);c=a+96|0;f[c>>2]=0;f[g>>2]=0;f[e>>2]=0}f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;j=a+156|0;c=f[j>>2]|0;k=a+160|0;g=f[k>>2]|0;if((c|0)!=(g|0)){h=t+4|0;i=t+8|0;do{d=c+4|0;if(xkb(l,f[d>>2]|0)|0){f[t>>2]=0;f[h>>2]=0;f[i>>2]=0;Ckb(l,f[d>>2]|0,f[c+8>>2]|0,t);f[m>>2]=f[c>>2];z=f[t>>2]|0;d=(f[h>>2]|0)-z>>3;f[x>>2]=f[m>>2];x1a(a,x,z,d);f[n>>2]=f[c>>2];f[x>>2]=f[n>>2];h1a(a,x,11);d=f[t>>2]|0;if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}c=c+12|0}while((c|0)!=(g|0));c=f[j>>2]|0}if(!c)c=a+164|0;else{d=f[k>>2]|0;if((d|0)!=(c|0))f[k>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=a+164|0;f[c>>2]=0;f[k>>2]=0;f[j>>2]=0}f[j>>2]=0;f[k>>2]=0;f[c>>2]=0;i=a+112|0;c=f[i>>2]|0;j=a+116|0;h=f[j>>2]|0;if((c|0)!=(h|0)){do{g=f[c>>2]|0;d=(GQa(f[(f[v>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;a:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break a}s=f[v>>2]|0;r=f[s+232>>2]|0;z=f[s+240>>2]|0;f[t>>2]=f[e+4>>2];f[x>>2]=f[t>>2];KQa(r,s,x)|0;Y8a(z)}while(0);f[w>>2]=g;f[x>>2]=f[w>>2];h1a(a,x,14);c=c+4|0}while((c|0)!=(h|0));c=f[i>>2]|0}if(!c)c=a+120|0;else{d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+120|0;f[c>>2]=0;f[j>>2]=0;f[i>>2]=0}f[i>>2]=0;f[j>>2]=0;f[c>>2]=0;e=a+124|0;c=f[e>>2]|0;g=a+128|0;d=f[g>>2]|0;if((c|0)!=(d|0)){do{f[o>>2]=f[c>>2];f[x>>2]=f[o>>2];h1a(a,x,17);c=c+4|0}while((c|0)!=(d|0));c=f[e>>2]|0}if(!c)c=a+132|0;else{d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+132|0;f[c>>2]=0;f[g>>2]=0;f[e>>2]=0}f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;h=a+32|0;c=f[h>>2]|0;i=a+36|0;e=f[i>>2]|0;if((c|0)!=(e|0)){g=a+44|0;do{d=f[c>>2]|0;if(b[g>>0]|0){b[g>>0]=0;y$a(a,1)}z=f[(f[a>>2]|0)+52>>2]|0;f[p>>2]=d;f[x>>2]=f[p>>2];oh[z&1023](a,x);c=c+4|0}while((c|0)!=(e|0));c=f[h>>2]|0}if(!c)c=a+40|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+40|0;f[c>>2]=0;f[i>>2]=0;f[h>>2]=0}f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;d=a+48|0;c=f[d>>2]|0;if(!c)e=a+52|0;else{e=a+52|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,e);c=f[d>>2]|0;f[d>>2]=0;if(c)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}c=a+52|0;d=f[c>>2]|0;h=a+56|0;if(!d)c=a+60|0;else{g=f[h>>2]|0;if((g|0)!=(d|0))f[h>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d);z=a+60|0;f[z>>2]=0;f[h>>2]=0;f[c>>2]=0;c=z}f[e>>2]=0;f[h>>2]=0;f[c>>2]=0;c=a+44|0;if(!(b[c>>0]|0)){u=y;return}b[c>>0]=0;y$a(a,0);u=y;return}default:{u=y;return}}}function SUa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){f[h>>2]=c;oh[f[(f[e>>2]|0)+24>>2]&1023](e,h);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function TUa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;e=l+32|0;g=l+24|0;h=l+16|0;i=l+8|0;j=l;switch(d|0){case 0:{CRa(j,b,c);b=(f[j>>2]|0)!=0;e=f[j+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 2:{if(UUa(b,c)|0){u=l;return}break}case 4:{vRa(e,b,c);b=(f[e>>2]|0)!=0;e=f[e+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 6:{if(VUa(b,c)|0){u=l;return}break}case 8:{DRa(g,b,c);b=(f[g>>2]|0)!=0;e=f[g+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 7:{zRa(h,b,c);b=(f[h>>2]|0)!=0;e=f[h+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 1:{sRa(i,b,c);b=(f[i>>2]|0)!=0;e=f[i+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}default:{}}if((k|0)==14)if(b){u=l;return}d=MMa(d)|0;k=(B_a(a,c,d)|0)<<24>>24==2;m1a(a,c,d,k?1:2);u=l;return}function UUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];a=mSa(a,g)|0;if(!a){g=0;u=h;return g|0}g=f[b+4>>2]|0;d=f[a+24>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+20>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(g|0)==(d|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((g|0)==(b|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);g=(a|0)!=0;u=h;return g|0}function VUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];a=mSa(a,g)|0;if(!a){g=0;u=h;return g|0}g=f[b+4>>2]|0;d=f[a+64>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+60>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(g|0)==(d|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((g|0)==(b|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);g=(a|0)!=0;u=h;return g|0}function WUa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=f[(f[a+8>>2]|0)+248>>2]|0;c=a+276|0;b=f[c>>2]|0;e=a+280|0;d=f[e>>2]|0;if((b|0)!=(d|0)){do{Oh[f[(f[h>>2]|0)+20>>2]&3](h,f[b>>2]|0,b+8|0,b+32|0,b+56|0,+p[b+80>>3],+p[b+88>>3],f[b+96>>2]|0);b=b+104|0}while((b|0)!=(d|0));b=f[c>>2]|0;c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~(((c+-104-b|0)>>>0)/104|0)*104|0)}c=a+288|0;b=f[c>>2]|0;g=a+292|0;d=f[g>>2]|0;if((b|0)!=(d|0)){do{e=f[b>>2]|0;kh[f[(f[h>>2]|0)+24>>2]&3](h,+n[b+12>>2],+n[b+16>>2],+n[b+20>>2],e,(f[b+4>>2]|0)-e>>2,f[b+24>>2]|0);b=b+28|0}while((b|0)!=(d|0));e=f[c>>2]|0;b=f[g>>2]|0;if((b|0)!=(e|0))do{c=b+-28|0;f[g>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-24|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);b=f[g>>2]|0}}while((b|0)!=(e|0))}d=a+300|0;b=f[d>>2]|0;e=a+304|0;c=f[e>>2]|0;if((b|0)==(c|0))return;do{Lh[f[(f[h>>2]|0)+28>>2]&255](h,f[b>>2]|0,b+4|0,b+16|0,f[b+28>>2]|0);b=b+32|0}while((b|0)!=(c|0));b=f[d>>2]|0;c=f[e>>2]|0;if((c|0)==(b|0))return;f[e>>2]=c+(~((c+-32-b|0)>>>5)<<5);return}function XUa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}}while(0);h=pOb(24)|0;f[h+8>>2]=m;p[h+16>>3]=0.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;ZUa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+16|0;return a|0}function YUa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function ZUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_Ua(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_Ua(a,b);return}function _Ua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $Ua(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=38324;b=f[a+408>>2]|0;if((a+392|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[a+380>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0){e=c+24|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-40-d|0)>>>0)/40|0)*40|0);sOb(d)}sOb(c)}while((b|0)!=0);j=a+372|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+360>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+352|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+340>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+332|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+320>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+312|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+300>>2]|0;if(b|0){c=a+304|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}g=a+288|0;b=f[g>>2]|0;if(b|0){h=a+292|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-24|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}b=f[a+276>>2]|0;if(b|0){c=a+280|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-104-b|0)>>>0)/104|0)*104|0);sOb(b)}h=a+264|0;b=f[h>>2]|0;if(b|0){g=a+268|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}b=f[a+156>>2]|0;if(b|0){c=a+160|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+144>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+136|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+124>>2]|0;if(b|0){c=a+128|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}i=a+100|0;b=f[i>>2]|0;if(b|0){j=a+104|0;c=f[j>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[j>>2]=d;e=c+-20|0;g=f[e>>2]|0;h=c+-16|0;do if((g|0)==(f[h>>2]|0)){c=f[d>>2]|0;if(!c){c=g;break}tOb(c);c=f[e>>2]|0}else c=g;while(0);if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[j>>2]|0}while((c|0)!=(b|0));b=f[i>>2]|0}sOb(b)}b=f[a+88>>2]|0;if(b|0){c=a+92|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+76>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+68|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}j=a+48|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}e=a+16|0;b=f[e>>2]|0;if(!b){pYa(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{j=c+-4|0;f[g>>2]=j;d=f[j>>2]|0;f[j>>2]=0;if(d|0){nWa((f[d+4>>2]|0)+44|0,d+72|0);j=d+8|0;c=f[j>>2]|0;f[j>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(d)}c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);pYa(a);return}function aVa(a){a=a|0;$Ua(a);sOb(a);return}function bVa(a){a=a|0;var b=0,c=0;c=a+48|0;b=f[c>>2]|0;if(b|0){oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);b=f[c>>2]|0;f[c>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}rYa(a);return}function cVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=a+56|0;d=f[c>>2]|0;if((d|0)==(f[a+60>>2]|0)){mWa(a+52|0,b);sYa(a,b);return}else{g=b;e=f[g+4>>2]|0;f[d>>2]=f[g>>2];f[d+4>>2]=e;f[c>>2]=(f[c>>2]|0)+8;sYa(a,b);return}}function dVa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+96|0;B=C+48|0;r=C+40|0;s=C+32|0;t=C+4|0;v=C;tYa(a,c,d);z=a+332|0;A=a+344|0;if(!(f[A>>2]|0)){u=C;return}q=eWa(z,c)|0;if(!q){u=C;return}w=a+336|0;l=f[w>>2]|0;e=f[q+4>>2]|0;m=l+-1|0;o=(m&l|0)==0;if(o)e=m&e;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;j=(f[z>>2]|0)+(e<<2)|0;p=f[j>>2]|0;while(1){g=f[p>>2]|0;if((g|0)==(q|0))break;else p=g}x=a+340|0;if((p|0)==(x|0))y=16;else{g=f[p+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0))k=q;else y=16}do if((y|0)==16){g=f[q>>2]|0;if(g|0){g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0)){k=q;break}}f[j>>2]=0;k=q}while(0);g=f[k>>2]|0;j=g;if(!g)e=j;else{g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0))e=j;else{f[(f[z>>2]|0)+(g<<2)>>2]=p;e=f[q>>2]|0}}f[p>>2]=e;f[k>>2]=0;f[A>>2]=(f[A>>2]|0)+-1;sOb(q);if(d<<24>>24){f[r>>2]=f[c>>2];f[B>>2]=f[r>>2];fWa(a,B,0);u=C;return}g=c+4|0;do if((f[g>>2]|0)==1){DRa(s,f[(f[a+8>>2]|0)+232>>2]|0,c);vnb(B,(f[s>>2]|0)+8|0);e=f[s+4>>2]|0;if(e|0)iOb(e);d=t+4|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;e=t+20|0;f[e>>2]=0;if(!(Mnb(B,t)|0)){if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);e=B+12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);break}m=f[c>>2]|0;l=f[e>>2]|0;q=l+-1640531527+(m<<6)+(m>>>2)^m;o=f[w>>2]|0;p=(o|0)==0;a:do if(p){e=0;y=55}else{k=o+-1|0;j=(k&o|0)==0;if(j)e=q&k;else if(q>>>0<o>>>0)e=q;else e=(q>>>0)%(o>>>0)|0;g=f[(f[z>>2]|0)+(e<<2)>>2]|0;if(!g)y=55;else{g=f[g>>2]|0;if(!g)y=55;else{if(j)while(1){v=f[g+4>>2]|0;if(!((v|0)==(q|0)|(v&k|0)==(e|0))){y=55;break a}if((f[g+8>>2]|0)==(m|0))if((f[g+12>>2]|0)==(l|0))break a;g=f[g>>2]|0;if(!g){y=55;break a}}while(1){j=f[g+4>>2]|0;if((j|0)!=(q|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0)){y=55;break a}}if((f[g+8>>2]|0)==(m|0))if((f[g+12>>2]|0)==(l|0))break a;g=f[g>>2]|0;if(!g){y=55;break}}}}}while(0);if((y|0)==55){k=pOb(16)|0;v=k+8|0;f[v>>2]=m;f[v+4>>2]=l;f[k+4>>2]=q;f[k>>2]=0;i=+(((f[A>>2]|0)+1|0)>>>0);h=+n[a+348>>2];do if(p|h*+(o>>>0)<i){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(i/h))>>>0;IUa(z,e>>>0<g>>>0?g:e);e=f[w>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&q;break}if(q>>>0<e>>>0){j=e;e=q}else{j=e;e=(q>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[z>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[x>>2];f[x>>2]=k;f[g>>2]=x;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;if(!(g&j))e=e&g;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;e=(f[z>>2]|0)+(e<<2)|0;y=68}}else{f[k>>2]=f[e>>2];y=68}if((y|0)==68)f[e>>2]=k;f[A>>2]=(f[A>>2]|0)+1}if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);e=B+12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);u=C;return}while(0);f[v>>2]=f[c>>2];f[B>>2]=f[v>>2];fWa(a,B,g);u=C;return}function eVa(a){a=a|0;return 1}function fVa(a){a=a|0;return}function gVa(a){a=a|0;return 1}function hVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function iVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=u;u=u+16|0;c=e+4|0;d=e;if((f[a+28>>2]|0)==2){f[d>>2]=f[b>>2];f[c>>2]=f[d>>2];h1a(a,c,17);u=e;return}d=a+128|0;c=f[d>>2]|0;if((c|0)==(f[a+132>>2]|0)){dWa(a+124|0,b);u=e;return}else{f[c>>2]=f[b>>2];f[d>>2]=c+4;u=e;return}}function jVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;return}function kVa(a){a=a|0;var c=0;c=a+44|0;b[c>>0]=1;if((f[a+28>>2]|0)!=2)return;b[c>>0]=0;y$a(a,0);return}function lVa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;d=k+4|0;e=k;do if((f[a+28>>2]|0)==2){j=f[(f[a+8>>2]|0)+244>>2]|0;f[e>>2]=f[c>>2];f[d>>2]=f[e>>2];h1a(j,d,18)}else{d=a+36|0;e=f[d>>2]|0;if((e|0)==(f[a+40>>2]|0)){dWa(a+32|0,c);break}else{f[e>>2]=f[c>>2];f[d>>2]=e+4;break}}while(0);f[a+176>>2]=-1;b[a+180>>0]=0;g=f[a+264>>2]|0;h=a+268|0;d=f[h>>2]|0;if((d|0)!=(g|0))do{e=d+-20|0;f[h>>2]=e;c=f[e>>2]|0;if(!c)d=e;else{d=d+-16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);d=f[h>>2]|0}}while((d|0)!=(g|0));d=f[a+276>>2]|0;e=a+280|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~(((c+-104-d|0)>>>0)/104|0)*104|0);g=f[a+288>>2]|0;h=a+292|0;d=f[h>>2]|0;if((d|0)!=(g|0))do{e=d+-28|0;f[h>>2]=e;c=f[e>>2]|0;if(!c)d=e;else{d=d+-24|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);d=f[h>>2]|0}}while((d|0)!=(g|0));d=f[a+300>>2]|0;e=a+304|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~((c+-32-d|0)>>>5)<<5);g=a+324|0;if(f[g>>2]|0){e=a+320|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+316>>2]|0;if(e|0){c=a+312|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}g=a+344|0;if(f[g>>2]|0){e=a+340|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+336>>2]|0;if(e|0){c=a+332|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}g=a+364|0;if(f[g>>2]|0){e=a+360|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+356>>2]|0;if(e|0){c=a+352|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}j=a+384|0;if(!(f[j>>2]|0)){u=k;return}i=a+380|0;d=f[i>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;c=f[e+20>>2]|0;if(c|0){g=e+24|0;h=f[g>>2]|0;if((h|0)!=(c|0))f[g>>2]=h+(~(((h+-40-c|0)>>>0)/40|0)*40|0);sOb(c)}sOb(e)}while((d|0)!=0);f[i>>2]=0;c=f[a+376>>2]|0;if(c|0){e=a+372|0;d=0;do{f[(f[e>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0))}f[j>>2]=0;u=k;return}function mVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function nVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function oVa(a,b){a=a|0;b=b|0;return}function pVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function qVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function rVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function sVa(a){a=a|0;return}function tVa(a,b){a=a|0;b=+b;return}function uVa(a,b){a=a|0;b=b|0;return}function vVa(a,b){a=a|0;b=+b;return}function wVa(a,b){a=a|0;b=b|0;return}function xVa(a,b){a=a|0;b=b|0;return}function yVa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;g=u;u=u+16|0;d=g+4|0;c=g;f[c>>2]=f[b>>2];f[d>>2]=f[c>>2];h1a(a,d,12);u=g;return}function zVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;j=n+16|0;k=n+4|0;l=n;g=n+12|0;i=n+8|0;m=a+8|0;d=(GQa(f[(f[m>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;a:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break a}h=f[e+4>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;g=d+(c<<2)|0;if(c|0){e=0;do{c=(f[d>>2]|0)==(h|0);e=e|c;d=d+4|0}while(!(c|(d|0)==(g|0)));if(e){if((f[a+28>>2]|0)!=2){d=a+116|0;e=f[d>>2]|0;if((e|0)==(f[a+120>>2]|0)){dWa(a+112|0,b);u=n;return}else{f[e>>2]=f[b>>2];f[d>>2]=e+4;u=n;return}}g=f[b>>2]|0;d=(GQa(f[(f[m>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;b:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break b}b=f[m>>2]|0;i=f[b+232>>2]|0;m=f[b+240>>2]|0;f[k>>2]=f[e+4>>2];f[j>>2]=f[k>>2];KQa(i,b,j)|0;Y8a(m)}while(0);f[l>>2]=g;f[j>>2]=f[l>>2];h1a(a,j,14);u=n;return}}f[i>>2]=f[b>>2];f[j>>2]=f[i>>2];h1a(a,j,14);u=n;return}while(0);f[g>>2]=f[b>>2];f[j>>2]=f[g>>2];h1a(a,j,14);u=n;return}function AVa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;j=s+36|0;k=s+32|0;l=s+8|0;m=s+4|0;n=s;o=e&1;p=g&1;q=h&1;if((f[a+28>>2]|0)>=1){c=f[c>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;r=f[d+4>>2]|0;f[k>>2]=r;f[l>>2]=1065353216;f[l+4>>2]=1065353216;f[l+8>>2]=1065353216;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;if(!r)xEa(i,e,g,h,l);else AEa(i,f[d>>2]|0,k,e,g,h,l);f[m>>2]=c;f[j>>2]=f[m>>2];D1a(a,j,l);f[n>>2]=c;f[j>>2]=f[n>>2];h1a(a,j,16);u=s;return}n=a+100|0;g=f[c>>2]|0;m=a+104|0;c=f[m>>2]|0;l=a+108|0;i=f[l>>2]|0;if(c>>>0<i>>>0){f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];a=c+8|0;r=d+8|0;f[a>>2]=0;n=c+12|0;f[n>>2]=0;f[c+16>>2]=0;f[a>>2]=f[r>>2];a=d+12|0;f[n>>2]=f[a>>2];n=d+16|0;f[c+16>>2]=f[n>>2];f[n>>2]=0;f[a>>2]=0;f[r>>2]=0;f[d>>2]=0;b[c+20>>0]=o;b[c+21>>0]=p;b[c+22>>0]=q;f[c+24>>2]=g;f[m>>2]=(f[m>>2]|0)+28;u=s;return}j=f[n>>2]|0;e=(c-j|0)/28|0;c=e+1|0;if(c>>>0>153391689)AMb(n);a=(i-j|0)/28|0;i=a<<1;i=a>>>0<76695844?(i>>>0<c>>>0?c:i):153391689;do if(!i)r=0;else if(i>>>0>153391689)vd();else{r=pOb(i*28|0)|0;break}while(0);j=r+(e*28|0)|0;c=j;h=r+(i*28|0)|0;f[j>>2]=f[d>>2];f[r+(e*28|0)+4>>2]=f[d+4>>2];i=d+8|0;f[r+(e*28|0)+16>>2]=0;f[r+(e*28|0)+8>>2]=f[i>>2];a=d+12|0;f[r+(e*28|0)+12>>2]=f[a>>2];k=d+16|0;f[r+(e*28|0)+16>>2]=f[k>>2];f[k>>2]=0;f[a>>2]=0;f[i>>2]=0;f[d>>2]=0;b[r+(e*28|0)+20>>0]=o;b[r+(e*28|0)+21>>0]=p;b[r+(e*28|0)+22>>0]=q;f[r+(e*28|0)+24>>2]=g;g=j+28|0;e=f[n>>2]|0;i=f[m>>2]|0;if((i|0)==(e|0)){k=e;i=e}else{do{d=i;i=i+-28|0;f[j+-28>>2]=f[i>>2];f[j+-24>>2]=f[d+-24>>2];q=j+-20|0;r=d+-20|0;f[q>>2]=0;p=j+-16|0;f[p>>2]=0;f[j+-12>>2]=0;f[q>>2]=f[r>>2];q=d+-16|0;f[p>>2]=f[q>>2];p=d+-12|0;f[j+-12>>2]=f[p>>2];f[p>>2]=0;f[q>>2]=0;f[r>>2]=0;f[i>>2]=0;b[j+-8>>0]=b[d+-8>>0]|0;b[j+-7>>0]=b[d+-7>>0]|0;b[j+-6>>0]=b[d+-6>>0]|0;f[j+-4>>2]=f[d+-4>>2];j=c+-28|0;c=j}while((i|0)!=(e|0));k=f[n>>2]|0;i=f[m>>2]|0}f[n>>2]=c;f[m>>2]=g;f[l>>2]=h;h=k;if((i|0)!=(h|0)){e=i;do{i=e+-20|0;c=f[i>>2]|0;g=e+-16|0;e=e+-28|0;if((c|0)==(f[g>>2]|0)){j=f[e>>2]|0;if(j){tOb(j);c=f[i>>2]|0}}if(c|0){i=f[g>>2]|0;if((i|0)!=(c|0))f[g>>2]=i+(~((i+-8-c|0)>>>3)<<3);sOb(c)}}while((e|0)!=(h|0))}if(!k){u=s;return}sOb(k);u=s;return}function BVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;g=t+8|0;h=t+4|0;i=t;if((f[a+28>>2]|0)>=2){e=f[a+408>>2]|0;if(!e){ZVa(a,b,c,d);u=t;return}else{f[g>>2]=b;f[h>>2]=c;f[i>>2]=d;Fh[f[(f[e>>2]|0)+24>>2]&255](e,g,h,i);u=t;return}}r=a+136|0;q=c+-1640531527+(b<<6)+(b>>>2)^b;q=d+-1640531527+(q<<6)+(q>>>2)^q;l=a+140|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o)e=0;else{i=m+-1|0;h=(i&m|0)==0;if(h)e=i&q;else if(q>>>0<m>>>0)e=q;else e=(q>>>0)%(m>>>0)|0;g=f[(f[r>>2]|0)+(e<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){if(h){while(1){p=f[g+4>>2]|0;if(!((p|0)==(q|0)|(p&i|0)==(e|0)))break a;if((f[g+8>>2]|0)==(b|0))if((f[g+12>>2]|0)==(c|0))if((f[g+16>>2]|0)==(d|0))break;g=f[g>>2]|0;if(!g)break a}u=t;return}while(1){h=f[g+4>>2]|0;if((h|0)!=(q|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(e|0))break a}if((f[g+8>>2]|0)==(b|0))if((f[g+12>>2]|0)==(c|0))if((f[g+16>>2]|0)==(d|0))break;g=f[g>>2]|0;if(!g)break a}u=t;return}}}while(0);p=pOb(20)|0;f[p+8>>2]=b;f[p+12>>2]=c;f[p+16>>2]=d;f[p+4>>2]=q;f[p>>2]=0;i=a+148|0;j=+(((f[i>>2]|0)+1|0)>>>0);k=+n[a+152>>2];do if(o|k*+(m>>>0)<j){e=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;g=~~+W(+(j/k))>>>0;YVa(r,e>>>0<g>>>0?g:e);e=f[l>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&q;break}if(q>>>0<e>>>0){h=e;e=q}else{h=e;e=(q>>>0)%(e>>>0)|0}}else h=m;while(0);g=(f[r>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=a+144|0;f[p>>2]=f[e>>2];f[e>>2]=p;f[g>>2]=e;e=f[p>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[r>>2]|0)+(e<<2)|0;s=36}}else{f[p>>2]=f[e>>2];s=36}if((s|0)==36)f[e>>2]=p;f[i>>2]=(f[i>>2]|0)+1;u=t;return}function CVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i+4|0;h=i;if((f[a+28>>2]|0)!=2){u=i;return}b=f[b>>2]|0;d=f[c>>2]|0;e=f[c+4>>2]|0;if((d|0)!=(e|0))do{j=MMa(3)|0;c=(B_a(a,d,j)|0)<<24>>24==2;m1a(a,d,j,c?1:2);d=d+8|0}while((d|0)!=(e|0));f[h>>2]=b;f[g>>2]=f[h>>2];h1a(a,g,3);u=i;return}function DVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+4|0;h=z;if((f[a+28>>2]|0)==2){g=f[b>>2]|0;e=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;if((d|0)!=(c|0))do{if(!(UUa(e,d)|0)){x=MMa(2)|0;b=(B_a(a,d,x)|0)<<24>>24==2;m1a(a,d,x,b?1:2)}d=d+8|0}while((d|0)!=(c|0));f[h>>2]=g;f[y>>2]=f[h>>2];h1a(a,y,2);u=z;return}f[y>>2]=2;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{l=p;k=f[l>>2]|0;l=f[l+4>>2]|0;m=k+-1640531399|0;o=m^2;o=l+-1640531527+(m>>>2)+(o<<6)^o;m=(d|0)==0;a:do if(m){c=0;x=34}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=34;else{e=f[e>>2]|0;if(!e)x=34;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=34;break a}if((f[e+8>>2]|0)==2)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){x=34;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=34;break a}}if((f[e+8>>2]|0)==2)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){x=34;break}}}}}while(0);if((x|0)==34){x=0;g=pOb(20)|0;f[g+8>>2]=2;h=g+12|0;f[h>>2]=k;f[h+4>>2]=l;f[g+4>>2]=o;f[g>>2]=0;i=+(((f[t>>2]|0)+1|0)>>>0);j=+n[v>>2];do if(m|j*+(d>>>0)<i){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;m=~~+W(+(i/j))>>>0;c=c>>>0<m>>>0?m:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=58}}else{f[g>>2]=f[c>>2];x=58}if((x|0)==58){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=2;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function EVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{CRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(0)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,0);u=z;return}f[y>>2]=0;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531527|0;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if(!(f[e+8>>2]|0))if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if(!(f[e+8>>2]|0))if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=0;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=0;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function FVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{vRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(4)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,4);u=z;return}f[y>>2]=4;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531270^4;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==4)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==4)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=4;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=4;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function GVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+4|0;h=z;if((f[a+28>>2]|0)==2){g=f[b>>2]|0;e=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;if((d|0)!=(c|0))do{if(!(VUa(e,d)|0)){x=MMa(6)|0;b=(B_a(a,d,x)|0)<<24>>24==2;m1a(a,d,x,b?1:2)}d=d+8|0}while((d|0)!=(c|0));f[h>>2]=g;f[y>>2]=f[h>>2];h1a(a,y,6);u=z;return}f[y>>2]=6;d=f[c>>2]|0;r=f[c+4>>2]|0;if((d|0)!=(r|0)){s=a+68|0;t=a+72|0;v=a+80|0;w=a+84|0;x=a+76|0;p=d;d=f[t>>2]|0;do{l=p;k=f[l>>2]|0;l=f[l+4>>2]|0;o=k+-1640531142^6;o=l+-1640531527+(o<<6)+(o>>>2)^o;m=(d|0)==0;a:do if(m){c=0;q=34}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[s>>2]|0)+(c<<2)>>2]|0;if(!e)q=34;else{e=f[e>>2]|0;if(!e)q=34;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){q=34;break a}if((f[e+8>>2]|0)==6)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){q=34;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){q=34;break a}}if((f[e+8>>2]|0)==6)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){q=34;break}}}}}while(0);if((q|0)==34){q=0;g=pOb(20)|0;f[g+8>>2]=6;h=g+12|0;f[h>>2]=k;f[h+4>>2]=l;f[g+4>>2]=o;f[g>>2]=0;i=+(((f[v>>2]|0)+1|0)>>>0);j=+n[w>>2];do if(m|j*+(d>>>0)<i){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;m=~~+W(+(i/j))>>>0;c=c>>>0<m>>>0?m:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[t>>2]|0}if(c>>>0>d>>>0)XVa(s,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[v>>2]|0)>>>0)/+n[w>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(s,c)}c=f[t>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[s>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[x>>2];f[x>>2]=g;f[e>>2]=x;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[s>>2]|0)+(c<<2)|0;q=58}}else{f[g>>2]=f[c>>2];q=58}if((q|0)==58){q=0;f[c>>2]=g}f[v>>2]=(f[v>>2]|0)+1}p=p+8|0}while((p|0)!=(r|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=6;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function HVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{DRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(8)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,8);u=z;return}f[y>>2]=8;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531013^8;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==8)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==8)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=8;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=8;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function IVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{zRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(7)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,7);u=z;return}f[y>>2]=7;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531078^7;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==7)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==7)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=7;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=7;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function JVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{sRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(1)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,1);u=z;return}f[y>>2]=1;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;k=i+-1640531463|0;o=k^1;o=j+-1640531527+(k>>>2)+(o<<6)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==1)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==1)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=1;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=1;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function KVa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];h1a(a,g,13);u=h;return}function LVa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=u;u=u+16|0;e=g+4|0;d=g;f[d>>2]=f[b>>2];f[e>>2]=f[d>>2];h1a(a,e,13);u=g;return}function MVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;e=u;u=u+16|0;d=e+4|0;c=e;f[c>>2]=f[b>>2];f[d>>2]=f[c>>2];h1a(a,d,13);u=e;return}function NVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];h1a(a,d,15);u=c;return}function OVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+8|0;e=i+4|0;g=i;if((f[a+28>>2]|0)==2){d=f[b>>2]|0;f[e>>2]=d;f[h>>2]=f[e>>2];x1a(a,h,0,0);f[g>>2]=d;f[h>>2]=f[g>>2];h1a(a,h,11);u=i;return}f[h>>2]=f[b>>2];f[h+4>>2]=c;f[h+8>>2]=d;b=a+160|0;c=f[b>>2]|0;if(c>>>0<(f[a+164>>2]|0)>>>0){f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[b>>2]=(f[b>>2]|0)+12}else VVa(a+156|0,h);u=i;return}function PVa(a,c,d){a=a|0;c=c|0;d=d|0;b[a+192>>0]=d;return}function QVa(a){a=a|0;return}function RVa(a,b){a=a|0;b=b|0;return}function SVa(a,b){a=a|0;b=b|0;return}function TVa(a,b){a=a|0;b=b|0;return}function UVa(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[b>>2]|0;g=f[a+356>>2]|0;if(!g){c=0.0;return +c}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[a+352>>2]|0)+(h<<2)>>2]|0;if(!b){c=0.0;return +c}b=f[b>>2]|0;if(!b){c=0.0;return +c}a:do if(d){while(1){g=f[b+4>>2]|0;a=(i|0)==(g|0);if(!(a|(g&e|0)==(h|0))){c=0.0;b=20;break}if(a)if((f[b+8>>2]|0)==(i|0)){j=b;break a}b=f[b>>2]|0;if(!b){c=0.0;b=20;break}}if((b|0)==20)return +c}else{while(1){a=f[b+4>>2]|0;if((i|0)==(a|0)){if((f[b+8>>2]|0)==(i|0)){j=b;break a}}else{if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;if((a|0)!=(h|0)){c=0.0;b=20;break}}b=f[b>>2]|0;if(!b){c=0.0;b=20;break}}if((b|0)==20)return +c}while(0);c=+p[j+16>>3];return +c}function VVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function WVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function XVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function YVa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cWa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cWa(a,b);return}function ZVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+64|0;x=G+44|0;B=G+48|0;E=G+28|0;e=G+40|0;C=G+8|0;z=G+4|0;A=G;D=(c&2|0)!=0;y=f[(f[a+8>>2]|0)+232>>2]|0;f[E>>2]=0;F=E+4|0;f[F>>2]=0;f[E+8>>2]=0;do if(!(c&1)){r=C+16|0;f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;f[C+12>>2]=0;n[r>>2]=1.0;e=(HQa(y,d)|0)+8|0;e=f[e>>2]|0;a:do if(e|0){s=C+4|0;t=C+12|0;v=C+8|0;w=E+8|0;k=0;b:while(1){p=f[(f[e+8>>2]|0)+8>>2]|0;f[z>>2]=p;o=(k|0)==0;c:do if(o){g=0;q=46}else{j=k+-1|0;i=(j&k|0)==0;if(i)g=j&p;else if(p>>>0<k>>>0)g=p;else g=(p>>>0)%(k>>>0)|0;h=f[(f[C>>2]|0)+(g<<2)>>2]|0;if(!h)q=46;else{if(i)while(1){h=f[h>>2]|0;if(!h){q=46;break c}i=f[h+4>>2]|0;if(!((i|0)==(p|0)|(i&j|0)==(g|0))){q=46;break c}if((f[h+8>>2]|0)==(p|0))break c}do{h=f[h>>2]|0;if(!h){q=46;break c}i=f[h+4>>2]|0;if((i|0)!=(p|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(g|0)){q=46;break c}}}while((f[h+8>>2]|0)!=(p|0))}}while(0);d:do if((q|0)==46){q=0;j=pOb(12)|0;f[j+8>>2]=p;f[j+4>>2]=p;f[j>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[r>>2];do if(o|m*+(k>>>0)<l){g=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;h=~~+W(+(l/m))>>>0;HUa(C,g>>>0<h>>>0?h:g);g=f[s>>2]|0;h=g+-1|0;if(!(h&g)){i=g;g=h&p;break}if(p>>>0<g>>>0){i=g;g=p}else{i=g;g=(p>>>0)%(g>>>0)|0}}else i=k;while(0);h=(f[C>>2]|0)+(g<<2)|0;g=f[h>>2]|0;if(!g){f[j>>2]=f[v>>2];f[v>>2]=j;f[h>>2]=v;g=f[j>>2]|0;if(g|0){g=f[g+4>>2]|0;h=i+-1|0;if(!(h&i))g=g&h;else if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;g=(f[C>>2]|0)+(g<<2)|0;q=59}}else{f[j>>2]=f[g>>2];q=59}if((q|0)==59){q=0;f[g>>2]=j}p=(f[t>>2]|0)+1|0;f[t>>2]=p;if(p>>>0>1){f[x>>2]=-1;g=f[F>>2]|0;if(g>>>0<(f[w>>2]|0)>>>0){f[g>>2]=-1;f[F>>2]=g+4}else bWa(E,x)}g=f[F>>2]|0;if((g|0)==(f[w>>2]|0))_Va(E,z);else{f[g>>2]=f[z>>2];f[F>>2]=g+4}f[A>>2]=f[z>>2];f[x>>2]=f[A>>2];j=mSa(y,x)|0;switch(b|0){case 1:break;case 5:{$Va(B,j,E);break d}default:break d}h=f[j+272>>2]|0;k=f[E>>2]|0;i=(f[w>>2]|0)-k>>2;g=i>>>0>4?i:4;e:do if(g>>>0<h>>>0)do{if(g>>>0>2147483646){g=h;break e}g=g<<1}while(g>>>0<h>>>0);while(0);if(i>>>0<g>>>0){if(g>>>0>1073741823)break b;h=(f[F>>2]|0)-k|0;i=pOb(g<<2)|0;if((h|0)>0)bQb(i|0,k|0,h|0)|0;f[E>>2]=i;f[F>>2]=i+(h>>2<<2);f[w>>2]=i+(g<<2);if(k|0)sOb(k)}g=f[j+268>>2]|0;if(g|0)do{h=g+8|0;i=f[F>>2]|0;if((i|0)==(f[w>>2]|0))_Va(E,h);else{f[i>>2]=f[h>>2];f[F>>2]=i+4}g=f[g>>2]|0}while((g|0)!=0)}while(0);e=f[e>>2]|0;if(!e)break a;k=f[s>>2]|0}vd()}while(0);if(D){e=f[C+12>>2]|0;if(!e){g=E;i=0}else{g=E;i=(X(e,-2)|0|1)+((f[F>>2]|0)-(f[E>>2]|0)>>2)|0}B=f[F>>2]|0;D=f[g>>2]|0;g=B;e=D;switch(B-D>>2|0){case 0:{aWa(E,1);e=f[E>>2]|0;break}case 1:break;default:{h=e+4|0;if((h|0)!=(g|0))f[F>>2]=g+(~((g+-4-h|0)>>>2)<<2)}}f[e>>2]=i}e=f[C+8>>2]|0;if(e|0)do{D=e;e=f[e>>2]|0;sOb(D)}while((e|0)!=0);e=f[C>>2]|0;f[C>>2]=0;if(e|0)sOb(e);q=100}else{f[e>>2]=d;f[x>>2]=f[e>>2];j=mSa(y,x)|0;if(!j){w1a(a,b,c,d,0,0,0);break}switch(b|0){case 1:{g=f[j+272>>2]|0;k=E+8|0;i=f[E>>2]|0;h=(f[k>>2]|0)-i>>2;e=h>>>0>4?h:4;f:do if(e>>>0<g>>>0)do{if(e>>>0>2147483646){e=g;break f}e=e<<1}while(e>>>0<g>>>0);while(0);if(h>>>0<e>>>0){if(e>>>0>1073741823)vd();g=(f[F>>2]|0)-i|0;h=pOb(e<<2)|0;if((g|0)>0)bQb(h|0,i|0,g|0)|0;f[E>>2]=h;f[F>>2]=h+(g>>2<<2);f[k>>2]=h+(e<<2);if(i|0)sOb(i)}e=f[j+268>>2]|0;if(e|0)do{g=e+8|0;h=f[F>>2]|0;if((h|0)==(f[k>>2]|0))_Va(E,g);else{f[h>>2]=f[g>>2];f[F>>2]=h+4}e=f[e>>2]|0}while((e|0)!=0);break}case 5:{$Va(B,j,E);break}default:{}}if(D){g=f[F>>2]|0;e=f[E>>2]|0;i=g-e>>2;switch(i|0){case 0:{aWa(E,1);e=f[E>>2]|0;break}case 1:break;default:{h=e+4|0;if((h|0)!=(g|0))f[F>>2]=g+(~((g+-4-h|0)>>>2)<<2)}}f[e>>2]=i;q=100}else q=100}while(0);if((q|0)==100){D=f[E>>2]|0;w1a(a,b,c,d,D,(f[F>>2]|0)-D>>2,1)}e=f[E>>2]|0;if(!e){u=G;return}g=f[F>>2]|0;if((g|0)!=(e|0))f[F>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);u=G;return}function _Va(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function $Va(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=f[b+32>>2]|0;i=c+8|0;h=f[c>>2]|0;e=(f[i>>2]|0)-h>>2;a=e>>>0>4?e:4;a:do if(a>>>0<d>>>0)do{if(a>>>0>2147483646){a=d;break a}a=a<<1}while(a>>>0<d>>>0);while(0);if(e>>>0<a>>>0){d=c+4|0;if(a>>>0>1073741823)vd();e=(f[d>>2]|0)-h|0;g=pOb(a<<2)|0;if((e|0)>0)bQb(g|0,h|0,e|0)|0;f[c>>2]=g;f[d>>2]=g+(e>>2<<2);f[i>>2]=g+(a<<2);if(h|0)sOb(h)}a=f[b+28>>2]|0;if(!a)return;g=c+4|0;do{d=a;b=f[(f[(f[d+16>>2]|0)+4>>2]|0)+44>>2]|0;do if((f[b+32>>2]|0)!=(0-((f[b+24>>2]|0)+(f[b+28>>2]|0))|0)){d=d+8|0;e=f[g>>2]|0;if((e|0)==(f[i>>2]|0)){_Va(c,d);break}else{f[e>>2]=f[d>>2];f[g>>2]=e+4;break}}while(0);a=f[a>>2]|0}while((a|0)!=0);return}function aWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(g-c>>2>>>0>=b>>>0){do{f[c>>2]=0;c=(f[k>>2]|0)+4|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=c-d>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);g=g-d|0;i=g>>1;c=g>>2>>>0<536870911?(i>>>0<c>>>0?c:i):1073741823;do if(!c)h=0;else if(c>>>0>1073741823)vd();else{h=pOb(c<<2)|0;break}while(0);i=h+(e<<2)|0;g=h+(c<<2)|0;e=i;c=i;do{f[c>>2]=0;c=e+4|0;e=c;b=b+-1|0}while((b|0)!=0);b=f[a>>2]|0;d=(f[k>>2]|0)-b|0;c=i+(0-(d>>2)<<2)|0;if((d|0)>0)bQb(c|0,b|0,d|0)|0;f[a>>2]=c;f[k>>2]=e;f[j>>2]=g;if(!b)return;sOb(b);return}function bWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function cWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function dWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function eWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function fWa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;j=n+32|0;h=n+16|0;k=n+4|0;l=n+20|0;m=n;f[h>>2]=d;d=f[(f[a+8>>2]|0)+232>>2]|0;f[k>>2]=h;f[k+4>>2]=c;f[k+8>>2]=d;i=+gWa(k);d=XUa(a+352|0,c)|0;p[d>>3]=i;d=a+180|0;if((f[c>>2]|0)==(f[a+176>>2]|0)){b[d>>0]=1;WUa(a)}if(!(b[d>>0]|0)){u=n;return}f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;d=f[a+380>>2]|0;if(d|0){h=l+8|0;do{g=d;e=f[g+8>>2]|0;f[j>>2]=e;do if((f[g+12>>2]|0)==(f[c>>2]|0)){g=f[k>>2]|0;if((g|0)==(f[h>>2]|0)){GE(l,j);break}else{f[g>>2]=e;f[k>>2]=g+4;break}}while(0);d=f[d>>2]|0}while((d|0)!=0);e=f[l>>2]|0;d=f[k>>2]|0;if((e|0)!=(d|0)){do{f[m>>2]=f[e>>2];f[j>>2]=f[m>>2];JUa(a,j,i);e=e+4|0}while((e|0)!=(d|0));d=f[l>>2]|0}if(d|0){e=f[k>>2]|0;if((e|0)!=(d|0))f[k>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}}u=n;return}function gWa(a){a=a|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+368|0;d=j+352|0;h=j+312|0;e=j+304|0;i=j;g=f[f[a>>2]>>2]|0;if(!g){c=0.0;u=j;return +c}g=f[g>>2]|0;f[d>>2]=f[f[a+4>>2]>>2];f[d+4>>2]=g;DRa(e,f[a+8>>2]|0,d);vnb(h,(f[e>>2]|0)+8|0);a=f[e+4>>2]|0;if(a|0)iOb(a);a=i+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+84>>2]=0;a=i+92|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+108>>2]=0;a=i+116|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+128>>2]=-1;f[i+132>>2]=-1;a=i+136|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;n[i+164>>2]=1.0;a=i+256|0;d=i+300|0;e=i+172|0;g=e+76|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));e=a;g=e+44|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[d>>2]=1.0;a=_nb(h,i)|0;c=a?+p[i+248>>3]:0.0;hWa(i);a=h+12|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);u=j;return +c}function hWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=f[a+292>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=d+8|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);sOb(d)}while((c|0)!=0);h=a+284|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)sOb(c);iWa(a+272|0);g=a+260|0;c=f[g>>2]|0;if(c|0){h=a+264|0;d=f[h>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[h>>2]=e;d=d+-12|0;if((b[d+11>>0]|0)<0){sOb(f[d>>2]|0);d=f[h>>2]|0}else d=e}while((d|0)!=(c|0));c=f[g>>2]|0}sOb(c)}h=a+256|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)sOb(c);jWa(a+236|0);e=a+224|0;c=f[e>>2]|0;if(c|0){g=a+228|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{h=d+-96|0;f[g>>2]=h;kWa(h);d=f[g>>2]|0}while((d|0)!=(c|0));c=f[e>>2]|0}sOb(c)}e=a+212|0;c=f[e>>2]|0;if(c|0){g=a+216|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{h=d+-180|0;f[g>>2]=h;lWa(h);d=f[g>>2]|0}while((d|0)!=(c|0));c=f[e>>2]|0}sOb(c)}c=f[a+172>>2]|0;if(!c){lWa(a);return}d=a+176|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);lWa(a);return}function iWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=f[a>>2]|0;if(!c)return;i=a+4|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{f[i>>2]=d+-52;h=f[d+-12>>2]|0;if(h|0){e=d+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h)}e=f[d+-28>>2]|0;if(e|0){g=d+-24|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);sOb(e)}d=d+-48|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);d=f[i>>2]|0}while((d|0)!=(c|0));c=f[a>>2]|0}sOb(c);return}function jWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=f[a>>2]|0;if(!c)return;j=a+4|0;d=f[j>>2]|0;if((d|0)!=(c|0)){do{f[j>>2]=d+-56;h=f[d+-12>>2]|0;if(h|0){e=d+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h)}h=d+-36|0;e=f[h>>2]|0;if(e|0){i=d+-32|0;g=f[i>>2]|0;if((g|0)!=(e|0)){do{k=g+-180|0;f[i>>2]=k;lWa(k);g=f[i>>2]|0}while((g|0)!=(e|0));e=f[h>>2]|0}sOb(e)}d=d+-52|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);d=f[j>>2]|0}while((d|0)!=(c|0));c=f[a>>2]|0}sOb(c);return}function kWa(a){a=a|0;var c=0,d=0,e=0;c=f[a+80>>2]|0;if(c|0){d=a+84|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);sOb(c)}c=f[a+68>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;sOb(e)}while((c|0)!=0);e=a+60|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=f[a+48>>2]|0;if(c|0){d=a+52|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+36>>2]|0;if(c|0){d=a+40|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){lWa(c);sOb(c)}c=f[a+20>>2]|0;if(c|0){d=a+24|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=a+4|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function lWa(a){a=a|0;var c=0,d=0,e=0,g=0;c=f[a+156>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0){g=d+20|0;if((f[g>>2]|0)!=(e|0))f[g>>2]=e;sOb(e)}sOb(d)}while((c|0)!=0);g=a+148|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);c=a+136|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+116|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+92|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+8|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function mWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function nWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j;c=f[b>>2]|0;i=a+4|0;e=f[a>>2]|0;b=e;if(c>>>0>=(f[i>>2]|0)-e>>5>>>0){u=j;return}d=g+16|0;f[d>>2]=0;e=b+(c<<5)|0;c=b+(c<<5)+16|0;b=f[c>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);f[c>>2]=0;b=f[d>>2]|0;do if(!b){f[c>>2]=0;h=11}else if((g|0)==(b|0)){f[c>>2]=e;h=f[d>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,e);h=11;break}else{f[c>>2]=b;f[d>>2]=0;b=0;c=0;break}while(0);if((h|0)==11){c=f[d>>2]|0;b=c}if((g|0)==(b|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);b=f[i>>2]|0;if((f[a>>2]|0)==(b|0)){u=j;return}while(1){if(!(f[b+-16>>2]|0)){c=b;d=0;e=0}else{h=25;break}b=b+-32|0;while(1){h=c+-32|0;f[i>>2]=h;if((h|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);c=f[i>>2]|0;if((c|0)==(b|0))break;e=f[c+-16>>2]|0;d=e}if((f[a>>2]|0)==(b|0)){h=25;break}}if((h|0)==25){u=j;return}}function oWa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;f[a>>2]=38080;e=pOb(448)|0;bZa(e,a);f[e>>2]=38324;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[e+28>>2]=2;g=e+32|0;d=e+48|0;h=e+68|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;b[g+12>>0]=0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;b[d+16>>0]=0;n[e+84>>2]=1.0;d=e+152|0;g=e+88|0;h=g+64|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;d=e+156|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[e+176>>2]=-1;b[e+180>>0]=0;p[e+184>>3]=0.0;b[e+192>>0]=2;b[e+260>>0]=0;d=e+328|0;g=e+264|0;h=g+64|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;d=e+332|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+348>>2]=1.0;d=e+352|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+368>>2]=1.0;d=e+372|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+388>>2]=1.0;f[e+408>>2]=0;d=e+416|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;p[e+432>>3]=-1.0;b[e+440>>0]=0;f[i>>2]=e;jYa(a,i,c);d=f[i>>2]|0;f[i>>2]=0;if(!d){f[a>>2]=38080;i=a+248|0;h=pOb(16)|0;M3a(h,a);f[h>>2]=38124;g=h+8|0;f[g>>2]=a;g=h+12|0;f[g>>2]=0;g=h;f[i>>2]=g;i=a+252|0;a=pOb(4)|0;Pob(a,h,0);f[i>>2]=a;u=j;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);f[a>>2]=38080;i=a+248|0;h=pOb(16)|0;M3a(h,a);f[h>>2]=38124;g=h+8|0;f[g>>2]=a;g=h+12|0;f[g>>2]=0;g=h;f[i>>2]=g;i=a+252|0;a=pOb(4)|0;Pob(a,h,0);f[i>>2]=a;u=j;return}function pWa(a,b){a=a|0;b=b|0;if(!a)return;yWa(b,1);return}function qWa(a){a=a|0;sOb(a);return}function rWa(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=38528;f[b+4>>2]=f[a+4>>2];return b|0}function sWa(a,b){a=a|0;b=b|0;f[b>>2]=38528;f[b+4>>2]=f[a+4>>2];return}function tWa(a){a=a|0;return}function uWa(a){a=a|0;sOb(a);return}function vWa(a,c){a=a|0;c=c|0;c=(f[a+4>>2]|0)+80|0;b[c>>0]=b[c>>0]|8;return}function wWa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==190104?a+4|0:0)|0}function xWa(a){a=a|0;return 14848}function yWa(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+16|0;z=A;if(c){b[a+440>>0]=0;c=a+432|0;if(+p[c>>3]!=-1.0){s=+Gha();p[a+416>>3]=s;if(!(+p[a+424>>3]-s>0.0))p[c>>3]=-1.0}}v=a+16|0;w=a+20|0;if((f[v>>2]|0)==(f[w>>2]|0)){u=A;return}s=+Gha();x=a+28|0;y=a+8|0;j=s;s=!(0.0-s>=16.0)?s+16.0:0.0;while(1){t=f[f[v>>2]>>2]|0;l=t+4|0;m=t+80|0;n=t+76|0;o=t+8|0;q=t+12|0;r=t+64|0;d=j;while(1){c=f[l>>2]|0;g=c+252|0;e=b[m>>0]|0;if(e&1){b[m>>0]=e&-2;$ob(f[g>>2]|0,f[n>>2]|0,0);k=f[c+244>>2]|0;c=f[o>>2]|0;f[o>>2]=0;f[z>>2]=c;c=b[m>>0]|0;zWa(k,z,f[n>>2]|0,q,+p[r>>3],(c&2)!=0,(c&4)!=0);c=f[z>>2]|0;f[z>>2]=0;if(c)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}i=Tob(f[g>>2]|0)|0;k=i+4|0;h=f[k>>2]|0;c=f[i>>2]|0;e=h-c|0;if(e>>>0<16384){AWa(i,16384-e|0);c=f[i>>2]|0}else if((e|0)!=16384){e=c+16384|0;if((e|0)!=(h|0))f[k>>2]=e}e=f[t>>2]|0;e=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c,16384)|0;h=f[k>>2]|0;c=f[i>>2]|0;if(e>>>0<(h-c|0)>>>0){c=c+e|0;if((c|0)!=(h|0))f[k>>2]=c}Uob(f[g>>2]|0,i)|0;if(b[m>>0]&8){k=21;break}if(!e){k=25;break}d=+Gha();if(!(s-d>0.0)){k=24;break}}if((k|0)==21){d=s;k=26}else if((k|0)==24){k=0;d=s}else if((k|0)==25){k=0;bpb(f[g>>2]|0);t=f[t>>2]|0;if(!(Pg[f[(f[t>>2]|0)+16>>2]&1023](t)|0))k=26}if((k|0)==26){k=0;t=f[v>>2]|0;e=f[t>>2]|0;f[t>>2]=0;if(e|0){nWa((f[e+4>>2]|0)+44|0,e+72|0);t=e+8|0;c=f[t>>2]|0;f[t>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(e)}e=f[v>>2]|0;c=e+4|0;i=f[w>>2]|0;if((c|0)==(i|0))k=41;else{do{t=f[c>>2]|0;f[c>>2]=0;h=f[e>>2]|0;f[e>>2]=t;if(h|0){nWa((f[h+4>>2]|0)+44|0,h+72|0);t=h+8|0;g=f[t>>2]|0;f[t>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[h>>2]|0;f[h>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(h)}c=c+4|0;e=e+4|0}while((c|0)!=(i|0));c=f[w>>2]|0;if((c|0)!=(e|0))k=41}if((k|0)==41){k=0;do{t=c+-4|0;f[w>>2]=t;g=f[t>>2]|0;f[t>>2]=0;if(g|0){nWa((f[g+4>>2]|0)+44|0,g+72|0);t=g+8|0;c=f[t>>2]|0;f[t>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g>>2]|0;f[g>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(g)}c=f[w>>2]|0}while((c|0)!=(e|0))}f[x>>2]=1;RUa(a);f[x>>2]=2;RUa(a);b9a(f[(f[y>>2]|0)+240>>2]|0,1);lQa((f[y>>2]|0)+104|0)}if((f[v>>2]|0)==(f[w>>2]|0)){k=55;break}j=+Gha();if(!(d-j>0.0))break;else s=d}if((k|0)==55){u=A;return}if((f[v>>2]|0)==(f[w>>2]|0)){u=A;return}c=a+440|0;if(b[c>>0]|0){u=A;return}b[c>>0]=1;Hha(940,a,~~+p[a+432>>3]);u=A;return}function zWa(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;k=u;u=u+16|0;j=k;f[a+28>>2]=0;l=a+48|0;m=f[c>>2]|0;f[c>>2]=0;c=f[l>>2]|0;f[l>>2]=m;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);f[a+172>>2]=d;b[a+192>>0]=h?0:2;f[a+176>>2]=-1;b[a+180>>0]=0;p[a+184>>3]=g;b[a+64>>0]=i&1;c=f[e>>2]|0;m=(c|0)!=0;d=a+260|0;b[d>>0]=m&1;if(!m){m=a+8|0;m=f[m>>2]|0;m=m+232|0;m=f[m>>2]|0;DQa(m);u=k;return}m=a+196|0;f[m>>2]=f[c>>2];f[a+212>>2]=f[c+12>>2];f[a+228>>2]=f[c+24>>2];f[a+244>>2]=f[c+36>>2];f[a+200>>2]=f[c+4>>2];f[a+216>>2]=f[c+16>>2];f[a+232>>2]=f[c+28>>2];f[a+248>>2]=f[c+40>>2];f[a+204>>2]=f[c+8>>2];f[a+220>>2]=f[c+20>>2];f[a+236>>2]=f[c+32>>2];f[a+252>>2]=f[c+44>>2];f[a+208>>2]=0;f[a+224>>2]=0;f[a+240>>2]=0;f[a+256>>2]=1065353216;n[j>>2]=9.999999747378752e-06;m=((BWa(m,j)|0)^1)&1;b[d>>0]=m;m=a+8|0;m=f[m>>2]|0;m=m+232|0;m=f[m>>2]|0;DQa(m);u=k;return}function AWa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;d=f[k>>2]|0;if((g-d|0)>>>0>=c>>>0){do{b[d>>0]=0;d=(f[k>>2]|0)+1|0;f[k>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;h=d-e|0;d=h+c|0;if((d|0)<0)AMb(a);g=g-e|0;i=g<<1;d=g>>>0<1073741823?(i>>>0<d>>>0?d:i):2147483647;if(!d)e=0;else e=pOb(d)|0;i=e+h|0;h=e+d|0;g=i;d=i;do{b[d>>0]=0;d=g+1|0;g=d;c=c+-1|0}while((c|0)!=0);c=f[a>>2]|0;e=(f[k>>2]|0)-c|0;d=i+(0-e)|0;if((e|0)>0)bQb(d|0,c|0,e|0)|0;f[a>>2]=d;f[k>>2]=g;f[j>>2]=h;if(!c)return;sOb(c);return}function BWa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;c=+n[b>>2];d=+n[a>>2];e=+K(+(d+-1.0));d=+K(+d);if(!(e<=(d>1.0?1.0:d)*c)){a=0;return a|0}if(!(+K(+(+n[a+4>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+8>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+12>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+16>>2]))<=c)){a=0;return a|0}e=+n[a+20>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+n[a+24>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+28>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+32>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+36>>2]))<=c)){a=0;return a|0}e=+n[a+40>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+n[a+44>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+48>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+52>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+56>>2]))<=c)){a=0;return a|0}e=+n[a+60>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}a=1;return a|0}function CWa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0;l=u;u=u+16|0;k=l+4|0;m=l;a=f[a+244>>2]|0;n=f[b>>2]|0;f[b>>2]=0;f[k>>2]=n;b=f[d>>2]|0;f[d>>2]=0;f[m>>2]=b;DWa(a,k,c,m,e,g,h,i,j);a=f[m>>2]|0;f[m>>2]=0;if(a|0)tOb(a);a=f[k>>2]|0;f[k>>2]=0;if(!a){u=l;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=l;return}function DWa(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;q=y+28|0;r=y;n=y+24|0;l=f[e>>2]|0;x=(l|0)==0;v=(g|0)==0;o=pOb(24)|0;f[o>>2]=38572;m=o+4|0;f[m>>2]=m;f[o+8>>2]=m;f[o+12>>2]=0;f[o+16>>2]=0;b[o+20>>0]=((v|x)^1)&1;if(!(v|x)){f[e>>2]=0;f[n>>2]=l;EWa(m,n,g);l=f[n>>2]|0;f[n>>2]=0;if(l|0)tOb(l)}v=f[a+8>>2]|0;x=a+16|0;n=pOb(88)|0;f[n>>2]=o;f[n+4>>2]=v;f[n+8>>2]=0;f[n+12>>2]=0;p[n+64>>3]=1.0;f[n+76>>2]=0;b[n+80>>0]=0;g=v+44|0;t=n;e=r+16|0;f[r>>2]=38528;f[r+4>>2]=t;f[e>>2]=r;b[q>>0]=0;l=v+48|0;m=f[l>>2]|0;if(m>>>0<(f[v+52>>2]|0)>>>0){f[m+16>>2]=m;v=f[e>>2]|0;oh[f[(f[v>>2]|0)+12>>2]&1023](v,m);v=f[l>>2]|0;b[m+24>>0]=0;m=v+32|0;f[l>>2]=m}else{Oha(g,r,q);m=f[l>>2]|0}l=f[e>>2]|0;f[n+72>>2]=(m-(f[g>>2]|0)>>5)+-1;if((r|0)==(l|0))gh[f[(f[l>>2]|0)+16>>2]&2047](l);else if(l|0)gh[f[(f[l>>2]|0)+20>>2]&2047](l);v=a+20|0;m=f[v>>2]|0;s=a+24|0;r=f[s>>2]|0;l=r;if(m>>>0<r>>>0){f[m>>2]=t;f[v>>2]=m+4}else{o=f[x>>2]|0;n=m-o>>2;e=n+1|0;r=o;if(e>>>0>1073741823)AMb(x);q=l-o|0;g=q>>1;g=q>>2>>>0<536870911?(g>>>0<e>>>0?e:g):1073741823;do if(!g)w=0;else if(g>>>0>1073741823)vd();else{w=pOb(g<<2)|0;break}while(0);l=w+(n<<2)|0;e=l;q=w+(g<<2)|0;f[l>>2]=t;g=l+4|0;if((m|0)==(r|0))n=o;else{do{m=m+-4|0;w=f[m>>2]|0;f[m>>2]=0;f[l+-4>>2]=w;l=e+-4|0;e=l}while((m|0)!=(r|0));n=f[x>>2]|0;m=f[v>>2]|0}f[x>>2]=e;f[v>>2]=g;f[s>>2]=q;g=n;if((m|0)!=(g|0))do{m=m+-4|0;e=f[m>>2]|0;f[m>>2]=0;if(e|0){nWa((f[e+4>>2]|0)+44|0,e+72|0);x=e+8|0;l=f[x>>2]|0;f[x>>2]=0;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);l=f[e>>2]|0;f[e>>2]=0;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);sOb(e)}}while((m|0)!=(g|0));if(n|0)sOb(n)}o=f[(f[v>>2]|0)+-4>>2]|0;x=f[c>>2]|0;f[c>>2]=0;n=j&1;g=k&1;k=o+8|0;l=f[k>>2]|0;f[k>>2]=x;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);f[o+76>>2]=d;if(!h)l=0;else{l=o+16|0;e=l;m=e+48|0;do{f[e>>2]=f[h>>2];e=e+4|0;h=h+4|0}while((e|0)<(m|0))}f[o+12>>2]=l;p[o+64>>3]=i;l=o+80|0;b[l>>0]=n<<1&255|g<<2&255|b[l>>0]&-16|1;l=a+440|0;if(b[l>>0]|0){u=y;return}b[l>>0]=1;Hha(940,a,~~+p[a+432>>3]);u=y;return}function EWa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(16)|0;e=f[b>>2]|0;f[b>>2]=0;f[d+8>>2]=e;f[d+12>>2]=c;f[d+4>>2]=a;b=f[a>>2]|0;f[d>>2]=b;f[b+4>>2]=d;f[a>>2]=d;b=a+8|0;f[b>>2]=(f[b>>2]|0)+1;return}function FWa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=38572;d=a+4|0;b=a+12|0;if(!(f[b>>2]|0))return;a=f[a+8>>2]|0;c=(f[d>>2]|0)+4|0;e=f[a>>2]|0;f[e+4>>2]=f[c>>2];f[f[c>>2]>>2]=e;f[b>>2]=0;if((a|0)==(d|0))return;do{b=a;a=f[a+4>>2]|0;e=b+8|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)tOb(c);sOb(b)}while((a|0)!=(d|0));return}function GWa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=38572;e=a+4|0;b=a+12|0;if(!(f[b>>2]|0)){sOb(a);return}c=f[a+8>>2]|0;d=(f[e>>2]|0)+4|0;g=f[c>>2]|0;f[g+4>>2]=f[d>>2];f[f[d>>2]>>2]=g;f[b>>2]=0;if((c|0)==(e|0)){sOb(a);return}do{b=c;c=f[c+4>>2]|0;g=b+8|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)tOb(d);sOb(b)}while((c|0)!=(e|0));sOb(a);return}function HWa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+12|0;if(!((c|0)!=0&(f[i>>2]|0)!=0)){c=0;return c|0}h=a+8|0;g=a+16|0;a=0;d=f[g>>2]|0;do{k=f[h>>2]|0;e=k+12|0;j=(f[e>>2]|0)-d|0;l=c-a|0;j=l>>>0<j>>>0?l:j;bQb(b+a|0,(f[k+8>>2]|0)+d|0,j|0)|0;d=(f[g>>2]|0)+j|0;f[g>>2]=d;a=j+a|0;if((d|0)==(f[e>>2]|0)){d=f[h>>2]|0;l=d+4|0;e=f[d>>2]|0;f[e+4>>2]=f[l>>2];f[f[l>>2]>>2]=e;f[i>>2]=(f[i>>2]|0)+-1;l=d+8|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)tOb(e);sOb(d);f[g>>2]=0;d=0}}while(a>>>0<c>>>0&(f[i>>2]|0)!=0);return a|0}function IWa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=f[c>>2]|0;if((d|0)!=0&(e|0)!=0){g=a+4|0;h=pOb(16)|0;f[c>>2]=0;f[h+8>>2]=e;f[h+12>>2]=d;f[h+4>>2]=g;e=f[g>>2]|0;f[h>>2]=e;f[e+4>>2]=h;f[g>>2]=h;e=a+12|0;f[e>>2]=(f[e>>2]|0)+1;return}else{b[a+20>>0]=1;return}}function JWa(a){a=a|0;if(!(b[a+20>>0]|0)){a=1;return a|0}a=(f[a+12>>2]|0)!=0;return a|0}function KWa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;h=i;j=f[a+244>>2]|0;e=f[c>>2]|0;f[c>>2]=0;a=f[j+16>>2]|0;c=f[j+20>>2]|0;a:do if((a|0)==(c|0))g=4;else do{if((f[(f[a>>2]|0)+76>>2]|0)==(b|0)){g=4;break a}a=a+4|0}while((a|0)!=(c|0));while(0);if((g|0)==4)if((a|0)!=(c|0)){a=f[f[a>>2]>>2]|0;j=f[(f[a>>2]|0)+12>>2]|0;f[h>>2]=e;xh[j&127](a,h,d);a=f[h>>2]|0;f[h>>2]=0;if(a|0)tOb(a);u=i;return}if(!e){u=i;return}tOb(e);u=i;return}function LWa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+64|0;g=e;d=e+4|0;b=f[a+244>>2]|0;c=a+252|0;$ob(f[c>>2]|0,0,0);f[g>>2]=0;f[d>>2]=0;zWa(b,g,0,d,1.0,0,0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);Zob(f[c>>2]|0);lQa(a+20|0);lQa(a+104|0);g=b+28|0;f[g>>2]=1;RUa(b);f[g>>2]=2;RUa(b);u=e;return}function MWa(a){a=a|0;var b=0,c=0;f[a>>2]=38600;c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);return}TWa(b);sOb(b);eYa(a);return}function NWa(a){a=a|0;var b=0,c=0;f[a>>2]=38600;c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){TWa(b);sOb(b)}eYa(a);sOb(a);return}function OWa(a){a=a|0;return}function PWa(a,b,c){a=a|0;b=+b;c=+c;return}function QWa(a){a=a|0;return dpb(f[(f[f[a+248>>2]>>2]|0)+8>>2]|0)|0}function RWa(a){a=a|0;var c=0,d=0,e=0;c=a+248|0;d=f[c>>2]|0;e=d+41|0;if(b[e>>0]|0)return 1;b[e>>0]=1;SWa((f[a+240>>2]|0)+36|0,d+44|0);e=f[a+244>>2]|0;gh[f[(f[e>>2]|0)+8>>2]&2047](e);zxb((f[f[c>>2]>>2]|0)+56|0);return 1}function SWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j;c=f[b>>2]|0;i=a+4|0;e=f[a>>2]|0;b=e;if(c>>>0>=(f[i>>2]|0)-e>>5>>>0){u=j;return}d=g+16|0;f[d>>2]=0;e=b+(c<<5)|0;c=b+(c<<5)+16|0;b=f[c>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);f[c>>2]=0;b=f[d>>2]|0;do if(!b){f[c>>2]=0;h=11}else if((g|0)==(b|0)){f[c>>2]=e;h=f[d>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,e);h=11;break}else{f[c>>2]=b;f[d>>2]=0;b=0;c=0;break}while(0);if((h|0)==11){c=f[d>>2]|0;b=c}if((g|0)==(b|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);b=f[i>>2]|0;if((f[a>>2]|0)==(b|0)){u=j;return}while(1){if(!(f[b+-16>>2]|0)){c=b;d=0;e=0}else{h=25;break}b=b+-32|0;while(1){h=c+-32|0;f[i>>2]=h;if((h|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);c=f[i>>2]|0;if((c|0)==(b|0))break;e=f[c+-16>>2]|0;d=e}if((f[a>>2]|0)==(b|0)){h=25;break}}if((h|0)==25){u=j;return}}function TWa(a){a=a|0;var c=0,d=0;c=a+28|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+16|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+4|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);d=f[a>>2]|0;f[a>>2]=0;if(!d)return;uxb(d+56|0);f[d+12>>2]=38644;c=d+44|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=d+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);a=d+8|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){Qob(c);sOb(c)}a=d+4|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(d);return}function UWa(a){a=a|0;var c=0;f[a>>2]=38644;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);a=a+20|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function VWa(a){a=a|0;var c=0;f[a>>2]=38644;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+20|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function WWa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0.0;m=u;u=u+32|0;g=m;l=a+4|0;f[l>>2]=0;switch(e|0){case 0:{f[a+8>>2]=1;f[l>>2]=0;mYa(f[a+12>>2]|0);Kha(g);n=+(f[g+4>>2]|0);o=+(f[g>>2]|0);Hxb(a,0,n/o,o,n);f[l>>2]=1;u=m;return}case 2:{j=a+16|0;k=Tob(f[j>>2]|0)|0;h=k+4|0;i=f[h>>2]|0;e=f[k>>2]|0;g=i-e|0;if(g>>>0<d>>>0){AWa(k,d-g|0);e=f[k>>2]|0}else if(g>>>0>d>>>0){g=e+d|0;if((g|0)!=(i|0))f[h>>2]=g}bQb(e|0,c|0,d|0)|0;Uob(f[j>>2]|0,k)|0;f[l>>2]=(f[l>>2]|0)+d;SUa((f[a+12>>2]|0)+128|0,d);u=m;return}case 3:{l=a+12|0;d=f[l>>2]|0;c=f[d+248>>2]|0;b[c+41>>0]=1;SWa((f[d+240>>2]|0)+36|0,c+44|0);d=f[d+244>>2]|0;gh[f[(f[d>>2]|0)+8>>2]&2047](d);l=f[l>>2]|0;gh[f[(f[l>>2]|0)+16>>2]&2047](l);u=m;return}default:{u=m;return}}}function XWa(a,b){a=a|0;b=b|0;xOb(a,b+32|0);return}function YWa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0;n=u;u=u+128|0;l=n+24|0;d=n;a=a+248|0;if(!(b[(f[a>>2]|0)+40>>0]|0)){u=n;return}i=+p[c+208>>3];j=+p[c+216>>3];Kha(d);k=+(f[d+4>>2]|0);g=+(f[d>>2]|0);h=k/g;switch(b[c>>0]|0){case 0:{e=0.0;m=5;break}case 1:{e=1.0;m=5;break}case 2:{e=2.0;m=5;break}default:{}}if((m|0)==5)p[l>>3]=e;p[l+8>>3]=+p[c+32>>3];p[l+16>>3]=+p[c+40>>3];p[l+24>>3]=+p[c+48>>3];p[l+32>>3]=+p[c+56>>3];p[l+40>>3]=+p[c+64>>3];p[l+48>>3]=+p[c+72>>3];p[l+56>>3]=+p[c+8>>3];p[l+64>>3]=+p[c+16>>3];p[l+72>>3]=+p[c+24>>3];p[l+80>>3]=i;p[l+88>>3]=j;Hxb((f[f[a>>2]>>2]|0)+12|0,l,h,g,k);u=n;return}function ZWa(a){a=a|0;sOb(a);return}function _Wa(a){a=a|0;var b=0,c=0;b=pOb(16)|0;c=a+4|0;f[b>>2]=38872;a=b+4|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];return b|0}function $Wa(a,b){a=a|0;b=b|0;a=a+4|0;f[b>>2]=38872;b=b+4|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return}function aXa(a){a=a|0;return}function bXa(a){a=a|0;sOb(a);return}function cXa(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a+4>>2]|0;d=f[a+8>>2]|0;a=(f[a+12>>2]|0)+(d>>1)|0;if(!(d&1)){d=c;oh[d&1023](a,b);return}else{d=f[(f[a>>2]|0)+c>>2]|0;oh[d&1023](a,b);return}}function dXa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==190629?a+4|0:0)|0}function eXa(a){a=a|0;return 14936}function fXa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=38668;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+20>>2]|0;if(!b){pYa(a);return}c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);pYa(a);return}function gXa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=38668;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+20>>2]|0;if(!b){pYa(a);sOb(a);return}c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);pYa(a);sOb(a);return}function hXa(a){a=a|0;a=f[a+16>>2]|0;Fxb(a,a+20|0,a+32|0);return}function iXa(a,b){a=a|0;b=b|0;dyb(f[a+16>>2]|0,b);return}function jXa(a){a=a|0;return 0}function kXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;qyb(f[a+16>>2]|0,f[b>>2]|0,f[b+4>>2]|0,c,d);return}function lXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;ryb(f[a+16>>2]|0,f[c>>2]|0,f[c+4>>2]|0,d,f[b>>2]|0);return}function mXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;Gxb(f[a+16>>2]|0,b,c,d,e);return}function nXa(a){a=a|0;oyb(f[a+16>>2]|0);return}function oXa(a,b){a=a|0;b=b|0;pyb(f[a+16>>2]|0,f[b>>2]|0);return}function pXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[c>>2]|0;e=f[a+16>>2]|0;a=(f[c+4>>2]|0)-g>>3;if(!(b<<24>>24)){Jxb(e,a,g,d);return}else{Mxb(e,a,g,d,b<<24>>24==2);return}}function qXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[c>>2]|0;e=f[a+16>>2]|0;a=(f[c+4>>2]|0)-g>>3;if(!(b<<24>>24)){Lxb(e,a,g,d);return}else{Nxb(e,a,g,d,b<<24>>24==2);return}}function rXa(a,b){a=a|0;b=b|0;Oxb(f[a+16>>2]|0,b);return}function sXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;gyb(f[a+16>>2]|0,b,c,d);return}function tXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;if(!b)return;hyb(f[a+16>>2]|0,b,c,d,e);return}function uXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;jyb(f[a+16>>2]|0,b,c,d);return}function vXa(a){a=a|0;kyb(f[a+16>>2]|0);return}function wXa(a,b){a=a|0;b=+b;lyb(f[a+16>>2]|0,b);return}function xXa(a,b){a=a|0;b=b|0;myb(f[a+16>>2]|0,b);return}function yXa(a,b){a=a|0;b=+b;nyb(f[a+16>>2]|0,b);return}function zXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0;F=u;u=u+80|0;D=F+56|0;x=F+48|0;y=F+36|0;z=F+24|0;A=F+12|0;B=F;t=f[(f[a+8>>2]|0)+232>>2]|0;f[D>>2]=0;E=D+4|0;f[E>>2]=0;f[D+8>>2]=0;C=b+4|0;d=f[C>>2]|0;e=f[b>>2]|0;g=d-e>>2;v=D+8|0;i=e;w=d;do if(!g)c=0;else if(g>>>0>357913941)vd();else{c=pOb(g*12|0)|0;s=c;f[D>>2]=s;f[E>>2]=s;f[v>>2]=c+(g*12|0);break}while(0);if((i|0)!=(w|0)){e=y+4|0;g=y+4|0;j=x+4|0;k=z+4|0;l=y+4|0;m=A+4|0;o=z+8|0;p=y+8|0;q=A+8|0;r=B+4|0;s=B+8|0;do{ARa(x,t,i);c=f[x>>2]|0;if(!c){f[e>>2]=0;d=f[E>>2]|0;c=f[v>>2]|0;if(d>>>0<c>>>0){f[d>>2]=0;f[d+4>>2]=f[e>>2];f[d+8>>2]=f[e>>2];d=d+12|0;f[E>>2]=d}else{_Xa(D,y);c=f[v>>2]|0;d=f[E>>2]|0}f[g>>2]=0;if(d>>>0<c>>>0){f[d>>2]=0;f[d+4>>2]=f[g>>2];f[d+8>>2]=f[g>>2];f[E>>2]=d+12}else _Xa(D,y)}else{JJa(c,y,z);K=+n[y>>2];h=(+n[z>>2]-K)*.5;n[A>>2]=h;J=+n[l>>2];I=(+n[k>>2]-J)*.5;n[m>>2]=I;H=+n[p>>2];G=(+n[o>>2]-H)*.5;n[q>>2]=G;h=K+h;n[B>>2]=h;n[r>>2]=J+I;n[s>>2]=H+G;d=f[E>>2]|0;c=f[v>>2]|0;if(d>>>0<c>>>0){n[d>>2]=h;f[d+4>>2]=f[r>>2];f[d+8>>2]=f[s>>2];d=d+12|0;f[E>>2]=d}else{ZXa(D,B);d=f[E>>2]|0;c=f[v>>2]|0}if(d>>>0<c>>>0){f[d>>2]=f[A>>2];f[d+4>>2]=f[m>>2];f[d+8>>2]=f[q>>2];f[E>>2]=d+12}else ZXa(D,A)}c=f[j>>2]|0;if(c|0)iOb(c);i=i+8|0}while((i|0)!=(w|0));e=f[b>>2]|0;d=f[C>>2]|0;c=f[D>>2]|0}Qxb(f[a+16>>2]|0,d-e>>3,e,c);c=f[D>>2]|0;if(!c){u=F;return}d=f[E>>2]|0;if((d|0)!=(c|0))f[E>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=F;return}function AXa(a,b){a=a|0;b=b|0;var c=0;c=f[b>>2]|0;Sxb(f[a+16>>2]|0,(f[b+4>>2]|0)-c>>3,c);return}function BXa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;byb(f[a+16>>2]|0,c,d,e,g,f[b>>2]|0);return}function CXa(a,b,c){a=a|0;b=b|0;c=c|0;ayb(f[a+16>>2]|0,f[c+4>>2]|0,f[c>>2]|0,f[b>>2]|0);return}function DXa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h$a(a);Pxb(f[a+16>>2]|0,f[c+4>>2]|0,f[c>>2]|0,d,e,g,f[b>>2]|0);return}function EXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;syb(f[a+16>>2]|0,(c&1|0)!=0,(c&2|0)!=0,d,b);return}function FXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;g=f[c>>2]|0;tyb(f[a+16>>2]|0,d?31:32,(f[c+4>>2]|0)-g>>3,g,e,f[b>>2]|0);return}function GXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,d?29:30,(f[c+4>>2]|0)-e>>3,e,0,f[b>>2]|0);return}function HXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,24,(f[c+4>>2]|0)-e>>3,e,d,f[b>>2]|0);return}function IXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,25,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function JXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,26,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function KXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,21,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function LXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,22,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function MXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,23,(f[c+4>>2]|0)-e>>3,e,d,f[b>>2]|0);return}function NXa(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;p=r;h$a(a);o=h[e>>0]|0;o=(b[e+1>>0]|0)==0?o:o|2;o=(b[e+8>>0]|0)==0?o:o|4;o=(b[e+9>>0]|0)==0?o:o|8;o=(b[e+10>>0]|0)==0?o:o|16;o=(b[e+11>>0]|0)==0?o:o|32;o=(b[e+12>>0]|0)==0?o:o|64;o=(b[e+2>>0]|0)==0?o:o|128;o=(b[e+3>>0]|0)==0?o:o|256;o=(b[e+4>>0]|0)==0?o:o|512;o=(b[e+5>>0]|0)==0?o:o|1024;o=(b[e+6>>0]|0)==0?o:o|2048;o=(b[e+7>>0]|0)==0?o:o|4096;f[p>>2]=0;q=p+4|0;f[q>>2]=0;f[p+8>>2]=0;e=g<<2;n=p+8|0;do if(!e){k=0;l=0;m=0}else if(e>>>0>1073741823)vd();else{m=pOb(g<<4)|0;l=m+(e<<2)|0;f[p>>2]=m;f[q>>2]=m;f[n>>2]=l;k=m;break}while(0);if(g){k=0;while(1){e=i+(k<<4)|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+4|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+8|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+12|0;if((m|0)==(l|0))Tna(p,e);else{f[m>>2]=f[e>>2];f[q>>2]=m+4}k=k+1|0;if((k|0)==(g|0))break;m=f[q>>2]|0;l=f[n>>2]|0}k=f[p>>2]|0}Txb(f[a+16>>2]|0,f[c>>2]|0,d,o,g,k,j);k=f[p>>2]|0;if(!k){u=r;return}e=f[q>>2]|0;if((e|0)!=(k|0))f[q>>2]=e+(~((e+-4-k|0)>>>2)<<2);sOb(k);u=r;return}function OXa(a,c,d,e,g,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+80|0;k=j;h$a(a);l=h[e>>0]|0;l=(b[e+1>>0]|0)==0?l:l|2;l=(b[e+8>>0]|0)==0?l:l|4;l=(b[e+9>>0]|0)==0?l:l|8;l=(b[e+10>>0]|0)==0?l:l|16;l=(b[e+11>>0]|0)==0?l:l|32;l=(b[e+12>>0]|0)==0?l:l|64;l=(b[e+2>>0]|0)==0?l:l|128;l=(b[e+3>>0]|0)==0?l:l|256;l=(b[e+4>>0]|0)==0?l:l|512;l=(b[e+5>>0]|0)==0?l:l|1024;l=(b[e+6>>0]|0)==0?l:l|2048;e=b[e+7>>0]|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[k+12>>2]=f[i+12>>2];f[k+16>>2]=f[i+16>>2];f[k+20>>2]=f[i+20>>2];f[k+24>>2]=f[i+24>>2];f[k+28>>2]=f[i+28>>2];f[k+32>>2]=f[i+32>>2];f[k+36>>2]=f[i+36>>2];f[k+40>>2]=f[i+40>>2];f[k+44>>2]=f[i+44>>2];f[k+48>>2]=f[i+48>>2];f[k+52>>2]=f[i+52>>2];f[k+56>>2]=f[i+56>>2];f[k+60>>2]=f[i+60>>2];f[k+64>>2]=f[i+64>>2];f[k+68>>2]=f[i+68>>2];f[k+72>>2]=f[i+72>>2];f[k+76>>2]=f[i+76>>2];Uxb(f[a+16>>2]|0,f[c>>2]|0,d,e<<24>>24==0?l:l|4096,g,g+12|0,k);u=j;return}function PXa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0.0,j=0,k=0;h$a(a);k=h[e>>0]|0;k=(b[e+1>>0]|0)==0?k:k|2;k=(b[e+8>>0]|0)==0?k:k|4;k=(b[e+9>>0]|0)==0?k:k|8;k=(b[e+10>>0]|0)==0?k:k|16;k=(b[e+11>>0]|0)==0?k:k|32;k=(b[e+12>>0]|0)==0?k:k|64;k=(b[e+2>>0]|0)==0?k:k|128;k=(b[e+3>>0]|0)==0?k:k|256;k=(b[e+4>>0]|0)==0?k:k|512;k=(b[e+5>>0]|0)==0?k:k|1024;k=(b[e+6>>0]|0)==0?k:k|2048;k=(b[e+7>>0]|0)==0?k:k|4096;j=f[a+16>>2]|0;e=f[c>>2]|0;a=g+16|0;i=+n[a>>2];if(!(i==-1.0)){Vxb(j,e,d,k,g,i);return}i=+L(+(+n[g+12>>2]));n[a>>2]=i;Vxb(j,e,d,k,g,i);return}function QXa(a,b,c){a=a|0;b=b|0;c=c|0;Wxb(f[a+16>>2]|0,f[b>>2]|0,c);return}function RXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;h$a(a);Xxb(f[a+16>>2]|0,f[b>>2]|0,c,d);return}function SXa(a,b,c){a=a|0;b=b|0;c=c|0;eyb(f[a+16>>2]|0,b,c);return}function TXa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+784|0;k=q+768|0;o=q;l=YRa(f[(f[a+8>>2]|0)+232>>2]|0)|0;c=f[l>>2]|0;l=f[l+4>>2]|0;m=l;n=c;if((c|0)==(l|0)){l=a+16|0;l=f[l>>2]|0;n=m-n|0;n=(n|0)/12|0;iyb(l,n,k,o);u=q;return}else{j=k;b=o}do{i=f[c+4>>2]|0;d=f[c>>2]|0;f[j>>2]=i-d>>5;j=j+4|0;g=d;if((g|0)!=(i|0)){h=(i+-32+(0-d)|0)>>>5<<2;e=b;d=g;while(1){p[e>>3]=+p[d>>3];p[e+8>>3]=+p[d+8>>3];p[e+16>>3]=+p[d+16>>3];p[e+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(i|0))break;else e=e+32|0}b=b+32+(h<<3)|0}c=c+12|0}while((c|0)!=(l|0));l=a+16|0;l=f[l>>2]|0;n=m-n|0;n=(n|0)/12|0;iyb(l,n,k,o);u=q;return}function UXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;p=v+8|0;q=v;s=a+20|0;t=a+32|0;r=f[(f[a+8>>2]|0)+232>>2]|0;b=f[b+8>>2]|0;if(!b)d=a+24|0;else{k=p+4|0;d=a+24|0;l=a+28|0;m=a+36|0;n=a+40|0;o=q+4|0;do{j=b;c=j+8|0;KRa(p,r,c);if(f[p>>2]|0){e=f[d>>2]|0;g=f[l>>2]|0;if((e|0)==(g|0)){fBa(s,c);i=f[d>>2]|0;e=f[l>>2]|0}else{f[e>>2]=f[c>>2];i=e+4|0;f[d>>2]=i;e=g}c=j+12|0;if((i|0)==(e|0))fBa(s,c);else{f[i>>2]=f[c>>2];f[d>>2]=i+4}e=f[p>>2]|0;g=e+200|0;c=f[g>>2]|0;if((c&201326592|0)==0&0==0){c=0;e=-1}else{c=ZPb(c|0,(h[g+4>>0]|0)&255|0,26)|0;e=(f[e+72+((c&3)<<3)>>2]|0)+112|0;c=f[e>>2]|0;e=f[e+4>>2]|0}j=q;f[j>>2]=c;f[j+4>>2]=e;if((c|0)==-1){f[q>>2]=0;c=0}e=f[m>>2]|0;g=f[n>>2]|0;if((e|0)==(g|0)){fBa(t,q);e=f[m>>2]|0;c=f[n>>2]|0}else{f[e>>2]=c;e=e+4|0;f[m>>2]=e;c=g}if((e|0)==(c|0))fBa(t,o);else{f[e>>2]=f[o>>2];f[m>>2]=e+4}}c=f[k>>2]|0;if(c|0)iOb(c);b=f[b>>2]|0}while((b|0)!=0)}b=f[s>>2]|0;Yxb(f[a+16>>2]|0,(f[d>>2]|0)-b>>2>>>1,b,f[t>>2]|0);b=f[s>>2]|0;c=f[d>>2]|0;if((c|0)!=(b|0))f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);d=f[t>>2]|0;b=a+36|0;c=f[b>>2]|0;if((c|0)==(d|0)){u=v;return}f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=v;return}function VXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+96|0;x=G+80|0;z=G+32|0;A=G+24|0;B=G+16|0;C=G+8|0;D=G;E=a+20|0;F=a+44|0;y=f[(f[a+8>>2]|0)+232>>2]|0;b=f[b+8>>2]|0;if(!b)d=a+24|0;else{g=B+4|0;h=C+4|0;d=a+24|0;i=a+28|0;j=z+4|0;k=z+8|0;l=z+12|0;m=z+16|0;n=z+20|0;o=z+24|0;p=z+28|0;q=z+32|0;r=z+36|0;s=z+40|0;t=z+44|0;v=a+48|0;w=z+48|0;do{c=f[b+8>>2]|0;f[A>>2]=c;f[B>>2]=0;f[g>>2]=c;tRa(C,y,B);c=f[C>>2]|0;if(c|0){e=f[d>>2]|0;if((e|0)==(f[i>>2]|0)){fBa(E,A);c=f[C>>2]|0}else{f[e>>2]=f[A>>2];f[d>>2]=e+4}f[z>>2]=f[c>>2];f[j>>2]=f[c+4>>2];f[k>>2]=f[c+8>>2];f[l>>2]=f[c+16>>2];f[m>>2]=f[c+20>>2];f[n>>2]=f[c+24>>2];f[o>>2]=f[c+32>>2];f[p>>2]=f[c+36>>2];f[q>>2]=f[c+40>>2];f[r>>2]=f[c+48>>2];f[s>>2]=f[c+52>>2];f[t>>2]=f[c+56>>2];f[D>>2]=f[v>>2];f[x>>2]=f[D>>2];YXa(F,x,z,w)|0}c=f[h>>2]|0;if(c|0)iOb(c);b=f[b>>2]|0}while((b|0)!=0)}b=f[E>>2]|0;Zxb(f[a+16>>2]|0,(f[d>>2]|0)-b>>2,b,f[F>>2]|0);b=f[E>>2]|0;c=f[d>>2]|0;if((c|0)!=(b|0))f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);d=f[F>>2]|0;b=a+48|0;c=f[b>>2]|0;if((c|0)==(d|0)){u=G;return}f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=G;return}function WXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;d=u;u=u+32|0;g=d+20|0;h=d+16|0;i=d+12|0;l=d+8|0;k=d+4|0;j=d;e=a+20|0;c=a+24|0;f[l>>2]=f[c>>2];f[k>>2]=f[b+8>>2];f[j>>2]=0;f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];f[g>>2]=f[j>>2];XXa(e,i,h,g)|0;b=f[e>>2]|0;$xb(f[a+16>>2]|0,(f[c>>2]|0)-b>>2,b);a=f[e>>2]|0;b=f[c>>2]|0;if((b|0)==(a|0)){u=d;return}f[c>>2]=b+(~((b+-4-a|0)>>>2)<<2);u=d;return}function XXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;q=f[a>>2]|0;k=q;m=(f[b>>2]|0)-k|0;b=q+(m>>2<<2)|0;e=f[c>>2]|0;t=f[d>>2]|0;j=t;g=e;if((e|0)==(t|0)){u=b;return u|0}i=0;d=e;while(1){p=i+1|0;d=f[d>>2]|0;if((t|0)==(d|0))break;else i=p}if((i|0)<=-1){u=b;return u|0}o=a+8|0;h=f[o>>2]|0;u=a+4|0;s=f[u>>2]|0;l=s;if((i|0)>=(h-l>>2|0)){d=(l-k>>2)+p|0;if(d>>>0>1073741823)AMb(a);i=h-k|0;g=i>>1;g=i>>2>>>0<536870911?(g>>>0<d>>>0?d:g):1073741823;i=b;d=m>>2;do if(!g){n=0;r=0}else if(g>>>0>1073741823)vd();else{r=pOb(g<<2)|0;n=r;break}while(0);k=r+(d<<2)|0;j=r+(g<<2)|0;g=k;h=e;while(1){f[g>>2]=f[e+8>>2];e=g+4|0;d=f[h>>2]|0;if((t|0)==(d|0))break;else{g=e;h=d;e=d}}if((m|0)>0)bQb(n|0,q|0,m|0)|0;d=l-i|0;if((d|0)>0){bQb(e|0,b|0,d|0)|0;e=e+(d>>>2<<2)|0;b=f[a>>2]|0}else b=q;f[a>>2]=r;f[u>>2]=e;f[o>>2]=j;if(!b){u=k;return u|0}sOb(b);u=k;return u|0}m=b;h=l-m|0;d=h>>2;if((i|0)<(d|0)){g=j;d=s}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((t|0)==(g|0))d=s;else{h=g;d=s;do{f[d>>2]=f[h+8>>2];h=f[h>>2]|0;d=d+4|0;f[u>>2]=d}while((t|0)!=(h|0))}if(!i){u=b;return u|0}}k=d-(b+(p<<2))|0;l=k>>2;h=b+(l<<2)|0;if(h>>>0<s>>>0){j=(s+(0-l<<2)+~m|0)>>>2;i=d;while(1){f[i>>2]=f[h>>2];h=h+4|0;if(h>>>0>=s>>>0)break;else i=i+4|0}f[u>>2]=d+(j+1<<2)}if(l){cQb(d+(0-l<<2)|0,b|0,k|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){u=b;return u|0}d=b;h=e;while(1){f[d>>2]=f[h+8>>2];e=f[e>>2]|0;if((g|0)==(e|0))break;else{d=d+4|0;h=e}}return b|0}function YXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;t=c;r=f[a>>2]|0;p=r;l=(f[b>>2]|0)-p|0;m=l>>2;u=r+(m<<2)|0;h=d;v=h-t|0;i=v>>2;if((v|0)<=0){v=u;return v|0}o=a+8|0;e=f[o>>2]|0;v=a+4|0;q=f[v>>2]|0;k=q;if((i|0)<=(e-k>>2|0)){g=k-u|0;b=g>>2;if((i|0)>(b|0)){e=c+(b<<2)|0;b=h-e|0;if((b|0)>0){bQb(q|0,e|0,b|0)|0;b=(f[v>>2]|0)+(b>>>2<<2)|0;f[v>>2]=b}else b=q;if((g|0)>0){d=e;j=b}else{v=u;return v|0}}else j=q;h=j-(u+(i<<2))|0;i=h>>2;b=u+(i<<2)|0;if(b>>>0<q>>>0){g=((q+(0-i-m<<2)+~p|0)>>>2)+1|0;e=j;while(1){f[e>>2]=f[b>>2];b=b+4|0;if(b>>>0>=q>>>0)break;else e=e+4|0}f[v>>2]=j+(g<<2)}if(i|0)cQb(j+(0-i<<2)|0,u|0,h|0)|0;b=d-t|0;if(!b){v=u;return v|0}cQb(u|0,c|0,b|0)|0;v=u;return v|0}b=(k-p>>2)+i|0;if(b>>>0>1073741823)AMb(a);e=e-p|0;h=e>>1;b=e>>2>>>0<536870911?(h>>>0<b>>>0?b:h):1073741823;h=u;e=l>>2;do if(!b){s=0;n=0}else if(b>>>0>1073741823)vd();else{n=pOb(b<<2)|0;s=n;break}while(0);j=s+(e<<2)|0;i=s+(b<<2)|0;if((c|0)==(d|0))b=j;else{g=e+((d+-4-t|0)>>>2)+1|0;b=c;e=j;while(1){f[e>>2]=f[b>>2];b=b+4|0;if((b|0)==(d|0))break;else e=e+4|0}b=s+(g<<2)|0}if((l|0)>0)bQb(n|0,r|0,l|0)|0;e=k-h|0;if((e|0)>0){bQb(b|0,u|0,e|0)|0;b=b+(e>>>2<<2)|0}f[a>>2]=s;f[v>>2]=b;f[o>>2]=i;if(!r){v=j;return v|0}sOb(r);v=j;return v|0}function ZXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function _Xa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;b=f[b+4>>2]|0;f[c>>2]=b;f[g+(h*12|0)+4>>2]=b;f[g+(h*12|0)+8>>2]=b;b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function $Xa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k+28|0;j=k;e=k+24|0;f[a>>2]=38600;g=pOb(56)|0;bZa(g,a);f[g>>2]=38668;d=g;g=g+16|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=d;jYa(a,e,c);c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);f[a>>2]=38600;c=a+248|0;d=pOb(48)|0;b[d+41>>0]=0;g=d;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[c>>2]=d;h=f[a+240>>2]|0;e=h+36|0;g=j+16|0;f[j>>2]=38872;f[j+4>>2]=941;f[j+8>>2]=0;f[j+12>>2]=a;f[g>>2]=j;b[i>>0]=0;c=h+40|0;d=f[c>>2]|0;if(d>>>0<(f[h+44>>2]|0)>>>0){f[d+16>>2]=d;i=f[g>>2]|0;oh[f[(f[i>>2]|0)+12>>2]&1023](i,d);i=f[c>>2]|0;b[d+24>>0]=0;i=i+32|0;f[c>>2]=i;c=i}else{Pha(e,j,i);c=f[c>>2]|0}d=a+248|0;f[(f[d>>2]|0)+44>>2]=(c-(f[e>>2]|0)>>5)+-1;c=f[g>>2]|0;if((j|0)==(c|0)){gh[f[(f[c>>2]|0)+16>>2]&2047](c);j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}if(!c){j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}gh[f[(f[c>>2]|0)+20>>2]&2047](c);j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}function aYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=f[c+248>>2]|0;m=pOb(68)|0;f[m>>2]=c;i=m+4|0;f[i>>2]=0;j=m+8|0;f[j>>2]=0;k=m+12|0;Axb(k);f[k>>2]=38644;h=m+32|0;n=m+36|0;f[n>>2]=0;f[n+4>>2]=0;b[m+43>>0]=3;b[h>>0]=b[191059]|0;b[h+1>>0]=b[191060]|0;b[h+2>>0]=b[191061]|0;b[m+35>>0]=0;h=m+44|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;wxb(m+56|0);h=f[m>>2]|0;n=pOb(12)|0;M3a(n,h);f[n>>2]=38916;f[n+8>>2]=h;h=f[i>>2]|0;f[i>>2]=n;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);n=f[j>>2]|0;h=n;if(!n){h=pOb(4)|0;Pob(h,f[i>>2]|0,0);i=f[j>>2]|0;f[j>>2]=h;if(i){Qob(i);sOb(i);h=f[j>>2]|0}}b[m+64>>0]=0;f[m+28>>2]=h;f[m+24>>2]=c;f[(f[c+244>>2]|0)+16>>2]=k;i=f[l>>2]|0;f[l>>2]=m;if(!i){bYa(a,c,d,e,g);return}uxb(i+56|0);f[i+12>>2]=38644;h=i+44|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);h=i+32|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);n=i+8|0;h=f[n>>2]|0;f[n>>2]=0;if(h|0){Qob(h);sOb(h)}n=i+4|0;h=f[n>>2]|0;f[n>>2]=0;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);sOb(i);bYa(a,c,d,e,g);return}function bYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=c+248|0;FOb((f[i>>2]|0)+4|0,e)|0;FOb((f[i>>2]|0)+16|0,d)|0;FOb((f[i>>2]|0)+28|0,g)|0;c=f[f[i>>2]>>2]|0;FOb(c+32|0,d)|0;FOb(c+44|0,g)|0;h=xxb(c+56|0,e,c+12|0)|0;b[c+64>>0]=h&1;if(h){d=0;h=0;c=0}else{d=pOb(32)|0;c=d;e=191063;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));b[d+16>>0]=0;h=16;c=-2147483616}g=c>>>24;if(!(((g&255)<<24>>24<0?h:g)|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0}else{i=f[i>>2]|0;g=f[i>>2]|0;f[i>>2]=0;if(g|0){uxb(g+56|0);f[g+12>>2]=38644;e=g+44|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);e=g+32|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);i=g+8|0;e=f[i>>2]|0;f[i>>2]=0;if(e|0){Qob(e);sOb(e)}i=g+4|0;e=f[i>>2]|0;f[i>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(g)}f[a>>2]=d;f[a+4>>2]=h;f[a+8>>2]=c;d=0;c=0}if((c>>>24&255)<<24>>24>=0)return;sOb(d);return}function cYa(a){a=a|0;F1a(a);sOb(a);return}function dYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;b[(f[(f[a+8>>2]|0)+248>>2]|0)+40>>0]=1;return n2a(a,c,d,e,g)|0}function eYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39116;b=f[a+232>>2]|0;if(b|0)QNa(b);e=a+244|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=a+240|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){x8a(b);sOb(b)}b=f[a+236>>2]|0;if(b|0)iOb(b);d=a+212|0;b=f[d>>2]|0;if(b|0){e=a+216|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+200|0;b=f[d>>2]|0;if(b|0){e=a+204|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+188|0;b=f[d>>2]|0;if(b|0){e=a+192|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+176|0;b=f[d>>2]|0;if(b|0){e=a+180|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+164|0;b=f[d>>2]|0;if(b|0){e=a+168|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+152|0;b=f[d>>2]|0;if(b|0){e=a+156|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+140|0;b=f[d>>2]|0;if(b|0){e=a+144|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+128|0;b=f[d>>2]|0;if(b|0){e=a+132|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+116|0;b=f[d>>2]|0;if(b|0){e=a+120|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+104|0;b=f[d>>2]|0;if(b|0){e=a+108|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+92|0;b=f[d>>2]|0;if(b|0){e=a+96|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+80|0;b=f[d>>2]|0;if(b|0){e=a+84|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+68|0;b=f[d>>2]|0;if(b|0){e=a+72|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+56|0;b=f[d>>2]|0;if(b|0){e=a+60|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+44|0;b=f[d>>2]|0;if(b|0){e=a+48|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+32|0;b=f[d>>2]|0;if(b|0){e=a+36|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+20|0;b=f[d>>2]|0;if(b|0){e=a+24|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+4|0;b=f[e>>2]|0;if(!b)return;d=a+8|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function fYa(a){a=a|0;yf()}function gYa(a){a=a|0;b[a+228>>0]=1;return}function hYa(a){a=a|0;return -1}function iYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;f[a>>2]=39116;e=a+4|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;b[e+12>>0]=0;dQb(a+20|0,0,204)|0;f[a+224>>2]=d;b[a+228>>0]=0;b[a+229>>0]=0;d=a+232|0;LNa(d);e=pOb(400)|0;u8a(e,d);f[a+240>>2]=e;e=f[c>>2]|0;f[c>>2]=0;f[a+244>>2]=e;yQa(f[d>>2]|0,a);return}function jYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;f[a>>2]=39116;e=a+4|0;g=d+4|0;f[e>>2]=0;i=a+8|0;f[i>>2]=0;f[a+12>>2]=0;f[e>>2]=f[g>>2];e=d+8|0;f[i>>2]=f[e>>2];i=d+12|0;f[a+12>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;b[a+16>>0]=b[d+16>>0]|0;g=a+20|0;e=d+20|0;f[g>>2]=0;i=a+24|0;f[i>>2]=0;f[a+28>>2]=0;f[g>>2]=f[e>>2];g=d+24|0;f[i>>2]=f[g>>2];i=d+28|0;f[a+28>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+32|0;g=d+32|0;f[e>>2]=0;i=a+36|0;f[i>>2]=0;f[a+40>>2]=0;f[e>>2]=f[g>>2];e=d+36|0;f[i>>2]=f[e>>2];i=d+40|0;f[a+40>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+44|0;e=d+44|0;f[g>>2]=0;i=a+48|0;f[i>>2]=0;f[a+52>>2]=0;f[g>>2]=f[e>>2];g=d+48|0;f[i>>2]=f[g>>2];i=d+52|0;f[a+52>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+56|0;g=d+56|0;f[e>>2]=0;i=a+60|0;f[i>>2]=0;f[a+64>>2]=0;f[e>>2]=f[g>>2];e=d+60|0;f[i>>2]=f[e>>2];i=d+64|0;f[a+64>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+68|0;e=d+68|0;f[g>>2]=0;i=a+72|0;f[i>>2]=0;f[a+76>>2]=0;f[g>>2]=f[e>>2];g=d+72|0;f[i>>2]=f[g>>2];i=d+76|0;f[a+76>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+80|0;g=d+80|0;f[e>>2]=0;i=a+84|0;f[i>>2]=0;f[a+88>>2]=0;f[e>>2]=f[g>>2];e=d+84|0;f[i>>2]=f[e>>2];i=d+88|0;f[a+88>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+92|0;e=d+92|0;f[g>>2]=0;i=a+96|0;f[i>>2]=0;f[a+100>>2]=0;f[g>>2]=f[e>>2];g=d+96|0;f[i>>2]=f[g>>2];i=d+100|0;f[a+100>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+104|0;g=d+104|0;f[e>>2]=0;i=a+108|0;f[i>>2]=0;f[a+112>>2]=0;f[e>>2]=f[g>>2];e=d+108|0;f[i>>2]=f[e>>2];i=d+112|0;f[a+112>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+116|0;e=d+116|0;f[g>>2]=0;i=a+120|0;f[i>>2]=0;f[a+124>>2]=0;f[g>>2]=f[e>>2];g=d+120|0;f[i>>2]=f[g>>2];i=d+124|0;f[a+124>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+128|0;g=d+128|0;f[e>>2]=0;i=a+132|0;f[i>>2]=0;f[a+136>>2]=0;f[e>>2]=f[g>>2];e=d+132|0;f[i>>2]=f[e>>2];i=d+136|0;f[a+136>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+140|0;e=d+140|0;f[g>>2]=0;i=a+144|0;f[i>>2]=0;f[a+148>>2]=0;f[g>>2]=f[e>>2];g=d+144|0;f[i>>2]=f[g>>2];i=d+148|0;f[a+148>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+152|0;g=d+152|0;f[e>>2]=0;i=a+156|0;f[i>>2]=0;f[a+160>>2]=0;f[e>>2]=f[g>>2];e=d+156|0;f[i>>2]=f[e>>2];i=d+160|0;f[a+160>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+164|0;e=d+164|0;f[g>>2]=0;i=a+168|0;f[i>>2]=0;f[a+172>>2]=0;f[g>>2]=f[e>>2];g=d+168|0;f[i>>2]=f[g>>2];i=d+172|0;f[a+172>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+176|0;g=d+176|0;f[e>>2]=0;i=a+180|0;f[i>>2]=0;f[a+184>>2]=0;f[e>>2]=f[g>>2];e=d+180|0;f[i>>2]=f[e>>2];i=d+184|0;f[a+184>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+188|0;e=d+188|0;f[g>>2]=0;i=a+192|0;f[i>>2]=0;f[a+196>>2]=0;f[g>>2]=f[e>>2];g=d+192|0;f[i>>2]=f[g>>2];i=d+196|0;f[a+196>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+200|0;g=d+200|0;f[e>>2]=0;i=a+204|0;f[i>>2]=0;f[a+208>>2]=0;f[e>>2]=f[g>>2];e=d+204|0;f[i>>2]=f[e>>2];i=d+208|0;f[a+208>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+212|0;e=d+212|0;f[g>>2]=0;i=a+216|0;f[i>>2]=0;f[a+220>>2]=0;f[g>>2]=f[e>>2];g=d+216|0;f[i>>2]=f[g>>2];i=d+220|0;f[a+220>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;f[a+224>>2]=f[d+224>>2];b[a+228>>0]=b[d+228>>0]|0;b[a+229>>0]=0;e=a+232|0;g=d+232|0;f[e>>2]=f[g>>2];i=d+236|0;h=f[i>>2]|0;f[a+236>>2]=h;if(h|0)gOb(h);j=d+240|0;h=f[j>>2]|0;f[j>>2]=0;f[a+240>>2]=h;h=a+244|0;j=f[c>>2]|0;f[c>>2]=0;f[h>>2]=j;yQa(f[e>>2]|0,a);cZa(f[h>>2]|0,f[d+244>>2]|0);f[g>>2]=0;a=f[i>>2]|0;f[i>>2]=0;if(!a)return;iOb(a);return}function kYa(a){a=a|0;if(b[a+228>>0]|0){a=0;return a|0}M_a(f[a+244>>2]|0);a=1;return a|0}function lYa(a){a=a|0;b[a+228>>0]=0;if(!(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0))return;bh[f[a+224>>2]&63]();return}function mYa(a){a=a|0;dZa(f[a+244>>2]|0);return}function nYa(a){a=a|0;return eZa(f[a+244>>2]|0)|0}function oYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a+244>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];N_a(a,d);u=c;return}function pYa(a){a=a|0;var b=0;f[a>>2]=39160;b=a+4|0;zYa(f[b>>2]|0,a);a=f[b>>2]|0;if(!a)return;_Ya(a);sOb(a);return}function qYa(a){a=a|0;yf()}function rYa(a){a=a|0;zYa(f[a+4>>2]|0,a);return}function sYa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;e=GQa(f[(f[a+8>>2]|0)+232>>2]|0)|0;g=f[c>>2]|0;c=f[e+4>>2]|0;d=c+-1|0;if(!(d&c)){c=f[(f[e>>2]|0)+((d&g)<<2)>>2]|0;while(1){c=f[c>>2]|0;if((g|0)!=(f[c+4>>2]|0))continue;if((f[c+8>>2]|0)==(g|0))break}}else{if(g>>>0<c>>>0)c=g;else c=(g>>>0)%(c>>>0)|0;c=f[(f[e>>2]|0)+(c<<2)>>2]|0;while(1){c=f[c>>2]|0;if((g|0)!=(f[c+4>>2]|0))continue;if((f[c+8>>2]|0)==(g|0))break}}f[h>>2]=f[(f[c+12>>2]|0)+8>>2];h=xYa((f[a+4>>2]|0)+776|0,h)|0;b[h>>0]=1;u=i;return}function tYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+136|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+140>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+144|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+148|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=vYa(l,c+4|0)|0;b[q>>0]=d;return}function uYa(a,b){a=a|0;b=b|0;return 0.0}function vYa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)wYa(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)wYa(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function wYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{d=j+-1|0;c=(d&j|0)==0;if(c)h=d&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&d|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(156)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[h+32>>2]=1.0;l=h+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+52>>2]=1.0;l=h+56|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+72>>2]=1.0;l=h+76|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+92>>2]=1.0;l=h+96|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+112>>2]=1.0;l=h+116|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+132>>2]=1.0;l=h+136|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+152>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;e=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;g=+n[c>>2];do if(i|g*+(j>>>0)<e){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(e/g))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;d=j}else if(!(b+-1&b))d=j;else{b=hDb(b)|0;d=f[k>>2]|0}if(b>>>0>d>>>0)yYa(a,b);else if(b>>>0<d>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<d>>>0)yYa(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&m;break}if(b>>>0>m>>>0){d=b;b=m}else{d=b;b=(m>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function yYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function zYa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;AYa(a,c,a+816|0);f[a+476>>2]=0;b[a+480>>0]=0;n[a+484>>2]=1.0;b[a+488>>0]=0;b[a+489>>0]=0;b[a+490>>0]=0;h=f[a+504>>2]|0;i=a+508|0;d=f[i>>2]|0;if((d|0)!=(h|0))do{e=d+-20|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-16|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(h|0));h=f[a+492>>2]|0;i=a+496|0;d=f[i>>2]|0;if((d|0)!=(h|0))do{e=d+-16|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(h|0));h=a+528|0;if(f[h>>2]|0){e=a+524|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+520>>2]|0;if(e|0){g=a+516|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}b[a+536>>0]=0;h=a+552|0;if(f[h>>2]|0){e=a+548|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+544>>2]|0;if(e|0){g=a+540|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+572|0;if(f[h>>2]|0){e=a+568|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+564>>2]|0;if(e|0){g=a+560|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+592|0;if(f[h>>2]|0){e=a+588|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+584>>2]|0;if(e|0){g=a+580|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}d=f[a+600>>2]|0;e=a+604|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~((g+-8-d|0)>>>3)<<3);h=a+636|0;if(f[h>>2]|0){e=a+632|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+628>>2]|0;if(e|0){g=a+624|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+656|0;if(f[h>>2]|0){e=a+652|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+648>>2]|0;if(e|0){g=a+644|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+676|0;if(f[h>>2]|0){e=a+672|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+668>>2]|0;if(e|0){g=a+664|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+696|0;if(f[h>>2]|0){e=a+692|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+688>>2]|0;if(e|0){g=a+684|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+716|0;if(f[h>>2]|0){e=a+712|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+708>>2]|0;if(e|0){g=a+704|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+736|0;if(f[h>>2]|0){e=a+732|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+728>>2]|0;if(e|0){g=a+724|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+756|0;if(f[h>>2]|0){e=a+752|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+748>>2]|0;if(e|0){g=a+744|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}e=a+764|0;d=f[e>>2]|0;if(d|0){oh[f[(f[d>>2]|0)+16>>2]&1023](d,1);d=f[e>>2]|0;f[e>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}c=c+4|0;d=f[(f[c>>2]|0)+768>>2]|0;if(!d){u=k;return}e=f[(f[d>>2]|0)+12>>2]|0;g=pOb(32)|0;f[j>>2]=g;f[j+8>>2]=-2147483616;f[j+4>>2]=20;h=g;i=191136;a=h+20|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(a|0));b[g+20>>0]=0;oh[e&1023](d,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);j=(f[c>>2]|0)+768|0;d=f[j>>2]|0;f[j>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);j=(f[c>>2]|0)+772|0;d=f[j>>2]|0;f[j>>2]=0;if(!d){u=k;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);u=k;return}function AYa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+1600|0;k=0;if(!(f[a+12>>2]|0)){if((f[a+20>>2]|0)!=(f[a+24>>2]|0))k=3}else k=3;if((k|0)==3){d=f[a+8>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,10);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+20>>2]|0;e=f[a+24>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));CYa(a)}if(!(f[a+44>>2]|0)){if((f[a+52>>2]|0)!=(f[a+56>>2]|0))k=16}else k=16;if((k|0)==16){d=f[a+40>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,8);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+52>>2]|0;e=f[a+56>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));DYa(a+32|0)}EYa(b,a+64|0);EYa(b,a+96|0);if(!(f[a+140>>2]|0)){if((f[a+148>>2]|0)!=(f[a+152>>2]|0))k=29}else k=29;if((k|0)==29){d=f[a+136>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,3);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+148>>2]|0;e=f[a+152>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));FYa(a+128|0)}if(!(f[a+172>>2]|0)){if((f[a+180>>2]|0)!=(f[a+184>>2]|0))k=42}else k=42;if((k|0)==42){d=f[a+168>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,4);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+180>>2]|0;e=f[a+184>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));GYa(a+160|0)}if(!(f[a+204>>2]|0)){if((f[a+212>>2]|0)!=(f[a+216>>2]|0))k=55}else k=55;if((k|0)==55){d=f[a+200>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,7);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+212>>2]|0;e=f[a+216>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));KYa(a+192|0)}if(!(f[a+236>>2]|0)){if((f[a+244>>2]|0)!=(f[a+248>>2]|0))k=68}else k=68;if((k|0)==68){d=f[a+232>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,1);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}k=f[e+24>>2]|0;oh[f[(f[k>>2]|0)+16>>2]&1023](k,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+244>>2]|0;e=f[a+248>>2]|0;if((d|0)!=(e|0))do{b=f[d+24>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);d=d+28|0}while((d|0)!=(e|0));LYa(a+224|0)}d=f[(a+284|0)>>2]|0;if(d|0)do{b=f[d+12>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);d=f[d>>2]|0}while((d|0)!=0);if(f[(a+288|0)>>2]|0){d=f[(a+284|0)>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[(e+12|0)>>2]|0;f[(e+12|0)>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(e)}while((d|0)!=0);f[(a+284|0)>>2]=0;e=f[a+280>>2]|0;if(e|0){d=0;do{f[(f[(a+276|0)>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[(a+288|0)>>2]=0}b=f[(a+264|0)>>2]|0;f[l+16>>2]=a;f[l+32>>2]=c;f[l+712>>2]=b;f[l+1536>>2]=0;f[l+1540>>2]=0;IYa(l);G=f[l+1536>>2]|0;D=f[l+1540>>2]|0;H=+n[l+1540>>2];f[l+1536>>2]=0;f[l+1540>>2]=0;if((G|0)==5){u=l;return}u=l}function BYa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+1392|0;l=0;a=f[a+4>>2]|0;e=f[b>>2]|0;i=f[a+780>>2]|0;if(!i){u=q;return}if(!((i+-1|0)&i))g=(i+-1|0)&e;else if(i>>>0>e>>>0)g=e;else g=(e>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(g<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}a:do if(!((i+-1|0)&i)){while(1){d=f[a+4>>2]|0;if(!((d|0)==(e|0)|(d&(i+-1|0)|0)==(g|0))){l=262;break}if((d|0)==(e|0))if((f[a+8>>2]|0)==(e|0)){p=a;break a}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(e|0)){if((f[a+8>>2]|0)==(e|0)){p=a;break a}}else{if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(g|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);if((h[p+12>>0]|0)>1){u=q;return}k=f[b+4>>2]|0;d=1;a=c|0;if(d)switch(a|0){case 5:{i=p+56|0;e=f[p+60>>2]|0;if(!e){u=q;return}if(!((e+-1|0)&e))g=(e+-1|0)&k;else if(e>>>0>k>>>0)g=k;else g=(k>>>0)%(e>>>0)|0;a=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}b:do if(!((e+-1|0)&e)){while(1){d=f[a+4>>2]|0;if(!((d|0)==(k|0)|(d&(e+-1|0)|0)==(g|0))){l=262;break}if((d|0)==(k|0))if((f[a+8>>2]|0)==(k|0)){j=a;break b}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(k|0)){if((f[a+8>>2]|0)==(k|0)){j=a;break b}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);XYa(i,j)|0;u=q;return}default:d=1}if(d)switch(a|0){case 3:{j=p+76|0;b=f[p+80>>2]|0;if(!b){u=q;return}c=((b+-1|0)&b|0)==0;if(c)e=(b+-1|0)&k;else if(b>>>0>k>>>0)e=k;else e=(k>>>0)%(b>>>0)|0;g=f[j>>2]|0;a=f[g+(e<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}c:do if(c){while(1){d=f[a+4>>2]|0;if(!((d|0)==(k|0)|(d&(b+-1|0)|0)==(e|0))){l=262;break}if((d|0)==(k|0))if((f[a+8>>2]|0)==(k|0)){o=a;break c}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(k|0)){if((f[a+8>>2]|0)==(k|0)){o=a;break c}}else{if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(e|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);if(c)i=(b+-1|0)&k;else if(b>>>0>k>>>0)i=k;else i=(k>>>0)%(b>>>0)|0;d=g+(i<<2)|0;e=f[d>>2]|0;while(1){a=f[e>>2]|0;if((a|0)==(o|0))break;else e=a}if((e|0)==(p+84|0))l=71;else{a=f[e+4>>2]|0;if(c)a=a&(b+-1|0);else if(a>>>0>=b>>>0)a=(a>>>0)%(b>>>0)|0;if((a|0)==(i|0))m=o;else l=71}do if((l|0)==71){a=f[o>>2]|0;if(a|0){a=f[a+4>>2]|0;if(c)a=a&(b+-1|0);else if(a>>>0>=b>>>0)a=(a>>>0)%(b>>>0)|0;if((a|0)==(i|0)){m=o;break}}f[d>>2]=0;m=o}while(0);a=f[m>>2]|0;if(a){d=f[a+4>>2]|0;if(c)d=d&(b+-1|0);else if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(i|0)){f[(f[j>>2]|0)+(d<<2)>>2]=e;a=f[o>>2]|0}}f[e>>2]=a;f[m>>2]=0;p=p+88|0;f[p>>2]=(f[p>>2]|0)+-1;sOb(o);u=q;return}default:d=1}f[q+304>>2]=p;f[q+1160>>2]=k;f[q+1304>>2]=l;f[q+1312>>2]=d;f[q+1320>>2]=a;f[q+1328>>2]=0;f[q+1332>>2]=0;JYa(q);G=f[q+1328>>2]|0;D=f[q+1332>>2]|0;H=+n[q+1332>>2];f[q+1328>>2]=0;f[q+1332>>2]=0;if((G|0)==5){u=q;return}u=q}function CYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;WYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function DYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;VYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function EYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;if(!(f[b+12>>2]|0))if((f[b+20>>2]|0)==(f[b+24>>2]|0))return;c=f[b+8>>2]|0;if(c|0)do{h=c;d=f[h+12>>2]|0;h=f[h+16>>2]|0;if((d|0)!=(h|0))do{e=f[d>>2]|0;i=f[d+4>>2]|0;g=e+(i<<3)|0;if(i|0)do{if(f[e>>2]|0)BYa(a,e,5);e=e+8|0}while((e|0)!=(g|0));i=f[d+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);d=d+28|0}while((d|0)!=(h|0));c=f[c>>2]|0}while((c|0)!=0);c=f[b+20>>2]|0;d=f[b+24>>2]|0;if((c|0)!=(d|0))do{i=f[c+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);c=c+28|0}while((c|0)!=(d|0));TYa(b);return}function FYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;SYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function GYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;RYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function HYa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;G=f[a+288>>2]|0;l=f[a+296>>2]|0;w=+n[a+304>>2];e=f[a+552>>2]|0;D=f[a+592>>2]|0;m=f[a+1288>>2]|0;F=f[a+1480>>2]|0;g=f[a+1672>>2]|0;H=f[a+1920>>2]|0;a:{if(H){H=0;if(1){KUa(a+208|0,G,0);h=f[(a+208|0)>>2]|0;f[(a+208|0)>>2]=f[(a+144|0)>>2];f[(a+144|0)>>2]=h;h=f[((a+208|0)+4|0)>>2]|0;f[((a+208|0)+4|0)>>2]=f[((a+144|0)+4|0)>>2];f[((a+144|0)+4|0)>>2]=h;h=f[((a+208|0)+8|0)>>2]|0;f[((a+208|0)+8|0)>>2]=f[((a+144|0)+8|0)>>2];f[((a+144|0)+8|0)>>2]=h;h=f[((a+208|0)+12|0)>>2]|0;f[((a+208|0)+12|0)>>2]=f[((a+144|0)+12|0)>>2];f[((a+144|0)+12|0)>>2]=h;h=f[((a+208|0)+16|0)>>2]|0;f[((a+208|0)+16|0)>>2]=f[((a+144|0)+16|0)>>2];f[((a+144|0)+16|0)>>2]=h;h=f[((a+208|0)+20|0)>>2]|0;f[((a+208|0)+20|0)>>2]=f[((a+144|0)+20|0)>>2];f[((a+144|0)+20|0)>>2]=h;h=f[((a+208|0)+24|0)>>2]|0;f[((a+208|0)+24|0)>>2]=f[((a+144|0)+24|0)>>2];f[((a+144|0)+24|0)>>2]=h;h=f[((a+208|0)+28|0)>>2]|0;f[((a+208|0)+28|0)>>2]=f[((a+144|0)+28|0)>>2];f[((a+144|0)+28|0)>>2]=h;h=f[((a+208|0)+32|0)>>2]|0;f[((a+208|0)+32|0)>>2]=f[((a+144|0)+32|0)>>2];f[((a+144|0)+32|0)>>2]=h;h=f[((a+208|0)+36|0)>>2]|0;f[((a+208|0)+36|0)>>2]=f[((a+144|0)+36|0)>>2];f[((a+144|0)+36|0)>>2]=h;h=f[((a+208|0)+40|0)>>2]|0;f[((a+208|0)+40|0)>>2]=f[((a+144|0)+40|0)>>2];f[((a+144|0)+40|0)>>2]=h;h=f[((a+208|0)+44|0)>>2]|0;f[((a+208|0)+44|0)>>2]=f[((a+144|0)+44|0)>>2];f[((a+144|0)+44|0)>>2]=h;h=f[((a+208|0)+48|0)>>2]|0;f[((a+208|0)+48|0)>>2]=f[((a+144|0)+48|0)>>2];f[((a+144|0)+48|0)>>2]=h;h=f[((a+208|0)+52|0)>>2]|0;f[((a+208|0)+52|0)>>2]=f[((a+144|0)+52|0)>>2];f[((a+144|0)+52|0)>>2]=h;h=f[((a+208|0)+56|0)>>2]|0;f[((a+208|0)+56|0)>>2]=f[((a+144|0)+56|0)>>2];f[((a+144|0)+56|0)>>2]=h;f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2];f[(a+64|0)>>2]=a+144|0;f[(a+64|0)+4>>2]=g;gma(a+208|0,a+64|0)|0;f[(a+144|0)>>2]=f[(a+208|0)>>2];f[((a+144|0)+4|0)>>2]=f[(a+208|0)+4>>2];f[((a+144|0)+8|0)>>2]=f[(a+208|0)+8>>2];f[((a+144|0)+12|0)>>2]=f[(a+208|0)+12>>2];f[((a+144|0)+16|0)>>2]=f[(a+208|0)+16>>2];f[((a+144|0)+20|0)>>2]=f[(a+208|0)+20>>2];f[((a+144|0)+24|0)>>2]=f[(a+208|0)+24>>2];f[((a+144|0)+28|0)>>2]=f[(a+208|0)+28>>2];f[((a+144|0)+32|0)>>2]=f[(a+208|0)+32>>2];f[((a+144|0)+36|0)>>2]=f[(a+208|0)+36>>2];f[((a+144|0)+40|0)>>2]=f[(a+208|0)+40>>2];f[((a+144|0)+44|0)>>2]=f[(a+208|0)+44>>2];f[((a+144|0)+48|0)>>2]=f[(a+208|0)+48>>2];f[((a+144|0)+52|0)>>2]=f[(a+208|0)+52>>2];f[((a+144|0)+56|0)>>2]=f[(a+208|0)+56>>2];f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2];h=f[e>>2]|0;i=f[G+356>>2]|0;b:do if(!i)j=1.0;else{if(!((i+-1|0)&i))k=(i+-1|0)&h;else if(h>>>0<i>>>0)k=h;else k=(h>>>0)%(i>>>0)|0;e=f[(f[G+352>>2]|0)+(k<<2)>>2]|0;if(!e)j=1.0;else{e=f[e>>2]|0;if(!e)j=1.0;else{c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((h|0)==(g|0)|(g&(i+-1|0)|0)==(k|0))){j=1.0;break b}if((h|0)==(g|0))if((f[e+8>>2]|0)==(h|0))break c;e=f[e>>2]|0;if(!e){j=1.0;break b}}else while(1){g=f[e+4>>2]|0;if((h|0)==(g|0)){if((f[e+8>>2]|0)==(h|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(k|0)){j=1.0;break b}}e=f[e>>2]|0;if(!e){j=1.0;break b}}while(0);j=+p[e+16>>3];if(j==0.0)j=+p[G+184>>3]}}}while(0);e=w==0.0|j==0.0;j=w/j;if((e?1.0:j)!=1.0){w=e?1.0:j;f[(a+4|0)>>2]=0;f[(a+4|0)+4>>2]=0;f[(a+4|0)+8>>2]=0;f[(a+4|0)+12>>2]=0;f[(a+24|0)>>2]=0;f[(a+24|0)+4>>2]=0;f[(a+24|0)+8>>2]=0;f[(a+24|0)+12>>2]=0;f[(a+44|0)>>2]=0;f[(a+44|0)+4>>2]=0;f[(a+44|0)+8>>2]=0;f[(a+44|0)+12>>2]=0;n[a>>2]=w;n[a+20>>2]=w;n[a+40>>2]=w;n[a+60>>2]=1.0;f[(a+64|0)>>2]=a+144|0;f[(a+64|0)+4>>2]=a;gma(a+208|0,a+64|0)|0;f[(a+144|0)>>2]=f[(a+208|0)>>2];f[((a+144|0)+4|0)>>2]=f[(a+208|0)+4>>2];f[((a+144|0)+8|0)>>2]=f[(a+208|0)+8>>2];f[((a+144|0)+12|0)>>2]=f[(a+208|0)+12>>2];f[((a+144|0)+16|0)>>2]=f[(a+208|0)+16>>2];f[((a+144|0)+20|0)>>2]=f[(a+208|0)+20>>2];f[((a+144|0)+24|0)>>2]=f[(a+208|0)+24>>2];f[((a+144|0)+28|0)>>2]=f[(a+208|0)+28>>2];f[((a+144|0)+32|0)>>2]=f[(a+208|0)+32>>2];f[((a+144|0)+36|0)>>2]=f[(a+208|0)+36>>2];f[((a+144|0)+40|0)>>2]=f[(a+208|0)+40>>2];f[((a+144|0)+44|0)>>2]=f[(a+208|0)+44>>2];f[((a+144|0)+48|0)>>2]=f[(a+208|0)+48>>2];f[((a+144|0)+52|0)>>2]=f[(a+208|0)+52>>2];f[((a+144|0)+56|0)>>2]=f[(a+208|0)+56>>2];f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2]}}else H=1}IIa(a+208|0,a+144|0);i=f[G+172>>2]|0;x=f[l>>2]|0;e=f[m>>2]|0;g=b[G+192>>0]|0;h=f[(F+12|0)>>2]|0;if(!h)w2a(F,i,x,e,a+208|0,g);else Th[f[(f[h>>2]|0)+180>>2]&127](h,i,x,e,a+208|0,g);y=D+20|0;e=f[y>>2]|0;z=D+24|0;v=f[z>>2]|0;if((e|0)!=(v|0))do{g=f[e>>2]|0;h=f[e+4>>2]|0;i=f[e+8>>2]|0;k=f[e+12>>2]|0;l=f[e+16>>2]|0;m=f[e+20>>2]|0;o=f[e+24>>2]|0;q=f[e+28>>2]|0;r=f[e+32>>2]|0;s=f[e+36>>2]|0;t=f[(F+12|0)>>2]|0;if(!t)g2a(F,x,g,h,i,k,l,m,o,q,r,s);else ai[f[(f[t>>2]|0)+116>>2]&7](t,x,g,h,i,k,l,m,o,q,r,s);e=e+40|0}while((e|0)!=(v|0));k=f[D>>2]|0;m=f[(G+376|0)>>2]|0;e=f[D+4>>2]|0;o=((m+-1|0)&m|0)==0;if(o)e=(m+-1|0)&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(G+372|0)>>2]|0)+(e<<2)|0;l=f[i>>2]|0;while(1){g=f[l>>2]|0;if((g|0)==(D|0))break;else l=g}if((l|0)==(G+380|0))v=63;else{g=f[l+4>>2]|0;if(o)g=g&(m+-1|0);else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){A=k;v=71}else v=63}do if((v|0)==63){if(k|0){g=f[k+4>>2]|0;if(o)h=g&(m+-1|0);else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){c=g;C=k;v=73;break}}f[i>>2]=0;A=f[D>>2]|0;v=71}while(0);if((v|0)==71){g=A;if(!A)B=g;else{c=f[A+4>>2]|0;C=g;v=73}}if((v|0)==73){if(o)c=c&(m+-1|0);else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))B=C;else{f[(f[(G+372|0)>>2]|0)+(c<<2)>>2]=l;B=f[D>>2]|0}}f[l>>2]=B;f[D>>2]=0;f[(G+384|0)>>2]=(f[(G+384|0)>>2]|0)+-1;c=f[y>>2]|0;if(c|0){e=f[z>>2]|0;if((e|0)!=(c|0))f[z>>2]=e+(~(((e+-40-c|0)>>>0)/40|0)*40|0);sOb(c)}sOb(D);e=f[G+264>>2]|0;c=f[(G+268|0)>>2]|0;if((e|0)!=(c|0)){d:while(1){r=f[e>>2]|0;m=f[e+4>>2]|0;if((r|0)==(m|0)){E=r;v=110;break}o=f[(G+376|0)>>2]|0;if(!o){E=m;v=110;break}q=f[(G+372|0)>>2]|0;e:do if(!((o+-1|0)&o)){k=r;while(1){i=f[k>>2]|0;g=f[q+((i&(o+-1|0))<<2)>>2]|0;f:do if(g|0){g=f[g>>2]|0;if(!g)break;do{h=f[g+4>>2]|0;if(!((h|0)==(i|0)|(h&(o+-1|0)|0)==(i&(o+-1|0)|0)))break f;if((h|0)==(i|0))if((f[g+8>>2]|0)==(i|0))break e;g=f[g>>2]|0}while((g|0)!=0)}while(0);k=k+4|0;if((k|0)==(m|0)){E=m;v=110;break d}}}else{k=r;while(1){i=f[k>>2]|0;if(o>>>0>i>>>0)l=i;else l=(i>>>0)%(o>>>0)|0;g=f[q+(l<<2)>>2]|0;g:do if(g|0){g=f[g>>2]|0;if(!g)break;do{h=f[g+4>>2]|0;if((h|0)==(i|0)){if((f[g+8>>2]|0)==(i|0))break e}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(l|0))break g}g=f[g>>2]|0}while((g|0)!=0)}while(0);k=k+4|0;if((k|0)==(m|0)){E=m;v=110;break d}}}while(0);g=e+20|0;if((g|0)==(c|0)){d=c;break}else e=g}h:do if((v|0)==110){i=f[e+12>>2]|0;d=E-r>>2;g=f[e+16>>2]|0;h=f[(F+12|0)>>2]|0;if(!h)X1a(F,i,d,r,g);else Lh[f[(f[h>>2]|0)+72>>2]&255](h,i,d,r,g);d=e;if((e|0)!=(c|0)){g=e+20|0;if((g|0)!=(c|0))while(1){t=g;i:while(1){s=f[t>>2]|0;r=e+24|0;g=f[r>>2]|0;j:do if((s|0)==(g|0))g=s;else{o=f[(G+376|0)>>2]|0;if(!o)break;q=f[(G+372|0)>>2]|0;if(!((o+-1|0)&o)){l=s;while(1){k=f[l>>2]|0;h=f[q+((k&(o+-1|0))<<2)>>2]|0;k:do if(h|0){h=f[h>>2]|0;if(!h)break;do{i=f[h+4>>2]|0;if(!((i|0)==(k|0)|(i&(o+-1|0)|0)==(k&(o+-1|0)|0)))break k;if((i|0)==(k|0))if((f[h+8>>2]|0)==(k|0))break i;h=f[h>>2]|0}while((h|0)!=0)}while(0);l=l+4|0;if((l|0)==(g|0))break j}}else l=s;do{k=f[l>>2]|0;if(o>>>0>k>>>0)m=k;else m=(k>>>0)%(o>>>0)|0;h=f[q+(m<<2)>>2]|0;l:do if(h|0){h=f[h>>2]|0;if(!h)break;do{i=f[h+4>>2]|0;if((i|0)==(k|0)){if((f[h+8>>2]|0)==(k|0))break i}else{if(i>>>0>=o>>>0)i=(i>>>0)%(o>>>0)|0;if((i|0)!=(m|0))break l}h=f[h>>2]|0}while((h|0)!=0)}while(0);l=l+4|0}while((l|0)!=(g|0))}while(0);i=f[e+32>>2]|0;h=g-s>>2;e=f[e+36>>2]|0;g=f[(F+12|0)>>2]|0;if(!g)X1a(F,i,h,s,e);else Lh[f[(f[g>>2]|0)+72>>2]&255](g,i,h,s,e);e=t+20|0;if((e|0)==(c|0))break h;else{E=t;t=e;e=E}}k=d;h=f[k>>2]|0;if(!h){i=k+8|0;h=s}else{g=f[(k+4|0)>>2]|0;if((g|0)!=(h|0))f[(k+4|0)>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h);f[(k+8|0)>>2]=0;f[(k+4|0)>>2]=0;f[k>>2]=0;i=k+8|0;h=f[t>>2]|0;g=f[r>>2]|0}f[d>>2]=h;f[(k+4|0)>>2]=g;E=e+28|0;f[i>>2]=f[E>>2];f[E>>2]=0;f[r>>2]=0;f[t>>2]=0;E=e+32|0;g=f[E+4>>2]|0;f[(k+12|0)>>2]=f[E>>2];f[(k+12|0)+4>>2]=g;g=t+20|0;if((g|0)==(c|0)){d=k+20|0;break}else{d=k+20|0;e=t}}}}while(0);if((c|0)!=(d|0)){i=f[(G+268|0)>>2]|0;if((i|0)!=(c|0)){do{e=f[d>>2]|0;h=d+4|0;if(!e)e=d+8|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);e=d+8|0;f[e>>2]=0;f[h>>2]=0;f[d>>2]=0}f[d>>2]=f[c>>2];D=c+4|0;f[h>>2]=f[D>>2];E=c+8|0;f[e>>2]=f[E>>2];f[E>>2]=0;f[D>>2]=0;f[c>>2]=0;D=c+12|0;E=f[D+4>>2]|0;F=d+12|0;f[F>>2]=f[D>>2];f[F+4>>2]=E;c=c+20|0;d=d+20|0}while((c|0)!=(i|0));c=f[(G+268|0)>>2]|0}if((c|0)!=(d|0))do{e=c+-20|0;f[(G+268|0)>>2]=e;g=f[e>>2]|0;if(!g)c=e;else{c=c+-16|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g);c=f[(G+268|0)>>2]|0}}while((c|0)!=(d|0))}}c=f[(a+208|0)+4>>2]|0;if(c|0)iOb(c);u=a;f[a+1928>>2]=5;break a}f[a+1912>>2]=v;f[a+1920>>2]=H}function IYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+16>>2]|0;i=f[a+32>>2]|0;b=f[a+712>>2]|0;a:{if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+268|0)>>2]|0){b=f[(h+264|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);f[(h+264|0)>>2]=0;c=f[h+260>>2]|0;if(c|0){b=0;do{f[(f[(h+256|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+268|0)>>2]=0}b=f[(h+304|0)>>2]|0;if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+308|0)>>2]|0){b=f[(h+304|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);f[(h+304|0)>>2]=0;c=f[h+300>>2]|0;if(c|0){b=0;do{f[(f[(h+296|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+308|0)>>2]=0}b=f[(h+324|0)>>2]|0;if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+328|0)>>2]|0){MYa(f[(h+324|0)>>2]|0);f[(h+324|0)>>2]=0;c=f[h+320>>2]|0;if(c|0){b=0;do{f[(f[(h+316|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+328|0)>>2]=0}b=f[(h+344|0)>>2]|0;if(b|0)do{d=b;c=f[d+20>>2]|0;d=f[d+24>>2]|0;if((c|0)!=(d|0))do{g=f[c>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);c=c+4|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);if(f[(h+348|0)>>2]|0){b=f[(h+344|0)>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[(e+20|0)>>2]|0;if(c|0){d=f[(e+24|0)>>2]|0;if((d|0)!=(c|0)){do{g=d+-4|0;f[(e+24|0)>>2]=g;d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(e+24|0)>>2]|0}while((d|0)!=(c|0));c=f[(e+20|0)>>2]|0}sOb(c)}sOb(e)}while((b|0)!=0);f[(h+344|0)>>2]=0;c=f[h+340>>2]|0;if(c|0){b=0;do{f[(f[(h+336|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+348|0)>>2]=0}b=f[(h+364|0)>>2]|0;if(b|0)do{c=f[b+20>>2]|0;if(c|0)do{g=f[c+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);c=f[c>>2]|0}while((c|0)!=0);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+368|0)>>2]|0){b=f[(h+364|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[(g+32|0)>>2]|0;f[(g+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(g+12|0)>>2]|0;f[(g+12|0)>>2]=0;if(c|0)sOb(c);sOb(g)}while((b|0)!=0);f[(h+364|0)>>2]=0;c=f[h+360>>2]|0;if(c|0){b=0;do{f[(f[(h+356|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+368|0)>>2]=0}b=f[h+376>>2]|0;c=f[(h+380|0)>>2]|0;if((c|0)!=(b|0))f[(h+380|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);if(f[(h+400|0)>>2]|0){b=f[(h+396|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=f[(c+16|0)>>2]|0;if((e|0)!=(d|0))f[(c+16|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}sOb(c)}while((b|0)!=0);f[(h+396|0)>>2]=0;c=f[h+392>>2]|0;if(c|0){b=0;do{f[(f[(h+388|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+400|0)>>2]=0}if(f[(h+420|0)>>2]|0){b=f[(h+416|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);f[(h+416|0)>>2]=0;c=f[h+412>>2]|0;if(c|0){b=0;do{f[(f[(h+408|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+420|0)>>2]=0}if(!(f[(h+456|0)>>2]|0)){g=h+464|0;c=h+468|0;e=f[c>>2]|0;NYa(g,e);e=h+472|0;f[e>>2]=0;f[g>>2]=c;f[c>>2]=0;c=h+428|0;g=h+432|0;e=f[g>>2]|0;OYa(c,e);e=h+436|0;f[e>>2]=0;f[c>>2]=g;f[g>>2]=0;g=f[i>>2]|0;c=g+1|0;e=i+4|0;d=f[e>>2]|0;d=d+-1|0;f[e>>2]=d;e=i+8|0;f[e>>2]=c;e=i+12|0;f[e>>2]=d;g=g+2|0;f[i>>2]=g;i=h+440|0;f[i>>2]=g;f[a+1536>>2]=5;break a}b=f[(h+452|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);f[(h+452|0)>>2]=0;c=f[h+448>>2]|0;if(c|0){b=0;do{f[(f[(h+444|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+456|0)>>2]=0;g=h+464|0;c=h+468|0;e=f[c>>2]|0;NYa(g,e);e=h+472|0;f[e>>2]=0;f[g>>2]=c;f[c>>2]=0;c=h+428|0;g=h+432|0;e=f[g>>2]|0;OYa(c,e);e=h+436|0;f[e>>2]=0;f[c>>2]=g;f[g>>2]=0;g=f[i>>2]|0;c=g+1|0;e=i+4|0;d=f[e>>2]|0;d=d+-1|0;f[e>>2]=d;e=i+8|0;f[e>>2]=c;e=i+12|0;f[e>>2]=d;g=g+2|0;f[i>>2]=g;i=h+440|0;f[i>>2]=g;f[a+1536>>2]=5;break a}}function JYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=f[a+304>>2]|0;q=f[a+1160>>2]|0;s=f[a+1304>>2]|0;t=f[a+1312>>2]|0;b=f[a+1320>>2]|0;a:{if(t){t=0;switch(b|0){case 4:{j=r+96|0;h=f[r+100>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}b:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){n=b;break b}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){n=b;break b}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(n|0))break;else d=b}if((d|0)==(r+104|0))s=117;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))k=n;else s=117}do if((s|0)==117){b=f[n>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){k=n;break}}f[c>>2]=0;k=n}while(0);b=f[k>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[n>>2]|0}}f[d>>2]=b;f[k>>2]=0;r=r+108|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(n);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 1:{j=r+136|0;h=f[r+140>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}c:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){p=b;break c}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){p=b;break c}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(p|0))break;else d=b}if((d|0)==(r+144|0))s=163;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))l=p;else s=163}do if((s|0)==163){b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){l=p;break}}f[c>>2]=0;l=p}while(0);b=f[l>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[p>>2]|0}}f[d>>2]=b;f[l>>2]=0;r=r+148|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(p);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 7:{j=r+116|0;h=f[r+120>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}d:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){o=b;break d}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){o=b;break d}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(o|0))break;else d=b}if((d|0)==(r+124|0))s=209;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))m=o;else s=209}do if((s|0)==209){b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){m=o;break}}f[c>>2]=0;m=o}while(0);b=f[m>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[o>>2]|0}}f[d>>2]=b;f[m>>2]=0;r=r+128|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(o);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 8:{g=r+36|0;d=f[r+40>>2]|0;if(!d){f[a+1328>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&q;else if(d>>>0>q>>>0)e=q;else e=(q>>>0)%(d>>>0)|0;b=f[(f[g>>2]|0)+(e<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}e:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(d+-1|0)|0)==(e|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){i=b;break e}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){i=b;break e}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);YYa(g,i)|0;f[a+1328>>2]=5;break a}case 10:{g=r+16|0;d=f[r+20>>2]|0;if(!d){f[a+1328>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&q;else if(d>>>0>q>>>0)e=q;else e=(q>>>0)%(d>>>0)|0;b=f[(f[g>>2]|0)+(e<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}f:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(d+-1|0)|0)==(e|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){h=b;break f}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){h=b;break f}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);ZYa(g,h)|0;f[a+1328>>2]=5;break a}default:{f[a+1328>>2]=5;break a}}}}f[a+1304>>2]=s;f[a+1312>>2]=t}
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g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Z0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_0a(a,b);return}function _0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $0a(a,b,c){a=a|0;b=b|0;c=c|0;xh[f[(f[a>>2]|0)+172>>2]&127](a,b,c);return}function a1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;w=a+560|0;if(!b)return;t=a+564|0;u=a+572|0;v=a+576|0;s=a+568|0;r=0;do{l=c+(r<<3)|0;j=f[l>>2]|0;a:do if(j|0){k=f[c+(r<<3)+4>>2]|0;p=k+-1640531527+(j<<6)+(j>>>2)^j;m=f[t>>2]|0;o=(m|0)==0;b:do if(o)a=0;else{i=m+-1|0;h=(i&m|0)==0;if(h)a=p&i;else if(p>>>0<m>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;d=f[(f[w>>2]|0)+(a<<2)>>2]|0;if(d){d=f[d>>2]|0;if(d){if(h)while(1){h=f[d+4>>2]|0;if(!((h|0)==(p|0)|(h&i|0)==(a|0)))break b;if((f[d+8>>2]|0)==(j|0))if((f[d+12>>2]|0)==(k|0))break a;d=f[d>>2]|0;if(!d)break b}do{h=f[d+4>>2]|0;if((h|0)!=(p|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(a|0))break b}if((f[d+8>>2]|0)==(j|0))if((f[d+12>>2]|0)==(k|0))break a;d=f[d>>2]|0}while((d|0)!=0)}}}while(0);i=pOb(16)|0;j=l;k=f[j+4>>2]|0;l=i+8|0;f[l>>2]=f[j>>2];f[l+4>>2]=k;f[i+4>>2]=p;f[i>>2]=0;e=+(((f[u>>2]|0)+1|0)>>>0);g=+n[v>>2];do if(o|g*+(m>>>0)<e){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;vza(w,a>>>0<d>>>0?d:a);a=f[t>>2]|0;d=a+-1|0;if(!(d&a)){h=a;a=d&p;break}if(p>>>0<a>>>0){h=a;a=p}else{h=a;a=(p>>>0)%(a>>>0)|0}}else h=m;while(0);d=(f[w>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[s>>2];f[s>>2]=i;f[d>>2]=s;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=h+-1|0;if(!(d&h))a=a&d;else if(a>>>0>=h>>>0)a=(a>>>0)%(h>>>0)|0;a=(f[w>>2]|0)+(a<<2)|0;q=37}}else{f[i>>2]=f[a>>2];q=37}if((q|0)==37){q=0;f[a>>2]=i}f[u>>2]=(f[u>>2]|0)+1}while(0);r=r+1|0}while((r|0)!=(b|0));return}function b1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;u=a+580|0;if(!b)return;q=a+516|0;r=a+584|0;s=a+592|0;t=a+596|0;p=a+588|0;o=0;do{l=c+(o<<3)+4|0;c1a(q,l)|0;l=f[l>>2]|0;j=f[r>>2]|0;k=(j|0)==0;a:do if(k){a=0;m=20}else{i=j+-1|0;e=(i&j|0)==0;if(e)a=i&l;else if(l>>>0<j>>>0)a=l;else a=(l>>>0)%(j>>>0)|0;d=f[(f[u>>2]|0)+(a<<2)>>2]|0;if(!d)m=20;else{if(e)while(1){d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if(!((e|0)==(l|0)|(e&i|0)==(a|0))){m=20;break a}if((f[d+8>>2]|0)==(l|0))break a}do{d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if((e|0)!=(l|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(a|0)){m=20;break a}}}while((f[d+8>>2]|0)!=(l|0))}}while(0);if((m|0)==20){m=0;i=pOb(12)|0;f[i+8>>2]=l;f[i+4>>2]=l;f[i>>2]=0;g=+(((f[s>>2]|0)+1|0)>>>0);h=+n[t>>2];do if(k|h*+(j>>>0)<g){a=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(g/h))>>>0;d1a(u,a>>>0<d>>>0?d:a);a=f[r>>2]|0;d=a+-1|0;if(!(d&a)){e=a;a=d&l;break}if(l>>>0<a>>>0){e=a;a=l}else{e=a;a=(l>>>0)%(a>>>0)|0}}else e=j;while(0);d=(f[u>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[p>>2];f[p>>2]=i;f[d>>2]=p;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=e+-1|0;if(!(d&e))a=a&d;else if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;a=(f[u>>2]|0)+(a<<2)|0;m=33}}else{f[i>>2]=f[a>>2];m=33}if((m|0)==33){m=0;f[a>>2]=i}f[s>>2]=(f[s>>2]|0)+1}o=o+1|0}while((o|0)!=(b|0));return}function c1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function d1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){e1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;e1a(a,b);return}function e1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function f1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;v=a+516|0;if(!b)return;r=a+520|0;s=a+528|0;t=a+532|0;u=a+524|0;p=a+580|0;o=0;do{q=c+(o<<3)+4|0;l=f[q>>2]|0;j=f[r>>2]|0;k=(j|0)==0;a:do if(k){a=0;m=20}else{i=j+-1|0;e=(i&j|0)==0;if(e)a=i&l;else if(l>>>0<j>>>0)a=l;else a=(l>>>0)%(j>>>0)|0;d=f[(f[v>>2]|0)+(a<<2)>>2]|0;if(!d)m=20;else{if(e)while(1){d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if(!((e|0)==(l|0)|(e&i|0)==(a|0))){m=20;break a}if((f[d+8>>2]|0)==(l|0))break a}do{d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if((e|0)!=(l|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(a|0)){m=20;break a}}}while((f[d+8>>2]|0)!=(l|0))}}while(0);if((m|0)==20){m=0;i=pOb(12)|0;f[i+8>>2]=l;f[i+4>>2]=l;f[i>>2]=0;g=+(((f[s>>2]|0)+1|0)>>>0);h=+n[t>>2];do if(k|h*+(j>>>0)<g){a=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(g/h))>>>0;d1a(v,a>>>0<d>>>0?d:a);a=f[r>>2]|0;d=a+-1|0;if(!(d&a)){e=a;a=d&l;break}if(l>>>0<a>>>0){e=a;a=l}else{e=a;a=(l>>>0)%(a>>>0)|0}}else e=j;while(0);d=(f[v>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[u>>2];f[u>>2]=i;f[d>>2]=u;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=e+-1|0;if(!(d&e))a=a&d;else if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;a=(f[v>>2]|0)+(a<<2)|0;m=33}}else{f[i>>2]=f[a>>2];m=33}if((m|0)==33){m=0;f[a>>2]=i}f[s>>2]=(f[s>>2]|0)+1}c1a(p,q)|0;o=o+1|0}while((o|0)!=(b|0));return}function g1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0;if(((f[a+12>>2]|0)+-1|0)>>>0<2){Gh[f[(f[a>>2]|0)+44>>2]&3](a,b,c,d,e);return}j=a+4|0;a=f[j>>2]|0;k=a+600|0;g=f[k>>2]|0;i=a+604|0;if(!g)a=a+608|0;else{h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);a=a+608|0;f[a>>2]=0;f[i>>2]=0;f[k>>2]=0}f[k>>2]=f[b>>2];k=b+4|0;f[i>>2]=f[k>>2];i=b+8|0;f[a>>2]=f[i>>2];f[i>>2]=0;f[k>>2]=0;f[b>>2]=0;b=f[j>>2]|0;f[b+612>>2]=c;f[b+616>>2]=d;n[b+620>>2]=e;return}function h1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;p=0;t=u;u=u+3296|0;d=f[b>>2]|0;if((c|0)==17&(d|0)==0){q=f[(f[(f[a+4>>2]|0)+428>>2]|0)+16>>2]|0;f[b>>2]=q}else q=d;s=f[(a+4|0)>>2]|0;if(q>>>0<=(f[s+816>>2]|0)>>>0){if(q>>>0<=(f[s+824>>2]|0)>>>0){u=t;return}i=f[(f[a+8>>2]|0)+232>>2]|0;b=f[(s+468|0)>>2]|0;do if(!b){k=s+468|0;l=s+468|0}else{e=s+468|0;a:while(1){d=f[b+16>>2]|0;do if(d>>>0>q>>>0)p=11;else{if(d>>>0>=q>>>0){d=f[b+20>>2]|0;if((d|0)>(c|0)){p=11;break}if((d|0)>=(c|0)){p=16;break a}}j=b+4|0;d=f[j>>2]|0;if(!d){p=15;break a}else{h=j;g=d}}while(0);if((p|0)==11){p=0;d=f[b>>2]|0;if(!d){p=12;break}else{h=b;g=d}}e=h;b=g}if((p|0)==12){k=b;l=b;break}else if((p|0)==15){k=b;l=j;break}else if((p|0)==16){k=b;l=e;break}}while(0);if(!(f[l>>2]|0)){b=pOb(24)|0;f[(b+16|0)>>2]=q;f[(b+16|0)+4>>2]=c;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=k;f[l>>2]=b;d=f[f[(s+464|0)>>2]>>2]|0;if(d){f[(s+464|0)>>2]=d;b=f[l>>2]|0}r_a(f[s+468>>2]|0,b);f[(s+472|0)>>2]=(f[(s+472|0)>>2]|0)+1}fZa(s,a,i);u=t;return}if(q>>>0>=(f[s+828>>2]|0)>>>0){u=t;return}r=f[(f[a+8>>2]|0)+232>>2]|0;f[t>>2]=q;b:do{m=1;l=c|0;if(m){m=0;switch(l|0){case 14:{e=f[(s+300|0)>>2]|0;if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&q;else if(e>>>0>q>>>0)g=q;else g=(q>>>0)%(e>>>0)|0;b=f[(f[(s+296|0)>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){c:do if(!((e+-1|0)&e))while(1){c=f[b+4>>2]|0;d=(c|0)==(q|0);if(!(d|(c&(e+-1|0)|0)==(g|0)))break b;if(d)if((f[b+8>>2]|0)==(q|0)){j=b;break c}b=f[b>>2]|0;if(!b)break b}else while(1){d=f[b+4>>2]|0;if((d|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){j=b;break c}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break b}b=f[b>>2]|0;if(!b)break b}while(0);k=j+12|0;e=f[k>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,t+8|0);e=f[(s+300|0)>>2]|0;b=f[j+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&b;else if(b>>>0<e>>>0)h=b;else h=(b>>>0)%(e>>>0)|0;d=(f[(s+296|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){b=f[i>>2]|0;if((b|0)==(j|0))break;else i=b}if((i|0)==(s+304|0))p=56;else{b=f[i+4>>2]|0;if(g)b=b&(e+-1|0);else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)==(h|0))o=j;else p=56}do if((p|0)==56){b=f[j>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&(e+-1|0);else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)==(h|0)){o=j;break}}f[d>>2]=0;o=j}while(0);b=f[o>>2]|0;if(b){d=f[b+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(s+296|0)>>2]|0)+(d<<2)>>2]=i;b=f[j>>2]|0}}f[i>>2]=b;f[o>>2]=0;f[(s+308|0)>>2]=(f[(s+308|0)>>2]|0)+-1;b=f[k>>2]|0;f[k>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(j)}}}break}default:m=1}}f[t+48>>2]=a;f[t+1200>>2]=s;f[t+1232>>2]=q;f[t+2352>>2]=r;f[t+3104>>2]=p;f[t+3112>>2]=m;f[t+3120>>2]=l;f[t+3152>>2]=0;f[t+3156>>2]=0;_4a(t);p=f[t+3104>>2]|0;m=f[t+3112>>2]|0;G=f[t+3152>>2]|0;D=f[t+3156>>2]|0;H=+n[t+3156>>2];f[t+3152>>2]=0;f[t+3156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break b}if(m){m=0;switch(l|0){case 11:{b=f[s+364>>2]|0;if(b|0){o=b;f[t+656>>2]=o;f[t+1200>>2]=s;f[t+1232>>2]=q;f[t+2352>>2]=r;f[t+3104>>2]=p;f[t+3144>>2]=0;f[t+3148>>2]=0;Z4a(t);G=f[t+3144>>2]|0;D=f[t+3148>>2]|0;H=+n[t+3148>>2];f[t+3144>>2]=0;f[t+3148>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break b}}break}default:m=1}}if(m)switch(l|0){case 17:{g=f[(s+432|0)>>2]|0;if(g|0){e=s+432|0;d=g;d:while(1){b=d;while(1){if((f[b+16>>2]|0)>>>0<=q>>>0)break;b=f[b+4>>2]|0;if(!b)break d}d=f[b>>2]|0;if(!d){e=b;break}else e=b}if((e|0)!=(s+432|0|0))if((f[e+16>>2]|0)>>>0>=q>>>0){b=f[e+4>>2]|0;if(!b){d=e+8|0;b=f[d>>2]|0;if((f[b>>2]|0)!=(e|0))do{q=f[d>>2]|0;d=q+8|0;b=f[d>>2]|0}while((f[b>>2]|0)!=(q|0))}else while(1){d=f[b>>2]|0;if(!d)break;else b=d}if((f[(s+428|0)>>2]|0)==(e|0))f[(s+428|0)>>2]=b;f[(s+436|0)>>2]=(f[(s+436|0)>>2]|0)+-1;n_a(g,e);sOb(e);if(!(f[(s+436|0)>>2]|0)){b=f[(s+376|0)>>2]|0;d=f[s+380>>2]|0;if((b|0)==(d|0))break b;while(1){s=f[b+4>>2]|0;q=f[(a+4|0)>>2]|0;f[(t+4|0)>>2]=f[b>>2];f[(t+8|0)>>2]=f[(t+4|0)>>2];K0a(q,r,s,t+8|0);b=b+8|0;if((b|0)==(d|0))break b}}i=f[(f[(s+428|0)>>2]|0)+16>>2]|0;b=f[(s+376|0)>>2]|0;d=f[(s+380|0)>>2]|0;if((b|0)!=(d|0)){e=d;while(1){d=f[b>>2]|0;if(i>>>0<d>>>0){h=f[b+4>>2]|0;q=f[(a+4|0)>>2]|0;f[(t+4|0)>>2]=d;f[(t+8|0)>>2]=f[(t+4|0)>>2];K0a(q,r,h,t+8|0);h=b+8|0;d=f[(s+380|0)>>2]|0;if((h|0)==(d|0))e=d+-8|0;else{e=h;g=b;while(1){f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];e=e+8|0;if((e|0)==(d|0))break;else g=g+8|0}b=b+((((d+-8|0)-h|0)>>>3)+1<<3)|0;e=d+-8|0}e=d+(~((e-b|0)>>>3)<<3)|0;if((d|0)==(b|0))b=h;else{f[(s+380|0)>>2]=e;b=h;d=e}}else{b=b+8|0;d=e}if((b|0)==(d|0))break;else e=d}}}}break}default:{}}}while(0);u=t;return}function i1a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(36)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;k1a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function j1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function k1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){l1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;l1a(a,b);return}function l1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function m1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+16|0;k=m+4|0;l=m;switch(d|0){case 1:{xh[f[(f[a>>2]|0)+16>>2]&127](a,c,e);u=m;return}case 3:{n1a(a,c,e);u=m;return}case 4:{o1a(a,c,e);u=m;return}case 5:{p1a(a,c,e,0);u=m;return}case 7:{q1a(f[a+4>>2]|0,f[(f[a+8>>2]|0)+232>>2]|0,c,e);u=m;return}case 8:{r1a(a,c,e);u=m;return}case 10:{s1a(a,c,e);u=m;return}case 9:{j=a+4|0;h=xYa((f[j>>2]|0)+776|0,c)|0;g=h+36|0;if(f[g>>2]|0){d=h+32|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+28>>2]|0;if(d|0){e=h+24|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+56|0;if(f[g>>2]|0){d=h+52|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+48>>2]|0;if(d|0){e=h+44|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+16|0;if(f[g>>2]|0){d=h+12|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+8>>2]|0;if(d|0){e=h+4|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+76|0;if(f[g>>2]|0){d=h+72|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+68>>2]|0;if(d|0){e=h+64|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+96|0;if(f[g>>2]|0){d=h+92|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+88>>2]|0;if(d|0){e=h+84|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+116|0;if(f[g>>2]|0){d=h+112|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+108>>2]|0;if(d|0){e=h+104|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+136|0;if(f[g>>2]|0){d=h+132|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+128>>2]|0;if(d|0){e=h+124|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}b[h>>0]=3;h=k+4|0;i=k+8|0;e=f[c>>2]|0;d=f[j>>2]|0;f[k>>2]=9;f[h>>2]=3;f[i>>2]=e;d=t1a(d+336|0,k)|0;g=d;if(d|0){a=f[d+20>>2]|0;d=f[d+24>>2]|0;if((a|0)!=(d|0))do{n=f[a>>2]|0;o=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=e;oh[o&1023](n,k);a=a+4|0}while((a|0)!=(d|0));o=(f[j>>2]|0)+336|0;f[l>>2]=g;f[k>>2]=f[l>>2];u1a(o,k)|0}g=f[c>>2]|0;d=f[j>>2]|0;f[k>>2]=9;f[h>>2]=1;f[i>>2]=g;d=t1a(d+336|0,k)|0;e=d;if(!d){u=m;return}a=f[d+20>>2]|0;d=f[d+24>>2]|0;if((a|0)!=(d|0))do{o=f[a>>2]|0;n=f[(f[o>>2]|0)+12>>2]|0;f[k>>2]=g;oh[n&1023](o,k);a=a+4|0}while((a|0)!=(d|0));o=(f[j>>2]|0)+336|0;f[l>>2]=e;f[k>>2]=f[l>>2];u1a(o,k)|0;u=m;return}default:{u=m;return}}}function n1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+76|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+80>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+84|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+88|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=v0a(l,c+4|0)|0;b[q>>0]=d;return}function o1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+96|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+100>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+104|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+108|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=A0a(l,c+4|0)|0;b[q>>0]=d;return}function p1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+32|0;q=t+16|0;r=t;p=t+8|0;s=a+4|0;g=f[s>>2]|0;n=f[c>>2]|0;k=f[g+780>>2]|0;a:do if(k|0){j=k+-1|0;i=(j&k|0)==0;if(i)l=j&n;else if(k>>>0>n>>>0)l=n;else l=(n>>>0)%(k>>>0)|0;g=f[(f[g+776>>2]|0)+(l<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(i)while(1){o=f[g+4>>2]|0;i=(o|0)==(n|0);if(!(i|(o&j|0)==(l|0)))break a;if(i)if((f[g+8>>2]|0)==(n|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){i=f[g+4>>2]|0;if((i|0)==(n|0)){if((f[g+8>>2]|0)==(n|0))break b}else{if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(l|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);o=g+56|0;if((h[g+12>>0]|0)<=1){switch(d<<24>>24){case 0:{m=c+4|0;l=f[m>>2]|0;j=f[g+60>>2]|0;if(!j)break a;i=j+-1|0;g=(i&j|0)==0;if(g)k=i&l;else if(j>>>0>l>>>0)k=l;else k=(l>>>0)%(j>>>0)|0;d=f[(f[o>>2]|0)+(k<<2)>>2]|0;if(!d)break a;d=f[d>>2]|0;if(!d)break a;c:do if(g)while(1){j=f[d+4>>2]|0;g=(j|0)==(l|0);if(!(g|(j&i|0)==(k|0)))break a;if(g)if((f[d+8>>2]|0)==(l|0)){k=d;break c}d=f[d>>2]|0;if(!d)break a}else while(1){g=f[d+4>>2]|0;if((g|0)==(l|0)){if((f[d+8>>2]|0)==(l|0)){k=d;break c}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(k|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);do if(b[k+12>>0]|0){i=f[(f[a+8>>2]|0)+232>>2]|0;f[r>>2]=n;f[q>>2]=f[r>>2];i=mSa(i,q)|0;j=f[m>>2]|0;d=f[i+24>>2]|0;g=d+-1|0;if(!(g&d)){d=f[(f[i+20>>2]|0)+((g&j)<<2)>>2]|0;while(1){d=f[d>>2]|0;if((j|0)!=(f[d+4>>2]|0))continue;if((f[d+8>>2]|0)==(j|0))break}}else{if(j>>>0<d>>>0)d=j;else d=(j>>>0)%(d>>>0)|0;d=f[(f[i+20>>2]|0)+(d<<2)>>2]|0;while(1){d=f[d>>2]|0;if((j|0)!=(f[d+4>>2]|0))continue;if((f[d+8>>2]|0)==(j|0))break}}d=f[(f[d+16>>2]|0)+4>>2]|0;if(!d)break a;else if(!(b[(f[d+44>>2]|0)+148>>0]&2))break a;else break}while(0);XYa(o,k)|0;break a}case 2:case 1:break;default:d=2}o=(P$a(o,c+4|0)|0)+1|0;b[o>>0]=d}}}}while(0);if(!e){u=t;return}m=f[(f[a+8>>2]|0)+232>>2]|0;n=ySa(m)|0;f[p>>2]=f[c>>2];f[q>>2]=f[p>>2];l=mSa(m,q)|0;d=f[l+8>>2]|0;l=f[l+12>>2]|0;if((d|0)==(l|0)){u=t;return}i=c+4|0;j=q+4|0;k=r+4|0;g=d;do{d=f[i>>2]|0;f[q>>2]=f[(f[g>>2]|0)+4>>2];f[j>>2]=d;ARa(r,m,q);qDa(n,f[r>>2]|0);d=f[(f[s>>2]|0)+364>>2]|0;if(d|0)do{Akb(m,f[d+8>>2]|0,f[r>>2]|0);d=f[d>>2]|0}while((d|0)!=0);d=f[k>>2]|0;if(d|0)iOb(d);g=g+8|0}while((g|0)!=(l|0));u=t;return}function q1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;t=y+24|0;v=y+16|0;w=y+8|0;x=y;l=f[d>>2]|0;k=f[a+780>>2]|0;if(!k){u=y;return}j=k+-1|0;i=(j&k|0)==0;if(i)m=j&l;else if(k>>>0>l>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;g=f[(f[a+776>>2]|0)+(m<<2)>>2]|0;if(!g){u=y;return}g=f[g>>2]|0;if(!g){u=y;return}a:do if(i){while(1){p=f[g+4>>2]|0;i=(p|0)==(l|0);if(!(i|(p&j|0)==(m|0))){q=80;break}if(i)if((f[g+8>>2]|0)==(l|0)){s=g;break a}g=f[g>>2]|0;if(!g){q=80;break}}if((q|0)==80){u=y;return}}else{while(1){i=f[g+4>>2]|0;if((i|0)==(l|0)){if((f[g+8>>2]|0)==(l|0)){s=g;break a}}else{if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(m|0)){q=80;break}}g=f[g>>2]|0;if(!g){q=80;break}}if((q|0)==80){u=y;return}}while(0);p=s+116|0;if((h[s+12>>0]|0)>1){u=y;return}switch(e<<24>>24){case 0:{j=f[d+4>>2]|0;m=f[s+120>>2]|0;b:do if(m|0){n=m+-1|0;o=(n&m|0)==0;if(o)i=n&j;else if(m>>>0>j>>>0)i=j;else i=(j>>>0)%(m>>>0)|0;k=f[p>>2]|0;e=f[k+(i<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(o)while(1){l=f[e+4>>2]|0;g=(l|0)==(j|0);if(!(g|(l&n|0)==(i|0)))break b;if(g)if((f[e+8>>2]|0)==(j|0)){l=e;break c}e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(j|0)){if((f[e+8>>2]|0)==(j|0)){l=e;break c}}else{if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(i|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);if(o)j=n&j;else if(m>>>0<=j>>>0)j=(j>>>0)%(m>>>0)|0;g=k+(j<<2)|0;i=f[g>>2]|0;while(1){e=f[i>>2]|0;if((e|0)==(l|0))break;else i=e}if((i|0)==(s+124|0))q=52;else{e=f[i+4>>2]|0;if(o)e=e&n;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;if((e|0)==(j|0))r=l;else q=52}do if((q|0)==52){e=f[l>>2]|0;if(e|0){e=f[e+4>>2]|0;do if(o)e=e&n;else{if(e>>>0<m>>>0)break;e=(e>>>0)%(m>>>0)|0}while(0);if((e|0)==(j|0)){r=l;break}}f[g>>2]=0;r=l}while(0);g=f[r>>2]|0;e=g;if(g){g=f[g+4>>2]|0;if(o)g=g&n;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(j|0)){f[(f[p>>2]|0)+(g<<2)>>2]=i;e=f[l>>2]|0}}f[i>>2]=e;f[r>>2]=0;s=s+128|0;f[s>>2]=(f[s>>2]|0)+-1;sOb(l)}}}while(0);zRa(v,c,d);l=f[(f[v>>2]|0)+44>>2]|0;e=f[l+112>>2]|0;l=f[l+116>>2]|0;if((e|0)!=(l|0)){m=t+4|0;j=a+832|0;k=w+4|0;do{g=f[e>>2]|0;i=g+116|0;if(!(f[g+196>>2]&131072)){f[x>>2]=f[i>>2];f[t>>2]=f[x>>2];IQa(w,c,t);g=f[g+120>>2]|0;f[t>>2]=f[(f[w>>2]|0)+8>>2];f[m>>2]=g;p1a(f[j>>2]|0,t,0,1);g=f[k>>2]|0;if(g|0)iOb(g)}else p1a(f[j>>2]|0,i,0,1);e=e+4|0}while((e|0)!=(l|0))}e=f[v+4>>2]|0;if(e|0)iOb(e);u=y;return}case 2:case 1:break;default:e=2}x=G0a(p,d+4|0)|0;b[x>>0]=e;u=y;return}function r1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;e=f[a+4>>2]|0;k=f[c>>2]|0;j=f[e+780>>2]|0;if(!j){u=p;return}i=j+-1|0;g=(i&j|0)==0;if(g)l=i&k;else if(j>>>0>k>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;e=f[(f[e+776>>2]|0)+(l<<2)>>2]|0;if(!e){u=p;return}e=f[e>>2]|0;if(!e){u=p;return}a:do if(g){while(1){j=f[e+4>>2]|0;g=(j|0)==(k|0);if(!(g|(j&i|0)==(l|0))){e=47;break}if(g)if((f[e+8>>2]|0)==(k|0)){m=e;break a}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0)){m=e;break a}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(l|0)){e=47;break}}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}while(0);l=m+36|0;if((h[m+12>>0]|0)>1){u=p;return}switch(d<<24>>24){case 0:{k=f[c+4>>2]|0;i=f[m+40>>2]|0;if(!i){u=p;return}g=i+-1|0;e=(g&i|0)==0;if(e)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;d=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!d){u=p;return}d=f[d>>2]|0;if(!d){u=p;return}b:do if(e){while(1){m=f[d+4>>2]|0;e=(m|0)==(k|0);if(!(e|(m&g|0)==(j|0))){e=47;break}if(e)if((f[d+8>>2]|0)==(k|0)){o=d;break b}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0)){o=d;break b}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(j|0)){e=47;break}}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}while(0);if(!(b[o+12>>0]|0)){sRa(n,f[(f[a+8>>2]|0)+232>>2]|0,c);e=f[n>>2]|0;d=f[n+4>>2]|0;if(d|0)iOb(d);if(NFa(e)|0){u=p;return}}YYa(l,o)|0;u=p;return}case 2:case 1:break;default:d=2}o=(b0a(l,c+4|0)|0)+1|0;b[o>>0]=d;u=p;return}function s1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;e=f[a+4>>2]|0;k=f[c>>2]|0;j=f[e+780>>2]|0;if(!j){u=p;return}i=j+-1|0;g=(i&j|0)==0;if(g)l=i&k;else if(j>>>0>k>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;e=f[(f[e+776>>2]|0)+(l<<2)>>2]|0;if(!e){u=p;return}e=f[e>>2]|0;if(!e){u=p;return}a:do if(g){while(1){j=f[e+4>>2]|0;g=(j|0)==(k|0);if(!(g|(j&i|0)==(l|0))){e=47;break}if(g)if((f[e+8>>2]|0)==(k|0)){m=e;break a}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0)){m=e;break a}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(l|0)){e=47;break}}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}while(0);l=m+16|0;if((h[m+12>>0]|0)>1){u=p;return}switch(d<<24>>24){case 0:{k=f[c+4>>2]|0;i=f[m+20>>2]|0;if(!i){u=p;return}g=i+-1|0;e=(g&i|0)==0;if(e)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;d=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!d){u=p;return}d=f[d>>2]|0;if(!d){u=p;return}b:do if(e){while(1){m=f[d+4>>2]|0;e=(m|0)==(k|0);if(!(e|(m&g|0)==(j|0))){e=47;break}if(e)if((f[d+8>>2]|0)==(k|0)){o=d;break b}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0)){o=d;break b}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(j|0)){e=47;break}}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}while(0);if(b[o+12>>0]|0){g=f[(f[a+8>>2]|0)+232>>2]|0;CRa(n,g,c);e=f[n>>2]|0;d=f[n+4>>2]|0;if(d|0)iOb(d);if(!(lFa(e,g,1,0)|0)){u=p;return}}ZYa(l,o)|0;u=p;return}case 2:case 1:break;default:d=2}o=(W$a(l,c+4|0)|0)+1|0;b[o>>0]=d;u=p;return}function t1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[b+4>>2]|0;g=l+-1640531527+(k<<6)+(k>>>2)^k;e=f[b+8>>2]|0;g=e+-1640531527+(g<<6)+(g>>>2)^g;h=f[a+4>>2]|0;if(!h){l=0;return l|0}d=h+-1|0;c=(d&h|0)==0;if(c)i=g&d;else if(g>>>0<h>>>0)i=g;else i=(g>>>0)%(h>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){l=0;return l|0}b=f[b>>2]|0;if(!b){l=0;return l|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(g|0);if(!(a|(c&d|0)==(i|0))){b=0;a=23;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(l|0))if((f[b+16>>2]|0)==(e|0)){a=23;break}b=f[b>>2]|0;if(!b){b=0;a=23;break}}if((a|0)==23)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(g|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(l|0))if((f[j+16>>2]|0)==(e|0)){b=j;a=23;break}}else{if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)!=(i|0)){b=0;a=23;break}}j=f[j>>2]|0;if(!j){b=0;a=23;break}}if((a|0)==23)return b|0;return 0}function u1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;d=k+20|0;b=f[d>>2]|0;if(b|0){e=k+24|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{a=c+-4|0;f[e>>2]=a;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}sOb(k);return l|0}function v1a(a,b,c){a=a|0;b=b|0;c=c|0;q1a(f[a+4>>2]|0,f[(f[a+8>>2]|0)+232>>2]|0,b,c);return}function w1a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;w=y+4|0;x=y;v=a+4|0;t=f[v>>2]|0;f[w>>2]=b;f[w+4>>2]=c;f[w+8>>2]=d;b=t1a(t+336|0,w)|0;t=b;if(!b){u=y;return}a=f[b+20>>2]|0;s=f[b+24>>2]|0;a:do if((a|0)!=(s|0)){l=e+(g<<2)|0;m=w+4|0;n=w+8|0;k=g<<2;o=k>>2;p=(o|0)==0;q=o>>>0>1073741823;r=w+8|0;i=(g|0)==0;j=((l+-4-e|0)>>>2)+1|0;if(!h)while(1){e=f[a>>2]|0;r=f[(f[e>>2]|0)+12>>2]|0;f[w>>2]=d;oh[r&1023](e,w);a=a+4|0;if((a|0)==(s|0))break a}while(1){c=f[a>>2]|0;g=f[(f[c>>2]|0)+8>>2]|0;f[w>>2]=0;f[m>>2]=0;f[n>>2]=0;if(!p){if(q)break;h=pOb(k)|0;f[m>>2]=h;f[w>>2]=h;f[r>>2]=h+(o<<2);if(!i){b=e;d=h;while(1){f[d>>2]=f[b>>2];b=b+4|0;if((b|0)==(l|0))break;else d=d+4|0}f[m>>2]=h+(j<<2)}}oh[g&1023](c,w);b=f[w>>2]|0;if(b|0){c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}a=a+4|0;if((a|0)==(s|0))break a}AMb(w)}while(0);v=(f[v>>2]|0)+336|0;f[x>>2]=t;f[w>>2]=f[x>>2];u1a(v,w)|0;u=y;return}function x1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+16|0;m=n+4|0;e=n;a=f[a+4>>2]|0;if((f[b>>2]|0)>>>0>=(f[a+828>>2]|0)>>>0){u=n;return}l=y1a(a+388|0,b)|0;k=l+4|0;a=f[k>>2]|0;if((f[l>>2]|0)!=(a|0)){f[e>>2]=a;f[m>>2]=f[e>>2];z1a(l,m,c,c+(d<<3)|0)|0;u=n;return}h=c+(d<<3)|0;f[m>>2]=0;j=m+4|0;f[j>>2]=0;f[m+8>>2]=0;b=d<<3;a=b>>3;if(!a){a=0;e=0}else{if(a>>>0>536870911)AMb(m);i=pOb(b)|0;f[j>>2]=i;f[m>>2]=i;f[m+8>>2]=i+(a<<3);e=i;if(!d)a=e;else{g=((b+-8|0)>>>3)+1|0;a=c;b=i;d=i;while(1){p=a;o=f[p+4>>2]|0;c=b;f[c>>2]=f[p>>2];f[c+4>>2]=o;a=a+8|0;d=d+8|0;if((a|0)==(h|0))break;else b=d}a=i+(g<<3)|0;f[j>>2]=a}}b=f[l>>2]|0;if(!b){d=l+8|0;b=e}else{a=f[k>>2]|0;if((a|0)!=(b|0))f[k>>2]=a+(~((a+-8-b|0)>>>3)<<3);sOb(b);d=l+8|0;f[d>>2]=0;f[k>>2]=0;f[l>>2]=0;b=f[m>>2]|0;a=f[j>>2]|0}f[l>>2]=b;f[k>>2]=a;f[d>>2]=f[m+8>>2];u=n;return}function y1a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(24)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;A1a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function z1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=f[a>>2]|0;g=l;h=(f[b>>2]|0)-g|0;o=l+(h>>3<<3)|0;k=c;p=d-k|0;j=p>>3;if((p|0)<=0){p=o;return p|0}n=a+8|0;e=f[n>>2]|0;p=a+4|0;m=f[p>>2]|0;b=m;if((j|0)<=(e-b>>3|0)){h=b-o|0;b=h>>3;if((j|0)>(b|0)){g=c+(b<<3)|0;if((g|0)==(d|0))b=m;else{e=g;b=m;do{n=e;a=f[n+4>>2]|0;f[b>>2]=f[n>>2];f[b+4>>2]=a;e=e+8|0;b=(f[p>>2]|0)+8|0;f[p>>2]=b}while((e|0)!=(d|0))}if((h|0)>0)d=g;else{p=o;return p|0}}else b=m;h=b-(o+(j<<3))|0;i=h>>3;e=o+(i<<3)|0;if(e>>>0<m>>>0){g=b;do{l=e;n=f[l+4>>2]|0;a=g;f[a>>2]=f[l>>2];f[a+4>>2]=n;e=e+8|0;g=(f[p>>2]|0)+8|0;f[p>>2]=g}while(e>>>0<m>>>0)}if(i|0)cQb(b+(0-i<<3)|0,o|0,h|0)|0;b=d-k|0;if(!b){p=o;return p|0}cQb(o|0,c|0,b|0)|0;p=o;return p|0}b=(b-g>>3)+j|0;if(b>>>0>536870911)AMb(a);j=e-g|0;g=j>>2;g=j>>3>>>0<268435455?(g>>>0<b>>>0?b:g):536870911;j=o;b=h>>3;do if(!g)i=0;else if(g>>>0>536870911)vd();else{i=pOb(g<<3)|0;break}while(0);k=i+(b<<3)|0;e=k;i=i+(g<<3)|0;if((c|0)==(d|0))b=l;else{b=c;g=k;do{l=b;m=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=m;g=e+8|0;e=g;b=b+8|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(0-(g>>3)<<3)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[p>>2]|0)-j|0;if((g|0)>0){bQb(e|0,o|0,g|0)|0;e=e+(g>>>3<<3)|0;b=f[a>>2]|0}f[a>>2]=h;f[p>>2]=e;f[n>>2]=i;if(!b){p=k;return p|0}sOb(b);p=k;return p|0}function A1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){B1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;B1a(a,b);return}function B1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function C1a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;a=f[(f[a+4>>2]|0)+364>>2]|0;if(!a)return;j=f[c>>2]|0;a:while(1){i=a;if((f[i+36>>2]|0)==(j|0))break;if((f[i+40>>2]|0)==(j|0))break;c=i+12|0;g=f[i+16>>2]|0;b:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&j;else if(j>>>0<g>>>0)h=j;else h=(j>>>0)%(g>>>0)|0;c=f[(f[c>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){if(d)while(1){g=f[c+4>>2]|0;d=(g|0)==(j|0);if(!(d|(g&e|0)==(h|0)))break b;if(d)if((f[c+8>>2]|0)==(j|0))break a;c=f[c>>2]|0;if(!c)break b}do{d=f[c+4>>2]|0;if((d|0)==(j|0)){if((f[c+8>>2]|0)==(j|0))break a}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break b}c=f[c>>2]|0}while((c|0)!=0)}}}while(0);a=f[a>>2]|0;if(!a){k=25;break}}if((k|0)==25)return;b[i+44>>0]=1;return}function D1a(a,b,c){a=a|0;b=b|0;c=c|0;a=f[a+4>>2]|0;if((f[b>>2]|0)>>>0>=(f[a+828>>2]|0)>>>0)return;b=i1a(a+408|0,b)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];f[b+20>>2]=f[c+20>>2];return}function E1a(a,b){a=a|0;b=b|0;return}function F1a(a){a=a|0;var b=0;f[a>>2]=39368;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;K3a(a);sOb(a);return}function G1a(a){a=a|0;var b=0,c=0;f[a>>2]=39368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}K3a(b);sOb(b);sOb(a);return}function H1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;i=a+4|0;c=f[i>>2]|0;a=c+116|0;h=b[a>>0]|0;if(h&4){b[a>>0]=h&-5;lQa((f[c>>2]|0)+92|0);c=f[i>>2]|0}c=f[c>>2]|0;if(d>>>0<69&(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)){g=f[(f[i>>2]|0)+4>>2]|0;f[j>>2]=f[9952];CQa(g,j);u=k;return}if((e|0)!=-2){u=k;return}if(!(nYa(c)|0)){u=k;return}f[(f[i>>2]|0)+100>>2]=g;u=k;return}function I1a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j+24|0;i=j;if((c|0)!=2){u=j;return}g=a+4|0;a=(f[g>>2]|0)+116|0;c=b[a>>0]|0;if(c&4){u=j;return}b[a>>0]=c|4;a=(f[g>>2]|0)+116|0;c=b[a>>0]|0;do if(c&8){b[a>>0]=c&-9;d=f[g>>2]|0;a=f[d>>2]|0;d=f[d+4>>2]|0;if((zSa(d)|0)<=0){Y8a(f[a+240>>2]|0);break}e=i+16|0;f[i>>2]=39772;f[i+4>>2]=a;f[e>>2]=i;b[h>>0]=1;a=d+8|0;c=f[a>>2]|0;if(c>>>0<(f[d+12>>2]|0)>>>0){f[c+16>>2]=c;h=f[e>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,c);h=f[a>>2]|0;b[c+24>>0]=1;f[a>>2]=h+32}else Qha(d+4|0,i,h);a=f[e>>2]|0;if((i|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);lQa((f[f[g>>2]>>2]|0)+104|0);u=j;return}function J1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+16|0;d=g+4|0;e=g;if(!c){u=g;return}do switch(c&-2113929217|0){case 1:{c=8;break}case 2:{c=5;break}case 3:{c=4;break}case 4:{c=6;break}case 5:{c=c>>>30|2;break}case 6:{c=9;break}case 7:{c=7;break}case 8:{c=1;break}case 9:{c=10;break}case 10:{c=0;break}case 11:{c=14;break}case 12:{c=16;break}default:{u=g;return}}while(0);a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,c);u=g;return}function K1a(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;var k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+848|0;o=w+832|0;q=w+824|0;r=w+72|0;s=w+48|0;t=w+24|0;v=w;m=a+4|0;a=f[m>>2]|0;k=a+116|0;l=b[k>>0]|0;if(l&4){b[k>>0]=l&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=w;return}n=f[(f[m>>2]|0)+4>>2]|0;a=BQa(n)|0;f[o>>2]=a;f[o+4>>2]=j;ERa(q,n,o);a=f[q>>2]|0;if(!a){i8a(r,f[(f[f[m>>2]>>2]|0)+240>>2]|0);k=f[r>>2]|0;a=r+4|0;j=f[a>>2]|0;f[r>>2]=0;f[a>>2]=0;f[q>>2]=k;k=q+4|0;l=f[k>>2]|0;f[k>>2]=j;if(l|0){iOb(l);a=f[a>>2]|0;if(a|0)iOb(a)}bRa(n,q,o)|0;a=f[q>>2]|0}else k=q+4|0;p[s>>3]=+p[d>>3];p[s+8>>3]=+p[d+8>>3];p[s+16>>3]=+p[d+16>>3];p[t>>3]=+p[e>>3];p[t+8>>3]=+p[e+8>>3];p[t+16>>3]=+p[e+16>>3];p[v>>3]=+p[g>>3];p[v+8>>3]=+p[g+8>>3];p[v+16>>3]=+p[g+16>>3];aAa(r,(c|0)==3?2:(c|0)!=1&1,s,t,v,h,i,0.0);o8a(a,r);a=f[k>>2]|0;if(a|0)iOb(a);u=w;return}function L1a(a,b,c,d,e,g,h){a=a|0;b=+b;c=+c;d=+d;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+48|0;m=p+32|0;l=p+24|0;k=p+16|0;o=p+8|0;n=p;i=a+4|0;j=f[(f[i>>2]|0)+4>>2]|0;a=BQa(j)|0;f[k>>2]=a;f[k+4>>2]=h;ERa(o,j,k);if(!(f[o>>2]|0)){i8a(m,f[(f[f[i>>2]>>2]|0)+240>>2]|0);q=f[m>>2]|0;a=m+4|0;r=f[a>>2]|0;f[m>>2]=0;f[a>>2]=0;f[o>>2]=q;q=o+4|0;h=f[q>>2]|0;f[q>>2]=r;if(h|0){iOb(h);a=f[a>>2]|0;if(a|0)iOb(a)}bRa(j,o,k)|0}if(b>=0.0)q8a(f[o>>2]|0,b)|0;if(c>=0.0)r8a(f[o>>2]|0,c)|0;if(d>=0.0)s8a(f[o>>2]|0,d)|0;h=f[i>>2]|0;a=BQa(j)|0;do if(!g){f[n>>2]=0;f[n+4>>2]=0}else{if(!e){f[n>>2]=0;f[n+4>>2]=0;break}if((g|0)!=1){f[n>>2]=0;f[n+4>>2]=0;break}r=f[h+4>>2]|0;q=f[e>>2]|0;f[l>>2]=a;f[l+4>>2]=q;sRa(m,r,l);a=f[m>>2]|0;if(!a){f[n>>2]=0;f[n+4>>2]=0}else QFa(n,a);a=f[m+4>>2]|0;if(a|0)iOb(a);if(f[n>>2]|0)p8a(f[o>>2]|0,n)|0}while(0);a=f[n+4>>2]|0;if(a|0)iOb(a);a=f[o+4>>2]|0;if(!a){u=p;return}iOb(a);u=p;return}function M1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;i=h;f[i>>2]=g;Th[f[(f[a>>2]|0)+184>>2]&127](a,c,d,e,i,(b[(f[a+4>>2]|0)+116>>0]&64)!=0);u=h;return}function N1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;d=u;u=u+48|0;h=d+32|0;i=d;g=d+8|0;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[i>>2]=e;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[c>>2];f[g+16>>2]=f[c+4>>2];f[g+20>>2]=f[c+8>>2];f[h>>2]=f[i>>2];D1a(a,h,g);u=d;return}function O1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=u;u=u+32|0;g=h;if(!e){u=h;return}if(b[d+(e+-1)>>0]|0){u=h;return}e=d+e+-1|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;if((e|0)!=(d|0)){do{d=d3a(g,d,e)|0;if(!d)break;e3a(a,c,g)|0}while((d|0)!=(e|0));if((b[g+12+11>>0]|0)<0)sOb(f[g+12>>2]|0)}d=f[g>>2]|0;if(d|0){c=g+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{a=e+-24|0;f[c>>2]=a;e=e+-12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);e=f[c>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}u=h;return}function P1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=a+4|0;a=f[h>>2]|0;i=a+116|0;j=b[i>>0]|0;if(j&4){b[i>>0]=j&-5;lQa((f[a>>2]|0)+92|0);a=f[h>>2]|0}j=f[(f[a>>2]|0)+240>>2]|0;fab(j,d,e,c,g);u9a(j);return}function Q1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l;a=a+4|0;h=f[a>>2]|0;i=h+116|0;j=b[i>>0]|0;if(j&4){b[i>>0]=j&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=l;return}f[k>>2]=c;f[k+4>>2]=d;if(aRa(f[(f[a>>2]|0)+4>>2]|0,k,e,g)|0)s1a(f[(f[f[a>>2]>>2]|0)+244>>2]|0,k,0);u=l;return}function R1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g;if(!b){u=g;return}f[e>>2]=b;f[e+4>>2]=c;m1a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,e,d&-134217729,d&134217728|0?1:2);u=g;return}function S1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+8|0;h=j+4|0;i=j;a=f[a+4>>2]|0;e=f[a>>2]|0;a=f[a+4>>2]|0;if((d|0)<11){switch(d|0){case 9:break;default:{u=j;return}}f[i>>2]=c;f[g>>2]=f[i>>2];oYa(e,g);u=j;return}if((d|0)<536870919){switch(d|0){case 11:break;default:{u=j;return}}f[h>>2]=c;f[g>>2]=f[h>>2];KQa(a,e,g)|0;u=j;return}else{switch(d|0){case 536870919:break;default:{u=j;return}}f[g>>2]=b;f[g+4>>2]=c;rRa(a,g)|0;u=j;return}}function T1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=e&268435456;if(!(h|b))return;do switch(e&-2113929217|0){case 1:{g=8;break}case 2:{g=5;break}case 3:{g=4;break}case 4:{g=6;break}case 5:{g=2;break}case 6:{g=9;break}case 7:{g=7;break}case 8:{g=1;break}case 9:{g=10;break}case 10:{g=0;break}case 11:{g=14;break}case 12:{g=16;break}default:return}while(0);g=MMa(g)|0;w1a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,g,(h>>>28|e>>>24&2)^1,b,d,c,1);return}function U1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;k=l;i=l+8|0;a=f[a+4>>2]|0;g=f[a>>2]|0;j=f[g+240>>2]|0;switch(e|0){case 1:{a=f[a+4>>2]|0;f[h>>2]=b;f[h+4>>2]=c;zRa(k,a,h);a=f[k>>2]|0;if(a|0)if(Sg[f[(f[a>>2]|0)+24>>2]&255](a,d,1)|0){g=f[(f[k>>2]|0)+44>>2]|0;a=f[g+112>>2]|0;g=f[g+116>>2]|0;if((a|0)!=(g|0))do{AKa(f[a>>2]|0)|0;a=a+4|0}while((a|0)!=(g|0));Y8a(j)}a=f[k+4>>2]|0;if(a|0)iOb(a);u=l;return}case 3:{k=f[g+244>>2]|0;f[i>>2]=c;f[h>>2]=f[i>>2];S_a(k,d,h);u=l;return}default:{u=l;return}}}function V1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=u;u=u+32|0;h=g+20|0;i=g+16|0;j=g+12|0;m=g+8|0;l=g+4|0;k=g;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[m>>2]=b;f[l>>2]=c;f[k>>2]=d;f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];c$a(a,e,j,i,h);u=g;return}function W1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;b=u;u=u+32|0;g=b+16|0;h=b+12|0;l=b+8|0;j=b+4|0;i=b;a=a+4|0;k=f[(f[a>>2]|0)+4>>2]|0;f[l>>2]=c;f[g>>2]=f[l>>2];CQa(k,g);a=f[(f[f[a>>2]>>2]|0)+244>>2]|0;f[j>>2]=c;f[i>>2]=d;f[h>>2]=f[j>>2];f[g>>2]=f[i>>2];U_a(a,e,h,g);u=b;return}function X1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;k=n+16|0;j=n;l=n+12|0;m=n+8|0;a=a+4|0;d=f[a>>2]|0;h=f[d>>2]|0;i=f[d+4>>2]|0;c=f[h+240>>2]|0;d=d+116|0;e=b[d>>0]|0;if(!(e&16)){e=BQa(i)|0;a=f[(f[a>>2]|0)+100>>2]|0;f[j>>2]=e;f[j+4>>2]=a;ERa(k,i,j);if(f[k>>2]|0)U9a(c,k,1);c=f[k+4>>2]|0;if(c|0)iOb(c)}else b[d>>0]=e&-65;j=f[h+244>>2]|0;Jkb(DSa(i)|0,j);f[l>>2]=g;f[k>>2]=f[l>>2];f[m>>2]=g;f[k>>2]=f[m>>2];h1a(j,k,12);u=n;return}function Y1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=a+4|0;a=f[e>>2]|0;g=a+116|0;h=b[g>>0]|0;if(h&4){b[g>>0]=h&-5;lQa((f[a>>2]|0)+92|0);a=f[e>>2]|0}c3a((f[a>>2]|0)+116|0,c,d);return}function Z1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;j=s+32|0;o=s+24|0;p=s+8|0;q=s;n=a+4|0;a=f[n>>2]|0;h=a+116|0;i=b[h>>0]|0;if(i&4){b[h>>0]=i&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=s;return}f[j>>2]=c;f[j+4>>2]=d;if(e|0){wRa(o,f[(f[n>>2]|0)+4>>2]|0,j);a=f[o>>2]|0;if(!a){l=pOb(24)|0;f[l+4>>2]=0;f[l+8>>2]=0;f[l>>2]=39624;m=l+12|0;mLa(m);f[o>>2]=m;m=o+4|0;a=f[m>>2]|0;f[m>>2]=l;if(a|0)iOb(a);XQa(f[(f[n>>2]|0)+4>>2]|0,o,j)|0;a=f[o>>2]|0}mLa(p);tLa(p,a);h=f[p>>2]|0;if(h|0){j=p+4|0;i=f[j>>2]|0;if((i|0)!=(h|0)){do{d=i+-16|0;f[j>>2]=d;i=f[i+-12>>2]|0;if(!i)i=d;else{iOb(i);i=f[j>>2]|0}}while((i|0)!=(h|0));h=f[p>>2]|0}sOb(h)}if(g|0){k=p+4|0;l=q+4|0;d=0;while(1){i=e+(d<<2)|0;j=d;do{j=j+1|0;m=j>>>0<g>>>0;if(!m){r=23;break}h=f[i>>2]|0}while((f[e+(j<<2)>>2]|0)==(h|0));if((r|0)==23){r=0;h=f[i>>2]|0}if((h|0)!=-1){f[p>>2]=c;f[k>>2]=h;vRa(q,f[(f[n>>2]|0)+4>>2]|0,p);if(f[q>>2]|0)nLa(a,d,j-d|0,q);h=f[l>>2]|0;if(h|0)iOb(h)}if(m)d=j;else break}}a=f[o+4>>2]|0;if(a|0)iOb(a)}u=s;return}function _1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;j=o+32|0;l=o+24|0;m=o+8|0;n=o;k=a+4|0;a=f[k>>2]|0;h=a+116|0;i=b[h>>0]|0;if(i&4){b[h>>0]=i&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=o;return}f[j>>2]=c;f[j+4>>2]=d;if(e|0){wRa(l,f[(f[k>>2]|0)+4>>2]|0,j);a=f[l>>2]|0;if(!a){i=pOb(24)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=39624;d=i+12|0;mLa(d);f[l>>2]=d;d=l+4|0;a=f[d>>2]|0;f[d>>2]=i;if(a|0)iOb(a);XQa(f[(f[k>>2]|0)+4>>2]|0,l,j)|0;a=f[l>>2]|0}mLa(m);tLa(m,a);h=f[m>>2]|0;if(h|0){j=m+4|0;i=f[j>>2]|0;if((i|0)!=(h|0)){do{d=i+-16|0;f[j>>2]=d;i=f[i+-12>>2]|0;if(!i)i=d;else{iOb(i);i=f[j>>2]|0}}while((i|0)!=(h|0));h=f[m>>2]|0}sOb(h)}if(g|0){i=m+4|0;d=n+4|0;h=0;do{j=f[e+(h*12|0)+8>>2]|0;f[m>>2]=c;f[i>>2]=j;vRa(n,f[(f[k>>2]|0)+4>>2]|0,m);if(f[n>>2]|0)nLa(a,f[e+(h*12|0)>>2]|0,f[e+(h*12|0)+4>>2]|0,n);j=f[d>>2]|0;if(j|0)iOb(j);h=h+1|0}while((h|0)!=(g|0))}a=f[l+4>>2]|0;if(a|0)iOb(a)}u=o;return}function $1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+80|0;i=m+16|0;l=m+8|0;j=m;k=a+4|0;g=f[k>>2]|0;h=g+116|0;a=b[h>>0]|0;if(a&4){b[h>>0]=a&-5;lQa((f[g>>2]|0)+92|0)}if(!c){u=m;return}f[i>>2]=f[e>>2];f[i+16>>2]=f[e+12>>2];f[i+32>>2]=f[e+24>>2];f[i+48>>2]=f[e+36>>2];f[i+4>>2]=f[e+4>>2];f[i+20>>2]=f[e+16>>2];f[i+36>>2]=f[e+28>>2];f[i+52>>2]=f[e+40>>2];f[i+8>>2]=f[e+8>>2];f[i+24>>2]=f[e+20>>2];f[i+40>>2]=f[e+32>>2];f[i+56>>2]=f[e+44>>2];f[i+12>>2]=0;f[i+28>>2]=0;f[i+44>>2]=0;f[i+60>>2]=1065353216;f[l>>2]=c;f[l+4>>2]=d;g=f[(f[k>>2]|0)+4>>2]|0;IIa(j,i);g=UQa(g,j,l)|0;a=f[j+4>>2]|0;if(a|0)iOb(a);if(g)o1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,l,0);u=m;return}function a2a(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;r=s+24|0;p=s+16|0;q=s;n=a+4|0;a=f[n>>2]|0;j=a+116|0;k=b[j>>0]|0;if(k&4){b[j>>0]=k&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=s;return}f[r>>2]=0;o=r+4|0;f[o>>2]=0;f[r+8>>2]=0;if(!g)a=0;else{fEa(r,g);a=f[r>>2]|0}bQb(a|0,i|0,g*12|0)|0;i=h+(e<<2)|0;f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;l=h;a=e<<2;j=a>>2;if(j|0){if(j>>>0>1073741823)AMb(q);g=pOb(a)|0;f[m>>2]=g;f[q>>2]=g;f[q+8>>2]=g+(j<<2);if(e|0){k=i+-4|0;a=h;j=g;while(1){f[j>>2]=f[a>>2];a=a+4|0;if((a|0)==(i|0))break;else j=j+4|0}f[m>>2]=g+(((k-l|0)>>>2)+1<<2)}}jqb(p,r,q);a=f[q>>2]|0;if(a|0){j=f[m>>2]|0;if((j|0)!=(a|0))f[m>>2]=j+(~((j+-4-a|0)>>>2)<<2);sOb(a)}a=f[(f[n>>2]|0)+4>>2]|0;f[q>>2]=c;f[q+4>>2]=d;cRa(a,p,q)|0;a=f[p+4>>2]|0;if(a|0)iOb(a);a=f[r>>2]|0;if(a|0){j=f[o>>2]|0;if((j|0)!=(a|0))f[o>>2]=j+(~(((j+-12-a|0)>>>0)/12|0)*12|0);sOb(a)}u=s;return}function b2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+64|0;r=w+56|0;s=w+16|0;t=w+8|0;v=w;q=a+4|0;h=f[q>>2]|0;a=h+116|0;g=b[a>>0]|0;if(g&4){b[a>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=w;return}Rpb(r);a=f[e>>2]|0;i=f[e+4>>2]|0;if((a|0)!=(i|0)){j=s+24|0;k=s+16|0;l=s+4|0;m=t+4|0;n=v+4|0;o=t+4|0;p=v+4|0;do{Gpb(s);h=a+16|0;g=f[h>>2]|0;if(g&2){Jpb(s,1);g=f[h>>2]|0}if(g&1|0)Hpb(s,1);g=f[a+12>>2]|0;if(g|0){f[t>>2]=c;f[o>>2]=g;uRa(v,f[(f[q>>2]|0)+4>>2]|0,t);if(f[v>>2]|0)Ipb(s,v);g=f[p>>2]|0;if(g|0)iOb(g)}g=f[a>>2]|0;e=f[a+4>>2]|0;if((g|0)!=(e|0))do{h=f[g>>2]|0;f[t>>2]=c;f[m>>2]=h;FRa(v,f[(f[q>>2]|0)+4>>2]|0,t);if(f[v>>2]|0)Kpb(s,v);h=f[n>>2]|0;if(h|0)iOb(h);g=g+4|0}while((g|0)!=(e|0));eqb(f[r>>2]|0,s);g=f[j>>2]|0;if(g|0)iOb(g);g=f[k>>2]|0;if(g|0)iOb(g);g=f[s>>2]|0;if(g|0){h=f[l>>2]|0;if((h|0)!=(g|0)){do{e=h+-8|0;f[l>>2]=e;h=f[h+-4>>2]|0;if(!h)h=e;else{iOb(h);h=f[l>>2]|0}}while((h|0)!=(g|0));g=f[s>>2]|0}sOb(g)}a=a+20|0}while((a|0)!=(i|0))}a=f[(f[q>>2]|0)+4>>2]|0;f[s>>2]=c;f[s+4>>2]=d;dRa(a,r,s)|0;a=f[r+4>>2]|0;if(a|0)iOb(a);u=w;return}function c2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;h=n+24|0;i=n+8|0;j=n;k=a+4|0;l=f[k>>2]|0;m=l+116|0;g=b[m>>0]|0;if(g&4){b[m>>0]=g&-5;lQa((f[l>>2]|0)+92|0)}if(!c){u=n;return}PHa(h);g=f[e+4>>2]|0;l=f[e+8>>2]|0;m=f[e+12>>2]|0;f[i>>2]=f[e>>2];f[i+4>>2]=g;f[i+8>>2]=l;f[i+12>>2]=m;_Ha(f[h>>2]|0,i);f[j>>2]=c;f[j+4>>2]=d;if(WQa(f[(f[k>>2]|0)+4>>2]|0,h,j)|0){n1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,j,0);I2a(f[k>>2]|0,a)}a=f[h+4>>2]|0;if(a|0)iOb(a);u=n;return}function d2a(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=+h;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+96|0;w=z+72|0;t=z+64|0;x=z+56|0;n=z+40|0;v=z+32|0;r=z+8|0;s=z;y=a+4|0;o=f[y>>2]|0;p=o+116|0;q=b[p>>0]|0;if(q&4){b[p>>0]=q&-5;lQa((f[o>>2]|0)+92|0)}if(!c){u=z;return}PHa(x);o=f[e+4>>2]|0;p=f[e+8>>2]|0;q=f[e+12>>2]|0;f[n>>2]=f[e>>2];f[n+4>>2]=o;f[n+8>>2]=p;f[n+12>>2]=q;_Ha(f[x>>2]|0,n);$Ha(f[x>>2]|0,i);aIa(f[x>>2]|0,h);bIa(f[x>>2]|0,g);if((l|0)!=0&(m|0)!=0){DDa(w,f[l+8>>2]|0);m=f[l+4>>2]|0;if(m|0){f[t>>2]=c;f[t+4>>2]=m;uRa(v,f[(f[y>>2]|0)+4>>2]|0,t);m=f[v>>2]|0;if(m|0){e=f[x>>2]|0;f[r>>2]=f[m>>2];f[r+8>>2]=f[m+16>>2];f[r+16>>2]=f[m+48>>2];f[r+4>>2]=f[m+4>>2];f[r+12>>2]=f[m+20>>2];f[r+20>>2]=f[m+52>>2];YHa(e,r)}m=f[v+4>>2]|0;if(m|0)iOb(m)}l=f[l>>2]|0;f[t>>2]=c;f[t+4>>2]=l;sRa(v,f[(f[y>>2]|0)+4>>2]|0,t);if(f[v>>2]|0){Lwb(r);FDa(w,r);PFa(s,f[v>>2]|0,r);if(f[s>>2]|0){uIa(f[x>>2]|0,f[w+16>>2]|0);XHa(f[x>>2]|0,s)}m=f[s+4>>2]|0;if(m|0)iOb(m)}m=f[v+4>>2]|0;if(m|0)iOb(m)}m=f[y>>2]|0;do if(!k){f[v>>2]=0;f[v+4>>2]=0}else{if(!j){f[v>>2]=0;f[v+4>>2]=0;break}if((k|0)!=1){f[v>>2]=0;f[v+4>>2]=0;break}m=f[m+4>>2]|0;k=f[j>>2]|0;f[t>>2]=c;f[t+4>>2]=k;sRa(w,m,t);m=f[w>>2]|0;if(!m){f[v>>2]=0;f[v+4>>2]=0}else QFa(v,m);m=f[w+4>>2]|0;if(m|0)iOb(m);if(f[v>>2]|0)WHa(f[x>>2]|0,v)}while(0);m=f[v+4>>2]|0;if(m|0)iOb(m);f[w>>2]=c;f[w+4>>2]=d;if(WQa(f[(f[y>>2]|0)+4>>2]|0,x,w)|0){n1a(f[(f[f[y>>2]>>2]|0)+244>>2]|0,w,0);I2a(f[y>>2]|0,a)}m=f[x+4>>2]|0;if(m|0)iOb(m);u=z;return}function e2a(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r,s,t,v){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=+p;q=+q;r=+r;s=+s;t=+t;v=v|0;var w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+112|0;z=D+88|0;A=D+96|0;m=D+72|0;y=D+64|0;B=D+40|0;x=D+32|0;l=D+24|0;w=D;f[z>>2]=c;C=a+4|0;n=f[C>>2]|0;v=n+116|0;k=b[v>>0]|0;if(k&4){b[v>>0]=k&-5;lQa((f[n>>2]|0)+92|0)}if(!c){u=D;return}PHa(A);oIa(f[A>>2]|0,1);v=f[o+4>>2]|0;k=f[o+8>>2]|0;c=f[o+12>>2]|0;f[m>>2]=f[o>>2];f[m+4>>2]=v;f[m+8>>2]=k;f[m+12>>2]=c;_Ha(f[A>>2]|0,m);f[y>>2]=z;f[y+4>>2]=a;if(e|0){DDa(B,f[e+8>>2]|0);uIa(f[A>>2]|0,f[B+16>>2]|0);m=f[e+4>>2]|0;if(m|0){f[x>>2]=f[z>>2];f[x+4>>2]=m;uRa(l,f[(f[C>>2]|0)+4>>2]|0,x);m=f[l>>2]|0;if(m|0){o=f[A>>2]|0;f[w>>2]=f[m>>2];f[w+8>>2]=f[m+16>>2];f[w+16>>2]=f[m+48>>2];f[w+4>>2]=f[m+4>>2];f[w+12>>2]=f[m+20>>2];f[w+20>>2]=f[m+52>>2];YHa(o,w)}m=f[l+4>>2]|0;if(m|0)iOb(m)}Z2a(x,y,e);if(f[x>>2]|0)XHa(f[A>>2]|0,x);m=f[x+4>>2]|0;if(m|0)iOb(m)}if(g|0){Z2a(B,y,g);if(f[B>>2]|0)wIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}if(h|0){Z2a(B,y,h);if(f[B>>2]|0)yIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}if((i|0)!=0|(j|0)!=0){Z2a(B,y,i);if(f[B>>2]|0)xIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}qIa(f[A>>2]|0,q);rIa(f[A>>2]|0,r);f[B>>2]=f[z>>2];f[B+4>>2]=d;if(WQa(f[(f[C>>2]|0)+4>>2]|0,A,B)|0){n1a(f[(f[f[C>>2]>>2]|0)+244>>2]|0,B,0);I2a(f[C>>2]|0,a)}m=f[A+4>>2]|0;if(m|0)iOb(m);u=D;return}function f2a(a,b,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0;s=u;u=u+64|0;r=s;f[r>>2]=b;f[r+4>>2]=c;c=r+8|0;f[c>>2]=d;f[c+4>>2]=e;f[r+16>>2]=g;f[r+20>>2]=h;f[r+24>>2]=i;f[r+28>>2]=j;f[r+32>>2]=k;f[r+36>>2]=l;f[r+40>>2]=m;f[r+44>>2]=n;f[r+48>>2]=o;f[r+52>>2]=p;f[r+56>>2]=q;if(J2a(a,r)|0){u=s;return}a=f[a+4>>2]|0;m=a+108|0;b=f[m>>2]|0;if((b|0)==(f[a+112>>2]|0)){Y2a(a+104|0,r);u=s;return}else{a=r;l=b+64|0;do{f[b>>2]=f[a>>2];b=b+4|0;a=a+4|0}while((b|0)<(l|0));f[m>>2]=(f[m>>2]|0)+64;u=s;return}}function g2a(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;r=A+56|0;z=A+40|0;q=A+48|0;s=A+16|0;y=A+24|0;v=A+8|0;w=A;x=a+4|0;a=f[x>>2]|0;o=a+116|0;p=b[o>>0]|0;if(p&4){b[o>>0]=p&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=A;return}t=f[(f[x>>2]|0)+4>>2]|0;f[q>>2]=c;f[r>>2]=f[q>>2];IQa(z,t,r);a=f[z>>2]|0;if(a|0){f[s>>2]=d;f[y>>2]=i;f[y+4>>2]=j;f[y+8>>2]=k;f[y+12>>2]=m;f[r>>2]=f[s>>2];YFa(a,r,y)}f[r>>2]=c;f[r+4>>2]=d;LRa(y,t,r);o=v+4|0;p=w+4|0;if((e|0)!=-1){d=BQa(t)|0;f[v>>2]=d;f[o>>2]=e;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,0,w);a=f[p>>2]|0;if(a|0)iOb(a)}if((g|0)!=-1){e=BQa(t)|0;f[v>>2]=e;f[o>>2]=g;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,1,w);a=f[p>>2]|0;if(a|0)iOb(a)}if((h|0)!=-1){g=BQa(t)|0;f[v>>2]=g;f[o>>2]=h;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,2,w);a=f[p>>2]|0;if(a|0)iOb(a)}o=v+4|0;p=w+4|0;if(i|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=i;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,0,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(j|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=j;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,1,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(k|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=k;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,2,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(l|0){f[v>>2]=c;f[v+4>>2]=l;GRa(w,t,v);if(f[w>>2]|0)OKa(f[y>>2]|0,w);a=f[w+4>>2]|0;if(a|0)iOb(a)}if((m|0)!=-1){o=f[y>>2]|0;a=b[o+193>>0]|0;if(!(a&1)){HJa(o,1,(m&1|0)!=0,0)|0;o=f[y>>2]|0;a=b[o+193>>0]|0}if(!(a&2)){HJa(o,2,(m&2|0)!=0,0)|0;o=f[y>>2]|0;a=b[o+193>>0]|0}if(!(a&4))HJa(o,4,(m&4|0)!=0,0)|0}K2a(f[y>>2]|0,n);if(f[(f[y>>2]|0)+4>>2]|0)Y8a(f[(f[f[x>>2]>>2]|0)+240>>2]|0);a=f[y+4>>2]|0;if(a|0)iOb(a);a=f[z+4>>2]|0;if(a|0)iOb(a);u=A;return}function h2a(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=+e;g=+g;h=+h;i=+i;j=j|0;var k=0,l=0,m=0;l=u;u=u+16|0;k=l+8|0;m=l;f[k>>2]=c;f[k+4>>2]=d;a=a+4|0;BRa(m,f[(f[a>>2]|0)+4>>2]|0,k);c=(f[m>>2]|0)==0;d=f[m+4>>2]|0;if(d|0)iOb(d);if(!c){u=l;return}m=V2a((f[a>>2]|0)+80|0,k)|0;n[m>>2]=e;n[m+4>>2]=g;n[m+8>>2]=h;n[m+12>>2]=i;b[m+16>>0]=(j|0)==1&1;u=l;return}function i2a(a,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;y=E+48|0;w=E+40|0;x=E+28|0;B=E+16|0;C=E+8|0;s=E;D=a+4|0;p=f[D>>2]|0;q=p+116|0;r=b[q>>0]|0;if(r&4){b[q>>0]=r&-5;lQa((f[p>>2]|0)+92|0)}if(!c){u=E;return}t=f[(f[D>>2]|0)+4>>2]|0;f[y>>2]=c;f[y+4>>2]=d;f[w>>2]=0;A=w+4|0;f[A>>2]=0;v=(e|0)!=0;do if(v){f[x>>2]=c;f[x+4>>2]=e;zRa(B,t,x);if(!(f[B>>2]|0)){p=f[B+4>>2]|0;if(p|0)iOb(p);break}uMa(C,B);q=f[C>>2]|0;p=C+4|0;z=f[p>>2]|0;f[C>>2]=0;f[p>>2]=0;f[w>>2]=q;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);p=f[p>>2]|0;if(p|0)iOb(p)}if(g|0){f[C>>2]=c;f[C+4>>2]=g;uRa(s,t,C);z=f[s>>2]|0;q=z;if(!z)p=s+4|0;else{r=f[w>>2]|0;p=s+4|0;n=f[p>>2]|0;if(n|0)gOb(n);f[r+36>>2]=q;z=r+40|0;q=f[z>>2]|0;f[z>>2]=n;if(q)iOb(q)}p=f[p>>2]|0;if(p|0)iOb(p)}p=f[B+4>>2]|0;if(p|0)iOb(p);z=26}else{tMa(x);q=f[x>>2]|0;p=x+4|0;z=f[p>>2]|0;f[x>>2]=0;f[p>>2]=0;f[w>>2]=q;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);p=f[p>>2]|0;if(p|0)iOb(p)}JMa(f[(f[w>>2]|0)+44>>2]|0,t,0);z=f[w>>2]|0;f[x>>2]=f[n>>2];f[x+4>>2]=f[n+4>>2];f[x+8>>2]=f[n+8>>2];f[B>>2]=f[o>>2];f[B+4>>2]=f[o+4>>2];f[B+8>>2]=f[o+8>>2];KMa(f[z+44>>2]|0,x,B);z=26}while(0);if((z|0)==26){n=x+4|0;o=B+4|0;if((h|0)!=-1){f[x>>2]=c;f[n>>2]=h;vRa(B,t,x);h=f[B>>2]|0;p=h;if(h|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+4>>2]=p;h=q+8|0;p=f[h>>2]|0;f[h>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}if((i|0)!=-1){f[x>>2]=c;f[n>>2]=i;vRa(B,t,x);i=f[B>>2]|0;p=i;if(i|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+12>>2]=p;i=q+16|0;p=f[i>>2]|0;f[i>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}if((j|0)!=-1){f[x>>2]=c;f[n>>2]=j;vRa(B,t,x);j=f[B>>2]|0;p=j;if(j|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+20>>2]=p;j=q+24|0;p=f[j>>2]|0;f[j>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}f[x>>2]=k;f[x+4>>2]=l;f[x+8>>2]=m;n=B+4|0;o=C+4|0;if(!k)r=0;else{f[B>>2]=c;f[n>>2]=k;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);r=(f[C>>2]|0)!=0;p=f[o>>2]|0;if(p|0)iOb(p)}if(l){f[B>>2]=c;f[n>>2]=l;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);p=(f[C>>2]|0)!=0;q=f[o>>2]|0;if(q|0)iOb(q);r=r|p}if(!m){if(r)z=40}else{f[B>>2]=c;f[n>>2]=m;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);q=(f[C>>2]|0)!=0;p=f[o>>2]|0;if(p|0)iOb(p);if(r|q)z=40}if((z|0)==40){m=f[(f[D>>2]|0)+4>>2]|0;l=pOb(24)|0;f[l+4>>2]=0;f[l+8>>2]=0;f[l>>2]=39568;k=l+12|0;f[k>>2]=f[x>>2];f[k+4>>2]=f[x+4>>2];f[k+8>>2]=f[x+8>>2];p=B+4|0;f[B>>2]=k;f[p>>2]=l;YQa(m,B,y)|0;p=f[p>>2]|0;if(p|0)iOb(p)}if(_Qa(t,w,y)|0){if(v){f[x>>2]=c;f[x+4>>2]=e;zRa(B,t,x);p=f[D>>2]|0;if(!(b[(f[(f[B>>2]|0)+44>>2]|0)+148>>0]&2)){o=G2a(p+60|0,x)|0;g=G2a((f[D>>2]|0)+60|0,y)|0;y=f[o>>2]|0;p=y;if(!y){n=pOb(24)|0;f[n+4>>2]=0;f[n+8>>2]=0;f[n>>2]=39596;r=n+12|0;f[r>>2]=0;f[n+16>>2]=0;f[n+20>>2]=0;f[g>>2]=r;p=g+4|0;q=f[p>>2]|0;f[p>>2]=n;if(!q){p=n;q=n;z=55}else{iOb(q);p=f[p>>2]|0;r=f[g>>2]|0;q=p;if(p)z=55}if((z|0)==55)gOb(p);f[o>>2]=r;z=o+4|0;p=f[z>>2]|0;f[z>>2]=q;if(p|0)iOb(p);p=f[g>>2]|0;f[C>>2]=e;q=p+4|0;r=f[q>>2]|0;if(r>>>0<(f[p+8>>2]|0)>>>0){f[r>>2]=e;f[q>>2]=r+4}else H2a(p,C)}else{q=f[o+4>>2]|0;if(q|0)gOb(q);f[g>>2]=p;e=g+4|0;p=f[e>>2]|0;f[e>>2]=q;if(p|0)iOb(p)}p=f[g>>2]|0;f[C>>2]=d;q=p+4|0;r=f[q>>2]|0;if(r>>>0<(f[p+8>>2]|0)>>>0){f[r>>2]=d;f[q>>2]=r+4}else H2a(p,C)}else v1a(f[(f[p>>2]|0)+244>>2]|0,y,0);p=f[B+4>>2]|0;if(p|0)iOb(p)}I2a(f[D>>2]|0,a)}}p=f[A>>2]|0;if(p|0)iOb(p);u=E;return}function j2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;m=p+32|0;o=p+24|0;n=p+16|0;l=p;f[m>>2]=b;f[m+4>>2]=c;if(!b){u=p;return}if(!((d|0)!=0&g>>>0<e>>>0)){u=p;return}k=f[(f[a+4>>2]|0)+4>>2]|0;j=f[d+(g<<2)>>2]|0;f[n>>2]=b;f[n+4>>2]=j;zRa(o,k,n);if(f[o>>2]|0){h=d+(e<<2)|0;f[l>>2]=0;j=l+4|0;f[j>>2]=0;f[l+8>>2]=0;i=d;a=e<<2;c=a>>2;if(c|0){if(c>>>0>1073741823)AMb(l);g=pOb(a)|0;f[j>>2]=g;f[l>>2]=g;f[l+8>>2]=g+(c<<2);b=h+-4|0;a=d;c=g;while(1){f[c>>2]=f[a>>2];a=a+4|0;if((a|0)==(h|0))break;else c=c+4|0}f[j>>2]=g+(((b-i|0)>>>2)+1<<2)}zMa(n,k,l,o);a=f[l>>2]|0;if(a|0){c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}if(f[n>>2]|0)_Qa(k,n,m)|0;a=f[n+4>>2]|0;if(a|0)iOb(a)}a=f[o+4>>2]|0;if(a|0)iOb(a);u=p;return}function k2a(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;v=E+48|0;D=E+40|0;A=E+32|0;B=E+24|0;C=E+16|0;x=E+8|0;y=E;z=a+4|0;a=f[z>>2]|0;s=a+116|0;t=b[s>>0]|0;if(t&4){b[s>>0]=t&-5;lQa((f[a>>2]|0)+92|0)}if((c|0)==0|(g|0)==0|(h|0)==0){u=E;return}t=k+j|0;w=t+l|0;if(!w){u=E;return}f[v>>2]=c;f[v+4>>2]=d;zRa(D,f[(f[z>>2]|0)+4>>2]|0,v);if(f[D>>2]|0){switch(e&3){case 2:{a=2;s=8;break}case 1:{a=1;s=8;break}default:{a=0;s=9}}if((s|0)==8)if(e&4)s=9;if((s|0)==9)a=a|4;if(e&268435456)a=e>>>2&64|e>>>1&8|e>>>3&512|a|4096;if(e&536870912)a=e>>>2&128|e>>>1&16|e>>>3&1024|a|8192;if(e&1073741824)a=e>>31&32768|e>>>2&256|e>>>1&32|e>>>3&2048|a|16384;f[A>>2]=a|e&196608;a=lMa(A)|0;f[B>>2]=0;s=B+4|0;f[s>>2]=0;a=X(a,h)|0;if(yLa((f[(f[D>>2]|0)+44>>2]|0)+68|0,a,g,w,i)|0){deb((f[z>>2]|0)+12|0,a<<2,B,C,64);ELa((f[(f[D>>2]|0)+44>>2]|0)+68|0,f[C>>2]|0,B)|0;a=f[(f[D>>2]|0)+44>>2]|0;f[a+108>>2]=h;pMa(a,0,j);pMa(f[(f[D>>2]|0)+44>>2]|0,1,k);pMa(f[(f[D>>2]|0)+44>>2]|0,2,l);qMa(f[(f[D>>2]|0)+44>>2]|0,0,0);qMa(f[(f[D>>2]|0)+44>>2]|0,1,j);qMa(f[(f[D>>2]|0)+44>>2]|0,2,t);IDa(f[(f[D>>2]|0)+44>>2]|0,0,m,n);IDa(f[(f[D>>2]|0)+44>>2]|0,1,o,p);IDa(f[(f[D>>2]|0)+44>>2]|0,2,q,r);f[x>>2]=0;a=x+4|0;f[a>>2]=0;deb((f[z>>2]|0)+36|0,w<<1,x,y,64);ELa((f[(f[D>>2]|0)+44>>2]|0)+68|0,f[y>>2]|0,x)|0;nMa(f[(f[D>>2]|0)+44>>2]|0,x);oMa(f[(f[D>>2]|0)+44>>2]|0,f[y>>2]|0);a=f[a>>2]|0;if(a|0)iOb(a);l=f[(f[D>>2]|0)+44>>2]|0;f[l+52>>2]=f[A>>2];rMa(l,B,f[C>>2]|0);JMa(f[(f[D>>2]|0)+44>>2]|0,f[(f[z>>2]|0)+4>>2]|0,1);D2a(f[z>>2]|0,D);if(LMa(f[(f[D>>2]|0)+44>>2]|0,0,0,0)|0)u9a(f[(f[f[z>>2]>>2]|0)+240>>2]|0)}a=f[s>>2]|0;if(a|0)iOb(a)}a=f[D+4>>2]|0;if(a|0)iOb(a);u=E;return}function l2a(a,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;r=y+24|0;x=y+16|0;t=y+12|0;v=y+8|0;w=y;s=a+4|0;a=f[s>>2]|0;p=a+116|0;q=b[p>>0]|0;if(q&4){b[p>>0]=q&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=y;return}h=h+g|0;q=h+i|0;if(!q){u=y;return}f[r>>2]=c;f[r+4>>2]=d;zRa(x,f[(f[s>>2]|0)+4>>2]|0,r);a=f[x>>2]|0;do if(a|0){a=f[(f[a+44>>2]|0)+12>>2]|0;if(a|0)if(f[a>>2]|0)break;switch(e&3){case 2:{a=2;p=10;break}case 1:{a=1;p=10;break}default:{a=0;p=11}}if((p|0)==10)if(e&4)p=11;if((p|0)==11)a=a|4;if(e&268435456)a=e>>>2&64|e>>>1&8|e>>>3&512|a|4096;if(e&536870912)a=e>>>2&128|e>>>1&16|e>>>3&1024|a|8192;if(e&1073741824)a=e>>31&32768|e>>>2&256|e>>>1&32|e>>>3&2048|a|16384;f[t>>2]=a|e&196608;a=lMa(t)|0;if(xLa((f[(f[x>>2]|0)+44>>2]|0)+68|0,X(a,q)|0,0)|0){IDa(f[(f[x>>2]|0)+44>>2]|0,0,j,k);IDa(f[(f[x>>2]|0)+44>>2]|0,1,l,m);IDa(f[(f[x>>2]|0)+44>>2]|0,2,n,o);l=f[(f[x>>2]|0)+44>>2]|0;f[l+52>>2]=f[t>>2];f[l+108>>2]=q;qMa(l,0,0);qMa(f[(f[x>>2]|0)+44>>2]|0,1,g);qMa(f[(f[x>>2]|0)+44>>2]|0,2,h);pMa(f[(f[x>>2]|0)+44>>2]|0,0,0);pMa(f[(f[x>>2]|0)+44>>2]|0,1,0);pMa(f[(f[x>>2]|0)+44>>2]|0,2,0);f[v>>2]=0;f[w>>2]=0;l=w+4|0;f[l>>2]=0;deb((f[s>>2]|0)+12|0,X(q<<2,a)|0,w,v,64);rMa(f[(f[x>>2]|0)+44>>2]|0,w,f[v>>2]|0);a=f[l>>2]|0;if(a|0)iOb(a)}}while(0);a=f[x+4>>2]|0;if(a|0)iOb(a);u=y;return}function m2a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+16|0;j=s+8|0;r=s;q=a+4|0;h=f[q>>2]|0;i=h+116|0;a=b[i>>0]|0;if(a&4){b[i>>0]=a&-5;lQa((f[h>>2]|0)+92|0)}if((c|0)==0|(e|0)==0|(g|0)==0){u=s;return}f[j>>2]=c;f[j+4>>2]=d;zRa(r,f[(f[q>>2]|0)+4>>2]|0,j);a=f[r>>2]|0;do if(a|0){a=f[a+44>>2]|0;h=f[a+12>>2]|0;if(h|0)if(f[h>>2]|0)break;h=lMa(a+52|0)|0;i=h<<2;a=(g>>>0)/(i>>>0)|0;if((X(a,i)|0)==(g|0)){c=f[(f[r>>2]|0)+44>>2]|0;d=f[c+108>>2]|0;j=f[c+40>>2]|0;k=f[c+44>>2]|0;l=f[c+24>>2]|0;m=f[c+28>>2]|0;n=f[c+32>>2]|0;p=m+l+n|0;o=d-p|0;o=a>>>0>o>>>0?o:a;if(o|0){a=j-l|0;a=a>>>0<o>>>0?a:o;t=o-a|0;j=k-j-m|0;j=j>>>0<t>>>0?j:t;m=t-j|0;n=d-k-n|0;pMa(c,0,a+l|0);l=f[(f[r>>2]|0)+44>>2]|0;pMa(l,1,(f[l+28>>2]|0)+j|0);l=f[(f[r>>2]|0)+44>>2]|0;pMa(l,2,(f[l+32>>2]|0)+(n>>>0<m>>>0?n:m)|0);BLa((f[(f[r>>2]|0)+44>>2]|0)+68|0,X(p,h)|0,X(o,h)|0,e)|0;n=f[f[(f[r>>2]|0)+44>>2]>>2]|0;oub(f[n>>2]|0,(f[n+8>>2]|0)+(X(p,i)|0)|0,g,e);if((o+p|0)>>>0>=d>>>0)JMa(f[(f[r>>2]|0)+44>>2]|0,f[(f[q>>2]|0)+4>>2]|0,1);a=f[(f[r>>2]|0)+44>>2]|0;if(b[a+148>>0]&2){D2a(f[q>>2]|0,r);a=f[(f[r>>2]|0)+44>>2]|0}if(LMa(a,p,o,0)|0)u9a(f[(f[f[q>>2]>>2]|0)+240>>2]|0)}}}while(0);a=f[r+4>>2]|0;if(a|0)iOb(a);u=s;return}function n2a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+20|0;j=m+4|0;k=m+16|0;l=m;a=a+4|0;h=f[a>>2]|0;e=h+116|0;g=b[e>>0]|0;if(g&4){b[e>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if((c|0)==0|(d|0)==0){u=m;return 0}h=pOb(72)|0;e=f[(f[a>>2]|0)+4>>2]|0;f[i>>2]=f[d+16>>2];f[i+4>>2]=f[d+20>>2];f[i+8>>2]=f[d+24>>2];f[j>>2]=f[d+28>>2];f[j+4>>2]=f[d+32>>2];f[j+8>>2]=f[d+36>>2];epb(h,e,d,i,j,f[d+8>>2]|0);A2a(f[a>>2]|0,d,h);e=f[(f[a>>2]|0)+4>>2]|0;f[k>>2]=c;f[l>>2]=h;f[i>>2]=f[k>>2];MRa(e,i,l)|0;e=f[l>>2]|0;f[l>>2]=0;if(!e){u=m;return 0}TFa(e);sOb(e);u=m;return 0}function o2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;m=h+4|0;l=h;k=f[(f[a+4>>2]|0)+4>>2]|0;f[m>>2]=e;e=BQa(k)|0;f[l>>2]=e;f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];e=EQa(k,j,i)|0;Th[f[(f[a>>2]|0)+180>>2]&127](a,b,c,d,e,g?0:2);u=h;return}function p2a(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+64|0;m=v+36|0;t=v+40|0;s=v+24|0;p=v+16|0;q=v+8|0;n=v;f[m>>2]=g;o=a+4|0;a=f[o>>2]|0;g=a+116|0;l=b[g>>0]|0;if(l&4){b[g>>0]=l&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=v;return}kvb(t);hvb(s);if(((ODa(e,m,t,s,h,i,j)|0)+-1|0)>>>0>=4){f[p>>2]=c;f[p+4>>2]=d;sRa(q,f[(f[o>>2]|0)+4>>2]|0,p);a=f[q>>2]|0;c=(a|0)!=0;if(c)r=11;else{qFa(n,f[(f[o>>2]|0)+4>>2]|0);a=f[n>>2]|0;l=n+4|0;m=f[l>>2]|0;f[n>>2]=0;f[l>>2]=0;f[q>>2]=a;a=q+4|0;g=f[a>>2]|0;f[a>>2]=m;if(g|0){iOb(g);g=f[l>>2]|0;if(g|0)iOb(g)}if(TQa(f[(f[o>>2]|0)+4>>2]|0,q,p)|0){a=f[q>>2]|0;r=11}}if((r|0)==11){OFa(a,k);if(f[t>>2]|0)LFa(f[q>>2]|0,t);if(f[s>>2]|0)MFa(f[q>>2]|0,s);if(c){r=(f[o>>2]|0)+116|0;b[r>>0]=b[r>>0]|8}r1a(f[(f[f[o>>2]>>2]|0)+244>>2]|0,p,0);a=q+4|0}a=f[a>>2]|0;if(a|0)iOb(a)}a=f[s>>2]|0;f[s>>2]=0;if(a|0)tOb(a);a=f[t>>2]|0;f[t>>2]=0;if(a|0)tOb(a);u=v;return}function q2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n+24|0;l=n+16|0;m=n+8|0;j=n;k=a+4|0;h=f[k>>2]|0;a=h+116|0;g=b[a>>0]|0;if(g&4){b[a>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=n;return}f[i>>2]=c;f[i+4>>2]=e;sRa(l,f[(f[k>>2]|0)+4>>2]|0,i);if(f[l>>2]|0){f[m>>2]=c;f[m+4>>2]=d;g=f[(f[k>>2]|0)+4>>2]|0;xFa(j,l);g=TQa(g,j,m)|0;a=f[j+4>>2]|0;if(a|0)iOb(a);if(g)r1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,m,0)}a=f[l+4>>2]|0;if(a|0)iOb(a);u=n;return}function r2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+8|0;e=h+4|0;g=h;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(c){f[e>>2]=b;f[d>>2]=f[e>>2];C1a(a,d)}f[g>>2]=b;f[d>>2]=f[g>>2];h1a(a,d,13);u=h;return}function s2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+8|0;e=h+4|0;g=h;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(c){f[e>>2]=b;f[d>>2]=f[e>>2];C1a(a,d)}f[g>>2]=b;f[d>>2]=f[g>>2];h1a(a,d,15);u=h;return}function t2a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+12|0;g=k+8|0;i=k+4|0;j=k;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(e){f[g>>2]=b;f[h>>2]=f[g>>2];C1a(a,h);c=0;d=0}f[i>>2]=b;f[h>>2]=f[i>>2];x1a(a,h,c,d);f[j>>2]=b;f[h>>2]=f[j>>2];h1a(a,h,11);u=k;return}function u2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,17);u=c;return}function v2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=a+4|0;z2a(f[a>>2]|0);a=f[(f[f[a>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,18);u=c;return}function w2a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;m=s+24|0;l=s+20|0;o=s+16|0;p=s+12|0;q=s+8|0;r=s+4|0;n=s;a=a+4|0;i=f[a>>2]|0;j=i+116|0;k=b[j>>0]|0;if(k&4){b[j>>0]=k&-5;lQa((f[i>>2]|0)+92|0)}if((d|0)==0|(e|0)==0){u=s;return}k=f[(f[a>>2]|0)+4>>2]|0;f[o>>2]=e;f[m>>2]=f[o>>2];CQa(k,m);f[p>>2]=d;f[q>>2]=e;f[l>>2]=f[p>>2];f[m>>2]=f[q>>2];if(!(JQa(k,c,l,m,g,h)|0)){u=s;return}q=f[(f[f[a>>2]>>2]|0)+244>>2]|0;p=f[(f[q>>2]|0)+12>>2]|0;f[m>>2]=d;f[m+4>>2]=e;oh[p&1023](q,m);q=(f[f[a>>2]>>2]|0)+152|0;f[r>>2]=d;f[n>>2]=e;f[l>>2]=f[r>>2];f[m>>2]=f[n>>2];ima(q,c,l,m);u9a(f[(f[f[a>>2]>>2]|0)+240>>2]|0);u=s;return}function x2a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+832|0;s=B+820|0;v=B+808|0;z=B+800|0;A=B+48|0;w=B+24|0;x=B;y=a+4|0;a=f[y>>2]|0;m=a+116|0;o=b[m>>0]|0;if(o&4){b[m>>0]=o&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=B;return}c=(f[y>>2]|0)+116|0;b[c>>0]=b[c>>0]|16;if(g|0)$Ra(f[(f[y>>2]|0)+4>>2]|0,f[g>>2]|0);f[s>>2]=f[d>>2];m=s+4|0;f[m>>2]=f[d+4>>2];g=s+8|0;f[g>>2]=f[d+8>>2];f[v>>2]=f[e>>2];o=v+4|0;f[o>>2]=f[e+4>>2];d=v+8|0;f[d>>2]=f[e+8>>2];ZRa(f[(f[y>>2]|0)+4>>2]|0,s,v);if(h){c=f[y>>2]|0;h=f[c+4>>2]|0;c=f[(f[c>>2]|0)+240>>2]|0;a=BQa(h)|0;e=f[(f[y>>2]|0)+100>>2]|0;f[A>>2]=a;f[A+4>>2]=e;ERa(z,h,A);if(!(f[z>>2]|0))t=10;else{U9a(c,z,1);a=f[z>>2]|0;if(!a)t=10;else if(!(b[a+788>>0]&1))t=10}if((t|0)==10){r=+n[s>>2];q=+n[v>>2];if(!(r>q)){l=+n[m>>2];k=+n[o>>2];if(!(l>k)){j=+n[g>>2];i=+n[d>>2];if(!(j>i))if(!(r==q&l==k&j==i)){p[w>>3]=r;p[w+8>>3]=l;p[w+16>>3]=j;p[x>>3]=q;p[x+8>>3]=k;p[x+16>>3]=i;fAa(A,w,x,1);if(!(gAa(A,a9a(c)|0)|0)){X8a(c,A,1);if(gAa(A,a9a(c)|0)|0){t9a(c);y2a(c+48|0,A)}}}}}}a=f[z+4>>2]|0;if(a|0)iOb(a)}lQa((f[f[y>>2]>>2]|0)+20|0);u=B;return}function y2a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){oh[f[(f[e>>2]|0)+24>>2]&1023](e,c);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function z2a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;i=j;f[a+100>>2]=0;h=a+72|0;if(f[h>>2]|0){g=a+68|0;c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+20>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[a+64>>2]|0;if(d|0){e=a+60|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}g=a+92|0;if(f[g>>2]|0){d=a+88|0;c=f[d>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);f[d>>2]=0;d=f[a+84>>2]|0;if(d|0){e=a+80|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[g>>2]=0}c=f[a+104>>2]|0;d=a+108|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);d=a+116|0;b[d>>0]=b[d>>0]&-128|64;ceb(i,34962,4194304,262144);f[a+12>>2]=f[i>>2];d=i+4|0;h=f[d>>2]|0;c=i+8|0;g=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[a+16>>2]=h;h=a+20|0;d=f[h>>2]|0;f[h>>2]=g;if(!d){h=a+24|0;g=i+12|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2]}else{iOb(d);c=f[c>>2]|0;h=a+24|0;g=i+12|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];if(c|0)iOb(c)}ceb(i,34963,4194304,262144);f[a+36>>2]=f[i>>2];d=i+4|0;h=f[d>>2]|0;c=i+8|0;g=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[a+40>>2]=h;h=a+44|0;d=f[h>>2]|0;f[h>>2]=g;if(!d){a=a+48|0;i=i+12|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];u=j;return}iOb(d);c=f[c>>2]|0;a=a+48|0;i=i+12|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];if(!c){u=j;return}iOb(c);u=j;return}function A2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;o=r+12|0;p=r;q=c+12|0;n=b+40|0;h=b+44|0;B2a(q,((f[h>>2]|0)-(f[n>>2]|0)|0)/56|0);b=f[n>>2]|0;h=f[h>>2]|0;if((b|0)==(h|0)){u=r;return}i=a+4|0;j=o+4|0;k=o+8|0;l=p+4|0;m=p+8|0;n=c+16|0;g=c+20|0;do{c=f[i>>2]|0;f[o>>2]=f[b+16>>2];f[j>>2]=f[b+20>>2];f[k>>2]=f[b+24>>2];f[p>>2]=f[b+28>>2];f[l>>2]=f[b+32>>2];f[m>>2]=f[b+36>>2];d=b+8|0;e=f[n>>2]|0;if(e>>>0<(f[g>>2]|0)>>>0){epb(e,c,b,o,p,f[d>>2]|0);c=(f[n>>2]|0)+72|0;f[n>>2]=c}else{C2a(q,c,b,o,p,d);c=f[n>>2]|0}A2a(a,b,c+-72|0);b=b+56|0}while((b|0)!=(h|0));u=r;return}function B2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+8|0;d=f[a>>2]|0;c=d;if((((f[k>>2]|0)-d|0)/72|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>59652323)vd();g=f[l>>2]|0;i=pOb(b*72|0)|0;h=i+(((g-d|0)/72|0)*72|0)|0;j=h;i=i+(b*72|0)|0;d=g;if((d|0)==(c|0)){e=j;b=g}else{e=j;b=h;do{d=d+-72|0;fpb(b+-72|0,d);b=e+-72|0;e=b}while((d|0)!=(c|0));b=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;d=b;if((c|0)!=(d|0))do{c=c+-72|0;TFa(c)}while((c|0)!=(d|0));if(!b)return;sOb(b);return}function C2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;i=f[a>>2]|0;j=((f[n>>2]|0)-i|0)/72|0;h=j+1|0;if(h>>>0>59652323)AMb(a);m=a+8|0;i=((f[m>>2]|0)-i|0)/72|0;l=i<<1;h=i>>>0<29826161?(l>>>0<h>>>0?h:l):59652323;do if(!h)k=0;else if(h>>>0>59652323)vd();else{k=pOb(h*72|0)|0;break}while(0);i=k+(j*72|0)|0;j=i;l=k+(h*72|0)|0;epb(i,b,c,d,e,f[g>>2]|0);b=i+72|0;k=f[a>>2]|0;h=f[n>>2]|0;if((h|0)==(k|0)){i=j;j=k;h=k}else{do{h=h+-72|0;fpb(i+-72|0,h);i=j+-72|0;j=i}while((h|0)!=(k|0));i=j;j=f[a>>2]|0;h=f[n>>2]|0}f[a>>2]=i;f[n>>2]=b;f[m>>2]=l;i=j;if((h|0)!=(i|0))do{h=h+-72|0;TFa(h)}while((h|0)!=(i|0));if(!j)return;sOb(j);return}function D2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;m=o+8|0;n=o;v1a(f[(f[a>>2]|0)+244>>2]|0,(f[b>>2]|0)+28|0,0);l=a+60|0;c=E2a(l,(f[b>>2]|0)+28|0)|0;if(!c){u=o;return}d=f[c+16>>2]|0;j=f[c+20>>2]|0;k=(j|0)==0;if(!k)gOb(j);c=f[d>>2]|0;e=f[d+4>>2]|0;if((c|0)!=(e|0)){g=m+4|0;h=a+4|0;i=n+4|0;do{p=f[c>>2]|0;d=f[b>>2]|0;f[m>>2]=f[d+28>>2];f[g>>2]=p;if((p|0)!=(f[d+32>>2]|0)){zRa(n,f[h>>2]|0,m);d=f[n>>2]|0;if(d|0)v1a(f[(f[a>>2]|0)+244>>2]|0,d+28|0,0);d=f[i>>2]|0;if(d|0)iOb(d)}F2a(l,m)|0;c=c+4|0}while((c|0)!=(e|0))}if(k){u=o;return}iOb(j);u=o;return}function E2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function F2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=E2a(a,b)|0;if(!l){l=0;return l|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;b=a+12|0;f[b>>2]=(f[b>>2]|0)+-1;b=f[l+20>>2]|0;if(b|0)iOb(b);sOb(l);l=1;return l|0}function G2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=f[b>>2]|0;l=f[b+4>>2]|0;p=l+-1640531527+(j<<6)+(j>>>2)^j;m=a+4|0;h=f[m>>2]|0;o=(h|0)==0;a:do if(o)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)k=p&i;else if(p>>>0<h>>>0)k=p;else k=(p>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(k<<2)>>2]|0;if(!c)c=k;else{c=f[c>>2]|0;if(!c)c=k;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&i|0)==(k|0))){c=k;break a}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(k|0)){c=k;break a}}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}}}while(0);j=pOb(24)|0;l=b;b=f[l+4>>2]|0;i=j+8|0;f[i>>2]=f[l>>2];f[i+4>>2]=b;f[j+16>>2]=0;f[j+20>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;Q2a(a,c>>>0<d>>>0?d:c);c=f[m>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=33}}else{f[j>>2]=f[c>>2];q=33}if((q|0)==33)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+16|0;return a|0}function H2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function I2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;s=y+8|0;t=y;v=a+104|0;w=a+108|0;c=f[w>>2]|0;if((f[v>>2]|0)==(c|0)){u=y;return}x=a+4|0;k=s+4|0;l=t+4|0;m=s+4|0;n=t+4|0;o=s+4|0;p=t+4|0;q=s+4|0;r=t+4|0;while(1){g=f[x>>2]|0;i=f[(f[a>>2]|0)+244>>2]|0;j=c+-64|0;d=f[c+-48>>2]|0;f[s>>2]=f[j>>2];f[k>>2]=d;zRa(t,g,s);d=(f[t>>2]|0)==0;e=f[l>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,5)|0;if(d<<24>>24==1)h=8;else{c=d;h=24}}else h=8;do if((h|0)==8){h=0;d=f[c+-40>>2]|0;f[s>>2]=f[j>>2];f[m>>2]=d;vRa(t,g,s);d=(f[t>>2]|0)==0;e=f[n>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,3)|0;if(d<<24>>24!=1){c=d;h=24;break}}d=f[c+-36>>2]|0;f[s>>2]=f[j>>2];f[o>>2]=d;vRa(t,g,s);d=(f[t>>2]|0)==0;e=f[p>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,3)|0;if(d<<24>>24!=1){c=d;h=24;break}}c=f[c+-32>>2]|0;f[s>>2]=f[j>>2];f[q>>2]=c;vRa(t,g,s);c=(f[t>>2]|0)==0;d=f[r>>2]|0;if(d|0)iOb(d);if(c){c=B_a(i,s,3)|0;if(c<<24>>24!=1){h=24;break}}J2a(b,j)|0}while(0);if((h|0)==24)if(!(c<<24>>24)){h=26;break}c=(f[w>>2]|0)+-64|0;f[w>>2]=c;if((f[v>>2]|0)==(c|0)){h=26;break}}if((h|0)==26){u=y;return}}function J2a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+64|0;t=x+56|0;w=x+48|0;g=x+40|0;v=x+32|0;l=x+16|0;m=x+8|0;k=x;s=a+4|0;a=f[s>>2]|0;d=a+116|0;e=b[d>>0]|0;if(e&4){b[d>>0]=e&-5;lQa((f[a>>2]|0)+92|0)}a=f[c>>2]|0;if(!a){w=1;u=x;return w|0}r=f[s>>2]|0;q=f[r+4>>2]|0;r=f[r>>2]|0;o=f[c+4>>2]|0;f[t>>2]=a;f[t+4>>2]=o;UIa(w,q);o=f[c+16>>2]|0;f[g>>2]=f[c>>2];f[g+4>>2]=o;zRa(v,q,g);do if(!(f[v>>2]|0))d=0;else{eJa(f[w>>2]|0,v);a=f[c+24>>2]|0;e=f[c+28>>2]|0;g=f[c+32>>2]|0;j=l+4|0;h=m+4|0;i=k+4|0;d=f[v>>2]|0;f[l>>2]=f[d+4>>2];d=f[d+8>>2]|0;f[j>>2]=d;if(d|0)gOb(d);if((a|0)==-1)p=19;else{f[m>>2]=f[c>>2];f[h>>2]=a;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))a=1;else p=15;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=15;else{iOb(a);p=15}}if((p|0)==15)a=0;d=f[i>>2]|0;if(d|0)iOb(d);if(!a)p=19;else a=1}if((p|0)==19){hJa(f[w>>2]|0,0,l);a=0}d=f[j>>2]|0;if(d|0)iOb(d);if(!a){a=f[v>>2]|0;f[l>>2]=f[a+12>>2];a=f[a+16>>2]|0;f[j>>2]=a;if(a|0)gOb(a);if((e|0)==-1)p=96;else{f[m>>2]=f[c>>2];f[h>>2]=e;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))a=1;else p=92;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=92;else{iOb(a);p=92}}if((p|0)==92)a=0;d=f[i>>2]|0;if(d|0)iOb(d);if(!a)p=96;else a=1}if((p|0)==96){hJa(f[w>>2]|0,1,l);a=0}d=f[j>>2]|0;if(d|0)iOb(d);if(!a){a=f[v>>2]|0;f[l>>2]=f[a+20>>2];a=f[a+24>>2]|0;f[j>>2]=a;if(a|0)gOb(a);if((g|0)==-1)p=113;else{f[m>>2]=f[c>>2];f[h>>2]=g;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))d=1;else p=109;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=109;else{iOb(a);p=109}}if((p|0)==109)d=0;a=f[i>>2]|0;if(a|0)iOb(a);if(!d)p=113;else d=1}if((p|0)==113){hJa(f[w>>2]|0,2,l);d=0}a=f[j>>2]|0;if(a|0)iOb(a);if(!d){i=f[c+36>>2]|0;f[l>>2]=i;j=f[c+40>>2]|0;f[l+4>>2]=j;o=f[c+44>>2]|0;f[l+8>>2]=o;if(i|j|o|0){o=f[v>>2]|0;if((Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0)>>>0>1){o=f[(f[s>>2]|0)+4>>2]|0;j=pOb(24)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=39568;i=j+12|0;f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];a=m+4|0;f[m>>2]=i;f[a>>2]=j;ZQa(o,m,t)|0;a=f[a>>2]|0;if(a|0)iOb(a)}}a=f[v>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](k,a);xRa(m,q,k);a=f[m>>2]|0;d=f[w>>2]|0;if(!a)vKa(d,l,258736,258736)|0;else vKa(d,l,a,258736)|0;a=f[m+4>>2]|0;if(a|0)iOb(a);o=f[c+20>>2]|0;f[l>>2]=f[c>>2];f[l+4>>2]=o;uRa(m,q,l);if(f[m>>2]|0)pJa(f[w>>2]|0,0,m);a=f[m+4>>2]|0;if(a|0)iOb(a);a=f[c+48>>2]|0;if(a|0){f[l>>2]=f[c>>2];f[l+4>>2]=a;HRa(m,q,l);if(f[m>>2]|0)OKa(f[w>>2]|0,m);a=f[m+4>>2]|0;if(a|0)iOb(a)}m=c+52|0;HJa(f[w>>2]|0,1,(f[m>>2]&1|0)!=0,0)|0;HJa(f[w>>2]|0,2,(f[m>>2]&2|0)!=0,0)|0;HJa(f[w>>2]|0,4,(f[m>>2]&4|0)!=0,0)|0;K2a(f[w>>2]|0,f[c+56>>2]|0);m=L2a((f[s>>2]|0)+80|0,t)|0;if(m|0){UKa(f[w>>2]|0,b[m+32>>0]|0,m+16|0,+n[m+28>>2]);o=f[s>>2]|0;g=f[o+84>>2]|0;a=f[m+4>>2]|0;h=g+-1|0;i=(h&g|0)==0;do if(i)k=h&a;else{if(a>>>0<g>>>0){k=a;break}k=(a>>>0)%(g>>>0)|0}while(0);j=o+80|0;d=(f[j>>2]|0)+(k<<2)|0;l=f[d>>2]|0;while(1){a=f[l>>2]|0;if((a|0)==(m|0))break;else l=a}do if((l|0)==(o+88|0))p=56;else{a=f[l+4>>2]|0;do if(i)a=a&h;else{if(a>>>0<g>>>0)break;a=(a>>>0)%(g>>>0)|0}while(0);if((a|0)!=(k|0)){p=56;break}e=m}while(0);do if((p|0)==56){a=f[m>>2]|0;if(a|0){a=f[a+4>>2]|0;do if(i)a=a&h;else{if(a>>>0<g>>>0)break;a=(a>>>0)%(g>>>0)|0}while(0);if((a|0)==(k|0)){e=m;break}}f[d>>2]=0;e=m}while(0);d=f[e>>2]|0;a=d;do if(d){d=f[d+4>>2]|0;do if(i)d=d&h;else{if(d>>>0<g>>>0)break;d=(d>>>0)%(g>>>0)|0}while(0);if((d|0)==(k|0))break;f[(f[j>>2]|0)+(d<<2)>>2]=l;a=f[m>>2]|0}while(0);f[l>>2]=a;f[e>>2]=0;p=o+92|0;f[p>>2]=(f[p>>2]|0)+-1;sOb(m)}if(!($Qa(q,w,t,c+8|0)|0)){d=1;break}c=(b[(f[(f[(f[w>>2]|0)+4>>2]|0)+44>>2]|0)+148>>0]&2)!=0;p1a(f[r+244>>2]|0,t,0,c);if(!c){d=1;break}if(b[r+229>>0]|0)if(!(f[(f[w>>2]|0)+196>>2]&16777216)){d=1;break}a=(f[s>>2]|0)+116|0;d=b[a>>0]|0;if(!(d&32)){b[a>>0]=d|32;lQa(r+212|0)}u9a(f[r+240>>2]|0);d=1}else d=0}else d=0}else d=0}while(0);a=f[v+4>>2]|0;if(a|0)iOb(a);a=f[w+4>>2]|0;if(a|0)iOb(a);w=d;u=x;return w|0}function K2a(a,b){a=a|0;b=b|0;if(b&1|0)aJa(a,1);if(b&4|0)bJa(a,1);if(b&8|0)rJa(a,1);if(b&16|0)sJa(a,1);if(b&32|0)vJa(a,1);if(b&64|0)xJa(a,1);if(b&2048|0)yJa(a,1);if(b&8192|0)zJa(a,1);if(b&16384|0)BJa(a,1);if(b&32768|0)AJa(a,1);if(b&256|0)tJa(a,1);if(b&512|0)uJa(a,1);if(!(b&4096))return;IJa(a,7);return}function L2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function M2a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39596;b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function N2a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39596;b=f[a+12>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function O2a(a){a=a|0;var b=0,c=0;c=f[a+12>>2]|0;if(!c)return;a=a+16|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function P2a(a){a=a|0;sOb(a);return}function Q2a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){R2a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;R2a(a,b);return}function R2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function S2a(a){a=a|0;aOb(a);sOb(a);return}function T2a(a){a=a|0;return}function U2a(a){a=a|0;sOb(a);return}function V2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=f[b>>2]|0;l=f[b+4>>2]|0;p=l+-1640531527+(j<<6)+(j>>>2)^j;m=a+4|0;h=f[m>>2]|0;o=(h|0)==0;a:do if(o)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)k=p&i;else if(p>>>0<h>>>0)k=p;else k=(p>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(k<<2)>>2]|0;if(!c)c=k;else{c=f[c>>2]|0;if(!c)c=k;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&i|0)==(k|0))){c=k;break a}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(k|0)){c=k;break a}}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}}}while(0);j=pOb(36)|0;l=b;b=f[l+4>>2]|0;i=j+8|0;f[i>>2]=f[l>>2];f[i+4>>2]=b;i=j+16|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;W2a(a,c>>>0<d>>>0?d:c);c=f[m>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=33}}else{f[j>>2]=f[c>>2];q=33}if((q|0)==33)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+16|0;return a|0}function W2a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){X2a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;X2a(a,b);return}function X2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Y2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;l=f[a>>2]|0;m=(f[i>>2]|0)-l|0;d=m>>6;c=d+1|0;if(c>>>0>67108863)AMb(a);n=a+8|0;g=(f[n>>2]|0)-l|0;h=g>>5;c=g>>6>>>0<33554431?(h>>>0<c>>>0?c:h):67108863;do if(!c){j=0;k=0}else if(c>>>0>67108863)vd();else{k=pOb(c<<6)|0;j=k;break}while(0);h=j+(d<<6)|0;e=j+(c<<6)|0;g=h;c=b;d=g+64|0;do{f[g>>2]=f[c>>2];g=g+4|0;c=c+4|0}while((g|0)<(d|0));if((m|0)>0)bQb(k|0,l|0,m|0)|0;f[a>>2]=j;f[i>>2]=h+64;f[n>>2]=e;if(!l)return;sOb(l);return}function Z2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+64|0;d=h+40|0;i=h+32|0;e=h+24|0;g=h;j=f[b+4>>2]|0;DDa(d,f[c+8>>2]|0);c=f[c>>2]|0;f[i>>2]=f[f[b>>2]>>2];f[i+4>>2]=c;sRa(e,f[(f[j+4>>2]|0)+4>>2]|0,i);if(!(f[e>>2]|0)){b=f[e+4>>2]|0;if(b|0)iOb(b);f[a>>2]=0;f[a+4>>2]=0;u=h;return}else{Lwb(g);FDa(d,g);PFa(a,f[e>>2]|0,g);b=f[e+4>>2]|0;if(b|0)iOb(b);u=h;return}}function _2a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39624;e=a+12|0;b=f[e>>2]|0;if(!b){aOb(a);return}g=a+16|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-16|0;f[g>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);return}function $2a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39624;e=a+12|0;b=f[e>>2]|0;if(!b){aOb(a);sOb(a);return}g=a+16|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-16|0;f[g>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);sOb(a);return}function a3a(a){a=a|0;var b=0,c=0,d=0,e=0;e=a+12|0;b=f[e>>2]|0;if(!b)return;d=a+16|0;a=f[d>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-16|0;f[d>>2]=a;c=f[c+-12>>2]|0;if(c){iOb(c);a=f[d>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[e>>2]|0}sOb(b);return}function b3a(a){a=a|0;sOb(a);return}function c3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;i=o;j=o+24|0;e=f[a>>2]|0;n=a+4|0;k=f[n>>2]|0;if((e|0)==(k|0)){u=o;return}l=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;f[j>>2]=d;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,j);if(b[e+24>>0]|0){f[l>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[l>>2]|0;do if(!g){f[h>>2]=0;m=15}else if((i|0)==(g|0)){f[h>>2]=e;m=f[l>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[h>>2]=g;f[l>>2]=0;g=0;h=0;break}while(0);if((m|0)==15){m=0;h=f[l>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(k|0));e=f[n>>2]|0;if((f[a>>2]|0)==(e|0)){u=o;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{m=30;break}e=e+-32|0;while(1){m=g+-32|0;f[n>>2]=m;if((m|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[n>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){m=30;break}}if((m|0)==30){u=o;return}}function d3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=a+12|0;k=j+11|0;if((b[k>>0]|0)<0){b[f[j>>2]>>0]=0;f[a+16>>2]=0}else{b[j>>0]=0;b[k>>0]=0}h=f[a>>2]|0;i=a+4|0;e=f[i>>2]|0;if((e|0)!=(h|0))do{g=e+-24|0;f[i>>2]=g;e=e+-12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);e=f[i>>2]|0}while((e|0)!=(h|0));f[l>>2]=c;if((c|0)==(d|0)){l=0;u=m;return l|0}e=c+1|0;f[l>>2]=e;if((b[c>>0]|0)!=60){l=0;u=m;return l|0}a:do if((e|0)==(d|0))e=d;else while(1){c=(lAb(b[e>>0]|0)|0)<<24;if(!((c|0)==1593835520|(c+-1610612737|0)>>>0<452984831))break a;c=e;e=e+1|0;f[l>>2]=e;LOb(j,b[c>>0]|0);if((e|0)==(d|0)){e=d;break}}while(0);g=b[k>>0]|0;if(g<<24>>24<0)g=f[a+16>>2]|0;else g=g&255;if((e|0)==(d|0)|(g|0)==0){l=0;u=m;return l|0}switch(b[e>>0]|0){case 32:{e=e+1|0;f[l>>2]=e;break}case 62:break;default:{l=0;u=m;return l|0}}if((e|0)==(d|0)){l=0;u=m;return l|0}while(1){k=(lAb(b[e>>0]|0)|0)<<24;if(!((k|0)==1593835520|(k+-1610612737|0)>>>0<452984831)){g=25;break}if(!(z3a(a,l,d)|0)){e=0;g=27;break}e=f[l>>2]|0;if((e|0)==(d|0)){e=0;g=27;break}}if((g|0)==25){if((b[e>>0]|0)!=62){l=0;u=m;return l|0}d=e+1|0;f[l>>2]=d;l=d;u=m;return l|0}else if((g|0)==27){u=m;return e|0}return 0}function e3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=d+12|0;h=j+11|0;g=b[h>>0]|0;i=d+16|0;e=f[i>>2]|0;do if(((g<<24>>24<0?e:g&255)|0)==24){if(MOb(j,0,-1,191518,24)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=f[d>>2]|0;g=f[d+4>>2]|0;a:do if((e|0)==(g|0))e=0;else{while(1){l=b[e+11>>0]|0;if(((l<<24>>24<0?f[e+4>>2]|0:l&255)|0)==5)if(!(MOb(e,0,-1,191543,5)|0))break;e=e+24|0;if((e|0)==(g|0)){e=0;break a}}e=$Ob(e+12|0,0,10)|0}while(0);f3a((f[f[a+4>>2]>>2]|0)+32|0,c,e);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==14){if(MOb(j,0,-1,191549,14)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}c=(f[f[a+4>>2]>>2]|0)+56|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==13){if(MOb(j,0,-1,191564,13)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=f[d>>2]|0;g=f[d+4>>2]|0;if((e|0)==(g|0)){l=1;u=m;return l|0}while(1){d=b[e+11>>0]|0;if(((d<<24>>24<0?f[e+4>>2]|0:d&255)|0)==4)if(!(MOb(e,0,-1,191578,4)|0))break;e=e+24|0;if((e|0)==(g|0)){e=1;k=55;break}}if((k|0)==55){u=m;return e|0}e=e+12|0;j=(f[f[a+4>>2]>>2]|0)+80|0;if((b[e+11>>0]|0)<0)e=f[e>>2]|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;i=pAb(e)|0;if(i>>>0>4294967279)vOb(l);if(i>>>0<11){h=l+11|0;b[h>>0]=i;if(!i){g=l;e=h}else{g=l;k=31}}else{h=i+16&-16;g=pOb(h)|0;f[l>>2]=g;f[l+8>>2]=h|-2147483648;f[l+4>>2]=i;h=l+11|0;k=31}if((k|0)==31){bQb(g|0,e|0,i|0)|0;e=h}b[g+i>>0]=0;i3a(j,c,l);if((b[e>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==11){if(MOb(j,0,-1,247514,11)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}y$a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==17){if(MOb(j,0,-1,191583,17)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=a+4|0;g=(f[e>>2]|0)+116|0;h=b[g>>0]|0;if(h&2){l=1;u=m;return l|0}b[g>>0]=h|2;c=f[f[e>>2]>>2]|0;gh[f[(f[c>>2]|0)+16>>2]&2047](c);c=(f[f[e>>2]>>2]|0)+68|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==8){if(MOb(j,0,-1,191601,8)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=a+4|0;g=(f[e>>2]|0)+116|0;h=b[g>>0]|0;if(h&1){l=1;u=m;return l|0}b[g>>0]=h|1;c=(f[f[e>>2]>>2]|0)+44|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);if(((g<<24>>24<0?e:g&255)|0)==11){l=(MOb(j,0,-1,191610,11)|0)==0;u=m;return l|0}else{l=0;u=m;return l|0}return 0}function f3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;i=o;j=o+24|0;e=f[a>>2]|0;n=a+4|0;k=f[n>>2]|0;if((e|0)==(k|0)){u=o;return}l=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;f[j>>2]=d;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,j);if(b[e+24>>0]|0){f[l>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[l>>2]|0;do if(!g){f[h>>2]=0;m=15}else if((i|0)==(g|0)){f[h>>2]=e;m=f[l>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[h>>2]=g;f[l>>2]=0;g=0;h=0;break}while(0);if((m|0)==15){m=0;h=f[l>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(k|0));e=f[n>>2]|0;if((f[a>>2]|0)==(e|0)){u=o;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{m=30;break}e=e+-32|0;while(1){m=g+-32|0;f[n>>2]=m;if((m|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[n>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){m=30;break}}if((m|0)==30){u=o;return}}function g3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;k=m;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;l=a+11|0;b[l>>0]=1;b[a>>0]=123;b[a+1>>0]=0;h=f[c>>2]|0;i=f[c+4>>2]|0;if((h|0)==(i|0))c=1;else{j=k+11|0;d=k+4|0;e=k+11|0;g=k+4|0;c=h;do{LOb(a,34);j3a(k,c);h=b[j>>0]|0;n=h<<24>>24<0;JOb(a,n?f[k>>2]|0:k,n?f[d>>2]|0:h&255)|0;if((b[j>>0]|0)<0)sOb(f[k>>2]|0);KOb(a,191622)|0;j3a(k,c+12|0);n=b[e>>0]|0;h=n<<24>>24<0;JOb(a,h?f[k>>2]|0:k,h?f[g>>2]|0:n&255)|0;if((b[e>>0]|0)<0)sOb(f[k>>2]|0);KOb(a,247179)|0;c=c+24|0}while((c|0)!=(i|0));c=b[l>>0]|0;if(c<<24>>24<0){l=a+4|0;n=(f[l>>2]|0)+-1|0;f[l>>2]=n;n=(f[a>>2]|0)+n|0;b[n>>0]=0;LOb(a,125);u=m;return}}n=(c&255)+-1|0;b[l>>0]=n;n=a+n|0;b[n>>0]=0;LOb(a,125);u=m;return}function h3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){oh[f[(f[e>>2]|0)+24>>2]&1023](e,c);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function i3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n;e=f[a>>2]|0;m=a+4|0;j=f[m>>2]|0;if((e|0)==(j|0)){u=n;return}k=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,d);if(b[e+24>>0]|0){f[k>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[k>>2]|0;do if(!g){f[h>>2]=0;l=15}else if((i|0)==(g|0)){f[h>>2]=e;l=f[k>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,e);l=15;break}else{f[h>>2]=g;f[k>>2]=0;g=0;h=0;break}while(0);if((l|0)==15){l=0;h=f[k>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(j|0));e=f[m>>2]|0;if((f[a>>2]|0)==(e|0)){u=n;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{l=30;break}e=e+-32|0;while(1){l=g+-32|0;f[m>>2]=l;if((l|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[m>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){l=30;break}}if((l|0)==30){u=n;return}}function j3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+160|0;i=m+136|0;j=m;k=j+4|0;f[j>>2]=15100;l=j+56|0;f[l>>2]=15120;tEb(j+56|0,k);f[j+128>>2]=0;f[j+132>>2]=-1;f[j>>2]=39656;f[j+56>>2]=39676;xEb(k);f[k>>2]=39692;h=j+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[j+52>>2]=16;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;k3a(k,i);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);e=b[c+11>>0]|0;g=e<<24>>24<0;d=g?f[c>>2]|0:c;e=g?f[c+4>>2]|0:e&255;g=d+e|0;a:do if(e|0)while(1){c=b[d>>0]|0;e=c<<24>>24;b:do switch(e|0){case 34:{m3a(j,191626,2)|0;break}case 92:{m3a(j,191629,2)|0;break}case 8:{m3a(j,191632,2)|0;break}case 12:{m3a(j,191635,2)|0;break}case 10:{m3a(j,191638,2)|0;break}case 13:{m3a(j,191641,2)|0;break}case 9:{m3a(j,191644,2)|0;break}default:if((c&255)<32){c=m3a(j,191647,2)|0;n=c+(f[(f[c>>2]|0)+-12>>2]|0)+4|0;f[n>>2]=f[n>>2]&-75|8;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+12>>2]=4;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+76>>2]=48;JEb(c,e)|0;break b}else{b[i>>0]=c;m3a(j,i,1)|0;break b}}while(0);d=d+1|0;if((d|0)==(g|0))break a}while(0);l3a(a,k);f[j>>2]=39656;f[l>>2]=39676;f[k>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(k);kEb(j,39752);jDb(l);u=m;return}sOb(f[h>>2]|0);oDb(k);kEb(j,39752);jDb(l);u=m;return}function k3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+32|0;AOb(e,c)|0;i=a+44|0;f[i>>2]=0;j=a+48|0;h=f[j>>2]|0;if(h&8|0){c=b[e+11>>0]|0;if(c<<24>>24<0){c=f[e>>2]|0;d=c;g=c;c=c+(f[a+36>>2]|0)|0}else{d=e;g=e;c=e+(c&255)|0}f[i>>2]=c;f[a+8>>2]=d;f[a+12>>2]=g;f[a+16>>2]=c}if(!(h&16))return;d=e+11|0;c=b[d>>0]|0;if(c<<24>>24<0){g=f[a+36>>2]|0;f[i>>2]=(f[e>>2]|0)+g;c=(f[a+40>>2]&2147483647)+-1|0}else{g=c&255;f[i>>2]=e+g;c=10}GOb(e,c,0);c=b[d>>0]|0;if(c<<24>>24<0){e=f[e>>2]|0;c=f[a+36>>2]|0}else c=c&255;d=a+24|0;f[d>>2]=e;f[a+20>>2]=e;f[a+28>>2]=e+c;if(!(f[j>>2]&3))return;f[d>>2]=e+g;return}function l3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=f[c+48>>2]|0;if(d&16|0){d=c+44|0;e=f[d>>2]|0;g=f[c+24>>2]|0;if(e>>>0<g>>>0){f[d>>2]=g;e=g}d=f[c+20>>2]|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=e-d|0;if(c>>>0>4294967279)vOb(a);if(c>>>0<11)b[a+11>>0]=c;else{h=c+16&-16;g=pOb(h)|0;f[a>>2]=g;f[a+8>>2]=h|-2147483648;f[a+4>>2]=c;a=g}if((d|0)!=(e|0)){g=a;while(1){b[g>>0]=b[d>>0]|0;d=d+1|0;if((d|0)==(e|0))break;else g=g+1|0}a=a+c|0}b[a>>0]=0;return}if(!(d&8)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;return}d=f[c+8>>2]|0;g=f[c+16>>2]|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=g-d|0;if(c>>>0>4294967279)vOb(a);if(c>>>0<11)b[a+11>>0]=c;else{e=c+16&-16;h=pOb(e)|0;f[a>>2]=h;f[a+8>>2]=e|-2147483648;f[a+4>>2]=c;a=h}if((d|0)!=(g|0)){e=a;while(1){b[e>>0]=b[d>>0]|0;d=d+1|0;if((d|0)==(g|0))break;else e=e+1|0}a=a+c|0}b[a>>0]=0;return}function m3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+12|0;k=m;l=m+8|0;BEb(k,a);if(!(b[k>>0]|0)){CEb(k);u=m;return a|0}j=(f[a>>2]|0)+-12|0;f[l>>2]=f[a+(f[j>>2]|0)+24>>2];j=a+(f[j>>2]|0)|0;g=c+d|0;h=(f[j+4>>2]&176|0)==32?g:c;e=j+76|0;d=f[e>>2]|0;if((d|0)==-1){vEb(i,j);d=XFb(i,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,32)|0;YFb(i);d=d<<24>>24;f[e>>2]=d}f[i>>2]=f[l>>2];if(n3a(i,c,h,g,j,d&255)|0){CEb(k);u=m;return a|0}l=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(l,f[l+16>>2]|5);CEb(k);u=m;return a|0}function n3a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;m=o;n=f[a>>2]|0;if(!n){n=0;u=o;return n|0}i=c;j=e-i|0;l=g+12|0;k=f[l>>2]|0;j=(k|0)>(j|0)?k-j|0:0;k=d;g=k-i|0;if((g|0)>0)if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,c,g)|0)!=(g|0)){f[a>>2]=0;n=0;u=o;return n|0}do if((j|0)>0){f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;if(j>>>0<11){c=m+11|0;b[c>>0]=j;g=m;i=m}else{c=j+16&-16;g=pOb(c)|0;f[m>>2]=g;f[m+8>>2]=c|-2147483648;f[m+4>>2]=j;c=m+11|0;i=m}dQb(g|0,h|0,j|0)|0;b[g+j>>0]=0;if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,(b[c>>0]|0)<0?f[i>>2]|0:m,j)|0)==(j|0)){if((b[c>>0]|0)<0)sOb(f[i>>2]|0);break}f[a>>2]=0;if((b[c>>0]|0)<0)sOb(f[i>>2]|0);n=0;u=o;return n|0}while(0);e=e-k|0;if((e|0)>0)if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,d,e)|0)!=(e|0)){f[a>>2]=0;n=0;u=o;return n|0}f[l>>2]=0;u=o;return n|0}function o3a(a){a=a|0;var c=0;f[a>>2]=39692;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);oDb(a);return}function p3a(a){a=a|0;var c=0;f[a>>2]=39692;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);oDb(a);sOb(a);return}function q3a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=c+44|0;j=f[i>>2]|0;m=c+24|0;n=f[m>>2]|0;k=n;if(j>>>0<n>>>0){f[i>>2]=n;l=k}else l=j;i=h&24;a:do if(!i){j=-1;i=-1}else if((g|0)==1&(i|0)==24){j=-1;i=-1}else{b:do switch(g|0){case 0:{i=0;j=0;break}case 1:if(!(h&8)){j=k-(f[c+20>>2]|0)|0;i=j;j=((j|0)<0)<<31>>31;break b}else{j=(f[c+12>>2]|0)-(f[c+8>>2]|0)|0;i=j;j=((j|0)<0)<<31>>31;break b}case 2:{i=c+32|0;if((b[i+11>>0]|0)<0)i=f[i>>2]|0;j=l-i|0;i=j;j=((j|0)<0)<<31>>31;break}default:{j=-1;i=-1;break a}}while(0);j=QPb(i|0,j|0,d|0,e|0)|0;i=I;if((i|0)<0){j=-1;i=-1}else{k=c+32|0;if((b[k+11>>0]|0)<0)k=f[k>>2]|0;e=l-k|0;d=((e|0)<0)<<31>>31;if((i|0)>(d|0)|(i|0)==(d|0)&j>>>0>e>>>0){j=-1;i=-1}else{k=h&8;if(!((j|0)==0&(i|0)==0)){if(k|0)if(!(f[c+12>>2]|0)){j=-1;i=-1;break}if((h&16|0)!=0&(n|0)==0){j=-1;i=-1;break}}if(k|0){f[c+12>>2]=(f[c+8>>2]|0)+j;f[c+16>>2]=l}if(h&16)f[m>>2]=(f[c+20>>2]|0)+j}}}while(0);n=a;f[n>>2]=0;f[n+4>>2]=0;a=a+8|0;f[a>>2]=j;f[a+4>>2]=i;return}function r3a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;c=c+8|0;Th[f[(f[b>>2]|0)+16>>2]&127](a,b,f[c>>2]|0,f[c+4>>2]|0,0,d);return}function s3a(a){a=a|0;var b=0,c=0,d=0;b=a+44|0;d=f[b>>2]|0;c=f[a+24>>2]|0;if(d>>>0<c>>>0){f[b>>2]=c;d=c}if(!(f[a+48>>2]&8)){a=-1;return a|0}b=a+16|0;c=f[b>>2]|0;if(c>>>0<d>>>0){f[b>>2]=d;c=d}b=f[a+12>>2]|0;if(b>>>0>=c>>>0){a=-1;return a|0}a=h[b>>0]|0;return a|0}function t3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=a+44|0;d=f[e>>2]|0;g=f[a+24>>2]|0;if(d>>>0<g>>>0){f[e>>2]=g;d=g}h=a+12|0;e=f[h>>2]|0;if((f[a+8>>2]|0)>>>0>=e>>>0){c=-1;return c|0}if((c|0)==-1){f[h>>2]=e+-1;f[a+16>>2]=d;c=0;return c|0}if(!(f[a+48>>2]&16)){g=c&255;e=e+-1|0;if((b[e>>0]|0)!=g<<24>>24){c=-1;return c|0}}else{g=c&255;e=e+-1|0}f[h>>2]=e;f[a+16>>2]=d;b[e>>0]=g;return c|0}function u3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;o=t;if((c|0)==-1){s=0;u=t;return s|0}p=a+12|0;q=a+8|0;r=(f[p>>2]|0)-(f[q>>2]|0)|0;s=a+24|0;k=f[s>>2]|0;m=a+28|0;d=f[m>>2]|0;if((k|0)==(d|0)){j=a+48|0;if(!(f[j>>2]&16)){s=-1;u=t;return s|0}h=a+20|0;i=f[h>>2]|0;n=a+44|0;l=(f[n>>2]|0)-i|0;g=a+32|0;LOb(g,0);d=g+11|0;if((b[d>>0]|0)<0)e=(f[a+40>>2]&2147483647)+-1|0;else e=10;GOb(g,e,0);d=b[d>>0]|0;if(d<<24>>24<0){e=f[g>>2]|0;d=f[a+36>>2]|0}else{e=g;d=d&255}d=e+d|0;f[h>>2]=e;f[m>>2]=d;k=e+(k-i)|0;f[s>>2]=k;e=e+l|0;f[n>>2]=e;l=n;g=n;i=d}else{e=a+44|0;l=e;j=a+48|0;g=e;e=f[e>>2]|0;i=d}h=k+1|0;f[o>>2]=h;e=f[(h>>>0<e>>>0?g:o)>>2]|0;f[l>>2]=e;if(f[j>>2]&8|0){d=a+32|0;if((b[d+11>>0]|0)<0)d=f[d>>2]|0;f[q>>2]=d;f[p>>2]=d+r;f[a+16>>2]=e}if((k|0)==(i|0)){s=Rg[f[(f[a>>2]|0)+52>>2]&255](a,c&255)|0;u=t;return s|0}else{f[s>>2]=h;b[k>>0]=c;s=c&255;u=t;return s|0}return 0}function v3a(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);return}function w3a(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);sOb(a);return}function x3a(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);return}function y3a(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);sOb(a);return}function z3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=a+4|0;g=f[e>>2]|0;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;g=(f[e>>2]|0)+24|0;f[e>>2]=g}else{A3a(a);g=f[e>>2]|0}e=g+-24|0;i=g+-12|0;a=f[c>>2]|0;a:do if((a|0)==(d|0))h=d;else while(1){h=(lAb(b[a>>0]|0)|0)<<24;if(!((h|0)==1593835520|(h+-1610612737|0)>>>0<452984831)){h=a;break a}f[c>>2]=a+1;LOb(e,b[a>>0]|0);a=f[c>>2]|0;if((a|0)==(d|0)){h=d;break}}while(0);a=b[e+11>>0]|0;if(a<<24>>24<0)a=f[g+-20>>2]|0;else a=a&255;if((a|0)==0|(h|0)==(d|0)){c=0;return c|0}a=h+1|0;f[c>>2]=a;if((b[h>>0]|0)!=61){c=0;return c|0}e=B3a(a,d,i)|0;f[c>>2]=e;if((e|0)==0|(e|0)==(d|0)){c=0;return c|0}a=b[e>>0]|0;if(a<<24>>24==32){f[c>>2]=e+1;c=1;return c|0}else{c=a<<24>>24==62;return c|0}return 0}function A3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;k=f[l>>2]|0;d=f[a>>2]|0;i=(k-d|0)/24|0;e=i+1|0;c=d;g=k;if(e>>>0>178956970)AMb(a);m=a+8|0;d=((f[m>>2]|0)-d|0)/24|0;h=d<<1;h=d>>>0<89478485?(h>>>0<e>>>0?e:h):178956970;do if(!h)j=0;else if(h>>>0>178956970)vd();else{j=pOb(h*24|0)|0;break}while(0);d=j+(i*24|0)|0;e=d;h=j+(h*24|0)|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;i=d+24|0;if((g|0)==(c|0))g=k;else{do{j=d+-24|0;k=g;g=g+-24|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;j=d+-12|0;k=k+-12|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;d=e+-24|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=i;f[m>>2]=h;e=g;if((c|0)!=(e|0))do{d=c+-12|0;c=c+-24|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function B3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=d+11|0;if((b[e>>0]|0)<0){b[f[d>>2]>>0]=0;f[d+4>>2]=0}else{b[d>>0]=0;b[e>>0]=0}if((a|0)==(c|0)){d=0;return d|0}e=a+1|0;i=b[a>>0]|0;switch(i<<24>>24){case 39:case 34:break;default:{d=0;return d|0}}if((e|0)==(c|0)){d=0;return d|0}a:while(1){a=b[e>>0]|0;b:do if(a<<24>>24==92){a=e+1|0;if((a|0)==(c|0)){e=0;a=29;break a}switch(b[a>>0]|0){case 34:{LOb(d,34);e=a;break b}case 8:{LOb(d,8);e=a;break b}case 12:{LOb(d,12);e=a;break b}case 10:{LOb(d,10);e=a;break b}case 13:{LOb(d,13);e=a;break b}case 9:{LOb(d,9);e=a;break b}case 92:{LOb(d,92);e=a;break b}case 117:{a=e+2|0;if((a|0)==(c|0)){e=0;a=29;break a}h=b[a>>0]|0;a=h<<24>>24;if((h+-48&255)<10)a=a+65488&65535;else{a=sAb(a)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=(a&255)+65461|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);g=e+3|0;if((g|0)==(c|0)){e=0;a=29;break a}j=b[g>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);g=e+4|0;if((g|0)==(c|0)){e=0;a=29;break a}j=b[g>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);e=e+5|0;if((e|0)==(c|0)){e=0;a=29;break a}j=b[e>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);break b}default:{e=0;a=29;break a}}}else{if(a<<24>>24==i<<24>>24){a=9;break a}if(a<<24>>24<32){e=0;a=29;break a}LOb(d,a)}while(0);e=e+1|0;if((e|0)==(c|0)){e=0;a=29;break}}if((a|0)==9){j=e+1|0;return j|0}else if((a|0)==29)return e|0;return 0}function C3a(a){a=a|0;sOb(a);return}function D3a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=39772;f[b+4>>2]=f[a+4>>2];return b|0}function E3a(a,b){a=a|0;b=b|0;f[b>>2]=39772;f[b+4>>2]=f[a+4>>2];return}function F3a(a){a=a|0;return}function G3a(a){a=a|0;sOb(a);return}function H3a(a){a=a|0;Y8a(f[(f[a+4>>2]|0)+240>>2]|0);return}function I3a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==191786?a+4|0:0)|0}function J3a(a){a=a|0;return 15176}function K3a(a){a=a|0;var b=0,c=0,d=0;b=f[a+104>>2]|0;if(b|0){c=a+108|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-64-b|0)>>>6)<<6);sOb(b)}b=f[a+88>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+80|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function L3a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function M3a(a,b){a=a|0;b=b|0;var c=0;f[a>>2]=39368;c=pOb(120)|0;f[c>>2]=b;f[c+4>>2]=f[b+232>>2];b=f[b+236>>2]|0;f[c+8>>2]=b;if(b|0)gOb(b);ceb(c+12|0,34962,4194304,262144);ceb(c+36|0,34963,4194304,262144);b=c+60|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;n[c+76>>2]=1.0;b=c+80|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;n[c+96>>2]=1.0;f[c+104>>2]=0;f[c+108>>2]=0;f[c+112>>2]=0;z2a(c);f[a+4>>2]=c;return}function N3a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=u;u=u+16|0;a=i+8|0;h=i;d=f[d>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=d;eRa(h,f[b+232>>2]|0,a,e,g);if(f[h>>2]|0){g=f[b+244>>2]|0;xh[f[(f[g>>2]|0)+16>>2]&127](g,a,0)}a=f[h+4>>2]|0;if(!a){u=i;return}iOb(a);u=i;return}function O3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;f[a>>2]=39820;c=f[a+2956>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);i=e+20|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);i=a+2948|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);h=a+2852|0;c=f[h>>2]|0;if(c|0){i=a+2856|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[i>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+2648>>2]|0;if(c|0){d=a+2652|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);sOb(c)}c=f[a+2636>>2]|0;if(c|0){d=a+2640|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}i=a+2632|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=a+100|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+88|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+40|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+12|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function P3a(a){a=a|0;O3a(a);sOb(a);return}function Q3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0,X=0.0,Y=0.0;S=u;u=u+1136|0;R=S+1080|0;D=S+1072|0;O=S+48|0;B=S+1112|0;E=S;P=gDb()|0;Q=I;wqb(B);l=a9a(AQa(c)|0)|0;M=IAa(l)|0;p[a+2664>>3]=+p[M>>3];p[a+2672>>3]=+p[M+8>>3];p[a+2680>>3]=+p[M+16>>3];p[a+2688>>3]=+p[M+24>>3];p[a+2696>>3]=+p[M+32>>3];p[a+2704>>3]=+p[M+40>>3];p[a+2712>>3]=+p[M+48>>3];p[a+2720>>3]=+p[M+56>>3];p[a+2728>>3]=+p[M+64>>3];p[a+2736>>3]=+p[M+72>>3];p[a+2744>>3]=+p[M+80>>3];p[a+2752>>3]=+p[M+88>>3];p[a+2760>>3]=+p[M+96>>3];p[a+2768>>3]=+p[M+104>>3];p[a+2776>>3]=+p[M+112>>3];p[a+2784>>3]=+p[M+120>>3];T=+p[l+32>>3];M=a+2792|0;p[M>>3]=T;g=+p[l+40>>3];N=a+2800|0;p[N>>3]=g;i=+p[l+48>>3];F=a+2808|0;p[F>>3]=i;V=+p[l+56>>3];G=a+2816|0;p[G>>3]=V;U=+p[l+64>>3];H=a+2824|0;p[H>>3]=U;j=+p[l+72>>3];J=a+2832|0;p[J>>3]=j;T=V-T;g=U-g;i=j-i;j=+L(+(T*T+(g*g+i*i)));p[a+2888>>3]=T/j;p[a+2896>>3]=g/j;p[a+2904>>3]=i/j;K=a+2848|0;b[K>>0]=b[l>>0]|0;n[a+2840>>2]=+n[B+8>>2]-+n[B>>2];n[a+2844>>2]=+n[B+12>>2]-+n[B+4>>2];B=a+2852|0;l=f[B>>2]|0;C=a+2856|0;d=f[C>>2]|0;if((d|0)!=(l|0))do{e=d+-12|0;f[C>>2]=e;k=f[e>>2]|0;if(!k)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(k|0))f[d>>2]=e+(~((e+-32-k|0)>>>5)<<5);sOb(k);d=f[C>>2]|0}}while((d|0)!=(l|0));v5a(B);z=YRa(c)|0;d=f[z>>2]|0;z=f[z+4>>2]|0;a:do if((d|0)!=(z|0)){A=a+2860|0;while(1){x=f[d>>2]|0;v=d+4|0;y=f[v>>2]|0;l=y;k=x;if((x|0)!=(y|0)){e=f[C>>2]|0;if(e>>>0<(f[A>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;w=e+12|0;f[C>>2]=w;e=l}else{w5a(B);w=f[C>>2]|0;k=f[d>>2]|0;e=f[v>>2]|0}y=w+-12|0;e=e-k|0;k=e>>5;x=w+-4|0;s=f[y>>2]|0;q=s;if((f[x>>2]|0)-s>>5>>>0<k>>>0){t=w+-8|0;if(k>>>0>134217727)break;l=f[t>>2]|0;o=pOb(e)|0;m=o+(l-s>>5<<5)|0;r=m;o=o+(k<<5)|0;e=l;if((e|0)==(q|0))e=r;else{l=e+-32|0;k=m;while(1){W=e;e=e+-32|0;p[k+-32>>3]=+p[e>>3];p[k+-24>>3]=+p[W+-24>>3];p[k+-16>>3]=+p[W+-16>>3];p[k+-8>>3]=+p[W+-8>>3];if((e|0)==(q|0))break;else k=k+-32|0}e=m+(~((l-s|0)>>>5)<<5)|0}f[y>>2]=e;f[t>>2]=r;f[x>>2]=o;if(s|0)sOb(s)}k=f[d>>2]|0;m=f[v>>2]|0;if((k|0)!=(m|0)){l=w+-8|0;e=f[l>>2]|0;do{if(e>>>0<(f[x>>2]|0)>>>0){e=e+32|0;f[l>>2]=e}else{x5a(y);e=f[l>>2]|0}p[e+-32>>3]=+p[k>>3];p[e+-24>>3]=+p[k+8>>3];p[e+-16>>3]=+p[k+16>>3];p[e+-8>>3]=+p[k+24>>3];k=k+32|0}while((k|0)!=(m|0))}}d=d+12|0;if((d|0)==(z|0))break a}vd()}while(0);if(CEa(c,E)|0){e=E+24|0;k=E;l=E+32|0;m=E+8|0;o=E+40|0;d=E+16|0}else{p[E>>3]=-1.0;m=E+8|0;p[m>>3]=-1.0;d=E+16|0;p[d>>3]=-1.0;e=E+24|0;p[e>>3]=1.0;l=E+32|0;p[l>>3]=1.0;o=E+40|0;p[o>>3]=1.0;XAb(O,1024,194680,D)|0;k=m3a(260024,O,pAb(O)|0)|0;vEb(D,k+(f[(f[k>>2]|0)+-12>>2]|0)|0);W=XFb(D,260896)|0;W=Rg[f[(f[W>>2]|0)+28>>2]&255](W,10)|0;YFb(D);OEb(k,W)|0;AEb(k)|0;k=E}U=+p[e>>3]-+p[k>>3];p[O>>3]=U;W=O+8|0;g=+p[l>>3]-+p[m>>3];p[W>>3]=g;V=+p[o>>3]-+p[d>>3];p[O+16>>3]=V;g=U<g?+p[W>>3]:+p[O>>3];g=g<V?V:g;p[a+2912>>3]=g;switch(b[K>>0]|0){case 1:{U=g*1.0e10;X=+p[G>>3];i=+p[M>>3]-X;T=+p[H>>3];V=+p[N>>3]-T;Y=+p[J>>3];j=+p[F>>3]-Y;g=+L(+(i*i+(V*V+j*j)));j=Y+U*(j/g);i=X+U*(i/g);g=T+U*(V/g);break}case 0:{j=+p[F>>3];i=+p[M>>3];g=+p[N>>3];break}default:{W=JEb(m3a(260024,194719,40)|0,h[K>>0]|0)|0;vEb(O,W+(f[(f[W>>2]|0)+-12>>2]|0)|0);K=XFb(O,260896)|0;K=Rg[f[(f[K>>2]|0)+28>>2]&255](K,10)|0;YFb(O);OEb(W,K)|0;AEb(W)|0;j=+p[F>>3];i=+p[M>>3];g=+p[N>>3]}}p[a+2864>>3]=i;p[a+2872>>3]=g;p[a+2880>>3]=j;y5a(a,c);d=gDb()|0;e=I;if(!(b[a+121>>0]|0)){u=S;return}M=RPb(d|0,e|0,P|0,Q|0)|0;M=UPb(M|0,I|0,1e6,0)|0;N=f[a+2936>>2]|0;c=f[a+2940>>2]|0;P=f[a+2928>>2]|0;Q=f[a+2932>>2]|0;W=f[a+2944>>2]|0;a=R;f[a>>2]=M;f[a+4>>2]=I;f[R+8>>2]=N;f[R+12>>2]=c;f[R+16>>2]=P;f[R+20>>2]=Q;f[R+24>>2]=W;XAb(O,1024,194760,R)|0;W=m3a(260024,O,pAb(O)|0)|0;vEb(R,W+(f[(f[W>>2]|0)+-12>>2]|0)|0);Q=XFb(R,260896)|0;Q=Rg[f[(f[Q>>2]|0)+28>>2]&255](Q,10)|0;YFb(R);OEb(W,Q)|0;AEb(W)|0;u=S;return}function R3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j;d=gDb()|0;c=a+2920|0;f[c>>2]=d;f[c+4>>2]=I;c=a+8|0;d=pOb(148)|0;f[d>>2]=c;g=d+4|0;h=d+60|0;i=d+8|0;f[g>>2]=15100;f[h>>2]=15120;tEb(h,i);f[d+132>>2]=0;f[d+136>>2]=-1;f[g>>2]=39656;f[h>>2]=39676;xEb(i);f[i>>2]=39692;h=d+40|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+56>>2]=16;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;k3a(i,e);if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);i=pOb(272)|0;f[e>>2]=d;U3a(i,e,a+2664|0,a+2636|0,a+2648|0,a+2948|0,c);h=f[e>>2]|0;f[e>>2]=0;if(h|0){c=h+4|0;f[c>>2]=39656;d=h+60|0;f[d>>2]=39676;e=h+8|0;f[e>>2]=39692;g=h+40|0;if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);oDb(e);kEb(c,39752);jDb(d);sOb(h)}c=a+2632|0;d=f[c>>2]|0;f[c>>2]=i;if(!d){a=f[i>>2]|0;a=a+8|0;a=f[a>>2]|0;gh[a&2047](i);u=j;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);i=f[c>>2]|0;a=f[i>>2]|0;a=a+8|0;a=f[a>>2]|0;gh[a&2047](i);u=j;return}function S3a(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+16|0;c=b;e=gDb()|0;e=QPb(e|0,I|0,1e9,0)|0;d=c;f[d>>2]=e;f[d+4>>2]=I;a=f[a+2632>>2]|0;a=Rg[f[(f[a>>2]|0)+12>>2]&255](a,c)|0;u=b;return a|0}function T3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;g=u;u=u+1040|0;e=g;d=g+8|0;h=c+2632|0;i=f[h>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](a,i);a=f[h>>2]|0;f[h>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);if(!(b[c+121>>0]|0)){u=g;return}h=gDb()|0;i=c+2920|0;i=RPb(h|0,I|0,f[i>>2]|0,f[i+4>>2]|0)|0;i=UPb(i|0,I|0,1e6,0)|0;p[e>>3]=(+(i>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(d,1024,192106,e)|0;i=m3a(260024,d,pAb(d)|0)|0;vEb(e,i+(f[(f[i>>2]|0)+-12>>2]|0)|0);h=XFb(e,260896)|0;h=Rg[f[(f[h>>2]|0)+28>>2]&255](h,10)|0;YFb(e);OEb(i,h)|0;AEb(i)|0;u=g;return}function U3a(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;f[a>>2]=39852;f[a+4>>2]=i;f[a+8>>2]=d;m=f[c>>2]|0;f[c>>2]=0;f[a+12>>2]=m;m=a+16|0;f[m>>2]=1e3;f[m+4>>2]=0;m=gDb()|0;m=QPb(m|0,I|0,1e9,0)|0;j=a+24|0;f[j>>2]=m;f[j+4>>2]=I;j=gDb()|0;m=a+32|0;f[m>>2]=j;f[m+4>>2]=I;m=a+40|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;b[m+12>>0]=0;m=f[h>>2]|0;f[h>>2]=0;j=h+4|0;i=f[j>>2]|0;f[j>>2]=0;f[a+56>>2]=m;f[a+60>>2]=i;j=a+64|0;k=h+8|0;c=f[k>>2]|0;f[j>>2]=c;l=h+12|0;d=f[l>>2]|0;f[a+68>>2]=d;f[a+72>>2]=f[h+16>>2];h=m;if(d|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;f[h+(c<<2)>>2]=j;f[k>>2]=0;f[l>>2]=0}i=a+80|0;c=a+164|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;i=a+104|0;h=i+60|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));n[c>>2]=1.0;c=a+212|0;f[c>>2]=0;d=a+216|0;f[d>>2]=0;f[a+220>>2]=0;i=a+168|0;h=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));f[c>>2]=f[e>>2];i=e+4|0;f[d>>2]=f[i>>2];h=e+8|0;f[a+220>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[e>>2]=0;i=a+224|0;f[i>>2]=0;h=a+228|0;f[h>>2]=0;f[a+232>>2]=0;f[i>>2]=f[g>>2];i=g+4|0;f[h>>2]=f[i>>2];h=g+8|0;f[a+232>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[g>>2]=0;i=a+236|0;h=i+36|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));return}function V3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;f[a>>2]=39852;c=f[a+260>>2]|0;if(c|0){d=a+264|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}c=f[a+248>>2]|0;if(c|0){d=a+252|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+236>>2]|0;if(c|0){d=a+240|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+224>>2]|0;if(c|0){d=a+228|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);sOb(c)}c=f[a+212>>2]|0;if(c|0){d=a+216|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}h=a+196|0;c=f[h>>2]|0;if(c|0){i=a+200|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}k=a+184|0;c=f[k>>2]|0;if(c|0){l=a+188|0;d=f[l>>2]|0;if((d|0)!=(c|0)){e=d;while(1){j=e+-12|0;f[l>>2]=j;d=f[j>>2]|0;if(!d)d=j;else{i=e+-8|0;e=f[i>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[i>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-8-h|0)>>>3)<<3);sOb(h);e=f[i>>2]|0}}while((e|0)!=(d|0));d=f[j>>2]|0}sOb(d);d=f[l>>2]|0}if((d|0)==(c|0))break;else e=d}c=f[k>>2]|0}sOb(c)}o=a+148|0;t4a(o,f[a+156>>2]|0);c=f[o>>2]|0;f[o>>2]=0;if(c|0)sOb(c);o=a+136|0;c=f[o>>2]|0;f[o>>2]=0;if(c|0){d=f[c>>2]|0;f[c>>2]=0;if(d|0){l4a(d);sOb(d)}sOb(c)}n=a+96|0;o=f[n>>2]|0;f[n>>2]=0;if(o|0){m=o+4|0;c=f[m>>2]|0;l=o+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=o+8|0;e=f[n>>2]|0;h=e;i=c;if((e|0)==(c|0)){j=0;k=o+20|0;d=0}else{k=o+20|0;j=(f[k>>2]|0)+d|0;j=(f[c+(j>>>9<<2)>>2]|0)+((j&511)<<3)|0;d=(f[g>>2]|0)+((d&511)<<3)|0}a:while(1){do{if((j|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[k>>2]=0;d=h-i>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;p=64;break}case 2:{d=512;p=64;break}default:{}}if((p|0)==64)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[o>>2]|0;if(c|0)sOb(c);sOb(o)}p=a+92|0;h=f[p>>2]|0;f[p>>2]=0;if(h|0){c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h)}p=a+88|0;c=f[p>>2]|0;f[p>>2]=0;if(c|0){W6a(c);sOb(c)}c=f[a+64>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{p=d;d=f[d>>2]|0;sOb(p)}while((d|0)!=0);p=e+20|0;d=f[p>>2]|0;f[p>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);p=a+56|0;c=f[p>>2]|0;f[p>>2]=0;if(c|0)sOb(c);a=a+12|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;d=c+4|0;f[d>>2]=39656;e=c+60|0;f[e>>2]=39676;g=c+8|0;f[g>>2]=39692;h=c+40|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);oDb(g);kEb(d,39752);jDb(e);sOb(c);return}function W3a(a){a=a|0;V3a(a);sOb(a);return}function X3a(a){a=a|0;b[a+52>>0]=0;f[a+44>>2]=943;f[a+48>>2]=0;return}function Y3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=a+44|0;g=a+48|0;h=a+52|0;do{d=f[e>>2]|0;k=f[g>>2]|0;i=a+(k>>1)|0;if(k&1)d=f[(f[i>>2]|0)+d>>2]|0;oh[d&1023](i,c);if(b[h>>0]|0){d=1;j=8;break}i=gDb()|0;l=I;k=c;d=f[k+4>>2]|0}while((l|0)<(d|0)|((l|0)==(d|0)?i>>>0<(f[k>>2]|0)>>>0:0));if((j|0)==8)return d|0;l=(b[h>>0]|0)!=0;return l|0}function Z3a(a,b){a=a|0;b=b|0;l3a(a,(f[b+12>>2]|0)+8|0);return}function _3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0;x=u;u=u+1072|0;t=x+44|0;w=x+8|0;d=x;v=x+48|0;r=x+24|0;s=a+4|0;c=f[s>>2]|0;if(!(b[c+16>>0]|0)){if(!(b[c+112>>0]|0)){w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}XAb(v,1024,192149,d)|0;w=m3a(260024,v,pAb(v)|0)|0;vEb(t,w+(f[(f[w>>2]|0)+-12>>2]|0)|0);v=XFb(t,260896)|0;v=Rg[f[(f[v>>2]|0)+28>>2]&255](v,10)|0;YFb(t);OEb(w,v)|0;AEb(w)|0;w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}o=gDb()|0;q=a+32|0;d=q;f[d>>2]=o;f[d+4>>2]=I;y=+p[(f[a+8>>2]|0)+248>>3]*1.0e-08;p[a+80>>3]=y<1.0e-06?y:1.0e-06;d=f[a+64>>2]|0;if(!d)g=0;else{l=a+228|0;m=a+232|0;o=a+224|0;c=0;do{e=d;k=e+8|0;e=f[e+28>>2]|0;if(e)do{g=e;if(a4a(a,g+64|0)|0){h=g+8|0;i=g+32|0;j=f[l>>2]|0;if(j>>>0<(f[m>>2]|0)>>>0){p[j>>3]=+p[h>>3];p[j+8>>3]=+p[g+16>>3];p[j+16>>3]=+p[g+24>>3];p[j+24>>3]=+p[i>>3];p[j+32>>3]=+p[g+40>>3];p[j+40>>3]=+p[g+48>>3];j=j+48|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[l>>2]=(f[l>>2]|0)+64}else b4a(o,h,i,k);c=c+1|0}e=f[e>>2]|0}while((e|0)!=0);d=f[d>>2]|0}while((d|0)!=0);g=c}f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;n[r+16>>2]=1.0;b[t>>0]=b[v>>0]|0;$3a(a+56|0,r,t);c=f[r+8>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{o=d;d=f[d>>2]|0;sOb(o)}while((d|0)!=0);o=e+20|0;d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);c=f[r>>2]|0;f[r>>2]=0;if(c|0)sOb(c);s=f[s>>2]|0;c=gDb()|0;d=I;if(!(b[s+112>>0]|0)){w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}s=q;s=RPb(c|0,d|0,f[s>>2]|0,f[s+4>>2]|0)|0;s=UPb(s|0,I|0,1e6,0)|0;f[w>>2]=g;p[w+8>>3]=(+(s>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(v,1024,192175,w)|0;w=m3a(260024,v,pAb(v)|0)|0;vEb(t,w+(f[(f[w>>2]|0)+-12>>2]|0)|0);v=XFb(t,260896)|0;v=Rg[f[(f[v>>2]|0)+28>>2]&255](v,10)|0;YFb(t);OEb(w,v)|0;AEb(w)|0;w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}function $3a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=a+12|0;if(f[h>>2]|0){g=a+8|0;c=f[g>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);i=e+20|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);f[g>>2]=0;d=f[a+4>>2]|0;if(d|0){c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}i=f[b>>2]|0;f[b>>2]=0;c=f[a>>2]|0;f[a>>2]=i;if(c|0)sOb(c);i=b+4|0;d=a+4|0;f[d>>2]=f[i>>2];f[i>>2]=0;i=b+12|0;e=f[i>>2]|0;f[h>>2]=e;f[a+16>>2]=f[b+16>>2];g=b+8|0;c=f[g>>2]|0;h=a+8|0;f[h>>2]=c;if(!e)return;c=f[c+4>>2]|0;d=f[d>>2]|0;e=d+-1|0;if(!(e&d))c=e&c;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=h;f[g>>2]=0;f[i>>2]=0;return}function a4a(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0;if((f[c+144>>2]|0)==1){a=1;return a|0}q=+p[c+32>>3];k=+p[c+8>>3];t=q-k;s=+p[c+40>>3];i=+p[c+64>>3]-s;d=+p[c+16>>3];s=s-d;q=+p[c+56>>3]-q;g=t*i-s*q;l=+p[c+24>>3];j=+p[c+48>>3]-l;h=+p[c>>3];l=l-h;i=s*j-i*l;j=q*l-t*j;t=+p[c+104>>3];l=+p[c+80>>3];q=t-l;s=+p[c+112>>3];r=+p[c+136>>3]-s;n=+p[c+88>>3];s=s-n;t=+p[c+128>>3]-t;o=+p[c+96>>3];u=+p[c+120>>3]-o;m=+p[c+72>>3];o=o-m;c=f[a+8>>2]|0;if((b[c+184>>0]|0)==1){n=+p[c+224>>3];h=+p[c+232>>3];d=+p[c+240>>3];i=g*n+(i*h+j*d);g=n}else{w=+p[c+200>>3];x=+p[c+208>>3];v=+p[c+216>>3];i=g*(h-w)+(i*(k-x)+j*(d-v));h=l-x;g=m-w;d=n-v}d=(q*r-s*t)*g+((t*o-q*u)*d+(s*u-r*o)*h);if(!(i>=0.0)){x=+K(+(0.0-i));e=x<+p[a+80>>3]&1}else e=1;if(!(d>=0.0)){x=+K(+(0.0-d));c=x<+p[a+80>>3]&1}else c=1;a=(e|0)!=(c|0);return a|0}function b4a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=a+4|0;e=f[q>>2]|0;g=f[a>>2]|0;k=e-g>>6;i=k+1|0;n=g;h=e;if(i>>>0>67108863)AMb(a);o=a+8|0;l=(f[o>>2]|0)-g|0;m=l>>5;i=l>>6>>>0<33554431?(m>>>0<i>>>0?i:m):67108863;do if(!i)j=0;else if(i>>>0>67108863)vd();else{j=pOb(i<<6)|0;break}while(0);l=j+(k<<6)|0;g=l;m=j+(i<<6)|0;p[l>>3]=+p[b>>3];p[j+(k<<6)+8>>3]=+p[b+8>>3];p[j+(k<<6)+16>>3]=+p[b+16>>3];p[j+(k<<6)+24>>3]=+p[c>>3];p[j+(k<<6)+32>>3]=+p[c+8>>3];p[j+(k<<6)+40>>3]=+p[c+16>>3];i=j+(k<<6)+48|0;f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];i=l+64|0;if((h|0)!=(n|0)){e=l;do{k=h;h=h+-64|0;p[e+-64>>3]=+p[h>>3];p[e+-56>>3]=+p[k+-56>>3];p[e+-48>>3]=+p[k+-48>>3];p[e+-40>>3]=+p[k+-40>>3];p[e+-32>>3]=+p[k+-32>>3];p[e+-24>>3]=+p[k+-24>>3];l=e+-16|0;k=k+-16|0;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];e=g+-64|0;g=e}while((h|0)!=(n|0));e=f[a>>2]|0}f[a>>2]=g;f[q>>2]=i;f[o>>2]=m;if(!e)return;sOb(e);return}function c4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+1040|0;h=i;e=i+8|0;d=gDb()|0;g=a+32|0;f[g>>2]=d;f[g+4>>2]=I;g=a+4|0;V6a(e,f[g>>2]|0,f[a+8>>2]|0);d=a+88|0;j=f[e>>2]|0;f[e>>2]=0;c=f[d>>2]|0;f[d>>2]=j;if(!c)f[e>>2]=0;else{W6a(c);sOb(c);c=f[e>>2]|0;f[e>>2]=0;if(c|0){W6a(c);sOb(c)}}if(b[(f[g>>2]|0)+112>>0]|0){p[h>>3]=+p[(f[d>>2]|0)+32>>3];XAb(e,1024,192226,h)|0;j=m3a(260024,e,pAb(e)|0)|0;vEb(h,j+(f[(f[j>>2]|0)+-12>>2]|0)|0);g=XFb(h,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(h);OEb(j,g)|0;AEb(j)|0}j=a+212|0;g=pOb(136)|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=f[j>>2];h=a+216|0;f[g+28>>2]=f[h>>2];e=a+220|0;f[g+32>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=0;f[j>>2]=0;f[g+36>>2]=0;f[g+112>>2]=0;f[g+116>>2]=0;f[g+120>>2]=0;b[g+128>>0]=0;j=a+92|0;h=f[j>>2]|0;f[j>>2]=g;if(!h){h=gDb()|0;e=I;g=a+16|0;j=g;j=f[j>>2]|0;g=g+4|0;g=f[g>>2]|0;g=WPb(j|0,g|0,1e6,0)|0;j=I;e=QPb(g|0,j|0,h|0,e|0)|0;h=I;j=a+24|0;g=j;f[g>>2]=e;j=j+4|0;f[j>>2]=h;j=a+44|0;f[j>>2]=945;j=a+48|0;f[j>>2]=0;u=i;return}c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h);h=gDb()|0;e=I;g=a+16|0;j=g;j=f[j>>2]|0;g=g+4|0;g=f[g>>2]|0;g=WPb(j|0,g|0,1e6,0)|0;j=I;e=QPb(g|0,j|0,h|0,e|0)|0;h=I;j=a+24|0;g=j;f[g>>2]=e;j=j+4|0;f[j>>2]=h;j=a+44|0;f[j>>2]=945;j=a+48|0;f[j>>2]=0;u=i;return}function d4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=a+4|0;b=f[i>>2]|0;k=a+16|0;c=f[k>>2]|0;d=b+(c>>>8<<2)|0;j=a+8|0;if((f[j>>2]|0)==(b|0)){h=0;g=a+20|0;b=0}else{g=a+20|0;h=c+(f[g>>2]|0)|0;h=(f[b+(h>>>8<<2)>>2]|0)+((h&255)<<4)|0;b=(f[d>>2]|0)+((c&255)<<4)|0}e=d;a:while(1){do{if((h|0)==(b|0))break a;a=f[b+4>>2]|0;if(a|0){c=b+8|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-88-a|0)>>>0)/88|0)*88|0);sOb(a)}b=b+16|0}while((b-(f[e>>2]|0)|0)!=4096);b=e+4|0;e=b;b=f[b>>2]|0}f[g>>2]=0;a=f[i>>2]|0;b=(f[j>>2]|0)-a>>2;if(b>>>0>2)do{sOb(f[a>>2]|0);a=(f[i>>2]|0)+4|0;f[i>>2]=a;b=(f[j>>2]|0)-a>>2}while(b>>>0>2);switch(b|0){case 1:{b=128;break}case 2:{b=256;break}default:return}f[k>>2]=b;return}function e4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+1088|0;i=n+48|0;k=n+40|0;h=n+16|0;e=n;m=n+64|0;j=a+88|0;l=a+92|0;o=Y6a(f[j>>2]|0,f[l>>2]|0,c)|0;g=a+4|0;d=f[g>>2]|0;c=(b[d+112>>0]|0)!=0;if(!o){if(!c){u=n;return}d=gDb()|0;e=I;c=a+24|0;o=c;l=f[o+4>>2]|0;if(!((l|0)<(e|0)|((l|0)==(e|0)?(f[o>>2]|0)>>>0<d>>>0:0))){u=n;return}o=a+16|0;o=WPb(f[o>>2]|0,f[o+4>>2]|0,1e6,0)|0;o=QPb(o|0,I|0,d|0,e|0)|0;a=c;f[a>>2]=o;f[a+4>>2]=I;a=f[j>>2]|0;o=f[a+24>>2]|0;a=f[a+8>>2]|0;f[i>>2]=a;f[i+4>>2]=o;p[i+8>>3]=+(a>>>0)/+(o>>>0)*100.0;XAb(m,1024,192261,i)|0;o=m3a(260024,m,pAb(m)|0)|0;vEb(i,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);a=XFb(i,260896)|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,10)|0;YFb(i);OEb(o,a)|0;AEb(o)|0;u=n;return}if(c){o=f[j>>2]|0;d=f[o+24>>2]|0;o=f[o+8>>2]|0;f[e>>2]=o;f[e+4>>2]=d;p[e+8>>3]=+(o>>>0)/+(d>>>0)*100.0;XAb(m,1024,192261,e)|0;d=m3a(260024,m,pAb(m)|0)|0;vEb(e,d+(f[(f[d>>2]|0)+-12>>2]|0)|0);o=XFb(e,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(e);OEb(d,o)|0;AEb(d)|0;d=f[g>>2]|0}c=f[j>>2]|0;if(b[d+113>>0]|0){i=f[c+8>>2]|0;j=f[c+12>>2]|0;o=f[c+16>>2]|0;d=f[c+20>>2]|0;f[h>>2]=f[c+4>>2];f[h+4>>2]=i;f[h+8>>2]=j;f[h+12>>2]=o;f[h+16>>2]=d;XAb(m,1024,192314,h)|0;d=m3a(260024,m,pAb(m)|0)|0;vEb(h,d+(f[(f[d>>2]|0)+-12>>2]|0)|0);o=XFb(h,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(h);OEb(d,o)|0;AEb(d)|0;d=f[g>>2]|0}c=gDb()|0;if(b[d+112>>0]|0){o=a+32|0;o=RPb(c|0,I|0,f[o>>2]|0,f[o+4>>2]|0)|0;o=UPb(o|0,I|0,1e6,0)|0;p[k>>3]=(+(o>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(m,1024,192391,k)|0;o=m3a(260024,m,pAb(m)|0)|0;vEb(k,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);m=XFb(k,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,10)|0;YFb(k);OEb(o,m)|0;AEb(o)|0}h=f[l>>2]|0;f[l>>2]=0;if(h|0){c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h)}f[a+44>>2]=946;f[a+48>>2]=0;u=n;return}function f4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+1040|0;e=h+1024|0;g=h;d=a+4|0;c=f[d>>2]|0;if(b[c+112>>0]|0){XAb(g,1024,192419,e)|0;c=m3a(260024,g,pAb(g)|0)|0;vEb(e,c+(f[(f[c>>2]|0)+-12>>2]|0)|0);i=XFb(e,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(e);OEb(c,i)|0;AEb(c)|0;c=f[d>>2]|0}e=f[a+12>>2]|0;i=(f[a+8>>2]|0)+176|0;p[g>>3]=-32767.0;p[g+8>>3]=-32767.0;p[g+16>>3]=65534.0;p[g+24>>3]=65534.0;g4a(e,i,g,c+4|0);f[a+44>>2]=947;f[a+48>>2]=0;u=h;return}function g4a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;k=l;f[a+140>>2]=f[c>>2];j=c+4|0;f[a+144>>2]=f[j>>2];g=+n[c>>2];h=+n[j>>2];j=a+4|0;if(b[f[a>>2]>>0]|0){i=m3a(j,194226,54)|0;b[k>>0]=10;m3a(i,k,1)|0}a=m3a(m3a(NEb(m3a(m3a(NEb(m3a(m3a(m3a(m3a(m3a(m3a(m3a(j,194281,4)|0,194286,14)|0,194301,19)|0,194321,35)|0,194357,43)|0,194401,45)|0,194447,8)|0,g)|0,193077,1)|0,194456,9)|0,h)|0,193077,1)|0,194466,10)|0;a=m3a(JEb(a,~~+p[d>>3])|0,193056,1)|0;c=d+8|0;a=m3a(JEb(a,~~+p[c>>3])|0,193056,1)|0;a=m3a(JEb(a,~~+p[d+16>>3])|0,193056,1)|0;a=m3a(m3a(m3a(m3a(JEb(a,~~+p[d+24>>3])|0,193077,1)|0,194477,27)|0,194505,37)|0,193142,1)|0;b[k>>0]=10;m3a(a,k,1)|0;a=e+11|0;m=b[a>>0]|0;i=e+4|0;if(!((m<<24>>24<0?f[i>>2]|0:m&255)|0)){u=l;return}j=m3a(m3a(j,194543,5)|0,194549,4)|0;j=m3a(m3a(JEb(j,~~+p[d>>3])|0,193077,1)|0,194554,4)|0;j=m3a(m3a(m3a(JEb(j,~~+p[c>>3])|0,193077,1)|0,194559,27)|0,193174,7)|0;m=b[a>>0]|0;d=m<<24>>24<0;m=m3a(m3a(m3a(j,d?f[e>>2]|0:e,d?f[i>>2]|0:m&255)|0,193077,1)|0,194587,2)|0;b[k>>0]=10;m3a(m,k,1)|0;u=l;return}function h4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+1040|0;d=r;c=r+8|0;if(b[(f[a+4>>2]|0)+112>>0]|0){XAb(c,1024,192430,d)|0;q=m3a(260024,c,pAb(c)|0)|0;vEb(d,q+(f[(f[q>>2]|0)+-12>>2]|0)|0);n=XFb(d,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(d);OEb(q,n)|0;AEb(q)|0}p[a+104>>3]=1797693134862315708145274.0e284;p[a+112>>3]=-1797693134862315708145274.0e284;m=a+120|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;m=pOb(64)|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;q=m+32|0;n=a+96|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;b[q+24>>0]=0;q=f[n>>2]|0;f[n>>2]=m;if(!q){q=a+44|0;f[q>>2]=948;a=a+48|0;f[a>>2]=0;u=r;return}m=q+4|0;c=f[m>>2]|0;l=q+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=q+8|0;e=f[n>>2]|0;h=e;i=c;if((e|0)==(c|0)){j=0;k=q+20|0;d=0}else{k=q+20|0;j=(f[k>>2]|0)+d|0;j=(f[c+(j>>>9<<2)>>2]|0)+((j&511)<<3)|0;d=(f[g>>2]|0)+((d&511)<<3)|0}a:while(1){do{if((j|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[k>>2]=0;d=h-i>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;o=17;break}case 2:{d=512;o=17;break}default:{}}if((o|0)==17)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[q>>2]|0;if(c|0)sOb(c);sOb(q);q=a+44|0;f[q>>2]=948;a=a+48|0;f[a>>2]=0;u=r;return}function i4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0;s=u;u=u+32|0;r=s;q=r+16|0;f[r>>2]=39880;f[r+4>>2]=a;f[q>>2]=r;c=a+96|0;if(j4a(f[a+88>>2]|0,f[c>>2]|0,r,b)|0){v=+p[a+104>>3];t=(+p[a+112>>3]-v)*.5;p[a+128>>3]=-(v+t);p[a+120>>3]=32767.0/t;o=f[c>>2]|0;f[c>>2]=0;if(o|0){l=o+4|0;b=f[l>>2]|0;k=o+16|0;c=f[k>>2]|0;e=b+(c>>>9<<2)|0;n=o+8|0;d=f[n>>2]|0;g=d;h=b;if((d|0)==(b|0)){i=0;j=o+20|0;c=0}else{j=o+20|0;i=(f[j>>2]|0)+c|0;i=(f[b+(i>>>9<<2)>>2]|0)+((i&511)<<3)|0;c=(f[e>>2]|0)+((c&511)<<3)|0}a:while(1){do{if((i|0)==(c|0))break a;c=c+8|0}while((c-(f[e>>2]|0)|0)!=4096);c=e+4|0;e=c;c=f[c>>2]|0}f[j>>2]=0;c=g-h>>2;if(c>>>0>2)do{sOb(f[b>>2]|0);b=(f[l>>2]|0)+4|0;f[l>>2]=b;d=f[n>>2]|0;c=d-b>>2}while(c>>>0>2);switch(c|0){case 1:{c=256;m=16;break}case 2:{c=512;m=16;break}default:{}}if((m|0)==16)f[k>>2]=c;if((b|0)!=(d|0)){do{sOb(f[b>>2]|0);b=b+4|0}while((b|0)!=(d|0));b=f[l>>2]|0;c=f[n>>2]|0;if((c|0)!=(b|0))f[n>>2]=c+(~((c+-4-b|0)>>>2)<<2)}b=f[o>>2]|0;if(b|0)sOb(b);sOb(o)}f[a+44>>2]=949;f[a+48>>2]=0}b=f[q>>2]|0;if((r|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);u=s;return}if(!b){u=s;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);u=s;return}function j4a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;s=c+56|0;if(b[s>>0]|0){t=1;return t|0}t=c+24|0;g=f[t>>2]|0;if(!g){g=f[a>>2]|0;f[t>>2]=g;if(!g){b[s>>0]=1;t=1;return t|0}}o=c+32|0;q=c+40|0;r=c+48|0;j=d+16|0;k=c+20|0;l=c+16|0;m=c+4|0;n=c+8|0;a:while(1){b:do if(!(+p[g+24>>3]+(+p[g>>3]*+p[o>>3]+(+p[g+8>>3]*+p[q>>3]+ +p[g+16>>3]*+p[r>>3]))<0.0)){if(f[g+44>>2]|0){d=f[m>>2]|0;i=(f[n>>2]|0)-d|0;a=f[l>>2]|0;h=f[k>>2]|0;if((((i|0)==0?0:(i<<7)+-1|0)|0)==(h+a|0)){i5a(c);a=f[l>>2]|0;h=f[k>>2]|0;d=f[m>>2]|0}h=h+a|0;i=h&511;h=f[d+(h>>>9<<2)>>2]|0;f[h+(i<<3)>>2]=g;f[h+(i<<3)+4>>2]=1;f[k>>2]=(f[k>>2]|0)+1;g=(f[t>>2]|0)+44|0;i=39;break}a=f[j>>2]|0;if(!a){i=12;break a}oh[f[(f[a>>2]|0)+24>>2]&1023](a,g);g=f[(f[t>>2]|0)+48>>2]|0;if(g|0){f[t>>2]=g;break}g=f[k>>2]|0;if(!g){i=16;break a}while(1){a=g+-1+(f[l>>2]|0)|0;g=f[(f[m>>2]|0)+(a>>>9<<2)>>2]|0;a=a&511;d=g+(a<<3)|0;h=f[j>>2]|0;if(!h){i=18;break a}oh[f[(f[h>>2]|0)+24>>2]&1023](h,f[d>>2]|0);d=f[d>>2]|0;g=f[((f[g+(a<<3)+4>>2]|0)==1?d+48|0:d+44|0)>>2]|0;f[t>>2]=g;d=f[k>>2]|0;f[k>>2]=d+-1;a=f[n>>2]|0;h=a-(f[m>>2]|0)|0;if((1-d-(f[l>>2]|0)+((h|0)==0?0:(h<<7)+-1|0)|0)>>>0>1023){sOb(f[a+-4>>2]|0);f[n>>2]=(f[n>>2]|0)+-4;g=f[t>>2]|0}if(g|0)break b;g=f[k>>2]|0;if(!g)break a}}else{if(f[g+48>>2]|0){d=f[m>>2]|0;i=(f[n>>2]|0)-d|0;a=f[l>>2]|0;h=f[k>>2]|0;if((((i|0)==0?0:(i<<7)+-1|0)|0)==(h+a|0)){i5a(c);a=f[l>>2]|0;h=f[k>>2]|0;d=f[m>>2]|0}h=h+a|0;i=h&511;h=f[d+(h>>>9<<2)>>2]|0;f[h+(i<<3)>>2]=g;f[h+(i<<3)+4>>2]=0;f[k>>2]=(f[k>>2]|0)+1;g=(f[t>>2]|0)+48|0;i=39;break}a=f[j>>2]|0;if(!a){i=28;break a}oh[f[(f[a>>2]|0)+24>>2]&1023](a,g);g=f[(f[t>>2]|0)+44>>2]|0;if(g|0){f[t>>2]=g;break}g=f[k>>2]|0;if(!g){i=32;break a}while(1){a=g+-1+(f[l>>2]|0)|0;g=f[(f[m>>2]|0)+(a>>>9<<2)>>2]|0;a=a&511;d=g+(a<<3)|0;h=f[j>>2]|0;if(!h){i=34;break a}oh[f[(f[h>>2]|0)+24>>2]&1023](h,f[d>>2]|0);d=f[d>>2]|0;g=f[((f[g+(a<<3)+4>>2]|0)==1?d+48|0:d+44|0)>>2]|0;f[t>>2]=g;d=f[k>>2]|0;f[k>>2]=d+-1;a=f[n>>2]|0;h=a-(f[m>>2]|0)|0;if((1-d-(f[l>>2]|0)+((h|0)==0?0:(h<<7)+-1|0)|0)>>>0>1023){sOb(f[a+-4>>2]|0);f[n>>2]=(f[n>>2]|0)+-4;g=f[t>>2]|0}if(g|0)break b;g=f[k>>2]|0;if(!g)break a}}while(0);if((i|0)==39){i=0;h=f[g>>2]|0;f[t>>2]=h;if(!h)break}d=gDb()|0;u=I;h=e;a=f[h+4>>2]|0;g=f[t>>2]|0;if(!((u|0)<(a|0)|((u|0)==(a|0)?d>>>0<(f[h>>2]|0)>>>0:0))){i=41;break}}if((i|0)==12)vd();else if((i|0)==16)f[t>>2]=0;else if((i|0)==18)vd();else if((i|0)==28)vd();else if((i|0)==32)f[t>>2]=0;else if((i|0)==34)vd();else if((i|0)==41)if(g|0){u=0;return u|0}b[s>>0]=1;u=1;return u|0}function k4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+1040|0;e=r;c=r+8|0;d=a+4|0;if(b[(f[d>>2]|0)+112>>0]|0){f[e>>2]=f[(f[a+88>>2]|0)+8>>2];XAb(c,1024,192453,e)|0;o=m3a(260024,c,pAb(c)|0)|0;vEb(e,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(e,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(e);OEb(o,n)|0;AEb(o)|0}e=gDb()|0;c=a+32|0;f[c>>2]=e;f[c+4>>2]=I;d=f[d>>2]|0;c=pOb(88)|0;f[c>>2]=0;f[c+4>>2]=-32767;f[c+8>>2]=-32767;f[c+12>>2]=32767;f[c+16>>2]=32767;f[c+20>>2]=200;f[c+24>>2]=0;f[c+28>>2]=0;f[c+32>>2]=-1;e=c+36|0;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[c+84>>2]=d;d=a+136|0;e=f[d>>2]|0;f[d>>2]=c;if(e){c=f[e>>2]|0;f[e>>2]=0;if(c|0){l4a(c);sOb(c)}sOb(e);c=f[d>>2]|0}z7a(c,15);n=f[a+8>>2]|0;m=pOb(64)|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;p[m+32>>3]=+p[n+200>>3];p[m+40>>3]=+p[n+208>>3];p[m+48>>3]=+p[n+216>>3];b[m+56>>0]=0;n=a+96|0;o=f[n>>2]|0;f[n>>2]=m;if(!o){o=a+140|0;f[o>>2]=0;o=a+144|0;f[o>>2]=0;o=gDb()|0;m=I;n=a+16|0;q=n;q=f[q>>2]|0;n=n+4|0;n=f[n>>2]|0;n=WPb(q|0,n|0,1e6,0)|0;q=I;m=QPb(n|0,q|0,o|0,m|0)|0;o=I;q=a+24|0;n=q;f[n>>2]=m;q=q+4|0;f[q>>2]=o;q=a+44|0;f[q>>2]=950;a=a+48|0;f[a>>2]=0;u=r;return}m=o+4|0;c=f[m>>2]|0;l=o+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=o+8|0;e=f[n>>2]|0;j=e;k=c;if((e|0)==(c|0)){d=0;h=0;i=o+20|0}else{i=o+20|0;h=(f[i>>2]|0)+d|0;d=(f[g>>2]|0)+((d&511)<<3)|0;h=(f[c+(h>>>9<<2)>>2]|0)+((h&511)<<3)|0}a:while(1){do{if((h|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[i>>2]=0;d=j-k>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;q=21;break}case 2:{d=512;q=21;break}default:{}}if((q|0)==21)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[o>>2]|0;if(c|0)sOb(c);sOb(o);o=a+140|0;f[o>>2]=0;o=a+144|0;f[o>>2]=0;o=gDb()|0;m=I;n=a+16|0;q=n;q=f[q>>2]|0;n=n+4|0;n=f[n>>2]|0;n=WPb(q|0,n|0,1e6,0)|0;q=I;m=QPb(n|0,q|0,o|0,m|0)|0;o=I;q=a+24|0;n=q;f[n>>2]=m;q=q+4|0;f[q>>2]=o;q=a+44|0;f[q>>2]=950;a=a+48|0;f[a>>2]=0;u=r;return}function l4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=a+40|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){l4a(b);sOb(b)}h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){l4a(b);sOb(b)}g=a+28|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){b=f[h>>2]|0;if(b|0){g=h+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}sOb(h)}g=a+24|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){b=f[h>>2]|0;if(b|0){g=h+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}sOb(h)}h=a+20|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){c=f[b>>2]|0;if(c|0){d=b+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}sOb(b)}a=a+16|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;c=f[b>>2]|0;if(c|0){d=b+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);sOb(c)}sOb(b);return}function m4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+2112|0;j=m+1056|0;e=m+1048|0;d=m+24|0;h=m+1080|0;i=m+1072|0;l=m;f[i>>2]=a;k=l+16|0;f[l>>2]=39924;f[l+4>>2]=a;f[l+8>>2]=i;f[k>>2]=l;i=a+88|0;n=j4a(f[i>>2]|0,f[a+96>>2]|0,l,c)|0;g=a+4|0;c=(b[(f[g>>2]|0)+112>>0]|0)!=0;if(n){if(c){j=f[(f[i>>2]|0)+8>>2]|0;n=f[a+140>>2]|0;f[d>>2]=n;f[d+4>>2]=j;p[d+8>>3]=+(n>>>0)/+(j>>>0)*100.0;XAb(h,1024,192495,d)|0;j=m3a(260024,h,pAb(h)|0)|0;vEb(d,j+(f[(f[j>>2]|0)+-12>>2]|0)|0);n=XFb(d,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(d);OEb(j,n)|0;AEb(j)|0;j=gDb()|0;n=a+32|0;n=RPb(j|0,I|0,f[n>>2]|0,f[n+4>>2]|0)|0;n=UPb(n|0,I|0,1e6,0)|0;p[e>>3]=(+(n>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(d,1024,192551,e)|0;n=m3a(260024,d,pAb(d)|0)|0;vEb(e,n+(f[(f[n>>2]|0)+-12>>2]|0)|0);j=XFb(e,260896)|0;j=Rg[f[(f[j>>2]|0)+28>>2]&255](j,10)|0;YFb(e);OEb(n,j)|0;AEb(n)|0}c=f[i>>2]|0;f[i>>2]=0;if(c|0){W6a(c);sOb(c)}f[a+44>>2]=951;f[a+48>>2]=0}else if(c){d=gDb()|0;e=I;c=a+24|0;n=c;o=f[n+4>>2]|0;if((o|0)<(e|0)|((o|0)==(e|0)?(f[n>>2]|0)>>>0<d>>>0:0)){o=a+16|0;o=WPb(f[o>>2]|0,f[o+4>>2]|0,1e6,0)|0;o=QPb(o|0,I|0,d|0,e|0)|0;f[c>>2]=o;f[c+4>>2]=I;c=f[(f[i>>2]|0)+8>>2]|0;if(b[(f[g>>2]|0)+112>>0]|0){o=f[a+140>>2]|0;f[j>>2]=o;f[j+4>>2]=c;p[j+8>>3]=+(o>>>0)/+(c>>>0)*100.0;XAb(h,1024,192495,j)|0;o=m3a(260024,h,pAb(h)|0)|0;vEb(j,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(j,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(j);OEb(o,n)|0;AEb(o)|0}}}c=f[k>>2]|0;if((l|0)==(c|0)){gh[f[(f[c>>2]|0)+16>>2]&2047](c);u=m;return}if(!c){u=m;return}gh[f[(f[c>>2]|0)+20>>2]&2047](c);u=m;return}function n4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+1040|0;i=j+8|0;h=j;d=j+16|0;e=a+4|0;g=f[e>>2]|0;do if(b[g+112>>0]|0){c=f[a+160>>2]|0;if(!(b[g+64>>0]|0)){f[i>>2]=c;XAb(d,1024,192630,i)|0;h=m3a(260024,d,pAb(d)|0)|0;vEb(i,h+(f[(f[h>>2]|0)+-12>>2]|0)|0);g=XFb(i,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(i);OEb(h,g)|0;AEb(h)|0;break}else{f[h>>2]=c;XAb(d,1024,192584,h)|0;i=m3a(260024,d,pAb(d)|0)|0;vEb(h,i+(f[(f[i>>2]|0)+-12>>2]|0)|0);g=XFb(h,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(h);OEb(i,g)|0;AEb(i)|0;break}}while(0);h=gDb()|0;i=a+32|0;f[i>>2]=h;f[i+4>>2]=I;i=f[e>>2]|0;o4a(f[a+12>>2]|0,+p[i+72>>3],i+80|0,i+92|0);f[a+168>>2]=f[a+156>>2];i=gDb()|0;h=I;g=a+16|0;g=WPb(f[g>>2]|0,f[g+4>>2]|0,1e6,0)|0;h=QPb(g|0,I|0,i|0,h|0)|0;i=a+24|0;f[i>>2]=h;f[i+4>>2]=I;f[a+44>>2]=952;f[a+48>>2]=0;u=j;return}function o4a(a,c,d,e){a=a|0;c=+c;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;a=a+4|0;m3a(a,193058,2)|0;g=e+11|0;k=b[g>>0]|0;h=e+4|0;if((k<<24>>24<0?f[h>>2]|0:k&255)|0){l=m3a(a,193174,7)|0;k=b[g>>0]|0;g=k<<24>>24<0;m3a(m3a(l,g?f[e>>2]|0:e,g?f[h>>2]|0:k&255)|0,193077,1)|0}e=m3a(m3a(NEb(m3a(a,193061,15)|0,c)|0,193077,1)|0,193079,9)|0;l=b[d+11>>0]|0;k=l<<24>>24<0;l=m3a(m3a(m3a(m3a(e,k?f[d>>2]|0:d,k?f[d+4>>2]|0:l&255)|0,193077,1)|0,193219,40)|0,193142,1)|0;b[i>>0]=10;m3a(l,i,1)|0;u=j;return}function p4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0;L=u;u=u+1296|0;H=L+24|0;G=L+16|0;F=L;K=L+264|0;B=L+248|0;C=L+188|0;D=L+40|0;E=a+168|0;J=a+148|0;d=f[E>>2]|0;do if(!d)if(!(b[(f[a+4>>2]|0)+112>>0]|0))d=43;else d=44;else{k=a+172|0;l=a+4|0;m=B+4|0;o=B+8|0;q=B+12|0;r=a+12|0;s=K+11|0;t=B+4|0;v=B+8|0;w=C+48|0;x=C+52|0;y=C+56|0;z=D+76|0;A=D+76|0;while(1){f[k>>2]=(f[k>>2]|0)+1;i=d+20|0;e=f[l>>2]|0;j=e+92|0;g=b[j+11>>0]|0;if(g<<24>>24<0)e=f[e+96>>2]|0;else e=g&255;if(!e){j=d+16|0;O=+(h[j+1>>0]|0)*.003921568859368563;N=+(h[j+2>>0]|0)*.003921568859368563;M=+(h[j+3>>0]|0)*.003921568859368563;n[B>>2]=+(h[j>>0]|0)*.003921568859368563;n[m>>2]=O;n[o>>2]=N;n[q>>2]=M;xqb(K,B)}else xOb(K,j);if(!(b[(f[l>>2]|0)+64>>0]|0)){e=f[i>>2]|0;g=f[d+24>>2]|0;if((e|0)!=(g|0)){d=e;do{r4a(f[r>>2]|0,d,K);d=d+12|0}while((d|0)!=(g|0))}}else{f[B>>2]=0;f[t>>2]=0;f[v>>2]=0;Vmb(C);f[C>>2]=39968;f[w>>2]=0;f[x>>2]=0;f[y>>2]=0;Xmb(D,0);e=f[i>>2]|0;g=f[d+24>>2]|0;if((e|0)!=(g|0)){d=e;do{Wmb(z,d,0,1)|0;d=d+12|0}while((d|0)!=(g|0))}Ymb(D,1,B,1,1)|0;gnb(B,1);mnb(B,1.415);q4a(D,40996);Tlb(z);Xmb(D,0);d=f[B>>2]|0;e=f[t>>2]|0;if((d|0)!=(e|0)){do{Vlb(A,d,0,1)|0;d=d+12|0}while((d|0)!=(e|0));i=f[B>>2]|0;d=f[t>>2]|0;if((d|0)!=(i|0))do{e=d+-12|0;f[t>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[t>>2]|0}}while((d|0)!=(i|0))}Ymb(D,1,B,1,1)|0;gnb(B,1);q4a(D,40996);Tlb(A);if((f[B>>2]|0)!=(f[t>>2]|0))r4a(f[r>>2]|0,B,K);s4a(C);d=f[B>>2]|0;if(d|0){e=f[t>>2]|0;if((e|0)!=(d|0)){g=e;while(1){e=g+-12|0;f[t>>2]=e;i=f[e>>2]|0;if(i){e=g+-8|0;g=f[e>>2]|0;if((g|0)!=(i|0))f[e>>2]=g+(~((g+-8-i|0)>>>3)<<3);sOb(i);e=f[t>>2]|0}if((e|0)==(d|0))break;else g=e}d=f[B>>2]|0}sOb(d)}}e=f[f[E>>2]>>2]|0;f[E>>2]=e;e=(e|0)==0;if(e)d=1;else{d=gDb()|0;i=I;j=c;g=f[j+4>>2]|0;d=(g|0)<(i|0)|((g|0)==(i|0)?(f[j>>2]|0)>>>0<d>>>0:0)}if((b[s>>0]|0)<0)sOb(f[K>>2]|0);if(d)break;d=f[E>>2]|0}d=(b[(f[l>>2]|0)+112>>0]|0)!=0;if(e)if(d){d=44;break}else{d=43;break}if(!d){u=L;return}e=gDb()|0;g=I;d=a+24|0;J=d;G=f[J+4>>2]|0;if(!((G|0)<(g|0)|((G|0)==(g|0)?(f[J>>2]|0)>>>0<e>>>0:0))){u=L;return}G=a+16|0;G=WPb(f[G>>2]|0,f[G+4>>2]|0,1e6,0)|0;G=QPb(G|0,I|0,e|0,g|0)|0;J=d;f[J>>2]=G;f[J+4>>2]=I;J=f[a+160>>2]|0;a=f[a+172>>2]|0;f[H>>2]=a;f[H+4>>2]=J;p[H+8>>3]=+(a>>>0)/+(J>>>0)*100.0;XAb(K,1024,192666,H)|0;K=m3a(260024,K,pAb(K)|0)|0;vEb(H,K+(f[(f[K>>2]|0)+-12>>2]|0)|0);a=XFb(H,260896)|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,10)|0;YFb(H);OEb(K,a)|0;AEb(K)|0;u=L;return}while(0);if((d|0)==43)g=a+160|0;else if((d|0)==44){g=a+160|0;H=f[g>>2]|0;E=f[a+172>>2]|0;f[F>>2]=E;f[F+4>>2]=H;p[F+8>>3]=+(E>>>0)/+(H>>>0)*100.0;XAb(K,1024,192666,F)|0;H=m3a(260024,K,pAb(K)|0)|0;vEb(F,H+(f[(f[H>>2]|0)+-12>>2]|0)|0);E=XFb(F,260896)|0;E=Rg[f[(f[E>>2]|0)+28>>2]&255](E,10)|0;YFb(F);OEb(H,E)|0;AEb(H)|0;F=gDb()|0;H=a+32|0;H=RPb(F|0,I|0,f[H>>2]|0,f[H+4>>2]|0)|0;H=UPb(H|0,I|0,1e6,0)|0;p[G>>3]=(+(H>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(K,1024,192730,G)|0;H=m3a(260024,K,pAb(K)|0)|0;vEb(G,H+(f[(f[H>>2]|0)+-12>>2]|0)|0);F=XFb(G,260896)|0;F=Rg[f[(f[F>>2]|0)+28>>2]&255](F,10)|0;YFb(G);OEb(H,F)|0;AEb(H)|0}if(f[g>>2]|0){e=a+156|0;t4a(J,f[e>>2]|0);f[e>>2]=0;e=f[a+152>>2]|0;if(e|0){d=0;do{f[(f[J>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}J=m3a((f[a+12>>2]|0)+4|0,192764,4)|0;b[K>>0]=10;m3a(J,K,1)|0;f[a+44>>2]=953;f[a+48>>2]=0;u=L;return}function q4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=f[b>>2]|0;f[a>>2]=d;f[a+(f[d+-12>>2]|0)>>2]=f[b+4>>2];d=a+44|0;c=a+52|0;if(f[c>>2]|0){b=f[a+48>>2]|0;e=(f[d>>2]|0)+4|0;g=f[b>>2]|0;f[g+4>>2]=f[e>>2];f[f[e>>2]>>2]=g;f[c>>2]=0;if((b|0)!=(d|0))do{g=b;b=f[b+4>>2]|0;sOb(g)}while((b|0)!=(d|0))}b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function r4a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;h=a+4|0;m3a(h,193168,5)|0;a=d+11|0;g=b[a>>0]|0;e=d+4|0;if((g<<24>>24<0?f[e>>2]|0:g&255)|0){k=m3a(h,193174,7)|0;g=b[a>>0]|0;a=g<<24>>24<0;m3a(m3a(k,a?f[d>>2]|0:d,a?f[e>>2]|0:g&255)|0,193077,1)|0}m3a(h,193182,4)|0;a=f[c>>2]|0;g=f[c+4>>2]|0;if((a|0)==(g|0)){k=m3a(h,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;u=j;return}do{e=f[a>>2]|0;c=f[a+4>>2]|0;if((e|0)!=(c|0)){d=0;do{if(!(d<<24>>24)){m3a(h,193191,3)|0;d=1}else m3a(h,193054,1)|0;k=m3a(JEb(h,f[e>>2]|0)|0,193056,1)|0;JEb(k,0-(f[e+4>>2]|0)|0)|0;e=e+8|0}while((e|0)!=(c|0))}m3a(h,193187,3)|0;a=a+12|0}while((a|0)!=(g|0));k=m3a(h,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;u=j;return}function s4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39968;Umb(a);b=f[a+48>>2]|0;if(b|0){c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function t4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(!b)return;do{l=b;b=f[b>>2]|0;j=l+20|0;a=f[j>>2]|0;if(a|0){k=l+24|0;c=f[k>>2]|0;if((c|0)!=(a|0)){d=c;while(1){c=d+-12|0;f[k>>2]=c;i=f[c>>2]|0;if(i){h=d+-8|0;d=f[h>>2]|0;if((d|0)==(i|0))c=i;else{do{e=d+-12|0;f[h>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[h>>2]|0}}while((d|0)!=(i|0));c=f[c>>2]|0}sOb(c);c=f[k>>2]|0}if((c|0)==(a|0))break;else d=c}a=f[j>>2]|0}sOb(a)}sOb(l)}while((b|0)!=0);return}function u4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+1040|0;c=h+8|0;g=h;d=h+16|0;e=f[a+4>>2]|0;if(!(b[e+17>>0]|0))if(!(b[e+112>>0]|0))c=955;else{XAb(d,1024,192808,c)|0;g=m3a(260024,d,pAb(d)|0)|0;vEb(c,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);e=XFb(c,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(c);OEb(g,e)|0;AEb(g)|0;c=955}else{c=a+224|0;if(b[e+112>>0]|0){f[g>>2]=(f[a+228>>2]|0)-(f[c>>2]|0)>>6;XAb(d,1024,192769,g)|0;e=m3a(260024,d,pAb(d)|0)|0;vEb(g,e+(f[(f[e>>2]|0)+-12>>2]|0)|0);d=XFb(g,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,10)|0;YFb(g);OEb(e,d)|0;AEb(e)|0}e=gDb()|0;g=a+32|0;f[g>>2]=e;f[g+4>>2]=I;f[a+208>>2]=f[c>>2];c=954}f[a+44>>2]=c;f[a+48>>2]=0;e=gDb()|0;g=I;d=a+16|0;d=WPb(f[d>>2]|0,f[d+4>>2]|0,1e6,0)|0;g=QPb(d|0,I|0,e|0,g|0)|0;a=a+24|0;f[a>>2]=g;f[a+4>>2]=I;u=h;return}function v4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0,fa=0;H=u;u=u+1152|0;C=H+1112|0;z=H+1104|0;y=H+1088|0;A=H+64|0;w=H+1140|0;E=H+1128|0;x=H;f[w>>2]=a;f[E>>2]=0;G=E+4|0;f[G>>2]=0;f[E+8>>2]=0;B=a+224|0;F=a+228|0;g=a+208|0;d=f[g>>2]|0;do if((d|0)==(f[F>>2]|0))D=11;else{h=a+8|0;i=A+8|0;j=A+16|0;k=A+24|0;l=A+32|0;m=A+40|0;n=A+48|0;o=x+8|0;q=x+16|0;r=x+24|0;s=x+32|0;t=x+40|0;v=x+48|0;while(1){e=f[h>>2]|0;da=+p[d>>3];ca=+p[d+8>>3];ba=+p[d+16>>3];Q=+p[d+24>>3];p[k>>3]=Q;O=+p[d+32>>3];M=+p[d+40>>3];d=d+48|0;f[n>>2]=f[d>>2];f[n+4>>2]=f[d+4>>2];f[n+8>>2]=f[d+8>>2];Y=+p[e>>3];X=+p[e+32>>3];W=+p[e+64>>3];U=+p[e+8>>3];T=+p[e+40>>3];S=+p[e+72>>3];P=+p[e+16>>3];N=+p[e+48>>3];L=+p[e+80>>3];$=+p[e+24>>3];_=+p[e+56>>3];Z=+p[e+88>>3];V=+p[e+96>>3];R=+p[e+104>>3];K=+p[e+112>>3];J=+p[e+120>>3];aa=1.0/(da*$+ca*_+ba*Z+J);p[A>>3]=(da*Y+ca*X+ba*W+V)*aa;p[i>>3]=(da*U+ca*T+ba*S+R)*aa;p[j>>3]=(da*P+ca*N+ba*L+K)*aa;J=1.0/(Q*$+O*_+M*Z+J);p[k>>3]=(Q*Y+O*X+M*W+V)*J;p[l>>3]=(Q*U+O*T+M*S+R)*J;p[m>>3]=(Q*P+O*N+M*L+K)*J;if(!(uqb(A,E)|0)){e=f[E>>2]|0;p[x>>3]=+p[e>>3];p[o>>3]=+p[e+8>>3];p[q>>3]=+p[e+16>>3];p[r>>3]=+p[e+24>>3];p[s>>3]=+p[e+32>>3];p[t>>3]=+p[e+40>>3];f[v>>2]=f[n>>2];f[v+4>>2]=f[n+4>>2];f[v+8>>2]=f[n+8>>2];x4a(w,x)}d=f[E>>2]|0;e=f[G>>2]|0;if((e|0)!=(d|0))f[G>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);e=(f[g>>2]|0)+64|0;f[g>>2]=e;if((e|0)==(f[F>>2]|0)){D=10;break}e=gDb()|0;ea=I;d=c;fa=f[d+4>>2]|0;if((fa|0)<(ea|0)|((fa|0)==(ea|0)?(f[d>>2]|0)>>>0<e>>>0:0))break;d=f[g>>2]|0}if((D|0)==10){D=11;break}e=gDb()|0;c=I;d=a+24|0;fa=d;ea=f[fa+4>>2]|0;if((ea|0)<(c|0)|((ea|0)==(c|0)?(f[fa>>2]|0)>>>0<e>>>0:0)){ea=a+16|0;ea=WPb(f[ea>>2]|0,f[ea+4>>2]|0,1e6,0)|0;ea=QPb(ea|0,I|0,e|0,c|0)|0;fa=d;f[fa>>2]=ea;f[fa+4>>2]=I;fa=(f[F>>2]|0)-(f[B>>2]|0)>>6;ea=f[a+176>>2]|0;f[C>>2]=ea;f[C+4>>2]=fa;p[C+8>>3]=+(ea>>>0)/+(fa>>>0)*100.0;XAb(A,1024,192866,C)|0;fa=m3a(260024,A,pAb(A)|0)|0;vEb(C,fa+(f[(f[fa>>2]|0)+-12>>2]|0)|0);ea=XFb(C,260896)|0;ea=Rg[f[(f[ea>>2]|0)+28>>2]&255](ea,10)|0;YFb(C);OEb(fa,ea)|0;AEb(fa)|0}}while(0);if((D|0)==11){if(b[(f[a+4>>2]|0)+112>>0]|0){ea=(f[F>>2]|0)-(f[B>>2]|0)>>6;fa=f[a+176>>2]|0;f[y>>2]=fa;f[y+4>>2]=ea;p[y+8>>3]=+(fa>>>0)/+(ea>>>0)*100.0;XAb(A,1024,192866,y)|0;ea=m3a(260024,A,pAb(A)|0)|0;vEb(y,ea+(f[(f[ea>>2]|0)+-12>>2]|0)|0);fa=XFb(y,260896)|0;fa=Rg[f[(f[fa>>2]|0)+28>>2]&255](fa,10)|0;YFb(y);OEb(ea,fa)|0;AEb(ea)|0;ea=gDb()|0;fa=a+32|0;fa=RPb(ea|0,I|0,f[fa>>2]|0,f[fa+4>>2]|0)|0;fa=UPb(fa|0,I|0,1e6,0)|0;p[z>>3]=(+(fa>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(A,1024,192919,z)|0;fa=m3a(260024,A,pAb(A)|0)|0;vEb(z,fa+(f[(f[fa>>2]|0)+-12>>2]|0)|0);ea=XFb(z,260896)|0;ea=Rg[f[(f[ea>>2]|0)+28>>2]&255](ea,10)|0;YFb(z);OEb(fa,ea)|0;AEb(fa)|0}d=f[B>>2]|0;e=f[F>>2]|0;if((e|0)!=(d|0))f[F>>2]=e+(~((e+-64-d|0)>>>6)<<6);f[a+44>>2]=956;f[a+48>>2]=0}d=f[E>>2]|0;if(!d){u=H;return}e=f[G>>2]|0;if((e|0)!=(d|0))f[G>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=H;return}function w4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+1040|0;d=e;c=e+8|0;if(b[(f[a+4>>2]|0)+112>>0]|0){XAb(c,1024,192844,d)|0;g=m3a(260024,c,pAb(c)|0)|0;vEb(d,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);h=XFb(d,260896)|0;h=Rg[f[(f[h>>2]|0)+28>>2]&255](h,10)|0;YFb(d);OEb(g,h)|0;AEb(g)|0}h=m3a((f[a+12>>2]|0)+4|0,192859,6)|0;b[c>>0]=10;m3a(h,c,1)|0;b[a+52>>0]=1;u=e;return}function x4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+12|0;g=i;c=f[a>>2]|0;e=c+176|0;f[e>>2]=(f[e>>2]|0)+1;C4a(h,b,+p[c+128>>3],+p[c+120>>3]);f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;do if(E7a(f[c+136>>2]|0,h,g)|0){d=c+180|0;f[d>>2]=(f[d>>2]|0)+1}else{a=c+188|0;b=f[a>>2]|0;if((b|0)==(f[c+192>>2]|0)){E4a(c+184|0,g);break}else{D4a(b,g);f[a>>2]=(f[a>>2]|0)+12;break}}while(0);a=f[g>>2]|0;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0)){do{c=b+-12|0;f[e>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);b=f[e>>2]|0}}while((b|0)!=(a|0));a=f[g>>2]|0}sOb(a)}c=f[h>>2]|0;if(!c){u=i;return}a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=i;return}function y4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+1040|0;m=n+8|0;c=n;l=n+16|0;j=a+4|0;if(b[(f[j>>2]|0)+112>>0]|0){XAb(l,1024,192953,c)|0;k=m3a(260024,l,pAb(l)|0)|0;vEb(c,k+(f[(f[k>>2]|0)+-12>>2]|0)|0);i=XFb(c,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(c);OEb(k,i)|0;AEb(k)|0}d=gDb()|0;k=a+32|0;i=k;f[i>>2]=d;f[i+4>>2]=I;Cqb(l,a+184|0);i=a+196|0;d=f[i>>2]|0;if(!d){c=a+200|0;d=a+204|0}else{c=a+200|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[c>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-8-h|0)>>>3)<<3);sOb(h);e=f[c>>2]|0}}while((e|0)!=(d|0));d=f[i>>2]|0}sOb(d);d=a+204|0;f[d>>2]=0;f[c>>2]=0;f[i>>2]=0}f[i>>2]=f[l>>2];f[c>>2]=f[l+4>>2];f[d>>2]=f[l+8>>2];j=f[j>>2]|0;c=gDb()|0;d=I;if(!(b[j+112>>0]|0)){m=a+44|0;f[m>>2]=957;a=a+48|0;f[a>>2]=0;u=n;return}k=RPb(c|0,d|0,f[k>>2]|0,f[k+4>>2]|0)|0;k=UPb(k|0,I|0,1e6,0)|0;p[m>>3]=(+(k>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(l,1024,192974,m)|0;l=m3a(260024,l,pAb(l)|0)|0;vEb(m,l+(f[(f[l>>2]|0)+-12>>2]|0)|0);k=XFb(m,260896)|0;k=Rg[f[(f[k>>2]|0)+28>>2]&255](k,10)|0;YFb(m);OEb(l,k)|0;AEb(l)|0;m=a+44|0;f[m>>2]=957;a=a+48|0;f[a>>2]=0;u=n;return}function z4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+1040|0;e=h;g=h+8|0;d=a+4|0;c=f[d>>2]|0;if(b[c+112>>0]|0){XAb(g,1024,193013,e)|0;c=m3a(260024,g,pAb(g)|0)|0;vEb(e,c+(f[(f[c>>2]|0)+-12>>2]|0)|0);i=XFb(e,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(e);OEb(c,i)|0;AEb(c)|0;c=f[d>>2]|0}i=a+12|0;A4a(f[i>>2]|0,+p[c+24>>3],c+32|0);B4a(f[i>>2]|0,a+196|0);i=m3a((f[i>>2]|0)+4|0,192764,4)|0;b[g>>0]=10;m3a(i,g,1)|0;f[a+44>>2]=955;f[a+48>>2]=0;u=h;return}function A4a(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;i=m3a(m3a(NEb(m3a(m3a(a+4|0,193058,2)|0,193061,15)|0,c)|0,193077,1)|0,193079,9)|0;a=b[d+11>>0]|0;h=a<<24>>24<0;d=m3a(m3a(m3a(m3a(i,h?f[d>>2]|0:d,h?f[d+4>>2]|0:a&255)|0,193077,1)|0,193089,52)|0,193142,1)|0;b[g>>0]=10;m3a(d,g,1)|0;u=e;return}function B4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;d=f[c>>2]|0;h=f[c+4>>2]|0;if((d|0)==(h|0)){u=j;return}g=a+4|0;do{m3a(g,193031,18)|0;c=f[d>>2]|0;e=f[d+4>>2]|0;if((c|0)!=(e|0)){a=0;do{if(!(a<<24>>24))a=1;else m3a(g,193054,1)|0;k=m3a(JEb(g,f[c>>2]|0)|0,193056,1)|0;JEb(k,0-(f[c+4>>2]|0)|0)|0;c=c+8|0}while((c|0)!=(e|0))}k=m3a(g,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;d=d+12|0}while((d|0)!=(h|0));u=j;return}function C4a(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+16|0;g=i;f[a>>2]=0;h=a+4|0;f[h>>2]=0;f[a+8>>2]=0;l=ZCb(+p[b>>3]*32767.0)|0;j=ZCb(+p[b+8>>3]*32767.0)|0;e=ZCb((+p[b+16>>3]+c)*d)|0;e=(e|0)<32767?e:32767;f[g>>2]=l;f[g+4>>2]=j;f[g+8>>2]=(e|0)>-32767?e:-32767;F4a(a,g);e=f[h>>2]|0;j=f[a+8>>2]|0;l=ZCb(+p[b+24>>3]*32767.0)|0;k=ZCb(+p[b+32>>3]*32767.0)|0;b=ZCb((+p[b+40>>3]+c)*d)|0;b=(b|0)<32767?b:32767;f[g>>2]=l;f[g+4>>2]=k;f[g+8>>2]=(b|0)>-32767?b:-32767;if(e>>>0<j>>>0){f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[h>>2]=(f[h>>2]|0)+12;u=i;return}else{F4a(a,g);u=i;return}}function D4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;e=b+4|0;c=(f[e>>2]|0)-(f[b>>2]|0)|0;d=(c|0)/12|0;if(!c)return;if(d>>>0>357913941)AMb(a);g=pOb(c)|0;f[j>>2]=g;f[a>>2]=g;f[a+8>>2]=g+(d*12|0);c=f[b>>2]|0;i=f[e>>2]|0;if((c|0)==(i|0))return;else h=c;while(1){f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;b=h+4|0;c=(f[b>>2]|0)-(f[h>>2]|0)|0;a=c>>3;if(a|0){if(a>>>0>536870911){c=7;break}d=pOb(c)|0;f[e>>2]=d;f[g>>2]=d;f[g+8>>2]=d+(a<<3);a=f[h>>2]|0;c=(f[b>>2]|0)-a|0;if((c|0)>0){bQb(d|0,a|0,c|0)|0;f[e>>2]=d+(c>>>3<<3)}}h=h+12|0;c=(f[j>>2]|0)+12|0;f[j>>2]=c;if((h|0)==(i|0)){c=11;break}else g=c}if((c|0)==7)AMb(g);else if((c|0)==11)return}function E4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+4|0;c=f[a>>2]|0;e=((f[i>>2]|0)-c|0)/12|0;d=e+1|0;if(d>>>0>357913941)AMb(a);j=a+8|0;k=((f[j>>2]|0)-c|0)/12|0;c=k<<1;c=k>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(e*12|0)|0;e=d;h=g+(c*12|0)|0;D4a(d,b);b=d+12|0;g=f[a>>2]|0;c=f[i>>2]|0;if((c|0)==(g|0)){c=e;k=g;d=g}else{do{k=d+-12|0;l=c;c=c+-12|0;f[k>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[k>>2]=f[c>>2];k=l+-8|0;f[m>>2]=f[k>>2];l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;f[k>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(g|0));c=e;k=f[a>>2]|0;d=f[i>>2]|0}f[a>>2]=c;f[i>>2]=b;f[j>>2]=h;a=k;if((d|0)!=(a|0)){h=d;do{d=h;h=h+-12|0;c=f[h>>2]|0;if(c|0){b=d+-8|0;d=f[b>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[b>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[b>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}}while((h|0)!=(a|0))}if(!k)return;sOb(k);return}function F4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function G4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function H4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function I4a(a){a=a|0;s4a(a);sOb(a);return}function J4a(a){a=a|0;return}function K4a(a){a=a|0;sOb(a);return}function L4a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=39924;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function M4a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=39924;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function N4a(a){a=a|0;return}function O4a(a){a=a|0;sOb(a);return}function P4a(a,b){a=a|0;b=b|0;S4a(a+4|0,b);return}function Q4a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==193260?a+4|0:0)|0}function R4a(a){a=a|0;return 15304}function S4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+96|0;C=F;i=f[a>>2]|0;D=i+260|0;c=f[D>>2]|0;E=i+264|0;d=f[E>>2]|0;g=c;if((d|0)==(c|0))e=c;else{e=d+(~(((d+-88-g|0)>>>0)/88|0)*88|0)|0;f[E>>2]=e;d=e}h=f[b+32>>2]|0;B=f[b+36>>2]|0;if((h|0)!=(B|0)){m=i+8|0;n=i+236|0;o=i+248|0;q=i+268|0;r=C+8|0;s=C+16|0;t=C+24|0;v=C+32|0;w=C+40|0;x=C+48|0;y=C+56|0;z=C+64|0;A=C+72|0;l=i+240|0;do{T4a(C,h,f[m>>2]|0);do if(tqb(C,n,o)|0){e=f[l>>2]|0;k=f[n>>2]|0;c=k;if((e|0)==(k|0))d=e;else{k=0;do{d=c+(k*24|0)|0;e=k+1|0;g=c+(e*24|0)|0;b=k+2|0;i=c+(b*24|0)|0;j=f[E>>2]|0;if(j>>>0<(f[q>>2]|0)>>>0){p[j>>3]=+p[d>>3];p[j+8>>3]=+p[c+(k*24|0)+8>>3];p[j+16>>3]=+p[c+(k*24|0)+16>>3];p[j+24>>3]=+p[g>>3];p[j+32>>3]=+p[c+(e*24|0)+8>>3];p[j+40>>3]=+p[c+(e*24|0)+16>>3];p[j+48>>3]=+p[i>>3];p[j+56>>3]=+p[c+(b*24|0)+8>>3];p[j+64>>3]=+p[c+(b*24|0)+16>>3];j=j+72|0;f[j>>2]=f[A>>2];f[j+4>>2]=f[A+4>>2];f[j+8>>2]=f[A+8>>2];f[E>>2]=(f[E>>2]|0)+88}else U4a(D,d,g,i,A);k=k+3|0;d=f[l>>2]|0;e=f[n>>2]|0;c=e}while(k>>>0<((d-e|0)/24|0)>>>0)}if((c|0)!=(d|0))f[l>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0)}else{c=f[E>>2]|0;if((c|0)==(f[q>>2]|0)){V4a(D,C);break}else{p[c>>3]=+p[C>>3];p[c+8>>3]=+p[r>>3];p[c+16>>3]=+p[s>>3];p[c+24>>3]=+p[t>>3];p[c+32>>3]=+p[v>>3];p[c+40>>3]=+p[w>>3];p[c+48>>3]=+p[x>>3];p[c+56>>3]=+p[y>>3];p[c+64>>3]=+p[z>>3];k=c+72|0;f[k>>2]=f[A>>2];f[k+4>>2]=f[A+4>>2];f[k+8>>2]=f[A+8>>2];f[E>>2]=(f[E>>2]|0)+88;break}}while(0);h=h+88|0}while((h|0)!=(B|0));d=f[E>>2]|0;g=f[D>>2]|0;c=g;e=d}if(((d-g|0)/88|0)>>>0>1){W4a(c,e,C);c=f[D>>2]|0;e=f[E>>2]|0}if((c|0)==(e|0)){u=F;return}d=a+4|0;do{X4a(f[d>>2]|0,c);c=c+88|0}while((c|0)!=(e|0));u=F;return}function T4a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0.0,G=0,H=0,I=0.0,J=0.0,K=0.0,L=0;K=+p[b>>3];J=+p[b+8>>3];I=+p[b+16>>3];F=+p[b+24>>3];H=a+24|0;p[H>>3]=F;i=+p[b+32>>3];G=a+32|0;p[G>>3]=i;k=+p[b+40>>3];E=a+40|0;p[E>>3]=k;D=b+48|0;t=a+48|0;p[t>>3]=+p[D>>3];C=b+56|0;n=a+56|0;p[n>>3]=+p[C>>3];B=b+64|0;d=a+64|0;p[d>>3]=+p[B>>3];L=a+72|0;b=b+72|0;f[L>>2]=f[b>>2];f[L+4>>2]=f[b+4>>2];f[L+8>>2]=f[b+8>>2];x=+p[c>>3];w=+p[c+32>>3];v=+p[c+64>>3];s=+p[c+8>>3];r=+p[c+40>>3];q=+p[c+72>>3];l=+p[c+16>>3];j=+p[c+48>>3];h=+p[c+80>>3];A=+p[c+24>>3];z=+p[c+56>>3];y=+p[c+88>>3];u=+p[c+96>>3];o=+p[c+104>>3];g=+p[c+112>>3];e=+p[c+120>>3];m=1.0/(K*A+J*z+I*y+e);p[a>>3]=(x*K+w*J+v*I+u)*m;p[a+8>>3]=(K*s+J*r+I*q+o)*m;p[a+16>>3]=(K*l+J*j+I*h+g)*m;m=1.0/(F*A+i*z+k*y+e);p[H>>3]=(x*F+w*i+v*k+u)*m;p[G>>3]=(F*s+i*r+k*q+o)*m;p[E>>3]=(F*l+i*j+k*h+g)*m;m=+p[D>>3];k=+p[C>>3];i=+p[B>>3];e=1.0/(m*A+k*z+i*y+e);p[t>>3]=(x*m+w*k+v*i+u)*e;p[n>>3]=(m*s+k*r+i*q+o)*e;p[d>>3]=(m*l+k*j+i*h+g)*e;return}function U4a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function V4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=(c-d|0)/88|0;g=i+1|0;l=d;e=c;if(g>>>0>48806446)AMb(a);m=a+8|0;j=((f[m>>2]|0)-d|0)/88|0;k=j<<1;g=j>>>0<24403223?(k>>>0<g>>>0?g:k):48806446;do if(!g)h=0;else if(g>>>0>48806446)vd();else{h=pOb(g*88|0)|0;break}while(0);j=h+(i*88|0)|0;d=j;k=h+(g*88|0)|0;p[j>>3]=+p[b>>3];p[h+(i*88|0)+8>>3]=+p[b+8>>3];p[h+(i*88|0)+16>>3]=+p[b+16>>3];p[h+(i*88|0)+24>>3]=+p[b+24>>3];p[h+(i*88|0)+32>>3]=+p[b+32>>3];p[h+(i*88|0)+40>>3]=+p[b+40>>3];p[h+(i*88|0)+48>>3]=+p[b+48>>3];p[h+(i*88|0)+56>>3]=+p[b+56>>3];p[h+(i*88|0)+64>>3]=+p[b+64>>3];g=h+(i*88|0)+72|0;i=b+72|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];g=j+88|0;if((e|0)!=(l|0)){c=j;do{i=e;e=e+-88|0;p[c+-88>>3]=+p[e>>3];p[c+-80>>3]=+p[i+-80>>3];p[c+-72>>3]=+p[i+-72>>3];p[c+-64>>3]=+p[i+-64>>3];p[c+-56>>3]=+p[i+-56>>3];p[c+-48>>3]=+p[i+-48>>3];p[c+-40>>3]=+p[i+-40>>3];p[c+-32>>3]=+p[i+-32>>3];p[c+-24>>3]=+p[i+-24>>3];j=c+-16|0;i=i+-16|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];c=d+-88|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function W4a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0;w=0;x=u;u=u+2096|0;a:while(1){k=b;l=b+-88|0;m=b+-80|0;o=b+-72|0;q=b+-64|0;r=b+-56|0;s=b+-48|0;g=b+-40|0;h=b+-32|0;i=b+-24|0;j=b+-16|0;d=a;while(1){e=d;f[x+48>>2]=c;f[x+56>>2]=d;f[x+104>>2]=b;f[x+112>>2]=e;f[x+232>>2]=t;f[x+680>>2]=g;f[x+728>>2]=h;f[x+816>>2]=i;f[x+880>>2]=j;f[x+1672>>2]=v;f[x+1720>>2]=k;f[x+1768>>2]=l;f[x+1784>>2]=m;f[x+1808>>2]=o;f[x+1848>>2]=q;f[x+1920>>2]=r;f[x+1976>>2]=s;f[x+2016>>2]=w;f[x+2024>>2]=0;f[x+2028>>2]=0;$4a(x);d=f[x+56>>2]|0;e=f[x+112>>2]|0;t=f[x+232>>2]|0;v=f[x+1672>>2]|0;w=f[x+2016>>2]|0;G=f[x+2024>>2]|0;D=f[x+2028>>2]|0;H=+n[x+2028>>2];f[x+2024>>2]=0;f[x+2028>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((w|0)==44){w=0;W4a(t+88|0,b,c);a=e;b=t;continue}else if((w|0)==45){w=0;if(v){w=46;break}else{a=e;b=t;continue}}}if((w|0)==5){y=+sqb(l);if(!(y<+sqb(e))){u=x;return}L=e+8|0;a=e+16|0;J=+p[e>>3];I=+p[L>>3];F=+p[a>>3];b=e+24|0;d=e+32|0;k=e+40|0;E=+p[b>>3];C=+p[d>>3];B=+p[k>>3];t=e+48|0;c=e+56|0;v=e+64|0;A=+p[t>>3];z=+p[c>>3];y=+p[v>>3];w=e+72|0;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];f[x+8>>2]=f[w+8>>2];K=+p[l>>3];p[l>>3]=J;p[e>>3]=K;K=+p[m>>3];p[m>>3]=+p[L>>3];p[L>>3]=K;K=+p[o>>3];p[o>>3]=+p[a>>3];p[a>>3]=K;K=+p[q>>3];p[q>>3]=+p[b>>3];p[b>>3]=K;K=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=K;K=+p[s>>3];p[s>>3]=+p[k>>3];p[k>>3]=K;K=+p[g>>3];p[g>>3]=+p[t>>3];p[t>>3]=K;p[c>>3]=+p[h>>3];p[v>>3]=+p[i>>3];f[w>>2]=f[j>>2];f[w+4>>2]=f[j+4>>2];f[w+8>>2]=f[j+8>>2];p[l>>3]=J;p[m>>3]=I;p[o>>3]=F;p[q>>3]=E;p[r>>3]=C;p[s>>3]=B;p[g>>3]=A;p[h>>3]=z;p[i>>3]=y;f[j>>2]=f[x>>2];f[j+4>>2]=f[x+4>>2];f[j+8>>2]=f[x+8>>2];u=x;return}else if((w|0)==7){d5a(e,e+88|0,l,c)|0;u=x;return}else if((w|0)==8){e5a(e,e+88|0,e+176|0,l,c)|0;u=x;return}else if((w|0)==9){f5a(e,e+88|0,e+176|0,e+264|0,l,c)|0;u=x;return}else if((w|0)==11){g5a(e,b,c);u=x;return}else if((w|0)==46){u=x;return}}function X4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;h=i+24|0;g=i+12|0;c=i;a=f[a>>2]|0;e=a+140|0;f[e>>2]=(f[e>>2]|0)+1;Y4a(h,b,+p[a+128>>3],+p[a+120>>3]);f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;if(B7a(f[a+136>>2]|0,h,g)|0){d=a+144|0;f[d>>2]=(f[d>>2]|0)+1}else{b=b+72|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];a=a5a(a+148|0,c)|0;b=a+4|0;c=f[b>>2]|0;if((c|0)==(f[a+8>>2]|0))E4a(a,g);else{D4a(c,g);f[b>>2]=(f[b>>2]|0)+12}}a=f[g>>2]|0;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0)){do{c=b+-12|0;f[e>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);b=f[e>>2]|0}}while((b|0)!=(a|0));a=f[g>>2]|0}sOb(a)}c=f[h>>2]|0;if(!c){u=i;return}a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=i;return}function Y4a(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=u;u=u+16|0;h=j;f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;k=ZCb(+p[b>>3]*32767.0)|0;e=ZCb(+p[b+8>>3]*32767.0)|0;g=ZCb((+p[b+16>>3]+c)*d)|0;g=(g|0)<32767?g:32767;f[h>>2]=k;f[h+4>>2]=e;f[h+8>>2]=(g|0)>-32767?g:-32767;g=a+8|0;F4a(a,h);e=f[i>>2]|0;k=f[g>>2]|0;n=ZCb(+p[b+24>>3]*32767.0)|0;m=ZCb(+p[b+32>>3]*32767.0)|0;l=ZCb((+p[b+40>>3]+c)*d)|0;l=(l|0)<32767?l:32767;f[h>>2]=n;f[h+4>>2]=m;f[h+8>>2]=(l|0)>-32767?l:-32767;if(e>>>0<k>>>0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];e=(f[i>>2]|0)+12|0;f[i>>2]=e}else{F4a(a,h);e=f[i>>2]|0}l=ZCb(+p[b+48>>3]*32767.0)|0;m=ZCb(+p[b+56>>3]*32767.0)|0;n=ZCb((+p[b+64>>3]+c)*d)|0;n=(n|0)<32767?n:32767;f[h>>2]=l;f[h+4>>2]=m;f[h+8>>2]=(n|0)>-32767?n:-32767;if(e>>>0<(f[g>>2]|0)>>>0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[i>>2]=(f[i>>2]|0)+12;u=j;return}else{F4a(a,h);u=j;return}}function Z4a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;H=f[a+656>>2]|0;C=f[a+1200>>2]|0;i=f[a+1232>>2]|0;y=f[a+2352>>2]|0;F=f[a+3104>>2]|0;a:{b:while(1){G=H;g=f[(G+16|0)>>2]|0;c:do if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&i;else if(g>>>0>i>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;d=f[(f[(G+12|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){if(!((g+-1|0)&g))while(1){D=f[d+4>>2]|0;e=(D|0)==(i|0);if(!(e|(D&(g+-1|0)|0)==(h|0)))break c;if(e)if((f[d+8>>2]|0)==(i|0)){D=d;break b}d=f[d>>2]|0;if(!d)break c}do{e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(i|0)){D=d;break b}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0))break c}d=f[d>>2]|0}while((d|0)!=0)}}}while(0);H=f[H>>2]|0;if(!H){f[a+3144>>2]=2;f[a+3148>>2]=8;break a}}r=f[G+8>>2]|0;r=Kkb(DSa(y)|0,r)|0;g=f[(C+392|0)>>2]|0;d:do if(!g)A=0;else{if(!((g+-1|0)&g))h=(g+-1|0)&i;else if(g>>>0>i>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;d=f[(f[(C+388|0)>>2]|0)+(h<<2)>>2]|0;if(!d)A=0;else{d=f[d>>2]|0;if(!d)A=0;else{if(!((g+-1|0)&g))while(1){A=f[d+4>>2]|0;e=(A|0)==(i|0);if(!(e|(A&(g+-1|0)|0)==(h|0))){A=0;break d}if(e)if((f[d+8>>2]|0)==(i|0)){A=d;break d}d=f[d>>2]|0;if(!d){A=0;break d}}while(1){e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(i|0)){A=d;break d}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0)){A=0;break d}}d=f[d>>2]|0;if(!d){A=0;break}}}}}while(0);do{d=1;if(d){d=0;if(!r)F=402;else d=1}if(d)if(1){u=1;if(u){u=0;if(!(b[G+44>>0]|0)){s=A+12|0;d=f[s>>2]|0;t=A+16|0;q=f[t>>2]|0;if((d|0)==(q|0)){c=pOb(8)|0;f[(a+8|0)>>2]=c;f[(a+8|0)+8>>2]=c+8|0;f[c>>2]=0;f[c+4>>2]=-1;f[((a+8|0)+4|0)>>2]=c+8|0;c=f[D+12>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,a+8|0);c=f[(a+8|0)>>2]|0;if(c|0){d=f[((a+8|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+8|0)+4|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}break}p=0;while(1){if(!(b[(r+15|0)>>0]|0))F=345;else if(FSa(y,d,b[(r+14|0)>>0]|0)|0)F=345;else F=385;e:do if((F|0)==345){F=0;l=f[d>>2]|0;m=f[d+4>>2]|0;i=f[(r+36|0)>>2]|0;f:do if(!i)e=0;else{if(!((i+-1|0)&i))e=(m+-1640531527+(l<<6)+(l>>>2)^l)&(i+-1|0);else if((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0<i>>>0)e=m+-1640531527+(l<<6)+(l>>>2)^l;else e=((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0)%(i>>>0)|0;g=f[(f[(r+32|0)>>2]|0)+(e<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){if(!((i+-1|0)&i))while(1){o=f[g+4>>2]|0;if(!((o|0)==(m+-1640531527+(l<<6)+(l>>>2)^l|0)|(o&(i+-1|0)|0)==(e|0)))break f;if((f[g+8>>2]|0)==(l|0))if((f[g+12>>2]|0)==(m|0)){F=385;break e}g=f[g>>2]|0;if(!g)break f}do{h=f[g+4>>2]|0;if((h|0)!=(m+-1640531527+(l<<6)+(l>>>2)^l|0)){if(h>>>0>=i>>>0)h=(h>>>0)%(i>>>0)|0;if((h|0)!=(e|0))break f}if((f[g+8>>2]|0)==(l|0))if((f[g+12>>2]|0)==(m|0)){F=385;break e}g=f[g>>2]|0}while((g|0)!=0)}}}while(0);o=pOb(16)|0;g=d;h=f[g+4>>2]|0;f[(o+8|0)>>2]=f[g>>2];f[(o+8|0)+4>>2]=h;f[o+4>>2]=m+-1640531527+(l<<6)+(l>>>2)^l;f[o>>2]=0;j=+(((f[(r+44|0)>>2]|0)+1|0)>>>0);k=+n[(r+48|0)>>2];do if((i|0)==0|k*+(i>>>0)<j){e=~~+W(+(j/k))>>>0;vza(r+32|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<e>>>0?e:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);e=f[(r+36|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(m+-1640531527+(l<<6)+(l>>>2)^l);break}if((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0<e>>>0){h=e;e=m+-1640531527+(l<<6)+(l>>>2)^l}else{h=e;e=((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0)%(e>>>0)|0}}else h=i;while(0);e=(f[(r+32|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[o>>2]=f[(r+40|0)>>2];f[(r+40|0)>>2]=o;f[e>>2]=r+40|0;e=f[o>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;do if(!(g&h))e=e&g;else{if(e>>>0<h>>>0)break;e=(e>>>0)%(h>>>0)|0}while(0);v=(f[(r+32|0)>>2]|0)+(e<<2)|0;F=377}}else{f[o>>2]=f[g>>2];v=g;F=377}if((F|0)==377){F=0;f[v>>2]=o}f[(r+44|0)>>2]=(f[(r+44|0)>>2]|0)+1;KRa(a+8|0,y,d);e=f[(a+8|0)>>2]|0;if(!e)F=381;else if((f[(e+200|0)>>2]&-268435456|0)==0&0==0)if(!(f[e+196>>2]&33554456))F=381;else x=25;else x=25;if((F|0)==381){F=0;x=0}e=f[((a+8|0)+4|0)>>2]|0;if(e|0)iOb(e);if((x&31)==25)F=385;else w=p}while(0);if((F|0)==385){F=0;w=d;f[w>>2]=0;f[w+4>>2]=-1;w=1}d=d+8|0;if((d|0)==(q|0))break;else p=w}g:do if(w){e=f[s>>2]|0;d=f[t>>2]|0;h:do if((e|0)!=(d|0))while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1)break h;e=e+8|0;if((e|0)==(d|0))break g}while(0);if((e|0)!=(d|0)){g=e+8|0;if((g|0)==(d|0))c=e;else{h=e;i=e;while(1){if(!(f[g>>2]|0))if((f[i+12>>2]|0)==-1){c=h;z=e}else F=396;else F=396;if((F|0)==396){F=0;y=g;c=f[y+4>>2]|0;z=e;f[z>>2]=f[y>>2];f[z+4>>2]=c;z=e+8|0;c=z}e=g+8|0;if((e|0)==(d|0))break;else{i=g;g=e;h=c;e=z}}d=f[t>>2]|0}if((d|0)!=(c|0))f[t>>2]=d+(~((d+-8-c|0)>>>3)<<3)}}while(0);z=f[D+12>>2]|0;oh[f[(f[z>>2]|0)+8>>2]&1023](z,s)}else u=1}if(u)if(1)F=402}}while(0);if((F|0)==402){z=f[D+12>>2]|0;oh[f[(f[z>>2]|0)+12>>2]&1023](z,a+8|0)}e=f[(C+392|0)>>2]|0;c=f[A+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(C+388|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(A|0))break;else i=c}if((i|0)==(C+396|0))F=416;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))B=A;else F=416}do if((F|0)==416){c=f[A>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){B=A;break}}f[d>>2]=0;B=A}while(0);c=f[B>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(C+388|0)>>2]|0)+(d<<2)>>2]=i;c=f[A>>2]|0}}f[i>>2]=c;f[B>>2]=0;f[(C+400|0)>>2]=(f[(C+400|0)>>2]|0)+-1;if(A|0){c=f[A+12>>2]|0;if(c|0){d=A+16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}sOb(A)}e=f[(G+16|0)>>2]|0;c=f[D+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(G+12|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(D|0))break;else i=c}if((i|0)==(G+20|0))F=449;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))E=D;else F=449}do if((F|0)==449){c=f[D>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){E=D;break}}f[d>>2]=0;E=D}while(0);c=f[E>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(G+12|0)>>2]|0)+(d<<2)>>2]=i;c=f[D>>2]|0}}f[i>>2]=c;f[E>>2]=0;f[(G+24|0)>>2]=(f[(G+24|0)>>2]|0)+-1;G=D+12|0;c=f[G>>2]|0;f[G>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(D)}f[a+656>>2]=H;f[a+3104>>2]=F}function _4a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;o=f[a+48>>2]|0;B=f[a+1200>>2]|0;v=f[a+1232>>2]|0;w=f[a+2352>>2]|0;x=f[a+3104>>2]|0;C=f[a+3112>>2]|0;u=f[a+3120>>2]|0;a:{if(C){C=0;switch(u|0){case 16:{g=f[(B+280|0)>>2]|0;b:do if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&v;else if(g>>>0>v>>>0)h=v;else h=(v>>>0)%(g>>>0)|0;d=f[(f[(B+276|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){c:do if(!((g+-1|0)&g))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(g+-1|0)|0)==(h|0)))break b;if(e)if((f[d+8>>2]|0)==(v|0)){k=d;break c}d=f[d>>2]|0;if(!d)break b}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){k=d;break c}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0))break b}d=f[d>>2]|0;if(!d)break b}while(0);h=i1a(B+408|0,a)|0;l=k+12|0;g=f[l>>2]|0;d=f[(f[g>>2]|0)+8>>2]|0;f[(a+8|0)>>2]=f[h>>2];f[(a+8|0)+4>>2]=f[h+4>>2];f[(a+8|0)+8>>2]=f[h+8>>2];f[(a+8|0)+12>>2]=f[h+12>>2];f[(a+8|0)+16>>2]=f[h+16>>2];f[(a+8|0)+20>>2]=f[h+20>>2];oh[d&1023](g,a+8|0);g=f[(B+280|0)>>2]|0;d=f[k+4>>2]|0;h=((g+-1|0)&g|0)==0;if(h)i=(g+-1|0)&d;else if(d>>>0<g>>>0)i=d;else i=(d>>>0)%(g>>>0)|0;e=(f[(B+276|0)>>2]|0)+(i<<2)|0;j=f[e>>2]|0;while(1){d=f[j>>2]|0;if((d|0)==(k|0))break;else j=d}if((j|0)==(B+284|0))x=104;else{d=f[j+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0))m=k;else x=104}do if((x|0)==104){d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0)){m=k;break}}f[e>>2]=0;m=k}while(0);d=f[m>>2]|0;if(d){e=f[d+4>>2]|0;if(h)e=e&(g+-1|0);else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){f[(f[(B+276|0)>>2]|0)+(e<<2)>>2]=j;d=f[k>>2]|0}}f[j>>2]=d;f[m>>2]=0;f[(B+288|0)>>2]=(f[(B+288|0)>>2]|0)+-1;d=f[l>>2]|0;f[l>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(k)}}}while(0);j1a(B+408|0,a)|0;break}default:C=1}}if(C){C=0;switch(u|0){case 12:{g=f[(B+260|0)>>2]|0;if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&v;else if(g>>>0>v>>>0)h=v;else h=(v>>>0)%(g>>>0)|0;d=f[(f[(B+256|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){d:do if(!((g+-1|0)&g))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(g+-1|0)|0)==(h|0))){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}if(e)if((f[d+8>>2]|0)==(v|0)){k=d;break d}d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){k=d;break d}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0)){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}while(0);l=k+12|0;g=f[l>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,a+8|0);g=f[(B+260|0)>>2]|0;d=f[k+4>>2]|0;h=((g+-1|0)&g|0)==0;if(h)i=(g+-1|0)&d;else if(d>>>0<g>>>0)i=d;else i=(d>>>0)%(g>>>0)|0;e=(f[(B+256|0)>>2]|0)+(i<<2)|0;j=f[e>>2]|0;while(1){d=f[j>>2]|0;if((d|0)==(k|0))break;else j=d}if((j|0)==(B+264|0))x=153;else{d=f[j+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0))n=k;else x=153}do if((x|0)==153){d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0)){n=k;break}}f[e>>2]=0;n=k}while(0);d=f[n>>2]|0;if(d){e=f[d+4>>2]|0;if(h)e=e&(g+-1|0);else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){f[(f[(B+256|0)>>2]|0)+(e<<2)>>2]=j;d=f[k>>2]|0}}f[j>>2]=d;f[n>>2]=0;f[(B+268|0)>>2]=(f[(B+268|0)>>2]|0)+-1;d=f[l>>2]|0;f[l>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(k)}}}break}default:C=1}}if(C){C=0;switch(u|0){case 18:{i=zQa(w)|0;e=f[(B+316|0)>>2]|0;f[(B+316|0)>>2]=0;f[(a+8|0)>>2]=e;h=f[(B+320|0)>>2]|0;f[(B+320|0)>>2]=0;f[((a+8|0)+4|0)>>2]=h;d=f[(B+324|0)>>2]|0;f[(B+324|0)>>2]=0;f[((a+8|0)+8|0)>>2]=d;p=f[(B+328|0)>>2]|0;f[(B+328|0)>>2]=0;f[((a+8|0)+12|0)>>2]=p;n=f[(B+332|0)>>2]|0;f[(B+332|0)>>2]=1065353216;f[(a+8|0)+16>>2]=n;if(p|0){d=f[d+4>>2]|0;if(!((h+-1|0)&h))d=d&(h+-1|0);else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[e+(d<<2)>>2]=(a+8|0)+8|0}e:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&v;else if(h>>>0>v>>>0)g=v;else g=(v>>>0)%(h>>>0)|0;d=f[(f[(a+8|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){f:do if(!((h+-1|0)&h))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(h+-1|0)|0)==(g|0)))break e;if(e)if((f[d+8>>2]|0)==(v|0)){p=d;break f}d=f[d>>2]|0;if(!d)break e}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){p=d;break f}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break e}d=f[d>>2]|0;if(!d)break e}while(0);d=Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0;x=Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0;I$a(f[(o+4|0)>>2]|0,o,x);if(!x)f[o+12>>2]=0;n=p+16|0;m=p+36|0;MQa(w,i,f[p+20>>2]|0,f[n>>2]|0,f[p+40>>2]|0,f[m>>2]|0,d);o=p+12|0;h=f[o>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,a+4|0);h=f[p>>2]|0;j=f[((a+8|0)+4|0)>>2]|0;d=f[p+4>>2]|0;k=((j+-1|0)&j|0)==0;if(k)l=(j+-1|0)&d;else if(d>>>0<j>>>0)l=d;else l=(d>>>0)%(j>>>0)|0;g=(f[(a+8|0)>>2]|0)+(l<<2)|0;i=f[g>>2]|0;while(1){d=f[i>>2]|0;if((d|0)==(p|0))break;else i=d}if((i|0)==((a+8|0)+8|0|0))x=208;else{d=f[i+4>>2]|0;if(k)d=d&(j+-1|0);else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(l|0)){q=h;x=216}else x=208}do if((x|0)==208){if(h|0){d=f[h+4>>2]|0;if(k)e=d&(j+-1|0);else if(d>>>0<j>>>0)e=d;else e=(d>>>0)%(j>>>0)|0;if((e|0)==(l|0)){t=h;r=d;x=218;break}}f[g>>2]=0;q=f[p>>2]|0;x=216}while(0);if((x|0)==216){d=q;if(!q)s=d;else{t=d;r=f[q+4>>2]|0;x=218}}if((x|0)==218){if(k)d=r&(j+-1|0);else if(r>>>0<j>>>0)d=r;else d=(r>>>0)%(j>>>0)|0;if((d|0)==(l|0))s=t;else{f[(f[(a+8|0)>>2]|0)+(d<<2)>>2]=i;s=f[p>>2]|0}}f[i>>2]=s;f[p>>2]=0;f[((a+8|0)+12|0)>>2]=(f[((a+8|0)+12|0)>>2]|0)+-1;g=p+44|0;d=f[g>>2]|0;h=p+48|0;if((d|0)==(f[h>>2]|0)){e=f[m>>2]|0;if(e){tOb(e);d=f[g>>2]|0}}if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}g=p+24|0;d=f[g>>2]|0;h=p+28|0;if((d|0)==(f[h>>2]|0)){e=f[n>>2]|0;if(e){tOb(e);d=f[g>>2]|0}}if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}d=f[o>>2]|0;f[o>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(p)}}}while(0);d=f[((a+8|0)+8|0)>>2]|0;if(d){do{t=f[d+12>>2]|0;oh[f[(f[t>>2]|0)+16>>2]&1023](t,1);d=f[d>>2]|0}while((d|0)!=0);d=f[((a+8|0)+8|0)>>2]|0}MYa(d);d=f[(a+8|0)>>2]|0;f[(a+8|0)>>2]=0;if(d|0)sOb(d);break}default:C=1}}if(C){C=0;switch(u|0){case 13:{d=f[B+364>>2]|0;if(d|0){while(1){e=d;if((f[e+36>>2]|0)==(v|0))break;d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}if(b[e+44>>0]|0){B=f[e+32>>2]|0;oh[f[(f[B>>2]|0)+12>>2]&1023](B,a+8|0);f[a+3152>>2]=2;f[a+3156>>2]=12;break a}t=f[e+8>>2]|0;f[(a+8|0)>>2]=t;t=(Kkb(DSa(w)|0,t)|0)==0;d=f[e+32>>2]|0;if(t)oh[f[(f[d>>2]|0)+12>>2]&1023](d,a+4|0);else oh[f[(f[d>>2]|0)+8>>2]&1023](d,a+8|0)}break}default:C=1}}if(C){C=0;switch(u|0){case 15:{d=f[B+364>>2]|0;if(d|0){m=d;while(1){n=m;if((f[n+40>>2]|0)==(v|0))break;d=f[m>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}else m=d}zkb(w,f[n+8>>2]|0);i=f[n>>2]|0;k=f[B+360>>2]|0;d=f[n+4>>2]|0;l=((k+-1|0)&k|0)==0;if(l)d=(k+-1|0)&d;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;h=(f[(B+356|0)>>2]|0)+(d<<2)|0;j=f[h>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(n|0))break;else j=e}if((j|0)==(B+364|0))x=270;else{e=f[j+4>>2]|0;if(l)e=e&(k+-1|0);else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0)){y=i;x=278}else x=270}do if((x|0)==270){if(i|0){e=f[i+4>>2]|0;if(l)g=e&(k+-1|0);else if(e>>>0<k>>>0)g=e;else g=(e>>>0)%(k>>>0)|0;if((g|0)==(d|0)){A=i;c=e;x=280;break}}f[h>>2]=0;y=f[n>>2]|0;x=278}while(0);if((x|0)==278){e=y;if(!y)z=e;else{A=e;c=f[y+4>>2]|0;x=280}}if((x|0)==280){if(l)c=c&(k+-1|0);else if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)==(d|0))z=A;else{f[(f[(B+356|0)>>2]|0)+(c<<2)>>2]=j;z=f[m>>2]|0}}f[j>>2]=z;f[n>>2]=0;f[(B+368|0)>>2]=(f[(B+368|0)>>2]|0)+-1;c=f[(n+32|0)>>2]|0;f[(n+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[n+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(n+12|0)>>2]|0;f[(n+12|0)>>2]=0;if(c|0)sOb(c);sOb(m)}break}default:C=1}}}f[a+3104>>2]=x;f[a+3112>>2]=C}function $4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0.0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;z=f[a+48>>2]|0;w=f[a+56>>2]|0;x=f[a+104>>2]|0;y=f[a+112>>2]|0;c=f[a+232>>2]|0;k=f[a+680>>2]|0;l=f[a+728>>2]|0;m=f[a+816>>2]|0;n=f[a+880>>2]|0;A=f[a+1672>>2]|0;B=f[a+1720>>2]|0;o=f[a+1768>>2]|0;q=f[a+1784>>2]|0;r=f[a+1808>>2]|0;t=f[a+1848>>2]|0;u=f[a+1920>>2]|0;v=f[a+1976>>2]|0;C=f[a+2016>>2]|0;a:{b:while(1){i=y;switch((B-i|0|0)/88|0|0){case 2:{C=5;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 3:{C=7;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 4:{C=8;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 5:{C=9;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 1:case 0:{C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}default:{}}if((B-i|0|0)<616){C=11;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}h=y+((((B-i|0)>>>0)/176|0)*88|0)|0;if((B-i|0|0)>87912)e=f5a(y,y+((((B-i|0)>>>0)/352|0)*88|0)|0,h,h+((((B-i|0)>>>0)/352|0)*88|0)|0,o,z)|0;else e=d5a(y,h,o,z)|0;D=+sqb(y);if(D<+sqb(h)){d=o;b=e;break}else j=o;while(1){s=j+-88|0;if((y|0)==(s|0))break;D=+sqb(s);if(D<+sqb(h)){C=29;break b}else j=s}e=y+88|0;D=+sqb(y);if(!(D<+sqb(o))){if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}while(1){D=+sqb(y);if(D<+sqb(e))break;e=e+88|0;if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}}S=e+8|0;R=e+16|0;L=+p[e>>3];K=+p[S>>3];J=+p[R>>3];Q=e+24|0;P=e+32|0;O=e+40|0;I=+p[Q>>3];H=+p[P>>3];G=+p[O>>3];M=e+48|0;g=e+56|0;h=e+64|0;F=+p[M>>3];E=+p[g>>3];D=+p[h>>3];i=e+72|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];N=+p[o>>3];p[o>>3]=L;p[e>>3]=N;N=+p[q>>3];p[q>>3]=+p[S>>3];p[S>>3]=N;N=+p[r>>3];p[r>>3]=+p[R>>3];p[R>>3]=N;N=+p[t>>3];p[t>>3]=+p[Q>>3];p[Q>>3]=N;N=+p[u>>3];p[u>>3]=+p[P>>3];p[P>>3]=N;N=+p[v>>3];p[v>>3]=+p[O>>3];p[O>>3]=N;N=+p[k>>3];p[k>>3]=+p[M>>3];p[M>>3]=N;p[g>>3]=+p[l>>3];p[h>>3]=+p[m>>3];f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];p[o>>3]=L;p[q>>3]=K;p[r>>3]=J;p[t>>3]=I;p[u>>3]=H;p[v>>3]=G;p[k>>3]=F;p[l>>3]=E;p[m>>3]=D;f[n>>2]=f[a>>2];f[n+4>>2]=f[a+4>>2];f[n+8>>2]=f[a+8>>2];e=e+88|0}if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}else g=o;while(1){while(1){N=+sqb(y);i=e+88|0;if(N<+sqb(e))break;else e=i}while(1){h=g+-88|0;N=+sqb(y);if(N<+sqb(h))g=h;else break}if(e>>>0>=h>>>0){y=e;continue b}M=e+8|0;O=e+16|0;E=+p[e>>3];F=+p[M>>3];G=+p[O>>3];P=e+24|0;Q=e+32|0;R=e+40|0;H=+p[P>>3];I=+p[Q>>3];J=+p[R>>3];S=e+48|0;W=e+56|0;V=e+64|0;K=+p[S>>3];L=+p[W>>3];N=+p[V>>3];U=e+72|0;f[a>>2]=f[U>>2];f[a+4>>2]=f[U+4>>2];f[a+8>>2]=f[U+8>>2];D=+p[h>>3];p[h>>3]=E;p[e>>3]=D;T=g+-80|0;D=+p[T>>3];p[T>>3]=+p[M>>3];p[M>>3]=D;M=g+-72|0;D=+p[M>>3];p[M>>3]=+p[O>>3];p[O>>3]=D;O=g+-64|0;D=+p[O>>3];p[O>>3]=+p[P>>3];p[P>>3]=D;P=g+-56|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=g+-48|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=g+-40|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=g+-32|0;p[W>>3]=+p[S>>3];e=g+-24|0;p[V>>3]=+p[e>>3];g=g+-16|0;f[U>>2]=f[g>>2];f[U+4>>2]=f[g+4>>2];f[U+8>>2]=f[g+8>>2];p[h>>3]=E;p[T>>3]=F;p[M>>3]=G;p[O>>3]=H;p[P>>3]=I;p[Q>>3]=J;p[R>>3]=K;p[S>>3]=L;p[e>>3]=N;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];g=h;e=i}}if((C|0)==29){C=0;R=y+8|0;S=y+16|0;E=+p[y>>3];F=+p[R>>3];G=+p[S>>3];T=y+24|0;U=y+32|0;V=y+40|0;H=+p[T>>3];I=+p[U>>3];J=+p[V>>3];W=y+48|0;b=y+56|0;d=y+64|0;K=+p[W>>3];L=+p[b>>3];N=+p[d>>3];P=y+72|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];D=+p[s>>3];p[s>>3]=E;p[y>>3]=D;Q=j+-80|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=j+-72|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=j+-64|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=j+-56|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=j+-48|0;D=+p[U>>3];p[U>>3]=+p[V>>3];p[V>>3]=D;V=j+-40|0;D=+p[V>>3];p[V>>3]=+p[W>>3];p[W>>3]=D;W=j+-32|0;p[b>>3]=+p[W>>3];b=j+-24|0;p[d>>3]=+p[b>>3];d=j+-16|0;f[P>>2]=f[d>>2];f[P+4>>2]=f[d+4>>2];f[P+8>>2]=f[d+8>>2];p[s>>3]=E;p[Q>>3]=F;p[R>>3]=G;p[S>>3]=H;p[T>>3]=I;p[U>>3]=J;p[V>>3]=K;p[W>>3]=L;p[b>>3]=N;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];d=s;b=e+1|0}c=y+88|0;c:do if(c>>>0<d>>>0)while(1){while(1){N=+sqb(c);g=c+88|0;if(N<+sqb(h))c=g;else break}while(1){e=d+-88|0;N=+sqb(e);if(N<+sqb(h))break;else d=e}if(c>>>0>e>>>0){d=h;break c}Q=c+8|0;R=c+16|0;E=+p[c>>3];F=+p[Q>>3];G=+p[R>>3];S=c+24|0;T=c+32|0;U=c+40|0;H=+p[S>>3];I=+p[T>>3];J=+p[U>>3];V=c+48|0;W=c+56|0;M=c+64|0;K=+p[V>>3];L=+p[W>>3];N=+p[M>>3];O=c+72|0;f[a>>2]=f[O>>2];f[a+4>>2]=f[O+4>>2];f[a+8>>2]=f[O+8>>2];D=+p[e>>3];p[e>>3]=E;p[c>>3]=D;P=d+-80|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=d+-72|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=d+-64|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=d+-56|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=d+-48|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=d+-40|0;D=+p[U>>3];p[U>>3]=+p[V>>3];p[V>>3]=D;V=d+-32|0;p[W>>3]=+p[V>>3];W=d+-24|0;p[M>>3]=+p[W>>3];d=d+-16|0;f[O>>2]=f[d>>2];f[O+4>>2]=f[d+4>>2];f[O+8>>2]=f[d+8>>2];p[e>>3]=E;p[P>>3]=F;p[Q>>3]=G;p[R>>3]=H;p[S>>3]=I;p[T>>3]=J;p[U>>3]=K;p[V>>3]=L;p[W>>3]=N;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];h=(h|0)==(c|0)?e:h;d=e;c=g;b=b+1|0}else d=h;while(0);if((c|0)!=(d|0)){N=+sqb(d);if(N<+sqb(c)){P=c+8|0;Q=c+16|0;E=+p[c>>3];F=+p[P>>3];G=+p[Q>>3];R=c+24|0;S=c+32|0;T=c+40|0;H=+p[R>>3];I=+p[S>>3];J=+p[T>>3];U=c+48|0;V=c+56|0;W=c+64|0;K=+p[U>>3];L=+p[V>>3];N=+p[W>>3];M=c+72|0;f[a>>2]=f[M>>2];f[a+4>>2]=f[M+4>>2];f[a+8>>2]=f[M+8>>2];D=+p[d>>3];p[d>>3]=E;p[c>>3]=D;O=d+8|0;D=+p[O>>3];p[O>>3]=+p[P>>3];p[P>>3]=D;P=d+16|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=d+24|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=d+32|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=d+40|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=d+48|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=d+56|0;p[V>>3]=+p[U>>3];V=d+64|0;p[W>>3]=+p[V>>3];W=d+72|0;f[M>>2]=f[W>>2];f[M+4>>2]=f[W+4>>2];f[M+8>>2]=f[W+8>>2];p[d>>3]=E;p[O>>3]=F;p[P>>3]=G;p[Q>>3]=H;p[R>>3]=I;p[S>>3]=J;p[T>>3]=K;p[U>>3]=L;p[V>>3]=N;f[W>>2]=f[a>>2];f[W+4>>2]=f[a+4>>2];f[W+8>>2]=f[a+8>>2];b=b+1|0}}if(!b){A=h5a(y,c,z)|0;b=c+88|0;if(h5a(b,x,z)|0){C=45;f[a+2024>>2]=1;break a}if(A){w=b;f[a+2024>>2]=3;break a}}W=c;if(((W-i|0)/88|0|0)>=((B-W|0)/88|0|0)){C=44;f[a+2024>>2]=1;break a}W4a(y,c,z);w=c+88|0}f[a+56>>2]=w;f[a+112>>2]=y;f[a+232>>2]=c;f[a+1672>>2]=A;f[a+2016>>2]=C}
+function sua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);uJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function tua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34848;mma(d,b,c,0);return}function uua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function vua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&67108864|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function wua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;r=s+12|0;o=s;n=(Bla()|0)+244|0;n=f[n>>2]|0;g=f[b>>2]|0;q=b+4|0;e=f[q>>2]|0;h=g+(e<<3)|0;f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=o+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(o);k=pOb(a)|0;f[p>>2]=k;f[o>>2]=k;a=k+(d<<3)|0;m=o+8|0;f[m>>2]=a;l=k;if(!e){i=m;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){g=a;i=f[g+4>>2]|0;j=d;f[j>>2]=f[g>>2];f[j+4>>2]=i;a=a+8|0;j=e+8|0;f[p>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=m;g=k;e=j;h=l;d=j;a=f[m>>2]|0}}f[r>>2]=(g|0)==(e|0)?0:g;f[r+4>>2]=e-g>>3;g=r+12|0;f[r+8>>2]=h;f[g>>2]=d;f[r+16>>2]=a;f[i>>2]=0;f[p>>2]=0;f[o>>2]=0;n$a(n,r,16,c);d=r+8|0;a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){e=f[r>>2]|0;if(e){tOb(e);a=f[d>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[o>>2]|0;if(a|0){d=f[p>>2]|0;if((d|0)!=(a|0))f[p>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}if(!(f[q>>2]|0)){u=s;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;d=f[b>>2]|0;q=f[q>>2]|0;g=d+(q<<3)|0;if(q|0){h=r+4|0;a=1;do{LRa(r,j,d);e=f[r>>2]|0;if(e){q=e+200|0;a=a&((f[q>>2]&-268435456|0)!=0|0!=0);vJa(e,c)}e=f[h>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(g|0));if(!a){c=DSa(j)|0;Jkb(c,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=s;return}}u9a(f[i+240>>2]|0);u=s;return}function xua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34880;mma(d,b,c,0);return}function yua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function zua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&32|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Aua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;r=s+12|0;o=s;n=(Bla()|0)+244|0;n=f[n>>2]|0;g=f[b>>2]|0;q=b+4|0;e=f[q>>2]|0;h=g+(e<<3)|0;f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=o+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(o);k=pOb(a)|0;f[p>>2]=k;f[o>>2]=k;a=k+(d<<3)|0;m=o+8|0;f[m>>2]=a;l=k;if(!e){i=m;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){g=a;i=f[g+4>>2]|0;j=d;f[j>>2]=f[g>>2];f[j+4>>2]=i;a=a+8|0;j=e+8|0;f[p>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=m;g=k;e=j;h=l;d=j;a=f[m>>2]|0}}f[r>>2]=(g|0)==(e|0)?0:g;f[r+4>>2]=e-g>>3;g=r+12|0;f[r+8>>2]=h;f[g>>2]=d;f[r+16>>2]=a;f[i>>2]=0;f[p>>2]=0;f[o>>2]=0;n$a(n,r,32,c);d=r+8|0;a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){e=f[r>>2]|0;if(e){tOb(e);a=f[d>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[o>>2]|0;if(a|0){d=f[p>>2]|0;if((d|0)!=(a|0))f[p>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}if(!(f[q>>2]|0)){u=s;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;d=f[b>>2]|0;q=f[q>>2]|0;g=d+(q<<3)|0;if(!q){u=s;return}h=r+4|0;a=1;do{LRa(r,j,d);e=f[r>>2]|0;if(e){q=e+200|0;a=a&((f[q>>2]&-268435456|0)!=0|0!=0);xJa(e,c)}e=f[h>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(g|0));if(a){u=s;return}c=DSa(j)|0;Jkb(c,f[i+244>>2]|0);u=s;return}function Bua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34912;mma(d,b,c,0);return}function Cua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Dua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&64|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Eua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);yJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function Fua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34944;mma(d,b,c,0);return}function Gua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&8192|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Iua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);zJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){s9a(a);u=k;return}}u9a(a);u=k;return}function Jua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34976;mma(d,b,c,0);return}function Kua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&16384|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Mua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);AJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){Y8a(a);u=k;return}}u9a(a);u=k;return}function Nua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35008;mma(d,b,c,0);return}function Oua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&32768|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Qua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;g=i;a=b+4|0;if(!(f[a>>2]|0)){u=i;return}h=(Bla()|0)+232|0;h=f[h>>2]|0;ySa(h)|0;b=f[b>>2]|0;e=f[a>>2]|0;d=b+(e<<3)|0;if(!e){u=i;return}e=g+4|0;do{LRa(g,h,b);a=f[g>>2]|0;if(a|0)BJa(a,c);a=f[e>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(d|0));u=i;return}function Rua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35040;mma(d,b,c,0);return}function Sua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Tua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&65536|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Uua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r+12|0;q=r;k=Bla()|0;l=f[k+232>>2]|0;o=f[k+244>>2]|0;a=f[b>>2]|0;m=b+4|0;j=f[m>>2]|0;h=a+(j<<3)|0;if(!j){a=f[k+240>>2]|0;n=10}else{i=c?7:0;j=p+4|0;d=1;while(1){LRa(p,l,a);e=f[p>>2]|0;if(!(f[e+4>>2]|0))g=d;else{g=e+200|0;g=d&((f[g>>2]&-268435456|0)!=0|0!=0)}IJa(e,i);d=f[j>>2]|0;if(d|0)iOb(d);a=a+8|0;if((a|0)==(h|0))break;else d=g}a=f[k+240>>2]|0;if(g)n=10;else{Jkb(DSa(l)|0,o);Y8a(a)}}if((n|0)==10)u9a(a);g=f[b>>2]|0;e=f[m>>2]|0;h=g+(e<<3)|0;f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=q+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(q);k=pOb(a)|0;f[m>>2]=k;f[q>>2]=k;a=k+(d<<3)|0;b=q+8|0;f[b>>2]=a;l=k;if(!e){i=b;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){i=a;n=f[i+4>>2]|0;j=d;f[j>>2]=f[i>>2];f[j+4>>2]=n;a=a+8|0;j=e+8|0;f[m>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=b;g=k;e=j;h=l;d=j;a=f[b>>2]|0}}f[p>>2]=(g|0)==(e|0)?0:g;f[p+4>>2]=e-g>>3;g=p+12|0;f[p+8>>2]=h;f[g>>2]=d;f[p+16>>2]=a;f[i>>2]=0;f[m>>2]=0;f[q>>2]=0;n$a(o,p,8,c);e=p+8|0;a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){d=f[p>>2]|0;if(d){tOb(d);a=f[e>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[q>>2]|0;if(!a){u=r;return}d=f[m>>2]|0;if((d|0)!=(a|0))f[m>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a);u=r;return}function Vua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35072;mma(d,b,c,0);return}function Wua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Xua(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&56)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Yua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;g=a+(i<<3)|0;if(!i)a=f[k+240>>2]|0;else{h=j+4|0;i=(c&1)<<7;b=0;d=1;e=a;do{LRa(j,l,e);a=f[j>>2]|0;if(a){n=a+200|0;d=d&((f[n>>2]&-268435456|0)!=0|0!=0);n=a+196|0;a=f[n>>2]|0;f[n>>2]=i|a&134217087|a&-134217728|512;b=b|(a&128|0)!=0}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));a=f[k+240>>2]|0;if(!d)if(b^1|c){r9a(a);u=m;return}else{s9a(a);u=m;return}}u9a(a);u=m;return}function Zua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=c+4|0;oB(i,f[h>>2]|0);b=f[c>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){KRa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&128|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function _ua(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=u;u=u+16|0;e=g;if(d>>>0<3){e=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=h;f[e>>2]=35104;f[e+8>>2]=d;mma(e,b,c,0);u=g;return}a=f[a>>2]|0;h=f[(f[a>>2]|0)+12>>2]|0;f[e>>2]=0;c=e+4|0;f[c>>2]=0;f[e+8>>2]=0;oh[h&1023](a,e);a=f[e>>2]|0;if(a|0){b=f[c>>2]|0;if((b|0)!=(a|0))f[c>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}u=g;return}function $ua(a){a=a|0;var b=0;f[a>>2]=35136;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ava(a){a=a|0;var b=0,c=0;f[a>>2]=35136;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function bva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+32|0;l=r+16|0;m=r+8|0;n=r;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[l>>2]=0;q=l+4|0;f[q>>2]=0;f[l+8>>2]=0;c=f[b>>2]|0;k=f[b+4>>2]|0;e=c+(k<<3)|0;if(k|0){g=n+4|0;h=l+8|0;i=m+4|0;j=n+4|0;k=a+8|0;do{ARa(m,o,c);b=f[m>>2]|0;if(!b){b=0;p=16}else{s=f[k>>2]|0;d=f[b+72+(s<<3)>>2]|0;b=f[b+72+(s<<3)+4>>2]|0;if(!b)b=0;else gOb(b);if(!d)p=16;else{d=f[d+116>>2]|0;f[n>>2]=f[c>>2];f[j>>2]=d;d=f[q>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){v=n;t=f[v+4>>2]|0;s=d;f[s>>2]=f[v>>2];f[s+4>>2]=t;f[q>>2]=(f[q>>2]|0)+8}else eva(l,n)}}if((p|0)==16){p=0;f[n>>2]=0;f[g>>2]=-1;d=f[q>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){s=n;t=f[s+4>>2]|0;v=d;f[v>>2]=f[s>>2];f[v+4>>2]=t;f[q>>2]=(f[q>>2]|0)+8}else eva(l,n)}if(b|0)iOb(b);b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,l);b=f[l>>2]|0;if(!b){u=r;return}c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=r;return}function cva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function dva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function eva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function fva(a){a=a|0;yf()}function gva(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;g=u;u=u+32|0;b=g;if(d>>>0>=3){e=f[a>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,b);u=g;return}h=pOb(32)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=35168;f[h+8>>2]=f[c>>2];f[h+12>>2]=f[c+4>>2];a=c+8|0;f[h+16>>2]=f[a>>2];i=c+12|0;f[h+20>>2]=f[i>>2];j=c+16|0;f[h+24>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[a>>2]=0;f[c>>2]=0;f[h+28>>2]=d;c=pOb(8)|0;f[c>>2]=34512;f[c+4>>2]=h;h=pOb(8)|0;a=f[e+4>>2]|0;d=h;f[d>>2]=f[e>>2];f[d+4>>2]=a;d=h+8|0;f[b>>2]=h;f[b+4>>2]=1;a=b+12|0;f[b+8>>2]=h;f[a>>2]=d;f[b+16>>2]=d;Hra(c,b);c=f[b+8>>2]|0;d=f[a>>2]|0;e=(c|0)==(d|0);if(e){b=f[b>>2]|0;if(b|0)tOb(b)}if(c|0){if(!e)f[a>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}u=g;return}function hva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35168;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35232;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function iva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35168;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35232;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function jva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;q=r+24|0;p=r;n=Bla()|0;o=f[n+232>>2]|0;tRa(q,o,c);if(!(f[q>>2]|0)){a=f[a+4>>2]|0;n=f[(f[a>>2]|0)+12>>2]|0;o=p+4|0;f[o>>2]=0;e=p+8|0;f[e>>2]=0;f[p+12>>2]=0;b[p>>0]=1;l=c;m=f[l+4>>2]|0;c=p+16|0;f[c>>2]=f[l>>2];f[c+4>>2]=m;oh[n&1023](a,p);c=f[o>>2]|0;if(c|0){d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}else{m=a+8|0;l=a+12|0;do if(f[l>>2]|0){h=ySa(o)|0;c=f[m>>2]|0;k=f[l>>2]|0;i=c+(k<<3)|0;if(!k){a1a(f[n+244>>2]|0,0,c);break}j=p+4|0;k=a+28|0;d=1;e=1;while(1){ARa(p,o,c);g=f[p>>2]|0;if(!g)g=d;else{if(d){d=g+200|0;d=(f[d>>2]&-268435456|0)!=0|0!=0}else d=0;if(e)e=(b[g+192>>0]&7)==0;else e=0;pJa(g,f[k>>2]|0,q);wDa(h,g);g=d}d=f[j>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(i|0))break;else d=g}d=f[n+244>>2]|0;a1a(d,f[l>>2]|0,f[m>>2]|0);if(!e){c=f[n+240>>2]|0;if(g){u9a(c);break}else{Jkb(DSa(o)|0,d);v9a(c);break}}}while(0);o=pOb(4)|0;f[o>>2]=35200;mma(o,0,m,0);o=f[a+4>>2]|0;oh[f[(f[o>>2]|0)+8>>2]&1023](o,p)}c=f[q+4>>2]|0;if(!c){u=r;return}iOb(c);u=r;return}function kva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+32|0;g=e;h=f[a+4>>2]|0;i=f[(f[h>>2]|0)+12>>2]|0;a=g+4|0;f[a>>2]=0;d=g+8|0;f[d>>2]=0;f[g+12>>2]=0;b[g>>0]=1;k=c;j=f[k+4>>2]|0;c=g+16|0;f[c>>2]=f[k>>2];f[c+4>>2]=j;oh[i&1023](h,g);a=f[a>>2]|0;if(!a){u=e;return}c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=e;return}function lva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function mva(a){a=a|0;return}function nva(a){a=a|0;sOb(a);return}function ova(a,b){a=a|0;b=b|0;a=(Bla()|0)+244|0;t$a(f[a>>2]|0,b);return}function pva(a,b){a=a|0;b=b|0;return}function qva(a,b){a=a|0;b=b|0;return}function rva(a){a=a|0;return 1}function sva(a){a=a|0;var b=0;f[a>>2]=35232;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function tva(a){a=a|0;yf()}function uva(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;k=q+8|0;l=q;if(d>>>0>=3){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);u=q;return}m=c+4|0;if(f[m>>2]|0){n=Bla()|0;o=f[n+232>>2]|0;g=ySa(o)|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;b=f[c>>2]|0;j=f[m>>2]|0;i=b+(j<<3)|0;if(!j){h=1;g=0}else{j=l+4|0;h=1;do{KRa(l,o,b);e=f[l>>2]|0;if(e){r=e+200|0;h=h&((f[r>>2]&-268435456|0)!=0|0!=0);pJa(e,d,k);wDa(g,e)}e=f[j>>2]|0;if(e|0)iOb(e);b=b+8|0}while((b|0)!=(i|0));g=f[m>>2]|0;b=f[c>>2]|0}e=f[n+244>>2]|0;a1a(e,g,b);b=f[n+240>>2]|0;if(h)u9a(b);else{Jkb(DSa(o)|0,e);v9a(b)}b=f[p>>2]|0;if(b|0)iOb(b)}r=pOb(8)|0;p=f[a>>2]|0;f[a>>2]=0;f[r+4>>2]=p;f[r>>2]=35264;mma(r,0,c,0);u=q;return}function vva(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function wva(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=(Bla()|0)+244|0;t$a(f[d>>2]|0,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);u=c;return}function xva(a,b){a=a|0;b=b|0;return}function yva(a,b){a=a|0;b=b|0;return}function zva(a){a=a|0;return 1}function Ava(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=0;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Bva(a){a=a|0;var b=0;f[a>>2]=35328;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Cva(a){a=a|0;var b=0,c=0;f[a>>2]=35328;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Dva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Eva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Fva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Gva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35296;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35360;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Hva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35296;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35360;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Iva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+64|0;d=i+32|0;e=i+24|0;g=i;j=(Bla()|0)+232|0;ARa(e,f[j>>2]|0,c);c=f[e>>2]|0;if(!c)h=4;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))h=4;else{cEa(g,c,b[a+28>>0]|0,f[a+8>>2]|0,f[a+12>>2]|0);k=f[g>>2]|0;f[g>>2]=f[d>>2];f[d>>2]=k;k=g+4|0;j=f[k>>2]|0;c=d+4|0;f[k>>2]=f[c>>2];f[c>>2]=j;c=g+8|0;j=f[c>>2]|0;k=d+8|0;f[c>>2]=f[k>>2];f[k>>2]=j;k=d+12|0;j=g+12|0;c=f[j>>2]|0;f[j>>2]=f[k>>2];f[k>>2]=c;k=g+16|0;c=f[k>>2]|0;j=d+16|0;f[k>>2]=f[j>>2];f[j>>2]=c;f[d+20>>2]=f[g+20>>2]}if((h|0)==4){f[d>>2]=1065353216;f[d+4>>2]=1065353216;f[d+8>>2]=1065353216;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);c=f[e+4>>2]|0;if(!c){u=i;return}iOb(c);u=i;return}function Jva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Kva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Lva(a){a=a|0;return 0}function Mva(a){a=a|0;var b=0;f[a>>2]=35360;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Nva(a){a=a|0;yf()}function Ova(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=1;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Pva(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=2;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Qva(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;e=pOb(28)|0;d=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=d;f[e>>2]=35392;f[e+8>>2]=f[b>>2];f[e+12>>2]=f[b+4>>2];d=b+8|0;f[e+16>>2]=f[d>>2];a=b+12|0;f[e+20>>2]=f[a>>2];i=b+16|0;f[e+24>>2]=f[i>>2];f[i>>2]=0;f[a>>2]=0;f[d>>2]=0;f[b>>2]=0;d=pOb(8)|0;f[d>>2]=35328;f[d+4>>2]=e;e=pOb(8)|0;a=c;b=f[a+4>>2]|0;c=e;f[c>>2]=f[a>>2];f[c+4>>2]=b;c=e+8|0;f[g>>2]=e;f[g+4>>2]=1;b=g+12|0;f[g+8>>2]=e;f[b>>2]=c;f[g+16>>2]=c;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function Rva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35392;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35424;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Sva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35392;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35424;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Tva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;g=i;e=(Bla()|0)+232|0;ARa(h,f[e>>2]|0,c);c=f[h>>2]|0;do if(!c){c=f[a+4>>2]|0;a=f[(f[c>>2]|0)+8>>2]|0;f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;oh[a&1023](c,g);c=f[g>>2]|0;if(c|0){d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}}else{c=f[c+4>>2]|0;d=f[a+4>>2]|0;e=f[(f[d>>2]|0)+8>>2]|0;if(!(b[(f[c+44>>2]|0)+148>>0]&2)){f[g>>2]=0;a=g+4|0;f[a>>2]=0;f[g+8>>2]=0;oh[e&1023](d,g);c=f[g>>2]|0;if(c|0){d=f[a>>2]|0;if((d|0)!=(c|0))f[a>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}break}else{dEa(g,c,f[a+8>>2]|0,f[a+12>>2]|0);oh[e&1023](d,g);e=f[g>>2]|0;if(e|0){c=g+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}break}}while(0);c=f[h+4>>2]|0;if(!c){u=i;return}iOb(c);u=i;return}function Uva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Vva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Wva(a){a=a|0;var b=0;f[a>>2]=35424;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Xva(a){a=a|0;yf()}function Yva(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;g=h;i=b;j=f[i>>2]|0;i=f[i+4>>2]|0;b=c;e=f[b>>2]|0;b=f[b+4>>2]|0;d=pOb(16)|0;c=d;f[c>>2]=j;f[c+4>>2]=i;c=d+8|0;f[c>>2]=e;f[c+4>>2]=b;c=pOb(8)|0;b=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=b;f[c>>2]=35456;f[g>>2]=d;f[g+4>>2]=2;b=g+12|0;f[g+8>>2]=d;f[b>>2]=d+16;f[g+16>>2]=d+16;mma(c,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function Zva(a){a=a|0;var b=0;f[a>>2]=35488;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function _va(a){a=a|0;var b=0,c=0;f[a>>2]=35488;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function $va(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+80|0;j=k+64|0;h=k+56|0;i=k;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(j,e,f[c>>2]|0);ARa(h,e,(f[c>>2]|0)+8|0);c=f[j>>2]|0;if(!c)g=6;else{d=f[h>>2]|0;if(!d)g=6;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else if(!(b[(f[(f[d+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else{a=f[a+4>>2]|0;l=f[(f[a>>2]|0)+8>>2]|0;SDa(i,e,c,d);oh[l&1023](a,i)}}if((g|0)==6){c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;a=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[a>>3]=C;oh[d&1023](c,i)}c=f[h+4>>2]|0;if(c|0)iOb(c);c=f[j+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function awa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function bwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function cwa(a){a=a|0;yf()}function dwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;g=h;k=b;l=f[k>>2]|0;k=f[k+4>>2]|0;b=d;j=f[b>>2]|0;b=f[b+4>>2]|0;i=pOb(16)|0;d=i;f[d>>2]=l;f[d+4>>2]=k;d=i+8|0;f[d>>2]=j;f[d+4>>2]=b;d=pOb(16)|0;b=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=b;f[d>>2]=35520;f[d+8>>2]=c;f[d+12>>2]=e;f[g>>2]=i;f[g+4>>2]=2;b=g+12|0;f[g+8>>2]=i;f[b>>2]=i+16;f[g+16>>2]=i+16;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function ewa(a){a=a|0;var b=0,c=0;f[a>>2]=35488;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function fwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+80|0;j=k+64|0;h=k+56|0;i=k;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(j,e,f[c>>2]|0);ARa(h,e,(f[c>>2]|0)+8|0);c=f[j>>2]|0;if(!c)g=6;else{d=f[h>>2]|0;if(!d)g=6;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else if(!(b[(f[(f[d+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else{l=f[a+4>>2]|0;m=f[(f[l>>2]|0)+8>>2]|0;XDa(i,e,c,f[a+8>>2]|0,d,f[a+12>>2]|0);oh[m&1023](l,i)}}if((g|0)==6){c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;a=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[a>>3]=C;oh[d&1023](c,i)}c=f[h+4>>2]|0;if(c|0)iOb(c);c=f[j+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function gwa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;hwa(138,a,b,c,d);return}function hwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;h=u;u=u+32|0;g=h;i=pOb(64)|0;j=f[b>>2]|0;f[b>>2]=0;f[i+4>>2]=j;f[i>>2]=35552;f[i+8>>2]=a;f[i+12>>2]=d;p[i+16>>3]=+p[e>>3];p[i+24>>3]=+p[e+8>>3];p[i+32>>3]=+p[e+16>>3];p[i+40>>3]=+p[e+24>>3];p[i+48>>3]=+p[e+32>>3];p[i+56>>3]=+p[e+40>>3];d=pOb(8)|0;f[d>>2]=35328;f[d+4>>2]=i;e=pOb(8)|0;a=c;b=f[a+4>>2]|0;c=e;f[c>>2]=f[a>>2];f[c+4>>2]=b;c=e+8|0;f[g>>2]=e;f[g+4>>2]=1;b=g+12|0;f[g+8>>2]=e;f[b>>2]=c;f[g+16>>2]=c;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function iwa(a){a=a|0;var b=0;f[a>>2]=35584;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jwa(a){a=a|0;var b=0,c=0;f[a>>2]=35584;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function kwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=u;u=u+112|0;h=j+104|0;i=j+48|0;d=j;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(h,e,c);c=f[h>>2]|0;if(!c)g=4;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=4;else{k=f[a+4>>2]|0;l=f[(f[k>>2]|0)+8>>2]|0;n=f[a+8>>2]|0;m=f[a+12>>2]|0;p[d>>3]=+p[a+16>>3];p[d+8>>3]=+p[a+24>>3];p[d+16>>3]=+p[a+32>>3];p[d+24>>3]=+p[a+40>>3];p[d+32>>3]=+p[a+48>>3];p[d+40>>3]=+p[a+56>>3];Lh[n&255](i,e,c,m,d);oh[l&1023](k,i)}if((g|0)==4){c=f[a+4>>2]|0;a=f[(f[c>>2]|0)+8>>2]|0;d=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[d>>3]=C;oh[a&1023](c,i)}c=f[h+4>>2]|0;if(!c){u=j;return}iOb(c);u=j;return}function lwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function mwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function nwa(a){a=a|0;yf()}function owa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;hwa(139,a,b,c,d);return}function pwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35616;mma(d,b,c,0);return}function qwa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function rwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;q=s+8|0;m=s;p=Bla()|0;r=f[p+232>>2]|0;n=ySa(r)|0;d=f[c>>2]|0;o=c+4|0;l=f[o>>2]|0;j=d+(l<<3)|0;if(!l){i=1;h=1;g=0}else{k=q+4|0;l=m+4|0;i=1;h=1;do{ARa(q,r,d);g=f[q>>2]|0;if(g){if(i){i=g+200|0;i=(f[i>>2]&-268435456|0)!=0|0!=0}else i=0;if(h)h=(b[g+192>>0]&7)==0;else h=0;f[m>>2]=0;f[l>>2]=0;pJa(g,2,m);e=f[l>>2]|0;if(e|0)iOb(e);wDa(n,g)}e=f[k>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(j|0));g=f[o>>2]|0;d=f[c>>2]|0}e=f[p+244>>2]|0;a1a(e,g,d);t$a(e,c);if(h){r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}d=f[p+240>>2]|0;if(i){u9a(d);r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}else{Jkb(DSa(r)|0,e);v9a(d);r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}}function swa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35648;mma(d,b,c,0);return}function twa(a){a=a|0;var b=0,c=0;f[a>>2]=35136;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function uwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;q=u;u=u+32|0;n=q+16|0;j=q+8|0;k=q;o=Bla()|0;l=f[o+232>>2]|0;o=f[o+244>>2]|0;f[n>>2]=0;p=n+4|0;f[p>>2]=0;f[n+8>>2]=0;c=f[b>>2]|0;m=b+4|0;i=f[m>>2]|0;e=c+(i<<3)|0;if(!i){c=0;d=0}else{g=k+4|0;h=n+8|0;i=j+4|0;do{ARa(j,l,c);d=f[j>>2]|0;if(!d){f[k>>2]=0;f[g>>2]=-1;d=f[p>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){s=k;r=f[s+4>>2]|0;f[d>>2]=f[s>>2];f[d+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8}else vwa(n,k)}else{NJa(k,d,l);d=f[p>>2]|0;if((d|0)==(f[h>>2]|0))RF(n,k);else{t=k;r=f[t+4>>2]|0;s=d;f[s>>2]=f[t>>2];f[s+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8}}d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0}while((c|0)!=(e|0));c=f[n>>2]|0;d=f[p>>2]|0}b1a(o,d-c>>3,c);a1a(o,f[m>>2]|0,f[b>>2]|0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,n);c=f[n>>2]|0;if(!c){u=q;return}d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=q;return}function vwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function wwa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;p=r+8|0;l=r;o=Bla()|0;q=f[o+232>>2]|0;m=ySa(q)|0;IIa(p,e);vSa(q,p);e=f[d>>2]|0;n=d+4|0;k=f[n>>2]|0;j=e+(k<<3)|0;if(!k){g=1;c=1}else{k=l+4|0;g=1;c=1;do{LRa(l,q,e);i=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(g){g=i+200|0;g=(f[g>>2]&-268435456|0)!=0|0!=0}else g=0;if(c)c=(b[i+192>>0]&7)==0;else c=0;pJa(i,2,p);wDa(m,i);e=e+8|0}while((e|0)!=(j|0))}e=f[o+244>>2]|0;b1a(e,1,(f[p>>2]|0)+112|0);a1a(e,f[n>>2]|0,f[d>>2]|0);do if(!c){c=f[o+240>>2]|0;if(g){u9a(c);break}else{Jkb(DSa(q)|0,e);v9a(c);break}}while(0);c=pOb(8)|0;q=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=q;f[c>>2]=35680;mma(c,0,d,0);c=f[p+4>>2]|0;if(!c){u=r;return}iOb(c);u=r;return}function xwa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function ywa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=(Bla()|0)+244|0;t$a(f[d>>2]|0,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);u=c;return}function zwa(a,b){a=a|0;b=b|0;return}function Awa(a,b){a=a|0;b=b|0;return}function Bwa(a){a=a|0;return 1}function Cwa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;g=f[c>>2]|0;m=c+4|0;Dwa(g,g+(f[m>>2]<<3)|0,n);g=f[c>>2]|0;e=f[m>>2]|0;l=g+(e<<3)|0;a:do switch(e|0){case 0:{h=g;k=6;break}case 1:{h=l;e=1;break}default:{h=g;i=g+8|0;j=f[g>>2]|0;while(1){o=j;j=f[i>>2]|0;if((o|0)==(j|0))if((f[h+4>>2]|0)==(f[h+12>>2]|0)){k=6;break a}h=i+8|0;if((h|0)==(l|0)){h=l;break}else{o=i;i=h;h=o}}}}while(0);if((k|0)==6)if((h|0)==(l|0))h=l;else{e=h+8|0;b:while(1){i=h+4|0;do{g=e;e=e+8|0;if((e|0)==(l|0))break b;if((f[h>>2]|0)!=(f[e>>2]|0))break}while((f[i>>2]|0)==(f[g+12>>2]|0));o=h+8|0;i=e;j=f[i+4>>2]|0;k=o;f[k>>2]=f[i>>2];f[k+4>>2]=j;h=o}h=h+8|0;g=f[c>>2]|0;e=f[m>>2]|0}f[m>>2]=e-(g+(e<<3)-h>>3);o=pOb(72)|0;m=f[a>>2]|0;f[a>>2]=0;f[o+4>>2]=m;f[o>>2]=35712;f[o+8>>2]=f[d>>2];f[o+12>>2]=f[d+4>>2];f[o+16>>2]=f[d+8>>2];f[o+20>>2]=f[d+12>>2];f[o+24>>2]=f[d+16>>2];f[o+28>>2]=f[d+20>>2];f[o+32>>2]=f[d+24>>2];f[o+36>>2]=f[d+28>>2];f[o+40>>2]=f[d+32>>2];f[o+44>>2]=f[d+36>>2];f[o+48>>2]=f[d+40>>2];f[o+52>>2]=f[d+44>>2];f[o+56>>2]=f[d+48>>2];f[o+60>>2]=f[d+52>>2];f[o+64>>2]=f[d+56>>2];f[o+68>>2]=f[d+60>>2];mma(o,b,c,0);u=n;return}function Dwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=Nwa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=Pwa(a,i,c)|0;e=i+8|0;if(Pwa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}Dwa(a,i,c);a=i+8|0}if((q|0)==105){q=0;Dwa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){Mwa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){Nwa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){Owa(a,b,c);return}else if((q|0)==107)return}function Ewa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Fwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0;ea=u;u=u+192|0;da=ea+160|0;ca=ea+152|0;Y=ea+144|0;P=ea+80|0;V=ea;W=ea+72|0;$=Bla()|0;aa=f[$+232>>2]|0;X=ySa(aa)|0;Gwa(da,f[64601]|0);ba=f[$+244>>2]|0;d=f[c>>2]|0;Z=c+4|0;U=f[Z>>2]|0;j=d+(U<<3)|0;if(!U){e=1;g=1;_=4}else{k=ca+4|0;l=a+8|0;m=V+4|0;n=V+8|0;o=V+12|0;p=P+4|0;q=V+16|0;r=P+8|0;s=V+20|0;t=P+12|0;v=V+24|0;w=P+16|0;x=V+28|0;y=P+20|0;z=V+32|0;A=P+24|0;B=V+36|0;C=P+28|0;D=V+40|0;E=P+32|0;F=V+44|0;G=P+36|0;H=V+48|0;I=P+40|0;J=V+52|0;K=P+44|0;L=V+56|0;M=P+48|0;N=V+60|0;O=P+52|0;Q=V+64|0;R=P+56|0;S=V+68|0;T=P+60|0;U=W+4|0;e=1;g=1;do{ARa(ca,aa,d);h=f[ca>>2]|0;if(h){if(e){e=h+200|0;e=(f[e>>2]&-268435456|0)!=0|0!=0}else e=0;if(g)g=(b[h+192>>0]&7)==0;else g=0;f[Y>>2]=f[h+96>>2];i=Hwa(da,Y)|0;if(!(f[i>>2]|0)){fa=f[Y>>2]|0;f[V>>2]=l;f[m>>2]=fa;gma(n,V)|0;f[P>>2]=f[n>>2];f[p>>2]=f[o>>2];f[r>>2]=f[q>>2];f[t>>2]=f[s>>2];f[w>>2]=f[v>>2];f[y>>2]=f[x>>2];f[A>>2]=f[z>>2];f[C>>2]=f[B>>2];f[E>>2]=f[D>>2];f[G>>2]=f[F>>2];f[I>>2]=f[H>>2];f[K>>2]=f[J>>2];f[M>>2]=f[L>>2];f[O>>2]=f[N>>2];f[R>>2]=f[Q>>2];f[T>>2]=f[S>>2];IIa(W,P);fa=f[W>>2]|0;ga=f[U>>2]|0;f[W>>2]=0;f[U>>2]=0;f[i>>2]=fa;fa=i+4|0;h=f[fa>>2]|0;f[fa>>2]=ga;if(h|0)iOb(h);h=f[U>>2]|0;if(h|0)iOb(h);vSa(aa,i);b1a(ba,1,(f[i>>2]|0)+112|0)}}h=f[k>>2]|0;if(h|0)iOb(h);d=d+8|0}while((d|0)!=(j|0));d=f[c>>2]|0;ga=f[Z>>2]|0;i=d+(ga<<3)|0;if(!ga)_=4;else{j=ca+4|0;do{ARa(ca,aa,d);h=f[ca>>2]|0;if(h|0){f[Y>>2]=f[h+96>>2];pJa(h,2,Hwa(da,Y)|0);wDa(X,h)}h=f[j>>2]|0;if(h|0)iOb(h);d=d+8|0}while((d|0)!=(i|0));l=e;k=da;e=f[Z>>2]|0;d=f[c>>2]|0}}if((_|0)==4){l=e;k=da;e=0}a1a(ba,e,d);t$a(ba,c);j=da+12|0;if(f[j>>2]|0){i=da+8|0;d=f[i>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;h=f[e+16>>2]|0;if(h|0)iOb(h);sOb(e)}while((d|0)!=0);f[i>>2]=0;e=f[da+4>>2]|0;if(e|0){d=0;do{f[(f[da>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[j>>2]=0}do if(!g){d=f[$+240>>2]|0;if(l){u9a(d);break}else{Jkb(DSa(aa)|0,ba);v9a(d);break}}while(0);d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+8>>2]&1023](d,ca);d=f[da+20>>2]|0;if(d|0)Iwa(d,k);d=f[da+8>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0);d=f[da>>2]|0;f[da>>2]=0;if(!d){u=ea;return}sOb(d);u=ea;return}function Gwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257152]|0))if(MPb(257152)|0){f[64602]=0;f[64603]=0;f[64604]=0}d=f[64603]|0;if((f[64602]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64603]|0;h=d+-20|0;do{i=d+-20|0;f[64603]=i;d=f[d+-12>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0);d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);d=f[64603]|0}while((d|0)!=(h|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function Hwa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(20)|0;f[i+8>>2]=j;f[i+12>>2]=0;f[i+16>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Kwa(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function Iwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=c+4|0;d=f[i>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){g=c+8|0;a=f[g>>2]|0;if(!a){f[g>>2]=0;h=9}else{do{d=a;a=f[a>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((a|0)!=0);a=f[i>>2]|0;f[g>>2]=0;if(a|0){d=a;h=9}}if((h|0)==9){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257152]|0))if(MPb(257152)|0){f[64602]=0;f[64603]=0;f[64604]=0}a=f[64603]|0;if(a>>>0>=(f[64604]|0)>>>0){Jwa(258408,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[i>>2]|0;f[i>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64603]=(f[64603]|0)+20;return}function Jwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;h=m;e=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;h=f[a>>2]|0;e=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;g=h;if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-20|0;if(c|0)do{d=c;c=f[c>>2]|0;b=f[d+16>>2]|0;if(b|0)iOb(b);sOb(d)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function Kwa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Lwa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Lwa(a,b);return}function Lwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Mwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function Nwa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=Mwa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function Owa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function Pwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{Mwa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{Nwa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function Qwa(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0;o=u;u=u+32|0;p=o+20|0;n=o;c=pOb(116)|0;l=EDa(i,j,k,l,m)|0;k=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=k;f[c>>2]=35744;f[c+8>>2]=f[d>>2];f[c+12>>2]=f[d+4>>2];k=d+8|0;f[c+16>>2]=f[k>>2];j=d+12|0;f[c+20>>2]=f[j>>2];i=d+16|0;f[c+24>>2]=f[i>>2];f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;f[d>>2]=0;f[c+28>>2]=f[h>>2];f[c+32>>2]=f[h+4>>2];f[c+36>>2]=f[h+8>>2];f[c+40>>2]=f[h+12>>2];f[c+44>>2]=f[h+16>>2];f[c+48>>2]=f[h+20>>2];f[c+52>>2]=f[h+24>>2];f[c+56>>2]=f[h+28>>2];f[c+60>>2]=f[h+32>>2];f[c+64>>2]=f[h+36>>2];f[c+68>>2]=f[h+40>>2];f[c+72>>2]=f[h+44>>2];f[c+76>>2]=f[h+48>>2];f[c+80>>2]=f[h+52>>2];f[c+84>>2]=f[h+56>>2];f[c+88>>2]=f[h+60>>2];DDa(c+92|0,l);b[c+112>>0]=e;l=pOb(8)|0;f[l>>2]=35776;f[l+4>>2]=c;k=pOb(8)|0;j=g;d=f[j+4>>2]|0;c=k;f[c>>2]=f[j>>2];f[c+4>>2]=d;c=k+8|0;f[n>>2]=k;f[n+4>>2]=1;d=n+12|0;f[n+8>>2]=k;f[d>>2]=c;f[n+16>>2]=c;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[p>>2]=l;J0a(c,p,n,1);c=f[p>>2]|0;f[p>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);m=n+8|0;c=f[m>>2]|0;if((c|0)==(f[d>>2]|0)){a=f[n>>2]|0;if(a){tOb(a);c=f[m>>2]|0}}if(!c){u=o;return}a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-8-c|0)>>>3)<<3);sOb(c);u=o;return}function Rwa(a){a=a|0;var b=0;f[a>>2]=35776;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Swa(a){a=a|0;var b=0,c=0;f[a>>2]=35776;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Twa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Uwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Vwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Wwa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35744;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35852;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Xwa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35744;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35852;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ywa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;C=u;u=u+80|0;z=C+64|0;y=C;B=C+56|0;v=C+32|0;A=C+24|0;w=Bla()|0;x=f[w+232>>2]|0;sRa(B,x,c);Lwb(v);g=a+92|0;FDa(g,v);PFa(A,f[B>>2]|0,v);if(!(f[A>>2]|0)){b[z>>0]=1;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,z)}else{c=f[a+8>>2]|0;v=f[a+12>>2]|0;h=c+(v<<3)|0;if(!v)d=1;else{i=z+4|0;j=a+112|0;k=a+28|0;l=a+44|0;m=y+8|0;n=a+76|0;o=y+16|0;p=a+32|0;q=y+4|0;r=a+48|0;s=y+12|0;t=a+80|0;v=y+20|0;d=1;do{LRa(z,x,c);e=f[z>>2]|0;if(e){if(f[e+4>>2]|0){D=e+200|0;d=d&((f[D>>2]&-268435456|0)!=0|0!=0)}XKa(e,b[j>>0]|0,A)|0;D=b[j>>0]|0;f[y>>2]=f[k>>2];f[m>>2]=f[l>>2];f[o>>2]=f[n>>2];f[q>>2]=f[p>>2];f[s>>2]=f[r>>2];f[v>>2]=f[t>>2];ZKa(e,D,y)|0;GDa(g,e,b[j>>0]|0)|0}e=f[i>>2]|0;if(e|0)iOb(e);c=c+8|0}while((c|0)!=(h|0))}do if((zSa(x)|0)>0){e=y+16|0;f[y>>2]=35808;f[y+4>>2]=w;b[y+8>>0]=d&1;f[e>>2]=y;b[z>>0]=1;c=x+8|0;d=f[c>>2]|0;if(d>>>0<(f[x+12>>2]|0)>>>0){f[d+16>>2]=d;D=f[e>>2]|0;oh[f[(f[D>>2]|0)+12>>2]&1023](D,d);D=f[c>>2]|0;b[d+24>>0]=1;f[c>>2]=D+32}else Qha(x+4|0,y,z);c=f[e>>2]|0;if((y|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c)}else{c=f[w+240>>2]|0;if(d){u9a(c);break}else{Y8a(c);break}}while(0);D=f[a+4>>2]|0;oh[f[(f[D>>2]|0)+8>>2]&1023](D,z)}c=f[A+4>>2]|0;if(c|0)iOb(c);c=f[B+4>>2]|0;if(!c){u=C;return}iOb(c);u=C;return}function Zwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;b[e>>0]=0;h=c;g=f[h+4>>2]|0;c=e+4|0;f[c>>2]=f[h>>2];f[c+4>>2]=g;c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,e);u=d;return}function _wa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function $wa(a){a=a|0;return 0}function axa(a){a=a|0;sOb(a);return}function bxa(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=35808;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function cxa(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=35808;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function dxa(a){a=a|0;return}function exa(a){a=a|0;sOb(a);return}function fxa(a){a=a|0;var c=0;c=f[(f[a+4>>2]|0)+240>>2]|0;if(!(b[a+8>>0]|0)){Y8a(c);return}else{u9a(c);return}}function gxa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==182944?a+4|0:0)|0}function hxa(a){a=a|0;return 13960}function ixa(a){a=a|0;var b=0;f[a>>2]=35852;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jxa(a){a=a|0;yf()}function kxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(!i){u=m;return}i=j+4|0;b=1;e=0;g=a;do{KRa(j,l,g);d=f[j>>2]|0;if(d){if(!(f[d+4>>2]|0))a=b;else{a=d+200|0;a=b&((f[a>>2]&-268435456|0)!=0|0!=0)}e=e|(YKa(d,c)|0);e=e|(_Ka(f[j>>2]|0,c)|0);e=e|(aLa(f[j>>2]|0,c)|0);b=a}a=f[i>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(h|0));if(!e){u=m;return}a=f[k+240>>2]|0;if(b){u9a(a);u=m;return}else{Y8a(a);u=m;return}}function lxa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[a>>2]=0;n=a+4|0;f[n>>2]=0;k=a+8|0;f[k>>2]=0;j=c+4|0;oB(a,f[j>>2]|0);b=f[c>>2]|0;j=f[j>>2]|0;i=b+(j<<3)|0;if(!j){u=o;return}j=l+4|0;while(1){KRa(l,m,b);c=f[l>>2]|0;if(!c)h=0;else h=aKa(c,d,e)|0;c=f[n>>2]|0;g=f[k>>2]|0;if((c|0)==(g<<5|0)){if((c+1|0)<0){b=7;break}g=g<<6;p=c+32&-32;oB(a,c>>>0<1073741823?(g>>>0<p>>>0?p:g):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;g=(f[a>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(h)c=f[g>>2]|c;else c=f[g>>2]&~c;f[g>>2]=c;c=f[j>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(i|0)){b=15;break}}if((b|0)==7)AMb(a);else if((b|0)==15){u=o;return}}function mxa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[a>>2]=0;n=a+4|0;f[n>>2]=0;k=a+8|0;f[k>>2]=0;j=c+4|0;oB(a,f[j>>2]|0);b=f[c>>2]|0;j=f[j>>2]|0;i=b+(j<<3)|0;if(!j){u=o;return}j=l+4|0;while(1){KRa(l,m,b);c=f[l>>2]|0;if(!c)h=0;else h=bKa(c,d,e)|0;c=f[n>>2]|0;g=f[k>>2]|0;if((c|0)==(g<<5|0)){if((c+1|0)<0){b=7;break}g=g<<6;p=c+32&-32;oB(a,c>>>0<1073741823?(g>>>0<p>>>0?p:g):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;g=(f[a>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(h)c=f[g>>2]|c;else c=f[g>>2]&~c;f[g>>2]=c;c=f[j>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(i|0)){b=15;break}}if((b|0)==7)AMb(a);else if((b|0)==15){u=o;return}}function nxa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j)a=f[l+240>>2]|0;else{j=k+4|0;h=1;do{LRa(k,m,a);b=f[k>>2]|0;if(b){o=b+200|0;h=h&((f[o>>2]&-268435456|0)!=0|0!=0);OJa(b,c,d,e,g)}b=f[j>>2]|0;if(b|0)iOb(b);a=a+8|0}while((a|0)!=(i|0));a=f[l+240>>2]|0;if(!h)if(g){r9a(a);u=n;return}else{s9a(a);u=n;return}}u9a(a);u=n;return}function oxa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j)a=f[l+240>>2]|0;else{j=k+4|0;h=1;do{LRa(k,m,a);b=f[k>>2]|0;if(b){o=b+200|0;h=h&((f[o>>2]&-268435456|0)!=0|0!=0);TJa(b,c,d,e,g)}b=f[j>>2]|0;if(b|0)iOb(b);a=a+8|0}while((a|0)!=(i|0));a=f[l+240>>2]|0;if(!h){Y8a(a);u=n;return}}u9a(a);u=n;return}function pxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=Bla()|0;n=f[m+232>>2]|0;a=f[b>>2]|0;k=f[b+4>>2]|0;i=a+(k<<3)|0;if(!k){u=o;return}j=l+4|0;k=1<<(c&255)&7;d=0;b=1;g=a;do{KRa(l,n,g);a=f[l>>2]|0;if(a){p=a+200|0;e=f[p>>2]|0;p=ZPb(e|0,(h[p+4>>0]|0)&255|0,3)|0;if(k&p){lKa(a,c)|0;d=1;b=b&((e&-268435456|0)!=0|0!=0)}}a=f[j>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(i|0));if(b|d^1){u=o;return}s9a(f[m+240>>2]|0);u=o;return}function qxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=Bla()|0;n=f[m+232>>2]|0;a=f[b>>2]|0;k=f[b+4>>2]|0;i=a+(k<<3)|0;if(!k){u=o;return}j=l+4|0;k=1<<(c&255)&7;d=0;b=1;g=a;do{KRa(l,n,g);a=f[l>>2]|0;if(a){p=a+200|0;e=f[p>>2]|0;p=ZPb(e|0,(h[p+4>>0]|0)&255|0,9)|0;if(k&p){nKa(a,c)|0;d=1;b=b&((e&-268435456|0)!=0|0!=0)}}a=f[j>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(i|0));if(b|d^1){u=o;return}Y8a(f[m+240>>2]|0);u=o;return}function rxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;c=0;b=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a){d=a+200|0;d=f[d>>2]|0;if(!((d&56|0)==0&0==0)){sKa(a)|0;c=1;b=b&((d&-268435456|0)!=0|0!=0)}}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(b|c^1){u=l;return}s9a(f[j+240>>2]|0);u=l;return}function sxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;c=0;b=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a){d=a+200|0;d=f[d>>2]|0;if(!((d&3584|0)==0&0==0)){tKa(a)|0;c=1;b=b&((d&-268435456|0)!=0|0!=0)}}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(b|c^1){u=l;return}Y8a(f[j+240>>2]|0);u=l;return}function txa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;m=Bla()|0;l=f[m+232>>2]|0;d=f[b>>2]|0;j=f[b+4>>2]|0;i=d+(j<<3)|0;do if(j|0){j=k+4|0;g=0;h=1;do{ARa(k,l,d);e=f[k>>2]|0;if(e){e=f[e+4>>2]|0;if(Sg[f[(f[e>>2]|0)+24>>2]&255](e,c,0)|0){AKa(f[k>>2]|0)|0;e=(f[k>>2]|0)+200|0;g=1;h=h&((f[e>>2]&-268435456|0)!=0|0!=0)}}e=f[j>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(i|0));if(g){d=f[m+240>>2]|0;if(h){u9a(d);break}else{Y8a(d);break}}}while(0);i$a(f[m+244>>2]|0,a,b,c);u=n;return}function uxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;e=f[b>>2]|0;h=f[b+4>>2]|0;g=e+(h<<3)|0;if(!h){a=0;d=1}else{h=i+4|0;a=0;d=1;do{LRa(i,k,e);b=f[i>>2]|0;if(f[b+4>>2]|0){m=b+200|0;d=d&((f[m>>2]&-268435456|0)!=0|0!=0)}a=a|(_Ia(b,c)|0);b=f[h>>2]|0;if(b|0)iOb(b);e=e+8|0}while((e|0)!=(g|0))}b=(c|0)!=0;if(b|d^1){m=DSa(k)|0;Jkb(m,f[j+244>>2]|0)}if(!a){u=l;return}a=f[j+240>>2]|0;if(b&d){u9a(a);u=l;return}else{Y8a(a);u=l;return}}function vxa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;e=f[b>>2]|0;j=f[b+4>>2]|0;i=e+(j<<3)|0;if(!j){u=n;return}j=k+4|0;a=0;b=1;do{LRa(k,m,e);g=f[k>>2]|0;h=f[j>>2]|0;if(h|0)iOb(h);if(PKa(g,c,d)|0){h=g+200|0;a=1;b=b&((f[h>>2]&-268435456|0)!=0|0!=0)}e=e+8|0}while((e|0)!=(i|0));if(!a){u=n;return}a=f[l+240>>2]|0;if(b){u9a(a);u=n;return}else{Y8a(a);u=n;return}}function wxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(QKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{Y8a(a);u=l;return}}function xxa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;l=q+8|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[a>>2]=0;p=a+4|0;f[p>>2]=0;f[a+8>>2]=0;b=f[c+4>>2]|0;k=a+8|0;if(!b){u=q;return}if(b>>>0>1073741823)vd();i=pOb(b<<2)|0;f[a>>2]=i;f[p>>2]=i;f[k>>2]=i+(b<<2);c=f[c>>2]|0;i=c+(b<<3)|0;j=l+4|0;d=d&255;g=1<<d&7;do{KRa(l,o,c);b=f[l>>2]|0;if(!b){n[m>>2]=-1.0;b=f[p>>2]|0;if(b>>>0<(f[k>>2]|0)>>>0){f[b>>2]=-1082130432;f[p>>2]=b+4}else LB(a,m)}else{r=b+200|0;r=ZPb(f[r>>2]|0,(h[r+4>>0]|0)&255|0,34)|0;if(!(g&r))e=-1.0;else e=+n[b+180+(d<<2)>>2];n[m>>2]=e;b=f[p>>2]|0;if(b>>>0<(f[k>>2]|0)>>>0){n[b>>2]=e;f[p>>2]=b+4}else LB(a,m)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(i|0));u=q;return}function yxa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=35884;b[g+8>>0]=e;mma(g,c,d,0);return}function zxa(a){a=a|0;var b=0;f[a>>2]=35916;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Axa(a){a=a|0;var b=0,c=0;f[a>>2]=35916;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Bxa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+32|0;k=q+12|0;l=q+8|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;f[k+8>>2]=0;d=f[c+4>>2]|0;j=k+8|0;if(d|0){if(d>>>0>1073741823)vd();g=pOb(d<<2)|0;f[k>>2]=g;f[p>>2]=g;f[j>>2]=g+(d<<2);c=f[c>>2]|0;g=c+(d<<3)|0;h=a+8|0;i=m+4|0;d=c;do{ARa(m,o,d);e=+RKa(f[m>>2]|0,b[h>>0]|0);n[l>>2]=e;c=f[p>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){n[c>>2]=e;f[p>>2]=c+4}else LB(k,l);c=f[i>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(g|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=q;return}d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=q;return}function Cxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Dxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Exa(a){a=a|0;yf()}function Fxa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=35948;b[g+8>>0]=e;mma(g,c,d,0);return}function Gxa(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;k=p+8|0;l=p;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;o=k+8|0;f[o>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(j|0){i=l+4|0;j=a+8|0;while(1){ARa(l,m,d);c=f[l>>2]|0;e=f[i>>2]|0;if(e|0)iOb(e);g=!(+RKa(c,b[j>>0]|0)<1.0);c=f[n>>2]|0;e=f[o>>2]|0;if((c|0)==(e<<5|0)){if((c+1|0)<0)break;e=e<<6;q=c+32&-32;oB(k,c>>>0<1073741823?(e>>>0<q>>>0?q:e):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;e=(f[k>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(g)c=f[e>>2]&~c;else c=f[e>>2]|c;f[e>>2]=c;d=d+8|0;if((d|0)==(h|0))break a}AMb(k)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=p;return}sOb(c);u=p;return}function Ixa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=u;u=u+32|0;i=h+20|0;g=h;j=pOb(12)|0;k=f[a>>2]|0;f[a>>2]=0;f[j+4>>2]=k;f[j>>2]=35980;b[j+8>>0]=c;b[j+9>>0]=d;d=pOb(8)|0;f[d>>2]=36012;f[d+4>>2]=j;c=pOb(8)|0;j=e;e=f[j+4>>2]|0;a=c;f[a>>2]=f[j>>2];f[a+4>>2]=e;a=c+8|0;f[g>>2]=c;f[g+4>>2]=1;e=g+12|0;f[g+8>>2]=c;f[e>>2]=a;f[g+16>>2]=a;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[i>>2]=d;t0a(a,i,g);a=f[i>>2]|0;f[i>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);d=g+8|0;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(!a){u=h;return}c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Jxa(a){a=a|0;var b=0;f[a>>2]=36012;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Kxa(a){a=a|0;var b=0,c=0;f[a>>2]=36012;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Mxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Nxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Oxa(a){a=a|0;var b=0;f[a>>2]=36044;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Pxa(a){a=a|0;var b=0,c=0;f[a>>2]=36044;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Qxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;k=Bla()|0;g=f[k+232>>2]|0;k=f[k+240>>2]|0;h=b[a+8>>0]|0;d=b[a+9>>0]|0;e=f[k+236+((h&255)*24|0)+((d&255)<<3)>>2]|0;if(!e)i=4;else if((f[e+204>>2]|0)==(f[c>>2]|0)){if((f[e+208>>2]|0)!=(f[c+4>>2]|0))i=4}else i=4;if((i|0)==4){vRa(j,g,c);hab(k,h,d,j);c=f[j+4>>2]|0;if(c|0)iOb(c);if((b[k+226>>0]|0)==3)Y8a(k)}k=f[a+4>>2]|0;oh[f[(f[k>>2]|0)+8>>2]&1023](k,j);u=l;return}function Rxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Sxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Txa(a){a=a|0;return 0}function Uxa(a){a=a|0;yf()}function Vxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;e=(Bla()|0)+240|0;e=f[e>>2]|0;if(!(f[e+236+((a&255)*24|0)+((c&255)<<3)>>2]|0)){u=g;return}f[d>>2]=0;h=d+4|0;f[h>>2]=0;hab(e,a,c,d);a=f[h>>2]|0;if(a|0)iOb(a);if((b[e+226>>0]|0)!=3){u=g;return}Y8a(e);u=g;return}function Wxa(a,c){a=a|0;c=+c;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(+n[d+284+((a&255)<<2)>>2]!=c))return;iab(d,a,c);if((b[d+226>>0]|0)!=3)return;Y8a(d);return}function Xxa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+296>>0]|0)==a<<24>>24)return;jab(c,a);if((b[c+226>>0]|0)!=3)return;t9a(c);return}function Yxa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;l=Bla()|0;k=f[l+232>>2]|0;e=f[c>>2]|0;i=f[c+4>>2]|0;h=e+(i<<3)|0;if(!i){c=0;a=1}else{i=j+4|0;c=0;a=1;g=e;do{LRa(j,k,g);e=f[j>>2]|0;if(e){n=e+200|0;a=a&((f[n>>2]&-268435456|0)!=0|0!=0);if((f[e+196>>2]&2097152|0)!=0^d){CJa(e,d);c=1}}e=f[i>>2]|0;if(e|0)iOb(e);g=g+8|0}while((g|0)!=(h|0))}g=f[l+240>>2]|0;if(a|((b[g+226>>0]|0)!=3|c^1)){u=m;return}if(!d){Y8a(g);u=m;return}c=f[g+236>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){c=f[g+244>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){c=f[g+252>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){r9a(g);$8a(g,1);u=m;return}}}}}}Y8a(g);u=m;return}function Zxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);DJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function _xa(a,c){a=+a;c=c|0;var d=0,e=0,g=0.0;e=(Bla()|0)+240|0;e=f[e>>2]|0;g=+p[e+304>>3];d=b[e+312>>0]|0;if(g==a?d<<24>>24==c<<24>>24:0)return;if(g<a?1:d<<24>>24!=c<<24>>24){d=f[e+72>>2]|0;gh[f[(f[d>>2]|0)+80>>2]&2047](d)}H9a(e,a,c);v9a(e);return}function $xa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+313>>0]|0)==a<<24>>24)return;I9a(c,a);Y8a(c);return}function aya(){var a=0;a=(Bla()|0)+240|0;return +(+p[(f[a>>2]|0)+304>>3])}function bya(){var a=0;a=(Bla()|0)+240|0;return b[(f[a>>2]|0)+312>>0]|0}function cya(){var a=0;a=(Bla()|0)+240|0;return b[(f[a>>2]|0)+313>>0]|0}function dya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!((Qab(b)|0)^a))return;Pab(b,a);u9a(b);return}function eya(){var a=0;a=(Bla()|0)+240|0;return Qab(f[a>>2]|0)|0}function fya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Rab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function gya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Tab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function hya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Vab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function iya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Xab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function jya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Zab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function kya(){var a=0;a=(Bla()|0)+240|0;return Sab(f[a>>2]|0)|0}function lya(){var a=0;a=(Bla()|0)+240|0;return +(+Uab(f[a>>2]|0))}function mya(){var a=0;a=(Bla()|0)+240|0;return +(+Wab(f[a>>2]|0))}function nya(){var a=0;a=(Bla()|0)+240|0;return +(+Yab(f[a>>2]|0))}function oya(){var a=0;a=(Bla()|0)+240|0;return +(+_ab(f[a>>2]|0))}function pya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=(f[b>>2]|0)+230|0;a=(j[b>>1]|j[b+2>>1]<<16)&-65537|(a&1)<<16;d[b>>1]=a;d[b+2>>1]=a>>>16;return}function qya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(!i)a=f[k+240>>2]|0;else{i=j+4|0;b=1;g=a;do{LRa(j,l,g);a=f[j>>2]|0;if(a){n=a+200|0;b=b&((f[n>>2]&-268435456|0)!=0|0!=0);UKa(a,c,d,e)}a=f[i>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(h|0));a=f[k+240>>2]|0;if(!b){n=DSa(l)|0;Jkb(n,f[k+244>>2]|0);Y8a(a);u=m;return}}u9a(a);u=m;return}function rya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j;h=Bla()|0;i=f[h+232>>2]|0;a=f[b>>2]|0;d=f[b+4>>2]|0;e=a+(d<<3)|0;if(!d)a=f[h+240>>2]|0;else{d=g+4|0;b=1;c=a;do{KRa(g,i,c);a=f[g>>2]|0;if(a){k=a+200|0;b=b&((f[k>>2]&-268435456|0)!=0|0!=0);VKa(a)}a=f[d>>2]|0;if(a|0)iOb(a);c=c+8|0}while((c|0)!=(e|0));a=f[h+240>>2]|0;if(!b){k=DSa(i)|0;Jkb(k,f[h+244>>2]|0);Y8a(a);u=j;return}}u9a(a);u=j;return}function sya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=36076;mma(d,b,c,0);return}function tya(a){a=a|0;var b=0;f[a>>2]=36108;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function uya(a){a=a|0;var b=0,c=0;f[a>>2]=36108;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function vya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0;y=u;u=u+48|0;r=y+32|0;s=y+24|0;t=y;v=(Bla()|0)+232|0;v=f[v>>2]|0;f[r>>2]=0;x=r+4|0;f[x>>2]=0;f[r+8>>2]=0;d=f[c+4>>2]|0;q=r+8|0;if(d|0){if(d>>>0>214748364)vd();e=pOb(d*20|0)|0;g=e;f[r>>2]=g;f[x>>2]=g;f[q>>2]=e+(d*20|0);c=f[c>>2]|0;e=c+(d<<3)|0;g=t+4|0;h=t+8|0;i=t+12|0;j=t+16|0;k=s+4|0;l=t+4|0;m=t+8|0;o=t+12|0;p=t+16|0;d=c;do{ARa(s,v,d);c=f[s>>2]|0;if(!c)w=16;else if(!(f[c+196>>2]&134217728))w=16;else{A=f[c+104>>2]|0;f[t>>2]=f[A+300>>2];f[l>>2]=f[A+304>>2];f[m>>2]=f[A+308>>2];z=+WKa(c);n[o>>2]=z;b[p>>0]=b[(f[(f[s>>2]|0)+104>>2]|0)+364>>0]&1;c=f[x>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[c>>2]=f[t>>2];f[c+4>>2]=f[t+4>>2];f[c+8>>2]=f[t+8>>2];f[c>>2]=f[t>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];A=c+12|0;f[A>>2]=f[o>>2];b[A+4>>0]=b[o+4>>0]|0;f[x>>2]=(f[x>>2]|0)+20}else yya(r,t)}if((w|0)==16){w=0;f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[t+12>>2]=0;b[j>>0]=1;c=f[x>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[c>>2]=f[t>>2];f[c+4>>2]=f[t+4>>2];f[c+8>>2]=f[t+8>>2];f[c>>2]=0;f[c+4>>2]=f[g>>2];f[c+8>>2]=f[h>>2];A=c+12|0;f[A>>2]=f[i>>2];b[A+4>>0]=b[i+4>>0]|0;f[x>>2]=(f[x>>2]|0)+20}else yya(r,t)}c=f[k>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(e|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,r);c=f[r>>2]|0;if(!c){u=y;return}d=f[x>>2]|0;if((d|0)!=(c|0))f[x>>2]=d+(~(((d+-20-c|0)>>>0)/20|0)*20|0);sOb(c);u=y;return}function wya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function xya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function yya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;d=f[o>>2]|0;e=f[a>>2]|0;j=(d-e|0)/20|0;h=j+1|0;m=e;g=d;if(h>>>0>214748364)AMb(a);n=a+8|0;k=((f[n>>2]|0)-e|0)/20|0;l=k<<1;h=k>>>0<107374182?(l>>>0<h>>>0?h:l):214748364;do if(!h)i=0;else if(h>>>0>214748364)vd();else{i=pOb(h*20|0)|0;break}while(0);k=i+(j*20|0)|0;e=k;l=i+(h*20|0)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k>>2]=f[c>>2];f[i+(j*20|0)+4>>2]=f[c+4>>2];f[i+(j*20|0)+8>>2]=f[c+8>>2];h=i+(j*20|0)+12|0;j=c+12|0;f[h>>2]=f[j>>2];b[h+4>>0]=b[j+4>>0]|0;h=k+20|0;if((g|0)!=(m|0)){d=k;do{j=g;g=g+-20|0;f[d+-20>>2]=f[g>>2];f[d+-16>>2]=f[j+-16>>2];f[d+-12>>2]=f[j+-12>>2];k=d+-8|0;j=j+-8|0;f[k>>2]=f[j>>2];b[k+4>>0]=b[j+4>>0]|0;d=e+-20|0;e=d}while((g|0)!=(m|0));d=f[a>>2]|0}f[a>>2]=e;f[o>>2]=h;f[n>>2]=l;if(!d)return;sOb(d);return}function zya(a){a=a|0;yf()}function Aya(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;e=f[b>>2]|0;j=f[b+4>>2]|0;i=e+(j<<3)|0;if(!j){u=n;return}j=k+4|0;a=0;b=1;do{LRa(k,m,e);g=f[k>>2]|0;h=f[j>>2]|0;if(h|0)iOb(h);if(SKa(g,c,d)|0){h=g+200|0;a=1;b=b&((f[h>>2]&-268435456|0)!=0|0!=0)}e=e+8|0}while((e|0)!=(i|0));if(!a){u=n;return}a=f[l+240>>2]|0;if(b){u9a(a);u=n;return}else{t9a(a);u=n;return}}function Bya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(TKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Cya(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;m=s+24|0;o=s+16|0;p=s;q=(Bla()|0)+232|0;q=f[q>>2]|0;f[m>>2]=0;r=m+4|0;f[r>>2]=0;f[m+8>>2]=0;b=f[c+4>>2]|0;l=m+8|0;if(b|0){if(b>>>0>357913941)vd();e=pOb(b*12|0)|0;g=e;f[m>>2]=g;f[r>>2]=g;f[l>>2]=e+(b*12|0);c=f[c>>2]|0;e=c+(b<<3)|0;g=p+4|0;h=p+8|0;i=o+4|0;j=p+4|0;k=p+8|0;d=d&255;do{KRa(o,q,c);b=f[o>>2]|0;if(!b){n[p>>2]=-1.0;n[g>>2]=-1.0;n[h>>2]=-1.0;b=f[r>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[p>>2];f[b+4>>2]=f[p+4>>2];f[b+8>>2]=f[p+8>>2];f[r>>2]=(f[r>>2]|0)+12}else XI(m,p)}else{if(!(f[b+196>>2]&8388608)){n[p>>2]=-1.0;n[j>>2]=-1.0;n[k>>2]=-1.0}else{b=(f[b+104>>2]|0)+328+(d*12|0)|0;f[p>>2]=f[b>>2];f[p+4>>2]=f[b+4>>2];f[p+8>>2]=f[b+8>>2]}b=f[r>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[p>>2];f[b+4>>2]=f[p+4>>2];f[b+8>>2]=f[p+8>>2];f[r>>2]=(f[r>>2]|0)+12}else XI(m,p)}b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(e|0))}b=f[a>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,m);b=f[m>>2]|0;if(!b){u=s;return}c=f[r>>2]|0;if((c|0)!=(b|0))f[r>>2]=c+(~(((c+-12-b|0)>>>0)/12|0)*12|0);sOb(b);u=s;return}function Dya(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=36140;b[g+8>>0]=e;mma(g,c,d,0);return}function Eya(a){a=a|0;var b=0;f[a>>2]=36172;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Fya(a){a=a|0;var b=0,c=0;f[a>>2]=36172;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Gya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+48|0;s=A+32|0;t=A+24|0;v=A+12|0;w=A;x=(Bla()|0)+232|0;x=f[x>>2]|0;f[s>>2]=0;z=s+4|0;f[z>>2]=0;f[s+8>>2]=0;d=f[c+4>>2]|0;r=s+8|0;if(d|0){if(d>>>0>357913941)vd();i=pOb(d*12|0)|0;j=i;f[s>>2]=j;f[z>>2]=j;f[r>>2]=i+(d*12|0);i=f[c>>2]|0;j=i+(d<<3)|0;k=a+8|0;l=v+4|0;m=v+8|0;o=w+4|0;p=w+8|0;q=t+4|0;do{ARa(t,x,i);d=f[t>>2]|0;do if(!(f[d+196>>2]&8388608)){n[v>>2]=-1.0;n[l>>2]=-1.0;n[m>>2]=-1.0;y=16}else{g=(f[d+104>>2]|0)+328+((h[k>>0]|0)*12|0)|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];if(!(+n[v>>2]>=0.0))y=16;else{c=f[z>>2]|0;if((c|0)==(f[r>>2]|0)){Jya(s,v);break}else{f[c>>2]=f[v>>2];f[c+4>>2]=f[v+4>>2];f[c+8>>2]=f[v+8>>2];f[z>>2]=(f[z>>2]|0)+12;break}}}while(0);if((y|0)==16){y=0;e=b[k>>0]|0;g=d+12+((e&255)<<3)|0;c=f[g>>2]|0;if(!c){fKa(d,e);c=f[g>>2]|0}f[w>>2]=f[c+152>>2];f[o>>2]=f[c+156>>2];f[p>>2]=f[c+160>>2];c=f[z>>2]|0;if(c>>>0<(f[r>>2]|0)>>>0){f[c>>2]=f[w>>2];f[c+4>>2]=f[w+4>>2];f[c+8>>2]=f[w+8>>2];f[z>>2]=(f[z>>2]|0)+12}else XI(s,w)}c=f[q>>2]|0;if(c|0)iOb(c);i=i+8|0}while((i|0)!=(j|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,s);c=f[s>>2]|0;if(!c){u=A;return}d=f[z>>2]|0;if((d|0)!=(c|0))f[z>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=A;return}function Hya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Iya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Jya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Kya(a){a=a|0;yf()}function Lya(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;m=p;n=Bla()|0;o=f[n+232>>2]|0;h=f[b>>2]|0;l=f[b+4>>2]|0;k=h+(l<<3)|0;if(!l){u=p;return}l=m+4|0;a=0;b=1;do{LRa(m,o,h);i=f[m>>2]|0;j=f[l>>2]|0;if(j|0)iOb(j);if(VJa(i,c,d,e,g)|0){j=i+200|0;a=1;b=b&((f[j>>2]&-268435456|0)!=0|0!=0)}h=h+8|0}while((h|0)!=(k|0));if(!a){u=p;return}a=f[n+240>>2]|0;if(b){u9a(a);u=p;return}else{t9a(a);u=p;return}}function Mya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j){u=n;return}j=k+4|0;b=0;g=1;h=a;do{KRa(k,m,h);a=f[k>>2]|0;if(a)if(ZJa(a,c,d,e)|0){a=(f[k>>2]|0)+200|0;b=1;g=g&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[j>>2]|0;if(a|0)iOb(a);h=h+8|0}while((h|0)!=(i|0));if(!b){u=n;return}a=f[l+240>>2]|0;if(g){u9a(a);u=n;return}else{t9a(a);u=n;return}}function Nya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(pKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Oya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+32|0;m=q+16|0;o=q;p=(Bla()|0)+232|0;p=f[p>>2]|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;b=f[c+4>>2]|0;l=a+8|0;if(!b){u=q;return}if(b>>>0>357913941)vd();g=pOb(b*12|0)|0;h=g;f[a>>2]=h;f[k>>2]=h;f[l>>2]=g+(b*12|0);c=f[c>>2]|0;g=c+(b<<3)|0;h=o+4|0;i=o+8|0;j=m+4|0;do{KRa(m,p,c);b=f[m>>2]|0;if(!b){n[o>>2]=-1.0;n[h>>2]=-1.0;n[i>>2]=-1.0;b=f[k>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[o>>2];f[b+4>>2]=f[o+4>>2];f[b+8>>2]=f[o+8>>2];f[k>>2]=(f[k>>2]|0)+12}else XI(a,o)}else{cKa(o,b,d,e);b=f[k>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[o>>2];f[b+4>>2]=f[o+4>>2];f[b+8>>2]=f[o+8>>2];f[k>>2]=(f[k>>2]|0)+12}else XI(a,o)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(g|0));u=q;return}function Pya(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=pOb(16)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=36204;b[h+8>>0]=e;f[h+12>>2]=g;mma(h,c,d,0);return}function Qya(a){a=a|0;var b=0,c=0;f[a>>2]=36172;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;k=p+20|0;l=p+8|0;m=p;n=(Bla()|0)+232|0;n=f[n>>2]|0;f[k>>2]=0;o=k+4|0;f[o>>2]=0;f[k+8>>2]=0;d=f[c+4>>2]|0;j=k+8|0;if(d|0){if(d>>>0>357913941)vd();e=pOb(d*12|0)|0;g=e;f[k>>2]=g;f[o>>2]=g;f[j>>2]=e+(d*12|0);c=f[c>>2]|0;e=c+(d<<3)|0;g=a+8|0;h=a+12|0;i=m+4|0;d=c;do{ARa(m,n,d);eKa(l,f[m>>2]|0,b[g>>0]|0,f[h>>2]|0);c=f[o>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[l>>2];f[c+4>>2]=f[l+4>>2];f[c+8>>2]=f[l+8>>2];f[o>>2]=(f[o>>2]|0)+12}else XI(k,l);c=f[i>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(e|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=p;return}d=f[o>>2]|0;if((d|0)!=(c|0))f[o>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=p;return}function Sya(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+32|0;v=A+16|0;w=A;x=Bla()|0;y=f[x+232>>2]|0;a=f[c>>2]|0;t=f[c+4>>2]|0;o=a+(t<<3)|0;if(!t){u=A;return}p=v+4|0;q=d+4|0;r=w+4|0;s=w+8|0;t=w+8|0;c=1;j=0;m=a;while(1){LRa(v,y,m);i=f[v>>2]|0;if(!i){l=j;n=c}else{if(!(f[i+4>>2]|0))k=c;else{k=i+200|0;k=c&((f[k>>2]&-268435456|0)!=0|0!=0)}a=f[d>>2]|0;c=f[q>>2]|0;h=a+c|0;f[w>>2]=0;f[r>>2]=0;f[s>>2]=0;if(c|0){if((c|0)<0){z=9;break}n=pOb(c)|0;f[r>>2]=n;f[w>>2]=n;f[t>>2]=n+c;c=n;do{b[c>>0]=b[a>>0]|0;a=a+1|0;c=(f[r>>2]|0)+1|0;f[r>>2]=c}while((a|0)!=(h|0))}a=j|(bLa(i,w,e,g)|0);c=f[w>>2]|0;if(c|0){if((f[r>>2]|0)!=(c|0))f[r>>2]=c;sOb(c)}l=a;n=k}a=f[p>>2]|0;if(a|0)iOb(a);m=m+8|0;if((m|0)==(o|0))break;else{c=n;j=l}}if((z|0)==9)AMb(w);if(!l){u=A;return}a=f[x+240>>2]|0;if(n){u9a(a);u=A;return}else{t9a(a);u=A;return}}function Tya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;b=1;d=0;e=a;do{KRa(i,k,e);c=f[i>>2]|0;if(c){if(!(f[c+4>>2]|0))a=b;else{a=c+200|0;a=b&((f[a>>2]&-268435456|0)!=0|0!=0)}d=d|(cLa(c)|0);b=a}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(!d){u=l;return}a=f[j+240>>2]|0;if(b){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Uya(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j+24|0;i=j;c=f[a>>2]|0;f[a>>2]=0;a=c;h=pOb(16)|0;f[h+4>>2]=0;f[h+8>>2]=0;f[h>>2]=36236;f[h+12>>2]=a;e=(Bla()|0)+232|0;e=f[e>>2]|0;gOb(h);if((zSa(e)|0)<=0){oh[f[(f[c>>2]|0)+8>>2]&1023](c,g);iOb(h);iOb(h);u=j;return}d=i+16|0;f[i>>2]=36264;f[i+4>>2]=a;f[i+8>>2]=h;f[d>>2]=i;b[g>>0]=1;a=e+8|0;c=f[a>>2]|0;if(c>>>0<(f[e+12>>2]|0)>>>0){f[c+16>>2]=c;g=f[d>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,c);g=f[a>>2]|0;b[c+24>>0]=1;f[a>>2]=g+32}else Qha(e+4|0,i,g);a=f[d>>2]|0;if((i|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);iOb(h);u=j;return}function Vya(a){a=a|0;f[a>>2]=36264;a=f[a+8>>2]|0;if(!a)return;iOb(a);return}function Wya(a){a=a|0;var b=0;f[a>>2]=36264;b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function Xya(a){a=a|0;var b=0;b=pOb(12)|0;f[b>>2]=36264;f[b+4>>2]=f[a+4>>2];a=f[a+8>>2]|0;f[b+8>>2]=a;if(!a)return b|0;gOb(a);return b|0}function Yya(a,b){a=a|0;b=b|0;f[b>>2]=36264;f[b+4>>2]=f[a+4>>2];a=f[a+8>>2]|0;f[b+8>>2]=a;if(!a)return;gOb(a);return}function Zya(a){a=a|0;a=f[a+8>>2]|0;if(!a)return;iOb(a);return}function _ya(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function $ya(a){a=a|0;var b=0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function aza(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==187966?a+4|0:0)|0}function bza(a){a=a|0;return 14336}function cza(a){a=a|0;aOb(a);sOb(a);return}function dza(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function eza(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==188283?a+12|0:0)|0}function fza(a){a=a|0;sOb(a);return}function gza(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=K9a(b)|0;if(+n[c>>2]==+n[a>>2])if(+n[c+4>>2]==+n[a+4>>2])if(!(+n[c+8>>2]!=+n[a+8>>2]))return;L9a(b,a);t9a(b);return}function hza(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(M9a(a)|0))return;Y8a(a);return}function iza(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0.0,t=0.0,v=0.0;p=u;u=u+48|0;l=p+8|0;m=p;o=(Bla()|0)+240|0;o=f[o>>2]|0;f[l>>2]=1058256454;i=l+4|0;f[i>>2]=1058256454;j=l+8|0;f[j>>2]=1058256454;n[l+12>>2]=1.0;n[l+16>>2]=1.0;n[l+20>>2]=1.0;k=l+28|0;h=f[65704]|0;f[65704]=h+1;f[k>>2]=h;b[l+24>>0]=c;b[l+25>>0]=d;if(!(c<<24>>24)){v=+n[e>>2];t=+n[e+4>>2];r=+n[e+8>>2];q=+L(+(v*v+(t*t+r*r)));d=(n[s>>2]=v/q,f[s>>2]|0);h=(n[s>>2]=t/q,f[s>>2]|0);c=(n[s>>2]=r/q,f[s>>2]|0)}else{d=f[e>>2]|0;h=f[e+4>>2]|0;c=f[e+8>>2]|0}f[l>>2]=d;f[i>>2]=h;f[j>>2]=c;j=l+12|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];if(N9a(o,l)|0){Y8a(o);o=f[a>>2]|0;l=f[(f[o>>2]|0)+8>>2]|0;f[m>>2]=f[k>>2];oh[l&1023](o,m);u=p;return}else{o=f[a>>2]|0;l=f[(f[o>>2]|0)+12>>2]|0;b[m>>0]=0;oh[l&1023](o,m);u=p;return}}function jza(a){a=a|0;var b=0,c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;b=(Bla()|0)+240|0;b=f[b>>2]|0;f[e>>2]=f[a>>2];f[d>>2]=f[e>>2];if(!(P9a(b,d)|0)){u=c;return}Y8a(b);u=c;return}function kza(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0;k=u;u=u+32|0;g=k+16|0;h=k;i=k+4|0;j=(Bla()|0)+240|0;j=f[j>>2]|0;f[h>>2]=f[a>>2];if(!(b<<24>>24)){p=+n[d>>2];o=+n[d+4>>2];m=+n[d+8>>2];l=+L(+(p*p+(o*o+m*m)));n[i>>2]=p/l;n[i+4>>2]=o/l;n[i+8>>2]=m/l}else{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2]};f[g>>2]=f[h>>2];if(!(Q9a(j,g,b,c,i,e)|0)){u=k;return}Y8a(j);u=k;return}function lza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!($ab(b,a)|0))return;u9a(b);return}function mza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(abb(b,a)|0))return;u9a(b);return}function nza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(bbb(b,a)|0))return;u9a(b);return}function oza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(cbb(b,a)|0))return;u9a(b);return}function pza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(dbb(b,a)|0))return;u9a(b);return}function qza(a,b){a=a|0;b=+b;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(ebb(c,a,b)|0))return;u9a(c);return}function rza(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(fbb(c,a,b)|0))return;u9a(c);return}function sza(a,b,c){a=a|0;b=+b;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(gbb(d,a,b,c)|0))return;u9a(d);return}function tza(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;h=i+20|0;g=i;d=a+4|0;if(!(f[d>>2]|0)){u=i;return}e=b+4|0;if(!(f[e>>2]|0)){u=i;return}c=(Bla()|0)+240|0;c=f[c>>2]|0;a=f[a>>2]|0;uza(h,a,a+(f[d>>2]<<3)|0);d=f[b>>2]|0;uza(g,d,d+(f[e>>2]<<3)|0);if(hbb(c,h,g)|0)Y8a(c);a=f[g+8>>2]|0;if(a|0)do{e=a;a=f[a>>2]|0;sOb(e)}while((a|0)!=0);a=f[g>>2]|0;f[g>>2]=0;if(a|0)sOb(a);a=f[h+8>>2]|0;if(a|0)do{g=a;a=f[a>>2]|0;sOb(g)}while((a|0)!=0);a=f[h>>2]|0;f[h>>2]=0;if(a|0)sOb(a);u=i;return}function uza(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;s=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[s>>2]=1.0;if((b|0)==(c|0))return;t=a+4|0;u=a+12|0;v=a+8|0;d=0;e=0;do{o=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(o<<6)+(o>>>2)^o;p=(d|0)==0;a:do if(p){i=0;r=22}else{l=d+-1|0;k=(l&d|0)==0;if(k)i=q&l;else if(q>>>0<d>>>0)i=q;else i=(q>>>0)%(d>>>0)|0;j=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!j)r=22;else{j=f[j>>2]|0;if(!j)r=22;else{if(k)while(1){k=f[j+4>>2]|0;if(!((k|0)==(q|0)|(k&l|0)==(i|0))){r=22;break a}if((f[j+8>>2]|0)==(o|0))if((f[j+12>>2]|0)==(m|0))break a;j=f[j>>2]|0;if(!j){r=22;break a}}while(1){k=f[j+4>>2]|0;if((k|0)!=(q|0)){if(k>>>0>=d>>>0)k=(k>>>0)%(d>>>0)|0;if((k|0)!=(i|0)){r=22;break a}}if((f[j+8>>2]|0)==(o|0))if((f[j+12>>2]|0)==(m|0))break a;j=f[j>>2]|0;if(!j){r=22;break}}}}}while(0);if((r|0)==22){r=0;k=pOb(16)|0;l=b;m=f[l+4>>2]|0;o=k+8|0;f[o>>2]=f[l>>2];f[o+4>>2]=m;f[k+4>>2]=q;f[k>>2]=0;g=+((e+1|0)>>>0);h=+n[s>>2];do if(p|h*+(d>>>0)<g){d=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;e=~~+W(+(g/h))>>>0;vza(a,d>>>0<e>>>0?e:d);d=f[t>>2]|0;e=d+-1|0;if(!(e&d)){j=d;d=e&q;break}if(q>>>0<d>>>0){j=d;d=q}else{j=d;d=(q>>>0)%(d>>>0)|0}}else{j=d;d=i}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[k>>2]=f[v>>2];f[v>>2]=k;f[e>>2]=v;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=j+-1|0;if(!(e&j))d=d&e;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=35}}else{f[k>>2]=f[d>>2];r=35}if((r|0)==35){r=0;f[d>>2]=k}e=(f[u>>2]|0)+1|0;f[u>>2]=e;d=j}b=b+8|0}while((b|0)!=(c|0));return}function vza(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wza(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wza(a,b);return}function wza(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function xza(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(kbb(a)|0))return;Y8a(a);return}function yza(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;lbb(d,a,b,c);if(!(_8a(d)|0))return;t9a(d);return}function zza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(mbb(b,a)|0))return;u9a(b);return}function Aza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(nbb(b,a)|0))return;u9a(b);return}function Bza(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(Abb(c,a,b)|0))return;u9a(c);return}function Cza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Cbb(b,a)|0))return;u9a(b);return}function Dza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Dbb(b,a)|0))return;u9a(b);return}function Eza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Bbb(b,a)|0))return;u9a(b);return}function Fza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ebb(b,a)|0))return;u9a(b);return}function Gza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Fbb(b,a)|0))return;u9a(b);return}function Hza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;Gbb(f[b>>2]|0,a)|0;return}function Iza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Hbb(b,a)|0))return;u9a(b);return}function Jza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ibb(b,a)|0))return;u9a(b);return}function Kza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Jbb(b,a)|0))return;u9a(b);return}function Lza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Kbb(b,a)|0))return;u9a(b);return}function Mza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Lbb(b,a)|0))return;u9a(b);return}function Nza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Mbb(b,a)|0))return;u9a(b);return}function Oza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Nbb(b,a)|0))return;u9a(b);return}function Pza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Obb(b,a)|0))return;u9a(b);return}function Qza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Pbb(b,a)|0))return;u9a(b);return}function Rza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Qbb(b,a)|0))return;u9a(b);return}function Sza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Rbb(b,a)|0))return;if(a){t9a(b);return}else{u9a(b);return}}function Tza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Sbb(b,a)|0))return;u9a(b);return}function Uza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Tbb(b,a)|0))return;u9a(b);return}function Vza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ubb(b,a)|0))return;u9a(b);return}function Wza(a,b){a=+a;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(Vbb(c,a,b)|0))return;u9a(c);return}function Xza(a,b,c){a=+a;b=+b;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(Wbb(d,a,b,c)|0))return;t9a(d);return}function Yza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;Xbb(f[b>>2]|0,a)|0;return}function Zza(a){a=a|0;var b=0;b=(Bla()|0)+232|0;CSa(f[b>>2]|0,a);return}function _za(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;Zbb(a,f[c>>2]|0,f[b>>2]|0,f[b+4>>2]|0);return}function $za(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j;h=(Bla()|0)+240|0;h=f[h>>2]|0;b=f[a>>2]|0;d=f[a+4>>2]|0;e=b+(d*24|0)|0;f[g>>2]=0;i=g+4|0;f[i>>2]=0;f[g+8>>2]=0;a=d*24|0;c=(a|0)/24|0;if(a|0){if(c>>>0>178956970)AMb(g);a=pOb(a)|0;f[i>>2]=a;f[g>>2]=a;f[g+8>>2]=a+(c*24|0);if(d|0){do{p[a>>3]=+p[b>>3];p[a+8>>3]=+p[b+8>>3];p[a+16>>3]=+p[b+16>>3];b=b+24|0;a=a+24|0}while((b|0)!=(e|0));f[i>>2]=a}}Ybb(h,g);a=f[g>>2]|0;if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~(((b+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=j;return}function aAa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=+j;var k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0,t=0,u=0.0,v=0.0;b[a>>0]=c;n=+p[d>>3];p[a+32>>3]=n;o=+p[d+8>>3];p[a+40>>3]=o;q=+p[d+16>>3];p[a+48>>3]=q;k=+p[e>>3];p[a+56>>3]=k;l=+p[e+8>>3];p[a+64>>3]=l;m=+p[e+16>>3];p[a+72>>3]=m;p[a+80>>3]=1.0;r=a+88|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+120>>3]=1.0;r=a+128|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+160>>3]=1.0;r=a+168|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+200>>3]=1.0;r=a+224|0;p[r>>3]=.01;f[a+732>>2]=1;f[a+736>>2]=1;s=a+744|0;t=b[s>>0]&-64;b[s>>0]=t;k=n-k;l=o-l;m=q-m;q=+L(+(k*k+(l*l+m*m)));c=q<1.0e-20;if(c){k=0.0;l=0.0;n=1.0}else{k=k/q;l=l/q;n=m/q}o=+p[g>>3];m=+p[g+8>>3];v=+p[g+16>>3];u=k*o+(l*m+n*v);o=o-k*u;m=m-l*u;k=v-n*u;l=+L(+(o*o+(m*m+k*k)));if(l>1.0e-20){p[a+8>>3]=o/l;p[a+16>>3]=m/l;p[a+24>>3]=k/l;b[s>>0]=t}e=a+208|0;p[e>>3]=1.0;g=a+216|0;p[g>>3]=1.0;k=c?1.0:1.0/q;d=a+232|0;p[d>>3]=k;c=a+240|0;p[c>>3]=k;b[s>>0]=t;if(!(h<=0.0)){u=+K(+h);p[e>>3]=u;v=+K(+(!(i<=0.0)?i:h));p[g>>3]=v;p[d>>3]=u*k;p[c>>3]=v*k;b[s>>0]=t}k=!(j<=0.0)?j:.01;if(k==.01)return;p[r>>3]=k;b[s>>0]=t;return}function bAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0;d=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];g=+p[a+48>>3]-+p[a+72>>3];h=+L(+(d*d+(e*e+g*g)));if(h<1.0e-20){f=0.0;e=0.0;d=1.0}else{f=d/h;e=e/h;d=g/h}g=+p[c>>3];j=+p[c+8>>3];i=+p[c+16>>3];h=f*g+(e*j+d*i);g=g-f*h;f=j-e*h;d=i-d*h;e=+L(+(g*g+(f*f+d*d)));if(!(e>1.0e-20))return;p[a+8>>3]=g/e;p[a+16>>3]=f/e;p[a+24>>3]=d/e;a=a+744|0;b[a>>0]=b[a>>0]&-60;return}function cAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0;if(c<=0.0)return;e=+K(+c);p[a+208>>3]=e;d=+K(+(!(d<=0.0)?d:c));p[a+216>>3]=d;g=+p[a+32>>3]-+p[a+56>>3];f=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(g*g+(f*f+c*c)));c=c<1.0e-20?1.0:1.0/c;p[a+232>>3]=e*c;p[a+240>>3]=c*d;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function dAa(a,c){a=a|0;c=+c;var d=0;c=!(c<=0.0)?c:.01;d=a+224|0;if(+p[d>>3]==c)return;p[d>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function eAa(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+80|0;e=b+48|0;d=b+24|0;c=b;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[e+16>>3]=5.0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;p[c>>3]=0.0;p[c+8>>3]=1.0;p[c+16>>3]=0.0;aAa(a,1,e,d,c,2.0,2.0,.01);u=b;return}function fAa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0.0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;e=u;u=u+80|0;h=e+48|0;i=e+24|0;g=e;l=+p[c>>3];o=+p[b>>3];r=l-o;k=+p[c+8>>3];n=+p[b+8>>3];q=k-n;j=+p[c+16>>3];m=+p[b+16>>3];f=j-m;f=+L(+(r*r+(q*q+f*f)));l=o*.5+l*.5;p[h>>3]=l;k=n*.5+k*.5;p[h+8>>3]=k;j=m*.5+j*.5;p[h+16>>3]=j;p[i>>3]=l;p[i+8>>3]=k;p[i+16>>3]=f+j;p[g>>3]=0.0;p[g+8>>3]=1.0;p[g+16>>3]=0.0;aAa(a,d,i,h,g,f,f,0.0);u=e;return}function gAa(a,c){a=a|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;if((b[a>>0]|0)==(b[c>>0]|0))if(+p[a+8>>3]==+p[c+8>>3])if(+p[a+16>>3]==+p[c+16>>3])if(+p[a+24>>3]==+p[c+24>>3])if(+p[a+32>>3]==+p[c+32>>3])if(+p[a+40>>3]==+p[c+40>>3])if(+p[a+48>>3]==+p[c+48>>3])if(+p[a+56>>3]==+p[c+56>>3])if(+p[a+64>>3]==+p[c+64>>3])if(+p[a+72>>3]==+p[c+72>>3]){f[d>>2]=a+80;f[d+4>>2]=c+80;if(hAa(d)|0)if(+p[a+208>>3]==+p[c+208>>3])if(+p[a+216>>3]==+p[c+216>>3])a=+p[a+224>>3]==+p[c+224>>3];else a=0;else a=0;else a=0}else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;u=e;return a|0}function hAa(a){a=a|0;var b=0;b=f[a>>2]|0;a=f[a+4>>2]|0;if(!(+p[b>>3]==+p[a>>3])){b=0;return b|0}if(!(+p[b+8>>3]==+p[a+8>>3])){b=0;return b|0}if(!(+p[b+16>>3]==+p[a+16>>3])){b=0;return b|0}if(!(+p[b+24>>3]==+p[a+24>>3])){b=0;return b|0}if(!(+p[b+32>>3]==+p[a+32>>3])){b=0;return b|0}if(!(+p[b+40>>3]==+p[a+40>>3])){b=0;return b|0}if(!(+p[b+48>>3]==+p[a+48>>3])){b=0;return b|0}if(!(+p[b+56>>3]==+p[a+56>>3])){b=0;return b|0}if(!(+p[b+64>>3]==+p[a+64>>3])){b=0;return b|0}if(!(+p[b+72>>3]==+p[a+72>>3])){b=0;return b|0}if(!(+p[b+80>>3]==+p[a+80>>3])){b=0;return b|0}if(!(+p[b+88>>3]==+p[a+88>>3])){b=0;return b|0}if(!(+p[b+96>>3]==+p[a+96>>3])){b=0;return b|0}if(!(+p[b+104>>3]==+p[a+104>>3])){b=0;return b|0}if(!(+p[b+112>>3]==+p[a+112>>3])){b=0;return b|0}b=+p[b+120>>3]==+p[a+120>>3];return b|0}function iAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0.0,s=0,t=0,u=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;q=a+744|0;s=b[q>>0]|0;t=s&-60;b[q>>0]=t;d=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];f=+p[a+48>>3]-+p[a+72>>3];r=+L(+(d*d+(e*e+f*f)));do if(r>1.0e-20){m=d/r;n=e/r;o=f/r;j=+p[c+8>>3];k=+p[c+16>>3];l=o*j-n*k;d=+p[c>>3];e=m*k-o*d;f=n*d-m*j;g=+L(+(l*l+(e*e+f*f)));if(g>.0001){D=l/g;A=e/g;e=f/g;f=m*d+(n*j+o*k);w=g*D;y=g*A;C=g*e;d=1.0-f;j=D*d;k=d*A;B=A*j;z=e*j;v=e*k;c=a+8|0;x=+p[c>>3];h=a+16|0;g=+p[h>>3];i=a+24|0;l=+p[i>>3];j=(f+D*j)*x+(B-C)*g+(y+z)*l;k=(C+B)*x+(f+A*k)*g+(v-w)*l;l=(z-y)*x+(w+v)*g+(f+e*(d*e))*l;u=r<1.0e-20;d=u?0.0:m;e=u?0.0:n;g=u?1.0:o;f=j*d+(k*e+l*g);d=j-d*f;e=k-e*f;f=l-g*f;g=+L(+(d*d+(e*e+f*f)));if(!(g>1.0e-20))break;p[c>>3]=d/g;p[h>>3]=e/g;p[i>>3]=f/g;b[q>>0]=t;break}else{c=a+8|0;g=+p[c>>3];h=a+16|0;f=+p[h>>3];i=a+24|0;e=+p[i>>3];d=m*g+(n*f+o*e);g=g-m*d;f=f-n*d;d=e-o*d;e=+L(+(g*g+(f*f+d*d)));if(!(e>1.0e-20))break;p[c>>3]=g/e;p[h>>3]=f/e;p[i>>3]=d/e;b[q>>0]=t;break}}while(0);if(b[a>>0]|0)return;b[q>>0]=s&-64;p[a+208>>3]=r*+p[a+232>>3];p[a+216>>3]=r*+p[a+240>>3];return}function jAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0;m=u;u=u+32|0;i=m;j=a+32|0;d=+p[j>>3];k=+p[b>>3];l=a+40|0;if(d==k){c=+p[l>>3];if(c==+p[b+8>>3])if(+p[a+48>>3]==+p[b+16>>3]){u=m;return}}else c=+p[l>>3];g=d-+p[a+56>>3];c=c-+p[a+64>>3];h=a+48|0;d=+p[h>>3]-+p[a+72>>3];e=+L(+(g*g+(c*c+d*d)));if(e<1.0e-20){f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;c=1.0}else{p[i>>3]=g/e;p[i+8>>3]=c/e;c=d/e}p[i+16>>3]=c;p[j>>3]=k;p[l>>3]=+p[b+8>>3];p[h>>3]=+p[b+16>>3];iAa(a,i);u=m;return}function kAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0;m=u;u=u+32|0;i=m;j=a+56|0;d=+p[j>>3];k=+p[b>>3];l=a+64|0;if(d==k){c=+p[l>>3];if(c==+p[b+8>>3])if(+p[a+72>>3]==+p[b+16>>3]){u=m;return}}else c=+p[l>>3];g=+p[a+32>>3]-d;c=+p[a+40>>3]-c;h=a+72|0;d=+p[a+48>>3]-+p[h>>3];e=+L(+(g*g+(c*c+d*d)));if(e<1.0e-20){f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;c=1.0}else{p[i>>3]=g/e;p[i+8>>3]=c/e;c=d/e}p[i+16>>3]=c;p[j>>3]=k;p[l>>3]=+p[b+8>>3];p[h>>3]=+p[b+16>>3];iAa(a,i);u=m;return}function lAa(a,c){a=a|0;c=c|0;if((b[a>>0]|0)==c<<24>>24)return;b[a>>0]=c;c=a+744|0;b[c>>0]=b[c>>0]&-29;return}function mAa(a,c){a=a|0;c=+c;var d=0.0,e=0.0,f=0.0;if(c<=0.0)return;d=+K(+c);p[a+208>>3]=d;p[a+216>>3]=d;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(f*f+(e*e+c*c)));c=d*(c<1.0e-20?1.0:1.0/c);p[a+232>>3]=c;p[a+240>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function nAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0;if(c==0.0)return;c=+K(+c);c=+P(+((c<179.0?c:179.0)*.017453292519943295*.5))*2.0;p[a+232>>3]=c;p[a+240>>3]=c;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];d=+p[a+48>>3]-+p[a+72>>3];d=+L(+(f*f+(e*e+d*d)));d=c*(d<1.0e-20?1.0:d);p[a+208>>3]=d;p[a+216>>3]=d;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function oAa(a,c){a=a|0;c=+c;var d=0.0,e=0.0,f=0.0;if(c==0.0)return;d=+K(+c);d=+P(+((d<179.0?d:179.0)*.017453292519943295*.5))*2.0;p[a+232>>3]=d;p[a+240>>3]=d;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(f*f+(e*e+c*c)));c=d*(c<1.0e-20?1.0:c);p[a+208>>3]=c;p[a+216>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function pAa(a){a=a|0;return +(+p[a+224>>3])}function qAa(a,c,d,e){a=a|0;c=+c;d=+d;e=+e;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0,s=0,t=0,u=0.0,v=0.0,w=0,x=0,y=0.0,z=0.0,A=0,B=0;w=a+32|0;x=a+56|0;y=+p[w>>3];z=+p[x>>3];f=y-z;A=a+40|0;o=a+64|0;q=+p[A>>3];r=+p[o>>3];g=q-r;s=a+48|0;t=a+72|0;u=+p[s>>3];v=+p[t>>3];h=u-v;i=+L(+(f*f+(g*g+h*h)));if(i<1.0e-20){n=0.0;m=0.0;i=1.0}else{n=f/i;m=g/i;i=h/i}j=+p[a+16>>3];k=+p[a+24>>3];l=+p[a+8>>3];B=e!=0.0;g=B?0.0-n*e:0.0;h=B?0.0-m*e:0.0;f=B?0.0-i*e:0.0;if(d!=0.0){g=g+l*d;h=h+j*d;f=f+k*d}B=c!=0.0;e=B?(i*j-m*k)*c+g:g;d=B?(n*k-i*l)*c+h:h;c=B?(m*l-n*j)*c+f:f;p[w>>3]=e+y;p[A>>3]=d+q;p[s>>3]=c+u;p[x>>3]=e+z;p[o>>3]=d+r;p[t>>3]=c+v;B=a+744|0;b[B>>0]=b[B>>0]&-60;return}function rAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0.0,r=0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;r=a+32|0;s=+p[a+56>>3];e=+p[r>>3]-s;t=a+40|0;n=+p[a+64>>3];f=+p[t>>3]-n;o=a+48|0;q=+p[a+72>>3];g=+p[o>>3]-q;h=+L(+(e*e+(f*f+g*g)));if(h<1.0e-20){m=1.0;i=0.0;f=0.0;e=1.0}else{m=h;i=e/h;f=f/h;e=g/h}if(c!=0.0){w=+p[a+8>>3];A=+p[a+16>>3];D=+p[a+24>>3];u=+O(+c);B=w*u;z=A*u;u=D*u;x=+N(+c);g=1.0-x;v=w*g;h=A*g;c=A*v;y=D*v;C=D*h;g=e*(x+D*(D*g))+(i*(y-z)+f*(B+C));h=e*(C-B)+(i*(u+c)+f*(x+A*h));e=e*(z+y)+(i*(x+w*v)+f*(c-u))}else{g=e;h=f;e=i}if(!(d!=0.0)){B=e;C=h;D=g;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}j=a+16|0;C=+p[j>>3];k=a+24|0;D=+p[k>>3];c=C*g-D*h;l=a+8|0;v=+p[l>>3];D=D*e-g*v;C=h*v-C*e;v=+O(+-d);B=c*v;A=v*D;v=v*C;x=+N(+d);y=1.0-x;i=c*y;d=D*y;w=D*i;z=C*i;f=C*d;i=g*(A+z)+(e*(x+c*i)+h*(w-v));d=g*(f-B)+(e*(v+w)+h*(x+D*d));e=g*(x+C*(C*y))+(e*(z-A)+h*(B+f));f=C*d-D*e;g=c*e-C*i;c=D*i-c*d;h=i*f+(d*g+e*c);f=f-i*h;g=g-d*h;h=c-e*h;c=+L(+(f*f+(g*g+h*h)));if(!(c>1.0e-20)){B=i;C=d;D=e;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}p[l>>3]=f/c;p[j>>3]=g/c;p[k>>3]=h/c;l=a+744|0;b[l>>0]=b[l>>0]&-60;B=i;C=d;D=e;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}function sAa(a,c,d){a=a|0;c=c|0;d=+d;var e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0.0,I=0.0;r=a+56|0;v=+p[r>>3];l=a+64|0;q=+p[l>>3];e=a+72|0;k=+p[e>>3];A=a+32|0;E=+p[A>>3]-v;p[A>>3]=E;y=a+40|0;D=+p[y>>3]-q;p[y>>3]=D;w=a+48|0;C=+p[w>>3]-k;p[w>>3]=C;i=v-v;p[r>>3]=i;g=q-q;p[l>>3]=g;f=k-k;p[e>>3]=f;H=+p[c>>3];x=+p[c+8>>3];h=+p[c+16>>3];B=+L(+(H*H+(x*x+h*h)));H=H/B;x=x/B;B=h/B;h=+O(+d);I=h*H;j=h*x;h=h*B;z=+N(+d);d=1.0-z;u=H*d;n=x*d;o=x*u;t=o-h;o=h+o;h=B*u;s=j+h;j=h-j;h=B*n;m=h-I;h=I+h;u=z+H*u;n=z+x*n;d=z+B*(B*d);B=C*s+(E*u+D*t);z=C*m+(E*o+D*n);x=C*d+(E*j+D*h);G=a+8|0;E=E+ +p[G>>3];F=a+16|0;D=D+ +p[F>>3];c=a+24|0;C=C+ +p[c>>3];p[G>>3]=u*E+t*D+s*C-B;p[F>>3]=o*E+n*D+m*C-z;p[c>>3]=j*E+h*D+d*C-x;p[A>>3]=v+B;p[y>>3]=q+z;p[w>>3]=k+x;p[r>>3]=v+(u*i+t*g+s*f);p[l>>3]=q+(o*i+n*g+m*f);p[e>>3]=k+(j*i+h*g+d*f);c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function tAa(a,c,d,e){a=a|0;c=c|0;d=+d;e=+e;var f=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,n=0,o=0.0,q=0,r=0.0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0.0,C=0.0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0;q=a+32|0;y=+p[q>>3]-+p[c>>3];p[q>>3]=y;n=a+40|0;i=c+8|0;w=+p[n>>3]-+p[i>>3];p[n>>3]=w;l=a+48|0;g=c+16|0;u=+p[l>>3]-+p[g>>3];p[l>>3]=u;j=a+56|0;J=+p[j>>3]-+p[c>>3];p[j>>3]=J;h=a+64|0;I=+p[h>>3]-+p[i>>3];p[h>>3]=I;f=a+72|0;H=+p[f>>3]-+p[g>>3];p[f>>3]=H;D=a+8|0;F=+p[D>>3];z=a+16|0;r=+p[z>>3];s=a+24|0;t=+p[s>>3];C=H-u;B=I-w;E=r*C-t*B;m=J-y;C=t*m-F*C;m=F*B-r*m;B=+L(+(E*E+(C*C+m*m)));x=d*.5;A=+N(+x);x=+O(+x);F=F*x;r=r*x;x=t*x;t=e*.5;v=+N(+t);t=+O(+t);E=E/B*t;C=C/B*t;t=m/B*t;B=A*v-F*E-r*C-x*t;m=r*t+(F*v+A*E)-x*C;o=x*E+(r*v+A*C)-F*t;E=F*C+(x*v+A*t)-r*E;r=m*2.0;t=o*2.0;A=E*2.0;v=B*r;x=B*t;B=B*A;r=m*r;C=m*t;m=m*A;t=o*t;o=o*A;A=E*A;E=1.0-(t+A);F=C-B;G=m+x;B=C+B;A=1.0-(r+A);C=o-v;x=m-x;v=o+v;t=1.0-(r+t);r=u*G+(w*F+y*E);o=u*C+(y*B+w*A);m=y*x+w*v+u*t;k=H*G+(I*F+J*E);d=H*C+(J*B+I*A);e=J*x+I*v+H*t;y=y+ +p[D>>3];w=w+ +p[z>>3];u=u+ +p[s>>3];p[q>>3]=r;p[n>>3]=o;p[l>>3]=m;p[j>>3]=k;p[h>>3]=d;p[f>>3]=e;p[D>>3]=u*G+(w*F+y*E)-r;p[z>>3]=u*C+(y*B+w*A)-o;p[s>>3]=y*x+w*v+u*t-m;p[q>>3]=r+ +p[c>>3];p[n>>3]=o+ +p[i>>3];p[l>>3]=m+ +p[g>>3];p[j>>3]=k+ +p[c>>3];p[h>>3]=d+ +p[i>>3];p[f>>3]=e+ +p[g>>3];c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function uAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0.0,r=0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;r=a+56|0;s=+p[a+32>>3];e=s-+p[r>>3];t=a+64|0;n=+p[a+40>>3];f=n-+p[t>>3];o=a+72|0;q=+p[a+48>>3];g=q-+p[o>>3];h=+L(+(e*e+(f*f+g*g)));if(h<1.0e-20){m=1.0;i=0.0;f=0.0;e=1.0}else{m=h;i=e/h;f=f/h;e=g/h}if(c!=0.0){w=+p[a+8>>3];A=+p[a+16>>3];D=+p[a+24>>3];u=+O(+-c);B=w*u;z=A*u;u=D*u;x=+N(+c);g=1.0-x;v=w*g;h=A*g;c=A*v;y=D*v;C=D*h;g=e*(x+D*(D*g))+(i*(y-z)+f*(B+C));h=e*(C-B)+(i*(u+c)+f*(x+A*h));e=e*(z+y)+(i*(x+w*v)+f*(c-u))}else{g=e;h=f;e=i}if(!(d!=0.0)){B=e;C=h;D=g;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}j=a+16|0;C=+p[j>>3];k=a+24|0;D=+p[k>>3];c=C*g-D*h;l=a+8|0;v=+p[l>>3];D=D*e-g*v;C=h*v-C*e;v=+O(+d);B=c*v;A=v*D;v=v*C;x=+N(+d);y=1.0-x;i=c*y;d=D*y;w=D*i;z=C*i;f=C*d;i=g*(A+z)+(e*(x+c*i)+h*(w-v));d=g*(f-B)+(e*(v+w)+h*(x+D*d));e=g*(x+C*(C*y))+(e*(z-A)+h*(B+f));f=C*d-D*e;g=c*e-C*i;c=D*i-c*d;h=i*f+(d*g+e*c);f=f-i*h;g=g-d*h;h=c-e*h;c=+L(+(f*f+(g*g+h*h)));if(!(c>1.0e-20)){B=i;C=d;D=e;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}p[l>>3]=f/c;p[j>>3]=g/c;p[k>>3]=h/c;l=a+744|0;b[l>>0]=b[l>>0]&-60;B=i;C=d;D=e;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}function vAa(a,c){a=a|0;c=+c;var d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0;if(c==0.0)return;f=+p[a+32>>3]-+p[a+56>>3];g=+p[a+40>>3]-+p[a+64>>3];h=+p[a+48>>3]-+p[a+72>>3];i=+L(+(f*f+(g*g+h*h)));if(i<1.0e-20){j=0.0;g=0.0;f=1.0}else{j=f/i;g=g/i;f=h/i}v=+O(+c);m=j*v;n=g*v;v=f*v;s=+N(+c);r=1.0-s;i=j*r;h=g*r;u=g*i;o=f*i;l=f*h;d=a+8|0;q=+p[d>>3];e=a+16|0;c=+p[e>>3];k=a+24|0;t=+p[k>>3];i=t*(n+o)+(q*(s+j*i)+c*(u-v));h=t*(l-m)+(q*(v+u)+c*(s+g*h));l=t*(s+f*(f*r))+(q*(o-n)+c*(m+l));c=j*i+(g*h+f*l);i=i-j*c;h=h-g*c;f=l-f*c;g=+L(+(i*i+(h*h+f*f)));if(g>1.0e-20){p[d>>3]=i/g;p[e>>3]=h/g;p[k>>3]=f/g;d=a+744|0;e=b[d>>0]&-60;b[d>>0]=e}else{e=a+744|0;d=e;e=b[e>>0]|0}b[d>>0]=e&-60;return}function wAa(a,c){a=a|0;c=+c;var d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0;if(c<=0.0)return;f=1.0/c;d=a+208|0;c=f*+p[d>>3];e=a+216|0;f=f*+p[e>>3];if(c<=0.0)return;g=+K(+c);p[d>>3]=g;c=+K(+(!(f<=0.0)?f:c));p[e>>3]=c;i=+p[a+32>>3]-+p[a+56>>3];h=+p[a+40>>3]-+p[a+64>>3];f=+p[a+48>>3]-+p[a+72>>3];f=+L(+(i*i+(h*h+f*f)));f=f<1.0e-20?1.0:1.0/f;p[a+232>>3]=g*f;p[a+240>>3]=c*f;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function xAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0.0,v=0,w=0;v=u;u=u+528|0;o=v+400|0;q=v+272|0;r=v+136|0;s=v;t=+p[b+32>>3];c=t-+p[b+56>>3];m=+p[b+40>>3];e=m-+p[b+64>>3];n=+p[b+48>>3];g=n-+p[b+72>>3];d=+L(+(c*c+(e*e+g*g)));if(d<1.0e-20){p[a>>3]=1.0;s=a+8|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+40>>3]=1.0;s=a+48|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+80>>3]=1.0;s=a+88|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+120>>3]=1.0;u=v;return}d=1.0/d;l=c*d;k=e*d;c=g*d;d=+p[b+16>>3];e=+p[b+24>>3];g=c*d-k*e;h=+p[b+8>>3];i=l*e-c*h;j=k*h-l*d;if(g==0.0)if(!(i!=0.0|j!=0.0)){p[a>>3]=1.0;s=a+8|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+40>>3]=1.0;s=a+48|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+80>>3]=1.0;s=a+88|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+120>>3]=1.0;u=v;return}p[o>>3]=g;p[o+32>>3]=i;p[o+64>>3]=j;p[o+96>>3]=0.0;p[o+8>>3]=h;p[o+40>>3]=d;p[o+72>>3]=e;p[o+104>>3]=0.0;p[o+16>>3]=l;p[o+48>>3]=k;p[o+80>>3]=c;p[o+112>>3]=0.0;p[o+24>>3]=0.0;p[o+56>>3]=0.0;p[o+88>>3]=0.0;p[o+120>>3]=1.0;p[q>>3]=1.0;w=q+8|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;p[q+32>>3]=0.0;p[q+40>>3]=1.0;p[q+48>>3]=0.0;w=q+64|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;p[q+80>>3]=1.0;p[q+96>>3]=-t;p[q+104>>3]=-m;p[q+112>>3]=-n;p[q+24>>3]=0.0;p[q+56>>3]=0.0;p[q+88>>3]=0.0;p[q+120>>3]=1.0;f[r>>2]=o;f[r+4>>2]=q;q=r+8|0;yAa(q,r)|0;f[s>>2]=q;f[s+4>>2]=b+80;r=s+8|0;yAa(r,s)|0;p[a>>3]=+p[r>>3];p[a+8>>3]=+p[s+16>>3];p[a+16>>3]=+p[s+24>>3];p[a+24>>3]=+p[s+32>>3];p[a+32>>3]=+p[s+40>>3];p[a+40>>3]=+p[s+48>>3];p[a+48>>3]=+p[s+56>>3];p[a+56>>3]=+p[s+64>>3];p[a+64>>3]=+p[s+72>>3];p[a+72>>3]=+p[s+80>>3];p[a+80>>3]=+p[s+88>>3];p[a+88>>3]=+p[s+96>>3];p[a+96>>3]=+p[s+104>>3];p[a+104>>3]=+p[s+112>>3];p[a+112>>3]=+p[s+120>>3];p[a+120>>3]=+p[s+128>>3];u=v;return}function yAa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;d=b+4|0;c=f[d>>2]|0;p[a>>3]=+p[e>>3]*+p[c>>3]+ +p[e+32>>3]*+p[c+8>>3]+ +p[e+64>>3]*+p[c+16>>3]+ +p[e+96>>3]*+p[c+24>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+8>>3]=+p[c+8>>3]*+p[e>>3]+ +p[c+40>>3]*+p[e+8>>3]+ +p[c+72>>3]*+p[e+16>>3]+ +p[c+104>>3]*+p[e+24>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+16>>3]=+p[e+16>>3]*+p[c>>3]+ +p[e+48>>3]*+p[c+8>>3]+ +p[e+80>>3]*+p[c+16>>3]+ +p[e+112>>3]*+p[c+24>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+24>>3]=+p[c+24>>3]*+p[e>>3]+ +p[c+56>>3]*+p[e+8>>3]+ +p[c+88>>3]*+p[e+16>>3]+ +p[c+120>>3]*+p[e+24>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+32>>3]=+p[e>>3]*+p[c+32>>3]+ +p[e+32>>3]*+p[c+40>>3]+ +p[e+64>>3]*+p[c+48>>3]+ +p[e+96>>3]*+p[c+56>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+40>>3]=+p[c+8>>3]*+p[e+32>>3]+ +p[c+40>>3]*+p[e+40>>3]+ +p[c+72>>3]*+p[e+48>>3]+ +p[c+104>>3]*+p[e+56>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+48>>3]=+p[e+16>>3]*+p[c+32>>3]+ +p[e+48>>3]*+p[c+40>>3]+ +p[e+80>>3]*+p[c+48>>3]+ +p[e+112>>3]*+p[c+56>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+56>>3]=+p[c+24>>3]*+p[e+32>>3]+ +p[c+56>>3]*+p[e+40>>3]+ +p[c+88>>3]*+p[e+48>>3]+ +p[c+120>>3]*+p[e+56>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+64>>3]=+p[e>>3]*+p[c+64>>3]+ +p[e+32>>3]*+p[c+72>>3]+ +p[e+64>>3]*+p[c+80>>3]+ +p[e+96>>3]*+p[c+88>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+72>>3]=+p[c+8>>3]*+p[e+64>>3]+ +p[c+40>>3]*+p[e+72>>3]+ +p[c+72>>3]*+p[e+80>>3]+ +p[c+104>>3]*+p[e+88>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+80>>3]=+p[e+16>>3]*+p[c+64>>3]+ +p[e+48>>3]*+p[c+72>>3]+ +p[e+80>>3]*+p[c+80>>3]+ +p[e+112>>3]*+p[c+88>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+88>>3]=+p[c+24>>3]*+p[e+64>>3]+ +p[c+56>>3]*+p[e+72>>3]+ +p[c+88>>3]*+p[e+80>>3]+ +p[c+120>>3]*+p[e+88>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+96>>3]=+p[e>>3]*+p[c+96>>3]+ +p[e+32>>3]*+p[c+104>>3]+ +p[e+64>>3]*+p[c+112>>3]+ +p[e+96>>3]*+p[c+120>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+104>>3]=+p[c+8>>3]*+p[e+96>>3]+ +p[c+40>>3]*+p[e+104>>3]+ +p[c+72>>3]*+p[e+112>>3]+ +p[c+104>>3]*+p[e+120>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+112>>3]=+p[e+16>>3]*+p[c+96>>3]+ +p[e+48>>3]*+p[c+104>>3]+ +p[e+80>>3]*+p[c+112>>3]+ +p[e+112>>3]*+p[c+120>>3];c=f[b>>2]|0;b=f[d>>2]|0;p[a+120>>3]=+p[c+24>>3]*+p[b+96>>3]+ +p[c+56>>3]*+p[b+104>>3]+ +p[c+88>>3]*+p[b+112>>3]+ +p[c+120>>3]*+p[b+120>>3];return a|0}function zAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0,H=0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0.0,ba=0.0;z=u;u=u+784|0;q=z+656|0;r=z+528|0;t=z+400|0;v=z+272|0;w=z+136|0;x=z;y=b+32|0;c=+p[y>>3]-+p[b+56>>3];m=b+40|0;e=+p[m>>3]-+p[b+64>>3];o=b+48|0;g=+p[o>>3]-+p[b+72>>3];d=+L(+(c*c+(e*e+g*g)));if(d<1.0e-20){n[a>>2]=1.0;y=a+4|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+20>>2]=1.0;y=a+24|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+40>>2]=1.0;y=a+44|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+60>>2]=1.0;u=z;return}d=1.0/d;l=c*d;k=e*d;c=g*d;d=+p[b+16>>3];e=+p[b+24>>3];g=c*d-k*e;h=+p[b+8>>3];i=l*e-c*h;j=k*h-l*d;if(g==0.0)if(!(i!=0.0|j!=0.0)){n[a>>2]=1.0;y=a+4|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+20>>2]=1.0;y=a+24|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+40>>2]=1.0;y=a+44|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+60>>2]=1.0;u=z;return}S=r+40|0;V=r+8|0;O=r+24|0;f[O>>2]=0;f[O+4>>2]=0;O=r+80|0;R=r+48|0;U=r+56|0;f[U>>2]=0;f[U+4>>2]=0;U=r+88|0;f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0;f[U+16>>2]=0;f[U+20>>2]=0;f[U+24>>2]=0;f[U+28>>2]=0;p[r+120>>3]=1.0;U=t+24|0;f[U>>2]=0;f[U+4>>2]=0;U=t+56|0;f[U>>2]=0;f[U+4>>2]=0;U=t+88|0;f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0;f[U+16>>2]=0;f[U+20>>2]=0;f[U+24>>2]=0;f[U+28>>2]=0;p[t+120>>3]=1.0;M=+p[b+80>>3];p[r>>3]=M;B=+p[b+88>>3];p[V>>3]=B;K=+p[b+96>>3];U=r+16|0;p[U>>3]=K;C=+p[b+112>>3];T=r+32|0;p[T>>3]=C;N=+p[b+120>>3];p[S>>3]=N;A=+p[b+128>>3];p[R>>3]=A;I=+p[b+144>>3];Q=r+64|0;p[Q>>3]=I;J=+p[b+152>>3];P=r+72|0;p[P>>3]=J;F=+p[b+160>>3];p[O>>3]=F;ba=N*F-A*J;aa=A*I-C*F;E=C*J-N*I;D=1.0/(M*ba+(K*E+B*aa));p[t>>3]=ba*D;p[t+32>>3]=aa*D;p[t+64>>3]=E*D;p[t+8>>3]=(K*J-B*F)*D;p[t+40>>3]=(M*F-K*I)*D;p[t+72>>3]=(B*I-M*J)*D;p[t+16>>3]=(B*A-K*N)*D;p[t+48>>3]=(K*C-M*A)*D;p[t+80>>3]=(M*N-B*C)*D;p[v>>3]=1.0;_=v+40|0;$=v+8|0;f[$>>2]=0;f[$+4>>2]=0;f[$+8>>2]=0;f[$+12>>2]=0;f[$+16>>2]=0;f[$+20>>2]=0;f[$+24>>2]=0;f[$+28>>2]=0;p[_>>3]=1.0;Y=v+80|0;Z=v+48|0;f[Z>>2]=0;f[Z+4>>2]=0;f[Z+8>>2]=0;f[Z+12>>2]=0;f[Z+16>>2]=0;f[Z+20>>2]=0;f[Z+24>>2]=0;f[Z+28>>2]=0;p[Y>>3]=1.0;W=v+120|0;X=v+88|0;H=X;f[H>>2]=0;f[H+4>>2]=0;p[W>>3]=1.0;H=v+96|0;p[H>>3]=+p[b+176>>3]-+p[y>>3];G=v+104|0;p[G>>3]=+p[b+184>>3]-+p[m>>3];m=v+112|0;p[m>>3]=+p[b+192>>3]-+p[o>>3];f[x>>2]=t;f[x+4>>2]=v;y=x+8|0;yAa(y,x)|0;f[w>>2]=y;f[w+4>>2]=r;yAa(q,w)|0;p[v>>3]=+p[q>>3];p[$>>3]=+p[q+8>>3];p[v+16>>3]=+p[q+16>>3];p[v+24>>3]=+p[q+24>>3];p[v+32>>3]=+p[q+32>>3];p[_>>3]=+p[q+40>>3];p[Z>>3]=+p[q+48>>3];p[v+56>>3]=+p[q+56>>3];p[v+64>>3]=+p[q+64>>3];p[v+72>>3]=+p[q+72>>3];p[Y>>3]=+p[q+80>>3];p[X>>3]=+p[q+88>>3];D=+p[q+96>>3];p[H>>3]=D;C=+p[q+104>>3];p[G>>3]=C;B=+p[q+112>>3];p[m>>3]=B;p[W>>3]=+p[q+120>>3];n[q>>2]=D;v=q+4|0;n[v>>2]=C;x=q+8|0;n[x>>2]=B;f[w+12>>2]=0;f[w+28>>2]=0;y=w+60|0;o=w+44|0;f[o>>2]=0;n[y>>2]=1.0;B=+p[r>>3];C=+p[V>>3];D=+p[U>>3];N=+p[T>>3];M=+p[S>>3];A=+p[R>>3];K=+p[Q>>3];J=+p[P>>3];I=+p[O>>3];F=g*B+i*C+j*D;n[w>>2]=F;E=h*B+d*C+e*D;n[w+4>>2]=E;D=l*B+k*C+c*D;n[w+8>>2]=D;C=g*N+i*M+j*A;n[w+16>>2]=C;B=h*N+d*M+e*A;n[w+20>>2]=B;A=l*N+k*M+c*A;n[w+24>>2]=A;i=g*K+i*J+j*I;n[w+32>>2]=i;j=h*K+d*J+e*I;n[w+36>>2]=j;k=l*K+k*J+c*I;n[w+40>>2]=k;t=f[q>>2]|0;f[w+48>>2]=t;v=f[v>>2]|0;f[w+52>>2]=v;x=f[x>>2]|0;f[w+56>>2]=x;g=+p[H>>3]-(f[s>>2]=t,+n[s>>2]);n[w+12>>2]=g;h=+p[G>>3]-(f[s>>2]=v,+n[s>>2]);n[w+28>>2]=h;l=+p[m>>3]-(f[s>>2]=x,+n[s>>2]);n[o>>2]=l;n[a>>2]=F;n[a+4>>2]=E;n[a+8>>2]=D;n[a+12>>2]=g;n[a+16>>2]=C;n[a+20>>2]=B;n[a+24>>2]=A;n[a+28>>2]=h;n[a+32>>2]=i;n[a+36>>2]=j;n[a+40>>2]=k;n[a+44>>2]=l;f[a+48>>2]=t;f[a+52>>2]=v;f[a+56>>2]=x;f[a+60>>2]=f[y>>2];u=z;return}function AAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0.0,n=0,o=0,q=0,r=0;r=u;u=u+16|0;k=r+8|0;n=r;h=+p[c+208>>3];if(!(h<=0.0)){i=+p[c+216>>3];if(!(i<=0.0)){l=+p[c+32>>3]-+p[c+56>>3];m=+p[c+40>>3]-+p[c+64>>3];d=+p[c+48>>3]-+p[c+72>>3];d=+L(+(l*l+(m*m+d*d)));if(d<1.0e-20){p[a>>3]=1.0;q=a+8|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+40>>3]=1.0;q=a+48|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+80>>3]=1.0;q=a+88|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+120>>3]=1.0;u=r;return}g=1.0/d;p[k>>3]=1.0;p[n>>3]=1.0;o=b[c>>0]|0;if(o<<24>>24==2){e=-g;g=+p[c+224>>3];d=2.0/i;h=2.0/h;q=13}else{d=+(f[c+736>>2]|0)/+(f[c+732>>2]|0);e=i/h;if(!(d<=e)){j=n;d=e/d}else{j=k;d=d/e}p[j>>3]=d;h=+p[k>>3]*2.0/h;d=+p[n>>3]*2.0/i;e=-g;g=+p[c+224>>3];if(!(o<<24>>24)){m=e;l=e;g=g*-2.0;i=0.0;e=h}else q=13}if((q|0)==13){m=g*e;l=0.0;g=0.0-g;i=1.0;e=h}o=a+8|0;c=a+48|0;q=a+96|0;p[a>>3]=e;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;f[o+24>>2]=0;f[o+28>>2]=0;p[a+40>>3]=d;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[a+80>>3]=m;p[a+88>>3]=l;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;p[a+112>>3]=g;p[a+120>>3]=i;u=r;return}}p[a>>3]=1.0;q=a+8|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+40>>3]=1.0;q=a+48|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+80>>3]=1.0;q=a+88|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+120>>3]=1.0;u=r;return}function BAa(a){a=a|0;var c=0,d=0,e=0,f=0,g=0.0,h=0;e=u;u=u+128|0;c=e;d=a+744|0;if(b[d>>0]&1){d=0;u=e;return d|0}xAa(c,a);g=+p[c>>3];f=a+248|0;p[c>>3]=+p[f>>3];p[f>>3]=g;f=c+8|0;g=+p[f>>3];h=a+256|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+16|0;g=+p[h>>3];f=a+264|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+24|0;g=+p[f>>3];h=a+272|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+32|0;g=+p[h>>3];f=a+280|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+40|0;g=+p[f>>3];h=a+288|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+48|0;g=+p[h>>3];f=a+296|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+56|0;g=+p[f>>3];h=a+304|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+64|0;g=+p[h>>3];f=a+312|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+72|0;g=+p[f>>3];h=a+320|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+80|0;g=+p[h>>3];f=a+328|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+88|0;g=+p[f>>3];h=a+336|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+96|0;g=+p[h>>3];f=a+344|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+104|0;g=+p[f>>3];h=a+352|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+112|0;g=+p[h>>3];f=a+360|0;p[h>>3]=+p[f>>3];p[f>>3]=g;p[a+368>>3]=+p[c+120>>3];b[d>>0]=b[d>>0]|1;d=1;u=e;return d|0}function CAa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+64|0;c=e;d=a+744|0;if(b[d>>0]&2){d=0;u=e;return d|0}zAa(c,a);g=a+376|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=c+4|0;h=f[g>>2]|0;i=a+380|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+8|0;h=f[i>>2]|0;g=a+384|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+12|0;h=f[g>>2]|0;i=a+388|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+16|0;h=f[i>>2]|0;g=a+392|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+20|0;h=f[g>>2]|0;i=a+396|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+24|0;h=f[i>>2]|0;g=a+400|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+28|0;h=f[g>>2]|0;i=a+404|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+32|0;h=f[i>>2]|0;g=a+408|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+36|0;h=f[g>>2]|0;i=a+412|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+40|0;h=f[i>>2]|0;g=a+416|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+44|0;h=f[g>>2]|0;i=a+420|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+48|0;h=f[i>>2]|0;g=a+424|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+52|0;h=f[g>>2]|0;i=a+428|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+56|0;h=f[i>>2]|0;g=a+432|0;f[i>>2]=f[g>>2];f[g>>2]=h;f[a+436>>2]=f[c+60>>2];b[d>>0]=b[d>>0]|2;d=1;u=e;return d|0}function DAa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0;k=u;u=u+128|0;h=k;i=a+744|0;j=b[i>>0]|0;e=b[a>>0]|0;if(!(j&4)){f[a+732>>2]=c;f[a+736>>2]=d;if(e<<24>>24!=2)g=7}else{if(e<<24>>24==2){j=0;u=k;return j|0}e=a+732|0;if((f[e>>2]|0)==(c|0))if((f[a+736>>2]|0)==(d|0)){j=0;u=k;return j|0}f[e>>2]=c;f[a+736>>2]=d;g=7}if((g|0)==7)b[i>>0]=j&-29;AAa(h,a);l=+p[h>>3];j=a+440|0;p[h>>3]=+p[j>>3];p[j>>3]=l;j=h+8|0;l=+p[j>>3];d=a+448|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+16|0;l=+p[d>>3];j=a+456|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+24|0;l=+p[j>>3];d=a+464|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+32|0;l=+p[d>>3];j=a+472|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+40|0;l=+p[j>>3];d=a+480|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+48|0;l=+p[d>>3];j=a+488|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+56|0;l=+p[j>>3];d=a+496|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+64|0;l=+p[d>>3];j=a+504|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+72|0;l=+p[j>>3];d=a+512|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+80|0;l=+p[d>>3];j=a+520|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+88|0;l=+p[j>>3];d=a+528|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+96|0;l=+p[d>>3];j=a+536|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+104|0;l=+p[j>>3];d=a+544|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+112|0;l=+p[d>>3];j=a+552|0;p[d>>3]=+p[j>>3];p[j>>3]=l;p[a+560>>3]=+p[h+120>>3];b[i>>0]=b[i>>0]|4;j=1;u=k;return j|0}function EAa(a){a=a|0;BAa(a)|0;return a+248|0}function FAa(a){a=a|0;CAa(a)|0;return a+376|0}function GAa(a){a=a|0;var b=0,c=0;b=u;u=u+32|0;c=b;Kha(c);DAa(a,f[c>>2]|0,f[c+4>>2]|0)|0;u=b;return a+440|0}function HAa(a,b,c){a=a|0;b=b|0;c=c|0;DAa(a,b,c)|0;return a+440|0}function IAa(a){a=a|0;var b=0,c=0;b=u;u=u+32|0;c=b;Kha(c);a=JAa(a,f[c>>2]|0,f[c+4>>2]|0)|0;u=b;return a|0}function JAa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+272|0;e=i+136|0;g=i;h=a+744|0;if(b[h>>0]&8)if(!(DAa(a,c,d)|0))if(!(BAa(a)|0)){h=a+568|0;u=i;return h|0}DAa(a,c,d)|0;BAa(a)|0;f[g>>2]=a+440;f[g+4>>2]=a+248;yAa(e,g)|0;p[a+568>>3]=+p[e>>3];p[a+576>>3]=+p[e+8>>3];p[a+584>>3]=+p[e+16>>3];p[a+592>>3]=+p[e+24>>3];p[a+600>>3]=+p[e+32>>3];p[a+608>>3]=+p[e+40>>3];p[a+616>>3]=+p[e+48>>3];p[a+624>>3]=+p[e+56>>3];p[a+632>>3]=+p[e+64>>3];p[a+640>>3]=+p[e+72>>3];p[a+648>>3]=+p[e+80>>3];p[a+656>>3]=+p[e+88>>3];p[a+664>>3]=+p[e+96>>3];p[a+672>>3]=+p[e+104>>3];p[a+680>>3]=+p[e+112>>3];p[a+688>>3]=+p[e+120>>3];b[h>>0]=b[h>>0]|8;h=a+568|0;u=i;return h|0}function KAa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0;d=u;u=u+160|0;i=d+24|0;m=d;Kha(m);LAa(JAa(b,f[m>>2]|0,f[m+4>>2]|0)|0,i);f[i+128>>2]=c;l=+p[c>>3];k=+p[c+8>>3];j=+p[c+16>>3];h=l*+p[i+8>>3]+k*+p[i+40>>3]+j*+p[i+72>>3]+ +p[i+104>>3];g=l*+p[i+16>>3]+k*+p[i+48>>3]+j*+p[i+80>>3]+ +p[i+112>>3];e=1.0/(l*+p[i+24>>3]+k*+p[i+56>>3]+j*+p[i+88>>3]+ +p[i+120>>3]);p[a>>3]=(+p[i>>3]*l+ +p[i+32>>3]*k+ +p[i+64>>3]*j+ +p[i+96>>3])*e;p[a+8>>3]=h*e;p[a+16>>3]=g*e;u=d;return}function LAa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0.0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;H=a+40|0;G=a+80|0;n=+p[G>>3];h=a+120|0;g=+p[h>>3];J=a+112|0;B=+p[J>>3];o=a+88|0;x=+p[o>>3];E=a+48|0;f=a+104|0;C=+p[f>>3];F=a+72|0;d=+p[F>>3];i=a+56|0;p[b>>3]=+p[i>>3]*(B*d-n*C)+(+p[H>>3]*(n*g-B*x)+ +p[E>>3]*(x*C-g*d));d=+p[J>>3];y=a+24|0;g=+p[y>>3];z=a+16|0;C=+p[z>>3];x=+p[h>>3];A=a+8|0;B=+p[A>>3];n=+p[f>>3];w=b+8|0;p[w>>3]=-(+p[o>>3]*(C*n-d*B)+(+p[F>>3]*(d*g-C*x)+ +p[G>>3]*(x*B-g*n)));n=+p[z>>3];g=+p[i>>3];B=+p[E>>3];x=+p[y>>3];C=+p[H>>3];d=+p[A>>3];v=b+16|0;p[v>>3]=+p[h>>3]*(B*d-n*C)+(+p[f>>3]*(n*g-B*x)+ +p[J>>3]*(x*C-g*d));d=+p[E>>3];g=+p[o>>3];C=+p[G>>3];x=+p[i>>3];B=+p[F>>3];n=+p[H>>3];u=b+24|0;p[u>>3]=-(+p[y>>3]*(C*n-d*B)+(+p[A>>3]*(d*g-C*x)+ +p[z>>3]*(x*B-g*n)));D=a+64|0;n=+p[D>>3];g=+p[f>>3];I=a+96|0;B=+p[I>>3];x=+p[F>>3];c=a+32|0;C=+p[h>>3];d=+p[o>>3];m=b+64|0;p[m>>3]=+p[H>>3]*(B*d-n*C)+(+p[i>>3]*(n*g-B*x)+ +p[c>>3]*(x*C-g*d));d=+p[I>>3];g=+p[A>>3];C=+p[a>>3];x=+p[f>>3];B=+p[y>>3];n=+p[h>>3];l=b+72|0;p[l>>3]=-(+p[F>>3]*(C*n-d*B)+(+p[o>>3]*(d*g-C*x)+ +p[D>>3]*(x*B-g*n)));n=+p[a>>3];g=+p[H>>3];B=+p[c>>3];x=+p[A>>3];C=+p[i>>3];d=+p[y>>3];k=b+80|0;p[k>>3]=+p[f>>3]*(B*d-n*C)+(+p[h>>3]*(n*g-B*x)+ +p[I>>3]*(x*C-g*d));d=+p[c>>3];g=+p[F>>3];C=+p[D>>3];x=+p[H>>3];B=+p[o>>3];n=+p[i>>3];j=b+88|0;p[j>>3]=-(+p[A>>3]*(C*n-d*B)+(+p[y>>3]*(d*g-C*x)+ +p[a>>3]*(x*B-g*n)));n=+p[o>>3];g=+p[I>>3];B=+p[h>>3];x=+p[D>>3];C=+p[J>>3];d=+p[G>>3];s=b+32|0;p[s>>3]=-(+p[c>>3]*(B*d-n*C)+(+p[E>>3]*(n*g-B*x)+ +p[i>>3]*(x*C-g*d)));d=+p[h>>3];g=+p[a>>3];C=+p[y>>3];x=+p[I>>3];B=+p[z>>3];n=+p[J>>3];r=b+40|0;p[r>>3]=+p[D>>3]*(C*n-d*B)+(+p[G>>3]*(d*g-C*x)+ +p[o>>3]*(x*B-g*n));n=+p[y>>3];g=+p[c>>3];B=+p[i>>3];x=+p[a>>3];C=+p[E>>3];d=+p[z>>3];q=b+48|0;p[q>>3]=-(+p[I>>3]*(B*d-n*C)+(+p[J>>3]*(n*g-B*x)+ +p[h>>3]*(x*C-g*d)));d=+p[i>>3];g=+p[D>>3];C=+p[o>>3];x=+p[c>>3];B=+p[G>>3];n=+p[E>>3];o=b+56|0;p[o>>3]=+p[a>>3]*(C*n-d*B)+(+p[z>>3]*(d*g-C*x)+ +p[y>>3]*(x*B-g*n));n=+p[F>>3];g=+p[J>>3];B=+p[f>>3];x=+p[G>>3];C=+p[I>>3];d=+p[D>>3];d=-(+p[E>>3]*(B*d-n*C)+(+p[c>>3]*(n*g-B*x)+ +p[H>>3]*(x*C-g*d)));i=b+96|0;p[i>>3]=d;g=+p[f>>3];C=+p[z>>3];x=+p[A>>3];B=+p[J>>3];n=+p[a>>3];t=+p[I>>3];h=b+104|0;p[h>>3]=+p[G>>3]*(x*t-g*n)+(+p[D>>3]*(g*C-x*B)+ +p[F>>3]*(B*n-C*t));t=+p[A>>3];C=+p[E>>3];n=+p[H>>3];B=+p[z>>3];x=+p[c>>3];g=+p[a>>3];g=-(+p[J>>3]*(n*g-t*x)+(+p[I>>3]*(t*C-n*B)+ +p[f>>3]*(B*x-C*g)));f=b+112|0;p[f>>3]=g;C=+p[H>>3];x=+p[G>>3];B=+p[F>>3];n=+p[E>>3];t=+p[D>>3];e=+p[c>>3];e=+p[z>>3]*(B*e-C*t)+(+p[a>>3]*(C*x-B*n)+ +p[A>>3]*(n*t-x*e));c=b+120|0;p[c>>3]=e;x=+p[b>>3];t=+p[s>>3];n=+p[m>>3];d=+p[a>>3]*x+ +p[A>>3]*t+(+p[z>>3]*n+ +p[y>>3]*d);p[b>>3]=x/d;p[w>>3]=+p[w>>3]/d;p[v>>3]=+p[v>>3]/d;p[u>>3]=+p[u>>3]/d;p[s>>3]=t/d;p[r>>3]=+p[r>>3]/d;p[q>>3]=+p[q>>3]/d;p[o>>3]=+p[o>>3]/d;p[m>>3]=n/d;p[l>>3]=+p[l>>3]/d;p[k>>3]=+p[k>>3]/d;p[j>>3]=+p[j>>3]/d;p[i>>3]=+p[i>>3]/d;p[h>>3]=+p[h>>3]/d;p[f>>3]=g/d;p[c>>3]=e/d;return}function MAa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+32|0;d=c;Kha(d);NAa(a,b,f[d>>2]|0,f[d+4>>2]|0);u=c;return}function NAa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0,k=0.0,l=0.0;h=a+732|0;i=a+736|0;if((f[h>>2]|0)==(d|0)){if((f[i>>2]|0)!=(e|0))j=3}else j=3;if((j|0)==3){f[h>>2]=d;f[i>>2]=e;if((b[a>>0]|0)!=2){j=a+744|0;b[j>>0]=b[j>>0]&-29}}i=a+744|0;if(!(b[i>>0]&16)){DAa(a,d,e)|0;k=+p[a+440>>3];l=+p[a+448>>3];g=+p[a+456>>3];g=+L(+(k*k+(l*l+g*g)));h=b[a>>0]|0;if(h<<24>>24!=2){k=+(e|0)/+(d|0);l=+p[a+216>>3]/+p[a+208>>3];if(k<=l)g=g*(l/k)}l=1.0/g;n[a+740>>2]=l;b[i>>0]=b[i>>0]|16;g=l;i=(n[s>>2]=l,f[s>>2]|0)}else{i=f[a+740>>2]|0;g=(f[s>>2]=i,+n[s>>2]);h=b[a>>0]|0}if(!(h<<24>>24)){e=JAa(a,d,e)|0;g=(+n[c+48>>2]*+p[e+24>>3]+ +n[c+52>>2]*+p[e+56>>3]+(+n[c+56>>2]*+p[e+88>>3]+ +n[c+60>>2]*+p[e+120>>3]))*(f[s>>2]=i,+n[s>>2])}n[c>>2]=g*+n[c>>2];e=c+4|0;n[e>>2]=g*+n[e>>2];e=c+8|0;n[e>>2]=g*+n[e>>2];e=c+16|0;n[e>>2]=g*+n[e>>2];e=c+20|0;n[e>>2]=g*+n[e>>2];e=c+24|0;n[e>>2]=g*+n[e>>2];e=c+32|0;n[e>>2]=g*+n[e>>2];e=c+36|0;n[e>>2]=g*+n[e>>2];c=c+40|0;n[c>>2]=g*+n[c>>2];return}function OAa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0;c=a+744|0;if(b[c>>0]&32)return;BAa(a)|0;h=+p[a+248>>3];f=+p[a+256>>3];m=+p[a+264>>3];e=+p[a+280>>3];g=+p[a+288>>3];l=+p[a+296>>3];j=+p[a+312>>3];i=+p[a+320>>3];o=+p[a+328>>3];r=g*o-l*i;q=l*j-e*o;k=e*i-g*j;d=1.0/(h*r+(m*k+f*q));n[a+696>>2]=r*d;n[a+700>>2]=(m*i-f*o)*d;n[a+704>>2]=(f*l-m*g)*d;n[a+708>>2]=q*d;n[a+712>>2]=(h*o-m*j)*d;n[a+716>>2]=(m*e-h*l)*d;n[a+720>>2]=k*d;n[a+724>>2]=(f*j-h*i)*d;n[a+728>>2]=(h*g-f*e)*d;b[c>>0]=b[c>>0]|32;return}function PAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0;OAa(a);q=+n[a+696>>2];A=+n[b>>2];p=+n[a+708>>2];B=b+4|0;z=+n[B>>2];o=+n[a+720>>2];x=b+8|0;y=+n[x>>2];l=+n[a+700>>2];k=+n[a+712>>2];j=+n[a+724>>2];h=+n[a+704>>2];f=+n[a+716>>2];d=+n[a+728>>2];w=b+16|0;u=+n[w>>2];v=b+20|0;t=+n[v>>2];r=b+24|0;s=+n[r>>2];m=b+32|0;g=+n[m>>2];i=b+36|0;e=+n[i>>2];a=b+40|0;c=+n[a>>2];n[b>>2]=q*A+p*z+o*y;n[B>>2]=A*l+z*k+y*j;n[x>>2]=A*h+z*f+y*d;n[w>>2]=q*u+p*t+o*s;n[v>>2]=l*u+k*t+j*s;n[r>>2]=h*u+f*t+d*s;n[m>>2]=q*g+p*e+o*c;n[i>>2]=l*g+k*e+j*c;n[a>>2]=h*g+f*e+d*c;return}function QAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0;OAa(a);q=+n[a+696>>2];A=+n[b>>2];p=+n[a+708>>2];B=b+4|0;z=+n[B>>2];o=+n[a+720>>2];x=b+8|0;y=+n[x>>2];l=+n[a+700>>2];k=+n[a+712>>2];j=+n[a+724>>2];h=+n[a+704>>2];f=+n[a+716>>2];d=+n[a+728>>2];w=b+12|0;u=+n[w>>2];v=b+16|0;t=+n[v>>2];r=b+20|0;s=+n[r>>2];m=b+24|0;g=+n[m>>2];i=b+28|0;e=+n[i>>2];a=b+32|0;c=+n[a>>2];n[b>>2]=q*A+p*z+o*y;n[B>>2]=A*l+z*k+y*j;n[x>>2]=A*h+z*f+y*d;n[w>>2]=q*u+p*t+o*s;n[v>>2]=l*u+k*t+j*s;n[r>>2]=h*u+f*t+d*s;n[m>>2]=q*g+p*e+o*c;n[i>>2]=l*g+k*e+j*c;n[a>>2]=h*g+f*e+d*c;return}function RAa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0,v=0.0,w=0,x=0.0,y=0.0,z=0.0,A=0,B=0.0,C=0.0,D=0.0;if((c|0)>(d|0)){f=1.0;e=+(d|0)/+(c|0)}else{f=(d|0)>(c|0)?+(c|0)/+(d|0):1.0;e=1.0}D=+n[b>>2];A=b+4|0;C=+n[A>>2];y=C*0.0;w=b+8|0;x=+n[w>>2];B=x*0.0;z=D*0.0;u=b+16|0;v=+n[u>>2];r=b+20|0;t=+n[r>>2];p=t*0.0;m=b+24|0;o=+n[m>>2];s=o*0.0;q=v*0.0;a=b+32|0;l=+n[a>>2];c=b+36|0;k=+n[c>>2];h=k*0.0;d=b+40|0;g=+n[d>>2];j=g*0.0;i=l*0.0;n[b>>2]=e*D+y+B;n[A>>2]=z+C*f+B;n[w>>2]=z+y+x;n[u>>2]=e*v+p+s;n[r>>2]=q+f*t+s;n[m>>2]=q+p+o;n[a>>2]=e*l+h+j;n[c>>2]=i+f*k+j;n[d>>2]=i+h+g;return}function SAa(a,b){a=a|0;b=b|0;var c=0;a=u;u=u+32|0;c=a;Kha(c);RAa(0,b,f[c>>2]|0,f[c+4>>2]|0);u=a;return}function TAa(a,b,c){a=a|0;b=+b;c=+c;b=b*.5;c=c*.5;p[a>>3]=b;p[a+32>>3]=0.0;p[a+64>>3]=0.0;p[a+96>>3]=b;p[a+8>>3]=0.0;p[a+40>>3]=c;p[a+72>>3]=0.0;p[a+104>>3]=c;p[a+16>>3]=0.0;p[a+48>>3]=0.0;p[a+80>>3]=.5;p[a+112>>3]=.5;p[a+24>>3]=0.0;p[a+56>>3]=0.0;p[a+88>>3]=0.0;p[a+120>>3]=1.0;return}function UAa(a,c){a=a|0;c=c|0;p[a+80>>3]=+p[c>>3];p[a+88>>3]=+p[c+8>>3];p[a+96>>3]=+p[c+16>>3];p[a+104>>3]=+p[c+24>>3];p[a+112>>3]=+p[c+32>>3];p[a+120>>3]=+p[c+40>>3];p[a+128>>3]=+p[c+48>>3];p[a+136>>3]=+p[c+56>>3];p[a+144>>3]=+p[c+64>>3];p[a+152>>3]=+p[c+72>>3];p[a+160>>3]=+p[c+80>>3];p[a+168>>3]=+p[c+88>>3];p[a+176>>3]=+p[c+96>>3];p[a+184>>3]=+p[c+104>>3];p[a+192>>3]=+p[c+112>>3];p[a+200>>3]=+p[c+120>>3];c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function VAa(){if(!(b[257160]|0))MPb(257160)|0;f[64605]=262922;if(!(b[257168]|0))MPb(257168)|0;f[64606]=262923;if(b[257144]|0){f[64607]=262921;return}if(!(MPb(257144)|0)){f[64607]=262921;return}f[64607]=262921;return}function WAa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;if(!(b[257176]|0))if(MPb(257176)|0){f[64608]=0;f[64609]=0;f[64610]=0}d=f[64609]|0;if((f[64608]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;i=a+12|0;f[i>>2]=c;return}g=d+-12|0;h=f[g>>2]|0;j=d+-8|0;i=f[j>>2]|0;d=d+-4|0;e=f[d>>2]|0;f[d>>2]=0;f[j>>2]=0;f[g>>2]=0;d=f[64609]|0;g=d+-12|0;do{d=d+-12|0;f[64609]=d;if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0);d=f[64609]|0}}while((d|0)!=(g|0));f[a>>2]=h;f[a+4>>2]=i;f[a+8>>2]=e;j=a+12|0;f[j>>2]=c;return}function XAa(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;c=a+4|0;a=f[c>>2]|0;if((a|0)==(d|0))return;do{f[c>>2]=a+-20;b=a+-16|0;a=f[a+-4>>2]|0;if(a|0)YAa(a,b);if(f[b>>2]|0){XAa(b);sOb(f[b>>2]|0)}a=f[c>>2]|0}while((a|0)!=(d|0));return}function YAa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;g=c+8|0;h=f[c>>2]|0;e=h;if((f[g>>2]|0)==(h|0))return;h=c+4|0;a=f[h>>2]|0;if((a|0)!=(e|0))do{f[h>>2]=a+-20;d=a+-16|0;a=f[a+-4>>2]|0;if(a|0)YAa(a,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}a=f[h>>2]|0}while((a|0)!=(e|0));if(!(b[257176]|0))if(MPb(257176)|0){f[64608]=0;f[64609]=0;f[64610]=0}a=f[64609]|0;if(a>>>0<(f[64610]|0)>>>0){f[a>>2]=0;e=a+4|0;f[e>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[e>>2]=f[h>>2];f[a+8>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[c>>2]=0;f[64609]=a+12;return}else{ZAa(258432,c);return}}function ZAa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;e=b;c=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));d=e;e=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=g;f[k>>2]=i;d=e;if((c|0)!=(d|0))do{c=c+-12|0;if(f[c>>2]|0){XAa(c);sOb(f[c>>2]|0)}}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function _Aa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=a+12|0;c=f[h>>2]|0;if(c|0)YAa(c,a);d=f[a>>2]|0;if(!d){c=a+4|0;d=a+8|0}else{c=a+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{f[c>>2]=e+-20;g=e+-16|0;e=f[e+-4>>2]|0;if(e|0)YAa(e,g);if(f[g>>2]|0){XAa(g);sOb(f[g>>2]|0)}e=f[c>>2]|0}while((e|0)!=(d|0));d=f[a>>2]|0}sOb(d);d=a+8|0;f[d>>2]=0;f[c>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];a=b+4|0;f[c>>2]=f[a>>2];g=b+8|0;f[d>>2]=f[g>>2];f[g>>2]=0;f[a>>2]=0;f[b>>2]=0;b=b+12|0;f[h>>2]=f[b>>2];f[b>>2]=0;return}function $Aa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257216]|0))if(MPb(257216)|0){f[64623]=0;f[64624]=0;f[64625]=0}e=f[64624]|0;if((f[64623]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64624]|0;j=h+-12|0;while(1){e=h+-12|0;f[64624]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-16-i|0)>>>4)<<4);sOb(i);e=f[64624]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function aBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257208]|0))if(MPb(257208)|0){f[64620]=0;f[64621]=0;f[64622]=0}e=f[64621]|0;if((f[64620]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64621]|0;j=h+-12|0;while(1){e=h+-12|0;f[64621]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64621]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function bBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257200]|0))if(MPb(257200)|0){f[64617]=0;f[64618]=0;f[64619]=0}e=f[64618]|0;if((f[64617]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64618]|0;j=h+-12|0;while(1){e=h+-12|0;f[64618]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-32-i|0)>>>5)<<5);sOb(i);e=f[64618]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function cBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257192]|0))if(MPb(257192)|0){f[64614]=0;f[64615]=0;f[64616]=0}e=f[64615]|0;if((f[64614]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64615]|0;j=h+-12|0;while(1){e=h+-12|0;f[64615]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-24-i|0)>>>0)/24|0)*24|0);sOb(i);e=f[64615]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function dBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257184]|0))if(MPb(257184)|0){f[64611]=0;f[64612]=0;f[64613]=0}e=f[64612]|0;if((f[64611]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64612]|0;j=h+-12|0;while(1){e=h+-12|0;f[64612]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64612]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function eBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;q=z+16|0;s=z;x=z+36|0;y=z+32|0;h=z+40|0;f[x>>2]=b;f[y>>2]=c;d=a+36|0;e=a+40|0;c=f[e>>2]|0;t=c-(f[d>>2]|0)>>2;v=a+20|0;w=a+24|0;b=(f[w>>2]|0)-(f[v>>2]|0)>>4;f[h>>2]=b;if((f[a+44>>2]|0)==(c|0))fBa(d,h);else{f[c>>2]=b;f[e>>2]=c+4}n=a+56|0;o=f[n>>2]|0;if(o>>>0<(f[a+60>>2]|0)>>>0){e=f[x>>2]|0;b=f[y>>2]|0;p[o+24>>3]=-1.0;g=+p[e>>3];p[q>>3]=g;m=+p[e+8>>3];h=q+8|0;p[h>>3]=m;p[s>>3]=g;i=s+8|0;p[i>>3]=m;if(b>>>0>1){c=1;while(1){j=+p[e+(c<<4)>>3];if(j<g){d=q;r=9}else if(j>+p[s>>3]){d=s;r=9}if((r|0)==9){r=0;p[d>>3]=j}g=+p[e+(c<<4)+8>>3];if(g<+p[h>>3]){d=q;r=12}else if(g>+p[i>>3]){d=s;r=12}if((r|0)==12){r=0;p[d+8>>3]=g}c=c+1|0;if((c|0)==(b|0))break;g=+p[q>>3]}l=+p[q>>3];k=+p[s>>3];j=+p[h>>3];g=+p[i>>3]}else{l=g;k=g;j=m;g=m}m=(k-l)*.5;k=(g-j)*.5;p[o>>3]=l+m;p[o+8>>3]=j+k;p[o+16>>3]=k*k+m*m;f[n>>2]=o+32}else{gBa(a+52|0,x,y);b=f[y>>2]|0}if(!b){hBa(a,a,t);u=z;return}i=a+28|0;h=0;do{c=f[x>>2]|0;d=c+(h<<4)|0;e=f[w>>2]|0;if((e|0)==(f[i>>2]|0)){iBa(v,d);b=f[y>>2]|0}else{p[e>>3]=+p[d>>3];p[e+8>>3]=+p[c+(h<<4)+8>>3];f[w>>2]=e+16}h=h+1|0}while(h>>>0<b>>>0);hBa(a,a,t);u=z;return}function fBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function gBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+32|0;r=C+16|0;t=C;B=a+4|0;d=f[B>>2]|0;i=f[a>>2]|0;w=d-i>>5;e=w+1|0;z=i;g=d;if(e>>>0>134217727)AMb(a);A=a+8|0;y=(f[A>>2]|0)-i|0;i=y>>4;i=y>>5>>>0<67108863?(i>>>0<e>>>0?e:i):134217727;do if(!i)v=0;else if(i>>>0>134217727)vd();else{v=pOb(i<<5)|0;break}while(0);x=v+(w<<5)|0;e=x;y=v+(i<<5)|0;n=f[b>>2]|0;c=f[c>>2]|0;p[v+(w<<5)+24>>3]=-1.0;h=+p[n>>3];p[r>>3]=h;m=+p[n+8>>3];o=r+8|0;p[o>>3]=m;p[t>>3]=h;q=t+8|0;p[q>>3]=m;if(c>>>0>1){i=1;while(1){j=+p[n+(i<<4)>>3];if(j<h){b=r;s=11}else if(j>+p[t>>3]){b=t;s=11}if((s|0)==11){s=0;p[b>>3]=j}h=+p[n+(i<<4)+8>>3];if(h<+p[o>>3]){b=r;s=14}else if(h>+p[q>>3]){b=t;s=14}if((s|0)==14){s=0;p[b+8>>3]=h}i=i+1|0;if((i|0)==(c|0))break;h=+p[r>>3]}l=+p[r>>3];k=+p[t>>3];j=+p[o>>3];h=+p[q>>3]}else{l=h;k=h;j=m;h=m}m=(k-l)*.5;k=(h-j)*.5;p[x>>3]=l+m;p[v+(w<<5)+8>>3]=j+k;p[v+(w<<5)+16>>3]=k*k+m*m;i=x+32|0;if((g|0)!=(z|0)){d=x;do{w=g;g=g+-32|0;p[d+-32>>3]=+p[g>>3];p[d+-24>>3]=+p[w+-24>>3];x=d+-16|0;w=w+-16|0;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];f[x+8>>2]=f[w+8>>2];f[x+12>>2]=f[w+12>>2];d=e+-32|0;e=d}while((g|0)!=(z|0));d=f[a>>2]|0}f[a>>2]=e;f[B>>2]=i;f[A>>2]=y;if(!d){u=C;return}sOb(d);u=C;return}function hBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;j=p;l=p+4|0;f[j>>2]=c;f[l>>2]=-1;o=l+4|0;WAa(o,f[64605]|0);m=b+4|0;e=f[m>>2]|0;n=b+8|0;g=f[n>>2]|0;if((e|0)==(g|0)){d=e;c=e}else{h=l+8|0;i=l+12|0;d=e;while(1){if(jBa(a,c,f[d>>2]|0)|0){if((f[l>>2]|0)==-1)f[l>>2]=f[j>>2];c=f[h>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=f[d>>2];q=c+4|0;e=d+4|0;f[q>>2]=0;r=c+8|0;f[r>>2]=0;f[c+12>>2]=0;f[q>>2]=f[e>>2];q=d+8|0;f[r>>2]=f[q>>2];r=d+12|0;f[c+12>>2]=f[r>>2];f[r>>2]=0;f[q>>2]=0;f[e>>2]=0;e=d+16|0;f[c+16>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=(f[h>>2]|0)+20}else kBa(o,d);f[d>>2]=-1}d=d+20|0;if((d|0)==(g|0))break;c=f[j>>2]|0}d=f[m>>2]|0;c=f[n>>2]|0}e=(d|0)==(c|0);a:do if((f[l>>2]|0)==-1){do if(!e){while(1){if(jBa(a,f[d>>2]|0,f[j>>2]|0)|0){k=41;break}d=d+20|0;if((d|0)==(c|0)){k=42;break}}if((k|0)==41){hBa(a,d,f[j>>2]|0);break a}else if((k|0)==42){c=f[n>>2]|0;break}}while(0);if(c>>>0<(f[b+12>>2]|0)>>>0){f[c>>2]=f[j>>2];WAa(c+4|0,f[64605]|0);f[n>>2]=(f[n>>2]|0)+20;break}else{lBa(m,j);break}}else{do if(e)g=c;else{e=d;while(1){if((f[e>>2]|0)==-1)break;e=e+20|0;if((e|0)==(c|0)){k=19;break}}if((k|0)==19){g=c;break}g=e;if((e|0)!=(c|0)){d=g;b:while(1){do{h=d;e=h+20|0;d=e;if((e|0)==(c|0))break b;e=f[e>>2]|0}while((e|0)==-1);r=g;f[r>>2]=e;_Aa(r+4|0,h+24|0);g=r+20|0}d=f[m>>2]|0;c=f[n>>2]|0}}while(0);d=d+(((g-d|0)/20|0)*20|0)|0;if((c|0)==(g|0))d=c;else{e=d+(((c-g|0)/20|0)*20|0)|0;if((e|0)!=(c|0)){do{f[d>>2]=f[e>>2];_Aa(d+4|0,e+4|0);e=e+20|0;d=d+20|0}while((e|0)!=(c|0));c=f[n>>2]|0}if((c|0)==(d|0))d=c;else do{f[n>>2]=c+-20;e=c+-16|0;c=f[c+-4>>2]|0;if(c|0)YAa(c,e);if(f[e>>2]|0){XAa(e);sOb(f[e>>2]|0)}c=f[n>>2]|0}while((c|0)!=(d|0))}if(d>>>0<(f[b+12>>2]|0)>>>0){f[d>>2]=f[l>>2];r=d+4|0;f[r>>2]=0;q=d+8|0;f[q>>2]=0;f[d+12>>2]=0;f[r>>2]=f[o>>2];r=l+8|0;f[q>>2]=f[r>>2];q=l+12|0;f[d+12>>2]=f[q>>2];f[q>>2]=0;f[r>>2]=0;f[o>>2]=0;r=l+16|0;f[d+16>>2]=f[r>>2];f[r>>2]=0;f[n>>2]=(f[n>>2]|0)+20;break}else{kBa(m,l);break}}while(0);d=f[l+16>>2]|0;if(d|0)YAa(d,o);if(!(f[o>>2]|0)){u=p;return}XAa(o);sOb(f[o>>2]|0);u=p;return}function iBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;p[c>>3]=+p[b>>3];p[g+(h<<4)+8>>3]=+p[b+8>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;while(1){h=d;d=d+-16|0;p[e+-16>>3]=+p[d>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-16|0}c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function jBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0;e=f[a+52>>2]|0;j=+p[e+(b<<5)>>3]-+p[e+(c<<5)>>3];i=+p[e+(b<<5)+8>>3]-+p[e+(c<<5)+8>>3];d=e+(b<<5)+24|0;g=+p[d>>3];if(g==-1.0){h=+L(+(+p[e+(b<<5)+16>>3]));p[d>>3]=h}else h=g;d=e+(c<<5)+24|0;g=+p[d>>3];if(g==-1.0){g=+L(+(+p[e+(c<<5)+16>>3]));p[d>>3]=g}h=h+g;if(!(j*j+i*i<=h*h)){a=0;return a|0}l=f[a+36>>2]|0;e=f[l+(b<<2)>>2]|0;k=f[a+20>>2]|0;o=k+(e<<4)|0;n=f[l+(c<<2)>>2]|0;q=k+(n<<4)|0;m=(f[a+40>>2]|0)-l>>2;d=b+1|0;b=k;if((m|0)==(d|0))d=(f[a+24>>2]|0)-b>>4;else d=f[l+(d<<2)>>2]|0;k=d-e|0;d=c+1|0;if((m|0)==(d|0))d=(f[a+24>>2]|0)-b>>4;else d=f[l+(d<<2)>>2]|0;e=d-n|0;if(!k){a=0;return a|0}else d=0;while(1){if(Cib(q,e,o+(d<<4)|0)|0){d=1;e=15;break}d=d+1|0;if(d>>>0>=k>>>0){d=0;e=15;break}}if((e|0)==15)return d|0;return 0}function kBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*20|0)+12>>2]=0;f[g+(h*20|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*20|0)+8>>2]=f[l>>2];m=b+12|0;f[g+(h*20|0)+12>>2]=f[m>>2];f[m>>2]=0;f[l>>2]=0;f[c>>2]=0;b=b+16|0;f[g+(h*20|0)+16>>2]=f[b>>2];f[b>>2]=0;h=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{m=c;c=c+-20|0;f[d+-20>>2]=f[c>>2];g=d+-16|0;l=m+-16|0;f[g>>2]=0;n=d+-12|0;f[n>>2]=0;f[d+-8>>2]=0;f[g>>2]=f[l>>2];g=m+-12|0;f[n>>2]=f[g>>2];n=m+-8|0;f[d+-8>>2]=f[n>>2];f[n>>2]=0;f[g>>2]=0;f[l>>2]=0;m=m+-4|0;f[d+-4>>2]=f[m>>2];f[m>>2]=0;d=e+-20|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=c+-16|0;e=f[c+-4>>2]|0;c=c+-20|0;if(e|0)YAa(e,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function lBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[d>>2]=f[b>>2];WAa(g+(h*20|0)+4|0,f[64605]|0);h=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{g=c;c=c+-20|0;f[d+-20>>2]=f[c>>2];m=d+-16|0;l=g+-16|0;f[m>>2]=0;n=d+-12|0;f[n>>2]=0;f[d+-8>>2]=0;f[m>>2]=f[l>>2];m=g+-12|0;f[n>>2]=f[m>>2];n=g+-8|0;f[d+-8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[l>>2]=0;g=g+-4|0;f[d+-4>>2]=f[g>>2];f[g>>2]=0;d=e+-20|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=c+-16|0;e=f[c+-4>>2]|0;c=c+-20|0;if(e|0)YAa(e,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function mBa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0;D=u;u=u+32|0;C=D;h=f[c>>2]|0;i=f[a+36>>2]|0;j=f[i+(h<<2)>>2]|0;g=f[a+20>>2]|0;z=g+(j<<4)|0;h=h+1|0;if(((f[a+40>>2]|0)-i>>2|0)==(h|0))g=(f[a+24>>2]|0)-g>>4;else g=f[i+(h<<2)>>2]|0;A=g-j|0;i=a+68|0;j=a+72|0;h=f[j>>2]|0;B=(h-(f[i>>2]|0)|0)/24|0;a:do if(A|0){k=b+32|0;l=b+56|0;n=b+80|0;o=b+40|0;q=b+64|0;r=b+88|0;s=C+8|0;t=b+48|0;v=b+72|0;w=b+96|0;x=C+16|0;y=a+76|0;g=0;while(1){G=z+(g<<4)|0;F=+p[G>>3];E=+p[G+8>>3];m=+p[k>>3]+F*+p[l>>3]+E*+p[n>>3];p[C>>3]=m;p[s>>3]=+p[o>>3]+F*+p[q>>3]+E*+p[r>>3];p[x>>3]=+p[t>>3]+F*+p[v>>3]+E*+p[w>>3];if(h>>>0<(f[y>>2]|0)>>>0){p[h>>3]=m;p[h+8>>3]=+p[s>>3];p[h+16>>3]=+p[x>>3];f[j>>2]=h+24}else oBa(i,C);g=g+1|0;if((g|0)==(A|0))break a;h=f[j>>2]|0}}while(0);j=a+84|0;g=d?0-A|0:A;f[C>>2]=g;k=a+88|0;h=f[k>>2]|0;l=a+92|0;if(h>>>0<(f[l>>2]|0)>>>0){f[h>>2]=g;f[k>>2]=h+4}else pBa(j,C);if((A|0)>0){g=0;do{i=g+B|0;f[C>>2]=i;h=f[k>>2]|0;if(h>>>0<(f[l>>2]|0)>>>0){f[h>>2]=i;f[k>>2]=h+4}else pBa(j,C);g=g+1|0}while((g|0)!=(A|0))}g=f[c+4>>2]|0;i=f[c+8>>2]|0;if((g|0)==(i|0)){u=D;return}h=d^1;do{mBa(a,b,g,h,e);g=g+20|0}while((g|0)!=(i|0));u=D;return}function nBa(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;h=a+4|0;l=f[h>>2]|0;g=a+8|0;b=f[g>>2]|0;if(l>>>0<b>>>0){p[l>>3]=+p[c>>3];p[l+8>>3]=+p[c+8>>3];p[l+16>>3]=+p[c+16>>3];l=l+24|0;f[h>>2]=l}else{oBa(a,c);l=f[h>>2]|0;b=f[g>>2]|0}if(l>>>0<b>>>0){p[l>>3]=+p[d>>3];p[l+8>>3]=+p[d+8>>3];p[l+16>>3]=+p[d+16>>3];l=l+24|0;f[h>>2]=l}else{oBa(a,d);l=f[h>>2]|0;b=f[g>>2]|0}if(l>>>0<b>>>0){p[l>>3]=+p[e>>3];p[l+8>>3]=+p[e+8>>3];p[l+16>>3]=+p[e+16>>3];f[h>>2]=l+24;return}else{oBa(a,e);return}}function oBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function pBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function qBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;rBa(a)|0;c=a+1235|0;if((b[c>>0]|0)!=1){b[c>>0]=1;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,1,f[a+1352>>2]|0)}}c=f[a+1348>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1340|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1328>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1320|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1308>>2]|0;if(c|0){d=a+1312|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1296>>2]|0;if(c|0){d=a+1300|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1284>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1276|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1264>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1256|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1244>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1236|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1216>>2]|0;if(c|0){d=a+1220|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1204>>2]|0;if(c|0){d=a+1208|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}d=f[a+1192>>2]|0;if(d|0){e=a+1196|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d)}c=f[a+1180>>2]|0;if(c|0){d=a+1184|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}e=f[a+1168>>2]|0;if(e|0){c=a+1172|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);sOb(e)}c=f[a+1156>>2]|0;if(c|0){d=a+1160|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+1144>>2]|0;if(c|0){d=a+1148|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+1132>>2]|0;if(c|0){d=a+1136|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-16-c|0)>>>4)<<4);sOb(c)}h=a+1120|0;c=f[h>>2]|0;if(c|0){i=a+1124|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[i>>2]=e;g=f[d+-4>>2]|0;if(g|0)tBa(g,e);g=f[e>>2]|0;if(g|0){d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[i>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+1108>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1100|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1088>>2]|0;if(c|0){d=a+1092|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-16-c|0)>>>4)<<4);sOb(c)}c=f[a+1076>>2]|0;if(c|0){d=a+1080|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}h=a+1064|0;c=f[h>>2]|0;if(c|0){i=a+1068|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[i>>2]=e;g=f[d+-4>>2]|0;if(g|0)uBa(g,e);g=f[e>>2]|0;if(g|0){d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g)}d=f[i>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+16>>2]|0;if(c|0)iOb(c);c=f[a+8>>2]|0;if(!c)return;iOb(c);return}function rBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+1228|0;if(!(f[c>>2]|0)){a=0;return a|0}f[c>>2]=0;b[a+1233>>0]=0;xBa(a);g=f[a+1064>>2]|0;h=a+1068|0;c=f[h>>2]|0;if((c|0)!=(g|0))do{d=c+-16|0;f[h>>2]=d;e=f[c+-4>>2]|0;if(e|0)uBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}c=f[h>>2]|0}while((c|0)!=(g|0));a=YRa(f[a>>2]|0)|0;a=(f[a>>2]|0)!=(f[a+4>>2]|0);return a|0}function sBa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o;k=o+24|0;e=f[a>>2]|0;n=a+4|0;l=f[n>>2]|0;if((e|0)==(l|0)){u=o;return}i=c&1;h=j+16|0;do{g=e+16|0;c=f[g>>2]|0;if(c|0){b[j>>0]=i;f[k>>2]=d;xh[f[(f[c>>2]|0)+24>>2]&127](c,j,k);if(b[e+24>>0]|0){f[h>>2]=0;c=f[g>>2]|0;if((e|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[g>>2]=0;c=f[h>>2]|0;do if(!c){f[g>>2]=0;m=15}else if((j|0)==(c|0)){f[g>>2]=e;m=f[h>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[g>>2]=c;f[h>>2]=0;c=0;g=0;break}while(0);if((m|0)==15){m=0;g=f[h>>2]|0;c=g}if((j|0)==(c|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}e=e+32|0}while((e|0)!=(l|0));c=f[n>>2]|0;if((f[a>>2]|0)==(c|0)){u=o;return}while(1){if(!(f[c+-16>>2]|0)){e=c;g=0;h=0}else{m=30;break}c=c+-32|0;while(1){m=e+-32|0;f[n>>2]=m;if((m|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[n>>2]|0;if((e|0)==(c|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(c|0)){m=30;break}}if((m|0)==30){u=o;return}}function tBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257208]|0))if(MPb(257208)|0){f[64620]=0;f[64621]=0;f[64622]=0}a=f[64621]|0;if(a>>>0<(f[64622]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64621]=a+12;return}else{wBa(258480,c);return}}function uBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-32-a|0)>>>5)<<5);if(!(b[257224]|0))if(MPb(257224)|0){f[64626]=0;f[64627]=0;f[64628]=0}a=f[64627]|0;if(a>>>0<(f[64628]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64627]=a+12;return}else{vBa(258504,c);return}}function vBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function wBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function xBa(a){a=a|0;var b=0,c=0,d=0,e=0;e=a+1332|0;if(f[e>>2]|0){c=a+1328|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1324>>2]|0;if(c|0){d=a+1320|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}b=f[a+1308>>2]|0;c=a+1312|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);e=a+1248|0;if(f[e>>2]|0){c=a+1244|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1240>>2]|0;if(c|0){d=a+1236|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}e=a+1268|0;if(f[e>>2]|0){c=a+1264|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1260>>2]|0;if(c|0){d=a+1256|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}e=a+1288|0;if(f[e>>2]|0){c=a+1284|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1280>>2]|0;if(c|0){d=a+1276|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}c=a+1348|0;b=f[c>>2]|0;if(b|0)do{kJa(f[b+8>>2]|0);b=f[b>>2]|0}while((b|0)!=0);e=a+1352|0;if(!(f[e>>2]|0))return;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;d=f[a+1344>>2]|0;if(d|0){c=a+1340|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function yBa(a){a=a|0;var c=0,d=0;c=rBa(a)|0;d=a+1235|0;if((b[d>>0]|0)==1)return c|0;b[d>>0]=1;if(!(b[a+1234>>0]|0))return c|0;d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,1,f[a+1352>>2]|0);return c|0}function zBa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;f[a>>2]=c;c=a+4|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;eAa(a+24|0);c=a+776|0;n[c>>2]=-1.0;n[a+780>>2]=0.0;n[a+784>>2]=0.0;n[a+788>>2]=1.0;n[a+792>>2]=0.0;n[a+796>>2]=-1.0;n[a+800>>2]=0.0;n[a+804>>2]=1.0;n[a+808>>2]=0.0;n[a+812>>2]=0.0;n[a+816>>2]=-1.0;n[a+820>>2]=1.0;f[a+824>>2]=1065353216;f[a+828>>2]=0;f[a+832>>2]=0;f[a+836>>2]=1065353216;f[a+840>>2]=0;f[a+844>>2]=1065353216;f[a+848>>2]=0;f[a+852>>2]=1065353216;f[a+856>>2]=0;f[a+860>>2]=0;f[a+864>>2]=1065353216;f[a+868>>2]=1065353216;ABa(c);b[a+1040>>0]=0;c=a+1116|0;g=a+1048|0;h=g+68|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;c=a+1120|0;e=a+1235|0;g=c;h=g+112|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));d[c+112>>1]=0;b[c+114>>0]=0;b[e>>0]=1;c=a+1236|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1252>>2]=1.0;c=a+1256|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1272>>2]=1.0;c=a+1276|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1292>>2]=1.0;c=a+1336|0;g=a+1296|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;h=a+1340|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[a+1356>>2]=1.0;a=a+1360|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function ABa(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=a+12|0;n[v>>2]=-+n[v>>2];b=+n[a>>2];c=+K(+b);n[a+96>>2]=c;v=a+4|0;c=+n[v>>2];d=+K(+c);n[a+100>>2]=d;u=a+8|0;d=+n[u>>2];g=+K(+d);n[a+104>>2]=g;n[a+168>>2]=b>=0.0?1.0:-1.0;n[a+172>>2]=c>=0.0?1.0:-1.0;n[a+176>>2]=d>=0.0?1.0:-1.0;t=a+28|0;n[t>>2]=-+n[t>>2];t=a+16|0;d=+n[t>>2];c=+K(+d);n[a+108>>2]=c;s=a+20|0;c=+n[s>>2];b=+K(+c);n[a+112>>2]=b;r=a+24|0;b=+n[r>>2];g=+K(+b);n[a+116>>2]=g;n[a+180>>2]=d>=0.0?1.0:-1.0;n[a+184>>2]=c>=0.0?1.0:-1.0;n[a+188>>2]=b>=0.0?1.0:-1.0;q=a+44|0;n[q>>2]=-+n[q>>2];q=a+32|0;b=+n[q>>2];c=+K(+b);n[a+120>>2]=c;p=a+36|0;c=+n[p>>2];d=+K(+c);n[a+124>>2]=d;o=a+40|0;d=+n[o>>2];g=+K(+d);n[a+128>>2]=g;n[a+192>>2]=b>=0.0?1.0:-1.0;n[a+196>>2]=c>=0.0?1.0:-1.0;n[a+200>>2]=d>=0.0?1.0:-1.0;m=a+60|0;n[m>>2]=-+n[m>>2];m=a+48|0;d=+n[m>>2];c=+K(+d);n[a+132>>2]=c;l=a+52|0;c=+n[l>>2];b=+K(+c);n[a+136>>2]=b;k=a+56|0;b=+n[k>>2];g=+K(+b);n[a+140>>2]=g;n[a+204>>2]=d>=0.0?1.0:-1.0;n[a+208>>2]=c>=0.0?1.0:-1.0;n[a+212>>2]=b>=0.0?1.0:-1.0;j=a+76|0;n[j>>2]=-+n[j>>2];j=a+64|0;b=+n[j>>2];c=+K(+b);n[a+144>>2]=c;i=a+68|0;c=+n[i>>2];d=+K(+c);n[a+148>>2]=d;h=a+72|0;d=+n[h>>2];g=+K(+d);n[a+152>>2]=g;n[a+216>>2]=b>=0.0?1.0:-1.0;n[a+220>>2]=c>=0.0?1.0:-1.0;n[a+224>>2]=d>=0.0?1.0:-1.0;w=a+92|0;n[w>>2]=-+n[w>>2];d=+n[a+80>>2];c=+K(+d);n[a+156>>2]=c;c=+n[a+84>>2];b=+K(+c);n[a+160>>2]=b;b=+n[a+88>>2];g=+K(+b);n[a+164>>2]=g;n[a+228>>2]=d>=0.0?1.0:-1.0;n[a+232>>2]=c>=0.0?1.0:-1.0;n[a+236>>2]=b>=0.0?1.0:-1.0;g=+n[a>>2];f=+n[v>>2];e=+n[u>>2];e=g*g+(f*f+e*e);n[a+240>>2]=e==0.0?0.0:1.0/e;e=+n[t>>2];f=+n[s>>2];g=+n[r>>2];g=e*e+(f*f+g*g);n[a+244>>2]=g==0.0?0.0:1.0/g;g=+n[q>>2];f=+n[p>>2];e=+n[o>>2];e=g*g+(f*f+e*e);n[a+248>>2]=e==0.0?0.0:1.0/e;e=+n[m>>2];f=+n[l>>2];g=+n[k>>2];g=e*e+(f*f+g*g);n[a+252>>2]=g==0.0?0.0:1.0/g;g=+n[j>>2];f=+n[i>>2];e=+n[h>>2];e=g*g+(f*f+e*e);n[a+256>>2]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);n[a+260>>2]=b==0.0?0.0:1.0/b;return}function BBa(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0;w=u;u=u+32|0;k=w+8|0;s=w;t=YRa(f[a>>2]|0)|0;b=f[t>>2]|0;t=f[t+4>>2]|0;if((b|0)==(t|0)){u=w;return}v=a+1068|0;l=a+1072|0;m=k+4|0;n=k+8|0;o=k+12|0;q=k+8|0;r=k+16|0;j=a+1064|0;do{e=b+4|0;if((f[b>>2]|0)!=(f[e>>2]|0)){CBa(k,f[64607]|0);a=f[v>>2]|0;if(a>>>0<(f[l>>2]|0)>>>0){f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;f[a>>2]=f[k>>2];f[i>>2]=f[m>>2];f[a+8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[k>>2]=0;f[a+12>>2]=f[o>>2];f[o>>2]=0;f[v>>2]=(f[v>>2]|0)+16}else{DBa(j,k);a=f[o>>2]|0;if(a|0)uBa(a,k)}a=f[k>>2]|0;if(a|0){c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a)}a=f[v>>2]|0;i=a+-16|0;c=f[b>>2]|0;g=f[e>>2]|0;if((c|0)!=(g|0)){h=a+-12|0;e=a+-8|0;a=c;do{d=+p[a>>3];z=+p[a+8>>3];y=+p[a+16>>3];x=1.0/+L(+(d*d+(z*z+y*y)));d=d*x;p[k>>3]=d;p[q>>3]=z*x;p[r>>3]=y*x;p[s>>3]=x*+p[a+24>>3];c=f[h>>2]|0;if(c>>>0<(f[e>>2]|0)>>>0){p[c>>3]=d;p[c+8>>3]=+p[q>>3];p[c+16>>3]=+p[r>>3];p[c+24>>3]=+p[s>>3];f[h>>2]=c+32}else EBa(i,k,s);a=a+32|0}while((a|0)!=(g|0))}}b=b+12|0}while((b|0)!=(t|0));u=w;return}function CBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257224]|0))if(MPb(257224)|0){f[64626]=0;f[64627]=0;f[64628]=0}e=f[64627]|0;if((f[64626]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64627]|0;j=h+-12|0;while(1){e=h+-12|0;f[64627]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-32-i|0)>>>5)<<5);sOb(i);e=f[64627]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function DBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=(f[j>>2]|0)-c>>4;d=h+1|0;if(d>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>3;c=i>>4>>>0<134217727?(c>>>0<d>>>0?d:c):268435455;do if(!c)g=0;else if(c>>>0>268435455)vd();else{g=pOb(c<<4)|0;break}while(0);d=g+(h<<4)|0;e=d;i=g+(c<<4)|0;f[g+(h<<4)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h<<4)+4>>2]=f[c>>2];l=b+8|0;f[g+(h<<4)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;b=b+12|0;f[g+(h<<4)+12>>2]=f[b>>2];f[b>>2]=0;g=d+16|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b}else{do{h=d+-16|0;l=c;c=c+-16|0;f[h>>2]=0;m=d+-12|0;f[m>>2]=0;f[d+-8>>2]=0;f[h>>2]=f[c>>2];h=l+-12|0;f[m>>2]=f[h>>2];m=l+-8|0;f[d+-8>>2]=f[m>>2];f[m>>2]=0;f[h>>2]=0;f[c>>2]=0;l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;d=e+-16|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((b|0)!=(g|0))do{d=b;b=b+-16|0;c=f[d+-4>>2]|0;if(c|0)uBa(c,b);e=f[b>>2]|0;if(e|0){c=d+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}}while((b|0)!=(g|0));if(!h)return;sOb(h);return}function EBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;e=f[m>>2]|0;n=f[a>>2]|0;i=e-n>>5;d=i+1|0;k=n;if(d>>>0>134217727)AMb(a);l=a+8|0;j=(f[l>>2]|0)-n|0;g=j>>4;g=j>>5>>>0<67108863?(g>>>0<d>>>0?d:g):134217727;do if(!g)h=0;else if(g>>>0>134217727)vd();else{h=pOb(g<<5)|0;break}while(0);d=h+(i<<5)|0;j=h+(g<<5)|0;p[d>>3]=+p[b>>3];p[h+(i<<5)+8>>3]=+p[b+8>>3];p[h+(i<<5)+16>>3]=+p[b+16>>3];p[h+(i<<5)+24>>3]=+p[c>>3];c=d+32|0;if((e|0)!=(k|0)){b=e+-32-n|0;g=d;while(1){i=e;e=e+-32|0;p[g+-32>>3]=+p[e>>3];p[g+-24>>3]=+p[i+-24>>3];p[g+-16>>3]=+p[i+-16>>3];p[g+-8>>3]=+p[i+-8>>3];if((e|0)==(k|0))break;else g=g+-32|0}d=d+(~(b>>>5)<<5)|0}f[a>>2]=d;f[m>>2]=c;f[l>>2]=j;if(!n)return;sOb(n);return}function FBa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;t=u;u=u+272|0;s=t;if(!(f[c>>2]|0))if(!(f[d>>2]|0)){h=rBa(a)|0;g=a+1235|0;if((b[g>>0]|0)==1){a=h;u=t;return a|0}b[g>>0]=1;if(!(b[a+1234>>0]|0)){a=h;u=t;return a|0}s=(zQa(f[a>>2]|0)|0)+140|0;sBa(s,1,f[a+1352>>2]|0);a=h;u=t;return a|0}if(e<0.0){h=f[a>>2]|0;if(g)xEa(h,1,0,0,s);else _Ra(h,s,s+12|0)|0;i=+n[s>>2];j=+n[s+12>>2];if(!(i<=j))e=0.0;else{k=+n[s+4>>2];l=+n[s+16>>2];if(!(k<=l))e=0.0;else{m=+n[s+8>>2];o=+n[s+20>>2];if(!(m<=o))e=0.0;else{j=j-i;l=l-k;o=o-m;e=+L(+(j*j+(l*l+o*o)))/-e}}}}e=e>0.0?e:0.0;q=a+1228|0;h=f[q>>2]|0;switch(h|0){case 1:{f[q>>2]=2;r=16;break}case 2:{r=16;break}default:g=0}if((r|0)==16){if((f[c>>2]|0)==(f[a+4>>2]|0))if((f[d>>2]|0)==(f[a+12>>2]|0))if(!(e!=+p[a+1048>>3])){a=0;u=t;return a|0}g=rBa(a)|0;h=f[q>>2]|0}if(h|0){a=g;u=t;return a|0}h=f[c>>2]|0;g=f[c+4>>2]|0;if(g|0)gOb(g);f[a+4>>2]=h;c=a+8|0;h=f[c>>2]|0;f[c>>2]=g;if(h|0)iOb(h);h=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[a+12>>2]=h;d=a+16|0;h=f[d>>2]|0;f[d>>2]=g;if(h|0)iOb(h);b[a+1040>>0]=e!=0.0&1;p[a+1048>>3]=e;h=a+24|0;bR(h,a9a(AQa(f[a>>2]|0)|0)|0)|0;h=IAa(h)|0;D=+p[h>>3];z=+p[h+8>>3];v=+p[h+16>>3];e=+p[h+24>>3];C=+p[h+32>>3];y=+p[h+40>>3];i=+p[h+48>>3];j=+p[h+56>>3];B=+p[h+64>>3];x=+p[h+72>>3];k=+p[h+80>>3];l=+p[h+88>>3];A=+p[h+96>>3];w=+p[h+104>>3];m=+p[h+112>>3];o=+p[h+120>>3];n[s>>2]=e-D;n[s+4>>2]=j-C;n[s+8>>2]=l-B;n[s+12>>2]=o-A;n[s+16>>2]=e-z;n[s+20>>2]=j-y;n[s+24>>2]=l-x;n[s+28>>2]=o-w;n[s+32>>2]=e-v;n[s+36>>2]=j-i;n[s+40>>2]=l-k;n[s+44>>2]=o-m;n[s+48>>2]=D+e;n[s+52>>2]=C+j;n[s+56>>2]=B+l;n[s+60>>2]=A+o;n[s+64>>2]=z+e;n[s+68>>2]=y+j;n[s+72>>2]=x+l;n[s+76>>2]=w+o;n[s+80>>2]=v+e;n[s+84>>2]=i+j;n[s+88>>2]=k+l;n[s+92>>2]=m+o;ABa(s);GBa(a+776|0,s)|0;f[q>>2]=2;h=a+1235|0;if(b[h>>0]|0){b[h>>0]=0;if(b[a+1234>>0]|0){s=(zQa(f[a>>2]|0)|0)+140|0;sBa(s,0,f[a+1352>>2]|0)}}h=a+1232|0;if(!(b[h>>0]|0)){b[h>>0]=1;Hha(939,a,4)}a=YRa(f[a>>2]|0)|0;a=(f[a>>2]|0)!=(f[a+4>>2]|0);u=t;return a|0}function GBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=f[b>>2]|0;f[b>>2]=f[a>>2];f[a>>2]=c;c=b+4|0;e=f[c>>2]|0;d=a+4|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+8|0;e=f[d>>2]|0;c=a+8|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+12|0;e=f[c>>2]|0;d=a+12|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=a+16|0;e=b+16|0;c=f[e>>2]|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+20|0;c=f[d>>2]|0;e=a+20|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=b+24|0;c=f[e>>2]|0;d=a+24|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+28|0;c=f[d>>2]|0;e=a+28|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=a+32|0;c=b+32|0;d=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+36|0;d=f[e>>2]|0;c=a+36|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+40|0;d=f[c>>2]|0;e=a+40|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+44|0;d=f[e>>2]|0;c=a+44|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+48|0;d=b+48|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+52|0;e=f[c>>2]|0;d=a+52|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+56|0;e=f[d>>2]|0;c=a+56|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+60|0;e=f[c>>2]|0;d=a+60|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=a+64|0;e=b+64|0;c=f[e>>2]|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+68|0;c=f[d>>2]|0;e=a+68|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=b+72|0;c=f[e>>2]|0;d=a+72|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+76|0;c=f[d>>2]|0;e=a+76|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=a+80|0;c=b+80|0;d=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+84|0;d=f[e>>2]|0;c=a+84|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+88|0;d=f[c>>2]|0;e=a+88|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+92|0;d=f[e>>2]|0;c=a+92|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+96|0;d=b+96|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+100|0;e=f[c>>2]|0;d=a+100|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+104|0;e=f[d>>2]|0;c=a+104|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+108|0;e=b+108|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+112|0;d=f[c>>2]|0;e=a+112|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+116|0;d=f[e>>2]|0;c=a+116|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+120|0;d=b+120|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+124|0;e=f[c>>2]|0;d=a+124|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+128|0;e=f[d>>2]|0;c=a+128|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+132|0;e=b+132|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+136|0;d=f[c>>2]|0;e=a+136|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+140|0;d=f[e>>2]|0;c=a+140|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+144|0;d=b+144|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+148|0;e=f[c>>2]|0;d=a+148|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+152|0;e=f[d>>2]|0;c=a+152|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+156|0;e=b+156|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+160|0;d=f[c>>2]|0;e=a+160|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+164|0;d=f[e>>2]|0;c=a+164|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+168|0;d=b+168|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+172|0;e=f[c>>2]|0;d=a+172|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+176|0;e=f[d>>2]|0;c=a+176|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+180|0;e=b+180|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+184|0;d=f[c>>2]|0;e=a+184|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+188|0;d=f[e>>2]|0;c=a+188|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+192|0;d=b+192|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+196|0;e=f[c>>2]|0;d=a+196|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+200|0;e=f[d>>2]|0;c=a+200|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+204|0;e=b+204|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+208|0;d=f[c>>2]|0;e=a+208|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+212|0;d=f[e>>2]|0;c=a+212|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+216|0;d=b+216|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+220|0;e=f[c>>2]|0;d=a+220|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+224|0;e=f[d>>2]|0;c=a+224|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+228|0;e=b+228|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+232|0;d=f[c>>2]|0;e=a+232|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+236|0;d=f[e>>2]|0;c=a+236|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+240|0;b=b+240|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];return a|0}function HBa(a,b){a=a|0;b=b|0;if(!a)return;IBa(b);return}function IBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0;j=a+1232|0;b[j>>0]=0;switch(f[a+1228>>2]|0){case 1:{b[j>>0]=1;Hha(939,a,4);return}case 0:return;default:{k=+Gha();g=a+1360|0;p[g>>3]=k;h=a+1368|0;p[h>>3]=k+20.0;c=a+1233|0;do if(!(b[c>>0]|0)){e=JBa(a)|0;b[c>>0]=e&1;if(e){k=+Gha();p[g>>3]=k;if(!(k>=+p[h>>3]))break}c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}while(0);if(!(KBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(LBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}c=a+1308|0;d=a+1312|0;while(1){e=f[d>>2]|0;if((f[c>>2]|0)==(e|0))break;l=e+-4|0;e=f[l>>2]|0;f[d>>2]=l;MBa(a,XFa(e)|0);k=+Gha();p[g>>3]=k;if(k>=+p[h>>3]){i=26;break}}if((i|0)==26){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(LBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(NBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(OBa(a,a+1256|0)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}l=OBa(a,a+1276|0)|0;c=a+1235|0;d=b[c>>0]|0;if(l){if(d<<24>>24==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,1,f[a+1352>>2]|0);return}if(d<<24>>24){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}}}function JBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;m=z+24|0;l=z+20|0;k=z+16|0;o=z+12|0;q=z+8|0;r=z+28|0;s=z+4|0;t=z;c=f[a+1308>>2]|0;d=a+1312|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);g=a+1332|0;if(f[g>>2]|0){d=a+1328|0;c=f[d>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);f[d>>2]=0;d=f[a+1324>>2]|0;if(d|0){e=a+1320|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[g>>2]=0}x=(AQa(f[a>>2]|0)|0)+224|0;if(!(b[x>>0]&1)){a=1;u=z;return a|0}BBa(a);c=a+1064|0;j=a+1068|0;if((f[c>>2]|0)==(f[j>>2]|0)){a=1;u=z;return a|0}rSa(f[a>>2]|0);i=+Gha();p[a+1360>>3]=i;if(i>=+p[a+1368>>3]){g=f[c>>2]|0;c=f[j>>2]|0;if((c|0)==(g|0)){a=0;u=z;return a|0}do{d=c+-16|0;f[j>>2]=d;e=f[c+-4>>2]|0;if(e|0)uBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}c=f[j>>2]|0}while((c|0)!=(g|0));c=0;u=z;return c|0}x=tSa(f[a>>2]|0)|0;c=f[a>>2]|0;a:do if(x){c=(IRa(c)|0)+8|0;c=f[c>>2]|0;b:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break b}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);s=a+1236|0;t=a+1240|0;v=a+1248|0;w=a+1252|0;x=a+1244|0;if(c|0)c:while(1){do{e=d+12|0;d:do if($Ca(a,f[e>>2]|0)|0){l=f[e>>2]|0;m=l;r=X(m,1540483477)|0;r=(X(r>>>24^r,1540483477)|0)^1866966612;r=X(r>>>13^r,1540483477)|0;r=r>>>15^r;o=f[t>>2]|0;q=(o|0)==0;e:do if(q)e=0;else{k=o+-1|0;j=(k&o|0)==0;if(j)e=r&k;else if(r>>>0<o>>>0)e=r;else e=(r>>>0)%(o>>>0)|0;g=f[(f[s>>2]|0)+(e<<2)>>2]|0;if(g){if(j)while(1){g=f[g>>2]|0;if(!g)break e;j=f[g+4>>2]|0;if(!((j|0)==(r|0)|(j&k|0)==(e|0)))break e;if((f[g+8>>2]|0)==(l|0))break d}while(1){g=f[g>>2]|0;if(!g)break e;j=f[g+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0))break e}if((f[g+8>>2]|0)==(l|0))break d}}}while(0);k=pOb(12)|0;f[k+8>>2]=m;f[k+4>>2]=r;f[k>>2]=0;h=+(((f[v>>2]|0)+1|0)>>>0);i=+n[w>>2];do if(q|i*+(o>>>0)<h){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(h/i))>>>0;WCa(s,e>>>0<g>>>0?g:e);e=f[t>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&r;break}if(r>>>0<e>>>0){j=e;e=r}else{j=e;e=(r>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[s>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[x>>2];f[x>>2]=k;f[g>>2]=x;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;do if(!(g&j))e=e&g;else{if(e>>>0<j>>>0)break;e=(e>>>0)%(j>>>0)|0}while(0);e=(f[s>>2]|0)+(e<<2)|0;y=58}}else{f[k>>2]=f[e>>2];y=58}if((y|0)==58){y=0;f[e>>2]=k}f[v>>2]=(f[v>>2]|0)+1}while(0);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}}else{e=gSa(c)|0;c=e+40|0;if(!(b[c>>0]|0))d=e+4|0;else{b[c>>0]=0;f[o>>2]=f[e>>2];d=e+4|0;f[q>>2]=f[d>>2];f[k>>2]=f[o>>2];f[l>>2]=f[q>>2];b[m>>0]=b[r>>0]|0;x=aDa(k,l,m)|0;f[s>>2]=x;f[t>>2]=f[d>>2];f[l>>2]=f[s>>2];f[m>>2]=f[t>>2];bDa(e,l,m)|0}c=f[e>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{eDa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));e=FQa(f[a>>2]|0)|0;c=e+40|0;if(!(b[c>>0]|0))d=e+4|0;else{b[c>>0]=0;f[o>>2]=f[e>>2];d=e+4|0;f[q>>2]=f[d>>2];f[k>>2]=f[o>>2];f[l>>2]=f[q>>2];b[m>>0]=b[r>>0]|0;x=cDa(k,l,m)|0;f[s>>2]=x;f[t>>2]=f[d>>2];f[l>>2]=f[s>>2];f[m>>2]=f[t>>2];dDa(e,l,m)|0}c=f[e>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{fDa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));r=fSa(f[a>>2]|0)|0;c=f[r>>2]|0;r=f[r+4>>2]|0;if((c|0)!=(r|0)){s=a+1236|0;t=a+1240|0;v=a+1248|0;w=a+1252|0;x=a+1244|0;do{k=f[c>>2]|0;l=k;f:do if($Ca(a,k)|0){q=X(l,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=f[t>>2]|0;o=(m|0)==0;g:do if(o)d=0;else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&q;else if(q>>>0<m>>>0)d=q;else d=(q>>>0)%(m>>>0)|0;e=f[(f[s>>2]|0)+(d<<2)>>2]|0;if(e){if(g)while(1){e=f[e>>2]|0;if(!e)break g;g=f[e+4>>2]|0;if(!((g|0)==(q|0)|(g&j|0)==(d|0)))break g;if((f[e+8>>2]|0)==(k|0))break f}while(1){e=f[e>>2]|0;if(!e)break g;g=f[e+4>>2]|0;if((g|0)!=(q|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0))break g}if((f[e+8>>2]|0)==(k|0))break f}}}while(0);j=pOb(12)|0;f[j+8>>2]=l;f[j+4>>2]=q;f[j>>2]=0;h=+(((f[v>>2]|0)+1|0)>>>0);i=+n[w>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(s,d>>>0<e>>>0?e:d);d=f[t>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&q;break}if(q>>>0<d>>>0){g=d;d=q}else{g=d;d=(q>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[s>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[j>>2]=f[x>>2];f[x>>2]=j;f[e>>2]=x;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;do if(!(e&g))d=d&e;else{if(d>>>0<g>>>0)break;d=(d>>>0)%(g>>>0)|0}while(0);d=(f[s>>2]|0)+(d<<2)|0;y=105}}else{f[j>>2]=f[d>>2];y=105}if((y|0)==105){y=0;f[d>>2]=j}f[v>>2]=(f[v>>2]|0)+1}while(0);c=c+4|0}while((c|0)!=(r|0))}}while(0);if(!(b[a+1040>>0]|0)){a=1;u=z;return a|0}p[a+1056>>3]=1.0/+p[a+1048>>3];a=1;u=z;return a|0}function KBa(a){a=a|0;var b=0,c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;x=a+1324|0;y=a+1320|0;z=a+1328|0;A=a+1332|0;B=a+1236|0;C=a+1240|0;D=a+1248|0;t=a+1252|0;u=a+1244|0;v=a+1360|0;w=a+1368|0;s=f[a+1328>>2]|0;while(1){g=s;if(!s){b=1;r=63;break}q=f[s+8>>2]|0;m=s;o=s;s=f[m>>2]|0;h=f[x>>2]|0;b=f[g+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)k=i&b;else if(b>>>0<h>>>0)k=b;else k=(b>>>0)%(h>>>0)|0;c=(f[y>>2]|0)+(k<<2)|0;l=f[c>>2]|0;while(1){b=f[l>>2]|0;if((b|0)==(g|0))break;else l=b}if((l|0)==(z|0))r=16;else{b=f[l+4>>2]|0;if(j)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)!=(k|0))r=16}do if((r|0)==16){r=0;b=f[g>>2]|0;if(b|0){b=f[b+4>>2]|0;if(j)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(k|0))break}f[c>>2]=0}while(0);c=f[g>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(k|0)){f[(f[y>>2]|0)+(c<<2)>>2]=l;b=f[m>>2]|0}}f[l>>2]=b;f[g>>2]=0;f[A>>2]=(f[A>>2]|0)+-1;sOb(o);a:do if($Ca(a,q)|0){i=q;l=X(i,1540483477)|0;l=(X(l>>>24^l,1540483477)|0)^1866966612;l=X(l>>>13^l,1540483477)|0;l=l>>>15^l;j=f[C>>2]|0;k=(j|0)==0;b:do if(k)b=0;else{h=j+-1|0;g=(h&j|0)==0;if(g)b=h&l;else if(l>>>0<j>>>0)b=l;else b=(l>>>0)%(j>>>0)|0;c=f[(f[B>>2]|0)+(b<<2)>>2]|0;if(c){if(g)while(1){c=f[c>>2]|0;if(!c)break b;o=f[c+4>>2]|0;if(!((o|0)==(l|0)|(o&h|0)==(b|0)))break b;if((f[c+8>>2]|0)==(q|0))break a}while(1){c=f[c>>2]|0;if(!c)break b;g=f[c+4>>2]|0;if((g|0)!=(l|0)){if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(b|0))break b}if((f[c+8>>2]|0)==(q|0))break a}}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=l;f[h>>2]=0;d=+(((f[D>>2]|0)+1|0)>>>0);e=+n[t>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;WCa(B,b>>>0<c>>>0?c:b);b=f[C>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&l;break}if(l>>>0<b>>>0){g=b;b=l}else{g=b;b=(l>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[B>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){f[h>>2]=f[u>>2];f[u>>2]=h;f[c>>2]=u;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[B>>2]|0)+(b<<2)|0;r=60}}else{f[h>>2]=f[b>>2];r=60}if((r|0)==60){r=0;f[b>>2]=h}f[D>>2]=(f[D>>2]|0)+1}while(0);e=+Gha();p[v>>3]=e;if(e>=+p[w>>3]){b=0;r=63;break}}if((r|0)==63)return b|0;return 0}function LBa(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;t=a+1296|0;u=a+1300|0;v=a+1360|0;w=a+1368|0;x=a+1236|0;y=a+1240|0;z=a+1248|0;A=a+1252|0;B=a+1244|0;while(1){b=f[u>>2]|0;if((f[t>>2]|0)==(b|0)){b=1;r=39;break}b=b+-4|0;s=f[b>>2]|0;f[u>>2]=b;b=f[s+4>>2]|0;s=f[s+8>>2]|0;if((b|0)!=(s|0))do{k=f[b>>2]|0;l=k;a:do if(0==0?((h[k+200+4>>0]|0)&3|0)==1:0)if($Ca(a,k)|0){q=X(l,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=f[y>>2]|0;o=(m|0)==0;b:do if(o)c=0;else{j=m+-1|0;i=(j&m|0)==0;if(i)c=j&q;else if(q>>>0<m>>>0)c=q;else c=(q>>>0)%(m>>>0)|0;d=f[(f[x>>2]|0)+(c<<2)>>2]|0;if(d){if(i)while(1){d=f[d>>2]|0;if(!d)break b;i=f[d+4>>2]|0;if(!((i|0)==(q|0)|(i&j|0)==(c|0)))break b;if((f[d+8>>2]|0)==(k|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;i=f[d+4>>2]|0;if((i|0)!=(q|0)){if(i>>>0>=m>>>0)i=(i>>>0)%(m>>>0)|0;if((i|0)!=(c|0))break b}if((f[d+8>>2]|0)==(k|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=l;f[j+4>>2]=q;f[j>>2]=0;e=+(((f[z>>2]|0)+1|0)>>>0);g=+n[A>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;WCa(x,c>>>0<d>>>0?d:c);c=f[y>>2]|0;d=c+-1|0;if(!(d&c)){i=c;c=d&q;break}if(q>>>0<c>>>0){i=c;c=q}else{i=c;c=(q>>>0)%(c>>>0)|0}}else i=m;while(0);d=(f[x>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[j>>2]=f[B>>2];f[B>>2]=j;f[d>>2]=B;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;c=(f[x>>2]|0)+(c<<2)|0;r=36}}else{f[j>>2]=f[c>>2];r=36}if((r|0)==36){r=0;f[c>>2]=j}f[z>>2]=(f[z>>2]|0)+1}while(0);b=b+4|0}while((b|0)!=(s|0));g=+Gha();p[v>>3]=g;if(g>=+p[w>>3]){b=0;r=39;break}}if((r|0)==39)return b|0;return 0}function MBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;o=q+40|0;c=q;Xib(c,b);d=f[a+1064>>2]|0;i=f[a+1068>>2]|0;if((d|0)==(i|0)){u=q;return}k=+p[c>>3];l=+p[c+8>>3];m=+p[c+16>>3];j=+p[c+24>>3];c=0;a:do{e=f[d>>2]|0;h=f[d+4>>2]|0;b:do if((e|0)!=(h|0)){g=2;do{s=+p[e+24>>3]+(k*+p[e>>3]+(l*+p[e+8>>3]+m*+p[e+16>>3]));r=!(s*s>=j)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;e=e+32|0}while((e|0)!=(h|0));switch(g|0){case 2:{n=17;break a}case 1:break;default:break b}c=1}while(0);d=d+16|0}while((d|0)!=(i|0));if((n|0)==17){u=q;return}if(!c){u=q;return}c=f[b+12>>2]|0;d=f[b+16>>2]|0;if((c|0)!=(d|0))do{MBa(a,c);c=c+72|0}while((c|0)!=(d|0));c=f[b+24>>2]|0;g=f[b+28>>2]|0;if((c|0)==(g|0)){u=q;return}h=a+1300|0;i=a+1304|0;e=a+1296|0;do{f[o>>2]=c;d=f[h>>2]|0;if(d>>>0<(f[i>>2]|0)>>>0){f[d>>2]=c;f[h>>2]=(f[h>>2]|0)+4}else _Ca(e,o);c=c+20|0}while((c|0)!=(g|0));u=q;return}function NBa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0;M=u;u=u+272|0;d=M;b=AQa(f[a>>2]|0)|0;c=a+24|0;if(gAa(c,a9a(b)|0)|0){b=a+1360|0;c=a+1368|0;e=a+776|0}else{bR(c,a9a(b)|0)|0;e=IAa(c)|0;aa=+p[e>>3];Y=+p[e+8>>3];S=+p[e+16>>3];R=+p[e+24>>3];$=+p[e+32>>3];V=+p[e+40>>3];Q=+p[e+48>>3];P=+p[e+56>>3];_=+p[e+64>>3];U=+p[e+72>>3];O=+p[e+80>>3];N=+p[e+88>>3];Z=+p[e+96>>3];T=+p[e+104>>3];g=+p[e+112>>3];h=+p[e+120>>3];n[d>>2]=R-aa;n[d+4>>2]=P-$;n[d+8>>2]=N-_;n[d+12>>2]=h-Z;n[d+16>>2]=R-Y;n[d+20>>2]=P-V;n[d+24>>2]=N-U;n[d+28>>2]=h-T;n[d+32>>2]=R-S;n[d+36>>2]=P-Q;n[d+40>>2]=N-O;n[d+44>>2]=h-g;n[d+48>>2]=aa+R;n[d+52>>2]=$+P;n[d+56>>2]=_+N;n[d+60>>2]=Z+h;n[d+64>>2]=Y+R;n[d+68>>2]=V+P;n[d+72>>2]=U+N;n[d+76>>2]=T+h;n[d+80>>2]=S+R;n[d+84>>2]=Q+P;n[d+88>>2]=O+N;n[d+92>>2]=g+h;ABa(d);e=a+776|0;GBa(e,d)|0;YCa(a,a+1256|0);YCa(a,a+1276|0);h=+Gha();b=a+1360|0;p[b>>3]=h;c=a+1368|0;if(h>=+p[c>>3]){L=0;u=M;return L|0}}v=a+1240|0;w=a+1236|0;x=a+1244|0;y=a+1248|0;z=a+1256|0;A=a+1260|0;B=a+1268|0;C=a+1272|0;D=a+1256|0;E=a+1264|0;F=a+1276|0;G=a+1280|0;H=a+1288|0;I=a+1292|0;J=a+1276|0;K=a+1284|0;t=f[a+1244>>2]|0;while(1){i=t;if(!t){b=1;L=101;break}s=f[t+8>>2]|0;q=t;r=t;t=f[q>>2]|0;j=f[v>>2]|0;d=f[i+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)m=k&d;else if(d>>>0<j>>>0)m=d;else m=(d>>>0)%(j>>>0)|0;a=(f[w>>2]|0)+(m<<2)|0;o=f[a>>2]|0;while(1){d=f[o>>2]|0;if((d|0)==(i|0))break;else o=d}if((o|0)==(x|0))L=19;else{d=f[o+4>>2]|0;if(l)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(m|0))L=19}do if((L|0)==19){L=0;d=f[i>>2]|0;if(d|0){d=f[d+4>>2]|0;if(l)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(m|0))break}f[a>>2]=0}while(0);a=f[i>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(l)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(m|0)){f[(f[w>>2]|0)+(a<<2)>>2]=o;d=f[q>>2]|0}}f[o>>2]=d;f[i>>2]=0;f[y>>2]=(f[y>>2]|0)+-1;sOb(r);a=s+200|0;d=f[a>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(s);d=f[a>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(s);m=s;o=X(m,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;a:do if(ZCa(e,s+168|0,+n[s+152>>2])|0){k=f[A>>2]|0;l=(k|0)==0;b:do if(l)d=0;else{j=k+-1|0;i=(j&k|0)==0;if(i)d=j&o;else if(o>>>0<k>>>0)d=o;else d=(o>>>0)%(k>>>0)|0;a=f[(f[D>>2]|0)+(d<<2)>>2]|0;if(a){if(i)while(1){a=f[a>>2]|0;if(!a)break b;r=f[a+4>>2]|0;if(!((r|0)==(o|0)|(r&j|0)==(d|0)))break b;if((f[a+8>>2]|0)==(s|0))break a}while(1){a=f[a>>2]|0;if(!a)break b;i=f[a+4>>2]|0;if((i|0)!=(o|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(d|0))break b}if((f[a+8>>2]|0)==(s|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=m;f[j+4>>2]=o;f[j>>2]=0;g=+(((f[B>>2]|0)+1|0)>>>0);h=+n[C>>2];do if(l|h*+(k>>>0)<g){d=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(g/h))>>>0;WCa(z,d>>>0<a>>>0?a:d);d=f[A>>2]|0;a=d+-1|0;if(!(a&d)){i=d;d=a&o;break}if(o>>>0<d>>>0){i=d;d=o}else{i=d;d=(o>>>0)%(d>>>0)|0}}else i=k;while(0);a=(f[D>>2]|0)+(d<<2)|0;d=f[a>>2]|0;if(!d){f[j>>2]=f[E>>2];f[E>>2]=j;f[a>>2]=E;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;a=i+-1|0;if(!(a&i))d=d&a;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[D>>2]|0)+(d<<2)|0;L=67}}else{f[j>>2]=f[d>>2];L=67}if((L|0)==67){L=0;f[d>>2]=j}f[B>>2]=(f[B>>2]|0)+1}else{k=f[G>>2]|0;l=(k|0)==0;c:do if(l)d=0;else{j=k+-1|0;i=(j&k|0)==0;if(i)d=j&o;else if(o>>>0<k>>>0)d=o;else d=(o>>>0)%(k>>>0)|0;a=f[(f[J>>2]|0)+(d<<2)>>2]|0;if(a){if(i)while(1){a=f[a>>2]|0;if(!a)break c;r=f[a+4>>2]|0;if(!((r|0)==(o|0)|(r&j|0)==(d|0)))break c;if((f[a+8>>2]|0)==(s|0))break a}while(1){a=f[a>>2]|0;if(!a)break c;i=f[a+4>>2]|0;if((i|0)!=(o|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(d|0))break c}if((f[a+8>>2]|0)==(s|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=m;f[j+4>>2]=o;f[j>>2]=0;g=+(((f[H>>2]|0)+1|0)>>>0);h=+n[I>>2];do if(l|h*+(k>>>0)<g){d=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(g/h))>>>0;WCa(F,d>>>0<a>>>0?a:d);d=f[G>>2]|0;a=d+-1|0;if(!(a&d)){i=d;d=a&o;break}if(o>>>0<d>>>0){i=d;d=o}else{i=d;d=(o>>>0)%(d>>>0)|0}}else i=k;while(0);a=(f[J>>2]|0)+(d<<2)|0;d=f[a>>2]|0;if(!d){f[j>>2]=f[K>>2];f[K>>2]=j;f[a>>2]=K;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;a=i+-1|0;if(!(a&i))d=d&a;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[J>>2]|0)+(d<<2)|0;L=98}}else{f[j>>2]=f[d>>2];L=98}if((L|0)==98){L=0;f[d>>2]=j}f[H>>2]=(f[H>>2]|0)+1}while(0);aa=+Gha();p[b>>3]=aa;if(aa>=+p[c>>3]){b=0;L=101;break}}if((L|0)==101){u=M;return b|0}return 0}function OBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0.0;r=AQa(f[a>>2]|0)|0;s=b+4|0;t=b+8|0;u=b+12|0;v=a+1360|0;o=a+1368|0;m=f[b+8>>2]|0;while(1){e=m;if(!m){w=32;break}q=f[m+8>>2]|0;l=m;n=m;m=f[l>>2]|0;g=f[s>>2]|0;c=f[e+4>>2]|0;h=g+-1|0;i=(h&g|0)==0;if(i)j=h&c;else if(c>>>0<g>>>0)j=c;else j=(c>>>0)%(g>>>0)|0;d=(f[b>>2]|0)+(j<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(e|0))break;else k=c}if((k|0)==(t|0))w=16;else{c=f[k+4>>2]|0;if(i)c=c&h;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)!=(j|0))w=16}do if((w|0)==16){w=0;c=f[e>>2]|0;if(c|0){c=f[c+4>>2]|0;if(i)c=c&h;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(j|0))break}f[d>>2]=0}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(i)d=d&h;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(j|0)){f[(f[b>>2]|0)+(d<<2)>>2]=k;c=f[l>>2]|0}}f[k>>2]=c;f[e>>2]=0;f[u>>2]=(f[u>>2]|0)+-1;sOb(n);PBa(a,q);x=+Gha();p[v>>3]=x;if(x>=+p[o>>3]){w=31;break}}if((w|0)==31){u9a(r);w=0;return w|0}else if((w|0)==32){u9a(r);w=1;return w|0}return 0}
+function B_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;a=f[a+4>>2]|0;i=f[c>>2]|0;h=f[a+780>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)j=g&i;else if(h>>>0>i>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;a=f[(f[a+776>>2]|0)+(j<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}a:do if(e){while(1){h=f[a+4>>2]|0;e=(h|0)==(i|0);if(!(e|(h&g|0)==(j|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(i|0)){k=a;break a}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(i|0)){if((f[a+8>>2]|0)==(i|0)){k=a;break a}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(j|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=b[k+12>>0]|0;if((a&255)>1){r=a;return r|0}j=f[c+4>>2]|0;switch(d|0){case 5:{a=k+56|0;h=f[k+60>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}b:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){q=a;break b}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){q=a;break b}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=q+8+5|0;break}case 3:{a=k+76|0;h=f[k+80>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}c:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){p=a;break c}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){p=a;break c}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=p+12|0;break}case 4:{a=k+96|0;h=f[k+100>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}d:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break d}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break d}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=o+12|0;break}case 1:{a=k+136|0;h=f[k+140>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}e:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){n=a;break e}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){n=a;break e}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=n+12|0;break}case 7:{a=k+116|0;h=f[k+120>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}f:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){m=a;break f}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){m=a;break f}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=m+12|0;break}case 8:{a=k+36|0;h=f[k+40>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}g:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){l=a;break g}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){l=a;break g}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=l+8+5|0;break}case 10:{a=k+16|0;h=f[k+20>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}h:do if(e){while(1){q=f[a+4>>2]|0;e=(q|0)==(j|0);if(!(e|(q&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){r=a;break h}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){r=a;break h}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=r+8+5|0;break}default:{r=3;return r|0}}a=b[a>>0]|0;if((a&255)<3)return 197120>>>((a&255)<<3&16777215)&255|0;else{r=3;return r|0}return 0}function C_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;f_a(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;f_a(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function D_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;qZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;qZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function E_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;yZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;yZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function F_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;GZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;GZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function G_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;OZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;OZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function H_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;WZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;WZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function I_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+16|0;j=m;f[j>>2]=0;l=j+4|0;f[l>>2]=0;f[j+8>>2]=0;d=f[c>>2]|0;h=f[c+4>>2]|0;i=d+(h<<3)|0;a:do if(!h)k=9;else{g=c+20|0;h=j+8|0;do{b:do switch((K_a(a,b,f[g>>2]|0,d)|0)<<24>>24){case 0:{g=0;break a}case 3:{e=f[l>>2]|0;if((e|0)==(f[h>>2]|0)){b_a(j,d);break b}else{o=d;n=f[o+4>>2]|0;f[e>>2]=f[o>>2];f[e+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(i|0));if((f[j>>2]|0)==(f[l>>2]|0))k=9;else{L_a(c+24|0,j,c);g=1}}while(0);if((k|0)==9){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[j>>2]|0;if(!d){u=m;return g|0}e=f[l>>2]|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=m;return g|0}function J_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;if((b|0)==(c|0))return;j=a+4|0;i=f[j>>2]|0;if((i|0)==(c|0)){g=b;a=c}else{do{f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];h=c+8|0;g=b+8|0;a=f[g>>2]|0;e=b+12|0;if(!a)a=b+16|0;else{d=f[e>>2]|0;if((d|0)!=(a|0))f[e>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a);a=b+16|0;f[a>>2]=0;f[e>>2]=0;f[g>>2]=0}f[g>>2]=f[h>>2];g=c+12|0;f[e>>2]=f[g>>2];e=c+16|0;f[a>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[c>>2]=0;f[b+20>>2]=f[c+20>>2];a=c+24|0;h=b+24|0;g=f[a>>2]|0;f[a>>2]=0;a=f[h>>2]|0;f[h>>2]=g;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=c+28|0;b=b+28|0}while((c|0)!=(i|0));g=b;a=f[j>>2]|0}if((a|0)==(g|0))return;do{c=a+-28|0;f[j>>2]=c;i=a+-4|0;b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=a+-20|0;d=f[b>>2]|0;e=a+-16|0;if((d|0)==(f[e>>2]|0)){a=f[c>>2]|0;if(!a)a=d;else{tOb(a);a=f[b>>2]|0}}else a=d;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}a=f[j>>2]|0}while((a|0)!=(g|0));return}function K_a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l+4|0;i=l;k=(d&1|0)==0;f[i>>2]=f[e>>2];f[j>>2]=f[i>>2];d=mSa(c,j)|0;if(!d){e=0;u=l;return e|0}i=f[e+4>>2]|0;h=f[d+24>>2]|0;a:do if(h|0){g=h+-1|0;c=(g&h|0)==0;if(c)j=g&i;else if(i>>>0<h>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;d=f[(f[d+20>>2]|0)+(j<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(c)while(1){h=f[d+4>>2]|0;c=(i|0)==(h|0);if(!(c|(h&g|0)==(j|0)))break a;if(c)if((f[d+8>>2]|0)==(i|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){c=f[d+4>>2]|0;if((i|0)==(c|0)){if((f[d+8>>2]|0)==(i|0))break b}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(j|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);d=f[d+16>>2]|0;if(d|0){if(k){e=1;u=l;return e|0}d=f[d+4>>2]|0;if(d|0)if(b[(f[d+44>>2]|0)+148>>0]&2){e=1;u=l;return e|0}e=0;u=l;return e|0}}}}while(0);e=B_a(a,e,5)|0;u=l;return e|0}function L_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;cFa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;cFa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function M_a(a){a=a|0;var b=0,c=0;b=a+12|0;if((f[b>>2]|0)!=2)return;c=a+4|0;fZa(f[c>>2]|0,a,f[(f[a+8>>2]|0)+232>>2]|0);if((f[b>>2]|0)!=2)return;gZa(f[c>>2]|0,0);return}function N_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p+4|0;m=p;o=f[(f[a+8>>2]|0)+232>>2]|0;e=f[b>>2]|0;f[m>>2]=e;f[n>>2]=f[m>>2];if(!(LQa(o,n)|0)){u=p;return}m=f[a+4>>2]|0;i=f[m+780>>2]|0;a:do if(i|0){j=i+-1|0;k=(j&i|0)==0;if(k)d=j&e;else if(i>>>0>e>>>0)d=e;else d=(e>>>0)%(i>>>0)|0;l=m+776|0;g=f[l>>2]|0;b=f[g+(d<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(k)while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&j|0)==(d|0)))break a;if(c)if((f[b+8>>2]|0)==(e|0)){n=b;break b}b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){n=b;break b}}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(d|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);if(k)e=j&e;else if(i>>>0<=e>>>0)e=(e>>>0)%(i>>>0)|0;c=g+(e<<2)|0;g=f[c>>2]|0;while(1){b=f[g>>2]|0;if((b|0)==(n|0))break;else g=b}if((g|0)==(m+784|0))h=33;else{b=f[g+4>>2]|0;if(k)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(e|0))d=n;else h=33}do if((h|0)==33){b=f[n>>2]|0;if(b|0){b=f[b+4>>2]|0;if(k)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(e|0)){d=n;break}}f[c>>2]=0;d=n}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(k)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(e|0)){f[(f[l>>2]|0)+(c<<2)>>2]=g;b=f[n>>2]|0}}f[g>>2]=b;f[d>>2]=0;b=m+788|0;f[b>>2]=(f[b>>2]|0)+-1;b=f[n+144>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+136|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+124>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+116|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+104>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+96|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+84>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+76|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+64>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+56|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+44>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+36|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+24>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+16|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);sOb(n)}}}while(0);n=f[(f[a>>2]|0)+28>>2]|0;o=ORa(o)|0;oh[n&1023](a,o);u=p;return}function O_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=f[(f[a+8>>2]|0)+232>>2]|0;g=f[a+4>>2]|0;switch(b|0){case 0:{b=f[g+8>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{w_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+20>>2]|0;c=f[g+24>>2]|0;if((b|0)!=(c|0))do{w_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));CYa(g);return}case 1:{e=g+32|0;b=f[g+40>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{v_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+52>>2]|0;c=f[g+56>>2]|0;if((b|0)!=(c|0))do{v_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));DYa(e);return}case 2:{e=g+64|0;b=f[g+72>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{I_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+84>>2]|0;c=f[g+88>>2]|0;if((b|0)!=(c|0))do{I_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));TYa(e);e=g+96|0;b=f[g+104>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{I_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+116>>2]|0;c=f[g+120>>2]|0;if((b|0)!=(c|0))do{I_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));TYa(e);return}case 8:{e=g+224|0;b=f[g+232>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{t_a(a,h,c);c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+244>>2]|0;c=f[g+248>>2]|0;if((b|0)!=(c|0))do{t_a(a,h,b);b=b+28|0}while((b|0)!=(c|0));LYa(e);return}case 4:{e=g+128|0;b=f[g+136>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{q_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+148>>2]|0;c=f[g+152>>2]|0;if((b|0)!=(c|0))do{q_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));FYa(e);return}case 6:{e=g+160|0;b=f[g+168>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{s_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+180>>2]|0;c=f[g+184>>2]|0;if((b|0)!=(c|0))do{s_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));GYa(e);return}case 7:{e=g+192|0;b=f[g+200>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{u_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+212>>2]|0;c=f[g+216>>2]|0;if((b|0)!=(c|0))do{u_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));KYa(e);return}default:return}}function P_a(a){a=a|0;var b=0,c=0;c=f[(f[a+8>>2]|0)+232>>2]|0;b=f[a+4>>2]|0;Q_a(b,a,c,b+64|0);Q_a(b,a,c,b+96|0);return}function Q_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;a=f[d+8>>2]|0;if(a|0){s=d+4|0;t=d+8|0;u=d+12|0;do{q=a;r=q+12|0;e=f[r>>2]|0;h=q+16|0;g=f[h>>2]|0;if((e|0)!=(g|0))do{if(!(f[e+20>>2]&1))I_a(b,c,e)|0;e=e+28|0}while((e|0)!=(g|0));R_a(r);o=a;p=a;a=f[o>>2]|0;if((f[r>>2]|0)==(f[h>>2]|0)){e=f[q>>2]|0;j=f[s>>2]|0;g=f[q+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)m=k&g;else if(g>>>0<j>>>0)m=g;else m=(g>>>0)%(j>>>0)|0;i=(f[d>>2]|0)+(m<<2)|0;n=f[i>>2]|0;while(1){g=f[n>>2]|0;if((g|0)==(q|0))break;else n=g}if((n|0)==(t|0))h=20;else{g=f[n+4>>2]|0;if(l)g=g&k;else if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)==(m|0)){g=e;h=28}else h=20}do if((h|0)==20){if(e|0){g=f[e+4>>2]|0;if(l)h=g&k;else if(g>>>0<j>>>0)h=g;else h=(g>>>0)%(j>>>0)|0;if((h|0)==(m|0)){h=30;break}}f[i>>2]=0;g=f[q>>2]|0;h=28}while(0);if((h|0)==28){h=0;e=g;if(g){g=f[g+4>>2]|0;h=30}}if((h|0)==30){if(l)g=g&k;else if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(m|0)){f[(f[d>>2]|0)+(g<<2)>>2]=n;e=f[o>>2]|0}}f[n>>2]=e;f[q>>2]=0;f[u>>2]=(f[u>>2]|0)+-1;UYa(r);sOb(p)}}while((a|0)!=0)}g=d+20|0;a=f[g>>2]|0;e=f[d+24>>2]|0;if((a|0)==(e|0)){R_a(g);return}do{if(!(f[a+20>>2]&1))I_a(b,c,a)|0;a=a+28|0}while((a|0)!=(e|0));R_a(g);return}function R_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;b=f[a>>2]|0;m=a+4|0;n=f[m>>2]|0;a:do if((b|0)!=(n|0)){do{if(!(f[b+20>>2]&1))break a;b=b+28|0}while((b|0)!=(n|0));m=n;J_a(a,n,m);return}while(0);c=b;if((b|0)==(n|0)){m=c;J_a(a,m,n);return}else b=c;b:while(1){k=b;do{j=k;i=j+28|0;k=i;if((i|0)==(n|0))break b;d=j+48|0;b=f[d>>2]|0}while(!(b&1|0));l=c;f[c>>2]=f[i>>2];f[l+4>>2]=f[j+32>>2];g=j+36|0;h=l+8|0;c=f[h>>2]|0;e=l+12|0;if(!c)c=l+16|0;else{b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);c=l+16|0;f[c>>2]=0;f[e>>2]=0;f[h>>2]=0;b=f[d>>2]|0}f[h>>2]=f[g>>2];h=j+40|0;f[e>>2]=f[h>>2];e=j+44|0;f[c>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;f[l+20>>2]=b;b=j+52|0;j=l+24|0;i=f[b>>2]|0;f[b>>2]=0;b=f[j>>2]|0;f[j>>2]=i;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=k;c=l+28|0}n=f[m>>2]|0;m=c;J_a(a,m,n);return}function S_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;a=(f[a+8>>2]|0)+188|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];T_a(a,b,e);u=d;return}function T_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o+8|0;k=o;e=f[a>>2]|0;n=a+4|0;l=f[n>>2]|0;if((e|0)==(l|0)){u=o;return}i=f[d>>2]|0;h=j+16|0;do{g=e+16|0;d=f[g>>2]|0;if(d|0){f[k>>2]=i;f[j>>2]=c;xh[f[(f[d>>2]|0)+24>>2]&127](d,j,k);if(b[e+24>>0]|0){f[h>>2]=0;d=f[g>>2]|0;if((e|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[g>>2]=0;d=f[h>>2]|0;do if(!d){f[g>>2]=0;m=15}else if((j|0)==(d|0)){f[g>>2]=e;m=f[h>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[g>>2]=d;f[h>>2]=0;d=0;g=0;break}while(0);if((m|0)==15){m=0;g=f[h>>2]|0;d=g}if((j|0)==(d|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}e=e+32|0}while((e|0)!=(l|0));d=f[n>>2]|0;if((f[a>>2]|0)==(d|0)){u=o;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{m=30;break}d=d+-32|0;while(1){m=e+-32|0;f[n>>2]=m;if((m|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[n>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){m=30;break}}if((m|0)==30){u=o;return}}function U_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;m=r+16|0;l=r+12|0;n=r+8|0;o=r+4|0;p=r;f[n>>2]=b;j=V_a((f[a+4>>2]|0)+796|0,n)|0;b=f[d>>2]|0;i=f[j+4>>2]|0;a:do if(!i)q=19;else{h=i+-1|0;g=(h&i|0)==0;if(g)k=h&b;else if(b>>>0<i>>>0)k=b;else k=(b>>>0)%(i>>>0)|0;e=f[(f[j>>2]|0)+(k<<2)>>2]|0;if(!e)q=19;else{e=f[e>>2]|0;if(!e)q=19;else{if(g)while(1){i=f[e+4>>2]|0;g=(i|0)==(b|0);if(!(g|(i&h|0)==(k|0))){q=19;break a}if(g)if((f[e+8>>2]|0)==(b|0))break a;e=f[e>>2]|0;if(!e){q=19;break a}}while(1){g=f[e+4>>2]|0;if((g|0)==(b|0)){if((f[e+8>>2]|0)==(b|0))break a}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(k|0)){q=19;break a}}e=f[e>>2]|0;if(!e){q=19;break}}}}}while(0);if((q|0)==19){b=W_a(j,d)|0;f[b>>2]=f[c>>2];X_a(j+20|0,c)|0;b=f[d>>2]|0}a=(f[a+8>>2]|0)+164|0;q=f[n>>2]|0;f[o>>2]=f[c>>2];f[p>>2]=b;f[l>>2]=f[o>>2];f[m>>2]=f[p>>2];Y_a(a,q,l,m);u=r;return}function V_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(52)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+28>>2]=1.0;l=h+32|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+48>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;e=+n[c>>2];do if(i|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(d/e))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;g=j}else if(!(b+-1&b))g=j;else{b=hDb(b)|0;g=f[k>>2]|0}if(b>>>0>g>>>0)b$a(a,b);else if(b>>>0<g>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(g>>>0>2&(g+-1&g|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<g>>>0)b$a(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(b>>>0>m>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function W_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;$_a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function X_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+28>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;Z_a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Y_a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+16|0;l=q+8|0;m=q;g=f[a>>2]|0;p=a+4|0;n=f[p>>2]|0;if((g|0)==(n|0)){u=q;return}j=f[d>>2]|0;h=f[e>>2]|0;i=k+16|0;do{e=g+16|0;d=f[e>>2]|0;if(d|0){f[l>>2]=h;f[m>>2]=j;f[k>>2]=c;Fh[f[(f[d>>2]|0)+24>>2]&255](d,k,m,l);if(b[g+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((g|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;o=15}else if((k|0)==(d|0)){f[e>>2]=g;o=f[i>>2]|0;oh[f[(f[o>>2]|0)+12>>2]&1023](o,g);o=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((o|0)==15){o=0;e=f[i>>2]|0;d=e}if((k|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}g=g+32|0}while((g|0)!=(n|0));d=f[p>>2]|0;if((f[a>>2]|0)==(d|0)){u=q;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{o=30;break}d=d+-32|0;while(1){o=e+-32|0;f[p>>2]=o;if((o|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[p>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){o=30;break}}if((o|0)==30){u=q;return}}function Z_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){__a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;__a(a,b);return}function __a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){a$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;a$a(a,b);return}function a$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function b$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function c$a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;g=u;u=u+32|0;h=g+24|0;i=g+20|0;j=g+16|0;o=g+12|0;m=g+8|0;l=g+4|0;k=g;f[o>>2]=b;b=d$a(X_a((V_a((f[a+4>>2]|0)+796|0,o)|0)+20|0,c)|0,e)|0;n=f[d>>2]|0;f[b>>2]=n;b=(f[a+8>>2]|0)+176|0;d=f[o>>2]|0;f[m>>2]=f[c>>2];f[l>>2]=n;f[k>>2]=f[e>>2];f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];e$a(b,d,j,i,h);u=g;return}function d$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;f$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function e$a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;m=s+24|0;n=s+16|0;o=s+8|0;p=s;h=f[a>>2]|0;r=a+4|0;l=f[r>>2]|0;if((h|0)==(l|0)){u=s;return}k=f[d>>2]|0;j=f[e>>2]|0;g=f[g>>2]|0;i=m+16|0;do{e=h+16|0;d=f[e>>2]|0;if(d|0){f[n>>2]=g;f[o>>2]=j;f[p>>2]=k;f[m>>2]=c;Lh[f[(f[d>>2]|0)+24>>2]&255](d,m,p,o,n);if(b[h+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((h|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;q=15}else if((m|0)==(d|0)){f[e>>2]=h;q=f[i>>2]|0;oh[f[(f[q>>2]|0)+12>>2]&1023](q,h);q=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((q|0)==15){q=0;e=f[i>>2]|0;d=e}if((m|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}h=h+32|0}while((h|0)!=(l|0));d=f[r>>2]|0;if((f[a>>2]|0)==(d|0)){u=s;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{q=30;break}d=d+-32|0;while(1){q=e+-32|0;f[r>>2]=q;if((q|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[r>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){q=30;break}}if((q|0)==30){u=s;return}}function f$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){g$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;g$a(a,b);return}function g$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function h$a(a){a=a|0;hZa(f[a+4>>2]|0);return}function i$a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;n=o;if((f[a+12>>2]|0)!=2){u=o;return}l=f[a+4>>2]|0;m=l+504|0;j$a(n,f[d>>2]|0,f[d+4>>2]|0);k=l+508|0;a=f[k>>2]|0;l=l+512|0;j=f[l>>2]|0;d=j;if(a>>>0<j>>>0){f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;f[a>>2]=f[n>>2];m=n+4|0;f[l>>2]=f[m>>2];l=n+8|0;f[a+8>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[n>>2]=0;f[a+12>>2]=e;b[a+16>>0]=c;f[k>>2]=(f[k>>2]|0)+20;a=n}else{g=f[m>>2]|0;h=(a-g|0)/20|0;a=h+1|0;if(a>>>0>214748364)AMb(m);g=(d-g|0)/20|0;j=g<<1;a=g>>>0<107374182?(j>>>0<a>>>0?a:j):214748364;do if(!a)i=0;else if(a>>>0>214748364)vd();else{i=pOb(a*20|0)|0;break}while(0);d=i+(h*20|0)|0;g=d;j=i+(a*20|0)|0;f[i+(h*20|0)+8>>2]=0;f[d>>2]=f[n>>2];a=n+4|0;f[i+(h*20|0)+4>>2]=f[a>>2];p=n+8|0;f[i+(h*20|0)+8>>2]=f[p>>2];f[p>>2]=0;f[a>>2]=0;f[n>>2]=0;f[i+(h*20|0)+12>>2]=e;b[i+(h*20|0)+16>>0]=c;c=d+20|0;h=f[m>>2]|0;a=f[k>>2]|0;if((a|0)==(h|0)){a=g;e=h;g=h}else{do{i=d+-20|0;p=a;a=a+-20|0;f[i>>2]=0;e=d+-16|0;f[e>>2]=0;f[d+-12>>2]=0;f[i>>2]=f[a>>2];i=p+-16|0;f[e>>2]=f[i>>2];e=p+-12|0;f[d+-12>>2]=f[e>>2];f[e>>2]=0;f[i>>2]=0;f[a>>2]=0;f[d+-8>>2]=f[p+-8>>2];b[d+-4>>0]=b[p+-4>>0]|0;d=g+-20|0;g=d}while((a|0)!=(h|0));a=g;e=f[m>>2]|0;g=f[k>>2]|0}f[m>>2]=a;f[k>>2]=c;f[l>>2]=j;c=e;if((g|0)!=(c|0))do{a=g;g=g+-20|0;h=f[g>>2]|0;if(h|0){a=a+-16|0;d=f[a>>2]|0;if((d|0)!=(h|0))f[a>>2]=d+(~((d+-8-h|0)>>>3)<<3);sOb(h)}}while((g|0)!=(c|0));if(!e)a=n;else{sOb(e);a=n}}g=f[a>>2]|0;if(g|0){a=n+4|0;d=f[a>>2]|0;if((d|0)!=(g|0))f[a>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}u=o;return}function j$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=b+(c<<3)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;d=c<<3;e=d>>3;do if(!e){e=0;b=0;d=0;j=11}else{if(e>>>0>536870911)AMb(a);d=pOb(d)|0;f[k>>2]=d;f[a>>2]=d;f[a+8>>2]=d+(e<<3);if(!c){e=d;b=d;j=11}else{h=d;do{c=b;e=f[c+4>>2]|0;i=h;f[i>>2]=f[c>>2];f[i+4>>2]=e;b=b+8|0;i=f[k>>2]|0;h=i+8|0;f[k>>2]=h}while((b|0)!=(g|0));d=h;b=f[a>>2]|0;if((b|0)==(h|0)){e=h;j=11}else{e=b;while(1){if(!(f[e>>2]|0))break;if((e|0)==(i|0)){j=10;break}else e=e+8|0}if((j|0)==10){c=h;e=h;break}c=e;if((e|0)==(h|0))e=h;else{b=c;a:while(1){do{h=b;d=h+8|0;b=d;if((i|0)==(h|0))break a}while(!(f[d>>2]|0));e=d;g=f[e+4>>2]|0;h=c;f[h>>2]=f[e>>2];f[h+4>>2]=g;c=c+8|0}d=f[k>>2]|0;b=f[a>>2]|0;e=d}}}}while(0);if((j|0)==11)c=e;g=b+(c-b>>3<<3)|0;if((e|0)==(c|0))return;b=g+(e-c>>3<<3)|0;c=d-b|0;e=c>>3;if(e){cQb(g|0,b|0,c|0)|0;d=f[k>>2]|0}b=g+(e<<3)|0;if((d|0)==(b|0))return;f[k>>2]=d+(~((d+-8-b|0)>>>3)<<3);return}function k$a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;n=o;h=e&1;if((f[a+12>>2]|0)!=2){u=o;return}l=f[a+4>>2]|0;m=l+492|0;j$a(n,f[d>>2]|0,f[d+4>>2]|0);k=l+496|0;e=f[k>>2]|0;l=l+500|0;j=f[l>>2]|0;a=j;if(e>>>0<j>>>0){f[e>>2]=0;l=e+4|0;f[l>>2]=0;f[e+8>>2]=0;f[e>>2]=f[n>>2];m=n+4|0;f[l>>2]=f[m>>2];l=n+8|0;f[e+8>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[n>>2]=0;b[e+12>>0]=h;b[e+13>>0]=c;f[k>>2]=(f[k>>2]|0)+16;e=n}else{d=f[m>>2]|0;g=e-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(m);d=a-d|0;j=d>>3;e=d>>4>>>0<134217727?(j>>>0<e>>>0?e:j):268435455;do if(!e)i=0;else if(e>>>0>268435455)vd();else{i=pOb(e<<4)|0;break}while(0);a=i+(g<<4)|0;d=a;j=i+(e<<4)|0;f[i+(g<<4)+8>>2]=0;f[a>>2]=f[n>>2];e=n+4|0;f[i+(g<<4)+4>>2]=f[e>>2];p=n+8|0;f[i+(g<<4)+8>>2]=f[p>>2];f[p>>2]=0;f[e>>2]=0;f[n>>2]=0;b[i+(g<<4)+12>>0]=h;b[i+(g<<4)+13>>0]=c;h=a+16|0;g=f[m>>2]|0;e=f[k>>2]|0;if((e|0)==(g|0)){e=d;c=g;d=g}else{do{i=a+-16|0;p=e;e=e+-16|0;f[i>>2]=0;c=a+-12|0;f[c>>2]=0;f[a+-8>>2]=0;f[i>>2]=f[e>>2];i=p+-12|0;f[c>>2]=f[i>>2];c=p+-8|0;f[a+-8>>2]=f[c>>2];f[c>>2]=0;f[i>>2]=0;f[e>>2]=0;b[a+-4>>0]=b[p+-4>>0]|0;b[a+-3>>0]=b[p+-3>>0]|0;a=d+-16|0;d=a}while((e|0)!=(g|0));e=d;c=f[m>>2]|0;d=f[k>>2]|0}f[m>>2]=e;f[k>>2]=h;f[l>>2]=j;h=c;if((d|0)!=(h|0))do{e=d;d=d+-16|0;g=f[d>>2]|0;if(g|0){e=e+-12|0;a=f[e>>2]|0;if((a|0)!=(g|0))f[e>>2]=a+(~((a+-8-g|0)>>>3)<<3);sOb(g)}}while((d|0)!=(h|0));if(!c)e=n;else{sOb(c);e=n}}d=f[e>>2]|0;if(d|0){e=n+4|0;a=f[e>>2]|0;if((a|0)!=(d|0))f[e>>2]=a+(~((a+-8-d|0)>>>3)<<3);sOb(d)}u=o;return}function l$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;if((f[a+12>>2]|0)!=2)return;i=c&1;g=a+4|0;c=f[g>>2]|0;h=f[c+492>>2]|0;e=c+496|0;a=f[e>>2]|0;if((a|0)!=(h|0)){while(1){c=a+-16|0;f[e>>2]=c;d=f[c>>2]|0;if(d){c=a+-12|0;a=f[c>>2]|0;if((a|0)!=(d|0))f[c>>2]=a+(~((a+-8-d|0)>>>3)<<3);sOb(d);c=f[e>>2]|0}if((c|0)==(h|0))break;else a=c}c=f[g>>2]|0}b[c+489>>0]=i;b[c+490>>0]=1;return}function m$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if((f[a+12>>2]|0)!=2)return;Fh[f[(f[a>>2]|0)+68>>2]&255](a,b,c,d);return}function n$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;if((f[a+12>>2]|0)!=2)return;h=f[b>>2]|0;k=b+4|0;e=f[k>>2]|0;i=h+(e<<3)|0;a:do if(!e){g=h;j=5}else{g=h;while(1){if(!(f[g>>2]|0)){j=5;break a}g=g+8|0;if((g|0)==(i|0)){g=i;break}}}while(0);if((j|0)==5)if((g|0)==(i|0))g=i;else{e=g;b:while(1){do{e=e+8|0;if((e|0)==(i|0))break 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r$a(a,c){a=a|0;c=c|0;if((f[a+12>>2]|0)!=2)return;a=f[a+4>>2]|0;f[a+476>>2]=c;b[a+480>>0]=1;return}function s$a(a,c){a=a|0;c=+c;if((f[a+12>>2]|0)!=2)return;a=f[a+4>>2]|0;n[a+484>>2]=c;b[a+488>>0]=1;hZa(a);return}function t$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;if((f[a+12>>2]|0)!=2)return;e=f[b>>2]|0;j=b+4|0;c=f[j>>2]|0;g=e+(c<<3)|0;a:do if(!c){d=e;u=5}else{d=e;while(1){if(!(f[d>>2]|0)){u=5;break a}d=d+8|0;if((d|0)==(g|0)){d=g;break}}}while(0);if((u|0)==5)if((d|0)==(g|0))d=g;else{c=d;b:while(1){do{c=c+8|0;if((c|0)==(g|0))break b}while(!(f[c>>2]|0));r=c;s=f[r+4>>2]|0;t=d;f[t>>2]=f[r>>2];f[t+4>>2]=s;d=d+8|0}e=f[b>>2]|0;c=f[j>>2]|0}c=c-(e+(c<<3)-d>>3)|0;f[j>>2]=c;if(!c)return;s=f[a+4>>2]|0;t=s+540|0;o=e+(c<<3)|0;p=s+544|0;q=s+552|0;r=s+556|0;s=s+548|0;c=f[p>>2]|0;do{j=f[e>>2]|0;k=f[e+4>>2]|0;m=k+-1640531527+(j<<6)+(j>>>2)^j;l=(c|0)==0;c:do if(l){d=0;u=32}else{a=c+-1|0;b=(a&c|0)==0;if(b)d=m&a;else if(m>>>0<c>>>0)d=m;else 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if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;u=45}}else{f[b>>2]=f[d>>2];u=45}if((u|0)==45){u=0;f[d>>2]=b}f[q>>2]=(f[q>>2]|0)+1}e=e+8|0}while((e|0)!=(o|0));return}function u$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h;if((f[a+12>>2]|0)!=2){a=f[b>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,g);u=h;return}d=a+4|0;c=f[d>>2]|0;e=f[c+764>>2]|0;if(e){oh[f[(f[e>>2]|0)+12>>2]&1023](e,g);c=f[d>>2]|0}g=c+764|0;e=f[b>>2]|0;f[b>>2]=0;c=f[g>>2]|0;f[g>>2]=e;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);gh[f[(f[a>>2]|0)+48>>2]&2047](a);u=h;return}function v$a(a,b){a=a|0;b=b|0;if(!a)return;w$a(b);return}function w$a(a){a=a|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;e=g;d=a+4|0;c=f[d>>2]|0;if(!(f[c+768>>2]|0)){u=g;return}c=f[c+772>>2]|0;if(!c){u=g;return}if(!(Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0)){Hha(942,a,1);u=g;return}a=f[(f[d>>2]|0)+772>>2]|0;oh[f[(f[a>>2]|0)+20>>2]&1023](e,a);a=f[(f[d>>2]|0)+768>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,e);a=(f[d>>2]|0)+768|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=(f[d>>2]|0)+772|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);u=g;return}function x$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;g=a+4|0;e=(f[g>>2]|0)+768|0;if(f[e>>2]|0){d=f[c>>2]|0;c=f[(f[d>>2]|0)+12>>2]|0;e=pOb(32)|0;f[i>>2]=e;f[i+8>>2]=-2147483616;f[i+4>>2]=30;a=e;g=191186;h=a+30|0;do{b[a>>0]=b[g>>0]|0;a=a+1|0;g=g+1|0}while((a|0)<(h|0));b[e+30>>0]=0;oh[c&1023](d,i);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);u=j;return}h=f[c>>2]|0;f[c>>2]=0;c=f[e>>2]|0;f[e>>2]=h;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=f[(f[a+8>>2]|0)+232>>2]|0;O6a(i,d);h=(f[g>>2]|0)+772|0;d=f[i>>2]|0;f[i>>2]=0;c=f[h>>2]|0;f[h>>2]=d;if(!c)f[i>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[i>>2]|0;f[i>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}i=f[(f[g>>2]|0)+772>>2]|0;oh[f[(f[i>>2]|0)+8>>2]&1023](i,e);i=f[(f[g>>2]|0)+772>>2]|0;gh[f[(f[i>>2]|0)+12>>2]&2047](i);Hha(942,a,5);u=j;return}function y$a(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=(f[a+4>>2]|0)+764|0;a=f[c>>2]|0;if(!a){u=d;return}if(b)oh[f[(f[a>>2]|0)+16>>2]&1023](a,1);else oh[f[(f[a>>2]|0)+8>>2]&1023](a,d);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function z$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(!(f[b>>2]|0))return;Fh[f[(f[a>>2]|0)+36>>2]&255](a,b,c,d);return}function A$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;l=n;if(!(f[b>>2]|0)){u=n;return}m=f[a+4>>2]|0;i=m+820|0;k=(f[i>>2]|0)+-1|0;f[i>>2]=k;i=m+428|0;d=m+432|0;e=f[d>>2]|0;do if(!e){h=d;g=d}else{g=m+432|0;while(1){d=f[e+16>>2]|0;if(d>>>0<k>>>0){d=f[e>>2]|0;if(!d){d=7;break}}else{if(d>>>0<=k>>>0){d=11;break}g=e+4|0;d=f[g>>2]|0;if(!d){d=10;break}else e=g}g=e;e=d}if((d|0)==7){h=e;g=e;break}else if((d|0)==10){h=e;break}else if((d|0)==11){h=e;break}}while(0);if(!(f[g>>2]|0)){d=pOb(20)|0;f[d+16>>2]=k;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=h;f[g>>2]=d;e=f[f[i>>2]>>2]|0;if(e){f[i>>2]=e;d=f[g>>2]|0}r_a(f[m+432>>2]|0,d);m=m+436|0;f[m>>2]=(f[m>>2]|0)+1}m=f[(f[a>>2]|0)+40>>2]|0;f[l>>2]=k;f[j>>2]=f[l>>2];Fh[m&255](a,j,b,c);u=n;return}function B$a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+16|0;i=l+8|0;j=l+4|0;k=l;if((f[a+12>>2]|0)!=2){b=f[b>>2]|0;if(!b){u=l;return}oh[f[(f[b>>2]|0)+16>>2]&1023](b,0);u=l;return}h=f[a+4>>2]|0;n=h+820|0;m=(f[n>>2]|0)+-1|0;f[n>>2]=m;f[j>>2]=m;if(f[b>>2]|0){n=C$a(h+256|0,j)|0;m=f[b>>2]|0;f[b>>2]=0;b=f[n>>2]|0;f[n>>2]=m;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}n=f[(f[a>>2]|0)+104>>2]|0;f[k>>2]=f[j>>2];f[i>>2]=f[k>>2];Ih[n&7](a,i,c,d,e,g);u=l;return}function C$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;D$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function D$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){E$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;E$a(a,b);return}function E$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function F$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;s=w+8|0;t=w+4|0;v=w;if((f[a+12>>2]|0)!=2){d=f[b>>2]|0;if(!d){u=w;return}oh[f[(f[d>>2]|0)+16>>2]&1023](d,0);u=w;return}r=a+4|0;gZa(f[r>>2]|0,1);p=(f[r>>2]|0)+820|0;d=(f[p>>2]|0)+-1|0;f[p>>2]=d;f[t>>2]=d;d=GQa(f[(f[a+8>>2]|0)+232>>2]|0)|0;p=f[c>>2]|0;q=c+4|0;n=f[q>>2]|0;m=p+(n<<2)|0;a:do if(!n){e=p;d=0}else{n=d+4|0;j=f[d>>2]|0;i=p;do{k=f[i>>2]|0;h=f[n>>2]|0;b:do if(!h)o=34;else{g=h+-1|0;e=(g&h|0)==0;if(e)l=g&k;else if(k>>>0<h>>>0)l=k;else l=(k>>>0)%(h>>>0)|0;d=f[j+(l<<2)>>2]|0;if(!d)o=34;else{d=f[d>>2]|0;if(!d)o=34;else{if(e)while(1){h=f[d+4>>2]|0;e=(k|0)==(h|0);if(!(e|(h&g|0)==(l|0))){o=34;break b}if(e)if((f[d+8>>2]|0)==(k|0))break b;d=f[d>>2]|0;if(!d){o=34;break b}}while(1){e=f[d+4>>2]|0;if((k|0)==(e|0)){if((f[d+8>>2]|0)==(k|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(l|0)){o=34;break b}}d=f[d>>2]|0;if(!d){o=34;break}}}}}while(0);if((o|0)==34){o=0;f[i>>2]=0}i=i+4|0}while((i|0)!=(m|0));d=f[q>>2]|0;h=p+(d<<2)|0;c:do if(!d){e=p;d=0}else{e=p;while(1){if(!(f[e>>2]|0))break c;e=e+4|0;if((e|0)==(h|0)){e=h;break a}}}while(0);if((e|0)==(h|0))e=h;else{d=e;d:while(1){do{d=d+4|0;if((d|0)==(h|0))break d;g=f[d>>2]|0}while(!(g|0));f[e>>2]=g;e=e+4|0}d=f[q>>2]|0}}while(0);p=d-(p+(d<<2)-e>>2)|0;f[q>>2]=p;d=f[b>>2]|0;e=(d|0)!=0;if(!p){if(e)oh[f[(f[d>>2]|0)+8>>2]&1023](d,s)}else{if(e){r=C$a((f[r>>2]|0)+296|0,t)|0;q=f[b>>2]|0;f[b>>2]=0;d=f[r>>2]|0;f[r>>2]=q;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}r=f[(f[a>>2]|0)+108>>2]|0;f[v>>2]=f[t>>2];f[s>>2]=f[v>>2];xh[r&127](a,s,c)}u=w;return}function G$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;t=x+4|0;v=x;q=f[a+4>>2]|0;s=q+820|0;w=(f[s>>2]|0)+-1|0;f[s>>2]=w;s=q+316|0;p=q+320|0;o=f[p>>2]|0;j=(o|0)==0;a:do if(j){e=0;r=17}else{i=o+-1|0;h=(i&o|0)==0;if(h)e=i&w;else if(o>>>0>w>>>0)e=w;else e=(w>>>0)%(o>>>0)|0;g=f[(f[s>>2]|0)+(e<<2)>>2]|0;if(!g)r=17;else{if(h)while(1){g=f[g>>2]|0;if(!g){r=17;break a}m=f[g+4>>2]|0;if(!((m|0)==(w|0)|(m&i|0)==(e|0))){r=17;break a}if((f[g+8>>2]|0)==(w|0)){m=g;break a}}while(1){g=f[g>>2]|0;if(!g){r=17;break a}h=f[g+4>>2]|0;if((h|0)!=(w|0)){if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(e|0)){r=17;break a}}if((f[g+8>>2]|0)==(w|0)){m=g;break}}}}while(0);if((r|0)==17){m=pOb(56)|0;f[m+8>>2]=w;g=m+12|0;h=g+44|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[m+4>>2]=w;f[m>>2]=0;i=q+328|0;k=+(((f[i>>2]|0)+1|0)>>>0);g=q+332|0;l=+n[g>>2];do if(j|l*+(o>>>0)<k){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;j=~~+W(+(k/l))>>>0;e=e>>>0<j>>>0?j:e;if((e|0)==1){e=2;h=o}else if(!(e+-1&e))h=o;else{e=hDb(e)|0;h=f[p>>2]|0}if(e>>>0>h>>>0)H$a(s,e);else if(e>>>0<h>>>0){g=~~+W(+(+((f[i>>2]|0)>>>0)/+n[g>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)g=1<<32-(_(g+-1|0)|0);else g=hDb(g)|0;e=e>>>0<g>>>0?g:e;if(e>>>0<h>>>0)H$a(s,e)}e=f[p>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&w;break}if(e>>>0>w>>>0){h=e;e=w}else{h=e;e=(w>>>0)%(e>>>0)|0}}else h=o;while(0);g=(f[s>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=q+324|0;f[m>>2]=f[e>>2];f[e>>2]=m;f[g>>2]=e;e=f[m>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[s>>2]|0)+(e<<2)|0;r=41}}else{f[m>>2]=f[e>>2];r=41}if((r|0)==41)f[e>>2]=m;f[i>>2]=(f[i>>2]|0)+1}s=m+12|0;r=f[b>>2]|0;f[b>>2]=0;e=f[s>>2]|0;f[s>>2]=r;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);f[m+16>>2]=f[c>>2];f[m+20>>2]=f[c+4>>2];i=c+8|0;j=m+24|0;e=f[j>>2]|0;h=m+28|0;if(!e)e=m+32|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);e=m+32|0;f[e>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];g=c+12|0;f[h>>2]=f[g>>2];h=c+16|0;f[e>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;f[c>>2]=0;f[m+36>>2]=f[d>>2];f[m+40>>2]=f[d+4>>2];g=d+8|0;h=m+44|0;i=f[h>>2]|0;e=m+48|0;if(!i){s=m+52|0;c=f[g>>2]|0;f[h>>2]=c;c=d+12|0;b=f[c>>2]|0;f[e>>2]=b;b=d+16|0;r=f[b>>2]|0;f[s>>2]=r;f[b>>2]=0;f[c>>2]=0;f[g>>2]=0;f[d>>2]=0;d=f[a>>2]|0;d=d+52|0;d=f[d>>2]|0;f[v>>2]=w;f[t>>2]=f[v>>2];oh[d&1023](a,t);u=x;return}j=f[e>>2]|0;if((j|0)!=(i|0))f[e>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i);s=m+52|0;f[s>>2]=0;f[e>>2]=0;f[h>>2]=0;c=f[g>>2]|0;f[h>>2]=c;c=d+12|0;b=f[c>>2]|0;f[e>>2]=b;b=d+16|0;r=f[b>>2]|0;f[s>>2]=r;f[b>>2]=0;f[c>>2]=0;f[g>>2]=0;f[d>>2]=0;d=f[a>>2]|0;d=d+52|0;d=f[d>>2]|0;f[v>>2]=w;f[t>>2]=f[v>>2];oh[d&1023](a,t);u=x;return}function H$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function I$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;zYa(a,b);AYa(a,b,a+816|0);g=a+456|0;if(f[g>>2]|0){d=a+452|0;b=f[d>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);f[d>>2]=0;d=f[a+448>>2]|0;if(d|0){e=a+444|0;b=0;do{f[(f[e>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[g>>2]=0}e=a+464|0;g=a+468|0;NYa(e,f[g>>2]|0);f[a+472>>2]=0;f[e>>2]=g;f[g>>2]=0;if(c)return;d=a+788|0;if(f[d>>2]|0){e=a+784|0;aZa(f[e>>2]|0);f[e>>2]=0;e=f[a+780>>2]|0;if(e|0){g=a+776|0;b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(e|0))}f[d>>2]=0}e=a+808|0;if(!(f[e>>2]|0))return;g=a+804|0;$Ya(f[g>>2]|0);f[g>>2]=0;g=f[a+800>>2]|0;if(g|0){d=a+796|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(g|0))}f[e>>2]=0;return}function J$a(a){a=a|0;b[(f[a+4>>2]|0)+536>>0]=1;return}function K$a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m+8|0;k=m+4|0;l=m;a:do if((f[a+12>>2]|0)!=2){h=f[c>>2]|0;n=f[c+4>>2]|0;i=h+(n<<3)|0;if(n|0){while(1){if(f[h>>2]|0)break;h=h+8|0;if((h|0)==(i|0))break a}n=f[b>>2]|0;oh[f[(f[n>>2]|0)+16>>2]&1023](n,0);u=m;return}}while(0);n=a+4|0;gZa(f[n>>2]|0,1);n=f[n>>2]|0;h=n+820|0;i=(f[h>>2]|0)+-1|0;f[h>>2]=i;f[k>>2]=i;n=L$a(n+276|0,k)|0;i=f[b>>2]|0;f[b>>2]=0;h=f[n>>2]|0;f[n>>2]=i;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);n=f[(f[a>>2]|0)+112>>2]|0;f[l>>2]=f[k>>2];f[j>>2]=f[l>>2];Th[n&127](a,j,c,d,e,g);u=m;return}function L$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;M$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function M$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){N$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;N$a(a,b);return}function N$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function O$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d&1;d=f[c>>2]|0;n=f[c+4>>2]|0;o=d+(n<<3)|0;if(!n)return;m=a+4|0;n=p<<24>>24==0;l=d;do{d=xYa((f[m>>2]|0)+776|0,l)|0;a:do if((h[d>>0]|0)<=1){j=d+44|0;k=l+4|0;i=f[k>>2]|0;e=f[d+48>>2]|0;b:do if(!e)q=23;else{a=e+-1|0;c=(a&e|0)==0;if(c)g=a&i;else if(e>>>0>i>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;d=f[(f[j>>2]|0)+(g<<2)>>2]|0;if(!d)q=23;else{d=f[d>>2]|0;if(!d)q=23;else{c:do if(c)while(1){e=f[d+4>>2]|0;c=(e|0)==(i|0);if(!(c|(e&a|0)==(g|0))){q=23;break b}if(c)if((f[d+8>>2]|0)==(i|0))break c;d=f[d>>2]|0;if(!d){q=23;break b}}else while(1){c=f[d+4>>2]|0;if((c|0)==(i|0)){if((f[d+8>>2]|0)==(i|0))break c}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){q=23;break b}}d=f[d>>2]|0;if(!d){q=23;break b}}while(0);c=d+12|0;if(n|(b[d+8+5>>0]|0)!=0)break a;if(b[c>>0]|0)break a;b[c>>0]=1}}}while(0);if((q|0)==23){q=0;k=P$a(j,k)|0;b[k>>0]=p;b[k+1>>0]=0}d=Q$a((f[m>>2]|0)+664|0,l)|0;if(!d){k=R$a((f[m>>2]|0)+664|0,l)|0;b[k>>0]=p;break}else{k=d+16|0;b[k>>0]=b[k>>0]|p;break}}while(0);l=l+8|0}while((l|0)!=(o|0));return}function P$a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)U$a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)U$a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function Q$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function R$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;S$a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function S$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){T$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;T$a(a,b);return}function T$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function U$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function V$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d&1;e=f[c>>2]|0;n=f[c+4>>2]|0;o=e+(n<<3)|0;if(!n)return;n=a+4|0;m=d^1;do{c=xYa((f[n>>2]|0)+776|0,e)|0;a:do if((h[c>>0]|0)<=1){k=c+4|0;l=e+4|0;j=f[l>>2]|0;g=f[c+8>>2]|0;b:do if(!g)q=23;else{d=g+-1|0;a=(d&g|0)==0;if(a)i=d&j;else if(g>>>0>j>>>0)i=j;else i=(j>>>0)%(g>>>0)|0;c=f[(f[k>>2]|0)+(i<<2)>>2]|0;if(!c)q=23;else{c=f[c>>2]|0;if(!c)q=23;else{c:do if(a)while(1){g=f[c+4>>2]|0;a=(g|0)==(j|0);if(!(a|(g&d|0)==(i|0))){q=23;break b}if(a)if((f[c+8>>2]|0)==(j|0))break c;c=f[c>>2]|0;if(!c){q=23;break b}}else while(1){a=f[c+4>>2]|0;if((a|0)==(j|0)){if((f[c+8>>2]|0)==(j|0))break c}else{if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;if((a|0)!=(i|0)){q=23;break b}}c=f[c>>2]|0;if(!c){q=23;break b}}while(0);a=c+12|0;if((b[c+8+5>>0]|0)!=0|m)break a;if(b[a>>0]|0)break a;b[a>>0]=1}}}while(0);if((q|0)==23){q=0;l=W$a(k,l)|0;b[l>>0]=p;b[l+1>>0]=0}c=X$a((f[n>>2]|0)+624|0,e)|0;if(!c){l=Y$a((f[n>>2]|0)+624|0,e)|0;b[l>>0]=p;break}else{l=c+16|0;b[l>>0]=b[l>>0]|p;break}}while(0);e=e+8|0}while((e|0)!=(o|0));return}function W$a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)$$a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)$$a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function X$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Y$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;Z$a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function Z$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_$a(a,b);return}function _$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function $$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function a0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=d&1;e=f[c>>2]|0;o=f[c+4>>2]|0;p=e+(o<<3)|0;if(!o)return;o=a+4|0;n=d^1;do{c=xYa((f[o>>2]|0)+776|0,e)|0;a:do if((h[c>>0]|0)<=1){l=c+24|0;m=e+4|0;k=f[m>>2]|0;i=f[c+28>>2]|0;b:do if(!i)r=23;else{g=i+-1|0;d=(g&i|0)==0;if(d)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;c=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!c)r=23;else{a=f[c>>2]|0;if(!a)r=23;else{c:do if(d)while(1){i=f[a+4>>2]|0;c=(i|0)==(k|0);if(!(c|(i&g|0)==(j|0))){r=23;break b}if(c)if((f[a+8>>2]|0)==(k|0))break c;a=f[a>>2]|0;if(!a){r=23;break b}}else while(1){c=f[a+4>>2]|0;if((c|0)==(k|0)){if((f[a+8>>2]|0)==(k|0))break c}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(j|0)){r=23;break b}}a=f[a>>2]|0;if(!a){r=23;break b}}while(0);c=a+12|0;if(!((b[a+8+5>>0]|0)==0&n))break a;if(!(b[c>>0]|0))break a}}}while(0);if((r|0)==23){r=0;c=b0a(l,m)|0;b[c>>0]=q;c=c+1|0}b[c>>0]=0;c=c0a((f[o>>2]|0)+644|0,e)|0;if(!c){m=d0a((f[o>>2]|0)+644|0,e)|0;b[m>>0]=q;break}else{m=c+16|0;b[m>>0]=b[m>>0]&q;break}}while(0);e=e+8|0}while((e|0)!=(p|0));return}function b0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)g0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)g0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function c0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function d0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;e0a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function e0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){f0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;f0a(a,b);return}function f0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function g0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function h0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+28|0;m=n+16|0;j=n+4|0;l=n;k=(d&2|0)==0;a:do if(d&1|0){f[h>>2]=e;switch(e|0){case 0:{g=f[(f[a+8>>2]|0)+232>>2]|0;f[m>>2]=0;a=m+4|0;f[a>>2]=0;f[m+8>>2]=0;if((c|0)==5){nSa(j,g);i=j+4|0;i0a(m,f[j>>2]|0,f[i>>2]|0);g=f[j>>2]|0;if(g|0){h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}}if(!k){h=f[a>>2]|0;g=f[m>>2]|0;j=h-g>>2;switch(j|0){case 0:{aWa(m,1);g=f[m>>2]|0;break}case 1:break;default:{i=g+4|0;if((i|0)!=(h|0))f[a>>2]=h+(~((h+-4-i|0)>>>2)<<2)}}f[g>>2]=j}g=f[b>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,m);g=f[m>>2]|0;if(g|0){h=f[a>>2]|0;if((h|0)!=(g|0))f[a>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}u=n;return}case -1:{b=f[b>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,h);u=n;return}default:break a}}while(0);g=f[b>>2]|0;if((f[a+12>>2]|0)!=2){oh[f[(f[g>>2]|0)+16>>2]&1023](g,0);u=n;return}if(!g){Fh[f[(f[a>>2]|0)+116>>2]&255](a,c,d,e);u=n;return}i=(f[a+4>>2]|0)+336|0;f[h>>2]=c;f[h+4>>2]=d;f[h+8>>2]=e;i=j0a(i,h)|0;g=i+4|0;h=f[g>>2]|0;if(h>>>0<(f[i+8>>2]|0)>>>0){m=f[b>>2]|0;f[b>>2]=0;f[h>>2]=m;b=(f[g>>2]|0)+4|0;f[g>>2]=b;g=b}else{k0a(i,b);g=f[g>>2]|0}if((g-(f[i>>2]|0)|0)!=4){u=n;return}f[l>>2]=0;h0a(a,l,c,d,e);g=f[l>>2]|0;f[l>>2]=0;if(!g){u=n;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=n;return}function i0a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;h=b;i=j-h|0;g=i>>2;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=d-m>>2>>>0){i=a+4|0;e=(f[i>>2]|0)-m>>2;a=g>>>0>e>>>0;g=a?b+(e<<2)|0:c;e=g;d=e-h|0;c=d>>2;if(c|0)cQb(m|0,b|0,d|0)|0;c=l+(c<<2)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[i>>2]|0,g|0,d|0)|0;f[i>>2]=(f[i>>2]|0)+(d>>>2<<2);return}else{d=f[i>>2]|0;if((d|0)==(c|0))return;f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~((c+-4-m|0)>>>2)<<2);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>1073741823)AMb(a);m=d>>1;d=d>>2>>>0<536870911?(m>>>0<g>>>0?g:m):1073741823;if(d>>>0>1073741823)AMb(a);c=pOb(d<<2)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d<<2);if((i|0)<=0)return;bQb(c|0,b|0,i|0)|0;f[e>>2]=c+(i>>>2<<2);return}function j0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(32)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;l0a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function k0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+4|0;c=f[a>>2]|0;e=(f[j>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>1;c=i>>2>>>0<536870911?(c>>>0<d>>>0?d:c):1073741823;do if(!c)g=0;else if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;break}while(0);d=g+(e<<2)|0;e=d;i=g+(c<<2)|0;h=f[b>>2]|0;f[b>>2]=0;f[d>>2]=h;h=d+4|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{c=c+-4|0;g=f[c>>2]|0;f[c>>2]=0;f[d+-4>>2]=g;d=e+-4|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function l0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){m0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;m0a(a,b);return}function m0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function n0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;a:do if((f[a+12>>2]|0)!=2){a=f[c>>2]|0;c=f[c+4>>2]|0;d=a+(c<<3)|0;if(c|0){while(1){if(f[a>>2]|0)break;a=a+8|0;if((a|0)==(d|0))break a}b=f[b>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,0);return}}while(0);a=f[b>>2]|0;if(!a)return;oh[f[(f[a>>2]|0)+16>>2]&1023](a,1);return}function o0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;s=0;z=u;u=u+64|0;a:do if((f[a+12>>2]|0)!=2){g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}y=f[b>>2]|0;oh[f[(f[y>>2]|0)+16>>2]&1023](y,0);u=z;return}}while(0);t=f[b>>2]|0;if(!t){O$a(a,c,d);u=z;return}i=f[(f[a+8>>2]|0)+232>>2]|0;w=f[a+4>>2]|0;r=d&1|0?w+64|0:w+96|0;f[b>>2]=0;f[(z+20|0)>>2]=t;f[(z+36|0)>>2]=0;y=(z+36|0)+4|0;f[y>>2]=0;f[(z+36|0)+8>>2]=0;f[(z+24|0)>>2]=0;x=(z+24|0)+4|0;f[x>>2]=0;f[(z+24|0)+8>>2]=0;h=f[c>>2]|0;b=f[(c+4|0)>>2]|0;e=1;if(e){e=0;if(!b)s=22;else e=1}if(e)if(1){g=h;do{b:do switch((K_a(a,i,d,g)|0)<<24>>24){case 0:if(!(f[g>>2]|0)){e=f[y>>2]|0;if((e|0)==(f[((z+36|0)+8|0)>>2]|0)){b_a(z+36|0,g);break b}else{A=g;j=f[A+4>>2]|0;f[e>>2]=f[A>>2];f[e+4>>2]=j;f[y>>2]=(f[y>>2]|0)+8;break b}}else{e=f[x>>2]|0;if((e|0)==(f[((z+24|0)+8|0)>>2]|0)){b_a(z+24|0,g);break b}else{j=g;A=f[j+4>>2]|0;f[e>>2]=f[j>>2];f[e+4>>2]=A;f[x>>2]=(f[x>>2]|0)+8;break b}}case 3:{e=f[y>>2]|0;if((e|0)==(f[((z+36|0)+8|0)>>2]|0)){b_a(z+36|0,g);break b}else{j=g;A=f[j+4>>2]|0;f[e>>2]=f[j>>2];f[e+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break b}}default:{}}while(0);g=g+8|0}while((g|0)!=(h+(b<<3)|0|0));e=1;if(e){e=0;if((f[(z+24|0)>>2]|0)==(f[x>>2]|0))s=22;else e=1}if(e)if(1){b=f[(r+24|0)>>2]|0;g=f[(r+28|0)>>2]|0;e=1;if(e){e=0;if(b>>>0<g>>>0){f[b>>2]=f[c>>2];f[b+4>>2]=f[(c+4|0)>>2];f[(b+8|0)>>2]=0;f[(b+12|0)>>2]=0;f[b+16>>2]=0;f[(b+8|0)>>2]=f[(c+8|0)>>2];f[(b+12|0)>>2]=f[(c+12|0)>>2];f[b+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[b+20>>2]=d;f[(z+20|0)>>2]=0;f[b+24>>2]=t;f[(r+24|0)>>2]=(f[(r+24|0)>>2]|0)+28}else e=1}if(e)if(1){h=f[(r+20|0)>>2]|0;e=((b-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(r+20|0);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)m=0;else if(e>>>0>153391689)vd();else{m=pOb(e*28|0)|0;break}while(0);j=m+(((b-h|0)/28|0)*28|0)|0;i=m+(e*28|0)|0;f[j>>2]=f[c>>2];f[m+(((b-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+16>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+20>>2]=d;f[(z+20|0)>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+24>>2]=t;b=f[(r+20|0)>>2]|0;e=f[(r+24|0)>>2]|0;if((e|0)==(b|0)){g=j;m=b;e=b}else{g=j;h=j;do{m=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[m+-24>>2];B=h+-20|0;f[B>>2]=0;A=h+-16|0;f[A>>2]=0;f[h+-12>>2]=0;f[B>>2]=f[(m+-20|0)>>2];f[A>>2]=f[(m+-16|0)>>2];f[h+-12>>2]=f[(m+-12|0)>>2];f[(m+-12|0)>>2]=0;f[(m+-16|0)>>2]=0;f[(m+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[m+-8>>2];A=f[(m+-4|0)>>2]|0;f[(m+-4|0)>>2]=0;f[h+-4>>2]=A;h=g+-28|0;g=h}while((e|0)!=(b|0));m=f[(r+20|0)>>2]|0;e=f[(r+24|0)>>2]|0}f[(r+20|0)>>2]=g;f[(r+24|0)>>2]=j+28|0;f[(r+28|0)>>2]=i;j=m;if((e|0)!=(j|0)){i=e;do{B=i+-4|0;e=f[B>>2]|0;f[B>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=i+-20|0;e=f[g>>2]|0;b=i+-16|0;i=i+-28|0;if((e|0)==(f[b>>2]|0)){h=f[i>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[b>>2]|0;if((g|0)!=(e|0))f[b>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((i|0)!=(j|0))}if(m|0)sOb(m)}e=f[(r+24|0)>>2]|0;A=f[(z+24|0)>>2]|0;B=f[x>>2]|0;f[z>>2]=(A|0)==(B|0)?0:A;f[z+4>>2]=B-A>>3;f[z+8>>2]=A;f[(z+12|0)>>2]=B;f[z+16>>2]=f[((z+24|0)+8|0)>>2];f[((z+24|0)+8|0)>>2]=0;f[x>>2]=0;f[(z+24|0)>>2]=0;f[(z+48|0)>>2]=0;o0a(a,z+48|0,z,f[e+-8>>2]|0);e=f[(z+48|0)>>2]|0;f[(z+48|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(z+8|0)>>2]|0;if((e|0)==(f[(z+12|0)>>2]|0)){g=f[z>>2]|0;if(g){tOb(g);e=f[(z+8|0)>>2]|0}}if(e|0){g=f[(z+12|0)>>2]|0;if((g|0)!=(e|0))f[(z+12|0)>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}}do if((s|0)==22){if((f[(z+36|0)>>2]|0)!=(f[y>>2]|0)){L_a(z+20|0,z+36|0,c);break}i=f[(w+816|0)>>2]|0;f[(z+48|0)>>2]=i;e=1;if(e){e=0;if((i|0)==(f[w+440>>2]|0))oh[f[(f[t>>2]|0)+8>>2]&1023](t,c);else e=1}if(e)if(1){f[(w+816|0)>>2]=i+1|0;h=f[(r+4|0)>>2]|0;c:do if(!h){o=0;s=41}else{if(!((h+-1|0)&h))b=(h+-1|0)&(i+1|0);else if(h>>>0>(i+1|0)>>>0)b=i+1|0;else b=((i+1|0)>>>0)%(h>>>0)|0;e=f[(f[r>>2]|0)+(b<<2)>>2]|0;if(!e){o=b;s=41}else{if(!((h+-1|0)&h))while(1){e=f[e>>2]|0;if(!e){o=b;s=41;break c}B=f[e+4>>2]|0;if(!((B|0)==(i+1|0|0)|(B&(h+-1|0)|0)==(b|0))){o=b;s=41;break c}if((f[e+8>>2]|0)==(i+1|0|0)){q=e;break c}}while(1){e=f[e>>2]|0;if(!e){o=b;s=41;break c}g=f[e+4>>2]|0;if((g|0)!=(i+1|0|0)){if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(b|0)){o=b;s=41;break c}}if((f[e+8>>2]|0)==(i+1|0|0)){q=e;break}}}}while(0);if((s|0)==41){b=pOb(24)|0;f[b+8>>2]=i+1|0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+4>>2]=i+1|0;f[b>>2]=0;k=+(((f[(r+12|0)>>2]|0)+1|0)>>>0);l=+n[r+16>>2];do if((h|0)==0|l*+(h>>>0)<k){e=~~+W(+(k/l))>>>0;d_a(r,(h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1)>>>0<e>>>0?e:h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1);e=f[(r+4|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(i+1|0);break}if(e>>>0>(i+1|0)>>>0){h=e;e=i+1|0}else{h=e;e=((i+1|0)>>>0)%(e>>>0)|0}}else e=o;while(0);e=(f[r>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[b>>2]=f[(r+8|0)>>2];f[(r+8|0)>>2]=b;f[e>>2]=r+8|0;e=f[b>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;p=(f[r>>2]|0)+(e<<2)|0;s=54}}else{f[b>>2]=f[g>>2];p=g;s=54}if((s|0)==54)f[p>>2]=b;f[(r+12|0)>>2]=(f[(r+12|0)>>2]|0)+1;q=b}o=q+12|0;p=q+16|0;b=f[p>>2]|0;a=q+20|0;g=f[a>>2]|0;e=1;if(e){e=0;if(b>>>0<g>>>0){f[b>>2]=f[c>>2];f[b+4>>2]=f[(c+4|0)>>2];f[(b+8|0)>>2]=0;f[(b+12|0)>>2]=0;f[b+16>>2]=0;f[(b+8|0)>>2]=f[(c+8|0)>>2];f[(b+12|0)>>2]=f[(c+12|0)>>2];f[b+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[b+20>>2]=d;f[(z+20|0)>>2]=0;f[b+24>>2]=t;f[p>>2]=(f[p>>2]|0)+28}else e=1}if(e)if(1){h=f[o>>2]|0;e=((b-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(o);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)v=0;else if(e>>>0>153391689)vd();else{v=pOb(e*28|0)|0;break}while(0);j=v+(((b-h|0)/28|0)*28|0)|0;i=v+(e*28|0)|0;f[j>>2]=f[c>>2];f[v+(((b-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+16>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+20>>2]=d;f[(z+20|0)>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+24>>2]=t;b=f[o>>2]|0;e=f[p>>2]|0;if((e|0)==(b|0)){g=j;m=b;e=b}else{g=j;h=j;do{A=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[A+-24>>2];d=h+-20|0;f[d>>2]=0;B=h+-16|0;f[B>>2]=0;f[h+-12>>2]=0;f[d>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[h+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[A+-8>>2];B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[h+-4>>2]=B;h=g+-28|0;g=h}while((e|0)!=(b|0));m=f[o>>2]|0;e=f[p>>2]|0}f[o>>2]=g;f[p>>2]=j+28|0;f[a>>2]=i;j=m;if((e|0)!=(j|0)){i=e;do{B=i+-4|0;e=f[B>>2]|0;f[B>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=i+-20|0;e=f[g>>2]|0;b=i+-16|0;i=i+-28|0;if((e|0)==(f[b>>2]|0)){h=f[i>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[b>>2]|0;if((g|0)!=(e|0))f[b>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((i|0)!=(j|0))}if(m|0)sOb(m)}B=p0a(w+444|0,z+48|0)|0;f[B>>2]=2}}while(0);e=f[(z+24|0)>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+36|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+20|0)>>2]|0;f[(z+20|0)>>2]=0;if(!e){u=z;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=z;return}function p0a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;q0a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function q0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){r0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;r0a(a,b);return}function r0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function s0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;r=0;z=u;u=u+64|0;a:do if((f[a+12>>2]|0)!=2){h=f[c>>2]|0;i=f[c+4>>2]|0;if(i|0){g=h;while(1){if(f[g>>2]|0)break;g=g+8|0;if((g|0)==(h+(i<<3)|0|0))break a}y=f[b>>2]|0;oh[f[(f[y>>2]|0)+16>>2]&1023](y,0);u=z;return}}while(0);t=f[b>>2]|0;if(!t){V$a(a,c,d);u=z;return}l=f[(f[a+8>>2]|0)+232>>2]|0;s=d?2:0;w=f[a+4>>2]|0;f[b>>2]=0;f[(z+20|0)>>2]=t;f[(z+36|0)>>2]=0;y=(z+36|0)+4|0;f[y>>2]=0;f[(z+36|0)+8>>2]=0;f[(z+24|0)>>2]=0;x=(z+24|0)+4|0;f[x>>2]=0;f[(z+24|0)+8>>2]=0;i=f[c>>2]|0;d=f[(c+4|0)>>2]|0;g=1;if(g){g=0;if(!d)r=29;else g=1}if(g)if(1){h=i;do{CRa(z+48|0,l,h);g=f[(z+48|0)>>2]|0;if(!g){m=B_a(a,h,10)|0;r=13}else if(lFa(g,l,s>>>1,0)|0){g=f[((z+48|0)+4|0)>>2]|0;if(g|0)iOb(g)}else{m=0;r=13}b:do if((r|0)==13){r=0;g=f[((z+48|0)+4|0)>>2]|0;if(g|0)iOb(g);switch(m<<24>>24){case 0:break;case 3:{g=f[y>>2]|0;if((g|0)==(f[((z+36|0)+8|0)>>2]|0)){SD(z+36|0,h);break b}else{A=h;b=f[A+4>>2]|0;f[g>>2]=f[A>>2];f[g+4>>2]=b;f[y>>2]=(f[y>>2]|0)+8;break b}}default:break b}if(!(f[h>>2]|0)){g=f[y>>2]|0;if((g|0)==(f[((z+36|0)+8|0)>>2]|0)){SD(z+36|0,h);break}else{b=h;A=f[b+4>>2]|0;f[g>>2]=f[b>>2];f[g+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break}}else{g=f[x>>2]|0;if((g|0)==(f[((z+24|0)+8|0)>>2]|0)){SD(z+24|0,h);break}else{b=h;A=f[b+4>>2]|0;f[g>>2]=f[b>>2];f[g+4>>2]=A;f[x>>2]=(f[x>>2]|0)+8;break}}}while(0);h=h+8|0}while((h|0)!=(i+(d<<3)|0|0));g=1;if(g){g=0;if((f[(z+24|0)>>2]|0)==(f[x>>2]|0))r=29;else g=1}if(g)if(1){d=f[(w+24|0)>>2]|0;h=f[(w+28|0)>>2]|0;g=1;if(g){g=0;if(d>>>0<h>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[(c+4|0)>>2];f[(d+8|0)>>2]=0;f[(d+12|0)>>2]=0;f[d+16>>2]=0;f[(d+8|0)>>2]=f[(c+8|0)>>2];f[(d+12|0)>>2]=f[(c+12|0)>>2];f[d+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[d+20>>2]=s;f[(z+20|0)>>2]=0;f[d+24>>2]=t;f[(w+24|0)>>2]=(f[(w+24|0)>>2]|0)+28}else g=1}if(g)if(1){i=f[(w+20|0)>>2]|0;g=((d-i|0)/28|0)+1|0;if(g>>>0>153391689)AMb(w+20|0);g=((h-i|0)/28|0)>>>0<76695844?(((h-i|0)/28|0)<<1>>>0<g>>>0?g:((h-i|0)/28|0)<<1):153391689;do if(!g)o=0;else if(g>>>0>153391689)vd();else{o=pOb(g*28|0)|0;break}while(0);l=o+(((d-i|0)/28|0)*28|0)|0;b=o+(g*28|0)|0;f[l>>2]=f[c>>2];f[o+(((d-i|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+16>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+20>>2]=s;f[(z+20|0)>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+24>>2]=t;d=f[(w+20|0)>>2]|0;g=f[(w+24|0)>>2]|0;if((g|0)==(d|0)){h=l;m=d;g=d}else{h=l;i=l;do{o=g;g=g+-28|0;f[i+-28>>2]=f[g>>2];f[i+-24>>2]=f[o+-24>>2];m=i+-20|0;f[m>>2]=0;A=i+-16|0;f[A>>2]=0;f[i+-12>>2]=0;f[m>>2]=f[(o+-20|0)>>2];f[A>>2]=f[(o+-16|0)>>2];f[i+-12>>2]=f[(o+-12|0)>>2];f[(o+-12|0)>>2]=0;f[(o+-16|0)>>2]=0;f[(o+-20|0)>>2]=0;f[g>>2]=0;f[i+-8>>2]=f[o+-8>>2];A=f[(o+-4|0)>>2]|0;f[(o+-4|0)>>2]=0;f[i+-4>>2]=A;i=h+-28|0;h=i}while((g|0)!=(d|0));m=f[(w+20|0)>>2]|0;g=f[(w+24|0)>>2]|0}f[(w+20|0)>>2]=h;f[(w+24|0)>>2]=l+28|0;f[(w+28|0)>>2]=b;l=m;if((g|0)!=(l|0)){b=g;do{A=b+-4|0;g=f[A>>2]|0;f[A>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);h=b+-20|0;g=f[h>>2]|0;d=b+-16|0;b=b+-28|0;if((g|0)==(f[d>>2]|0)){i=f[b>>2]|0;if(i){tOb(i);g=f[h>>2]|0}}if(g|0){h=f[d>>2]|0;if((h|0)!=(g|0))f[d>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}while((b|0)!=(l|0))}if(m|0)sOb(m)}g=f[(w+24|0)>>2]|0;o=f[(z+24|0)>>2]|0;A=f[x>>2]|0;f[z>>2]=(o|0)==(A|0)?0:o;f[z+4>>2]=A-o>>3;f[z+8>>2]=o;f[(z+12|0)>>2]=A;f[z+16>>2]=f[((z+24|0)+8|0)>>2];f[((z+24|0)+8|0)>>2]=0;f[x>>2]=0;f[(z+24|0)>>2]=0;g=(f[g+-8>>2]&2|0)!=0;f[(z+48|0)>>2]=0;s0a(a,z+48|0,z,g);g=f[(z+48|0)>>2]|0;f[(z+48|0)>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[(z+8|0)>>2]|0;if((g|0)==(f[(z+12|0)>>2]|0)){h=f[z>>2]|0;if(h){tOb(h);g=f[(z+8|0)>>2]|0}}if(g|0){h=f[(z+12|0)>>2]|0;if((h|0)!=(g|0))f[(z+12|0)>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}}do if((r|0)==29){if((f[(z+36|0)>>2]|0)!=(f[y>>2]|0)){C_a(z+20|0,z+36|0,c);break}b=f[(w+816|0)>>2]|0;f[(z+48|0)>>2]=b;g=1;if(g){g=0;if((b|0)==(f[w+440>>2]|0))oh[f[(f[t>>2]|0)+8>>2]&1023](t,c);else g=1}if(g)if(1){f[(w+816|0)>>2]=b+1|0;d=f[(w+4|0)>>2]|0;c:do if(!d){e=0;r=48}else{if(!((d+-1|0)&d))i=(d+-1|0)&(b+1|0);else if(d>>>0>(b+1|0)>>>0)i=b+1|0;else i=((b+1|0)>>>0)%(d>>>0)|0;g=f[(f[w>>2]|0)+(i<<2)>>2]|0;if(!g){e=i;r=48}else{if(!((d+-1|0)&d))while(1){g=f[g>>2]|0;if(!g){e=i;r=48;break c}A=f[g+4>>2]|0;if(!((A|0)==(b+1|0|0)|(A&(d+-1|0)|0)==(i|0))){e=i;r=48;break c}if((f[g+8>>2]|0)==(b+1|0|0)){p=g;break c}}while(1){g=f[g>>2]|0;if(!g){e=i;r=48;break c}h=f[g+4>>2]|0;if((h|0)!=(b+1|0|0)){if(h>>>0>=d>>>0)h=(h>>>0)%(d>>>0)|0;if((h|0)!=(i|0)){e=i;r=48;break c}}if((f[g+8>>2]|0)==(b+1|0|0)){p=g;break}}}}while(0);if((r|0)==48){i=pOb(24)|0;f[i+8>>2]=b+1|0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+4>>2]=b+1|0;f[i>>2]=0;j=+(((f[(w+12|0)>>2]|0)+1|0)>>>0);k=+n[w+16>>2];do if((d|0)==0|k*+(d>>>0)<j){e=~~+W(+(j/k))>>>0;g_a(w,(d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1)>>>0<e>>>0?e:d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1);e=f[(w+4|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(b+1|0);break}if(e>>>0>(b+1|0)>>>0){h=e;e=b+1|0}else{h=e;e=((b+1|0)>>>0)%(e>>>0)|0}}else h=d;while(0);e=(f[w>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[i>>2]=f[(w+8|0)>>2];f[(w+8|0)>>2]=i;f[e>>2]=w+8|0;e=f[i>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;q=(f[w>>2]|0)+(e<<2)|0;r=61}}else{f[i>>2]=f[g>>2];q=g;r=61}if((r|0)==61)f[q>>2]=i;f[(w+12|0)>>2]=(f[(w+12|0)>>2]|0)+1;p=i}o=p+12|0;a=p+16|0;i=f[a>>2]|0;m=p+20|0;g=f[m>>2]|0;e=1;if(e){e=0;if(i>>>0<g>>>0){f[i>>2]=f[c>>2];f[i+4>>2]=f[(c+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(c+8|0)>>2];f[(i+12|0)>>2]=f[(c+12|0)>>2];f[i+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[i+20>>2]=s;f[(z+20|0)>>2]=0;f[i+24>>2]=t;f[a>>2]=(f[a>>2]|0)+28}else e=1}if(e)if(1){h=f[o>>2]|0;e=((i-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(o);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)v=0;else if(e>>>0>153391689)vd();else{v=pOb(e*28|0)|0;break}while(0);b=v+(((i-h|0)/28|0)*28|0)|0;d=v+(e*28|0)|0;f[b>>2]=f[c>>2];f[v+(((i-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+16>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+20>>2]=s;f[(z+20|0)>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+24>>2]=t;i=f[o>>2]|0;e=f[a>>2]|0;if((e|0)==(i|0)){g=b;l=i;e=i}else{g=b;h=b;do{v=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[v+-24>>2];c=h+-20|0;f[c>>2]=0;A=h+-16|0;f[A>>2]=0;f[h+-12>>2]=0;f[c>>2]=f[(v+-20|0)>>2];f[A>>2]=f[(v+-16|0)>>2];f[h+-12>>2]=f[(v+-12|0)>>2];f[(v+-12|0)>>2]=0;f[(v+-16|0)>>2]=0;f[(v+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[v+-8>>2];A=f[(v+-4|0)>>2]|0;f[(v+-4|0)>>2]=0;f[h+-4>>2]=A;h=g+-28|0;g=h}while((e|0)!=(i|0));l=f[o>>2]|0;e=f[a>>2]|0}f[o>>2]=g;f[a>>2]=b+28|0;f[m>>2]=d;b=l;if((e|0)!=(b|0)){d=e;do{A=d+-4|0;e=f[A>>2]|0;f[A>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=d+-20|0;e=f[g>>2]|0;i=d+-16|0;d=d+-28|0;if((e|0)==(f[i>>2]|0)){h=f[d>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((d|0)!=(b|0))}if(l|0)sOb(l)}A=p0a(w+444|0,z+48|0)|0;f[A>>2]=0}}while(0);e=f[(z+24|0)>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+36|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+20|0)>>2]|0;f[(z+20|0)>>2]=0;if(!e){u=z;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=z;return}function t0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+68>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+64|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+688|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+684|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+696|0)>>2]|0)+1|0)>>>0);o=+n[(r+700|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;u0a(r+684|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+688|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+684|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+692|0)>>2];f[(r+692|0)>>2]=j;f[e>>2]=r+692|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+684|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+696|0)>>2]=(f[(r+696|0)>>2]|0)+1}p=v0a(d+64|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;T0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function u0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){x0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;x0a(a,b);return}function v0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)w0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)w0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function w0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function x0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function y0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+88>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+84|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+708|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+704|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+716|0)>>2]|0)+1|0)>>>0);o=+n[(r+720|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;z0a(r+704|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+708|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+704|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+712|0)>>2];f[(r+712|0)>>2]=j;f[e>>2]=r+712|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+704|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+716|0)>>2]=(f[(r+716|0)>>2]|0)+1}p=A0a(d+84|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;U0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function z0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){C0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;C0a(a,b);return}function A0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)B0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)B0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function B0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function C0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function D0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+128>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+124|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+748|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+744|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+756|0)>>2]|0)+1|0)>>>0);o=+n[(r+760|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;IUa(r+744|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+748|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+744|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+752|0)>>2];f[(r+752|0)>>2]=j;f[e>>2]=r+752|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+744|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+756|0)>>2]=(f[(r+756|0)>>2]|0)+1}p=vYa(d+124|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;V0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function E0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1616|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+108>>2]|0;b:do if(!h)v=154;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+104|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=154;else{e=f[e>>2]|0;if(!e)v=154;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=154;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=154;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=154;break b}}e=f[e>>2]|0;if(!e){v=154;break}}}}}while(0);if((v|0)==154){v=0;i=f[l>>2]|0;c=f[(r+728|0)>>2]|0;c:do if(!c){t=0;v=173}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+724|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=173}else{e=f[e>>2]|0;if(!e){t=h;v=173}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=173;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=173;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=173;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=173;break}}}}}while(0);if((v|0)==173){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+736|0)>>2]|0)+1|0)>>>0);o=+n[(r+740|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;F0a(r+724|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+728|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+724|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+732|0)>>2];f[(r+732|0)>>2]=j;f[e>>2]=r+732|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+724|0)>>2]|0)+(e<<2)|0;v=186}}else{f[j>>2]=f[g>>2];s=g;v=186}if((v|0)==186){v=0;f[s>>2]=j}f[(r+736|0)>>2]=(f[(r+736|0)>>2]|0)+1}p=G0a(d+104|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=27;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+640>>2]=j;f[w+672>>2]=k;f[w+736>>2]=e;f[w+792>>2]=g;f[w+824>>2]=h;f[w+848>>2]=c;f[w+1480>>2]=v;f[w+1488>>2]=i;f[w+1528>>2]=0;f[w+1532>>2]=0;W0a(w);G=f[w+1528>>2]|0;D=f[w+1532>>2]|0;H=+n[w+1532>>2];f[w+1528>>2]=0;f[w+1532>>2]=0;if((G|0)==5)return}function F0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){I0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;I0a(a,b);return}function G0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)H0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)H0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function H0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function I0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function J0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;p=0;q=u;u=u+1360|0;a:do if((f[a+12>>2]|0)!=2){g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}p=f[b>>2]|0;oh[f[(f[p>>2]|0)+16>>2]&1023](p,0);u=q;return}}while(0);j=f[b>>2]|0;if(!j){a0a(a,c,d);u=q;return}k=f[(f[a+8>>2]|0)+232>>2]|0;l=f[a+4>>2]|0;f[b>>2]=0;f[(q+20|0)>>2]=j;f[(q+36|0)>>2]=0;o=(q+36|0)+4|0;f[o>>2]=0;f[(q+36|0)+8>>2]=0;f[(q+24|0)>>2]=0;m=(q+24|0)+4|0;f[m>>2]=0;f[(q+24|0)+8>>2]=0;b=f[c>>2]|0;i=f[(c+4|0)>>2]|0;b:do if(i|0){if(d){h=b;while(1){sRa(q+48|0,k,h);if(!(f[(q+48|0)>>2]|0))e=B_a(a,h,8)|0;else e=1;g=f[((q+48|0)+4|0)>>2]|0;if(g|0)iOb(g);c:do switch(e<<24>>24){case 0:if(!(f[h>>2]|0)){e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break c}else{r=h;g=f[r+4>>2]|0;f[e>>2]=f[r>>2];f[e+4>>2]=g;f[o>>2]=(f[o>>2]|0)+8;break c}}else{e=f[m>>2]|0;if((e|0)==(f[((q+24|0)+8|0)>>2]|0)){lE(q+24|0,h);break c}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[m>>2]=(f[m>>2]|0)+8;break c}}case 3:{e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break c}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break c}}default:{}}while(0);h=h+8|0;if((h|0)==(b+(i<<3)|0|0))break b}}else h=b;while(1){sRa(q+48|0,k,h);e=f[(q+48|0)>>2]|0;if(!e)e=B_a(a,h,8)|0;else e=((NFa(e)|0)^1)&1;g=f[((q+48|0)+4|0)>>2]|0;if(g|0)iOb(g);d:do switch(e<<24>>24){case 0:if(!(f[h>>2]|0)){e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break d}}else{e=f[m>>2]|0;if((e|0)==(f[((q+24|0)+8|0)>>2]|0)){lE(q+24|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[m>>2]=(f[m>>2]|0)+8;break d}}case 3:{e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break d}}default:{}}while(0);h=h+8|0;if((h|0)==(b+(i<<3)|0|0))break b}}while(0);do{r=1;f[q+80>>2]=a;f[q+96>>2]=c;f[q+104>>2]=d;f[q+472>>2]=j;f[q+632>>2]=l;f[q+656>>2]=o;f[q+688>>2]=m;f[q+1248>>2]=p;f[q+1256>>2]=r;f[q+1288>>2]=0;f[q+1292>>2]=0;X0a(q);G=f[q+1288>>2]|0;D=f[q+1292>>2]|0;H=+n[q+1292>>2];f[q+1288>>2]=0;f[q+1292>>2]=0;if((G|0)==1)break}while(0);e=f[(q+24|0)>>2]|0;if(e|0){g=f[m>>2]|0;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(q+36|0)>>2]|0;if(e|0){g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(q+20|0)>>2]|0;f[(q+20|0)>>2]=0;if(!e){u=q;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=q;return}function K0a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+128|0;l=q+124|0;p=q+120|0;m=q+96|0;n=q+8|0;o=q+88|0;j=q+4|0;k=q;f[p>>2]=d;if(f[a+436>>2]|0){h=f[e>>2]|0;if(h>>>0<(f[(f[a+428>>2]|0)+16>>2]|0)>>>0){g=a+380|0;c=f[g>>2]|0;if(c>>>0<(f[a+384>>2]|0)>>>0){f[c>>2]=h;f[c+4>>2]=f[p>>2];f[g>>2]=c+8;u=q;return}else{L0a(a+376|0,e,p);u=q;return}}}ykb(c,d);g=gkb(c,d)|0;i=hkb(c,d)|0;if(b[i+13>>0]|0){e=(M0a(a+356|0,p)|0)+20|0;e=f[e>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,p);u=q;return}switch(g|0){case 0:{ikb(m,c,d);kkb(n,c,f[p>>2]|0);a=f[a+832>>2]|0;k=f[(f[a>>2]|0)+152>>2]|0;f[o>>2]=f[e>>2];e=f[p>>2]|0;h=m+4|0;g=f[m>>2]|0;p=(f[h>>2]|0)-g>>4;f[l>>2]=f[o>>2];Xh[k&63](a,l,e,i,p,g,n);g=f[m>>2]|0;if(g|0){c=f[h>>2]|0;if((c|0)!=(g|0))f[h>>2]=c+(~((c+-16-g|0)>>>4)<<4);sOb(g)}u=q;return}case 1:{lkb(m,c,d);a=f[a+832>>2]|0;o=f[(f[a>>2]|0)+160>>2]|0;f[j>>2]=f[e>>2];p=f[p>>2]|0;f[l>>2]=f[j>>2];Lh[o&255](a,l,p,i,m);u=q;return}case 2:{mkb(m,c,d);nkb(n,c,f[p>>2]|0);a=f[a+832>>2]|0;o=f[(f[a>>2]|0)+156>>2]|0;f[k>>2]=f[e>>2];p=f[p>>2]|0;f[l>>2]=f[k>>2];Th[o&127](a,l,p,i,m,n);u=q;return}default:{u=q;return}}}function L0a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function M0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{e=k+-1|0;d=(e&k|0)==0;if(d)g=e&o;else if(k>>>0>o>>>0)g=o;else g=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!c)c=g;else{if(d){do{c=f[c>>2]|0;if(!c){c=g;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&e|0)==(g|0))){c=g;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=g;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(g|0)){c=g;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);m=pOb(48)|0;f[m+8>>2]=o;d=m+28|0;e=m+12|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[d>>2]=1.0;g=m+32|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;b[g+12>>0]=0;f[m+4>>2]=o;f[m>>2]=0;g=a+12|0;h=+(((f[g>>2]|0)+1|0)>>>0);d=a+16|0;i=+n[d>>2];do if(j|i*+(k>>>0)<h){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(h/i))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;e=k}else if(!(c+-1&c))e=k;else{c=hDb(c)|0;e=f[l>>2]|0}if(c>>>0>e>>>0)N0a(a,c);else if(c>>>0<e>>>0){d=~~+W(+(+((f[g>>2]|0)>>>0)/+n[d>>2]))>>>0;if(e>>>0>2&(e+-1&e|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<e>>>0)N0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(c>>>0>o>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[m>>2]=f[c>>2];f[c>>2]=m;f[d>>2]=c;c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[m>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=m;f[g>>2]=(f[g>>2]|0)+1;a=m;a=a+12|0;return a|0}function N0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function O0a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+8|0;k=m+4|0;l=m;if((f[a+12>>2]|0)!=2){l=f[b>>2]|0;oh[f[(f[l>>2]|0)+16>>2]&1023](l,0);u=m;return}j=a+4|0;gZa(f[j>>2]|0,1);h=f[(f[a+8>>2]|0)+232>>2]|0;g=okb(c,h,d,e,g)|0;f[l>>2]=g;if(!g){l=f[b>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,i)}else{c=M0a((f[j>>2]|0)+356|0,l)|0;g=c+20|0;e=f[b>>2]|0;f[b>>2]=0;a=f[g>>2]|0;f[g>>2]=e;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);g=(f[j>>2]|0)+820|0;b=(f[g>>2]|0)+-1|0;f[g>>2]=b;f[c+24>>2]=b;l=f[l>>2]|0;j=f[j>>2]|0;f[k>>2]=b;f[i>>2]=f[k>>2];K0a(j,h,l,i)}u=m;return}function P0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;h=l+8|0;j=l+4|0;k=l;if((f[a+12>>2]|0)!=2){k=f[b>>2]|0;oh[f[(f[k>>2]|0)+16>>2]&1023](k,0);u=l;return}i=a+4|0;gZa(f[i>>2]|0,1);g=f[(f[a+8>>2]|0)+232>>2]|0;e=wkb(c,g,d,e)|0;f[k>>2]=e;if(!e){k=f[b>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,h)}else{c=M0a((f[i>>2]|0)+356|0,k)|0;e=c+20|0;d=f[b>>2]|0;f[b>>2]=0;a=f[e>>2]|0;f[e>>2]=d;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);e=(f[i>>2]|0)+820|0;b=(f[e>>2]|0)+-1|0;f[e>>2]=b;f[c+24>>2]=b;k=f[k>>2]|0;i=f[i>>2]|0;f[j>>2]=b;f[h>>2]=f[j>>2];K0a(i,g,k,h)}u=l;return}function Q0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;g=k+8|0;i=k+4|0;j=k;if((f[a+12>>2]|0)!=2){j=f[b>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,0);u=k;return}h=a+4|0;gZa(f[h>>2]|0,1);e=f[(f[a+8>>2]|0)+232>>2]|0;d=vkb(c,e,d)|0;f[j>>2]=d;if(!d){j=f[b>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,g)}else{c=M0a((f[h>>2]|0)+356|0,j)|0;d=c+20|0;l=f[b>>2]|0;f[b>>2]=0;a=f[d>>2]|0;f[d>>2]=l;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);l=(f[h>>2]|0)+820|0;b=(f[l>>2]|0)+-1|0;f[l>>2]=b;f[c+24>>2]=b;l=f[j>>2]|0;j=f[h>>2]|0;f[i>>2]=b;f[g>>2]=f[i>>2];K0a(j,e,l,g)}u=k;return}function R0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;q=x+4|0;r=x;if((c|0)==0?1:(f[a+12>>2]|0)!=2){u=x;return}n=a+4|0;j=f[n>>2]|0;m=j+380|0;l=f[m>>2]|0;k=l;j=f[j+376>>2]|0;a:do if((j|0)==(l|0))g=l;else{e=j;while(1){if((f[e+4>>2]|0)==(c|0))break;e=e+8|0;if((e|0)==(l|0)){g=k;break a}}g=e;if((e|0)!=(l|0)){e=g;while(1){do{h=e;i=h+8|0;e=i;if((i|0)==(l|0))break a;h=h+12|0}while((f[h>>2]|0)==(c|0));p=g;f[p>>2]=f[i>>2];f[p+4>>2]=f[h>>2];g=p+8|0}}}while(0);e=j+(g-j>>3<<3)|0;if((l|0)!=(g|0)){i=e+(k-g>>3<<3)|0;if((i|0)!=(l|0)){j=l+-8|0;g=i;h=e;while(1){f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];g=g+8|0;if((g|0)==(l|0))break;else h=h+8|0}e=e+(((j-i|0)>>>3)+1<<3)|0}if((l|0)!=(e|0))f[m>>2]=l+(~((l+-8-e|0)>>>3)<<3)}o=f[(f[a+8>>2]|0)+232>>2]|0;i=(hkb(o,c)|0)+13|0;i=b[i>>0]|0;zkb(o,c);o=f[n>>2]|0;l=f[o+360>>2]|0;if(!l){u=x;return}m=l+-1|0;n=(m&l|0)==0;if(n)h=m&c;else if(l>>>0>c>>>0)h=c;else h=(c>>>0)%(l>>>0)|0;p=o+356|0;k=f[p>>2]|0;e=f[k+(h<<2)>>2]|0;if(!e){u=x;return}e=f[e>>2]|0;if(!e){u=x;return}b:do if(n){while(1){j=f[e+4>>2]|0;g=(j|0)==(c|0);if(!(g|(j&m|0)==(h|0))){g=75;break}if(g)if((f[e+8>>2]|0)==(c|0)){w=e;break b}e=f[e>>2]|0;if(!e){g=75;break}}if((g|0)==75){u=x;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(c|0)){if((f[e+8>>2]|0)==(c|0)){w=e;break b}}else{if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(h|0)){g=75;break}}e=f[e>>2]|0;if(!e){g=75;break}}if((g|0)==75){u=x;return}}while(0);if(!(i<<24>>24)){t=o+820|0;v=(f[t>>2]|0)+-1|0;f[t>>2]=v;f[w+40>>2]=v;w=f[(f[a>>2]|0)+164>>2]|0;f[r>>2]=v;f[q>>2]=f[r>>2];xh[w&127](a,q,c);u=x;return}j=f[w>>2]|0;if(n)c=m&c;else if(l>>>0<=c>>>0)c=(c>>>0)%(l>>>0)|0;h=k+(c<<2)|0;i=f[h>>2]|0;while(1){e=f[i>>2]|0;if((e|0)==(w|0))break;else i=e}if((i|0)==(o+364|0))g=49;else{e=f[i+4>>2]|0;if(n)e=e&m;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)==(c|0)){s=j;g=57}else g=49}do if((g|0)==49){if(j|0){e=f[j+4>>2]|0;if(n)g=e&m;else if(e>>>0<l>>>0)g=e;else g=(e>>>0)%(l>>>0)|0;if((g|0)==(c|0)){d=e;v=j;g=59;break}}f[h>>2]=0;s=f[w>>2]|0;g=57}while(0);if((g|0)==57){e=s;if(!s)t=e;else{d=f[s+4>>2]|0;v=e;g=59}}if((g|0)==59){if(n)d=d&m;else if(d>>>0>=l>>>0)d=(d>>>0)%(l>>>0)|0;if((d|0)==(c|0))t=v;else{f[(f[p>>2]|0)+(d<<2)>>2]=i;t=f[w>>2]|0}}f[i>>2]=t;f[w>>2]=0;v=o+368|0;f[v>>2]=(f[v>>2]|0)+-1;v=w+32|0;d=f[v>>2]|0;f[v>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[w+20>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;v=e+12|0;g=f[v>>2]|0;f[v>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(e)}while((d|0)!=0);v=w+12|0;d=f[v>>2]|0;f[v>>2]=0;if(d|0)sOb(d);sOb(w);u=x;return}function S0a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+32|0;o=q+20|0;p=q+4|0;m=q;n=q+16|0;if((f[a+12>>2]|0)!=2){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+16>>2]&1023](p,0);u=q;return}if(!d){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}l=a+4|0;g=f[l>>2]|0;j=f[g+360>>2]|0;a:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&d;else if(j>>>0>d>>>0)k=d;else k=(d>>>0)%(j>>>0)|0;g=f[(f[g+356>>2]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(h)while(1){j=f[g+4>>2]|0;h=(j|0)==(d|0);if(!(h|(j&i|0)==(k|0)))break a;if(h)if((f[g+8>>2]|0)==(d|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(d|0)){if((f[g+8>>2]|0)==(d|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);h=g+12|0;if(f[g+40>>2]|0){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}g=f[(f[a+8>>2]|0)+232>>2]|0;if(!(xkb(g,d)|0)){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}f[p>>2]=0;j=p+4|0;f[j>>2]=0;f[p+8>>2]=0;Ckb(g,d,e,p);do if((f[p>>2]|0)==(f[j>>2]|0)){k=(hkb(g,d)|0)+13|0;if(!(b[k>>0]|0)){k=(f[l>>2]|0)+820|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;f[m>>2]=l;l=Y0a(h,m)|0;k=f[c>>2]|0;f[c>>2]=0;g=f[l>>2]|0;f[l>>2]=k;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);c=f[(f[a>>2]|0)+168>>2]|0;f[n>>2]=f[m>>2];f[o>>2]=f[n>>2];Fh[c&255](a,o,d,e);break}i=o+4|0;n=pOb(8)|0;f[o>>2]=n;g=n+8|0;f[o+8>>2]=g;f[n>>2]=0;f[n+4>>2]=-1;f[i>>2]=g;g=f[c>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,o);g=f[o>>2]|0;if(g|0){h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}else{o=f[c>>2]|0;oh[f[(f[o>>2]|0)+8>>2]&1023](o,p)}while(0);g=f[p>>2]|0;if(g|0){h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}u=q;return}}}while(0);p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}function T0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{vRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,3)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){$E(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){$E(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){$E(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+152|0)>>2]|0;d=f[(t+156|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+152|0)>>2]=(f[(t+152|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+148|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+148|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+148|0)>>2]|0;c=f[(t+152|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+148|0)>>2]|0;c=f[(t+152|0)>>2]|0}f[(t+148|0)>>2]=d;f[(t+152|0)>>2]=k+28|0;f[(t+156|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;t0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){H_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+132|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+128|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+140|0)>>2]|0)+1|0)>>>0);h=+n[t+144>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;XZa(t+128|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+132|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+128|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+136|0)>>2];f[(t+136|0)>>2]=e;f[b>>2]=t+136|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+128|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+140|0)>>2]=(f[(t+140|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=4}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function U0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{uRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,4)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){xM(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){xM(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){xM(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+184|0)>>2]|0;d=f[(t+188|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+184|0)>>2]=(f[(t+184|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+180|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+180|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+180|0)>>2]|0;c=f[(t+184|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+180|0)>>2]|0;c=f[(t+184|0)>>2]|0}f[(t+180|0)>>2]=d;f[(t+184|0)>>2]=k+28|0;f[(t+188|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;y0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){G_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+164|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+160|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+172|0)>>2]|0)+1|0)>>>0);h=+n[t+176>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;PZa(t+160|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+164|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+160|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+168|0)>>2];f[(t+168|0)>>2]=e;f[b>>2]=t+168|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+160|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+172|0)>>2]=(f[(t+172|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=6}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function V0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{DRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,1)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){uH(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){uH(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){uH(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+248|0)>>2]|0;d=f[(t+252|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+248|0)>>2]=(f[(t+248|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+244|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+244|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+244|0)>>2]|0;c=f[(t+248|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+244|0)>>2]|0;c=f[(t+248|0)>>2]|0}f[(t+244|0)>>2]=d;f[(t+248|0)>>2]=k+28|0;f[(t+252|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;D0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){F_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+228|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+224|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+236|0)>>2]|0)+1|0)>>>0);h=+n[t+240>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;HZa(t+224|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+228|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+224|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+232|0)>>2];f[(t+232|0)>>2]=e;f[b>>2]=t+232|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+224|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+236|0)>>2]=(f[(t+236|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=8}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function W0a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;o=f[a+80>>2]|0;r=f[a+96>>2]|0;s=f[a+568>>2]|0;j=f[a+640>>2]|0;v=f[a+672>>2]|0;y=f[a+736>>2]|0;w=f[a+792>>2]|0;k=f[a+824>>2]|0;l=f[a+848>>2]|0;x=f[a+1480>>2]|0;z=f[a+1488>>2]|0;a:{if(z){z=0;if(1){g=k;do{zRa(a+48|0,j,g);d=f[(a+48|0)>>2]|0;if(!d)x=12;else if(!(b[(f[d+44>>2]|0)+148>>0]&2))x=12;else e=1;if((x|0)==12){x=0;e=B_a(o,g,7)|0}d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(e<<24>>24){case 0:if(!(f[g>>2]|0)){d=f[y>>2]|0;if((d|0)==(f[((a+36|0)+8|0)>>2]|0)){kG(a+36|0,g);break b}else{B=g;A=f[B+4>>2]|0;f[d>>2]=f[B>>2];f[d+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break b}}else{d=f[w>>2]|0;if((d|0)==(f[((a+24|0)+8|0)>>2]|0)){kG(a+24|0,g);break b}else{A=g;B=f[A+4>>2]|0;f[d>>2]=f[A>>2];f[d+4>>2]=B;f[w>>2]=(f[w>>2]|0)+8;break b}}case 3:{d=f[y>>2]|0;if((d|0)==(f[((a+36|0)+8|0)>>2]|0)){kG(a+36|0,g);break b}else{A=g;B=f[A+4>>2]|0;f[d>>2]=f[A>>2];f[d+4>>2]=B;f[y>>2]=(f[y>>2]|0)+8;break b}}default:{}}while(0);g=g+8|0}while((g|0)!=(k+(l<<3)|0|0));d=1;if(d){d=0;if((f[(a+24|0)>>2]|0)==(f[w>>2]|0))x=27;else d=1}if(d)if(1){j=f[(v+216|0)>>2]|0;e=f[(v+220|0)>>2]|0;d=1;if(d){d=0;if(j>>>0<e>>>0){f[j>>2]=f[r>>2];f[j+4>>2]=f[(r+4|0)>>2];f[(j+8|0)>>2]=0;f[(j+12|0)>>2]=0;f[j+16>>2]=0;f[(j+8|0)>>2]=f[(r+8|0)>>2];f[(j+12|0)>>2]=f[(r+12|0)>>2];f[j+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[j+24>>2]=s;f[(v+216|0)>>2]=(f[(v+216|0)>>2]|0)+28}else d=1}if(d)if(1){g=f[(v+212|0)>>2]|0;d=((j-g|0)/28|0)+1|0;if(d>>>0>153391689)AMb(v+212|0);d=((e-g|0)/28|0)>>>0<76695844?(((e-g|0)/28|0)<<1>>>0<d>>>0?d:((e-g|0)/28|0)<<1):153391689;do if(!d)m=0;else if(d>>>0>153391689)vd();else{m=pOb(d*28|0)|0;break}while(0);l=m+(((j-g|0)/28|0)*28|0)|0;k=m+(d*28|0)|0;f[l>>2]=f[r>>2];f[m+(((j-g|0)/28|0)*28|0)+4>>2]=f[(r+4|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+16>>2]=0;f[m+(((j-g|0)/28|0)*28|0)+8>>2]=f[(r+8|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+12>>2]=f[(r+12|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[m+(((j-g|0)/28|0)*28|0)+24>>2]=s;j=f[(v+212|0)>>2]|0;d=f[(v+216|0)>>2]|0;if((d|0)==(j|0)){e=l;m=j;d=j}else{e=l;g=l;do{A=d;d=d+-28|0;f[g+-28>>2]=f[d>>2];f[g+-24>>2]=f[A+-24>>2];m=g+-20|0;f[m>>2]=0;B=g+-16|0;f[B>>2]=0;f[g+-12>>2]=0;f[m>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[g+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[d>>2]=0;B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[g+-4>>2]=B;g=e+-28|0;e=g}while((d|0)!=(j|0));m=f[(v+212|0)>>2]|0;d=f[(v+216|0)>>2]|0}f[(v+212|0)>>2]=e;f[(v+216|0)>>2]=l+28|0;f[(v+220|0)>>2]=k;l=m;if((d|0)!=(l|0)){k=d;do{B=k+-4|0;d=f[B>>2]|0;f[B>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);e=k+-20|0;d=f[e>>2]|0;j=k+-16|0;k=k+-28|0;if((d|0)==(f[j>>2]|0)){g=f[k>>2]|0;if(g){tOb(g);d=f[e>>2]|0}}if(d|0){e=f[j>>2]|0;if((e|0)!=(d|0))f[j>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}while((k|0)!=(l|0))}if(m|0)sOb(m)}B=f[(a+24|0)>>2]|0;d=f[w>>2]|0;f[a>>2]=(B|0)==(d|0)?0:B;f[a+4>>2]=d-B>>3;f[a+8>>2]=B;f[(a+12|0)>>2]=d;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[w>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;E0a(o,a+48|0,a);d=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(a+8|0)>>2]|0;if((d|0)==(f[(a+12|0)>>2]|0)){e=f[a>>2]|0;if(e){tOb(e);d=f[(a+8|0)>>2]|0}}if(d|0){e=f[(a+12|0)>>2]|0;if((e|0)!=(d|0))f[(a+12|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}}else z=1}do if((x|0)==27){if((f[(a+36|0)>>2]|0)!=(f[y>>2]|0)){E_a(a+20|0,a+36|0,r);break}k=f[(v+816|0)>>2]|0;f[(a+48|0)>>2]=k;d=1;if(d){d=0;if((k|0)==(f[v+440>>2]|0))oh[f[(f[s>>2]|0)+8>>2]&1023](s,r);else d=1}if(d)if(1){f[(v+816|0)>>2]=k+1|0;j=f[(v+196|0)>>2]|0;c:do if(!j){c=0;x=46}else{if(!((j+-1|0)&j))g=(j+-1|0)&(k+1|0);else if(j>>>0>(k+1|0)>>>0)g=k+1|0;else g=((k+1|0)>>>0)%(j>>>0)|0;d=f[(f[(v+192|0)>>2]|0)+(g<<2)>>2]|0;if(!d){c=g;x=46}else{if(!((j+-1|0)&j))while(1){d=f[d>>2]|0;if(!d){c=g;x=46;break c}B=f[d+4>>2]|0;if(!((B|0)==(k+1|0|0)|(B&(j+-1|0)|0)==(g|0))){c=g;x=46;break c}if((f[d+8>>2]|0)==(k+1|0|0)){q=d;break c}}while(1){d=f[d>>2]|0;if(!d){c=g;x=46;break c}e=f[d+4>>2]|0;if((e|0)!=(k+1|0|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(g|0)){c=g;x=46;break c}}if((f[d+8>>2]|0)==(k+1|0|0)){q=d;break}}}}while(0);if((x|0)==46){g=pOb(24)|0;f[g+8>>2]=k+1|0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=k+1|0;f[g>>2]=0;h=+(((f[(v+204|0)>>2]|0)+1|0)>>>0);i=+n[v+208>>2];do if((j|0)==0|i*+(j>>>0)<h){c=~~+W(+(h/i))>>>0;zZa(v+192|0,(j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1)>>>0<c>>>0?c:j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1);c=f[(v+196|0)>>2]|0;if(!((c+-1|0)&c)){e=c;c=(c+-1|0)&(k+1|0);break}if(c>>>0>(k+1|0)>>>0){e=c;c=k+1|0}else{e=c;c=((k+1|0)>>>0)%(c>>>0)|0}}else e=j;while(0);c=(f[(v+192|0)>>2]|0)+(c<<2)|0;d=f[c>>2]|0;if(!d){f[g>>2]=f[(v+200|0)>>2];f[(v+200|0)>>2]=g;f[c>>2]=v+200|0;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;p=(f[(v+192|0)>>2]|0)+(c<<2)|0;x=59}}else{f[g>>2]=f[d>>2];p=d;x=59}if((x|0)==59)f[p>>2]=g;f[(v+204|0)>>2]=(f[(v+204|0)>>2]|0)+1;q=g}o=q+12|0;p=q+16|0;g=f[p>>2]|0;m=q+20|0;d=f[m>>2]|0;c=1;if(c){c=0;if(g>>>0<d>>>0){f[g>>2]=f[r>>2];f[g+4>>2]=f[(r+4|0)>>2];f[(g+8|0)>>2]=0;f[(g+12|0)>>2]=0;f[g+16>>2]=0;f[(g+8|0)>>2]=f[(r+8|0)>>2];f[(g+12|0)>>2]=f[(r+12|0)>>2];f[g+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[g+24>>2]=s;f[p>>2]=(f[p>>2]|0)+28}else c=1}if(c)if(1){e=f[o>>2]|0;c=((g-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(o);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)t=0;else if(c>>>0>153391689)vd();else{t=pOb(c*28|0)|0;break}while(0);k=t+(((g-e|0)/28|0)*28|0)|0;j=t+(c*28|0)|0;f[k>>2]=f[r>>2];f[t+(((g-e|0)/28|0)*28|0)+4>>2]=f[(r+4|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+16>>2]=0;f[t+(((g-e|0)/28|0)*28|0)+8>>2]=f[(r+8|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+12>>2]=f[(r+12|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[t+(((g-e|0)/28|0)*28|0)+24>>2]=s;g=f[o>>2]|0;c=f[p>>2]|0;if((c|0)==(g|0)){d=k;l=g;c=g}else{d=k;e=k;do{A=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[A+-24>>2];t=e+-20|0;f[t>>2]=0;B=e+-16|0;f[B>>2]=0;f[e+-12>>2]=0;f[t>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[e+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[c>>2]=0;B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[e+-4>>2]=B;e=d+-28|0;d=e}while((c|0)!=(g|0));l=f[o>>2]|0;c=f[p>>2]|0}f[o>>2]=d;f[p>>2]=k+28|0;f[m>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{B=j+-4|0;c=f[B>>2]|0;f[B>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;g=j+-16|0;j=j+-28|0;if((c|0)==(f[g>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}B=p0a(v+444|0,a+48|0)|0;f[B>>2]=7}}while(0);c=f[(a+24|0)>>2]|0;if(c|0){d=f[w>>2]|0;if((d|0)!=(c|0))f[w>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[(a+36|0)>>2]|0;if(c|0){d=f[y>>2]|0;if((d|0)!=(c|0))f[y>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!c){u=a;f[a+1528>>2]=5;break a}gh[f[(f[c>>2]|0)+4>>2]&2047](c);u=a;f[a+1528>>2]=5;break a}f[a+1480>>2]=x;f[a+1488>>2]=z}function X0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;u=f[a+80>>2]|0;q=f[a+96>>2]|0;s=f[a+104>>2]|0;r=f[a+472>>2]|0;v=f[a+632>>2]|0;c=f[a+656>>2]|0;w=f[a+688>>2]|0;x=f[a+1248>>2]|0;y=f[a+1256>>2]|0;a:{if(y){y=0;if((f[(a+24|0)>>2]|0)==(f[w>>2]|0)){if((f[(a+36|0)>>2]|0)!=(f[c>>2]|0)){D_a(a+20|0,a+36|0,q);f[a+1288>>2]=1;break a}k=f[(v+816|0)>>2]|0;f[(a+48|0)>>2]=k;c=1;if(c){c=0;if((k|0)==(f[v+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(v+816|0)>>2]=k+1|0;g=f[(v+36|0)>>2]|0;b:do if(!g){b=0;x=62}else{if(!((g+-1|0)&g))e=(g+-1|0)&(k+1|0);else if(g>>>0>(k+1|0)>>>0)e=k+1|0;else e=((k+1|0)>>>0)%(g>>>0)|0;c=f[(f[(v+32|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;x=62}else{if(!((g+-1|0)&g))while(1){c=f[c>>2]|0;if(!c){b=e;x=62;break b}o=f[c+4>>2]|0;if(!((o|0)==(k+1|0|0)|(o&(g+-1|0)|0)==(e|0))){b=e;x=62;break b}if((f[c+8>>2]|0)==(k+1|0|0)){h=c;break b}}while(1){c=f[c>>2]|0;if(!c){b=e;x=62;break b}d=f[c+4>>2]|0;if((d|0)!=(k+1|0|0)){if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(e|0)){b=e;x=62;break b}}if((f[c+8>>2]|0)==(k+1|0|0)){h=c;break}}}}while(0);if((x|0)==62){e=pOb(24)|0;f[e+8>>2]=k+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=k+1|0;f[e>>2]=0;i=+(((f[(v+44|0)>>2]|0)+1|0)>>>0);j=+n[v+48>>2];do if((g|0)==0|j*+(g>>>0)<i){b=~~+W(+(i/j))>>>0;rZa(v+32|0,(g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1)>>>0<b>>>0?b:g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1);b=f[(v+36|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(k+1|0);break}if(b>>>0>(k+1|0)>>>0){d=b;b=k+1|0}else{d=b;b=((k+1|0)>>>0)%(b>>>0)|0}}else d=g;while(0);b=(f[(v+32|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(v+40|0)>>2];f[(v+40|0)>>2]=e;f[b>>2]=v+40|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;l=(f[(v+32|0)>>2]|0)+(b<<2)|0;x=75}}else{f[e>>2]=f[c>>2];l=c;x=75}if((x|0)==75)f[l>>2]=e;f[(v+44|0)>>2]=(f[(v+44|0)>>2]|0)+1;h=e}m=h+12|0;o=h+16|0;e=f[o>>2]|0;l=h+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[e+20>>2]=s&1;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)p=0;else if(b>>>0>153391689)vd();else{p=pOb(b*28|0)|0;break}while(0);h=p+(((e-d|0)/28|0)*28|0)|0;g=p+(b*28|0)|0;f[h>>2]=f[q>>2];f[p+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+20>>2]=s&1;f[(a+20|0)>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=h;k=e;b=e}else{c=h;d=h;do{k=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[k+-24>>2];z=d+-20|0;f[z>>2]=0;p=d+-16|0;f[p>>2]=0;f[d+-12>>2]=0;f[z>>2]=f[(k+-20|0)>>2];f[p>>2]=f[(k+-16|0)>>2];f[d+-12>>2]=f[(k+-12|0)>>2];f[(k+-12|0)>>2]=0;f[(k+-16|0)>>2]=0;f[(k+-20|0)>>2]=0;f[b>>2]=0;f[d+-8>>2]=f[k+-8>>2];p=f[(k+-4|0)>>2]|0;f[(k+-4|0)>>2]=0;f[d+-4>>2]=p;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=h+28|0;f[l>>2]=g;h=k;if((b|0)!=(h|0)){g=b;do{z=g+-4|0;b=f[z>>2]|0;f[z>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=g+-20|0;b=f[c>>2]|0;e=g+-16|0;g=g+-28|0;do if((b|0)==(f[e>>2]|0)){d=f[g>>2]|0;if(!d)break;tOb(d);b=f[c>>2]|0}while(0);if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((g|0)!=(h|0))}if(k|0)sOb(k)}z=p0a(v+444|0,a+48|0)|0;f[z>>2]=1}}else y=1}if(y){y=0;if(1){e=f[(v+56|0)>>2]|0;c=f[(v+60|0)>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[e+20>>2]=s&1;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[(v+56|0)>>2]=(f[(v+56|0)>>2]|0)+28}else b=1}if(b)if(1){d=f[(v+52|0)>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(v+52|0);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)t=0;else if(b>>>0>153391689)vd();else{t=pOb(b*28|0)|0;break}while(0);h=t+(((e-d|0)/28|0)*28|0)|0;g=t+(b*28|0)|0;f[h>>2]=f[q>>2];f[t+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+20>>2]=s&1;f[(a+20|0)>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[(v+52|0)>>2]|0;b=f[(v+56|0)>>2]|0;if((b|0)==(e|0)){c=h;k=e;b=e}else{c=h;d=h;do{t=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[t+-24>>2];s=d+-20|0;f[s>>2]=0;z=d+-16|0;f[z>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(t+-20|0)>>2];f[z>>2]=f[(t+-16|0)>>2];f[d+-12>>2]=f[(t+-12|0)>>2];f[(t+-12|0)>>2]=0;f[(t+-16|0)>>2]=0;f[(t+-20|0)>>2]=0;f[b>>2]=0;f[d+-8>>2]=f[t+-8>>2];z=f[(t+-4|0)>>2]|0;f[(t+-4|0)>>2]=0;f[d+-4>>2]=z;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[(v+52|0)>>2]|0;b=f[(v+56|0)>>2]|0}f[(v+52|0)>>2]=c;f[(v+56|0)>>2]=h+28|0;f[(v+60|0)>>2]=g;h=k;if((b|0)!=(h|0)){g=b;do{z=g+-4|0;b=f[z>>2]|0;f[z>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=g+-20|0;b=f[c>>2]|0;e=g+-16|0;g=g+-28|0;if((b|0)==(f[e>>2]|0)){d=f[g>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((g|0)!=(h|0))}if(k|0)sOb(k)}b=f[(v+56|0)>>2]|0;v=f[(a+24|0)>>2]|0;z=f[w>>2]|0;f[a>>2]=(v|0)==(z|0)?0:v;f[a+4>>2]=z-v>>3;f[a+8>>2]=v;f[(a+12|0)>>2]=z;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[w>>2]=0;f[(a+24|0)>>2]=0;b=(f[b+-8>>2]&1|0)!=0;f[(a+48|0)>>2]=0;J0a(u,a+48|0,a,b);b=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+8|0)>>2]|0;if((b|0)==(f[(a+12|0)>>2]|0)){c=f[a>>2]|0;if(c){tOb(c);b=f[(a+8|0)>>2]|0}}if(b|0){c=f[(a+12|0)>>2]|0;if((c|0)!=(b|0))f[(a+12|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}else y=1}}f[a+1248>>2]=x;f[a+1256>>2]=y}
+function ZMa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0;A=u;u=u+48|0;s=A+32|0;r=A+24|0;w=A+20|0;t=A;x=f[c>>2]|0;k=f[x+4>>2]|0;p=f[d+120>>2]|0;f[w>>2]=p;v=x+48|0;q=x+68|0;m=x+72|0;j=f[m>>2]|0;a:do if(!j)z=41;else{i=j+-1|0;h=(i&j|0)==0;if(h)l=i&p;else if(p>>>0<j>>>0)l=p;else l=(p>>>0)%(j>>>0)|0;g=f[(f[q>>2]|0)+(l<<2)>>2]|0;if(!g)z=41;else{g=f[g>>2]|0;if(!g)z=41;else{b:do if(h)while(1){y=f[g+4>>2]|0;h=(y|0)==(p|0);if(!(h|(y&i|0)==(l|0))){z=41;break a}if(h)if((f[g+8>>2]|0)==(p|0))break b;g=f[g>>2]|0;if(!g){z=41;break a}}else while(1){h=f[g+4>>2]|0;if((h|0)==(p|0)){if((f[g+8>>2]|0)==(p|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(l|0)){z=41;break a}}g=f[g>>2]|0;if(!g){z=41;break a}}while(0);l=f[g+12>>2]|0;g=f[g+16>>2]|0;o=g;if(g){gOb(g);j=f[m>>2]|0}c:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&p;else if(p>>>0<j>>>0)k=p;else k=(p>>>0)%(j>>>0)|0;g=f[(f[q>>2]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){d:do if(h)while(1){y=f[g+4>>2]|0;h=(y|0)==(p|0);if(!(h|(y&i|0)==(k|0)))break c;if(h)if((f[g+8>>2]|0)==(p|0))break d;g=f[g>>2]|0;if(!g)break c}else while(1){h=f[g+4>>2]|0;if((h|0)==(p|0)){if((f[g+8>>2]|0)==(p|0))break d}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break c}g=f[g>>2]|0;if(!g)break c}while(0);f[r>>2]=g;f[s>>2]=f[r>>2];_Ma(q,s)|0}}}while(0)}}}while(0);if((z|0)==41){UIa(s,f[a>>2]|0);l=f[s>>2]|0;o=f[s+4>>2]|0;y=l;r=y+116|0;f[r>>2]=k;f[r+4>>2]=p;y=y+196|0;f[y>>2]=f[y>>2]&-131073}k=(e|0)==0;g=d+72|0;if(!k)g=$Ma(x+88|0,(f[g>>2]|0)+116|0)|0;y=l;if(!(f[d+116>>2]|0))EJa(y);eJa(y,d+4|0);pJa(y,0,g);g=y+200|0;if(!(f[y+36>>2]|0))hJa(y,0,d+36|0);if((f[g>>2]&1|0)==0&0==0)MKa(y,0,d);if(!(f[y+44>>2]|0))hJa(y,1,d+44|0);if((f[g>>2]&2|0)==0&0==0)MKa(y,1,d);if(!(f[y+52>>2]|0))hJa(y,2,d+52|0);if((f[g>>2]&4|0)==0&0==0)MKa(y,2,d);cNa(a,d,y,x);IJa(y,((b[d+192>>0]|b[y+192>>0])&255)>>>3&7);r=y+196|0;if(!(f[r>>2]&2))g=(f[d+196>>2]&2|0)!=0;else g=1;aJa(y,g);if(!(f[r>>2]&4))g=(f[d+196>>2]&4|0)!=0;else g=1;bJa(y,g);if(!(f[r>>2]&8))g=(f[d+196>>2]&8|0)!=0;else g=1;rJa(y,g);if(!(f[r>>2]&16))g=(f[d+196>>2]&16|0)!=0;else g=1;sJa(y,g);if(!(f[r>>2]&32))g=(f[d+196>>2]&32|0)!=0;else g=1;vJa(y,g);if(!(f[r>>2]&64))g=(f[d+196>>2]&64|0)!=0;else g=1;xJa(y,g);if(!(f[r>>2]&8192))g=(f[d+196>>2]&8192|0)!=0;else g=1;yJa(y,g);if(!(f[r>>2]&16384))g=(f[d+196>>2]&16384|0)!=0;else g=1;zJa(y,g);if(!(f[r>>2]&32768))g=(f[d+196>>2]&32768|0)!=0;else g=1;AJa(y,g);if(!(f[r>>2]&65536))g=(f[d+196>>2]&65536|0)!=0;else g=1;BJa(y,g);if(!(f[r>>2]&33554432))g=(f[d+196>>2]&33554432|0)!=0;else g=1;tJa(y,g);if(!(f[r>>2]&67108864))g=(f[d+196>>2]&67108864|0)!=0;else g=1;uJa(y,g);g=f[r>>2]|0;do if(!(g&4096)){if(!(f[d+196>>2]&4096))break;f[s>>2]=f[(f[d+108>>2]|0)+40>>2];OKa(y,aNa(x+108|0,s)|0);g=f[r>>2]|0}while(0);do if(!(g&134217728)){if(!(f[d+196>>2]&134217728))break;h=d+104|0;g=f[h>>2]|0;j=b[g+364>>0]&1;if(!(j<<24>>24))g=g+300|0;else{i=f[x+12>>2]|0;if(b[i+120>>0]&4){AIa(i);g=f[h>>2]|0}q=i+76|0;p=g+300|0;f[t>>2]=q;f[t+4>>2]=p;s=t+8|0;D=+n[p>>2];C=+n[g+304>>2];B=+n[g+308>>2];n[s>>2]=+n[q>>2]*D+ +n[i+88>>2]*C+ +n[i+100>>2]*B;n[t+12>>2]=+n[i+80>>2]*D+ +n[i+92>>2]*C+ +n[i+104>>2]*B;n[t+16>>2]=+n[i+84>>2]*D+ +n[i+96>>2]*C+ +n[i+108>>2]*B;g=s}UKa(y,j,g,+WKa(d))}while(0);g=bNa(v,w)|0;p=o;q=(o|0)==0;if(!q)gOb(p);f[g>>2]=l;w=g+4|0;g=f[w>>2]|0;f[w>>2]=o;if(g|0)iOb(g);e:do if(!k){g=WFa(x)|0;o=e;m=f[o>>2]|0;o=f[o+4>>2]|0;j=m&15;i=ZPb(m|0,o|0,4)|0;if((j|0)!=15){h=f[g+12>>2]|0;if(j>>>0>=(((f[g+16>>2]|0)-h|0)/72|0)>>>0)break;k=i&15;i=ZPb(m|0,o|0,8)|0;do if((k|0)==15)g=h+(j*72|0)|0;else{g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,12)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,16)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,20)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,24)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,28)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=o&15;i=ZPb(m|0,o|0,36)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,40)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,44)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,48)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,52)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;l=i&15;i=ZPb(m|0,o|0,56)|0;if((l|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(l>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=g;k=i&15;h=ZPb(m|0,o|0,60)|0;if((k|0)==15){g=j+(l*72|0)|0;break}g=f[j+(l*72|0)+12>>2]|0;if(k>>>0>=(((f[j+(l*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;i=g;g=h&15;if((g|0)==15){g=i+(k*72|0)|0;break}h=f[i+(k*72|0)+12>>2]|0;if(g>>>0<(((f[i+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)g=h+(g*72|0)|0;else break e}while(0);if(!g)break}gpb(g,y,c,(f[a+8>>2]|0)>>>0<524289,(b[a+416>>0]&4)!=0)}while(0);ZIa(y);g=f[a+4>>2]|0;if(!(b[g+229>>0]|0))z=126;else if(f[r>>2]&16777216|0)z=126;if((z|0)==126)U8a(f[g+240>>2]|0,y,0,0);if(q){u=A;return}iOb(p);u=A;return}function _Ma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+16>>2]|0;if(b|0)iOb(b);sOb(k);return l|0}function $Ma(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;hNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function aNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;fNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function bNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;dNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function cNa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j;if(!(b[(f[a+4>>2]|0)+229>>0]|0))a=0;else a=(f[d+196>>2]&16777216|0)==0;i=e+128|0;if(a|(b[i>>0]|0)!=2)g=0;else{f[h>>2]=f[d+120>>2];f[g>>2]=f[h>>2];g=bGa(e,g)|0}h=d+193|0;c=c+192|0;e=g+12|0;if(a){do if(!(b[h>>0]&1))if(!(b[i>>0]|0)){HJa(d,1,0,1)|0;break}else{HJa(d,1,0,0)|0;break}while(0);do if(!(b[h>>0]&2))if(!(b[i>>0]|0)){HJa(d,2,0,1)|0;break}else{HJa(d,2,0,0)|0;break}while(0);if(b[h>>0]&4){u=j;return}if(!(b[i>>0]|0)){HJa(d,4,0,1)|0;u=j;return}else{HJa(d,4,0,0)|0;u=j;return}}a=(b[h>>0]&1)==0;if(!g){a:do if(a)switch(b[i>>0]|0){case 0:{HJa(d,1,0,1)|0;break a}case 1:{HJa(d,1,1,1)|0;break a}default:{HJa(d,1,(b[c>>0]&1)!=0,0)|0;break a}}while(0);b:do if(!(b[h>>0]&2))switch(b[i>>0]|0){case 0:{HJa(d,2,0,1)|0;break b}case 1:{HJa(d,2,1,1)|0;break b}default:{HJa(d,2,(b[c>>0]&2)!=0,0)|0;break b}}while(0);if(b[h>>0]&4){u=j;return}switch(b[i>>0]|0){case 0:{HJa(d,4,0,1)|0;u=j;return}case 1:{HJa(d,4,1,1)|0;u=j;return}default:{HJa(d,4,(b[c>>0]&4)!=0,0)|0;u=j;return}}}c:do if(a)switch(b[i>>0]|0){case 0:{HJa(d,1,0,1)|0;break c}case 1:{HJa(d,1,1,1)|0;break c}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&1)!=0;else a=(a&1|0)!=0;HJa(d,1,a,0)|0;break c}}while(0);d:do if(!(b[h>>0]&2))switch(b[i>>0]|0){case 0:{HJa(d,2,0,1)|0;break d}case 1:{HJa(d,2,1,1)|0;break d}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&2)!=0;else a=(a&2|0)!=0;HJa(d,2,a,0)|0;break d}}while(0);if(b[h>>0]&4){u=j;return}switch(b[i>>0]|0){case 0:{HJa(d,4,0,1)|0;u=j;return}case 1:{HJa(d,4,1,1)|0;u=j;return}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&4)!=0;else a=(a&4|0)!=0;HJa(d,4,a,0)|0;u=j;return}}}function dNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){eNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;eNa(a,b);return}function eNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function fNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){gNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;gNa(a,b);return}function gNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function hNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){iNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;iNa(a,b);return}function iNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function jNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0;q=u;u=u+32|0;p=q;r=f[a>>2]|0;f[p>>2]=r;w=f[a+4>>2]|0;k=p+4|0;f[k>>2]=w;t=f[a+8>>2]|0;o=p+8|0;f[o>>2]=t;c=p+12|0;e=f[a+12>>2]|0;f[c>>2]=e;v=f[a+16>>2]|0;j=p+16|0;f[j>>2]=v;m=p+20|0;f[m>>2]=f[a+20>>2];g=+n[b>>2];r=g<(f[s>>2]=r,+n[s>>2]);h=(f[s>>2]=w,+n[s>>2]);i=(f[s>>2]=v,+n[s>>2]);d=(f[s>>2]=t,+n[s>>2]);if(r){e=p;l=3}else if(g>(f[s>>2]=e,+n[s>>2])){e=c;l=3}if((l|0)==3)n[e>>2]=g;g=+n[b+4>>2];if(g<h){e=p;l=6}else if(g>i){e=c;l=6}if((l|0)==6){n[e+4>>2]=g;d=+n[o>>2]}g=+n[b+8>>2];if(g<d){e=p;l=9}else if(g>+n[m>>2]){e=c;l=9}if((l|0)==9)n[e+8>>2]=g;d=+n[b+12>>2];if(d<+n[p>>2]){e=p;l=12}else if(d>+n[c>>2]){e=c;l=12}if((l|0)==12)n[e>>2]=d;d=+n[b+16>>2];if(d<+n[k>>2]){e=p;l=15}else if(d>+n[j>>2]){e=c;l=15}if((l|0)==15)n[e+4>>2]=d;d=+n[b+20>>2];if(d<+n[o>>2])c=p;else if(!(d>+n[m>>2])){w=uNa(p,a)|0;u=q;return w|0}n[c+8>>2]=d;w=uNa(p,a)|0;u=q;return w|0}function kNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r;q=a+4|0;l=f[q>>2]|0;m=f[a>>2]|0;e=l-m>>2;c=e+1|0;n=m;d=l;if(c>>>0>1073741823)AMb(a);o=a+8|0;i=f[o>>2]|0;k=i-m|0;g=k>>1;g=k>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);f[p>>2]=h;c=h+(e<<2)|0;j=p+8|0;k=p+4|0;f[k>>2]=c;g=h+(g<<2)|0;h=p+12|0;f[h>>2]=g;f[c>>2]=f[b>>2];e=c+4|0;f[j>>2]=e;if((d|0)==(n|0)){d=c;b=h;n=m;h=l;l=g;m=i;i=d;f[a>>2]=i;f[k>>2]=n;f[q>>2]=e;f[j>>2]=h;f[o>>2]=l;f[b>>2]=m;f[p>>2]=n;tNa(p);u=r;return}do{d=d+-4|0;m=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=m;c=(f[k>>2]|0)+-4|0;f[k>>2]=c}while((d|0)!=(n|0));e=c;m=h;i=j;n=f[a>>2]|0;g=f[j>>2]|0;b=f[q>>2]|0;j=f[h>>2]|0;l=f[o>>2]|0;h=e;f[a>>2]=h;f[k>>2]=n;f[q>>2]=g;f[i>>2]=b;f[o>>2]=j;f[m>>2]=l;f[p>>2]=n;tNa(p);u=r;return}function lNa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+48|0;i=F;j=a+36|0;if(!(f[j>>2]|0)){e=a+24|0;g=a+28|0;h=f[g>>2]|0;if(h-(f[e>>2]|0)>>2>>>0>127){e=pOb(104)|0;g=e+49|0;h=e;i=h+104|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=1;i=e+76|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;b[e+101>>0]=1;f[j>>2]=e;f[e+40>>2]=a;f[e+92>>2]=a;mNa(a);lNa(a,c,d);u=F;return}f[i>>2]=d;if((f[a+32>>2]|0)>>>0>h>>>0){f[h>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else nNa(e,i);eGa(d,a);u=F;return}xib(i,a,b[a+48>>0]|0,+n[a+44>>2]);e=f[j>>2]|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[e+12>>2]=f[i+12>>2];f[e+16>>2]=f[i+16>>2];f[e+20>>2]=f[i+20>>2];J=f[i+24>>2]|0;f[e+52>>2]=J;I=f[i+28>>2]|0;f[e+56>>2]=I;H=f[i+32>>2]|0;f[e+60>>2]=H;G=f[i+36>>2]|0;f[e+64>>2]=G;h=f[i+40>>2]|0;f[e+68>>2]=h;j=f[i+44>>2]|0;f[e+72>>2]=j;r=+n[c>>2];t=+n[c+4>>2];v=+n[c+8>>2];w=+n[c+12>>2];x=+n[c+16>>2];y=+n[c+20>>2];k=+n[e>>2];z=(f[s>>2]=J,+n[s>>2]);A=(f[s>>2]=I,+n[s>>2]);B=(f[s>>2]=H,+n[s>>2]);C=(f[s>>2]=G,+n[s>>2]);D=(f[s>>2]=h,+n[s>>2]);E=(f[s>>2]=j,+n[s>>2]);if(!(r>=k))g=15;else{l=+n[e+4>>2];if(!(t>=l))g=15;else{m=+n[e+8>>2];if(!(v>=m))g=15;else{o=+n[e+12>>2];if(!(r<=o))g=15;else{p=+n[e+16>>2];if(!(t<=p))g=15;else{q=+n[e+20>>2];if(!(v<=q)|!(w>=k)|!(x>=l))g=15;else if(!(y<=q&((!(x<=p)|(!(w<=o)|!(y>=m)))^1)))g=15}}}}}do if((g|0)==15){e=e+52|0;if(!(!(r>=z)|!(t>=A)|!(v>=B)|!(r<=C)|!(t<=D)))if(!(!(v<=E)|!(w>=z)|!(x>=A)))if(y<=E&((!(x<=D)|(!(w<=C)|!(y>=B)))^1))break;f[i>>2]=d;g=a+28|0;e=f[g>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else nNa(a+24|0,i);eGa(d,a);u=F;return}while(0);lNa(e,c,d);u=F;return}function mNa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;e=u;u=u+64|0;c=e+48|0;p=e;oNa(c,a);wib(p,a,0,.5);o=pNa(p,c)|0;wib(p,a,0,.3330000042915344);q=pNa(p,c)|0;d=(q|0)<(o|0);o=d?q:o;wib(p,a,0,.6660000085830688);q=pNa(p,c)|0;h=(q|0)<(o|0);o=h?q:o;wib(p,a,1,.5);q=pNa(p,c)|0;i=(q|0)<(o|0);o=i?q:o;wib(p,a,1,.3330000042915344);q=pNa(p,c)|0;j=(q|0)<(o|0);o=j?q:o;wib(p,a,1,.6660000085830688);q=pNa(p,c)|0;k=(q|0)<(o|0);o=k?q:o;wib(p,a,2,.5);q=pNa(p,c)|0;l=(q|0)<(o|0);o=l?q:o;wib(p,a,2,.3330000042915344);q=pNa(p,c)|0;m=(q|0)<(o|0);wib(p,a,2,.6660000085830688);o=(pNa(p,c)|0)<((m?q:o)|0);q=o|(m|l)?2:(k|(j|i))&1;r=q&255;f[p>>2]=f[a+(r<<2)>>2];f[p+4>>2]=f[a+12+(r<<2)>>2];b[a+48>>0]=q;g=+Qib(p,o?.6660000085830688:m?.3330000042915344:l?.5:k?.6660000085830688:j?.3330000042915344:i?.5:h?.6660000085830688:d?.3330000042915344:.5);n[a+44>>2]=g;a=f[c+12>>2]|0;if(a|0)qNa(a,c);d=f[c>>2]|0;if(!d){u=e;return}a=c+4|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=e;return}function nNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function oNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=u;u=u+32|0;p=q;if(!(b[257144]|0))MPb(257144)|0;sNa(a,262921);m=c+24|0;n=c+28|0;l=f[n>>2]|0;c=f[m>>2]|0;e=l-c>>2;o=a+8|0;i=f[a>>2]|0;g=i;if((((f[o>>2]|0)-i|0)/24|0)>>>0<e>>>0){j=a+4|0;if(e>>>0>178956970)vd();r=f[j>>2]|0;h=pOb(e*24|0)|0;d=h+(((r-i|0)/24|0)*24|0)|0;k=d;h=h+(e*24|0)|0;e=r;if((e|0)==(g|0))d=k;else do{r=d;d=d+-24|0;s=e;e=e+-24|0;f[d>>2]=f[e>>2];f[r+-20>>2]=f[s+-20>>2];f[r+-16>>2]=f[s+-16>>2];f[r+-12>>2]=f[s+-12>>2];f[r+-8>>2]=f[s+-8>>2];f[r+-4>>2]=f[s+-4>>2]}while((e|0)!=(g|0));f[a>>2]=d;f[j>>2]=k;f[o>>2]=h;if(!i)e=l;else{sOb(i);c=f[m>>2]|0;e=f[n>>2]|0}}else e=l;if((c|0)==(e|0)){u=q;return}g=a+4|0;h=p+4|0;i=p+8|0;j=p+12|0;k=p+16|0;l=p+20|0;do{cGa(p,f[c>>2]|0);d=f[g>>2]|0;if(d>>>0<(f[o>>2]|0)>>>0){f[d>>2]=f[p>>2];f[d+4>>2]=f[p+4>>2];f[d+8>>2]=f[p+8>>2];f[d>>2]=f[p>>2];f[d+4>>2]=f[h>>2];f[d+8>>2]=f[i>>2];s=d+12|0;f[s>>2]=f[j>>2];f[s+4>>2]=f[j+4>>2];f[s+8>>2]=f[j+8>>2];f[s>>2]=f[j>>2];f[d+16>>2]=f[k>>2];f[d+20>>2]=f[l>>2];f[g>>2]=(f[g>>2]|0)+24}else cD(a,p);c=c+4|0}while((c|0)!=(e|0));u=q;return}function pNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0.0;B=u;u=u+16|0;A=B;c=A;f[c>>2]=0;f[c+4>>2]=0;c=f[b>>2]|0;z=f[b+4>>2]|0;if((c|0)==(z|0)){z=0;k=0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}m=+n[a>>2];o=+n[a+24>>2];p=+n[a+28>>2];q=+n[a+32>>2];r=+n[a+36>>2];s=+n[a+40>>2];t=+n[a+44>>2];v=+n[a+4>>2];w=+n[a+8>>2];x=+n[a+12>>2];y=+n[a+16>>2];l=+n[a+20>>2];do{g=+n[c>>2];b=c+4|0;a=c+8|0;h=c+12|0;j=c+16|0;k=c+20|0;if(!(g>=m))i=12;else{d=+n[b>>2];if(!(d>=v))i=12;else{e=+n[a>>2];if(!(e>=w)|!(g<=x)|!(d<=y)|!(e<=l))i=12;else{d=+n[h>>2];if(!(d>=m))i=12;else{e=+n[j>>2];if(!(e>=v))i=12;else{C=+n[k>>2];if(C<=l&((!(e<=y)|(!(d<=x)|!(C>=w)))^1)){b=0;i=11}else i=12}}}}}if((i|0)==12){i=0;if(g>=o){d=+n[b>>2];if(d>=p){C=+n[a>>2];if(!(!(C>=q)|!(g<=r)|!(d<=s)|!(C<=t))){e=+n[h>>2];if(e>=o){d=+n[j>>2];if(d>=p){C=+n[k>>2];if(C<=t&((!(d<=s)|(!(e<=r)|!(C>=q)))^1)){b=1;i=11}}}}}}}if((i|0)==11){k=A+(b<<2)|0;f[k>>2]=(f[k>>2]|0)+1}c=c+24|0}while((c|0)!=(z|0));z=f[A+4>>2]|0;k=f[A>>2]|0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}function qNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);if(!(b[257328]|0))if(MPb(257328)|0){f[64673]=0;f[64674]=0;f[64675]=0}a=f[64674]|0;if(a>>>0<(f[64675]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64674]=a+12;return}else{rNa(258692,c);return}}function rNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function sNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257328]|0))if(MPb(257328)|0){f[64673]=0;f[64674]=0;f[64675]=0}e=f[64674]|0;if((f[64673]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64674]|0;j=h+-12|0;while(1){e=h+-12|0;f[64674]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-24-i|0)>>>0)/24|0)*24|0);sOb(i);e=f[64674]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function tNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=f[a+4>>2]|0;h=a+8|0;b=f[h>>2]|0;if((b|0)!=(g|0))do{d=b+-4|0;f[h>>2]=d;e=f[d>>2]|0;f[d>>2]=0;if(e|0){d=e+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[e+24>>2]|0;if(b|0){c=e+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(e)}b=f[h>>2]|0}while((b|0)!=(g|0));b=f[a>>2]|0;if(!b)return;sOb(b);return}function uNa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[a+12>>2]-+n[a>>2];g=+n[a+16>>2]-+n[a+4>>2];e=+n[a+20>>2]-+n[a+8>>2];c=h*g*e;f=+n[b+12>>2]-+n[b>>2];if(c>0.0){if(f*(+n[b+16>>2]-+n[b+4>>2])*(+n[b+20>>2]-+n[b+8>>2])>=c*.75){b=1;return b|0}}else if(!(h==0.0^f==0.0)){d=+n[b+20>>2]-+n[b+8>>2];c=+n[b+16>>2]-+n[b+4>>2];if(!(e==0.0^d==0.0|g==0.0^c==0.0)){h=h>0.0?h:1.0;h=g>0.0?h*g:h;g=f>0.0?f:1.0;g=c>0.0?g*c:g;if((d>0.0?g*d:g)>=(e>0.0?h*e:h)*.75){b=1;return b|0}}}b=0;return b|0}function vNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l;wNa(k,c);c=f[k+12>>2]|0;a:do if(c|0)if((b[k+33>>0]|0)!=1){d=f[a>>2]|0;i=f[c+116>>2]|0;h=f[d+92>>2]|0;if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)j=g&i;else if(i>>>0<h>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;c=f[(f[d+88>>2]|0)+(j<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(e)while(1){h=f[c+4>>2]|0;d=(i|0)==(h|0);if(!(d|(h&g|0)==(j|0)))break a;if(d)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){d=f[c+4>>2]|0;if((i|0)==(d|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(j|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);Ipb(k,c+12|0)}}}}while(0);eqb(f[f[a+4>>2]>>2]|0,k);c=f[k+24>>2]|0;if(c|0)iOb(c);c=f[k+16>>2]|0;if(c|0)iOb(c);c=f[k>>2]|0;if(!c){u=l;return}g=k+4|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-8|0;f[g>>2]=e;d=f[d+-4>>2]|0;if(!d)d=e;else{iOb(d);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[k>>2]|0}sOb(c);u=l;return}function wNa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0;f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;h=b+4|0;c=(f[h>>2]|0)-(f[b>>2]|0)|0;g=c>>3;if(g|0){if(g>>>0>536870911)AMb(a);e=pOb(c)|0;f[i>>2]=e;f[a>>2]=e;f[a+8>>2]=e+(g<<3);c=f[b>>2]|0;h=f[h>>2]|0;if((c|0)!=(h|0))do{f[e>>2]=f[c>>2];g=f[c+4>>2]|0;f[e+4>>2]=g;if(g|0)gOb(g);c=c+8|0;e=(f[i>>2]|0)+8|0;f[i>>2]=e}while((c|0)!=(h|0))}f[a+12>>2]=f[b+12>>2];c=f[b+16>>2]|0;f[a+16>>2]=c;if(c|0)gOb(c);f[a+20>>2]=f[b+20>>2];c=f[b+24>>2]|0;f[a+24>>2]=c;if(!c){a=a+28|0;b=b+28|0;f[a>>2]=f[b>>2];d[a+4>>1]=d[b+4>>1]|0;return}gOb(c);a=a+28|0;b=b+28|0;f[a>>2]=f[b>>2];d[a+4>>1]=d[b+4>>1]|0;return}function xNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){yNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;yNa(a,b);return}function yNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function zNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function ANa(a){a=a|0;f[a>>2]=37720;ENa(a+12|0);aOb(a);return}function BNa(a){a=a|0;f[a>>2]=37720;ENa(a+12|0);aOb(a);sOb(a);return}function CNa(a){a=a|0;ENa(a+12|0);return}function DNa(a){a=a|0;sOb(a);return}function ENa(a){a=a|0;var b=0,c=0,d=0;b=f[a+116>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+108|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+96>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+76>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+68|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+36>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+20|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){TFa(b);sOb(b)}b=f[a+16>>2]|0;if(!b)return;iOb(b);return}function FNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){GNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;GNa(a,b);return}function GNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function HNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+1856>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+1848|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);qBa(a+464|0);b=f[a+440>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+432|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+380>>2]|0;if(b|0){c=a+384|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}g=a+368|0;b=f[g>>2]|0;if(b|0){h=a+372|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}b=f[a+356>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);h=a+348|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+336>>2]|0;if(b|0){c=a+340|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+324>>2]|0;if(b|0){c=a+328|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+312>>2]|0;if(b|0){c=a+316|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+300>>2]|0;if(b|0){c=a+304|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+288>>2]|0;if(b|0){c=a+292|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+276>>2]|0;if(b|0){c=a+280|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+232>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+224|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+212>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+204|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+192>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+184|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+172>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+164|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+152>>2]|0;if(b|0){c=a+156|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}INa(a+108|0);JNa(a+64|0);e=a+52|0;b=f[e>>2]|0;if(b|0){g=a+56|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[g>>2]=d;c=f[c+-12>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}b=f[a+40>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);h=a+32|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+20>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;KNa(h+12|0);sOb(h)}while((b|0)!=0);a=a+12|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;sOb(b);return}function INa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a>>2]|0;if(!b)return;h=a+4|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{e=c+-4|0;f[h>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[h>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function JNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a>>2]|0;if(!b)return;h=a+4|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{e=c+-4|0;f[h>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[h>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function KNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+268>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+260|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+248>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+240|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+228>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+220|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+208>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+200|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+188>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+180|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+168>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+160|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+148>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+140|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+128>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+120|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+108>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+100|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+88>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+80|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+60|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+48>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+40|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+28>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+20|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);e=a+8|0;b=f[e>>2]|0;if(b|0){g=a+12|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-8|0;f[g>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;TFa(b);sOb(b);return}function LNa(a){a=a|0;var b=0,c=0;b=pOb(32)|0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=37748;c=b+12|0;NMa(c,0);f[a>>2]=c;f[a+4>>2]=b;return}function MNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=37748;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b){aOb(a);return}e=a+20|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b);aOb(a);return}function NNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=37748;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b){aOb(a);sOb(a);return}e=a+20|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b);aOb(a);sOb(a);return}function ONa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b)return;c=a+20|0;a=f[c>>2]|0;if((a|0)!=(b|0)){do{e=a+-32|0;f[c>>2]=e;a=f[a+-16>>2]|0;if((e|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[c>>2]|0}while((a|0)!=(b|0));b=f[d>>2]|0}sOb(b);return}function PNa(a){a=a|0;sOb(a);return}function QNa(a){a=a|0;RNa(f[a>>2]|0);return}function RNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;yBa(a+464|0)|0;g=a+152|0;j=f[g>>2]|0;k=a+156|0;d=f[k>>2]|0;e=j;b=d+(~((d+-4-e|0)>>>2)<<2)|0;if((d|0)==(j|0))b=j;else f[k>>2]=b;d=a+160|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0>b>>>0){do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[g>>2]=h;f[k>>2]=b;f[d>>2]=b;if(j|0)sOb(j)}SNa(a+108|0);TNa(a+64|0);g=a+44|0;if(f[g>>2]|0){e=a+40|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[a+36>>2]|0;if(c|0){d=a+32|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}d=f[a+52>>2]|0;e=a+56|0;b=f[e>>2]|0;if((b|0)!=(d|0))do{c=b+-20|0;f[e>>2]=c;b=f[b+-12>>2]|0;if(b|0)do{k=b;b=f[b>>2]|0;sOb(k)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);b=f[e>>2]|0}while((b|0)!=(d|0));e=a+24|0;if(!(f[e>>2]|0))return;c=a+20|0;b=f[c>>2]|0;if(b|0)do{k=b;b=f[b>>2]|0;KNa(k+12|0);sOb(k)}while((b|0)!=0);f[c>>2]=0;d=f[a+16>>2]|0;if(d|0){c=a+12|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function SNa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;k=r+24|0;j=r+20|0;i=r+16|0;l=r+12|0;m=r+8|0;n=r+28|0;o=r+4|0;p=r;h=f[a>>2]|0;q=a+4|0;c=f[q>>2]|0;if((c|0)!=(h|0))do{e=c+-4|0;f[q>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[q>>2]|0}while((c|0)!=(h|0));f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;d=a+40|0;if(!(b[d>>0]|0)){u=r;return}b[d>>0]=0;f[l>>2]=f[a>>2];f[m>>2]=c;f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];b[k>>0]=b[n>>0]|0;n=aDa(i,j,k)|0;f[o>>2]=n;f[p>>2]=f[q>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];bDa(a,j,k)|0;u=r;return}function TNa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;k=r+24|0;j=r+20|0;i=r+16|0;l=r+12|0;m=r+8|0;n=r+28|0;o=r+4|0;p=r;h=f[a>>2]|0;q=a+4|0;c=f[q>>2]|0;if((c|0)!=(h|0))do{e=c+-4|0;f[q>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[q>>2]|0}while((c|0)!=(h|0));f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;d=a+40|0;if(!(b[d>>0]|0)){u=r;return}b[d>>0]=0;f[l>>2]=f[a>>2];f[m>>2]=c;f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];b[k>>0]=b[n>>0]|0;n=cDa(i,j,k)|0;f[o>>2]=n;f[p>>2]=f[q>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];dDa(a,j,k)|0;u=r;return}function UNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+32|0;e=c+12|0;d=c;JJa(b,e,d);f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[a+12>>2]=f[d>>2];f[a+16>>2]=f[d+4>>2];f[a+20>>2]=f[d+8>>2];u=c;return}function VNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;WNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function WNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XNa(a,b);return}function XNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;ZNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function ZNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_Na(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_Na(a,b);return}function _Na(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $Na(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;e=k+4|0;i=k;f[i>>2]=f[c>>2];f[e>>2]=f[i>>2];e=$Ma((TMa(a,e)|0)+60|0,c+4|0)|0;if(f[e>>2]|0){b=0;u=k;return b|0}i=c;g=f[i+4>>2]|0;d=(f[b>>2]|0)+112|0;f[d>>2]=f[i>>2];f[d+4>>2]=g;d=f[b>>2]|0;g=f[b+4>>2]|0;if(g|0)gOb(g);f[e>>2]=d;i=e+4|0;d=f[i>>2]|0;f[i>>2]=g;if(d|0)iOb(d);h=f[c>>2]|0;g=f[a+16>>2]|0;if(!g){b=1;u=k;return b|0}c=g+-1|0;e=(c&g|0)==0;if(e)i=c&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;d=f[(f[a+12>>2]|0)+(i<<2)>>2]|0;if(!d){b=1;u=k;return b|0}d=f[d>>2]|0;if(!d){b=1;u=k;return b|0}a:do if(e){while(1){a=f[d+4>>2]|0;e=(a|0)==(h|0);if(!(e|(a&c|0)==(i|0))){d=1;e=26;break}if(e)if((f[d+8>>2]|0)==(h|0)){j=d;break a}d=f[d>>2]|0;if(!d){d=1;e=26;break}}if((e|0)==26){u=k;return d|0}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(h|0)){if((f[d+8>>2]|0)==(h|0)){j=d;break a}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){d=1;e=26;break}}d=f[d>>2]|0;if(!d){d=1;e=26;break}}if((e|0)==26){u=k;return d|0}}while(0);d=f[j+20>>2]|0;e=f[j+24>>2]|0;if((d|0)==(e|0)){b=1;u=k;return b|0}do{VMa(0,f[d>>2]|0,f[b>>2]|0);d=d+8|0}while((d|0)!=(e|0));d=1;u=k;return d|0}function aOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;bOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function bOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cOa(a,b);return}function cOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function dOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;eOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function eOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){fOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;fOa(a,b);return}function fOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function gOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;hOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function hOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){iOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;iOa(a,b);return}function iOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function jOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;kOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function kOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){lOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;lOa(a,b);return}function lOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function mOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;nOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function nOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){oOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;oOa(a,b);return}function oOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function pOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;qOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function qOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){rOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;rOa(a,b);return}function rOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function sOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;i=k;f[i>>2]=f[c>>2];f[h>>2]=f[i>>2];h=aNa((TMa(a,h)|0)+220|0,c+4|0)|0;if(f[h>>2]|0){b=0;u=k;return b|0}d=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[h>>2]=d;i=h+4|0;g=f[i>>2]|0;f[i>>2]=e;if(g){iOb(g);d=f[h>>2]|0}g=c;i=f[g+4>>2]|0;h=d+36|0;f[h>>2]=f[g>>2];f[h+4>>2]=i;c=f[c>>2]|0;h=f[a+16>>2]|0;if(!h){b=1;u=k;return b|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;d=f[(f[a+12>>2]|0)+(i<<2)>>2]|0;if(!d){b=1;u=k;return b|0}d=f[d>>2]|0;if(!d){b=1;u=k;return b|0}a:do if(e){while(1){a=f[d+4>>2]|0;e=(a|0)==(c|0);if(!(e|(a&g|0)==(i|0))){d=1;e=27;break}if(e)if((f[d+8>>2]|0)==(c|0)){j=d;break a}d=f[d>>2]|0;if(!d){d=1;e=27;break}}if((e|0)==27){u=k;return d|0}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(c|0)){if((f[d+8>>2]|0)==(c|0)){j=d;break a}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){d=1;e=27;break}}d=f[d>>2]|0;if(!d){d=1;e=27;break}}if((e|0)==27){u=k;return d|0}}while(0);d=f[j+20>>2]|0;e=f[j+24>>2]|0;if((d|0)==(e|0)){b=1;u=k;return b|0}do{WMa(0,f[d>>2]|0,f[b>>2]|0);d=d+8|0}while((d|0)!=(e|0));d=1;u=k;return d|0}function tOa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;e=l+4|0;g=l;h=f[b>>2]|0;if(!(f[h+4>>2]|0)){d=0;u=l;return d|0}if(!(f[h+72>>2]|0)){d=0;u=l;return d|0}if(!(f[h+36>>2]|0)){d=0;u=l;return d|0}if(!(f[h+44>>2]|0)){d=0;u=l;return d|0}if(!(f[h+52>>2]|0)){d=0;u=l;return d|0}f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];h=uOa((TMa(a,e)|0)+20|0,c+4|0)|0;if(f[h>>2]|0){d=0;u=l;return d|0}e=f[b>>2]|0;g=f[b+4>>2]|0;if(g|0)gOb(g);f[h>>2]=e;j=h+4|0;e=f[j>>2]|0;f[j>>2]=g;if(e|0)iOb(e);if(!d){e=0;g=0}else{g=d;e=f[g>>2]|0;g=f[g+4>>2]|0}h=h+8|0;f[h>>2]=e;f[h+4>>2]=g;h=c;j=f[h+4>>2]|0;i=(f[b>>2]|0)+116|0;f[i>>2]=f[h>>2];f[i+4>>2]=j;i=f[c>>2]|0;c=f[a+16>>2]|0;if(!c){d=1;u=l;return d|0}h=c+-1|0;g=(h&c|0)==0;if(g)j=h&i;else if(i>>>0<c>>>0)j=i;else j=(i>>>0)%(c>>>0)|0;e=f[(f[a+12>>2]|0)+(j<<2)>>2]|0;if(!e){d=1;u=l;return d|0}e=f[e>>2]|0;if(!e){d=1;u=l;return d|0}a:do if(g){while(1){c=f[e+4>>2]|0;g=(c|0)==(i|0);if(!(g|(c&h|0)==(j|0))){e=1;g=33;break}if(g)if((f[e+8>>2]|0)==(i|0)){k=e;break a}e=f[e>>2]|0;if(!e){e=1;g=33;break}}if((g|0)==33){u=l;return e|0}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(i|0)){if((f[e+8>>2]|0)==(i|0)){k=e;break a}}else{if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(j|0)){e=1;g=33;break}}e=f[e>>2]|0;if(!e){e=1;g=33;break}}if((g|0)==33){u=l;return e|0}}while(0);e=f[k+20>>2]|0;g=f[k+24>>2]|0;if((e|0)==(g|0)){d=1;u=l;return d|0}do{ZMa(a,e,f[b>>2]|0,d);e=e+8|0}while((e|0)!=(g|0));e=1;u=l;return e|0}function uOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;vOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+16|0;return a|0}function vOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wOa(a,b);return}function wOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0,q=0;o=u;u=u+16|0;l=o;m=a+416|0;c=b[m>>0]|0;if(!(c&2)){u=o;return}a:do if(c&1){if(f[a+444>>2]|0){c=f[a+440>>2]|0;if(!c)break;g=a+452|0;h=a+420|0;i=a+424|0;j=l+4|0;a=a+428|0;e=l+8|0;while(1){d=f[c+8>>2]|0;if(f[d+4>>2]|0)if(!(f[d+196>>2]&32)){k=d+200|0;if(!((f[k>>2]&33554432|0)==0&0==0))LJa(d);p=+n[g>>2];n[l>>2]=p*(+n[d+168>>2]-+n[h>>2]);n[j>>2]=p*(+n[d+172>>2]-+n[i>>2]);n[e>>2]=p*(+n[d+176>>2]-+n[a>>2]);wJa(d,l)}c=f[c>>2]|0;if(!c)break a}}c=f[a+40>>2]|0;b:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break b}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);h=a+452|0;i=a+420|0;j=a+424|0;k=l+4|0;e=a+428|0;g=l+8|0;if(c|0)c:while(1){do{a=f[d+12>>2]|0;if(!(f[a+196>>2]&32)){q=a+200|0;if(!((f[q>>2]&33554432|0)==0&0==0))LJa(a);p=+n[h>>2];n[l>>2]=p*(+n[a+168>>2]-+n[i>>2]);n[k>>2]=p*(+n[a+172>>2]-+n[j>>2]);n[g>>2]=p*(+n[a+176>>2]-+n[e>>2]);wJa(a,l)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}}while(0);b[m>>0]=b[m>>0]&-3;u=o;return}function yOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;c=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(d)while(1){g=f[c+4>>2]|0;b=(g|0)==(i|0);if(!(b|(g&e|0)==(h|0)))break a;if(b)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){b=f[c+4>>2]|0;if((b|0)==(i|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[a>>2]=f[c+12>>2];c=f[c+16>>2]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function zOa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;l=0;q=u;u=u+1328|0;j=f[c+244>>2]|0;p=f[c+240>>2]|0;k=f[d>>2]|0;if(k|0){e=f[(a+36|0)>>2]|0;if(!e){a=0;u=q;return a|0}if(!((e+-1|0)&e))g=(e+-1|0)&k;else if(k>>>0<e>>>0)g=k;else g=(k>>>0)%(e>>>0)|0;c=f[(f[(a+32|0)>>2]|0)+(g<<2)>>2]|0;if(!c){a=0;u=q;return a|0}c=f[c>>2]|0;if(!c){a=0;u=q;return a|0}a:do if(!((e+-1|0)&e)){while(1){d=f[c+4>>2]|0;if(!((d|0)==(k|0)|(d&(e+-1|0)|0)==(g|0))){i=0;l=192;break}if((d|0)==(k|0))if((f[c+8>>2]|0)==(k|0)){o=c;break a}c=f[c>>2]|0;if(!c){i=0;l=192;break}}if((l|0)==192){u=q;return i|0}}else{while(1){d=f[c+4>>2]|0;if((d|0)==(k|0)){if((f[c+8>>2]|0)==(k|0)){o=c;break a}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0)){i=0;l=192;break}}c=f[c>>2]|0;if(!c){i=0;l=192;break}}if((l|0)==192){u=q;return i|0}}while(0);k=o+12|0;f[q>>2]=f[(f[k>>2]|0)+8>>2];f[(q+4|0)>>2]=f[q>>2];j=TMa(a,q+4|0)|0;d=f[j+8>>2]|0;c=f[(j+12|0)>>2]|0;b:do if((d|0)==(c|0)){h=d;l=142}else{e=f[k>>2]|0;do{if((f[d>>2]|0)==(e|0)){h=d;l=142;break b}d=d+8|0}while((d|0)!=(c|0))}while(0);if((l|0)==142)if((h|0)!=(c|0)){d=h+8|0;if((d|0)!=(c|0)){g=h;i=h;while(1){e=f[d>>2]|0;if((e|0)!=(f[k>>2]|0)){i=i+12|0;r=f[i>>2]|0;f[d>>2]=0;f[i>>2]=0;f[h>>2]=e;i=h+4|0;e=f[i>>2]|0;f[i>>2]=r;if(e|0)iOb(e);h=g+8|0;g=h}e=d+8|0;if((e|0)==(c|0))break;else{i=d;d=e}}c=f[(j+12|0)>>2]|0}if((c|0)!=(h|0))do{d=c+-8|0;f[(j+12|0)>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[(j+12|0)>>2]|0}}while((c|0)!=(h|0))}AOa(a,f[k>>2]|0);d=BOa(f[k>>2]|0)|0;do if(d|0)if(!(f[d+40>>2]|0)){c=(f[d+36>>2]|0)==0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(c){b[a+104>>0]=1;l=160}else l=161;else if(c)l=160;else l=161;if((l|0)==160){b[a+105>>0]=1;break}else if((l|0)==161){b[a+106>>0]=1;break}}while(0);g=f[k>>2]|0;e=f[g>>2]|0;c=f[a+52>>2]|0;f[(q+4|0)>>2]=g;COa(c+(e*20|0)|0,q+4|0)|0;e=f[(a+36|0)>>2]|0;c=f[o+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(a+32|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(o|0))break;else i=c}if((i|0)==(a+40|0))l=175;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))m=o;else l=175}do if((l|0)==175){c=f[o>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){m=o;break}}f[d>>2]=0;m=o}while(0);c=f[m>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(a+32|0)>>2]|0)+(d<<2)>>2]=i;c=f[o>>2]|0}}f[i>>2]=c;f[m>>2]=0;f[(a+44|0)>>2]=(f[(a+44|0)>>2]|0)+-1;c=f[o+16>>2]|0;if(c|0)iOb(c);sOb(o);vDa(a+464|0);Y8a(p);r=1;u=q;return r|0}g=PMa(a+32|0,258684)|0;c=f[g>>2]|0;d=f[c+56>>2]|0;if(d){do{e=f[d+12>>2]|0;c=f[e+4>>2]|0;e=f[e+8>>2]|0;if(e)gOb(e);if(c|0)z$a(j,c+28|0,7,0);if(e)iOb(e);d=f[d>>2]|0}while((d|0)!=0);c=f[g>>2]|0}AOa(a,c);r=f[g>>2]|0;f[q+32>>2]=a;f[q+280>>2]=i;f[q+360>>2]=g;f[q+456>>2]=r;f[q+1064>>2]=j;f[q+1112>>2]=p;f[q+1280>>2]=0;f[q+1284>>2]=0;VQa(q);G=f[q+1280>>2]|0;D=f[q+1284>>2]|0;H=+n[q+1284>>2];f[q+1280>>2]=0;f[q+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function AOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=b+96|0;c=f[g>>2]|0;if(c|0)do{h=(f[c+12>>2]|0)+112|0;f[h>>2]=0;f[h+4>>2]=-1;c=f[c>>2]|0}while((c|0)!=0);h=b+100|0;if(f[h>>2]|0){c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[b+92>>2]|0;if(d|0){e=b+88|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}g=b+116|0;c=f[g>>2]|0;if(c|0)do{h=(f[c+12>>2]|0)+36|0;f[h>>2]=0;f[h+4>>2]=-1;c=f[c>>2]|0}while((c|0)!=0);h=b+120|0;if(f[h>>2]|0){c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[b+112>>2]|0;if(d|0){e=b+108|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}c=f[b+56>>2]|0;if(c|0)do{EOa(a,f[c+12>>2]|0);c=f[c>>2]|0}while((c|0)!=0);c=f[b+76>>2]|0;if(!c)return;do{EOa(a,f[c+12>>2]|0);c=f[c>>2]|0}while((c|0)!=0);return}function BOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=dGa(a)|0;if(!c){k=0;return k|0}k=c+24|0;e=f[k>>2]|0;j=c+28|0;d=f[j>>2]|0;a:do if((e|0)==(d|0)){h=e;g=5}else do{if((f[e>>2]|0)==(a|0)){h=e;g=5;break a}e=e+4|0}while((e|0)!=(d|0));while(0);if((g|0)==5)if((h|0)!=(d|0)){e=h+4|0;if((e|0)==(d|0))e=h;else{i=e;e=h;while(1){g=f[i>>2]|0;if((g|0)==(a|0))g=h;else{f[h>>2]=g;g=h+4|0;e=g}i=i+4|0;if((i|0)==(d|0))break;else h=g}d=f[j>>2]|0}if((d|0)!=(e|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}}b:do if((f[k>>2]|0)==(d|0))while(1){if(f[c+36>>2]|0)break b;e=f[c+40>>2]|0;if(!e)break b;c=e+36|0;d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))if((f[d+76>>2]|0)==(f[d+80>>2]|0))if(!(f[d+88>>2]|0)){f[c>>2]=0;iDa(d);sOb(d)}if((f[e+24>>2]|0)==(f[e+28>>2]|0))c=e;else{c=e;break}}while(0);b[c+49>>0]=0;k=c;return k|0}function COa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=DOa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(l);a=1;return a|0}function DOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=X(h,1540483477)|0;e=(X(e>>>24^e,1540483477)|0)^1866966612;e=X(e>>>13^e,1540483477)|0;e=e>>>15^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=e&d;else if(e>>>0<g>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function EOa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;i=u;u=u+16|0;g=i;d=c+200|0;e=f[d>>2]|0;if((e&-268435456|0)==0&0==0)d=h[d+4>>0]|0;else{_Ia(c,0)|0;d=h[d+4>>0]|0}a:do switch(d&3|0){case 2:{d=FOa(c)|0;if(d|0)if(!(f[d+40>>2]|0)){e=(f[d+36>>2]|0)==0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(e){b[a+148>>0]=1;d=11}else d=12;else if(e)d=11;else d=12;if((d|0)==11){b[a+149>>0]=1;break a}else if((d|0)==12){b[a+150>>0]=1;break a}}break}case 0:{GOa(a+152|0,f[c+124>>2]|0);break}default:{}}while(0);aJa(c,0);bJa(c,0);dJa(c);rDa(a+464|0,c);f[g>>2]=c;sDa(a+432|0,g)|0;HOa(a+224|0,c+116|0)|0;u=i;return}function FOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=f[a+124>>2]|0;if(!c){k=0;return k|0}k=c+24|0;e=f[k>>2]|0;j=c+28|0;d=f[j>>2]|0;a:do if((e|0)==(d|0)){h=e;g=5}else do{if((f[e>>2]|0)==(a|0)){h=e;g=5;break a}e=e+4|0}while((e|0)!=(d|0));while(0);if((g|0)==5)if((h|0)!=(d|0)){e=h+4|0;if((e|0)==(d|0))e=h;else{i=e;e=h;while(1){g=f[i>>2]|0;if((g|0)==(a|0))g=h;else{f[h>>2]=g;g=h+4|0;e=g}i=i+4|0;if((i|0)==(d|0))break;else h=g}d=f[j>>2]|0}if((d|0)!=(e|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}}b:do if((f[k>>2]|0)==(d|0))while(1){if(f[c+36>>2]|0)break b;e=f[c+40>>2]|0;if(!e)break b;c=e+36|0;d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))if((f[d+76>>2]|0)==(f[d+80>>2]|0))if(!(f[d+88>>2]|0)){f[c>>2]=0;jDa(d);sOb(d)}if((f[e+24>>2]|0)==(f[e+28>>2]|0))c=e;else{c=e;break}}while(0);b[c+49>>0]=0;k=c;return k|0}function GOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=a+4|0;d=f[g>>2]|0;e=f[a>>2]|0;c=d-e>>2;if(c>>>0<=b>>>0)return;if((b+1|0)>>>0<c>>>0){f[(f[d+-4>>2]|0)+124>>2]=b;c=(f[g>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=b;e=f[a>>2]|0;b=f[g>>2]|0;c=e}else{b=d;c=e}b=b+-4|0;f[g>>2]=b;if((c|0)!=(b|0))return;d=a+8|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0<=b>>>0)return;do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,e|0,c|0)|0;f[a>>2]=h;f[g>>2]=b;f[d>>2]=b;if(!e)return;sOb(e);return}function HOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=IOa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(l);a=1;return a|0}function IOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function JOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;n=v+8|0;o=v+16|0;m=v;h=f[b>>2]|0;p=a+16|0;e=f[p>>2]|0;if(!e){a=0;u=v;return a|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;s=a+12|0;b=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!b){a=0;u=v;return a|0}b=f[b>>2]|0;if(!b){a=0;u=v;return a|0}a:do if(c){while(1){l=f[b+4>>2]|0;c=(l|0)==(h|0);if(!(c|(l&d|0)==(g|0))){b=0;q=154;break}if(c)if((f[b+8>>2]|0)==(h|0)){t=b;break a}b=f[b>>2]|0;if(!b){b=0;q=154;break}}if((q|0)==154){u=v;return b|0}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(h|0)){if((f[b+8>>2]|0)==(h|0)){t=b;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){b=0;q=154;break}}b=f[b>>2]|0;if(!b){b=0;q=154;break}}if((q|0)==154){u=v;return b|0}}while(0);if((h|0)==0?1:(f[t+20>>2]|0)!=(f[t+24>>2]|0)){a=0;u=v;return a|0}l=t+52|0;k=t+60|0;b=f[k>>2]|0;if(b|0){i=n+4|0;j=m+4|0;do{e=b;d=e+12|0;g=f[d>>2]|0;e=e+16|0;h=f[e>>2]|0;if(!h){f[d>>2]=0;f[e>>2]=0}else{hOb(h);c=f[e>>2]|0;f[d>>2]=0;f[e>>2]=0;if(c|0)iOb(c);f[n>>2]=0;d=kOb(h)|0;f[i>>2]=d;if(d|0){f[n>>2]=g;if(g|0){KOa(m,a,n);c=f[j>>2]|0;if(c|0)iOb(c)}iOb(d)}jOb(h)}b=f[b>>2]|0}while((b|0)!=0)}e=t+64|0;if(f[e>>2]|0){b=f[k>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[k>>2]=0;c=f[t+56>>2]|0;if(c|0){b=0;do{f[(f[l>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}h=t+72|0;e=t+80|0;b=f[e>>2]|0;if(b|0)do{m=(f[b+12>>2]|0)+112|0;f[m>>2]=0;f[m+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+84|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+76>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+92|0;f[n>>2]=0;f[n+4>>2]=-1;e=t+100|0;b=f[e>>2]|0;if(b|0)do{EFa(f[b+12>>2]|0,n,o);b=f[b>>2]|0}while((b|0)!=0);g=t+104|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+96>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+112|0;e=t+120|0;b=f[e>>2]|0;if(b|0)do{m=(f[b+12>>2]|0)+204|0;f[m>>2]=0;f[m+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+124|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+116>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+192|0;f[n>>2]=0;f[n+4>>2]=-1;g=t+200|0;b=f[g>>2]|0;if(b|0)do{n8a(f[b+12>>2]|0,n,o);b=f[b>>2]|0}while((b|0)!=0);e=t+204|0;if(f[e>>2]|0){b=f[g>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[g>>2]=0;c=f[t+196>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}h=t+212|0;e=t+220|0;b=f[e>>2]|0;if(b|0)do{o=(f[b+12>>2]|0)+24|0;f[o>>2]=0;f[o+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+224|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+216>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+232|0;e=t+240|0;b=f[e>>2]|0;if(b|0)do{o=(f[b+12>>2]|0)+36|0;f[o>>2]=0;f[o+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+244|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+236>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}g=t+252|0;h=t+264|0;if(f[h>>2]|0){e=t+260|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+256>>2]|0;if(c|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[h>>2]=0}g=t+272|0;h=t+284|0;if(f[h>>2]|0){e=t+280|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+276>>2]|0;if(c|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[h>>2]=0}d=f[p>>2]|0;b=f[t+4>>2]|0;e=d+-1|0;g=(e&d|0)==0;do if(g)h=e&b;else{if(b>>>0<d>>>0){h=b;break}h=(b>>>0)%(d>>>0)|0}while(0);c=(f[s>>2]|0)+(h<<2)|0;i=f[c>>2]|0;while(1){b=f[i>>2]|0;if((b|0)==(t|0))break;else i=b}do if((i|0)==(a+20|0))q=128;else{b=f[i+4>>2]|0;do if(g)b=b&e;else{if(b>>>0<d>>>0)break;b=(b>>>0)%(d>>>0)|0}while(0);if((b|0)!=(h|0)){q=128;break}r=t}while(0);do if((q|0)==128){b=f[t>>2]|0;if(b|0){b=f[b+4>>2]|0;do if(g)b=b&e;else{if(b>>>0<d>>>0)break;b=(b>>>0)%(d>>>0)|0}while(0);if((b|0)==(h|0)){r=t;break}}f[c>>2]=0;r=t}while(0);c=f[r>>2]|0;b=c;do if(c){c=f[c+4>>2]|0;do if(g)c=c&e;else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);if((c|0)==(h|0))break;f[(f[s>>2]|0)+(c<<2)>>2]=i;b=f[t>>2]|0}while(0);f[i>>2]=b;f[r>>2]=0;a=a+24|0;f[a>>2]=(f[a>>2]|0)+-1;KNa(t+12|0);sOb(t);a=1;u=v;return a|0}function KOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;e=k+12|0;g=k+8|0;h=k;j=(f[(f[c>>2]|0)+44>>2]|0)+68|0;i=(zLa(j)|0)<<2;j=i+152+((ALa(j)|0)<<1)|0;i=b+292|0;d=f[i>>2]|0;do if((f[b+288>>2]|0)==(d|0)){i=b+260|0;d=f[i>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=mOa((TMa(b,e)|0)+40|0,h+4|0)|0;if(f[e>>2]|0)break;g=f[h+4>>2]|0;d=(f[c>>2]|0)+28|0;f[d>>2]=f[h>>2];f[d+4>>2]=g;d=f[c>>2]|0;g=c+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[e>>2]=d;e=e+4|0;d=f[e>>2]|0;f[e>>2]=h;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+1;d=b+456|0;f[d>>2]=(f[d>>2]|0)+j;f[a>>2]=f[c>>2];d=f[g>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=mOa((TMa(b,e)|0)+40|0,h+4|0)|0;if(f[e>>2]|0)break;g=f[h+4>>2]|0;d=(f[c>>2]|0)+28|0;f[d>>2]=f[h>>2];f[d+4>>2]=g;d=f[c>>2]|0;g=c+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[e>>2]=d;e=e+4|0;d=f[e>>2]|0;f[e>>2]=h;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+-4;d=b+456|0;f[d>>2]=(f[d>>2]|0)+j;f[a>>2]=f[c>>2];d=f[g>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=k;return}function LOa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+64|0;r=v+48|0;t=v+20|0;m=v+44|0;o=v+40|0;s=v;k=a+236|0;if(f[k>>2]|0){i=a+232|0;h=f[i>>2]|0;if(h|0)do{p=h;h=f[h>>2]|0;sOb(p)}while((h|0)!=0);f[i>>2]=0;i=f[a+228>>2]|0;if(i|0){j=a+224|0;h=0;do{f[(f[j>>2]|0)+(h<<2)>>2]=0;h=h+1|0}while((h|0)!=(i|0))}f[k>>2]=0}f[t>>2]=0;l=t+4|0;f[l>>2]=0;f[t+8>>2]=0;n=a+32|0;h=f[a+40>>2]|0;if(h|0){k=t+8|0;do{i=f[h+8>>2]|0;f[r>>2]=i;do if(i|0){j=f[l>>2]|0;if((j|0)==(f[k>>2]|0)){GE(t,r);break}else{f[j>>2]=i;f[l>>2]=j+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0);i=f[t>>2]|0;h=f[l>>2]|0;if((i|0)!=(h|0)){do{f[m>>2]=f[i>>2];f[r>>2]=f[m>>2];zOa(a,b,r)|0;i=i+4|0}while((i|0)!=(h|0));h=f[t>>2]|0}if(h|0){i=f[l>>2]|0;if((i|0)!=(h|0))f[l>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}}f[t>>2]=0;l=t+4|0;f[l>>2]=0;f[t+8>>2]=0;h=f[a+20>>2]|0;if(h|0){k=t+8|0;do{i=f[h+8>>2]|0;f[r>>2]=i;do if(i|0){j=f[l>>2]|0;if((j|0)==(f[k>>2]|0)){iI(t,r);break}else{f[j>>2]=i;f[l>>2]=j+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0);i=f[t>>2]|0;h=f[l>>2]|0;if((i|0)!=(h|0)){do{f[o>>2]=f[i>>2];f[r>>2]=f[o>>2];JOa(a,r)|0;i=i+4|0}while((i|0)!=(h|0));h=f[t>>2]|0}if(h|0){i=f[l>>2]|0;if((i|0)!=(h|0))f[l>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}}f[r>>2]=0;p=r+4|0;f[p>>2]=0;f[r+8>>2]=0;MOa(t,d,d+(c<<2)|0);h=PMa(n,258684)|0;h=f[(f[h>>2]|0)+56>>2]|0;if(h|0){n=t+4|0;o=r+8|0;do{b=f[h+8>>2]|0;f[s>>2]=b;l=f[n>>2]|0;a:do if(!l)q=60;else{k=l+-1|0;j=(k&l|0)==0;if(j)m=k&b;else if(b>>>0<l>>>0)m=b;else m=(b>>>0)%(l>>>0)|0;i=f[(f[t>>2]|0)+(m<<2)>>2]|0;if(!i)q=60;else{i=f[i>>2]|0;if(!i)q=60;else{if(j)while(1){d=f[i+4>>2]|0;j=(b|0)==(d|0);if(!(j|(d&k|0)==(m|0))){q=60;break a}if(j)if((f[i+8>>2]|0)==(b|0))break a;i=f[i>>2]|0;if(!i){q=60;break a}}while(1){j=f[i+4>>2]|0;if((b|0)==(j|0)){if((f[i+8>>2]|0)==(b|0))break a}else{if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(m|0)){q=60;break a}}i=f[i>>2]|0;if(!i){q=60;break}}}}}while(0);do if((q|0)==60){q=0;i=f[p>>2]|0;if((i|0)==(f[o>>2]|0)){$G(r,s);break}else{f[i>>2]=b;f[p>>2]=i+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0)}h=f[r>>2]|0;i=f[p>>2]|0;if((h|0)!=(i|0)){j=s+4|0;do{d=f[h>>2]|0;f[s>>2]=0;f[j>>2]=d;OOa(a,s)|0;h=h+4|0}while((h|0)!=(i|0))}h=f[t+8>>2]|0;if(h|0)do{d=h;h=f[h>>2]|0;sOb(d)}while((h|0)!=0);h=f[t>>2]|0;f[t>>2]=0;if(h|0)sOb(h);h=f[r>>2]|0;if(h|0){i=f[p>>2]|0;if((i|0)!=(h|0))f[p>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}f[t>>2]=0;p=t+4|0;f[p>>2]=0;f[t+8>>2]=0;NOa(s,g,g+(e<<2)|0);f[r>>2]=f[64672];h=(TMa(a,r)|0)+48|0;h=f[h>>2]|0;if(h|0){n=s+4|0;o=t+8|0;do{i=h;g=f[(f[i+12>>2]|0)+44>>2]|0;if((f[g+116>>2]|0)==(f[g+112>>2]|0)){b=f[i+8>>2]|0;f[r>>2]=b;l=f[n>>2]|0;b:do if(!l)q=96;else{k=l+-1|0;j=(k&l|0)==0;if(j)m=k&b;else if(b>>>0<l>>>0)m=b;else m=(b>>>0)%(l>>>0)|0;i=f[(f[s>>2]|0)+(m<<2)>>2]|0;if(!i)q=96;else{i=f[i>>2]|0;if(!i)q=96;else{if(j)while(1){g=f[i+4>>2]|0;j=(b|0)==(g|0);if(!(j|(g&k|0)==(m|0))){q=96;break b}if(j)if((f[i+8>>2]|0)==(b|0))break b;i=f[i>>2]|0;if(!i){q=96;break b}}while(1){j=f[i+4>>2]|0;if((b|0)==(j|0)){if((f[i+8>>2]|0)==(b|0))break b}else{if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(m|0)){q=96;break b}}i=f[i>>2]|0;if(!i){q=96;break}}}}}while(0);do if((q|0)==96){q=0;i=f[p>>2]|0;if((i|0)==(f[o>>2]|0)){POa(t,r);break}else{f[i>>2]=b;f[p>>2]=i+4;break}}while(0)}h=f[h>>2]|0}while((h|0)!=0)}h=f[t>>2]|0;i=f[p>>2]|0;if((h|0)!=(i|0)){j=r+4|0;do{q=f[h>>2]|0;f[r>>2]=0;f[j>>2]=q;QOa(a,r)|0;h=h+4|0}while((h|0)!=(i|0))}h=f[s+8>>2]|0;if(h|0)do{r=h;h=f[h>>2]|0;sOb(r)}while((h|0)!=0);h=f[s>>2]|0;f[s>>2]=0;if(h|0)sOb(h);h=f[t>>2]|0;if(!h){t=a+244|0;f[t>>2]=-1;a=a+4|0;a=f[a>>2]|0;a=a+240|0;a=f[a>>2]|0;W8a(a);u=v;return}i=f[p>>2]|0;if((i|0)!=(h|0))f[p>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h);t=a+244|0;f[t>>2]=-1;a=a+4|0;a=f[a>>2]|0;a=a+240|0;a=f[a>>2]|0;W8a(a);u=v;return}function MOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;q=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[q>>2]=1.0;if((b|0)==(c|0))return;r=a+4|0;s=a+12|0;t=a+8|0;e=0;m=0;while(1){o=f[b>>2]|0;l=(m|0)==0;a:do if(l){d=0;p=19}else{k=m+-1|0;h=(k&m|0)==0;if(h)d=o&k;else if(o>>>0<m>>>0)d=o;else d=(o>>>0)%(m>>>0)|0;g=f[(f[a>>2]|0)+(d<<2)>>2]|0;if(!g)p=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if(!((h|0)==(o|0)|(h&k|0)==(d|0))){p=19;break a}if((f[g+8>>2]|0)==(o|0)){d=m;break a}}while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(d|0)){p=19;break a}}if((f[g+8>>2]|0)==(o|0)){d=m;break}}}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=o;f[h+4>>2]=o;f[h>>2]=0;i=+((e+1|0)>>>0);j=+n[q>>2];do if(l|j*+(m>>>0)<i){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;WOa(a,d>>>0<e>>>0?e:d);d=f[r>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&o;break}if(o>>>0<d>>>0){g=d;d=o}else{g=d;d=(o>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[h>>2]=f[t>>2];f[t>>2]=h;f[e>>2]=t;d=f[h>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;p=32}}else{f[h>>2]=f[d>>2];p=32}if((p|0)==32){p=0;f[d>>2]=h}e=(f[s>>2]|0)+1|0;f[s>>2]=e;d=g}b=b+4|0;if((b|0)==(c|0))break;else m=d}return}function NOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;q=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[q>>2]=1.0;if((b|0)==(c|0))return;r=a+4|0;s=a+12|0;t=a+8|0;e=0;m=0;while(1){o=f[b>>2]|0;l=(m|0)==0;a:do if(l){d=0;p=19}else{k=m+-1|0;h=(k&m|0)==0;if(h)d=o&k;else if(o>>>0<m>>>0)d=o;else d=(o>>>0)%(m>>>0)|0;g=f[(f[a>>2]|0)+(d<<2)>>2]|0;if(!g)p=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if(!((h|0)==(o|0)|(h&k|0)==(d|0))){p=19;break a}if((f[g+8>>2]|0)==(o|0)){d=m;break a}}while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(d|0)){p=19;break a}}if((f[g+8>>2]|0)==(o|0)){d=m;break}}}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=o;f[h+4>>2]=o;f[h>>2]=0;i=+((e+1|0)>>>0);j=+n[q>>2];do if(l|j*+(m>>>0)<i){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;UOa(a,d>>>0<e>>>0?e:d);d=f[r>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&o;break}if(o>>>0<d>>>0){g=d;d=o}else{g=d;d=(o>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[h>>2]=f[t>>2];f[t>>2]=h;f[e>>2]=t;d=f[h>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;p=32}}else{f[h>>2]=f[d>>2];p=32}if((p|0)==32){p=0;f[d>>2]=h}e=(f[s>>2]|0)+1|0;f[s>>2]=e;d=g}b=b+4|0;if((b|0)==(c|0))break;else m=d}return}function OOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+8|0;l=m;h=m+4|0;c=SOa(a,b)|0;if(c|0){l=c;u=m;return l|0}V8a(f[(f[a+4>>2]|0)+240>>2]|0);g=PMa(a+32|0,b)|0;g=f[g>>2]|0;i=g+48|0;j=b+4|0;e=f[j>>2]|0;c=f[g+52>>2]|0;d=c+-1|0;if(!(d&c)){c=f[(f[i>>2]|0)+((d&e)<<2)>>2]|0;while(1){c=f[c>>2]|0;if((f[c+4>>2]|0)!=(e|0))continue;if((f[c+8>>2]|0)==(e|0)){e=c;break}}}else{if(e>>>0<c>>>0)c=e;else c=(e>>>0)%(c>>>0)|0;c=f[(f[i>>2]|0)+(c<<2)>>2]|0;while(1){c=f[c>>2]|0;if((f[c+4>>2]|0)!=(e|0))continue;if((f[c+8>>2]|0)==(e|0)){e=c;break}}}EOa(a,f[e+12>>2]|0);if(!(f[b>>2]|0)){f[h>>2]=f[g+8>>2];f[k>>2]=f[h>>2];TOa((TMa(a,k)|0)+20|0,j)|0}c=a+304|0;d=f[c>>2]|0;if((d|0)==(f[a+308>>2]|0))$G(a+300|0,j);else{f[d>>2]=f[j>>2];f[c>>2]=d+4}f[l>>2]=e;f[k>>2]=f[l>>2];_Ma(i,k)|0;l=0;u=m;return l|0}function POa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function QOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;c=o+4|0;d=o;e=ROa(a,b)|0;if(e|0){n=e;u=o;return n|0}f[d>>2]=f[b>>2];f[c>>2]=f[d>>2];n=TMa(a,c)|0;m=n+40|0;j=b+4|0;h=f[j>>2]|0;i=n+44|0;b=f[i>>2]|0;a:do if(!b)k=0;else{e=b+-1|0;d=(e&b|0)==0;if(d)g=e&h;else if(h>>>0<b>>>0)g=h;else g=(h>>>0)%(b>>>0)|0;c=f[(f[m>>2]|0)+(g<<2)>>2]|0;if(!c)k=0;else{c=f[c>>2]|0;if(!c)k=0;else{if(d)while(1){k=f[c+4>>2]|0;d=(k|0)==(h|0);if(!(d|(k&e|0)==(g|0))){k=0;break a}if(d)if((f[c+8>>2]|0)==(h|0)){k=c;break a}c=f[c>>2]|0;if(!c){k=0;break a}}while(1){d=f[c+4>>2]|0;if((d|0)==(h|0)){if((f[c+8>>2]|0)==(h|0)){k=c;break a}}else{if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(g|0)){k=0;break a}}c=f[c>>2]|0;if(!c){k=0;break}}}}}while(0);d=(f[(f[k+12>>2]|0)+44>>2]|0)+68|0;h=zLa(d)|0;d=ALa(d)|0;c=a+456|0;d=(X(h,-4)|0)+-152+(X(d,-2)|0)+(f[c>>2]|0)|0;f[c>>2]=d;c=a+292|0;d=f[c>>2]|0;if((d|0)==(f[a+296>>2]|0))POa(a+288|0,j);else{f[d>>2]=f[j>>2];f[c>>2]=d+4}b=f[i>>2]|0;c=f[k+4>>2]|0;g=b+-1|0;h=(g&b|0)==0;if(h)i=g&c;else if(c>>>0<b>>>0)i=c;else i=(c>>>0)%(b>>>0)|0;d=(f[m>>2]|0)+(i<<2)|0;j=f[d>>2]|0;while(1){c=f[j>>2]|0;if((c|0)==(k|0))break;else j=c}if((j|0)==(n+48|0))l=36;else{c=f[j+4>>2]|0;if(h)c=c&g;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;if((c|0)==(i|0))e=k;else l=36}do if((l|0)==36){c=f[k>>2]|0;if(c|0){c=f[c+4>>2]|0;if(h)c=c&g;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;if((c|0)==(i|0)){e=k;break}}f[d>>2]=0;e=k}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(h)d=d&g;else if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(i|0)){f[(f[m>>2]|0)+(d<<2)>>2]=j;c=f[k>>2]|0}}f[j>>2]=c;f[e>>2]=0;n=n+52|0;f[n>>2]=(f[n>>2]|0)+-1;if(!k){n=0;u=o;return n|0}c=f[k+16>>2]|0;if(c|0)iOb(c);sOb(k);n=0;u=o;return n|0}function ROa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&j;else if(j>>>0<e>>>0)g=j;else g=(j>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(j|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(j|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((j|0)==(c|0)){if((f[a+8>>2]|0)==(j|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);a=h+52|0;b=f[b+4>>2]|0;e=f[h+56>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&b;else if(b>>>0<e>>>0)g=b;else g=(b>>>0)%(e>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}b:do if(c){while(1){h=f[a+4>>2]|0;c=(b|0)==(h|0);if(!(c|(h&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(b|0)){i=a;break b}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((b|0)==(c|0)){if((f[a+8>>2]|0)==(b|0)){i=a;break b}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);if(j|0){j=3;return j|0}j=f[(f[i+12>>2]|0)+44>>2]|0;j=(f[j+116>>2]|0)!=(f[j+112>>2]|0)?2:0;return j|0}function SOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+36>>2]|0;if(!e){b=1;return b|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;a=f[(f[a+32>>2]|0)+(g<<2)>>2]|0;if(!a){b=1;return b|0}a=f[a>>2]|0;if(!a){b=1;return b|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(h|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(h|0)){i=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((h|0)==(c|0)){if((f[a+8>>2]|0)==(h|0)){i=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);i=f[i+12>>2]|0;g=f[b+4>>2]|0;e=f[i+52>>2]|0;if(!e){b=1;return b|0}d=e+-1|0;c=(d&e|0)==0;if(c)h=d&g;else if(g>>>0<e>>>0)h=g;else h=(g>>>0)%(e>>>0)|0;a=f[(f[i+48>>2]|0)+(h<<2)>>2]|0;if(!a){b=1;return b|0}a=f[a>>2]|0;if(!a){b=1;return b|0}b:do if(c){while(1){b=f[a+4>>2]|0;c=(b|0)==(g|0);if(!(c|(b&d|0)==(h|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(g|0))break b;a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((c|0)==(g|0)){if((f[a+8>>2]|0)==(g|0))break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(h|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);b=(f[i+8>>2]|0)==0?0:3;return b|0}function TOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){m=0;return m|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){m=0;return m|0}b=f[b>>2]|0;if(!b){m=0;return m|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=50;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=50;break}}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}b=f[m+20>>2]|0;if(b|0)iOb(b);sOb(m);n=1;return n|0}function UOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){VOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;VOa(a,b);return}function VOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function WOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XOa(a,b);return}function XOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;bPa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function ZOa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37776;b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function _Oa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37776;b=f[a+12>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function $Oa(a){a=a|0;var b=0,c=0;c=f[a+12>>2]|0;if(!c)return;a=a+16|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function aPa(a){a=a|0;sOb(a);return}function bPa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cPa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cPa(a,b);return}function cPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function dPa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;f[l>>2]=f[d>>2];f[k>>2]=f[l>>2];l=ePa((TMa(c,k)|0)+260|0,d+4|0)|0;if(f[l>>2]|0){f[a>>2]=0;f[a+4>>2]=0;u=n;return}j=pOb(20)|0;h=e+g|0;f[k>>2]=0;m=k+4|0;f[m>>2]=0;f[k+8>>2]=0;if(!g){g=k+8|0;h=0;e=0;c=0}else{if((g|0)<0)AMb(k);o=pOb(g)|0;f[m>>2]=o;f[k>>2]=o;i=k+8|0;f[i>>2]=o+g;c=e;e=o;do{b[e>>0]=b[c>>0]|0;c=c+1|0;e=(f[m>>2]|0)+1|0;f[m>>2]=e}while((c|0)!=(h|0));g=i;h=f[k>>2]|0;c=f[i>>2]|0}i=d;d=f[i+4>>2]|0;o=j;f[o>>2]=f[i>>2];f[o+4>>2]=d;f[j+8>>2]=h;f[j+12>>2]=e;f[j+16>>2]=c;f[g>>2]=0;f[m>>2]=0;f[k>>2]=0;e=j;o=pOb(16)|0;f[o+4>>2]=0;f[o+8>>2]=0;f[o>>2]=37804;f[o+12>>2]=e;f[l>>2]=e;e=l+4|0;c=f[e>>2]|0;f[e>>2]=o;if(c|0)iOb(c);c=f[k>>2]|0;if(c|0){if((f[m>>2]|0)!=(c|0))f[m>>2]=c;sOb(c)}f[a>>2]=f[l>>2];c=f[e>>2]|0;f[a+4>>2]=c;if(!c){u=n;return}gOb(c);u=n;return}function ePa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;jPa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function fPa(a){a=a|0;aOb(a);sOb(a);return}function gPa(a){a=a|0;var b=0,c=0;a=f[a+12>>2]|0;if(!a)return;b=f[a+8>>2]|0;if(b|0){c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}sOb(a);return}function hPa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==189793?a+12|0:0)|0}function iPa(a){a=a|0;sOb(a);return}function jPa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){kPa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;kPa(a,b);return}function kPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function lPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+12|0;e=k+8|0;i=k;j=b+280|0;d=f[j>>2]|0;do if((f[b+276>>2]|0)==(d|0)){j=b+248|0;g=f[j>>2]|0;f[i>>2]=0;f[i+4>>2]=g;f[e>>2]=0;f[h>>2]=f[e>>2];g=VNa((TMa(b,h)|0)+80|0,i+4|0)|0;if(f[g>>2]|0)break;EFa(f[c>>2]|0,i,h);d=f[c>>2]|0;b=c+4|0;e=f[b>>2]|0;if(e|0)gOb(e);f[g>>2]=d;i=g+4|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0)iOb(d);f[j>>2]=(f[j>>2]|0)+1;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}else{g=f[d+-4>>2]|0;f[i>>2]=0;f[i+4>>2]=g;f[e>>2]=0;f[h>>2]=f[e>>2];g=VNa((TMa(b,h)|0)+80|0,i+4|0)|0;if(f[g>>2]|0)break;EFa(f[c>>2]|0,i,h);d=f[c>>2]|0;b=c+4|0;e=f[b>>2]|0;if(e|0)gOb(e);f[g>>2]=d;i=g+4|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0)iOb(d);f[j>>2]=(f[j>>2]|0)+-4;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=k;return}function mPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+160|0;g=k+144|0;h=k+80|0;i=k+8|0;j=k;f[g>>2]=-1;e=b+316|0;d=f[e>>2]|0;if((f[b+312>>2]|0)==(d|0)){d=b+252|0;e=f[d>>2]|0;f[h>>2]=0;f[h+4>>2]=e;if($Na(b,c,h)|0){e=f[d>>2]|0;f[d>>2]=e+1;f[g>>2]=e}}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;if($Na(b,c,h)|0){d=f[e>>2]|0;f[g>>2]=f[d+-4>>2];f[e>>2]=d+-4}}if((f[g>>2]|0)==-1){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=k;return}d=PMa(b+32|0,258684)|0;d=f[d>>2]|0;b=f[c>>2]|0;f[i>>2]=f[d+12>>2];f[i+4>>2]=b;b=i+8|0;gma(b,i)|0;f[h>>2]=f[b>>2];f[h+4>>2]=f[i+12>>2];f[h+8>>2]=f[i+16>>2];f[h+12>>2]=f[i+20>>2];f[h+16>>2]=f[i+24>>2];f[h+20>>2]=f[i+28>>2];f[h+24>>2]=f[i+32>>2];f[h+28>>2]=f[i+36>>2];f[h+32>>2]=f[i+40>>2];f[h+36>>2]=f[i+44>>2];f[h+40>>2]=f[i+48>>2];f[h+44>>2]=f[i+52>>2];f[h+48>>2]=f[i+56>>2];f[h+52>>2]=f[i+60>>2];f[h+56>>2]=f[i+64>>2];f[h+60>>2]=f[i+68>>2];IIa(j,h);b=f[g>>2]|0;e=(f[j>>2]|0)+112|0;f[e>>2]=0;f[e+4>>2]=b;d=$Ma(d+88|0,g)|0;e=f[j>>2]|0;g=j+4|0;b=f[g>>2]|0;if(b|0)gOb(b);f[d>>2]=e;i=d+4|0;d=f[i>>2]|0;f[i>>2]=b;if(d|0)iOb(d);f[a>>2]=f[c>>2];d=f[c+4>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);f[a+8>>2]=f[j>>2];d=f[g>>2]|0;f[a+12>>2]=d;if(d|0){gOb(d);d=f[g>>2]|0;if(d|0)iOb(d)}u=k;return}function nPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j+12|0;g=j+8|0;h=j;i=b+328|0;d=f[i>>2]|0;do if((f[b+324>>2]|0)==(d|0)){i=b+256|0;d=f[i>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=aOa((TMa(b,e)|0)+100|0,h+4|0)|0;if(f[e>>2]|0)break;g=h;b=f[g+4>>2]|0;d=(f[c>>2]|0)+204|0;f[d>>2]=f[g>>2];f[d+4>>2]=b;d=f[c>>2]|0;b=c+4|0;g=f[b>>2]|0;if(g|0)gOb(g);f[e>>2]=d;h=e+4|0;d=f[h>>2]|0;f[h>>2]=g;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+1;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=j;return}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=aOa((TMa(b,e)|0)+100|0,h+4|0)|0;if(f[e>>2]|0)break;g=h;b=f[g+4>>2]|0;d=(f[c>>2]|0)+204|0;f[d>>2]=f[g>>2];f[d+4>>2]=b;d=f[c>>2]|0;b=c+4|0;g=f[b>>2]|0;if(g|0)gOb(g);f[e>>2]=d;h=e+4|0;d=f[h>>2]|0;f[h>>2]=g;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+-4;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=j;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=j;return}function oPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i+8|0;h=i;d=b+304|0;e=f[d>>2]|0;if((f[b+300>>2]|0)==(e|0)){d=b+264|0;e=f[d>>2]|0;f[g>>2]=0;f[g+4>>2]=e;if(tOa(b,c,g,0)|0){e=f[d>>2]|0;f[d>>2]=e+1;d=e}else d=-1}else{e=f[e+-4>>2]|0;f[g>>2]=0;f[g+4>>2]=e;if(tOa(b,c,g,0)|0){j=(f[d>>2]|0)+-4|0;e=f[j>>2]|0;f[d>>2]=j;d=e}else d=-1}if((d|0)==-1){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=i;return}f[g>>2]=0;f[g+4>>2]=d;pPa(h,b,g);qDa(b+464|0,f[h>>2]|0);f[a>>2]=f[c>>2];d=f[c+4>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);f[a+8>>2]=f[h>>2];f[a+12>>2]=f[h+4>>2];u=i;return}function pPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+52>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+48>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function qPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;g=f[a+16>>2]|0;if(!g){a=1;return a|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&k;else if(k>>>0<g>>>0)h=k;else h=(k>>>0)%(g>>>0)|0;c=f[(f[a+12>>2]|0)+(h<<2)>>2]|0;if(!c){a=1;return a|0}c=f[c>>2]|0;if(!c){a=1;return a|0}a:do if(d){while(1){g=f[c+4>>2]|0;d=(k|0)==(g|0);if(!(d|(g&e|0)==(h|0))){c=1;d=41;break}if(d)if((f[c+8>>2]|0)==(k|0)){i=c;break a}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}else{while(1){d=f[c+4>>2]|0;if((k|0)==(d|0)){if((f[c+8>>2]|0)==(k|0)){i=c;break a}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=1;d=41;break}}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}while(0);c=i+112|0;b=f[b+4>>2]|0;g=f[i+116>>2]|0;if(!g){a=1;return a|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&b;else if(b>>>0<g>>>0)h=b;else h=(b>>>0)%(g>>>0)|0;c=f[(f[c>>2]|0)+(h<<2)>>2]|0;if(!c){a=1;return a|0}c=f[c>>2]|0;if(!c){a=1;return a|0}b:do if(d){while(1){i=f[c+4>>2]|0;d=(b|0)==(i|0);if(!(d|(i&e|0)==(h|0))){c=1;d=41;break}if(d)if((f[c+8>>2]|0)==(b|0)){j=c;break b}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}else{while(1){d=f[c+4>>2]|0;if((b|0)==(d|0)){if((f[c+8>>2]|0)==(b|0)){j=c;break b}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=1;d=41;break}}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}while(0);if(k|0){a=3;return a|0}c=j+12|0;if(!(nDa(a+464|0,c)|0))if(!(c9a(f[(f[a+4>>2]|0)+240>>2]|0,c)|0)){a=0;return a|0}a=2;return a|0}function rPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&i;else if(i>>>0<e>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(i|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(i|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((i|0)==(c|0)){if((f[a+8>>2]|0)==(i|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);a=h+272|0;b=f[b+4>>2]|0;e=f[h+276>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&b;else if(b>>>0<e>>>0)g=b;else g=(b>>>0)%(e>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}b:do if(c){while(1){h=f[a+4>>2]|0;c=(b|0)==(h|0);if(!(c|(h&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(b|0))break b;a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((b|0)==(c|0)){if((f[a+8>>2]|0)==(b|0))break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);i=(i|0)==0?0:3;return i|0}function sPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=f[a+36>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;a=f[(f[a+32>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(h|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(h|0)){i=a;break a}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((h|0)==(c|0)){if((f[a+8>>2]|0)==(h|0)){i=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);i=f[i+12>>2]|0;g=f[b+4>>2]|0;e=f[i+92>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)h=d&g;else if(g>>>0<e>>>0)h=g;else h=(g>>>0)%(e>>>0)|0;a=f[(f[i+88>>2]|0)+(h<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}b:do if(c){while(1){b=f[a+4>>2]|0;c=(b|0)==(g|0);if(!(c|(b&d|0)==(h|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(g|0)){j=a;break b}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((c|0)==(g|0)){if((f[a+8>>2]|0)==(g|0)){j=a;break b}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(h|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);if(f[i+8>>2]|0){j=3;return j|0}j=f[j+12>>2]|0;j=(f[j+64>>2]|0)!=(f[j+68>>2]|0)?2:0;return j|0}function tPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&i;else if(i>>>0<e>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(i|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(i|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((i|0)==(c|0)){if((f[a+8>>2]|0)==(i|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return 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a=c}if((a|0)==(m+108|0))l=36;else{c=f[a+4>>2]|0;if(h)c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(i|0))e=j;else l=36}do if((l|0)==36){c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;if(h)c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(i|0)){e=j;break}}f[d>>2]=0;e=j}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(h)d=d&b;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){f[(f[k>>2]|0)+(d<<2)>>2]=a;c=f[j>>2]|0}}f[a>>2]=c;f[e>>2]=0;m=m+112|0;f[m>>2]=(f[m>>2]|0)+-1;if(!j){m=0;u=n;return m|0}c=f[j+16>>2]|0;if(c|0)iOb(c);sOb(j);m=0;u=n;return m|0}function xPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function yPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function zPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){m=0;return m|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){m=0;return m|0}b=f[b>>2]|0;if(!b){m=0;return m|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=50;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=50;break}}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}b=f[m+16>>2]|0;if(b|0)iOb(b);sOb(m);n=1;return n|0}function APa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+52|0;c=f[c+4>>2]|0;h=f[b+56>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function BPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+92|0;c=f[c+4>>2]|0;h=f[b+96>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function CPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+72|0;c=f[c+4>>2]|0;h=f[b+76>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function DPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+112|0;c=f[c+4>>2]|0;h=f[b+116>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function EPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+132|0;c=f[c+4>>2]|0;h=f[b+136>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function FPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+152|0;c=f[c+4>>2]|0;h=f[b+156>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function GPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+172|0;c=f[c+4>>2]|0;h=f[b+176>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function HPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+272|0;c=f[c+4>>2]|0;h=f[b+276>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function IPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+352>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;c=f[(f[b+348>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(d)while(1){g=f[c+4>>2]|0;b=(g|0)==(i|0);if(!(b|(g&e|0)==(h|0)))break a;if(b)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){b=f[c+4>>2]|0;if((b|0)==(i|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[a>>2]=f[c+12>>2];c=f[c+16>>2]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function JPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+92>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+88>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function KPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+32|0;c=f[c+4>>2]|0;h=f[b+36>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+16>>2];d=f[b+20>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);i=b+24|0;c=f[i+4>>2]|0;a=a+8|0;f[a>>2]=f[i>>2];f[a+4>>2]=c;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function LPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+72>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+68>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function MPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=f[c>>2]|0;d=f[b+36>>2]|0;e=d+-1|0;if(!(e&d)){d=f[(f[b+32>>2]|0)+((e&g)<<2)>>2]|0;while(1){d=f[d>>2]|0;if((f[d+4>>2]|0)!=(g|0))continue;if((f[d+8>>2]|0)==(g|0))break}}else{if(g>>>0<d>>>0)d=g;else d=(g>>>0)%(d>>>0)|0;d=f[(f[b+32>>2]|0)+(d<<2)>>2]|0;while(1){d=f[d>>2]|0;if((f[d+4>>2]|0)!=(g|0))continue;if((f[d+8>>2]|0)==(g|0))break}}i=f[d+12>>2]|0;j=c+4|0;k=f[j>>2]|0;h=f[i+52>>2]|0;a:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)l=g&k;else if(k>>>0<h>>>0)l=k;else l=(k>>>0)%(h>>>0)|0;d=f[(f[i+48>>2]|0)+(l<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(e)while(1){h=f[d+4>>2]|0;e=(h|0)==(k|0);if(!(e|(h&g|0)==(l|0)))break a;if(e)if((f[d+8>>2]|0)==(k|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(l|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);f[a>>2]=f[d+12>>2];d=f[d+16>>2]|0;f[a+4>>2]=d;if(!d){u=n;return}gOb(d);u=n;return}}}while(0);h=bNa(i+68|0,j)|0;d=f[h>>2]|0;if(!d){UIa(m,f[b>>2]|0);e=f[m>>2]|0;g=m+4|0;b=f[g>>2]|0;f[m>>2]=0;f[g>>2]=0;f[h>>2]=e;e=h+4|0;d=f[e>>2]|0;f[e>>2]=b;if(d|0)iOb(d);d=f[g>>2]|0;if(d|0)iOb(d);d=f[h>>2]|0;b=c;m=f[b+4>>2]|0;c=d+116|0;f[c>>2]=f[b>>2];f[c+4>>2]=m;d=d+196|0;f[d>>2]=f[d>>2]&-131073;d=f[h>>2]|0}else e=h+4|0;f[a>>2]=d;d=f[e>>2]|0;f[a+4>>2]=d;if(!d){u=n;return}gOb(d);u=n;return}function NPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+252|0;c=f[c+4>>2]|0;h=f[b+256>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function OPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+192|0;c=f[c+4>>2]|0;h=f[b+196>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function PPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+212|0;c=f[c+4>>2]|0;h=f[b+216>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function QPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+112>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+108>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function RPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+232|0;c=f[c+4>>2]|0;h=f[b+236>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function SPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+16|0;d=h+4|0;g=h;f[g>>2]=f[b>>2];f[d>>2]=f[g>>2];d=TMa(a,d)|0;g=d+4|0;if(f[g>>2]|0){g=0;u=h;return g|0}i=f[c>>2]|0;f[c>>2]=0;e=d+4|0;b=f[e>>2]|0;f[e>>2]=i;if(b|0){TFa(b);sOb(b)}b=f[d+8>>2]|0;d=f[d+12>>2]|0;if((b|0)==(d|0)){i=1;u=h;return i|0}e=a+64|0;c=a+464|0;do{i=f[b>>2]|0;SFa(i,f[g>>2]|0);XMa(e,i);uDa(c,i);b=b+8|0}while((b|0)!=(d|0));b=1;u=h;return b|0}function TPa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+48|0;j=t+36|0;k=t+24|0;s=t;JJa(c,j,k);f[s>>2]=f[j>>2];m=s+4|0;f[m>>2]=f[j+4>>2];o=s+8|0;f[o>>2]=f[j+8>>2];l=s+12|0;f[l>>2]=f[k>>2];p=s+16|0;f[p>>2]=f[k+4>>2];q=s+20|0;f[q>>2]=f[k+8>>2];k=a+4|0;d=f[k>>2]|0;i=f[a>>2]|0;a:do if((i|0)==(d|0))r=5;else{h=0;while(1){d=d+-4|0;g=f[d>>2]|0;if(UPa(g,s)|0)break;h=h+1|0;if(!((i|0)!=(d|0)&h>>>0<32)){r=5;break a}}if(!g)r=5}while(0);if((r|0)==5){i=pOb(52)|0;d=i+49|0;g=i;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));b[d>>0]=1;f[j>>2]=i;d=f[k>>2]|0;if(d>>>0<(f[a+8>>2]|0)>>>0){f[d>>2]=i;d=d+4|0;f[k>>2]=d}else{VPa(a,j);d=f[k>>2]|0}g=f[d+-4>>2]|0;f[g+40>>2]=0;f[g>>2]=f[s>>2];f[g+4>>2]=f[m>>2];f[g+8>>2]=f[o>>2];f[g+12>>2]=f[l>>2];f[g+16>>2]=f[p>>2];f[g+20>>2]=f[q>>2]}e=+n[s>>2];if(e<+n[g>>2]){d=g;r=11}else{d=g+12|0;if(e>+n[d>>2])r=11}if((r|0)==11)n[d>>2]=e;e=+n[m>>2];i=g+4|0;if(e<+n[i>>2]){d=g;r=14}else if(e>+n[g+16>>2]){d=g+12|0;r=14}if((r|0)==14)n[d+4>>2]=e;e=+n[o>>2];h=g+8|0;if(e<+n[h>>2]){d=g;r=17}else if(e>+n[g+20>>2]){d=g+12|0;r=17}if((r|0)==17)n[d+8>>2]=e;e=+n[s+12>>2];if(e<+n[g>>2]){d=g;r=20}else{d=g+12|0;if(e>+n[d>>2])r=20}if((r|0)==20)n[d>>2]=e;e=+n[p>>2];if(e<+n[i>>2]){d=g;r=23}else if(e>+n[g+16>>2]){d=g+12|0;r=23}if((r|0)==23)n[d+4>>2]=e;e=+n[q>>2];if(e<+n[h>>2])d=g;else if(e>+n[g+20>>2])d=g+12|0;else{r=a+12|0;f[r>>2]=1065353216;r=a+16|0;f[r>>2]=1065353216;r=a+20|0;f[r>>2]=1065353216;r=a+24|0;f[r>>2]=0;r=a+28|0;f[r>>2]=0;a=a+32|0;f[a>>2]=0;WPa(g,s,c);u=t;return}n[d+8>>2]=e;r=a+12|0;f[r>>2]=1065353216;r=a+16|0;f[r>>2]=1065353216;r=a+20|0;f[r>>2]=1065353216;r=a+24|0;f[r>>2]=0;r=a+28|0;f[r>>2]=0;a=a+32|0;f[a>>2]=0;WPa(g,s,c);u=t;return}function UPa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0;q=u;u=u+32|0;p=q;r=f[a>>2]|0;f[p>>2]=r;w=f[a+4>>2]|0;k=p+4|0;f[k>>2]=w;t=f[a+8>>2]|0;o=p+8|0;f[o>>2]=t;c=p+12|0;e=f[a+12>>2]|0;f[c>>2]=e;v=f[a+16>>2]|0;j=p+16|0;f[j>>2]=v;m=p+20|0;f[m>>2]=f[a+20>>2];g=+n[b>>2];r=g<(f[s>>2]=r,+n[s>>2]);h=(f[s>>2]=w,+n[s>>2]);i=(f[s>>2]=v,+n[s>>2]);d=(f[s>>2]=t,+n[s>>2]);if(r){e=p;l=3}else if(g>(f[s>>2]=e,+n[s>>2])){e=c;l=3}if((l|0)==3)n[e>>2]=g;g=+n[b+4>>2];if(g<h){e=p;l=6}else if(g>i){e=c;l=6}if((l|0)==6){n[e+4>>2]=g;d=+n[o>>2]}g=+n[b+8>>2];if(g<d){e=p;l=9}else if(g>+n[m>>2]){e=c;l=9}if((l|0)==9)n[e+8>>2]=g;d=+n[b+12>>2];if(d<+n[p>>2]){e=p;l=12}else if(d>+n[c>>2]){e=c;l=12}if((l|0)==12)n[e>>2]=d;d=+n[b+16>>2];if(d<+n[k>>2]){e=p;l=15}else if(d>+n[j>>2]){e=c;l=15}if((l|0)==15)n[e+4>>2]=d;d=+n[b+20>>2];if(d<+n[o>>2])c=p;else if(!(d>+n[m>>2])){w=aQa(p,a)|0;u=q;return w|0}n[c+8>>2]=d;w=aQa(p,a)|0;u=q;return w|0}function VPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r;q=a+4|0;l=f[q>>2]|0;m=f[a>>2]|0;e=l-m>>2;c=e+1|0;n=m;d=l;if(c>>>0>1073741823)AMb(a);o=a+8|0;i=f[o>>2]|0;k=i-m|0;g=k>>1;g=k>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);f[p>>2]=h;c=h+(e<<2)|0;j=p+8|0;k=p+4|0;f[k>>2]=c;g=h+(g<<2)|0;h=p+12|0;f[h>>2]=g;f[c>>2]=f[b>>2];e=c+4|0;f[j>>2]=e;if((d|0)==(n|0)){d=c;b=h;n=m;h=l;l=g;m=i;i=d;f[a>>2]=i;f[k>>2]=n;f[q>>2]=e;f[j>>2]=h;f[o>>2]=l;f[b>>2]=m;f[p>>2]=n;$Pa(p);u=r;return}do{d=d+-4|0;m=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=m;c=(f[k>>2]|0)+-4|0;f[k>>2]=c}while((d|0)!=(n|0));e=c;m=h;i=j;n=f[a>>2]|0;g=f[j>>2]|0;b=f[q>>2]|0;j=f[h>>2]|0;l=f[o>>2]|0;h=e;f[a>>2]=h;f[k>>2]=n;f[q>>2]=g;f[i>>2]=b;f[o>>2]=j;f[m>>2]=l;f[p>>2]=n;$Pa(p);u=r;return}function WPa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+48|0;i=F;j=a+36|0;if(!(f[j>>2]|0)){e=a+24|0;g=a+28|0;h=f[g>>2]|0;if(h-(f[e>>2]|0)>>2>>>0>127){e=pOb(104)|0;g=e+49|0;h=e;i=h+104|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=1;i=e+76|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;b[e+101>>0]=1;f[j>>2]=e;f[e+40>>2]=a;f[e+92>>2]=a;XPa(a);WPa(a,c,d);u=F;return}f[i>>2]=d;if((f[a+32>>2]|0)>>>0>h>>>0){f[h>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else YPa(e,i);f[d+124>>2]=a;u=F;return}xib(i,a,b[a+48>>0]|0,+n[a+44>>2]);e=f[j>>2]|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[e+12>>2]=f[i+12>>2];f[e+16>>2]=f[i+16>>2];f[e+20>>2]=f[i+20>>2];J=f[i+24>>2]|0;f[e+52>>2]=J;I=f[i+28>>2]|0;f[e+56>>2]=I;H=f[i+32>>2]|0;f[e+60>>2]=H;G=f[i+36>>2]|0;f[e+64>>2]=G;h=f[i+40>>2]|0;f[e+68>>2]=h;j=f[i+44>>2]|0;f[e+72>>2]=j;r=+n[c>>2];t=+n[c+4>>2];v=+n[c+8>>2];w=+n[c+12>>2];x=+n[c+16>>2];y=+n[c+20>>2];l=+n[e>>2];z=(f[s>>2]=J,+n[s>>2]);A=(f[s>>2]=I,+n[s>>2]);B=(f[s>>2]=H,+n[s>>2]);C=(f[s>>2]=G,+n[s>>2]);D=(f[s>>2]=h,+n[s>>2]);E=(f[s>>2]=j,+n[s>>2]);if(!(r>=l))g=15;else{m=+n[e+4>>2];if(!(t>=m))g=15;else{o=+n[e+8>>2];if(!(v>=o))g=15;else{p=+n[e+12>>2];if(!(r<=p))g=15;else{q=+n[e+16>>2];if(!(t<=q))g=15;else{k=+n[e+20>>2];if(!(v<=k)|!(w>=l)|!(x>=m))g=15;else if(!(y<=k&((!(x<=q)|(!(w<=p)|!(y>=o)))^1)))g=15}}}}}do if((g|0)==15){e=e+52|0;if(!(!(r>=z)|!(t>=A)|!(v>=B)|!(r<=C)|!(t<=D)))if(!(!(v<=E)|!(w>=z)|!(x>=A)))if(y<=E&((!(x<=D)|(!(w<=C)|!(y>=B)))^1))break;f[i>>2]=d;g=a+28|0;e=f[g>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else YPa(a+24|0,i);f[d+124>>2]=a;u=F;return}while(0);WPa(e,c,d);u=F;return}function XPa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;e=u;u=u+64|0;c=e+48|0;p=e;ZPa(c,a);wib(p,a,0,.5);o=_Pa(p,c)|0;wib(p,a,0,.3330000042915344);q=_Pa(p,c)|0;d=(q|0)<(o|0);o=d?q:o;wib(p,a,0,.6660000085830688);q=_Pa(p,c)|0;h=(q|0)<(o|0);o=h?q:o;wib(p,a,1,.5);q=_Pa(p,c)|0;i=(q|0)<(o|0);o=i?q:o;wib(p,a,1,.3330000042915344);q=_Pa(p,c)|0;j=(q|0)<(o|0);o=j?q:o;wib(p,a,1,.6660000085830688);q=_Pa(p,c)|0;k=(q|0)<(o|0);o=k?q:o;wib(p,a,2,.5);q=_Pa(p,c)|0;l=(q|0)<(o|0);o=l?q:o;wib(p,a,2,.3330000042915344);q=_Pa(p,c)|0;m=(q|0)<(o|0);wib(p,a,2,.6660000085830688);o=(_Pa(p,c)|0)<((m?q:o)|0);q=o|(m|l)?2:(k|(j|i))&1;r=q&255;f[p>>2]=f[a+(r<<2)>>2];f[p+4>>2]=f[a+12+(r<<2)>>2];b[a+48>>0]=q;g=+Qib(p,o?.6660000085830688:m?.3330000042915344:l?.5:k?.6660000085830688:j?.3330000042915344:i?.5:h?.6660000085830688:d?.3330000042915344:.5);n[a+44>>2]=g;a=f[c+12>>2]|0;if(a|0)qNa(a,c);d=f[c>>2]|0;if(!d){u=e;return}a=c+4|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=e;return}function YPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function ZPa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+48|0;s=w+36|0;t=w+24|0;v=w;if(!(b[257144]|0))MPb(257144)|0;sNa(a,262921);n=c+24|0;l=c+28|0;m=f[l>>2]|0;i=f[n>>2]|0;d=m-i>>2;r=a+8|0;h=f[a>>2]|0;e=h;if((((f[r>>2]|0)-h|0)/24|0)>>>0<d>>>0){j=a+4|0;if(d>>>0>178956970)vd();q=f[j>>2]|0;g=pOb(d*24|0)|0;c=g+(((q-h|0)/24|0)*24|0)|0;k=c;g=g+(d*24|0)|0;d=q;if((d|0)==(e|0))c=k;else do{q=c;c=c+-24|0;p=d;d=d+-24|0;f[c>>2]=f[d>>2];f[q+-20>>2]=f[p+-20>>2];f[q+-16>>2]=f[p+-16>>2];f[q+-12>>2]=f[p+-12>>2];f[q+-8>>2]=f[p+-8>>2];f[q+-4>>2]=f[p+-4>>2]}while((d|0)!=(e|0));f[a>>2]=c;f[j>>2]=k;f[r>>2]=g;if(!h){c=i;g=m}else{sOb(h);c=f[n>>2]|0;g=f[l>>2]|0}}else{c=i;g=m}if((c|0)==(g|0)){u=w;return}h=s+4|0;i=v+4|0;j=s+8|0;k=v+8|0;l=v+12|0;m=t+4|0;n=v+16|0;o=t+8|0;p=v+20|0;q=a+4|0;do{JJa(f[c>>2]|0,s,t);d=f[s>>2]|0;f[v>>2]=d;f[i>>2]=f[h>>2];f[k>>2]=f[j>>2];f[l>>2]=f[t>>2];f[n>>2]=f[m>>2];f[p>>2]=f[o>>2];e=f[q>>2]|0;if(e>>>0<(f[r>>2]|0)>>>0){f[e>>2]=f[v>>2];f[e+4>>2]=f[v+4>>2];f[e+8>>2]=f[v+8>>2];f[e>>2]=d;f[e+4>>2]=f[i>>2];f[e+8>>2]=f[k>>2];d=e+12|0;f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];f[d>>2]=f[l>>2];f[e+16>>2]=f[n>>2];f[e+20>>2]=f[p>>2];f[q>>2]=(f[q>>2]|0)+24}else cD(a,v);c=c+4|0}while((c|0)!=(g|0));u=w;return}function _Pa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0.0;B=u;u=u+16|0;A=B;c=A;f[c>>2]=0;f[c+4>>2]=0;c=f[b>>2]|0;z=f[b+4>>2]|0;if((c|0)==(z|0)){z=0;k=0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}m=+n[a>>2];o=+n[a+24>>2];p=+n[a+28>>2];q=+n[a+32>>2];r=+n[a+36>>2];s=+n[a+40>>2];t=+n[a+44>>2];v=+n[a+4>>2];w=+n[a+8>>2];x=+n[a+12>>2];y=+n[a+16>>2];l=+n[a+20>>2];do{g=+n[c>>2];b=c+4|0;a=c+8|0;h=c+12|0;j=c+16|0;k=c+20|0;if(!(g>=m))i=12;else{d=+n[b>>2];if(!(d>=v))i=12;else{e=+n[a>>2];if(!(e>=w)|!(g<=x)|!(d<=y)|!(e<=l))i=12;else{d=+n[h>>2];if(!(d>=m))i=12;else{e=+n[j>>2];if(!(e>=v))i=12;else{C=+n[k>>2];if(C<=l&((!(e<=y)|(!(d<=x)|!(C>=w)))^1)){b=0;i=11}else i=12}}}}}if((i|0)==12){i=0;if(g>=o){d=+n[b>>2];if(d>=p){C=+n[a>>2];if(!(!(C>=q)|!(g<=r)|!(d<=s)|!(C<=t))){e=+n[h>>2];if(e>=o){d=+n[j>>2];if(d>=p){C=+n[k>>2];if(C<=t&((!(d<=s)|(!(e<=r)|!(C>=q)))^1)){b=1;i=11}}}}}}}if((i|0)==11){k=A+(b<<2)|0;f[k>>2]=(f[k>>2]|0)+1}c=c+24|0}while((c|0)!=(z|0));z=f[A+4>>2]|0;k=f[A>>2]|0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}function $Pa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=f[a+4>>2]|0;h=a+8|0;b=f[h>>2]|0;if((b|0)!=(g|0))do{d=b+-4|0;f[h>>2]=d;e=f[d>>2]|0;f[d>>2]=0;if(e|0){d=e+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[e+24>>2]|0;if(b|0){c=e+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(e)}b=f[h>>2]|0}while((b|0)!=(g|0));b=f[a>>2]|0;if(!b)return;sOb(b);return}function aQa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[a+12>>2]-+n[a>>2];g=+n[a+16>>2]-+n[a+4>>2];e=+n[a+20>>2]-+n[a+8>>2];c=h*g*e;f=+n[b+12>>2]-+n[b>>2];if(c>0.0){if(f*(+n[b+16>>2]-+n[b+4>>2])*(+n[b+20>>2]-+n[b+8>>2])>=c*.75){b=1;return b|0}}else if(!(h==0.0^f==0.0)){d=+n[b+20>>2]-+n[b+8>>2];c=+n[b+16>>2]-+n[b+4>>2];if(!(e==0.0^d==0.0|g==0.0^c==0.0)){h=h>0.0?h:1.0;h=g>0.0?h*g:h;g=f>0.0?f:1.0;g=c>0.0?g*c:g;if((d>0.0?g*d:g)>=(e>0.0?h*e:h)*.75){b=1;return b|0}}}b=0;return b|0}function bQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;e=l+24|0;d=l+20|0;c=l+16|0;g=l+12|0;h=l+8|0;i=l+4|0;j=l;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];k=a+4|0;f[h>>2]=f[k>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[l+28>>0]|0;h=aDa(c,d,e)|0;f[i>>2]=h;f[j>>2]=f[k>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];bDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0)){hQa(a);u=l;return}b[c>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;d=f[a+4>>2]|0;if((c|0)==(d|0)){hQa(a);u=l;return}e=a+42|0;do{if(!(GEa(f[c>>2]|0)|0))b[e>>0]=1;c=c+4|0}while((c|0)!=(d|0));hQa(a);u=l;return}function cQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;e=l+24|0;d=l+20|0;c=l+16|0;g=l+12|0;h=l+8|0;i=l+4|0;j=l;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];k=a+4|0;f[h>>2]=f[k>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[l+28>>0]|0;h=cDa(c,d,e)|0;f[i>>2]=h;f[j>>2]=f[k>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];dDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0)){dQa(a);u=l;return}b[c>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;d=f[a+4>>2]|0;if((c|0)==(d|0)){dQa(a);u=l;return}e=a+42|0;do{if(!(FEa(f[c>>2]|0)|0))b[e>>0]=1;c=c+4|0}while((c|0)!=(d|0));dQa(a);u=l;return}function dQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+64|0;j=q+40|0;i=q+36|0;h=q+28|0;p=q+8|0;k=q+32|0;l=q+24|0;m=q+20|0;n=q+4|0;o=q;c=a+42|0;if(!(b[c>>0]|0)){u=q;return}if(f[a+36>>2]|0){b[a+43>>0]=1;u=q;return}b[c>>0]=0;b[a+43>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;g=a+4|0;d=f[g>>2]|0;if((c|0)==(d|0)){u=q;return}else e=0;do{e=e+((b[(f[c>>2]|0)+49>>0]^1)&255)|0;c=c+4|0}while((c|0)!=(d|0));if(!e){u=q;return}f[p>>2]=0;d=p+4|0;f[d>>2]=0;c=p+8|0;f[c>>2]=0;f[j+12>>2]=0;f[j+16>>2]=c;if(e>>>0>1073741823)vd();c=pOb(e<<2)|0;r=c;f[p>>2]=r;f[j+4>>2]=0;f[d>>2]=r;f[j+8>>2]=0;f[p+8>>2]=c+(e<<2);f[j+12>>2]=0;f[j>>2]=0;tNa(j);c=f[g>>2]|0;f[k>>2]=f[a>>2];f[l>>2]=c;f[m>>2]=p;f[h>>2]=f[k>>2];f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];c=eQa(h,i,j)|0;f[n>>2]=c;f[o>>2]=f[g>>2];f[i>>2]=f[n>>2];f[j>>2]=f[o>>2];dDa(a,i,j)|0;c=f[p>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{fQa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));JNa(p);u=q;return}function eQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;l=f[c>>2]|0;g=e;a:do if((l|0)!=(g|0)){h=e;while(1){k=f[g>>2]|0;if(!(b[k+49>>0]|0))break;e=g+4|0;if((e|0)==(l|0))break a;else{h=e;g=e}}e=f[d>>2]|0;i=e+4|0;j=f[i>>2]|0;if(j>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[j>>2]=k;f[i>>2]=(f[i>>2]|0)+4;e=f[c>>2]|0}else{gQa(e,g);h=g;e=l}f[a>>2]=h;if((h|0)==(e|0)){d=e;return d|0}g=h+4|0;if((g|0)==(e|0)){d=h;return d|0}do{l=f[g>>2]|0;j=l;do if(!(b[l+49>>0]|0)){e=f[d>>2]|0;h=e+4|0;i=f[h>>2]|0;if(i>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[i>>2]=j;f[h>>2]=(f[h>>2]|0)+4;break}else{gQa(e,g);break}}else{l=f[a>>2]|0;f[g>>2]=0;k=f[l>>2]|0;f[l>>2]=j;if(k|0){l=k+36|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0){iDa(e);sOb(e)}e=f[k+24>>2]|0;if(e|0){h=k+28|0;i=f[h>>2]|0;if((i|0)!=(e|0))f[h>>2]=i+(~((i+-4-e|0)>>>2)<<2);sOb(e)}sOb(k)}f[a>>2]=(f[a>>2]|0)+4}while(0);g=g+4|0}while((g|0)!=(f[c>>2]|0));d=f[a>>2]|0;return d|0}while(0);f[a>>2]=l;d=l;return d|0}function fQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+48|0;g=h;d=f[c+24>>2]|0;e=f[c+28>>2]|0;if((d|0)!=(e|0))do{XMa(a,f[d>>2]|0);d=d+4|0}while((d|0)!=(e|0));d=c+36|0;if(!(f[d>>2]|0)){u=h;return}xib(g,c,b[c+48>>0]|0,+n[c+44>>2]);c=f[d>>2]|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[c+12>>2]=f[g+12>>2];f[c+16>>2]=f[g+16>>2];f[c+20>>2]=f[g+20>>2];f[c+52>>2]=f[g+24>>2];f[c+56>>2]=f[g+28>>2];f[c+60>>2]=f[g+32>>2];f[c+64>>2]=f[g+36>>2];f[c+68>>2]=f[g+40>>2];f[c+72>>2]=f[g+44>>2];fQa(a,c);fQa(a,c+52|0);u=h;return}function gQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=(f[m>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;j=i>>1;d=i>>2>>>0<536870911?(j>>>0<d>>>0?d:j):1073741823;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>1073741823)vd();else{g=pOb(d<<2)|0;break}while(0);f[l>>2]=g;c=g+(e<<2)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d<<2)|0;h=l+12|0;f[h>>2]=g;e=f[b>>2]|0;f[b>>2]=0;f[c>>2]=e;e=c+4|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;tNa(l);u=n;return}do{d=d+-4|0;p=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=p;c=(f[j>>2]|0)+-4|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;tNa(l);u=n;return}function hQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+64|0;j=q+40|0;i=q+36|0;h=q+28|0;p=q+8|0;k=q+32|0;l=q+24|0;m=q+20|0;n=q+4|0;o=q;c=a+42|0;if(!(b[c>>0]|0)){u=q;return}if(f[a+36>>2]|0){b[a+43>>0]=1;u=q;return}b[c>>0]=0;b[a+43>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;g=a+4|0;d=f[g>>2]|0;if((c|0)==(d|0)){u=q;return}else e=0;do{e=e+((b[(f[c>>2]|0)+49>>0]^1)&255)|0;c=c+4|0}while((c|0)!=(d|0));if(!e){u=q;return}f[p>>2]=0;d=p+4|0;f[d>>2]=0;c=p+8|0;f[c>>2]=0;f[j+12>>2]=0;f[j+16>>2]=c;if(e>>>0>1073741823)vd();c=pOb(e<<2)|0;r=c;f[p>>2]=r;f[j+4>>2]=0;f[d>>2]=r;f[j+8>>2]=0;f[p+8>>2]=c+(e<<2);f[j+12>>2]=0;f[j>>2]=0;$Pa(j);c=f[g>>2]|0;f[k>>2]=f[a>>2];f[l>>2]=c;f[m>>2]=p;f[h>>2]=f[k>>2];f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];c=iQa(h,i,j)|0;f[n>>2]=c;f[o>>2]=f[g>>2];f[i>>2]=f[n>>2];f[j>>2]=f[o>>2];bDa(a,i,j)|0;c=f[p>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{jQa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));INa(p);u=q;return}function iQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;l=f[c>>2]|0;g=e;a:do if((l|0)!=(g|0)){h=e;while(1){k=f[g>>2]|0;if(!(b[k+49>>0]|0))break;e=g+4|0;if((e|0)==(l|0))break a;else{h=e;g=e}}e=f[d>>2]|0;i=e+4|0;j=f[i>>2]|0;if(j>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[j>>2]=k;f[i>>2]=(f[i>>2]|0)+4;e=f[c>>2]|0}else{kQa(e,g);h=g;e=l}f[a>>2]=h;if((h|0)==(e|0)){d=e;return d|0}g=h+4|0;if((g|0)==(e|0)){d=h;return d|0}do{l=f[g>>2]|0;j=l;do if(!(b[l+49>>0]|0)){e=f[d>>2]|0;h=e+4|0;i=f[h>>2]|0;if(i>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[i>>2]=j;f[h>>2]=(f[h>>2]|0)+4;break}else{kQa(e,g);break}}else{l=f[a>>2]|0;f[g>>2]=0;k=f[l>>2]|0;f[l>>2]=j;if(k|0){l=k+36|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0){jDa(e);sOb(e)}e=f[k+24>>2]|0;if(e|0){h=k+28|0;i=f[h>>2]|0;if((i|0)!=(e|0))f[h>>2]=i+(~((i+-4-e|0)>>>2)<<2);sOb(e)}sOb(k)}f[a>>2]=(f[a>>2]|0)+4}while(0);g=g+4|0}while((g|0)!=(f[c>>2]|0));d=f[a>>2]|0;return d|0}while(0);f[a>>2]=l;d=l;return d|0}function jQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+48|0;g=h;d=f[c+24>>2]|0;e=f[c+28>>2]|0;if((d|0)!=(e|0))do{TPa(a,f[d>>2]|0);d=d+4|0}while((d|0)!=(e|0));d=c+36|0;if(!(f[d>>2]|0)){u=h;return}xib(g,c,b[c+48>>0]|0,+n[c+44>>2]);c=f[d>>2]|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[c+12>>2]=f[g+12>>2];f[c+16>>2]=f[g+16>>2];f[c+20>>2]=f[g+20>>2];f[c+52>>2]=f[g+24>>2];f[c+56>>2]=f[g+28>>2];f[c+60>>2]=f[g+32>>2];f[c+64>>2]=f[g+36>>2];f[c+68>>2]=f[g+40>>2];f[c+72>>2]=f[g+44>>2];jQa(a,c);jQa(a,c+52|0);u=h;return}function kQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=(f[m>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;j=i>>1;d=i>>2>>>0<536870911?(j>>>0<d>>>0?d:j):1073741823;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>1073741823)vd();else{g=pOb(d<<2)|0;break}while(0);f[l>>2]=g;c=g+(e<<2)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d<<2)|0;h=l+12|0;f[h>>2]=g;e=f[b>>2]|0;f[b>>2]=0;f[c>>2]=e;e=c+4|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;$Pa(l);u=n;return}do{d=d+-4|0;p=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=p;c=(f[j>>2]|0)+-4|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;$Pa(l);u=n;return}function lQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;g=l;c=f[a>>2]|0;k=a+4|0;h=f[k>>2]|0;if((c|0)==(h|0)){u=l;return}i=g+16|0;do{e=c+16|0;d=f[e>>2]|0;if(d|0){gh[f[(f[d>>2]|0)+24>>2]&2047](d);if(b[c+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((c|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;j=15}else if((g|0)==(d|0)){f[e>>2]=c;j=f[i>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,c);j=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((j|0)==15){j=0;e=f[i>>2]|0;d=e}if((g|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}c=c+32|0}while((c|0)!=(h|0));c=f[k>>2]|0;if((f[a>>2]|0)==(c|0)){u=l;return}while(1){if(!(f[c+-16>>2]|0)){d=c;e=0;g=0}else{j=30;break}c=c+-32|0;while(1){j=d+-32|0;f[k>>2]=j;if((j|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);d=f[k>>2]|0;if((d|0)==(c|0))break;g=f[d+-16>>2]|0;e=g}if((f[a>>2]|0)==(c|0)){j=30;break}}if((j|0)==30){u=l;return}}function mQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=a+368|0;g=a+372|0;h=f[g>>2]|0;c=h;if(((h-(f[e>>2]|0)|0)/12|0)>>>0<6){d=b+4|0;if((f[d>>2]|0)-(f[b>>2]|0)>>5>>>0<5){if((f[a+376>>2]|0)>>>0>c>>>0){f[c>>2]=0;e=c+4|0;f[e>>2]=0;f[c+8>>2]=0;f[h>>2]=f[b>>2];f[e>>2]=f[d>>2];h=b+8|0;f[c+8>>2]=f[h>>2];f[h>>2]=0;f[d>>2]=0;f[b>>2]=0;f[g>>2]=(f[g>>2]|0)+12}else sS(e,b);C9a(f[(f[a+4>>2]|0)+240>>2]|0);c=a+268|0;b=f[c>>2]|0;f[c>>2]=b+1;f[i>>2]=b;c=a+384|0;d=f[c>>2]|0;if((d|0)==(f[a+388>>2]|0)){xD(a+380|0,i);i=f[i>>2]|0;u=j;return i|0}else{f[d>>2]=b;f[c>>2]=d+4;i=f[i>>2]|0;u=j;return i|0}}}f[i>>2]=-1;i=f[i>>2]|0;u=j;return i|0}function nQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;d=f[b>>2]|0;k=a+380|0;n=a+384|0;c=f[k>>2]|0;e=(f[n>>2]|0)-c>>2;if(!e){a=0;return a|0}else b=0;while(1){if((f[c+(b<<2)>>2]|0)==(d|0))break;b=b+1|0;if(b>>>0>=e>>>0){b=0;j=24;break}}if((j|0)==24)return b|0;l=a+368|0;d=(f[l>>2]|0)+(b*12|0)|0;c=d+12|0;m=a+372|0;i=f[m>>2]|0;if((c|0)==(i|0)){g=d;j=12}else{do{e=f[d>>2]|0;h=d+4|0;if(!e)e=d+8|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-32-e|0)>>>5)<<5);sOb(e);e=d+8|0;f[e>>2]=0;f[h>>2]=0;f[d>>2]=0}f[d>>2]=f[c>>2];g=c+4|0;f[h>>2]=f[g>>2];h=c+8|0;f[e>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[c>>2]=0;c=c+12|0;d=d+12|0}while((c|0)!=(i|0));c=f[m>>2]|0;if((c|0)!=(d|0)){g=d;j=12}}if((j|0)==12){d=c;while(1){c=d+-12|0;f[m>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[m>>2]|0}if((c|0)==(g|0))break;else d=c}}e=(f[k>>2]|0)+(b<<2)|0;b=e+4|0;c=f[n>>2]|0;d=c-b|0;g=d>>2;if(g){cQb(e|0,b|0,d|0)|0;c=f[n>>2]|0}b=e+(g<<2)|0;if((c|0)!=(b|0))f[n>>2]=c+(~((c+-4-b|0)>>>2)<<2);if((f[l>>2]|0)!=(f[m>>2]|0)){a=1;return a|0}C9a(f[(f[a+4>>2]|0)+240>>2]|0);a=1;return a|0}function oQa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+16|0;B=D;C=a+416|0;g=b[C>>0]|0;if(g&1){pQa(a);g=b[C>>0]|0}g=g|3;b[C>>0]=g;f[a+420>>2]=f[e>>2];f[a+424>>2]=f[e+4>>2];f[a+428>>2]=f[e+8>>2];if(d){r=B+4|0;s=a+432|0;t=a+436|0;v=a+444|0;w=a+448|0;x=a+440|0;y=a+464|0;q=0;do{MPa(B,a,c+(q<<3)|0);z=f[B>>2]|0;g=f[r>>2]|0;if(g|0)iOb(g);l=z;FJa(z,1);p=X(l,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;m=f[t>>2]|0;o=(m|0)==0;a:do if(o){g=0;A=26}else{k=m+-1|0;h=(k&m|0)==0;if(h)g=k&p;else if(p>>>0<m>>>0)g=p;else g=(p>>>0)%(m>>>0)|0;e=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!e)A=26;else{if(h)while(1){e=f[e>>2]|0;if(!e){A=26;break a}h=f[e+4>>2]|0;if(!((h|0)==(p|0)|(h&k|0)==(g|0))){A=26;break a}if((f[e+8>>2]|0)==(z|0))break a}do{e=f[e>>2]|0;if(!e){A=26;break a}h=f[e+4>>2]|0;if((h|0)!=(p|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(g|0)){A=26;break a}}}while((f[e+8>>2]|0)!=(z|0))}}while(0);if((A|0)==26){A=0;k=pOb(12)|0;f[k+8>>2]=l;f[k+4>>2]=p;f[k>>2]=0;i=+(((f[v>>2]|0)+1|0)>>>0);j=+n[w>>2];do if(o|j*+(m>>>0)<i){g=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;WCa(s,g>>>0<e>>>0?e:g);g=f[t>>2]|0;e=g+-1|0;if(!(e&g)){h=g;g=e&p;break}if(p>>>0<g>>>0){h=g;g=p}else{h=g;g=(p>>>0)%(g>>>0)|0}}else h=m;while(0);e=(f[s>>2]|0)+(g<<2)|0;g=f[e>>2]|0;if(!g){f[k>>2]=f[x>>2];f[x>>2]=k;f[e>>2]=x;g=f[k>>2]|0;if(g|0){g=f[g+4>>2]|0;e=h+-1|0;if(!(e&h))g=g&e;else if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;g=(f[s>>2]|0)+(g<<2)|0;A=39}}else{f[k>>2]=f[g>>2];A=39}if((A|0)==39){A=0;f[g>>2]=k}f[v>>2]=(f[v>>2]|0)+1}wDa(y,z);q=q+1|0}while((q|0)!=(d|0));g=b[C>>0]|0}if(!(g&1)){u=D;return}if(f[a+444>>2]|0){u=D;return}ADa(a+464|0);u=D;return}function pQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;i=a+416|0;if(!(b[i>>0]&1)){u=k;return}j=a+444|0;if(!(f[j>>2]|0)){c=f[a+40>>2]|0;a:do if(c|0){d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);e=h+4|0;g=h+8|0;b:while(1){do{l=f[d+12>>2]|0;f[h>>2]=0;f[e>>2]=0;f[g>>2]=0;wJa(l,h);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}while(0);ADa(a+464|0)}else{c=f[a+440>>2]|0;if(c|0){d=a+464|0;do{l=c+8|0;FJa(f[l>>2]|0,0);wDa(d,f[l>>2]|0);c=f[c>>2]|0}while((c|0)!=0)}}b[i>>0]=b[i>>0]&-4|2;if(!(f[j>>2]|0)){u=k;return}d=a+440|0;c=f[d>>2]|0;if(c|0)do{l=c;c=f[c>>2]|0;sOb(l)}while((c|0)!=0);f[d>>2]=0;e=f[a+436>>2]|0;if(e|0){d=a+432|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[j>>2]=0;u=k;return}function qQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=f[b+16>>2]|0;a:do if(!g)b=0;else{h=g+-1|0;c=(h&g|0)==0;b=f[f[b+12>>2]>>2]|0;if(!b)b=0;else{b=f[b>>2]|0;if(!b)b=0;else{if(c)while(1){g=f[b+4>>2]|0;c=(g|0)==0;if(!(c|(g&h|0)==0)){b=0;break a}if(c)if(!(f[b+8>>2]|0))break a;b=f[b>>2]|0;if(!b){b=0;break a}}while(1){c=f[b+4>>2]|0;if(!c){if(!(f[b+8>>2]|0))break a}else{if(c>>>0<g>>>0){b=0;break a}if((c>>>0)%(g>>>0)|0|0){b=0;break a}}b=f[b>>2]|0;if(!b){b=0;break}}}}}while(0);f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;c=f[b+44>>2]|0;h=a+8|0;do if(!c){d=0;e=0}else if(c>>>0>1073741823)vd();else{e=pOb(c<<2)|0;d=e+(c<<2)|0;f[a>>2]=e;f[g>>2]=e;f[h>>2]=d;break}while(0);b=f[b+40>>2]|0;if(!b)return;while(1){c=b+8|0;if((e|0)==(d|0))$G(a,c);else{f[e>>2]=f[c>>2];f[g>>2]=e+4}b=f[b>>2]|0;if(!b)break;e=f[g>>2]|0;d=f[h>>2]|0}return}function rQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g+16|0;d=g;IIa(e,f[c>>2]|0);mPa(d,b,e);b=f[d+8>>2]|0;if(!b){f[a>>2]=f[c>>2];b=f[c+4>>2]|0;f[a+4>>2]=b;if(b|0)gOb(b)}else{f[a>>2]=b;b=f[d+12>>2]|0;f[a+4>>2]=b;if(b|0)gOb(b)}b=f[d+12>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(b|0)iOb(b);b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function sQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;tQa(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function tQa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){uQa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;uQa(a,b);return}function uQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function vQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(e|0)==(c|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((e|0)==(b|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function wQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;q=t+8|0;r=t;s=t+4|0;e=f[a+52>>2]|0;if((((f[a+56>>2]|0)-e|0)/20|0)>>>0>c>>>0)c=e+(c*20|0)|0;else if(!(b[257336]|0))if(!(MPb(257336)|0))c=258704;else{f[64676]=0;f[64677]=0;f[64678]=0;f[64679]=0;n[64680]=1.0;c=258704}else c=258704;e=f[c+8>>2]|0;if(!e){s=0;u=t;return s|0}c=0;do{o=f[e+8>>2]|0;b[o+128>>0]=d;f[s>>2]=f[o+8>>2];f[q>>2]=f[s>>2];g=TMa(a,q)|0;h=f[o+56>>2]|0;a:do if(h){p=g+24|0;m=g+20|0;while(1){l=f[h+12>>2]|0;b:do switch(d<<24>>24){case 0:{i=HJa(l,1,0,1)|0|(HJa(l,2,0,1)|0);g=0;j=28;break}case 1:{i=HJa(l,1,1,1)|0|(HJa(l,2,1,1)|0);g=1;j=28;break}case 2:{k=f[l+120>>2]|0;f[r>>2]=k;f[q>>2]=f[r>>2];g=bGa(o,q)|0;if(g|0){j=g+12|0;g=f[j>>2]|0;if((g|0)!=-1){i=HJa(l,1,(g&1|0)!=0,1)|0;i=i|(HJa(l,2,(f[j>>2]&2|0)!=0,1)|0);g=(f[j>>2]&4|0)!=0;j=28;break b}}g=f[p>>2]|0;i=g+-1|0;if(!(i&g)){g=f[(f[m>>2]|0)+((i&k)<<2)>>2]|0;while(1){g=f[g>>2]|0;if((k|0)!=(f[g+4>>2]|0))continue;if((f[g+8>>2]|0)==(k|0))break}}else{if(k>>>0<g>>>0)g=k;else g=(k>>>0)%(g>>>0)|0;g=f[(f[m>>2]|0)+(g<<2)>>2]|0;while(1){g=f[g>>2]|0;if((k|0)!=(f[g+4>>2]|0))continue;if((f[g+8>>2]|0)==(k|0))break}}g=(f[g+16>>2]|0)+192|0;i=HJa(l,1,(b[g>>0]&1)!=0,1)|0;i=i|(HJa(l,2,(b[g>>0]&2)!=0,1)|0);g=(b[g>>0]&4)!=0;j=28;break}default:g=0}while(0);if((j|0)==28){j=0;g=i|(HJa(l,4,g,1)|0)}c=c|g;h=f[h>>2]|0;if(!h)break a}}while(0);e=f[e>>2]|0}while((e|0)!=0);u=t;return c|0}function xQa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;m=w;p=w+24|0;q=w+16|0;r=d?7:0;if((b|0)==(c|0)){v=0;u=w;return v|0}s=a+36|0;t=q+4|0;n=m+4|0;o=a+32|0;e=0;do{k=f[b>>2]|0;j=f[s>>2]|0;a:do if(j){i=j+-1|0;h=(i&j|0)==0;if(h)l=i&k;else if(k>>>0<j>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;g=f[(f[o>>2]|0)+(l<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){b:do if(h)while(1){j=f[g+4>>2]|0;h=(j|0)==(k|0);if(!(h|(j&i|0)==(l|0)))break a;if(h)if((f[g+8>>2]|0)==(k|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(k|0)){if((f[g+8>>2]|0)==(k|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(l|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);h=f[g+12>>2]|0;g=f[g+16>>2]|0;if(!g)g=0;else gOb(g);k=h;do if(h){j=b+4|0;f[p>>2]=f[j>>2];f[m>>2]=f[p>>2];h=aGa(k,m)|0;if(h|0){h=h+12|0;i=f[h>>2]|0;if((i|0)!=-1){f[h>>2]=r;e=e|(i|0)!=(r|0);break}}h=f[j>>2]|0;f[q>>2]=f[k+8>>2];f[t>>2]=h;KPa(m,a,q);h=f[m>>2]|0;if(!h){h=0;j=0;v=31}else{i=f[n>>2]|0;if(!i)i=0;else{gOb(i);j=i;v=31}}if((v|0)==31){v=0;i=f[n>>2]|0;if(!i)i=j;else{iOb(i);i=j}}if(h)e=e|(HJa(h,7,d,0)|0);if(i|0)iOb(i)}while(0);if(g)iOb(g)}}}while(0);b=b+8|0}while((b|0)!=(c|0));u=w;return e|0}function yQa(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+4>>2]=b;return}function zQa(a){a=a|0;return f[(f[a>>2]|0)+4>>2]|0}function AQa(a){a=a|0;return f[(f[(f[a>>2]|0)+4>>2]|0)+240>>2]|0}function BQa(a){a=a|0;return f[(f[a>>2]|0)+244>>2]|0}function CQa(a,b){a=a|0;b=b|0;a=(f[a>>2]|0)+244|0;if((f[a>>2]|0)!=-1)return;f[a>>2]=f[b>>2];return}function DQa(a){a=a|0;f[(f[a>>2]|0)+244>>2]=-1;return}function EQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+4|0;e=h;a=f[a>>2]|0;g=f[b>>2]|0;f[e>>2]=f[c>>2];f[d>>2]=f[e>>2];a=TMa(a,d)|0;d=f[a+64>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+60>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(d|0)==(g|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((b|0)==(g|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);u=h;return a+12|0}function FQa(a){a=a|0;return (f[a>>2]|0)+64|0}function GQa(a){a=a|0;return (f[a>>2]|0)+32|0}function HQa(a,c){a=a|0;c=c|0;var d=0;d=f[a>>2]|0;a=f[d+52>>2]|0;if((((f[d+56>>2]|0)-a|0)/20|0)>>>0>c>>>0){d=a+(c*20|0)|0;return d|0}if(b[257336]|0){d=258704;return d|0}if(!(MPb(257336)|0)){d=258704;return d|0};f[64676]=0;f[64677]=0;f[64678]=0;f[64679]=0;n[64680]=1.0;d=258704;return d|0}function IQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;b=f[b>>2]|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];yOa(a,b,e);u=d;return}function JQa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;a=f[a>>2]|0;f[l>>2]=f[c>>2];f[k>>2]=f[d>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=OMa(a,b,j,i,e,g)|0;u=h;return g|0}function KQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];c=zOa(a,b,e)|0;u=d;return c|0}function LQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];b=JOa(a,d)|0;u=c;return b|0}function MQa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;LOa(f[a>>2]|0,b,c,d,e,g,0);return}function NQa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;cNa(f[a>>2]|0,b,c,d);return}function OQa(a,b,c){a=a|0;b=b|0;c=c|0;lPa(a,f[b>>2]|0,c);return}function PQa(a,b,c){a=a|0;b=b|0;c=c|0;mPa(a,f[b>>2]|0,c);return}function QQa(a,b,c){a=a|0;b=b|0;c=c|0;nPa(a,f[b>>2]|0,c);return}function RQa(a,b,c){a=a|0;b=b|0;c=c|0;KOa(a,f[b>>2]|0,c);return}function SQa(a,b,c){a=a|0;b=b|0;c=c|0;oPa(a,f[b>>2]|0,c);return}function TQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g+4|0;h=g;e=f[a>>2]|0;f[h>>2]=f[c>>2];f[d>>2]=f[h>>2];e=VNa((TMa(e,d)|0)+80|0,c+4|0)|0;if(f[e>>2]|0){h=0;u=g;return h|0}EFa(f[b>>2]|0,c,d);a=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=a;h=e+4|0;a=f[h>>2]|0;f[h>>2]=d;if(!a){h=1;u=g;return h|0}iOb(a);h=1;u=g;return h|0}function UQa(a,b,c){a=a|0;b=b|0;c=c|0;return $Na(f[a>>2]|0,b,c)|0}function VQa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a+32>>2]|0;e=f[a+360>>2]|0;g=f[a+456>>2]|0;j=f[a+1064>>2]|0;k=f[a+1112>>2]|0;a:{if(f[(g+60|0)>>2]|0){b=f[(g+56|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(g+56|0)>>2]=0;c=f[g+52>>2]|0;if(c|0){b=0;do{f[(f[(g+48|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(g+60|0)>>2]=0;g=f[e>>2]|0}h=g+80|0;if(f[h>>2]|0){e=g+76|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;d=f[g+72>>2]|0;if(d|0){c=g+68|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[h>>2]=0};f[(a+4|0)>>2]=f[64672];e=TMa(i,a+4|0)|0;if(f[(e+32|0)>>2]|0){b=f[(e+28|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+28|0)>>2]=0;c=f[e+24>>2]|0;if(c|0){b=0;do{f[(f[(e+20|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+32|0)>>2]=0}if(f[(e+52|0)>>2]|0){b=f[(e+48|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+48|0)>>2]=0;c=f[e+44>>2]|0;if(c|0){b=0;do{f[(f[(e+40|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+52|0)>>2]=0}if(f[(e+72|0)>>2]|0){b=f[(e+68|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+68|0)>>2]=0;c=f[e+64>>2]|0;if(c|0){b=0;do{f[(f[(e+60|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+72|0)>>2]=0}if(f[(e+92|0)>>2]|0){b=f[(e+88|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+88|0)>>2]=0;c=f[e+84>>2]|0;if(c|0){b=0;do{f[(f[(e+80|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+92|0)>>2]=0}if(f[(e+112|0)>>2]|0){b=f[(e+108|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+108|0)>>2]=0;c=f[e+104>>2]|0;if(c|0){b=0;do{f[(f[(e+100|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+112|0)>>2]=0}if(f[(e+192|0)>>2]|0){b=f[(e+188|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+188|0)>>2]=0;c=f[e+184>>2]|0;if(c|0){b=0;do{f[(f[(e+180|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+192|0)>>2]=0}if(f[(e+212|0)>>2]|0){b=f[(e+208|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+208|0)>>2]=0;c=f[e+204>>2]|0;if(c|0){b=0;do{f[(f[(e+200|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+212|0)>>2]=0}if(f[(e+232|0)>>2]|0){b=f[(e+228|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+228|0)>>2]=0;c=f[e+224>>2]|0;if(c|0){b=0;do{f[(f[(e+220|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+232|0)>>2]=0}if(f[(e+252|0)>>2]|0){b=f[(e+248|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+248|0)>>2]=0;c=f[e+244>>2]|0;if(c|0){b=0;do{f[(f[(e+240|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+252|0)>>2]=0}if(f[(e+272|0)>>2]|0){b=f[(e+268|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+268|0)>>2]=0;c=f[e+264>>2]|0;if(c|0){b=0;do{f[(f[(e+260|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+272|0)>>2]=0}f[i+456>>2]=0;oh[f[(f[j>>2]|0)+28>>2]&1023](j,0);Y8a(k);b=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=b|0;break a}f[a+280>>2]=b}
+function KYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;QYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function LYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;PYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function MYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if(!a)return;do{g=a;a=f[a>>2]|0;c=g+44|0;b=f[c>>2]|0;e=g+48|0;if((b|0)==(f[e>>2]|0)){d=f[g+36>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=g+24|0;b=f[c>>2]|0;e=g+28|0;if((b|0)==(f[e>>2]|0)){d=f[g+16>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}e=g+12|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(g)}while((a|0)!=0);return}function NYa(a,b){a=a|0;b=b|0;if(!b)return;else{NYa(a,f[b>>2]|0);NYa(a,f[b+4>>2]|0);sOb(b);return}}function OYa(a,b){a=a|0;b=b|0;if(!b)return;else{OYa(a,f[b>>2]|0);OYa(a,f[b+4>>2]|0);sOb(b);return}}function PYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function QYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function RYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function SYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function TYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;UYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function UYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function VYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function WYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function XYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function YYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function ZYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function _Ya(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;g=u;u=u+1328|0;b=f[a+848>>2]|0;if(b|0){c=f[(a+852|0)>>2]|0;if((c|0)!=(b|0))f[(a+852|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+836>>2]|0;if(b|0){c=f[(a+840|0)>>2]|0;if((c|0)!=(b|0))f[(a+840|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}$Ya(f[a+804>>2]|0);b=f[(a+796|0)>>2]|0;f[(a+796|0)>>2]=0;if(b|0)sOb(b);aZa(f[a+784>>2]|0);b=f[(a+776|0)>>2]|0;f[(a+776|0)>>2]=0;if(b|0)sOb(b);b=f[(a+772|0)>>2]|0;f[(a+772|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+768|0)>>2]|0;f[(a+768|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+764|0)>>2]|0;f[(a+764|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+752>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+744|0)>>2]|0;f[(a+744|0)>>2]=0;if(b|0)sOb(b);b=f[a+732>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+724|0)>>2]|0;f[(a+724|0)>>2]=0;if(b|0)sOb(b);b=f[a+712>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+704|0)>>2]|0;f[(a+704|0)>>2]=0;if(b|0)sOb(b);b=f[a+692>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+684|0)>>2]|0;f[(a+684|0)>>2]=0;if(b|0)sOb(b);b=f[a+672>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+664|0)>>2]|0;f[(a+664|0)>>2]=0;if(b|0)sOb(b);b=f[a+652>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+644|0)>>2]|0;f[(a+644|0)>>2]=0;if(b|0)sOb(b);b=f[a+632>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+624|0)>>2]|0;f[(a+624|0)>>2]=0;if(b|0)sOb(b);b=f[a+600>>2]|0;if(b|0){c=f[(a+604|0)>>2]|0;if((c|0)!=(b|0))f[(a+604|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+588>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+580|0)>>2]|0;f[(a+580|0)>>2]=0;if(b|0)sOb(b);b=f[a+568>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+560|0)>>2]|0;f[(a+560|0)>>2]=0;if(b|0)sOb(b);b=f[a+548>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+540|0)>>2]|0;f[(a+540|0)>>2]=0;if(b|0)sOb(b);b=f[a+524>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+516|0)>>2]|0;f[(a+516|0)>>2]=0;if(b|0)sOb(b);b=f[(a+504|0)>>2]|0;if(b|0){c=f[(a+508|0)>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[(a+508|0)>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[(a+508|0)>>2]|0}}while((c|0)!=(b|0));b=f[(a+504|0)>>2]|0}sOb(b)}b=f[(a+492|0)>>2]|0;if(b|0){c=f[(a+496|0)>>2]|0;if((c|0)!=(b|0)){do{d=c+-16|0;f[(a+496|0)>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[(a+496|0)>>2]|0}}while((c|0)!=(b|0));b=f[(a+492|0)>>2]|0}sOb(b)}NYa(a+464|0,f[a+468>>2]|0);b=f[a+452>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+444|0)>>2]|0;f[(a+444|0)>>2]=0;if(b|0)sOb(b);f[g+16>>2]=a;f[g+1280>>2]=0;f[g+1284>>2]=0;x_a(g);G=f[g+1280>>2]|0;D=f[g+1284>>2]|0;H=+n[g+1284>>2];f[g+1280>>2]=0;f[g+1284>>2]=0;if((G|0)==5){u=g;return}u=g}function $Ya(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if(!a)return;do{e=a;a=f[a>>2]|0;b=f[e+40>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;c=f[d+20>>2]|0;if(c|0)do{g=c;c=f[c>>2]|0;sOb(g)}while((c|0)!=0);g=d+12|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);sOb(d)}while((b|0)!=0);g=e+32|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[e+20>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);g=e+12|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);sOb(e)}while((a|0)!=0);return}function aZa(a){a=a|0;var b=0,c=0,d=0;if(!a)return;do{c=a;a=f[a>>2]|0;b=f[c+144>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+136|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+124>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+116|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+104>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+96|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+84>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+76|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+64>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+56|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+44>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+24>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+16|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);sOb(c)}while((a|0)!=0);return}function bZa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;f[a>>2]=39160;d=a+4|0;e=pOb(860)|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[e+16>>2]=1.0;g=e+20|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+48>>2]=1.0;g=e+52|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+80>>2]=1.0;g=e+84|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+112>>2]=1.0;g=e+116|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+144>>2]=1.0;g=e+148|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+176>>2]=1.0;g=e+180|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+208>>2]=1.0;g=e+212|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+240>>2]=1.0;g=e+244|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+272>>2]=1.0;g=e+276|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+292>>2]=1.0;g=e+296|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+312>>2]=1.0;g=e+316|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+332>>2]=1.0;g=e+336|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+352>>2]=1.0;g=e+356|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+372>>2]=1.0;g=e+376|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+404>>2]=1.0;g=e+408|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+424>>2]=1.0;g=e+432|0;f[g>>2]=0;f[e+436>>2]=0;f[e+428>>2]=g;g=e+440|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;n[e+460>>2]=1.0;g=e+468|0;f[g>>2]=0;f[e+472>>2]=0;f[e+464>>2]=g;f[e+476>>2]=0;b[e+480>>0]=0;n[e+484>>2]=1.0;b[e+488>>0]=0;b[e+489>>0]=0;b[e+490>>0]=0;g=e+532|0;h=e+492|0;i=h+40|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));n[g>>2]=1.0;i=e+540|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+556>>2]=1.0;i=e+560|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+576>>2]=1.0;i=e+580|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+596>>2]=1.0;f[e+600>>2]=0;f[e+604>>2]=0;f[e+608>>2]=0;i=e+624|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+640>>2]=1.0;i=e+644|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+660>>2]=1.0;i=e+664|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+680>>2]=1.0;i=e+684|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+700>>2]=1.0;i=e+704|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+720>>2]=1.0;i=e+724|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+740>>2]=1.0;i=e+744|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+760>>2]=1.0;i=e+764|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+24>>2]=0;n[e+792>>2]=1.0;i=e+796|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+812>>2]=1.0;f[e+816>>2]=0;f[e+820>>2]=-1;f[e+824>>2]=0;f[e+828>>2]=-1;f[e+832>>2]=a;i=e+836|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[d>>2]=e;f[a+8>>2]=c;f[a+12>>2]=0;return}function cZa(a,b){a=a|0;b=b|0;var c=0;a=a+12|0;c=f[a>>2]|0;b=f[b+12>>2]|0;f[a>>2]=(c|0)<(b|0)?b:c;return}function dZa(a){a=a|0;var b=0,c=0,d=0;f[a+12>>2]=1;gh[f[(f[a>>2]|0)+24>>2]&2047](a);b=a+4|0;c=f[b>>2]|0;d=c+600|0;if((f[d>>2]|0)==(f[c+604>>2]|0))return;Gh[f[(f[a>>2]|0)+44>>2]&3](a,d,f[c+612>>2]|0,f[c+616>>2]|0,+n[c+620>>2]);b=f[b>>2]|0;a=f[b+600>>2]|0;b=b+604|0;c=f[b>>2]|0;if((c|0)==(a|0))return;f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);return}function eZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+12|0;if((f[c>>2]|0)==2){h=0;return h|0}f[c>>2]=2;e=a+4|0;g=xYa((f[e>>2]|0)+776|0,39356)|0;b[g>>0]=1;g=a+8|0;h=f[g>>2]|0;d=h+16|0;if(!(b[d>>0]|0)){b[d>>0]=1;lQa(h+4|0)}if((f[c>>2]|0)!=2){h=1;return h|0}fZa(f[e>>2]|0,a,f[(f[g>>2]|0)+232>>2]|0);if((f[c>>2]|0)!=2){h=1;return h|0}gZa(f[e>>2]|0,0);h=1;return h|0}function fZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0;B=u;u=u+3776|0;i=0;d=f[(a+472|0)>>2]|0;if(!d){u=B;return}a:while(1){C=f[(a+464|0)>>2]|0;s=f[C+16>>2]|0;E=f[C+20>>2]|0;r=f[C+4>>2]|0;f[B+16>>2]=a;f[B+24>>2]=b;f[B+32>>2]=c;f[B+480>>2]=j;f[B+512>>2]=m;f[B+816>>2]=s;f[B+824>>2]=E;f[B+1576>>2]=k;f[B+1584>>2]=o;f[B+1752>>2]=C;f[B+1808>>2]=r;f[B+2240>>2]=d;f[B+3256>>2]=h;f[B+3288>>2]=l;f[B+3568>>2]=i;f[B+3592>>2]=e;f[B+3600>>2]=g;f[B+3624>>2]=0;f[B+3628>>2]=0;A_a(B);j=f[B+480>>2]|0;m=f[B+512>>2]|0;k=f[B+1576>>2]|0;o=f[B+1584>>2]|0;h=f[B+3256>>2]|0;l=f[B+3288>>2]|0;i=f[B+3568>>2]|0;e=f[B+3592>>2]|0;g=f[B+3600>>2]|0;G=f[B+3624>>2]|0;D=f[B+3628>>2]|0;H=+n[B+3628>>2];f[B+3624>>2]=0;f[B+3628>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break a}f[B+16>>2]=a;f[B+24>>2]=b;f[B+32>>2]=c;f[B+488>>2]=q;f[B+496>>2]=t;f[B+504>>2]=v;f[B+816>>2]=s;f[B+2240>>2]=d;f[B+2352>>2]=p;f[B+2360>>2]=w;f[B+2856>>2]=x;f[B+2864>>2]=y;f[B+3384>>2]=z;f[B+3392>>2]=A;f[B+3568>>2]=i;f[B+3592>>2]=e;f[B+3600>>2]=g;f[B+3616>>2]=0;f[B+3620>>2]=0;z_a(B);q=f[B+488>>2]|0;t=f[B+496>>2]|0;v=f[B+504>>2]|0;d=f[B+2240>>2]|0;p=f[B+2352>>2]|0;w=f[B+2360>>2]|0;x=f[B+2856>>2]|0;y=f[B+2864>>2]|0;z=f[B+3384>>2]|0;A=f[B+3392>>2]|0;i=f[B+3568>>2]|0;e=f[B+3592>>2]|0;G=f[B+3616>>2]|0;D=f[B+3620>>2]|0;H=+n[B+3620>>2];f[B+3616>>2]=0;f[B+3620>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break a}}r=1;if(r){r=0;if((i|0)==32){b=f[h>>2]|0;d=b+(j*28|0)|0;j=f[l>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[l>>2]|0}if((d|0)==(i|0))i=53;else{do{c=d+-28|0;f[l>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[l>>2]|0}while((d|0)!=(i|0));i=53}}else r=1}if(r){r=0;if((i|0)==122){b=f[k>>2]|0;d=b+(m*28|0)|0;j=f[o>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[o>>2]|0}if((d|0)==(i|0))i=143;else{do{c=d+-28|0;f[o>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[o>>2]|0}while((d|0)!=(i|0));i=143}}else r=1}if(r){r=0;if((i|0)==264){b=f[p>>2]|0;d=b+(q*28|0)|0;j=f[w>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[w>>2]|0}if((d|0)==(i|0))i=285;else{do{c=d+-28|0;f[w>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[w>>2]|0}while((d|0)!=(i|0));i=285}}else r=1}f[B+16>>2]=a;f[B+496>>2]=t;f[B+504>>2]=v;f[B+816>>2]=s;f[B+2856>>2]=x;f[B+2864>>2]=y;f[B+3384>>2]=z;f[B+3392>>2]=A;f[B+3568>>2]=i;f[B+3576>>2]=r;f[B+3608>>2]=0;f[B+3612>>2]=0;y_a(B);G=f[B+3608>>2]|0;D=f[B+3612>>2]|0;H=+n[B+3612>>2];f[B+3608>>2]=0;f[B+3612>>2]=0;if((G|0)==5){u=B;return}u=B}function gZa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+32|0;q=w;p=w+20|0;o=w+16|0;r=w+12|0;s=w+8|0;t=w+4|0;hZa(a);d=a+490|0;if(b[d>>0]|0){v=f[a+832>>2]|0;oh[f[(f[v>>2]|0)+64>>2]&1023](v,(b[a+489>>0]|0)!=0);b[d>>0]=0}l=a+492|0;d=f[l>>2]|0;v=a+496|0;m=f[v>>2]|0;if((d|0)!=(m|0)){n=a+832|0;while(1){g=d+16|0;e=g;a:do if((g|0)!=(m|0)){i=d+13|0;j=d+12|0;k=d+4|0;h=d;while(1){if((b[i>>0]|0)!=(b[h+29>>0]|0))break;if((b[j>>0]|0)!=(b[h+28>>0]|0))break;f[r>>2]=f[k>>2];f[s>>2]=f[g>>2];f[t>>2]=f[h+20>>2];f[o>>2]=f[r>>2];f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];iZa(d,o,p,q)|0;h=g+16|0;e=h;if((h|0)==(m|0))break a;else{x=g;g=h;h=x}}Dwa(f[d>>2]|0,f[k>>2]|0,q);x=f[n>>2]|0;Fh[f[(f[x>>2]|0)+60>>2]&255](x,b[i>>0]|0,d,(b[j>>0]|0)!=0)}while(0);if((m|0)==(e|0))break;else d=e}Dwa(f[d>>2]|0,f[d+4>>2]|0,q);h=f[n>>2]|0;Fh[f[(f[h>>2]|0)+60>>2]&255](h,b[d+13>>0]|0,d,(b[d+12>>0]|0)!=0);h=f[l>>2]|0;d=f[v>>2]|0;if((d|0)!=(h|0))do{e=d+-16|0;f[v>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[v>>2]|0}}while((d|0)!=(h|0))}if(f[a+636>>2]|0)jZa(a);if(f[a+676>>2]|0)kZa(a);if(f[a+696>>2]|0)lZa(a);if(f[a+716>>2]|0)mZa(a);if(f[a+756>>2]|0)nZa(a);if(f[a+736>>2]|0)oZa(a);if(f[a+656>>2]|0)pZa(a);if(!c){u=w;return}d=a+536|0;if(b[d>>0]|0){x=f[a+832>>2]|0;gh[f[(f[x>>2]|0)+176>>2]&2047](x);b[d>>0]=0}g=a+560|0;h=a+572|0;if(f[h>>2]|0){x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+180>>2]&1023](x,g);if(f[h>>2]|0){e=a+568|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+564>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}}g=a+516|0;h=a+528|0;if(f[h>>2]|0){x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+188>>2]&1023](x,g);if(f[h>>2]|0){e=a+524|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+520>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}}g=a+580|0;h=a+592|0;if(!(f[h>>2]|0)){u=w;return}x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+184>>2]&1023](x,g);if(!(f[h>>2]|0)){u=w;return}e=a+588|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+584>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0;u=w;return}function hZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;r=w;q=w+20|0;p=w+16|0;s=w+12|0;t=w+8|0;v=w+4|0;i=a+552|0;g=f[i>>2]|0;if(g|0){j=a+848|0;h=a+856|0;c=f[j>>2]|0;k=a+852|0;if((f[h>>2]|0)-c>>3>>>0<g>>>0){if(g>>>0>536870911)vd();d=(f[k>>2]|0)-c|0;e=pOb(g<<3)|0;if((d|0)>0)bQb(e|0,c|0,d|0)|0;f[j>>2]=e;f[k>>2]=e+(d>>3<<3);f[h>>2]=e+(g<<3);if(c|0)sOb(c)}f[s>>2]=f[k>>2];d=a+548|0;f[t>>2]=f[d>>2];f[v>>2]=0;f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];m_a(j,p,q,r)|0;if(f[i>>2]|0){c=f[d>>2]|0;if(c|0)do{o=c;c=f[c>>2]|0;sOb(o)}while((c|0)!=0);f[d>>2]=0;d=f[a+544>>2]|0;if(d|0){e=a+540|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[i>>2]=0}Dwa(f[j>>2]|0,f[k>>2]|0,r);c=f[a+832>>2]|0;oh[f[(f[c>>2]|0)+96>>2]&1023](c,j);c=f[j>>2]|0;d=f[k>>2]|0;if((d|0)!=(c|0))f[k>>2]=d+(~((d+-8-c|0)>>>3)<<3)}c=a+480|0;if(b[c>>0]|0){o=f[a+832>>2]|0;oh[f[(f[o>>2]|0)+88>>2]&1023](o,f[a+476>>2]|0);b[c>>0]=0}c=a+488|0;if(b[c>>0]|0){o=f[a+832>>2]|0;hh[f[(f[o>>2]|0)+92>>2]&63](o,+n[a+484>>2]);b[c>>0]=0}l=a+504|0;c=f[l>>2]|0;o=a+508|0;m=f[o>>2]|0;if((c|0)==(m|0)){u=w;return}a=a+832|0;while(1){e=c+20|0;d=e;a:do if((e|0)!=(m|0)){i=c+16|0;j=c+12|0;k=c+4|0;g=c;h=e;while(1){if((b[i>>0]|0)!=(b[g+36>>0]|0))break;if((f[j>>2]|0)!=(f[g+32>>2]|0))break;f[s>>2]=f[k>>2];f[t>>2]=f[h>>2];f[v>>2]=f[g+24>>2];f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];iZa(c,p,q,r)|0;e=h+20|0;d=e;if((e|0)==(m|0))break a;else{g=h;h=e}}Dwa(f[c>>2]|0,f[k>>2]|0,r);k=f[a>>2]|0;Fh[f[(f[k>>2]|0)+56>>2]&255](k,b[i>>0]|0,c,f[j>>2]|0)}while(0);if((m|0)==(d|0))break;else c=d}Dwa(f[c>>2]|0,f[c+4>>2]|0,r);g=f[a>>2]|0;Fh[f[(f[g>>2]|0)+56>>2]&255](g,b[c+16>>0]|0,c,f[c+12>>2]|0);g=f[l>>2]|0;c=f[o>>2]|0;if((c|0)!=(g|0))do{d=c+-20|0;f[o>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[o>>2]|0}}while((c|0)!=(g|0));u=w;return}function iZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;l=f[a>>2]|0;g=l;h=(f[b>>2]|0)-g|0;r=l+(h>>3<<3)|0;e=f[c>>2]|0;j=f[d>>2]|0;q=j-e|0;i=q>>3;m=e;o=j;if((q|0)<=0)return r|0;p=a+8|0;d=f[p>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((i|0)<=(d-b>>3|0)){h=b-r|0;b=h>>3;if((i|0)>(b|0)){d=m+(b<<3)|0;g=d;if((d|0)==(o|0))b=n;else{b=n;do{p=d;a=f[p+4>>2]|0;f[b>>2]=f[p>>2];f[b+4>>2]=a;d=d+8|0;b=(f[q>>2]|0)+8|0;f[q>>2]=b}while((d|0)!=(o|0))}if((h|0)>0)j=g;else return r|0}else b=n;h=b-(r+(i<<3))|0;i=h>>3;d=r+(i<<3)|0;if(d>>>0<n>>>0){g=b;do{o=d;p=f[o+4>>2]|0;a=g;f[a>>2]=f[o>>2];f[a+4>>2]=p;d=d+8|0;g=(f[q>>2]|0)+8|0;f[q>>2]=g}while(d>>>0<n>>>0)}if(i){cQb(b+(0-i<<3)|0,r|0,h|0)|0;e=f[c>>2]|0}b=j-e|0;if(!b)return r|0;cQb(r|0,e|0,b|0)|0;return r|0}b=(b-g>>3)+i|0;if(b>>>0>536870911)AMb(a);i=d-g|0;d=i>>2;d=i>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;i=r;b=h>>3;do if(!d)k=0;else if(d>>>0>536870911)vd();else{k=pOb(d<<3)|0;break}while(0);j=k+(b<<3)|0;e=j;h=k+(d<<3)|0;if((o|0)==(m|0))b=l;else{d=j;b=m;do{m=b;n=f[m+4>>2]|0;c=d;f[c>>2]=f[m>>2];f[c+4>>2]=n;d=e+8|0;e=d;b=b+8|0}while((b|0)!=(o|0));b=f[a>>2]|0}d=i-b|0;g=j+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(g|0,b|0,d|0)|0;d=(f[q>>2]|0)-i|0;if((d|0)>0){bQb(e|0,r|0,d|0)|0;e=e+(d>>>3<<3)|0;b=f[a>>2]|0}f[a>>2]=g;f[q>>2]=e;f[p>>2]=h;if(!b){r=j;return r|0}sOb(b);r=j;return r|0}function jZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;N=u;u=u+16|0;H=N;I=N+4|0;K=a+836|0;M=a+636|0;e=f[M>>2]|0;L=a+844|0;g=f[K>>2]|0;J=a+840|0;if((f[L>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[J>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[K>>2]=d;f[J>>2]=d+(c>>3<<3);f[L>>2]=d+(e<<3);if(g|0)sOb(g)}G=a+632|0;z=a+816|0;A=a+4|0;B=a+12|0;C=a+16|0;D=a+8|0;x=a+20|0;y=a+24|0;E=a+832|0;w=191184;a:while(1){g=b[w>>0]|0;v=g<<24>>24!=0;c=f[G>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==g<<24>>24){d=d+8|0;e=f[J>>2]|0;if((e|0)==(f[L>>2]|0)){SD(K,d);break}else{r=d;s=f[r+4>>2]|0;t=e;f[t>>2]=f[r>>2];f[t+4>>2]=s;f[J>>2]=(f[J>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);c=f[K>>2]|0;d=f[J>>2]|0;if((c|0)!=(d|0)){f_a(c,d,H);t=(f[z>>2]|0)+1|0;f[z>>2]=t;j=f[A>>2]|0;k=(j|0)==0;b:do if(k){c=0;F=40}else{g=j+-1|0;e=(g&j|0)==0;if(e)c=g&t;else if(j>>>0>t>>>0)c=t;else c=(t>>>0)%(j>>>0)|0;d=f[(f[a>>2]|0)+(c<<2)>>2]|0;if(!d)F=40;else{if(e)while(1){d=f[d>>2]|0;if(!d){F=40;break b}s=f[d+4>>2]|0;if(!((s|0)==(t|0)|(s&g|0)==(c|0))){F=40;break b}if((f[d+8>>2]|0)==(t|0))break b}do{d=f[d>>2]|0;if(!d){F=40;break b}e=f[d+4>>2]|0;if((e|0)!=(t|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(c|0)){F=40;break b}}}while((f[d+8>>2]|0)!=(t|0))}}while(0);if((F|0)==40){F=0;g=pOb(24)|0;f[g+8>>2]=t;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=t;f[g>>2]=0;h=+(((f[B>>2]|0)+1|0)>>>0);i=+n[C>>2];do if(k|i*+(j>>>0)<h){c=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(h/i))>>>0;g_a(a,c>>>0<d>>>0?d:c);c=f[A>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&t;break}if(c>>>0>t>>>0){e=c;c=t}else{e=c;c=(t>>>0)%(c>>>0)|0}}else e=j;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[g>>2]=f[D>>2];f[D>>2]=g;f[d>>2]=D;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;F=53}}else{f[g>>2]=f[c>>2];F=53}if((F|0)==53){F=0;f[c>>2]=g}f[B>>2]=(f[B>>2]|0)+1;d=g}r=d+12|0;c=f[x>>2]|0;q=f[y>>2]|0;if((c|0)!=(q|0)){s=d+16|0;p=d+20|0;do{d=f[s>>2]|0;o=f[p>>2]|0;e=o;if(d>>>0<o>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];o=d+8|0;m=c+8|0;f[o>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[o>>2]=f[m>>2];o=c+12|0;f[l>>2]=f[o>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[o>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;o=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=o;f[s>>2]=(f[s>>2]|0)+28}else{g=f[r>>2]|0;j=(d-g|0)/28|0;d=j+1|0;if(d>>>0>153391689){F=71;break a}m=(e-g|0)/28|0;o=m<<1;d=m>>>0<76695844?(o>>>0<d>>>0?d:o):153391689;if(!d)e=0;else{if(d>>>0>153391689){F=74;break a}e=pOb(d*28|0)|0}k=e+(j*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(j*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(j*28|0)+16>>2]=0;f[e+(j*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(j*28|0)+12>>2]=f[l>>2];o=c+16|0;f[e+(j*28|0)+16>>2]=f[o>>2];f[o>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(j*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(j*28|0)+24>>2]=l;l=k+28|0;j=f[r>>2]|0;d=f[s>>2]|0;if((d|0)==(j|0)){d=g;o=j;e=j}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];O=e+-20|0;o=k+-20|0;f[O>>2]=0;P=e+-16|0;f[P>>2]=0;f[e+-12>>2]=0;f[O>>2]=f[o>>2];O=k+-16|0;f[P>>2]=f[O>>2];P=k+-12|0;f[e+-12>>2]=f[P>>2];f[P>>2]=0;f[O>>2]=0;f[o>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;o=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=o;e=g+-28|0;g=e}while((d|0)!=(j|0));d=g;o=f[r>>2]|0;e=f[s>>2]|0}f[r>>2]=d;f[s>>2]=l;f[p>>2]=m;l=o;if((e|0)!=(l|0))do{P=e+-4|0;d=f[P>>2]|0;f[P>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;do if((d|0)==(f[k>>2]|0)){j=f[e>>2]|0;if(!j)break;tOb(j);d=f[g>>2]|0}while(0);if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(o|0)sOb(o)}c=c+28|0}while((c|0)!=(q|0));k=f[x>>2]|0;c=f[y>>2]|0;if((c|0)!=(k|0))do{e=c+-28|0;f[y>>2]=e;P=c+-4|0;d=f[P>>2]|0;f[P>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;g=f[d>>2]|0;j=c+-16|0;if((g|0)==(f[j>>2]|0)){c=f[e>>2]|0;if(!c)c=g;else{tOb(c);c=f[d>>2]|0}}else c=g;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[y>>2]|0}while((c|0)!=(k|0))}c=f[E>>2]|0;d=f[(f[c>>2]|0)+128>>2]|0;f[I>>2]=t;f[H>>2]=f[I>>2];Fh[d&255](c,H,K,v);c=f[K>>2]|0;d=f[J>>2]|0;if((d|0)!=(c|0))f[J>>2]=d+(~((d+-8-c|0)>>>3)<<3)}w=w+1|0;if((w|0)==191186){F=9;break}}if((F|0)==9){if(!(f[M>>2]|0)){u=N;return}c=f[G>>2]|0;if(c|0)do{P=c;c=f[c>>2]|0;sOb(P)}while((c|0)!=0);f[G>>2]=0;e=f[a+628>>2]|0;if(e|0){d=a+624|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[M>>2]=0;u=N;return}else if((F|0)==71)AMb(r);else if((F|0)==74)vd()}function kZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;l=r;m=r+4|0;n=a+836|0;q=a+676|0;e=f[q>>2]|0;k=a+844|0;g=f[n>>2]|0;p=a+840|0;if((f[k>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[p>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[n>>2]=d;f[p>>2]=d+(c>>3<<3);f[k>>2]=d+(e<<3);if(g|0)sOb(g)}o=a+672|0;h=a+816|0;g=a+64|0;i=a+832|0;j=a+96|0;c=f[o>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==1){d=d+8|0;e=f[p>>2]|0;if((e|0)==(f[k>>2]|0)){b_a(n,d);break}else{s=d;d=f[s+4>>2]|0;f[e>>2]=f[s>>2];f[e+4>>2]=d;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);d=f[n>>2]|0;c=f[p>>2]|0;if((d|0)==(c|0))c=d;else{cFa(d,c,l);s=(f[h>>2]|0)+1|0;f[h>>2]=s;c_a(s,g);d=f[i>>2]|0;c=f[(f[d>>2]|0)+124>>2]|0;f[m>>2]=s;f[l>>2]=f[m>>2];Fh[c&255](d,l,n,1);d=f[n>>2]|0;c=f[p>>2]|0;if((c|0)==(d|0))c=d;else{c=c+(~((c+-8-d|0)>>>3)<<3)|0;f[p>>2]=c}}e=f[o>>2]|0;if(e){do{c=e;do if(!(b[c+16>>0]|0)){c=c+8|0;d=f[p>>2]|0;if((d|0)==(f[k>>2]|0)){b_a(n,c);break}else{g=f[c+4>>2]|0;s=d;f[s>>2]=f[c>>2];f[s+4>>2]=g;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);e=f[e>>2]|0}while((e|0)!=0);d=f[n>>2]|0;c=f[p>>2]|0}if((d|0)!=(c|0)){cFa(d,c,l);s=(f[h>>2]|0)+1|0;f[h>>2]=s;c_a(s,j);c=f[i>>2]|0;d=f[(f[c>>2]|0)+124>>2]|0;f[m>>2]=s;f[l>>2]=f[m>>2];Fh[d&255](c,l,n,0);c=f[n>>2]|0;d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-8-c|0)>>>3)<<3)}if(!(f[q>>2]|0)){u=r;return}c=f[o>>2]|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);f[o>>2]=0;e=f[a+668>>2]|0;if(e|0){d=a+664|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[q>>2]=0;u=r;return}function lZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+696|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+692|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];VZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+688>>2]|0;if(c|0){d=a+684|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}WZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+128|0;g=a+132|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+140|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+144>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;XZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+136|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+148|0;b=f[r>>2]|0;t=a+152|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+132>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function mZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+716|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+712|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];NZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+708>>2]|0;if(c|0){d=a+704|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}OZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+160|0;g=a+164|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+172|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+176>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;PZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+168|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+180|0;b=f[r>>2]|0;t=a+184|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+136>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function nZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+756|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+752|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];FZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+748>>2]|0;if(c|0){d=a+744|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}GZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+224|0;g=a+228|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+236|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+240>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;HZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+232|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+244|0;b=f[r>>2]|0;t=a+248|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+140>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function oZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+736|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+732|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];xZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+728>>2]|0;if(c|0){d=a+724|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}yZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+192|0;g=a+196|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+204|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+208>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;zZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+200|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+212|0;b=f[r>>2]|0;t=a+216|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+144>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function pZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;O=u;u=u+16|0;I=O;J=O+4|0;L=a+836|0;N=a+656|0;e=f[N>>2]|0;M=a+844|0;g=f[L>>2]|0;K=a+840|0;if((f[M>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[K>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[L>>2]=d;f[K>>2]=d+(c>>3<<3);f[M>>2]=d+(e<<3);if(g|0)sOb(g)}H=a+652|0;z=a+816|0;A=a+32|0;B=a+36|0;C=a+44|0;D=a+48|0;E=a+40|0;x=a+52|0;y=a+56|0;F=a+832|0;w=191182;a:while(1){g=b[w>>0]|0;v=g<<24>>24!=0;c=f[H>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==g<<24>>24){d=d+8|0;e=f[K>>2]|0;if((e|0)==(f[M>>2]|0)){lE(L,d);break}else{r=d;s=f[r+4>>2]|0;t=e;f[t>>2]=f[r>>2];f[t+4>>2]=s;f[K>>2]=(f[K>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);c=f[L>>2]|0;d=f[K>>2]|0;if((c|0)!=(d|0)){qZa(c,d,I);t=(f[z>>2]|0)+1|0;f[z>>2]=t;j=f[B>>2]|0;k=(j|0)==0;b:do if(k){c=0;G=40}else{g=j+-1|0;e=(g&j|0)==0;if(e)c=g&t;else if(j>>>0>t>>>0)c=t;else c=(t>>>0)%(j>>>0)|0;d=f[(f[A>>2]|0)+(c<<2)>>2]|0;if(!d)G=40;else{if(e)while(1){d=f[d>>2]|0;if(!d){G=40;break b}s=f[d+4>>2]|0;if(!((s|0)==(t|0)|(s&g|0)==(c|0))){G=40;break b}if((f[d+8>>2]|0)==(t|0))break b}do{d=f[d>>2]|0;if(!d){G=40;break b}e=f[d+4>>2]|0;if((e|0)!=(t|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(c|0)){G=40;break b}}}while((f[d+8>>2]|0)!=(t|0))}}while(0);if((G|0)==40){G=0;g=pOb(24)|0;f[g+8>>2]=t;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=t;f[g>>2]=0;h=+(((f[C>>2]|0)+1|0)>>>0);i=+n[D>>2];do if(k|i*+(j>>>0)<h){c=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(h/i))>>>0;rZa(A,c>>>0<d>>>0?d:c);c=f[B>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&t;break}if(c>>>0>t>>>0){e=c;c=t}else{e=c;c=(t>>>0)%(c>>>0)|0}}else e=j;while(0);d=(f[A>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[g>>2]=f[E>>2];f[E>>2]=g;f[d>>2]=E;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[A>>2]|0)+(c<<2)|0;G=53}}else{f[g>>2]=f[c>>2];G=53}if((G|0)==53){G=0;f[c>>2]=g}f[C>>2]=(f[C>>2]|0)+1;d=g}r=d+12|0;c=f[x>>2]|0;q=f[y>>2]|0;if((c|0)!=(q|0)){s=d+16|0;p=d+20|0;do{d=f[s>>2]|0;o=f[p>>2]|0;e=o;if(d>>>0<o>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];o=d+8|0;m=c+8|0;f[o>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[o>>2]=f[m>>2];o=c+12|0;f[l>>2]=f[o>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[o>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;o=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=o;f[s>>2]=(f[s>>2]|0)+28}else{g=f[r>>2]|0;j=(d-g|0)/28|0;d=j+1|0;if(d>>>0>153391689){G=71;break a}m=(e-g|0)/28|0;o=m<<1;d=m>>>0<76695844?(o>>>0<d>>>0?d:o):153391689;if(!d)e=0;else{if(d>>>0>153391689){G=74;break a}e=pOb(d*28|0)|0}k=e+(j*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(j*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(j*28|0)+16>>2]=0;f[e+(j*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(j*28|0)+12>>2]=f[l>>2];o=c+16|0;f[e+(j*28|0)+16>>2]=f[o>>2];f[o>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(j*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(j*28|0)+24>>2]=l;l=k+28|0;j=f[r>>2]|0;d=f[s>>2]|0;if((d|0)==(j|0)){d=g;o=j;e=j}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];P=e+-20|0;o=k+-20|0;f[P>>2]=0;Q=e+-16|0;f[Q>>2]=0;f[e+-12>>2]=0;f[P>>2]=f[o>>2];P=k+-16|0;f[Q>>2]=f[P>>2];Q=k+-12|0;f[e+-12>>2]=f[Q>>2];f[Q>>2]=0;f[P>>2]=0;f[o>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;o=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=o;e=g+-28|0;g=e}while((d|0)!=(j|0));d=g;o=f[r>>2]|0;e=f[s>>2]|0}f[r>>2]=d;f[s>>2]=l;f[p>>2]=m;l=o;if((e|0)!=(l|0))do{Q=e+-4|0;d=f[Q>>2]|0;f[Q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;do if((d|0)==(f[k>>2]|0)){j=f[e>>2]|0;if(!j)break;tOb(j);d=f[g>>2]|0}while(0);if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(o|0)sOb(o)}c=c+28|0}while((c|0)!=(q|0));k=f[x>>2]|0;c=f[y>>2]|0;if((c|0)!=(k|0))do{e=c+-28|0;f[y>>2]=e;Q=c+-4|0;d=f[Q>>2]|0;f[Q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;g=f[d>>2]|0;j=c+-16|0;if((g|0)==(f[j>>2]|0)){c=f[e>>2]|0;if(!c)c=g;else{tOb(c);c=f[d>>2]|0}}else c=g;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[y>>2]|0}while((c|0)!=(k|0))}c=f[F>>2]|0;d=f[(f[c>>2]|0)+148>>2]|0;f[J>>2]=t;f[I>>2]=f[J>>2];Fh[d&255](c,I,L,v);c=f[L>>2]|0;d=f[K>>2]|0;if((d|0)!=(c|0))f[K>>2]=d+(~((d+-8-c|0)>>>3)<<3)}w=w+1|0;if((w|0)==191184){G=9;break}}if((G|0)==9){if(!(f[N>>2]|0)){u=O;return}c=f[H>>2]|0;if(c|0)do{Q=c;c=f[c>>2]|0;sOb(Q)}while((c|0)!=0);f[H>>2]=0;e=f[a+648>>2]|0;if(e|0){d=a+644|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[N>>2]=0;u=O;return}else if((G|0)==71)AMb(r);else if((G|0)==74)vd()}function qZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=uZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=wZa(a,i,c)|0;e=i+8|0;if(wZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}qZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;qZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){tZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){uZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){vZa(a,b,c);return}else if((q|0)==107)return}function rZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){sZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;sZa(a,b);return}function sZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function tZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function uZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=tZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function vZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function wZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{tZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{uZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function xZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function yZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=CZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=EZa(a,i,c)|0;e=i+8|0;if(EZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}yZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;yZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){BZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){CZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){DZa(a,b,c);return}else if((q|0)==107)return}function zZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){AZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;AZa(a,b);return}function AZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function BZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function CZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=BZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function DZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function EZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{BZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{CZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function FZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function GZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=KZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=MZa(a,i,c)|0;e=i+8|0;if(MZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}GZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;GZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){JZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){KZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){LZa(a,b,c);return}else if((q|0)==107)return}function HZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){IZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;IZa(a,b);return}function IZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function JZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function KZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=JZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function LZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function MZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{JZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{KZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function NZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function OZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=SZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=UZa(a,i,c)|0;e=i+8|0;if(UZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}OZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;OZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){RZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){SZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){TZa(a,b,c);return}else if((q|0)==107)return}function PZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){QZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;QZa(a,b);return}function QZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function RZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function SZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=RZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function TZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function UZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{RZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{SZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function VZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function WZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=_Za(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=a_a(a,i,c)|0;e=i+8|0;if(a_a(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}WZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;WZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){ZZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){_Za(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){$Za(a,b,c);return}else if((q|0)==107)return}function XZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){YZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;YZa(a,b);return}function YZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function ZZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function _Za(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=ZZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function $Za(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function a_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{ZZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{_Za(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function b_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function c_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;h=b+4|0;k=f[h>>2]|0;l=(k|0)==0;a:do if(l){c=0;o=17}else{g=k+-1|0;e=(g&k|0)==0;if(e)c=g&a;else if(k>>>0>a>>>0)c=a;else c=(a>>>0)%(k>>>0)|0;d=f[(f[b>>2]|0)+(c<<2)>>2]|0;if(!d)o=17;else{if(e)while(1){d=f[d>>2]|0;if(!d){o=17;break a}s=f[d+4>>2]|0;if(!((s|0)==(a|0)|(s&g|0)==(c|0))){o=17;break a}if((f[d+8>>2]|0)==(a|0))break a}do{d=f[d>>2]|0;if(!d){o=17;break a}e=f[d+4>>2]|0;if((e|0)!=(a|0)){if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)!=(c|0)){o=17;break a}}}while((f[d+8>>2]|0)!=(a|0))}}while(0);if((o|0)==17){g=pOb(24)|0;f[g+8>>2]=a;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=a;f[g>>2]=0;m=b+12|0;i=+(((f[m>>2]|0)+1|0)>>>0);j=+n[b+16>>2];do if(l|j*+(k>>>0)<i){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(i/j))>>>0;d_a(b,c>>>0<d>>>0?d:c);c=f[h>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&a;break}if(c>>>0>a>>>0){e=c;c=a}else{e=c;c=(a>>>0)%(c>>>0)|0}}else e=k;while(0);d=(f[b>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=b+8|0;f[g>>2]=f[c>>2];f[c>>2]=g;f[d>>2]=c;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[b>>2]|0)+(c<<2)|0;o=30}}else{f[g>>2]=f[c>>2];o=30}if((o|0)==30)f[c>>2]=g;f[m>>2]=(f[m>>2]|0)+1;d=g}r=d+12|0;q=b+20|0;c=f[q>>2]|0;s=b+24|0;b=f[s>>2]|0;if((c|0)==(b|0))return;p=d+16|0;o=d+20|0;while(1){d=f[p>>2]|0;a=f[o>>2]|0;e=a;if(d>>>0<a>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];a=d+8|0;m=c+8|0;f[a>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[a>>2]=f[m>>2];a=c+12|0;f[l>>2]=f[a>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[a>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;a=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=a;f[p>>2]=(f[p>>2]|0)+28}else{g=f[r>>2]|0;h=(d-g|0)/28|0;d=h+1|0;if(d>>>0>153391689){o=49;break}m=(e-g|0)/28|0;a=m<<1;d=m>>>0<76695844?(a>>>0<d>>>0?d:a):153391689;if(!d)e=0;else{if(d>>>0>153391689){o=52;break}e=pOb(d*28|0)|0}k=e+(h*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(h*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(h*28|0)+16>>2]=0;f[e+(h*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(h*28|0)+12>>2]=f[l>>2];a=c+16|0;f[e+(h*28|0)+16>>2]=f[a>>2];f[a>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(h*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(h*28|0)+24>>2]=l;l=k+28|0;h=f[r>>2]|0;d=f[p>>2]|0;if((d|0)==(h|0)){d=g;a=h;e=h}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];t=e+-20|0;a=k+-20|0;f[t>>2]=0;u=e+-16|0;f[u>>2]=0;f[e+-12>>2]=0;f[t>>2]=f[a>>2];t=k+-16|0;f[u>>2]=f[t>>2];u=k+-12|0;f[e+-12>>2]=f[u>>2];f[u>>2]=0;f[t>>2]=0;f[a>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;a=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=a;e=g+-28|0;g=e}while((d|0)!=(h|0));d=g;a=f[r>>2]|0;e=f[p>>2]|0}f[r>>2]=d;f[p>>2]=l;f[o>>2]=m;l=a;if((e|0)!=(l|0))do{u=e+-4|0;d=f[u>>2]|0;f[u>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;if((d|0)==(f[k>>2]|0)){h=f[e>>2]|0;if(h){tOb(h);d=f[g>>2]|0}}if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(a|0)sOb(a)}c=c+28|0;if((c|0)==(b|0)){o=34;break}}if((o|0)==34){k=f[q>>2]|0;c=f[s>>2]|0;if((c|0)==(k|0))return;do{g=c+-28|0;f[s>>2]=g;u=c+-4|0;d=f[u>>2]|0;f[u>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[s>>2]|0}while((c|0)!=(k|0));return}else if((o|0)==49)AMb(r);else if((o|0)==52)vd()}function d_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){e_a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;e_a(a,b);return}function e_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function f_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=j_a(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=l_a(a,i,c)|0;e=i+8|0;if(l_a(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}f_a(a,i,c);a=i+8|0}if((q|0)==105){q=0;f_a(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){i_a(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){j_a(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){k_a(a,b,c);return}else if((q|0)==107)return}function g_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){h_a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;h_a(a,b);return}function h_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function i_a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function j_a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=i_a(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function k_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function l_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{i_a(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{j_a(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function m_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function n_a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[c>>2]|0;if(!e){d=c;e=0}else{d=f[c+4>>2]|0;if(!d)d=c;else while(1){e=f[d>>2]|0;if(!e){e=0;break}else d=e}}k=d+4|0;l=f[(e|0?d:k)>>2]|0;m=(l|0)!=0;j=d+8|0;if(m)f[l+8>>2]=f[j>>2];e=f[j>>2]|0;g=f[e>>2]|0;if((g|0)==(d|0)){f[e>>2]=l;if((d|0)==(a|0)){a=l;g=0}else g=f[e+4>>2]|0}else f[e+4>>2]=l;h=d+12|0;i=(b[h>>0]|0)!=0;if((d|0)!=(c|0)){n=c+8|0;e=f[n>>2]|0;f[j>>2]=e;f[((f[f[n>>2]>>2]|0)==(c|0)?e:e+4|0)>>2]=d;e=f[c>>2]|0;f[d>>2]=e;f[e+8>>2]=d;e=f[c+4>>2]|0;f[k>>2]=e;if(e|0)f[e+8>>2]=d;b[h>>0]=b[c+12>>0]|0;a=(a|0)==(c|0)?d:a}if(!(i&(a|0)!=0))return;if(m){b[l+12>>0]=1;return}else j=g;while(1){g=j+8|0;h=f[g>>2]|0;d=j+12|0;e=(b[d>>0]|0)!=0;if((f[h>>2]|0)==(j|0)){if(e)i=j;else{b[d>>0]=1;b[h+12>>0]=0;d=j+4|0;e=f[d>>2]|0;f[h>>2]=e;if(e|0)f[e+8>>2]=h;i=h+8|0;f[g>>2]=f[i>>2];n=f[i>>2]|0;f[((f[n>>2]|0)==(h|0)?n:n+4|0)>>2]=j;f[d>>2]=h;f[i>>2]=j;i=f[h>>2]|0;a=(a|0)==(h|0)?j:a}d=f[i>>2]|0;g=(d|0)==0;if(!g)if(!(b[d+12>>0]|0)){h=49;break}e=f[i+4>>2]|0;if(e|0)if(!(b[e+12>>0]|0)){h=48;break}b[i+12>>0]=0;d=f[i+8>>2]|0;e=d+12|0;if((d|0)==(a|0)|(b[e>>0]|0)==0){h=47;break}}else{if(e)g=j;else{b[d>>0]=1;b[h+12>>0]=0;n=h+4|0;d=f[n>>2]|0;e=f[d>>2]|0;f[n>>2]=e;if(e|0)f[e+8>>2]=h;n=h+8|0;f[d+8>>2]=f[n>>2];g=f[n>>2]|0;f[((f[g>>2]|0)==(h|0)?g:g+4|0)>>2]=d;f[d>>2]=h;f[n>>2]=d;n=f[j>>2]|0;g=f[n+4>>2]|0;a=(a|0)==(n|0)?j:a}e=f[g>>2]|0;if(e|0)if(!(b[e+12>>0]|0)){h=30;break}d=f[g+4>>2]|0;if(d|0)if(!(b[d+12>>0]|0)){a=d;h=31;break}b[g+12>>0]=0;d=f[g+8>>2]|0;if((d|0)==(a|0)){h=29;break}if(!(b[d+12>>0]|0)){a=d;h=29;break}}j=f[d+8>>2]|0;j=f[((f[j>>2]|0)==(d|0)?j+4|0:j)>>2]|0}if((h|0)==29){b[a+12>>0]=1;return}else if((h|0)==30){a=f[g+4>>2]|0;if(!a)h=32;else h=31}else if((h|0)==47){b[e>>0]=1;return}else if((h|0)==48)if(g)h=50;else h=49;if((h|0)==31)if(!(b[a+12>>0]|0)){d=g;h=35}else h=32;else if((h|0)==49)if(!(b[d+12>>0]|0)){a=i;h=53}else h=50;if((h|0)==32){b[e+12>>0]=1;b[g+12>>0]=0;a=e+4|0;d=f[a>>2]|0;f[g>>2]=d;if(d|0)f[d+8>>2]=g;d=g+8|0;f[e+8>>2]=f[d>>2];h=f[d>>2]|0;f[((f[h>>2]|0)==(g|0)?h:h+4|0)>>2]=e;f[a>>2]=g;f[d>>2]=e;d=e;a=g;h=35}else if((h|0)==50){n=i+4|0;a=f[n>>2]|0;b[a+12>>0]=1;b[i+12>>0]=0;d=f[a>>2]|0;f[n>>2]=d;if(d|0)f[d+8>>2]=i;d=i+8|0;f[a+8>>2]=f[d>>2];h=f[d>>2]|0;f[((f[h>>2]|0)==(i|0)?h:h+4|0)>>2]=a;f[a>>2]=i;f[d>>2]=a;d=i;h=53}if((h|0)==35){e=f[d+8>>2]|0;n=e+12|0;b[d+12>>0]=b[n>>0]|0;b[n>>0]=1;b[a+12>>0]=1;n=e+4|0;a=f[n>>2]|0;d=f[a>>2]|0;f[n>>2]=d;if(d|0)f[d+8>>2]=e;n=e+8|0;f[a+8>>2]=f[n>>2];c=f[n>>2]|0;f[((f[c>>2]|0)==(e|0)?c:c+4|0)>>2]=a;f[a>>2]=e;f[n>>2]=a;return}else if((h|0)==53){g=f[a+8>>2]|0;e=g+12|0;b[a+12>>0]=b[e>>0]|0;b[e>>0]=1;b[d+12>>0]=1;a=f[g>>2]|0;d=a+4|0;e=f[d>>2]|0;f[g>>2]=e;if(e|0)f[e+8>>2]=g;n=g+8|0;f[a+8>>2]=f[n>>2];c=f[n>>2]|0;f[((f[c>>2]|0)==(g|0)?c:c+4|0)>>2]=a;f[d>>2]=g;f[n>>2]=a;return}}function o_a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;l=e+4|0;n=f[l>>2]|0;if(!n){x=1;return x|0}j=n+-1|0;i=(j&n|0)==0;if(i)k=j&d;else if(n>>>0>d>>>0)k=d;else k=(d>>>0)%(n>>>0)|0;h=f[(f[e>>2]|0)+(k<<2)>>2]|0;if(!h){x=1;return x|0}h=f[h>>2]|0;if(!h){x=1;return x|0}a:do if(i){while(1){o=f[h+4>>2]|0;i=(o|0)==(d|0);if(!(i|(o&j|0)==(k|0))){h=1;x=70;break}if(i)if((f[h+8>>2]|0)==(d|0)){v=h;break a}h=f[h>>2]|0;if(!h){h=1;x=70;break}}if((x|0)==70)return h|0}else{i=h;while(1){h=f[i+4>>2]|0;if((h|0)==(d|0)){if((f[i+8>>2]|0)==(d|0)){v=i;break a}}else{if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)!=(k|0)){h=1;x=70;break}}i=f[i>>2]|0;if(!i){h=1;x=70;break}}if((x|0)==70)return h|0}while(0);o=v+12|0;h=f[o>>2]|0;k=(f[v+16>>2]|0)-h|0;i=(k|0)/28|0;b:do if(!k)h=d;else{c:do if(I_a(b,c,h)|0){h=0;while(1){h=h+1|0;if(h>>>0>=i>>>0)break;if(!(I_a(b,c,(f[o>>2]|0)+(h*28|0)|0)|0)){g=h;break c}}n=f[l>>2]|0;h=f[v+4>>2]|0;break b}else g=0;while(0);j=f[o>>2]|0;J_a(o,j,j+(g*28|0)|0);j=a+464|0;g=a+468|0;h=f[g>>2]|0;do if(!h){r=g;s=g}else{i=a+468|0;d:while(1){g=f[h+16>>2]|0;do if(g>>>0>d>>>0)x=27;else{if(g>>>0>=d>>>0){g=f[h+20>>2]|0;if((g|0)>2){x=27;break}if((g|0)==2){x=32;break d}}q=h+4|0;g=f[q>>2]|0;if(!g){x=31;break d}else{p=q;m=g}}while(0);if((x|0)==27){x=0;g=f[h>>2]|0;if(!g){x=28;break}else{p=h;m=g}}i=p;h=m}if((x|0)==28){r=h;s=h;break}else if((x|0)==31){r=h;s=q;break}else if((x|0)==32){r=h;s=i;break}}while(0);if(f[s>>2]|0){x=0;return x|0}g=pOb(24)|0;h=g+16|0;f[h>>2]=d;f[h+4>>2]=2;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=r;f[s>>2]=g;h=f[f[j>>2]>>2]|0;if(h){f[j>>2]=h;g=f[s>>2]|0}r_a(f[a+468>>2]|0,g);x=a+472|0;f[x>>2]=(f[x>>2]|0)+1;x=0;return x|0}while(0);b=f[v>>2]|0;l=n+-1|0;m=(l&n|0)==0;if(m)h=l&h;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;k=(f[e>>2]|0)+(h<<2)|0;c=f[k>>2]|0;while(1){i=f[c>>2]|0;if((i|0)==(v|0))break;else c=i}if((c|0)==(e+8|0))x=53;else{i=f[c+4>>2]|0;if(m)i=i&l;else if(i>>>0>=n>>>0)i=(i>>>0)%(n>>>0)|0;if((i|0)==(h|0)){t=b;x=61}else x=53}do if((x|0)==53){if(b|0){i=f[b+4>>2]|0;if(m)j=i&l;else if(i>>>0<n>>>0)j=i;else j=(i>>>0)%(n>>>0)|0;if((j|0)==(h|0)){g=i;w=b;x=63;break}}f[k>>2]=0;t=f[v>>2]|0;x=61}while(0);if((x|0)==61){i=t;if(!t)u=i;else{g=f[t+4>>2]|0;w=i;x=63}}if((x|0)==63){if(m)g=g&l;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;if((g|0)==(h|0))u=w;else{f[(f[e>>2]|0)+(g<<2)>>2]=c;u=f[v>>2]|0}}f[c>>2]=u;f[v>>2]=0;x=e+12|0;f[x>>2]=(f[x>>2]|0)+-1;UYa(o);sOb(v);x=1;return x|0}function p_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;f[a+440>>2]=b;p=a+448|0;i=f[p>>2]|0;if(!i)return;e=i+-1|0;d=(e&i|0)==0;if(d)g=e&b;else if(i>>>0>b>>>0)g=b;else g=(b>>>0)%(i>>>0)|0;s=a+444|0;c=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!c)return;c=f[c>>2]|0;if(!c)return;a:do if(d){while(1){j=f[c+4>>2]|0;d=(j|0)==(b|0);if(!(d|(j&e|0)==(g|0))){q=64;break}if(d)if((f[c+8>>2]|0)==(b|0)){t=c;break a}c=f[c>>2]|0;if(!c){q=64;break}}if((q|0)==64)return}else{d=c;while(1){c=f[d+4>>2]|0;if((c|0)==(b|0)){if((f[d+8>>2]|0)==(b|0)){t=d;break a}}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(g|0)){q=64;break}}d=f[d>>2]|0;if(!d){q=64;break}}if((q|0)==64)return}while(0);j=a+464|0;g=b+1|0;h=f[t+12>>2]|0;c=a+468|0;d=f[c>>2]|0;do if(!d){n=c;o=c}else{e=a+468|0;b:while(1){c=f[d+16>>2]|0;do if(g>>>0<c>>>0)q=25;else{if(c>>>0>=g>>>0){c=f[d+20>>2]|0;if((h|0)<(c|0)){q=25;break}if((c|0)>=(h|0)){q=30;break b}}m=d+4|0;c=f[m>>2]|0;if(!c){q=29;break b}else{l=m;k=c}}while(0);if((q|0)==25){q=0;c=f[d>>2]|0;if(!c){q=26;break}else{l=d;k=c}}e=l;d=k}if((q|0)==26){n=d;o=d;break}else if((q|0)==29){n=d;o=m;break}else if((q|0)==30){n=d;o=e;break}}while(0);if(!(f[o>>2]|0)){b=pOb(24)|0;c=b+16|0;f[c>>2]=g;f[c+4>>2]=h;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=n;f[o>>2]=b;c=f[f[j>>2]>>2]|0;if(c){f[j>>2]=c;b=f[o>>2]|0}r_a(f[a+468>>2]|0,b);i=a+472|0;f[i>>2]=(f[i>>2]|0)+1;i=f[p>>2]|0;b=f[t+4>>2]|0}d=i+-1|0;e=(d&i|0)==0;if(e)g=d&b;else if(b>>>0<i>>>0)g=b;else g=(b>>>0)%(i>>>0)|0;c=(f[s>>2]|0)+(g<<2)|0;h=f[c>>2]|0;while(1){b=f[h>>2]|0;if((b|0)==(t|0))break;else h=b}if((h|0)==(a+452|0))q=49;else{b=f[h+4>>2]|0;if(e)b=b&d;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(g|0))r=t;else q=49}do if((q|0)==49){b=f[t>>2]|0;if(b|0){b=f[b+4>>2]|0;if(e)b=b&d;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(g|0)){r=t;break}}f[c>>2]=0;r=t}while(0);c=f[r>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(e)c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(g|0)){f[(f[s>>2]|0)+(c<<2)>>2]=h;b=f[t>>2]|0}}f[h>>2]=b;f[r>>2]=0;a=a+456|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(t);return}function q_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;k=o+16|0;l=o;f[l>>2]=0;n=l+4|0;f[n>>2]=0;f[l+8>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(!j)m=13;else{i=k+4|0;j=l+8|0;do{vRa(k,b,d);if(!(f[k>>2]|0))e=B_a(a,d,3)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[n>>2]|0;if((e|0)==(f[j>>2]|0)){$E(l,d);break b}else{q=d;p=f[q+4>>2]|0;g=e;f[g>>2]=f[q>>2];f[g+4>>2]=p;f[n>>2]=(f[n>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[l>>2]|0)==(f[n>>2]|0))m=13;else{H_a(c+24|0,l,c);g=1}}while(0);if((m|0)==13){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[l>>2]|0;if(!d){u=o;return g|0}e=f[n>>2]|0;if((e|0)!=(d|0))f[n>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=o;return g|0}function r_a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=(c|0)==(a|0);b[c+12>>0]=j&1;if(j)return;while(1){i=c+8|0;d=f[i>>2]|0;h=d+12|0;if(b[h>>0]|0){g=23;break}j=d+8|0;e=f[j>>2]|0;g=f[e>>2]|0;if((g|0)==(d|0)){g=f[e+4>>2]|0;if(!g){g=7;break}g=g+12|0;if(!(b[g>>0]|0))c=g;else{g=7;break}}else{if(!g){g=16;break}g=g+12|0;if(!(b[g>>0]|0))c=g;else{g=16;break}}b[h>>0]=1;j=(e|0)==(a|0);b[e+12>>0]=j&1;b[c>>0]=1;if(j){g=23;break}else c=e}if((g|0)==7){if((f[d>>2]|0)==(c|0)){c=d;g=e}else{i=d+4|0;g=f[i>>2]|0;c=f[g>>2]|0;f[i>>2]=c;if(!c)c=e;else{f[c+8>>2]=d;c=f[j>>2]|0}f[g+8>>2]=c;c=f[j>>2]|0;f[((f[c>>2]|0)==(d|0)?c:c+4|0)>>2]=g;f[g>>2]=d;f[j>>2]=g;c=g;g=f[g+8>>2]|0}b[c+12>>0]=1;b[g+12>>0]=0;c=f[g>>2]|0;d=c+4|0;e=f[d>>2]|0;f[g>>2]=e;if(e|0)f[e+8>>2]=g;j=g+8|0;f[c+8>>2]=f[j>>2];i=f[j>>2]|0;f[((f[i>>2]|0)==(g|0)?i:i+4|0)>>2]=c;f[d>>2]=g;f[j>>2]=c;return}else if((g|0)==16){if((f[d>>2]|0)==(c|0)){h=c+4|0;g=f[h>>2]|0;f[d>>2]=g;if(g){f[g+8>>2]=d;e=f[j>>2]|0}f[i>>2]=e;e=f[j>>2]|0;f[((f[e>>2]|0)==(d|0)?e:e+4|0)>>2]=c;f[h>>2]=d;f[j>>2]=c;d=c;e=f[c+8>>2]|0}b[d+12>>0]=1;b[e+12>>0]=0;j=e+4|0;c=f[j>>2]|0;d=f[c>>2]|0;f[j>>2]=d;if(d|0)f[d+8>>2]=e;j=e+8|0;f[c+8>>2]=f[j>>2];i=f[j>>2]|0;f[((f[i>>2]|0)==(e|0)?i:i+4|0)>>2]=c;f[c>>2]=e;f[j>>2]=c;return}else if((g|0)==23)return}function s_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;k=o+16|0;l=o;f[l>>2]=0;n=l+4|0;f[n>>2]=0;f[l+8>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(!j)m=13;else{i=k+4|0;j=l+8|0;do{uRa(k,b,d);if(!(f[k>>2]|0))e=B_a(a,d,4)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[n>>2]|0;if((e|0)==(f[j>>2]|0)){xM(l,d);break b}else{q=d;p=f[q+4>>2]|0;g=e;f[g>>2]=f[q>>2];f[g+4>>2]=p;f[n>>2]=(f[n>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[l>>2]|0)==(f[n>>2]|0))m=13;else{G_a(c+24|0,l,c);g=1}}while(0);if((m|0)==13){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[l>>2]|0;if(!d){u=o;return g|0}e=f[n>>2]|0;if((e|0)!=(d|0))f[n>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=o;return g|0}function t_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=u;u=u+32|0;l=q+24|0;m=q+8|0;n=q;f[m>>2]=0;p=m+4|0;f[p>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;if(!k)o=16;else{i=l+4|0;j=n+4|0;k=m+8|0;do{DRa(l,b,d);if(!(f[l>>2]|0))e=B_a(a,d,1)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);a:do switch(e<<24>>24){case 0:{eRa(n,b,d,0,0);e=f[j>>2]|0;if(e|0)iOb(e);xh[f[(f[a>>2]|0)+16>>2]&127](a,d,0);break}case 3:{e=f[p>>2]|0;if((e|0)==(f[k>>2]|0)){uH(m,d);break a}else{s=d;r=f[s+4>>2]|0;g=e;f[g>>2]=f[s>>2];f[g+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8;break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[p>>2]|0))o=16;else F_a(c+24|0,m,c)}if((o|0)==16){s=f[c+24>>2]|0;oh[f[(f[s>>2]|0)+8>>2]&1023](s,c)}d=f[m>>2]|0;if(!d){u=q;return}e=f[p>>2]|0;if((e|0)!=(d|0))f[p>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=q;return}function u_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;e=f[d>>2]|0;k=f[d+4>>2]|0;i=e+(k<<3)|0;a:do if(!k)n=14;else{j=l+4|0;k=m+8|0;do{zRa(l,c,e);g=f[l>>2]|0;if(!g)n=5;else if(!(b[(f[g+44>>2]|0)+148>>0]&2))n=5;else g=1;if((n|0)==5){n=0;g=B_a(a,e,7)|0}h=f[j>>2]|0;if(h|0)iOb(h);b:do switch(g<<24>>24){case 0:{h=0;break a}case 3:{g=f[o>>2]|0;if((g|0)==(f[k>>2]|0)){kG(m,e);break b}else{r=e;q=f[r+4>>2]|0;h=g;f[h>>2]=f[r>>2];f[h+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(i|0));if((f[m>>2]|0)==(f[o>>2]|0))n=14;else{E_a(d+24|0,m,d);h=1}}while(0);if((n|0)==14){h=f[d+24>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,d);h=1}e=f[m>>2]|0;if(!e){u=p;return h|0}g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e);u=p;return h|0}function v_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;a:do if(!k)n=15;else{i=l+4|0;j=m+8|0;k=c+20|0;do{sRa(l,b,d);e=f[l>>2]|0;if(!e)e=B_a(a,d,8)|0;else if(!(f[k>>2]&1))e=((NFa(e)|0)^1)&1;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[o>>2]|0;if((e|0)==(f[j>>2]|0)){lE(m,d);break b}else{r=d;q=f[r+4>>2]|0;g=e;f[g>>2]=f[r>>2];f[g+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[o>>2]|0))n=15;else{D_a(c+24|0,m,c);g=1}}while(0);if((n|0)==15){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[m>>2]|0;if(!d){u=p;return g|0}e=f[o>>2]|0;if((e|0)!=(d|0))f[o>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=p;return g|0}function w_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;a:do if(!k)n=16;else{i=l+4|0;j=m+8|0;k=c+20|0;do{CRa(l,b,d);e=f[l>>2]|0;if(!e){e=B_a(a,d,10)|0;n=6}else if(lFa(e,b,(f[k>>2]|0)>>>1&1,0)|0){e=f[i>>2]|0;if(e|0)iOb(e)}else{e=0;n=6}b:do if((n|0)==6){n=0;g=f[i>>2]|0;if(g|0)iOb(g);switch(e<<24>>24){case 0:{g=0;break a}case 3:break;default:break b}e=f[o>>2]|0;if((e|0)==(f[j>>2]|0)){SD(m,d);break}else{r=d;q=f[r+4>>2]|0;g=e;f[g>>2]=f[r>>2];f[g+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[o>>2]|0))n=16;else{C_a(c+24|0,m,c);g=1}}while(0);if((n|0)==16){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[m>>2]|0;if(!d){u=p;return g|0}e=f[o>>2]|0;if((e|0)!=(d|0))f[o>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=p;return g|0}function x_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=f[a+16>>2]|0;a:{OYa(h+428|0,f[h+432>>2]|0);b=f[h+416>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);b=f[(h+408|0)>>2]|0;f[(h+408|0)>>2]=0;if(b|0)sOb(b);b=f[h+396>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=f[(c+16|0)>>2]|0;if((e|0)!=(d|0))f[(c+16|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}sOb(c)}while((b|0)!=0);b=f[(h+388|0)>>2]|0;f[(h+388|0)>>2]=0;if(b|0)sOb(b);b=f[h+376>>2]|0;if(b|0){c=f[(h+380|0)>>2]|0;if((c|0)!=(b|0))f[(h+380|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[h+364>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[(g+32|0)>>2]|0;f[(g+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(g+12|0)>>2]|0;f[(g+12|0)>>2]=0;if(c|0)sOb(c);sOb(g)}while((b|0)!=0);b=f[(h+356|0)>>2]|0;f[(h+356|0)>>2]=0;if(b|0)sOb(b);b=f[h+344>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[(e+20|0)>>2]|0;if(c|0){d=f[(e+24|0)>>2]|0;if((d|0)!=(c|0)){do{g=d+-4|0;f[(e+24|0)>>2]=g;d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(e+24|0)>>2]|0}while((d|0)!=(c|0));c=f[(e+20|0)>>2]|0}sOb(c)}sOb(e)}while((b|0)!=0);b=f[(h+336|0)>>2]|0;f[(h+336|0)>>2]=0;if(b|0)sOb(b);MYa(f[h+324>>2]|0);b=f[(h+316|0)>>2]|0;f[(h+316|0)>>2]=0;if(b|0)sOb(b);b=f[h+304>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+296|0)>>2]|0;f[(h+296|0)>>2]=0;if(b|0)sOb(b);b=f[h+284>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+276|0)>>2]|0;f[(h+276|0)>>2]=0;if(b|0)sOb(b);b=f[h+264>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+256|0)>>2]|0;f[(h+256|0)>>2]=0;if(b|0)sOb(b);PYa(h+244|0);b=f[h+232>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;PYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+224|0)>>2]|0;f[(h+224|0)>>2]=0;if(b|0)sOb(b);QYa(h+212|0);b=f[h+200>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;QYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+192|0)>>2]|0;f[(h+192|0)>>2]=0;if(b|0)sOb(b);RYa(h+180|0);b=f[h+168>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;RYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+160|0)>>2]|0;f[(h+160|0)>>2]=0;if(b|0)sOb(b);SYa(h+148|0);b=f[h+136>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;SYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+128|0)>>2]|0;f[(h+128|0)>>2]=0;if(b|0)sOb(b);UYa(h+116|0);b=f[h+104>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;UYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+96|0)>>2]|0;f[(h+96|0)>>2]=0;if(b|0)sOb(b);UYa(h+84|0);b=f[h+72>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;UYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+64|0)>>2]|0;f[(h+64|0)>>2]=0;if(b|0)sOb(b);VYa(h+52|0);b=f[h+40>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;VYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+32|0)>>2]|0;f[(h+32|0)>>2]=0;if(b|0)sOb(b);WYa(h+20|0);b=f[h+8>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;WYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[h>>2]|0;f[h>>2]=0;if(!b){f[a+1280>>2]=5;break a}sOb(b);f[a+1280>>2]=5;break a}}function y_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;O=f[a+16>>2]|0;d=f[a+496>>2]|0;n=f[a+504>>2]|0;N=f[a+816>>2]|0;b=f[a+2856>>2]|0;l=f[a+2864>>2]|0;m=f[a+3384>>2]|0;o=f[a+3392>>2]|0;g=f[a+3568>>2]|0;P=f[a+3576>>2]|0;a:{if(P){P=0;if((g|0)==354){e=f[b>>2]|0;b=e+(d*28|0)|0;k=f[l>>2]|0;if((k|0)!=(b|0)){do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];i=b+8|0;j=e+8|0;d=f[j>>2]|0;h=e+12|0;if(!d)d=e+16|0;else{g=f[h>>2]|0;if((g|0)!=(d|0))f[h>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d);d=e+16|0;f[d>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];j=b+12|0;f[h>>2]=f[j>>2];h=b+16|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;f[e+20>>2]=f[b+20>>2];d=b+24|0;j=e+24|0;i=f[d>>2]|0;f[d>>2]=0;d=f[j>>2]|0;f[j>>2]=i;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=b+28|0;e=e+28|0}while((b|0)!=(k|0));b=f[l>>2]|0}if((b|0)==(e|0))g=375;else{do{g=b+-28|0;f[l>>2]=g;k=b+-4|0;d=f[k>>2]|0;f[k>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=b+-20|0;h=f[d>>2]|0;i=b+-16|0;if((h|0)==(f[i>>2]|0)){b=f[g>>2]|0;if(!b)b=h;else{tOb(b);b=f[d>>2]|0}}else b=h;if(b|0){d=f[i>>2]|0;if((d|0)!=(b|0))f[i>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[l>>2]|0}while((b|0)!=(e|0));g=375}}else P=1}if(P){P=0;if((g|0)==444){d=f[m>>2]|0;b=d+(n*28|0)|0;k=f[o>>2]|0;if((k|0)==(b|0))j=d;else{j=d;do{f[j>>2]=f[b>>2];f[j+4>>2]=f[b+4>>2];h=b+8|0;i=j+8|0;d=f[i>>2]|0;g=j+12|0;if(!d)d=j+16|0;else{e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);d=j+16|0;f[d>>2]=0;f[g>>2]=0;f[i>>2]=0}f[i>>2]=f[h>>2];n=b+12|0;f[g>>2]=f[n>>2];m=b+16|0;f[d>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[h>>2]=0;f[b>>2]=0;f[j+20>>2]=f[b+20>>2];d=b+24|0;n=j+24|0;m=f[d>>2]|0;f[d>>2]=0;d=f[n>>2]|0;f[n>>2]=m;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=b+28|0;j=j+28|0}while((b|0)!=(k|0));b=f[o>>2]|0}if((b|0)==(j|0))g=465;else{do{g=b+-28|0;f[o>>2]=g;n=b+-4|0;d=f[n>>2]|0;f[n>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=b+-20|0;e=f[d>>2]|0;h=b+-16|0;if((e|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(!b)b=e;else{tOb(b);b=f[d>>2]|0}}else b=e;if(b|0){d=f[h>>2]|0;if((d|0)!=(b|0))f[h>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[o>>2]|0}while((b|0)!=(j|0));g=465}}else if((g|0)==515)if(1){f[a+3608>>2]=5;break a}else P=1}b=1;if(b)if((g|0)==53){b=f[(O+468|0)>>2]|0;do if(!b){D=O+468|0;I=O+468|0}else{d=O+468|0;b:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=58;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>4){g=58;break}if((c|0)==4){g=63;break b}}z=b+4|0;c=f[z>>2]|0;if(!c){g=62;break b}else{t=z;p=c}}while(0);if((g|0)==58){g=0;c=f[b>>2]|0;if(!c){g=59;break}else{t=b;p=c}}d=t;b=p}if((g|0)==59){D=b;I=b;break}else if((g|0)==62){D=b;I=z;break}else if((g|0)==63){D=b;I=d;break}}while(0);if(f[I>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=4;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=D;f[I>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[I>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==143){b=f[(O+468|0)>>2]|0;do if(!b){H=O+468|0;J=O+468|0}else{d=O+468|0;c:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=148;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>6){g=148;break}if((c|0)==6){g=153;break c}}A=b+4|0;c=f[A>>2]|0;if(!c){g=152;break c}else{x=A;s=c}}while(0);if((g|0)==148){g=0;c=f[b>>2]|0;if(!c){g=149;break}else{x=b;s=c}}d=x;b=s}if((g|0)==149){H=b;J=b;break}else if((g|0)==152){H=b;J=A;break}else if((g|0)==153){H=b;J=d;break}}while(0);if(f[J>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=6;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=H;f[J>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[J>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else b=1;if(b){b=0;if((g|0)==285){b=f[(O+468|0)>>2]|0;do if(!b){E=O+468|0;K=O+468|0}else{d=O+468|0;d:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=290;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>7){g=290;break}if((c|0)==7){g=295;break d}}B=b+4|0;c=f[B>>2]|0;if(!c){g=294;break d}else{u=B;q=c}}while(0);if((g|0)==290){g=0;c=f[b>>2]|0;if(!c){g=291;break}else{u=b;q=c}}d=u;b=q}if((g|0)==291){E=b;K=b;break}else if((g|0)==294){E=b;K=B;break}else if((g|0)==295){E=b;K=d;break}}while(0);if(f[K>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=7;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=E;f[K>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[K>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==375){b=f[(O+468|0)>>2]|0;do if(!b){F=O+468|0;L=O+468|0}else{d=O+468|0;e:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=380;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>1){g=380;break}if((c|0)==1){g=385;break e}}C=b+4|0;c=f[C>>2]|0;if(!c){g=384;break e}else{v=C;r=c}}while(0);if((g|0)==380){g=0;c=f[b>>2]|0;if(!c){g=381;break}else{v=b;r=c}}d=v;b=r}if((g|0)==381){F=b;L=b;break}else if((g|0)==384){F=b;L=C;break}else if((g|0)==385){F=b;L=d;break}}while(0);if(f[L>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=1;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=F;f[L>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[L>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==465)b=1}if(b)if(1){b=f[(O+468|0)>>2]|0;do if(!b){G=O+468|0;M=O+468|0}else{e=O+468|0;f:while(1){d=f[b+16>>2]|0;do if(d>>>0>N>>>0)g=470;else{if(d>>>0>=N>>>0){d=f[b+20>>2]|0;if((d|0)>0){g=470;break}if((d|0)>=0){g=475;break f}}y=b+4|0;c=f[y>>2]|0;if(!c){g=474;break f}else w=y}while(0);if((g|0)==470){g=0;c=f[b>>2]|0;if(!c){g=471;break}else w=b}e=w;b=c}if((g|0)==471){G=b;M=b;break}else if((g|0)==474){G=b;M=y;break}else if((g|0)==475){G=b;M=e;break}}while(0);if(f[M>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=G;f[M>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[M>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}}f[a+3568>>2]=g;f[a+3576>>2]=P}function z_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;F=f[a+16>>2]|0;w=f[a+24>>2]|0;x=f[a+32>>2]|0;B=f[a+488>>2]|0;C=f[a+496>>2]|0;D=f[a+504>>2]|0;E=f[a+816>>2]|0;y=f[a+2240>>2]|0;H=f[a+2352>>2]|0;I=f[a+2360>>2]|0;J=f[a+2856>>2]|0;K=f[a+2864>>2]|0;L=f[a+3384>>2]|0;M=f[a+3392>>2]|0;v=f[a+3568>>2]|0;N=f[a+3592>>2]|0;O=f[a+3600>>2]|0;a:{if(N){N=0;switch(O|0){case 7:{i=f[(F+196|0)>>2]|0;b:do if(i|0){if(!((i+-1|0)&i))h=(i+-1|0)&E;else if(i>>>0>E>>>0)h=E;else h=(E>>>0)%(i>>>0)|0;e=f[(f[(F+192|0)>>2]|0)+(h<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((g|0)==(E|0)|(g&(i+-1|0)|0)==(h|0)))break b;if((g|0)==(E|0))if((f[e+8>>2]|0)==(E|0))break c;e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(E|0)){if((f[e+8>>2]|0)==(E|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(h|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);H=e+12|0;I=e+16|0;g=f[H>>2]|0;h=(f[I>>2]|0)-g|0;if(!h){n=i;g=E}else{if(u_a(w,x,g)|0)B=0;else{v=285;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){B=B+1|0;if(B>>>0>=((h|0)/28|0)>>>0)break;if(!(u_a(w,x,(f[H>>2]|0)+(B*28|0)|0)|0)){v=264;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}n=f[(F+196|0)>>2]|0;g=f[e+4>>2]|0}k=f[e>>2]|0;m=n+-1|0;o=(m&n|0)==0;if(o)g=m&g;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;j=(f[(F+192|0)>>2]|0)+(g<<2)|0;l=f[j>>2]|0;while(1){h=f[l>>2]|0;if((h|0)==(e|0))break;else l=h}if((l|0)==(F+200|0|0))v=316;else{h=f[l+4>>2]|0;if(o)h=h&m;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)==(g|0)){p=k;v=324}else v=316}do if((v|0)==316){if(k|0){h=f[k+4>>2]|0;if(o)i=h&m;else if(h>>>0<n>>>0)i=h;else i=(h>>>0)%(n>>>0)|0;if((i|0)==(g|0)){r=k;d=h;v=326;break}}f[j>>2]=0;p=f[e>>2]|0;v=324}while(0);if((v|0)==324){v=0;h=p;if(!p)q=h;else{r=h;d=f[p+4>>2]|0;v=326}}if((v|0)==326){v=0;if(o)d=d&m;else if(d>>>0>=n>>>0)d=(d>>>0)%(n>>>0)|0;if((d|0)==(g|0))q=r;else{f[(f[(F+192|0)>>2]|0)+(d<<2)>>2]=l;q=f[e>>2]|0}}f[l>>2]=q;f[e>>2]=0;f[(F+204|0)>>2]=(f[(F+204|0)>>2]|0)+-1;QYa(H);sOb(e)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){case 1:{h=f[(F+36|0)>>2]|0;d:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&E;else if(h>>>0>E>>>0)g=E;else g=(E>>>0)%(h>>>0)|0;d=f[(f[(F+32|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){e:do if(!((h+-1|0)&h))while(1){e=f[d+4>>2]|0;if(!((e|0)==(E|0)|(e&(h+-1|0)|0)==(g|0)))break d;if((e|0)==(E|0))if((f[d+8>>2]|0)==(E|0))break e;d=f[d>>2]|0;if(!d)break d}else while(1){e=f[d+4>>2]|0;if((e|0)==(E|0)){if((f[d+8>>2]|0)==(E|0))break e}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break d}d=f[d>>2]|0;if(!d)break d}while(0);J=d+12|0;K=d+16|0;e=f[J>>2]|0;g=(f[K>>2]|0)-e|0;if(!g){m=h;e=E}else{if(v_a(w,x,e)|0)C=0;else{v=375;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){C=C+1|0;if(C>>>0>=((g|0)/28|0)>>>0)break;if(!(v_a(w,x,(f[J>>2]|0)+(C*28|0)|0)|0)){v=354;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}m=f[(F+36|0)>>2]|0;e=f[d+4>>2]|0}j=f[d>>2]|0;l=m+-1|0;n=(l&m|0)==0;if(n)e=l&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(F+32|0)>>2]|0)+(e<<2)|0;k=f[i>>2]|0;while(1){g=f[k>>2]|0;if((g|0)==(d|0))break;else k=g}if((k|0)==(F+40|0|0))v=406;else{g=f[k+4>>2]|0;if(n)g=g&l;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){s=j;v=414}else v=406}do if((v|0)==406){if(j|0){g=f[j+4>>2]|0;if(n)h=g&l;else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){u=j;c=g;v=416;break}}f[i>>2]=0;s=f[d>>2]|0;v=414}while(0);if((v|0)==414){v=0;g=s;if(!s)t=g;else{u=g;c=f[s+4>>2]|0;v=416}}if((v|0)==416){v=0;if(n)c=c&l;else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))t=u;else{f[(f[(F+32|0)>>2]|0)+(c<<2)>>2]=k;t=f[d>>2]|0}}f[k>>2]=t;f[d>>2]=0;f[(F+44|0)>>2]=(f[(F+44|0)>>2]|0)+-1;VYa(J);sOb(d)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){case 0:{k=f[(F+4|0)>>2]|0;f:do if(k|0){if(!((k+-1|0)&k))e=(k+-1|0)&E;else if(k>>>0>E>>>0)e=E;else e=(E>>>0)%(k>>>0)|0;c=f[(f[F>>2]|0)+(e<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){g:do if(!((k+-1|0)&k))while(1){d=f[c+4>>2]|0;if(!((d|0)==(E|0)|(d&(k+-1|0)|0)==(e|0)))break f;if((d|0)==(E|0))if((f[c+8>>2]|0)==(E|0)){m=c;break g}c=f[c>>2]|0;if(!c)break f}else while(1){d=f[c+4>>2]|0;if((d|0)==(E|0)){if((f[c+8>>2]|0)==(E|0)){m=c;break g}}else{if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(e|0))break f}c=f[c>>2]|0;if(!c)break f}while(0);L=m+12|0;M=m+16|0;c=f[L>>2]|0;d=(f[M>>2]|0)-c|0;if(!d)c=E;else{if(w_a(w,x,c)|0)D=0;else{v=465;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){D=D+1|0;if(D>>>0>=((d|0)/28|0)>>>0)break;if(!(w_a(w,x,(f[L>>2]|0)+(D*28|0)|0)|0)){v=444;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}k=f[(F+4|0)>>2]|0;c=f[m+4>>2]|0}h=f[m>>2]|0;j=k+-1|0;l=(j&k|0)==0;if(l)c=j&c;else if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;g=(f[F>>2]|0)+(c<<2)|0;i=f[g>>2]|0;while(1){d=f[i>>2]|0;if((d|0)==(m|0))break;else i=d}if((i|0)==(F+8|0|0))v=496;else{d=f[i+4>>2]|0;if(l)d=d&j;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)==(c|0)){z=h;v=504}else v=496}do if((v|0)==496){if(h|0){d=f[h+4>>2]|0;if(l)e=d&j;else if(d>>>0<k>>>0)e=d;else e=(d>>>0)%(k>>>0)|0;if((e|0)==(c|0)){b=d;G=h;v=506;break}}f[g>>2]=0;z=f[m>>2]|0;v=504}while(0);if((v|0)==504){v=0;d=z;if(!z)A=d;else{b=f[z+4>>2]|0;G=d;v=506}}if((v|0)==506){v=0;if(l)b=b&j;else if(b>>>0>=k>>>0)b=(b>>>0)%(k>>>0)|0;if((b|0)==(c|0))A=G;else{f[(f[F>>2]|0)+(b<<2)>>2]=i;A=f[m>>2]|0}}f[i>>2]=A;f[m>>2]=0;f[(F+12|0)>>2]=(f[(F+12|0)>>2]|0)+-1;WYa(L);sOb(m)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){default:{}}}y=f[(F+472|0)>>2]|0;if(!y){v=515;f[a+3616>>2]=1;break a}}f[a+488>>2]=B;f[a+496>>2]=C;f[a+504>>2]=D;f[a+2240>>2]=y;f[a+2352>>2]=H;f[a+2360>>2]=I;f[a+2856>>2]=J;f[a+2864>>2]=K;f[a+3384>>2]=L;f[a+3392>>2]=M;f[a+3568>>2]=v;f[a+3592>>2]=N}function A_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;F=f[a+16>>2]|0;w=f[a+24>>2]|0;x=f[a+32>>2]|0;C=f[a+480>>2]|0;D=f[a+512>>2]|0;E=f[a+816>>2]|0;j=f[a+824>>2]|0;H=f[a+1576>>2]|0;I=f[a+1584>>2]|0;h=f[a+1752>>2]|0;e=f[a+1808>>2]|0;i=f[a+2240>>2]|0;J=f[a+3256>>2]|0;K=f[a+3288>>2]|0;v=f[a+3568>>2]|0;a:{if(!e){e=f[(h+8|0)>>2]|0;if((f[e>>2]|0)!=(h|0)){g=h+8|0;do{z=f[g>>2]|0;g=z+8|0;e=f[g>>2]|0}while((f[e>>2]|0)!=(z|0))}}else while(1){g=f[e>>2]|0;if(!g)break;else e=g}f[(F+464|0)>>2]=e;f[(F+472|0)>>2]=i+-1;n_a(f[(F+468|0)>>2]|0,h);sOb(h);z=1;y=j|0;if(z){z=0;switch(y|0){case 2:{if(!(o_a(F,w,x,E,F+96|0)|0)){v=515;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}if(!(o_a(F,w,x,E,F+64|0)|0)){v=515;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 4:{i=f[(F+132|0)>>2]|0;b:do if(i|0){if(!((i+-1|0)&i))h=(i+-1|0)&E;else if(i>>>0>E>>>0)h=E;else h=(E>>>0)%(i>>>0)|0;e=f[(f[(F+128|0)>>2]|0)+(h<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((g|0)==(E|0)|(g&(i+-1|0)|0)==(h|0)))break b;if((g|0)==(E|0))if((f[e+8>>2]|0)==(E|0))break c;e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(E|0)){if((f[e+8>>2]|0)==(E|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(h|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);J=e+12|0;K=e+16|0;g=f[J>>2]|0;h=(f[K>>2]|0)-g|0;if(!h){n=i;g=E}else{if(q_a(w,x,g)|0)C=0;else{v=53;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}while(1){C=C+1|0;if(C>>>0>=((h|0)/28|0)>>>0)break;if(!(q_a(w,x,(f[J>>2]|0)+(C*28|0)|0)|0)){v=32;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}}n=f[(F+132|0)>>2]|0;g=f[e+4>>2]|0}k=f[e>>2]|0;m=n+-1|0;o=(m&n|0)==0;if(o)g=m&g;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;j=(f[(F+128|0)>>2]|0)+(g<<2)|0;l=f[j>>2]|0;while(1){h=f[l>>2]|0;if((h|0)==(e|0))break;else l=h}if((l|0)==(F+136|0|0))v=84;else{h=f[l+4>>2]|0;if(o)h=h&m;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)==(g|0)){p=k;v=92}else v=84}do if((v|0)==84){if(k|0){h=f[k+4>>2]|0;if(o)i=h&m;else if(h>>>0<n>>>0)i=h;else i=(h>>>0)%(n>>>0)|0;if((i|0)==(g|0)){r=k;d=h;v=94;break}}f[j>>2]=0;p=f[e>>2]|0;v=92}while(0);if((v|0)==92){v=0;h=p;if(!p)q=h;else{r=h;d=f[p+4>>2]|0;v=94}}if((v|0)==94){v=0;if(o)d=d&m;else if(d>>>0>=n>>>0)d=(d>>>0)%(n>>>0)|0;if((d|0)==(g|0))q=r;else{f[(f[(F+128|0)>>2]|0)+(d<<2)>>2]=l;q=f[e>>2]|0}}f[l>>2]=q;f[e>>2]=0;f[(F+140|0)>>2]=(f[(F+140|0)>>2]|0)+-1;SYa(J);sOb(e)}}}while(0);p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 6:{h=f[(F+164|0)>>2]|0;d:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&E;else if(h>>>0>E>>>0)g=E;else g=(E>>>0)%(h>>>0)|0;d=f[(f[(F+160|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){e:do if(!((h+-1|0)&h))while(1){e=f[d+4>>2]|0;if(!((e|0)==(E|0)|(e&(h+-1|0)|0)==(g|0)))break d;if((e|0)==(E|0))if((f[d+8>>2]|0)==(E|0))break e;d=f[d>>2]|0;if(!d)break d}else while(1){e=f[d+4>>2]|0;if((e|0)==(E|0)){if((f[d+8>>2]|0)==(E|0))break e}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break d}d=f[d>>2]|0;if(!d)break d}while(0);H=d+12|0;I=d+16|0;e=f[H>>2]|0;g=(f[I>>2]|0)-e|0;if(!g){m=h;e=E}else{if(s_a(w,x,e)|0)D=0;else{v=143;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}while(1){D=D+1|0;if(D>>>0>=((g|0)/28|0)>>>0)break;if(!(s_a(w,x,(f[H>>2]|0)+(D*28|0)|0)|0)){v=122;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}}m=f[(F+164|0)>>2]|0;e=f[d+4>>2]|0}j=f[d>>2]|0;l=m+-1|0;n=(l&m|0)==0;if(n)e=l&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(F+160|0)>>2]|0)+(e<<2)|0;k=f[i>>2]|0;while(1){g=f[k>>2]|0;if((g|0)==(d|0))break;else k=g}if((k|0)==(F+168|0|0))v=174;else{g=f[k+4>>2]|0;if(n)g=g&l;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){s=j;v=182}else v=174}do if((v|0)==174){if(j|0){g=f[j+4>>2]|0;if(n)h=g&l;else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){u=j;c=g;v=184;break}}f[i>>2]=0;s=f[d>>2]|0;v=182}while(0);if((v|0)==182){v=0;g=s;if(!s)t=g;else{u=g;c=f[s+4>>2]|0;v=184}}if((v|0)==184){v=0;if(n)c=c&l;else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))t=u;else{f[(f[(F+160|0)>>2]|0)+(c<<2)>>2]=k;t=f[d>>2]|0}}f[k>>2]=t;f[d>>2]=0;f[(F+172|0)>>2]=(f[(F+172|0)>>2]|0)+-1;RYa(H);sOb(d)}}}while(0);p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 8:{g=f[(F+228|0)>>2]|0;f:do if(g|0){if(!((g+-1|0)&g))e=(g+-1|0)&E;else if(g>>>0>E>>>0)e=E;else e=(E>>>0)%(g>>>0)|0;c=f[(f[(F+224|0)>>2]|0)+(e<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){g:do if(!((g+-1|0)&g))while(1){d=f[c+4>>2]|0;if(!((d|0)==(E|0)|(d&(g+-1|0)|0)==(e|0)))break f;if((d|0)==(E|0))if((f[c+8>>2]|0)==(E|0))break g;c=f[c>>2]|0;if(!c)break f}else while(1){d=f[c+4>>2]|0;if((d|0)==(E|0)){if((f[c+8>>2]|0)==(E|0))break g}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(e|0))break f}c=f[c>>2]|0;if(!c)break f}while(0);n=c+12|0;d=f[n>>2]|0;e=(f[c+16>>2]|0)-d|0;if(!e){l=g;d=E}else{t_a(w,x,d);if(((e|0)/28|0)>>>0>1){d=1;do{t_a(w,x,(f[n>>2]|0)+(d*28|0)|0);d=d+1|0}while((d|0)!=((e|0)/28|0|0))}l=f[(F+228|0)>>2]|0;d=f[c+4>>2]|0}i=f[c>>2]|0;k=l+-1|0;m=(k&l|0)==0;if(m)d=k&d;else if(d>>>0>=l>>>0)d=(d>>>0)%(l>>>0)|0;h=(f[(F+224|0)>>2]|0)+(d<<2)|0;j=f[h>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(c|0))break;else j=e}if((j|0)==(F+232|0|0))v=226;else{e=f[j+4>>2]|0;if(m)e=e&k;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)==(d|0)){A=i;v=234}else v=226}do if((v|0)==226){if(i|0){e=f[i+4>>2]|0;if(m)g=e&k;else if(e>>>0<l>>>0)g=e;else g=(e>>>0)%(l>>>0)|0;if((g|0)==(d|0)){G=i;b=e;v=236;break}}f[h>>2]=0;A=f[c>>2]|0;v=234}while(0);if((v|0)==234){v=0;e=A;if(!A)B=e;else{G=e;b=f[A+4>>2]|0;v=236}}if((v|0)==236){v=0;if(m)b=b&k;else if(b>>>0>=l>>>0)b=(b>>>0)%(l>>>0)|0;if((b|0)==(d|0))B=G;else{f[(f[(F+224|0)>>2]|0)+(b<<2)>>2]=j;B=f[c>>2]|0}}f[j>>2]=B;f[c>>2]=0;f[(F+236|0)>>2]=(f[(F+236|0)>>2]|0)+-1;PYa(n);sOb(c)}}}while(0);p_a(F,E);break}default:z=1}}}f[a+480>>2]=C;f[a+512>>2]=D;f[a+1576>>2]=H;f[a+1584>>2]=I;f[a+3256>>2]=J;f[a+3288>>2]=K;f[a+3568>>2]=v;f[a+3592>>2]=z;f[a+3600>>2]=y}
+function a5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(32)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;b5a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function b5a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){c5a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;c5a(a,b);return}function c5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function d5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0,D=0.0,E=0,F=0.0,G=0,H=0.0,I=0.0,J=0.0;o=u;u=u+16|0;n=o;q=+sqb(b);m=q<+sqb(a);q=+sqb(c);d=q<+sqb(b);if(!m){if(!d){c=0;u=o;return c|0}l=b+8|0;m=b+16|0;I=+p[b>>3];H=+p[l>>3];F=+p[m>>3];d=b+24|0;e=b+32|0;g=b+40|0;D=+p[d>>3];B=+p[e>>3];z=+p[g>>3];h=b+48|0;i=b+56|0;j=b+64|0;x=+p[h>>3];v=+p[i>>3];q=+p[j>>3];k=b+72|0;f[n>>2]=f[k>>2];f[n+4>>2]=f[k+4>>2];f[n+8>>2]=f[k+8>>2];J=+p[c>>3];p[c>>3]=I;p[b>>3]=J;G=c+8|0;J=+p[G>>3];p[G>>3]=+p[l>>3];p[l>>3]=J;E=c+16|0;J=+p[E>>3];p[E>>3]=+p[m>>3];p[m>>3]=J;C=c+24|0;J=+p[C>>3];p[C>>3]=+p[d>>3];p[d>>3]=J;A=c+32|0;J=+p[A>>3];p[A>>3]=+p[e>>3];p[e>>3]=J;y=c+40|0;J=+p[y>>3];p[y>>3]=+p[g>>3];p[g>>3]=J;w=c+48|0;J=+p[w>>3];p[w>>3]=+p[h>>3];p[h>>3]=J;t=c+56|0;p[i>>3]=+p[t>>3];s=c+64|0;p[j>>3]=+p[s>>3];r=c+72|0;f[k>>2]=f[r>>2];f[k+4>>2]=f[r+4>>2];f[k+8>>2]=f[r+8>>2];p[c>>3]=I;p[G>>3]=H;p[E>>3]=F;p[C>>3]=D;p[A>>3]=B;p[y>>3]=z;p[w>>3]=x;p[t>>3]=v;p[s>>3]=q;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];q=+sqb(b);if(!(q<+sqb(a))){G=1;u=o;return G|0}r=a+8|0;s=a+16|0;v=+p[a>>3];x=+p[r>>3];z=+p[s>>3];t=a+24|0;w=a+32|0;y=a+40|0;B=+p[t>>3];D=+p[w>>3];F=+p[y>>3];A=a+48|0;C=a+56|0;E=a+64|0;H=+p[A>>3];I=+p[C>>3];J=+p[E>>3];G=a+72|0;f[n>>2]=f[G>>2];f[n+4>>2]=f[G+4>>2];f[n+8>>2]=f[G+8>>2];q=+p[b>>3];p[b>>3]=v;p[a>>3]=q;q=+p[l>>3];p[l>>3]=+p[r>>3];p[r>>3]=q;q=+p[m>>3];p[m>>3]=+p[s>>3];p[s>>3]=q;q=+p[d>>3];p[d>>3]=+p[t>>3];p[t>>3]=q;q=+p[e>>3];p[e>>3]=+p[w>>3];p[w>>3]=q;q=+p[g>>3];p[g>>3]=+p[y>>3];p[y>>3]=q;q=+p[h>>3];p[h>>3]=+p[A>>3];p[A>>3]=q;p[C>>3]=+p[i>>3];p[E>>3]=+p[j>>3];f[G>>2]=f[k>>2];f[G+4>>2]=f[k+4>>2];f[G+8>>2]=f[k+8>>2];p[b>>3]=v;p[l>>3]=x;p[m>>3]=z;p[d>>3]=B;p[e>>3]=D;p[g>>3]=F;p[h>>3]=H;p[i>>3]=I;p[j>>3]=J;f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];G=2;u=o;return G|0}if(d){s=a+8|0;t=a+16|0;v=+p[a>>3];x=+p[s>>3];z=+p[t>>3];w=a+24|0;y=a+32|0;A=a+40|0;B=+p[w>>3];D=+p[y>>3];F=+p[A>>3];C=a+48|0;E=a+56|0;G=a+64|0;H=+p[C>>3];I=+p[E>>3];J=+p[G>>3];b=a+72|0;f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2];q=+p[c>>3];p[c>>3]=v;p[a>>3]=q;r=c+8|0;q=+p[r>>3];p[r>>3]=+p[s>>3];p[s>>3]=q;s=c+16|0;q=+p[s>>3];p[s>>3]=+p[t>>3];p[t>>3]=q;t=c+24|0;q=+p[t>>3];p[t>>3]=+p[w>>3];p[w>>3]=q;w=c+32|0;q=+p[w>>3];p[w>>3]=+p[y>>3];p[y>>3]=q;y=c+40|0;q=+p[y>>3];p[y>>3]=+p[A>>3];p[A>>3]=q;A=c+48|0;q=+p[A>>3];p[A>>3]=+p[C>>3];p[C>>3]=q;C=c+56|0;p[E>>3]=+p[C>>3];E=c+64|0;p[G>>3]=+p[E>>3];G=c+72|0;f[b>>2]=f[G>>2];f[b+4>>2]=f[G+4>>2];f[b+8>>2]=f[G+8>>2];p[c>>3]=v;p[r>>3]=x;p[s>>3]=z;p[t>>3]=B;p[w>>3]=D;p[y>>3]=F;p[A>>3]=H;p[C>>3]=I;p[E>>3]=J;f[G>>2]=f[n>>2];f[G+4>>2]=f[n+4>>2];f[G+8>>2]=f[n+8>>2];G=1;u=o;return G|0}e=a+8|0;g=a+16|0;v=+p[a>>3];x=+p[e>>3];z=+p[g>>3];h=a+24|0;i=a+32|0;j=a+40|0;B=+p[h>>3];D=+p[i>>3];F=+p[j>>3];k=a+48|0;l=a+56|0;m=a+64|0;H=+p[k>>3];I=+p[l>>3];J=+p[m>>3];G=a+72|0;f[n>>2]=f[G>>2];f[n+4>>2]=f[G+4>>2];f[n+8>>2]=f[G+8>>2];q=+p[b>>3];p[b>>3]=v;p[a>>3]=q;d=b+8|0;q=+p[d>>3];p[d>>3]=+p[e>>3];p[e>>3]=q;e=b+16|0;q=+p[e>>3];p[e>>3]=+p[g>>3];p[g>>3]=q;g=b+24|0;q=+p[g>>3];p[g>>3]=+p[h>>3];p[h>>3]=q;h=b+32|0;q=+p[h>>3];p[h>>3]=+p[i>>3];p[i>>3]=q;i=b+40|0;q=+p[i>>3];p[i>>3]=+p[j>>3];p[j>>3]=q;j=b+48|0;q=+p[j>>3];p[j>>3]=+p[k>>3];p[k>>3]=q;k=b+56|0;p[l>>3]=+p[k>>3];l=b+64|0;p[m>>3]=+p[l>>3];m=b+72|0;f[G>>2]=f[m>>2];f[G+4>>2]=f[m+4>>2];f[G+8>>2]=f[m+8>>2];p[b>>3]=v;p[d>>3]=x;p[e>>3]=z;p[g>>3]=B;p[h>>3]=D;p[i>>3]=F;p[j>>3]=H;p[k>>3]=I;p[l>>3]=J;f[m>>2]=f[n>>2];f[m+4>>2]=f[n+4>>2];f[m+8>>2]=f[n+8>>2];J=+sqb(c);if(!(J<+sqb(b))){G=1;u=o;return G|0}v=+p[b>>3];x=+p[d>>3];z=+p[e>>3];B=+p[g>>3];D=+p[h>>3];F=+p[i>>3];H=+p[j>>3];I=+p[k>>3];J=+p[l>>3];f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];q=+p[c>>3];p[c>>3]=v;p[b>>3]=q;r=c+8|0;q=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=q;s=c+16|0;q=+p[s>>3];p[s>>3]=+p[e>>3];p[e>>3]=q;t=c+24|0;q=+p[t>>3];p[t>>3]=+p[g>>3];p[g>>3]=q;w=c+32|0;q=+p[w>>3];p[w>>3]=+p[h>>3];p[h>>3]=q;y=c+40|0;q=+p[y>>3];p[y>>3]=+p[i>>3];p[i>>3]=q;A=c+48|0;q=+p[A>>3];p[A>>3]=+p[j>>3];p[j>>3]=q;C=c+56|0;p[k>>3]=+p[C>>3];E=c+64|0;p[l>>3]=+p[E>>3];G=c+72|0;f[m>>2]=f[G>>2];f[m+4>>2]=f[G+4>>2];f[m+8>>2]=f[G+8>>2];p[c>>3]=v;p[r>>3]=x;p[s>>3]=z;p[t>>3]=B;p[w>>3]=D;p[y>>3]=F;p[A>>3]=H;p[C>>3]=I;p[E>>3]=J;f[G>>2]=f[n>>2];f[G+4>>2]=f[n+4>>2];f[G+8>>2]=f[n+8>>2];G=2;u=o;return G|0}function e5a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0.0,K=0.0,L=0.0;A=u;u=u+16|0;z=A;y=d5a(a,b,c,e)|0;B=+sqb(d);if(!(B<+sqb(c))){c=y;u=A;return c|0}w=c+8|0;x=c+16|0;K=+p[c>>3];J=+p[w>>3];H=+p[x>>3];n=c+24|0;o=c+32|0;q=c+40|0;G=+p[n>>3];F=+p[o>>3];E=+p[q>>3];r=c+48|0;s=c+56|0;t=c+64|0;D=+p[r>>3];C=+p[s>>3];B=+p[t>>3];v=c+72|0;f[z>>2]=f[v>>2];f[z+4>>2]=f[v+4>>2];f[z+8>>2]=f[v+8>>2];L=+p[d>>3];p[d>>3]=K;p[c>>3]=L;I=d+8|0;L=+p[I>>3];p[I>>3]=+p[w>>3];p[w>>3]=L;e=d+16|0;L=+p[e>>3];p[e>>3]=+p[x>>3];p[x>>3]=L;g=d+24|0;L=+p[g>>3];p[g>>3]=+p[n>>3];p[n>>3]=L;h=d+32|0;L=+p[h>>3];p[h>>3]=+p[o>>3];p[o>>3]=L;i=d+40|0;L=+p[i>>3];p[i>>3]=+p[q>>3];p[q>>3]=L;j=d+48|0;L=+p[j>>3];p[j>>3]=+p[r>>3];p[r>>3]=L;k=d+56|0;p[s>>3]=+p[k>>3];l=d+64|0;p[t>>3]=+p[l>>3];m=d+72|0;f[v>>2]=f[m>>2];f[v+4>>2]=f[m+4>>2];f[v+8>>2]=f[m+8>>2];p[d>>3]=K;p[I>>3]=J;p[e>>3]=H;p[g>>3]=G;p[h>>3]=F;p[i>>3]=E;p[j>>3]=D;p[k>>3]=C;p[l>>3]=B;f[m>>2]=f[z>>2];f[m+4>>2]=f[z+4>>2];f[m+8>>2]=f[z+8>>2];B=+sqb(c);if(!(B<+sqb(b))){I=y+1|0;u=A;return I|0}l=b+8|0;m=b+16|0;C=+p[b>>3];D=+p[l>>3];E=+p[m>>3];e=b+24|0;d=b+32|0;g=b+40|0;F=+p[e>>3];G=+p[d>>3];H=+p[g>>3];h=b+48|0;i=b+56|0;j=b+64|0;J=+p[h>>3];K=+p[i>>3];L=+p[j>>3];k=b+72|0;f[z>>2]=f[k>>2];f[z+4>>2]=f[k+4>>2];f[z+8>>2]=f[k+8>>2];B=+p[c>>3];p[c>>3]=C;p[b>>3]=B;B=+p[w>>3];p[w>>3]=+p[l>>3];p[l>>3]=B;B=+p[x>>3];p[x>>3]=+p[m>>3];p[m>>3]=B;B=+p[n>>3];p[n>>3]=+p[e>>3];p[e>>3]=B;B=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=B;B=+p[q>>3];p[q>>3]=+p[g>>3];p[g>>3]=B;B=+p[r>>3];p[r>>3]=+p[h>>3];p[h>>3]=B;p[i>>3]=+p[s>>3];p[j>>3]=+p[t>>3];f[k>>2]=f[v>>2];f[k+4>>2]=f[v+4>>2];f[k+8>>2]=f[v+8>>2];p[c>>3]=C;p[w>>3]=D;p[x>>3]=E;p[n>>3]=F;p[o>>3]=G;p[q>>3]=H;p[r>>3]=J;p[s>>3]=K;p[t>>3]=L;f[v>>2]=f[z>>2];f[v+4>>2]=f[z+4>>2];f[v+8>>2]=f[z+8>>2];L=+sqb(b);if(!(L<+sqb(a))){I=y+2|0;u=A;return I|0}q=a+8|0;r=a+16|0;C=+p[a>>3];D=+p[q>>3];E=+p[r>>3];s=a+24|0;t=a+32|0;v=a+40|0;F=+p[s>>3];G=+p[t>>3];H=+p[v>>3];w=a+48|0;x=a+56|0;c=a+64|0;J=+p[w>>3];K=+p[x>>3];L=+p[c>>3];I=a+72|0;f[z>>2]=f[I>>2];f[z+4>>2]=f[I+4>>2];f[z+8>>2]=f[I+8>>2];B=+p[b>>3];p[b>>3]=C;p[a>>3]=B;B=+p[l>>3];p[l>>3]=+p[q>>3];p[q>>3]=B;B=+p[m>>3];p[m>>3]=+p[r>>3];p[r>>3]=B;B=+p[e>>3];p[e>>3]=+p[s>>3];p[s>>3]=B;B=+p[d>>3];p[d>>3]=+p[t>>3];p[t>>3]=B;B=+p[g>>3];p[g>>3]=+p[v>>3];p[v>>3]=B;B=+p[h>>3];p[h>>3]=+p[w>>3];p[w>>3]=B;p[x>>3]=+p[i>>3];p[c>>3]=+p[j>>3];f[I>>2]=f[k>>2];f[I+4>>2]=f[k+4>>2];f[I+8>>2]=f[k+8>>2];p[b>>3]=C;p[l>>3]=D;p[m>>3]=E;p[e>>3]=F;p[d>>3]=G;p[g>>3]=H;p[h>>3]=J;p[i>>3]=K;p[j>>3]=L;f[k>>2]=f[z>>2];f[k+4>>2]=f[z+4>>2];f[k+8>>2]=f[z+8>>2];I=y+3|0;u=A;return I|0}function f5a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0;C=u;u=u+16|0;B=C;A=e5a(a,b,c,d,g)|0;D=+sqb(e);if(!(D<+sqb(d))){c=A;u=C;return c|0}n=d+8|0;o=d+16|0;L=+p[d>>3];K=+p[n>>3];J=+p[o>>3];g=d+24|0;h=d+32|0;i=d+40|0;I=+p[g>>3];H=+p[h>>3];G=+p[i>>3];j=d+48|0;k=d+56|0;l=d+64|0;F=+p[j>>3];E=+p[k>>3];D=+p[l>>3];m=d+72|0;f[B>>2]=f[m>>2];f[B+4>>2]=f[m+4>>2];f[B+8>>2]=f[m+8>>2];M=+p[e>>3];p[e>>3]=L;p[d>>3]=M;q=e+8|0;M=+p[q>>3];p[q>>3]=+p[n>>3];p[n>>3]=M;r=e+16|0;M=+p[r>>3];p[r>>3]=+p[o>>3];p[o>>3]=M;s=e+24|0;M=+p[s>>3];p[s>>3]=+p[g>>3];p[g>>3]=M;t=e+32|0;M=+p[t>>3];p[t>>3]=+p[h>>3];p[h>>3]=M;v=e+40|0;M=+p[v>>3];p[v>>3]=+p[i>>3];p[i>>3]=M;w=e+48|0;M=+p[w>>3];p[w>>3]=+p[j>>3];p[j>>3]=M;x=e+56|0;p[k>>3]=+p[x>>3];y=e+64|0;p[l>>3]=+p[y>>3];z=e+72|0;f[m>>2]=f[z>>2];f[m+4>>2]=f[z+4>>2];f[m+8>>2]=f[z+8>>2];p[e>>3]=L;p[q>>3]=K;p[r>>3]=J;p[s>>3]=I;p[t>>3]=H;p[v>>3]=G;p[w>>3]=F;p[x>>3]=E;p[y>>3]=D;f[z>>2]=f[B>>2];f[z+4>>2]=f[B+4>>2];f[z+8>>2]=f[B+8>>2];D=+sqb(d);if(!(D<+sqb(c))){c=A+1|0;u=C;return c|0}y=c+8|0;z=c+16|0;E=+p[c>>3];F=+p[y>>3];G=+p[z>>3];q=c+24|0;r=c+32|0;s=c+40|0;H=+p[q>>3];I=+p[r>>3];J=+p[s>>3];t=c+48|0;v=c+56|0;w=c+64|0;K=+p[t>>3];L=+p[v>>3];M=+p[w>>3];x=c+72|0;f[B>>2]=f[x>>2];f[B+4>>2]=f[x+4>>2];f[B+8>>2]=f[x+8>>2];D=+p[d>>3];p[d>>3]=E;p[c>>3]=D;D=+p[n>>3];p[n>>3]=+p[y>>3];p[y>>3]=D;D=+p[o>>3];p[o>>3]=+p[z>>3];p[z>>3]=D;D=+p[g>>3];p[g>>3]=+p[q>>3];p[q>>3]=D;D=+p[h>>3];p[h>>3]=+p[r>>3];p[r>>3]=D;D=+p[i>>3];p[i>>3]=+p[s>>3];p[s>>3]=D;D=+p[j>>3];p[j>>3]=+p[t>>3];p[t>>3]=D;p[v>>3]=+p[k>>3];p[w>>3]=+p[l>>3];f[x>>2]=f[m>>2];f[x+4>>2]=f[m+4>>2];f[x+8>>2]=f[m+8>>2];p[d>>3]=E;p[n>>3]=F;p[o>>3]=G;p[g>>3]=H;p[h>>3]=I;p[i>>3]=J;p[j>>3]=K;p[k>>3]=L;p[l>>3]=M;f[m>>2]=f[B>>2];f[m+4>>2]=f[B+4>>2];f[m+8>>2]=f[B+8>>2];M=+sqb(c);if(!(M<+sqb(b))){c=A+2|0;u=C;return c|0}m=b+8|0;n=b+16|0;E=+p[b>>3];F=+p[m>>3];G=+p[n>>3];g=b+24|0;e=b+32|0;h=b+40|0;H=+p[g>>3];I=+p[e>>3];J=+p[h>>3];i=b+48|0;j=b+56|0;k=b+64|0;K=+p[i>>3];L=+p[j>>3];M=+p[k>>3];l=b+72|0;f[B>>2]=f[l>>2];f[B+4>>2]=f[l+4>>2];f[B+8>>2]=f[l+8>>2];D=+p[c>>3];p[c>>3]=E;p[b>>3]=D;D=+p[y>>3];p[y>>3]=+p[m>>3];p[m>>3]=D;D=+p[z>>3];p[z>>3]=+p[n>>3];p[n>>3]=D;D=+p[q>>3];p[q>>3]=+p[g>>3];p[g>>3]=D;D=+p[r>>3];p[r>>3]=+p[e>>3];p[e>>3]=D;D=+p[s>>3];p[s>>3]=+p[h>>3];p[h>>3]=D;D=+p[t>>3];p[t>>3]=+p[i>>3];p[i>>3]=D;p[j>>3]=+p[v>>3];p[k>>3]=+p[w>>3];f[l>>2]=f[x>>2];f[l+4>>2]=f[x+4>>2];f[l+8>>2]=f[x+8>>2];p[c>>3]=E;p[y>>3]=F;p[z>>3]=G;p[q>>3]=H;p[r>>3]=I;p[s>>3]=J;p[t>>3]=K;p[v>>3]=L;p[w>>3]=M;f[x>>2]=f[B>>2];f[x+4>>2]=f[B+4>>2];f[x+8>>2]=f[B+8>>2];M=+sqb(b);if(!(M<+sqb(a))){c=A+3|0;u=C;return c|0}r=a+8|0;s=a+16|0;E=+p[a>>3];F=+p[r>>3];G=+p[s>>3];t=a+24|0;v=a+32|0;w=a+40|0;H=+p[t>>3];I=+p[v>>3];J=+p[w>>3];x=a+48|0;y=a+56|0;z=a+64|0;K=+p[x>>3];L=+p[y>>3];M=+p[z>>3];c=a+72|0;f[B>>2]=f[c>>2];f[B+4>>2]=f[c+4>>2];f[B+8>>2]=f[c+8>>2];D=+p[b>>3];p[b>>3]=E;p[a>>3]=D;D=+p[m>>3];p[m>>3]=+p[r>>3];p[r>>3]=D;D=+p[n>>3];p[n>>3]=+p[s>>3];p[s>>3]=D;D=+p[g>>3];p[g>>3]=+p[t>>3];p[t>>3]=D;D=+p[e>>3];p[e>>3]=+p[v>>3];p[v>>3]=D;D=+p[h>>3];p[h>>3]=+p[w>>3];p[w>>3]=D;D=+p[i>>3];p[i>>3]=+p[x>>3];p[x>>3]=D;p[y>>3]=+p[j>>3];p[z>>3]=+p[k>>3];f[c>>2]=f[l>>2];f[c+4>>2]=f[l+4>>2];f[c+8>>2]=f[l+8>>2];p[b>>3]=E;p[m>>3]=F;p[n>>3]=G;p[g>>3]=H;p[e>>3]=I;p[h>>3]=J;p[i>>3]=K;p[j>>3]=L;p[k>>3]=M;f[l>>2]=f[B>>2];f[l+4>>2]=f[B+4>>2];f[l+8>>2]=f[B+8>>2];c=A+4|0;u=C;return c|0}function g5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;E=u;u=u+96|0;D=E;d=a+176|0;d5a(a,a+88|0,d,c)|0;c=a+264|0;if((c|0)==(b|0)){u=E;return}B=D+8|0;C=D+16|0;r=D+24|0;s=D+32|0;t=D+40|0;v=D+48|0;w=D+56|0;x=D+64|0;y=D+72|0;z=D+24|0;A=D+48|0;q=c;c=d;while(1){e=+sqb(q);if(e<+sqb(c)){f[D>>2]=f[q>>2];f[D+4>>2]=f[q+4>>2];f[D+8>>2]=f[q+8>>2];f[D+12>>2]=f[q+12>>2];f[D+16>>2]=f[q+16>>2];f[D+20>>2]=f[q+20>>2];e=+p[q>>3];p[D>>3]=e;p[B>>3]=+p[q+8>>3];p[C>>3]=+p[q+16>>3];d=q+24|0;f[r>>2]=f[d>>2];f[r+4>>2]=f[d+4>>2];f[r+8>>2]=f[d+8>>2];f[r+12>>2]=f[d+12>>2];f[r+16>>2]=f[d+16>>2];f[r+20>>2]=f[d+20>>2];p[r>>3]=+p[d>>3];p[s>>3]=+p[q+32>>3];p[t>>3]=+p[q+40>>3];d=q+48|0;f[v>>2]=f[d>>2];f[v+4>>2]=f[d+4>>2];f[v+8>>2]=f[d+8>>2];f[v+12>>2]=f[d+12>>2];f[v+16>>2]=f[d+16>>2];f[v+20>>2]=f[d+20>>2];p[v>>3]=+p[d>>3];p[w>>3]=+p[q+56>>3];p[x>>3]=+p[q+64>>3];d=q+72|0;f[y>>2]=f[d>>2];f[y+4>>2]=f[d+4>>2];f[y+8>>2]=f[d+8>>2];d=q;while(1){F=+p[c>>3];p[c>>3]=e;p[d>>3]=F;h=c+8|0;e=+p[h>>3];i=d+8|0;p[h>>3]=+p[i>>3];p[i>>3]=e;i=c+16|0;e=+p[i>>3];j=d+16|0;p[i>>3]=+p[j>>3];p[j>>3]=e;j=c+24|0;e=+p[j>>3];k=d+24|0;p[j>>3]=+p[k>>3];p[k>>3]=e;k=c+32|0;e=+p[k>>3];l=d+32|0;p[k>>3]=+p[l>>3];p[l>>3]=e;l=c+40|0;e=+p[l>>3];m=d+40|0;p[l>>3]=+p[m>>3];p[m>>3]=e;m=c+48|0;e=+p[m>>3];n=d+48|0;p[m>>3]=+p[n>>3];p[n>>3]=e;n=c+56|0;e=+p[n>>3];o=d+56|0;p[n>>3]=+p[o>>3];p[o>>3]=e;o=c+64|0;e=+p[o>>3];g=d+64|0;p[o>>3]=+p[g>>3];p[g>>3]=e;g=d+72|0;d=c+72|0;f[g>>2]=f[d>>2];f[g+4>>2]=f[d+4>>2];f[g+8>>2]=f[d+8>>2];if((c|0)==(a|0))break;g=c+-88|0;F=+sqb(D);if(!(F<+sqb(g)))break;e=+p[c>>3];d=c;c=g}F=+p[D>>3];p[D>>3]=+p[c>>3];p[c>>3]=F;F=+p[B>>3];p[B>>3]=+p[h>>3];p[h>>3]=F;F=+p[C>>3];p[C>>3]=+p[i>>3];p[i>>3]=F;F=+p[z>>3];p[z>>3]=+p[j>>3];p[j>>3]=F;F=+p[s>>3];p[s>>3]=+p[k>>3];p[k>>3]=F;F=+p[t>>3];p[t>>3]=+p[l>>3];p[l>>3]=F;F=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=F;F=+p[w>>3];p[w>>3]=+p[n>>3];p[n>>3]=F;F=+p[x>>3];p[x>>3]=+p[o>>3];p[o>>3]=F;f[d>>2]=f[y>>2];f[d+4>>2]=f[y+4>>2];f[d+8>>2]=f[y+8>>2]}c=q+88|0;if((c|0)==(b|0))break;else{o=q;q=c;c=o}}u=E;return}function h5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0;F=u;u=u+96|0;E=F;switch((b-a|0)/88|0|0){case 2:{c=b+-88|0;if(!(+sqb(c)<+sqb(a))){b=1;u=F;return b|0}y=a+8|0;z=a+16|0;N=+p[a>>3];M=+p[y>>3];L=+p[z>>3];A=a+24|0;B=a+32|0;C=a+40|0;K=+p[A>>3];J=+p[B>>3];I=+p[C>>3];D=a+48|0;t=a+56|0;v=a+64|0;H=+p[D>>3];G=+p[t>>3];e=+p[v>>3];w=a+72|0;f[E>>2]=f[w>>2];f[E+4>>2]=f[w+4>>2];f[E+8>>2]=f[w+8>>2];O=+p[c>>3];p[c>>3]=N;p[a>>3]=O;x=b+-80|0;O=+p[x>>3];p[x>>3]=+p[y>>3];p[y>>3]=O;y=b+-72|0;O=+p[y>>3];p[y>>3]=+p[z>>3];p[z>>3]=O;z=b+-64|0;O=+p[z>>3];p[z>>3]=+p[A>>3];p[A>>3]=O;A=b+-56|0;O=+p[A>>3];p[A>>3]=+p[B>>3];p[B>>3]=O;B=b+-48|0;O=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=O;C=b+-40|0;O=+p[C>>3];p[C>>3]=+p[D>>3];p[D>>3]=O;D=b+-32|0;p[t>>3]=+p[D>>3];a=b+-24|0;p[v>>3]=+p[a>>3];b=b+-16|0;f[w>>2]=f[b>>2];f[w+4>>2]=f[b+4>>2];f[w+8>>2]=f[b+8>>2];p[c>>3]=N;p[x>>3]=M;p[y>>3]=L;p[z>>3]=K;p[A>>3]=J;p[B>>3]=I;p[C>>3]=H;p[D>>3]=G;p[a>>3]=e;f[b>>2]=f[E>>2];f[b+4>>2]=f[E+4>>2];f[b+8>>2]=f[E+8>>2];b=1;u=F;return b|0}case 3:{d5a(a,a+88|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 4:{e5a(a,a+88|0,a+176|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 5:{f5a(a,a+88|0,a+176|0,a+264|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 1:case 0:{b=1;u=F;return b|0}default:{d=a+176|0;d5a(a,a+88|0,d,c)|0;c=a+264|0;a:do if((c|0)==(b|0)){d=1;c=0}else{s=E+8|0;t=E+16|0;v=E+24|0;w=E+32|0;x=E+40|0;y=E+48|0;z=E+56|0;A=E+64|0;B=E+72|0;C=E+24|0;D=E+48|0;r=c;c=0;while(1){O=+sqb(r);if(O<+sqb(d)){f[E>>2]=f[r>>2];f[E+4>>2]=f[r+4>>2];f[E+8>>2]=f[r+8>>2];f[E+12>>2]=f[r+12>>2];f[E+16>>2]=f[r+16>>2];f[E+20>>2]=f[r+20>>2];e=+p[r>>3];p[E>>3]=e;p[s>>3]=+p[r+8>>3];p[t>>3]=+p[r+16>>3];g=r+24|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[v+16>>2]=f[g+16>>2];f[v+20>>2]=f[g+20>>2];p[v>>3]=+p[g>>3];p[w>>3]=+p[r+32>>3];p[x>>3]=+p[r+40>>3];g=r+48|0;f[y>>2]=f[g>>2];f[y+4>>2]=f[g+4>>2];f[y+8>>2]=f[g+8>>2];f[y+12>>2]=f[g+12>>2];f[y+16>>2]=f[g+16>>2];f[y+20>>2]=f[g+20>>2];p[y>>3]=+p[g>>3];p[z>>3]=+p[r+56>>3];p[A>>3]=+p[r+64>>3];g=r+72|0;f[B>>2]=f[g>>2];f[B+4>>2]=f[g+4>>2];f[B+8>>2]=f[g+8>>2];g=r;while(1){O=+p[d>>3];p[d>>3]=e;p[g>>3]=O;n=d+8|0;O=+p[n>>3];o=g+8|0;p[n>>3]=+p[o>>3];p[o>>3]=O;o=d+16|0;O=+p[o>>3];q=g+16|0;p[o>>3]=+p[q>>3];p[q>>3]=O;q=d+24|0;O=+p[q>>3];i=g+24|0;p[q>>3]=+p[i>>3];p[i>>3]=O;i=d+32|0;O=+p[i>>3];j=g+32|0;p[i>>3]=+p[j>>3];p[j>>3]=O;j=d+40|0;O=+p[j>>3];k=g+40|0;p[j>>3]=+p[k>>3];p[k>>3]=O;k=d+48|0;O=+p[k>>3];l=g+48|0;p[k>>3]=+p[l>>3];p[l>>3]=O;l=d+56|0;O=+p[l>>3];m=g+56|0;p[l>>3]=+p[m>>3];p[m>>3]=O;m=d+64|0;O=+p[m>>3];h=g+64|0;p[m>>3]=+p[h>>3];p[h>>3]=O;h=g+72|0;g=d+72|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];if((d|0)==(a|0))break;h=d+-88|0;O=+sqb(E);if(!(O<+sqb(h)))break;e=+p[d>>3];g=d;d=h}O=+p[E>>3];p[E>>3]=+p[d>>3];p[d>>3]=O;O=+p[s>>3];p[s>>3]=+p[n>>3];p[n>>3]=O;O=+p[t>>3];p[t>>3]=+p[o>>3];p[o>>3]=O;O=+p[C>>3];p[C>>3]=+p[q>>3];p[q>>3]=O;O=+p[w>>3];p[w>>3]=+p[i>>3];p[i>>3]=O;O=+p[x>>3];p[x>>3]=+p[j>>3];p[j>>3]=O;O=+p[D>>3];p[D>>3]=+p[k>>3];p[k>>3]=O;O=+p[z>>3];p[z>>3]=+p[l>>3];p[l>>3]=O;O=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=O;f[g>>2]=f[B>>2];f[g+4>>2]=f[B+4>>2];f[g+8>>2]=f[B+8>>2];c=c+1|0;if((c|0)==8){d=0;c=(r+88|0)==(b|0);break a}}d=r+88|0;if((d|0)==(b|0)){d=1;c=0;break}else{q=r;r=d;d=q}}}while(0);b=c|d;u=F;return b|0}}return 0}function i5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>511){f[b>>2]=c+-512;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;j5a(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;k5a(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;l5a(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function j5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function k5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function l5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function m5a(a){a=a|0;sOb(a);return}function n5a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=39880;f[b+4>>2]=f[a+4>>2];return b|0}function o5a(a,b){a=a|0;b=b|0;f[b>>2]=39880;f[b+4>>2]=f[a+4>>2];return}function p5a(a){a=a|0;return}function q5a(a){a=a|0;sOb(a);return}function r5a(a,b){a=a|0;b=b|0;u5a(a+4|0,b);return}function s5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==193767?a+4|0:0)|0}function t5a(a){a=a|0;return 15336}function u5a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0;M=u;u=u+128|0;K=M+32|0;L=M;a=f[a>>2]|0;c=f[b+32>>2]|0;J=f[b+36>>2]|0;if((c|0)==(J|0)){u=M;return}y=a+8|0;z=a+236|0;A=a+248|0;B=a+104|0;C=L+8|0;D=K+16|0;E=L+16|0;F=K+40|0;G=L+24|0;H=K+64|0;I=a+112|0;j=a+240|0;k=L+8|0;l=L+16|0;m=L+24|0;n=L+8|0;o=L+16|0;q=L+24|0;r=L+16|0;s=L+24|0;t=L+16|0;v=L+24|0;w=L+16|0;x=L+24|0;do{T4a(K,c,f[y>>2]|0);if(tqb(K,z,A)|0){a=f[j>>2]|0;g=f[z>>2]|0;h=g;i=a;if((a|0)!=(g|0)){b=(a-g|0)/24|0;d=+p[B>>3];p[L>>3]=d;R=h+16|0;O=+p[R>>3];p[k>>3]=O;Q=h+40|0;e=+p[Q>>3];p[l>>3]=e;a=h+64|0;P=+p[a>>3];p[m>>3]=P;d=O<d?+p[k>>3]:+p[L>>3];d=e<d?+p[r>>3]:d;d=P<d?+p[s>>3]:d;p[B>>3]=d;P=+p[I>>3];p[L>>3]=P;e=+p[R>>3];p[n>>3]=e;O=+p[Q>>3];p[o>>3]=O;N=+p[a>>3];p[q>>3]=N;e=P<e?e:+p[L>>3];e=e<O?+p[t>>3]:e;e=e<N?+p[v>>3]:e;p[I>>3]=e;if(b>>>0>3){a=3;do{R=h+(a*24|0)|0;p[L>>3]=d;S=h+(a*24|0)+16|0;P=+p[S>>3];p[k>>3]=P;Q=R+24+16|0;O=+p[Q>>3];p[l>>3]=O;R=R+48+16|0;N=+p[R>>3];p[m>>3]=N;P=P<d?+p[k>>3]:+p[L>>3];P=O<P?+p[r>>3]:P;d=N<P?+p[s>>3]:P;p[B>>3]=d;p[L>>3]=e;P=+p[S>>3];p[n>>3]=P;N=+p[Q>>3];p[o>>3]=N;O=+p[R>>3];p[q>>3]=O;P=e<P?P:+p[L>>3];P=P<N?+p[t>>3]:P;e=P<O?+p[v>>3]:P;p[I>>3]=e;a=a+3|0}while(a>>>0<b>>>0);a=g}else a=g}if((i|0)!=(h|0))f[j>>2]=i+(~(((i+-24-a|0)>>>0)/24|0)*24|0)}else{P=+p[B>>3];p[L>>3]=P;e=+p[D>>3];p[C>>3]=e;N=+p[F>>3];p[E>>3]=N;O=+p[H>>3];p[G>>3]=O;P=e<P?e:+p[L>>3];P=N<P?+p[w>>3]:P;p[B>>3]=O<P?+p[x>>3]:P;P=+p[I>>3];P=P<e?e:P;P=P<N?N:P;p[I>>3]=P<O?O:P}c=c+88|0}while((c|0)!=(J|0));u=M;return}function v5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+8|0;h=f[a>>2]|0;j=a+4|0;c=f[j>>2]|0;e=c-h|0;g=(e|0)/12|0;d=h;if((((f[i>>2]|0)-h|0)/12|0)>>>0<=g>>>0)return;do if(!e)b=0;else if(g>>>0>357913941)vd();else{b=pOb(e)|0;break}while(0);b=b+(g*12|0)|0;g=b;if((c|0)==(d|0))e=g;else{e=g;do{h=b+-12|0;k=c;c=c+-12|0;f[h>>2]=0;l=b+-8|0;f[l>>2]=0;f[b+-4>>2]=0;f[h>>2]=f[c>>2];h=k+-8|0;f[l>>2]=f[h>>2];k=k+-4|0;f[b+-4>>2]=f[k>>2];f[k>>2]=0;f[h>>2]=0;f[c>>2]=0;b=e+-12|0;e=b}while((c|0)!=(d|0));h=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=e;f[j>>2]=g;f[i>>2]=g;g=h;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!h)return;sOb(h);return}function w5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;j=f[a>>2]|0;i=(e-j|0)/12|0;b=i+1|0;d=j;if(b>>>0>357913941)AMb(a);m=a+8|0;k=((f[m>>2]|0)-j|0)/12|0;g=k<<1;g=k>>>0<178956970?(g>>>0<b>>>0?b:g):357913941;do if(!g)h=0;else if(g>>>0>357913941)vd();else{h=pOb(g*12|0)|0;break}while(0);b=h+(i*12|0)|0;c=b;k=h+(g*12|0)|0;f[b>>2]=0;f[h+(i*12|0)+4>>2]=0;f[h+(i*12|0)+8>>2]=0;g=b+12|0;if((e|0)!=(d|0)){do{j=b+-12|0;i=e;e=e+-12|0;f[j>>2]=0;h=b+-8|0;f[h>>2]=0;f[b+-4>>2]=0;f[j>>2]=f[e>>2];j=i+-8|0;f[h>>2]=f[j>>2];i=i+-4|0;f[b+-4>>2]=f[i>>2];f[i>>2]=0;f[j>>2]=0;f[e>>2]=0;b=c+-12|0;c=b}while((e|0)!=(d|0));j=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=c;f[l>>2]=g;f[m>>2]=k;g=j;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!j)return;sOb(j);return}function x5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;i=f[k>>2]|0;m=f[a>>2]|0;d=i-m>>5;b=d+1|0;j=m;if(b>>>0>134217727)AMb(a);l=a+8|0;h=(f[l>>2]|0)-m|0;c=h>>4;c=h>>5>>>0<67108863?(c>>>0<b>>>0?b:c):134217727;do if(!c)e=0;else if(c>>>0>134217727)vd();else{e=pOb(c<<5)|0;break}while(0);b=e+(d<<5)|0;g=e+(c<<5)|0;h=b+32|0;if((i|0)!=(j|0)){e=i+-32-m|0;c=i;d=b;while(1){i=c;c=c+-32|0;p[d+-32>>3]=+p[c>>3];p[d+-24>>3]=+p[i+-24>>3];p[d+-16>>3]=+p[i+-16>>3];p[d+-8>>3]=+p[i+-8>>3];if((c|0)==(j|0))break;else d=d+-32|0}b=b+(~(e>>>5)<<5)|0}f[a>>2]=b;f[k>>2]=h;f[l>>2]=g;if(!m)return;sOb(m);return}function y5a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;x=u;u=u+416|0;w=x+80|0;d=x+376|0;s=x+368|0;m=x+392|0;o=x+352|0;t=x+132|0;v=x;l=x+120|0;e=x+104|0;q=x+116|0;wqb(d);i=+n[d+8>>2];z=i-+n[d>>2];n[s>>2]=z;j=+n[d+12>>2];y=j-+n[d+4>>2];r=s+4|0;n[r>>2]=y;if(!(!(z<=1.0)&!(y<=1.0))){u=x;return}b[m>>0]=0;b[m+1>>0]=1;Q=m+2|0;P=m+8|0;b[Q>>0]=0;b[Q+1>>0]=0;b[Q+2>>0]=0;b[Q+3>>0]=0;b[Q+4>>0]=0;b[Q+5>>0]=0;Q=m+12|0;b[P>>0]=1;b[P+1>>0]=1;b[P+2>>0]=1;b[P+3>>0]=1;b[Q>>0]=0;b[Q+1>>0]=0;b[Q+2>>0]=0;b[Q+3>>0]=0;n[w>>2]=i+-1.0;n[w+4>>2]=j+-1.0;dkb(t,c,d,w,s,o);f[v>>2]=f[t>>2];Q=v+4|0;f[Q>>2]=f[t+4>>2];P=v+8|0;f[P>>2]=f[t+8>>2];O=v+12|0;n[O>>2]=-+n[t+12>>2];N=v+16|0;f[N>>2]=f[t+16>>2];M=v+20|0;f[M>>2]=f[t+20>>2];L=v+24|0;f[L>>2]=f[t+24>>2];K=v+28|0;n[K>>2]=-+n[t+28>>2];J=v+32|0;f[J>>2]=f[t+32>>2];I=v+36|0;f[I>>2]=f[t+36>>2];H=v+40|0;f[H>>2]=f[t+40>>2];G=v+44|0;n[G>>2]=-+n[t+44>>2];F=v+48|0;f[F>>2]=f[t+48>>2];E=v+52|0;f[E>>2]=f[t+52>>2];D=v+56|0;f[D>>2]=f[t+56>>2];C=v+60|0;n[C>>2]=-+n[t+60>>2];B=v+64|0;f[B>>2]=f[t+64>>2];A=v+68|0;f[A>>2]=f[t+68>>2];d=v+72|0;f[d>>2]=f[t+72>>2];g=v+76|0;n[g>>2]=-+n[t+76>>2];f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;z5a(l,5);h=f[l>>2]|0;f[h>>2]=f[v>>2];f[h+4>>2]=f[Q>>2];f[h+8>>2]=f[P>>2];f[h+12>>2]=f[O>>2];f[h+44>>2]=f[N>>2];f[h+48>>2]=f[M>>2];f[h+52>>2]=f[L>>2];f[h+56>>2]=f[K>>2];f[h+88>>2]=f[J>>2];f[h+92>>2]=f[I>>2];f[h+96>>2]=f[H>>2];f[h+100>>2]=f[G>>2];f[h+132>>2]=f[F>>2];f[h+136>>2]=f[E>>2];f[h+140>>2]=f[D>>2];f[h+144>>2]=f[C>>2];f[h+176>>2]=f[B>>2];f[h+180>>2]=f[A>>2];f[h+184>>2]=f[d>>2];f[h+188>>2]=f[g>>2];A5a(l);B5a(e,l);h=pOb(56)|0;p[w>>3]=+n[o>>2];p[w+8>>3]=+n[o+4>>2];p[w+16>>3]=+n[o+8>>2];Mlb(h,e,w);g=f[e>>2]|0;if(g|0){d=e+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-88-g|0)>>>0)/88|0)*88|0);sOb(g)}g=okb(m,c,5,v,o)|0;d=f[l>>2]|0;if(d|0){e=f[k>>2]|0;if((e|0)!=(d|0))f[k>>2]=e+(~(((e+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}C5a(w,0,c,g);bjb(o,c,0,0,0);f[q>>2]=h;Skb(t,m,c,o,q);d=f[q>>2]|0;f[q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);p[v>>3]=+n[s>>2];p[v+8>>3]=+n[r>>2];D5a(a,c,t,v,w);Rkb(t);d=f[w>>2]|0;if(d|0){h=w+4|0;e=f[h>>2]|0;if((e|0)!=(d|0)){do{g=e+-8|0;f[h>>2]=g;e=f[e+-4>>2]|0;if(!e)e=g;else{iOb(e);e=f[h>>2]|0}}while((e|0)!=(d|0));d=f[w>>2]|0}sOb(d)}u=x;return}function z5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/44|0)>>>0>=b>>>0){do{d=c+44|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=(f[k>>2]|0)+44|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/44|0;c=e+b|0;if(c>>>0>97612893)AMb(a);g=(g-d|0)/44|0;i=g<<1;c=g>>>0<48806446?(i>>>0<c>>>0?c:i):97612893;do if(!c)h=0;else if(c>>>0>97612893)vd();else{h=pOb(c*44|0)|0;break}while(0);i=h+(e*44|0)|0;g=i;e=h+(c*44|0)|0;c=i;h=g;do{d=c+44|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=h+44|0;h=c;b=b+-1|0}while((b|0)!=0);c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=b;b=b+-44|0;g=d;d=d+-44|0;f[b>>2]=f[d>>2];f[i+-40>>2]=f[g+-40>>2];f[i+-36>>2]=f[g+-36>>2];f[i+-32>>2]=f[g+-32>>2];f[i+-28>>2]=f[g+-28>>2];f[i+-24>>2]=f[g+-24>>2];f[i+-20>>2]=f[g+-20>>2];f[i+-16>>2]=f[g+-16>>2];f[i+-12>>2]=f[g+-12>>2];f[i+-8>>2]=f[g+-8>>2];f[i+-4>>2]=f[g+-4>>2]}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function A5a(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0;d=f[a>>2]|0;b=(f[a+4>>2]|0)-d|0;c=(b|0)/44|0;b=(b|0)==0;if(b)return;else a=0;do{j=d+(a*44|0)+12|0;n[j>>2]=-+n[j>>2];h=+n[d+(a*44|0)>>2];g=+K(+h);n[d+(a*44|0)+16>>2]=g;g=+n[d+(a*44|0)+4>>2];e=+K(+g);n[d+(a*44|0)+20>>2]=e;e=+n[d+(a*44|0)+8>>2];i=+K(+e);n[d+(a*44|0)+24>>2]=i;n[d+(a*44|0)+28>>2]=h>=0.0?1.0:-1.0;n[d+(a*44|0)+32>>2]=g>=0.0?1.0:-1.0;n[d+(a*44|0)+36>>2]=e>=0.0?1.0:-1.0;a=a+1|0}while(a>>>0<c>>>0);if(b)return;else a=0;do{g=+n[d+(a*44|0)>>2];h=+n[d+(a*44|0)+4>>2];i=+n[d+(a*44|0)+8>>2];i=g*g+(h*h+i*i);n[d+(a*44|0)+40>>2]=i==0.0?0.0:1.0/i;a=a+1|0}while(a>>>0<c>>>0);return}function B5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0;q=u;u=u+32|0;d=q+12|0;l=q;c=f[b>>2]|0;k=(f[b+4>>2]|0)-c|0;m=(k|0)/44|0;f[d>>2]=0;o=d+4|0;f[o>>2]=0;f[d+8>>2]=0;k=(k|0)==0;if(k){j=0;e=0;i=0}else{if(m>>>0>268435455)AMb(d);g=pOb(m<<4)|0;f[d>>2]=g;e=g+(m<<4)|0;f[d+8>>2]=e;f[o>>2]=e;b=0;do{f[g+(b<<4)>>2]=f[c+(b*44|0)>>2];f[g+(b<<4)+4>>2]=f[c+(b*44|0)+4>>2];f[g+(b<<4)+8>>2]=f[c+(b*44|0)+8>>2];n[g+(b<<4)+12>>2]=-+n[c+(b*44|0)+12>>2];b=b+1|0}while(b>>>0<m>>>0);j=g;i=g}f[l>>2]=0;d=l+4|0;f[d>>2]=0;f[l+8>>2]=0;if(k){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;N6a(a)}else{if(m>>>0>134217727)AMb(l);g=pOb(m<<5)|0;f[l>>2]=g;h=g+(m<<5)|0;f[l+8>>2]=h;f[d>>2]=h;b=0;do{t=+n[j+(b<<4)+4>>2];s=+n[j+(b<<4)+8>>2];r=+n[j+(b<<4)+12>>2];p[g+(b<<5)>>3]=+n[j+(b<<4)>>2];p[g+(b<<5)+8>>3]=t;p[g+(b<<5)+16>>3]=s;p[g+(b<<5)+24>>3]=r;b=b+1|0}while(b>>>0<m>>>0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;if(!k){M6a(a,m);c=f[a>>2]|0;b=0;do{p[c+(b*88|0)>>3]=+p[g+(b<<5)>>3];p[c+(b*88|0)+8>>3]=+p[g+(b<<5)+8>>3];p[c+(b*88|0)+16>>3]=+p[g+(b<<5)+16>>3];p[c+(b*88|0)+24>>3]=+p[g+(b<<5)+24>>3];b=b+1|0}while((b|0)!=(m|0))}N6a(a);if((h|0)!=(g|0))f[d>>2]=h+(~((h+-32-g|0)>>>5)<<5);sOb(g)}if(!j){u=q;return}if((e|0)!=(j|0))f[o>>2]=e+(~((e+-16-j|0)>>>4)<<4);sOb(i);u=q;return}function C5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o+8|0;k=o;f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;ykb(c,d);m=j+4|0;n=j+8|0;b=pOb(8192)|0;f[j>>2]=b;f[m>>2]=b;f[n>>2]=b+8192;Ckb(c,d,1024,j);b=f[j>>2]|0;e=f[m>>2]|0;if((b|0)!=(e|0)){h=a+8|0;i=k+4|0;g=e;do{if((b|0)!=(g|0)){do{ARa(k,c,b);e=f[l>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){f[e>>2]=f[k>>2];f[e+4>>2]=f[i>>2];f[k>>2]=0;f[i>>2]=0;f[l>>2]=e+8}else{L6a(a,k);e=f[i>>2]|0;if(e|0)iOb(e)}b=b+8|0}while((b|0)!=(g|0));e=f[j>>2]|0;g=f[m>>2]|0;b=e;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-8-e|0)>>>3)<<3)}Ckb(c,d,(f[n>>2]|0)-b>>3,j);b=f[j>>2]|0;g=f[m>>2]|0}while((b|0)!=(g|0))}if(!b){zkb(c,d);u=o;return}sOb(b);zkb(c,d);u=o;return}function D5a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0;V=u;u=u+752|0;U=V+216|0;H=V+184|0;I=V+736|0;i=V+720|0;T=V+704|0;Q=V+692|0;h=V+672|0;j=V+656|0;k=V+648|0;q=V+644|0;R=V+160|0;P=V+136|0;l=V+640|0;O=V+628|0;M=V+616|0;m=V+596|0;o=V+584|0;N=V+112|0;L=V+88|0;K=V+64|0;E=V+24|0;F=V;G=a9a(AQa(c)|0)|0;ojb(U,G,e,0);p[H>>3]=-+p[U+8>>3];A=H+8|0;p[A>>3]=-+p[U+16>>3];B=H+16|0;p[B>>3]=-+p[U+24>>3];C=H+24|0;p[C>>3]=-+p[U+32>>3];U=IAa(G)|0;f[i>>2]=a;f[i+4>>2]=H;f[i+8>>2]=U;f[i+12>>2]=I;f[T>>2]=0;U=T+4|0;f[U>>2]=0;f[T+8>>2]=0;f[Q>>2]=0;S=Q+4|0;f[S>>2]=0;f[Q+8>>2]=0;f[h>>2]=I;f[h+4>>2]=a;f[h+8>>2]=i;f[h+12>>2]=T;f[h+16>>2]=Q;f[j>>2]=a;f[j+4>>2]=I;f[j+8>>2]=H;f[j+12>>2]=h;f[k>>2]=-1;f[q>>2]=-16777216;h=ySa(c)|0;e=f[h+12>>2]|0;h=f[h+16>>2]|0;i=(h|0)==0;if(!i)gOb(h);if(e|0){D=$Cb(+n[e+152>>2]*255.0)|0;z=$Cb(+n[e+156>>2]*255.0)|0;J=$Cb(+n[e+160>>2]*255.0)|0;J=z<<8&65280|D&255|J<<16&16711680|(~~+iQb(+(+n[e+164>>2]*255.0))&255)<<24;f[k>>2]=J}if(!i)iOb(h);h=ySa(c)|0;e=f[h+4>>2]|0;h=f[h+8>>2]|0;i=(h|0)==0;if(!i)gOb(h);if(e|0){D=$Cb(+n[e+152>>2]*255.0)|0;z=$Cb(+n[e+156>>2]*255.0)|0;J=$Cb(+n[e+160>>2]*255.0)|0;J=z<<8&65280|D&255|J<<16&16711680|(~~+iQb(+(+n[e+164>>2]*255.0))&255)<<24;f[q>>2]=J}if(!i)iOb(h);J=R+16|0;f[R>>2]=4e4;f[R+4>>2]=j;f[R+8>>2]=I;f[J>>2]=R;D=P+16|0;f[P>>2]=40044;f[P+4>>2]=k;f[P+8>>2]=j;f[P+12>>2]=I;f[D>>2]=P;f[l>>2]=a;f[O>>2]=0;z=O+4|0;f[z>>2]=0;f[O+8>>2]=0;f[M>>2]=0;y=M+4|0;f[y>>2]=0;f[M+8>>2]=0;f[m>>2]=I;f[m+4>>2]=a;f[m+8>>2]=l;f[m+12>>2]=O;f[m+16>>2]=M;f[o>>2]=H;f[o+4>>2]=a;f[o+8>>2]=m;t=o;x=N+16|0;f[N>>2]=40088;f[N+4>>2]=t;f[x>>2]=N;w=L+16|0;f[L>>2]=40132;f[L+4>>2]=t;f[L+8>>2]=q;f[w>>2]=L;t=K+16|0;f[K>>2]=40176;f[t>>2]=K;v=hjb(c)|0;e=f[g>>2]|0;a=f[g+4>>2]|0;if((e|0)!=(a|0)){l=E+8|0;m=E+16|0;o=E+24|0;q=I+12|0;g=I+4|0;r=I+8|0;s=I+13|0;do{Vib(E,c,G,f[e>>2]|0,0);W=+p[C>>3]+(+p[H>>3]*+p[E>>3]+(+p[A>>3]*+p[l>>3]+ +p[B>>3]*+p[m>>3]));b[q>>0]=(W<0.0?1:W*W<+p[o>>3])&1;k=f[e>>2]|0;i=f[k+96>>2]|0;k=f[(f[(f[k+4>>2]|0)+44>>2]|0)+52>>2]|0;if(!(k&4)){j=i+120|0;h=b[j>>0]|0;if(h&8){BIa(i);h=b[j>>0]|0}if(!(h&1))h=v;else h=ijb(v)|0}else h=0;f[I>>2]=h;h=k&3;f[g>>2]=h;i=f[e>>2]|0;j=f[i+196>>2]|0;if(j&1048576){h=lJa(i)|0;i=f[e>>2]|0;h=f[(f[(f[h>>2]|0)+44>>2]|0)+52>>2]&3;j=f[i+196>>2]|0}f[r>>2]=h;b[s>>0]=j>>>1&1;Qlb(d,i,E,F,R,N,K,P,L)|0;e=e+8|0}while((e|0)!=(a|0))}e=f[t>>2]|0;if((K|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[w>>2]|0;if((L|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[x>>2]|0;if((N|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[M>>2]|0;if(e|0){h=f[y>>2]|0;if((h|0)!=(e|0))f[y>>2]=h+(~(((h+-48-e|0)>>>0)/48|0)*48|0);sOb(e)}e=f[O>>2]|0;if(e|0){h=f[z>>2]|0;if((h|0)!=(e|0))f[z>>2]=h+(~(((h+-48-e|0)>>>0)/48|0)*48|0);sOb(e)}e=f[D>>2]|0;if((P|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[J>>2]|0;if((R|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[Q>>2]|0;if(e|0){h=f[S>>2]|0;if((h|0)!=(e|0))f[S>>2]=h+(~(((h+-72-e|0)>>>0)/72|0)*72|0);sOb(e)}e=f[T>>2]|0;if(!e){u=V;return}h=f[U>>2]|0;if((h|0)!=(e|0))f[U>>2]=h+(~(((h+-72-e|0)>>>0)/72|0)*72|0);sOb(e);u=V;return}function E5a(a){a=a|0;return}function F5a(a){a=a|0;sOb(a);return}function G5a(a){a=a|0;a=pOb(8)|0;f[a>>2]=40176;return a|0}function H5a(a,b){a=a|0;b=b|0;f[b>>2]=40176;return}function I5a(a){a=a|0;return}function J5a(a){a=a|0;sOb(a);return}function K5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function L5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==194869?a+4|0:0)|0}function M5a(a){a=a|0;return 15368}function N5a(a){a=a|0;return}function O5a(a){a=a|0;sOb(a);return}function P5a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=40132;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function Q5a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=40132;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function R5a(a){a=a|0;return}function S5a(a){a=a|0;sOb(a);return}function T5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0;d=u;u=u+16|0;e=d;g=f[a+4>>2]|0;a=f[a+8>>2]|0;b=f[b>>2]|0;j=c+116|0;i=f[j+4>>2]|0;c=e;f[c>>2]=f[j>>2];f[c+4>>2]=i;f[e+8>>2]=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;W5a(g,b,e,1);u=d;return}function U5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==195461?a+4|0:0)|0}function V5a(a){a=a|0;return 15400}function W5a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0;P=u;u=u+192|0;N=P+96|0;O=P+48|0;w=P;h=f[a+4>>2]|0;m=+p[c>>3];o=+p[c+24>>3];g=c+8|0;if(m==o){k=+p[g>>3];l=+p[c+32>>3];if(k==l)if(+p[c+16>>3]==+p[c+40>>3]){u=P;return}}else{k=+p[g>>3];l=+p[c+32>>3]}p[w>>3]=m;t=w+8|0;p[t>>3]=k;V=+p[c+16>>3];v=w+16|0;p[v>>3]=V;s=w+24|0;p[s>>3]=o;x=w+32|0;p[x>>3]=l;Q=+p[c+40>>3];y=w+40|0;p[y>>3]=Q;c=f[a>>2]|0;T=+p[c>>3];S=+p[c+8>>3];R=+p[c+16>>3];U=+p[c+24>>3];j=w+24|0;g=U+(T*m+(S*k+R*V))>=0.0;if(g^U+(T*o+(S*l+R*Q))>=0.0){cCa(N,c,w,j);i=(g^1)&1;V=+p[N>>3];L=w+(i*24|0)|0;p[N>>3]=+p[L>>3];p[L>>3]=V;L=N+8|0;V=+p[L>>3];M=w+(i*24|0)+8|0;p[L>>3]=+p[M>>3];p[M>>3]=V;p[w+(i*24|0)+16>>3]=+p[N+16>>3];i=9}else if(g){d=h+2944|0;f[d>>2]=(f[d>>2]|0)+1}else i=9;a:do if((i|0)==9){M=f[a+8>>2]|0;g=f[M+4>>2]|0;if(!e)if(!(b[(f[M>>2]|0)+13>>0]|0)){q=g+2852|0;r=g+2856|0;if((f[q>>2]|0)!=(f[r>>2]|0)){L=M+12|0;g=f[L>>2]|0;h=f[g>>2]|0;c=g+4|0;a=f[c>>2]|0;if((a|0)==(h|0))n=g;else{f[c>>2]=a+(~(((a+-48-h|0)>>>0)/48|0)*48|0);h=f[L>>2]|0;n=h;h=f[h+4>>2]|0}k=+p[w>>3];p[N>>3]=k;j=N+8|0;p[j>>3]=+p[t>>3];e=N+16|0;p[e>>3]=+p[v>>3];i=N+24|0;p[i>>3]=+p[s>>3];a=N+32|0;p[a>>3]=+p[x>>3];c=N+40|0;p[c>>3]=+p[y>>3];g=n+4|0;if(h>>>0<(f[n+8>>2]|0)>>>0){f[h>>2]=f[N>>2];f[h+4>>2]=f[N+4>>2];f[h+8>>2]=f[N+8>>2];f[h+12>>2]=f[N+12>>2];f[h+16>>2]=f[N+16>>2];f[h+20>>2]=f[N+20>>2];p[h>>3]=k;p[h+8>>3]=+p[j>>3];p[h+16>>3]=+p[e>>3];K=h+24|0;f[K>>2]=f[i>>2];f[K+4>>2]=f[i+4>>2];f[K+8>>2]=f[i+8>>2];f[K+12>>2]=f[i+12>>2];f[K+16>>2]=f[i+16>>2];f[K+20>>2]=f[i+20>>2];p[K>>3]=+p[i>>3];p[h+32>>3]=+p[a>>3];p[h+40>>3]=+p[c>>3];f[g>>2]=(f[g>>2]|0)+48}else X5a(n,N);g=f[q>>2]|0;s=f[r>>2]|0;if((g|0)!=(s|0)){t=M+16|0;v=N+8|0;w=N+16|0;x=N+24|0;y=N+32|0;z=N+40|0;A=N+48|0;B=N+56|0;C=O+8|0;D=N+64|0;E=O+16|0;F=O+24|0;G=N+72|0;H=N+80|0;I=O+32|0;J=N+88|0;K=O+40|0;do{c=f[t>>2]|0;a=f[c>>2]|0;h=c+4|0;i=f[h>>2]|0;if((i|0)!=(a|0)){f[h>>2]=i+(~(((i+-48-a|0)>>>0)/48|0)*48|0);c=f[t>>2]|0}r=f[L>>2]|0;j=f[c>>2]|0;f[c>>2]=f[r>>2];f[r>>2]=j;j=c+4|0;q=r+4|0;n=f[j>>2]|0;f[j>>2]=f[q>>2];f[q>>2]=n;q=c+8|0;c=r+8|0;r=f[q>>2]|0;f[q>>2]=f[c>>2];f[c>>2]=r;c=f[g>>2]|0;r=f[g+4>>2]|0;if((c|0)!=(r|0))do{i=f[t>>2]|0;a=(f[i+4>>2]|0)-(f[i>>2]|0)|0;b:do if(a|0){a=(a|0)/48|0;h=0;while(1){i=f[i>>2]|0;e=i+(h*48|0)|0;switch((S6a(c,e,N,0.0)|0)<<24>>24){case 4:case 2:case 0:{h=h+1|0;break}case 1:{j=f[L>>2]|0;n=j+4|0;q=f[n>>2]|0;if((q|0)==(f[j+8>>2]|0))Y5a(j,e);else{p[q>>3]=+p[e>>3];p[q+8>>3]=+p[i+(h*48|0)+8>>3];p[q+16>>3]=+p[i+(h*48|0)+16>>3];p[q+24>>3]=+p[i+(h*48|0)+24>>3];p[q+32>>3]=+p[i+(h*48|0)+32>>3];p[q+40>>3]=+p[i+(h*48|0)+40>>3];f[n>>2]=q+48}j=f[t>>2]|0;i=(f[j>>2]|0)+(h*48|0)|0;e=i+48|0;j=j+4|0;n=f[j>>2]|0;if((e|0)!=(n|0))do{V=+p[e>>3];p[e>>3]=+p[i>>3];p[i>>3]=V;W=e+8|0;V=+p[W>>3];q=i+8|0;p[W>>3]=+p[q>>3];p[q>>3]=V;q=e+16|0;V=+p[q>>3];W=i+16|0;p[q>>3]=+p[W>>3];p[W>>3]=V;W=e+24|0;V=+p[W>>3];q=i+24|0;p[W>>3]=+p[q>>3];p[q>>3]=V;q=e+32|0;V=+p[q>>3];W=i+32|0;p[q>>3]=+p[W>>3];p[W>>3]=V;W=e+40|0;V=+p[W>>3];q=i+40|0;p[W>>3]=+p[q>>3];p[q>>3]=V;e=e+48|0;i=i+48|0}while((e|0)!=(n|0));if((n|0)!=(i|0))f[j>>2]=n+(~(((n+-48-i|0)>>>0)/48|0)*48|0);a=a+-1|0;break}case 3:{S=+p[v>>3];T=+p[w>>3];U=+p[x>>3];V=+p[y>>3];k=+p[z>>3];p[e>>3]=+p[N>>3];p[i+(h*48|0)+8>>3]=S;p[i+(h*48|0)+16>>3]=T;p[i+(h*48|0)+24>>3]=U;p[i+(h*48|0)+32>>3]=V;p[i+(h*48|0)+40>>3]=k;i=f[L>>2]|0;k=+p[A>>3];p[O>>3]=k;p[C>>3]=+p[B>>3];p[E>>3]=+p[D>>3];p[F>>3]=+p[G>>3];p[I>>3]=+p[H>>3];p[K>>3]=+p[J>>3];e=i+4|0;j=f[e>>2]|0;if(j>>>0<(f[i+8>>2]|0)>>>0){f[j>>2]=f[O>>2];f[j+4>>2]=f[O+4>>2];f[j+8>>2]=f[O+8>>2];f[j+12>>2]=f[O+12>>2];f[j+16>>2]=f[O+16>>2];f[j+20>>2]=f[O+20>>2];p[j>>3]=k;p[j+8>>3]=+p[C>>3];p[j+16>>3]=+p[E>>3];W=j+24|0;f[W>>2]=f[F>>2];f[W+4>>2]=f[F+4>>2];f[W+8>>2]=f[F+8>>2];f[W+12>>2]=f[F+12>>2];f[W+16>>2]=f[F+16>>2];f[W+20>>2]=f[F+20>>2];p[W>>3]=+p[F>>3];p[j+32>>3]=+p[I>>3];p[j+40>>3]=+p[K>>3];f[e>>2]=(f[e>>2]|0)+48}else Z5a(i,O);h=h+1|0;break}default:{}}if(h>>>0>=a>>>0)break b;i=f[t>>2]|0}}while(0);c=c+32|0}while((c|0)!=(r|0));g=g+12|0}while((g|0)!=(s|0))}j=f[L>>2]|0;g=f[j>>2]|0;j=f[j+4>>2]|0;if((g|0)==(j|0))break;e=M+8|0;while(1){c=f[f[e>>2]>>2]|0;a=g+24|0;h=c+2652|0;i=f[h>>2]|0;if(i>>>0<(f[c+2656>>2]|0)>>>0){p[i>>3]=+p[g>>3];p[i+8>>3]=+p[g+8>>3];p[i+16>>3]=+p[g+16>>3];p[i+24>>3]=+p[a>>3];p[i+32>>3]=+p[g+32>>3];p[i+40>>3]=+p[g+40>>3];W=i+48|0;f[W>>2]=f[d>>2];f[W+4>>2]=f[d+4>>2];f[W+8>>2]=f[d+8>>2];f[h>>2]=(f[h>>2]|0)+64}else b4a(c+2648|0,g,a,d);W=c+2940|0;f[W>>2]=(f[W>>2]|0)+1;g=g+48|0;if((g|0)==(j|0))break a}}}g=f[f[M+8>>2]>>2]|0;c=g+2652|0;a=f[c>>2]|0;if(a>>>0<(f[g+2656>>2]|0)>>>0){p[a>>3]=+p[w>>3];p[a+8>>3]=+p[t>>3];p[a+16>>3]=+p[v>>3];p[a+24>>3]=+p[j>>3];p[a+32>>3]=+p[x>>3];p[a+40>>3]=+p[y>>3];W=a+48|0;f[W>>2]=f[d>>2];f[W+4>>2]=f[d+4>>2];f[W+8>>2]=f[d+8>>2];f[c>>2]=(f[c>>2]|0)+64}else b4a(g+2648|0,w,j,d);W=g+2940|0;f[W>>2]=(f[W>>2]|0)+1}while(0);u=P;return}function X5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];e=g+(h*48|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{n=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function Y5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];p[g+(h*48|0)+24>>3]=+p[b+24>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{h=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[h+-40>>3];p[c+-32>>3]=+p[h+-32>>3];p[c+-24>>3]=+p[h+-24>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function Z5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];e=g+(h*48|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{n=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function _5a(a){a=a|0;return}function $5a(a){a=a|0;sOb(a);return}function a6a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=40088;f[b+4>>2]=f[a+4>>2];return b|0}function b6a(a,b){a=a|0;b=b|0;f[b>>2]=40088;f[b+4>>2]=f[a+4>>2];return}function c6a(a){a=a|0;return}function d6a(a){a=a|0;sOb(a);return}function e6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=u;u=u+32|0;l=e+16|0;g=e;a=f[a+4>>2]|0;b=f[b>>2]|0;yqb(l,c,f[d>>2]|0);i=$Cb(+n[l>>2]*255.0)|0;j=$Cb(+n[l+4>>2]*255.0)|0;h=$Cb(+n[l+8>>2]*255.0)|0;d=~~+iQb(+(+n[l+12>>2]*255.0))&255;l=c+116|0;k=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[g+8>>2]=j<<8&65280|i&255|h<<16&16711680|(d&255)<<24;W5a(a,b,g,0);u=e;return}function f6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==196051?a+4|0:0)|0}function g6a(a){a=a|0;return 15432}function h6a(a){a=a|0;sOb(a);return}function i6a(a){a=a|0;var b=0,c=0;b=pOb(16)|0;c=a+4|0;f[b>>2]=40044;a=b+4|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];return b|0}function j6a(a,b){a=a|0;b=b|0;a=a+4|0;f[b>>2]=40044;b=b+4|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return}function k6a(a){a=a|0;return}function l6a(a){a=a|0;sOb(a);return}function m6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;d=u;u=u+16|0;e=d;j=f[a+4>>2]|0;i=f[a+8>>2]|0;g=f[b>>2]|0;b=f[(f[a+12>>2]|0)+8>>2]|0;k=c+116|0;a=f[k+4>>2]|0;c=e;f[c>>2]=f[k>>2];f[c+4>>2]=a;f[e+8>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;p6a(i,g,e,b,1);u=d;return}function n6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==196641?a+4|0:0)|0}function o6a(a){a=a|0;return 15464}function p6a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0.0,n=0,o=0;o=u;u=u+224|0;k=o+144|0;n=o;l=f[a>>2]|0;m=+p[c>>3];j=+p[c+24>>3];if(m==j)if(+p[c+8>>3]==+p[c+32>>3]){if(!(+p[c+16>>3]==+p[c+40>>3]))h=4}else h=4;else h=4;do if((h|0)==4){i=+p[c+48>>3];if(m==i)if(+p[c+8>>3]==+p[c+56>>3])if(+p[c+16>>3]==+p[c+64>>3])break;if(j==i)if(+p[c+32>>3]==+p[c+56>>3])if(+p[c+40>>3]==+p[c+64>>3])break;if((e|0)==1){p[k>>3]=i;p[k+8>>3]=+p[c+56>>3];p[k+16>>3]=+p[c+64>>3];p[k+24>>3]=j;p[k+32>>3]=+p[c+32>>3];p[k+40>>3]=+p[c+40>>3];p[k+48>>3]=m;p[k+56>>3]=+p[c+8>>3];p[k+64>>3]=+p[c+16>>3];c=k}if(!(b[(f[a+4>>2]|0)+12>>0]|0))q6a(f[a+12>>2]|0,c,d,g);else{h=bCa(f[a+8>>2]|0,c,n)|0;if(h|0){c=a+12|0;q6a(f[c>>2]|0,n,d,g);if(h>>>0>3)q6a(f[c>>2]|0,n+72|0,d,g)}}u=o;return}while(0);n=l+2932|0;f[n>>2]=(f[n>>2]|0)+1;u=o;return}function q6a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0;r=u;u=u+1488|0;l=f[a+4>>2]|0;if(!e)if(!(b[(f[a>>2]|0)+13>>0]|0))if((f[(l+2852|0)>>2]|0)!=(f[(l+2856|0)>>2]|0)){e=f[(a+12|0)>>2]|0;h=f[e>>2]|0;g=f[(e+4|0)>>2]|0;if((g|0)!=(h|0)){f[(e+4|0)>>2]=g+(~(((g+-72-h|0)>>>0)/72|0)*72|0);h=f[(a+12|0)>>2]|0;e=h;h=f[h+4>>2]|0}j=+p[c>>3];p[(r+72|0)>>3]=j;p[((r+72|0)+8|0)>>3]=+p[c+8>>3];p[((r+72|0)+16|0)>>3]=+p[c+16>>3];i=(r+72|0)+24|0;p[i>>3]=+p[c+24>>3];p[((r+72|0)+32|0)>>3]=+p[c+32>>3];p[((r+72|0)+40|0)>>3]=+p[c+40>>3];k=(r+72|0)+48|0;p[k>>3]=+p[c+48>>3];p[((r+72|0)+56|0)>>3]=+p[c+56>>3];p[((r+72|0)+64|0)>>3]=+p[c+64>>3];g=e+4|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[(r+72|0)>>2];f[h+4>>2]=f[(r+72|0)+4>>2];f[h+8>>2]=f[(r+72|0)+8>>2];f[h+12>>2]=f[(r+72|0)+12>>2];f[h+16>>2]=f[(r+72|0)+16>>2];f[h+20>>2]=f[(r+72|0)+20>>2];p[h>>3]=j;p[h+8>>3]=+p[((r+72|0)+8|0)>>3];p[h+16>>3]=+p[((r+72|0)+16|0)>>3];q=h+24|0;f[q>>2]=f[i>>2];f[q+4>>2]=f[i+4>>2];f[q+8>>2]=f[i+8>>2];f[q+12>>2]=f[i+12>>2];f[q+16>>2]=f[i+16>>2];f[q+20>>2]=f[i+20>>2];p[q>>3]=+p[i>>3];p[h+32>>3]=+p[((r+72|0)+32|0)>>3];p[h+40>>3]=+p[((r+72|0)+40|0)>>3];q=h+48|0;f[q>>2]=f[k>>2];f[q+4>>2]=f[k+4>>2];f[q+8>>2]=f[k+8>>2];f[q+12>>2]=f[k+12>>2];f[q+16>>2]=f[k+16>>2];f[q+20>>2]=f[k+20>>2];p[q>>3]=+p[k>>3];p[h+56>>3]=+p[((r+72|0)+56|0)>>3];p[h+64>>3]=+p[((r+72|0)+64|0)>>3];f[g>>2]=(f[g>>2]|0)+72}else s6a(e,r+72|0);e=f[(l+2852|0)>>2]|0;q=f[(l+2856|0)>>2]|0;if((e|0)!=(q|0)){o=e;do{e=f[(a+16|0)>>2]|0;g=f[e>>2]|0;h=f[(e+4|0)>>2]|0;if((h|0)!=(g|0)){f[(e+4|0)>>2]=h+(~(((h+-72-g|0)>>>0)/72|0)*72|0);e=f[(a+16|0)>>2]|0}m=f[(a+12|0)>>2]|0;c=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=c;c=e+4|0;l=f[c>>2]|0;f[c>>2]=f[(m+4|0)>>2];f[(m+4|0)>>2]=l;l=e+8|0;e=f[l>>2]|0;f[l>>2]=f[(m+8|0)>>2];f[(m+8|0)>>2]=e;e=f[o>>2]|0;m=f[o+4>>2]|0;if((e|0)!=(m|0))do{h=f[(a+12|0)>>2]|0;l=(f[h+4>>2]|0)-(f[h>>2]|0)|0;a:do if(l|0){g=0;while(1){h=f[h>>2]|0;i=h+(g*72|0)|0;Q6a(r+288|0,e,i,r+72|0,0.0);if((b[(r+288|0)>>0]|0)==3){z=+p[((r+72|0)+8|0)>>3];y=+p[((r+72|0)+16|0)>>3];x=+p[((r+72|0)+24|0)>>3];w=+p[((r+72|0)+32|0)>>3];v=+p[((r+72|0)+40|0)>>3];t=+p[((r+72|0)+48|0)>>3];s=+p[((r+72|0)+56|0)>>3];j=+p[((r+72|0)+64|0)>>3];p[i>>3]=+p[(r+72|0)>>3];p[h+(g*72|0)+8>>3]=z;p[h+(g*72|0)+16>>3]=y;p[h+(g*72|0)+24>>3]=x;p[h+(g*72|0)+32>>3]=w;p[h+(g*72|0)+40>>3]=v;p[h+(g*72|0)+48>>3]=t;p[h+(g*72|0)+56>>3]=s;p[h+(g*72|0)+64>>3]=j;h=b[((r+288|0)+2|0)>>0]|0;if((h&255)>3){c=3;do{i=f[(a+12|0)>>2]|0;j=+p[(r+72|0)+(c*24|0)>>3];p[r>>3]=j;p[(r+8|0)>>3]=+p[(r+72|0)+(c*24|0)+8>>3];p[(r+16|0)>>3]=+p[(r+72|0)+(c*24|0)+16>>3];k=c+1|0;p[(r+24|0)>>3]=+p[(r+72|0)+(k*24|0)>>3];p[(r+32|0)>>3]=+p[(r+72|0)+(k*24|0)+8>>3];p[(r+40|0)>>3]=+p[(r+72|0)+(k*24|0)+16>>3];k=c+2|0;p[(r+48|0)>>3]=+p[(r+72|0)+(k*24|0)>>3];p[(r+56|0)>>3]=+p[(r+72|0)+(k*24|0)+8>>3];p[(r+64|0)>>3]=+p[(r+72|0)+(k*24|0)+16>>3];k=f[(i+4|0)>>2]|0;if(k>>>0<(f[i+8>>2]|0)>>>0){f[k>>2]=f[r>>2];f[k+4>>2]=f[r+4>>2];f[k+8>>2]=f[r+8>>2];f[k+12>>2]=f[r+12>>2];f[k+16>>2]=f[r+16>>2];f[k+20>>2]=f[r+20>>2];p[k>>3]=j;p[k+8>>3]=+p[(r+8|0)>>3];p[k+16>>3]=+p[(r+16|0)>>3];f[(k+24|0)>>2]=f[(r+24|0)>>2];f[(k+24|0)+4>>2]=f[(r+24|0)+4>>2];f[(k+24|0)+8>>2]=f[(r+24|0)+8>>2];f[(k+24|0)+12>>2]=f[(r+24|0)+12>>2];f[(k+24|0)+16>>2]=f[(r+24|0)+16>>2];f[(k+24|0)+20>>2]=f[(r+24|0)+20>>2];p[(k+24|0)>>3]=+p[(r+24|0)>>3];p[k+32>>3]=+p[(r+32|0)>>3];p[k+40>>3]=+p[(r+40|0)>>3];f[(k+48|0)>>2]=f[(r+48|0)>>2];f[(k+48|0)+4>>2]=f[(r+48|0)+4>>2];f[(k+48|0)+8>>2]=f[(r+48|0)+8>>2];f[(k+48|0)+12>>2]=f[(r+48|0)+12>>2];f[(k+48|0)+16>>2]=f[(r+48|0)+16>>2];f[(k+48|0)+20>>2]=f[(r+48|0)+20>>2];p[(k+48|0)>>3]=+p[(r+48|0)>>3];p[k+56>>3]=+p[(r+56|0)>>3];p[k+64>>3]=+p[(r+64|0)>>3];f[(i+4|0)>>2]=(f[(i+4|0)>>2]|0)+72}else{t6a(i,r);h=b[((r+288|0)+2|0)>>0]|0}c=c+3|0}while(c>>>0<(h&255)>>>0)}}g=g+1|0;if(g>>>0>=((l|0)/72|0)>>>0)break a;h=f[(a+12|0)>>2]|0}}while(0);i=f[(a+16|0)>>2]|0;g=(f[i+4>>2]|0)-(f[i>>2]|0)|0;b:do if(g|0){k=0;h=(g|0)/72|0;g=i;while(1){A=f[g>>2]|0;i=A+(k*72|0)|0;Q6a(r+288|0,e,i,r+72|0,0.0);c=1;l=b[(r+288|0)>>0]|0;f[r+320>>2]=a;f[r+400>>2]=k;f[r+408>>2]=h;f[r+808>>2]=A;f[r+816>>2]=g;f[r+824>>2]=i;f[r+1392>>2]=c;f[r+1400>>2]=l;f[r+1408>>2]=0;f[r+1412>>2]=0;L7a(r);k=f[r+400>>2]|0;h=f[r+408>>2]|0;g=f[r+816>>2]|0;G=f[r+1408>>2]|0;D=f[r+1412>>2]|0;H=+n[r+1412>>2];f[r+1408>>2]=0;f[r+1412>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break b}}}while(0);e=e+32|0}while((e|0)!=(m|0));o=o+12|0}while((o|0)!=(q|0))}g=f[(a+12|0)>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;if((e|0)==(g|0)){u=r;return}do{r6a(f[(a+8|0)>>2]|0,e,d);e=e+72|0}while((e|0)!=(g|0));u=r;return}r6a(f[a+8>>2]|0,c,d);u=r;return}function r6a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0;H=u;u=u+208|0;A=H+144|0;e=H+120|0;g=H+96|0;i=H+72|0;s=H+48|0;x=H+24|0;y=H;G=f[a>>2]|0;if(b[G+24>>0]|0){z=v6a(G+2948|0,d)|0;l=+p[c>>3];p[e>>3]=l;B=c+8|0;m=+p[B>>3];p[e+8>>3]=m;C=c+16|0;n=+p[C>>3];p[e+16>>3]=n;D=c+24|0;o=+p[D>>3];p[g>>3]=o;E=c+32|0;q=+p[E>>3];p[g+8>>3]=q;F=c+40|0;r=+p[F>>3];p[g+16>>3]=r;if(l!=o){j=o;k=l;h=5}else if(m!=q){j=q;k=m;h=5}else if(n<r)h=6;else h=7;if((h|0)==5)if(k<j)h=6;else h=7;if((h|0)==6){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(e,g)|0}else if((h|0)==7){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(g,e)|0}f[A+48>>2]=e;e=x6a(z,A)|0;t=c+48|0;v=c+56|0;w=c+64|0;g=e+144|0;h=f[g>>2]|0;if((h|0)!=2){r=+p[w>>3];q=+p[v>>3];o=+p[t>>3];n=+p[F>>3];m=+p[E>>3];l=+p[D>>3];k=+p[C>>3];j=+p[B>>3];I=+p[c>>3];f[g>>2]=h+1;p[e+(h*72|0)>>3]=I;p[e+(h*72|0)+8>>3]=j;p[e+(h*72|0)+16>>3]=k;p[e+(h*72|0)+24>>3]=l;p[e+(h*72|0)+32>>3]=m;p[e+(h*72|0)+40>>3]=n;p[e+(h*72|0)+48>>3]=o;p[e+(h*72|0)+56>>3]=q;p[e+(h*72|0)+64>>3]=r}l=+p[D>>3];p[i>>3]=l;m=+p[E>>3];p[i+8>>3]=m;n=+p[F>>3];p[i+16>>3]=n;o=+p[t>>3];p[s>>3]=o;q=+p[v>>3];p[s+8>>3]=q;r=+p[w>>3];p[s+16>>3]=r;if(l!=o){j=o;k=l;h=13}else if(m!=q){j=q;k=m;h=13}else if(n<r)h=14;else h=15;if((h|0)==13)if(k<j)h=14;else h=15;if((h|0)==14){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(i,s)|0}else if((h|0)==15){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(s,i)|0}f[A+48>>2]=e;h=x6a(z,A)|0;e=h+144|0;g=f[e>>2]|0;if((g|0)!=2){I=+p[w>>3];r=+p[v>>3];q=+p[t>>3];o=+p[F>>3];n=+p[E>>3];m=+p[D>>3];l=+p[C>>3];k=+p[B>>3];j=+p[c>>3];f[e>>2]=g+1;p[h+(g*72|0)>>3]=j;p[h+(g*72|0)+8>>3]=k;p[h+(g*72|0)+16>>3]=l;p[h+(g*72|0)+24>>3]=m;p[h+(g*72|0)+32>>3]=n;p[h+(g*72|0)+40>>3]=o;p[h+(g*72|0)+48>>3]=q;p[h+(g*72|0)+56>>3]=r;p[h+(g*72|0)+64>>3]=I}l=+p[t>>3];p[x>>3]=l;m=+p[v>>3];p[x+8>>3]=m;n=+p[w>>3];p[x+16>>3]=n;o=+p[c>>3];p[y>>3]=o;q=+p[B>>3];p[y+8>>3]=q;r=+p[C>>3];p[y+16>>3]=r;if(l!=o){j=o;k=l;h=21}else if(m!=q){j=q;k=m;h=21}else if(n<r)h=22;else h=23;if((h|0)==21)if(k<j)h=22;else h=23;if((h|0)==22){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(x,y)|0}else if((h|0)==23){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(y,x)|0}f[A+48>>2]=e;e=x6a(z,A)|0;g=e+144|0;h=f[g>>2]|0;if((h|0)!=2){I=+p[w>>3];r=+p[v>>3];q=+p[t>>3];o=+p[F>>3];n=+p[E>>3];m=+p[D>>3];l=+p[C>>3];k=+p[B>>3];j=+p[c>>3];f[g>>2]=h+1;p[e+(h*72|0)>>3]=j;p[e+(h*72|0)+8>>3]=k;p[e+(h*72|0)+16>>3]=l;p[e+(h*72|0)+24>>3]=m;p[e+(h*72|0)+32>>3]=n;p[e+(h*72|0)+40>>3]=o;p[e+(h*72|0)+48>>3]=q;p[e+(h*72|0)+56>>3]=r;p[e+(h*72|0)+64>>3]=I}}if(jjb(f[a+4>>2]|0,c,f[a+8>>2]|0,f[f[a+12>>2]>>2]|0,0)|0){d=G+2928|0;G=f[d>>2]|0;G=G+1|0;f[d>>2]=G;u=H;return}e=c+24|0;g=c+48|0;h=G+2640|0;i=f[h>>2]|0;if(i>>>0<(f[G+2644>>2]|0)>>>0){p[i>>3]=+p[c>>3];p[i+8>>3]=+p[c+8>>3];p[i+16>>3]=+p[c+16>>3];p[i+24>>3]=+p[e>>3];p[i+32>>3]=+p[c+32>>3];p[i+40>>3]=+p[c+40>>3];p[i+48>>3]=+p[g>>3];p[i+56>>3]=+p[c+56>>3];p[i+64>>3]=+p[c+64>>3];c=i+72|0;f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[h>>2]=(f[h>>2]|0)+88}else y6a(G+2636|0,c,e,g,d);d=G+2936|0;G=f[d>>2]|0;G=G+1|0;f[d>>2]=G;u=H;return}function s6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];e=g+(h*72|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];e=g+(h*72|0)+48|0;n=b+48|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{n=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[n+-64>>3];p[c+-56>>3]=+p[n+-56>>3];p[c+-48>>3]=+p[n+-48>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function t6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];e=g+(h*72|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];e=g+(h*72|0)+48|0;n=b+48|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{n=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[n+-64>>3];p[c+-56>>3]=+p[n+-56>>3];p[c+-48>>3]=+p[n+-48>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function u6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];p[g+(h*72|0)+24>>3]=+p[b+24>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];p[g+(h*72|0)+48>>3]=+p[b+48>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{h=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[h+-64>>3];p[c+-56>>3]=+p[h+-56>>3];p[c+-48>>3]=+p[h+-48>>3];p[c+-40>>3]=+p[h+-40>>3];p[c+-32>>3]=+p[h+-32>>3];p[c+-24>>3]=+p[h+-24>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function v6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(40)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];i=j+20|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[j+36>>2]=1.0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;B6a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function w6a(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0;c=+p[a>>3];if(c==0.0)e=0;else{p[s>>3]=c;d=X(f[s>>2]|0,1540483477)|0;e=X(f[s+4>>2]|0,1540483477)|0;e=(X((X(d>>>24^d,1540483477)|0)^-561034072,1540483477)|0)^(X(e>>>24^e,1540483477)|0);e=X(e>>>13^e,1540483477)|0;e=e>>>15^e}c=+p[a+8>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[a+16>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[b>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[b+8>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}d=(e>>>2)+(e<<6)+d^e;c=+p[b+16>>3];if(c==0.0){g=-1640531527;b=d<<6;a=d>>>2;b=a+b|0;g=b+g|0;g=g^d;return g|0}p[s>>3]=c;b=X(f[s>>2]|0,1540483477)|0;g=X(f[s+4>>2]|0,1540483477)|0;g=(X((X(b>>>24^b,1540483477)|0)^-561034072,1540483477)|0)^(X(g>>>24^g,1540483477)|0);g=X(g>>>13^g,1540483477)|0;g=(g>>>15^g)+-1640531527|0;b=d<<6;a=d>>>2;b=a+b|0;g=b+g|0;g=g^d;return g|0}function x6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0;t=f[b+48>>2]|0;r=a+4|0;h=f[r>>2]|0;s=(h|0)==0;a:do if(s)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)q=i&t;else if(t>>>0<h>>>0)q=t;else q=(t>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(q<<2)>>2]|0;if(!c)c=q;else{c=f[c>>2]|0;if(!c)c=q;else{j=b+8|0;k=b+16|0;l=b+24|0;m=b+32|0;o=b+40|0;if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(t|0)|(d&i|0)==(q|0))){c=q;break a}if((f[c+56>>2]|0)==(t|0))if(+p[c+8>>3]==+p[b>>3])if(+p[c+16>>3]==+p[j>>3])if(+p[c+24>>3]==+p[k>>3])if(+p[c+32>>3]==+p[l>>3])if(+p[c+40>>3]==+p[m>>3])if(+p[c+48>>3]==+p[o>>3])break;c=f[c>>2]|0;if(!c){c=q;break a}}a=c+64|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(q|0)){c=q;break a}}if((f[c+56>>2]|0)==(t|0))if(+p[c+8>>3]==+p[b>>3])if(+p[c+16>>3]==+p[j>>3])if(+p[c+24>>3]==+p[k>>3])if(+p[c+32>>3]==+p[l>>3])if(+p[c+40>>3]==+p[m>>3])if(+p[c+48>>3]==+p[o>>3])break;c=f[c>>2]|0;if(!c){c=q;break a}}a=c+64|0;return a|0}}}while(0);j=pOb(216)|0;p[j+8>>3]=+p[b>>3];p[j+16>>3]=+p[b+8>>3];p[j+24>>3]=+p[b+16>>3];p[j+32>>3]=+p[b+24>>3];p[j+40>>3]=+p[b+32>>3];p[j+48>>3]=+p[b+40>>3];f[j+56>>2]=t;dQb(j+64|0,0,152)|0;f[j+4>>2]=t;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(s|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;z6a(a,c>>>0<d>>>0?d:c);c=f[r>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&t;break}if(t>>>0<c>>>0){h=c;c=t}else{h=c;c=(t>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;u=43}}else{f[j>>2]=f[c>>2];u=43}if((u|0)==43)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+64|0;return a|0}function y6a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function z6a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){A6a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;A6a(a,b);return}function A6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();t=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=t;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;s=b+-1|0;t=(s&b|0)==0;if(t)c=c&s;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){r=d;b:while(1){c:do if(t){d=e;while(1){q=f[d+4>>2]&s;if((q|0)==(c|0))break c;e=(f[a>>2]|0)+(q<<2)|0;if(!(f[e>>2]|0)){c=q;break b}k=d+16|0;l=d+24|0;m=d+32|0;n=d+40|0;o=d+48|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+56>>2]|0;j=d+8|0;e=d;while(1){if((i|0)!=(f[h+56>>2]|0))break d;if(!(+p[j>>3]==+p[h+8>>3]))break d;if(!(+p[k>>3]==+p[h+16>>3]))break d;if(!(+p[l>>3]==+p[h+24>>3]))break d;if(!(+p[m>>3]==+p[h+32>>3]))break d;if(!(+p[n>>3]==+p[h+40>>3]))break d;if(!(+p[o>>3]==+p[h+48>>3]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{u=h;h=e;e=u}}}while(0);f[r>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(q<<2)>>2]>>2];f[f[(f[a>>2]|0)+(q<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=49;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)q=e;else q=(e>>>0)%(b>>>0)|0;if((q|0)==(c|0))break c;e=(f[a>>2]|0)+(q<<2)|0;if(!(f[e>>2]|0)){c=q;break b}k=d+16|0;l=d+24|0;m=d+32|0;n=d+40|0;o=d+48|0;h=f[d>>2]|0;e:do if(!h)e=d;else{i=f[d+56>>2]|0;j=d+8|0;e=d;while(1){if((i|0)!=(f[h+56>>2]|0))break e;if(!(+p[j>>3]==+p[h+8>>3]))break e;if(!(+p[k>>3]==+p[h+16>>3]))break e;if(!(+p[l>>3]==+p[h+24>>3]))break e;if(!(+p[m>>3]==+p[h+32>>3]))break e;if(!(+p[n>>3]==+p[h+40>>3]))break e;if(!(+p[o>>3]==+p[h+48>>3]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{u=h;h=e;e=u}}}while(0);f[r>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(q<<2)>>2]>>2];f[f[(f[a>>2]|0)+(q<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=49;break a}}}while(0);e=f[d>>2]|0;if(!e){c=49;break a}else{g=d;r=d}}f[e>>2]=r;e=f[d>>2]|0;if(!e){c=49;break}else g=d}if((c|0)==49)return}function B6a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){C6a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;C6a(a,b);return}function C6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function D6a(a){a=a|0;sOb(a);return}function E6a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=4e4;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function F6a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=4e4;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function G6a(a){a=a|0;return}function H6a(a){a=a|0;sOb(a);return}function I6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=u;u=u+32|0;l=e+16|0;g=e;b=f[b>>2]|0;yqb(l,c,f[d>>2]|0);i=$Cb(+n[l>>2]*255.0)|0;j=$Cb(+n[l+4>>2]*255.0)|0;h=$Cb(+n[l+8>>2]*255.0)|0;d=~~+iQb(+(+n[l+12>>2]*255.0))&255;l=c+116|0;k=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[g+8>>2]=j<<8&65280|i&255|h<<16&16711680|(d&255)<<24;p6a(f[a+4>>2]|0,b,g,f[(f[a+8>>2]|0)+4>>2]|0,0);u=e;return}function J6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==197140?a+4|0:0)|0}function K6a(a){a=a|0;return 15488}function L6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;e=f[n>>2]|0;g=f[a>>2]|0;j=e-g>>3;c=j+1|0;k=g;if(c>>>0>536870911)AMb(a);m=a+8|0;l=(f[m>>2]|0)-g|0;h=l>>2;h=l>>3>>>0<268435455?(h>>>0<c>>>0?c:h):536870911;do if(!h)i=0;else if(h>>>0>536870911)vd();else{i=pOb(h<<3)|0;break}while(0);d=i+(j<<3)|0;c=d;l=i+(h<<3)|0;f[d>>2]=f[b>>2];h=b+4|0;f[i+(j<<3)+4>>2]=f[h>>2];f[b>>2]=0;f[h>>2]=0;h=d+8|0;if((e|0)!=(k|0)){do{j=e;e=e+-8|0;f[d+-8>>2]=f[e>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[e>>2]=0;f[j>>2]=0;d=c+-8|0;c=d}while((e|0)!=(k|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=l;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function M6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/88|0)>>>0>=b>>>0){do{d=c+88|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=(f[k>>2]|0)+88|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/88|0;c=e+b|0;if(c>>>0>48806446)AMb(a);g=(g-d|0)/88|0;i=g<<1;c=g>>>0<24403223?(i>>>0<c>>>0?c:i):48806446;do if(!c)h=0;else if(c>>>0>48806446)vd();else{h=pOb(c*88|0)|0;break}while(0);i=h+(e*88|0)|0;g=i;e=h+(c*88|0)|0;c=i;h=g;do{d=c+88|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=h+88|0;h=c;b=b+-1|0}while((b|0)!=0);c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=d;d=d+-88|0;p[b+-88>>3]=+p[d>>3];p[b+-80>>3]=+p[i+-80>>3];p[b+-72>>3]=+p[i+-72>>3];p[b+-64>>3]=+p[i+-64>>3];p[b+-56>>3]=+p[i+-56>>3];p[b+-48>>3]=+p[i+-48>>3];p[b+-40>>3]=+p[i+-40>>3];p[b+-32>>3]=+p[i+-32>>3];p[b+-24>>3]=+p[i+-24>>3];p[b+-16>>3]=+p[i+-16>>3];p[b+-8>>3]=+p[i+-8>>3];b=b+-88|0}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function N6a(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0;d=f[a>>2]|0;b=(f[a+4>>2]|0)-d|0;c=(b|0)/88|0;b=(b|0)==0;if(b)return;else a=0;do{j=d+(a*88|0)+24|0;p[j>>3]=-+p[j>>3];h=+p[d+(a*88|0)>>3];g=+K(+h);p[d+(a*88|0)+32>>3]=g;g=+p[d+(a*88|0)+8>>3];e=+K(+g);p[d+(a*88|0)+40>>3]=e;e=+p[d+(a*88|0)+16>>3];i=+K(+e);p[d+(a*88|0)+48>>3]=i;p[d+(a*88|0)+56>>3]=h>=0.0?1.0:-1.0;p[d+(a*88|0)+64>>3]=g>=0.0?1.0:-1.0;p[d+(a*88|0)+72>>3]=e>=0.0?1.0:-1.0;a=a+1|0}while(a>>>0<c>>>0);if(b)return;else a=0;do{g=+p[d+(a*88|0)>>3];h=+p[d+(a*88|0)+8>>3];i=+p[d+(a*88|0)+16>>3];i=g*g+(h*h+i*i);p[d+(a*88|0)+80>>3]=i==0.0?0.0:1.0/i;a=a+1|0}while(a>>>0<c>>>0);return}function O6a(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+2624|0;i=s;b[i>>0]=b[c>>0]|0;q=i+4|0;xOb(q,c+4|0);l=i+16|0;r=c+16|0;f[l>>2]=f[r>>2];f[l+4>>2]=f[r+4>>2];f[l+8>>2]=f[r+8>>2];f[l+12>>2]=f[r+12>>2];r=i+32|0;xOb(r,c+32|0);g=i+48|0;m=c+48|0;f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[g+12>>2]=f[m+12>>2];f[g+16>>2]=f[m+16>>2];f[g+20>>2]=f[m+20>>2];f[g+24>>2]=f[m+24>>2];f[g+28>>2]=f[m+28>>2];m=i+80|0;xOb(m,c+80|0);o=i+92|0;xOb(o,c+92|0);h=i+104|0;c=c+104|0;f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];d[h+8>>1]=d[c+8>>1]|0;f[i+120>>2]=5489;c=1;e=5489;do{e=(X(e>>>30^e,1812433253)|0)+c|0;f[i+120+(c<<2)>>2]=e;c=c+1|0}while((c|0)!=624);f[i+2616>>2]=0;j=pOb(2968)|0;f[j>>2]=39820;b[j+8>>0]=b[i>>0]|0;k=j+12|0;f[k>>2]=f[q>>2];f[k+4>>2]=f[q+4>>2];f[k+8>>2]=f[q+8>>2];f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;k=j+24|0;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];f[k+12>>2]=f[l+12>>2];e=j+40|0;f[e>>2]=f[r>>2];f[e+4>>2]=f[r+4>>2];f[e+8>>2]=f[r+8>>2];f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;e=j+56|0;f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[e+12>>2]=f[g+12>>2];f[e+16>>2]=f[g+16>>2];f[e+20>>2]=f[g+20>>2];f[e+24>>2]=f[g+24>>2];f[e+28>>2]=f[g+28>>2];e=j+88|0;f[e>>2]=f[m>>2];f[e+4>>2]=f[m+4>>2];f[e+8>>2]=f[m+8>>2];f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;e=j+100|0;f[e>>2]=f[o>>2];f[e+4>>2]=f[o+4>>2];f[e+8>>2]=f[o+8>>2];f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;e=j+112|0;f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];d[e+8>>1]=d[h+8>>1]|0;bQb(j+128|0,i+120|0,2500)|0;e=j+2632|0;f[j+2852>>2]=0;f[j+2856>>2]=0;f[j+2860>>2]=0;p[j+2912>>3]=0.0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;e=gDb()|0;c=j+2920|0;f[c>>2]=e;f[c+4>>2]=I;c=j+2964|0;e=j+2928|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[c>>2]=1.0;if(!(b[j+25>>0]|0))b[k>>0]=0;f[a>>2]=j;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);if((b[m+11>>0]|0)<0)sOb(f[m>>2]|0);if((b[r+11>>0]|0)<0)sOb(f[r>>2]|0);if((b[q+11>>0]|0)>=0){u=s;return}sOb(f[q>>2]|0);u=s;return}function P6a(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=+f;var g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0,A=0.0,B=0.0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0;C=u;u=u+16|0;v=C;A=+p[c>>3];B=+p[c+8>>3];l=+p[c+16>>3];k=+p[c+24>>3];y=k+(+p[d>>3]*A+(+p[d+8>>3]*B+ +p[d+16>>3]*l));w=!(+K(+y)<=f);g=!(y>0.0)&1;c=w?g:2;b[v>>0]=c;y=k+(A*+p[d+24>>3]+(B*+p[d+32>>3]+l*+p[d+40>>3]));t=!(+K(+y)<=f);h=t?!(y>0.0)&1:2;b[v+1>>0]=h;y=k+(A*+p[d+48>>3]+(B*+p[d+56>>3]+l*+p[d+64>>3]));z=!(+K(+y)<=f);i=z?!(y>0.0)&1:2;b[v+2>>0]=i;switch((t?(w^1)&1:w?1:2)+((z^1)&1)&7){case 3:{d=0;z=0;e=2;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 2:{if(c<<24>>24!=2){d=0;z=0;e=g;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}d=0;z=0;e=b[v+(h<<24>>24==2?2:1)>>0]|0;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 1:{m=c<<24>>24==2?0:h<<24>>24==2?1:2;g=((m+1|0)>>>0)%3|0;c=((m+2|0)>>>0)%3|0;z=b[v+g>>0]|0;if(z<<24>>24==(b[v+c>>0]|0)){d=0;w=0;e=z;b[a>>0]=e;e=a+1|0;b[e>>0]=w;e=a+2|0;b[e>>0]=d;u=C;return}s=d+(c*24|0)|0;t=d+(g*24|0)|0;D=+p[t>>3];o=+p[s>>3]-D;v=d+(c*24|0)+8|0;w=d+(g*24|0)+8|0;q=+p[w>>3];r=+p[v>>3]-q;n=d+(c*24|0)+16|0;j=d+(g*24|0)+16|0;x=+p[j>>3];f=+p[n>>3]-x;y=+L(+(o*o+(r*r+f*f)));o=o/y;r=r/y;y=f/y;f=-(k+(A*D+(B*q+l*x)))/(A*o+(B*r+l*y));k=D+o*f;l=q+r*f;f=x+y*f;h=d+(m*24|0)|0;p[e>>3]=+p[h>>3];i=d+(m*24|0)+8|0;p[e+8>>3]=+p[i>>3];c=d+(m*24|0)+16|0;p[e+16>>3]=+p[c>>3];g=e+24|0;if(!(z<<24>>24)){p[g>>3]=+p[t>>3];p[e+32>>3]=+p[w>>3];p[e+40>>3]=+p[j>>3];p[e+48>>3]=k;p[e+56>>3]=l;p[e+64>>3]=f;p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[i>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=k;p[e+104>>3]=l;p[e+112>>3]=f;p[e+120>>3]=+p[s>>3];p[e+128>>3]=+p[v>>3];f=+p[n>>3]}else{p[g>>3]=k;p[e+32>>3]=l;p[e+40>>3]=f;p[e+48>>3]=+p[s>>3];p[e+56>>3]=+p[v>>3];p[e+64>>3]=+p[n>>3];p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[i>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=+p[t>>3];p[e+104>>3]=+p[w>>3];p[e+112>>3]=+p[j>>3];p[e+120>>3]=k;p[e+128>>3]=l}p[e+136>>3]=f;d=6;z=3;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 0:{j=c<<24>>24==0;h=h<<24>>24==0;c=i<<24>>24==0;g=j^h;if(!(g|j^c)){d=0;z=0;e=(j^1)&1;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}z=g?(h^c)&1:2;s=((z+1|0)>>>0)%3|0;c=((z+2|0)>>>0)%3|0;i=d+(s*24|0)|0;j=d+(z*24|0)|0;x=+p[i>>3];y=+p[j>>3];o=x-y;m=d+(s*24|0)+8|0;n=d+(z*24|0)+8|0;F=+p[n>>3];q=+p[m>>3]-F;s=d+(s*24|0)+16|0;t=d+(z*24|0)+16|0;E=+p[t>>3];G=+p[s>>3]-E;f=+L(+(o*o+(q*q+G*G)));o=o/f;q=q/f;f=G/f;G=-(k+(A*y+(B*F+l*E)));r=G/(A*o+(B*q+l*f));o=y+o*r;q=F+q*r;r=E+f*r;g=d+(c*24|0)|0;f=+p[g>>3]-y;h=d+(c*24|0)+8|0;k=+p[h>>3]-F;c=d+(c*24|0)+16|0;H=+p[c>>3]-E;D=+L(+(f*f+(k*k+H*H)));f=f/D;k=k/D;D=H/D;l=G/(A*f+(B*k+l*D));f=y+f*l;k=F+k*l;l=E+D*l;if(!(b[v+z>>0]|0)){p[e>>3]=y;p[e+8>>3]=+p[n>>3];p[e+16>>3]=+p[t>>3];p[e+24>>3]=o;p[e+32>>3]=q;p[e+40>>3]=r;p[e+48>>3]=f;p[e+56>>3]=k;p[e+64>>3]=l;p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[m>>3];p[e+88>>3]=+p[s>>3];p[e+96>>3]=+p[g>>3];p[e+104>>3]=+p[h>>3];p[e+112>>3]=+p[c>>3];p[e+120>>3]=o;p[e+128>>3]=q;p[e+136>>3]=r;p[e+144>>3]=+p[g>>3];p[e+152>>3]=+p[h>>3];p[e+160>>3]=+p[c>>3];p[e+168>>3]=f;p[e+176>>3]=k;p[e+184>>3]=l;p[e+192>>3]=o;p[e+200>>3]=q;p[e+208>>3]=r;d=9;z=3;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}else{p[e>>3]=x;p[e+8>>3]=+p[m>>3];p[e+16>>3]=+p[s>>3];p[e+24>>3]=+p[g>>3];p[e+32>>3]=+p[h>>3];p[e+40>>3]=+p[c>>3];p[e+48>>3]=o;p[e+56>>3]=q;p[e+64>>3]=r;p[e+72>>3]=+p[g>>3];p[e+80>>3]=+p[h>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=f;p[e+104>>3]=k;p[e+112>>3]=l;p[e+120>>3]=o;p[e+128>>3]=q;p[e+136>>3]=r;p[e+144>>3]=+p[j>>3];p[e+152>>3]=+p[n>>3];p[e+160>>3]=+p[t>>3];p[e+168>>3]=o;p[e+176>>3]=q;p[e+184>>3]=r;p[e+192>>3]=f;p[e+200>>3]=k;p[e+208>>3]=l;d=9;z=6;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}}default:{d=0;z=0;e=4;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}}}function Q6a(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=+f;var g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+64|0;w=y+48|0;x=y+24|0;s=y;l=+p[c>>3];m=+p[c+8>>3];n=+p[c+16>>3];k=+p[c+24>>3];j=k+(+p[d>>3]*l+(+p[d+8>>3]*m+ +p[d+16>>3]*n));t=!(+K(+j)<=f);g=!(j>0.0)&1;h=t?g:2;b[w>>0]=h;j=k+(l*+p[d+24>>3]+(m*+p[d+32>>3]+n*+p[d+40>>3]));r=!(+K(+j)<=f);i=r?!(j>0.0)&1:2;b[w+1>>0]=i;n=k+(l*+p[d+48>>3]+(m*+p[d+56>>3]+n*+p[d+64>>3]));v=!(+K(+n)<=f);o=v?!(n>0.0)&1:2;b[w+2>>0]=o;switch((r?(t^1)&1:t?1:2)+((v^1)&1)&7){case 3:{b[a>>0]=2;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}case 2:{if(h<<24>>24==2)g=b[w+(i<<24>>24==2?2:1)>>0]|0;b[a>>0]=g;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}case 1:{g=h<<24>>24==2?0:i<<24>>24==2?1:2;s=((g+1|0)>>>0)%3|0;v=((g+2|0)>>>0)%3|0;t=b[w+s>>0]|0;if(t<<24>>24==(b[w+v>>0]|0)){b[a>>0]=t;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}q=d+(s*24|0)|0;r=d+(v*24|0)|0;R6a(x,q,r,c);i=d+(g*24|0)|0;p[e>>3]=+p[i>>3];o=d+(g*24|0)+8|0;p[e+8>>3]=+p[o>>3];g=d+(g*24|0)+16|0;p[e+16>>3]=+p[g>>3];h=e+24|0;if(!(t<<24>>24)){p[h>>3]=+p[q>>3];p[e+32>>3]=+p[d+(s*24|0)+8>>3];p[e+40>>3]=+p[d+(s*24|0)+16>>3];m=+p[x>>3];p[e+48>>3]=m;n=+p[x+8>>3];p[e+56>>3]=n;f=+p[x+16>>3];p[e+64>>3]=f;p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[o>>3];p[e+88>>3]=+p[g>>3];p[e+96>>3]=m;p[e+104>>3]=n;p[e+112>>3]=f;p[e+120>>3]=+p[r>>3];g=d+(v*24|0)+16|0;f=+p[d+(v*24|0)+8>>3]}else{n=+p[x>>3];p[h>>3]=n;f=+p[x+8>>3];p[e+32>>3]=f;x=x+16|0;p[e+40>>3]=+p[x>>3];p[e+48>>3]=+p[r>>3];p[e+56>>3]=+p[d+(v*24|0)+8>>3];p[e+64>>3]=+p[d+(v*24|0)+16>>3];p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[o>>3];p[e+88>>3]=+p[g>>3];p[e+96>>3]=+p[q>>3];p[e+104>>3]=+p[d+(s*24|0)+8>>3];p[e+112>>3]=+p[d+(s*24|0)+16>>3];p[e+120>>3]=n;g=x}p[e+128>>3]=f;p[e+136>>3]=+p[g>>3];b[a>>0]=3;b[a+1>>0]=3;b[a+2>>0]=6;u=y;return}case 0:{q=h<<24>>24==0;i=i<<24>>24==0;g=o<<24>>24==0;h=q^i;if(!(h|q^g)){b[a>>0]=(q^1)&1;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}r=h?(i^g)&1:2;o=d+(r*24|0)|0;g=((r+1|0)>>>0)%3|0;h=d+(g*24|0)|0;i=((r+2|0)>>>0)%3|0;q=d+(i*24|0)|0;R6a(x,o,h,c);R6a(s,o,q,c);if(!(b[w+r>>0]|0)){p[e>>3]=+p[o>>3];p[e+8>>3]=+p[d+(r*24|0)+8>>3];p[e+16>>3]=+p[d+(r*24|0)+16>>3];l=+p[x>>3];p[e+24>>3]=l;m=+p[x+8>>3];p[e+32>>3]=m;n=+p[x+16>>3];p[e+40>>3]=n;f=+p[s>>3];p[e+48>>3]=f;j=+p[s+8>>3];p[e+56>>3]=j;k=+p[s+16>>3];p[e+64>>3]=k;p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[d+(g*24|0)+8>>3];p[e+88>>3]=+p[d+(g*24|0)+16>>3];p[e+96>>3]=+p[q>>3];g=d+(i*24|0)+8|0;p[e+104>>3]=+p[g>>3];i=d+(i*24|0)+16|0;p[e+112>>3]=+p[i>>3];p[e+120>>3]=l;p[e+128>>3]=m;p[e+136>>3]=n;s=3;h=q}else{p[e>>3]=+p[h>>3];p[e+8>>3]=+p[d+(g*24|0)+8>>3];p[e+16>>3]=+p[d+(g*24|0)+16>>3];p[e+24>>3]=+p[q>>3];g=d+(i*24|0)+8|0;p[e+32>>3]=+p[g>>3];h=d+(i*24|0)+16|0;p[e+40>>3]=+p[h>>3];f=+p[x>>3];p[e+48>>3]=f;j=+p[x+8>>3];p[e+56>>3]=j;k=+p[x+16>>3];p[e+64>>3]=k;p[e+72>>3]=+p[q>>3];p[e+80>>3]=+p[g>>3];p[e+88>>3]=+p[h>>3];l=+p[s>>3];p[e+96>>3]=l;m=+p[s+8>>3];p[e+104>>3]=m;n=+p[s+16>>3];p[e+112>>3]=n;p[e+120>>3]=f;p[e+128>>3]=j;p[e+136>>3]=k;s=6;h=o;i=d+(r*24|0)+16|0;g=d+(r*24|0)+8|0}p[e+144>>3]=+p[h>>3];p[e+152>>3]=+p[g>>3];p[e+160>>3]=+p[i>>3];p[e+168>>3]=f;p[e+176>>3]=j;p[e+184>>3]=k;p[e+192>>3]=l;p[e+200>>3]=m;p[e+208>>3]=n;b[a>>0]=3;b[a+1>>0]=s;b[a+2>>0]=9;u=y;return}default:{b[a>>0]=4;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}}}function R6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0;j=+p[b>>3];k=+p[c>>3];if(j!=k){f=k;e=j;i=4}else{e=+p[b+8>>3];h=+p[c+8>>3];if(e!=h){f=h;i=4}else{g=+p[b+16>>3];f=+p[c+16>>3];if(g<f)i=7;else i=8}}do if((i|0)==4)if(e<f){e=+p[b+8>>3];h=+p[c+8>>3];g=+p[b+16>>3];f=+p[c+16>>3];i=7;break}else{h=+p[c+8>>3];e=+p[b+8>>3];f=+p[c+16>>3];g=+p[b+16>>3];i=8;break}while(0);if((i|0)==7){l=k-j;m=h-e;n=f-g;h=+L(+(l*l+(m*m+n*n)));l=l/h;f=m/h;h=n/h;n=+p[d>>3];m=+p[d+8>>3];k=+p[d+16>>3];k=-(+p[d+24>>3]+(j*n+(e*m+g*k)))/(l*n+(f*m+h*k));p[a>>3]=j+l*k;p[a+8>>3]=e+f*k;j=h*k;k=g;k=j+k;d=a+16|0;p[d>>3]=k;return}else if((i|0)==8){j=j-k;l=e-h;e=g-f;n=+L(+(j*j+(l*l+e*e)));j=j/n;l=l/n;n=e/n;e=+p[d>>3];g=+p[d+8>>3];m=+p[d+16>>3];m=-(+p[d+24>>3]+(k*e+(h*g+f*m)))/(j*e+(l*g+n*m));p[a>>3]=k+j*m;p[a+8>>3]=h+l*m;m=n*m;n=f;n=m+n;d=a+16|0;p[d>>3]=n;return}}function S6a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var f=0.0,g=0.0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0.0,s=0,t=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0;y=u;u=u+16|0;j=y;m=+p[a>>3];w=+p[c>>3];x=c+8|0;k=+p[a+8>>3];n=+p[x>>3];v=c+16|0;l=+p[a+16>>3];o=+p[v>>3];B=+p[a+24>>3];f=B+(m*w+(k*n+l*o));z=!(+K(+f)<=e);a=z?!(f>0.0)&1:2;b[j>>0]=a;q=c+24|0;r=+p[q>>3];s=c+32|0;g=+p[s>>3];t=c+40|0;i=+p[t>>3];B=B+(m*r+(k*g+l*i));A=!(+K(+B)<=e);h=A?!(B>0.0)&1:2;b[j+1>>0]=h;switch((A?(z^1)&1:z?1:2)&3){case 1:{A=b[j+(a<<24>>24==2&1)>>0]|0;u=y;return A|0}case 0:{a=a<<24>>24==0;if(!(h<<24>>24==0^a)){A=(a^1)&1;u=y;return A|0}D=r-w;C=g-n;e=i-o;B=+L(+(D*D+(C*C+e*e)));g=D/B;i=C/B;B=e/B;e=-f/(g*m+(i*k+B*l));g=w+g*e;f=n+i*e;e=o+B*e;if(a){p[d>>3]=w;p[d+8>>3]=+p[x>>3];p[d+16>>3]=+p[v>>3];p[d+24>>3]=g;p[d+32>>3]=f;p[d+40>>3]=e;p[d+48>>3]=g;p[d+56>>3]=f;p[d+64>>3]=e;p[d+72>>3]=+p[q>>3];p[d+80>>3]=+p[s>>3];p[d+88>>3]=+p[t>>3];A=3;u=y;return A|0}else{p[d>>3]=r;p[d+8>>3]=+p[s>>3];p[d+16>>3]=+p[t>>3];p[d+24>>3]=g;p[d+32>>3]=f;p[d+40>>3]=e;p[d+48>>3]=g;p[d+56>>3]=f;p[d+64>>3]=e;p[d+72>>3]=+p[c>>3];p[d+80>>3]=+p[x>>3];p[d+88>>3]=+p[v>>3];A=3;u=y;return A|0}}case 2:{A=2;u=y;return A|0}default:{A=4;u=y;return A|0}}return 0}function T6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function U6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0;e=u;u=u+16|0;c=e;f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;i=f[b>>2]|0;g=ZCb(+p[i>>3])|0;i=_Cb(+p[i+8>>3])|0;f[c>>2]=g;f[c+4>>2]=i;T6a(a,c);i=f[b>>2]|0;j=+p[i+32>>3];b=f[d>>2]|0;g=f[a+8>>2]|0;i=ZCb(+p[i+24>>3])|0;h=_Cb(j)|0;f[c>>2]=i;f[c+4>>2]=h;if((b|0)==(g|0)){T6a(a,c);u=e;return}else{g=c;h=f[g+4>>2]|0;i=b;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[d>>2]=(f[d>>2]|0)+8;u=e;return}}function V6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0;d=+p[c+248>>3]*1.0e-06*+p[b+104>>3];c=pOb(256)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=b+120;p[c+32>>3]=d;f[a>>2]=c;return}function W6a(a){a=a|0;X6a(a);return}function X6a(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;f[a>>2]=0;if(!d)return;X6a(d+48|0);X6a(d+44|0);a=f[d+32>>2]|0;if(a|0){b=d+36|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~(((c+-88-a|0)>>>0)/88|0)*88|0);sOb(a)}sOb(d);return}function Y6a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0.0;h=0;m=u;u=u+1072|0;if(b[(c+128|0)>>0]|0){l=1;u=m;return l|0}f[(m+40|0)>>2]=0;l=(m+40|0)+4|0;f[l>>2]=0;f[(m+40|0)+8>>2]=0;f[(m+28|0)>>2]=0;k=(m+28|0)+4|0;f[k>>2]=0;f[(m+28|0)+8>>2]=0;f[(m+16|0)>>2]=0;i=(m+16|0)+4|0;f[i>>2]=0;f[(m+16|0)+8>>2]=0;f[(m+8|0)>>2]=a;f[(m+8|0)+4>>2]=m+40|0;do if(!(f[(c+36|0)>>2]|0)){if((f[(c+24|0)>>2]|0)==(f[(c+28|0)>>2]|0)){b[(c+128|0)>>0]=1;j=1;break}Z6a(m,m+8|0,c+24|0);h=f[m>>2]|0;f[m>>2]=0;e=f[a>>2]|0;f[a>>2]=h;if(e|0){X6a(e+48|0);X6a(e+44|0);g=f[e+32>>2]|0;if(g|0){h=f[(e+36|0)>>2]|0;if((h|0)!=(g|0))f[(e+36|0)>>2]=h+(~(((h+-88-g|0)>>>0)/88|0)*88|0);sOb(g)}sOb(e)}X6a(m);f[a+24>>2]=((f[(c+28|0)>>2]|0)-(f[(c+24|0)>>2]|0)|0)/88|0;f[(c+36|0)>>2]=f[a>>2];g=(m+40|0)+8|0;h=13}else{_6a(m+40|0,c+40|0);g=(m+40|0)+8|0;h=13}while(0);do if((h|0)==13){e=(m+16|0)+8|0;a:while(1){o=f[(c+24|0)>>2]|0;j=f[(c+28|0)>>2]|0;f[m+80>>2]=a;f[m+88>>2]=c;f[m+96>>2]=d;f[m+144>>2]=g;f[m+168>>2]=l;f[m+176>>2]=k;f[m+200>>2]=i;f[m+872>>2]=e;f[m+880>>2]=o;f[m+888>>2]=j;f[m+976>>2]=h;f[m+1008>>2]=0;f[m+1012>>2]=0;M7a(m);h=f[m+976>>2]|0;G=f[m+1008>>2]|0;D=f[m+1012>>2]|0;H=+n[m+1012>>2];f[m+1008>>2]=0;f[m+1012>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 3:break a}}if((h|0)==69){e=f[(c+24|0)>>2]|0;g=f[(c+28|0)>>2]|0;if((g|0)!=(e|0))f[(c+28|0)>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);f[(c+36|0)>>2]=0}else if((h|0)==90)if(f[(c+36|0)>>2]|0){j=f[(m+40|0)>>2]|0;q=+p[j>>3];p[j>>3]=+p[(c+40|0)>>3];p[(c+40|0)>>3]=q;q=+p[(j+8|0)>>3];p[(j+8|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=q;q=+p[(j+16|0)>>3];p[(j+16|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=q;q=+p[(j+24|0)>>3];p[(j+24|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=q;q=+p[(j+32|0)>>3];p[(j+32|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=q;q=+p[(j+40|0)>>3];p[(j+40|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=q;q=+p[(j+48|0)>>3];p[(j+48|0)>>3]=+p[(c+88|0)>>3];p[(c+88|0)>>3]=q;q=+p[(j+56|0)>>3];p[(j+56|0)>>3]=+p[(c+96|0)>>3];p[(c+96|0)>>3]=q;q=+p[(j+64|0)>>3];p[(j+64|0)>>3]=+p[(c+104|0)>>3];p[(c+104|0)>>3]=q;f[(c+112|0)>>2]=f[(j+72|0)>>2];f[(c+112|0)+4>>2]=f[(j+72|0)+4>>2];f[(c+112|0)+8>>2]=f[(j+72|0)+8>>2];j=0;break}b[(c+128|0)>>0]=1;f[(c+36|0)>>2]=0;j=1}while(0);e=f[(m+16|0)>>2]|0;if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}e=f[(m+28|0)>>2]|0;if(e|0){g=f[k>>2]|0;if((g|0)!=(e|0))f[k>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}e=f[(m+40|0)>>2]|0;if(e|0){g=f[l>>2]|0;if((g|0)!=(e|0))f[l>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}o=j;u=m;return o|0}function Z6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0,D=0,E=0,F=0.0;m=u;u=u+32|0;j=m;k=f[b>>2]|0;l=e7a(c,f[k+28>>2]|0,+p[k+32>>3])|0;i=b+4|0;b=f[i>>2]|0;d=f[c>>2]|0;e=d+(l*88|0)|0;g=b+4|0;h=f[g>>2]|0;if((h|0)==(f[b+8>>2]|0))V4a(b,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[d+(l*88|0)+8>>3];p[h+16>>3]=+p[d+(l*88|0)+16>>3];p[h+24>>3]=+p[d+(l*88|0)+24>>3];p[h+32>>3]=+p[d+(l*88|0)+32>>3];p[h+40>>3]=+p[d+(l*88|0)+40>>3];p[h+48>>3]=+p[d+(l*88|0)+48>>3];p[h+56>>3]=+p[d+(l*88|0)+56>>3];p[h+64>>3]=+p[d+(l*88|0)+64>>3];h=h+72|0;e=d+(l*88|0)+72|0;f[h>>2]=f[e>>2];f[h+4>>2]=f[e+4>>2];f[h+8>>2]=f[e+8>>2];f[g>>2]=(f[g>>2]|0)+88}C=f[c>>2]|0;c=c+4|0;D=f[c>>2]|0;y=C+(l*88|0)|0;w=C+(l*88|0)+8|0;t=C+(l*88|0)+16|0;B=+p[y>>3];z=+p[w>>3];x=+p[t>>3];b=C+(l*88|0)+24|0;d=C+(l*88|0)+32|0;e=C+(l*88|0)+40|0;v=+p[b>>3];s=+p[d>>3];r=+p[e>>3];g=C+(l*88|0)+48|0;h=C+(l*88|0)+56|0;E=C+(l*88|0)+64|0;q=+p[g>>3];o=+p[h>>3];n=+p[E>>3];C=C+(l*88|0)+72|0;f[j>>2]=f[C>>2];f[j+4>>2]=f[C+4>>2];f[j+8>>2]=f[C+8>>2];A=D+-88|0;F=+p[A>>3];p[A>>3]=B;p[y>>3]=F;y=D+-80|0;F=+p[y>>3];p[y>>3]=+p[w>>3];p[w>>3]=F;w=D+-72|0;F=+p[w>>3];p[w>>3]=+p[t>>3];p[t>>3]=F;t=D+-64|0;F=+p[t>>3];p[t>>3]=+p[b>>3];p[b>>3]=F;b=D+-56|0;F=+p[b>>3];p[b>>3]=+p[d>>3];p[d>>3]=F;d=D+-48|0;F=+p[d>>3];p[d>>3]=+p[e>>3];p[e>>3]=F;e=D+-40|0;p[g>>3]=+p[e>>3];g=D+-32|0;p[h>>3]=+p[g>>3];h=D+-24|0;p[E>>3]=+p[h>>3];l=D+-16|0;f[C>>2]=f[l>>2];f[C+4>>2]=f[l+4>>2];f[C+8>>2]=f[l+8>>2];p[A>>3]=B;p[y>>3]=z;p[w>>3]=x;p[t>>3]=v;p[b>>3]=s;p[d>>3]=r;p[e>>3]=q;p[g>>3]=o;p[h>>3]=n;f[l>>2]=f[j>>2];f[l+4>>2]=f[j+4>>2];f[l+8>>2]=f[j+8>>2];f[c>>2]=(f[c>>2]|0)+-88;l=f[f[i>>2]>>2]|0;f7a(j,l,l+24|0,l+48|0);l=k+4|0;f[l>>2]=(f[l>>2]|0)+1;l=pOb(56)|0;p[l>>3]=+p[j>>3];p[l+8>>3]=+p[j+8>>3];p[l+16>>3]=+p[j+16>>3];p[l+24>>3]=+p[j+24>>3];k=l+32|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;f[a>>2]=l;u=m;return}function _6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=(c-d|0)/88|0;g=i+1|0;l=d;e=c;if(g>>>0>48806446)AMb(a);m=a+8|0;j=((f[m>>2]|0)-d|0)/88|0;k=j<<1;g=j>>>0<24403223?(k>>>0<g>>>0?g:k):48806446;do if(!g)h=0;else if(g>>>0>48806446)vd();else{h=pOb(g*88|0)|0;break}while(0);j=h+(i*88|0)|0;d=j;k=h+(g*88|0)|0;f[j>>2]=f[b>>2];f[j+4>>2]=f[b+4>>2];f[j+8>>2]=f[b+8>>2];f[j+12>>2]=f[b+12>>2];f[j+16>>2]=f[b+16>>2];f[j+20>>2]=f[b+20>>2];p[j>>3]=+p[b>>3];p[h+(i*88|0)+8>>3]=+p[b+8>>3];p[h+(i*88|0)+16>>3]=+p[b+16>>3];g=h+(i*88|0)+24|0;o=b+24|0;f[g>>2]=f[o>>2];f[g+4>>2]=f[o+4>>2];f[g+8>>2]=f[o+8>>2];f[g+12>>2]=f[o+12>>2];f[g+16>>2]=f[o+16>>2];f[g+20>>2]=f[o+20>>2];p[g>>3]=+p[o>>3];p[h+(i*88|0)+32>>3]=+p[b+32>>3];p[h+(i*88|0)+40>>3]=+p[b+40>>3];g=h+(i*88|0)+48|0;o=b+48|0;f[g>>2]=f[o>>2];f[g+4>>2]=f[o+4>>2];f[g+8>>2]=f[o+8>>2];f[g+12>>2]=f[o+12>>2];f[g+16>>2]=f[o+16>>2];f[g+20>>2]=f[o+20>>2];p[g>>3]=+p[o>>3];p[h+(i*88|0)+56>>3]=+p[b+56>>3];p[h+(i*88|0)+64>>3]=+p[b+64>>3];g=h+(i*88|0)+72|0;i=b+72|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];g=j+88|0;if((e|0)!=(l|0)){c=j;do{j=e;e=e+-88|0;p[c+-88>>3]=+p[e>>3];p[c+-80>>3]=+p[j+-80>>3];p[c+-72>>3]=+p[j+-72>>3];p[c+-64>>3]=+p[j+-64>>3];p[c+-56>>3]=+p[j+-56>>3];p[c+-48>>3]=+p[j+-48>>3];p[c+-40>>3]=+p[j+-40>>3];p[c+-32>>3]=+p[j+-32>>3];p[c+-24>>3]=+p[j+-24>>3];o=c+-16|0;j=j+-16|0;f[o>>2]=f[j>>2];f[o+4>>2]=f[j+4>>2];f[o+8>>2]=f[j+8>>2];c=d+-88|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function $6a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function a7a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>255){f[b>>2]=c+-256;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;b7a(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;c7a(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;d7a(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function b7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function c7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function d7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function e7a(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0.0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+48|0;o=r;p=r+32|0;q=(f[a+4>>2]|0)-(f[a>>2]|0)|0;j=(q|0)/88|0;if((q|0)==88){q=0;u=r;return q|0}n=j>>>0<50?j:50;f[p>>2]=0;q=p+4|0;f[q>>2]=0;f[p+8>>2]=0;e=p+8|0;a:do if(!n){f[o>>2]=0;h=1}else{g=pOb(n<<2)|0;h=g+(n<<2)|0;f[p>>2]=g;f[q>>2]=g;f[e>>2]=h;f[o>>2]=0;d=0;while(1){if(g>>>0<h>>>0){f[g>>2]=d;f[q>>2]=g+4}else q7a(p,o);d=(f[o>>2]|0)+1|0;f[o>>2]=d;if(d>>>0>=n>>>0){h=0;break a}g=f[q>>2]|0;h=f[e>>2]|0}}while(0);if(j>>>0>50){e=o+4|0;d=n;do{f[o>>2]=0;f[e>>2]=d;g=s7a(o,b,o)|0;if(g>>>0<n>>>0)f[(f[p>>2]|0)+(g<<2)>>2]=d;d=d+1|0}while(d>>>0<j>>>0)}d=f[p>>2]|0;e=f[d>>2]|0;b:do if(h)g=e;else{g=e;k=-1;m=0;l=0.0;d=e;while(1){h=f[a>>2]|0;f7a(o,h+(d*88|0)|0,h+(d*88|0)+24|0,h+(d*88|0)+48|0);d=0;h=0;b=0;e=0;while(1){c:do if((m|0)==(b|0))j=d;else switch((r7a(o,(f[a>>2]|0)+((f[(f[p>>2]|0)+(b<<2)>>2]|0)*88|0)|0,c)|0)<<24>>24){case 2:{j=d;h=h+1|0;break c}case 1:{j=d+1|0;break c}case 0:{j=d;h=h+1|0;break c}case 3:{j=d;e=e+1|0;break c}default:{j=d;break c}}while(0);b=b+1|0;if(b>>>0>=n>>>0)break;else d=j}if(e>>>0>k>>>0){e=k;i=l}else{if(!h)i=0.0;else{d=h>>>0<j>>>0;if(!j)i=0.0;else i=+((d?h:j)>>>0)/+((d?j:h)>>>0)}if(!(i>=l)){e=k;i=l}else{d=f[p>>2]|0;g=f[d+(m<<2)>>2]|0;if((e|0)==0&i>.95)break}}h=m+1|0;d=f[p>>2]|0;if(h>>>0>=n>>>0)break b;k=e;m=h;l=i;d=f[d+(h<<2)>>2]|0}}while(0);if(d|0){e=f[q>>2]|0;if((e|0)!=(d|0))f[q>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}q=g;u=r;return q|0}function f7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0,s=0,t=0.0,v=0,w=0,x=0.0,y=0.0,z=0;z=u;u=u+512|0;v=z+464|0;w=z;x=+p[c>>3];y=+p[e>>3]-x;o=c+8|0;q=+p[o>>3];r=+p[e+8>>3]-q;s=c+16|0;t=+p[s>>3];l=+p[e+16>>3]-t;m=+p[d>>3]-x;n=+p[d+8>>3]-q;g=+p[d+16>>3]-t;h=r*g-l*n;i=l*m-y*g;j=y*n-r*m;p[a>>3]=h;e=a+8|0;p[e>>3]=i;d=a+16|0;p[d>>3]=j;k=+L(+(h*h+(j*j+i*i)));if(!(k<=+L(+(y*y+(r*r+l*l)))*+L(+(m*m+(n*n+g*g)))*2.220446049250313e-16)){m=h/k;p[a>>3]=m;n=i/k;p[e>>3]=n;y=j/k;p[d>>3]=y;r=t;x=x*m;t=q*n;y=r*y;y=t+y;y=x+y;y=-y;w=a+24|0;p[w>>3]=y;u=z;return}else{p[v>>3]=y;p[v+16>>3]=r;p[v+32>>3]=l;p[v+8>>3]=m;p[v+24>>3]=n;p[v+40>>3]=g;b[w+152>>0]=0;b[w+153>>0]=0;b[w+154>>0]=0;f[w+160>>2]=0;f[w+168>>2]=-1;f[w+172>>2]=-1;b[w+304>>0]=0;b[w+305>>0]=0;g7a(w,v,16)|0;x=+p[w+80>>3];p[a>>3]=x;t=+p[w+88>>3];p[e>>3]=t;y=+p[w+96>>3];p[d>>3]=y;n=+p[c>>3];q=+p[o>>3];r=+p[s>>3];x=n*x;t=q*t;y=r*y;y=t+y;y=x+y;y=-y;w=a+24|0;p[w>>3]=y;u=z;return}}function g7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0,J=0,L=0,M=0.0,N=0.0;L=u;u=u+32|0;B=L+16|0;C=L;g=a+153|0;e=a+168|0;if(!(b[g>>0]|0))J=5;else if((f[e>>2]|0)==2)if((f[a+172>>2]|0)==3){if((f[a+160>>2]|0)!=(d|0))J=5}else J=5;else J=5;if((J|0)==5){f[e>>2]=2;f[a+172>>2]=3;b[a+152>>0]=0;b[g>>0]=1;f[a+160>>2]=d;b[a+155>>0]=d>>>2&1;b[a+156>>0]=d>>>3&1;b[a+157>>0]=d>>>4&1;b[a+158>>0]=d>>>5&1;f[a+176>>2]=2}h=+p[c>>3];I=+K(+h);H=c+8|0;j=+K(+(+p[H>>3]));y=c+16|0;i=+K(+(+p[y>>3]));j=j<i?i:j;I=I<j?j:I;G=c+24|0;j=+K(+(+p[G>>3]));F=c+32|0;i=+K(+(+p[F>>3]));E=c+40|0;M=+K(+(+p[E>>3]));i=i<M?M:i;j=j<i?i:j;I=I<j?j:I;I=I==0.0?1.0:I;D=a+416|0;p[D>>3]=h/I;p[a+424>>3]=+p[H>>3]/I;p[a+432>>3]=+p[y>>3]/I;p[a+440>>3]=+p[G>>3]/I;p[a+448>>3]=+p[F>>3]/I;p[a+456>>3]=+p[E>>3]/I;h7a(a+192|0,a,D)|0;D=a+155|0;E=a+156|0;F=a+157|0;G=a+158|0;y=a+120|0;h=+K(+(+p[a+120>>3]));j=+K(+(+p[a+144>>3]));H=a+176|0;z=B+8|0;A=C+8|0;h=h<j?j:h;e=1;c=1;a:while(1){d=f[H>>2]|0;while(1){if((e|0)<(d|0))break;if(!(c&1)){e=1;c=1}else break a}if((e|0)>0){m=a+120+(e<<3)|0;n=e<<1;o=a+120+(n<<3)|0;r=e*3|0;q=a+120+(r<<3)|0;r=a+32+(r<<3)|0;s=r+8|0;t=r+16|0;v=o+8|0;w=a+(n<<3)|0;x=w+8|0;l=m+16|0;k=0;do{i=h*4.440892098500626e-16;i=i>1.0e-323?i:1.0e-323;g=k<<1;if(+K(+(+p[a+120+(g+e<<3)>>3]))>i)J=17;else if(+K(+(+p[a+120+(k+n<<3)>>3]))>i)J=17;if((J|0)==17){J=0;i7a(y,e,k,B,C);c=a+120+(k<<3)|0;i=+p[B>>3];j=+p[z>>3];d=i==1.0&j==0.0;if(!d){M=+p[m>>3];N=+p[c>>3];p[m>>3]=i*M+j*N;p[c>>3]=i*N-j*M;c=c+16|0;M=+p[l>>3];N=+p[c>>3];p[l>>3]=i*M+j*N;p[c>>3]=i*N-j*M}if(!(b[D>>0]|0)){if(b[E>>0]|0)J=21}else J=21;if((J|0)==21){J=0;c=a+(g<<3)|0;if(!d){N=+p[w>>3];M=+p[c>>3];p[w>>3]=i*N+j*M;p[c>>3]=i*M-j*N;d=c+8|0;N=+p[x>>3];M=+p[d>>3];p[x>>3]=i*N+j*M;p[d>>3]=i*M-j*N}}c=a+120+(g<<3)|0;N=+p[A>>3];i=-N;j=+p[C>>3];g=N==-0.0&j==1.0;if(!g){N=+p[o>>3];M=+p[c>>3];p[o>>3]=j*N+M*i;p[c>>3]=j*M-N*i;d=c+8|0;N=+p[v>>3];M=+p[d>>3];p[v>>3]=j*N+M*i;p[d>>3]=j*M-N*i}if(!(b[F>>0]|0))if(!(b[G>>0]|0))c=k*3|0;else J=28;else J=28;if((J|0)==28){J=0;c=k*3|0;d=a+32+(c<<3)|0;if(!g){N=+p[r>>3];M=+p[d>>3];p[r>>3]=j*N+M*i;p[d>>3]=j*M-N*i;g=d+8|0;N=+p[s>>3];M=+p[g>>3];p[s>>3]=j*N+M*i;p[g>>3]=j*M-N*i;g=d+16|0;N=+p[t>>3];M=+p[g>>3];p[t>>3]=j*N+M*i;p[g>>3]=j*M-N*i}}N=+K(+(+p[q>>3]));M=+K(+(+p[a+120+(c<<3)>>3]));N=N<M?M:N;h=h<N?N:h;c=0}k=k+1|0}while((k|0)!=(e|0))}e=e+1|0}if((d|0)>0)d=0;else{f[a+164>>2]=d;J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}do{e=a+120+(d*3<<3)|0;h=+p[e>>3];i=+K(+h);p[a+104+(d<<3)>>3]=i;if(!(b[D>>0]|0))c=(b[E>>0]|0)!=0;else c=1;if(h!=0.0&c){N=+p[e>>3]/i;C=a+(d<<1<<3)|0;p[C>>3]=N*+p[C>>3];C=C+8|0;p[C>>3]=N*+p[C>>3]}d=d+1|0;e=f[H>>2]|0}while((d|0)<(e|0));m=a+164|0;f[m>>2]=e;if((e|0)>0){l=0;c=e}else{J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}while(1){g=c-l|0;k=a+104+(2-g<<3)|0;i=+p[k>>3];if((g|0)>1){d=1;e=0;h=i;j=i;while(1){i=+p[k+(d<<3)>>3];c=i>j;h=c?i:h;e=c?d:e;d=d+1|0;if((d|0)==(g|0))break;else j=c?i:j}}else{e=0;h=i}if(h==0.0)break;do if(e|0){e=e+l|0;B=a+104+(l<<3)|0;C=a+104+(e<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;if(!(b[D>>0]|0)){if(b[E>>0]|0)J=45}else J=45;if((J|0)==45){J=0;B=a+(e<<1<<3)|0;C=a+(l<<1<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;B=B+8|0;N=+p[B>>3];C=C+8|0;p[B>>3]=+p[C>>3];p[C>>3]=N}if(!(b[F>>0]|0))if(!(b[G>>0]|0))break;B=a+32+(e*3<<3)|0;C=a+32+(l*3<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;z=B+8|0;N=+p[z>>3];A=C+8|0;p[z>>3]=+p[A>>3];p[A>>3]=N;B=B+16|0;N=+p[B>>3];C=C+16|0;p[B>>3]=+p[C>>3];p[C>>3]=N}while(0);e=l+1|0;c=f[H>>2]|0;if((c|0)<=(e|0)){J=50;break}else l=e}if((J|0)==50){J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}f[m>>2]=l;J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}function h7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;h=u;u=u+48|0;e=h+20|0;g=h;i=a+144|0;p[i>>3]=+p[d>>3];p[a+152>>3]=+p[d+16>>3];p[a+160>>3]=+p[d+32>>3];p[a+168>>3]=+p[d+8>>3];p[a+176>>3]=+p[d+24>>3];p[a+184>>3]=+p[d+40>>3];j7a(a,i)|0;p[c+120>>3]=+p[a>>3];p[c+128>>3]=+p[a+24>>3];p[c+136>>3]=0.0;p[c+144>>3]=+p[a+32>>3];if(!(b[c+157>>0]|0)){if(b[c+158>>0]|0){n=c+32|0;p[n>>3]=1.0;q=c+40|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;p[c+64>>3]=1.0;o=c+72|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;p[c+96>>3]=1.0;o=e+4|0;m=e+12|0;l=e+16|0;k=g+4|0;j=g+12|0;d=g+16|0;i=a+192|0;f[e>>2]=q;f[o>>2]=2;f[m>>2]=n;f[l>>2]=3;f[g>>2]=a+40;f[k>>2]=1;f[j>>2]=a;f[d>>2]=3;l7a(e,g,a+56|0,i);f[e>>2]=c+32;f[o>>2]=3;f[m>>2]=n;f[l>>2]=3;f[g>>2]=a+8;f[k>>2]=2;f[j>>2]=a;f[d>>2]=3;l7a(e,g,a+48|0,i)}}else{f[e>>2]=a;f[e+4>>2]=a+48;b[e+8>>0]=0;f[e+12>>2]=2;f[e+16>>2]=0;k7a(e,c+32|0,a+192|0)}if(!(b[c+155>>0]|0))if(!(b[c+156>>0]|0)){u=h;return 1};f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[c+(f[a+64>>2]<<3)>>3]=1.0;p[c+((f[a+68>>2]|0)+2<<3)>>3]=1.0;u=h;return 1}function i7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;m=+p[a+(b*3<<3)>>3];k=+p[a+((c<<1)+b<<3)>>3];l=+p[a+((b<<1)+c<<3)>>3];g=+p[a+(c*3<<3)>>3];j=l-k;f=(g+m)/j;if(j==0.0){i=1.0;j=0.0}else{j=+L(+(f*f+1.0));i=f/j;j=1.0/j}if(i==1.0&j==0.0){h=k;f=m}else{h=i*k+j*g;g=i*g-j*k;f=i*m+j*l}if(h==0.0){g=1.0;f=0.0}else{m=+K(+h);l=(f-g)/(m*2.0);f=+L(+(l*l+1.0));f=1.0/(l+(l>0.0?f:-f));l=1.0/+L(+(f*f+1.0));g=l;f=l*(+K(+f)*(h/m*(f>0.0?-1.0:1.0)))}p[e+8>>3]=f;p[e>>3]=g;m=-f;p[d>>3]=i*g-j*m;p[d+8>>3]=i*m+j*g;return}function j7a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,M=0.0;J=u;u=u+64|0;H=J+32|0;I=J;M=+p[c>>3];p[a>>3]=M;i=+p[c+8>>3];p[a+8>>3]=i;h=+p[c+16>>3];p[a+16>>3]=h;k=+p[c+24>>3];p[a+24>>3]=k;l=+p[c+32>>3];p[a+32>>3]=l;t=+p[c+40>>3];p[a+40>>3]=t;h=M*M+(i*i+h*h);p[a+96>>3]=h;t=k*k+(l*l+t*t);p[a+104>>3]=t;t=(h<t?t:h)*4.930380657631324e-32/3.0;v=a+136|0;f[v>>2]=2;w=a+128|0;p[w>>3]=0.0;x=a;y=H+4|0;z=H+8|0;A=H+12|0;B=H+16|0;C=I+4|0;D=I+12|0;E=I+20|0;F=I+28|0;s=0;n=0;while(1){r=2-s|0;m=a+96+(s<<3)|0;G=(r|0)>1;if(G){e=1;c=0;while(1){i=+p[m+(e<<3)>>3];d=i>h;c=d?e:c;e=e+1|0;if((e|0)==(r|0))break;else h=d?i:h}}else c=0;g=c+s|0;j=a+(g*3<<3)|0;q=3-s|0;e=j+(s<<3)|0;h=+p[e>>3];d=1;h=h*h;do{M=+p[e+(d<<3)>>3];h=h+M*M;d=d+1|0}while((d|0)!=(q|0));d=a+96+(g<<3)|0;p[d>>3]=h;if((f[v>>2]|0)==2)if(h<t*+(q|0))f[v>>2]=s;f[a+72+(s<<2)>>2]=g;o=a+(s*3<<3)|0;if(c){M=+p[o>>3];p[o>>3]=+p[j>>3];p[j>>3]=M;e=o+8|0;M=+p[e>>3];g=j+8|0;p[e>>3]=+p[g>>3];p[g>>3]=M;g=o+16|0;M=+p[g>>3];j=j+16|0;p[g>>3]=+p[j>>3];p[j>>3]=M;M=+p[m>>3];p[m>>3]=+p[d>>3];p[d>>3]=M;n=n+1|0}d=o+(s<<3)|0;j=a+48+(s<<3)|0;g=q+-1|0;e=d+8|0;l=+p[e>>3];h=l*l;if((q|0)>2){c=1;do{M=+p[e+(c<<3)>>3];h=h+M*M;c=c+1|0}while((c|0)!=(g|0));i=h}else i=h;h=+p[d>>3];if(!(i<=2.2250738585072014e-308)){k=+L(+(i+h*h));k=!(h>=0.0)?k:-k;i=h-k;p[e>>3]=l/i;if((g|0)!=1){c=1;do{p[e+(c<<3)>>3]=+p[e+(c<<3)>>3]/i;c=c+1|0}while((c|0)!=(g|0))}p[j>>3]=(k-h)/k;h=k}else{p[j>>3]=0.0;dQb(e|0,0,g<<3|0)|0}p[a+(s<<2<<3)>>3]=h;h=+K(+h);if(h>+p[w>>3])p[w>>3]=h;d=r+-1|0;r=3-r|0;e=r*3|0;f[H>>2]=a+(e+s<<3);f[y>>2]=q;f[z>>2]=d;f[A>>2]=a;f[B>>2]=3;f[I>>2]=o+(4-q<<3);f[C>>2]=g;f[D>>2]=o;c=E;f[c>>2]=x;f[c+4>>2]=3;f[F>>2]=3;c=s+1|0;p7a(H,I,j,a+80+(c<<3)|0);e=a+(s<<3)+(e<<3)|0;g=a+96+(r<<3)|0;if(G){M=+p[e>>3];p[g>>3]=+p[g>>3]-M*M;if((d|0)!=1){c=1;d=25;break}}if((c|0)==2){d=2;break}s=c;h=+p[a+96+(c<<3)>>3]}if((d|0)==2){H=a+64|0;f[H>>2]=0;G=a+68|0;f[G>>2]=1;I=a+64+(f[a+72>>2]<<2)|0;f[H>>2]=f[I>>2];f[I>>2]=0;I=a+64+(f[a+76>>2]<<2)|0;H=f[G>>2]|0;f[G>>2]=f[I>>2];f[I>>2]=H;f[a+140>>2]=(n<<1&2^2)+-1;b[a+112>>0]=1;u=J;return a|0}else if((d|0)==25)while(1){d=g+(c<<3)|0;M=+p[e+(c*3<<3)>>3];p[d>>3]=+p[d>>3]-M*M;c=c+1|0;d=25}return 0}function k7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+48|0;C=E+20|0;D=E;e=f[a+12>>2]|0;p[c>>3]=1.0;B=c+8|0;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[B+12>>2]=0;f[B+16>>2]=0;f[B+20>>2]=0;p[c+32>>3]=1.0;B=c+40|0;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[B+12>>2]=0;f[B+16>>2]=0;f[B+20>>2]=0;p[c+64>>3]=1.0;if((e|0)<=0){u=E;return}j=a+16|0;k=a+8|0;l=C+4|0;m=C+8|0;n=C+12|0;o=C+16|0;q=D+4|0;r=D+12|0;s=D+16|0;t=a+4|0;v=C+4|0;w=C+8|0;x=C+12|0;y=C+16|0;z=D+4|0;A=D+12|0;B=D+16|0;do{g=e;e=e+-1|0;h=f[j>>2]|0;i=4-g-h|0;if(!(b[k>>0]|0)){f[C>>2]=c+(3-i<<2<<3);f[l>>2]=i;f[m>>2]=i;f[n>>2]=c;f[o>>2]=3;h=h+g|0;i=f[a>>2]|0;f[D>>2]=i+(h+(e*3|0)<<3);f[q>>2]=3-h;f[r>>2]=i;f[s>>2]=3;o7a(C,D,(f[t>>2]|0)+(e<<3)|0,d)}else{f[C>>2]=c+(3-i<<2<<3);f[v>>2]=i;f[w>>2]=i;f[x>>2]=c;f[y>>2]=3;h=h+g|0;i=f[a>>2]|0;f[D>>2]=i+(h+(e*3|0)<<3);f[z>>2]=3-h;f[A>>2]=i;f[B>>2]=3;n7a(C,D,(f[t>>2]|0)+(e<<3)|0,d)}}while((g|0)>1);u=E;return}function l7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0;n=u;u=u+96|0;e=n+80|0;g=n;i=f[a+4>>2]|0;if((i|0)==1){h=1.0-+p[c>>3];l=f[a>>2]|0;p[l>>3]=h*+p[l>>3];m=f[a+16>>2]|0;k=l+(m<<3)|0;p[k>>3]=h*+p[k>>3];m=l+(m<<1<<3)|0;p[m>>3]=h*+p[m>>3];u=n;return}f[e>>2]=d;m=i+-1|0;l=(f[a>>2]|0)+8|0;j=a;s=f[j>>2]|0;j=f[j+4>>2]|0;o=a+12|0;k=o;r=f[k>>2]|0;k=f[k+4>>2]|0;x=b;w=f[x+4>>2]|0;t=b+12|0;v=f[t>>2]|0;t=f[t+4>>2]|0;d=g;f[d>>2]=f[x>>2];f[d+4>>2]=w;d=g+12|0;f[d>>2]=v;f[d+4>>2]=t;f[g+20>>2]=l;f[g+24>>2]=m;d=g+32|0;f[d>>2]=s;f[d+4>>2]=j;d=g+44|0;f[d>>2]=r;f[d+4>>2]=k;f[g+52>>2]=k;m7a(e,g)|0;d=f[a>>2]|0;r=f[o+4>>2]|0;a=f[e>>2]|0;q=+p[a>>3]+ +p[d>>3];p[a>>3]=q;g=a+8|0;p[g>>3]=+p[g>>3]+ +p[d+(r<<3)>>3];j=a+16|0;e=_Pb(r|0,0,1)|0;p[j>>3]=+p[j>>3]+ +p[d+(e<<3)>>3];h=+p[c>>3];e=f[o+4>>2]|0;p[d>>3]=+p[d>>3]-h*q;o=d+(e<<3)|0;p[o>>3]=+p[o>>3]-h*+p[g>>3];e=_Pb(e|0,0,1)|0;e=d+(e<<3)|0;p[e>>3]=+p[e>>3]-h*+p[j>>3];h=+p[c>>3];if((i|0)>1){e=f[b>>2]|0;p[l>>3]=+p[l>>3]-h*+p[e>>3]*+p[a>>3];if((m|0)==1)d=0;else{d=1;do{x=l+(d<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[a>>3];d=d+1|0}while((d|0)!=(m|0));d=0}do{x=l+(d+k<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[g>>3];d=d+1|0}while((d|0)!=(m|0));a=_Pb(k|0,0,1)|0;d=0;do{x=l+(d+a<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[j>>3];d=d+1|0}while((d|0)!=(m|0))}u=n;return}function m7a(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[b>>2]|0;e=f[b+20>>2]|0;g=f[b+52>>2]|0;i=f[b+24>>2]|0;h=f[a>>2]|0;if(!i){f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;return a|0}c=+p[j>>3]*+p[e>>3];if((i|0)>1)b=1;else{p[h>>3]=c;p[h+8>>3]=+p[j>>3]*+p[e+(g<<3)>>3];p[h+16>>3]=+p[j>>3]*+p[e+(g<<1<<3)>>3];return a|0}do{c=c+ +p[j+(b<<3)>>3]*+p[e+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h>>3]=c;d=e+(g<<3)|0;b=1;c=+p[j>>3]*+p[d>>3];do{c=c+ +p[j+(b<<3)>>3]*+p[d+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h+8>>3]=c;d=e+(g<<1<<3)|0;b=1;c=+p[j>>3]*+p[d>>3];do{c=c+ +p[j+(b<<3)>>3]*+p[d+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h+16>>3]=c;return a|0}function n7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+272|0;v=w+136|0;m=w;o=f[a+8>>2]|0;if((o|0)==1){h=1.0-+p[c>>3];i=f[a+4>>2]|0;if((i|0)<=0){u=w;return}g=f[a>>2]|0;e=0;do{v=g+(e<<3)|0;p[v>>3]=h*+p[v>>3];e=e+1|0}while((e|0)!=(i|0));u=w;return}l=a+4|0;q=f[l>>2]|0;r=o+-1|0;e=f[a>>2]|0;s=f[a+16>>2]|0;t=e+(s<<3)|0;k=f[b>>2]|0;j=f[b+4>>2]|0;n=(q|0)>0;g=(j|0)>1;do if(n){if(!j){dQb(d|0,0,q<<3|0)|0;e=f[a>>2]|0}else{if(g){g=0;do{a=t+(g<<3)|0;i=1;h=+p[a>>3]*+p[k>>3];do{x=a+((X(i,s)|0)<<3)|0;h=h+ +p[x>>3]*+p[k+(i<<3)>>3];i=i+1|0}while((i|0)!=(j|0));p[d+(g<<3)>>3]=h;g=g+1|0}while((g|0)!=(q|0))}else{g=0;do{p[d+(g<<3)>>3]=+p[t+(g<<3)>>3]*+p[k>>3];g=g+1|0}while((g|0)!=(q|0))}if(!n)break}p[d>>3]=+p[d>>3]+ +p[e>>3];if((q|0)!=1){g=1;do{x=d+(g<<3)|0;p[x>>3]=+p[x>>3]+ +p[e+(g<<3)>>3];g=g+1|0}while((g|0)!=(q|0))}}while(0);h=+p[c>>3];g=f[l>>2]|0;if((g|0)>0){p[e>>3]=+p[e>>3]-h*+p[d>>3];if((g|0)!=1){i=1;do{x=e+(i<<3)|0;p[x>>3]=+p[x>>3]-h*+p[d+(i<<3)>>3];i=i+1|0}while((i|0)!=(g|0))}}h=+p[c>>3];k=b;j=f[k>>2]|0;k=f[k+4>>2]|0;a=b+12|0;i=f[a>>2]|0;a=f[a+4>>2]|0;g=m+24|0;f[g>>2]=q;if(n){e=0;do{p[m+(e<<3)>>3]=h*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(q|0));e=f[g>>2]|0}else e=q;x=m+32|0;f[x>>2]=j;f[x+4>>2]=k;x=m+44|0;f[x>>2]=i;f[x+4>>2]=a;f[m+128>>2]=0;f[m+132>>2]=0;f[v+24>>2]=e;if((e|0)>0)bQb(v|0,m|0,e<<3|0)|0;x=v+32|0;f[x>>2]=j;f[x+4>>2]=k;x=v+44|0;f[x>>2]=i;f[x+4>>2]=a;f[v+128>>2]=0;f[v+132>>2]=0;if(n&(o|0)>1){e=0;do{i=j+(e<<3)|0;a=X(e,s)|0;g=0;do{x=t+(g+a<<3)|0;p[x>>3]=+p[x>>3]-+p[v+(g<<3)>>3]*+p[i>>3];g=g+1|0}while((g|0)!=(q|0));e=e+1|0}while((e|0)!=(r|0))}u=w;return}function o7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+256|0;w=x+128|0;o=x;q=f[a+4>>2]|0;if((q|0)==1){g=1.0-+p[c>>3];h=f[a+8>>2]|0;if((h|0)<=0){u=x;return}i=f[a>>2]|0;e=f[a+16>>2]|0;a=0;do{w=i+((X(a,e)|0)<<3)|0;p[w>>3]=g*+p[w>>3];a=a+1|0}while((a|0)!=(h|0));u=x;return}k=a+8|0;s=f[k>>2]|0;n=d;t=q+-1|0;l=f[a>>2]|0;v=l+8|0;j=a+16|0;r=f[j>>2]|0;m=(s|0)>0;i=f[b>>2]|0;if(m){if((q|0)>2){a=0;do{h=v+((X(a,r)|0)<<3)|0;e=1;g=+p[i>>3]*+p[h>>3];do{g=g+ +p[i+(e<<3)>>3]*+p[h+(e<<3)>>3];e=e+1|0}while((e|0)!=(t|0));p[d+(a<<3)>>3]=g;a=a+1|0}while((a|0)!=(s|0))}else{a=0;do{h=v+((X(a,r)|0)<<3)|0;p[d+(a<<3)>>3]=+p[i>>3]*+p[h>>3];a=a+1|0}while((a|0)!=(s|0))}a=f[j>>2]|0;if(m){p[d>>3]=+p[d>>3]+ +p[l>>3];if((s|0)!=1){e=1;do{i=d+(e<<3)|0;h=l+((X(e,a)|0)<<3)|0;p[i>>3]=+p[i>>3]+ +p[h>>3];e=e+1|0}while((e|0)!=(s|0))}}}g=+p[c>>3];h=f[k>>2]|0;a=f[j>>2]|0;if((h|0)>0){p[l>>3]=+p[l>>3]-g*+p[d>>3];if((h|0)!=1){e=1;do{k=l+((X(e,a)|0)<<3)|0;p[k>>3]=+p[k>>3]-g*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(h|0))}}g=+p[c>>3];i=f[b>>2]|0;a=f[b+4>>2]|0;h=o+24|0;f[h>>2]=a;if((a|0)>0){e=0;do{p[o+(e<<3)>>3]=g*+p[i+(e<<3)>>3];e=e+1|0}while((e|0)!=(a|0));a=f[h>>2]|0}f[o+32>>2]=n;f[o+40>>2]=s;f[o+120>>2]=0;f[o+124>>2]=0;f[w+24>>2]=a;if((a|0)>0)bQb(w|0,o|0,a<<3|0)|0;f[w+32>>2]=n;f[w+40>>2]=s;f[w+120>>2]=0;f[w+124>>2]=0;if(m&(q|0)>1){a=0;do{h=d+(a<<3)|0;i=X(a,r)|0;e=0;do{q=v+(e+i<<3)|0;p[q>>3]=+p[q>>3]-+p[w+(e<<3)>>3]*+p[h>>3];e=e+1|0}while((e|0)!=(t|0));a=a+1|0}while((a|0)!=(s|0))}u=x;return}function p7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+208|0;w=x+104|0;o=x;q=f[a+4>>2]|0;if((q|0)==1){g=1.0-+p[c>>3];h=f[a+8>>2]|0;if((h|0)<=0){u=x;return}i=f[a>>2]|0;e=f[a+16>>2]|0;a=0;do{w=i+((X(a,e)|0)<<3)|0;p[w>>3]=g*+p[w>>3];a=a+1|0}while((a|0)!=(h|0));u=x;return}k=a+8|0;s=f[k>>2]|0;n=d;t=q+-1|0;l=f[a>>2]|0;v=l+8|0;j=a+16|0;r=f[j>>2]|0;m=(s|0)>0;i=f[b>>2]|0;if(m){if((q|0)>2){a=0;do{h=v+((X(a,r)|0)<<3)|0;e=1;g=+p[i>>3]*+p[h>>3];do{g=g+ +p[i+(e<<3)>>3]*+p[h+(e<<3)>>3];e=e+1|0}while((e|0)!=(t|0));p[d+(a<<3)>>3]=g;a=a+1|0}while((a|0)!=(s|0))}else{a=0;do{h=v+((X(a,r)|0)<<3)|0;p[d+(a<<3)>>3]=+p[i>>3]*+p[h>>3];a=a+1|0}while((a|0)!=(s|0))}a=f[j>>2]|0;if(m){p[d>>3]=+p[d>>3]+ +p[l>>3];if((s|0)!=1){e=1;do{i=d+(e<<3)|0;h=l+((X(e,a)|0)<<3)|0;p[i>>3]=+p[i>>3]+ +p[h>>3];e=e+1|0}while((e|0)!=(s|0))}}}g=+p[c>>3];h=f[k>>2]|0;a=f[j>>2]|0;if((h|0)>0){p[l>>3]=+p[l>>3]-g*+p[d>>3];if((h|0)!=1){e=1;do{k=l+((X(e,a)|0)<<3)|0;p[k>>3]=+p[k>>3]-g*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(h|0))}}g=+p[c>>3];i=f[b>>2]|0;a=f[b+4>>2]|0;h=o+24|0;f[h>>2]=a;if((a|0)>0){e=0;do{p[o+(e<<3)>>3]=g*+p[i+(e<<3)>>3];e=e+1|0}while((e|0)!=(a|0));a=f[h>>2]|0}f[o+32>>2]=n;f[o+40>>2]=s;f[o+96>>2]=0;f[o+100>>2]=0;f[w+24>>2]=a;if((a|0)>0)bQb(w|0,o|0,a<<3|0)|0;f[w+32>>2]=n;f[w+40>>2]=s;f[w+96>>2]=0;f[w+100>>2]=0;if(m&(q|0)>1){a=0;do{h=d+(a<<3)|0;i=X(a,r)|0;e=0;do{q=v+(e+i<<3)|0;p[q>>3]=+p[q>>3]-+p[w+(e<<3)>>3]*+p[h>>3];e=e+1|0}while((e|0)!=(t|0));a=a+1|0}while((a|0)!=(s|0))}u=x;return}function q7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function r7a(a,c,d){a=a|0;c=c|0;d=+d;var e=0,f=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;j=u;u=u+16|0;i=j;q=+p[a>>3];o=+p[a+8>>3];l=+p[a+16>>3];r=+p[a+24>>3];n=r+(q*+p[c>>3]+(o*+p[c+8>>3]+l*+p[c+16>>3]));m=r+(q*+p[c+24>>3]+(o*+p[c+32>>3]+l*+p[c+40>>3]));l=r+(q*+p[c+48>>3]+(o*+p[c+56>>3]+l*+p[c+64>>3]));f=+K(+n)<d;g=!(n>0.0)&1;e=f?2:g;b[i>>0]=e;h=+K(+m)<d;c=h?2:!(m>0.0)&1;b[i+1>>0]=c;k=+K(+l)<d;a=k?2:!(l>0.0)&1;b[i+2>>0]=a;switch((h?(f?2:1):f&1)+(k&1)&7){case 2:{if(!f){k=g;u=j;return k|0}k=b[i+(h?2:1)>>0]|0;u=j;return k|0}case 1:{h=f?0:h?1:2;k=b[i+(((h+1|0)>>>0)%3|0)>>0]|0;k=k<<24>>24==(b[i+(((h+2|0)>>>0)%3|0)>>0]|0)?k:3;u=j;return k|0}case 0:{k=e<<24>>24==0;k=a<<24>>24==0^k|k^c<<24>>24==0?3:(k^1)&1;u=j;return k|0}case 3:{k=2;u=j;return k|0}default:{k=4;u=j;return k|0}}return 0}function s7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;a=f[c>>2]|0;g=(f[c+4>>2]|0)-a|0;h=g+1|0;if(!g){c=a;return c|0}if(!h){h=b+2496|0;d=f[h>>2]|0;g=((d+1|0)>>>0)%624|0;c=b+(d<<2)|0;e=f[b+(g<<2)>>2]|0;f[c>>2]=0-(e&1)&-1727483681^f[b+((((d+397|0)>>>0)%624|0)<<2)>>2]^(e&2147483646|f[c>>2]&-2147483648)>>>1;c=f[b+(f[h>>2]<<2)>>2]|0;c=c>>>11^c;f[h>>2]=g;c=c<<7&-1658038656^c;c=c<<15&-272236544^c;c=c>>>18^c;return c|0}d=32-(_(h|0)|0)|0;d=d+(((-1>>>(33-d|0)&h|0)==0)<<31>>31)|0;a=(d>>>5)+((d&31|0)!=0&1)|0;a=a>>>0>d>>>0?0:-1>>>(32-((d>>>0)/(a>>>0)|0)|0);d=b+2496|0;e=f[d>>2]|0;do{j=e;e=((e+1|0)>>>0)%624|0;g=b+(j<<2)|0;i=f[b+(e<<2)>>2]|0;f[g>>2]=0-(i&1)&-1727483681^f[b+((((j+397|0)>>>0)%624|0)<<2)>>2]^(i&2147483646|f[g>>2]&-2147483648)>>>1;g=f[b+(f[d>>2]<<2)>>2]|0;g=g>>>11^g;f[d>>2]=e;g=g<<7&-1658038656^g;g=g<<15&-272236544^g;g=(g>>>18^g)&a}while(g>>>0>=h>>>0);j=(f[c>>2]|0)+g|0;return j|0}function t7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;e=l;c=f[b>>2]|0;g=c;if(((f[b+4>>2]|0)-c|0)!=12){k=0;u=l;return k|0}b=f[a>>2]|0;if(((f[a+4>>2]|0)-b|0)!=32){k=0;u=l;return k|0}d=g+4|0;if(((f[d>>2]|0)-(f[c>>2]|0)|0)!=32){k=0;u=l;return k|0}k=pOb(32)|0;i=k+32|0;j=b;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];f[k+16>>2]=f[j+16>>2];f[k+20>>2]=f[j+20>>2];f[k+24>>2]=f[j+24>>2];f[k+28>>2]=f[j+28>>2];f[e>>2]=0;j=e+4|0;f[j>>2]=0;f[e+8>>2]=0;b=(f[d>>2]|0)-(f[c>>2]|0)|0;a=b>>3;if(!a){d=0;e=0;b=0;a=0;c=0}else{if(a>>>0>536870911)AMb(e);h=pOb(b)|0;f[j>>2]=h;f[e>>2]=h;f[e+8>>2]=h+(a<<3);a=f[g>>2]|0;b=(f[d>>2]|0)-a|0;c=h;if((b|0)>0){g=h+(b>>>3<<3)|0;bQb(h|0,a|0,b|0)|0;f[j>>2]=g;d=h;e=g;b=c;a=g;c=h}else{d=h;e=h;b=c;a=c;c=h}}u7a(k,i);u7a(d,e);if((a-b|0)==32)if((f[k>>2]|0)==(f[b>>2]|0))if((f[k+4>>2]|0)==(f[b+4>>2]|0))if((f[k+8>>2]|0)==(f[b+8>>2]|0))if((f[k+12>>2]|0)==(f[b+12>>2]|0))if((f[k+16>>2]|0)==(f[b+16>>2]|0))if((f[k+20>>2]|0)==(f[b+20>>2]|0))if((f[k+24>>2]|0)==(f[b+24>>2]|0))b=(f[k+28>>2]|0)==(f[b+28>>2]|0)?1:0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;if(d|0){if((e|0)!=(d|0))f[j>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(c)}sOb(k);k=b;u=l;return k|0}function u7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+1632|0;k=0;a:while(1){d=b;i=b+-8|0;e=b+-16|0;j=b+-4|0;c=a;while(1){l=c;f[m+32>>2]=c;f[m+136>>2]=b;f[m+168>>2]=l;f[m+288>>2]=g;f[m+504>>2]=d;f[m+704>>2]=i;f[m+920>>2]=e;f[m+1096>>2]=j;f[m+1464>>2]=h;f[m+1560>>2]=k;f[m+1576>>2]=0;f[m+1580>>2]=0;N7a(m);c=f[m+32>>2]|0;l=f[m+168>>2]|0;g=f[m+288>>2]|0;h=f[m+1464>>2]|0;k=f[m+1560>>2]|0;G=f[m+1576>>2]|0;D=f[m+1580>>2]|0;H=+n[m+1580>>2];f[m+1576>>2]=0;f[m+1580>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((k|0)==133){k=0;u7a(g+8|0,b);a=l;b=g;continue}else if((k|0)==134){k=0;if(h){k=135;break}else{a=l;b=g;continue}}}a=1;if(a)if((k|0)==5){b=f[i>>2]|0;a=f[l>>2]|0;if((b|0)==(a|0)){if((f[j>>2]|0)>=(f[l+4>>2]|0)){u=m;return}}else if((b|0)>=(a|0)){u=m;return}k=l;j=f[k>>2]|0;k=f[k+4>>2]|0;h=f[i+4>>2]|0;f[l>>2]=f[i>>2];f[l+4>>2]=h;f[i>>2]=j;f[i+4>>2]=k;u=m;return}else if((k|0)==9){d=l+8|0;c=f[d>>2]|0;a=f[l>>2]|0;if((c|0)==(a|0))b=(f[l+12>>2]|0)<(f[l+4>>2]|0);else b=(c|0)<(a|0);a=f[i>>2]|0;if((a|0)==(c|0))a=(f[j>>2]|0)<(f[l+12>>2]|0);else a=(a|0)<(c|0);if(!b){if(!a){u=m;return}b=f[d>>2]|0;a=f[d+4>>2]|0;k=f[i+4>>2]|0;f[d>>2]=f[i>>2];f[d+4>>2]=k;f[i>>2]=b;f[i+4>>2]=a;a=f[d>>2]|0;b=f[l>>2]|0;if((a|0)==(b|0)){if((f[l+12>>2]|0)>=(f[l+4>>2]|0)){u=m;return}}else if((a|0)>=(b|0)){u=m;return}k=l;j=f[k>>2]|0;k=f[k+4>>2]|0;i=f[d+4>>2]|0;f[l>>2]=f[d>>2];f[l+4>>2]=i;f[d>>2]=j;f[d+4>>2]=k;u=m;return}c=l;b=f[c>>2]|0;c=f[c+4>>2]|0;if(a){k=f[i+4>>2]|0;f[l>>2]=f[i>>2];f[l+4>>2]=k;f[i>>2]=b;f[i+4>>2]=c;u=m;return}k=f[d+4>>2]|0;a=l;f[a>>2]=f[d>>2];f[a+4>>2]=k;f[d>>2]=b;f[d+4>>2]=c;a=f[i>>2]|0;if((a|0)==(b|0)){if((f[j>>2]|0)>=(c|0)){u=m;return}}else if((a|0)>=(b|0)){u=m;return}l=f[i+4>>2]|0;f[d>>2]=f[i>>2];f[d+4>>2]=l;f[i>>2]=b;f[i+4>>2]=c;u=m;return}else if((k|0)==27){v7a(l,l+8|0,l+16|0,i)|0;u=m;return}else if((k|0)==28){w7a(l,l+8|0,l+16|0,l+24|0,i)|0;u=m;return}else a=1;if(a)if((k|0)==30){i=l+16|0;h=l+8|0;a=f[h>>2]|0;g=f[l>>2]|0;if((a|0)==(g|0))c=(f[l+12>>2]|0)<(f[l+4>>2]|0);else c=(a|0)<(g|0);d=f[i>>2]|0;if((d|0)==(a|0))e=(f[l+20>>2]|0)<(f[l+12>>2]|0);else e=(d|0)<(a|0);do if(c){c=l;a=f[c>>2]|0;c=f[c+4>>2]|0;if(e){j=f[i+4>>2]|0;d=l;f[d>>2]=f[i>>2];f[d+4>>2]=j;f[i>>2]=a;f[i+4>>2]=c;d=a;break}g=f[h+4>>2]|0;j=l;f[j>>2]=f[h>>2];f[j+4>>2]=g;f[h>>2]=a;f[h+4>>2]=c;if((d|0)==(a|0)){if((f[l+20>>2]|0)>=(c|0))break}else if((d|0)>=(a|0))break;d=f[i+4>>2]|0;f[h>>2]=f[i>>2];f[h+4>>2]=d;f[i>>2]=a;f[i+4>>2]=c;d=a}else if(e){d=f[h>>2]|0;j=f[h+4>>2]|0;a=f[i>>2]|0;c=f[i+4>>2]|0;f[h>>2]=a;f[h+4>>2]=c;f[i>>2]=d;f[i+4>>2]=j;if((g|0)==(a|0)){if((f[l+4>>2]|0)<=(c|0))break}else if((g|0)<=(a|0))break;j=l;g=f[j>>2]|0;j=f[j+4>>2]|0;e=l;f[e>>2]=a;f[e+4>>2]=c;f[h>>2]=g;f[h+4>>2]=j}while(0);a=l+24|0;if((a|0)==(b|0)){u=m;return}else{h=a;a=i}while(1){c=f[h>>2]|0;if((c|0)==(d|0)){if((f[h+4>>2]|0)<(f[a+4>>2]|0))k=52}else if((c|0)<(d|0))k=52;if((k|0)==52){k=0;g=h;e=f[g>>2]|0;g=f[g+4>>2]|0;d=a;i=f[d+4>>2]|0;j=h;f[j>>2]=f[d>>2];f[j+4>>2]=i;b:do if((a|0)!=(l|0))while(1){c=a+-8|0;d=f[c>>2]|0;if((d|0)==(e|0)){if((f[a+-4>>2]|0)<=(g|0))break b}else if((d|0)<=(e|0))break b;i=f[c+4>>2]|0;j=a;f[j>>2]=f[c>>2];f[j+4>>2]=i;if((c|0)==(l|0)){a=c;break}else a=c}while(0);j=a;f[j>>2]=e;f[j+4>>2]=g}a=h+8|0;if((a|0)==(b|0))break;d=f[h>>2]|0;j=h;h=a;a=j}u=m;return}else if((k|0)==135)if(1){u=m;return}u=m}function v7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if((h|0)==(e|0))e=(f[b+4>>2]|0)<(f[a+4>>2]|0);else e=(h|0)<(e|0);g=f[c>>2]|0;if((g|0)==(h|0))h=(f[c+4>>2]|0)<(f[b+4>>2]|0);else h=(g|0)<(h|0);do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if((g|0)==(i|0)){if((f[c+4>>2]|0)>=(e|0)){j=1;break}}else if((g|0)>=(i|0)){j=1;break}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if((e|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){j=1;break}}else if((e|0)>=(h|0)){j=1;break}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if((e|0)==(g|0)){if((f[d+4>>2]|0)>=(f[c+4>>2]|0)){b=j;return b|0}}else if((e|0)>=(g|0)){b=j;return b|0}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if((g|0)==(h|0)){if((f[c+4>>2]|0)>=(f[b+4>>2]|0)){k=e;return k|0}}else if((g|0)>=(h|0)){k=e;return k|0}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if((g|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){k=e;return k|0}}else if((g|0)>=(h|0)){k=e;return k|0}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function w7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;i=v7a(a,b,c,d)|0;g=f[e>>2]|0;h=f[d>>2]|0;if((g|0)==(h|0)){if((f[e+4>>2]|0)>=(f[d+4>>2]|0))return i|0}else if((g|0)>=(h|0))return i|0;g=d;h=f[g>>2]|0;g=f[g+4>>2]|0;l=e;k=f[l+4>>2]|0;j=d;f[j>>2]=f[l>>2];f[j+4>>2]=k;f[e>>2]=h;f[e+4>>2]=g;e=i+1|0;g=f[d>>2]|0;h=f[c>>2]|0;if((g|0)==(h|0)){if((f[d+4>>2]|0)>=(f[c+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;l=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=l;e=d;f[e>>2]=h;f[e+4>>2]=g;e=i+2|0;g=f[c>>2]|0;h=f[b>>2]|0;if((g|0)==(h|0)){if((f[c+4>>2]|0)>=(f[b+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;k=c;l=f[k+4>>2]|0;e=b;f[e>>2]=f[k>>2];f[e+4>>2]=l;e=c;f[e>>2]=h;f[e+4>>2]=g;e=i+3|0;g=f[b>>2]|0;h=f[a>>2]|0;if((g|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function x7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if((d|0)==(e|0)){if((f[b+-4>>2]|0)>=(f[a+4>>2]|0)){b=1;return b|0}}else if((d|0)>=(e|0)){b=1;return b|0}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if((e|0)==(c|0))d=(f[a+12>>2]|0)<(f[a+4>>2]|0);else d=(e|0)<(c|0);c=f[g>>2]|0;if((c|0)==(e|0))c=(f[b+-4>>2]|0)<(f[a+12>>2]|0);else c=(c|0)<(e|0);if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if((c|0)==(d|0)){if((f[a+12>>2]|0)>=(f[a+4>>2]|0)){b=1;return b|0}}else if((c|0)>=(d|0)){b=1;return b|0}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if((c|0)==(d|0)){if((f[b+-4>>2]|0)>=(e|0)){b=1;return b|0}}else if((c|0)>=(d|0)){b=1;return b|0}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{v7a(a,a+8|0,a+16|0,b+-8|0)|0;b=1;return b|0}case 5:{w7a(a,a+8|0,a+16|0,a+24|0,b+-8|0)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if((c|0)==(i|0))e=(f[a+12>>2]|0)<(f[a+4>>2]|0);else e=(c|0)<(i|0);g=f[d>>2]|0;if((g|0)==(c|0))h=(f[a+20>>2]|0)<(f[a+12>>2]|0);else h=(g|0)<(c|0);do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if((g|0)==(c|0)){if((f[a+20>>2]|0)>=(e|0))break}else if((g|0)>=(c|0))break;i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if((i|0)==(c|0)){if((f[a+4>>2]|0)<=(e|0))break}else if((i|0)<=(c|0))break;i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if((e|0)==(g|0)){if((f[k+4>>2]|0)<(f[d+4>>2]|0))l=48}else if((e|0)<(g|0))l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if((e|0)==(i|0)){if((f[h+-4>>2]|0)<=(j|0)){d=g;break b}}else if((e|0)<=(i|0)){d=g;break b}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function y7a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0.0,J=0.0;H=u;u=u+512|0;F=H+464|0;G=H;l=pOb(48)|0;f[l>>2]=f[c>>2];f[l+4>>2]=f[c+4>>2];f[l+8>>2]=f[c+8>>2];f[l+12>>2]=f[c+12>>2];h=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;b[h+16>>0]=0;h=f[64687]|0;f[64687]=h+1;f[l+44>>2]=h;f[a>>2]=l;h=pOb(12)|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[l+24>>2]=h;h=pOb(12)|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;l=l+28|0;n=f[l>>2]|0;f[l>>2]=h;if(n|0){d=f[n>>2]|0;if(d|0){l=n+4|0;e=f[l>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[l>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h);e=f[l>>2]|0}}while((e|0)!=(d|0));d=f[n>>2]|0}sOb(d)}sOb(n)}l=f[a>>2]|0;n=pOb(12)|0;rqb(n,c);c=l+20|0;d=f[c>>2]|0;f[c>>2]=n;if(d|0){e=f[d>>2]|0;if(e|0){g=d+4|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-8-e|0)>>>3)<<3);sOb(e)}sOb(d)}B=+(f[l>>2]|0);C=+(f[l+4>>2]|0);D=+(f[l+8>>2]|0);E=+(f[l+12>>2]|0);i=B-B;j=C-E;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));z=i*i;A=j*j;if(!(q<=+L(+(z+(A+1.0)))*+L(+(z+(A+0.0)))*2.220446049250313e-16)){A=k/q;z=m/q;y=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;A=+p[G+80>>3];z=+p[G+88>>3];y=+p[G+96>>3]}i=D-D;j=E-C;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));w=i*i;x=j*j;if(!(q<=+L(+(w+(x+1.0)))*+L(+(w+(x+0.0)))*2.220446049250313e-16)){x=k/q;w=m/q;v=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;x=+p[G+80>>3];w=+p[G+88>>3];v=+p[G+96>>3]}i=D-B;j=C-C;k=j+j*0.0;m=-i-i*0.0;o=j*i;o=o-o;q=+L(+(k*k+(o*o+m*m)));s=i*i;t=j*j;if(!(q<=+L(+(s+(t+1.0)))*+L(+(s+(t+0.0)))*2.220446049250313e-16)){t=k/q;s=m/q;r=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;t=+p[G+80>>3];s=+p[G+88>>3];r=+p[G+96>>3]}i=B-D;j=E-E;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));J=i*i;I=j*j;if(!(q<=+L(+(J+(I+1.0)))*+L(+(J+(I+0.0)))*2.220446049250313e-16)){k=k/q;j=m/q;i=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;k=+p[G+80>>3];j=+p[G+88>>3];i=+p[G+96>>3]}F=pOb(12)|0;d=pOb(128)|0;f[F>>2]=d;G=d+128|0;f[F+8>>2]=G;p[d>>3]=A;p[d+8>>3]=z;p[d+16>>3]=y;p[d+24>>3]=-(A*B+(y*0.0+z*E));p[d+32>>3]=x;p[d+40>>3]=w;p[d+48>>3]=v;p[d+56>>3]=-(x*D+(v*0.0+w*C));p[d+64>>3]=t;p[d+72>>3]=s;p[d+80>>3]=r;p[d+88>>3]=-(t*B+(r*0.0+s*C));p[d+96>>3]=k;p[d+104>>3]=j;p[d+112>>3]=i;p[d+120>>3]=-(k*D+(i*0.0+j*E));f[F+4>>2]=G;G=l+16|0;d=f[G>>2]|0;f[G>>2]=F;if(!d){u=H;return}e=f[d>>2]|0;if(e|0){g=d+4|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-32-e|0)>>>5)<<5);sOb(e)}sOb(d);u=H;return}function z7a(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(48)|0;f[d>>2]=f[a+4>>2];f[d+4>>2]=f[a+8>>2];f[d+8>>2]=f[a+12>>2];f[d+12>>2]=f[a+16>>2];e=d+16|0;f[d+36>>2]=0;f[d+40>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=f[64687]|0;f[64687]=e+1;f[d+44>>2]=e;e=f[a>>2]|0;f[a>>2]=d;if(e){l4a(e);sOb(e);d=f[a>>2]|0}f[a+20>>2]=c;c=a+24|0;f[c>>2]=(f[c>>2]|0)+1;A7a(a,d,0);return}function A7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+48|0;i=r+24|0;k=r+8|0;l=r;j=f[c>>2]|0;e=f[c+4>>2]|0;f[i>>2]=j;f[i+4>>2]=e;m=f[c+8>>2]|0;n=f[c+12>>2]|0;f[k+8>>2]=m;f[k+12>>2]=n;if(!(d&1)){o=((m-j|0)/2|0)+j|0;g=o;h=n;p=e}else{p=((n-e|0)/2|0)+e|0;g=m;h=p;o=j}f[i+8>>2]=g;f[i+12>>2]=h;f[k>>2]=o;f[k+4>>2]=p;q=d+1|0;if((q|0)==(f[a+20>>2]|0)){y7a(l,i);q=c+36|0;p=f[l>>2]|0;f[l>>2]=0;d=f[q>>2]|0;f[q>>2]=p;if(d|0){l4a(d);sOb(d)}y7a(l,k);q=c+40|0;c=f[l>>2]|0;f[l>>2]=0;d=f[q>>2]|0;f[q>>2]=c;if(d|0){l4a(d);sOb(d)}a=a+24|0;f[a>>2]=(f[a>>2]|0)+2;u=r;return}else{l=pOb(48)|0;f[l>>2]=j;f[l+4>>2]=e;f[l+8>>2]=g;f[l+12>>2]=h;g=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;b[g+16>>0]=0;g=f[64687]|0;d=g+1|0;f[64687]=d;f[l+44>>2]=g;g=c+36|0;e=f[g>>2]|0;f[g>>2]=l;if(e){l4a(e);sOb(e);d=f[64687]|0}l=pOb(48)|0;f[l>>2]=o;f[l+4>>2]=p;f[l+8>>2]=m;f[l+12>>2]=n;e=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;f[64687]=d+1;f[l+44>>2]=d;d=c+40|0;e=f[d>>2]|0;f[d>>2]=l;if(e|0){l4a(e);sOb(e)}c=a+24|0;f[c>>2]=(f[c>>2]|0)+2;A7a(a,f[g>>2]|0,q);A7a(a,f[d>>2]|0,q);u=r;return}}function B7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+176|0;d=e+16|0;g=e;Xmb(d,0);pqb(g,b);a=C7a(a,f[a>>2]|0,b,g,d)|0;if(a){q4a(d,40996);g=d+76|0;Tlb(g);u=e;return a|0}Ymb(d,1,c,1,1)|0;gnb(c,1);q4a(d,40996);g=d+76|0;Tlb(g);u=e;return a|0}function C7a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0;v=u;u=u+192|0;q=v+36|0;t=v+24|0;s=v+12|0;n=v;l=f[c+36>>2]|0;if(l|0){if(!(b[l+32>>0]|0))if((f[e+8>>2]|0)<(f[l>>2]|0))k=0;else if((f[e>>2]|0)>(f[l+8>>2]|0))k=0;else if((f[e+12>>2]|0)<(f[l+4>>2]|0))k=0;else k=(f[e+4>>2]|0)<=(f[l+12>>2]|0);else if(!(b[(f[c+40>>2]|0)+32>>0]|0))k=0;else{h=c+32|0;if(b[h>>0]|0){t=1;u=v;return t|0}b[h>>0]=1;t=1;u=v;return t|0}j=c+40|0;h=f[j>>2]|0;if(!(b[h+32>>0]|0))if((f[e+8>>2]|0)<(f[h>>2]|0))i=0;else if((f[e>>2]|0)>(f[h+8>>2]|0))i=0;else if((f[e+12>>2]|0)<(f[h+4>>2]|0))i=0;else i=(f[e+4>>2]|0)<=(f[h+12>>2]|0);else i=0;if(k)h=C7a(a,l,d,e,g)|0;else h=1;if(!i){t=h;u=v;return t|0}t=h&(C7a(a,f[j>>2]|0,d,e,g)|0);u=v;return t|0}zqb(t,d);f[s>>2]=0;r=s+4|0;f[r>>2]=0;f[s+8>>2]=0;o=c+20|0;l=f[o>>2]|0;Xmb(q,0);h=q+76|0;Vlb(h,l,1,1)|0;Vlb(h,t,0,1)|0;f[n>>2]=0;l=n+4|0;f[l>>2]=0;f[n+8>>2]=0;Ymb(q,0,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(h);h=f[s>>2]|0;if(!h)h=s+8|0;else{i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h);h=s+8|0;f[h>>2]=0;f[r>>2]=0;f[s>>2]=0}f[s>>2]=f[n>>2];f[r>>2]=f[l>>2];f[h>>2]=f[n+8>>2];m=c+24|0;l=f[m>>2]|0;Xmb(q,0);h=q+76|0;Wmb(h,l,1,1)|0;Wmb(h,s,0,1)|0;f[n>>2]=0;l=n+4|0;f[l>>2]=0;f[n+8>>2]=0;Ymb(q,2,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(h);h=f[s>>2]|0;if(!h)h=s+8|0;else{i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h);h=s+8|0;f[h>>2]=0;f[r>>2]=0;f[s>>2]=0}a=f[n>>2]|0;f[s>>2]=a;e=f[l>>2]|0;f[r>>2]=e;f[h>>2]=f[n+8>>2];h=a;if((h|0)==(e|0))l=1;else{a=f[m>>2]|0;Xmb(q,0);e=q+76|0;Wmb(e,a,0,1)|0;Wmb(e,s,0,1)|0;f[n>>2]=0;a=n+4|0;f[a>>2]=0;f[n+8>>2]=0;Ymb(q,1,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(e);e=f[m>>2]|0;i=f[e>>2]|0;if(!i){h=e+4|0;i=e+8|0}else{h=e+4|0;j=f[h>>2]|0;if((j|0)!=(i|0)){do{k=j+-12|0;f[h>>2]=k;l=f[k>>2]|0;if(!l)j=k;else{j=j+-8|0;k=f[j>>2]|0;if((k|0)!=(l|0))f[j>>2]=k+(~((k+-8-l|0)>>>3)<<3);sOb(l);j=f[h>>2]|0}}while((j|0)!=(i|0));i=f[e>>2]|0}sOb(i);i=e+8|0;f[i>>2]=0;f[h>>2]=0;f[e>>2]=0}f[e>>2]=f[n>>2];f[h>>2]=f[a>>2];f[i>>2]=f[n+8>>2];Wmb(g+76|0,s,0,1)|0;e=f[d>>2]|0;E=+(f[e>>2]|0);D=+(f[e+4>>2]|0);C=+(f[e+8>>2]|0);B=+(f[e+12>>2]|0);A=+(f[e+16>>2]|0);z=+(f[e+20>>2]|0);y=+(f[e+24>>2]|0);x=+(f[e+28>>2]|0);w=+(f[e+32>>2]|0);e=q+4|0;a=pOb(72)|0;f[q>>2]=a;h=a+72|0;f[q+8>>2]=h;p[a>>3]=E;p[a+8>>3]=D;p[a+16>>3]=C;p[a+24>>3]=B;p[a+32>>3]=A;p[a+40>>3]=z;p[a+48>>3]=y;p[a+56>>3]=x;p[a+64>>3]=w;f[e>>2]=h;h=f[c+28>>2]|0;a=h+4|0;k=f[a>>2]|0;if((k|0)==(f[h+8>>2]|0))D7a(h,q);else{f[k>>2]=0;l=k+4|0;f[l>>2]=0;f[k+8>>2]=0;h=(f[e>>2]|0)-(f[q>>2]|0)|0;j=(h|0)/24|0;if(h|0){if(j>>>0>178956970)AMb(k);i=pOb(h)|0;f[l>>2]=i;f[k>>2]=i;f[k+8>>2]=i+(j*24|0);h=f[q>>2]|0;j=f[e>>2]|0;if((h|0)!=(j|0)){do{p[i>>3]=+p[h>>3];p[i+8>>3]=+p[h+8>>3];p[i+16>>3]=+p[h+16>>3];h=h+24|0;i=i+24|0}while((h|0)!=(j|0));f[l>>2]=i}}f[a>>2]=(f[a>>2]|0)+12}if(t7a(f[o>>2]|0,f[m>>2]|0)|0)b[c+32>>0]=1;h=f[q>>2]|0;if(h|0){i=f[e>>2]|0;if((i|0)!=(h|0))f[e>>2]=i+(~(((i+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}l=0;h=f[s>>2]|0}if(h|0){i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h)}j=f[t>>2]|0;if(j|0){h=t+4|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-8-j|0)>>>3)<<3);sOb(j)}t=l;u=v;return t|0}function D7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;e=f[r>>2]|0;h=f[a>>2]|0;m=(e-h|0)/12|0;c=m+1|0;n=h;if(c>>>0>357913941)AMb(a);q=a+8|0;o=((f[q>>2]|0)-h|0)/12|0;g=o<<1;g=o>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)k=0;else if(g>>>0>357913941)vd();else{k=pOb(g*12|0)|0;break}while(0);d=k+(m*12|0)|0;c=d;o=k+(g*12|0)|0;f[d>>2]=0;l=k+(m*12|0)+4|0;f[l>>2]=0;f[k+(m*12|0)+8>>2]=0;j=f[b+4>>2]|0;b=f[b>>2]|0;g=j-b|0;i=(g|0)/24|0;if(g|0){if(i>>>0>178956970)AMb(d);g=pOb(g)|0;f[l>>2]=g;f[d>>2]=g;f[k+(m*12|0)+8>>2]=g+(i*24|0);if((b|0)!=(j|0)){do{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[b+8>>3];p[g+16>>3]=+p[b+16>>3];b=b+24|0;g=g+24|0}while((b|0)!=(j|0));f[l>>2]=g}}g=d+12|0;if((e|0)!=(n|0)){do{m=d+-12|0;l=e;e=e+-12|0;f[m>>2]=0;k=d+-8|0;f[k>>2]=0;f[d+-4>>2]=0;f[m>>2]=f[e>>2];m=l+-8|0;f[k>>2]=f[m>>2];l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[e>>2]=0;d=c+-12|0;c=d}while((e|0)!=(n|0));h=f[a>>2]|0}f[a>>2]=c;c=f[r>>2]|0;f[r>>2]=g;f[q>>2]=o;b=h;if((c|0)!=(b|0)){e=c;do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~(((d+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}}while((e|0)!=(b|0))}if(!h)return;sOb(h);return}function E7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;pqb(e,b);c=F7a(a,f[a>>2]|0,b,e,c)|0;u=d;return c|0}function F7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0;L=u;u=u+320|0;C=L+208|0;s=L+312|0;r=L+300|0;g=L+288|0;h=L+176|0;K=L+276|0;H=L+264|0;E=L+252|0;t=L+32|0;v=L;w=L+248|0;x=L+244|0;y=L+240|0;k=f[a+84>>2]|0;z=+p[k+48>>3];A=+p[k+56>>3];k=f[b+36>>2]|0;if(k|0){h=f[d+8>>2]|0;if((h|0)<(f[k>>2]|0))j=0;else if((f[d>>2]|0)>(f[k+8>>2]|0))j=0;else if((f[d+12>>2]|0)<(f[k+4>>2]|0))j=0;else j=(f[d+4>>2]|0)<=(f[k+12>>2]|0);i=b+40|0;g=f[i>>2]|0;if((h|0)<(f[g>>2]|0))h=0;else if((f[d>>2]|0)>(f[g+8>>2]|0))h=0;else if((f[d+12>>2]|0)<(f[g+4>>2]|0))h=0;else h=(f[d+4>>2]|0)<=(f[g+12>>2]|0);if(j)g=F7a(a,k,c,d,e)|0;else g=1;if(!h){K=g;u=L;return K|0}K=g&(F7a(a,f[i>>2]|0,c,d,e)|0);u=L;return K|0}I=f[c>>2]|0;R=+(f[I>>2]|0);Q=+(f[I+4>>2]|0);P=+(f[I+8>>2]|0);M=+(f[I+12>>2]|0);N=+(f[I+16>>2]|0);O=+(f[I+20>>2]|0);I=g+4|0;J=pOb(48)|0;f[g>>2]=J;G=J+48|0;f[g+8>>2]=G;p[J>>3]=R;p[J+8>>3]=Q;p[J+16>>3]=P;p[J+24>>3]=M;p[J+32>>3]=N;p[J+40>>3]=O;f[I>>2]=G;O=+(f[b+4>>2]|0);N=+(f[b+8>>2]|0);M=+(f[b+12>>2]|0);p[h>>3]=+(f[b>>2]|0);p[h+8>>3]=O;p[h+16>>3]=N;p[h+24>>3]=M;f[K>>2]=0;G=K+4|0;f[G>>2]=0;f[K+8>>2]=0;if(vqb(J,f[b+16>>2]|0,h,K)|0)i=1;else{f[H>>2]=0;F=H+4|0;f[F>>2]=0;f[H+8>>2]=0;D7a(H,K);f[E>>2]=0;D=E+4|0;f[D>>2]=0;f[E+8>>2]=0;m=f[b+28>>2]|0;g=f[m>>2]|0;m=f[m+4>>2]|0;a:do if((g|0)==(m|0)){g=f[H>>2]|0;n=f[F>>2]|0;B=42}else{n=r+4|0;o=r+8|0;q=E+8|0;l=g;b:while(1){qqb(v,f[l>>2]|0,3);g=f[F>>2]|0;h=f[H>>2]|0;if((g|0)!=(h|0)){j=0;do{b=h+(j*12|0)|0;qqb(C,f[b>>2]|0,2);if(Bqb(f[l>>2]|0,v,f[b>>2]|0,C,t,s,A,z)|0){if(f[s>>2]&2147483647|0){b=0;do{M=+p[t+(b*24|0)>>3];N=+p[t+(b*24|0)+8>>3];O=+p[t+(b*24|0)+16>>3];d=b|1;P=+p[t+(d*24|0)>>3];Q=+p[t+(d*24|0)+8>>3];R=+p[t+(d*24|0)+16>>3];d=pOb(48)|0;f[r>>2]=d;h=d+48|0;f[o>>2]=h;p[d>>3]=M;p[d+8>>3]=N;p[d+16>>3]=O;p[d+24>>3]=P;p[d+32>>3]=Q;p[d+40>>3]=R;f[n>>2]=h;h=f[D>>2]|0;if((h|0)==(f[q>>2]|0)){D7a(E,r);g=f[r>>2]|0}else{f[h>>2]=0;d=h+4|0;f[d>>2]=0;f[h+8>>2]=0;g=f[r>>2]|0;k=(f[n>>2]|0)-g|0;a=(k|0)/24|0;if(k){if(a>>>0>178956970)break b;c=pOb(k)|0;f[d>>2]=c;f[h>>2]=c;f[h+8>>2]=c+(a*24|0);g=f[r>>2]|0;a=f[n>>2]|0;if((g|0)!=(a|0)){k=g;h=c;do{p[h>>3]=+p[k>>3];p[h+8>>3]=+p[k+8>>3];p[h+16>>3]=+p[k+16>>3];k=k+24|0;h=h+24|0}while((k|0)!=(a|0));f[d>>2]=h;h=f[D>>2]|0}}f[D>>2]=h+12}if(g|0){h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}b=b+2|0}while(b>>>0<f[s>>2]<<1>>>0)}b=f[H>>2]|0;d=b+(j*12|0)|0;h=f[F>>2]|0;c=h+-12|0;a=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=a;c=b+(j*12|0)+4|0;a=h+-8|0;d=f[c>>2]|0;f[c>>2]=f[a>>2];f[a>>2]=d;b=b+(j*12|0)+8|0;h=h+-4|0;a=f[b>>2]|0;f[b>>2]=f[h>>2];f[h>>2]=a;h=f[F>>2]|0;a=h+-12|0;while(1){g=h+-12|0;f[F>>2]=g;k=f[g>>2]|0;if(k){g=h+-8|0;h=f[g>>2]|0;if((h|0)!=(k|0))f[g>>2]=h+(~(((h+-24-k|0)>>>0)/24|0)*24|0);sOb(k);g=f[F>>2]|0}if((g|0)==(a|0))break;else h=g}}else{j=j+1|0;g=f[F>>2]|0}h=f[H>>2]|0}while(j>>>0<((g-h|0)/12|0)>>>0)}h=f[E>>2]|0;j=f[D>>2]|0;if((h|0)!=(j|0)){f[w>>2]=g;f[x>>2]=h;f[y>>2]=j;f[r>>2]=f[w>>2];f[s>>2]=f[x>>2];f[C>>2]=f[y>>2];G7a(H,r,s,C)|0;k=f[E>>2]|0;g=f[D>>2]|0;if((g|0)!=(k|0))do{h=g+-12|0;f[D>>2]=h;j=f[h>>2]|0;if(!j)g=h;else{g=g+-8|0;h=f[g>>2]|0;if((h|0)!=(j|0))f[g>>2]=h+(~(((h+-24-j|0)>>>0)/24|0)*24|0);sOb(j);g=f[D>>2]|0}}while((g|0)!=(k|0))}g=f[H>>2]|0;h=f[F>>2]|0;l=l+12|0;if((g|0)==(h|0)){i=1;break a}if((l|0)==(m|0)){n=h;B=42;break a}}AMb(h)}while(0);c:do if((B|0)==42)if((g|0)==(n|0))i=0;else{b=e+4|0;l=e+8|0;m=C+4|0;d=g;while(1){U6a(C,d);j=f[b>>2]|0;if((j|0)==(f[l>>2]|0)){H7a(e,C);g=f[C>>2]|0}else{f[j>>2]=0;c=j+4|0;f[c>>2]=0;f[j+8>>2]=0;g=f[C>>2]|0;h=(f[m>>2]|0)-g|0;k=h>>3;if(k){if(k>>>0>536870911)break;a=pOb(h)|0;f[c>>2]=a;f[j>>2]=a;f[j+8>>2]=a+(k<<3);g=f[C>>2]|0;h=(f[m>>2]|0)-g|0;if((h|0)>0){bQb(a|0,g|0,h|0)|0;f[c>>2]=a+(h>>>3<<3)}}f[b>>2]=(f[b>>2]|0)+12}if(g|0){h=f[m>>2]|0;if((h|0)!=(g|0))f[m>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}d=d+12|0;if((d|0)==(n|0)){i=0;break c}}AMb(j)}while(0);g=f[E>>2]|0;if(g|0){h=f[D>>2]|0;if((h|0)!=(g|0)){do{j=h+-12|0;f[D>>2]=j;k=f[j>>2]|0;if(!k)h=j;else{h=h+-8|0;j=f[h>>2]|0;if((j|0)!=(k|0))f[h>>2]=j+(~(((j+-24-k|0)>>>0)/24|0)*24|0);sOb(k);h=f[D>>2]|0}}while((h|0)!=(g|0));g=f[E>>2]|0}sOb(g)}g=f[H>>2]|0;if(g|0){h=f[F>>2]|0;if((h|0)!=(g|0)){do{j=h+-12|0;f[F>>2]=j;k=f[j>>2]|0;if(!k)h=j;else{h=h+-8|0;j=f[h>>2]|0;if((j|0)!=(k|0))f[h>>2]=j+(~(((j+-24-k|0)>>>0)/24|0)*24|0);sOb(k);h=f[F>>2]|0}}while((h|0)!=(g|0));g=f[H>>2]|0}sOb(g)}}g=f[K>>2]|0;if(g|0){h=f[G>>2]|0;if((h|0)!=(g|0))f[G>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}g=f[I>>2]|0;if((g|0)!=(J|0))f[I>>2]=g+(~(((g+-24-J|0)>>>0)/24|0)*24|0);sOb(J);K=i;u=L;return K|0}function G7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0;l=f[a>>2]|0;h=l;i=(f[b>>2]|0)-h|0;b=l+(((i|0)/12|0)*12|0)|0;m=f[c>>2]|0;g=f[d>>2]|0;v=g-m|0;o=(v|0)/12|0;t=g;if((v|0)<=0){v=b;return v|0}u=a+8|0;e=f[u>>2]|0;v=a+4|0;q=f[v>>2]|0;d=q;if((o|0)<=((e-d|0)/12|0|0)){n=d-b|0;d=(n|0)/12|0;if((o|0)>(d|0)){d=m+(d*12|0)|0;g=d;a:do if((d|0)==(t|0))k=q;else{e=q;while(1){f[e>>2]=0;m=e+4|0;f[m>>2]=0;f[e+8>>2]=0;j=d+4|0;h=(f[j>>2]|0)-(f[d>>2]|0)|0;i=(h|0)/24|0;if(h|0){if(i>>>0>178956970)break;l=pOb(h)|0;f[m>>2]=l;f[e>>2]=l;f[e+8>>2]=l+(i*24|0);h=f[d>>2]|0;i=f[j>>2]|0;if((h|0)!=(i|0)){e=l;do{p[e>>3]=+p[h>>3];p[e+8>>3]=+p[h+8>>3];p[e+16>>3]=+p[h+16>>3];h=h+24|0;e=e+24|0}while((h|0)!=(i|0));f[m>>2]=e}}d=d+12|0;e=(f[v>>2]|0)+12|0;f[v>>2]=e;if((d|0)==(t|0)){k=e;break a}}AMb(e)}while(0);if((n|0)<=0){v=b;return v|0}}else k=q;e=k-(b+(o*12|0))|0;h=b+(((e|0)/12|0)*12|0)|0;if(h>>>0<q>>>0){d=h;i=k;do{f[i>>2]=0;u=i+4|0;f[u>>2]=0;f[i+8>>2]=0;f[i>>2]=f[d>>2];a=d+4|0;f[u>>2]=f[a>>2];u=d+8|0;f[i+8>>2]=f[u>>2];f[u>>2]=0;f[a>>2]=0;f[d>>2]=0;d=d+12|0;i=(f[v>>2]|0)+12|0;f[v>>2]=i}while(d>>>0<q>>>0)}if(e|0)do{j=h;h=h+-12|0;d=k;k=k+-12|0;e=f[k>>2]|0;l=d+-8|0;if(!e)d=d+-4|0;else{i=f[l>>2]|0;if((i|0)!=(e|0))f[l>>2]=i+(~(((i+-24-e|0)>>>0)/24|0)*24|0);sOb(e);d=d+-4|0;f[d>>2]=0;f[l>>2]=0;f[k>>2]=0}f[k>>2]=f[h>>2];v=j+-8|0;f[l>>2]=f[v>>2];a=j+-4|0;f[d>>2]=f[a>>2];f[a>>2]=0;f[v>>2]=0;f[h>>2]=0}while((h|0)!=(b|0));d=f[c>>2]|0;if((d|0)==(g|0)){v=b;return v|0}else e=b;while(1){if((e|0)!=(d|0))I7a(e,f[d>>2]|0,f[d+4>>2]|0);d=d+12|0;if((d|0)==(g|0))break;else e=e+12|0}return b|0}d=((d-h|0)/12|0)+o|0;if(d>>>0>357913941)AMb(a);c=(e-h|0)/12|0;g=c<<1;g=c>>>0<178956970?(g>>>0<d>>>0?d:g):357913941;d=(i|0)/12|0;do if(!g)j=0;else if(g>>>0>357913941)vd();else{j=pOb(g*12|0)|0;break}while(0);o=j+(d*12|0)|0;e=o;n=j+(g*12|0)|0;do if((m|0)==(t|0)){s=e;r=l}else{l=e;i=o;k=m;while(1){f[i>>2]=0;j=i+4|0;f[j>>2]=0;f[i+8>>2]=0;h=k+4|0;d=(f[h>>2]|0)-(f[k>>2]|0)|0;g=(d|0)/24|0;if(d|0){if(g>>>0>178956970){d=35;break}d=pOb(d)|0;f[j>>2]=d;f[i>>2]=d;f[i+8>>2]=d+(g*24|0);g=f[k>>2]|0;h=f[h>>2]|0;if((g|0)!=(h|0)){do{p[d>>3]=+p[g>>3];p[d+8>>3]=+p[g+8>>3];p[d+16>>3]=+p[g+16>>3];g=g+24|0;d=d+24|0}while((g|0)!=(h|0));f[j>>2]=d}}d=l+12|0;l=d;k=k+12|0;if((k|0)==(t|0)){d=40;break}else i=d}if((d|0)==35)AMb(i);else if((d|0)==40){s=l;r=f[a>>2]|0;break}}while(0);if((r|0)==(b|0)){d=o;h=e}else{g=b;d=o;do{t=d+-12|0;c=g;g=g+-12|0;f[t>>2]=0;q=d+-8|0;f[q>>2]=0;f[d+-4>>2]=0;f[t>>2]=f[g>>2];t=c+-8|0;f[q>>2]=f[t>>2];c=c+-4|0;f[d+-4>>2]=f[c>>2];f[c>>2]=0;f[t>>2]=0;f[g>>2]=0;d=e+-12|0;e=d}while((g|0)!=(r|0));h=e}g=f[v>>2]|0;if((g|0)==(b|0))e=s;else{e=s;d=s;do{f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;f[d>>2]=f[b>>2];t=b+4|0;f[c>>2]=f[t>>2];c=b+8|0;f[d+8>>2]=f[c>>2];f[c>>2]=0;f[t>>2]=0;f[b>>2]=0;b=b+12|0;d=e+12|0;e=d}while((b|0)!=(g|0));d=h;b=f[v>>2]|0}h=f[a>>2]|0;f[a>>2]=d;f[v>>2]=e;f[u>>2]=n;if((b|0)!=(h|0))do{d=b;b=b+-12|0;g=f[b>>2]|0;if(g|0){d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}}while((b|0)!=(h|0));if(!h){v=o;return v|0}sOb(h);v=o;return v|0}function H7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=a+4|0;g=f[q>>2]|0;i=f[a>>2]|0;n=(g-i|0)/12|0;c=n+1|0;e=i;if(c>>>0>357913941)AMb(a);p=a+8|0;o=((f[p>>2]|0)-i|0)/12|0;h=o<<1;h=o>>>0<178956970?(h>>>0<c>>>0?c:h):357913941;do if(!h)m=0;else if(h>>>0>357913941)vd();else{m=pOb(h*12|0)|0;break}while(0);c=m+(n*12|0)|0;d=c;o=m+(h*12|0)|0;f[c>>2]=0;k=m+(n*12|0)+4|0;f[k>>2]=0;f[m+(n*12|0)+8>>2]=0;l=f[b>>2]|0;h=(f[b+4>>2]|0)-l|0;b=h>>3;if(b|0){if(b>>>0>536870911)AMb(c);j=pOb(h)|0;f[k>>2]=j;f[c>>2]=j;f[m+(n*12|0)+8>>2]=j+(b<<3);if((h|0)>0){bQb(j|0,l|0,h|0)|0;f[k>>2]=j+(h>>>3<<3)}}h=c+12|0;if((g|0)!=(e|0)){do{n=c+-12|0;m=g;g=g+-12|0;f[n>>2]=0;l=c+-8|0;f[l>>2]=0;f[c+-4>>2]=0;f[n>>2]=f[g>>2];n=m+-8|0;f[l>>2]=f[n>>2];m=m+-4|0;f[c+-4>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[g>>2]=0;c=d+-12|0;d=c}while((g|0)!=(e|0));i=f[a>>2]|0;e=f[q>>2]|0}f[a>>2]=d;f[q>>2]=h;f[p>>2]=o;h=i;if((e|0)!=(h|0))do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}}while((e|0)!=(h|0));if(!i)return;sOb(i);return}function I7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=(c-b|0)/24|0;k=a+8|0;d=f[k>>2]|0;i=f[a>>2]|0;e=i;if(j>>>0>((d-i|0)/24|0)>>>0){h=i;if(i){d=a+4|0;g=f[d>>2]|0;if((g|0)!=(e|0))f[d>>2]=g+(~(((g+-24-i|0)>>>0)/24|0)*24|0);sOb(h);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(j>>>0>178956970)AMb(a);i=(d|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<j>>>0?j:e):178956970;if(e>>>0>178956970)AMb(a);d=pOb(e*24|0)|0;g=a+4|0;f[g>>2]=d;f[a>>2]=d;f[k>>2]=d+(e*24|0);if((b|0)==(c|0))return;do{p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];b=b+24|0;d=d+24|0}while((b|0)!=(c|0));f[g>>2]=d;return}else{a=a+4|0;k=f[a>>2]|0;d=(k-i|0)/24|0;h=j>>>0>d>>>0;d=b+(d*24|0)|0;g=h?d:c;i=k;if((g|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(g|0));b=e}if(!h){if((b|0)==(i|0))return;f[a>>2]=i+(~(((i+-24-b|0)>>>0)/24|0)*24|0);return}if((g|0)==(c|0))return;b=f[a>>2]|0;do{p[b>>3]=+p[d>>3];p[b+8>>3]=+p[d+8>>3];p[b+16>>3]=+p[d+16>>3];d=d+24|0;b=b+24|0}while((d|0)!=(c|0));f[a>>2]=b;return}}function J7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=f[d>>2]|0;if((i|0)<3){h=0;return h|0}if((d+(i<<2)+4|0)==(e|0)){if((i|0)==3){k=f[d+4>>2]|0;l=f[d+8>>2]|0;d=f[d+12>>2]|0;$h[g&3](h,0,b+(k*12|0)|0,b+(l*12|0)|0,b+(d*12|0)|0,k,l,d,0,0,0);h=1;return h|0}if(!((K7a(b,d,e)|0)&1)){a=f[d>>2]|0;j=d+8|0;i=f[d+4>>2]|0;c=f[j>>2]|0;e=a+-2|0;if((a|0)>3){k=a+-4|0;l=k>>>1;a=j;while(1){j=i;i=f[a+(e<<2)>>2]|0;n=b+(c*12|0)|0;m=b+(i*12|0)|0;$h[g&3](h,1,b+(j*12|0)|0,n,m,j,c,i,0,0,0);a=a+4|0;j=c;c=f[a>>2]|0;$h[g&3](h,1,n,b+(c*12|0)|0,m,j,c,i,0,0,0);if((e|0)<=3)break;else e=e+-2|0}e=k&1;a=l+3|0}else a=2;if(!e){n=1;return n|0}n=f[d+(a<<2)+4>>2]|0;$h[g&3](h,1,b+(i*12|0)|0,b+(c*12|0)|0,b+(n*12|0)|0,i,c,n,0,0,0);n=1;return n|0}}n=O7a(a,b,c,d,e,g,h)|0;return n|0}function K7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0;y=u;u=u+80|0;p=y+36|0;q=p;i=y;d=f[b>>2]|0;if((d|0)!=((c-b>>2)+-1|0)){x=1;u=y;return x|0}if((d|0)==3){x=0;u=y;return x|0}d=b+4|0;l=f[c+-8>>2]|0;o=f[c+-4>>2]|0;b=a+(o*12|0)|0;m=+n[b>>2];k=m-+n[a+(l*12|0)>>2];g=+n[a+(o*12|0)+4>>2]-+n[a+(l*12|0)+4>>2];e=+n[a+(o*12|0)+8>>2]-+n[a+(l*12|0)+8>>2];n[p>>2]=k;l=p+4|0;n[l>>2]=g;o=p+8|0;n[o>>2]=e;a:do if(k==0.0){while(1){if(!(e==0.0&g==0.0))break a;h=f[d>>2]|0;j=a+(h*12|0)|0;d=d+4|0;if((d|0)==(c|0)){b=0;break}k=m;m=+n[j>>2];k=m-k;g=+n[a+(h*12|0)+4>>2]-+n[b+4>>2];e=+n[a+(h*12|0)+8>>2]-+n[b+8>>2];n[p>>2]=k;n[l>>2]=g;n[o>>2]=e;if(!(k==0.0)){b=j;break a}else b=j}u=y;return b|0}while(0);f[p+12>>2]=k==0.0?0:k<0.0?-1:1;f[p+16>>2]=g==0.0?0:g<0.0?-1:1;f[p+20>>2]=e==0.0?0:e<0.0?-1:1;n[p+24>>2]=0.0;n[p+28>>2]=0.0;n[p+32>>2]=0.0;w=b;v=d;h=0;t=q;r=0;q=0;while(1){b=f[v>>2]|0;s=w;w=a+(b*12|0)|0;k=+n[a+(b*12|0)+4>>2]-+n[s+4>>2];m=+n[a+(b*12|0)+8>>2]-+n[s+8>>2];b=i;p=i;n[p>>2]=+n[w>>2]-+n[s>>2];n[b+4>>2]=k;n[b+8>>2]=m;m=+n[p>>2];p=m==0.0;b=m<0.0?-1:1;s=i;d=s+12|0;f[d>>2]=p?0:b;if(p){b=f[t+12>>2]|0;f[d>>2]=b}m=+n[s+4>>2];p=m==0.0;d=m<0.0?-1:1;j=s+16|0;f[j>>2]=p?0:d;if(p){d=f[t+16>>2]|0;f[j>>2]=d}g=+n[s+8>>2];o=g==0.0;j=g<0.0?-1:1;l=s+20|0;f[l>>2]=o?0:j;if(o){j=f[t+20>>2]|0;f[l>>2]=j}e=+n[s>>2];if(e!=0.0|p^1|o^1){l=t;h=h+((b|0)!=(f[l+12>>2]|0)&1)|0;b=q+((d|0)!=(f[l+16>>2]|0)&1)|0;d=r+((j|0)!=(f[l+20>>2]|0)&1)|0;z=+n[l+4>>2];B=+n[l+8>>2];k=g*z-m*B;A=+n[l>>2];g=e*B-g*A;e=m*A-e*z;n[s+24>>2]=k;n[s+28>>2]=g;n[s+32>>2]=e;if(e==0.0&(k==0.0&g==0.0))j=t;else if(k*+n[l+24>>2]+g*+n[l+28>>2]+e*+n[l+32>>2]<0.0){b=1;x=19;break}else{j=i;i=t}}else{j=t;d=r;b=q}v=v+4|0;if((v|0)==(c|0))break;else{t=j;r=d;q=b}}if((x|0)==19){u=y;return b|0}x=((d|0)>2|((b|0)>2|(h|0)>2))&1;u=y;return x|0}function L7a(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0;n=f[a+320>>2]|0;l=f[a+400>>2]|0;m=f[a+408>>2]|0;i=f[a+808>>2]|0;o=f[a+816>>2]|0;j=f[a+824>>2]|0;q=f[a+1392>>2]|0;r=f[a+1400>>2]|0;a:{if(q){q=0;switch(r|0){case 4:case 2:case 0:{c=l+1|0;d=m;break}case 1:{c=f[(n+12|0)>>2]|0;d=f[(c+4|0)>>2]|0;if((d|0)==(f[c+8>>2]|0))u6a(c,j);else{p[d>>3]=+p[j>>3];p[d+8>>3]=+p[i+(l*72|0)+8>>3];p[d+16>>3]=+p[i+(l*72|0)+16>>3];p[d+24>>3]=+p[i+(l*72|0)+24>>3];p[d+32>>3]=+p[i+(l*72|0)+32>>3];p[d+40>>3]=+p[i+(l*72|0)+40>>3];p[d+48>>3]=+p[i+(l*72|0)+48>>3];p[d+56>>3]=+p[i+(l*72|0)+56>>3];p[d+64>>3]=+p[i+(l*72|0)+64>>3];f[(c+4|0)>>2]=d+72}e=f[(n+16|0)>>2]|0;c=(f[e>>2]|0)+(l*72|0)|0;h=f[(e+4|0)>>2]|0;if((c+72|0|0)!=(h|0)){d=c+72|0;do{g=+p[d>>3];p[d>>3]=+p[c>>3];p[c>>3]=g;k=d+8|0;g=+p[k>>3];s=c+8|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+16|0;g=+p[s>>3];k=c+16|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+24|0;g=+p[k>>3];s=c+24|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+32|0;g=+p[s>>3];k=c+32|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+40|0;g=+p[k>>3];s=c+40|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+48|0;g=+p[s>>3];k=c+48|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+56|0;g=+p[k>>3];s=c+56|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+64|0;g=+p[s>>3];k=c+64|0;p[s>>3]=+p[k>>3];p[k>>3]=g;d=d+72|0;c=c+72|0}while((d|0)!=(h|0))}if((h|0)!=(c|0))f[(e+4|0)>>2]=h+(~(((h+-72-c|0)>>>0)/72|0)*72|0);c=l;d=m+-1|0;break}default:q=1}}if(q){q=0;switch(r|0){case 3:{k=l+1|0;z=+p[((a+72|0)+8|0)>>3];y=+p[((a+72|0)+16|0)>>3];x=+p[((a+72|0)+24|0)>>3];w=+p[((a+72|0)+32|0)>>3];v=+p[((a+72|0)+40|0)>>3];u=+p[((a+72|0)+48|0)>>3];t=+p[((a+72|0)+56|0)>>3];g=+p[((a+72|0)+64|0)>>3];p[j>>3]=+p[(a+72|0)>>3];p[i+(l*72|0)+8>>3]=z;p[i+(l*72|0)+16>>3]=y;p[i+(l*72|0)+24>>3]=x;p[i+(l*72|0)+32>>3]=w;p[i+(l*72|0)+40>>3]=v;p[i+(l*72|0)+48>>3]=u;p[i+(l*72|0)+56>>3]=t;p[i+(l*72|0)+64>>3]=g;d=b[((a+288|0)+1|0)>>0]|0;if((d&255)>3){c=3;do{e=f[(n+16|0)>>2]|0;g=+p[(a+72|0)+(c*24|0)>>3];p[a>>3]=g;p[(a+8|0)>>3]=+p[(a+72|0)+(c*24|0)+8>>3];p[(a+16|0)>>3]=+p[(a+72|0)+(c*24|0)+16>>3];h=c+1|0;p[(a+24|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+32|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+40|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=c+2|0;p[(a+48|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+56|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+64|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=f[(e+4|0)>>2]|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[h+16>>2]=f[a+16>>2];f[h+20>>2]=f[a+20>>2];p[h>>3]=g;p[h+8>>3]=+p[(a+8|0)>>3];p[h+16>>3]=+p[(a+16|0)>>3];f[(h+24|0)>>2]=f[(a+24|0)>>2];f[(h+24|0)+4>>2]=f[(a+24|0)+4>>2];f[(h+24|0)+8>>2]=f[(a+24|0)+8>>2];f[(h+24|0)+12>>2]=f[(a+24|0)+12>>2];f[(h+24|0)+16>>2]=f[(a+24|0)+16>>2];f[(h+24|0)+20>>2]=f[(a+24|0)+20>>2];p[(h+24|0)>>3]=+p[(a+24|0)>>3];p[h+32>>3]=+p[(a+32|0)>>3];p[h+40>>3]=+p[(a+40|0)>>3];f[(h+48|0)>>2]=f[(a+48|0)>>2];f[(h+48|0)+4>>2]=f[(a+48|0)+4>>2];f[(h+48|0)+8>>2]=f[(a+48|0)+8>>2];f[(h+48|0)+12>>2]=f[(a+48|0)+12>>2];f[(h+48|0)+16>>2]=f[(a+48|0)+16>>2];f[(h+48|0)+20>>2]=f[(a+48|0)+20>>2];p[(h+48|0)>>3]=+p[(a+48|0)>>3];p[h+56>>3]=+p[(a+56|0)>>3];p[h+64>>3]=+p[(a+64|0)>>3];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+72}else{t6a(e,a);d=b[((a+288|0)+1|0)>>0]|0}c=c+3|0}while(c>>>0<(d&255)>>>0)}else c=3;d=b[((a+288|0)+2|0)>>0]|0;if(c>>>0<(d&255)>>>0){do{e=f[(n+12|0)>>2]|0;g=+p[(a+72|0)+(c*24|0)>>3];p[a>>3]=g;p[(a+8|0)>>3]=+p[(a+72|0)+(c*24|0)+8>>3];p[(a+16|0)>>3]=+p[(a+72|0)+(c*24|0)+16>>3];h=c+1|0;p[(a+24|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+32|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+40|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=c+2|0;p[(a+48|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+56|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+64|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=f[(e+4|0)>>2]|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[h+16>>2]=f[a+16>>2];f[h+20>>2]=f[a+20>>2];p[h>>3]=g;p[h+8>>3]=+p[(a+8|0)>>3];p[h+16>>3]=+p[(a+16|0)>>3];f[(h+24|0)>>2]=f[(a+24|0)>>2];f[(h+24|0)+4>>2]=f[(a+24|0)+4>>2];f[(h+24|0)+8>>2]=f[(a+24|0)+8>>2];f[(h+24|0)+12>>2]=f[(a+24|0)+12>>2];f[(h+24|0)+16>>2]=f[(a+24|0)+16>>2];f[(h+24|0)+20>>2]=f[(a+24|0)+20>>2];p[(h+24|0)>>3]=+p[(a+24|0)>>3];p[h+32>>3]=+p[(a+32|0)>>3];p[h+40>>3]=+p[(a+40|0)>>3];f[(h+48|0)>>2]=f[(a+48|0)>>2];f[(h+48|0)+4>>2]=f[(a+48|0)+4>>2];f[(h+48|0)+8>>2]=f[(a+48|0)+8>>2];f[(h+48|0)+12>>2]=f[(a+48|0)+12>>2];f[(h+48|0)+16>>2]=f[(a+48|0)+16>>2];f[(h+48|0)+20>>2]=f[(a+48|0)+20>>2];p[(h+48|0)>>3]=+p[(a+48|0)>>3];p[h+56>>3]=+p[(a+56|0)>>3];p[h+64>>3]=+p[(a+64|0)>>3];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+72}else{t6a(e,a);d=b[((a+288|0)+2|0)>>0]|0}c=c+3|0}while(c>>>0<(d&255)>>>0);c=k;d=m}else{c=k;d=m}break}default:q=1}}if(q){q=0;switch(r|0){default:{c=l;d=m}}}if(c>>>0>=d>>>0){f[a+1408>>2]=2;f[a+1412>>2]=1;break a}l=c;m=d;o=f[(n+16|0)>>2]|0}f[a+400>>2]=l;f[a+408>>2]=m;f[a+816>>2]=o;f[a+1392>>2]=q}function M7a(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;o=f[a+80>>2]|0;v=f[a+88>>2]|0;w=f[a+96>>2]|0;q=f[a+144>>2]|0;r=f[a+168>>2]|0;u=f[a+176>>2]|0;s=f[a+200>>2]|0;t=f[a+872>>2]|0;c=f[a+880>>2]|0;n=f[a+888>>2]|0;x=f[a+976>>2]|0;a:{b:do if((c|0)!=(n|0))while(1){P6a(a,f[(v+36|0)>>2]|0,c,o+40|0,+p[(o+32|0)>>3]);c:{d=1;e=b[a>>0]|0;if(d)switch(e|0){case 0:{d=f[u>>2]|0;if((d|0)==(f[((a+28|0)+8|0)>>2]|0)){V4a(a+28|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[u>>2]=d+88;break c}}case 1:{d=f[s>>2]|0;if((d|0)==(f[t>>2]|0)){V4a(a+16|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[s>>2]=d+88;break c}}case 2:{f[(o+16|0)>>2]=(f[(o+16|0)>>2]|0)+1;d=f[r>>2]|0;if((d|0)==(f[q>>2]|0)){V4a(a+40|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[r>>2]=d+88;break c}}default:d=1}if(d)switch(e|0){case 3:{f[(o+12|0)>>2]=(f[(o+12|0)>>2]|0)+1;d=b[(a+2|0)>>0]|0;f[(o+24|0)>>2]=(f[(o+24|0)>>2]|0)+-1+(((d&255)/3|0)&255);if(d<<24>>24){m=c+72|0;l=0;do{e=(l|0)<(h[(a+1|0)>>0]|0)?a+28|0:a+16|0;g=o+40+(l*24|0)|0;i=l+1|0;j=l+2|0;k=f[(e+4|0)>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){p[k>>3]=+p[g>>3];p[k+8>>3]=+p[o+40+(l*24|0)+8>>3];p[k+16>>3]=+p[o+40+(l*24|0)+16>>3];p[k+24>>3]=+p[(o+40+(i*24|0)|0)>>3];p[k+32>>3]=+p[o+40+(i*24|0)+8>>3];p[k+40>>3]=+p[o+40+(i*24|0)+16>>3];p[k+48>>3]=+p[(o+40+(j*24|0)|0)>>3];p[k+56>>3]=+p[o+40+(j*24|0)+8>>3];p[k+64>>3]=+p[o+40+(j*24|0)+16>>3];f[(k+72|0)>>2]=f[m>>2];f[(k+72|0)+4>>2]=f[m+4>>2];f[(k+72|0)+8>>2]=f[m+8>>2];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+88}else{$6a(e,g,o+40+(i*24|0)|0,o+40+(j*24|0)|0,m);d=b[(a+2|0)>>0]|0}l=l+3|0}while((l|0)<(d&255|0))}break}case 4:{f[(o+20|0)>>2]=(f[(o+20|0)>>2]|0)+1;break}default:{}}}c=c+88|0;if((c|0)==(n|0))break b}while(0);c=f[r>>2]|0;g=f[(a+40|0)>>2]|0;f[(o+8|0)>>2]=((c-g|0)/88|0)+(f[(o+8|0)>>2]|0);i=f[(v+36|0)>>2]|0;d=f[(i+32|0)>>2]|0;if(!d){e=i+40|0;d=g}else{c=f[(i+36|0)>>2]|0;if((c|0)!=(d|0))f[(i+36|0)>>2]=c+(~(((c+-88-d|0)>>>0)/88|0)*88|0);sOb(d);f[(i+40|0)>>2]=0;f[(i+36|0)>>2]=0;f[(i+32|0)>>2]=0;e=i+40|0;d=f[(a+40|0)>>2]|0;c=f[r>>2]|0}f[(i+32|0)>>2]=d;f[(i+36|0)>>2]=c;f[e>>2]=f[q>>2];f[q>>2]=0;f[r>>2]=0;f[(a+40|0)>>2]=0;l=f[(a+16|0)>>2]|0;m=f[s>>2]|0;do{k=1;if(k){k=0;if((f[(a+28|0)>>2]|0)==(f[u>>2]|0)){if((l|0)!=(m|0)){Z6a(a,a+8|0,a+16|0);u=(f[(v+36|0)>>2]|0)+48|0;r=f[a>>2]|0;f[a>>2]=0;c=f[u>>2]|0;f[u>>2]=r;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(v+36|0)>>2]|0)+48>>2];c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(a+16|0)>>2];f[(v+28|0)>>2]=f[s>>2];f[(v+32|0)>>2]=f[t>>2];f[t>>2]=0;f[s>>2]=0;f[(a+16|0)>>2]=0;break}c=f[(v+20|0)>>2]|0;if(!c){x=69;f[a+1008>>2]=2;f[a+1012>>2]=3;break a}g=c+-1+(f[(v+16|0)>>2]|0)|0;i=f[(f[(v+4|0)>>2]|0)+(g>>>8<<2)>>2]|0;c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(i+((g&255)<<4)+4|0)>>2];f[(v+28|0)>>2]=f[(i+((g&255)<<4)+8|0)>>2];f[(v+32|0)>>2]=f[(i+((g&255)<<4)+12|0)>>2];f[(i+((g&255)<<4)+12|0)>>2]=0;f[(i+((g&255)<<4)+8|0)>>2]=0;f[(i+((g&255)<<4)+4|0)>>2]=0;Z6a(a,a+8|0,v+24|0);r=(f[(i+((g&255)<<4)|0)>>2]|0)+48|0;q=f[a>>2]|0;f[a>>2]=0;c=f[r>>2]|0;f[r>>2]=q;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(i+((g&255)<<4)|0)>>2]|0)+48>>2];g=f[(v+20|0)>>2]|0;d=f[(v+16|0)>>2]|0;e=f[(v+4|0)>>2]|0;i=f[e+((g+-1+d|0)>>>8<<2)>>2]|0;j=f[i+(((g+-1+d|0)&255)<<4)+4>>2]|0;if(j){c=f[(i+(((g+-1+d|0)&255)<<4)+8|0)>>2]|0;if((c|0)!=(j|0))f[(i+(((g+-1+d|0)&255)<<4)+8|0)>>2]=c+(~(((c+-88-j|0)>>>0)/88|0)*88|0);sOb(j);g=f[(v+20|0)>>2]|0;e=f[(v+4|0)>>2]|0;d=f[(v+16|0)>>2]|0}f[(v+20|0)>>2]=g+-1;c=f[(v+8|0)>>2]|0;r=c-e|0;if((1-d-g+((r|0)==0?0:(r<<6)+-1|0)|0)>>>0>511){sOb(f[c+-4>>2]|0);f[(v+8|0)>>2]=(f[(v+8|0)>>2]|0)+-4}}else k=1}if(k)if(1){if((l|0)!=(m|0)){i=f[(v+36|0)>>2]|0;j=f[t>>2]|0;f[t>>2]=0;f[s>>2]=0;f[(a+16|0)>>2]=0;g=f[(v+8|0)>>2]|0;e=f[(v+4|0)>>2]|0;c=f[(v+16|0)>>2]|0;d=f[(v+20|0)>>2]|0;if((((g-e|0|0)==0?0:((g-e|0)<<6)+-1|0)|0)==(d+c|0)){a7a(v);c=f[(v+16|0)>>2]|0;d=f[(v+20|0)>>2]|0;g=f[(v+8|0)>>2]|0;e=f[(v+4|0)>>2]|0}c=d+c|0;if((g|0)==(e|0))c=0;else c=(f[e+(c>>>8<<2)>>2]|0)+((c&255)<<4)|0;f[c>>2]=i;f[c+4>>2]=l;f[c+8>>2]=m;f[c+12>>2]=j;f[(v+20|0)>>2]=d+1}Z6a(a,a+8|0,a+28|0);t=(f[(v+36|0)>>2]|0)+44|0;s=f[a>>2]|0;f[a>>2]=0;c=f[t>>2]|0;f[t>>2]=s;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(v+36|0)>>2]|0)+44>>2];c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(a+28|0)>>2];f[(v+28|0)>>2]=f[u>>2];f[(v+32|0)>>2]=f[((a+28|0)+8|0)>>2];f[((a+28|0)+8|0)>>2]=0;f[u>>2]=0;f[(a+28|0)>>2]=0}}while(0);v=gDb()|0;t=I;u=f[w+4>>2]|0;if(!((t|0)<(u|0)|((t|0)==(u|0)?v>>>0<(f[w>>2]|0)>>>0:0))){x=90;f[a+1008>>2]=1;break a}}f[a+976>>2]=x}function N7a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;v=f[a+32>>2]|0;w=f[a+136>>2]|0;u=f[a+168>>2]|0;t=f[a+288>>2]|0;x=f[a+504>>2]|0;o=f[a+704>>2]|0;p=f[a+920>>2]|0;q=f[a+1096>>2]|0;y=f[a+1464>>2]|0;z=f[a+1560>>2]|0;a:{b:while(1){s=u;switch((x-s|0)>>3|0){case 2:{z=5;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 3:{z=9;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 4:{z=27;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 5:{z=28;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 1:case 0:{z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}default:{}}if((x-s|0|0)<248){z=30;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}k=((x-s|0)>>3|0)/2|0;j=u+(k<<3)|0;do if((x-s|0|0)>7992){i=w7a(u,u+((((x-s|0)>>3|0)/4|0)<<3)|0,j,j+((((x-s|0)>>3|0)/4|0)<<3)|0,o)|0;c=j;m=u}else{g=f[j>>2]|0;c=f[u>>2]|0;if((g|0)==(c|0))d=(f[u+(k<<3)+4>>2]|0)<(f[u+4>>2]|0);else d=(g|0)<(c|0);c=f[o>>2]|0;if((c|0)==(g|0))c=(f[q>>2]|0)<(f[u+(k<<3)+4>>2]|0);else c=(c|0)<(g|0);if(!d){if(!c){i=0;c=j;m=u;break}d=f[j>>2]|0;c=f[j+4>>2]|0;m=f[o+4>>2]|0;f[j>>2]=f[o>>2];f[j+4>>2]=m;f[o>>2]=d;f[o+4>>2]=c;c=f[j>>2]|0;d=f[u>>2]|0;if((c|0)==(d|0)){if((f[u+(k<<3)+4>>2]|0)>=(f[u+4>>2]|0)){i=1;c=j;m=u;break}}else if((c|0)>=(d|0)){i=1;c=j;m=u;break}i=u;c=f[i>>2]|0;i=f[i+4>>2]|0;l=f[j+4>>2]|0;m=u;f[m>>2]=f[j>>2];f[m+4>>2]=l;f[j>>2]=c;f[j+4>>2]=i;i=2;c=j;m=u;break}g=u;d=f[g>>2]|0;g=f[g+4>>2]|0;if(c){c=f[o+4>>2]|0;i=u;f[i>>2]=f[o>>2];f[i+4>>2]=c;f[o>>2]=d;f[o+4>>2]=g;i=1;c=j;m=u;break}m=f[j+4>>2]|0;c=u;f[c>>2]=f[j>>2];f[c+4>>2]=m;f[j>>2]=d;f[j+4>>2]=g;c=f[o>>2]|0;if((c|0)==(d|0)){if((f[q>>2]|0)>=(g|0)){i=1;c=j;m=u;break}}else if((c|0)>=(d|0)){i=1;c=j;m=u;break}i=f[o+4>>2]|0;f[j>>2]=f[o>>2];f[j+4>>2]=i;f[o>>2]=d;f[o+4>>2]=g;i=2;c=j;m=u}while(0);l=f[m>>2]|0;h=f[c>>2]|0;if((l|0)==(h|0)){if((f[u+4>>2]|0)<(f[u+(k<<3)+4>>2]|0)){e=o;b=i;break}}else if((l|0)<(h|0)){e=o;b=i;break}if((u|0)!=(p|0)){g=u+(k<<3)+4|0;c=o;r=p;while(1){d=f[r>>2]|0;if((d|0)==(h|0)){if((f[c+-4>>2]|0)<(f[g>>2]|0)){z=111;break b}}else if((d|0)<(h|0)){z=111;break b}c=r+-8|0;if((u|0)==(c|0))break;else{k=r;r=c;c=k}}}c=u+8|0;d=f[o>>2]|0;if((l|0)==(d|0))if((f[u+4>>2]|0)<(f[q>>2]|0))n=c;else z=88;else if((l|0)<(d|0))n=c;else z=88;if((z|0)==88){z=0;if((c|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}g=u+4|0;while(1){d=f[c>>2]|0;if((l|0)==(d|0)){if((f[g>>2]|0)<(f[c+4>>2]|0))break}else if((l|0)<(d|0))break;c=c+8|0;if((c|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}}n=c;s=f[n>>2]|0;n=f[n+4>>2]|0;k=f[o+4>>2]|0;l=c;f[l>>2]=f[o>>2];f[l+4>>2]=k;f[o>>2]=s;f[o+4>>2]=n;n=c+8|0}if((n|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}i=u+4|0;g=o;c=n;while(1){j=f[m>>2]|0;while(1){d=f[c>>2]|0;if((j|0)==(d|0)){if((f[i>>2]|0)<(f[c+4>>2]|0))break}else if((j|0)<(d|0))break;c=c+8|0}while(1){d=g+-8|0;h=f[d>>2]|0;if((j|0)==(h|0))if((f[i>>2]|0)<(f[g+-4>>2]|0)){g=d;continue}else break;else if((j|0)<(h|0)){g=d;continue}else break}if(c>>>0>=d>>>0){u=c;continue b}g=c;u=f[g>>2]|0;g=f[g+4>>2]|0;l=f[d+4>>2]|0;s=c;f[s>>2]=f[d>>2];f[s+4>>2]=l;f[d>>2]=u;f[d+4>>2]=g;g=d;c=c+8|0}}if((z|0)==111){z=0;b=u;t=f[b>>2]|0;b=f[b+4>>2]|0;p=r;q=f[p+4>>2]|0;e=u;f[e>>2]=f[p>>2];f[e+4>>2]=q;e=r;f[e>>2]=t;f[e+4>>2]=b;e=r;b=i+1|0}c=u+8|0;c:do if(c>>>0<e>>>0)while(1){h=f[j>>2]|0;i=j+4|0;while(1){d=f[c>>2]|0;if((d|0)==(h|0)){if((f[c+4>>2]|0)>=(f[i>>2]|0)){d=e;break}}else if((d|0)>=(h|0)){d=e;break}c=c+8|0}while(1){e=d+-8|0;g=f[e>>2]|0;if((g|0)==(h|0))if((f[d+-4>>2]|0)<(f[i>>2]|0))break;else{d=e;continue}else if((g|0)<(h|0))break;else{d=e;continue}}if(c>>>0>e>>>0){e=j;t=c;break c}t=c;r=f[t>>2]|0;t=f[t+4>>2]|0;p=f[e+4>>2]|0;q=c;f[q>>2]=f[e>>2];f[q+4>>2]=p;f[e>>2]=r;f[e+4>>2]=t;j=(j|0)==(c|0)?e:j;c=c+8|0;b=b+1|0}else{e=j;t=c}while(0);do if((t|0)!=(e|0)){c=f[e>>2]|0;d=f[t>>2]|0;if((c|0)==(d|0)){if((f[e+4>>2]|0)>=(f[t+4>>2]|0))break}else if((c|0)>=(d|0))break;q=t;p=f[q>>2]|0;q=f[q+4>>2]|0;n=e;o=f[n+4>>2]|0;r=t;f[r>>2]=f[n>>2];f[r+4>>2]=o;r=e;f[r>>2]=p;f[r+4>>2]=q;b=b+1|0}while(0);if(!b){y=x7a(u,t)|0;b=t+8|0;if(x7a(b,w)|0){z=134;f[a+1576>>2]=1;break a}if(y){v=b;f[a+1576>>2]=3;break a}}w=t;if((w-s|0)>=(x-w|0)){z=133;f[a+1576>>2]=1;break a}u7a(u,t);v=t+8|0}f[a+32>>2]=v;f[a+168>>2]=u;f[a+288>>2]=t;f[a+1464>>2]=y;f[a+1560>>2]=z}
+function IKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){d=XFb(d,262632)|0;if(c){oh[f[(f[d>>2]|0)+44>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+32>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}else{oh[f[(f[d>>2]|0)+40>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+28>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}a=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;f[g>>2]=a;a=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;f[h>>2]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](n,d);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[d>>2]|0)+24>>2]&1023](n,d);a=j+8+3|0;if((b[a>>0]|0)<0){i=f[j>>2]|0;f[m>>2]=0;JFb(i,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0}else{d=XFb(d,262624)|0;if(c){oh[f[(f[d>>2]|0)+44>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+32>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}else{oh[f[(f[d>>2]|0)+40>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+28>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}a=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;f[g>>2]=a;a=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;f[h>>2]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](n,d);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[d>>2]|0)+24>>2]&1023](n,d);a=j+8+3|0;if((b[a>>0]|0)<0){i=f[j>>2]|0;f[m>>2]=0;JFb(i,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0}f[l>>2]=a;u=o;return}function JKb(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;f[d>>2]=a;z=p+8+3|0;G=p+4|0;A=o+8+3|0;B=o+4|0;C=(e&512|0)==0;D=(q|0)>0;E=n+11|0;F=n+4|0;y=0;while(1){if((y|0)==4)break;a:do switch(b[k+y>>0]|0){case 0:{f[c>>2]=f[d>>2];break}case 1:{f[c>>2]=f[d>>2];w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,32)|0;x=f[d>>2]|0;f[d>>2]=x+4;f[x>>2]=w;break}case 3:{x=b[z>>0]|0;r=x<<24>>24<0;if((r?f[G>>2]|0:x&255)|0){w=f[(r?f[p>>2]|0:p)>>2]|0;x=f[d>>2]|0;f[d>>2]=x+4;f[x>>2]=w}break}case 2:{v=b[A>>0]|0;r=v<<24>>24<0;v=r?f[B>>2]|0:v&255;if(!(C|(v|0)==0)){u=r?f[o>>2]|0:o;s=u+(v<<2)|0;t=f[d>>2]|0;r=t;while(1){if((u|0)==(s|0))break;f[r>>2]=f[u>>2];r=r+4|0;u=u+4|0}f[d>>2]=t+(v<<2)}break}case 4:{s=f[d>>2]|0;g=j?g+4|0:g;r=g;while(1){if(r>>>0>=h>>>0)break;if(!(Sg[f[(f[i>>2]|0)+12>>2]&255](i,2048,f[r>>2]|0)|0))break;r=r+4|0}if(D){u=q;while(1){t=(u|0)>0;if(!(r>>>0>g>>>0&t))break;x=r+-4|0;v=f[x>>2]|0;w=f[d>>2]|0;f[d>>2]=w+4;f[w>>2]=v;u=u+-1|0;r=x}if(t)w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,48)|0;else w=0;v=f[d>>2]|0;while(1){t=v+4|0;if((u|0)<=0)break;f[v>>2]=w;u=u+-1|0;v=t}f[d>>2]=t;f[v>>2]=l}if((r|0)==(g|0)){w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,48)|0;x=f[d>>2]|0;r=x+4|0;f[d>>2]=r;f[x>>2]=w}else{x=b[E>>0]|0;t=x<<24>>24<0;if(!((t?f[F>>2]|0:x&255)|0)){v=-1;u=0;w=0}else{v=b[(t?f[n>>2]|0:n)>>0]|0;u=0;w=0}while(1){if((r|0)==(g|0))break;t=f[d>>2]|0;if((w|0)==(v|0)){x=t+4|0;f[d>>2]=x;f[t>>2]=m;u=u+1|0;v=b[E>>0]|0;t=v<<24>>24<0;if(u>>>0<(t?f[F>>2]|0:v&255)>>>0){v=b[(t?f[n>>2]|0:n)+u>>0]|0;v=v<<24>>24==127?-1:v<<24>>24;w=0;t=x}else{v=w;w=0;t=x}}x=r+-4|0;H=f[x>>2]|0;f[d>>2]=t+4;f[t>>2]=H;w=w+1|0;r=x}r=f[d>>2]|0}if((s|0)!=(r|0))while(1){r=r+-4|0;if(s>>>0>=r>>>0)break a;H=f[s>>2]|0;f[s>>2]=f[r>>2];f[r>>2]=H;s=s+4|0}break}default:{}}while(0);y=y+1|0}r=b[z>>0]|0;g=r<<24>>24<0;r=g?f[G>>2]|0:r&255;if(r>>>0>1){s=f[p>>2]|0;u=g?s+4|0:G;r=(g?s:p)+(r<<2)|0;s=f[d>>2]|0;t=r-u|0;g=s;while(1){if((u|0)==(r|0))break;f[g>>2]=f[u>>2];g=g+4|0;u=u+4|0}f[d>>2]=s+(t>>>2<<2)}switch((e&176)<<24>>24){case 32:{f[c>>2]=f[d>>2];break}case 16:break;default:f[c>>2]=a}return}function KKb(a){a=a|0;DFb(a);return}function LKb(a){a=a|0;DFb(a);sOb(a);return}function MKb(a,c,d){a=a|0;c=c|0;d=d|0;d=PAb((b[c+11>>0]|0)<0?f[c>>2]|0:c,1)|0;return d>>>((d|0)!=(-1|0)&1)|0}function NKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[i+(c<<2)>>2]=0;c=c+1|0}k=b[h+11>>0]|0;l=k<<24>>24<0;c=l?f[h>>2]|0:h;h=c+(l?f[h+4>>2]|0:k&255)|0;while(1){if(c>>>0>=h>>>0)break;LOb(i,b[c>>0]|0);c=c+1|0}c=(b[i+11>>0]|0)<0?f[i>>2]|0:i;d=WAb((d|0)==-1?-1:d<<1,e,g,c)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=0;while(1){if((h|0)==3)break;f[a+(h<<2)>>2]=0;h=h+1|0}h=c+(pAb(d)|0)|0;while(1){if(c>>>0>=h>>>0)break;LOb(a,b[c>>0]|0);c=c+1|0}zOb(i);u=j;return}function OKb(a,b){a=a|0;b=b|0;return}function PKb(a){a=a|0;DFb(a);return}function QKb(a){a=a|0;DFb(a);sOb(a);return}function RKb(a,c,d){a=a|0;c=c|0;d=d|0;d=PAb((b[c+11>>0]|0)<0?f[c>>2]|0:c,1)|0;return d>>>((d|0)!=(-1|0)&1)|0}function SKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+176|0;p=t+168|0;q=t+40|0;r=t+36|0;s=t+32|0;n=t;l=t+24|0;o=t+16|0;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[n+(c<<2)>>2]=0;c=c+1|0}f[l+4>>2]=0;f[l>>2]=50332;j=b[h+8+3>>0]|0;k=j<<24>>24<0;c=k?f[h>>2]|0:h;j=c+((k?f[h+4>>2]|0:j&255)<<2)|0;k=q+32|0;h=c;c=0;while(1){if(!((c|0)!=2&h>>>0<j>>>0))break;f[s>>2]=h;i=_g[f[(f[l>>2]|0)+12>>2]&15](l,p,h,j,s,q,k,r)|0;if((i|0)==2?1:(f[s>>2]|0)==(h|0)){m=7;break}else c=q;while(1){if(c>>>0>=(f[r>>2]|0)>>>0)break;LOb(n,b[c>>0]|0);c=c+1|0}h=f[s>>2]|0;c=i}if((m|0)==7)kJb(0);DFb(l);i=(b[n+11>>0]|0)<0?f[n>>2]|0:n;h=WAb((d|0)==-1?-1:d<<1,e,g,i)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[a+(c<<2)>>2]=0;c=c+1|0}f[o+4>>2]=0;f[o>>2]=50380;j=i+(pAb(h)|0)|0;k=j;l=q+128|0;h=i;c=0;while(1){if(!((c|0)!=2&h>>>0<j>>>0)){m=21;break}f[s>>2]=h;i=_g[f[(f[o>>2]|0)+16>>2]&15](o,p,h,(k-h|0)>32?h+32|0:j,s,q,l,r)|0;if((i|0)==2?1:(f[s>>2]|0)==(h|0)){m=17;break}else c=q;while(1){if(c>>>0>=(f[r>>2]|0)>>>0)break;VOb(a,f[c>>2]|0);c=c+4|0}h=f[s>>2]|0;c=i}if((m|0)==17)kJb(0);else if((m|0)==21){DFb(o);zOb(n);u=t;return}}function TKb(a,b){a=a|0;b=b|0;return}function UKb(a){a=a|0;DFb(a);sOb(a);return}function VKb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;b=u;u=u+16|0;j=b+4|0;a=b;f[j>>2]=c;f[a>>2]=g;h=cLb(c,d,j,g,h,a,1114111,0)|0;f[e>>2]=f[j>>2];f[i>>2]=f[a>>2];u=b;return h|0}function WKb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;b=u;u=u+16|0;j=b+4|0;a=b;f[j>>2]=c;f[a>>2]=g;h=bLb(c,d,j,g,h,a,1114111,0)|0;f[e>>2]=f[j>>2];f[i>>2]=f[a>>2];u=b;return h|0}function XKb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f[e>>2]=c;return 3}function YKb(a){a=a|0;return 0}function ZKb(a){a=a|0;return 0}function _Kb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return aLb(c,d,e,1114111,0)|0}function $Kb(a){a=a|0;return 4}function aLb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=c;if(!(f&4)){n=0;f=a}else if((o-a|0)>2)if((b[a>>0]|0)==-17)if((b[a+1>>0]|0)==-69){n=0;f=(b[a+2>>0]|0)==-65?a+3|0:a}else{n=0;f=a}else{n=0;f=a}else{n=0;f=a}a:while(1){if(!(n>>>0<d>>>0&f>>>0<c>>>0)){p=34;break}l=b[f>>0]|0;m=l&255;do if(l<<24>>24>-1){if(m>>>0>e>>>0){p=34;break a}f=f+1|0}else{if((l&255)<194){p=34;break a}if((l&255)<224){if((o-f|0)<2){p=34;break a}g=h[f+1>>0]|0;if((g&192|0)!=128){p=34;break a}if((g&63|m<<6&1984)>>>0>e>>>0){p=34;break a}f=f+2|0;break}if((l&255)<240){g=f;if((o-g|0)<3){p=34;break a}j=b[f+1>>0]|0;i=b[f+2>>0]|0;switch(l<<24>>24){case -32:{if((j&-32)<<24>>24!=-96){f=g;break a}break}case -19:{if((j&-32)<<24>>24!=-128){f=g;break a}break}default:if((j&-64)<<24>>24!=-128){f=g;break a}}g=i&255;if((g&192|0)!=128){p=34;break a}if(((j&63)<<6|m<<12&61440|g&63)>>>0>e>>>0){p=34;break a}else{f=f+3|0;break}}if((l&255)>=245){p=34;break a}g=f;if((o-g|0)<4){p=34;break a}k=b[f+1>>0]|0;i=b[f+2>>0]|0;j=b[f+3>>0]|0;switch(l<<24>>24){case -16:{if((k+112&255)>=48){f=g;break a}break}case -12:{if((k&-16)<<24>>24!=-128){f=g;break a}break}default:if((k&-64)<<24>>24!=-128){f=g;break a}}i=i&255;if((i&192|0)!=128){p=34;break a}g=j&255;if((g&192|0)!=128){p=34;break a}if(((k&63)<<12|m<<18&1835008|i<<6&4032|g&63)>>>0>e>>>0){p=34;break a}else f=f+4|0}while(0);n=n+1|0}return f-a|0}function bLb(a,c,d,e,g,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0;f[d>>2]=a;f[i>>2]=e;if(!(k&4))e=c;else{a=f[d>>2]|0;e=c;if((e-a|0)>2)if((b[a>>0]|0)==-17)if((b[a+1>>0]|0)==-69)if((b[a+2>>0]|0)==-65)f[d>>2]=a+3}a:while(1){p=f[d>>2]|0;a=p>>>0<c>>>0;if(!a){r=36;break}q=f[i>>2]|0;if(q>>>0>=g>>>0){r=36;break}n=b[p>>0]|0;a=n&255;do if(n<<24>>24>-1)if(a>>>0>j>>>0){a=2;break a}else k=1;else{if((n&255)<194){a=2;break a}if((n&255)<224){if((e-p|0)<2){a=1;break a}k=h[p+1>>0]|0;if((k&192|0)!=128){a=2;break a}a=k&63|a<<6&1984;if(a>>>0>j>>>0){a=2;break a}else{k=2;break}}if((n&255)<240){if((e-p|0)<3){a=1;break a}l=b[p+1>>0]|0;k=b[p+2>>0]|0;switch(n<<24>>24){case -32:{if((l&-32)<<24>>24!=-96){a=2;break a}break}case -19:{if((l&-32)<<24>>24!=-128){a=2;break a}break}default:if((l&-64)<<24>>24!=-128){a=2;break a}}k=k&255;if((k&192|0)!=128){a=2;break a}a=(l&63)<<6|a<<12&61440|k&63;if(a>>>0>j>>>0){a=2;break a}else{k=3;break}}if((n&255)>=245){a=2;break a}if((e-p|0)<4){a=1;break a}o=b[p+1>>0]|0;k=b[p+2>>0]|0;m=b[p+3>>0]|0;switch(n<<24>>24){case -16:{if((o+112&255)>=48){a=2;break a}break}case -12:{if((o&-16)<<24>>24!=-128){a=2;break a}break}default:if((o&-64)<<24>>24!=-128){a=2;break a}}l=k&255;if((l&192|0)!=128){a=2;break a}k=m&255;if((k&192|0)!=128){a=2;break a}a=(o&63)<<12|a<<18&1835008|l<<6&4032|k&63;if(a>>>0>j>>>0){a=2;break a}else k=4}while(0);f[q>>2]=a;f[d>>2]=p+k;f[i>>2]=(f[i>>2]|0)+4}if((r|0)==36)a=a&1;return a|0}function cLb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0;f[d>>2]=a;f[h>>2]=e;l=g;if(!(j&2))k=4;else if((l-e|0)<3)a=1;else{f[h>>2]=e+1;b[e>>0]=-17;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=-69;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=-65;k=4}a:do if((k|0)==4){a=f[d>>2]|0;while(1){if(a>>>0>=c>>>0){a=0;break a}e=f[a>>2]|0;if(e>>>0>i>>>0|(e&-2048|0)==55296){a=2;break a}do if(e>>>0<128){a=f[h>>2]|0;if((l-a|0)<1){a=1;break a}f[h>>2]=a+1;b[a>>0]=e}else{if(e>>>0<2048){a=f[h>>2]|0;if((l-a|0)<2){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>6|192;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}a=f[h>>2]|0;g=l-a|0;if(e>>>0<65536){if((g|0)<3){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>12|224;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>6&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}else{if((g|0)<4){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>18|240;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>12&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>6&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}}while(0);a=(f[d>>2]|0)+4|0;f[d>>2]=a}}while(0);return a|0}function dLb(a){a=a|0;DFb(a);sOb(a);return}function eLb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;f[e>>2]=c;f[i>>2]=g;return 3}function fLb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;f[e>>2]=c;f[i>>2]=g;return 3}function gLb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f[e>>2]=c;return 3}function hLb(a){a=a|0;return 1}function iLb(a){a=a|0;return 1}function jLb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;d=d-c|0;return (d>>>0<e>>>0?d:e)|0}function kLb(a){a=a|0;return 1}function lLb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;p=q;n=q+8|0;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(f[k>>2]|0))break;k=k+4|0}f[j>>2]=h;f[g>>2]=d;m=i;o=a+8|0;a:while(1){if((h|0)==(i|0)|(d|0)==(e|0)){k=35;break}r=c;l=f[r+4>>2]|0;a=p;f[a>>2]=f[r>>2];f[a+4>>2]=l;a=UAb(f[o>>2]|0)|0;l=YCb(h,g,k-d>>2,m-h|0,c)|0;if(a|0)UAb(a)|0;switch(l|0){case -1:{k=10;break a}case 0:{d=1;k=32;break 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k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;p=q;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(b[k>>0]|0))break;k=k+1|0}f[j>>2]=h;f[g>>2]=d;n=i;o=a+8|0;a=h;while(1){if((a|0)==(i|0)|(d|0)==(e|0)){a=32;break}l=c;h=f[l+4>>2]|0;m=p;f[m>>2]=f[l>>2];f[m+4>>2]=h;m=k;h=UAb(f[o>>2]|0)|0;l=GBb(a,g,m-d|0,n-a>>2,c)|0;if(h|0)UAb(h)|0;if((l|0)==-1){k=a;a=10;break}a=(f[j>>2]|0)+(l<<2)|0;f[j>>2]=a;if((a|0)==(i|0)){a=29;break}d=f[g>>2]|0;if((k|0)==(e|0))k=e;else{k=UAb(f[o>>2]|0)|0;d=xBb(a,d,1,c)|0;if(k|0)UAb(k)|0;if(d|0){d=2;a=28;break}f[j>>2]=(f[j>>2]|0)+4;d=(f[g>>2]|0)+1|0;f[g>>2]=d;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(b[k>>0]|0))break;k=k+1|0}a=f[j>>2]|0}}do if((a|0)==10){a:while(1){f[j>>2]=k;if((d|0)==(f[g>>2]|0)){a=18;break}a=UAb(f[o>>2]|0)|0;k=xBb(k,d,m-d|0,p)|0;if(a|0)UAb(a)|0;switch(k|0){case -1:{a=15;break a}case -2:{a=16;break a}case 0:{k=1;break}default:{}}d=d+k|0;k=(f[j>>2]|0)+4|0;a=10}if((a|0)==15){f[g>>2]=d;d=2;a=28;break}else if((a|0)==16){f[g>>2]=d;d=1;a=28;break}else 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yOb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+16|0;i=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=b[c+11>>0]|0;g=h<<24>>24<0;h=g?f[c+4>>2]|0:h&255;if(h>>>0<d>>>0)wOb(a);c=(g?f[c>>2]|0:c)+d|0;g=h-d|0;g=g>>>0<e>>>0?g:e;if(g>>>0>4294967279)vOb(a);if(g>>>0<11)b[a+11>>0]=g;else{d=g+16&-16;e=pOb(d)|0;f[a>>2]=e;f[a+8>>2]=d|-2147483648;f[a+4>>2]=g;a=e}EDb(a,c,g)|0;b[i>>0]=0;rEb(a+g|0,i);u=j;return}function zOb(a){a=a|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);return}function AOb(a,c){a=a|0;c=c|0;var d=0,e=0;if((a|0)!=(c|0)){d=b[c+11>>0]|0;e=d<<24>>24<0;BOb(a,e?f[c>>2]|0:c,e?f[c+4>>2]|0:d&255)|0}return a|0}function BOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=a+11|0;e=b[j>>0]|0;g=e<<24>>24<0;if(g)h=(f[a+8>>2]&2147483647)+-1|0;else h=10;do if(h>>>0<d>>>0){if(g)e=f[a+4>>2]|0;else e=e&255;DOb(a,h,d-h|0,e,0,e,d,c)}else{if(g)e=f[a>>2]|0;else e=a;COb(e,c,d)|0;b[i>>0]=0;rEb(e+d|0,i);if((b[j>>0]|0)<0){f[a+4>>2]=d;break}else{b[j>>0]=d;break}}while(0);u=k;return 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if(c){c=f[a>>2]|0;if(h){g=0;d=c;e=a;h=13}else{EDb(a,c,(g&255)+1|0)|0;sOb(c);h=16}}else{d=i+1|0;e=pOb(d)|0;if(h){g=1;d=f[a>>2]|0;h=13;break}else{EDb(e,a,(g&255)+1|0)|0;c=a+4|0;h=15;break}}while(0);if((h|0)==13){c=a+4|0;EDb(e,d,(f[c>>2]|0)+1|0)|0;sOb(d);if(g){d=i+1|0;h=15}else h=16}if((h|0)==15){f[a+8>>2]=d|-2147483648;f[c>>2]=k;f[a>>2]=e;break}else if((h|0)==16){b[j>>0]=k;break}}while(0);return}function FOb(a,b){a=a|0;b=b|0;return BOb(a,b,qEb(b)|0)|0}function GOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j;h=a+11|0;e=b[h>>0]|0;i=e<<24>>24<0;if(i)e=f[a+4>>2]|0;else e=e&255;do if(e>>>0<c>>>0)HOb(a,c-e|0,d)|0;else if(i){i=(f[a>>2]|0)+c|0;b[g>>0]=0;rEb(i,g);f[a+4>>2]=c;break}else{b[g>>0]=0;rEb(a+c|0,g);b[h>>0]=c;break}while(0);u=j;return}function HOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;if(c|0){j=a+11|0;e=b[j>>0]|0;if(e<<24>>24<0){h=f[a+4>>2]|0;g=(f[a+8>>2]&2147483647)+-1|0}else{h=e&255;g=10}if((g-h|0)>>>0<c>>>0){IOb(a,g,c-g+h|0,h,h,0,0);e=b[j>>0]|0}if(e<<24>>24<0)g=f[a>>2]|0;else g=a;wJb(g+h|0,c,d)|0;e=h+c|0;if((b[j>>0]|0)<0)f[a+4>>2]=e;else b[j>>0]=e;b[i>>0]=0;rEb(g+e|0,i)}u=k;return a|0}function IOb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;if((-17-c|0)>>>0<d>>>0)vOb(a);if((b[a+11>>0]|0)<0)l=f[a>>2]|0;else l=a;if(c>>>0<2147483623){j=d+c|0;k=c<<1;j=j>>>0<k>>>0?k:j;j=j>>>0<11?11:j+16&-16}else j=-17;k=pOb(j)|0;if(g|0)EDb(k,l,g)|0;d=e-h-g|0;if(d|0)EDb(k+g+i|0,l+g+h|0,d)|0;if((c|0)!=10)sOb(l);f[a>>2]=k;f[a+8>>2]=j|-2147483648;return}function JOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=a+11|0;e=b[j>>0]|0;g=e<<24>>24<0;if(g){h=f[a+4>>2]|0;e=(f[a+8>>2]&2147483647)+-1|0}else{h=e&255;e=10}if((e-h|0)>>>0<d>>>0)DOb(a,e,d-e+h|0,h,h,0,d,c);else if(d|0){if(g)g=f[a>>2]|0;else g=a;EDb(g+h|0,c,d)|0;e=h+d|0;if((b[j>>0]|0)<0)f[a+4>>2]=e;else b[j>>0]=e;b[i>>0]=0;rEb(g+e|0,i)}u=k;return a|0}function KOb(a,b){a=a|0;b=b|0;return JOb(a,b,qEb(b)|0)|0}function LOb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;i=j+1|0;b[h>>0]=c;g=a+11|0;c=b[g>>0]|0;d=c<<24>>24<0;if(d){e=f[a+4>>2]|0;c=(f[a+8>>2]&2147483647)+-1|0}else{e=c&255;c=10}if((e|0)==(c|0)){IOb(a,c,1,c,c,0,0);if((b[g>>0]|0)<0)d=8;else d=7}else if(d)d=8;else d=7;if((d|0)==7){b[g>>0]=e+1;c=a}else if((d|0)==8){c=f[a>>2]|0;f[a+4>>2]=e+1}a=c+e|0;rEb(a,h);b[i>>0]=0;rEb(a+1|0,i);u=j;return}function MOb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=b[a+11>>0]|0;i=h<<24>>24<0;if(i)h=f[a+4>>2]|0;else h=h&255;if((g|0)==-1|h>>>0<c>>>0)wOb(a);h=h-c|0;d=h>>>0<d>>>0?h:d;if(i)a=f[a>>2]|0;h=d>>>0>g>>>0;a=$Nb(a+c|0,e,h?g:d)|0;if(!a)return (d>>>0<g>>>0?-1:h&1)|0;else return a|0;return 0}function NOb(a){a=a|0;if((b[a+8+3>>0]|0)<0)sOb(f[a>>2]|0);return}function OOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;e=a+8|0;k=e+3|0;h=b[k>>0]|0;i=h<<24>>24<0;if(i)g=(f[e>>2]&2147483647)+-1|0;else g=1;do if(g>>>0<d>>>0){if(i)e=f[a+4>>2]|0;else e=h&255;QOb(a,g,d-g|0,e,0,e,d,c)}else{if(i)e=f[a>>2]|0;else e=a;POb(e,c,d)|0;f[j>>2]=0;JFb(e+(d<<2)|0,j);if((b[k>>0]|0)<0){f[a+4>>2]=d;break}else{b[k>>0]=d;break}}while(0);u=l;return a|0}function POb(a,b,c){a=a|0;b=b|0;c=c|0;if(c)HCb(a,b,c)|0;return a|0}function QOb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;o=p;if((1073741806-c|0)>>>0<d>>>0)vOb(a);l=a+8|0;if((b[l+3>>0]|0)<0)n=f[a>>2]|0;else n=a;if(c>>>0<536870887){d=d+c|0;k=c<<1;d=d>>>0<k>>>0?k:d;d=d>>>0<2?2:d+4&-4;if(d>>>0>1073741823)vd();else m=d}else m=1073741807;k=pOb(m<<2)|0;if(g|0)WDb(k,n,g)|0;if(i|0)WDb(k+(g<<2)|0,j,i)|0;d=e-h|0;e=d-g|0;if(e|0)WDb(k+(g<<2)+(i<<2)|0,n+(g<<2)+(h<<2)|0,e)|0;if((c|0)!=1)sOb(n);f[a>>2]=k;f[l>>2]=m|-2147483648;i=d+i|0;f[a+4>>2]=i;f[o>>2]=0;JFb(k+(i<<2)|0,o);u=p;return}function ROb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(c>>>0>1073741807)vOb(a);l=a+8|0;j=l+3|0;g=b[j>>0]|0;h=g<<24>>24<0;if(h){k=f[a+4>>2]|0;d=(f[l>>2]&2147483647)+-1|0}else{k=g&255;d=1}i=k>>>0>c>>>0?k:c;c=i>>>0<2;i=c?1:(i+4&-4)+-1|0;do if((i|0)!=(d|0)){do if(c){c=f[a>>2]|0;if(h){g=0;d=c;e=a;h=15}else{WDb(a,c,(g&255)+1|0)|0;sOb(c);h=18}}else{d=i+1|0;if(d>>>0>1073741823)vd();e=pOb(d<<2)|0;if(h){g=1;d=f[a>>2]|0;h=15;break}else{WDb(e,a,(g&255)+1|0)|0;c=a+4|0;h=17;break}}while(0);if((h|0)==15){c=a+4|0;WDb(e,d,(f[c>>2]|0)+1|0)|0;sOb(d);if(g){d=i+1|0;h=17}else h=18}if((h|0)==17){f[l>>2]=d|-2147483648;f[c>>2]=k;f[a>>2]=e;break}else if((h|0)==18){b[j>>0]=k;break}}while(0);return}function SOb(a,b){a=a|0;b=b|0;return OOb(a,b,GIb(b)|0)|0}function TOb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;if((1073741807-c|0)>>>0<d>>>0)vOb(a);m=a+8|0;if((b[m+3>>0]|0)<0)l=f[a>>2]|0;else l=a;if(c>>>0<536870887){d=d+c|0;j=c<<1;d=d>>>0<j>>>0?j:d;d=d>>>0<2?2:d+4&-4;if(d>>>0>1073741823)vd();else k=d}else k=1073741807;j=pOb(k<<2)|0;if(g|0)WDb(j,l,g)|0;d=e-h-g|0;if(d|0)WDb(j+(g<<2)+(i<<2)|0,l+(g<<2)+(h<<2)|0,d)|0;if((c|0)!=1)sOb(l);f[a>>2]=j;f[m>>2]=k|-2147483648;return}function UOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;g=a+8|0;k=g+3|0;e=b[k>>0]|0;i=e<<24>>24<0;if(i){h=f[a+4>>2]|0;e=(f[g>>2]&2147483647)+-1|0}else{h=e&255;e=1}if((e-h|0)>>>0<d>>>0)QOb(a,e,d-e+h|0,h,h,0,d,c);else if(d|0){if(i)g=f[a>>2]|0;else g=a;WDb(g+(h<<2)|0,c,d)|0;e=h+d|0;if((b[k>>0]|0)<0)f[a+4>>2]=e;else b[k>>0]=e;f[j>>2]=0;JFb(g+(e<<2)|0,j)}u=l;return a|0}function VOb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=k+4|0;f[i>>2]=c;d=a+8|0;h=d+3|0;c=b[h>>0]|0;e=c<<24>>24<0;if(e){g=f[a+4>>2]|0;c=(f[d>>2]&2147483647)+-1|0}else{g=c&255;c=1}if((g|0)==(c|0)){TOb(a,c,1,c,c,0,0);if((b[h>>0]|0)<0)d=8;else d=7}else if(e)d=8;else d=7;if((d|0)==7){b[h>>0]=g+1;c=a}else if((d|0)==8){c=f[a>>2]|0;f[a+4>>2]=g+1}a=c+(g<<2)|0;JFb(a,i);f[j>>2]=0;JFb(a+4|0,j);u=k;return}function WOb(a){a=a|0;var b=0;b=u;u=u+16|0;YOb(b,a,255192);_Ob(b)}function XOb(a){a=a|0;var b=0;b=u;u=u+16|0;YOb(b,a,255172);ZOb(b)}function YOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;e=0;while(1){if((e|0)==3)break;f[a+(e<<2)>>2]=0;e=e+1|0}e=c+11|0;g=b[e>>0]|0;g=g<<24>>24<0?f[c+4>>2]|0:g&255;h=qEb(d)|0;c=(b[e>>0]|0)<0?f[c>>2]|0:c;e=g+h|0;if(e>>>0>4294967279)vOb(a);if(e>>>0<11){b[a+11>>0]=g;e=a}else{k=e+16&-16;e=pOb(k)|0;f[a>>2]=e;f[a+8>>2]=k|-2147483648;f[a+4>>2]=g}EDb(e,c,g)|0;b[i>>0]=0;rEb(e+g|0,i);JOb(a,d,h)|0;u=j;return}function ZOb(a){a=a|0;var c=0,d=0;c=u;u=u+16|0;d=f[10768]|0;f[c>>2]=(b[a+11>>0]|0)<0?f[a>>2]|0:a;fCb(d,255188,c)|0;vd()}function _Ob(a){a=a|0;var c=0,d=0;c=u;u=u+16|0;d=f[10768]|0;f[c>>2]=(b[a+11>>0]|0)<0?f[a>>2]|0:a;fCb(d,255188,c)|0;vd()}function $Ob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j+12|0;h=j;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;i=qEb(255207)|0;if(i>>>0>4294967279)vOb(h);if(i>>>0<11){b[h+11>>0]=i;e=h}else{k=i+16&-16;e=pOb(k)|0;f[h>>2]=e;f[h+8>>2]=k|-2147483648;f[h+4>>2]=i}EDb(e,255207,i)|0;b[g>>0]=0;rEb(e+i|0,g);k=aPb(h,a,c,d)|0;zOb(h);u=j;return k|0}function aPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return bPb(a,b,c,d)|0}function bPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;f[g>>2]=0;h=(b[c+11>>0]|0)<0?f[c>>2]|0:c;k=hAb()|0;k=f[k>>2]|0;j=hAb()|0;f[j>>2]=0;e=vAb(h,g,e)|0;j=hAb()|0;c=f[j>>2]|0;f[j>>2]=k;if((c|0)==34)WOb(a);c=f[g>>2]|0;if((c|0)==(h|0))XOb(a);if(d|0)f[d>>2]=c-h;u=i;return e|0}function cPb(a,b){a=a|0;b=b|0;vd()}function dPb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=u;u=u+16|0;c=d;b=a;a=f[b>>2]|0;b=f[b+4>>2]|0;if((b|0)>0|(b|0)==0&a>>>0>0){g=XPb(a|0,b|0,1e9,0)|0;e=b>>>0<499999999|(b|0)==499999999&a>>>0<3294967296;h=WPb(g|0,I|0,-1e9,-1)|0;b=QPb(a|0,b|0,h|0,I|0)|0;f[c>>2]=e?g:2147483647;f[c+4>>2]=e?b:999999999;do{if((zf(c|0,c|0)|0)!=-1)break;h=hAb()|0}while((f[h>>2]|0)==4)}u=d;return}function ePb(a){a=a|0;return}function fPb(a){a=a|0;ePb(a);sOb(a);return}function gPb(a){a=a|0;return}function hPb(a){a=a|0;return}function iPb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+64|0;g=h;if(mPb(a,b,0)|0)b=1;else if(!b)b=0;else{b=qPb(b,17584,17568,0)|0;if(!b)b=0;else{d=g+4|0;e=d+52|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));f[g>>2]=b;f[g+8>>2]=a;f[g+12>>2]=-1;f[g+48>>2]=1;Fh[f[(f[b>>2]|0)+28>>2]&255](b,g,f[c>>2]|0,1);if((f[g+24>>2]|0)==1){f[c>>2]=f[g+16>>2];b=1}else b=0}}u=h;return b|0}function jPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;if(mPb(a,f[b+8>>2]|0,g)|0)pPb(0,b,c,d,e);return}function kPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else if(mPb(a,f[c>>2]|0,g)|0){if((f[c+16>>2]|0)!=(d|0)){a=c+20|0;if((f[a>>2]|0)!=(d|0)){f[c+32>>2]=e;f[a>>2]=d;e=c+40|0;f[e>>2]=(f[e>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[c+24>>2]|0)==2)b[c+54>>0]=1;f[c+44>>2]=4;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function lPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(mPb(a,f[b+8>>2]|0,0)|0)nPb(0,b,c,d);return}function mPb(a,b,c){a=a|0;b=b|0;c=c|0;return (a|0)==(b|0)|0}function nPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0;a=c+16|0;g=f[a>>2]|0;do if(!g){f[a>>2]=d;f[c+24>>2]=e;f[c+36>>2]=1}else{if((g|0)!=(d|0)){e=c+36|0;f[e>>2]=(f[e>>2]|0)+1;f[c+24>>2]=2;b[c+54>>0]=1;break}a=c+24|0;if((f[a>>2]|0)==2)f[a>>2]=e}while(0);return}function oPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if((f[b+4>>2]|0)==(c|0)){a=b+28|0;if((f[a>>2]|0)!=1)f[a>>2]=d}return}function pPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;b[c+53>>0]=1;do if((f[c+4>>2]|0)==(e|0)){b[c+52>>0]=1;a=c+16|0;e=f[a>>2]|0;if(!e){f[a>>2]=d;f[c+24>>2]=g;f[c+36>>2]=1;if(!((g|0)==1?(f[c+48>>2]|0)==1:0))break;b[c+54>>0]=1;break}if((e|0)!=(d|0)){g=c+36|0;f[g>>2]=(f[g>>2]|0)+1;b[c+54>>0]=1;break}e=c+24|0;a=f[e>>2]|0;if((a|0)==2){f[e>>2]=g;a=g}if((a|0)==1?(f[c+48>>2]|0)==1:0)b[c+54>>0]=1}while(0);return}function qPb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+64|0;n=p;m=f[a>>2]|0;o=a+(f[m+-8>>2]|0)|0;m=f[m+-4>>2]|0;f[n>>2]=e;f[n+4>>2]=a;f[n+8>>2]=c;f[n+12>>2]=g;a=n+16|0;c=n+20|0;g=n+24|0;h=n+28|0;i=n+32|0;j=n+40|0;k=a;l=k+36|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(l|0));d[a+36>>1]=0;b[a+38>>0]=0;a:do if(mPb(m,e,0)|0){f[n+48>>2]=1;Th[f[(f[m>>2]|0)+20>>2]&127](m,n,o,o,1,0);a=(f[g>>2]|0)==1?o:0}else{Lh[f[(f[m>>2]|0)+24>>2]&255](m,n,o,1,0);switch(f[n+36>>2]|0){case 0:{a=(f[j>>2]|0)==1&(f[h>>2]|0)==1&(f[i>>2]|0)==1?f[c>>2]|0:0;break a}case 1:break;default:{a=0;break a}}if((f[g>>2]|0)!=1)if(!((f[j>>2]|0)==0&(f[h>>2]|0)==1&(f[i>>2]|0)==1)){a=0;break}a=f[a>>2]|0}while(0);u=p;return a|0}function rPb(a){a=a|0;ePb(a);sOb(a);return}function sPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;if(mPb(a,f[b+8>>2]|0,g)|0)pPb(0,b,c,d,e);else{a=f[a+8>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,b,c,d,e,g)}return}function tPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else{if(!(mPb(a,f[c>>2]|0,g)|0)){j=f[a+8>>2]|0;Lh[f[(f[j>>2]|0)+24>>2]&255](j,c,d,e,g);break}if((f[c+16>>2]|0)!=(d|0)){h=c+20|0;if((f[h>>2]|0)!=(d|0)){f[c+32>>2]=e;i=c+44|0;if((f[i>>2]|0)==4)break;e=c+52|0;b[e>>0]=0;k=c+53|0;b[k>>0]=0;a=f[a+8>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,c,d,d,1,g);if(!(b[k>>0]|0)){e=4;j=11}else if(!(b[e>>0]|0)){e=3;j=11}else e=3;if((j|0)==11){f[h>>2]=d;k=c+40|0;f[k>>2]=(f[k>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[c+24>>2]|0)==2)b[c+54>>0]=1}f[i>>2]=e;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function uPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(mPb(a,f[b+8>>2]|0,0)|0)nPb(0,b,c,d);else{a=f[a+8>>2]|0;Fh[f[(f[a>>2]|0)+28>>2]&255](a,b,c,d)}return}function vPb(a){a=a|0;return}function wPb(a){a=a|0;ePb(a);sOb(a);return}function xPb(a,b,c){a=a|0;b=b|0;c=c|0;return mPb(a,b,0)|0}function yPb(a){a=a|0;ePb(a);sOb(a);return}function zPb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+64|0;g=h;f[c>>2]=f[f[c>>2]>>2];if(APb(a,b,0)|0)b=1;else if(!b)b=0;else{d=qPb(b,17584,17640,0)|0;if(!d)b=0;else if(!(f[d+8>>2]&~f[a+8>>2])){b=a+12|0;a=d+12|0;if(mPb(f[b>>2]|0,f[a>>2]|0,0)|0)b=1;else if(mPb(f[b>>2]|0,17672,0)|0)b=1;else{b=f[b>>2]|0;if(!b)b=0;else{e=qPb(b,17584,17568,0)|0;if(!e)b=0;else{b=f[a>>2]|0;if(!b)b=0;else{b=qPb(b,17584,17568,0)|0;if(!b)b=0;else{a=g+4|0;d=a+52|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(d|0));f[g>>2]=b;f[g+8>>2]=e;f[g+12>>2]=-1;f[g+48>>2]=1;Fh[f[(f[b>>2]|0)+28>>2]&255](b,g,f[c>>2]|0,1);if((f[g+24>>2]|0)==1){f[c>>2]=f[g+16>>2];b=1}else b=0}}}}}}else b=0}u=h;return b|0}function APb(a,b,c){a=a|0;b=b|0;c=c|0;if(mPb(a,b,0)|0)a=1;else a=mPb(b,17680,0)|0;return a|0}function BPb(a){a=a|0;ePb(a);sOb(a);return}function CPb(a,b,c){a=a|0;b=b|0;c=c|0;return 0}function DPb(a){a=a|0;ePb(a);sOb(a);return}function EPb(a,b,c){a=a|0;b=b|0;c=c|0;return mPb(a,b,0)|0}function FPb(a){a=a|0;ePb(a);sOb(a);return}function GPb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;if(mPb(a,f[c+8>>2]|0,h)|0)pPb(0,c,d,e,g);else{p=c+52|0;i=b[p>>0]|0;j=c+53|0;k=b[j>>0]|0;o=f[a+12>>2]|0;l=a+16+(o<<3)|0;b[p>>0]=0;b[j>>0]=0;KPb(a+16|0,c,d,e,g,h);a:do if((o|0)>1){m=c+24|0;n=a+8|0;o=c+54|0;a=a+24|0;do{if(b[o>>0]|0)break a;if(!(b[p>>0]|0)){if(b[j>>0]|0)if(!(f[n>>2]&1))break a}else{if((f[m>>2]|0)==1)break a;if(!(f[n>>2]&2))break a}b[p>>0]=0;b[j>>0]=0;KPb(a,c,d,e,g,h);a=a+8|0}while(a>>>0<l>>>0)}while(0);b[p>>0]=i;b[j>>0]=k}return}function HPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a:do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else{if(!(mPb(a,f[c>>2]|0,g)|0)){q=f[a+12>>2]|0;k=a+16+(q<<3)|0;LPb(a+16|0,c,d,e,g);h=a+24|0;if((q|0)<=1)break;a=f[a+8>>2]|0;if(!(a&2)){j=c+36|0;if((f[j>>2]|0)!=1){if(!(a&1)){a=c+54|0;while(1){if(b[a>>0]|0)break a;if((f[j>>2]|0)==1)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}a=c+24|0;i=c+54|0;while(1){if(b[i>>0]|0)break a;if((f[j>>2]|0)==1)if((f[a>>2]|0)==1)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}}a=c+54|0;while(1){if(b[a>>0]|0)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}if((f[c+16>>2]|0)!=(d|0)){p=c+20|0;if((f[p>>2]|0)!=(d|0)){f[c+32>>2]=e;q=c+44|0;if((f[q>>2]|0)==4)break;k=a+16+(f[a+12>>2]<<3)|0;e=c+52|0;l=c+53|0;n=c+54|0;m=a+8|0;o=c+24|0;h=0;i=a+16|0;j=0;b:while(1){if(i>>>0>=k>>>0){a=18;break}b[e>>0]=0;b[l>>0]=0;KPb(i,c,d,d,1,g);if(b[n>>0]|0){a=18;break}do if(!(b[l>>0]|0))a=j;else{if(!(b[e>>0]|0))if(!(f[m>>2]&1)){h=1;a=18;break b}else{h=1;a=j;break}if((f[o>>2]|0)==1){a=23;break b}if(!(f[m>>2]&2)){a=23;break b}else{h=1;a=1}}while(0);i=i+8|0;j=a}do if((a|0)==18){if(!j){f[p>>2]=d;d=c+40|0;f[d>>2]=(f[d>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[o>>2]|0)==2){b[n>>0]=1;if(h){a=23;break}else{h=4;break}}}if(h)a=23;else h=4}while(0);if((a|0)==23)h=3;f[q>>2]=h;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function IPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;a:do if(mPb(a,f[c+8>>2]|0,0)|0)nPb(0,c,d,e);else{h=f[a+12>>2]|0;g=a+16+(h<<3)|0;JPb(a+16|0,c,d,e);if((h|0)>1){h=c+54|0;a=a+24|0;do{JPb(a,c,d,e);if(b[h>>0]|0)break a;a=a+8|0}while(a>>>0<g>>>0)}}while(0);return}function JPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[a+4>>2]|0;e=g>>8;if(g&1)e=f[(f[c>>2]|0)+e>>2]|0;a=f[a>>2]|0;Fh[f[(f[a>>2]|0)+28>>2]&255](a,b,c+e|0,g&2|0?d:2);return}function KPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=f[a+4>>2]|0;h=i>>8;if(i&1)h=f[(f[d>>2]|0)+h>>2]|0;a=f[a>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,b,c,d+h|0,i&2|0?e:2,g);return}function LPb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=f[a+4>>2]|0;g=h>>8;if(h&1)g=f[(f[c>>2]|0)+g>>2]|0;a=f[a>>2]|0;Lh[f[(f[a>>2]|0)+24>>2]&255](a,b,c+g|0,h&2|0?d:2,e);return}function MPb(a){a=a|0;if((b[a>>0]|0)==1)a=0;else{b[a>>0]=1;a=1}return a|0}function NPb(a){a=a|0;return}function OPb(){var a=0;a=f[65703]|0;f[65703]=a+0;return a|0}function PPb(){}function QPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;c=a+c>>>0;return (I=b+d+(c>>>0<a>>>0|0)>>>0,c|0)|0}function RPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=b-d-(c>>>0>a>>>0|0)>>>0;return (I=d,a-c>>>0|0)|0}function SPb(a){a=a|0;var c=0;c=b[w+(a&255)>>0]|0;if((c|0)<8)return c|0;c=b[w+(a>>8&255)>>0]|0;if((c|0)<8)return c+8|0;c=b[w+(a>>16&255)>>0]|0;if((c|0)<8)return c+16|0;return (b[w+(a>>>24)>>0]|0)+24|0}function TPb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=a;j=b;k=j;h=c;n=d;i=n;if(!k){g=(e|0)!=0;if(!i){if(g){f[e>>2]=(l>>>0)%(h>>>0);f[e+4>>2]=0}n=0;e=(l>>>0)/(h>>>0)>>>0;return (I=n,e)|0}else{if(!g){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=b&0;n=0;e=0;return (I=n,e)|0}}g=(i|0)==0;do if(!h){if(g){if(e|0){f[e>>2]=(k>>>0)%(h>>>0);f[e+4>>2]=0}n=0;e=(k>>>0)/(h>>>0)>>>0;return (I=n,e)|0}if(!l){if(e|0){f[e>>2]=0;f[e+4>>2]=(k>>>0)%(i>>>0)}n=0;e=(k>>>0)/(i>>>0)>>>0;return (I=n,e)|0}g=i-1|0;if(!(g&i)){if(e|0){f[e>>2]=a|0;f[e+4>>2]=g&k|b&0}n=0;e=k>>>((SPb(i|0)|0)>>>0);return (I=n,e)|0}g=(_(i|0)|0)-(_(k|0)|0)|0;if(g>>>0<=30){b=g+1|0;i=31-g|0;h=b;a=k<<i|l>>>(b>>>0);b=k>>>(b>>>0);g=0;i=l<<i;break}if(!e){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=j|b&0;n=0;e=0;return (I=n,e)|0}else{if(!g){g=(_(i|0)|0)-(_(k|0)|0)|0;if(g>>>0<=31){m=g+1|0;i=31-g|0;b=g-31>>31;h=m;a=l>>>(m>>>0)&b|k<<i;b=k>>>(m>>>0)&b;g=0;i=l<<i;break}if(!e){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=j|b&0;n=0;e=0;return (I=n,e)|0}g=h-1|0;if(g&h|0){i=(_(h|0)|0)+33-(_(k|0)|0)|0;p=64-i|0;m=32-i|0;j=m>>31;o=i-32|0;b=o>>31;h=i;a=m-1>>31&k>>>(o>>>0)|(k<<m|l>>>(i>>>0))&b;b=b&k>>>(i>>>0);g=l<<p&j;i=(k<<p|l>>>(o>>>0))&j|l<<m&i-33>>31;break}if(e|0){f[e>>2]=g&l;f[e+4>>2]=0}if((h|0)==1){o=j|b&0;p=a|0|0;return (I=o,p)|0}else{p=SPb(h|0)|0;o=k>>>(p>>>0)|0;p=k<<32-p|l>>>(p>>>0)|0;return (I=o,p)|0}}while(0);if(!h){k=i;j=0;i=0}else{m=c|0|0;l=n|d&0;k=QPb(m|0,l|0,-1,-1)|0;c=I;j=i;i=0;do{d=j;j=g>>>31|j<<1;g=i|g<<1;d=a<<1|d>>>31|0;n=a>>>31|b<<1|0;RPb(k|0,c|0,d|0,n|0)|0;p=I;o=p>>31|((p|0)<0?-1:0)<<1;i=o&1;a=RPb(d|0,n|0,o&m|0,(((p|0)<0?-1:0)>>31|((p|0)<0?-1:0)<<1)&l|0)|0;b=I;h=h-1|0}while((h|0)!=0);k=j;j=0}h=0;if(e|0){f[e>>2]=a;f[e+4>>2]=b}o=(g|0)>>>31|(k|h)<<1|(h<<1|g>>>31)&0|j;p=(g<<1|0>>>31)&-2|i;return (I=o,p)|0}function UPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0,i=0,j=0;j=b>>31|((b|0)<0?-1:0)<<1;i=((b|0)<0?-1:0)>>31|((b|0)<0?-1:0)<<1;f=d>>31|((d|0)<0?-1:0)<<1;e=((d|0)<0?-1:0)>>31|((d|0)<0?-1:0)<<1;h=RPb(j^a|0,i^b|0,j|0,i|0)|0;g=I;a=f^j;b=e^i;return RPb((TPb(h,g,RPb(f^c|0,e^d|0,f|0,e|0)|0,I,0)|0)^a|0,I^b|0,a|0,b|0)|0}function VPb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,f=0;f=a&65535;e=b&65535;c=X(e,f)|0;d=a>>>16;a=(c>>>16)+(X(e,d)|0)|0;e=b>>>16;b=X(e,f)|0;return (I=(a>>>16)+(X(e,d)|0)+(((a&65535)+b|0)>>>16)|0,a+b<<16|c&65535|0)|0}function WPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0;e=a;f=c;c=VPb(e,f)|0;a=I;return (I=(X(b,f)|0)+(X(d,e)|0)+a|a&0,c|0|0)|0}function XPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return TPb(a,b,c,d,0)|0}function YPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g|0;TPb(a,b,c,d,e)|0;u=g;return (I=f[e+4>>2]|0,f[e>>2]|0)|0}function ZPb(a,b,c){a=a|0;b=b|0;c=c|0;if((c|0)<32){I=b>>>c;return a>>>c|(b&(1<<c)-1)<<32-c}I=0;return b>>>c-32|0}function _Pb(a,b,c){a=a|0;b=b|0;c=c|0;if((c|0)<32){I=b<<c|(a&(1<<c)-1<<32-c)>>>32-c;return a<<c}I=a<<c-32;return 0}function $Pb(a){a=a|0;return (a&255)<<24|(a>>8&255)<<16|(a>>16&255)<<8|a>>>24|0}function aQb(a){a=+a;return a>=0.0?+J(a+.5):+W(a-.5)}function bQb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;if((d|0)>=8192)return Dd(a|0,c|0,d|0)|0;h=a|0;g=a+d|0;if((a&3)==(c&3)){while(a&3){if(!d)return h|0;b[a>>0]=b[c>>0]|0;a=a+1|0;c=c+1|0;d=d-1|0}d=g&-4|0;e=d-64|0;while((a|0)<=(e|0)){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];a=a+64|0;c=c+64|0}while((a|0)<(d|0)){f[a>>2]=f[c>>2];a=a+4|0;c=c+4|0}}else{d=g-4|0;while((a|0)<(d|0)){b[a>>0]=b[c>>0]|0;b[a+1>>0]=b[c+1>>0]|0;b[a+2>>0]=b[c+2>>0]|0;b[a+3>>0]=b[c+3>>0]|0;a=a+4|0;c=c+4|0}}while((a|0)<(g|0)){b[a>>0]=b[c>>0]|0;a=a+1|0;c=c+1|0}return h|0}function cQb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((c|0)<(a|0)&(a|0)<(c+d|0)){e=a;c=c+d|0;a=a+d|0;while((d|0)>0){a=a-1|0;c=c-1|0;d=d-1|0;b[a>>0]=b[c>>0]|0}a=e}else bQb(a,c,d)|0;return a|0}function dQb(a,c,d){a=a|0;c=c|0;d=d|0;var 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bRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;k=+k;l=l|0;Dh[a&1](b|0,c|0,d|0,+e,f|0,+g,h|0,+i,j|0,+k,l|0)}function cRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;Eh[a&1](b|0,c|0,d|0,+e,f|0,g|0)}function dRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b|0,c|0,d|0,e|0)}function eRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;Gh[a&3](b|0,c|0,d|0,e|0,+f)}function fRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=+h;i=i|0;j=j|0;k=k|0;l=l|0;Hh[a&3](b|0,c|0,d|0,e|0,+f,+g,+h,i|0,j|0,k|0,l|0)}function gRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;Ih[a&7](b|0,c|0,d|0,e|0,+f,g|0)}function hRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;Jh[a&3](b|0,c|0,d|0,e|0,+f,g|0,h|0)}function iRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;j=j|0;Kh[a&1](b|0,c|0,d|0,e|0,+f,g|0,h|0,i|0,j|0)}function jRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;Lh[a&255](b|0,c|0,d|0,e|0,f|0)}function kRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;Mh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h)}function lRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;Nh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h,+i)}function mRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=i|0;Oh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h,i|0)}function nRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;Ph[a&3](b|0,c|0,d|0,e|0,f|0,+g,h|0)}function oRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;Qh[a&1](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0)}function pRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;Rh[a&3](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0,j|0)}function qRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;k=k|0;Sh[a&1](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0,j|0,k|0)}function rRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;Th[a&127](b|0,c|0,d|0,e|0,f|0,g|0)}function sRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=+i;Uh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,+i)}function tRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=+i;j=+j;Vh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,+i,+j)}function uRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=i|0;j=j|0;k=k|0;Wh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,i|0,j|0,k|0)}function vRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;Xh[a&63](b|0,c|0,d|0,e|0,f|0,g|0,h|0)}function wRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;Yh[a&15](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0)}function xRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;Zh[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0)}function yRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;_h[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0)}function zRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;$h[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0)}function ARb(a,b,c,d,e,f,g,h,i,j,k,l,m){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;ai[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0)}function BRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;bi[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0)}function CRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=+o;p=+p;q=+q;r=+r;s=+s;t=t|0;ci[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,+o,+p,+q,+r,+s,t|0)}function DRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;di[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0)}function ERb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;ei[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0)}function FRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;fi[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0,q|0)}function GRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;gi[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0,q|0,r|0)}function HRb(a){a=a|0;$(0);return 0.0}function IRb(a,b){a=a|0;b=b|0;$(1);return 0.0}function JRb(){$(2);return 0}function KRb(a){a=a|0;$(3);return 0}function LRb(a,b){a=a|0;b=+b;$(4);return 0}function MRb(a,b){a=a|0;b=b|0;$(5);return 0}function NRb(a,b,c){a=a|0;b=b|0;c=c|0;$(6);return 0}function ORb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;$(7);return 0}function PRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;$(8);return 0}function QRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;$(9);return 0}function RRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;$(10);return 0}function SRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;$(11);return 0}function TRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;$(12);return 0}function URb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;$(13);return 0}function VRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;$(14);return 0}function WRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=+o;$(15);return 0}function XRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=+p;$(16);return 0}function YRb(){$(17)}function ZRb(){vc()}function _Rb(a){a=+a;$(18)}function $Rb(a,b){a=+a;b=+b;$(19)}function aSb(a,b,c){a=+a;b=+b;c=c|0;$(20)}function bSb(a,b){a=+a;b=b|0;$(21)}function cSb(a){a=a|0;$(22)}function dSb(a,b){a=a|0;b=+b;$(23)}function eSb(a,b,c){a=a|0;b=+b;c=+c;$(24)}function fSb(a,b,c,d){a=a|0;b=+b;c=+c;d=+d;$(25)}function gSb(a,b,c,d,e,f,g){a=a|0;b=+b;c=+c;d=+d;e=e|0;f=f|0;g=g|0;$(26)}function hSb(a,b,c,d){a=a|0;b=+b;c=+c;d=d|0;$(27)}function iSb(a,b,c){a=a|0;b=+b;c=c|0;$(28)}function jSb(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;$(29)}function kSb(a,b){a=a|0;b=b|0;$(30)}function lSb(a,b,c){a=a|0;b=b|0;c=+c;$(31)}function mSb(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;$(32)}function nSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=+e;$(33)}function oSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=e|0;$(34)}function pSb(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;$(35)}function qSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=+c;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;$(36)}function rSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;$(37)}function sSb(a,b,c,d,e,f){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;f=f|0;$(38)}function tSb(a,b,c){a=a|0;b=b|0;c=c|0;$(39)}function uSb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;$(40)}function vSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;$(41)}function wSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=+d;e=+e;f=+f;g=+g;h=h|0;$(42)}function xSb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=+d;e=+e;f=f|0;$(43)}function ySb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;$(44)}function zSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;f=+f;g=g|0;h=+h;i=i|0;j=+j;k=k|0;$(45)}function ASb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;f=f|0;$(46)}function BSb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;$(47)}function CSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;$(48)}function DSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=+f;g=+g;h=h|0;i=i|0;j=j|0;k=k|0;$(49)}function ESb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;$(50)}function FSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;$(51)}function GSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;h=h|0;i=i|0;$(52)}function HSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;$(53)}function ISb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;$(54)}function JSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=+h;$(55)}function KSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=h|0;$(56)}function LSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;$(57)}function MSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;$(58)}function NSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;$(59)}function OSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;j=j|0;$(60)}function PSb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;$(61)}function QSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;$(62)}function RSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;$(63)}function SSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;$(64)}function TSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;$(65)}function USb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;$(66)}function VSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;$(67)}function WSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;$(68)}function XSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;$(69)}function YSb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;$(70)}function ZSb(a,b,c,d,e,f,g,h,i,j,k,l,m){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;$(71)}function _Sb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=+n;o=+o;p=+p;q=+q;r=+r;s=s|0;$(72)}function $Sb(a,b,c,d,e,f,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;$(73)}function aTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;$(74)}function bTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;$(75)}function cTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;$(76)}
+
+// EMSCRIPTEN_END_FUNCS
+var Mg=[HRb,Wcb,Xcb,Ycb,Fcb,Hcb,qi,si,ui,wi,yi,Ai,Ci,Ei,Gi,Ii,Ki,Mi,Oi,Qi,Si,Ui,Wi,Yi,_i,aj,cj,ej,gj,ij,kj,mj,oj,qj,sj,uj,wj,yj,Aj,Cj,Ej,Gj,tl,vl,wl,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb];var Ng=[IRb,uYa,UVa,$jb,akb,tkb,ukb,alb,olb,Blb,w2,A2,E2,I2,M2,Q2,U2,Y2,G4,O4,S4,a5,e5,t5,IRb,IRb,IRb,IRb,IRb,IRb,IRb,IRb];var Og=[JRb,u2,y2,C2,G2,K2,O2,S2,W2,_2,c3,g3,k3,o3,s3,w3,A3,E3,I3,M3,Q3,U3,Y3,a4,e4,i4,m4,q4,s4,w4,A4,E4,I4,M4,Q4,U4,Y4,c5,Jl,_la,$la,psa,Fha,ksa,Hr,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb];var Pg=[KRb,Gz,Mz,Qz,Uz,_z,cA,gA,mA,qA,uA,AA,EA,IA,OA,TA,WA,$A,fB,kB,qB,xB,DB,IB,QB,WB,$B,fC,iC,lC,rC,xC,CC,HC,NC,TC,YC,bD,hD,nD,rD,wD,CD,ID,MD,RD,XD,bE,fE,kE,qE,wE,BE,FE,LE,RE,WE,_E,eF,kF,pF,uF,BF,HF,MF,QF,WF,aG,fG,jG,qG,wG,AG,FG,LG,RG,WG,_G,eH,kH,pH,tH,zH,FH,KH,OH,UH,_H,cI,hI,nI,tI,yI,GI,MI,RI,WI,aJ,gJ,lJ,tJ,zJ,EJ,JJ,OJ,UJ,ZJ,fK,lK,qK,vK,AK,GK,KK,OK,UK,ZK,fL,lL,pL,tL,zL,EL,LL,RL,WL,bM,hM,mM,sM,wM,CM,IM,NM,UM,_M,dN,kN,qN,vN,CN,IN,MN,RN,XN,aO,hO,mO,rO,wO,CO,IO,MO,QO,WO,_O,cP,iP,mP,qP,wP,AP,EP,KP,PP,WP,aQ,eQ,kQ,qQ,uQ,yQ,EQ,JQ,PQ,TQ,YQ,$Q,eR,kR,oR,sR,yR,CR,GR,MR,QR,UR,_R,dS,jS,pS,xS,DS,IS,OS,SS,WS,aT,eT,iT,oT,tT,zT,DT,HT,NT,RT,VT,$T,eU,kU,oU,sU,yU,DU,JU,NU,RU,XU,bV,hV,lV,pV,vV,zV,DV,JV,NV,RV,XV,aW,gW,lW,rW,vW,zW,FW,KW,QW,UW,YW,cX,gX,kX,qX,vX,BX,GX,MX,RX,XX,aY,gY,kY,oY,uY,zY,FY,JY,NY,TY,XY,$Y,fZ,jZ,nZ,tZ,xZ,BZ,HZ,LZ,PZ,VZ,ZZ,b_,h_,l_,p_,v_,z_,D_,J_,N_,R_,X_,a$,g$,m$,s$,x$,F$,K$,N$,Q$,X$,b0,k0,p0,u0,z0,H0,N0,R0,V0,$0,e1,k1,p1,v1,z1,D1,J1,N1,R1,X1,a2,g2,o2,R5,Y5,d6,j6,t6,X6,f7,n7,u7,B7,H7,O7,U7,$7,g8,r8,g9,E9,L9,R9,X9,baa,yaa,Eaa,Kaa,Saa,Yaa,dba,kba,rba,zba,Mba,Yba,pca,Bca,Hca,Oca,wda,Nda,Yda,xea,Eea,Kea,Nfa,oga,wga,Oga,Uga,tla,zla,lla,rla,cla,ila,Wka,ala,Oka,Uka,Gka,Mka,yka,Eka,qka,wka,ika,oka,$ja,fka,Tja,Zja,Lja,Rja,Dja,Jja,uja,Aja,lja,rja,cja,ija,Via,$ia,Mia,Sia,Dia,Jia,uia,Aia,lia,ria,cia,iia,Nla,Hma,Bma,tma,Jma,Sma,_ma,gna,ona,Wna,voa,epa,pqa,jqa,Ura,Ora,Ata,rva,zva,Lva,Bwa,$wa,bxa,hxa,Txa,Xya,bza,lGa,mGa,nGa,oGa,pGa,qGa,rGa,sGa,tGa,uGa,vGa,wGa,xGa,yGa,zGa,AGa,BGa,CGa,DGa,EGa,FGa,GGa,VGa,WGa,XGa,YGa,dHa,eHa,fHa,gHa,nHa,oHa,pHa,qHa,rHa,sHa,AHa,BHa,CHa,DHa,EHa,FHa,MHa,NHa,JLa,KLa,MLa,NLa,QLa,SLa,TLa,aMa,eMa,gMa,hMa,LSa,hYa,MSa,NSa,QSa,TSa,JTa,KTa,LTa,MTa,EUa,eVa,gVa,rWa,xWa,JWa,QWa,RWa,jXa,_Wa,eXa,uDb,vDb,s3a,yDb,D3a,J3a,S3a,n5a,t5a,L4a,R4a,E6a,K6a,i6a,o6a,a6a,g6a,P5a,V5a,G5a,M5a,zcb,Acb,Vcb,Zcb,Dcb,Sdb,Ydb,Oeb,Ueb,_kb,$kb,mlb,nlb,zlb,Alb,emb,gxb,nxb,dAb,xDb,MDb,NDb,PDb,QDb,_Eb,fFb,mFb,nFb,tFb,uFb,KHb,RHb,SHb,THb,UHb,VHb,WHb,XHb,sIb,zIb,AIb,BIb,CIb,DIb,EIb,FIb,nJb,oJb,tJb,zJb,AJb,FJb,KJb,LJb,QJb,VJb,WJb,$Jb,YKb,ZKb,$Kb,oLb,pLb,rLb,WLb,XLb,bMb,cMb,hLb,iLb,kLb,xLb,yLb,ALb,Ij,Kj,Mj,Oj,Qj,Sj,Uj,Wj,Yj,_j,ak,ck,ek,gk,ik,kk,mk,ok,qk,sk,uk,wk,yk,Ak,Ck,Ek,Gk,Ik,Kk,Mk,Ok,Qk,Sk,Uk,Wk,Yk,_k,al,i5,il,jl,kl,nl,pl,rl,A5,Kl,Cla,G5,K5,Vga,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb];var Qg=[LRb,JGa,KGa,LGa,OGa,_Ga,$Ga,iHa,vHa,LRb,LRb,LRb,LRb,LRb,LRb,LRb];var Rg=[MRb,Lz,Zz,lA,zA,NA,eB,CB,VB,wC,SC,mD,HD,aE,vE,QE,jF,GF,$F,vG,QG,jH,EH,ZH,sI,LI,fJ,yJ,TJ,kK,FK,TK,kL,yL,QL,gM,HM,ZM,pN,HN,WN,HO,VO,hP,vP,JP,$P,pQ,DQ,OQ,jR,xR,LR,ZR,CS,NS,$S,nT,yT,MT,_T,jU,xU,IU,WU,gV,uV,IV,WV,fW,qW,EW,PW,bX,pX,AX,LX,WX,fY,tY,EY,SY,eZ,sZ,GZ,UZ,g_,u_,I_,W_,f$,r$,M0,_0,j1,u1,I1,W1,f2,yla,qla,hla,$ka,Tka,Lka,Dka,vka,nka,eka,Yja,Qja,Ija,zja,qja,hja,_ia,Ria,Iia,zia,qia,hia,gxa,eza,aza,bOb,IGa,MGa,NGa,PGa,QGa,RGa,SGa,jHa,uHa,wHa,HHa,IHa,JHa,OHa,jKa,RLa,bMa,jMa,hPa,wWa,dXa,t3a,u3a,I3a,Y3a,s5a,Q4a,J6a,n6a,f6a,U5a,L5a,f8a,Jcb,hdb,Xdb,Teb,Zjb,_jb,rkb,skb,blb,clb,dlb,plb,qlb,rlb,Clb,Dlb,Elb,oxb,pxb,zDb,BDb,RDb,TDb,aFb,hFb,oFb,vFb,JLb,LLb,NLb,mMb,oMb,qMb,a3,e3,i3,m3,q3,u3,y3,C3,G3,K3,O3,S3,W3,_3,c4,g4,k4,o4,u4,y4,C4,K4,W4,_4,g5,o5,p5,r5,B5,E5,Jmb,nnb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb];var Sg=[NRb,Pz,bA,pA,DA,SA,VA,jB,nB,HB,_B,eC,hC,kC,BC,GC,XC,aD,qD,uD,LD,PD,eE,iE,AE,DE,VE,YE,oF,tF,LF,OF,eG,hG,zG,DG,VG,YG,oH,rH,JH,MH,bI,fI,xI,QI,VI,kJ,DJ,IJ,YJ,pK,uK,JK,YK,oL,DL,VL,lM,rM,uM,MM,cN,uN,LN,$N,gO,lO,qO,vO,LO,ZO,lP,zP,OP,dQ,tQ,SQ,XQ,_Q,nR,BR,PR,cS,iS,oS,RS,dT,CT,QT,nU,MU,kV,yV,MV,uW,TW,fX,jY,IY,WY,iZ,wZ,KZ,YZ,k_,y_,M_,w$,E$,J$,M$,P$,W$,a0,j0,o0,t0,y0,Q0,y1,M1,LLa,iMa,HWa,rDb,wDb,ADb,elb,flb,slb,tlb,Flb,Glb,kxb,eAb,fAb,jAb,kAb,uBb,JDb,ODb,SDb,$Eb,gFb,CFb,IFb,MKb,RKb,KLb,MLb,PLb,iMb,nMb,pMb,sMb,iPb,xPb,zPb,CPb,EPb,z5,exb,qCb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb];var Tg=[ORb,Wdb,Seb,Vlb,OLb,jMb,kMb,lMb,rMb,J5,Pwb,ORb,ORb,ORb,ORb,ORb];var Ug=[PRb,kHb,lHb,BHb,CHb,PRb,PRb,PRb];var Vg=[QRb,vUa,dYa,n2a,AFb,GFb,fHb,gHb,iHb,mHb,wHb,xHb,zHb,DHb,XKb,_Kb,nLb,qLb,QLb,tMb,gLb,jLb,wLb,zLb,QRb,QRb,QRb,QRb,QRb,QRb,QRb,QRb];var Wg=[RRb,yKb,EKb,RRb];var Xg=[SRb,I5];var Yg=[TRb,MFb,NFb,OFb,PFb,QFb,RFb,SFb,TFb,UFb,VFb,WFb,GGb,HGb,IGb,JGb,KGb,LGb,MGb,NGb,OGb,PGb,QGb,hHb,jHb,yHb,AHb,LHb,MHb,NHb,OHb,PHb,tIb,uIb,vIb,wIb,xIb,zKb,FKb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb];var Zg=[URb,bJb,hJb,eKb,fKb,pKb,qKb,URb];var _g=[VRb,QHb,yIb,VKb,WKb,lLb,mLb,eLb,fLb,uLb,vLb,VRb,VRb,VRb,VRb,VRb];var $g=[WRb,Ola];var ah=[XRb,F5];var bh=[YRb,ZRb,Mha,Ala,Qla,Zl,am,cm,Lm,Nm,Pm,Ym,_m,$m,hp,jp,kp,lp,mp,np,op,Vr,Yr,_r,Hs,Js,Ls,Us,Ws,Xs,ev,gv,hv,iv,jv,kv,lv,Ix,Nha,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb];var ch=[_Rb,em,cn,dn,fn,gn,jn,ln,mn,wn,yn,zn,Gn,Hn,In,Nn,On,Rn,Sn,eo,oo,to,uo,Co,Do,Eo,Ho,Io,Jo,Oo,Po,Qo,Vo,Yo,as,_s,$s,bt,ct,et,gt,ht,rt,tt,ut,Bt,Ct,Dt,It,Jt,Mt,Nt,_t,iu,nu,ou,wu,xu,yu,Eu,Fu,Gu,Lu,Mu,Nu,Su,Vu,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb];var dh=[$Rb,Fn,Mr,At,Fx,$Rb,$Rb,$Rb];var eh=[aSb,Ko,Hu,aSb];var fh=[bSb,wo,Lo,qu,Iu,bSb,bSb,bSb];var gh=[cSb,oG,Fz,Iz,Jz,mS,Oz,Tz,Wz,Xz,aA,fA,iA,jA,oA,tA,wA,xA,CA,HA,KA,LA,QA,RA,UA,_A,bB,cB,hB,iB,lB,mB,pB,wB,zB,AB,FB,GB,JB,KB,PB,SB,TB,YB,ZB,aC,bC,cC,dC,gC,jC,qC,tC,uC,zC,AC,DC,EC,FC,MC,PC,QC,VC,WC,ZC,_C,$C,gD,jD,kD,sD,pD,tD,vD,BD,ED,FD,ND,KD,OD,QD,WD,ZD,_D,gE,dE,hE,jE,pE,sE,tE,yE,zE,CE,EE,KE,NE,OE,TE,UE,XE,ZE,dF,gF,hF,mF,nF,qF,rF,sF,AF,DF,EF,JF,KF,NF,PF,VF,YF,ZF,cG,dG,gG,iG,pG,sG,tG,BG,yG,CG,EG,KG,NG,OG,TG,UG,XG,ZG,dH,gH,hH,mH,nH,qH,sH,yH,BH,CH,HH,IH,LH,NH,TH,WH,XH,dI,aI,eI,gI,mI,pI,qI,vI,wI,zI,AI,FI,II,JI,OI,PI,SI,TI,UI,$I,cJ,dJ,iJ,jJ,mJ,nJ,sJ,vJ,wJ,BJ,CJ,FJ,GJ,HJ,NJ,QJ,RJ,WJ,XJ,_J,$J,eK,hK,iK,nK,oK,rK,sK,tK,zK,CK,DK,IK,NK,QK,RK,WK,XK,_K,$K,eL,hL,iL,nL,sL,vL,wL,BL,CL,FL,GL,KL,NL,OL,TL,UL,XL,YL,aM,dM,eM,jM,kM,nM,oM,pM,qM,tM,vM,BM,EM,FM,KM,LM,OM,PM,TM,WM,XM,aN,bN,eN,fN,jN,mN,nN,sN,tN,wN,xN,BN,EN,FN,KN,QN,TN,UN,ZN,_N,bO,cO,eO,fO,iO,jO,kO,oO,pO,sO,tO,uO,BO,EO,FO,KO,PO,SO,TO,YO,bP,eP,fP,kP,pP,sP,tP,yP,DP,GP,HP,MP,NP,QP,RP,VP,YP,ZP,cQ,jQ,mQ,nQ,sQ,xQ,AQ,BQ,IQ,LQ,MQ,RQ,UQ,WQ,ZQ,dR,gR,hR,mR,rR,uR,vR,AR,FR,IR,JR,OR,TR,WR,XR,aS,bS,eS,fS,gS,hS,kS,lS,nS,wS,zS,AS,HS,KS,LS,QS,VS,YS,ZS,cT,hT,kT,lT,sT,vT,wT,BT,GT,JT,KT,PT,UT,XT,YT,dU,gU,hU,mU,rU,uU,vU,CU,FU,GU,LU,QU,TU,UU,aV,dV,eV,jV,oV,rV,sV,xV,CV,FV,GV,LV,QV,TV,UV,$V,cW,dW,kW,nW,oW,tW,yW,BW,CW,JW,MW,NW,SW,XW,_W,$W,eX,jX,mX,nX,uX,xX,yX,FX,IX,JX,QX,TX,UX,$X,cY,dY,iY,nY,qY,rY,yY,BY,CY,HY,MY,PY,QY,VY,_Y,bZ,cZ,hZ,mZ,pZ,qZ,vZ,AZ,DZ,EZ,JZ,OZ,RZ,SZ,XZ,a_,d_,e_,j_,o_,r_,s_,x_,C_,F_,G_,L_,Q_,T_,U_,$_,c$,d$,l$,o$,p$,u$,v$,y$,z$,C$,D$,G$,H$,I$,L$,O$,U$,V$,Y$,Z$,_$,$$,c0,d0,h0,i0,l0,m0,n0,r0,s0,v0,w0,x0,G0,J0,K0,P0,U0,X0,Y0,d1,g1,h1,o1,r1,s1,x1,C1,F1,G1,L1,Q1,T1,U1,$1,c2,d2,j2,k2,p2,q2,t2,s2,M5,N5,T5,U5,_5,$5,e6,f6,o6,p6,v6,w6,B6,C6,H6,I6,N6,O6,S6,T6,a7,b7,i7,j7,p7,q7,w7,x7,C7,D7,J7,K7,P7,Q7,W7,X7,b8,c8,h8,i8,m8,n8,t8,u8,y8,z8,Y8,Z8,b9,c9,n9,o9,t9,u9,z9,A9,G9,H9,M9,N9,S9,T9,Y9,Z9,caa,daa,haa,iaa,naa,oaa,taa,uaa,zaa,Aaa,Faa,Gaa,Naa,Oaa,Taa,Uaa,_aa,$aa,fba,gba,mba,nba,uba,vba,Bba,Cba,Hba,Iba,Oba,Pba,Tba,Uba,_ba,$ba,eca,fca,kca,lca,rca,sca,wca,xca,Cca,Dca,Jca,Kca,Pca,Qca,Uca,Vca,Zca,_ca,cda,dda,hda,ida,mda,nda,rda,sda,xda,yda,Cda,Dda,Ida,Jda,Oda,Pda,Tda,Uda,_da,$da,dea,eea,iea,jea,nea,oea,sea,tea,zea,Aea,Fea,Gea,Lea,Mea,Qea,Rea,Vea,Wea,_ea,$ea,dfa,efa,ifa,jfa,nfa,ofa,sfa,tfa,yfa,zfa,Dfa,Efa,Ifa,Jfa,Ofa,Pfa,Ufa,Vfa,_fa,$fa,jga,kga,rga,sga,Bga,Cga,Jga,Kga,Pga,Qga,gka,sla,vla,wla,jla,kla,nla,ola,jia,bla,ela,fla,gla,Vka,Yka,Zka,_ka,Nka,Qka,Rka,Ska,Fka,Ika,Jka,Kka,xka,Aka,Bka,pka,ska,tka,hka,kka,lka,_ja,bka,cka,dka,Sja,Vja,Wja,Xja,sia,Kja,Nja,Oja,Bja,Cja,Fja,Gja,sja,tja,wja,xja,jja,kja,nja,oja,aja,bja,eja,fja,Tia,Uia,Xia,Yia,Kia,Lia,Oia,Pia,Bia,Cia,Fia,Gia,tia,wia,xia,kia,nia,oia,pia,aia,bia,eia,fia,_ha,Ila,Jla,Cma,Dma,wma,xma,oma,pma,Ima,Lma,Nma,Oma,Tma,Vma,Wma,$ma,bna,cna,hna,jna,kna,pna,rna,sna,wna,Yna,Zna,doa,foa,goa,koa,toa,$oa,apa,kqa,lqa,eqa,fqa,rqa,sqa,yqa,zqa,Dqa,Fqa,Gqa,Kqa,Lqa,Nqa,Oqa,Vqa,ara,bra,hra,ira,nra,pra,qra,vra,xra,Ara,Dra,Pra,Qra,Jra,Kra,Xra,Yra,bsa,dsa,esa,jsa,rsa,ssa,ysa,Asa,Bsa,Gsa,Isa,Jsa,Nsa,Psa,Qsa,Vsa,Xsa,Ysa,ata,eta,fta,Gta,Hta,Bta,Cta,vta,wta,qta,rta,kta,lta,Ita,Rta,Uta,Xta,$ta,dua,hua,lua,pua,uua,yua,Cua,Gua,Kua,Oua,Sua,Wua,$ua,ava,fva,hva,iva,mva,nva,sva,tva,vva,Gva,Hva,Bva,Cva,Mva,Nva,Rva,Sva,Wva,Xva,Zva,_va,cwa,ewa,iwa,jwa,nwa,qwa,twa,xwa,Ewa,Wwa,Xwa,Rwa,Swa,axa,dxa,exa,fxa,ixa,jxa,zxa,Axa,Exa,Gxa,Oxa,Pxa,Jxa,Kxa,Uxa,tya,uya,zya,Eya,Fya,Kya,Qya,aOb,cza,dza,fza,Vya,Wya,Zya,_ya,$ya,tFa,uFa,vFa,wFa,rFa,sFa,AFa,BFa,CFa,DFa,yFa,zFa,iGa,jGa,TGa,aHa,bHa,kHa,lHa,xHa,yHa,LHa,QHa,RHa,SHa,THa,EIa,FIa,GIa,HIa,VIa,WIa,XIa,YIa,hKa,iKa,kKa,GLa,HLa,OLa,PLa,VLa,WLa,XLa,YLa,_La,$La,cMa,dMa,vMa,wMa,xMa,yMa,BMa,CMa,DMa,EMa,ANa,BNa,CNa,DNa,MNa,NNa,ONa,PNa,ZOa,_Oa,$Oa,aPa,fPa,gPa,iPa,eYa,ISa,JSa,gYa,pYa,PSa,rYa,RSa,XSa,dTa,BTa,FTa,GTa,HTa,NTa,OTa,$Ua,aVa,bVa,fVa,kVa,sVa,QVa,qWa,tWa,uWa,FWa,GWa,MWa,NWa,OWa,UWa,VWa,fXa,gXa,hXa,nXa,vXa,TXa,ZWa,aXa,bXa,F1a,cYa,fYa,qYa,G1a,S2a,T2a,U2a,M2a,N2a,O2a,P2a,_2a,$2a,a3a,b3a,gEb,hEb,iEb,jEb,v3a,w3a,x3a,y3a,o3a,p3a,C3a,F3a,G3a,H3a,O3a,P3a,R3a,V3a,W3a,X3a,J4a,m5a,p5a,q5a,K4a,N4a,O4a,s4a,I4a,G4a,H4a,_5a,D6a,G6a,H6a,N5a,h6a,k6a,l6a,$5a,c6a,d6a,O5a,R5a,S5a,E5a,F5a,I5a,J5a,j8a,k8a,l8a,m8a,ycb,Ucb,fdb,Kcb,Lcb,Mcb,Ncb,Ocb,Pcb,Qcb,Qdb,Rdb,Udb,Vdb,Meb,Neb,Qeb,Reb,crb,Yjb,qkb,Ykb,Zkb,klb,llb,xlb,ylb,Tlb,Ulb,Wlb,Xlb,fmb,gmb,hmb,imb,kob,lob,Spb,Tpb,Upb,Vpb,kqb,lqb,mqb,nqb,Pqb,Qqb,Rqb,Sqb,drb,jub,kub,lub,mub,pub,qub,rub,sub,yub,zub,Aub,Bub,YDb,ZDb,_Db,$Db,Sub,Tub,Uub,Vub,pvb,qvb,rvb,svb,Avb,Bvb,Cvb,Dvb,Vwb,Wwb,Xwb,Ywb,qxb,rxb,sxb,txb,hxb,ixb,uxb,vxb,Bxb,Cxb,kDb,mDb,oDb,pDb,GDb,HDb,bEb,cEb,dEb,eEb,lEb,mEb,nEb,oEb,XEb,YEb,cFb,dFb,jFb,kFb,qFb,rFb,xFb,yFb,zFb,EFb,FFb,KFb,LFb,EGb,FGb,dHb,eHb,uHb,vHb,IHb,JHb,qIb,rIb,$Ib,aJb,fJb,gJb,lJb,mJb,xJb,yJb,IJb,JJb,TJb,UJb,cKb,dKb,nKb,oKb,wKb,xKb,CKb,DKb,KKb,LKb,PKb,QKb,DFb,dLb,UKb,sLb,tLb,ELb,FLb,HLb,ILb,ULb,VLb,$Lb,aMb,gMb,hMb,uMb,vMb,wMb,ePb,fPb,gPb,hPb,rPb,wPb,yPb,BPb,DPb,FPb,Rz,dA,rA,FA,XA,tB,MB,nC,JC,dD,yD,TD,mE,HE,aF,xF,SF,lG,HG,aH,vH,QH,jI,CI,YI,pJ,LJ,bK,wK,LK,aL,qL,HL,ZL,yM,QM,gN,yN,NN,yO,NO,$O,nP,BP,SP,fQ,vQ,GQ,aR,pR,DR,RR,tS,FS,TS,fT,qT,ET,ST,bU,pU,AU,OU,ZU,mV,AV,OV,ZV,iW,wW,HW,VW,hX,sX,DX,OX,ZX,lY,wY,KY,YY,kZ,yZ,MZ,_Z,m_,A_,O_,Z_,i$,D0,S0,b1,m1,A1,O1,Z1,i2,v2,z2,D2,H2,L2,P2,T2,X2,$2,d3,h3,l3,p3,t3,x3,B3,F3,J3,N3,R3,V3,Z3,b4,f4,j4,n4,r4,t4,x4,B4,F4,J4,N4,R4,V4,Z4,d5,j5,k5,cl,fl,Nl,loa,L5,dm,Hm,Rm,bn,en,hn,kn,nn,on,pn,qn,un,xn,An,Cn,En,Jn,Kn,Ln,Mn,Pn,Qn,Tn,Un,Vn,Wn,Xn,Zn,_n,$n,ao,bo,co,fo,go,ho,io,jo,ko,lo,mo,no,po,qo,ro,so,vo,xo,zo,Ao,Bo,Fo,Go,Mo,No,Ro,So,To,Uo,Wo,Xo,_o,$o,ap,ep,Dr,Ir,Wga,$r,Ds,Ns,Zs,at,dt,ft,it,jt,kt,lt,pt,st,vt,xt,zt,Et,Ft,Gt,Ht,Kt,Lt,Ot,Pt,Qt,Rt,St,Ut,Vt,Wt,Xt,Yt,Zt,$t,au,bu,cu,du,eu,fu,gu,hu,ju,ku,lu,mu,pu,ru,tu,uu,vu,zu,Du,Ju,Ku,Ou,Pu,Qu,Ru,Tu,Uu,Xu,Yu,Zu,bv,Ax,Ex,GFa,cGb,eGb,gKb,$zb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb];var hh=[dSb,eTa,gTa,tVa,vVa,wXa,yXa,adb,bdb,cdb,ddb,Gcb,ri,ti,vi,xi,zi,Bi,Di,Fi,Hi,Ji,Li,Ni,Pi,Ri,Ti,Vi,Xi,Zi,$i,bj,dj,fj,hj,jj,lj,nj,pj,rj,tj,vj,xj,zj,Bj,Dj,Fj,Hj,ul,xl,zl,Dl,El,Z6,vn,U8,dp,qt,av,dSb,dSb,dSb,dSb,dSb];var ih=[eSb,KSa,ITa,PWa,gdb,yl,Al,Cl,Fl,P8,eSb,eSb,eSb,eSb,eSb,eSb];var jh=[fSb,Bl];var kh=[gSb,TTa,L1a,gSb];var lh=[hSb,W8];var mh=[iSb,sn,V8,X8,nt,iSb,iSb,iSb];var nh=[jSb,Yl,Ur,jSb];var oh=[kSb,Hz,Kz,Vz,Yz,hA,kA,vA,yA,JA,MA,aB,dB,yB,BB,RB,UB,sC,vC,OC,RC,iD,lD,DD,GD,YD,$D,rE,uE,ME,PE,fF,iF,CF,FF,XF,_F,rG,uG,MG,PG,fH,iH,AH,DH,VH,YH,oI,rI,HI,KI,bJ,eJ,uJ,xJ,PJ,SJ,gK,jK,BK,EK,PK,SK,gL,jL,uL,xL,ML,PL,cM,fM,DM,GM,VM,YM,lN,oN,DN,GN,SN,VN,DO,GO,RO,UO,dP,gP,rP,uP,FP,IP,XP,_P,lQ,oQ,zQ,CQ,KQ,NQ,fR,iR,tR,wR,HR,KR,VR,YR,yS,BS,JS,MS,XS,_S,jT,mT,uT,xT,IT,LT,WT,ZT,fU,iU,tU,wU,EU,HU,SU,VU,cV,fV,qV,tV,EV,HV,SV,VV,bW,eW,mW,pW,AW,DW,LW,OW,ZW,aX,lX,oX,wX,zX,HX,KX,SX,VX,bY,eY,pY,sY,AY,DY,OY,RY,aZ,dZ,oZ,rZ,CZ,FZ,QZ,TZ,c_,f_,q_,t_,E_,H_,S_,V_,b$,e$,n$,q$,I0,L0,W0,Z0,f1,i1,q1,t1,E1,H1,S1,V1,b2,e2,l2,m2,n2,O5,P5,Q5,V5,W5,X5,a6,b6,c6,g6,h6,i6,q6,r6,s6,x6,y6,z6,D6,E6,F6,J6,K6,L6,P6,Q6,R6,U6,V6,W6,c7,d7,e7,k7,l7,m7,r7,s7,t7,y7,z7,A7,E7,F7,G7,L7,M7,N7,R7,S7,T7,Y7,Z7,_7,d8,e8,f8,j8,k8,l8,o8,p8,q8,v8,w8,x8,A8,B8,C8,_8,$8,a9,d9,e9,f9,p9,q9,r9,v9,w9,x9,B9,C9,D9,I9,J9,K9,O9,P9,Q9,U9,V9,W9,_9,$9,aaa,eaa,faa,gaa,jaa,kaa,laa,paa,qaa,raa,vaa,waa,xaa,Baa,Caa,Daa,Haa,Iaa,Jaa,Paa,Qaa,Raa,Vaa,Waa,Xaa,aba,bba,cba,hba,iba,jba,oba,pba,qba,wba,xba,yba,Dba,Eba,Fba,Jba,Kba,Lba,Qba,Rba,Sba,Vba,Wba,Xba,aca,bca,cca,gca,hca,ica,mca,nca,oca,tca,uca,vca,yca,zca,Aca,Eca,Fca,Gca,Lca,Mca,Nca,Rca,Sca,Tca,Wca,Xca,Yca,$ca,ada,bda,eda,fda,gda,jda,kda,lda,oda,pda,qda,tda,uda,vda,zda,Ada,Bda,Eda,Fda,Gda,Kda,Lda,Mda,Qda,Rda,Sda,Vda,Wda,Xda,aea,bea,cea,fea,gea,hea,kea,lea,mea,pea,qea,rea,uea,vea,wea,Bea,Cea,Dea,Hea,Iea,Jea,Nea,Oea,Pea,Sea,Tea,Uea,Xea,Yea,Zea,afa,bfa,cfa,ffa,gfa,hfa,kfa,lfa,mfa,pfa,qfa,rfa,ufa,vfa,wfa,Afa,Bfa,Cfa,Ffa,Gfa,Hfa,Kfa,Lfa,Mfa,Qfa,Rfa,Sfa,Wfa,Xfa,Yfa,aga,bga,cga,lga,mga,nga,tga,uga,vga,Dga,Ega,Fga,Lga,Mga,Nga,Rga,Sga,Tga,ula,xla,mla,pla,dla,Xka,Pka,Hka,zka,Cka,rka,uka,jka,mka,aka,Uja,Mja,Pja,Eja,vja,mja,dja,Wia,Nia,Eia,via,yia,mia,dia,Kla,Lla,Mla,Ema,Fma,Gma,yma,zma,Ama,qma,rma,sma,Pma,Qma,Rma,Xma,Yma,Zma,dna,ena,fna,lna,mna,nna,tna,una,vna,_na,$na,aoa,hoa,ioa,joa,uoa,bpa,cpa,dpa,mqa,nqa,oqa,gqa,hqa,iqa,tqa,uqa,vqa,Aqa,Bqa,Cqa,Hqa,Iqa,Jqa,Pqa,Qqa,Rqa,Wqa,cra,dra,era,jra,kra,lra,rra,sra,tra,yra,Bra,Era,Rra,Sra,Tra,Lra,Mra,Nra,Zra,_ra,$ra,fsa,gsa,hsa,tsa,usa,vsa,Csa,Dsa,Esa,Ksa,Lsa,Msa,Rsa,Ssa,Tsa,Zsa,_sa,$sa,gta,hta,ita,Dta,Eta,Fta,xta,yta,zta,sta,tta,uta,mta,nta,ota,Sta,Vta,Yta,aua,eua,iua,mua,qua,vua,zua,Dua,Hua,Lua,Pua,Tua,Xua,bva,cva,dva,jva,kva,lva,ova,pva,qva,wva,xva,yva,Iva,Jva,Kva,Dva,Eva,Fva,Tva,Uva,Vva,$va,awa,bwa,fwa,kwa,lwa,mwa,rwa,uwa,ywa,zwa,Awa,Fwa,Ywa,Zwa,_wa,Twa,Uwa,Vwa,cxa,Bxa,Cxa,Dxa,Hxa,Qxa,Rxa,Sxa,Lxa,Mxa,Nxa,vya,wya,xya,Gya,Hya,Iya,Rya,Yya,kGa,HGa,UGa,ZGa,cHa,hHa,mHa,tHa,zHa,GHa,ILa,fMa,sYa,SSa,YSa,$Sa,fTa,hTa,iTa,CTa,DTa,ETa,QTa,CUa,DUa,cVa,lVa,oVa,uVa,wVa,xVa,RVa,SVa,TVa,sWa,vWa,XWa,iXa,oXa,rXa,xXa,zXa,AXa,UXa,VXa,WXa,$Wa,cXa,I1a,u2a,v2a,qDb,E3a,Q3a,T3a,Z3a,o5a,r5a,M4a,P4a,F6a,j6a,b6a,Q5a,H5a,g8a,Bcb,Ccb,_cb,$cb,edb,Ecb,Icb,Tdb,Peb,jxb,IDb,ZEb,eFb,lFb,sFb,pJb,qJb,rJb,sJb,uJb,vJb,BJb,CJb,DJb,EJb,GJb,HJb,MJb,NJb,OJb,PJb,RJb,SJb,XJb,YJb,ZJb,_Jb,aKb,bKb,OKb,TKb,YLb,ZLb,_Lb,dMb,eMb,fMb,Jj,Lj,Nj,Pj,Rj,Tj,Vj,Xj,Zj,$j,bk,dk,fk,hk,jk,lk,nk,pk,rk,tk,vk,xk,zk,Bk,Dk,Fk,Hk,Jk,Lk,Nk,Pk,Rk,Tk,Vk,Xk,Zk,$k,bl,l5,ll,ml,ol,ql,sl,gm,hm,im,jm,km,mm,nm,om,pm,qm,rm,sm,tm,um,vm,wm,xm,ym,zm,Am,Bm,Cm,Dm,Em,Fm,Gm,o7,Mm,G8,H8,I8,rn,tn,Q8,R8,S8,Yn,yo,Zo,bp,pp,rp,vp,yp,Gp,Er,Gr,cs,ds,es,fs,gs,is,js,ks,ls,ms,ns,os,ps,qs,rs,ss,ts,us,vs,ws,xs,ys,zs,As,Bs,Cs,Is,mt,ot,Tt,su,Wu,_u,mv,ov,sv,vv,Dv,Bx,Dx,Ela,Fla,HBa,pWa,YWa,v$a,_3a,c4a,e4a,f4a,h4a,i4a,k4a,m4a,n4a,p4a,u4a,v4a,w4a,y4a,z4a,Rcb,Tcb,onb,mpb,Swb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb];var ph=[lSb,x2,B2,F2,J2,N2,R2,V2,Z2,H4,P4,T4,b5,f5,u5,Gl,M8,i9,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb];var qh=[mSb,v5,Hl,Jr,Gx,mSb,mSb,mSb];var rh=[nSb,w5];var sh=[oSb,Tq,Qw,oSb];var th=[pSb,K8];var uh=[qSb,Fr,Cx,qSb];var vh=[rSb,bm,Zr,rSb];var wh=[sSb,M6];var xh=[tSb,Hja,yja,gja,Hia,gia,tYa,kTa,qTa,rTa,sTa,tTa,yTa,ATa,RTa,eUa,zUa,AUa,dVa,zVa,FVa,GVa,HVa,IVa,NVa,PVa,IWa,CXa,IXa,JXa,KXa,LXa,QXa,SXa,J1a,Y1a,r2a,s2a,m6a,T5a,b3,f3,j3,n3,r3,v3,z3,D3,H3,L3,P3,T3,X3,$3,d4,h4,l4,p4,v4,z4,D4,L4,X4,$4,h5,q5,s5,Il,Ml,Ol,_l,fm,h7,Om,J8,L8,Bn,Dn,T8,gp,l9,up,Fp,Mp,Qp,Rp,ur,wr,xr,zr,Hga,Wr,bs,Ks,wt,yt,dv,rv,Cv,Jv,Nv,Ov,rx,tx,ux,wx,Ysb,Qwb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb];var yh=[uSb,x5];var zh=[vSb,y5,Iga,vSb];var Ah=[wSb,pUa,h2a,wSb];var Bh=[xSb,fga];var Ch=[ySb,jr,gx,ySb];var Dh=[zSb,Gga];var Eh=[ASb,Y6];var Fh=[BSb,L3a,pja,Zia,USa,VSa,ZSa,_Sa,aTa,cTa,mTa,oTa,pTa,uTa,zTa,WTa,ZTa,_Ta,hUa,jUa,kUa,yUa,hVa,iVa,mVa,nVa,pVa,rVa,BVa,DVa,EVa,JVa,OVa,WWa,kXa,lXa,pXa,qXa,sXa,uXa,EXa,GXa,HXa,MXa,RXa,O1a,R1a,S1a,$1a,b2a,c2a,q2a,r3a,I6a,e6a,K5a,mxb,tDb,LDb,BFb,HFb,lPb,uPb,IPb,D5,H5,Ql,Rl,Tl,$l,g7,lm,Km,I7,Qm,Vm,N8,O8,fp,k9,ip,sp,tp,y9,xp,zp,Ap,Bp,Cp,saa,Hp,Ip,Lp,Zaa,Np,Sp,Tp,Up,Vp,lq,Pq,Uq,Vq,Wq,Xq,Yq,Zq,_q,cr,dr,er,gr,ir,kr,lr,mr,nr,or,pr,qr,tr,zga,vr,Br,Cr,Kr,Lr,Nr,Pr,Xr,hs,Gs,Ms,Rs,cv,fv,pv,qv,uv,wv,xv,yv,zv,Ev,Fv,Iv,Kv,Pv,Qv,Rv,Sv,iw,Mw,Rw,Sw,Tw,Uw,Vw,Ww,Xw,$w,ax,bx,dx,fx,hx,ix,jx,kx,lx,mx,nx,qx,sx,yx,zx,Hx,oi,yxb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb];var Gh=[CSb,WSa,jVa,mXa];var Hh=[DSb,lUa,d2a,DSb];var Ih=[ESb,jTa,yVa,BXa,Sq,qga,Pw,ESb];var Jh=[FSb,fr,cx,FSb];var Kh=[GSb,Ll];var Lh=[HSb,r2,Qia,$ha,bTa,nTa,xTa,PTa,UTa,VTa,XTa,YTa,$Ta,aUa,bUa,cUa,dUa,fUa,gUa,uUa,BUa,qVa,CVa,MVa,tXa,FXa,PXa,H1a,M1a,N1a,P1a,Q1a,T1a,U1a,V1a,W1a,X1a,Z1a,_1a,m2a,t2a,kPb,tPb,HPb,S5,Im,Jm,Sm,Tm,Um,cp,j9,qp,s9,Dp,Ep,Jp,eba,Op,tba,Aba,Xp,Yp,aq,bq,cq,eq,fq,gq,hq,iq,jq,kq,sq,tq,uq,vq,wq,xq,zq,Aq,Cq,Dq,Eq,Fq,Gq,Hq,Iq,Kq,Mq,Oq,Zfa,Rq,sr,Es,Fs,Os,Ps,Qs,$u,nv,Av,Bv,Gv,Lv,Uv,Vv,Zv,_v,$v,bw,cw,dw,ew,fw,gw,hw,pw,qw,rw,sw,tw,uw,ww,xw,zw,Aw,Bw,Cw,Dw,Ew,Fw,Hw,Jw,Lw,Ow,px,Bha,YDa,ZDa,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb];var Mh=[ISb,el,gl,ISb];var Nh=[JSb,dl,hl,JSb];var Oh=[KSb,STa,K1a,KSb];var Ph=[LSb,Pl,ega,LSb];var Qh=[MSb,iga];var Rh=[NSb,Ul,Qr,NSb];var Sh=[OSb,C5];var Th=[PSb,lTa,wTa,rUa,wUa,w2a,x2a,AVa,LVa,DXa,OXa,j2a,o2a,q3a,lxb,sDb,KDb,NKb,SKb,jPb,sPb,GPb,Sl,Vl,Wl,v7,V7,a8,Wm,Xm,Zm,h9,m9,maa,Laa,lba,Wp,Nba,qca,dq,mq,oq,Zda,yq,Bq,Lq,Nq,Qq,dga,yga,yr,Ar,Or,Rr,Sr,Ss,Ts,Vs,Tv,aw,jw,lw,vw,yw,Iw,Kw,Nw,vx,xx,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb];var Uh=[QSb,n5];var Vh=[RSb,m5];var Wh=[SSb,k6];var Xh=[TSb,vTa,iUa,KVa,NXa,a2a,Z5,u6,A6,Xl,s8,D8,an,Gba,$p,Ica,nq,pq,qq,rq,yea,Jq,Tfa,$q,ar,br,hr,Aga,Tr,Ys,Yv,kw,mw,nw,ow,Gw,Yw,Zw,_w,ex,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb];var Yh=[USb,G6,F8,_p,jca,Hda,xfa,gga,hga,pga,Xv,USb,USb,USb,USb,USb];var Zh=[VSb,xUa,p2a,Zp,dca,Wv,VSb,VSb];var _h=[WSb,Zba];var $h=[XSb,Sna,nBa,Ppb];var ai=[YSb,oUa,g2a,wp,tv,YSb,YSb,YSb];var bi=[ZSb,qUa,tUa,i2a,l2a,F9,rr,ox];var ci=[_Sb,mUa,e2a,_Sb];var di=[$Sb,Kp,xga,Hv];var ei=[aTb,Maa];var fi=[bTb,nUa,sUa,f2a,k2a,Pp,Mv,bTb];var gi=[cTb,sba];return{__GLOBAL__I_000101:PEb,__GLOBAL__sub_I_bind_cpp:vyb,__GLOBAL__sub_I_binding_cpp:Rla,__GLOBAL__sub_I_capping_geom_cpp:VAa,__GLOBAL__sub_I_clip_cpp:yib,__GLOBAL__sub_I_context_cpp:tjb,__GLOBAL__sub_I_create_cpp:CDa,__GLOBAL__sub_I_element_cpp:$tb,__GLOBAL__sub_I_embind_cpp:Cha,__GLOBAL__sub_I_geom_query_cpp:PDa,__GLOBAL__sub_I_glbuffermanager_cpp:_db,__GLOBAL__sub_I_group_cpp:KEa,__GLOBAL__sub_I_infos_cpp:kjb,__GLOBAL__sub_I_instance_cpp:Plb,__GLOBAL__sub_I_instance_cpp_3162:Jsb,__GLOBAL__sub_I_iostream_cpp:QEb,__GLOBAL__sub_I_net_command_cpp:Exb,__GLOBAL__sub_I_scene_iterator_cpp:erb,__GLOBAL__sub_I_state_cpp:Rvb,__GLOBAL__sub_I_svg_common_cpp:oqb,__GLOBAL__sub_I_traverse_cpp:Wjb,__GLOBAL__sub_I_web_client_cpp:Dha,___divdi3:UPb,___errno_location:hAb,___getTypeName:Zzb,___muldi3:WPb,___udivdi3:XPb,___uremdi3:YPb,_bitshift64Lshr:ZPb,_bitshift64Shl:_Pb,_emscripten_replace_memory:Lg,_free:$zb,_i64Add:QPb,_i64Subtract:RPb,_llvm_bswap_i32:$Pb,_llvm_round_f64:aQb,_main:Lha,_malloc:_zb,_memcpy:bQb,_memmove:cQb,_memset:dQb,_pthread_cond_broadcast:eQb,_pthread_mutex_lock:fQb,_pthread_mutex_unlock:gQb,_round:hQb,_roundf:iQb,_sbrk:jQb,dynCall_di:kQb,dynCall_dii:lQb,dynCall_i:mQb,dynCall_ii:nQb,dynCall_iid:oQb,dynCall_iii:pQb,dynCall_iiii:qQb,dynCall_iiiii:rQb,dynCall_iiiiid:sQb,dynCall_iiiiii:tQb,dynCall_iiiiiid:uQb,dynCall_iiiiiidi:vQb,dynCall_iiiiiii:wQb,dynCall_iiiiiiii:xQb,dynCall_iiiiiiiii:yQb,dynCall_iiiiiiiiiiiiiiid:zQb,dynCall_iiiiiiiiiiiiiiiid:AQb,dynCall_v:BQb,dynCall_vd:CQb,dynCall_vdd:DQb,dynCall_vddi:EQb,dynCall_vdi:FQb,dynCall_vi:GQb,dynCall_vid:HQb,dynCall_vidd:IQb,dynCall_viddd:JQb,dynCall_vidddiii:KQb,dynCall_viddi:LQb,dynCall_vidi:MQb,dynCall_vidiii:NQb,dynCall_vii:OQb,dynCall_viid:PQb,dynCall_viidd:QQb,dynCall_viiddd:RQb,dynCall_viiddi:SQb,dynCall_viidi:TQb,dynCall_viididididi:UQb,dynCall_viidii:VQb,dynCall_viidiii:WQb,dynCall_viii:XQb,dynCall_viiid:YQb,dynCall_viiidd:ZQb,dynCall_viiiddddi:_Qb,dynCall_viiiddi:$Qb,dynCall_viiidi:aRb,dynCall_viiididididi:bRb,dynCall_viiidii:cRb,dynCall_viiii:dRb,dynCall_viiiid:eRb,dynCall_viiiidddiiii:fRb,dynCall_viiiidi:gRb,dynCall_viiiidii:hRb,dynCall_viiiidiiii:iRb,dynCall_viiiii:jRb,dynCall_viiiiidd:kRb,dynCall_viiiiiddd:lRb,dynCall_viiiiiddi:mRb,dynCall_viiiiidi:nRb,dynCall_viiiiidii:oRb,dynCall_viiiiidiii:pRb,dynCall_viiiiidiiii:qRb,dynCall_viiiiii:rRb,dynCall_viiiiiidd:sRb,dynCall_viiiiiiddd:tRb,dynCall_viiiiiidiii:uRb,dynCall_viiiiiii:vRb,dynCall_viiiiiiii:wRb,dynCall_viiiiiiiii:xRb,dynCall_viiiiiiiiii:yRb,dynCall_viiiiiiiiiii:zRb,dynCall_viiiiiiiiiiii:ARb,dynCall_viiiiiiiiiiiii:BRb,dynCall_viiiiiiiiiiiiidddddi:CRb,dynCall_viiiiiiiiiiiiii:DRb,dynCall_viiiiiiiiiiiiiii:ERb,dynCall_viiiiiiiiiiiiiiii:FRb,dynCall_viiiiiiiiiiiiiiiii:GRb,establishStackSpace:ki,getTempRet0:ni,runPostSets:PPb,setTempRet0:mi,setThrew:li,stackAlloc:hi,stackRestore:ji,stackSave:ii}})
+
+
+// EMSCRIPTEN_END_ASM
+(e.Yb,e.Zb,buffer),Eb=e.__GLOBAL__I_000101=Y.__GLOBAL__I_000101,Hb=e.__GLOBAL__sub_I_bind_cpp=Y.__GLOBAL__sub_I_bind_cpp,Yb=e.__GLOBAL__sub_I_binding_cpp=Y.__GLOBAL__sub_I_binding_cpp,Xb=e.__GLOBAL__sub_I_capping_geom_cpp=Y.__GLOBAL__sub_I_capping_geom_cpp,Sb=e.__GLOBAL__sub_I_clip_cpp=Y.__GLOBAL__sub_I_clip_cpp,Qb=e.__GLOBAL__sub_I_context_cpp=Y.__GLOBAL__sub_I_context_cpp,Wb=e.__GLOBAL__sub_I_create_cpp=Y.__GLOBAL__sub_I_create_cpp,Kb=e.__GLOBAL__sub_I_element_cpp=
+Y.__GLOBAL__sub_I_element_cpp,Pb=e.__GLOBAL__sub_I_embind_cpp=Y.__GLOBAL__sub_I_embind_cpp,Vb=e.__GLOBAL__sub_I_geom_query_cpp=Y.__GLOBAL__sub_I_geom_query_cpp,Tb=e.__GLOBAL__sub_I_glbuffermanager_cpp=Y.__GLOBAL__sub_I_glbuffermanager_cpp,Ub=e.__GLOBAL__sub_I_group_cpp=Y.__GLOBAL__sub_I_group_cpp,Rb=e.__GLOBAL__sub_I_infos_cpp=Y.__GLOBAL__sub_I_infos_cpp,Ob=e.__GLOBAL__sub_I_instance_cpp=Y.__GLOBAL__sub_I_instance_cpp,Lb=e.__GLOBAL__sub_I_instance_cpp_3162=Y.__GLOBAL__sub_I_instance_cpp_3162,Gb=e.__GLOBAL__sub_I_iostream_cpp=
+Y.__GLOBAL__sub_I_iostream_cpp,Ib=e.__GLOBAL__sub_I_net_command_cpp=Y.__GLOBAL__sub_I_net_command_cpp,Mb=e.__GLOBAL__sub_I_scene_iterator_cpp=Y.__GLOBAL__sub_I_scene_iterator_cpp,Jb=e.__GLOBAL__sub_I_state_cpp=Y.__GLOBAL__sub_I_state_cpp,Nb=e.__GLOBAL__sub_I_svg_common_cpp=Y.__GLOBAL__sub_I_svg_common_cpp,Fb=e.__GLOBAL__sub_I_traverse_cpp=Y.__GLOBAL__sub_I_traverse_cpp,Zb=e.__GLOBAL__sub_I_web_client_cpp=Y.__GLOBAL__sub_I_web_client_cpp;e.___divdi3=Y.___divdi3;e.___errno_location=Y.___errno_location;
+var Ne=e.___getTypeName=Y.___getTypeName;e.___muldi3=Y.___muldi3;e.___udivdi3=Y.___udivdi3;e.___uremdi3=Y.___uremdi3;e._bitshift64Lshr=Y._bitshift64Lshr;e._bitshift64Shl=Y._bitshift64Shl;var eb=e._emscripten_replace_memory=Y._emscripten_replace_memory,Oe=e._free=Y._free;e._i64Add=Y._i64Add;e._i64Subtract=Y._i64Subtract;e._llvm_bswap_i32=Y._llvm_bswap_i32;e._llvm_round_f64=Y._llvm_round_f64;e._main=Y._main;var La=e._malloc=Y._malloc;e._memcpy=Y._memcpy;e._memmove=Y._memmove;e._memset=Y._memset;
+e._pthread_cond_broadcast=Y._pthread_cond_broadcast;e._pthread_mutex_lock=Y._pthread_mutex_lock;e._pthread_mutex_unlock=Y._pthread_mutex_unlock;e._round=Y._round;e._roundf=Y._roundf;e._sbrk=Y._sbrk;e.establishStackSpace=Y.establishStackSpace;e.getTempRet0=Y.getTempRet0;e.runPostSets=Y.runPostSets;e.setTempRet0=Y.setTempRet0;e.setThrew=Y.setThrew;var ea=e.stackAlloc=Y.stackAlloc,fa=e.stackRestore=Y.stackRestore,ca=e.stackSave=Y.stackSave;e.dynCall_di=Y.dynCall_di;e.dynCall_dii=Y.dynCall_dii;
+e.dynCall_i=Y.dynCall_i;e.dynCall_ii=Y.dynCall_ii;e.dynCall_iid=Y.dynCall_iid;e.dynCall_iii=Y.dynCall_iii;e.dynCall_iiii=Y.dynCall_iiii;e.dynCall_iiiii=Y.dynCall_iiiii;e.dynCall_iiiiid=Y.dynCall_iiiiid;e.dynCall_iiiiii=Y.dynCall_iiiiii;e.dynCall_iiiiiid=Y.dynCall_iiiiiid;e.dynCall_iiiiiidi=Y.dynCall_iiiiiidi;e.dynCall_iiiiiii=Y.dynCall_iiiiiii;e.dynCall_iiiiiiii=Y.dynCall_iiiiiiii;e.dynCall_iiiiiiiii=Y.dynCall_iiiiiiiii;e.dynCall_iiiiiiiiiiiiiiid=Y.dynCall_iiiiiiiiiiiiiiid;
+e.dynCall_iiiiiiiiiiiiiiiid=Y.dynCall_iiiiiiiiiiiiiiiid;e.dynCall_v=Y.dynCall_v;e.dynCall_vd=Y.dynCall_vd;e.dynCall_vdd=Y.dynCall_vdd;e.dynCall_vddi=Y.dynCall_vddi;e.dynCall_vdi=Y.dynCall_vdi;e.dynCall_vi=Y.dynCall_vi;e.dynCall_vid=Y.dynCall_vid;e.dynCall_vidd=Y.dynCall_vidd;e.dynCall_viddd=Y.dynCall_viddd;e.dynCall_vidddiii=Y.dynCall_vidddiii;e.dynCall_viddi=Y.dynCall_viddi;e.dynCall_vidi=Y.dynCall_vidi;e.dynCall_vidiii=Y.dynCall_vidiii;e.dynCall_vii=Y.dynCall_vii;e.dynCall_viid=Y.dynCall_viid;
+e.dynCall_viidd=Y.dynCall_viidd;e.dynCall_viiddd=Y.dynCall_viiddd;e.dynCall_viiddi=Y.dynCall_viiddi;e.dynCall_viidi=Y.dynCall_viidi;e.dynCall_viididididi=Y.dynCall_viididididi;e.dynCall_viidii=Y.dynCall_viidii;e.dynCall_viidiii=Y.dynCall_viidiii;e.dynCall_viii=Y.dynCall_viii;e.dynCall_viiid=Y.dynCall_viiid;e.dynCall_viiidd=Y.dynCall_viiidd;e.dynCall_viiiddddi=Y.dynCall_viiiddddi;e.dynCall_viiiddi=Y.dynCall_viiiddi;e.dynCall_viiidi=Y.dynCall_viiidi;e.dynCall_viiididididi=Y.dynCall_viiididididi;
+e.dynCall_viiidii=Y.dynCall_viiidii;e.dynCall_viiii=Y.dynCall_viiii;e.dynCall_viiiid=Y.dynCall_viiiid;e.dynCall_viiiidddiiii=Y.dynCall_viiiidddiiii;e.dynCall_viiiidi=Y.dynCall_viiiidi;e.dynCall_viiiidii=Y.dynCall_viiiidii;e.dynCall_viiiidiiii=Y.dynCall_viiiidiiii;e.dynCall_viiiii=Y.dynCall_viiiii;e.dynCall_viiiiidd=Y.dynCall_viiiiidd;e.dynCall_viiiiiddd=Y.dynCall_viiiiiddd;e.dynCall_viiiiiddi=Y.dynCall_viiiiiddi;e.dynCall_viiiiidi=Y.dynCall_viiiiidi;e.dynCall_viiiiidii=Y.dynCall_viiiiidii;
+e.dynCall_viiiiidiii=Y.dynCall_viiiiidiii;e.dynCall_viiiiidiiii=Y.dynCall_viiiiidiiii;e.dynCall_viiiiii=Y.dynCall_viiiiii;e.dynCall_viiiiiidd=Y.dynCall_viiiiiidd;e.dynCall_viiiiiiddd=Y.dynCall_viiiiiiddd;e.dynCall_viiiiiidiii=Y.dynCall_viiiiiidiii;e.dynCall_viiiiiii=Y.dynCall_viiiiiii;e.dynCall_viiiiiiii=Y.dynCall_viiiiiiii;e.dynCall_viiiiiiiii=Y.dynCall_viiiiiiiii;e.dynCall_viiiiiiiiii=Y.dynCall_viiiiiiiiii;e.dynCall_viiiiiiiiiii=Y.dynCall_viiiiiiiiiii;e.dynCall_viiiiiiiiiiii=Y.dynCall_viiiiiiiiiiii;
+e.dynCall_viiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiidddddi=Y.dynCall_viiiiiiiiiiiiidddddi;e.dynCall_viiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiiiii;e.asm=Y;e.getMemory=function(a){return wa?pb?La(a):ya(a):ua(a)};e.addRunDependency=yb;e.removeRunDependency=zb;e.FS_createFolder=md;e.FS_createPath=nd;
+e.FS_createDataFile=pd;e.FS_createPreloadedFile=ud;e.FS_createLazyFile=td;e.FS_createLink=rd;e.FS_createDevice=qd;e.FS_unlink=cd;
+if(Ab)if((String.prototype.startsWith?Ab.startsWith(Cb):0===Ab.indexOf(Cb))||("function"===typeof e.locateFile?Ab=e.locateFile(Ab):e.memoryInitializerPrefixURL&&(Ab=e.memoryInitializerPrefixURL+Ab)),na||oa){var ch=e.readBinary(Ab);u.set(ch,8)}else{var eh=function(){e.readAsync(Ab,dh,function(){throw"could not load memory initializer "+Ab;})};yb();var dh=function(a){a.byteLength&&(a=new Uint8Array(a));u.set(a,8);e.memoryInitializerRequest&&delete e.memoryInitializerRequest.response;zb()},fh=ra(Ab);
+if(fh)dh(fh.buffer);else if(e.memoryInitializerRequest){var gh=function(){var a=e.memoryInitializerRequest,b=a.response;if(200!==a.status&&0!==a.status)if(b=ra(e.memoryInitializerRequestURL))b=b.buffer;else{console.warn("a problem seems to have happened with Module.memoryInitializerRequest, status: "+a.status+", retrying "+Ab);eh();return}dh(b)};e.memoryInitializerRequest.response?setTimeout(gh,0):e.memoryInitializerRequest.addEventListener("load",gh)}else eh()}
+function sa(a){this.name="ExitStatus";this.message="Program terminated with exit("+a+")";this.status=a}sa.prototype=Error();sa.prototype.constructor=sa;xb=function hh(){e.calledRun||ih();e.calledRun||(xb=hh)};
+e.callMain=function(a){a=a||[];pb||(pb=!0,hb(lb));var b=a.length+1,c=ea(4*(b+1));v[c>>2]=Qa(e.thisProgram);for(var d=1;d<b;d++)v[(c>>2)+d]=Qa(a[d-1]);v[(c>>2)+b]=0;try{var f=e._main(b,c,0);jh(f,!0)}catch(g){g instanceof sa||("SimulateInfiniteLoop"==g?e.noExitRuntime=!0:((a=g)&&"object"===typeof g&&g.stack&&(a=[g,g.stack]),e.printErr("exception thrown: "+a),e.quit(1,g)))}finally{}};
+function ih(a){function b(){if(!e.calledRun&&(e.calledRun=!0,!Ha)){pb||(pb=!0,hb(lb));hb(mb);if(e.onRuntimeInitialized)e.onRuntimeInitialized();e._main&&kh&&e.callMain(a);if(e.postRun)for("function"==typeof e.postRun&&(e.postRun=[e.postRun]);e.postRun.length;){var b=e.postRun.shift();ob.unshift(b)}hb(ob)}}a=a||e.arguments;if(!(0<vb)){if(e.preRun)for("function"==typeof e.preRun&&(e.preRun=[e.preRun]);e.preRun.length;)qb();hb(ib);0<vb||e.calledRun||(e.setStatus?(e.setStatus("Running..."),setTimeout(function(){setTimeout(function(){e.setStatus("")},
+1);b()},1)):b())}}e.run=ih;function jh(a,b){if(!b||!e.noExitRuntime||0!==a){if(!e.noExitRuntime&&(Ha=!0,bb=void 0,hb(nb),e.onExit))e.onExit(a);na&&process.exit(a);e.quit(a,new sa(a))}}e.exit=jh;function Ia(a){if(e.onAbort)e.onAbort(a);void 0!==a?(e.print(a),e.printErr(a),a=JSON.stringify(a)):a="";Ha=!0;throw"abort("+a+"). Build with -s ASSERTIONS=1 for more info.";}e.abort=Ia;if(e.preInit)for("function"==typeof e.preInit&&(e.preInit=[e.preInit]);0<e.preInit.length;)e.preInit.pop()();var kh=!0;
+e.noInitialRun&&(kh=!1);e.noExitRuntime=!0;ih();
+
+
+	};
+
+	var catchExceptions = function (name, func) {
+		return function () {
+			try {
+				func.apply(this, arguments);
+			} catch (e) {
+				console.log("Unhandled exception in " + name + "():");
+				console.log(e);
+			}
+		};
+	};
+
+	var getElement = function (id) {
+		if (typeof id !== "string")
+			return id;
+		return document.getElementById (id);
+	};
+
+	var core_pool = [];
+
+	var getAvailableCore = function () {
+		for (var i = 0; i < core_pool.length; ++i) {
+			if (core_pool[i].$$available) {
+				return core_pool[i];
+			}
+		}
+		return null;
+	};
+
+	var enginePath;
+	if (_SC) {
+		enginePath = _SC._enginePath;
+	}
+
+	// used by Emscripten to find .wasm file
+	var locateFile = function (path) {
+		if (enginePath) {
+			return enginePath + "/" + path;
+		}
+		return path;
+	};
+
+	var createInstance = function (args) {
+		var facade;
+		if (args.isWrapper) {
+			// populate same instance object returned from engine-loader.js
+			facade = args.base;
+			args = args.args;
+		} else {
+			facade = {};
+		}
+
+		var container = getElement (args.container);
+		if (! container)
+			throw new TypeError ("'container' argument is missing or invalid");
+		facade.container = container;
+
+		var core = getAvailableCore ();
+		var core_is_new = ! core;
+
+		// provides reference point for absolute position
+		var sub_container = document.createElement ("div");
+		sub_container.setAttribute ("style", "position: relative; overflow: hidden; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+		if (core_is_new) {
+			core = {
+				$$available: false,
+				locateFile: locateFile,
+			};
+			core_pool.push (core);
+
+			core.callAfterMap = {
+				index: 0,
+				indexedWrappers: {},
+			};
+
+			// wraps canvas and SSR elements
+			var wrapper = document.createElement ("div");
+			wrapper.setAttribute ("style", "position: absolute; overflow: hidden; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+			var canvas = document.createElement ("canvas");
+			canvas.setAttribute ("style", "position: absolute; top: 0; left: 0; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+			core.canvas = canvas;
+			core.$$wrapper = wrapper;
+		} else {
+			core.$$available = false;
+		}
+
+		core.canvas.style.display = "";
+		core.$$wrapper.appendChild (core.canvas);
+
+		// facade will only call core functions if it matches core.$$facade
+		core.$$facade = facade;
+		core.$$onReady = catchExceptions("onReady", function () {
+			var onReady = args.onReady ? args.onReady : args.on_ready;
+			if (typeof onReady === "function") {
+				onReady(facade);
+			}
+		});
+		if (typeof args.onError === "function") {
+			// XXX after abort() is called, this core cannot be reused
+			core.onAbort = catchExceptions("onError", function (message) {
+				// avoid presenting cryptic Emscripten errors as our own
+				args.onError("fatal error: see console");
+			});
+		}
+
+		// sits on top of wrapper, preventing wrapper and children from receiving input events
+		var event_blocker = document.createElement ("div");
+		event_blocker.setAttribute ("style", "position: absolute; top: 0; left: 0; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+		event_blocker.onmousedown = function (e) { e.preventDefault (); }; // prevent cursor change on drag
+		event_blocker.oncontextmenu = function (e) { e.preventDefault (); };
+
+		sub_container.appendChild (core.$$wrapper);
+		sub_container.appendChild (event_blocker);
+		container.innerHTML = "";
+		container.appendChild (sub_container);
+
+		if (core_is_new) {
+			createInstanceImpl.call (core);
+		} else {
+			setTimeout (function () { core.$$setReady (); });
+		}
+
+		return facade;
+	};
+
+	// process deferred calls to createInstance() from engine-loader.js
+	(function () {
+		if (typeof _SC !== "undefined" && Array.isArray (_SC._deferredInstances))
+			for (var i = 0; i < _SC._deferredInstances.length; i++)
+				createInstance (_SC._deferredInstances[i]);
+	})();
+
+	return {
+		createInstance: createInstance
+	};
+})();
+
+
+(function(m,r,R,S,E,L){function Ka(a,b,c,d,e){return ha(a,a,c,d,b,a.defaultView.pageXOffset,a.defaultView.pageYOffset).then(function(f){q("Document cloned");var g="data-html2canvas-node"+e,h="["+g+"='"+e+"']";a.querySelector(h).removeAttribute(g);var g=f.contentWindow,k=g.document.querySelector(h);return("function"===typeof b.onclone?Promise.resolve(b.onclone(g.document)):Promise.resolve(!0)).then(function(){return ia(k,f,b,c,d)})})}function ia(a,b,c,d,e){var f=b.contentWindow,g=new T(f.document),
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+this.options.allowTaint||this.isSVG(a)?new ba(a,!1):this.support.cors&&!this.options.allowTaint&&this.options.useCORS?new ba(a,!0):this.options.proxy?new kb(a,this.options.proxy):new M(a):new A(a)):"linear-gradient"===a.method?new V(a):"gradient"===a.method?new Fa(a):"svg"===a.method?new Ea(a.args[0],this.support.svg):"IFRAME"===a.method?new qa(a.args[0],this.isSameOrigin(a.args[0].src),this.options):new M(a)};u.prototype.isSVG=function(a){return"svg"===a.substring(a.length-3).toLowerCase()||A.prototype.isInline(a)};
+u.prototype.imageExists=function(a,b){return a.some(function(a){return a.src===b})};u.prototype.isSameOrigin=function(a){return this.getOrigin(a)===this.origin};u.prototype.getOrigin=function(a){var b=this.link||(this.link=r.createElement("a"));b.href=a;b.href=b.href;return b.protocol+b.hostname+b.port};u.prototype.getPromise=function(a){return this.timeout(a,this.options.imageTimeout)["catch"](function(){return(new M(a.src)).promise.then(function(b){a.image=b})})};u.prototype.get=function(a){var b=
+null;return this.images.some(function(c){return(b=c).src===a})?b:null};u.prototype.fetch=function(a){this.images=a.reduce(X(this.findBackgroundImage,this),this.findImages(a));this.images.forEach(function(a,c){a.promise.then(function(){q("Succesfully loaded image #"+(c+1),a)},function(d){q("Failed loading image #"+(c+1),a,d)})});this.ready=Promise.all(this.images.map(this.getPromise,this));q("Finished searching images");return this};u.prototype.timeout=function(a,b){var c,d=Promise.race([a.promise,
+new Promise(function(d,f){c=setTimeout(function(){q("Timed out loading image",a);f(a)},b)})]).then(function(a){clearTimeout(c);return a});d["catch"](function(){clearTimeout(c)});return d};V.prototype=Object.create(N.prototype);V.prototype.stepRegExp=/((?:rgb|rgba)\(\d{1,3},\s\d{1,3},\s\d{1,3}(?:,\s[0-9\.]+)?\))\s*(\d{1,3})?(%|px)?/;l.prototype.cloneTo=function(a){a.visible=this.visible;a.borders=this.borders;a.bounds=this.bounds;a.clip=this.clip;a.backgroundClip=this.backgroundClip;a.computedStyles=
+this.computedStyles;a.styles=this.styles;a.backgroundImages=this.backgroundImages;a.opacity=this.opacity};l.prototype.getOpacity=function(){return null===this.opacity?this.opacity=this.cssFloat("opacity"):this.opacity};l.prototype.assignStack=function(a){this.stack=a;a.children.push(this)};l.prototype.isElementVisible=function(){return this.node.nodeType===Node.TEXT_NODE?this.parent.visible:"none"!==this.css("display")&&"hidden"!==this.css("visibility")&&!this.node.hasAttribute("data-html2canvas-ignore")&&
+("INPUT"!==this.node.nodeName||"hidden"!==this.node.getAttribute("type"))};l.prototype.css=function(a){this.computedStyles||(this.computedStyles=this.isPseudoElement?this.parent.computedStyle(this.before?":before":":after"):this.computedStyle(null));return this.styles[a]||(this.styles[a]=this.computedStyles[a])};l.prototype.prefixedCss=function(a){var b=["webkit","moz","ms","o"],c=this.css(a);c===L&&b.some(function(b){c=this.css(b+a.substr(0,1).toUpperCase()+a.substr(1));return c!==L},this);return c===
+L?null:c};l.prototype.computedStyle=function(a){return this.node.ownerDocument.defaultView.getComputedStyle(this.node,a)};l.prototype.cssInt=function(a){a=parseInt(this.css(a),10);return isNaN(a)?0:a};l.prototype.color=function(a){return this.colors[a]||(this.colors[a]=new t(this.css(a)))};l.prototype.cssFloat=function(a){a=parseFloat(this.css(a));return isNaN(a)?0:a};l.prototype.fontWeight=function(){var a=this.css("fontWeight");switch(parseInt(a,10)){case 401:a="bold";break;case 400:a="normal"}return a};
+l.prototype.parseClip=function(){var a=this.css("clip").match(this.CLIP);return a?{top:parseInt(a[1],10),right:parseInt(a[2],10),bottom:parseInt(a[3],10),left:parseInt(a[4],10)}:null};l.prototype.parseBackgroundImages=function(){return this.backgroundImages||(this.backgroundImages=ra(this.css("backgroundImage")))};l.prototype.cssList=function(a,b){var c=(this.css(a)||"").split(","),c=c[b||0]||c[0]||"auto",c=c.trim().split(" ");1===c.length&&(c=[c[0],c[0]]);return c};l.prototype.parseBackgroundSize=
+function(a,b,c){c=this.cssList("backgroundSize",c);var d;if(W(c[0]))d=a.width*parseFloat(c[0])/100;else{if(/contain|cover/.test(c[0]))return b=b.width/b.height,a.width/a.height<b^"contain"===c[0]?{width:a.height*b,height:a.height}:{width:a.width,height:a.width/b};d=parseInt(c[0],10)}a="auto"===c[0]&&"auto"===c[1]?b.height:"auto"===c[1]?d/b.width*b.height:W(c[1])?a.height*parseFloat(c[1])/100:parseInt(c[1],10);"auto"===c[0]&&(d=a/b.height*b.width);return{width:d,height:a}};l.prototype.parseBackgroundPosition=
+function(a,b,c,d){c=this.cssList("backgroundPosition",c);var e;e=W(c[0])?(a.width-(d||b).width)*(parseFloat(c[0])/100):parseInt(c[0],10);a="auto"===c[1]?e/b.width*b.height:W(c[1])?(a.height-(d||b).height)*parseFloat(c[1])/100:parseInt(c[1],10);"auto"===c[0]&&(e=a/b.height*b.width);return{left:e,top:a}};l.prototype.parseBackgroundRepeat=function(a){return this.cssList("backgroundRepeat",a)[0]};l.prototype.parseTextShadows=function(){var a=this.css("textShadow"),b=[];if(a&&"none"!==a)for(var a=a.match(this.TEXT_SHADOW_PROPERTY),
+c=0;a&&c<a.length;c++){var d=a[c].match(this.TEXT_SHADOW_VALUES);b.push({color:new t(d[0]),offsetX:d[1]?parseFloat(d[1].replace("px","")):0,offsetY:d[2]?parseFloat(d[2].replace("px","")):0,blur:d[3]?d[3].replace("px",""):0})}return b};l.prototype.parseTransform=function(){if(!this.transformData)if(this.hasTransform()){var a=this.parseBounds(),b=this.prefixedCss("transformOrigin").split(" ").map(Wa).map(Xa);b[0]+=a.left;b[1]+=a.top;this.transformData={origin:b,matrix:this.parseTransformMatrix()}}else this.transformData=
+{origin:[0,0],matrix:[1,0,0,1,0,0]};return this.transformData};l.prototype.parseTransformMatrix=function(){if(!this.transformMatrix){var a=this.prefixedCss("transform");this.transformMatrix=(a=a?Va(a.match(this.MATRIX_PROPERTY)):null)?a:[1,0,0,1,0,0]}return this.transformMatrix};l.prototype.parseBounds=function(){return this.bounds||(this.bounds=this.hasTransform()?ca(this.node):U(this.node))};l.prototype.hasTransform=function(){return"1,0,0,1,0,0"!==this.parseTransformMatrix().join(",")||this.parent&&
+this.parent.hasTransform()};l.prototype.getValue=function(){var a=this.node.value||"";"SELECT"===this.node.tagName?(a=this.node,a=(a=a.options[a.selectedIndex||0])?a.text||"":""):"password"===this.node.type&&(a=Array(a.length+1).join("\u2022"));return 0===a.length?this.node.placeholder||"":a};l.prototype.MATRIX_PROPERTY=/(matrix)\((.+)\)/;l.prototype.TEXT_SHADOW_PROPERTY=/((rgba|rgb)\([^\)]+\)(\s-?\d+px){0,})/g;l.prototype.TEXT_SHADOW_VALUES=/(-?\d+px)|(#.+)|(rgb\(.+\))|(rgba\(.+\))/g;l.prototype.CLIP=
+/^rect\((\d+)px,? (\d+)px,? (\d+)px,? (\d+)px\)$/;n.prototype.calculateOverflowClips=function(){this.nodes.forEach(function(a){if(O(a)){!0===a.isPseudoElement&&a.appendToDOM();a.borders=this.parseBorders(a);var b="hidden"===a.css("overflow")?[a.borders.clip]:[],c=a.parseClip();c&&-1!==["absolute","fixed"].indexOf(a.css("position"))&&b.push([["rect",a.bounds.left+c.left,a.bounds.top+c.top,c.right-c.left,c.bottom-c.top]]);a.clip=a.parent&&a.parent.clip.length?a.parent.clip.concat(b):b;a.backgroundClip=
+"hidden"!==a.css("overflow")?a.clip.concat([a.borders.clip]):a.clip;!0===a.isPseudoElement&&a.cleanDOM()}else ea(a)&&(a.clip=a.parent&&a.parent.clip.length?a.parent.clip:[]);!0!==a.isPseudoElement&&(a.bounds=null)},this)};n.prototype.asyncRenderer=function(a,b,c){c=c||Date.now();this.paint(a[this.renderIndex++]);a.length===this.renderIndex?b():c+20>Date.now()?this.asyncRenderer(a,b,c):setTimeout(X(function(){this.asyncRenderer(a,b)},this),0)};n.prototype.createPseudoHideStyles=function(a){this.createStyles(a,
+"."+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE+':before { content: "" !important; display: none !important; }.'+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER+':after { content: "" !important; display: none !important; }')};n.prototype.disableAnimations=function(a){this.createStyles(a,"* { -webkit-animation: none !important; -moz-animation: none !important; -o-animation: none !important; animation: none !important; -webkit-transition: none !important; -moz-transition: none !important; -o-transition: none !important; transition: none !important;}")};
+n.prototype.createStyles=function(a,b){var c=a.createElement("style");c.innerHTML=b;a.body.appendChild(c)};n.prototype.getPseudoElements=function(a){var b=[[a]];if(a.node.nodeType===Node.ELEMENT_NODE){var c=this.getPseudoElement(a,":before");a=this.getPseudoElement(a,":after");c&&b.push(c);a&&b.push(a)}return[].concat.apply([],b)};n.prototype.getPseudoElement=function(a,b){var c=a.computedStyle(b);if(!c||!c.content||"none"===c.content||"-moz-alt-content"===c.content||"none"===c.display)return null;
+var d,e=c.content,f=e.substr(0,1);d=f===e.substr(e.length-1)&&f.match(/'|"/)?e.substr(1,e.length-2):e;for(var g="url"===d.substr(0,3),e=r.createElement(g?"img":"html2canvaspseudoelement"),f=new v(e,a,b),h=c.length-1;0<=h;h--){var k=Ya(c.item(h));e.style[k]=c[k]}e.className=v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE+" "+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER;if(g)return e.src=ra(d)[0].args[0],[f];c=r.createTextNode(d);e.appendChild(c);return[f,new I(c,f)]};n.prototype.getChildren=function(a){return[].concat.apply([],
+[].filter.call(a.node.childNodes,db).map(function(b){var c=[b.nodeType===Node.TEXT_NODE?new I(b,a):new l(b,a)].filter(gb);return b.nodeType===Node.ELEMENT_NODE&&c.length&&"TEXTAREA"!==b.tagName?c[0].isElementVisible()?c.concat(this.getChildren(c[0])):[]:c},this))};n.prototype.newStackingContext=function(a,b){var c=new G(b,a.getOpacity(),a.node,a.parent);a.cloneTo(c);(b?c.getParentStack(this):c.parent.stack).contexts.push(c);a.stack=c};n.prototype.createStackingContexts=function(){this.nodes.forEach(function(a){var b;
+if(b=O(a))(b=this.isRootElement(a)||1>a.getOpacity())||(b=a.css("position"),b="auto"!==(-1!==["absolute","relative","fixed"].indexOf(b)?a.css("zIndex"):"auto")),b=b||this.isBodyWithTransparentRoot(a)||a.hasTransform();b?this.newStackingContext(a,!0):O(a)&&(P(a)&&va(a)||-1!==["inline-block","inline-table"].indexOf(a.css("display"))||da(a))?this.newStackingContext(a,!1):a.assignStack(a.parent.stack)},this)};n.prototype.isBodyWithTransparentRoot=function(a){return"BODY"===a.node.nodeName&&a.parent.color("backgroundColor").isTransparent()};
+n.prototype.isRootElement=function(a){return null===a.parent};n.prototype.sortStackingContexts=function(a){a.contexts.sort(eb(a.contexts.slice(0)));a.contexts.forEach(this.sortStackingContexts,this)};n.prototype.parseTextBounds=function(a){return function(b,c,d){if("none"!==a.parent.css("textDecoration").substr(0,4)||0!==b.trim().length){if(this.support.rangeBounds&&!a.parent.hasTransform())return c=d.slice(0,c).join("").length,this.getRangeBounds(a.node,c,b.length);if(a.node&&"string"===typeof a.node.data)return b=
+a.node.splitText(b.length),c=this.getWrapperBounds(a.node,a.parent.hasTransform()),a.node=b,c}else if(!this.support.rangeBounds||a.parent.hasTransform())a.node=a.node.splitText(b.length);return{}}};n.prototype.getWrapperBounds=function(a,b){var c=a.ownerDocument.createElement("html2canvaswrapper"),d=a.parentNode,e=a.cloneNode(!0);c.appendChild(a.cloneNode(!0));d.replaceChild(c,a);var f=b?ca(c):U(c);d.replaceChild(e,c);return f};n.prototype.getRangeBounds=function(a,b,c){var d=this.range||(this.range=
+a.ownerDocument.createRange());d.setStart(a,b);d.setEnd(a,b+c);return d.getBoundingClientRect()};n.prototype.parse=function(a){var b=a.contexts.filter(Za),c=a.children.filter(O),d=c.filter(Q(da)),e=d.filter(Q(P)).filter(Q(wa)),c=c.filter(Q(P)).filter(da),f=d.filter(Q(P)).filter(wa),d=a.contexts.concat(d.filter(P)).filter(va),g=a.children.filter(ea).filter(ab);a=a.contexts.filter($a);b.concat(e).concat(c).concat(f).concat(d).concat(g).concat(a).forEach(function(a){this.renderQueue.push(a);a instanceof
+G&&(this.parse(a),this.renderQueue.push(new sa))},this)};n.prototype.paint=function(a){try{a instanceof sa?this.renderer.ctx.restore():ea(a)?(!0===a.parent.isPseudoElement&&a.parent.appendToDOM(),this.paintText(a),!0===a.parent.isPseudoElement&&a.parent.cleanDOM()):this.paintNode(a)}catch(b){if(q(b),this.options.strict)throw b;}};n.prototype.paintNode=function(a){a instanceof G&&(this.renderer.setOpacity(a.opacity),this.renderer.ctx.save(),a.hasTransform()&&this.renderer.setTransform(a.parseTransform()));
+"INPUT"===a.node.nodeName&&"checkbox"===a.node.type?this.paintCheckbox(a):"INPUT"===a.node.nodeName&&"radio"===a.node.type?this.paintRadio(a):this.paintElement(a)};n.prototype.paintElement=function(a){var b=a.parseBounds();this.renderer.clip(a.backgroundClip,function(){this.renderer.renderBackground(a,b,a.borders.borders.map(fb))},this);this.renderer.clip(a.clip,function(){this.renderer.renderBorders(a.borders.borders)},this);this.renderer.clip(a.backgroundClip,function(){switch(a.node.nodeName){case "svg":case "IFRAME":var c=
+this.images.get(a.node);c?this.renderer.renderImage(a,b,a.borders,c):q("Error loading <"+a.node.nodeName+">",a.node);break;case "IMG":(c=this.images.get(a.node.src))?this.renderer.renderImage(a,b,a.borders,c):q("Error loading <img>",a.node.src);break;case "CANVAS":this.renderer.renderImage(a,b,a.borders,{image:a.node});break;case "SELECT":case "INPUT":case "TEXTAREA":this.paintFormValue(a)}},this)};n.prototype.paintCheckbox=function(a){var b=a.parseBounds(),c=Math.min(b.width,b.height),d={width:c-
+1,height:c-1,top:b.top,left:b.left},b=[3,3],e=[b,b,b,b],f=[1,1,1,1].map(function(a){return{color:new t("#A5A5A5"),width:a}}),g=ua(d,e,f);this.renderer.clip(a.backgroundClip,function(){this.renderer.rectangle(d.left+1,d.top+1,d.width-2,d.height-2,new t("#DEDEDE"));this.renderer.renderBorders(ta(f,d,g,e));a.node.checked&&(this.renderer.font(new t("#424242"),"normal","normal","bold",c-3+"px","arial"),this.renderer.text("\u2714",d.left+c/6,d.top+c-1))},this)};n.prototype.paintRadio=function(a){var b=
+a.parseBounds(),c=Math.min(b.width,b.height)-2;this.renderer.clip(a.backgroundClip,function(){this.renderer.circleStroke(b.left+1,b.top+1,c,new t("#DEDEDE"),1,new t("#A5A5A5"));a.node.checked&&this.renderer.circle(Math.ceil(b.left+c/4)+1,Math.ceil(b.top+c/4)+1,Math.floor(c/2),new t("#424242"))},this)};n.prototype.paintFormValue=function(a){var b=a.getValue();if(0<b.length){var c=a.node.ownerDocument,d=c.createElement("html2canvaswrapper");"lineHeight textAlign fontFamily fontWeight fontSize color paddingLeft paddingTop paddingRight paddingBottom width height borderLeftStyle borderTopStyle borderLeftWidth borderTopWidth boxSizing whiteSpace wordWrap".split(" ").forEach(function(b){try{d.style[b]=
+a.css(b)}catch(c){q("html2canvas: Parse: Exception caught in renderFormValue: "+c.message)}});var e=a.parseBounds();d.style.position="fixed";d.style.left=e.left+"px";d.style.top=e.top+"px";d.textContent=b;c.body.appendChild(d);this.paintText(new I(d.firstChild,a));c.body.removeChild(d)}};n.prototype.paintText=function(a){a.applyTextTransform();var b=m.html2canvas.punycode.ucs2.decode(a.node.data),c=this.options.letterRendering&&!/^(normal|none|0px)$/.test(a.parent.css("letterSpacing"))||/[^\u0000-\u00ff]/.test(a.node.data)?
+b.map(function(a){return m.html2canvas.punycode.ucs2.encode([a])}):hb(b),b=a.parent.fontWeight(),d=a.parent.css("fontSize"),e=a.parent.css("fontFamily"),f=a.parent.parseTextShadows();this.renderer.font(a.parent.color("color"),a.parent.css("fontStyle"),a.parent.css("fontVariant"),b,d,e);f.length?this.renderer.fontShadow(f[0].color,f[0].offsetX,f[0].offsetY,f[0].blur):this.renderer.clearShadow();this.renderer.clip(a.parent.clip,function(){c.map(this.parseTextBounds(a),this).forEach(function(b,f){b&&
+(this.renderer.text(c[f],b.left,b.bottom),this.renderTextDecoration(a.parent,b,this.fontMetrics.getMetrics(e,d)))},this)},this)};n.prototype.renderTextDecoration=function(a,b,c){switch(a.css("textDecoration").split(" ")[0]){case "underline":this.renderer.rectangle(b.left,Math.round(b.top+c.baseline+c.lineWidth),b.width,1,a.color("color"));break;case "overline":this.renderer.rectangle(b.left,Math.round(b.top),b.width,1,a.color("color"));break;case "line-through":this.renderer.rectangle(b.left,Math.ceil(b.top+
+c.middle+c.lineWidth),b.width,1,a.color("color"))}};var Ja={inset:[["darken",.6],["darken",.1],["darken",.1],["darken",.6]]};n.prototype.parseBorders=function(a){var b=a.parseBounds(),c=bb(a),d=["Top","Right","Bottom","Left"].map(function(b,c){var d=a.css("border"+b+"Style"),e=a.color("border"+b+"Color");"inset"===d&&e.isBlack()&&(e=new t([255,255,255,e.a]));d=Ja[d]?Ja[d][c]:null;return{width:a.cssInt("border"+b+"Width"),color:d?e[d[0]](d[1]):e,args:null}}),e=ua(b,c,d);return{clip:this.parseBackgroundClip(a,
+e,d,c,b),borders:ta(d,b,e,c)}};n.prototype.parseBackgroundClip=function(a,b,c,d,e){var f=[];switch(a.css("backgroundClip")){case "content-box":case "padding-box":D(f,d[0],d[1],b.topLeftInner,b.topRightInner,e.left+c[3].width,e.top+c[0].width);D(f,d[1],d[2],b.topRightInner,b.bottomRightInner,e.left+e.width-c[1].width,e.top+c[0].width);D(f,d[2],d[3],b.bottomRightInner,b.bottomLeftInner,e.left+e.width-c[1].width,e.top+e.height-c[2].width);D(f,d[3],d[0],b.bottomLeftInner,b.topLeftInner,e.left+c[3].width,
+e.top+e.height-c[2].width);break;default:D(f,d[0],d[1],b.topLeftOuter,b.topRightOuter,e.left,e.top),D(f,d[1],d[2],b.topRightOuter,b.bottomRightOuter,e.left+e.width,e.top),D(f,d[2],d[3],b.bottomRightOuter,b.bottomLeftOuter,e.left+e.width,e.top+e.height),D(f,d[3],d[0],b.bottomLeftOuter,b.topLeftOuter,e.left,e.top+e.height)}return f};var jb=0,ya="withCredentials"in new XMLHttpRequest,Da="crossOrigin"in new Image;v.prototype.cloneTo=function(a){v.prototype.cloneTo.call(this,a);a.isPseudoElement=!0;a.before=
+this.before};v.prototype=Object.create(l.prototype);v.prototype.appendToDOM=function(){this.before?this.parent.node.insertBefore(this.node,this.parent.node.firstChild):this.parent.node.appendChild(this.node);this.parent.node.className+=" "+this.getHideClass()};v.prototype.cleanDOM=function(){this.node.parentNode.removeChild(this.node);this.parent.node.className=this.parent.node.className.replace(this.getHideClass(),"")};v.prototype.getHideClass=function(){return this["PSEUDO_HIDE_ELEMENT_CLASS_"+
+(this.before?"BEFORE":"AFTER")]};v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE="___html2canvas___pseudoelement_before";v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER="___html2canvas___pseudoelement_after";x.prototype.renderImage=function(a,b,c,d){var e=a.cssInt("paddingLeft"),f=a.cssInt("paddingTop"),g=a.cssInt("paddingRight");a=a.cssInt("paddingBottom");c=c.borders;g=b.width-(c[1].width+c[3].width+e+g);a=b.height-(c[0].width+c[2].width+f+a);this.drawImage(d,0,0,d.image.width||g,d.image.height||a,b.left+
+e+c[3].width,b.top+f+c[0].width,g,a)};x.prototype.renderBackground=function(a,b,c){0<b.height&&0<b.width&&(this.renderBackgroundColor(a,b),this.renderBackgroundImage(a,b,c))};x.prototype.renderBackgroundColor=function(a,b){var c=a.color("backgroundColor");c.isTransparent()||this.rectangle(b.left,b.top,b.width,b.height,c)};x.prototype.renderBorders=function(a){a.forEach(this.renderBorder,this)};x.prototype.renderBorder=function(a){a.color.isTransparent()||null===a.args||this.drawShape(a.args,a.color)};
+x.prototype.renderBackgroundImage=function(a,b,c){a.parseBackgroundImages().reverse().forEach(function(d,e,f){switch(d.method){case "url":var g=this.images.get(d.args[0]);g?this.renderBackgroundRepeating(a,b,g,f.length-(e+1),c):q("Error loading background-image",d.args[0]);break;case "linear-gradient":case "gradient":(e=this.images.get(d.value))?this.renderBackgroundGradient(e,b,c):q("Error loading background-image",d.args[0]);break;case "none":break;default:q("Unknown background-image type",d.args[0])}},
+this)};x.prototype.renderBackgroundRepeating=function(a,b,c,d,e){var f=a.parseBackgroundSize(b,c.image,d),g=a.parseBackgroundPosition(b,c.image,d,f);switch(a.parseBackgroundRepeat(d)){case "repeat-x":case "repeat no-repeat":this.backgroundRepeatShape(c,g,f,b,b.left+e[3],b.top+g.top+e[0],99999,f.height,e);break;case "repeat-y":case "no-repeat repeat":this.backgroundRepeatShape(c,g,f,b,b.left+g.left+e[3],b.top+e[0],f.width,99999,e);break;case "no-repeat":this.backgroundRepeatShape(c,g,f,b,b.left+g.left+
+e[3],b.top+g.top+e[0],f.width,f.height,e);break;default:this.renderBackgroundRepeat(c,g,f,{top:b.top,left:b.left},e[3],e[0])}};G.prototype=Object.create(l.prototype);G.prototype.getParentStack=function(a){var b=this.parent?this.parent.stack:null;return b?b.ownStacking?b:b.getParentStack(a):a.stack};T.prototype.testRangeBounds=function(a){var b,c,d=!1;a.createRange&&(b=a.createRange(),b.getBoundingClientRect&&(c=a.createElement("boundtest"),c.style.height="123px",c.style.display="block",a.body.appendChild(c),
+b.selectNode(c),b=b.getBoundingClientRect(),b=b.height,123===b&&(d=!0),a.body.removeChild(c)));return d};T.prototype.testCORS=function(){return"undefined"!==typeof(new Image).crossOrigin};T.prototype.testSVG=function(){var a=new Image,b=r.createElement("canvas"),c=b.getContext("2d");a.src="data:image/svg+xml,<svg xmlns='http://www.w3.org/2000/svg'></svg>";try{c.drawImage(a,0,0),b.toDataURL()}catch(d){return!1}return!0};A.prototype.hasFabric=function(){return html2canvas.fabric?Promise.resolve():Promise.reject(Error("html2canvas.svg.js is not loaded, cannot render svg"))};
+A.prototype.inlineFormatting=function(a){return/^data:image\/svg\+xml;base64,/.test(a)?this.decode64(this.removeContentType(a)):this.removeContentType(a)};A.prototype.removeContentType=function(a){return a.replace(/^data:image\/svg\+xml(;base64)?,/,"")};A.prototype.isInline=function(a){return/^data:image\/svg\+xml/i.test(a)};A.prototype.createCanvas=function(a){var b=this;return function(c,d){var e=new html2canvas.fabric.StaticCanvas("c");b.image=e.lowerCanvasEl;e.setWidth(d.width).setHeight(d.height).add(html2canvas.fabric.util.groupSVGElements(c,
+d)).renderAll();a(e.lowerCanvasEl)}};A.prototype.decode64=function(a){return"function"===typeof m.atob?m.atob(a):Ca(a)};Ea.prototype=Object.create(A.prototype);I.prototype=Object.create(l.prototype);I.prototype.applyTextTransform=function(){this.node.data=this.transform(this.parent.css("textTransform"))};I.prototype.transform=function(a){var b=this.node.data;switch(a){case "lowercase":return b.toLowerCase();case "capitalize":return b.replace(/(^|\s|:|-|\(|\))([a-z])/g,lb);case "uppercase":return b.toUpperCase();
+default:return b}};Fa.prototype=Object.create(N.prototype);p.prototype=Object.create(x.prototype);p.prototype.setFillStyle=function(a){this.ctx.fillStyle="object"===typeof a&&a.isColor?a.toString():a;return this.ctx};p.prototype.rectangle=function(a,b,c,d,e){this.setFillStyle(e).fillRect(a,b,c,d)};p.prototype.circle=function(a,b,c,d){this.setFillStyle(d);this.ctx.beginPath();this.ctx.arc(a+c/2,b+c/2,c/2,0,2*Math.PI,!0);this.ctx.closePath();this.ctx.fill()};p.prototype.circleStroke=function(a,b,c,
+d,e,f){this.circle(a,b,c,d);this.ctx.strokeStyle=f.toString();this.ctx.stroke()};p.prototype.drawShape=function(a,b){this.shape(a);this.setFillStyle(b).fill()};p.prototype.taints=function(a){if(null===a.tainted){this.taintCtx.drawImage(a.image,0,0);try{this.taintCtx.getImageData(0,0,1,1),a.tainted=!1}catch(b){this.taintCtx=r.createElement("canvas").getContext("2d"),a.tainted=!0}}return a.tainted};p.prototype.drawImage=function(a,b,c,d,e,f,g,h,k){this.taints(a)&&!this.options.allowTaint||this.ctx.drawImage(a.image,
+b,c,d,e,f,g,h,k)};p.prototype.clip=function(a,b,c){this.ctx.save();a.filter(mb).forEach(function(a){this.shape(a).clip()},this);b.call(c);this.ctx.restore()};p.prototype.shape=function(a){this.ctx.beginPath();a.forEach(function(a,c){"rect"===a[0]?this.ctx.rect.apply(this.ctx,a.slice(1)):this.ctx[0===c?"moveTo":a[0]+"To"].apply(this.ctx,a.slice(1))},this);this.ctx.closePath();return this.ctx};p.prototype.font=function(a,b,c,d,e,f){this.setFillStyle(a).font=[b,c,d,e,f].join(" ").split(",")[0]};p.prototype.fontShadow=
+function(a,b,c,d){this.setVariable("shadowColor",a.toString()).setVariable("shadowOffsetY",b).setVariable("shadowOffsetX",c).setVariable("shadowBlur",d)};p.prototype.clearShadow=function(){this.setVariable("shadowColor","rgba(0,0,0,0)")};p.prototype.setOpacity=function(a){this.ctx.globalAlpha=a};p.prototype.setTransform=function(a){this.ctx.translate(a.origin[0],a.origin[1]);this.ctx.transform.apply(this.ctx,a.matrix);this.ctx.translate(-a.origin[0],-a.origin[1])};p.prototype.setVariable=function(a,
+b){this.variables[a]!==b&&(this.variables[a]=this.ctx[a]=b);return this};p.prototype.text=function(a,b,c){this.ctx.fillText(a,b,c)};p.prototype.backgroundRepeatShape=function(a,b,c,d,e,f,g,h,k){this.clip([[["line",Math.round(e),Math.round(f)],["line",Math.round(e+g),Math.round(f)],["line",Math.round(e+g),Math.round(h+f)],["line",Math.round(e),Math.round(h+f)]]],function(){this.renderBackgroundRepeat(a,b,c,d,k[3],k[0])},this)};p.prototype.renderBackgroundRepeat=function(a,b,c,d,e,f){e=Math.round(d.left+
+b.left+e);b=Math.round(d.top+b.top+f);this.setFillStyle(this.ctx.createPattern(this.resizeImage(a,c),"repeat"));this.ctx.translate(e,b);this.ctx.fill();this.ctx.translate(-e,-b)};p.prototype.renderBackgroundGradient=function(a,b){if(a instanceof V){var c=this.ctx.createLinearGradient(b.left+b.width*a.x0,b.top+b.height*a.y0,b.left+b.width*a.x1,b.top+b.height*a.y1);a.colorStops.forEach(function(a){c.addColorStop(a.stop,a.color.toString())});this.rectangle(b.left,b.top,b.width,b.height,c)}};p.prototype.resizeImage=
+function(a,b){var c=a.image;if(c.width===b.width&&c.height===b.height)return c;var d=r.createElement("canvas");d.width=b.width;d.height=b.height;d.getContext("2d").drawImage(c,0,0,c.width,c.height,0,0,b.width,b.height);return d}}}).call({},"undefined"!==typeof window?window:void 0,"undefined"!==typeof document?document:void 0);
+
+/*
+ Use it if you like it
+*/
+(function(A){function E(K){this.ok=!1;"#"==K.charAt(0)&&(K=K.substr(1,6));K=K.replace(/ /g,"");K=K.toLowerCase();var A={aliceblue:"f0f8ff",antiquewhite:"faebd7",aqua:"00ffff",aquamarine:"7fffd4",azure:"f0ffff",beige:"f5f5dc",bisque:"ffe4c4",black:"000000",blanchedalmond:"ffebcd",blue:"0000ff",blueviolet:"8a2be2",brown:"a52a2a",burlywood:"deb887",cadetblue:"5f9ea0",chartreuse:"7fff00",chocolate:"d2691e",coral:"ff7f50",cornflowerblue:"6495ed",cornsilk:"fff8dc",crimson:"dc143c",cyan:"00ffff",darkblue:"00008b",
+darkcyan:"008b8b",darkgoldenrod:"b8860b",darkgray:"a9a9a9",darkgreen:"006400",darkkhaki:"bdb76b",darkmagenta:"8b008b",darkolivegreen:"556b2f",darkorange:"ff8c00",darkorchid:"9932cc",darkred:"8b0000",darksalmon:"e9967a",darkseagreen:"8fbc8f",darkslateblue:"483d8b",darkslategray:"2f4f4f",darkturquoise:"00ced1",darkviolet:"9400d3",deeppink:"ff1493",deepskyblue:"00bfff",dimgray:"696969",dodgerblue:"1e90ff",feldspar:"d19275",firebrick:"b22222",floralwhite:"fffaf0",forestgreen:"228b22",fuchsia:"ff00ff",
+gainsboro:"dcdcdc",ghostwhite:"f8f8ff",gold:"ffd700",goldenrod:"daa520",gray:"808080",green:"008000",greenyellow:"adff2f",honeydew:"f0fff0",hotpink:"ff69b4",indianred:"cd5c5c",indigo:"4b0082",ivory:"fffff0",khaki:"f0e68c",lavender:"e6e6fa",lavenderblush:"fff0f5",lawngreen:"7cfc00",lemonchiffon:"fffacd",lightblue:"add8e6",lightcoral:"f08080",lightcyan:"e0ffff",lightgoldenrodyellow:"fafad2",lightgrey:"d3d3d3",lightgreen:"90ee90",lightpink:"ffb6c1",lightsalmon:"ffa07a",lightseagreen:"20b2aa",lightskyblue:"87cefa",
+lightslateblue:"8470ff",lightslategray:"778899",lightsteelblue:"b0c4de",lightyellow:"ffffe0",lime:"00ff00",limegreen:"32cd32",linen:"faf0e6",magenta:"ff00ff",maroon:"800000",mediumaquamarine:"66cdaa",mediumblue:"0000cd",mediumorchid:"ba55d3",mediumpurple:"9370d8",mediumseagreen:"3cb371",mediumslateblue:"7b68ee",mediumspringgreen:"00fa9a",mediumturquoise:"48d1cc",mediumvioletred:"c71585",midnightblue:"191970",mintcream:"f5fffa",mistyrose:"ffe4e1",moccasin:"ffe4b5",navajowhite:"ffdead",navy:"000080",
+oldlace:"fdf5e6",olive:"808000",olivedrab:"6b8e23",orange:"ffa500",orangered:"ff4500",orchid:"da70d6",palegoldenrod:"eee8aa",palegreen:"98fb98",paleturquoise:"afeeee",palevioletred:"d87093",papayawhip:"ffefd5",peachpuff:"ffdab9",peru:"cd853f",pink:"ffc0cb",plum:"dda0dd",powderblue:"b0e0e6",purple:"800080",red:"ff0000",rosybrown:"bc8f8f",royalblue:"4169e1",saddlebrown:"8b4513",salmon:"fa8072",sandybrown:"f4a460",seagreen:"2e8b57",seashell:"fff5ee",sienna:"a0522d",silver:"c0c0c0",skyblue:"87ceeb",slateblue:"6a5acd",
+slategray:"708090",snow:"fffafa",springgreen:"00ff7f",steelblue:"4682b4",tan:"d2b48c",teal:"008080",thistle:"d8bfd8",tomato:"ff6347",turquoise:"40e0d0",violet:"ee82ee",violetred:"d02090",wheat:"f5deb3",white:"ffffff",whitesmoke:"f5f5f5",yellow:"ffff00",yellowgreen:"9acd32"},O;for(O in A)K==O&&(K=A[O]);var L=[{re:/^rgb\((\d{1,3}),\s*(\d{1,3}),\s*(\d{1,3})\)$/,example:["rgb(123, 234, 45)","rgb(255,234,245)"],process:function(u){return[parseInt(u[1]),parseInt(u[2]),parseInt(u[3])]}},{re:/^(\w{2})(\w{2})(\w{2})$/,
+example:["#00ff00","336699"],process:function(u){return[parseInt(u[1],16),parseInt(u[2],16),parseInt(u[3],16)]}},{re:/^(\w{1})(\w{1})(\w{1})$/,example:["#fb0","f0f"],process:function(u){return[parseInt(u[1]+u[1],16),parseInt(u[2]+u[2],16),parseInt(u[3]+u[3],16)]}}];for(O=0;O<L.length;O++){var W=L[O].process,M=L[O].re.exec(K);M&&(channels=W(M),this.r=channels[0],this.g=channels[1],this.b=channels[2],this.ok=!0)}this.r=0>this.r||isNaN(this.r)?0:255<this.r?255:this.r;this.g=0>this.g||isNaN(this.g)?0:
+255<this.g?255:this.g;this.b=0>this.b||isNaN(this.b)?0:255<this.b?255:this.b;this.toRGB=function(){return"rgb("+this.r+", "+this.g+", "+this.b+")"};this.toHex=function(){var u=this.r.toString(16),B=this.g.toString(16),p=this.b.toString(16);1==u.length&&(u="0"+u);1==B.length&&(B="0"+B);1==p.length&&(p="0"+p);return"#"+u+B+p};this.getHelpXML=function(){for(var u=[],B=0;B<L.length;B++)for(var p=L[B].example,C=0;C<p.length;C++)u[u.length]=p[C];for(var w in A)u[u.length]=w;p=document.createElement("ul");
+p.setAttribute("id","rgbcolor-examples");for(B=0;B<u.length;B++)try{var h=document.createElement("li"),a=new E(u[B]),l=document.createElement("div");l.style.cssText="margin: 3px; border: 1px solid black; background:"+a.toHex()+"; color:"+a.toHex();l.appendChild(document.createTextNode("test"));var c=document.createTextNode(" "+u[B]+" -> "+a.toRGB()+" -> "+a.toHex());h.appendChild(l);h.appendChild(c);p.appendChild(h)}catch(b){}return p}}"undefined"!==typeof define&&define.amd?define(function(){return E}):
+"undefined"!==typeof module&&module.exports&&(module.exports=E);A.RGBColor=E})("undefined"!==typeof window?window:this);
+(function(A){function E(M,u,B,p,C,w){if(!(isNaN(w)||1>w)){w|=0;M=document.getElementById(M).getContext("2d");var h;try{try{h=M.getImageData(u,B,p,C)}catch(A){try{netscape.security.PrivilegeManager.enablePrivilege("UniversalBrowserRead"),h=M.getImageData(u,B,p,C)}catch(K){throw alert("Cannot access local image"),Error("unable to access local image data: "+K);}}}catch(A){throw alert("Cannot access image"),Error("unable to access image data: "+A);}for(var a=h.data,l=h.width*h.height*4,c=0;c<l;c+=4){var b=
+a[c+3]/255;a[c]*=b;a[c+1]*=b;a[c+2]*=b}var a=h.data,e,d,k,f,g,n,m,v,z,H,q,F,r,G,D,N,P,S,y,I,J,t,E;e=w+w+1;var R=p-1,l=C-1,c=w+1,b=c*(c+1)/2,Q=new X,x=Q;for(k=1;k<e;k++)if(x=x.next=new X,k==c)var T=x;x.next=Q;n=g=0;var U=O[w],V=L[w];for(d=0;d<C;d++){D=N=P=S=m=v=z=H=0;q=c*(y=a[g]);F=c*(I=a[g+1]);r=c*(J=a[g+2]);G=c*(t=a[g+3]);m+=b*y;v+=b*I;z+=b*J;H+=b*t;x=Q;for(k=0;k<c;k++)x.r=y,x.g=I,x.b=J,x.a=t,x=x.next;for(k=1;k<c;k++)f=g+((R<k?R:k)<<2),m+=(x.r=y=a[f])*(E=c-k),v+=(x.g=I=a[f+1])*E,z+=(x.b=J=a[f+2])*
+E,H+=(x.a=t=a[f+3])*E,D+=y,N+=I,P+=J,S+=t,x=x.next;k=Q;x=T;for(e=0;e<p;e++)a[g]=m*U>>V,a[g+1]=v*U>>V,a[g+2]=z*U>>V,a[g+3]=H*U>>V,m-=q,v-=F,z-=r,H-=G,q-=k.r,F-=k.g,r-=k.b,G-=k.a,f=n+((f=e+w+1)<R?f:R)<<2,D+=k.r=a[f],N+=k.g=a[f+1],P+=k.b=a[f+2],S+=k.a=a[f+3],m+=D,v+=N,z+=P,H+=S,k=k.next,q+=y=x.r,F+=I=x.g,r+=J=x.b,G+=t=x.a,D-=y,N-=I,P-=J,S-=t,x=x.next,g+=4;n+=p}for(e=0;e<p;e++){N=P=S=D=v=z=H=m=0;g=e<<2;q=c*(y=a[g]);F=c*(I=a[g+1]);r=c*(J=a[g+2]);G=c*(t=a[g+3]);m+=b*y;v+=b*I;z+=b*J;H+=b*t;x=Q;for(k=0;k<
+c;k++)x.r=y,x.g=I,x.b=J,x.a=t,x=x.next;f=p;for(k=1;k<=w;k++)g=f+e<<2,m+=(x.r=y=a[g])*(E=c-k),v+=(x.g=I=a[g+1])*E,z+=(x.b=J=a[g+2])*E,H+=(x.a=t=a[g+3])*E,D+=y,N+=I,P+=J,S+=t,x=x.next,k<l&&(f+=p);g=e;k=Q;x=T;for(d=0;d<C;d++)f=g<<2,a[f]=m*U>>V,a[f+1]=v*U>>V,a[f+2]=z*U>>V,a[f+3]=H*U>>V,m-=q,v-=F,z-=r,H-=G,q-=k.r,F-=k.g,r-=k.b,G-=k.a,f=e+((f=d+c)<l?f:l)*p<<2,m+=D+=k.r=a[f],v+=N+=k.g=a[f+1],z+=P+=k.b=a[f+2],H+=S+=k.a=a[f+3],k=k.next,q+=y=x.r,F+=I=x.g,r+=J=x.b,G+=t=x.a,D-=y,N-=I,P-=J,S-=t,x=x.next,g+=p}p=
+h.data;C=h.width*h.height*4;for(w=0;w<C;w+=4)T=p[w+3],0!=T&&(T=255/T,p[w]*=T,p[w+1]*=T,p[w+2]*=T);M.putImageData(h,u,B)}}function K(M,u,B,p,C,w){if(!(isNaN(w)||1>w)){w|=0;M=document.getElementById(M).getContext("2d");var h;try{try{h=M.getImageData(u,B,p,C)}catch(x){try{netscape.security.PrivilegeManager.enablePrivilege("UniversalBrowserRead"),h=M.getImageData(u,B,p,C)}catch(E){throw alert("Cannot access local image"),Error("unable to access local image data: "+E);}}}catch(x){throw alert("Cannot access image"),
+Error("unable to access image data: "+x);}var a=h.data,l,c,b,e,d,k,f,g,n,m,v,z,H,q,F,r,G,D,N;l=w+w+1;var P=p-1,A=C-1,y=w+1,I=y*(y+1)/2,J=new X,t=J;for(b=1;b<l;b++)if(t=t.next=new X,b==y)var K=t;t.next=J;k=d=0;var R=O[w],Q=L[w];for(c=0;c<C;c++){H=q=F=f=g=n=0;m=y*(r=a[d]);v=y*(G=a[d+1]);z=y*(D=a[d+2]);f+=I*r;g+=I*G;n+=I*D;t=J;for(b=0;b<y;b++)t.r=r,t.g=G,t.b=D,t=t.next;for(b=1;b<y;b++)e=d+((P<b?P:b)<<2),f+=(t.r=r=a[e])*(N=y-b),g+=(t.g=G=a[e+1])*N,n+=(t.b=D=a[e+2])*N,H+=r,q+=G,F+=D,t=t.next;b=J;t=K;for(l=
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+a.EmptyProperty};this.render=function(a){if("none"!=this.style("display").value&&"hidden"!=this.style("visibility").value){a.save();if(this.style("mask").hasValue()){var b=this.style("mask").getDefinition();null!=b&&b.apply(a,this)}else this.style("filter").hasValue()?(b=this.style("filter").getDefinition(),null!=b&&b.apply(a,this)):(this.setContext(a),this.renderChildren(a),this.clearContext(a));a.restore()}};this.setContext=function(a){};this.clearContext=function(a){};this.renderChildren=function(a){for(var b=
+0;b<this.children.length;b++)this.children[b].render(a)};this.addChild=function(b,e){var d=b;e&&(d=a.CreateElement(b));d.parent=this;"title"!=d.type&&this.children.push(d)};this.addStylesFromStyleDefinition=function(){for(var b in a.Styles)if("@"!=b[0]&&L(c,b)){var e=a.Styles[b],d=a.StylesSpecificity[b];if(null!=e)for(var f in e){var k=this.stylesSpecificity[f];"undefined"==typeof k&&(k="000");d>k&&(this.styles[f]=e[f],this.stylesSpecificity[f]=d)}}};var b=/^[A-Z-]+$/,e=function(a){return b.test(a)?
+a.toLowerCase():a};if(null!=c&&1==c.nodeType){for(var d=0;d<c.attributes.length;d++){var k=c.attributes[d],f=e(k.nodeName);this.attributes[f]=new a.Property(f,k.value)}this.addStylesFromStyleDefinition();if(this.attribute("style").hasValue())for(e=this.attribute("style").value.split(";"),d=0;d<e.length;d++)""!=a.trim(e[d])&&(f=e[d].split(":"),k=a.trim(f[0]),f=a.trim(f[1]),this.styles[k]=new a.Property(k,f));this.attribute("id").hasValue()&&null==a.Definitions[this.attribute("id").value]&&(a.Definitions[this.attribute("id").value]=
+this);for(d=0;d<c.childNodes.length;d++)e=c.childNodes[d],1==e.nodeType&&this.addChild(e,!0),!this.captureTextNodes||3!=e.nodeType&&4!=e.nodeType||""!=a.compressSpaces(e.value||e.text||e.textContent||"")&&this.addChild(new a.Element.tspan(e),!1)}};a.Element.RenderedElementBase=function(c){this.base=a.Element.ElementBase;this.base(c);this.setContext=function(b){if(this.style("fill").isUrlDefinition()){var e=this.style("fill").getFillStyleDefinition(this,this.style("fill-opacity"));null!=e&&(b.fillStyle=
+e)}else this.style("fill").hasValue()&&(e=this.style("fill"),"currentColor"==e.value&&(e.value=this.style("color").value),"inherit"!=e.value&&(b.fillStyle="none"==e.value?"rgba(0,0,0,0)":e.value));this.style("fill-opacity").hasValue()&&(e=new a.Property("fill",b.fillStyle),e=e.addOpacity(this.style("fill-opacity")),b.fillStyle=e.value);this.style("stroke").isUrlDefinition()?(e=this.style("stroke").getFillStyleDefinition(this,this.style("stroke-opacity")),null!=e&&(b.strokeStyle=e)):this.style("stroke").hasValue()&&
+(e=this.style("stroke"),"currentColor"==e.value&&(e.value=this.style("color").value),"inherit"!=e.value&&(b.strokeStyle="none"==e.value?"rgba(0,0,0,0)":e.value));this.style("stroke-opacity").hasValue()&&(e=new a.Property("stroke",b.strokeStyle),e=e.addOpacity(this.style("stroke-opacity")),b.strokeStyle=e.value);this.style("stroke-width").hasValue()&&(e=this.style("stroke-width").toPixels(),b.lineWidth=0==e?.001:e);this.style("stroke-linecap").hasValue()&&(b.lineCap=this.style("stroke-linecap").value);
+this.style("stroke-linejoin").hasValue()&&(b.lineJoin=this.style("stroke-linejoin").value);this.style("stroke-miterlimit").hasValue()&&(b.miterLimit=this.style("stroke-miterlimit").value);this.style("stroke-dasharray").hasValue()&&"none"!=this.style("stroke-dasharray").value&&(e=a.ToNumberArray(this.style("stroke-dasharray").value),"undefined"!=typeof b.setLineDash?b.setLineDash(e):"undefined"!=typeof b.webkitLineDash?b.webkitLineDash=e:"undefined"==typeof b.mozDash||1==e.length&&0==e[0]||(b.mozDash=
+e),e=this.style("stroke-dashoffset").numValueOrDefault(1),"undefined"!=typeof b.lineDashOffset?b.lineDashOffset=e:"undefined"!=typeof b.webkitLineDashOffset?b.webkitLineDashOffset=e:"undefined"!=typeof b.mozDashOffset&&(b.mozDashOffset=e));"undefined"!=typeof b.font&&(b.font=a.Font.CreateFont(this.style("font-style").value,this.style("font-variant").value,this.style("font-weight").value,this.style("font-size").hasValue()?this.style("font-size").toPixels()+"px":"",this.style("font-family").value).toString());
+this.style("transform",!1,!0).hasValue()&&(new a.Transform(this.style("transform",!1,!0).value)).apply(b);this.style("clip-path",!1,!0).hasValue()&&(e=this.style("clip-path",!1,!0).getDefinition(),null!=e&&e.apply(b));this.style("opacity").hasValue()&&(b.globalAlpha=this.style("opacity").numValue())}};a.Element.RenderedElementBase.prototype=new a.Element.ElementBase;a.Element.PathElementBase=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.path=function(b){null!=b&&b.beginPath();
+return new a.BoundingBox};this.renderChildren=function(b){this.path(b);a.Mouse.checkPath(this,b);""!=b.fillStyle&&("inherit"!=this.style("fill-rule").valueOrDefault("inherit")?b.fill(this.style("fill-rule").value):b.fill());""!=b.strokeStyle&&b.stroke();var e=this.getMarkers();if(null!=e){if(this.style("marker-start").isUrlDefinition()){var d=this.style("marker-start").getDefinition();d.render(b,e[0][0],e[0][1])}if(this.style("marker-mid").isUrlDefinition())for(var d=this.style("marker-mid").getDefinition(),
+c=1;c<e.length-1;c++)d.render(b,e[c][0],e[c][1]);this.style("marker-end").isUrlDefinition()&&(d=this.style("marker-end").getDefinition(),d.render(b,e[e.length-1][0],e[e.length-1][1]))}};this.getBoundingBox=function(){return this.path()};this.getMarkers=function(){return null}};a.Element.PathElementBase.prototype=new a.Element.RenderedElementBase;a.Element.svg=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.baseClearContext=this.clearContext;this.clearContext=function(b){this.baseClearContext(b);
+a.ViewPort.RemoveCurrent()};this.baseSetContext=this.setContext;this.setContext=function(b){b.strokeStyle="rgba(0,0,0,0)";b.lineCap="butt";b.lineJoin="miter";b.miterLimit=4;"undefined"!=typeof b.font&&"undefined"!=typeof window.getComputedStyle&&(b.font=window.getComputedStyle(b.canvas).getPropertyValue("font"));this.baseSetContext(b);this.attribute("x").hasValue()||(this.attribute("x",!0).value=0);this.attribute("y").hasValue()||(this.attribute("y",!0).value=0);b.translate(this.attribute("x").toPixels("x"),
+this.attribute("y").toPixels("y"));var e=a.ViewPort.width(),d=a.ViewPort.height();this.attribute("width").hasValue()||(this.attribute("width",!0).value="100%");this.attribute("height").hasValue()||(this.attribute("height",!0).value="100%");if("undefined"==typeof this.root){var e=this.attribute("width").toPixels("x"),d=this.attribute("height").toPixels("y"),c=0,f=0;this.attribute("refX").hasValue()&&this.attribute("refY").hasValue()&&(c=-this.attribute("refX").toPixels("x"),f=-this.attribute("refY").toPixels("y"));
+"visible"!=this.attribute("overflow").valueOrDefault("hidden")&&(b.beginPath(),b.moveTo(c,f),b.lineTo(e,f),b.lineTo(e,d),b.lineTo(c,d),b.closePath(),b.clip())}a.ViewPort.SetCurrent(e,d);if(this.attribute("viewBox").hasValue()){var c=a.ToNumberArray(this.attribute("viewBox").value),f=c[0],g=c[1],e=c[2],d=c[3];a.AspectRatio(b,this.attribute("preserveAspectRatio").value,a.ViewPort.width(),e,a.ViewPort.height(),d,f,g,this.attribute("refX").value,this.attribute("refY").value);a.ViewPort.RemoveCurrent();
+a.ViewPort.SetCurrent(c[2],c[3])}}};a.Element.svg.prototype=new a.Element.RenderedElementBase;a.Element.rect=function(c){this.base=a.Element.PathElementBase;this.base(c);this.path=function(b){var e=this.attribute("x").toPixels("x"),d=this.attribute("y").toPixels("y"),c=this.attribute("width").toPixels("x"),f=this.attribute("height").toPixels("y"),g=this.attribute("rx").toPixels("x"),n=this.attribute("ry").toPixels("y");this.attribute("rx").hasValue()&&!this.attribute("ry").hasValue()&&(n=g);this.attribute("ry").hasValue()&&
+!this.attribute("rx").hasValue()&&(g=n);g=Math.min(g,c/2);n=Math.min(n,f/2);null!=b&&(b.beginPath(),b.moveTo(e+g,d),b.lineTo(e+c-g,d),b.quadraticCurveTo(e+c,d,e+c,d+n),b.lineTo(e+c,d+f-n),b.quadraticCurveTo(e+c,d+f,e+c-g,d+f),b.lineTo(e+g,d+f),b.quadraticCurveTo(e,d+f,e,d+f-n),b.lineTo(e,d+n),b.quadraticCurveTo(e,d,e+g,d),b.closePath());return new a.BoundingBox(e,d,e+c,d+f)}};a.Element.rect.prototype=new a.Element.PathElementBase;a.Element.circle=function(c){this.base=a.Element.PathElementBase;this.base(c);
+this.path=function(b){var e=this.attribute("cx").toPixels("x"),d=this.attribute("cy").toPixels("y"),c=this.attribute("r").toPixels();null!=b&&(b.beginPath(),b.arc(e,d,c,0,2*Math.PI,!0),b.closePath());return new a.BoundingBox(e-c,d-c,e+c,d+c)}};a.Element.circle.prototype=new a.Element.PathElementBase;a.Element.ellipse=function(c){this.base=a.Element.PathElementBase;this.base(c);this.path=function(b){var e=(Math.sqrt(2)-1)/3*4,d=this.attribute("rx").toPixels("x"),c=this.attribute("ry").toPixels("y"),
+f=this.attribute("cx").toPixels("x"),g=this.attribute("cy").toPixels("y");null!=b&&(b.beginPath(),b.moveTo(f,g-c),b.bezierCurveTo(f+e*d,g-c,f+d,g-e*c,f+d,g),b.bezierCurveTo(f+d,g+e*c,f+e*d,g+c,f,g+c),b.bezierCurveTo(f-e*d,g+c,f-d,g+e*c,f-d,g),b.bezierCurveTo(f-d,g-e*c,f-e*d,g-c,f,g-c),b.closePath());return new a.BoundingBox(f-d,g-c,f+d,g+c)}};a.Element.ellipse.prototype=new a.Element.PathElementBase;a.Element.line=function(c){this.base=a.Element.PathElementBase;this.base(c);this.getPoints=function(){return[new a.Point(this.attribute("x1").toPixels("x"),
+this.attribute("y1").toPixels("y")),new a.Point(this.attribute("x2").toPixels("x"),this.attribute("y2").toPixels("y"))]};this.path=function(b){var e=this.getPoints();null!=b&&(b.beginPath(),b.moveTo(e[0].x,e[0].y),b.lineTo(e[1].x,e[1].y));return new a.BoundingBox(e[0].x,e[0].y,e[1].x,e[1].y)};this.getMarkers=function(){var a=this.getPoints(),e=a[0].angleTo(a[1]);return[[a[0],e],[a[1],e]]}};a.Element.line.prototype=new a.Element.PathElementBase;a.Element.polyline=function(c){this.base=a.Element.PathElementBase;
+this.base(c);this.points=a.CreatePath(this.attribute("points").value);this.path=function(b){var e=new a.BoundingBox(this.points[0].x,this.points[0].y);null!=b&&(b.beginPath(),b.moveTo(this.points[0].x,this.points[0].y));for(var d=1;d<this.points.length;d++)e.addPoint(this.points[d].x,this.points[d].y),null!=b&&b.lineTo(this.points[d].x,this.points[d].y);return e};this.getMarkers=function(){for(var a=[],e=0;e<this.points.length-1;e++)a.push([this.points[e],this.points[e].angleTo(this.points[e+1])]);
+0<a.length&&a.push([this.points[this.points.length-1],a[a.length-1][1]]);return a}};a.Element.polyline.prototype=new a.Element.PathElementBase;a.Element.polygon=function(c){this.base=a.Element.polyline;this.base(c);this.basePath=this.path;this.path=function(a){var e=this.basePath(a);null!=a&&(a.lineTo(this.points[0].x,this.points[0].y),a.closePath());return e}};a.Element.polygon.prototype=new a.Element.polyline;a.Element.path=function(c){this.base=a.Element.PathElementBase;this.base(c);c=this.attribute("d").value;
+c=c.replace(/,/gm," ");for(var b=0;2>b;b++)c=c.replace(/([MmZzLlHhVvCcSsQqTtAa])([^\s])/gm,"$1 $2");c=c.replace(/([^\s])([MmZzLlHhVvCcSsQqTtAa])/gm,"$1 $2");c=c.replace(/([0-9])([+\-])/gm,"$1 $2");for(b=0;2>b;b++)c=c.replace(/(\.[0-9]*)(\.)/gm,"$1 $2");c=c.replace(/([Aa](\s+[0-9]+){3})\s+([01])\s*([01])/gm,"$1 $3 $4 ");c=a.compressSpaces(c);c=a.trim(c);this.PathParser=new function(b){this.tokens=b.split(" ");this.reset=function(){this.i=-1;this.previousCommand=this.command="";this.start=new a.Point(0,
+0);this.control=new a.Point(0,0);this.current=new a.Point(0,0);this.points=[];this.angles=[]};this.isEnd=function(){return this.i>=this.tokens.length-1};this.isCommandOrEnd=function(){return this.isEnd()?!0:null!=this.tokens[this.i+1].match(/^[A-Za-z]$/)};this.isRelativeCommand=function(){switch(this.command){case "m":case "l":case "h":case "v":case "c":case "s":case "q":case "t":case "a":case "z":return!0}return!1};this.getToken=function(){this.i++;return this.tokens[this.i]};this.getScalar=function(){return parseFloat(this.getToken())};
+this.nextCommand=function(){this.previousCommand=this.command;this.command=this.getToken()};this.getPoint=function(){var b=new a.Point(this.getScalar(),this.getScalar());return this.makeAbsolute(b)};this.getAsControlPoint=function(){var a=this.getPoint();return this.control=a};this.getAsCurrentPoint=function(){var a=this.getPoint();return this.current=a};this.getReflectedControlPoint=function(){return"c"!=this.previousCommand.toLowerCase()&&"s"!=this.previousCommand.toLowerCase()&&"q"!=this.previousCommand.toLowerCase()&&
+"t"!=this.previousCommand.toLowerCase()?this.current:new a.Point(2*this.current.x-this.control.x,2*this.current.y-this.control.y)};this.makeAbsolute=function(a){this.isRelativeCommand()&&(a.x+=this.current.x,a.y+=this.current.y);return a};this.addMarker=function(a,b,e){null!=e&&0<this.angles.length&&null==this.angles[this.angles.length-1]&&(this.angles[this.angles.length-1]=this.points[this.points.length-1].angleTo(e));this.addMarkerAngle(a,null==b?null:b.angleTo(a))};this.addMarkerAngle=function(a,
+b){this.points.push(a);this.angles.push(b)};this.getMarkerPoints=function(){return this.points};this.getMarkerAngles=function(){for(var a=0;a<this.angles.length;a++)if(null==this.angles[a])for(var b=a+1;b<this.angles.length;b++)if(null!=this.angles[b]){this.angles[a]=this.angles[b];break}return this.angles}}(c);this.path=function(b){var d=this.PathParser;d.reset();var c=new a.BoundingBox;for(null!=b&&b.beginPath();!d.isEnd();)switch(d.nextCommand(),d.command){case "M":case "m":var f=d.getAsCurrentPoint();
+d.addMarker(f);c.addPoint(f.x,f.y);null!=b&&b.moveTo(f.x,f.y);for(d.start=d.current;!d.isCommandOrEnd();)f=d.getAsCurrentPoint(),d.addMarker(f,d.start),c.addPoint(f.x,f.y),null!=b&&b.lineTo(f.x,f.y);break;case "L":case "l":for(;!d.isCommandOrEnd();){var g=d.current,f=d.getAsCurrentPoint();d.addMarker(f,g);c.addPoint(f.x,f.y);null!=b&&b.lineTo(f.x,f.y)}break;case "H":case "h":for(;!d.isCommandOrEnd();)f=new a.Point((d.isRelativeCommand()?d.current.x:0)+d.getScalar(),d.current.y),d.addMarker(f,d.current),
+d.current=f,c.addPoint(d.current.x,d.current.y),null!=b&&b.lineTo(d.current.x,d.current.y);break;case "V":case "v":for(;!d.isCommandOrEnd();)f=new a.Point(d.current.x,(d.isRelativeCommand()?d.current.y:0)+d.getScalar()),d.addMarker(f,d.current),d.current=f,c.addPoint(d.current.x,d.current.y),null!=b&&b.lineTo(d.current.x,d.current.y);break;case "C":case "c":for(;!d.isCommandOrEnd();){var n=d.current,g=d.getPoint(),m=d.getAsControlPoint(),f=d.getAsCurrentPoint();d.addMarker(f,m,g);c.addBezierCurve(n.x,
+n.y,g.x,g.y,m.x,m.y,f.x,f.y);null!=b&&b.bezierCurveTo(g.x,g.y,m.x,m.y,f.x,f.y)}break;case "S":case "s":for(;!d.isCommandOrEnd();)n=d.current,g=d.getReflectedControlPoint(),m=d.getAsControlPoint(),f=d.getAsCurrentPoint(),d.addMarker(f,m,g),c.addBezierCurve(n.x,n.y,g.x,g.y,m.x,m.y,f.x,f.y),null!=b&&b.bezierCurveTo(g.x,g.y,m.x,m.y,f.x,f.y);break;case "Q":case "q":for(;!d.isCommandOrEnd();)n=d.current,m=d.getAsControlPoint(),f=d.getAsCurrentPoint(),d.addMarker(f,m,m),c.addQuadraticCurve(n.x,n.y,m.x,m.y,
+f.x,f.y),null!=b&&b.quadraticCurveTo(m.x,m.y,f.x,f.y);break;case "T":case "t":for(;!d.isCommandOrEnd();)n=d.current,m=d.getReflectedControlPoint(),d.control=m,f=d.getAsCurrentPoint(),d.addMarker(f,m,m),c.addQuadraticCurve(n.x,n.y,m.x,m.y,f.x,f.y),null!=b&&b.quadraticCurveTo(m.x,m.y,f.x,f.y);break;case "A":case "a":for(;!d.isCommandOrEnd();){var n=d.current,v=d.getScalar(),h=d.getScalar(),g=d.getScalar()*(Math.PI/180),l=d.getScalar(),m=d.getScalar(),f=d.getAsCurrentPoint(),q=new a.Point(Math.cos(g)*
+(n.x-f.x)/2+Math.sin(g)*(n.y-f.y)/2,-Math.sin(g)*(n.x-f.x)/2+Math.cos(g)*(n.y-f.y)/2),p=Math.pow(q.x,2)/Math.pow(v,2)+Math.pow(q.y,2)/Math.pow(h,2);1<p&&(v*=Math.sqrt(p),h*=Math.sqrt(p));l=(l==m?-1:1)*Math.sqrt((Math.pow(v,2)*Math.pow(h,2)-Math.pow(v,2)*Math.pow(q.y,2)-Math.pow(h,2)*Math.pow(q.x,2))/(Math.pow(v,2)*Math.pow(q.y,2)+Math.pow(h,2)*Math.pow(q.x,2)));isNaN(l)&&(l=0);var r=new a.Point(l*v*q.y/h,l*-h*q.x/v),n=new a.Point((n.x+f.x)/2+Math.cos(g)*r.x-Math.sin(g)*r.y,(n.y+f.y)/2+Math.sin(g)*
+r.x+Math.cos(g)*r.y),u=function(a,b){return(a[0]*b[0]+a[1]*b[1])/(Math.sqrt(Math.pow(a[0],2)+Math.pow(a[1],2))*Math.sqrt(Math.pow(b[0],2)+Math.pow(b[1],2)))},w=function(a,b){return(a[0]*b[1]<a[1]*b[0]?-1:1)*Math.acos(u(a,b))},l=w([1,0],[(q.x-r.x)/v,(q.y-r.y)/h]),p=[(q.x-r.x)/v,(q.y-r.y)/h],r=[(-q.x-r.x)/v,(-q.y-r.y)/h],q=w(p,r);-1>=u(p,r)&&(q=Math.PI);1<=u(p,r)&&(q=0);p=1-m?1:-1;r=l+q/2*p;w=new a.Point(n.x+v*Math.cos(r),n.y+h*Math.sin(r));d.addMarkerAngle(w,r-p*Math.PI/2);d.addMarkerAngle(f,r-p*Math.PI);
+c.addPoint(f.x,f.y);null!=b&&(u=v>h?v:h,f=v>h?1:v/h,v=v>h?h/v:1,b.translate(n.x,n.y),b.rotate(g),b.scale(f,v),b.arc(0,0,u,l,l+q,1-m),b.scale(1/f,1/v),b.rotate(-g),b.translate(-n.x,-n.y))}break;case "Z":case "z":null!=b&&b.closePath(),d.current=d.start}return c};this.getMarkers=function(){for(var a=this.PathParser.getMarkerPoints(),b=this.PathParser.getMarkerAngles(),c=[],f=0;f<a.length;f++)c.push([a[f],b[f]]);return c}};a.Element.path.prototype=new a.Element.PathElementBase;a.Element.pattern=function(c){this.base=
+a.Element.ElementBase;this.base(c);this.createPattern=function(b,e){var d=this.attribute("width").toPixels("x",!0),c=this.attribute("height").toPixels("y",!0),f=new a.Element.svg;f.attributes.viewBox=new a.Property("viewBox",this.attribute("viewBox").value);f.attributes.width=new a.Property("width",d+"px");f.attributes.height=new a.Property("height",c+"px");f.attributes.transform=new a.Property("transform",this.attribute("patternTransform").value);f.children=this.children;var g=document.createElement("canvas");
+g.width=d;g.height=c;d=g.getContext("2d");this.attribute("x").hasValue()&&this.attribute("y").hasValue()&&d.translate(this.attribute("x").toPixels("x",!0),this.attribute("y").toPixels("y",!0));for(c=-1;1>=c;c++)for(var n=-1;1>=n;n++)d.save(),f.attributes.x=new a.Property("x",c*g.width),f.attributes.y=new a.Property("y",n*g.height),f.render(d),d.restore();return b.createPattern(g,"repeat")}};a.Element.pattern.prototype=new a.Element.ElementBase;a.Element.marker=function(c){this.base=a.Element.ElementBase;
+this.base(c);this.baseRender=this.render;this.render=function(b,e,d){b.translate(e.x,e.y);"auto"==this.attribute("orient").valueOrDefault("auto")&&b.rotate(d);"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&b.scale(b.lineWidth,b.lineWidth);b.save();var c=new a.Element.svg;c.attributes.viewBox=new a.Property("viewBox",this.attribute("viewBox").value);c.attributes.refX=new a.Property("refX",this.attribute("refX").value);c.attributes.refY=new a.Property("refY",this.attribute("refY").value);
+c.attributes.width=new a.Property("width",this.attribute("markerWidth").value);c.attributes.height=new a.Property("height",this.attribute("markerHeight").value);c.attributes.fill=new a.Property("fill",this.attribute("fill").valueOrDefault("black"));c.attributes.stroke=new a.Property("stroke",this.attribute("stroke").valueOrDefault("none"));c.children=this.children;var f=0,g=0;this.attribute("refX").hasValue()&&(f=-parseFloat(this.attribute("refX").value));this.attribute("refY").hasValue()&&(g=-parseFloat(this.attribute("refY").value));
+b.translate(f,g);c.render(b);b.restore();"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&b.scale(1/b.lineWidth,1/b.lineWidth);"auto"==this.attribute("orient").valueOrDefault("auto")&&b.rotate(-d);b.translate(-e.x,-e.y)}};a.Element.marker.prototype=new a.Element.ElementBase;a.Element.defs=function(c){this.base=a.Element.ElementBase;this.base(c);this.render=function(a){}};a.Element.defs.prototype=new a.Element.ElementBase;a.Element.GradientBase=function(c){this.base=a.Element.ElementBase;
+this.base(c);this.stops=[];for(c=0;c<this.children.length;c++){var b=this.children[c];"stop"==b.type&&this.stops.push(b)}this.getGradient=function(){};this.gradientUnits=function(){return this.attribute("gradientUnits").valueOrDefault("objectBoundingBox")};this.attributesToInherit=["gradientUnits"];this.inheritStopContainer=function(a){for(var b=0;b<this.attributesToInherit.length;b++){var c=this.attributesToInherit[b];!this.attribute(c).hasValue()&&a.attribute(c).hasValue()&&(this.attribute(c,!0).value=
+a.attribute(c).value)}};this.createGradient=function(b,d,c){var f=this;this.getHrefAttribute().hasValue()&&(f=this.getHrefAttribute().getDefinition(),this.inheritStopContainer(f));var g=function(b){return c.hasValue()?(new a.Property("color",b)).addOpacity(c).value:b};b=this.getGradient(b,d);if(null==b)return g(f.stops[f.stops.length-1].color);for(d=0;d<f.stops.length;d++)b.addColorStop(f.stops[d].offset,g(f.stops[d].color));return this.attribute("gradientTransform").hasValue()?(f=a.ViewPort.viewPorts[0],
+g=new a.Element.rect,g.attributes.x=new a.Property("x",-a.MAX_VIRTUAL_PIXELS/3),g.attributes.y=new a.Property("y",-a.MAX_VIRTUAL_PIXELS/3),g.attributes.width=new a.Property("width",a.MAX_VIRTUAL_PIXELS),g.attributes.height=new a.Property("height",a.MAX_VIRTUAL_PIXELS),d=new a.Element.g,d.attributes.transform=new a.Property("transform",this.attribute("gradientTransform").value),d.children=[g],g=new a.Element.svg,g.attributes.x=new a.Property("x",0),g.attributes.y=new a.Property("y",0),g.attributes.width=
+new a.Property("width",f.width),g.attributes.height=new a.Property("height",f.height),g.children=[d],d=document.createElement("canvas"),d.width=f.width,d.height=f.height,f=d.getContext("2d"),f.fillStyle=b,g.render(f),f.createPattern(d,"no-repeat")):b}};a.Element.GradientBase.prototype=new a.Element.ElementBase;a.Element.linearGradient=function(c){this.base=a.Element.GradientBase;this.base(c);this.attributesToInherit.push("x1");this.attributesToInherit.push("y1");this.attributesToInherit.push("x2");
+this.attributesToInherit.push("y2");this.getGradient=function(a,e){var c="objectBoundingBox"==this.gradientUnits()?e.getBoundingBox():null;this.attribute("x1").hasValue()||this.attribute("y1").hasValue()||this.attribute("x2").hasValue()||this.attribute("y2").hasValue()||(this.attribute("x1",!0).value=0,this.attribute("y1",!0).value=0,this.attribute("x2",!0).value=1,this.attribute("y2",!0).value=0);var k="objectBoundingBox"==this.gradientUnits()?c.x()+c.width()*this.attribute("x1").numValue():this.attribute("x1").toPixels("x"),
+f="objectBoundingBox"==this.gradientUnits()?c.y()+c.height()*this.attribute("y1").numValue():this.attribute("y1").toPixels("y"),g="objectBoundingBox"==this.gradientUnits()?c.x()+c.width()*this.attribute("x2").numValue():this.attribute("x2").toPixels("x"),c="objectBoundingBox"==this.gradientUnits()?c.y()+c.height()*this.attribute("y2").numValue():this.attribute("y2").toPixels("y");return k==g&&f==c?null:a.createLinearGradient(k,f,g,c)}};a.Element.linearGradient.prototype=new a.Element.GradientBase;
+a.Element.radialGradient=function(c){this.base=a.Element.GradientBase;this.base(c);this.attributesToInherit.push("cx");this.attributesToInherit.push("cy");this.attributesToInherit.push("r");this.attributesToInherit.push("fx");this.attributesToInherit.push("fy");this.getGradient=function(a,c){var d=c.getBoundingBox();this.attribute("cx").hasValue()||(this.attribute("cx",!0).value="50%");this.attribute("cy").hasValue()||(this.attribute("cy",!0).value="50%");this.attribute("r").hasValue()||(this.attribute("r",
+!0).value="50%");var k="objectBoundingBox"==this.gradientUnits()?d.x()+d.width()*this.attribute("cx").numValue():this.attribute("cx").toPixels("x"),f="objectBoundingBox"==this.gradientUnits()?d.y()+d.height()*this.attribute("cy").numValue():this.attribute("cy").toPixels("y"),g=k,n=f;this.attribute("fx").hasValue()&&(g="objectBoundingBox"==this.gradientUnits()?d.x()+d.width()*this.attribute("fx").numValue():this.attribute("fx").toPixels("x"));this.attribute("fy").hasValue()&&(n="objectBoundingBox"==
+this.gradientUnits()?d.y()+d.height()*this.attribute("fy").numValue():this.attribute("fy").toPixels("y"));d="objectBoundingBox"==this.gradientUnits()?(d.width()+d.height())/2*this.attribute("r").numValue():this.attribute("r").toPixels();return a.createRadialGradient(g,n,0,k,f,d)}};a.Element.radialGradient.prototype=new a.Element.GradientBase;a.Element.stop=function(c){this.base=a.Element.ElementBase;this.base(c);this.offset=this.attribute("offset").numValue();0>this.offset&&(this.offset=0);1<this.offset&&
+(this.offset=1);c=this.style("stop-color",!0);""===c.value&&(c.value="#000");this.style("stop-opacity").hasValue()&&(c=c.addOpacity(this.style("stop-opacity")));this.color=c.value};a.Element.stop.prototype=new a.Element.ElementBase;a.Element.AnimateBase=function(c){this.base=a.Element.ElementBase;this.base(c);a.Animations.push(this);this.duration=0;this.begin=this.attribute("begin").toMilliseconds();this.maxDuration=this.begin+this.attribute("dur").toMilliseconds();this.getProperty=function(){var a=
+this.attribute("attributeType").value,c=this.attribute("attributeName").value;return"CSS"==a?this.parent.style(c,!0):this.parent.attribute(c,!0)};this.initialValue=null;this.initialUnits="";this.removed=!1;this.calcValue=function(){return""};this.update=function(a){null==this.initialValue&&(this.initialValue=this.getProperty().value,this.initialUnits=this.getProperty().getUnits());if(this.duration>this.maxDuration){if("indefinite"==this.attribute("repeatCount").value||"indefinite"==this.attribute("repeatDur").value)this.duration=
+0;else if("freeze"==this.attribute("fill").valueOrDefault("remove")&&!this.frozen)this.frozen=!0,this.parent.animationFrozen=!0,this.parent.animationFrozenValue=this.getProperty().value;else if("remove"==this.attribute("fill").valueOrDefault("remove")&&!this.removed)return this.removed=!0,this.getProperty().value=this.parent.animationFrozen?this.parent.animationFrozenValue:this.initialValue,!0;return!1}this.duration+=a;a=!1;this.begin<this.duration&&(a=this.calcValue(),this.attribute("type").hasValue()&&
+(a=this.attribute("type").value+"("+a+")"),this.getProperty().value=a,a=!0);return a};this.from=this.attribute("from");this.to=this.attribute("to");this.values=this.attribute("values");this.values.hasValue()&&(this.values.value=this.values.value.split(";"));this.progress=function(){var b={progress:(this.duration-this.begin)/(this.maxDuration-this.begin)};if(this.values.hasValue()){var c=b.progress*(this.values.value.length-1),d=Math.floor(c),k=Math.ceil(c);b.from=new a.Property("from",parseFloat(this.values.value[d]));
+b.to=new a.Property("to",parseFloat(this.values.value[k]));b.progress=(c-d)/(k-d)}else b.from=this.from,b.to=this.to;return b}};a.Element.AnimateBase.prototype=new a.Element.ElementBase;a.Element.animate=function(c){this.base=a.Element.AnimateBase;this.base(c);this.calcValue=function(){var a=this.progress();return a.from.numValue()+(a.to.numValue()-a.from.numValue())*a.progress+this.initialUnits}};a.Element.animate.prototype=new a.Element.AnimateBase;a.Element.animateColor=function(c){this.base=a.Element.AnimateBase;
+this.base(c);this.calcValue=function(){var a=this.progress(),c=new A(a.from.value),d=new A(a.to.value);if(c.ok&&d.ok){var k=c.g+(d.g-c.g)*a.progress,f=c.b+(d.b-c.b)*a.progress;return"rgb("+parseInt(c.r+(d.r-c.r)*a.progress,10)+","+parseInt(k,10)+","+parseInt(f,10)+")"}return this.attribute("from").value}};a.Element.animateColor.prototype=new a.Element.AnimateBase;a.Element.animateTransform=function(c){this.base=a.Element.AnimateBase;this.base(c);this.calcValue=function(){for(var b=this.progress(),
+c=a.ToNumberArray(b.from.value),d=a.ToNumberArray(b.to.value),k="",f=0;f<c.length;f++)k+=c[f]+(d[f]-c[f])*b.progress+" ";return k}};a.Element.animateTransform.prototype=new a.Element.animate;a.Element.font=function(c){this.base=a.Element.ElementBase;this.base(c);this.horizAdvX=this.attribute("horiz-adv-x").numValue();this.isArabic=this.isRTL=!1;this.missingGlyph=this.fontFace=null;this.glyphs=[];for(c=0;c<this.children.length;c++){var b=this.children[c];"font-face"==b.type?(this.fontFace=b,b.style("font-family").hasValue()&&
+(a.Definitions[b.style("font-family").value]=this)):"missing-glyph"==b.type?this.missingGlyph=b:"glyph"==b.type&&(""!=b.arabicForm?(this.isArabic=this.isRTL=!0,"undefined"==typeof this.glyphs[b.unicode]&&(this.glyphs[b.unicode]=[]),this.glyphs[b.unicode][b.arabicForm]=b):this.glyphs[b.unicode]=b)}};a.Element.font.prototype=new a.Element.ElementBase;a.Element.fontface=function(c){this.base=a.Element.ElementBase;this.base(c);this.ascent=this.attribute("ascent").value;this.descent=this.attribute("descent").value;
+this.unitsPerEm=this.attribute("units-per-em").numValue()};a.Element.fontface.prototype=new a.Element.ElementBase;a.Element.missingglyph=function(c){this.base=a.Element.path;this.base(c);this.horizAdvX=0};a.Element.missingglyph.prototype=new a.Element.path;a.Element.glyph=function(c){this.base=a.Element.path;this.base(c);this.horizAdvX=this.attribute("horiz-adv-x").numValue();this.unicode=this.attribute("unicode").value;this.arabicForm=this.attribute("arabic-form").value};a.Element.glyph.prototype=
+new a.Element.path;a.Element.text=function(c){this.captureTextNodes=!0;this.base=a.Element.RenderedElementBase;this.base(c);this.baseSetContext=this.setContext;this.setContext=function(a){this.baseSetContext(a);var c=this.style("dominant-baseline").toTextBaseline();null==c&&(c=this.style("alignment-baseline").toTextBaseline());null!=c&&(a.textBaseline=c)};this.getBoundingBox=function(){var b=this.attribute("x").toPixels("x"),c=this.attribute("y").toPixels("y"),d=this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize);
+return new a.BoundingBox(b,c-d,b+Math.floor(2*d/3)*this.children[0].getText().length,c)};this.renderChildren=function(a){this.x=this.attribute("x").toPixels("x");this.y=this.attribute("y").toPixels("y");this.attribute("dx").hasValue()&&(this.x+=this.attribute("dx").toPixels("x"));this.attribute("dy").hasValue()&&(this.y+=this.attribute("dy").toPixels("y"));this.x+=this.getAnchorDelta(a,this,0);for(var c=0;c<this.children.length;c++)this.renderChild(a,this,this,c)};this.getAnchorDelta=function(a,c,
+d){var k=this.style("text-anchor").valueOrDefault("start");if("start"!=k){for(var f=0,g=d;g<c.children.length;g++){var n=c.children[g];if(g>d&&n.attribute("x").hasValue())break;f+=n.measureTextRecursive(a)}return-1*("end"==k?f:f/2)}return 0};this.renderChild=function(a,c,d,k){var f=d.children[k];f.attribute("x").hasValue()?(f.x=f.attribute("x").toPixels("x")+c.getAnchorDelta(a,d,k),f.attribute("dx").hasValue()&&(f.x+=f.attribute("dx").toPixels("x"))):(f.attribute("dx").hasValue()&&(c.x+=f.attribute("dx").toPixels("x")),
+f.x=c.x);c.x=f.x+f.measureText(a);f.attribute("y").hasValue()?(f.y=f.attribute("y").toPixels("y"),f.attribute("dy").hasValue()&&(f.y+=f.attribute("dy").toPixels("y"))):(f.attribute("dy").hasValue()&&(c.y+=f.attribute("dy").toPixels("y")),f.y=c.y);c.y=f.y;f.render(a);for(k=0;k<f.children.length;k++)c.renderChild(a,c,f,k)}};a.Element.text.prototype=new a.Element.RenderedElementBase;a.Element.TextElementBase=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.getGlyph=function(a,c,
+d){var k=c[d],f=null;if(a.isArabic){var g="isolated";(0==d||" "==c[d-1])&&d<c.length-2&&" "!=c[d+1]&&(g="terminal");0<d&&" "!=c[d-1]&&d<c.length-2&&" "!=c[d+1]&&(g="medial");0<d&&" "!=c[d-1]&&(d==c.length-1||" "==c[d+1])&&(g="initial");"undefined"!=typeof a.glyphs[k]&&(f=a.glyphs[k][g],null==f&&"glyph"==a.glyphs[k].type&&(f=a.glyphs[k]))}else f=a.glyphs[k];null==f&&(f=a.missingGlyph);return f};this.renderChildren=function(b){var c=this.parent.style("font-family").getDefinition();if(null!=c){var d=
+this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize),k=this.parent.style("font-style").valueOrDefault(a.Font.Parse(a.ctx.font).fontStyle),f=this.getText();c.isRTL&&(f=f.split("").reverse().join(""));for(var g=a.ToNumberArray(this.parent.attribute("dx").value),n=0;n<f.length;n++){var m=this.getGlyph(c,f,n),h=d/c.fontFace.unitsPerEm;b.translate(this.x,this.y);b.scale(h,-h);var l=b.lineWidth;b.lineWidth=b.lineWidth*c.fontFace.unitsPerEm/d;"italic"==k&&b.transform(1,0,.4,
+1,0,0);m.render(b);"italic"==k&&b.transform(1,0,-.4,1,0,0);b.lineWidth=l;b.scale(1/h,-1/h);b.translate(-this.x,-this.y);this.x+=d*(m.horizAdvX||c.horizAdvX)/c.fontFace.unitsPerEm;"undefined"==typeof g[n]||isNaN(g[n])||(this.x+=g[n])}}else""!=b.fillStyle&&b.fillText(a.compressSpaces(this.getText()),this.x,this.y),""!=b.strokeStyle&&b.strokeText(a.compressSpaces(this.getText()),this.x,this.y)};this.getText=function(){};this.measureTextRecursive=function(a){for(var c=this.measureText(a),d=0;d<this.children.length;d++)c+=
+this.children[d].measureTextRecursive(a);return c};this.measureText=function(b){var c=this.parent.style("font-family").getDefinition();if(null!=c){b=this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize);var d=0,k=this.getText();c.isRTL&&(k=k.split("").reverse().join(""));for(var f=a.ToNumberArray(this.parent.attribute("dx").value),g=0;g<k.length;g++){var n=this.getGlyph(c,k,g),d=d+(n.horizAdvX||c.horizAdvX)*b/c.fontFace.unitsPerEm;"undefined"==typeof f[g]||isNaN(f[g])||
+(d+=f[g])}return d}c=a.compressSpaces(this.getText());if(!b.measureText)return 10*c.length;b.save();this.setContext(b);c=b.measureText(c).width;b.restore();return c}};a.Element.TextElementBase.prototype=new a.Element.RenderedElementBase;a.Element.tspan=function(c){this.captureTextNodes=!0;this.base=a.Element.TextElementBase;this.base(c);this.text=a.compressSpaces(c.value||c.text||c.textContent||"");this.getText=function(){return 0<this.children.length?"":this.text}};a.Element.tspan.prototype=new a.Element.TextElementBase;
+a.Element.tref=function(c){this.base=a.Element.TextElementBase;this.base(c);this.getText=function(){var a=this.getHrefAttribute().getDefinition();if(null!=a)return a.children[0].getText()}};a.Element.tref.prototype=new a.Element.TextElementBase;a.Element.a=function(c){this.base=a.Element.TextElementBase;this.base(c);this.hasText=0<c.childNodes.length;for(var b=0;b<c.childNodes.length;b++)3!=c.childNodes[b].nodeType&&(this.hasText=!1);this.text=this.hasText?c.childNodes[0].value:"";this.getText=function(){return this.text};
+this.baseRenderChildren=this.renderChildren;this.renderChildren=function(b){if(this.hasText){this.baseRenderChildren(b);var c=new a.Property("fontSize",a.Font.Parse(a.ctx.font).fontSize);a.Mouse.checkBoundingBox(this,new a.BoundingBox(this.x,this.y-c.toPixels("y"),this.x+this.measureText(b),this.y))}else 0<this.children.length&&(c=new a.Element.g,c.children=this.children,c.parent=this,c.render(b))};this.onclick=function(){window.open(this.getHrefAttribute().value)};this.onmousemove=function(){a.ctx.canvas.style.cursor=
+"pointer"}};a.Element.a.prototype=new a.Element.TextElementBase;a.Element.image=function(c){this.base=a.Element.RenderedElementBase;this.base(c);var b=this.getHrefAttribute().value;if(""!=b){var e=b.match(/\.svg$/);a.Images.push(this);this.loaded=!1;if(e)this.img=a.ajax(b),this.loaded=!0;else{this.img=document.createElement("img");1==a.opts.useCORS&&(this.img.crossOrigin="Anonymous");var d=this;this.img.onload=function(){d.loaded=!0};this.img.onerror=function(){a.log('ERROR: image "'+b+'" not found');
+d.loaded=!0};this.img.src=b}this.renderChildren=function(b){var c=this.attribute("x").toPixels("x"),d=this.attribute("y").toPixels("y"),n=this.attribute("width").toPixels("x"),m=this.attribute("height").toPixels("y");0!=n&&0!=m&&(b.save(),e?b.drawSvg(this.img,c,d,n,m):(b.translate(c,d),a.AspectRatio(b,this.attribute("preserveAspectRatio").value,n,this.img.width,m,this.img.height,0,0),b.drawImage(this.img,0,0)),b.restore())};this.getBoundingBox=function(){var b=this.attribute("x").toPixels("x"),c=
+this.attribute("y").toPixels("y"),d=this.attribute("width").toPixels("x"),e=this.attribute("height").toPixels("y");return new a.BoundingBox(b,c,b+d,c+e)}}};a.Element.image.prototype=new a.Element.RenderedElementBase;a.Element.g=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.getBoundingBox=function(){for(var b=new a.BoundingBox,c=0;c<this.children.length;c++)b.addBoundingBox(this.children[c].getBoundingBox());return b}};a.Element.g.prototype=new a.Element.RenderedElementBase;
+a.Element.symbol=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.render=function(a){}};a.Element.symbol.prototype=new a.Element.RenderedElementBase;a.Element.style=function(c){this.base=a.Element.ElementBase;this.base(c);for(var b="",e=0;e<c.childNodes.length;e++)b+=c.childNodes[e].data;b=b.replace(/(\/\*([^*]|[\r\n]|(\*+([^*\/]|[\r\n])))*\*+\/)|(^[\s]*\/\/.*)/gm,"");b=a.compressSpaces(b);c=b.split("}");for(e=0;e<c.length;e++)if(""!=a.trim(c[e]))for(var d=c[e].split("{"),b=d[0].split(","),
+d=d[1].split(";"),k=0;k<b.length;k++){var f=a.trim(b[k]);if(""!=f){for(var g=a.Styles[f]||{},n=0;n<d.length;n++){var m=d[n].indexOf(":"),h=d[n].substr(0,m),m=d[n].substr(m+1,d[n].length-m);null!=h&&null!=m&&(g[a.trim(h)]=new a.Property(a.trim(h),a.trim(m)))}a.Styles[f]=g;a.StylesSpecificity[f]=K(f);if("@font-face"==f)for(f=g["font-family"].value.replace(/"/g,""),g=g.src.value.split(","),n=0;n<g.length;n++)if(0<g[n].indexOf('format("svg")'))for(h=g[n].indexOf("url"),m=g[n].indexOf(")",h),h=g[n].substr(h+
+5,m-h-6),h=a.parseXml(a.ajax(h)).getElementsByTagName("font"),m=0;m<h.length;m++){var l=a.CreateElement(h[m]);a.Definitions[f]=l}}}};a.Element.style.prototype=new a.Element.ElementBase;a.Element.use=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.baseSetContext=this.setContext;this.setContext=function(a){this.baseSetContext(a);this.attribute("x").hasValue()&&a.translate(this.attribute("x").toPixels("x"),0);this.attribute("y").hasValue()&&a.translate(0,this.attribute("y").toPixels("y"))};
+var b=this.getHrefAttribute().getDefinition();this.path=function(a){null!=b&&b.path(a)};this.getBoundingBox=function(){if(null!=b)return b.getBoundingBox()};this.renderChildren=function(c){if(null!=b){var d=b;"symbol"==b.type&&(d=new a.Element.svg,d.type="svg",d.attributes.viewBox=new a.Property("viewBox",b.attribute("viewBox").value),d.attributes.preserveAspectRatio=new a.Property("preserveAspectRatio",b.attribute("preserveAspectRatio").value),d.attributes.overflow=new a.Property("overflow",b.attribute("overflow").value),
+d.children=b.children);"svg"==d.type&&(this.attribute("width").hasValue()&&(d.attributes.width=new a.Property("width",this.attribute("width").value)),this.attribute("height").hasValue()&&(d.attributes.height=new a.Property("height",this.attribute("height").value)));var k=d.parent;d.parent=null;d.render(c);d.parent=k}}};a.Element.use.prototype=new a.Element.RenderedElementBase;a.Element.mask=function(c){this.base=a.Element.ElementBase;this.base(c);this.apply=function(b,c){var d=this.attribute("x").toPixels("x"),
+k=this.attribute("y").toPixels("y"),f=this.attribute("width").toPixels("x"),g=this.attribute("height").toPixels("y");if(0==f&&0==g){g=new a.BoundingBox;for(d=0;d<this.children.length;d++)g.addBoundingBox(this.children[d].getBoundingBox());d=Math.floor(g.x1);k=Math.floor(g.y1);f=Math.floor(g.width());g=Math.floor(g.height())}var n=c.attribute("mask").value;c.attribute("mask").value="";var m=document.createElement("canvas");m.width=d+f;m.height=k+g;var h=m.getContext("2d");this.renderChildren(h);var l=
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+
+/*!
+
+JSZip v3.1.5 - A JavaScript class for generating and reading zip files
+<http://stuartk.com/jszip>
+
+(c) 2009-2016 Stuart Knightley <stuart [at] stuartk.com>
+Dual licenced under the MIT license or GPLv3. See https://raw.github.com/Stuk/jszip/master/LICENSE.markdown.
+
+JSZip uses the library pako released under the MIT license :
+https://github.com/nodeca/pako/blob/master/LICENSE
+*/
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J=i.LOCAL_FILE_HEADER+I+s+z,K=i.CENTRAL_FILE_HEADER+j(H,2)+I+j(v.length,2)+"\0\0\0\0"+j(G,4)+j(d,4)+s+z+v;return{fileRecord:J,dirRecord:K}},n=function(a,b,c,d,f){var g="",h=e.transformTo("string",f(d));return g=i.CENTRAL_DIRECTORY_END+"\0\0\0\0"+j(a,2)+j(a,2)+j(b,4)+j(c,4)+j(h.length,2)+h},o=function(a){var b="";return b=i.DATA_DESCRIPTOR+j(a.crc32,4)+j(a.compressedSize,4)+j(a.uncompressedSize,4)};e.inherits(d,f),d.prototype.push=function(a){var b=a.meta.percent||0,c=this.entriesCount,d=this._sources.length;this.accumulate?this.contentBuffer.push(a):(this.bytesWritten+=a.data.length,f.prototype.push.call(this,{data:a.data,meta:{currentFile:this.currentFile,percent:c?(b+100*(c-d-1))/c:100}}))},d.prototype.openedSource=function(a){this.currentSourceOffset=this.bytesWritten,this.currentFile=a.file.name;var b=this.streamFiles&&!a.file.dir;if(b){var c=m(a,b,!1,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);this.push({data:c.fileRecord,meta:{percent:0}})}else this.accumulate=!0},d.prototype.closedSource=function(a){this.accumulate=!1;var b=this.streamFiles&&!a.file.dir,c=m(a,b,!0,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);if(this.dirRecords.push(c.dirRecord),b)this.push({data:o(a),meta:{percent:100}});else for(this.push({data:c.fileRecord,meta:{percent:0}});this.contentBuffer.length;)this.push(this.contentBuffer.shift());this.currentFile=null},d.prototype.flush=function(){for(var a=this.bytesWritten,b=0;b<this.dirRecords.length;b++)this.push({data:this.dirRecords[b],meta:{percent:100}});var c=this.bytesWritten-a,d=n(this.dirRecords.length,c,a,this.zipComment,this.encodeFileName);this.push({data:d,meta:{percent:100}})},d.prototype.prepareNextSource=function(){this.previous=this._sources.shift(),this.openedSource(this.previous.streamInfo),this.isPaused?this.previous.pause():this.previous.resume()},d.prototype.registerPrevious=function(a){this._sources.push(a);var b=this;return a.on("data",function(a){b.processChunk(a)}),a.on("end",function(){b.closedSource(b.previous.streamInfo),b._sources.length?b.prepareNextSource():b.end()}),a.on("error",function(a){b.error(a)}),this},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(!this.previous&&this._sources.length?(this.prepareNextSource(),!0):this.previous||this._sources.length||this.generatedError?void 0:(this.end(),!0))},d.prototype.error=function(a){var b=this._sources;if(!f.prototype.error.call(this,a))return!1;for(var c=0;c<b.length;c++)try{b[c].error(a)}catch(a){}return!0},d.prototype.lock=function(){f.prototype.lock.call(this);for(var a=this._sources,b=0;b<a.length;b++)a[b].lock()},b.exports=d},{"../crc32":4,"../signature":23,"../stream/GenericWorker":28,"../utf8":31,"../utils":32}],9:[function(a,b,c){"use strict";var d=a("../compressions"),e=a("./ZipFileWorker"),f=function(a,b){var c=a||b,e=d[c];if(!e)throw new Error(c+" is not a valid compression method !");return e};c.generateWorker=function(a,b,c){var d=new e(b.streamFiles,c,b.platform,b.encodeFileName),g=0;try{a.forEach(function(a,c){g++;var e=f(c.options.compression,b.compression),h=c.options.compressionOptions||b.compressionOptions||{},i=c.dir,j=c.date;c._compressWorker(e,h).withStreamInfo("file",{name:a,dir:i,date:j,comment:c.comment||"",unixPermissions:c.unixPermissions,dosPermissions:c.dosPermissions}).pipe(d)}),d.entriesCount=g}catch(h){d.error(h)}return d}},{"../compressions":3,"./ZipFileWorker":8}],10:[function(a,b,c){"use strict";function d(){if(!(this instanceof d))return new d;if(arguments.length)throw new Error("The constructor with parameters has been removed in JSZip 3.0, please check the upgrade guide.");this.files={},this.comment=null,this.root="",this.clone=function(){var a=new d;for(var b in this)"function"!=typeof this[b]&&(a[b]=this[b]);return 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file.")):e.prepareContent("the loaded zip file",a,!0,b.optimizedBinaryString,b.base64).then(function(a){var c=new h(b);return c.load(a),c}).then(function(a){var c=[f.Promise.resolve(a)],e=a.files;if(b.checkCRC32)for(var g=0;g<e.length;g++)c.push(d(e[g]));return f.Promise.all(c)}).then(function(a){for(var d=a.shift(),e=d.files,f=0;f<e.length;f++){var g=e[f];c.file(g.fileNameStr,g.decompressed,{binary:!0,optimizedBinaryString:!0,date:g.date,dir:g.dir,comment:g.fileCommentStr.length?g.fileCommentStr:null,unixPermissions:g.unixPermissions,dosPermissions:g.dosPermissions,createFolders:b.createFolders})}return d.zipComment.length&&(c.comment=d.zipComment),c})}},{"./external":6,"./nodejsUtils":14,"./stream/Crc32Probe":25,"./utf8":31,"./utils":32,"./zipEntries":33}],12:[function(a,b,c){"use strict";function d(a,b){f.call(this,"Nodejs stream input adapter for "+a),this._upstreamEnded=!1,this._bindStream(b)}var e=a("../utils"),f=a("../stream/GenericWorker");e.inherits(d,f),d.prototype._bindStream=function(a){var b=this;this._stream=a,a.pause(),a.on("data",function(a){b.push({data:a,meta:{percent:0}})}).on("error",function(a){b.isPaused?this.generatedError=a:b.error(a)}).on("end",function(){b.isPaused?b._upstreamEnded=!0:b.end()})},d.prototype.pause=function(){return!!f.prototype.pause.call(this)&&(this._stream.pause(),!0)},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(this._upstreamEnded?this.end():this._stream.resume(),!0)},b.exports=d},{"../stream/GenericWorker":28,"../utils":32}],13:[function(a,b,c){"use strict";function d(a,b,c){e.call(this,b),this._helper=a;var d=this;a.on("data",function(a,b){d.push(a)||d._helper.pause(),c&&c(b)}).on("error",function(a){d.emit("error",a)}).on("end",function(){d.push(null)})}var e=a("readable-stream").Readable,f=a("../utils");f.inherits(d,e),d.prototype._read=function(){this._helper.resume()},b.exports=d},{"../utils":32,"readable-stream":16}],14:[function(a,b,c){"use strict";b.exports={isNode:"undefined"!=typeof Buffer,newBufferFrom:function(a,b){return new Buffer(a,b)},allocBuffer:function(a){return Buffer.alloc?Buffer.alloc(a):new Buffer(a)},isBuffer:function(a){return Buffer.isBuffer(a)},isStream:function(a){return a&&"function"==typeof a.on&&"function"==typeof a.pause&&"function"==typeof a.resume}}},{}],15:[function(a,b,c){"use strict";function d(a){return"[object RegExp]"===Object.prototype.toString.call(a)}var e=a("./utf8"),f=a("./utils"),g=a("./stream/GenericWorker"),h=a("./stream/StreamHelper"),i=a("./defaults"),j=a("./compressedObject"),k=a("./zipObject"),l=a("./generate"),m=a("./nodejsUtils"),n=a("./nodejs/NodejsStreamInputAdapter"),o=function(a,b,c){var d,e=f.getTypeOf(b),h=f.extend(c||{},i);h.date=h.date||new Date,null!==h.compression&&(h.compression=h.compression.toUpperCase()),"string"==typeof h.unixPermissions&&(h.unixPermissions=parseInt(h.unixPermissions,8)),h.unixPermissions&&16384&h.unixPermissions&&(h.dir=!0),h.dosPermissions&&16&h.dosPermissions&&(h.dir=!0),h.dir&&(a=q(a)),h.createFolders&&(d=p(a))&&r.call(this,d,!0);var l="string"===e&&h.binary===!1&&h.base64===!1;c&&"undefined"!=typeof c.binary||(h.binary=!l);var o=b instanceof j&&0===b.uncompressedSize;(o||h.dir||!b||0===b.length)&&(h.base64=!1,h.binary=!0,b="",h.compression="STORE",e="string");var s=null;s=b instanceof j||b instanceof g?b:m.isNode&&m.isStream(b)?new n(a,b):f.prepareContent(a,b,h.binary,h.optimizedBinaryString,h.base64);var t=new k(a,s,h);this.files[a]=t},p=function(a){"/"===a.slice(-1)&&(a=a.substring(0,a.length-1));var b=a.lastIndexOf("/");return b>0?a.substring(0,b):""},q=function(a){return"/"!==a.slice(-1)&&(a+="/"),a},r=function(a,b){return b="undefined"!=typeof b?b:i.createFolders,a=q(a),this.files[a]||o.call(this,a,null,{dir:!0,createFolders:b}),this.files[a]},s={load:function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},forEach:function(a){var b,c,d;for(b in this.files)this.files.hasOwnProperty(b)&&(d=this.files[b],c=b.slice(this.root.length,b.length),c&&b.slice(0,this.root.length)===this.root&&a(c,d))},filter:function(a){var b=[];return this.forEach(function(c,d){a(c,d)&&b.push(d)}),b},file:function(a,b,c){if(1===arguments.length){if(d(a)){var e=a;return this.filter(function(a,b){return!b.dir&&e.test(a)})}var f=this.files[this.root+a];return f&&!f.dir?f:null}return a=this.root+a,o.call(this,a,b,c),this},folder:function(a){if(!a)return this;if(d(a))return this.filter(function(b,c){return c.dir&&a.test(b)});var b=this.root+a,c=r.call(this,b),e=this.clone();return e.root=c.name,e},remove:function(a){a=this.root+a;var b=this.files[a];if(b||("/"!==a.slice(-1)&&(a+="/"),b=this.files[a]),b&&!b.dir)delete this.files[a];else for(var c=this.filter(function(b,c){return c.name.slice(0,a.length)===a}),d=0;d<c.length;d++)delete this.files[c[d].name];return this},generate:function(a){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},generateInternalStream:function(a){var b,c={};try{if(c=f.extend(a||{},{streamFiles:!1,compression:"STORE",compressionOptions:null,type:"",platform:"DOS",comment:null,mimeType:"application/zip",encodeFileName:e.utf8encode}),c.type=c.type.toLowerCase(),c.compression=c.compression.toUpperCase(),"binarystring"===c.type&&(c.type="string"),!c.type)throw new Error("No output type specified.");f.checkSupport(c.type),"darwin"!==c.platform&&"freebsd"!==c.platform&&"linux"!==c.platform&&"sunos"!==c.platform||(c.platform="UNIX"),"win32"===c.platform&&(c.platform="DOS");var d=c.comment||this.comment||"";b=l.generateWorker(this,c,d)}catch(i){b=new g("error"),b.error(i)}return new h(b,c.type||"string",c.mimeType)},generateAsync:function(a,b){return this.generateInternalStream(a).accumulate(b)},generateNodeStream:function(a,b){return a=a||{},a.type||(a.type="nodebuffer"),this.generateInternalStream(a).toNodejsStream(b)}};b.exports=s},{"./compressedObject":2,"./defaults":5,"./generate":9,"./nodejs/NodejsStreamInputAdapter":12,"./nodejsUtils":14,"./stream/GenericWorker":28,"./stream/StreamHelper":29,"./utf8":31,"./utils":32,"./zipObject":35}],16:[function(a,b,c){b.exports=a("stream")},{stream:void 0}],17:[function(a,b,c){"use strict";function d(a){e.call(this,a);for(var b=0;b<this.data.length;b++)a[b]=255&a[b]}var e=a("./DataReader"),f=a("../utils");f.inherits(d,e),d.prototype.byteAt=function(a){return this.data[this.zero+a]},d.prototype.lastIndexOfSignature=function(a){for(var b=a.charCodeAt(0),c=a.charCodeAt(1),d=a.charCodeAt(2),e=a.charCodeAt(3),f=this.length-4;f>=0;--f)if(this.data[f]===b&&this.data[f+1]===c&&this.data[f+2]===d&&this.data[f+3]===e)return f-this.zero;return-1},d.prototype.readAndCheckSignature=function(a){var b=a.charCodeAt(0),c=a.charCodeAt(1),d=a.charCodeAt(2),e=a.charCodeAt(3),f=this.readData(4);return b===f[0]&&c===f[1]&&d===f[2]&&e===f[3]},d.prototype.readData=function(a){if(this.checkOffset(a),0===a)return[];var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./DataReader":18}],18:[function(a,b,c){"use strict";function d(a){this.data=a,this.length=a.length,this.index=0,this.zero=0}var e=a("../utils");d.prototype={checkOffset:function(a){this.checkIndex(this.index+a)},checkIndex:function(a){if(this.length<this.zero+a||a<0)throw new Error("End of data reached (data length = "+this.length+", asked index = "+a+"). Corrupted zip ?")},setIndex:function(a){this.checkIndex(a),this.index=a},skip:function(a){this.setIndex(this.index+a)},byteAt:function(a){},readInt:function(a){var b,c=0;for(this.checkOffset(a),b=this.index+a-1;b>=this.index;b--)c=(c<<8)+this.byteAt(b);return this.index+=a,c},readString:function(a){return e.transformTo("string",this.readData(a))},readData:function(a){},lastIndexOfSignature:function(a){},readAndCheckSignature:function(a){},readDate:function(){var a=this.readInt(4);return new Date(Date.UTC((a>>25&127)+1980,(a>>21&15)-1,a>>16&31,a>>11&31,a>>5&63,(31&a)<<1))}},b.exports=d},{"../utils":32}],19:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./Uint8ArrayReader"),f=a("../utils");f.inherits(d,e),d.prototype.readData=function(a){this.checkOffset(a);var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./Uint8ArrayReader":21}],20:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./DataReader"),f=a("../utils");f.inherits(d,e),d.prototype.byteAt=function(a){return this.data.charCodeAt(this.zero+a)},d.prototype.lastIndexOfSignature=function(a){return this.data.lastIndexOf(a)-this.zero},d.prototype.readAndCheckSignature=function(a){var b=this.readData(4);return a===b},d.prototype.readData=function(a){this.checkOffset(a);var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./DataReader":18}],21:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./ArrayReader"),f=a("../utils");f.inherits(d,e),d.prototype.readData=function(a){if(this.checkOffset(a),0===a)return new Uint8Array(0);var b=this.data.subarray(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./ArrayReader":17}],22:[function(a,b,c){"use strict";var d=a("../utils"),e=a("../support"),f=a("./ArrayReader"),g=a("./StringReader"),h=a("./NodeBufferReader"),i=a("./Uint8ArrayReader");b.exports=function(a){var b=d.getTypeOf(a);return d.checkSupport(b),"string"!==b||e.uint8array?"nodebuffer"===b?new h(a):e.uint8array?new i(d.transformTo("uint8array",a)):new f(d.transformTo("array",a)):new g(a)}},{"../support":30,"../utils":32,"./ArrayReader":17,"./NodeBufferReader":19,"./StringReader":20,"./Uint8ArrayReader":21}],23:[function(a,b,c){"use strict";c.LOCAL_FILE_HEADER="PK",c.CENTRAL_FILE_HEADER="PK
",c.CENTRAL_DIRECTORY_END="PK",c.ZIP64_CENTRAL_DIRECTORY_LOCATOR="PK",c.ZIP64_CENTRAL_DIRECTORY_END="PK",c.DATA_DESCRIPTOR="PK\b"},{}],24:[function(a,b,c){"use strict";function d(a){e.call(this,"ConvertWorker to "+a),this.destType=a}var e=a("./GenericWorker"),f=a("../utils");f.inherits(d,e),d.prototype.processChunk=function(a){this.push({data:f.transformTo(this.destType,a.data),meta:a.meta})},b.exports=d},{"../utils":32,"./GenericWorker":28}],25:[function(a,b,c){"use strict";function d(){e.call(this,"Crc32Probe"),this.withStreamInfo("crc32",0)}var e=a("./GenericWorker"),f=a("../crc32"),g=a("../utils");g.inherits(d,e),d.prototype.processChunk=function(a){this.streamInfo.crc32=f(a.data,this.streamInfo.crc32||0),this.push(a)},b.exports=d},{"../crc32":4,"../utils":32,"./GenericWorker":28}],26:[function(a,b,c){"use strict";function d(a){f.call(this,"DataLengthProbe for "+a),this.propName=a,this.withStreamInfo(a,0)}var e=a("../utils"),f=a("./GenericWorker");e.inherits(d,f),d.prototype.processChunk=function(a){if(a){var b=this.streamInfo[this.propName]||0;this.streamInfo[this.propName]=b+a.data.length}f.prototype.processChunk.call(this,a)},b.exports=d},{"../utils":32,"./GenericWorker":28}],27:[function(a,b,c){"use strict";function d(a){f.call(this,"DataWorker");var b=this;this.dataIsReady=!1,this.index=0,this.max=0,this.data=null,this.type="",this._tickScheduled=!1,a.then(function(a){b.dataIsReady=!0,b.data=a,b.max=a&&a.length||0,b.type=e.getTypeOf(a),b.isPaused||b._tickAndRepeat()},function(a){b.error(a)})}var e=a("../utils"),f=a("./GenericWorker"),g=16384;e.inherits(d,f),d.prototype.cleanUp=function(){f.prototype.cleanUp.call(this),this.data=null},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(!this._tickScheduled&&this.dataIsReady&&(this._tickScheduled=!0,e.delay(this._tickAndRepeat,[],this)),!0)},d.prototype._tickAndRepeat=function(){this._tickScheduled=!1,this.isPaused||this.isFinished||(this._tick(),this.isFinished||(e.delay(this._tickAndRepeat,[],this),this._tickScheduled=!0))},d.prototype._tick=function(){if(this.isPaused||this.isFinished)return!1;var a=g,b=null,c=Math.min(this.max,this.index+a);if(this.index>=this.max)return this.end();switch(this.type){case"string":b=this.data.substring(this.index,c);break;case"uint8array":b=this.data.subarray(this.index,c);break;case"array":case"nodebuffer":b=this.data.slice(this.index,c)}return this.index=c,this.push({data:b,meta:{percent:this.max?this.index/this.max*100:0}})},b.exports=d},{"../utils":32,"./GenericWorker":28}],28:[function(a,b,c){"use strict";function d(a){this.name=a||"default",this.streamInfo={},this.generatedError=null,this.extraStreamInfo={},this.isPaused=!0,this.isFinished=!1,this.isLocked=!1,this._listeners={data:[],end:[],error:[]},this.previous=null}d.prototype={push:function(a){this.emit("data",a)},end:function(){if(this.isFinished)return!1;this.flush();try{this.emit("end"),this.cleanUp(),this.isFinished=!0}catch(a){this.emit("error",a)}return!0},error:function(a){return!this.isFinished&&(this.isPaused?this.generatedError=a:(this.isFinished=!0,this.emit("error",a),this.previous&&this.previous.error(a),this.cleanUp()),!0)},on:function(a,b){return this._listeners[a].push(b),this},cleanUp:function(){this.streamInfo=this.generatedError=this.extraStreamInfo=null,this._listeners=[]},emit:function(a,b){if(this._listeners[a])for(var c=0;c<this._listeners[a].length;c++)this._listeners[a][c].call(this,b)},pipe:function(a){return a.registerPrevious(this)},registerPrevious:function(a){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.streamInfo=a.streamInfo,this.mergeStreamInfo(),this.previous=a;var b=this;return a.on("data",function(a){b.processChunk(a)}),a.on("end",function(){b.end()}),a.on("error",function(a){b.error(a)}),this},pause:function(){return!this.isPaused&&!this.isFinished&&(this.isPaused=!0,this.previous&&this.previous.pause(),!0)},resume:function(){if(!this.isPaused||this.isFinished)return!1;this.isPaused=!1;var a=!1;return this.generatedError&&(this.error(this.generatedError),a=!0),this.previous&&this.previous.resume(),!a},flush:function(){},processChunk:function(a){this.push(a)},withStreamInfo:function(a,b){return this.extraStreamInfo[a]=b,this.mergeStreamInfo(),this},mergeStreamInfo:function(){for(var a in this.extraStreamInfo)this.extraStreamInfo.hasOwnProperty(a)&&(this.streamInfo[a]=this.extraStreamInfo[a])},lock:function(){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.isLocked=!0,this.previous&&this.previous.lock()},toString:function(){var a="Worker "+this.name;return this.previous?this.previous+" -> "+a:a}},b.exports=d},{}],29:[function(a,b,c){"use strict";function d(a,b,c){switch(a){case"blob":return h.newBlob(h.transformTo("arraybuffer",b),c);case"base64":return k.encode(b);default:return h.transformTo(a,b)}}function e(a,b){var c,d=0,e=null,f=0;for(c=0;c<b.length;c++)f+=b[c].length;switch(a){case"string":return b.join("");case"array":return Array.prototype.concat.apply([],b);case"uint8array":for(e=new Uint8Array(f),c=0;c<b.length;c++)e.set(b[c],d),d+=b[c].length;return e;case"nodebuffer":return Buffer.concat(b);default:throw new Error("concat : unsupported type '"+a+"'")}}function f(a,b){return new m.Promise(function(c,f){var g=[],h=a._internalType,i=a._outputType,j=a._mimeType;a.on("data",function(a,c){g.push(a),b&&b(c)}).on("error",function(a){g=[],f(a)}).on("end",function(){try{var a=d(i,e(h,g),j);c(a)}catch(b){f(b)}g=[]}).resume()})}function g(a,b,c){var d=b;switch(b){case"blob":case"arraybuffer":d="uint8array";break;case"base64":d="string"}try{this._internalType=d,this._outputType=b,this._mimeType=c,h.checkSupport(d),this._worker=a.pipe(new i(d)),a.lock()}catch(e){this._worker=new j("error"),this._worker.error(e)}}var h=a("../utils"),i=a("./ConvertWorker"),j=a("./GenericWorker"),k=a("../base64"),l=a("../support"),m=a("../external"),n=null;if(l.nodestream)try{n=a("../nodejs/NodejsStreamOutputAdapter")}catch(o){}g.prototype={accumulate:function(a){return f(this,a)},on:function(a,b){var c=this;return"data"===a?this._worker.on(a,function(a){b.call(c,a.data,a.meta)}):this._worker.on(a,function(){h.delay(b,arguments,c)}),this},resume:function(){return h.delay(this._worker.resume,[],this._worker),this},pause:function(){return this._worker.pause(),this},toNodejsStream:function(a){if(h.checkSupport("nodestream"),"nodebuffer"!==this._outputType)throw new Error(this._outputType+" is not supported by this method");return new n(this,{objectMode:"nodebuffer"!==this._outputType},a)}},b.exports=g},{"../base64":1,"../external":6,"../nodejs/NodejsStreamOutputAdapter":13,"../support":30,"../utils":32,"./ConvertWorker":24,"./GenericWorker":28}],30:[function(a,b,c){"use strict";if(c.base64=!0,c.array=!0,c.string=!0,c.arraybuffer="undefined"!=typeof ArrayBuffer&&"undefined"!=typeof Uint8Array,c.nodebuffer="undefined"!=typeof Buffer,c.uint8array="undefined"!=typeof Uint8Array,"undefined"==typeof ArrayBuffer)c.blob=!1;else{var d=new ArrayBuffer(0);try{c.blob=0===new Blob([d],{type:"application/zip"}).size}catch(e){try{var f=self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder,g=new f;g.append(d),c.blob=0===g.getBlob("application/zip").size}catch(e){c.blob=!1}}}try{c.nodestream=!!a("readable-stream").Readable}catch(e){c.nodestream=!1}},{"readable-stream":16}],31:[function(a,b,c){"use strict";function d(){i.call(this,"utf-8 decode"),this.leftOver=null}function e(){i.call(this,"utf-8 encode")}for(var f=a("./utils"),g=a("./support"),h=a("./nodejsUtils"),i=a("./stream/GenericWorker"),j=new Array(256),k=0;k<256;k++)j[k]=k>=252?6:k>=248?5:k>=240?4:k>=224?3:k>=192?2:1;j[254]=j[254]=1;var l=function(a){var b,c,d,e,f,h=a.length,i=0;for(e=0;e<h;e++)c=a.charCodeAt(e),55296===(64512&c)&&e+1<h&&(d=a.charCodeAt(e+1),56320===(64512&d)&&(c=65536+(c-55296<<10)+(d-56320),e++)),i+=c<128?1:c<2048?2:c<65536?3:4;for(b=g.uint8array?new Uint8Array(i):new Array(i),f=0,e=0;f<i;e++)c=a.charCodeAt(e),55296===(64512&c)&&e+1<h&&(d=a.charCodeAt(e+1),56320===(64512&d)&&(c=65536+(c-55296<<10)+(d-56320),e++)),c<128?b[f++]=c:c<2048?(b[f++]=192|c>>>6,b[f++]=128|63&c):c<65536?(b[f++]=224|c>>>12,b[f++]=128|c>>>6&63,b[f++]=128|63&c):(b[f++]=240|c>>>18,b[f++]=128|c>>>12&63,b[f++]=128|c>>>6&63,b[f++]=128|63&c);return b},m=function(a,b){var c;for(b=b||a.length,b>a.length&&(b=a.length),c=b-1;c>=0&&128===(192&a[c]);)c--;return c<0?b:0===c?b:c+j[a[c]]>b?c:b},n=function(a){var b,c,d,e,g=a.length,h=new Array(2*g);for(c=0,b=0;b<g;)if(d=a[b++],d<128)h[c++]=d;else if(e=j[d],e>4)h[c++]=65533,b+=e-1;else{for(d&=2===e?31:3===e?15:7;e>1&&b<g;)d=d<<6|63&a[b++],e--;e>1?h[c++]=65533:d<65536?h[c++]=d:(d-=65536,h[c++]=55296|d>>10&1023,h[c++]=56320|1023&d)}return h.length!==c&&(h.subarray?h=h.subarray(0,c):h.length=c),f.applyFromCharCode(h)};c.utf8encode=function(a){return g.nodebuffer?h.newBufferFrom(a,"utf-8"):l(a)},c.utf8decode=function(a){return g.nodebuffer?f.transformTo("nodebuffer",a).toString("utf-8"):(a=f.transformTo(g.uint8array?"uint8array":"array",a),n(a))},f.inherits(d,i),d.prototype.processChunk=function(a){var b=f.transformTo(g.uint8array?"uint8array":"array",a.data);if(this.leftOver&&this.leftOver.length){if(g.uint8array){var d=b;b=new Uint8Array(d.length+this.leftOver.length),b.set(this.leftOver,0),b.set(d,this.leftOver.length)}else b=this.leftOver.concat(b);this.leftOver=null}var e=m(b),h=b;e!==b.length&&(g.uint8array?(h=b.subarray(0,e),this.leftOver=b.subarray(e,b.length)):(h=b.slice(0,e),this.leftOver=b.slice(e,b.length))),this.push({data:c.utf8decode(h),meta:a.meta})},d.prototype.flush=function(){this.leftOver&&this.leftOver.length&&(this.push({data:c.utf8decode(this.leftOver),meta:{}}),this.leftOver=null)},c.Utf8DecodeWorker=d,f.inherits(e,i),e.prototype.processChunk=function(a){this.push({data:c.utf8encode(a.data),meta:a.meta})},c.Utf8EncodeWorker=e},{"./nodejsUtils":14,"./stream/GenericWorker":28,"./support":30,"./utils":32}],32:[function(a,b,c){"use strict";function d(a){var b=null;return b=i.uint8array?new Uint8Array(a.length):new Array(a.length),f(a,b)}function e(a){return a}function f(a,b){for(var c=0;c<a.length;++c)b[c]=255&a.charCodeAt(c);return b}function g(a){var b=65536,d=c.getTypeOf(a),e=!0;if("uint8array"===d?e=n.applyCanBeUsed.uint8array:"nodebuffer"===d&&(e=n.applyCanBeUsed.nodebuffer),e)for(;b>1;)try{return n.stringifyByChunk(a,d,b)}catch(f){b=Math.floor(b/2)}return n.stringifyByChar(a)}function h(a,b){for(var c=0;c<a.length;c++)b[c]=a[c];
+return b}var i=a("./support"),j=a("./base64"),k=a("./nodejsUtils"),l=a("core-js/library/fn/set-immediate"),m=a("./external");c.newBlob=function(a,b){c.checkSupport("blob");try{return new Blob([a],{type:b})}catch(d){try{var e=self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder,f=new e;return f.append(a),f.getBlob(b)}catch(d){throw new Error("Bug : can't construct the Blob.")}}};var n={stringifyByChunk:function(a,b,c){var d=[],e=0,f=a.length;if(f<=c)return String.fromCharCode.apply(null,a);for(;e<f;)"array"===b||"nodebuffer"===b?d.push(String.fromCharCode.apply(null,a.slice(e,Math.min(e+c,f)))):d.push(String.fromCharCode.apply(null,a.subarray(e,Math.min(e+c,f)))),e+=c;return d.join("")},stringifyByChar:function(a){for(var b="",c=0;c<a.length;c++)b+=String.fromCharCode(a[c]);return b},applyCanBeUsed:{uint8array:function(){try{return i.uint8array&&1===String.fromCharCode.apply(null,new Uint8Array(1)).length}catch(a){return!1}}(),nodebuffer:function(){try{return i.nodebuffer&&1===String.fromCharCode.apply(null,k.allocBuffer(1)).length}catch(a){return!1}}()}};c.applyFromCharCode=g;var o={};o.string={string:e,array:function(a){return f(a,new Array(a.length))},arraybuffer:function(a){return o.string.uint8array(a).buffer},uint8array:function(a){return f(a,new Uint8Array(a.length))},nodebuffer:function(a){return f(a,k.allocBuffer(a.length))}},o.array={string:g,array:e,arraybuffer:function(a){return new Uint8Array(a).buffer},uint8array:function(a){return new Uint8Array(a)},nodebuffer:function(a){return k.newBufferFrom(a)}},o.arraybuffer={string:function(a){return g(new Uint8Array(a))},array:function(a){return h(new Uint8Array(a),new Array(a.byteLength))},arraybuffer:e,uint8array:function(a){return new Uint8Array(a)},nodebuffer:function(a){return k.newBufferFrom(new Uint8Array(a))}},o.uint8array={string:g,array:function(a){return h(a,new Array(a.length))},arraybuffer:function(a){return a.buffer},uint8array:e,nodebuffer:function(a){return k.newBufferFrom(a)}},o.nodebuffer={string:g,array:function(a){return h(a,new Array(a.length))},arraybuffer:function(a){return o.nodebuffer.uint8array(a).buffer},uint8array:function(a){return h(a,new Uint8Array(a.length))},nodebuffer:e},c.transformTo=function(a,b){if(b||(b=""),!a)return b;c.checkSupport(a);var d=c.getTypeOf(b),e=o[d][a](b);return e},c.getTypeOf=function(a){return"string"==typeof a?"string":"[object Array]"===Object.prototype.toString.call(a)?"array":i.nodebuffer&&k.isBuffer(a)?"nodebuffer":i.uint8array&&a instanceof Uint8Array?"uint8array":i.arraybuffer&&a instanceof ArrayBuffer?"arraybuffer":void 0},c.checkSupport=function(a){var b=i[a.toLowerCase()];if(!b)throw new Error(a+" is not supported by this platform")},c.MAX_VALUE_16BITS=65535,c.MAX_VALUE_32BITS=-1,c.pretty=function(a){var b,c,d="";for(c=0;c<(a||"").length;c++)b=a.charCodeAt(c),d+="\\x"+(b<16?"0":"")+b.toString(16).toUpperCase();return d},c.delay=function(a,b,c){l(function(){a.apply(c||null,b||[])})},c.inherits=function(a,b){var c=function(){};c.prototype=b.prototype,a.prototype=new c},c.extend=function(){var a,b,c={};for(a=0;a<arguments.length;a++)for(b in arguments[a])arguments[a].hasOwnProperty(b)&&"undefined"==typeof c[b]&&(c[b]=arguments[a][b]);return c},c.prepareContent=function(a,b,e,f,g){var h=m.Promise.resolve(b).then(function(a){var b=i.blob&&(a instanceof Blob||["[object File]","[object Blob]"].indexOf(Object.prototype.toString.call(a))!==-1);return b&&"undefined"!=typeof FileReader?new m.Promise(function(b,c){var d=new FileReader;d.onload=function(a){b(a.target.result)},d.onerror=function(a){c(a.target.error)},d.readAsArrayBuffer(a)}):a});return h.then(function(b){var h=c.getTypeOf(b);return h?("arraybuffer"===h?b=c.transformTo("uint8array",b):"string"===h&&(g?b=j.decode(b):e&&f!==!0&&(b=d(b))),b):m.Promise.reject(new Error("Can't read the data of '"+a+"'. Is it in a supported JavaScript type (String, Blob, ArrayBuffer, etc) ?"))})}},{"./base64":1,"./external":6,"./nodejsUtils":14,"./support":30,"core-js/library/fn/set-immediate":36}],33:[function(a,b,c){"use strict";function d(a){this.files=[],this.loadOptions=a}var e=a("./reader/readerFor"),f=a("./utils"),g=a("./signature"),h=a("./zipEntry"),i=(a("./utf8"),a("./support"));d.prototype={checkSignature:function(a){if(!this.reader.readAndCheckSignature(a)){this.reader.index-=4;var b=this.reader.readString(4);throw new Error("Corrupted zip or bug: unexpected signature ("+f.pretty(b)+", expected "+f.pretty(a)+")")}},isSignature:function(a,b){var c=this.reader.index;this.reader.setIndex(a);var d=this.reader.readString(4),e=d===b;return this.reader.setIndex(c),e},readBlockEndOfCentral:function(){this.diskNumber=this.reader.readInt(2),this.diskWithCentralDirStart=this.reader.readInt(2),this.centralDirRecordsOnThisDisk=this.reader.readInt(2),this.centralDirRecords=this.reader.readInt(2),this.centralDirSize=this.reader.readInt(4),this.centralDirOffset=this.reader.readInt(4),this.zipCommentLength=this.reader.readInt(2);var a=this.reader.readData(this.zipCommentLength),b=i.uint8array?"uint8array":"array",c=f.transformTo(b,a);this.zipComment=this.loadOptions.decodeFileName(c)},readBlockZip64EndOfCentral:function(){this.zip64EndOfCentralSize=this.reader.readInt(8),this.reader.skip(4),this.diskNumber=this.reader.readInt(4),this.diskWithCentralDirStart=this.reader.readInt(4),this.centralDirRecordsOnThisDisk=this.reader.readInt(8),this.centralDirRecords=this.reader.readInt(8),this.centralDirSize=this.reader.readInt(8),this.centralDirOffset=this.reader.readInt(8),this.zip64ExtensibleData={};for(var a,b,c,d=this.zip64EndOfCentralSize-44,e=0;e<d;)a=this.reader.readInt(2),b=this.reader.readInt(4),c=this.reader.readData(b),this.zip64ExtensibleData[a]={id:a,length:b,value:c}},readBlockZip64EndOfCentralLocator:function(){if(this.diskWithZip64CentralDirStart=this.reader.readInt(4),this.relativeOffsetEndOfZip64CentralDir=this.reader.readInt(8),this.disksCount=this.reader.readInt(4),this.disksCount>1)throw new Error("Multi-volumes zip are not supported")},readLocalFiles:function(){var a,b;for(a=0;a<this.files.length;a++)b=this.files[a],this.reader.setIndex(b.localHeaderOffset),this.checkSignature(g.LOCAL_FILE_HEADER),b.readLocalPart(this.reader),b.handleUTF8(),b.processAttributes()},readCentralDir:function(){var a;for(this.reader.setIndex(this.centralDirOffset);this.reader.readAndCheckSignature(g.CENTRAL_FILE_HEADER);)a=new h({zip64:this.zip64},this.loadOptions),a.readCentralPart(this.reader),this.files.push(a);if(this.centralDirRecords!==this.files.length&&0!==this.centralDirRecords&&0===this.files.length)throw new Error("Corrupted zip or bug: expected "+this.centralDirRecords+" records in central dir, got "+this.files.length)},readEndOfCentral:function(){var a=this.reader.lastIndexOfSignature(g.CENTRAL_DIRECTORY_END);if(a<0){var b=!this.isSignature(0,g.LOCAL_FILE_HEADER);throw b?new Error("Can't find end of central directory : is this a zip file ? If it is, see https://stuk.github.io/jszip/documentation/howto/read_zip.html"):new Error("Corrupted zip: can't find end of central directory")}this.reader.setIndex(a);var c=a;if(this.checkSignature(g.CENTRAL_DIRECTORY_END),this.readBlockEndOfCentral(),this.diskNumber===f.MAX_VALUE_16BITS||this.diskWithCentralDirStart===f.MAX_VALUE_16BITS||this.centralDirRecordsOnThisDisk===f.MAX_VALUE_16BITS||this.centralDirRecords===f.MAX_VALUE_16BITS||this.centralDirSize===f.MAX_VALUE_32BITS||this.centralDirOffset===f.MAX_VALUE_32BITS){if(this.zip64=!0,a=this.reader.lastIndexOfSignature(g.ZIP64_CENTRAL_DIRECTORY_LOCATOR),a<0)throw new Error("Corrupted zip: can't find the ZIP64 end of central directory locator");if(this.reader.setIndex(a),this.checkSignature(g.ZIP64_CENTRAL_DIRECTORY_LOCATOR),this.readBlockZip64EndOfCentralLocator(),!this.isSignature(this.relativeOffsetEndOfZip64CentralDir,g.ZIP64_CENTRAL_DIRECTORY_END)&&(this.relativeOffsetEndOfZip64CentralDir=this.reader.lastIndexOfSignature(g.ZIP64_CENTRAL_DIRECTORY_END),this.relativeOffsetEndOfZip64CentralDir<0))throw new Error("Corrupted zip: can't find the ZIP64 end of central directory");this.reader.setIndex(this.relativeOffsetEndOfZip64CentralDir),this.checkSignature(g.ZIP64_CENTRAL_DIRECTORY_END),this.readBlockZip64EndOfCentral()}var d=this.centralDirOffset+this.centralDirSize;this.zip64&&(d+=20,d+=12+this.zip64EndOfCentralSize);var e=c-d;if(e>0)this.isSignature(c,g.CENTRAL_FILE_HEADER)||(this.reader.zero=e);else if(e<0)throw new Error("Corrupted zip: missing "+Math.abs(e)+" bytes.")},prepareReader:function(a){this.reader=e(a)},load:function(a){this.prepareReader(a),this.readEndOfCentral(),this.readCentralDir(),this.readLocalFiles()}},b.exports=d},{"./reader/readerFor":22,"./signature":23,"./support":30,"./utf8":31,"./utils":32,"./zipEntry":34}],34:[function(a,b,c){"use strict";function d(a,b){this.options=a,this.loadOptions=b}var e=a("./reader/readerFor"),f=a("./utils"),g=a("./compressedObject"),h=a("./crc32"),i=a("./utf8"),j=a("./compressions"),k=a("./support"),l=0,m=3,n=function(a){for(var b in j)if(j.hasOwnProperty(b)&&j[b].magic===a)return j[b];return null};d.prototype={isEncrypted:function(){return 1===(1&this.bitFlag)},useUTF8:function(){return 2048===(2048&this.bitFlag)},readLocalPart:function(a){var b,c;if(a.skip(22),this.fileNameLength=a.readInt(2),c=a.readInt(2),this.fileName=a.readData(this.fileNameLength),a.skip(c),this.compressedSize===-1||this.uncompressedSize===-1)throw new Error("Bug or corrupted zip : didn't get enough informations from the central directory (compressedSize === -1 || uncompressedSize === -1)");if(b=n(this.compressionMethod),null===b)throw new Error("Corrupted zip : compression "+f.pretty(this.compressionMethod)+" unknown (inner file : "+f.transformTo("string",this.fileName)+")");this.decompressed=new g(this.compressedSize,this.uncompressedSize,this.crc32,b,a.readData(this.compressedSize))},readCentralPart:function(a){this.versionMadeBy=a.readInt(2),a.skip(2),this.bitFlag=a.readInt(2),this.compressionMethod=a.readString(2),this.date=a.readDate(),this.crc32=a.readInt(4),this.compressedSize=a.readInt(4),this.uncompressedSize=a.readInt(4);var b=a.readInt(2);if(this.extraFieldsLength=a.readInt(2),this.fileCommentLength=a.readInt(2),this.diskNumberStart=a.readInt(2),this.internalFileAttributes=a.readInt(2),this.externalFileAttributes=a.readInt(4),this.localHeaderOffset=a.readInt(4),this.isEncrypted())throw new Error("Encrypted zip are not supported");a.skip(b),this.readExtraFields(a),this.parseZIP64ExtraField(a),this.fileComment=a.readData(this.fileCommentLength)},processAttributes:function(){this.unixPermissions=null,this.dosPermissions=null;var a=this.versionMadeBy>>8;this.dir=!!(16&this.externalFileAttributes),a===l&&(this.dosPermissions=63&this.externalFileAttributes),a===m&&(this.unixPermissions=this.externalFileAttributes>>16&65535),this.dir||"/"!==this.fileNameStr.slice(-1)||(this.dir=!0)},parseZIP64ExtraField:function(a){if(this.extraFields[1]){var b=e(this.extraFields[1].value);this.uncompressedSize===f.MAX_VALUE_32BITS&&(this.uncompressedSize=b.readInt(8)),this.compressedSize===f.MAX_VALUE_32BITS&&(this.compressedSize=b.readInt(8)),this.localHeaderOffset===f.MAX_VALUE_32BITS&&(this.localHeaderOffset=b.readInt(8)),this.diskNumberStart===f.MAX_VALUE_32BITS&&(this.diskNumberStart=b.readInt(4))}},readExtraFields:function(a){var 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c,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x,y,z,A,B,C;c=a.state,f=a.next_in,B=a.input,g=f+(a.avail_in-5),h=a.next_out,C=a.output,i=h-(b-a.avail_out),j=h+(a.avail_out-257),k=c.dmax,l=c.wsize,m=c.whave,n=c.wnext,o=c.window,p=c.hold,q=c.bits,r=c.lencode,s=c.distcode,t=(1<<c.lenbits)-1,u=(1<<c.distbits)-1;a:do{q<15&&(p+=B[f++]<<q,q+=8,p+=B[f++]<<q,q+=8),v=r[p&t];b:for(;;){if(w=v>>>24,p>>>=w,q-=w,w=v>>>16&255,0===w)C[h++]=65535&v;else{if(!(16&w)){if(0===(64&w)){v=r[(65535&v)+(p&(1<<w)-1)];continue b}if(32&w){c.mode=e;break a}a.msg="invalid literal/length code",c.mode=d;break a}x=65535&v,w&=15,w&&(q<w&&(p+=B[f++]<<q,q+=8),x+=p&(1<<w)-1,p>>>=w,q-=w),q<15&&(p+=B[f++]<<q,q+=8,p+=B[f++]<<q,q+=8),v=s[p&u];c:for(;;){if(w=v>>>24,p>>>=w,q-=w,w=v>>>16&255,!(16&w)){if(0===(64&w)){v=s[(65535&v)+(p&(1<<w)-1)];continue c}a.msg="invalid distance code",c.mode=d;break a}if(y=65535&v,w&=15,q<w&&(p+=B[f++]<<q,q+=8,q<w&&(p+=B[f++]<<q,q+=8)),y+=p&(1<<w)-1,y>k){a.msg="invalid distance too far back",c.mode=d;break 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P:if(1024&c.flags){for(;n<16;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.length=m,c.head&&(c.head.extra_len=m),512&c.flags&&(Ba[0]=255&m,Ba[1]=m>>>8&255,c.check=u(c.check,Ba,2,0)),m=0,n=0}else c.head&&(c.head.extra=null);c.mode=Q;case Q:if(1024&c.flags&&(q=c.length,q>i&&(q=i),q&&(c.head&&(wa=c.head.extra_len-c.length,c.head.extra||(c.head.extra=new Array(c.head.extra_len)),s.arraySet(c.head.extra,e,g,q,wa)),512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,c.length-=q),c.length))break a;c.length=0,c.mode=R;case R:if(2048&c.flags){if(0===i)break a;q=0;do wa=e[g+q++],c.head&&wa&&c.length<65536&&(c.head.name+=String.fromCharCode(wa));while(wa&&q<i);if(512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,wa)break a}else c.head&&(c.head.name=null);c.length=0,c.mode=S;case S:if(4096&c.flags){if(0===i)break a;q=0;do wa=e[g+q++],c.head&&wa&&c.length<65536&&(c.head.comment+=String.fromCharCode(wa));while(wa&&q<i);if(512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,wa)break a}else c.head&&(c.head.comment=null);c.mode=T;case T:if(512&c.flags){for(;n<16;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m!==(65535&c.check)){a.msg="header crc mismatch",c.mode=ma;break}m=0,n=0}c.head&&(c.head.hcrc=c.flags>>9&1,c.head.done=!0),a.adler=c.check=0,c.mode=W;break;case U:for(;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}a.adler=c.check=d(m),m=0,n=0,c.mode=V;case V:if(0===c.havedict)return a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,F;a.adler=c.check=1,c.mode=W;case W:if(b===B||b===C)break a;case X:if(c.last){m>>>=7&n,n-=7&n,c.mode=ja;break}for(;n<3;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}switch(c.last=1&m,m>>>=1,n-=1,3&m){case 0:c.mode=Y;break;case 1:if(k(c),c.mode=ca,b===C){m>>>=2,n-=2;break a}break;case 2:c.mode=_;break;case 3:a.msg="invalid block type",c.mode=ma}m>>>=2,n-=2;break;case Y:for(m>>>=7&n,n-=7&n;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if((65535&m)!==(m>>>16^65535)){a.msg="invalid stored block lengths",c.mode=ma;break}if(c.length=65535&m,m=0,n=0,c.mode=Z,b===C)break a;case Z:c.mode=$;case $:if(q=c.length){if(q>i&&(q=i),q>j&&(q=j),0===q)break a;s.arraySet(f,e,g,q,h),i-=q,g+=q,j-=q,h+=q,c.length-=q;break}c.mode=W;break;case _:for(;n<14;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(c.nlen=(31&m)+257,m>>>=5,n-=5,c.ndist=(31&m)+1,m>>>=5,n-=5,c.ncode=(15&m)+4,m>>>=4,n-=4,c.nlen>286||c.ndist>30){a.msg="too many length or distance symbols",c.mode=ma;break}c.have=0,c.mode=aa;case aa:for(;c.have<c.ncode;){for(;n<3;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.lens[Ca[c.have++]]=7&m,m>>>=3,n-=3}for(;c.have<19;)c.lens[Ca[c.have++]]=0;if(c.lencode=c.lendyn,c.lenbits=7,ya={bits:c.lenbits},xa=w(x,c.lens,0,19,c.lencode,0,c.work,ya),c.lenbits=ya.bits,xa){a.msg="invalid code lengths set",c.mode=ma;break}c.have=0,c.mode=ba;case ba:for(;c.have<c.nlen+c.ndist;){for(;Aa=c.lencode[m&(1<<c.lenbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(sa<16)m>>>=qa,n-=qa,c.lens[c.have++]=sa;else{if(16===sa){for(za=qa+2;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m>>>=qa,n-=qa,0===c.have){a.msg="invalid bit length repeat",c.mode=ma;break}wa=c.lens[c.have-1],q=3+(3&m),m>>>=2,n-=2}else if(17===sa){for(za=qa+3;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=qa,n-=qa,wa=0,q=3+(7&m),m>>>=3,n-=3}else{for(za=qa+7;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=qa,n-=qa,wa=0,q=11+(127&m),m>>>=7,n-=7}if(c.have+q>c.nlen+c.ndist){a.msg="invalid bit length repeat",c.mode=ma;break}for(;q--;)c.lens[c.have++]=wa}}if(c.mode===ma)break;if(0===c.lens[256]){a.msg="invalid code -- missing end-of-block",c.mode=ma;break}if(c.lenbits=9,ya={bits:c.lenbits},xa=w(y,c.lens,0,c.nlen,c.lencode,0,c.work,ya),c.lenbits=ya.bits,xa){a.msg="invalid literal/lengths set",c.mode=ma;break}if(c.distbits=6,c.distcode=c.distdyn,ya={bits:c.distbits},xa=w(z,c.lens,c.nlen,c.ndist,c.distcode,0,c.work,ya),c.distbits=ya.bits,xa){a.msg="invalid distances set",c.mode=ma;break}if(c.mode=ca,b===C)break a;case ca:c.mode=da;case da:if(i>=6&&j>=258){a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,v(a,p),h=a.next_out,f=a.output,j=a.avail_out,g=a.next_in,e=a.input,i=a.avail_in,m=c.hold,n=c.bits,c.mode===W&&(c.back=-1);break}for(c.back=0;Aa=c.lencode[m&(1<<c.lenbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(ra&&0===(240&ra)){for(ta=qa,ua=ra,va=sa;Aa=c.lencode[va+((m&(1<<ta+ua)-1)>>ta)],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(ta+qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=ta,n-=ta,c.back+=ta}if(m>>>=qa,n-=qa,c.back+=qa,c.length=sa,0===ra){c.mode=ia;break}if(32&ra){c.back=-1,c.mode=W;break}if(64&ra){a.msg="invalid literal/length code",c.mode=ma;break}c.extra=15&ra,c.mode=ea;case ea:if(c.extra){for(za=c.extra;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.length+=m&(1<<c.extra)-1,m>>>=c.extra,n-=c.extra,c.back+=c.extra}c.was=c.length,c.mode=fa;case fa:for(;Aa=c.distcode[m&(1<<c.distbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(0===(240&ra)){for(ta=qa,ua=ra,va=sa;Aa=c.distcode[va+((m&(1<<ta+ua)-1)>>ta)],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(ta+qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=ta,n-=ta,c.back+=ta}if(m>>>=qa,n-=qa,c.back+=qa,64&ra){a.msg="invalid distance code",c.mode=ma;break}c.offset=sa,c.extra=15&ra,c.mode=ga;case ga:if(c.extra){for(za=c.extra;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.offset+=m&(1<<c.extra)-1,m>>>=c.extra,n-=c.extra,c.back+=c.extra}if(c.offset>c.dmax){a.msg="invalid distance too far back",c.mode=ma;break}c.mode=ha;case ha:if(0===j)break a;if(q=p-j,c.offset>q){if(q=c.offset-q,q>c.whave&&c.sane){a.msg="invalid distance too far back",c.mode=ma;break}q>c.wnext?(q-=c.wnext,r=c.wsize-q):r=c.wnext-q,q>c.length&&(q=c.length),pa=c.window}else pa=f,r=h-c.offset,q=c.length;q>j&&(q=j),j-=q,c.length-=q;do f[h++]=pa[r++];while(--q);0===c.length&&(c.mode=da);break;case ia:if(0===j)break a;f[h++]=c.length,j--,c.mode=da;break;case ja:if(c.wrap){for(;n<32;){if(0===i)break a;i--,m|=e[g++]<<n,n+=8}if(p-=j,a.total_out+=p,c.total+=p,p&&(a.adler=c.check=c.flags?u(c.check,f,p,h-p):t(c.check,f,p,h-p)),p=j,(c.flags?m:d(m))!==c.check){a.msg="incorrect data check",c.mode=ma;break}m=0,n=0}c.mode=ka;case ka:if(c.wrap&&c.flags){for(;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m!==(4294967295&c.total)){a.msg="incorrect length check",c.mode=ma;break}m=0,n=0}c.mode=la;case la:xa=E;break a;case ma:xa=H;break a;case na:return I;case oa:default:return G}return a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,(c.wsize||p!==a.avail_out&&c.mode<ma&&(c.mode<ja||b!==A))&&l(a,a.output,a.next_out,p-a.avail_out)?(c.mode=na,I):(o-=a.avail_in,p-=a.avail_out,a.total_in+=o,a.total_out+=p,c.total+=p,c.wrap&&p&&(a.adler=c.check=c.flags?u(c.check,f,p,a.next_out-p):t(c.check,f,p,a.next_out-p)),a.data_type=c.bits+(c.last?64:0)+(c.mode===W?128:0)+(c.mode===ca||c.mode===Z?256:0),(0===o&&0===p||b===A)&&xa===D&&(xa=J),xa)}function n(a){if(!a||!a.state)return G;var b=a.state;return b.window&&(b.window=null),a.state=null,D}function o(a,b){var c;return a&&a.state?(c=a.state,0===(2&c.wrap)?G:(c.head=b,b.done=!1,D)):G}function p(a,b){var c,d,e,f=b.length;return a&&a.state?(c=a.state,0!==c.wrap&&c.mode!==V?G:c.mode===V&&(d=1,d=t(d,b,f,0),d!==c.check)?H:(e=l(a,b,f,f))?(c.mode=na,I):(c.havedict=1,D)):G}var q,r,s=a("../utils/common"),t=a("./adler32"),u=a("./crc32"),v=a("./inffast"),w=a("./inftrees"),x=0,y=1,z=2,A=4,B=5,C=6,D=0,E=1,F=2,G=-2,H=-3,I=-4,J=-5,K=8,L=1,M=2,N=3,O=4,P=5,Q=6,R=7,S=8,T=9,U=10,V=11,W=12,X=13,Y=14,Z=15,$=16,_=17,aa=18,ba=19,ca=20,da=21,ea=22,fa=23,ga=24,ha=25,ia=26,ja=27,ka=28,la=29,ma=30,na=31,oa=32,pa=852,qa=592,ra=15,sa=ra,ta=!0;c.inflateReset=g,c.inflateReset2=h,c.inflateResetKeep=f,c.inflateInit=j,c.inflateInit2=i,c.inflate=m,c.inflateEnd=n,c.inflateGetHeader=o,c.inflateSetDictionary=p,c.inflateInfo="pako inflate (from Nodeca project)"},{"../utils/common":62,"./adler32":64,"./crc32":66,"./inffast":69,"./inftrees":71}],71:[function(a,b,c){"use strict";var d=a("../utils/common"),e=15,f=852,g=592,h=0,i=1,j=2,k=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,0,0],l=[16,16,16,16,16,16,16,16,17,17,17,17,18,18,18,18,19,19,19,19,20,20,20,20,21,21,21,21,16,72,78],m=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,0,0],n=[16,16,16,16,17,17,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,27,27,28,28,29,29,64,64];b.exports=function(a,b,c,o,p,q,r,s){var t,u,v,w,x,y,z,A,B,C=s.bits,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=null,O=0,P=new d.Buf16(e+1),Q=new d.Buf16(e+1),R=null,S=0;for(D=0;D<=e;D++)P[D]=0;for(E=0;E<o;E++)P[b[c+E]]++;for(H=C,G=e;G>=1&&0===P[G];G--);if(H>G&&(H=G),0===G)return p[q++]=20971520,p[q++]=20971520,s.bits=1,0;for(F=1;F<G&&0===P[F];F++);for(H<F&&(H=F),K=1,D=1;D<=e;D++)if(K<<=1,K-=P[D],K<0)return-1;if(K>0&&(a===h||1!==G))return-1;for(Q[1]=0,D=1;D<e;D++)Q[D+1]=Q[D]+P[D];for(E=0;E<o;E++)0!==b[c+E]&&(r[Q[b[c+E]]++]=E);if(a===h?(N=R=r,y=19):a===i?(N=k,O-=257,R=l,S-=257,y=256):(N=m,R=n,y=-1),M=0,E=0,D=F,x=q,I=H,J=0,v=-1,L=1<<H,w=L-1,a===i&&L>f||a===j&&L>g)return 1;for(;;){z=D-J,r[E]<y?(A=0,B=r[E]):r[E]>y?(A=R[S+r[E]],B=N[O+r[E]]):(A=96,B=0),t=1<<D-J,u=1<<I,F=u;do u-=t,p[x+(M>>J)+u]=z<<24|A<<16|B|0;while(0!==u);for(t=1<<D-1;M&t;)t>>=1;if(0!==t?(M&=t-1,M+=t):M=0,E++,0===--P[D]){if(D===G)break;D=b[c+r[E]]}if(D>H&&(M&w)!==v){for(0===J&&(J=H),x+=F,I=D-J,K=1<<I;I+J<G&&(K-=P[I+J],!(K<=0));)I++,K<<=1;if(L+=1<<I,a===i&&L>f||a===j&&L>g)return 1;v=M&w,p[v]=H<<24|I<<16|x-q|0}}return 0!==M&&(p[x+M]=D-J<<24|64<<16|0),s.bits=H,0}},{"../utils/common":62}],72:[function(a,b,c){"use strict";b.exports={2:"need dictionary",1:"stream end",0:"","-1":"file error","-2":"stream error","-3":"data error","-4":"insufficient memory","-5":"buffer error","-6":"incompatible version"}},{}],73:[function(a,b,c){"use strict";function d(a){for(var b=a.length;--b>=0;)a[b]=0}function e(a,b,c,d,e){this.static_tree=a,this.extra_bits=b,this.extra_base=c,this.elems=d,this.max_length=e,this.has_stree=a&&a.length}function f(a,b){this.dyn_tree=a,this.max_code=0,this.stat_desc=b}function g(a){return a<256?ia[a]:ia[256+(a>>>7)]}function h(a,b){a.pending_buf[a.pending++]=255&b,a.pending_buf[a.pending++]=b>>>8&255}function i(a,b,c){a.bi_valid>X-c?(a.bi_buf|=b<<a.bi_valid&65535,h(a,a.bi_buf),a.bi_buf=b>>X-a.bi_valid,a.bi_valid+=c-X):(a.bi_buf|=b<<a.bi_valid&65535,a.bi_valid+=c)}function j(a,b,c){i(a,c[2*b],c[2*b+1])}function k(a,b){var c=0;do c|=1&a,a>>>=1,c<<=1;while(--b>0);return c>>>1}function l(a){16===a.bi_valid?(h(a,a.bi_buf),a.bi_buf=0,a.bi_valid=0):a.bi_valid>=8&&(a.pending_buf[a.pending++]=255&a.bi_buf,a.bi_buf>>=8,a.bi_valid-=8)}function m(a,b){var c,d,e,f,g,h,i=b.dyn_tree,j=b.max_code,k=b.stat_desc.static_tree,l=b.stat_desc.has_stree,m=b.stat_desc.extra_bits,n=b.stat_desc.extra_base,o=b.stat_desc.max_length,p=0;for(f=0;f<=W;f++)a.bl_count[f]=0;for(i[2*a.heap[a.heap_max]+1]=0,
+c=a.heap_max+1;c<V;c++)d=a.heap[c],f=i[2*i[2*d+1]+1]+1,f>o&&(f=o,p++),i[2*d+1]=f,d>j||(a.bl_count[f]++,g=0,d>=n&&(g=m[d-n]),h=i[2*d],a.opt_len+=h*(f+g),l&&(a.static_len+=h*(k[2*d+1]+g)));if(0!==p){do{for(f=o-1;0===a.bl_count[f];)f--;a.bl_count[f]--,a.bl_count[f+1]+=2,a.bl_count[o]--,p-=2}while(p>0);for(f=o;0!==f;f--)for(d=a.bl_count[f];0!==d;)e=a.heap[--c],e>j||(i[2*e+1]!==f&&(a.opt_len+=(f-i[2*e+1])*i[2*e],i[2*e+1]=f),d--)}}function n(a,b,c){var d,e,f=new Array(W+1),g=0;for(d=1;d<=W;d++)f[d]=g=g+c[d-1]<<1;for(e=0;e<=b;e++){var h=a[2*e+1];0!==h&&(a[2*e]=k(f[h]++,h))}}function o(){var a,b,c,d,f,g=new 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+/*!
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+JSZipUtils - A collection of cross-browser utilities to go along with JSZip.
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+
+*/
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e||o.options.disabled!==!0&&!t(this).hasClass("ui-state-disabled")?("string"==typeof a?o[a]:a).apply(o,arguments):void 0}"string"!=typeof a&&(r.guid=a.guid=a.guid||r.guid||t.guid++);var l=s.match(/^([\w:-]*)\s*(.*)$/),h=l[1]+o.eventNamespace,c=l[2];c?n.on(h,c,r):i.on(h,r)})},_off:function(e,i){i=(i||"").split(" ").join(this.eventNamespace+" ")+this.eventNamespace,e.off(i).off(i),this.bindings=t(this.bindings.not(e).get()),this.focusable=t(this.focusable.not(e).get()),this.hoverable=t(this.hoverable.not(e).get())},_delay:function(t,e){function i(){return("string"==typeof t?s[t]:t).apply(s,arguments)}var s=this;return setTimeout(i,e||0)},_hoverable:function(e){this.hoverable=this.hoverable.add(e),this._on(e,{mouseenter:function(e){this._addClass(t(e.currentTarget),null,"ui-state-hover")},mouseleave:function(e){this._removeClass(t(e.currentTarget),null,"ui-state-hover")}})},_focusable:function(e){this.focusable=this.focusable.add(e),this._on(e,{focusin:function(e){this._addClass(t(e.currentTarget),null,"ui-state-focus")},focusout:function(e){this._removeClass(t(e.currentTarget),null,"ui-state-focus")}})},_trigger:function(e,i,s){var n,o,a=this.options[e];if(s=s||{},i=t.Event(i),i.type=(e===this.widgetEventPrefix?e:this.widgetEventPrefix+e).toLowerCase(),i.target=this.element[0],o=i.originalEvent)for(n in o)n in i||(i[n]=o[n]);return this.element.trigger(i,s),!(t.isFunction(a)&&a.apply(this.element[0],[i].concat(s))===!1||i.isDefaultPrevented())}},t.each({show:"fadeIn",hide:"fadeOut"},function(e,i){t.Widget.prototype["_"+e]=function(s,n,o){"string"==typeof n&&(n={effect:n});var a,r=n?n===!0||"number"==typeof n?i:n.effect||i:e;n=n||{},"number"==typeof n&&(n={duration:n}),a=!t.isEmptyObject(n),n.complete=o,n.delay&&s.delay(n.delay),a&&t.effects&&t.effects.effect[r]?s[e](n):r!==e&&s[r]?s[r](n.duration,n.easing,o):s.queue(function(i){t(this)[e](),o&&o.call(s[0]),i()})}}),t.widget,function(){function e(t,e,i){return[parseFloat(t[0])*(u.test(t[0])?e/100:1),parseFloat(t[1])*(u.test(t[1])?i/100:1)]}function i(e,i){return parseInt(t.css(e,i),10)||0}function s(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}var n,o=Math.max,a=Math.abs,r=/left|center|right/,l=/top|center|bottom/,h=/[\+\-]\d+(\.[\d]+)?%?/,c=/^\w+/,u=/%$/,d=t.fn.position;t.position={scrollbarWidth:function(){if(void 0!==n)return n;var e,i,s=t("<div style='display:block;position:absolute;width:50px;height:50px;overflow:hidden;'><div style='height:100px;width:auto;'></div></div>"),o=s.children()[0];return t("body").append(s),e=o.offsetWidth,s.css("overflow","scroll"),i=o.offsetWidth,e===i&&(i=s[0].clientWidth),s.remove(),n=e-i},getScrollInfo:function(e){var i=e.isWindow||e.isDocument?"":e.element.css("overflow-x"),s=e.isWindow||e.isDocument?"":e.element.css("overflow-y"),n="scroll"===i||"auto"===i&&e.width<e.element[0].scrollWidth,o="scroll"===s||"auto"===s&&e.height<e.element[0].scrollHeight;return{width:o?t.position.scrollbarWidth():0,height:n?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),s=t.isWindow(i[0]),n=!!i[0]&&9===i[0].nodeType,o=!s&&!n;return{element:i,isWindow:s,isDocument:n,offset:o?t(e).offset():{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:i.outerWidth(),height:i.outerHeight()}}},t.fn.position=function(n){if(!n||!n.of)return d.apply(this,arguments);n=t.extend({},n);var u,p,f,g,m,_,v=t(n.of),b=t.position.getWithinInfo(n.within),y=t.position.getScrollInfo(b),w=(n.collision||"flip").split(" "),k={};return _=s(v),v[0].preventDefault&&(n.at="left top"),p=_.width,f=_.height,g=_.offset,m=t.extend({},g),t.each(["my","at"],function(){var t,e,i=(n[this]||"").split(" ");1===i.length&&(i=r.test(i[0])?i.concat(["center"]):l.test(i[0])?["center"].concat(i):["center","center"]),i[0]=r.test(i[0])?i[0]:"center",i[1]=l.test(i[1])?i[1]:"center",t=h.exec(i[0]),e=h.exec(i[1]),k[this]=[t?t[0]:0,e?e[0]:0],n[this]=[c.exec(i[0])[0],c.exec(i[1])[0]]}),1===w.length&&(w[1]=w[0]),"right"===n.at[0]?m.left+=p:"center"===n.at[0]&&(m.left+=p/2),"bottom"===n.at[1]?m.top+=f:"center"===n.at[1]&&(m.top+=f/2),u=e(k.at,p,f),m.left+=u[0],m.top+=u[1],this.each(function(){var s,r,l=t(this),h=l.outerWidth(),c=l.outerHeight(),d=i(this,"marginLeft"),_=i(this,"marginTop"),x=h+d+i(this,"marginRight")+y.width,C=c+_+i(this,"marginBottom")+y.height,D=t.extend({},m),T=e(k.my,l.outerWidth(),l.outerHeight());"right"===n.my[0]?D.left-=h:"center"===n.my[0]&&(D.left-=h/2),"bottom"===n.my[1]?D.top-=c:"center"===n.my[1]&&(D.top-=c/2),D.left+=T[0],D.top+=T[1],s={marginLeft:d,marginTop:_},t.each(["left","top"],function(e,i){t.ui.position[w[e]]&&t.ui.position[w[e]][i](D,{targetWidth:p,targetHeight:f,elemWidth:h,elemHeight:c,collisionPosition:s,collisionWidth:x,collisionHeight:C,offset:[u[0]+T[0],u[1]+T[1]],my:n.my,at:n.at,within:b,elem:l})}),n.using&&(r=function(t){var e=g.left-D.left,i=e+p-h,s=g.top-D.top,r=s+f-c,u={target:{element:v,left:g.left,top:g.top,width:p,height:f},element:{element:l,left:D.left,top:D.top,width:h,height:c},horizontal:0>i?"left":e>0?"right":"center",vertical:0>r?"top":s>0?"bottom":"middle"};h>p&&p>a(e+i)&&(u.horizontal="center"),c>f&&f>a(s+r)&&(u.vertical="middle"),u.important=o(a(e),a(i))>o(a(s),a(r))?"horizontal":"vertical",n.using.call(this,t,u)}),l.offset(t.extend(D,{using:r}))})},t.ui.position={fit:{left:function(t,e){var i,s=e.within,n=s.isWindow?s.scrollLeft:s.offset.left,a=s.width,r=t.left-e.collisionPosition.marginLeft,l=n-r,h=r+e.collisionWidth-a-n;e.collisionWidth>a?l>0&&0>=h?(i=t.left+l+e.collisionWidth-a-n,t.left+=l-i):t.left=h>0&&0>=l?n:l>h?n+a-e.collisionWidth:n:l>0?t.left+=l:h>0?t.left-=h:t.left=o(t.left-r,t.left)},top:function(t,e){var i,s=e.within,n=s.isWindow?s.scrollTop:s.offset.top,a=e.within.height,r=t.top-e.collisionPosition.marginTop,l=n-r,h=r+e.collisionHeight-a-n;e.collisionHeight>a?l>0&&0>=h?(i=t.top+l+e.collisionHeight-a-n,t.top+=l-i):t.top=h>0&&0>=l?n:l>h?n+a-e.collisionHeight:n:l>0?t.top+=l:h>0?t.top-=h:t.top=o(t.top-r,t.top)}},flip:{left:function(t,e){var i,s,n=e.within,o=n.offset.left+n.scrollLeft,r=n.width,l=n.isWindow?n.scrollLeft:n.offset.left,h=t.left-e.collisionPosition.marginLeft,c=h-l,u=h+e.collisionWidth-r-l,d="left"===e.my[0]?-e.elemWidth:"right"===e.my[0]?e.elemWidth:0,p="left"===e.at[0]?e.targetWidth:"right"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>c?(i=t.left+d+p+f+e.collisionWidth-r-o,(0>i||a(c)>i)&&(t.left+=d+p+f)):u>0&&(s=t.left-e.collisionPosition.marginLeft+d+p+f-l,(s>0||u>a(s))&&(t.left+=d+p+f))},top:function(t,e){var i,s,n=e.within,o=n.offset.top+n.scrollTop,r=n.height,l=n.isWindow?n.scrollTop:n.offset.top,h=t.top-e.collisionPosition.marginTop,c=h-l,u=h+e.collisionHeight-r-l,d="top"===e.my[1],p=d?-e.elemHeight:"bottom"===e.my[1]?e.elemHeight:0,f="top"===e.at[1]?e.targetHeight:"bottom"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>c?(s=t.top+p+f+g+e.collisionHeight-r-o,(0>s||a(c)>s)&&(t.top+=p+f+g)):u>0&&(i=t.top-e.collisionPosition.marginTop+p+f+g-l,(i>0||u>a(i))&&(t.top+=p+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}}}(),t.ui.position,t.extend(t.expr[":"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,s){return!!t.data(e,s[3])}}),t.fn.extend({disableSelection:function(){var t="onselectstart"in document.createElement("div")?"selectstart":"mousedown";return function(){return this.on(t+".ui-disableSelection",function(t){t.preventDefault()})}}(),enableSelection:function(){return this.off(".ui-disableSelection")}}),t.ui.focusable=function(i,s){var n,o,a,r,l,h=i.nodeName.toLowerCase();return"area"===h?(n=i.parentNode,o=n.name,i.href&&o&&"map"===n.nodeName.toLowerCase()?(a=t("img[usemap='#"+o+"']"),a.length>0&&a.is(":visible")):!1):(/^(input|select|textarea|button|object)$/.test(h)?(r=!i.disabled,r&&(l=t(i).closest("fieldset")[0],l&&(r=!l.disabled))):r="a"===h?i.href||s:s,r&&t(i).is(":visible")&&e(t(i)))},t.extend(t.expr[":"],{focusable:function(e){return t.ui.focusable(e,null!=t.attr(e,"tabindex"))}}),t.ui.focusable,t.fn.form=function(){return"string"==typeof this[0].form?this.closest("form"):t(this[0].form)},t.ui.formResetMixin={_formResetHandler:function(){var e=t(this);setTimeout(function(){var i=e.data("ui-form-reset-instances");t.each(i,function(){this.refresh()})})},_bindFormResetHandler:function(){if(this.form=this.element.form(),this.form.length){var t=this.form.data("ui-form-reset-instances")||[];t.length||this.form.on("reset.ui-form-reset",this._formResetHandler),t.push(this),this.form.data("ui-form-reset-instances",t)}},_unbindFormResetHandler:function(){if(this.form.length){var e=this.form.data("ui-form-reset-instances");e.splice(t.inArray(this,e),1),e.length?this.form.data("ui-form-reset-instances",e):this.form.removeData("ui-form-reset-instances").off("reset.ui-form-reset")}}},"1.7"===t.fn.jquery.substring(0,3)&&(t.each(["Width","Height"],function(e,i){function s(e,i,s,o){return t.each(n,function(){i-=parseFloat(t.css(e,"padding"+this))||0,s&&(i-=parseFloat(t.css(e,"border"+this+"Width"))||0),o&&(i-=parseFloat(t.css(e,"margin"+this))||0)}),i}var n="Width"===i?["Left","Right"]:["Top","Bottom"],o=i.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn["inner"+i]=function(e){return void 0===e?a["inner"+i].call(this):this.each(function(){t(this).css(o,s(this,e)+"px")})},t.fn["outer"+i]=function(e,n){return"number"!=typeof e?a["outer"+i].call(this,e):this.each(function(){t(this).css(o,s(this,e,!0,n)+"px")})}}),t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t.ui.keyCode={BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38},t.ui.escapeSelector=function(){var t=/([!"#$%&'()*+,./:;<=>?@[\]^`{|}~])/g;return function(e){return e.replace(t,"\\$1")}}(),t.fn.labels=function(){var e,i,s,n,o;return this[0].labels&&this[0].labels.length?this.pushStack(this[0].labels):(n=this.eq(0).parents("label"),s=this.attr("id"),s&&(e=this.eq(0).parents().last(),o=e.add(e.length?e.siblings():this.siblings()),i="label[for='"+t.ui.escapeSelector(s)+"']",n=n.add(o.find(i).addBack(i))),this.pushStack(n))},t.fn.scrollParent=function(e){var i=this.css("position"),s="absolute"===i,n=e?/(auto|scroll|hidden)/:/(auto|scroll)/,o=this.parents().filter(function(){var e=t(this);return s&&"static"===e.css("position")?!1:n.test(e.css("overflow")+e.css("overflow-y")+e.css("overflow-x"))}).eq(0);return"fixed"!==i&&o.length?o:t(this[0].ownerDocument||document)},t.extend(t.expr[":"],{tabbable:function(e){var i=t.attr(e,"tabindex"),s=null!=i;return(!s||i>=0)&&t.ui.focusable(e,s)}}),t.fn.extend({uniqueId:function(){var t=0;return function(){return this.each(function(){this.id||(this.id="ui-id-"+ ++t)})}}(),removeUniqueId:function(){return this.each(function(){/^ui-id-\d+$/.test(this.id)&&t(this).removeAttr("id")})}}),t.ui.ie=!!/msie [\w.]+/.exec(navigator.userAgent.toLowerCase());var n=!1;t(document).on("mouseup",function(){n=!1}),t.widget("ui.mouse",{version:"1.12.1",options:{cancel:"input, textarea, button, select, option",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.on("mousedown."+this.widgetName,function(t){return e._mouseDown(t)}).on("click."+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+".preventClickEvent")?(t.removeData(i.target,e.widgetName+".preventClickEvent"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.off("."+this.widgetName),this._mouseMoveDelegate&&this.document.off("mousemove."+this.widgetName,this._mouseMoveDelegate).off("mouseup."+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!n){this._mouseMoved=!1,this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var i=this,s=1===e.which,o="string"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return s&&!o&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){i.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+".preventClickEvent")&&t.removeData(e.target,this.widgetName+".preventClickEvent"),this._mouseMoveDelegate=function(t){return i._mouseMove(t)},this._mouseUpDelegate=function(t){return i._mouseUp(t)},this.document.on("mousemove."+this.widgetName,this._mouseMoveDelegate).on("mouseup."+this.widgetName,this._mouseUpDelegate),e.preventDefault(),n=!0,!0)):!0}},_mouseMove:function(e){if(this._mouseMoved){if(t.ui.ie&&(!document.documentMode||9>document.documentMode)&&!e.button)return this._mouseUp(e);if(!e.which)if(e.originalEvent.altKey||e.originalEvent.ctrlKey||e.originalEvent.metaKey||e.originalEvent.shiftKey)this.ignoreMissingWhich=!0;else if(!this.ignoreMissingWhich)return this._mouseUp(e)}return(e.which||e.button)&&(this._mouseMoved=!0),this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){this.document.off("mousemove."+this.widgetName,this._mouseMoveDelegate).off("mouseup."+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+".preventClickEvent",!0),this._mouseStop(e)),this._mouseDelayTimer&&(clearTimeout(this._mouseDelayTimer),delete this._mouseDelayTimer),this.ignoreMissingWhich=!1,n=!1,e.preventDefault()},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}}),t.ui.plugin={add:function(e,i,s){var n,o=t.ui[e].prototype;for(n in s)o.plugins[n]=o.plugins[n]||[],o.plugins[n].push([i,s[n]])},call:function(t,e,i,s){var n,o=t.plugins[e];if(o&&(s||t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType))for(n=0;o.length>n;n++)t.options[o[n][0]]&&o[n][1].apply(t.element,i)}},t.ui.safeActiveElement=function(t){var e;try{e=t.activeElement}catch(i){e=t.body}return e||(e=t.body),e.nodeName||(e=t.body),e},t.ui.safeBlur=function(e){e&&"body"!==e.nodeName.toLowerCase()&&t(e).trigger("blur")},t.widget("ui.draggable",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"drag",options:{addClasses:!0,appendTo:"parent",axis:!1,connectToSortable:!1,containment:!1,cursor:"auto",cursorAt:!1,grid:!1,handle:!1,helper:"original",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:"default",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:"both",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){"original"===this.options.helper&&this._setPositionRelative(),this.options.addClasses&&this._addClass("ui-draggable"),this._setHandleClassName(),this._mouseInit()},_setOption:function(t,e){this._super(t,e),"handle"===t&&(this._removeHandleClassName(),this._setHandleClassName())},_destroy:function(){return(this.helper||this.element).is(".ui-draggable-dragging")?(this.destroyOnClear=!0,void 0):(this._removeHandleClassName(),this._mouseDestroy(),void 0)},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(".ui-resizable-handle").length>0?!1:(this.handle=this._getHandle(e),this.handle?(this._blurActiveElement(e),this._blockFrames(i.iframeFix===!0?"iframe":i.iframeFix),!0):!1)},_blockFrames:function(e){this.iframeBlocks=this.document.find(e).map(function(){var e=t(this);return t("<div>").css("position","absolute").appendTo(e.parent()).outerWidth(e.outerWidth()).outerHeight(e.outerHeight()).offset(e.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_blurActiveElement:function(e){var i=t.ui.safeActiveElement(this.document[0]),s=t(e.target);s.closest(i).length||t.ui.safeBlur(i)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this._addClass(this.helper,"ui-draggable-dragging"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css("position"),this.scrollParent=this.helper.scrollParent(!0),this.offsetParent=this.helper.offsetParent(),this.hasFixedAncestor=this.helper.parents().filter(function(){return"fixed"===t(this).css("position")}).length>0,this.positionAbs=this.element.offset(),this._refreshOffsets(e),this.originalPosition=this.position=this._generatePosition(e,!1),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger("start",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_refreshOffsets:function(t){this.offset={top:this.positionAbs.top-this.margins.top,left:this.positionAbs.left-this.margins.left,scroll:!1,parent:this._getParentOffset(),relative:this._getRelativeOffset()},this.offset.click={left:t.pageX-this.offset.left,top:t.pageY-this.offset.top}},_mouseDrag:function(e,i){if(this.hasFixedAncestor&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e,!0),this.positionAbs=this._convertPositionTo("absolute"),!i){var s=this._uiHash();if(this._trigger("drag",e,s)===!1)return this._mouseUp(new t.Event("mouseup",e)),!1;this.position=s.position}return this.helper[0].style.left=this.position.left+"px",this.helper[0].style.top=this.position.top+"px",t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,s=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(s=t.ui.ddmanager.drop(this,e)),this.dropped&&(s=this.dropped,this.dropped=!1),"invalid"===this.options.revert&&!s||"valid"===this.options.revert&&s||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,s)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger("stop",e)!==!1&&i._clear()}):this._trigger("stop",e)!==!1&&this._clear(),!1},_mouseUp:function(e){return this._unblockFrames(),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),this.handleElement.is(e.target)&&this.element.trigger("focus"),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(".ui-draggable-dragging")?this._mouseUp(new t.Event("mouseup",{target:this.element[0]})):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_setHandleClassName:function(){this.handleElement=this.options.handle?this.element.find(this.options.handle):this.element,this._addClass(this.handleElement,"ui-draggable-handle")},_removeHandleClassName:function(){this._removeClass(this.handleElement,"ui-draggable-handle")},_createHelper:function(e){var i=this.options,s=t.isFunction(i.helper),n=s?t(i.helper.apply(this.element[0],[e])):"clone"===i.helper?this.element.clone().removeAttr("id"):this.element;return n.parents("body").length||n.appendTo("parent"===i.appendTo?this.element[0].parentNode:i.appendTo),s&&n[0]===this.element[0]&&this._setPositionRelative(),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css("position"))||n.css("position","absolute"),n},_setPositionRelative:function(){/^(?:r|a|f)/.test(this.element.css("position"))||(this.element[0].style.position="relative")},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_isRootNode:function(t){return/(html|body)/i.test(t.tagName)||t===this.document[0]},_getParentOffset:function(){var e=this.offsetParent.offset(),i=this.document[0];return"absolute"===this.cssPosition&&this.scrollParent[0]!==i&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),this._isRootNode(this.offsetParent[0])&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"!==this.cssPosition)return{top:0,left:0};var t=this.element.position(),e=this._isRootNode(this.scrollParent[0]);return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+(e?0:this.scrollParent.scrollTop()),left:t.left-(parseInt(this.helper.css("left"),10)||0)+(e?0:this.scrollParent.scrollLeft())}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css("marginLeft"),10)||0,top:parseInt(this.element.css("marginTop"),10)||0,right:parseInt(this.element.css("marginRight"),10)||0,bottom:parseInt(this.element.css("marginBottom"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,s,n=this.options,o=this.document[0];return this.relativeContainer=null,n.containment?"window"===n.containment?(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||o.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):"document"===n.containment?(this.containment=[0,0,t(o).width()-this.helperProportions.width-this.margins.left,(t(o).height()||o.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):n.containment.constructor===Array?(this.containment=n.containment,void 0):("parent"===n.containment&&(n.containment=this.helper[0].parentNode),i=t(n.containment),s=i[0],s&&(e=/(scroll|auto)/.test(i.css("overflow")),this.containment=[(parseInt(i.css("borderLeftWidth"),10)||0)+(parseInt(i.css("paddingLeft"),10)||0),(parseInt(i.css("borderTopWidth"),10)||0)+(parseInt(i.css("paddingTop"),10)||0),(e?Math.max(s.scrollWidth,s.offsetWidth):s.offsetWidth)-(parseInt(i.css("borderRightWidth"),10)||0)-(parseInt(i.css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(s.scrollHeight,s.offsetHeight):s.offsetHeight)-(parseInt(i.css("borderBottomWidth"),10)||0)-(parseInt(i.css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relativeContainer=i),void 0):(this.containment=null,void 0)},_convertPositionTo:function(t,e){e||(e=this.position);var i="absolute"===t?1:-1,s=this._isRootNode(this.scrollParent[0]);return{top:e.top+this.offset.relative.top*i+this.offset.parent.top*i-("fixed"===this.cssPosition?-this.offset.scroll.top:s?0:this.offset.scroll.top)*i,left:e.left+this.offset.relative.left*i+this.offset.parent.left*i-("fixed"===this.cssPosition?-this.offset.scroll.left:s?0:this.offset.scroll.left)*i}},_generatePosition:function(t,e){var i,s,n,o,a=this.options,r=this._isRootNode(this.scrollParent[0]),l=t.pageX,h=t.pageY;return r&&this.offset.scroll||(this.offset.scroll={top:this.scrollParent.scrollTop(),left:this.scrollParent.scrollLeft()}),e&&(this.containment&&(this.relativeContainer?(s=this.relativeContainer.offset(),i=[this.containment[0]+s.left,this.containment[1]+s.top,this.containment[2]+s.left,this.containment[3]+s.top]):i=this.containment,t.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),t.pageY-this.offset.click.top<i[1]&&(h=i[1]+this.offset.click.top),t.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),t.pageY-this.offset.click.top>i[3]&&(h=i[3]+this.offset.click.top)),a.grid&&(n=a.grid[1]?this.originalPageY+Math.round((h-this.originalPageY)/a.grid[1])*a.grid[1]:this.originalPageY,h=i?n-this.offset.click.top>=i[1]||n-this.offset.click.top>i[3]?n:n-this.offset.click.top>=i[1]?n-a.grid[1]:n+a.grid[1]:n,o=a.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/a.grid[0])*a.grid[0]:this.originalPageX,l=i?o-this.offset.click.left>=i[0]||o-this.offset.click.left>i[2]?o:o-this.offset.click.left>=i[0]?o-a.grid[0]:o+a.grid[0]:o),"y"===a.axis&&(l=this.originalPageX),"x"===a.axis&&(h=this.originalPageY)),{top:h-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.offset.scroll.top:r?0:this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.offset.scroll.left:r?0:this.offset.scroll.left)}
+},_clear:function(){this._removeClass(this.helper,"ui-draggable-dragging"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1,this.destroyOnClear&&this.destroy()},_trigger:function(e,i,s){return s=s||this._uiHash(),t.ui.plugin.call(this,e,[i,s,this],!0),/^(drag|start|stop)/.test(e)&&(this.positionAbs=this._convertPositionTo("absolute"),s.offset=this.positionAbs),t.Widget.prototype._trigger.call(this,e,i,s)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add("draggable","connectToSortable",{start:function(e,i,s){var n=t.extend({},i,{item:s.element});s.sortables=[],t(s.options.connectToSortable).each(function(){var i=t(this).sortable("instance");i&&!i.options.disabled&&(s.sortables.push(i),i.refreshPositions(),i._trigger("activate",e,n))})},stop:function(e,i,s){var n=t.extend({},i,{item:s.element});s.cancelHelperRemoval=!1,t.each(s.sortables,function(){var t=this;t.isOver?(t.isOver=0,s.cancelHelperRemoval=!0,t.cancelHelperRemoval=!1,t._storedCSS={position:t.placeholder.css("position"),top:t.placeholder.css("top"),left:t.placeholder.css("left")},t._mouseStop(e),t.options.helper=t.options._helper):(t.cancelHelperRemoval=!0,t._trigger("deactivate",e,n))})},drag:function(e,i,s){t.each(s.sortables,function(){var n=!1,o=this;o.positionAbs=s.positionAbs,o.helperProportions=s.helperProportions,o.offset.click=s.offset.click,o._intersectsWith(o.containerCache)&&(n=!0,t.each(s.sortables,function(){return this.positionAbs=s.positionAbs,this.helperProportions=s.helperProportions,this.offset.click=s.offset.click,this!==o&&this._intersectsWith(this.containerCache)&&t.contains(o.element[0],this.element[0])&&(n=!1),n})),n?(o.isOver||(o.isOver=1,s._parent=i.helper.parent(),o.currentItem=i.helper.appendTo(o.element).data("ui-sortable-item",!0),o.options._helper=o.options.helper,o.options.helper=function(){return i.helper[0]},e.target=o.currentItem[0],o._mouseCapture(e,!0),o._mouseStart(e,!0,!0),o.offset.click.top=s.offset.click.top,o.offset.click.left=s.offset.click.left,o.offset.parent.left-=s.offset.parent.left-o.offset.parent.left,o.offset.parent.top-=s.offset.parent.top-o.offset.parent.top,s._trigger("toSortable",e),s.dropped=o.element,t.each(s.sortables,function(){this.refreshPositions()}),s.currentItem=s.element,o.fromOutside=s),o.currentItem&&(o._mouseDrag(e),i.position=o.position)):o.isOver&&(o.isOver=0,o.cancelHelperRemoval=!0,o.options._revert=o.options.revert,o.options.revert=!1,o._trigger("out",e,o._uiHash(o)),o._mouseStop(e,!0),o.options.revert=o.options._revert,o.options.helper=o.options._helper,o.placeholder&&o.placeholder.remove(),i.helper.appendTo(s._parent),s._refreshOffsets(e),i.position=s._generatePosition(e,!0),s._trigger("fromSortable",e),s.dropped=!1,t.each(s.sortables,function(){this.refreshPositions()}))})}}),t.ui.plugin.add("draggable","cursor",{start:function(e,i,s){var n=t("body"),o=s.options;n.css("cursor")&&(o._cursor=n.css("cursor")),n.css("cursor",o.cursor)},stop:function(e,i,s){var n=s.options;n._cursor&&t("body").css("cursor",n._cursor)}}),t.ui.plugin.add("draggable","opacity",{start:function(e,i,s){var n=t(i.helper),o=s.options;n.css("opacity")&&(o._opacity=n.css("opacity")),n.css("opacity",o.opacity)},stop:function(e,i,s){var n=s.options;n._opacity&&t(i.helper).css("opacity",n._opacity)}}),t.ui.plugin.add("draggable","scroll",{start:function(t,e,i){i.scrollParentNotHidden||(i.scrollParentNotHidden=i.helper.scrollParent(!1)),i.scrollParentNotHidden[0]!==i.document[0]&&"HTML"!==i.scrollParentNotHidden[0].tagName&&(i.overflowOffset=i.scrollParentNotHidden.offset())},drag:function(e,i,s){var n=s.options,o=!1,a=s.scrollParentNotHidden[0],r=s.document[0];a!==r&&"HTML"!==a.tagName?(n.axis&&"x"===n.axis||(s.overflowOffset.top+a.offsetHeight-e.pageY<n.scrollSensitivity?a.scrollTop=o=a.scrollTop+n.scrollSpeed:e.pageY-s.overflowOffset.top<n.scrollSensitivity&&(a.scrollTop=o=a.scrollTop-n.scrollSpeed)),n.axis&&"y"===n.axis||(s.overflowOffset.left+a.offsetWidth-e.pageX<n.scrollSensitivity?a.scrollLeft=o=a.scrollLeft+n.scrollSpeed:e.pageX-s.overflowOffset.left<n.scrollSensitivity&&(a.scrollLeft=o=a.scrollLeft-n.scrollSpeed))):(n.axis&&"x"===n.axis||(e.pageY-t(r).scrollTop()<n.scrollSensitivity?o=t(r).scrollTop(t(r).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(r).scrollTop())<n.scrollSensitivity&&(o=t(r).scrollTop(t(r).scrollTop()+n.scrollSpeed))),n.axis&&"y"===n.axis||(e.pageX-t(r).scrollLeft()<n.scrollSensitivity?o=t(r).scrollLeft(t(r).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(r).scrollLeft())<n.scrollSensitivity&&(o=t(r).scrollLeft(t(r).scrollLeft()+n.scrollSpeed)))),o!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(s,e)}}),t.ui.plugin.add("draggable","snap",{start:function(e,i,s){var n=s.options;s.snapElements=[],t(n.snap.constructor!==String?n.snap.items||":data(ui-draggable)":n.snap).each(function(){var e=t(this),i=e.offset();this!==s.element[0]&&s.snapElements.push({item:this,width:e.outerWidth(),height:e.outerHeight(),top:i.top,left:i.left})})},drag:function(e,i,s){var n,o,a,r,l,h,c,u,d,p,f=s.options,g=f.snapTolerance,m=i.offset.left,_=m+s.helperProportions.width,v=i.offset.top,b=v+s.helperProportions.height;for(d=s.snapElements.length-1;d>=0;d--)l=s.snapElements[d].left-s.margins.left,h=l+s.snapElements[d].width,c=s.snapElements[d].top-s.margins.top,u=c+s.snapElements[d].height,l-g>_||m>h+g||c-g>b||v>u+g||!t.contains(s.snapElements[d].item.ownerDocument,s.snapElements[d].item)?(s.snapElements[d].snapping&&s.options.snap.release&&s.options.snap.release.call(s.element,e,t.extend(s._uiHash(),{snapItem:s.snapElements[d].item})),s.snapElements[d].snapping=!1):("inner"!==f.snapMode&&(n=g>=Math.abs(c-b),o=g>=Math.abs(u-v),a=g>=Math.abs(l-_),r=g>=Math.abs(h-m),n&&(i.position.top=s._convertPositionTo("relative",{top:c-s.helperProportions.height,left:0}).top),o&&(i.position.top=s._convertPositionTo("relative",{top:u,left:0}).top),a&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l-s.helperProportions.width}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h}).left)),p=n||o||a||r,"outer"!==f.snapMode&&(n=g>=Math.abs(c-v),o=g>=Math.abs(u-b),a=g>=Math.abs(l-m),r=g>=Math.abs(h-_),n&&(i.position.top=s._convertPositionTo("relative",{top:c,left:0}).top),o&&(i.position.top=s._convertPositionTo("relative",{top:u-s.helperProportions.height,left:0}).top),a&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h-s.helperProportions.width}).left)),!s.snapElements[d].snapping&&(n||o||a||r||p)&&s.options.snap.snap&&s.options.snap.snap.call(s.element,e,t.extend(s._uiHash(),{snapItem:s.snapElements[d].item})),s.snapElements[d].snapping=n||o||a||r||p)}}),t.ui.plugin.add("draggable","stack",{start:function(e,i,s){var n,o=s.options,a=t.makeArray(t(o.stack)).sort(function(e,i){return(parseInt(t(e).css("zIndex"),10)||0)-(parseInt(t(i).css("zIndex"),10)||0)});a.length&&(n=parseInt(t(a[0]).css("zIndex"),10)||0,t(a).each(function(e){t(this).css("zIndex",n+e)}),this.css("zIndex",n+a.length))}}),t.ui.plugin.add("draggable","zIndex",{start:function(e,i,s){var n=t(i.helper),o=s.options;n.css("zIndex")&&(o._zIndex=n.css("zIndex")),n.css("zIndex",o.zIndex)},stop:function(e,i,s){var n=s.options;n._zIndex&&t(i.helper).css("zIndex",n._zIndex)}}),t.ui.draggable,t.widget("ui.resizable",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"resize",options:{alsoResize:!1,animate:!1,animateDuration:"slow",animateEasing:"swing",aspectRatio:!1,autoHide:!1,classes:{"ui-resizable-se":"ui-icon ui-icon-gripsmall-diagonal-se"},containment:!1,ghost:!1,grid:!1,handles:"e,s,se",helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_num:function(t){return parseFloat(t)||0},_isNumber:function(t){return!isNaN(parseFloat(t))},_hasScroll:function(e,i){if("hidden"===t(e).css("overflow"))return!1;var s=i&&"left"===i?"scrollLeft":"scrollTop",n=!1;return e[s]>0?!0:(e[s]=1,n=e[s]>0,e[s]=0,n)},_create:function(){var e,i=this.options,s=this;this._addClass("ui-resizable"),t.extend(this,{_aspectRatio:!!i.aspectRatio,aspectRatio:i.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:i.helper||i.ghost||i.animate?i.helper||"ui-resizable-helper":null}),this.element[0].nodeName.match(/^(canvas|textarea|input|select|button|img)$/i)&&(this.element.wrap(t("<div class='ui-wrapper' style='overflow: hidden;'></div>").css({position:this.element.css("position"),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css("top"),left:this.element.css("left")})),this.element=this.element.parent().data("ui-resizable",this.element.resizable("instance")),this.elementIsWrapper=!0,e={marginTop:this.originalElement.css("marginTop"),marginRight:this.originalElement.css("marginRight"),marginBottom:this.originalElement.css("marginBottom"),marginLeft:this.originalElement.css("marginLeft")},this.element.css(e),this.originalElement.css("margin",0),this.originalResizeStyle=this.originalElement.css("resize"),this.originalElement.css("resize","none"),this._proportionallyResizeElements.push(this.originalElement.css({position:"static",zoom:1,display:"block"})),this.originalElement.css(e),this._proportionallyResize()),this._setupHandles(),i.autoHide&&t(this.element).on("mouseenter",function(){i.disabled||(s._removeClass("ui-resizable-autohide"),s._handles.show())}).on("mouseleave",function(){i.disabled||s.resizing||(s._addClass("ui-resizable-autohide"),s._handles.hide())}),this._mouseInit()},_destroy:function(){this._mouseDestroy();var e,i=function(e){t(e).removeData("resizable").removeData("ui-resizable").off(".resizable").find(".ui-resizable-handle").remove()};return this.elementIsWrapper&&(i(this.element),e=this.element,this.originalElement.css({position:e.css("position"),width:e.outerWidth(),height:e.outerHeight(),top:e.css("top"),left:e.css("left")}).insertAfter(e),e.remove()),this.originalElement.css("resize",this.originalResizeStyle),i(this.originalElement),this},_setOption:function(t,e){switch(this._super(t,e),t){case"handles":this._removeHandles(),this._setupHandles();break;default:}},_setupHandles:function(){var 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i,s,n=!1;for(i in this.handles)s=t(this.handles[i])[0],(s===e.target||t.contains(s,e.target))&&(n=!0);return!this.options.disabled&&n},_mouseStart:function(e){var i,s,n,o=this.options,a=this.element;return this.resizing=!0,this._renderProxy(),i=this._num(this.helper.css("left")),s=this._num(this.helper.css("top")),o.containment&&(i+=t(o.containment).scrollLeft()||0,s+=t(o.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:i,top:s},this.size=this._helper?{width:this.helper.width(),height:this.helper.height()}:{width:a.width(),height:a.height()},this.originalSize=this._helper?{width:a.outerWidth(),height:a.outerHeight()}:{width:a.width(),height:a.height()},this.sizeDiff={width:a.outerWidth()-a.width(),height:a.outerHeight()-a.height()},this.originalPosition={left:i,top:s},this.originalMousePosition={left:e.pageX,top:e.pageY},this.aspectRatio="number"==typeof 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t,e=0,i=this.helper||this.element;this._proportionallyResizeElements.length>e;e++)t=this._proportionallyResizeElements[e],this.outerDimensions||(this.outerDimensions=this._getPaddingPlusBorderDimensions(t)),t.css({height:i.height()-this.outerDimensions.height||0,width:i.width()-this.outerDimensions.width||0})},_renderProxy:function(){var e=this.element,i=this.options;this.elementOffset=e.offset(),this._helper?(this.helper=this.helper||t("<div style='overflow:hidden;'></div>"),this._addClass(this.helper,this._helper),this.helper.css({width:this.element.outerWidth(),height:this.element.outerHeight(),position:"absolute",left:this.elementOffset.left+"px",top:this.elementOffset.top+"px",zIndex:++i.zIndex}),this.helper.appendTo("body").disableSelection()):this.helper=this.element},_change:{e:function(t,e){return{width:this.originalSize.width+e}},w:function(t,e){var i=this.originalSize,s=this.originalPosition;return{left:s.left+e,width:i.width-e}},n:function(t,e,i){var 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i=t(this).resizable("instance"),s=i.options,n=i._proportionallyResizeElements,o=n.length&&/textarea/i.test(n[0].nodeName),a=o&&i._hasScroll(n[0],"left")?0:i.sizeDiff.height,r=o?0:i.sizeDiff.width,l={width:i.size.width-r,height:i.size.height-a},h=parseFloat(i.element.css("left"))+(i.position.left-i.originalPosition.left)||null,c=parseFloat(i.element.css("top"))+(i.position.top-i.originalPosition.top)||null;i.element.animate(t.extend(l,c&&h?{top:c,left:h}:{}),{duration:s.animateDuration,easing:s.animateEasing,step:function(){var s={width:parseFloat(i.element.css("width")),height:parseFloat(i.element.css("height")),top:parseFloat(i.element.css("top")),left:parseFloat(i.element.css("left"))};n&&n.length&&t(n[0]).css({width:s.width,height:s.height}),i._updateCache(s),i._propagate("resize",e)}})}}),t.ui.plugin.add("resizable","containment",{start:function(){var e,i,s,n,o,a,r,l=t(this).resizable("instance"),h=l.options,c=l.element,u=h.containment,d=u instanceof t?u.get(0):/parent/.test(u)?c.parent().get(0):u;d&&(l.containerElement=t(d),/document/.test(u)||u===document?(l.containerOffset={left:0,top:0},l.containerPosition={left:0,top:0},l.parentData={element:t(document),left:0,top:0,width:t(document).width(),height:t(document).height()||document.body.parentNode.scrollHeight}):(e=t(d),i=[],t(["Top","Right","Left","Bottom"]).each(function(t,s){i[t]=l._num(e.css("padding"+s))}),l.containerOffset=e.offset(),l.containerPosition=e.position(),l.containerSize={height:e.innerHeight()-i[3],width:e.innerWidth()-i[1]},s=l.containerOffset,n=l.containerSize.height,o=l.containerSize.width,a=l._hasScroll(d,"left")?d.scrollWidth:o,r=l._hasScroll(d)?d.scrollHeight:n,l.parentData={element:d,left:s.left,top:s.top,width:a,height:r}))},resize:function(e){var i,s,n,o,a=t(this).resizable("instance"),r=a.options,l=a.containerOffset,h=a.position,c=a._aspectRatio||e.shiftKey,u={top:0,left:0},d=a.containerElement,p=!0;d[0]!==document&&/static/.test(d.css("position"))&&(u=l),h.left<(a._helper?l.left:0)&&(a.size.width=a.size.width+(a._helper?a.position.left-l.left:a.position.left-u.left),c&&(a.size.height=a.size.width/a.aspectRatio,p=!1),a.position.left=r.helper?l.left:0),h.top<(a._helper?l.top:0)&&(a.size.height=a.size.height+(a._helper?a.position.top-l.top:a.position.top),c&&(a.size.width=a.size.height*a.aspectRatio,p=!1),a.position.top=a._helper?l.top:0),n=a.containerElement.get(0)===a.element.parent().get(0),o=/relative|absolute/.test(a.containerElement.css("position")),n&&o?(a.offset.left=a.parentData.left+a.position.left,a.offset.top=a.parentData.top+a.position.top):(a.offset.left=a.element.offset().left,a.offset.top=a.element.offset().top),i=Math.abs(a.sizeDiff.width+(a._helper?a.offset.left-u.left:a.offset.left-l.left)),s=Math.abs(a.sizeDiff.height+(a._helper?a.offset.top-u.top:a.offset.top-l.top)),i+a.size.width>=a.parentData.width&&(a.size.width=a.parentData.width-i,c&&(a.size.height=a.size.width/a.aspectRatio,p=!1)),s+a.size.height>=a.parentData.height&&(a.size.height=a.parentData.height-s,c&&(a.size.width=a.size.height*a.aspectRatio,p=!1)),p||(a.position.left=a.prevPosition.left,a.position.top=a.prevPosition.top,a.size.width=a.prevSize.width,a.size.height=a.prevSize.height)},stop:function(){var 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o=/ui-corner-([a-z]){2,6}/g;t.widget("ui.controlgroup",{version:"1.12.1",defaultElement:"<div>",options:{direction:"horizontal",disabled:null,onlyVisible:!0,items:{button:"input[type=button], input[type=submit], input[type=reset], button, a",controlgroupLabel:".ui-controlgroup-label",checkboxradio:"input[type='checkbox'], input[type='radio']",selectmenu:"select",spinner:".ui-spinner-input"}},_create:function(){this._enhance()},_enhance:function(){this.element.attr("role","toolbar"),this.refresh()},_destroy:function(){this._callChildMethod("destroy"),this.childWidgets.removeData("ui-controlgroup-data"),this.element.removeAttr("role"),this.options.items.controlgroupLabel&&this.element.find(this.options.items.controlgroupLabel).find(".ui-controlgroup-label-contents").contents().unwrap()},_initWidgets:function(){var e=this,i=[];t.each(this.options.items,function(s,n){var o,a={};return n?"controlgroupLabel"===s?(o=e.element.find(n),o.each(function(){var 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ui-corner-all",s=this._buildSimpleOptions(e,"label").classes.label;this._removeClass(t,null,i),this._addClass(t,null,s)},_buildSimpleOptions:function(t,e){var i="vertical"===this.options.direction,s={classes:{}};return s.classes[e]={middle:"",first:"ui-corner-"+(i?"top":"left"),last:"ui-corner-"+(i?"bottom":"right"),only:"ui-corner-all"}[t],s},_spinnerOptions:function(t){var e=this._buildSimpleOptions(t,"ui-spinner");return e.classes["ui-spinner-up"]="",e.classes["ui-spinner-down"]="",e},_buttonOptions:function(t){return this._buildSimpleOptions(t,"ui-button")},_checkboxradioOptions:function(t){return this._buildSimpleOptions(t,"ui-checkboxradio-label")},_selectmenuOptions:function(t){var e="vertical"===this.options.direction;return{width:e?"auto":!1,classes:{middle:{"ui-selectmenu-button-open":"","ui-selectmenu-button-closed":""},first:{"ui-selectmenu-button-open":"ui-corner-"+(e?"top":"tl"),"ui-selectmenu-button-closed":"ui-corner-"+(e?"top":"left")},last:{"ui-selectmenu-button-open":e?"":"ui-corner-tr","ui-selectmenu-button-closed":"ui-corner-"+(e?"bottom":"right")},only:{"ui-selectmenu-button-open":"ui-corner-top","ui-selectmenu-button-closed":"ui-corner-all"}}[t]}},_resolveClassesValues:function(e,i){var s={};return t.each(e,function(n){var a=i.options.classes[n]||"";a=t.trim(a.replace(o,"")),s[n]=(a+" "+e[n]).replace(/\s+/g," ")}),s},_setOption:function(t,e){return"direction"===t&&this._removeClass("ui-controlgroup-"+this.options.direction),this._super(t,e),"disabled"===t?(this._callChildMethod(e?"disable":"enable"),void 0):(this.refresh(),void 0)},refresh:function(){var e,i=this;this._addClass("ui-controlgroup ui-controlgroup-"+this.options.direction),"horizontal"===this.options.direction&&this._addClass(null,"ui-helper-clearfix"),this._initWidgets(),e=this.childWidgets,this.options.onlyVisible&&(e=e.filter(":visible")),e.length&&(t.each(["first","last"],function(t,s){var n=e[s]().data("ui-controlgroup-data");if(n&&i["_"+n.widgetName+"Options"]){var o=i["_"+n.widgetName+"Options"](1===e.length?"only":s);o.classes=i._resolveClassesValues(o.classes,n),n.element[n.widgetName](o)}else i._updateCornerClass(e[s](),s)}),this._callChildMethod("refresh"))}}),t.widget("ui.checkboxradio",[t.ui.formResetMixin,{version:"1.12.1",options:{disabled:null,label:null,icon:!0,classes:{"ui-checkboxradio-label":"ui-corner-all","ui-checkboxradio-icon":"ui-corner-all"}},_getCreateOptions:function(){var e,i,s=this,n=this._super()||{};return this._readType(),i=this.element.labels(),this.label=t(i[i.length-1]),this.label.length||t.error("No label found for checkboxradio widget"),this.originalLabel="",this.label.contents().not(this.element[0]).each(function(){s.originalLabel+=3===this.nodeType?t(this).text():this.outerHTML}),this.originalLabel&&(n.label=this.originalLabel),e=this.element[0].disabled,null!=e&&(n.disabled=e),n},_create:function(){var t=this.element[0].checked;this._bindFormResetHandler(),null==this.options.disabled&&(this.options.disabled=this.element[0].disabled),this._setOption("disabled",this.options.disabled),this._addClass("ui-checkboxradio","ui-helper-hidden-accessible"),this._addClass(this.label,"ui-checkboxradio-label","ui-button ui-widget"),"radio"===this.type&&this._addClass(this.label,"ui-checkboxradio-radio-label"),this.options.label&&this.options.label!==this.originalLabel?this._updateLabel():this.originalLabel&&(this.options.label=this.originalLabel),this._enhance(),t&&(this._addClass(this.label,"ui-checkboxradio-checked","ui-state-active"),this.icon&&this._addClass(this.icon,null,"ui-state-hover")),this._on({change:"_toggleClasses",focus:function(){this._addClass(this.label,null,"ui-state-focus ui-visual-focus")},blur:function(){this._removeClass(this.label,null,"ui-state-focus ui-visual-focus")}})},_readType:function(){var e=this.element[0].nodeName.toLowerCase();this.type=this.element[0].type,"input"===e&&/radio|checkbox/.test(this.type)||t.error("Can't create checkboxradio on element.nodeName="+e+" and element.type="+this.type)},_enhance:function(){this._updateIcon(this.element[0].checked)},widget:function(){return this.label},_getRadioGroup:function(){var e,i=this.element[0].name,s="input[name='"+t.ui.escapeSelector(i)+"']";return i?(e=this.form.length?t(this.form[0].elements).filter(s):t(s).filter(function(){return 0===t(this).form().length
+}),e.not(this.element)):t([])},_toggleClasses:function(){var e=this.element[0].checked;this._toggleClass(this.label,"ui-checkboxradio-checked","ui-state-active",e),this.options.icon&&"checkbox"===this.type&&this._toggleClass(this.icon,null,"ui-icon-check ui-state-checked",e)._toggleClass(this.icon,null,"ui-icon-blank",!e),"radio"===this.type&&this._getRadioGroup().each(function(){var e=t(this).checkboxradio("instance");e&&e._removeClass(e.label,"ui-checkboxradio-checked","ui-state-active")})},_destroy:function(){this._unbindFormResetHandler(),this.icon&&(this.icon.remove(),this.iconSpace.remove())},_setOption:function(t,e){return"label"!==t||e?(this._super(t,e),"disabled"===t?(this._toggleClass(this.label,null,"ui-state-disabled",e),this.element[0].disabled=e,void 0):(this.refresh(),void 0)):void 0},_updateIcon:function(e){var i="ui-icon ui-icon-background ";this.options.icon?(this.icon||(this.icon=t("<span>"),this.iconSpace=t("<span> </span>"),this._addClass(this.iconSpace,"ui-checkboxradio-icon-space")),"checkbox"===this.type?(i+=e?"ui-icon-check ui-state-checked":"ui-icon-blank",this._removeClass(this.icon,null,e?"ui-icon-blank":"ui-icon-check")):i+="ui-icon-blank",this._addClass(this.icon,"ui-checkboxradio-icon",i),e||this._removeClass(this.icon,null,"ui-icon-check ui-state-checked"),this.icon.prependTo(this.label).after(this.iconSpace)):void 0!==this.icon&&(this.icon.remove(),this.iconSpace.remove(),delete this.icon)},_updateLabel:function(){var t=this.label.contents().not(this.element[0]);this.icon&&(t=t.not(this.icon[0])),this.iconSpace&&(t=t.not(this.iconSpace[0])),t.remove(),this.label.append(this.options.label)},refresh:function(){var t=this.element[0].checked,e=this.element[0].disabled;this._updateIcon(t),this._toggleClass(this.label,"ui-checkboxradio-checked","ui-state-active",t),null!==this.options.label&&this._updateLabel(),e!==this.options.disabled&&this._setOptions({disabled:e})}}]),t.ui.checkboxradio,t.widget("ui.button",{version:"1.12.1",defaultElement:"<button>",options:{classes:{"ui-button":"ui-corner-all"},disabled:null,icon:null,iconPosition:"beginning",label:null,showLabel:!0},_getCreateOptions:function(){var t,e=this._super()||{};return this.isInput=this.element.is("input"),t=this.element[0].disabled,null!=t&&(e.disabled=t),this.originalLabel=this.isInput?this.element.val():this.element.html(),this.originalLabel&&(e.label=this.originalLabel),e},_create:function(){!this.option.showLabel&!this.options.icon&&(this.options.showLabel=!0),null==this.options.disabled&&(this.options.disabled=this.element[0].disabled||!1),this.hasTitle=!!this.element.attr("title"),this.options.label&&this.options.label!==this.originalLabel&&(this.isInput?this.element.val(this.options.label):this.element.html(this.options.label)),this._addClass("ui-button","ui-widget"),this._setOption("disabled",this.options.disabled),this._enhance(),this.element.is("a")&&this._on({keyup:function(e){e.keyCode===t.ui.keyCode.SPACE&&(e.preventDefault(),this.element[0].click?this.element[0].click():this.element.trigger("click"))}})},_enhance:function(){this.element.is("button")||this.element.attr("role","button"),this.options.icon&&(this._updateIcon("icon",this.options.icon),this._updateTooltip())},_updateTooltip:function(){this.title=this.element.attr("title"),this.options.showLabel||this.title||this.element.attr("title",this.options.label)},_updateIcon:function(e,i){var s="iconPosition"!==e,n=s?this.options.iconPosition:i,o="top"===n||"bottom"===n;this.icon?s&&this._removeClass(this.icon,null,this.options.icon):(this.icon=t("<span>"),this._addClass(this.icon,"ui-button-icon","ui-icon"),this.options.showLabel||this._addClass("ui-button-icon-only")),s&&this._addClass(this.icon,null,i),this._attachIcon(n),o?(this._addClass(this.icon,null,"ui-widget-icon-block"),this.iconSpace&&this.iconSpace.remove()):(this.iconSpace||(this.iconSpace=t("<span> </span>"),this._addClass(this.iconSpace,"ui-button-icon-space")),this._removeClass(this.icon,null,"ui-wiget-icon-block"),this._attachIconSpace(n))},_destroy:function(){this.element.removeAttr("role"),this.icon&&this.icon.remove(),this.iconSpace&&this.iconSpace.remove(),this.hasTitle||this.element.removeAttr("title")},_attachIconSpace:function(t){this.icon[/^(?:end|bottom)/.test(t)?"before":"after"](this.iconSpace)},_attachIcon:function(t){this.element[/^(?:end|bottom)/.test(t)?"append":"prepend"](this.icon)},_setOptions:function(t){var e=void 0===t.showLabel?this.options.showLabel:t.showLabel,i=void 0===t.icon?this.options.icon:t.icon;e||i||(t.showLabel=!0),this._super(t)},_setOption:function(t,e){"icon"===t&&(e?this._updateIcon(t,e):this.icon&&(this.icon.remove(),this.iconSpace&&this.iconSpace.remove())),"iconPosition"===t&&this._updateIcon(t,e),"showLabel"===t&&(this._toggleClass("ui-button-icon-only",null,!e),this._updateTooltip()),"label"===t&&(this.isInput?this.element.val(e):(this.element.html(e),this.icon&&(this._attachIcon(this.options.iconPosition),this._attachIconSpace(this.options.iconPosition)))),this._super(t,e),"disabled"===t&&(this._toggleClass(null,"ui-state-disabled",e),this.element[0].disabled=e,e&&this.element.blur())},refresh:function(){var t=this.element.is("input, button")?this.element[0].disabled:this.element.hasClass("ui-button-disabled");t!==this.options.disabled&&this._setOptions({disabled:t}),this._updateTooltip()}}),t.uiBackCompat!==!1&&(t.widget("ui.button",t.ui.button,{options:{text:!0,icons:{primary:null,secondary:null}},_create:function(){this.options.showLabel&&!this.options.text&&(this.options.showLabel=this.options.text),!this.options.showLabel&&this.options.text&&(this.options.text=this.options.showLabel),this.options.icon||!this.options.icons.primary&&!this.options.icons.secondary?this.options.icon&&(this.options.icons.primary=this.options.icon):this.options.icons.primary?this.options.icon=this.options.icons.primary:(this.options.icon=this.options.icons.secondary,this.options.iconPosition="end"),this._super()},_setOption:function(t,e){return"text"===t?(this._super("showLabel",e),void 0):("showLabel"===t&&(this.options.text=e),"icon"===t&&(this.options.icons.primary=e),"icons"===t&&(e.primary?(this._super("icon",e.primary),this._super("iconPosition","beginning")):e.secondary&&(this._super("icon",e.secondary),this._super("iconPosition","end"))),this._superApply(arguments),void 0)}}),t.fn.button=function(e){return function(){return!this.length||this.length&&"INPUT"!==this[0].tagName||this.length&&"INPUT"===this[0].tagName&&"checkbox"!==this.attr("type")&&"radio"!==this.attr("type")?e.apply(this,arguments):(t.ui.checkboxradio||t.error("Checkboxradio widget missing"),0===arguments.length?this.checkboxradio({icon:!1}):this.checkboxradio.apply(this,arguments))}}(t.fn.button),t.fn.buttonset=function(){return t.ui.controlgroup||t.error("Controlgroup widget missing"),"option"===arguments[0]&&"items"===arguments[1]&&arguments[2]?this.controlgroup.apply(this,[arguments[0],"items.button",arguments[2]]):"option"===arguments[0]&&"items"===arguments[1]?this.controlgroup.apply(this,[arguments[0],"items.button"]):("object"==typeof arguments[0]&&arguments[0].items&&(arguments[0].items={button:arguments[0].items}),this.controlgroup.apply(this,arguments))}),t.ui.button,t.widget("ui.dialog",{version:"1.12.1",options:{appendTo:"body",autoOpen:!0,buttons:[],classes:{"ui-dialog":"ui-corner-all","ui-dialog-titlebar":"ui-corner-all"},closeOnEscape:!0,closeText:"Close",draggable:!0,hide:null,height:"auto",maxHeight:null,maxWidth:null,minHeight:150,minWidth:150,modal:!1,position:{my:"center",at:"center",of:window,collision:"fit",using:function(e){var i=t(this).css(e).offset().top;0>i&&t(this).css("top",e.top-i)}},resizable:!0,show:null,title:null,width:300,beforeClose:null,close:null,drag:null,dragStart:null,dragStop:null,focus:null,open:null,resize:null,resizeStart:null,resizeStop:null},sizeRelatedOptions:{buttons:!0,height:!0,maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0,width:!0},resizableRelatedOptions:{maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0},_create:function(){this.originalCss={display:this.element[0].style.display,width:this.element[0].style.width,minHeight:this.element[0].style.minHeight,maxHeight:this.element[0].style.maxHeight,height:this.element[0].style.height},this.originalPosition={parent:this.element.parent(),index:this.element.parent().children().index(this.element)},this.originalTitle=this.element.attr("title"),null==this.options.title&&null!=this.originalTitle&&(this.options.title=this.originalTitle),this.options.disabled&&(this.options.disabled=!1),this._createWrapper(),this.element.show().removeAttr("title").appendTo(this.uiDialog),this._addClass("ui-dialog-content","ui-widget-content"),this._createTitlebar(),this._createButtonPane(),this.options.draggable&&t.fn.draggable&&this._makeDraggable(),this.options.resizable&&t.fn.resizable&&this._makeResizable(),this._isOpen=!1,this._trackFocus()},_init:function(){this.options.autoOpen&&this.open()},_appendTo:function(){var e=this.options.appendTo;return e&&(e.jquery||e.nodeType)?t(e):this.document.find(e||"body").eq(0)},_destroy:function(){var t,e=this.originalPosition;this._untrackInstance(),this._destroyOverlay(),this.element.removeUniqueId().css(this.originalCss).detach(),this.uiDialog.remove(),this.originalTitle&&this.element.attr("title",this.originalTitle),t=e.parent.children().eq(e.index),t.length&&t[0]!==this.element[0]?t.before(this.element):e.parent.append(this.element)},widget:function(){return this.uiDialog},disable:t.noop,enable:t.noop,close:function(e){var i=this;this._isOpen&&this._trigger("beforeClose",e)!==!1&&(this._isOpen=!1,this._focusedElement=null,this._destroyOverlay(),this._untrackInstance(),this.opener.filter(":focusable").trigger("focus").length||t.ui.safeBlur(t.ui.safeActiveElement(this.document[0])),this._hide(this.uiDialog,this.options.hide,function(){i._trigger("close",e)}))},isOpen:function(){return this._isOpen},moveToTop:function(){this._moveToTop()},_moveToTop:function(e,i){var s=!1,n=this.uiDialog.siblings(".ui-front:visible").map(function(){return+t(this).css("z-index")}).get(),o=Math.max.apply(null,n);return o>=+this.uiDialog.css("z-index")&&(this.uiDialog.css("z-index",o+1),s=!0),s&&!i&&this._trigger("focus",e),s},open:function(){var e=this;return this._isOpen?(this._moveToTop()&&this._focusTabbable(),void 0):(this._isOpen=!0,this.opener=t(t.ui.safeActiveElement(this.document[0])),this._size(),this._position(),this._createOverlay(),this._moveToTop(null,!0),this.overlay&&this.overlay.css("z-index",this.uiDialog.css("z-index")-1),this._show(this.uiDialog,this.options.show,function(){e._focusTabbable(),e._trigger("focus")}),this._makeFocusTarget(),this._trigger("open"),void 0)},_focusTabbable:function(){var t=this._focusedElement;t||(t=this.element.find("[autofocus]")),t.length||(t=this.element.find(":tabbable")),t.length||(t=this.uiDialogButtonPane.find(":tabbable")),t.length||(t=this.uiDialogTitlebarClose.filter(":tabbable")),t.length||(t=this.uiDialog),t.eq(0).trigger("focus")},_keepFocus:function(e){function i(){var e=t.ui.safeActiveElement(this.document[0]),i=this.uiDialog[0]===e||t.contains(this.uiDialog[0],e);i||this._focusTabbable()}e.preventDefault(),i.call(this),this._delay(i)},_createWrapper:function(){this.uiDialog=t("<div>").hide().attr({tabIndex:-1,role:"dialog"}).appendTo(this._appendTo()),this._addClass(this.uiDialog,"ui-dialog","ui-widget ui-widget-content ui-front"),this._on(this.uiDialog,{keydown:function(e){if(this.options.closeOnEscape&&!e.isDefaultPrevented()&&e.keyCode&&e.keyCode===t.ui.keyCode.ESCAPE)return e.preventDefault(),this.close(e),void 0;if(e.keyCode===t.ui.keyCode.TAB&&!e.isDefaultPrevented()){var i=this.uiDialog.find(":tabbable"),s=i.filter(":first"),n=i.filter(":last");e.target!==n[0]&&e.target!==this.uiDialog[0]||e.shiftKey?e.target!==s[0]&&e.target!==this.uiDialog[0]||!e.shiftKey||(this._delay(function(){n.trigger("focus")}),e.preventDefault()):(this._delay(function(){s.trigger("focus")}),e.preventDefault())}},mousedown:function(t){this._moveToTop(t)&&this._focusTabbable()}}),this.element.find("[aria-describedby]").length||this.uiDialog.attr({"aria-describedby":this.element.uniqueId().attr("id")})},_createTitlebar:function(){var e;this.uiDialogTitlebar=t("<div>"),this._addClass(this.uiDialogTitlebar,"ui-dialog-titlebar","ui-widget-header ui-helper-clearfix"),this._on(this.uiDialogTitlebar,{mousedown:function(e){t(e.target).closest(".ui-dialog-titlebar-close")||this.uiDialog.trigger("focus")}}),this.uiDialogTitlebarClose=t("<button type='button'></button>").button({label:t("<a>").text(this.options.closeText).html(),icon:"ui-icon-closethick",showLabel:!1}).appendTo(this.uiDialogTitlebar),this._addClass(this.uiDialogTitlebarClose,"ui-dialog-titlebar-close"),this._on(this.uiDialogTitlebarClose,{click:function(t){t.preventDefault(),this.close(t)}}),e=t("<span>").uniqueId().prependTo(this.uiDialogTitlebar),this._addClass(e,"ui-dialog-title"),this._title(e),this.uiDialogTitlebar.prependTo(this.uiDialog),this.uiDialog.attr({"aria-labelledby":e.attr("id")})},_title:function(t){this.options.title?t.text(this.options.title):t.html("&#160;")},_createButtonPane:function(){this.uiDialogButtonPane=t("<div>"),this._addClass(this.uiDialogButtonPane,"ui-dialog-buttonpane","ui-widget-content ui-helper-clearfix"),this.uiButtonSet=t("<div>").appendTo(this.uiDialogButtonPane),this._addClass(this.uiButtonSet,"ui-dialog-buttonset"),this._createButtons()},_createButtons:function(){var e=this,i=this.options.buttons;return this.uiDialogButtonPane.remove(),this.uiButtonSet.empty(),t.isEmptyObject(i)||t.isArray(i)&&!i.length?(this._removeClass(this.uiDialog,"ui-dialog-buttons"),void 0):(t.each(i,function(i,s){var n,o;s=t.isFunction(s)?{click:s,text:i}:s,s=t.extend({type:"button"},s),n=s.click,o={icon:s.icon,iconPosition:s.iconPosition,showLabel:s.showLabel,icons:s.icons,text:s.text},delete s.click,delete s.icon,delete s.iconPosition,delete s.showLabel,delete s.icons,"boolean"==typeof s.text&&delete s.text,t("<button></button>",s).button(o).appendTo(e.uiButtonSet).on("click",function(){n.apply(e.element[0],arguments)})}),this._addClass(this.uiDialog,"ui-dialog-buttons"),this.uiDialogButtonPane.appendTo(this.uiDialog),void 0)},_makeDraggable:function(){function e(t){return{position:t.position,offset:t.offset}}var i=this,s=this.options;this.uiDialog.draggable({cancel:".ui-dialog-content, .ui-dialog-titlebar-close",handle:".ui-dialog-titlebar",containment:"document",start:function(s,n){i._addClass(t(this),"ui-dialog-dragging"),i._blockFrames(),i._trigger("dragStart",s,e(n))},drag:function(t,s){i._trigger("drag",t,e(s))},stop:function(n,o){var a=o.offset.left-i.document.scrollLeft(),r=o.offset.top-i.document.scrollTop();s.position={my:"left top",at:"left"+(a>=0?"+":"")+a+" "+"top"+(r>=0?"+":"")+r,of:i.window},i._removeClass(t(this),"ui-dialog-dragging"),i._unblockFrames(),i._trigger("dragStop",n,e(o))}})},_makeResizable:function(){function e(t){return{originalPosition:t.originalPosition,originalSize:t.originalSize,position:t.position,size:t.size}}var i=this,s=this.options,n=s.resizable,o=this.uiDialog.css("position"),a="string"==typeof n?n:"n,e,s,w,se,sw,ne,nw";this.uiDialog.resizable({cancel:".ui-dialog-content",containment:"document",alsoResize:this.element,maxWidth:s.maxWidth,maxHeight:s.maxHeight,minWidth:s.minWidth,minHeight:this._minHeight(),handles:a,start:function(s,n){i._addClass(t(this),"ui-dialog-resizing"),i._blockFrames(),i._trigger("resizeStart",s,e(n))},resize:function(t,s){i._trigger("resize",t,e(s))},stop:function(n,o){var a=i.uiDialog.offset(),r=a.left-i.document.scrollLeft(),l=a.top-i.document.scrollTop();s.height=i.uiDialog.height(),s.width=i.uiDialog.width(),s.position={my:"left top",at:"left"+(r>=0?"+":"")+r+" "+"top"+(l>=0?"+":"")+l,of:i.window},i._removeClass(t(this),"ui-dialog-resizing"),i._unblockFrames(),i._trigger("resizeStop",n,e(o))}}).css("position",o)},_trackFocus:function(){this._on(this.widget(),{focusin:function(e){this._makeFocusTarget(),this._focusedElement=t(e.target)}})},_makeFocusTarget:function(){this._untrackInstance(),this._trackingInstances().unshift(this)},_untrackInstance:function(){var e=this._trackingInstances(),i=t.inArray(this,e);-1!==i&&e.splice(i,1)},_trackingInstances:function(){var t=this.document.data("ui-dialog-instances");return t||(t=[],this.document.data("ui-dialog-instances",t)),t},_minHeight:function(){var t=this.options;return"auto"===t.height?t.minHeight:Math.min(t.minHeight,t.height)},_position:function(){var t=this.uiDialog.is(":visible");t||this.uiDialog.show(),this.uiDialog.position(this.options.position),t||this.uiDialog.hide()},_setOptions:function(e){var i=this,s=!1,n={};t.each(e,function(t,e){i._setOption(t,e),t in i.sizeRelatedOptions&&(s=!0),t in i.resizableRelatedOptions&&(n[t]=e)}),s&&(this._size(),this._position()),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option",n)},_setOption:function(e,i){var s,n,o=this.uiDialog;"disabled"!==e&&(this._super(e,i),"appendTo"===e&&this.uiDialog.appendTo(this._appendTo()),"buttons"===e&&this._createButtons(),"closeText"===e&&this.uiDialogTitlebarClose.button({label:t("<a>").text(""+this.options.closeText).html()}),"draggable"===e&&(s=o.is(":data(ui-draggable)"),s&&!i&&o.draggable("destroy"),!s&&i&&this._makeDraggable()),"position"===e&&this._position(),"resizable"===e&&(n=o.is(":data(ui-resizable)"),n&&!i&&o.resizable("destroy"),n&&"string"==typeof i&&o.resizable("option","handles",i),n||i===!1||this._makeResizable()),"title"===e&&this._title(this.uiDialogTitlebar.find(".ui-dialog-title")))},_size:function(){var t,e,i,s=this.options;this.element.show().css({width:"auto",minHeight:0,maxHeight:"none",height:0}),s.minWidth>s.width&&(s.width=s.minWidth),t=this.uiDialog.css({height:"auto",width:s.width}).outerHeight(),e=Math.max(0,s.minHeight-t),i="number"==typeof s.maxHeight?Math.max(0,s.maxHeight-t):"none","auto"===s.height?this.element.css({minHeight:e,maxHeight:i,height:"auto"}):this.element.height(Math.max(0,s.height-t)),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option","minHeight",this._minHeight())},_blockFrames:function(){this.iframeBlocks=this.document.find("iframe").map(function(){var e=t(this);return t("<div>").css({position:"absolute",width:e.outerWidth(),height:e.outerHeight()}).appendTo(e.parent()).offset(e.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_allowInteraction:function(e){return t(e.target).closest(".ui-dialog").length?!0:!!t(e.target).closest(".ui-datepicker").length},_createOverlay:function(){if(this.options.modal){var e=!0;this._delay(function(){e=!1}),this.document.data("ui-dialog-overlays")||this._on(this.document,{focusin:function(t){e||this._allowInteraction(t)||(t.preventDefault(),this._trackingInstances()[0]._focusTabbable())}}),this.overlay=t("<div>").appendTo(this._appendTo()),this._addClass(this.overlay,null,"ui-widget-overlay ui-front"),this._on(this.overlay,{mousedown:"_keepFocus"}),this.document.data("ui-dialog-overlays",(this.document.data("ui-dialog-overlays")||0)+1)}},_destroyOverlay:function(){if(this.options.modal&&this.overlay){var t=this.document.data("ui-dialog-overlays")-1;t?this.document.data("ui-dialog-overlays",t):(this._off(this.document,"focusin"),this.document.removeData("ui-dialog-overlays")),this.overlay.remove(),this.overlay=null}}}),t.uiBackCompat!==!1&&t.widget("ui.dialog",t.ui.dialog,{options:{dialogClass:""},_createWrapper:function(){this._super(),this.uiDialog.addClass(this.options.dialogClass)},_setOption:function(t,e){"dialogClass"===t&&this.uiDialog.removeClass(this.options.dialogClass).addClass(e),this._superApply(arguments)}}),t.ui.dialog,t.widget("ui.menu",{version:"1.12.1",defaultElement:"<ul>",delay:300,options:{icons:{submenu:"ui-icon-caret-1-e"},items:"> *",menus:"ul",position:{my:"left top",at:"right top"},role:"menu",blur:null,focus:null,select:null},_create:function(){this.activeMenu=this.element,this.mouseHandled=!1,this.element.uniqueId().attr({role:this.options.role,tabIndex:0}),this._addClass("ui-menu","ui-widget ui-widget-content"),this._on({"mousedown .ui-menu-item":function(t){t.preventDefault()},"click .ui-menu-item":function(e){var i=t(e.target),s=t(t.ui.safeActiveElement(this.document[0]));!this.mouseHandled&&i.not(".ui-state-disabled").length&&(this.select(e),e.isPropagationStopped()||(this.mouseHandled=!0),i.has(".ui-menu").length?this.expand(e):!this.element.is(":focus")&&s.closest(".ui-menu").length&&(this.element.trigger("focus",[!0]),this.active&&1===this.active.parents(".ui-menu").length&&clearTimeout(this.timer)))},"mouseenter .ui-menu-item":function(e){if(!this.previousFilter){var i=t(e.target).closest(".ui-menu-item"),s=t(e.currentTarget);i[0]===s[0]&&(this._removeClass(s.siblings().children(".ui-state-active"),null,"ui-state-active"),this.focus(e,s))}},mouseleave:"collapseAll","mouseleave .ui-menu":"collapseAll",focus:function(t,e){var i=this.active||this.element.find(this.options.items).eq(0);e||this.focus(t,i)},blur:function(e){this._delay(function(){var i=!t.contains(this.element[0],t.ui.safeActiveElement(this.document[0]));i&&this.collapseAll(e)})},keydown:"_keydown"}),this.refresh(),this._on(this.document,{click:function(t){this._closeOnDocumentClick(t)&&this.collapseAll(t),this.mouseHandled=!1}})},_destroy:function(){var e=this.element.find(".ui-menu-item").removeAttr("role aria-disabled"),i=e.children(".ui-menu-item-wrapper").removeUniqueId().removeAttr("tabIndex role aria-haspopup");this.element.removeAttr("aria-activedescendant").find(".ui-menu").addBack().removeAttr("role aria-labelledby aria-expanded aria-hidden aria-disabled tabIndex").removeUniqueId().show(),i.children().each(function(){var e=t(this);e.data("ui-menu-submenu-caret")&&e.remove()})},_keydown:function(e){var i,s,n,o,a=!0;switch(e.keyCode){case t.ui.keyCode.PAGE_UP:this.previousPage(e);break;case t.ui.keyCode.PAGE_DOWN:this.nextPage(e);break;case t.ui.keyCode.HOME:this._move("first","first",e);break;case t.ui.keyCode.END:this._move("last","last",e);break;case t.ui.keyCode.UP:this.previous(e);break;case t.ui.keyCode.DOWN:this.next(e);break;case t.ui.keyCode.LEFT:this.collapse(e);break;case t.ui.keyCode.RIGHT:this.active&&!this.active.is(".ui-state-disabled")&&this.expand(e);break;case t.ui.keyCode.ENTER:case t.ui.keyCode.SPACE:this._activate(e);break;case t.ui.keyCode.ESCAPE:this.collapse(e);break;default:a=!1,s=this.previousFilter||"",o=!1,n=e.keyCode>=96&&105>=e.keyCode?""+(e.keyCode-96):String.fromCharCode(e.keyCode),clearTimeout(this.filterTimer),n===s?o=!0:n=s+n,i=this._filterMenuItems(n),i=o&&-1!==i.index(this.active.next())?this.active.nextAll(".ui-menu-item"):i,i.length||(n=String.fromCharCode(e.keyCode),i=this._filterMenuItems(n)),i.length?(this.focus(e,i),this.previousFilter=n,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter}a&&e.preventDefault()},_activate:function(t){this.active&&!this.active.is(".ui-state-disabled")&&(this.active.children("[aria-haspopup='true']").length?this.expand(t):this.select(t))},refresh:function(){var e,i,s,n,o,a=this,r=this.options.icons.submenu,l=this.element.find(this.options.menus);this._toggleClass("ui-menu-icons",null,!!this.element.find(".ui-icon").length),s=l.filter(":not(.ui-menu)").hide().attr({role:this.options.role,"aria-hidden":"true","aria-expanded":"false"}).each(function(){var e=t(this),i=e.prev(),s=t("<span>").data("ui-menu-submenu-caret",!0);a._addClass(s,"ui-menu-icon","ui-icon "+r),i.attr("aria-haspopup","true").prepend(s),e.attr("aria-labelledby",i.attr("id"))}),this._addClass(s,"ui-menu","ui-widget ui-widget-content ui-front"),e=l.add(this.element),i=e.find(this.options.items),i.not(".ui-menu-item").each(function(){var e=t(this);a._isDivider(e)&&a._addClass(e,"ui-menu-divider","ui-widget-content")}),n=i.not(".ui-menu-item, .ui-menu-divider"),o=n.children().not(".ui-menu").uniqueId().attr({tabIndex:-1,role:this._itemRole()}),this._addClass(n,"ui-menu-item")._addClass(o,"ui-menu-item-wrapper"),i.filter(".ui-state-disabled").attr("aria-disabled","true"),this.active&&!t.contains(this.element[0],this.active[0])&&this.blur()},_itemRole:function(){return{menu:"menuitem",listbox:"option"}[this.options.role]},_setOption:function(t,e){if("icons"===t){var i=this.element.find(".ui-menu-icon");this._removeClass(i,null,this.options.icons.submenu)._addClass(i,null,e.submenu)}this._super(t,e)},_setOptionDisabled:function(t){this._super(t),this.element.attr("aria-disabled",t+""),this._toggleClass(null,"ui-state-disabled",!!t)},focus:function(t,e){var i,s,n;this.blur(t,t&&"focus"===t.type),this._scrollIntoView(e),this.active=e.first(),s=this.active.children(".ui-menu-item-wrapper"),this._addClass(s,null,"ui-state-active"),this.options.role&&this.element.attr("aria-activedescendant",s.attr("id")),n=this.active.parent().closest(".ui-menu-item").children(".ui-menu-item-wrapper"),this._addClass(n,null,"ui-state-active"),t&&"keydown"===t.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=e.children(".ui-menu"),i.length&&t&&/^mouse/.test(t.type)&&this._startOpening(i),this.activeMenu=e.parent(),this._trigger("focus",t,{item:e})},_scrollIntoView:function(e){var i,s,n,o,a,r;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],"borderTopWidth"))||0,s=parseFloat(t.css(this.activeMenu[0],"paddingTop"))||0,n=e.offset().top-this.activeMenu.offset().top-i-s,o=this.activeMenu.scrollTop(),a=this.activeMenu.height(),r=e.outerHeight(),0>n?this.activeMenu.scrollTop(o+n):n+r>a&&this.activeMenu.scrollTop(o+n-a+r))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this._removeClass(this.active.children(".ui-menu-item-wrapper"),null,"ui-state-active"),this._trigger("blur",t,{item:this.active}),this.active=null)},_startOpening:function(t){clearTimeout(this.timer),"true"===t.attr("aria-hidden")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(".ui-menu").not(e.parents(".ui-menu")).hide().attr("aria-hidden","true"),e.show().removeAttr("aria-hidden").attr("aria-expanded","true").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var s=i?this.element:t(e&&e.target).closest(this.element.find(".ui-menu"));s.length||(s=this.element),this._close(s),this.blur(e),this._removeClass(s.find(".ui-state-active"),null,"ui-state-active"),this.activeMenu=s},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(".ui-menu").hide().attr("aria-hidden","true").attr("aria-expanded","false")},_closeOnDocumentClick:function(e){return!t(e.target).closest(".ui-menu").length},_isDivider:function(t){return!/[^\-\u2014\u2013\s]/.test(t.text())},collapse:function(t){var e=this.active&&this.active.parent().closest(".ui-menu-item",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(".ui-menu ").find(this.options.items).first();e&&e.length&&(this._open(e.parent()),this._delay(function(){this.focus(t,e)}))},next:function(t){this._move("next","first",t)},previous:function(t){this._move("prev","last",t)},isFirstItem:function(){return this.active&&!this.active.prevAll(".ui-menu-item").length},isLastItem:function(){return this.active&&!this.active.nextAll(".ui-menu-item").length},_move:function(t,e,i){var s;this.active&&(s="first"===t||"last"===t?this.active["first"===t?"prevAll":"nextAll"](".ui-menu-item").eq(-1):this.active[t+"All"](".ui-menu-item").eq(0)),s&&s.length&&this.active||(s=this.activeMenu.find(this.options.items)[e]()),this.focus(i,s)},nextPage:function(e){var i,s,n;return this.active?(this.isLastItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.nextAll(".ui-menu-item").each(function(){return i=t(this),0>i.offset().top-s-n}),this.focus(e,i)):this.focus(e,this.activeMenu.find(this.options.items)[this.active?"last":"first"]())),void 0):(this.next(e),void 0)},previousPage:function(e){var i,s,n;return this.active?(this.isFirstItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.prevAll(".ui-menu-item").each(function(){return i=t(this),i.offset().top-s+n>0}),this.focus(e,i)):this.focus(e,this.activeMenu.find(this.options.items).first())),void 0):(this.next(e),void 0)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop("scrollHeight")},select:function(e){this.active=this.active||t(e.target).closest(".ui-menu-item");var i={item:this.active};this.active.has(".ui-menu").length||this.collapseAll(e,!0),this._trigger("select",e,i)},_filterMenuItems:function(e){var i=e.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&"),s=RegExp("^"+i,"i");return this.activeMenu.find(this.options.items).filter(".ui-menu-item").filter(function(){return s.test(t.trim(t(this).children(".ui-menu-item-wrapper").text()))})}}),t.widget("ui.slider",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"slide",options:{animate:!1,classes:{"ui-slider":"ui-corner-all","ui-slider-handle":"ui-corner-all","ui-slider-range":"ui-corner-all ui-widget-header"},distance:0,max:100,min:0,orientation:"horizontal",range:!1,step:1,value:0,values:null,change:null,slide:null,start:null,stop:null},numPages:5,_create:function(){this._keySliding=!1,this._mouseSliding=!1,this._animateOff=!0,this._handleIndex=null,this._detectOrientation(),this._mouseInit(),this._calculateNewMax(),this._addClass("ui-slider ui-slider-"+this.orientation,"ui-widget 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s={handle:this.handles[t],handleIndex:t,value:void 0!==e?e:this.value()};return this._hasMultipleValues()&&(s.value=void 0!==e?e:this.values(t),s.values=i||this.values()),s},_hasMultipleValues:function(){return this.options.values&&this.options.values.length},_start:function(t,e){return this._trigger("start",t,this._uiHash(e))},_slide:function(t,e,i){var s,n,o=this.value(),a=this.values();this._hasMultipleValues()&&(n=this.values(e?0:1),o=this.values(e),2===this.options.values.length&&this.options.range===!0&&(i=0===e?Math.min(n,i):Math.max(n,i)),a[e]=i),i!==o&&(s=this._trigger("slide",t,this._uiHash(e,i,a)),s!==!1&&(this._hasMultipleValues()?this.values(e,i):this.value(i)))},_stop:function(t,e){this._trigger("stop",t,this._uiHash(e))},_change:function(t,e){this._keySliding||this._mouseSliding||(this._lastChangedValue=e,this._trigger("change",t,this._uiHash(e)))},value:function(t){return arguments.length?(this.options.value=this._trimAlignValue(t),this._refreshValue(),this._change(null,0),void 0):this._value()},values:function(e,i){var s,n,o;if(arguments.length>1)return this.options.values[e]=this._trimAlignValue(i),this._refreshValue(),this._change(null,e),void 0;if(!arguments.length)return this._values();if(!t.isArray(arguments[0]))return this._hasMultipleValues()?this._values(e):this.value();for(s=this.options.values,n=arguments[0],o=0;s.length>o;o+=1)s[o]=this._trimAlignValue(n[o]),this._change(null,o);this._refreshValue()},_setOption:function(e,i){var s,n=0;switch("range"===e&&this.options.range===!0&&("min"===i?(this.options.value=this._values(0),this.options.values=null):"max"===i&&(this.options.value=this._values(this.options.values.length-1),this.options.values=null)),t.isArray(this.options.values)&&(n=this.options.values.length),this._super(e,i),e){case"orientation":this._detectOrientation(),this._removeClass("ui-slider-horizontal 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t*t*(3*t-2)},Bounce:function(t){for(var e,i=4;((e=Math.pow(2,--i))-1)/11>t;);return 1/Math.pow(4,3-i)-7.5625*Math.pow((3*e-2)/22-t,2)}}),t.each(e,function(e,i){t.easing["easeIn"+e]=i,t.easing["easeOut"+e]=function(t){return 1-i(1-t)},t.easing["easeInOut"+e]=function(t){return.5>t?i(2*t)/2:1-i(-2*t+2)/2}})}(),t.effects,t.effects.define("slide","show",function(e,i){var s,n,o=t(this),a={up:["bottom","top"],down:["top","bottom"],left:["right","left"],right:["left","right"]},r=e.mode,l=e.direction||"left",h="up"===l||"down"===l?"top":"left",c="up"===l||"left"===l,u=e.distance||o["top"===h?"outerHeight":"outerWidth"](!0),d={};t.effects.createPlaceholder(o),s=o.cssClip(),n=o.position()[h],d[h]=(c?-1:1)*u+n,d.clip=o.cssClip(),d.clip[a[l][1]]=d.clip[a[l][0]],"show"===r&&(o.cssClip(d.clip),o.css(h,d[h]),d.clip=s,d[h]=n),o.animate(d,{queue:!1,duration:e.duration,easing:e.easing,complete:i})})});/*
+ * jQuery.fullscreen v0.5.0
+ * https://github.com/private-face/jquery.fullscreen
+ *
+ * Copyright (c) 2012–2014 Vladimir Zhuravlev
+ * Released under the MIT license
+ * https://github.com/private-face/jquery.fullscreen/blob/master/LICENSE
+ *
+ * Date: 2014-12-20
+ **/
+;!function($) {
+function defined(a){return"undefined"!=typeof a}function extend(a,b,c){var d=function(){};d.prototype=b.prototype,a.prototype=new d,a.prototype.constructor=a,b.prototype.constructor=b,a._super=b.prototype,c&&$.extend(a.prototype,c)}function native(a,b){var c;"string"==typeof a&&(b=a,a=document);for(var d=0;d<SUBST.length;++d){b=b.replace(SUBST[d][0],SUBST[d][1]);for(var e=0;e<VENDOR_PREFIXES.length;++e)if(c=VENDOR_PREFIXES[e],c+=0===e?b:b.charAt(0).toUpperCase()+b.substr(1),defined(a[c]))return a[c]}return void 0}var SUBST=[["",""],["exit","cancel"],["screen","Screen"]],VENDOR_PREFIXES=["","o","ms","moz","webkit","webkitCurrent"],ua=navigator.userAgent,fsEnabled=native("fullscreenEnabled"),IS_ANDROID_CHROME=-1!==ua.indexOf("Android")&&-1!==ua.indexOf("Chrome"),IS_NATIVELY_SUPPORTED=!IS_ANDROID_CHROME&&defined(native("fullscreenElement"))&&(!defined(fsEnabled)||fsEnabled===!0),version=$.fn.jquery.split("."),JQ_LT_17=parseInt(version[0])<2&&parseInt(version[1])<7,FullScreenAbstract=function(){this.__options=null,this._fullScreenElement=null,this.__savedStyles={}};FullScreenAbstract.prototype={"native":native,_DEFAULT_OPTIONS:{styles:{boxSizing:"border-box",MozBoxSizing:"border-box",WebkitBoxSizing:"border-box"},toggleClass:null},__documentOverflow:"",__htmlOverflow:"",_preventDocumentScroll:function(){this.__documentOverflow=document.body.style.overflow,this.__htmlOverflow=document.documentElement.style.overflow,$(this._fullScreenElement).is("body, html")||$("body, html").css("overflow","hidden")},_allowDocumentScroll:function(){document.body.style.overflow=this.__documentOverflow,document.documentElement.style.overflow=this.__htmlOverflow},_fullScreenChange:function(){this.__options&&(this.isFullScreen()?(this._preventDocumentScroll(),this._triggerEvents()):(this._allowDocumentScroll(),this._revertStyles(),this._triggerEvents(),this._fullScreenElement=null))},_fullScreenError:function(a){this.__options&&(this._revertStyles(),this._fullScreenElement=null,a&&$(document).trigger("fscreenerror",[a]))},_triggerEvents:function(){$(this._fullScreenElement).trigger(this.isFullScreen()?"fscreenopen":"fscreenclose"),$(document).trigger("fscreenchange",[this.isFullScreen(),this._fullScreenElement])},_saveAndApplyStyles:function(){var a=$(this._fullScreenElement);this.__savedStyles={};for(var b in this.__options.styles)this.__savedStyles[b]=this._fullScreenElement.style[b],this._fullScreenElement.style[b]=this.__options.styles[b];a.is("body")&&(document.documentElement.style.overflow=this.__options.styles.overflow),this.__options.toggleClass&&a.addClass(this.__options.toggleClass)},_revertStyles:function(){var a=$(this._fullScreenElement);for(var b in this.__options.styles)this._fullScreenElement.style[b]=this.__savedStyles[b];a.is("body")&&(document.documentElement.style.overflow=this.__savedStyles.overflow),this.__options.toggleClass&&a.removeClass(this.__options.toggleClass)},open:function(a,b){a!==this._fullScreenElement&&(this.isFullScreen()&&this.exit(),this._fullScreenElement=a,this.__options=$.extend(!0,{},this._DEFAULT_OPTIONS,b),this._saveAndApplyStyles())},exit:null,isFullScreen:null,isNativelySupported:function(){return IS_NATIVELY_SUPPORTED}};var FullScreenNative=function(){FullScreenNative._super.constructor.apply(this,arguments),this.exit=$.proxy(native("exitFullscreen"),document),this._DEFAULT_OPTIONS=$.extend(!0,{},this._DEFAULT_OPTIONS,{styles:{width:"100%",height:"100%"}}),$(document).bind(this._prefixedString("fullscreenchange")+" MSFullscreenChange",$.proxy(this._fullScreenChange,this)).bind(this._prefixedString("fullscreenerror")+" MSFullscreenError",$.proxy(this._fullScreenError,this))};extend(FullScreenNative,FullScreenAbstract,{VENDOR_PREFIXES:["","o","moz","webkit"],_prefixedString:function(a){return $.map(this.VENDOR_PREFIXES,function(b){return b+a}).join(" ")},open:function(a){FullScreenNative._super.open.apply(this,arguments);var b=native(a,"requestFullscreen");b.call(a)},exit:$.noop,isFullScreen:function(){return null!==native("fullscreenElement")},element:function(){return native("fullscreenElement")}});var FullScreenFallback=function(){FullScreenFallback._super.constructor.apply(this,arguments),this._DEFAULT_OPTIONS=$.extend({},this._DEFAULT_OPTIONS,{styles:{position:"absolute",zIndex:"2147483647",left:0,top:0,bottom:0,right:0}}),this.__delegateKeydownHandler()};extend(FullScreenFallback,FullScreenAbstract,{__isFullScreen:!1,__delegateKeydownHandler:function(){var a=$(document);a.delegate("*","keydown.fullscreen",$.proxy(this.__keydownHandler,this));var b=JQ_LT_17?a.data("events"):$._data(document).events,c=b.keydown;JQ_LT_17?b.live.unshift(b.live.pop()):c.splice(0,0,c.splice(c.delegateCount-1,1)[0])},__keydownHandler:function(a){return this.isFullScreen()&&27===a.which?(this.exit(),!1):!0},_revertStyles:function(){FullScreenFallback._super._revertStyles.apply(this,arguments),this._fullScreenElement.offsetHeight},open:function(){FullScreenFallback._super.open.apply(this,arguments),this.__isFullScreen=!0,this._fullScreenChange()},exit:function(){this.__isFullScreen&&(this.__isFullScreen=!1,this._fullScreenChange())},isFullScreen:function(){return this.__isFullScreen},element:function(){return this.__isFullScreen?this._fullScreenElement:null}}),$.fullscreen=IS_NATIVELY_SUPPORTED?new FullScreenNative:new FullScreenFallback,$.fn.fullscreen=function(a){var b=this[0];return a=$.extend({toggleClass:null,overflow:"hidden"},a),a.styles={overflow:a.overflow},delete a.overflow,b&&$.fullscreen.open(b,a),this};
+}(jQuery);/** vim: et:ts=4:sw=4:sts=4
+ * @license RequireJS 2.3.2 Copyright jQuery Foundation and other contributors.
+ * Released under MIT license, https://github.com/requirejs/requirejs/blob/master/LICENSE
+ */
+var requirejs,require,define;!function(global,setTimeout){var req,s,head,baseElement,dataMain,src,interactiveScript,currentlyAddingScript,mainScript,subPath,version="2.3.2",commentRegExp=/\/\*[\s\S]*?\*\/|([^:"'=]|^)\/\/.*$/gm,cjsRequireRegExp=/[^.]\s*require\s*\(\s*["']([^'"\s]+)["']\s*\)/g,jsSuffixRegExp=/\.js$/,currDirRegExp=/^\.\//,op=Object.prototype,ostring=op.toString,hasOwn=op.hasOwnProperty,isBrowser=!("undefined"==typeof window||"undefined"==typeof navigator||!window.document),isWebWorker=!isBrowser&&"undefined"!=typeof importScripts,readyRegExp=isBrowser&&"PLAYSTATION 3"===navigator.platform?/^complete$/:/^(complete|loaded)$/,defContextName="_",isOpera="undefined"!=typeof opera&&"[object Opera]"===opera.toString(),contexts={},cfg={},globalDefQueue=[],useInteractive=!1;function commentReplace(e,t){return t||""}function isFunction(e){return"[object Function]"===ostring.call(e)}function isArray(e){return"[object Array]"===ostring.call(e)}function each(e,t){var 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executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUICompTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_1){"use strict";var eDwUICompTreeHTMLGenerator=function(_super){__extends(eDwUICompTreeHTMLGenerator,_super);function eDwUICompTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUICompTreeHTMLGenerator.prototype.generateHTMLForTree=function(iConfigNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var childNodes=this.forNodeGetChildren(iConfigNode);if(childNodes.length>0){var childNode=childNodes[0];var classes=this.forNodeHasChildren(childNode)?" edrawings-tree-expanded ":"";var offset=this.computeOffset(iLeftPaddingInPX);generatedHTML+=_super.prototype.generateHTMLForNode.call(this,childNode,offset,classes,iIncludeAllDescendents);generatedHTML+=_super.prototype.generateHTMLForChildNodes.call(this,childNode,false,offset)}return generatedHTML};return eDwUICompTreeHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUICompTreeHTMLGenerator}));define("eDwUIComponentTreePlugin",["require","exports","eDwUICompTreeHTMLGenerator","eDwSelObj","eDwUIUtils","eDwEvents","utils","eDwUIBasePlugin","eDwUIShortcutMenu"],(function(require,exports,eDwUICompTreeHTMLGenerator,eDwSelObj,eDwUIUtils,eDwEvents,utils,eDwUIBasePlugin_1,eDwUIShortcutMenu_1){"use strict";var eDwUIComponentTreePlugin=function(_super){__extends(eDwUIComponentTreePlugin,_super);function eDwUIComponentTreePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-component-tree"};_this=_super.call(this,"ComponentTree",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIComponentTreePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_compPanelID,HTML:"componentpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();eDwUIUtils.hide(this.PluginButtonID,!model.isAssembly());eDwUIUtils.setUIGenerator(c_compPanelID,new eDwUICompTreeHTMLGenerator(this.mViewer,c_compPanelID));this.sync(model.getActiveModelView());return[2]}}))}))};eDwUIComponentTreePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_compPanelID)}};eDwUIComponentTreePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;this.sync(this.mViewer.getModel().getActiveModelView());eDwUIUtils.addPanelModeEvents(c_compPanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,c_compPanelID);this.mUIHTMLEventMgr.addDelegatedEventHandler("#edrawings-component-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var selObjIDHC=eDwUIUtils.getIDHC(eDwUIUtils.getAsJQueryObj(iEvent.target));if(!utils.isNumber(selObjIDHC))return;_this.zoomToFit(_this.mViewer)}));this.mUIHTMLEventMgr.addEventHandler("#component-search-cancel","click",(function(iEvent){$("#edrawings-component-tree-menu "+".edrawings-menu-search-input").val("");eDwUIUtils.searchPanelList(_this.mViewer,eDwUIUtils.getAsJQueryObj(iEvent.target))}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-search-component-input","keyup",(function(iEvent){eDwUIUtils.searchPanelList(_this.mViewer,eDwUIUtils.getAsJQueryObj(iEvent.target))}));eDwUIUtils.addCloseEventHandler(c_compPanelID,this.mUIHTMLEventMgr);this.setAppEvents(true);return true};eDwUIComponentTreePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mUIHTMLEventMgr.removeEventHandlers(c_compPanelID,"click");this.setAppEvents(false);return true};eDwUIComponentTreePlugin.prototype.onInitFullUI=function(iViewer){this.sync(iViewer.getModel().getActiveModelView())};eDwUIComponentTreePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.sync(iNewModelView)};eDwUIComponentTreePlugin.prototype.onSelect=function(iViewer,iSelObjs){var selFunc=function(iViewer,iSelHierNode){eDwUIUtils.expandSelected(iViewer,iSelHierNode);eDwUIUtils.scrollToTreeNode(iSelHierNode,true)};this.processSelections(iViewer,iSelObjs,selFunc)};eDwUIComponentTreePlugin.prototype.onUnselect=function(iViewer,iSelObjs){var unSelFunc=function(iViewer,iSelHierNode){eDwUIUtils.scrollToTreeNode(iSelHierNode,false)};this.processSelections(iViewer,iSelObjs,unSelFunc)};eDwUIComponentTreePlugin.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIComponentTreePlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable);this.addAppObjEvent(eDwEvents.SelectEvent,"onSelect",iEnable);this.addAppObjEvent(eDwEvents.UnselectEvent,"onUnselect",iEnable);this.addAppObjEvent(eDwEvents.NodeAttribChangeEvent,"onNodeAttribChanged",iEnable)};eDwUIComponentTreePlugin.prototype.sync=function(iNewModelView){var listJQ=$(c_compPanelID+" .edrawings-submenu-list");listJQ.empty();var gen=eDwUIUtils.getUIGenerator(c_compPanelID);listJQ.append(gen.generateHTMLForTree(iNewModelView.Hierarchy));eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='item-tree-text']","edrawings-list-selected")};eDwUIComponentTreePlugin.prototype.zoomToFit=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()};eDwUIComponentTreePlugin.prototype.processSelections=function(iViewer,iSelObjsHC,iProcFunc){var model=iViewer.getModel();if(!model.isAssembly())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjsHC_1=iSelObjsHC;_i<iSelObjsHC_1.length;_i++){var selObjHC=iSelObjsHC_1[_i];var selObj=eDwSelObj.extendHCSelObj(selObjHC);var selHierNode=activeModelView.Nodes[selObj.getIDHC()];if(!selHierNode)continue;iProcFunc(iViewer,selHierNode)}};return eDwUIComponentTreePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_compPanelID="#edrawings-component-tree-menu";var c_eventIDSuffix=".edw.tree";return eDwUIComponentTreePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIConfigurationsPlugin",["require","exports","eDwUIModelViewHTMLGenerator","eDwUIUtils","eDwEvents","eDwUIBasePlugin"],(function(require,exports,eDwUIModelViewHTMLGenerator,eDwUIUtils,eDwEvents,eDwUIBasePlugin_1){"use strict";var eDwUIConfigurationsPlugin=function(_super){__extends(eDwUIConfigurationsPlugin,_super);function eDwUIConfigurationsPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-configurations"};_this=_super.call(this,"Configurations",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIConfigurationsPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_configPanelID,HTML:"configpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();eDwUIUtils.hide(this.PluginButtonID,model.isDrawing()||model.getModelViews().length===1&&model.getActiveModelView().Name==="#-^");eDwUIUtils.setUIGenerator(c_configPanelID,new eDwUIModelViewHTMLGenerator(this.mViewer,c_configPanelID));return[2]}}))}))};eDwUIConfigurationsPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_configPanelID)}};eDwUIConfigurationsPlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);this.setAppEvents(true)};eDwUIConfigurationsPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);this.setAppEvents(false)};eDwUIConfigurationsPlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_configPanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var switchModelView=function(iEvent){eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.target));eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-tree-text")};this.mUIHTMLEventMgr.addDelegatedEventHandler(c_configPanelID+" .edrawings-root","click",switchModelView);eDwUIUtils.addCloseEventHandler(c_configPanelID,this.mUIHTMLEventMgr);return true};eDwUIConfigurationsPlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mUIHTMLEventMgr.removeEventHandlers(c_configPanelID,"click");return true};eDwUIConfigurationsPlugin.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.populateModelViewPanel(this.mViewer,c_configPanelID,"config-tree-text")];case 1:_a.sent();this.updateModelViewLists(this.mViewer.getModel().getActiveModelView());return[2]}}))}))})()};eDwUIConfigurationsPlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.updateModelViewLists(iNewModelView)};eDwUIConfigurationsPlugin.prototype.updateModelViewLists=function(iModelView){var elements=$(c_configPanelID).find(".edrawings-submenu-list-item");elements.removeClass("edrawings-list-selected");if(iModelView){eDwUIUtils.updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected")}};eDwUIConfigurationsPlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable)};return eDwUIConfigurationsPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_configPanelID="#edrawings-configurations-menu";var c_eventIDSuffix=".edw.config";return eDwUIConfigurationsPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIExplodePlugin",["require","exports","eDwUIBasePlugin","eDwCommandMgr","eDwCompositeCmd","eDwExplodeCmd","eDwUIUtils","eDwEventMgr","eDwEvents","utils"],(function(require,exports,eDwUIBasePlugin_1,eDwCommandMgr,eDwCompositeCmd,eDwExplodeCmd,eDwUIUtils,eDwEventMgr,eDwEvents_1,utils){"use strict";var eDwUIExplodePlugin=function(_super){__extends(eDwUIExplodePlugin,_super);function eDwUIExplodePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-explode"};_this=_super.call(this,"Explode",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIExplodePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_explodePanelID,HTML:"explodepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();eDwUIUtils.hide(this.PluginButtonID,!this.mViewer.getModel().isAssembly());return[2]}}))}))};eDwUIExplodePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_explodePanelID)}};eDwUIExplodePlugin.prototype.destroy=function(){_super.prototype.destroy.call(this);$("#edrawings-button-explode").off("click.edw");var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.off("touchmove.edw");explodeHandle.off("touchstart.edw");explodeHandle.off("touchend.edw");delete this.mExplodeCmd;delete this.mCompositeExplodeCmd};eDwUIExplodePlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);this.setAppEvents(true)};eDwUIExplodePlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);this.setAppEvents(false)};eDwUIExplodePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_explodePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));this.mCompositeExplodeCmd=new eDwCompositeCmd(this.mViewer);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(this.mCompositeExplodeCmd);this.mCompositeExplodeCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.InitialState=this.mViewer.getExplosionLevel();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.undoSubCmds();this.mViewer.setExplosionLevel(ioCmd.InitialState);return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.redoSubCmds();this.mViewer.setExplosionLevel(ioCmd.FinalState);return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=this.mViewer.getExplosionLevel();return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){delete ioCmd.FinalState;delete ioCmd.InitialState;return[2]}))}))}});var viewer=this.mViewer;var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("option")}catch(iException){explodeSlider.slider({orientation:"vertical",range:"min",min:0,max:10,step:.1,value:viewer.getExplosionLevel(),slide:function(iEvent,iSliderParams){var val=iSliderParams.value;if(utils.isNumber(val))_this.mExplodeCmd.setLevel(val)},start:function(iEvent,iUI){_this.start(cmdMgr)},stop:function(iEvent,iUI){_this.stop(cmdMgr)}});$("#edrawings-explode-up").on("click.edw",(function(){_this.setLevel(cmdMgr,10)}));$("#edrawings-explode-down").on("click.edw",(function(){_this.setLevel(cmdMgr,0)}));var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.on("touchmove.edw",(function(iEvent){var touchEvent=iEvent.originalEvent;if(!(touchEvent instanceof TouchEvent))return;var xPos=touchEvent.touches[0].clientX;var total=explodeSlider.width();var val=10*(xPos-60)/total;val=val>1?1:val;val=val<0?0:val;explodeSlider.slider("value",val);_this.mExplodeCmd.setLevel(val)}));explodeHandle.on("touchstart.edw",(function(iEvent){_this.start(cmdMgr)}));explodeHandle.on("touchend.edw",(function(iEvent){_this.stop(cmdMgr)}))}return true};eDwUIExplodePlugin.prototype.onDeactivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().remove(this.mCompositeExplodeCmd,"commit")];case 1:_a.sent();delete this.mCompositeExplodeCmd;return[2]}}))}))})();return true};eDwUIExplodePlugin.prototype.onExplodeLevelChange=function(iViewer){var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("value",iViewer.getExplosionLevel())}catch(iException){}};eDwUIExplodePlugin.prototype.onResetScene=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.ExplodeLevelChangeEvent)];case 1:_a.sent();return[2]}}))}))})()};eDwUIExplodePlugin.prototype.start=function(ioCmdMgr){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mExplodeCmd=new eDwExplodeCmd(this.mViewer);return[4,ioCmdMgr.add(this.mExplodeCmd)];case 1:_a.sent();return[2]}}))}))})()};eDwUIExplodePlugin.prototype.stop=function(ioCmdMgr){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmdMgr.remove(this.mExplodeCmd,"commit")];case 1:_a.sent();delete this.mExplodeCmd;return[2]}}))}))})()};eDwUIExplodePlugin.prototype.setLevel=function(ioCmdMgr,iLevel){this.start(ioCmdMgr);this.mExplodeCmd.setLevel(iLevel);this.stop(ioCmdMgr)};eDwUIExplodePlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents_1.ResetSceneEvent,"onResetScene",iEnable);this.addAppObjEvent(eDwEvents_1.ExplodeLevelChangeEvent,"onExplodeLevelChange",iEnable)};return eDwUIExplodePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_explodePanelID="#edrawings-explode-menu";var c_eventIDSuffix=".edw.explode";return eDwUIExplodePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIModelViewTabHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_1){"use strict";var eDwUIModelViewTabHTMLGenerator=function(_super){__extends(eDwUIModelViewTabHTMLGenerator,_super);function eDwUIModelViewTabHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewTabHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_1,modelView,modelViewNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];modelViewNode=modelView.Hierarchy;generatedHTML+="<div class='edrawings-config-tab' "+"configname='"+modelView.Name+"'>"+"<span class='config-tab-text' "+this.forNodeGetDataAttributes(modelViewNode)+">"+modelView.Name+"</span></div>"}return[2,generatedHTML]}))}))};eDwUIModelViewTabHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUIModelViewTabHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIModelViewTabHTMLGenerator}));define("eDwUIModelViewTabsPlugin",["require","exports","eDwUIBasePlugin","eDwUIModelViewHTMLGenerator","eDwUIModelViewTabHTMLGenerator","eDwUIUtils","eDwEvents"],(function(require,exports,eDwUIBasePlugin_1,eDwUIModelViewHTMLGenerator,eDwUIModelViewTabHTMLGenerator,eDwUIUtils,eDwEvents){"use strict";var eDwUIModelViewTabsPlugin=function(_super){__extends(eDwUIModelViewTabsPlugin,_super);function eDwUIModelViewTabsPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-confignav"};_this=_super.call(this,"ModelViewTabs",iViewer,buttonInfo,iViewerFeatOpts)||this;return _this}eDwUIModelViewTabsPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_modelViewTabPanelID,HTML:"modelviewtabspanel.html"},{ID:c_modelViewTabNavPanelID,HTML:"configpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();if(!this.mViewer)return[2];eDwUIUtils.hide(c_modelViewTabPanelID,!this.shouldShowTabs());eDwUIUtils.hide(c_modelViewTabNavPanelID+".edrawings-menu-title",true);eDwUIUtils.setUIGenerator(c_modelViewTabNavPanelID,new eDwUIModelViewHTMLGenerator(this.mViewer,c_modelViewTabPanelID));eDwUIUtils.setUIGenerator(c_modelViewTabListID,new eDwUIModelViewTabHTMLGenerator(this.mViewer,c_modelViewTabListID));return[2]}}))}))};eDwUIModelViewTabsPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_modelViewTabNavPanelID)}};eDwUIModelViewTabsPlugin.prototype.addEventHandlers=function(){var _this=this;_super.prototype.addEventHandlers.call(this);this.mUIHTMLEventMgr.addEventHandler("window","resize",(function(iEvent){_this.adjustTabs()}));$(document).on("click.mvtedw",c_modelViewTabPanelID+" .edrawings-config-tab",(function(iEvent){var target=eDwUIUtils.getTarget($(iEvent.target));if(target.hasClass("active-modelview")){return}eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-tab-text")}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-config-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){var contentJQ=$("#edrawings-config-tab-list");if(contentJQ&&contentJQ.length>0){eDwUIUtils.executeScrolling(-l_determineIncrement(contentJQ),0,contentJQ,$("#edrawings-config-bar"))}}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-config-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){var contentJQ=$("#edrawings-config-tab-list");if(contentJQ&&contentJQ.length>0){eDwUIUtils.executeScrolling(l_determineIncrement(contentJQ,false),0,contentJQ,$("#edrawings-config-bar"))}}));eDwUIUtils.enableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-config-tab-list","#edrawings-config-bar");this.setAppEvents(true)};eDwUIModelViewTabsPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);$(document).off("click.mvtedw");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-config-tab-list");this.setAppEvents(false)};eDwUIModelViewTabsPlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_modelViewTabNavPanelID,c_eventIDSuffix);$(document).on("click.mvtedw",c_modelViewTabNavPanelID+" .edrawings-submenu-list-item",(function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-nav-text")}));return true};eDwUIModelViewTabsPlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);return true};eDwUIModelViewTabsPlugin.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var modelViewTabs,genericGen,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:modelViewTabs=$(c_modelViewTabListID);modelViewTabs.empty();genericGen=eDwUIUtils.getUIGenerator(c_modelViewTabListID);gen=genericGen;_b=(_a=modelViewTabs).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);return[4,eDwUIUtils.populateModelViewPanel(this.mViewer,c_modelViewTabNavPanelID,"config-nav-text")];case 2:_c.sent();this.setActiveModelView(iViewer.getModel().getActiveModelView());this.adjustTabs();return[2]}}))}))})()};eDwUIModelViewTabsPlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){$("[class~='edrawings-config-tab']").removeClass("active-modelview");var elements=$(c_modelViewTabNavPanelID).find(".edrawings-submenu-list-item");elements.removeClass("edrawings-list-selected");this.setActiveModelView(iViewer.getModel().getActiveModelView());l_adjustTabs()};eDwUIModelViewTabsPlugin.prototype.onDone=function(iViewer){$(c_modelViewTabListID).empty()};eDwUIModelViewTabsPlugin.prototype.adjustTabs=function(){eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu");if(this.shouldShowTabs()){var configTabBar=$(c_modelViewTabPanelID);var configTabList=$(c_modelViewTabListID);if(configTabList[0].scrollWidth-configTabBar.width()>1){configTabList.removeClass("edrawings-fullwidth").addClass("edrawings-compressed");configTabBar.addClass("edrawings-compressed-tab-list")}else{configTabList.removeClass("edrawings-compressed").addClass("edrawings-fullwidth");configTabBar.removeClass("edrawings-compressed-tab-list")}l_adjustTabs()}};eDwUIModelViewTabsPlugin.prototype.setActiveModelView=function(iNewModelView){eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-tab-text']","active-modelview");eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-nav-text']","edrawings-list-selected")};eDwUIModelViewTabsPlugin.prototype.shouldShowTabs=function(){return this.mViewer?this.mViewer.getModel().getModelViews().length>1:false};eDwUIModelViewTabsPlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.DoneEvent,"onDone",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable)};return eDwUIModelViewTabsPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_modelViewTabPanelID="#edrawings-config-bar";var c_modelViewTabNavPanelID="#edrawings-config-navigation";var c_modelViewTabListID="#edrawings-config-tab-list";var c_eventIDSuffix=".edw.config.navigation";function l_adjustTabs(){var bottomBarJQ=$("#edrawings-config-bar.bottom-bar");var configTablistJQ=bottomBarJQ.find("#edrawings-config-tab-list");if(configTablistJQ.hasClass("edrawings-compressed")){var leftButtonWrapperJQ=bottomBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=bottomBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(configTablistJQ[0].scrollLeft===0){leftButtonWrapperJQ.addClass("edrawings-disabled-button");bottomBarJQ.addClass("edrawings-removed-arrow-left")}else{leftButtonWrapperJQ.removeClass("edrawings-disabled-button");bottomBarJQ.removeClass("edrawings-removed-arrow-left")}if(configTablistJQ[0].scrollWidth-configTablistJQ[0].scrollLeft<=configTablistJQ.children(":last-child").width()){rightButtonWrapperJQ.addClass("edrawings-disabled-button");bottomBarJQ.addClass("edrawings-removed-arrow-right")}else{rightButtonWrapperJQ.removeClass("edrawings-disabled-button");bottomBarJQ.removeClass("edrawings-removed-arrow-right")}eDwUIUtils.scrollToTarget(configTablistJQ.find(".edrawings-config-tab.active-modelview"))}}function l_determineIncrement(iContentJQ,iUseFirstVisible){if(iUseFirstVisible===void 0){iUseFirstVisible=true}var children=iContentJQ.children();var result=children.length>0?children[0].offsetWidth:0;if(iUseFirstVisible){if(iContentJQ[0].scrollLeft>0){var sumOfWidth=0;for(var i=0;i<children.length;i++){sumOfWidth+=children[i].offsetWidth;if(sumOfWidth>=iContentJQ[0].scrollLeft){result=children[i].offsetWidth-(sumOfWidth-iContentJQ[0].scrollLeft);result+=i>0?children[i-1].offsetWidth:0;break}}}}else{var sumOfWidth=0;var contentScrollRight=iContentJQ[0].scrollLeft+iContentJQ.width();for(var i=0;i<children.length;i++){sumOfWidth+=children[i].offsetWidth;if(sumOfWidth>=contentScrollRight){result=sumOfWidth-contentScrollRight;result+=i+1<children.length?children[i+1].offsetWidth:0;break}}}return result}return eDwUIModelViewTabsPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();define("eDwCompXformMgr",["require","exports","eDwMoveOperator","eDwEventMgr","eDwCommandMgr","eDwCompositeCmd","eDwEvents","utils"],(function(require,exports,eDwMoveOperator,eDwEventMgr,eDwCommandMgr,eDwCompositeCmd,eDwEvents_1,Utils){"use strict";var eDwCompXformMgr=function(){function eDwCompXformMgr(iViewer){this.mViewer=iViewer;this.mMoveOp=new eDwMoveOperator(iViewer,iViewer.SelectionMgr);iViewer.OperatorMgr.registerCustomOperator(this.mMoveOp);var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents_1.ModelXformChangeStartEvent,this,c_eventCallbackName);this.mOrigModelXforms={};this.mChangedModelXforms={}}eDwCompXformMgr.prototype.unregister=function(){eDwEventMgr.get().removeEventHandlerObj(eDwEvents_1.ModelXformChangeStartEvent,this,c_eventCallbackName);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMoveOp.OperatorID)};eDwCompXformMgr.prototype.activateMoveOp=function(){var _this=this;if(!this.mMoveOp)return null;this.mCompositeMoveCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeMoveCmd);this.mCompositeMoveCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.InitialState=true;return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmd.undoSubCmds()];case 1:_a.sent();this.resetModelNodeXforms(ioCmd.InitialState);return[2,true]}}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmd.redoSubCmds()];case 1:_a.sent();this.resetModelNodeXforms(ioCmd.FinalState);return[2,true]}}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=false;return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=ioCmd.InitialState=undefined;return[2]}))}))}});var ret=this.mViewer.OperatorMgr.push(this.mMoveOp.OperatorID);return ret?this.mMoveOp:null};eDwCompXformMgr.prototype.deactivateMoveOp=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().remove(this.mCompositeMoveCmd,"commit")];case 1:_a.sent();this.mCompositeMoveCmd=null;return[2,this.mViewer.OperatorMgr.pop()]}}))}))};eDwCompXformMgr.prototype.getModelNodeXform=function(iID){return this.mOrigModelXforms?this.mOrigModelXforms[iID]:null};eDwCompXformMgr.prototype.resetModelNodeXforms=function(iRestoreOrigs){var _this=this;if(iRestoreOrigs===void 0){iRestoreOrigs=true}var modelHC=this.mViewer.getModel().getHCModel();var modelXforms=iRestoreOrigs?this.mOrigModelXforms:this.mChangedModelXforms;Utils.forAll((function(iCompNodeID,iCompXform){if(!_this.mChangedModelXforms[iCompNodeID]){_this.mChangedModelXforms[iCompNodeID]=modelHC.getNodeMatrix(iCompNodeID).copy()}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,modelHC.setNodeMatrix(iCompNodeID,iCompXform.copy())];case 1:_a.sent();return[2]}}))}))})()}),modelXforms)};eDwCompXformMgr.prototype.onModelXformChangeStart=function(iModelNodeID,iModelXform){if(!this.mOrigModelXforms)this.mOrigModelXforms={};if(!this.mOrigModelXforms[iModelNodeID]){this.mOrigModelXforms[iModelNodeID]=iModelXform}};return eDwCompXformMgr}();var c_eventCallbackName="onModelXformChangeStart";return eDwCompXformMgr}));define("eDwMoveComponentCmd",["require","exports","eDwSupportsHistoryCmd","utils"],(function(require,exports,eDwSupportsHistoryCmd,Utils){"use strict";var eDwMoveComponentCmd=function(_super){__extends(eDwMoveComponentCmd,_super);function eDwMoveComponentCmd(iViewer,iComponentData){var _this=_super.call(this,iViewer)||this;_this.mInitialComponentXforms=_this.assignModelXforms(iComponentData);return _this}eDwMoveComponentCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setModelXforms(this.mInitialComponentXforms);return[2,true]}}))}))};eDwMoveComponentCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setModelXforms(this.mFinalComponentXforms);return[2,true]}}))}))};eDwMoveComponentCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.setModelXforms(this.mFinalComponentXforms);return[2]}}))}))};Object.defineProperty(eDwMoveComponentCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwMoveComponentCmd.prototype.setFinalComponentXforms=function(iComponentData){this.mFinalComponentXforms=this.assignModelXforms(iComponentData)};eDwMoveComponentCmd.prototype.setModelXforms=function(iComponentXforms){if(!iComponentXforms)return;var modelHC=this.mViewer.getModel().getHCModel();for(var _i=0,iComponentXforms_1=iComponentXforms;_i<iComponentXforms_1.length;_i++){var compXform=iComponentXforms_1[_i];modelHC.setNodeMatrix(compXform.NodeID,compXform.Xform.copy())}};eDwMoveComponentCmd.prototype.assignModelXforms=function(iComponentData){var componentXforms=[];if(!iComponentData)return componentXforms;Utils.forAll((function(iCompNodeID,iCompData){componentXforms.push({NodeID:iCompNodeID,Xform:iCompData.Xform.copy()})}),iComponentData);return componentXforms};return eDwMoveComponentCmd}(eDwSupportsHistoryCmd);return eDwMoveComponentCmd}));define("eDwMoveOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwCommandMgr","eDwMoveComponentCmd","eDwTypes","eDwEvents","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwCommandMgr,eDwMoveComponentCmd,eDwTypes_1,eDwEvents_2,eDwGeomUtils,utils){"use strict";var eDwMoveOperator=function(_super){__extends(eDwMoveOperator,_super);function eDwMoveOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCompDataLocal=null;_this.mLastMousePt=null;_this.mSelectionEvent=null;_this.mMoveComponentCmd=null;return _this}eDwMoveOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.mSelMgr.unSelectAllObjects();return[2]}}))}))};eDwMoveOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.mSelMgr.unSelectAllObjects();this.mLastDragPt=null;return[2]}}))}))};eDwMoveOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var eventMgr,newlySelObj,selObjIDs;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(!ioMouseEvent)return[2];ioMouseEvent.setHandled(false);eventMgr=eDwEventMgr.get();if(!(this.ActiveMouseButton==="left"||this.ActiveMouseButton==="right"))return[3,3];if(this.mCompDataLocal){console.warn("Component transform already exists")}return[4,eDwBaseSelOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 2:newlySelObj=_a.sent();if(!newlySelObj||!ioMouseEvent.controlDown()){this.mSelMgr.unSelectAllObjects()}if(!newlySelObj)return[2];ioMouseEvent.setHandled(true);this.mSelMgr.append(newlySelObj);if(this.DragPt)console.warn("Still have last drag point");this.DragPt=this.mFirstPt;this.mLastDragPt=this.mFirstPt;this.mLastMousePt=ioMouseEvent.getPosition();this.mCompDataLocal={};selObjIDs=this.mSelMgr.getSelectableIDsHC();selObjIDs.forEach((function(iSelObjID){var model=_this.Viewer.getModel();var modelHC=model.getHCModel();var modelXform=modelHC.getNodeMatrix(iSelObjID);if(!_this.mCompDataLocal[iSelObjID]){_this.mCompDataLocal[iSelObjID]={Xform:null,Bbox:null}}_this.mCompDataLocal[iSelObjID].Xform=modelXform;(function(){return __awaiter(_this,void 0,void 0,(function(){var bboxHC,worldXformHC,invWorldXformHC,localBBoxHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_2.ModelXformChangeStartEvent,iSelObjID,modelXform.copy())];case 1:_a.sent();return[4,model.getBoundingBoxOfIDsHC([iSelObjID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];worldXformHC=modelHC.getNodeNetMatrix(iSelObjID);invWorldXformHC=eDwTypes_1.HC.Matrix.inverse(worldXformHC);localBBoxHC=bboxHC.copy();transformBox(invWorldXformHC,localBBoxHC);this.mCompDataLocal[iSelObjID].Bbox=localBBoxHC;return[2]}}))}))})()}));this.mMoveComponentCmd=new eDwMoveComponentCmd(this.Viewer,this.mCompDataLocal);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().add(this.mMoveComponentCmd)];case 1:_a.sent();return[2]}}))}))})();_a.label=3;case 3:return[2]}}))}))};eDwMoveOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var mousePt,dragVec,deltaPt;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();if(!ioMouseEvent)return[2];ioMouseEvent.setHandled(false);if(utils.isNaN(this.mSelMgr.getLastSelIDHC()))return[2];if(!this.CurrInputInfo)return[2];mousePt=ioMouseEvent.getPosition();switch(this.ActiveMouseButton){case"left":{dragVec=eDwTypes_1.HC.Point3.subtract(this.DragPt,this.mLastDragPt);ioMouseEvent.setHandled(this.dragFree(dragVec));break}case"right":{deltaPt=this.mLastMousePt.subtract(mousePt).scale(-1);ioMouseEvent.setHandled(this.dragOrbit(deltaPt));break}default:break}this.mLastDragPt=this.DragPt;this.mLastMousePt=mousePt;return[2]}}))}))};eDwMoveOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(!(ioMouseEvent&&this.mMoveComponentCmd))return[3,3];this.mMoveComponentCmd.setFinalComponentXforms(this.mCompDataLocal);return[4,eDwCommandMgr.get().remove(this.mMoveComponentCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:ioMouseEvent.setHandled(false);this.mCompDataLocal=null;this.mLastDragPt=null;this.mMoveComponentCmd=null;return[2]}}))}))};eDwMoveOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var selIDHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];ioTouchEvent.setHandled(false);if(this.mSelectionEvent){this.addTouch(ioTouchEvent);ioTouchEvent.setHandled(true);return[2]}return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.CurrInputInfo=null;selIDHC=this.mSelMgr.getLastSelIDHC();if(utils.isNumber(selIDHC)){this.mSelectionEvent={TouchEvent:ioTouchEvent,SelObjIDHC:selIDHC}}return[2]}}))}))};eDwMoveOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var lastTouchInfo,origTouchEvent,curDragPt,dragVec,deltaPt;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];lastTouchInfo=$.extend({},this.getTouchById(ioTouchEvent.getId()));return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent.getHandled())return[2];if(this.CurrTouches.length>2||!this.mSelectionEvent){ioTouchEvent.setHandled(false);return[2]}origTouchEvent=this.mSelectionEvent.TouchEvent;if(ioTouchEvent.getId()===origTouchEvent.getId()){curDragPt=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());dragVec=eDwTypes_1.HC.Point3.subtract(curDragPt,lastTouchInfo.DragPt);this.dragFree(dragVec)}else{deltaPt=eDwTypes_1.HC.Point2.subtract(ioTouchEvent.getPosition(),lastTouchInfo.Pos);this.dragOrbit(deltaPt)}ioTouchEvent.setHandled(true);return[2]}}))}))};eDwMoveOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());if(!(this.mSelectionEvent&&ioTouchEvent.getId()===this.mSelectionEvent.TouchEvent.getId()))return[3,2];return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();this.mSelectionEvent=null;_a.label=2;case 2:return[2]}}))}))};eDwMoveOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_1.HC.EventType.MouseDown||iEventType===eDwTypes_1.HC.EventType.TouchStart};eDwMoveOperator.prototype.dragFree=function(vec){if(!this.CurrInputInfo&&0===this.CurrTouches.length)return false;var modelHC=this.Viewer.getModel().getHCModel();var transMat=new eDwTypes_1.HC.Matrix;transMat.setTranslationComponent(vec.x,vec.y,vec.z);utils.forAll((function(iModelNodeID,ioNodeData){ioNodeData.Xform=eDwTypes_1.HC.Matrix.multiply(ioNodeData.Xform,transMat);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)}),this.mCompDataLocal);return true};eDwMoveOperator.prototype.dragOrbit=function(deltaScrPt){if(!this.CurrInputInfo&&0===this.CurrTouches.length)return false;var view=this.Viewer.getHCView();var model=this.Viewer.getModel();var modelHC=model.getHCModel();var camera=view.getCamera();var projVec=eDwTypes_1.HC.Point3.subtract(camera.getTarget(),camera.getPosition()).normalize();var upVec=camera.getUp().copy().normalize();var dirVec=eDwTypes_1.HC.Point3.cross(upVec,projVec).normalize();utils.forAll((function(iModelNodeID,ioNodeData){if(!ioNodeData.Bbox)return;var xformedCenter=new eDwTypes_1.HC.Point3(0,0,0);ioNodeData.Xform.transform(ioNodeData.Bbox.center(),xformedCenter);var transMat=new eDwTypes_1.HC.Matrix;var revTransMat=new eDwTypes_1.HC.Matrix;revTransMat.setTranslationComponent(-xformedCenter.x,-xformedCenter.y,-xformedCenter.z);transMat.setTranslationComponent(xformedCenter.x,xformedCenter.y,xformedCenter.z);var upAxisRotMat=eDwTypes_1.HC.Matrix.createFromOffAxisRotation(upVec,deltaScrPt.x);var dirAxisRotMat=eDwTypes_1.HC.Matrix.createFromOffAxisRotation(dirVec,-deltaScrPt.y);var rotMatrix=eDwTypes_1.HC.Matrix.multiply(revTransMat,upAxisRotMat);rotMatrix=eDwTypes_1.HC.Matrix.multiply(rotMatrix,dirAxisRotMat);rotMatrix=eDwTypes_1.HC.Matrix.multiply(rotMatrix,transMat);ioNodeData.Xform=eDwTypes_1.HC.Matrix.multiply(ioNodeData.Xform,rotMatrix);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)}),this.mCompDataLocal);return true};return eDwMoveOperator}(eDwBaseSelOperator);function transformBox(iXform,ioBox){iXform.transform(ioBox.min,ioBox.min);iXform.transform(ioBox.max,ioBox.max)}return eDwMoveOperator}));define("eDwUIMoveComponentPlugin",["require","exports","eDwUIBasePlugin","eDwCompXformMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIBasePlugin_1,eDwCompXformMgr,eDwEvents_3,eDwUIUtils){"use strict";var eDwUIMoveComponentPlugin=function(_super){__extends(eDwUIMoveComponentPlugin,_super);function eDwUIMoveComponentPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-move"};_this=_super.call(this,"MoveComponent",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();_this.mCompXformMgr=new eDwCompXformMgr(iViewer);var model=iViewer.getModel();eDwUIUtils.hide(_this.PluginButtonID,!model.isAssembly());return _this}eDwUIMoveComponentPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.init.call(this)];case 1:_a.sent();return[2]}}))}))};eDwUIMoveComponentPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,null)}};eDwUIMoveComponentPlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);_super.prototype.addAppObjEvent.call(this,eDwEvents_3.ResetSceneEvent,"onResetScene",true)};eDwUIMoveComponentPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);_super.prototype.addAppObjEvent.call(this,eDwEvents_3.ResetSceneEvent,"onResetScene",false)};eDwUIMoveComponentPlugin.prototype.onActivate=function(iButtonJQ){if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;this.mCompXformMgr.activateMoveOp();$("#edrawings-canvas")[0].style.cursor="pointer";return true};eDwUIMoveComponentPlugin.prototype.onDeactivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mCompXformMgr.deactivateMoveOp()];case 1:_a.sent();return[2]}}))}))})();$("#edrawings-canvas")[0].style.cursor="default";return true};eDwUIMoveComponentPlugin.prototype.onResetScene=function(iDoReset){this.mCompXformMgr.resetModelNodeXforms(iDoReset)};return eDwUIMoveComponentPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIMoveComponentPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwMeasureEntities",["require","exports","eDwEventMgr","eDwSelObj","eDwTypes","eDwGeomUtils","utils","eDwMeasureEvents"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwTypes_1,eDwGeomUtils,utils,eDwMeasureEvents_1){"use strict";var eDwMeasureEntities=function(_super){__extends(eDwMeasureEntities,_super);function eDwMeasureEntities(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;l_Model=iViewer.getModel();_this.mSelObjs=[];_this.mSelMeasureEntColor=eDwTypes_1.HC.Color.green();_this.mAuxGeoSelected=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate.setImmediateDrawMode(true);_this.mPanelInfo=new MeasurePanelInfo(_this.mAuxGeoSelected);return _this}eDwMeasureEntities.prototype.addEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var success,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:success=true;this.mAuxGeoSelected.reset();subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(!(subEntityInfo.SubEntityTypeName==="Point"))return[3,2];return[4,this.addAllForEntity(iSelObj)];case 1:_a.sent();return[3,7];case 2:if(!(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable))return[3,4];return[4,this.addAllForEntity(iSelObj)];case 3:_a.sent();return[3,7];case 4:if(!(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable))return[3,6];return[4,this.addAllForEntity(iSelObj)];case 5:_a.sent();return[3,7];case 6:this.reset();success=false;_a.label=7;case 7:this.updatePanelResult();return[2,success]}}))}))};eDwMeasureEntities.prototype.addEntityImmediate=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var subEntityInfo,selObjsHC,drawLabels;return __generator(this,(function(_a){switch(_a.label){case 0:if(!(!iSelObj||!eDwMeasureEntities.PointToPoint&&utils.isNumber(this.isItemSelected(iSelObj))))return[3,2];return[4,this.resetImmediateResults()];case 1:_a.sent();return[2,false];case 2:subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);selObjsHC=this.mSelObjs.slice();drawLabels=true;if(subEntityInfo.SubEntityTypeName==="Point"){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else{drawLabels=false}return[4,this.setImmediateResults(selObjsHC,drawLabels)];case 3:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.resetImmediateResults=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setImmediateResults(this.mSelObjs.slice())];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.removeEntityAtIndex=function(idx){return __awaiter(this,void 0,void 0,(function(){var toRemove,updated;return __generator(this,(function(_a){switch(_a.label){case 0:if(idx<0||idx>=this.mSelObjs.length)return[2,null];this.dehighlightAllTemporaryEntity();toRemove=this.mSelObjs[idx];this.mSelObjs.splice(idx,1);if(!utils.isNumber(this.isItemSelected(toRemove))){this.deColorEntity(toRemove)}return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 1:updated=_a.sent();if(!(updated||this.mSelObjs.length===0))return[3,3];return[4,this.resetImmediateResults()];case 2:_a.sent();return[3,4];case 3:this.mAuxGeoImmediate.regeneratePicks(this.mSelObjs);_a.label=4;case 4:this.updatePanelResult();return[2,toRemove]}}))}))};eDwMeasureEntities.prototype.setSelectedEntityColor=function(iColor){this.mSelMeasureEntColor=iColor};eDwMeasureEntities.prototype.setMeasureUnit=function(iUserUnits){var _this=this;this.mViewer.getModel().setUserUnits(iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.resetImmediateResults()];case 1:_a.sent();return[2]}}))}))})();this.mAuxGeoSelected.syncUnits();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePointToPoint=function(iEnable){eDwMeasureEntities.PointToPoint=iEnable;this.reset();this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updateDelta=function(iEnable){eDwMeasureEntities.ShowDelta=iEnable;this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePanelResult=function(){var userUnits=this.mViewer.getModel().getUserUnits();this.mPanelInfo.updatePanelResult(this.mSelObjs,userUnits)};eDwMeasureEntities.prototype.reset=function(){this.deColorAll();this.mAuxGeoSelected.reset();this.mAuxGeoImmediate.reset();this.mSelObjs=[];this.updatePanelResult()};eDwMeasureEntities.prototype.draw=function(){this.mAuxGeoSelected.draw();this.mAuxGeoImmediate.draw()};eDwMeasureEntities.prototype.getClassName=function(){return"eDwMeasureEntities"};eDwMeasureEntities.prototype.isItemSelected=function(iSelObj){if(utils.isNumber(iSelObj.getIDHC())){for(var i=0;i<this.mSelObjs.length;++i){var selObj=this.mSelObjs[i];if(selObj.equals(iSelObj))return i}}return NaN};eDwMeasureEntities.prototype.onDragLabelStart=function(iLabel,iPos){if(utils.isInstanceOf(iLabel,LabelItem)){this.mCurLabel=iLabel;this.mCurLabel.onDragStart(iPos)}};eDwMeasureEntities.prototype.onDragLabelMove=function(iPos){if(this.mCurLabel){this.mCurLabel.onDragMove(iPos);this.mViewer.getHCMarkupManager().refreshMarkup()}};eDwMeasureEntities.prototype.onDragLabelEnd=function(iPos){if(this.mCurLabel)this.mCurLabel.onDragEnd(iPos);this.mCurLabel=null};eDwMeasureEntities.prototype.highlightTemporaryEntityAt=function(iIndex){var _this=this;this.highlightEntityAt(iIndex);this.mAuxGeoSelected.updateInfoLabel(iIndex);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementSelectionEvent,iIndex)];case 1:_a.sent();return[2]}}))}))})()};eDwMeasureEntities.prototype.dehighlightTemporaryEntityAt=function(iIndex){this.highlightEntityAt(iIndex,false);this.mAuxGeoSelected.updateInfoLabel(-1)};eDwMeasureEntities.prototype.dehighlightAllTemporaryEntity=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementDeselectAllEvent)];case 1:_a.sent();return[2]}}))}))})();var n=this.mSelObjs.length;for(var i=0;i<n;++i){this.dehighlightTemporaryEntityAt(i)}};eDwMeasureEntities.getMeasureSelObjID=function(iSelObj){var subEntInfo=eDwSelObj.getSubEntityInfo(iSelObj);return subEntInfo.IsSelectable?eDwSelObj.getSubEntityID(subEntInfo.SubEntity):NaN};eDwMeasureEntities.highlightEntity=function(iSelObj,iModel,iHighlight){if(iHighlight===void 0){iHighlight=true}var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return false;var highlightFunc=null;var modelHC=iModel.getHCModel();var nodeIDHC=iSelObj.getNodeId();if(iSelObj.getFaceEntity()){highlightFunc=modelHC.setNodeFaceHighlighted}else if(iSelObj.getLineEntity()){highlightFunc=modelHC.setNodeLineHighlighted}else if(iSelObj.getPointEntity()){highlightFunc=modelHC.setNodePointHighlighted}if(highlightFunc){highlightFunc.call(modelHC,nodeIDHC,entityID,iHighlight);return true}return false};eDwMeasureEntities.prototype.addObjs=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(eDwMeasureEntities.PointToPoint&&2===this.mSelObjs.length))return[3,2];return[4,this.removeEntityAtIndex(1)];case 1:_a.sent();_a.label=2;case 2:this.mSelObjs.push(iSelObj);return[2]}}))}))};eDwMeasureEntities.prototype.deColorAll=function(){for(var i=0;i<this.mSelObjs.length;++i){this.deColorEntity(this.mSelObjs[i])}};eDwMeasureEntities.prototype.deColorEntity=function(iSelObj){this.colorEntity(iSelObj,false)};eDwMeasureEntities.prototype.colorEntity=function(iSelObj,iChangeColor){if(iChangeColor===void 0){iChangeColor=true}var modelHC=this.mViewer.getModel().getHCModel();var nodeID=iSelObj.getNodeId();var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return;if(iSelObj.getFaceEntity()){if(iChangeColor){modelHC.setNodeFaceColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeFaceColor(nodeID,entityID)}if(iSelObj.getLineEntity()){if(iChangeColor){modelHC.setNodeLineColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeLineColor(nodeID,entityID)}};eDwMeasureEntities.prototype.setImmediateResults=function(iSelObjs,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateResult(iSelObjs,this.mAuxGeoImmediate,iDrawLabels)];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.updateResult=function(iSelObjs,ioAuxGeo,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){var modelHC,selPropsHC,_i,iSelObjs_1,selObj,subEntityInfo,subEntityID,prop,isValid,_a,_b,_c,n,result;return __generator(this,(function(_d){switch(_d.label){case 0:ioAuxGeo.reset();ioAuxGeo.setDrawLabel(iDrawLabels);if(iSelObjs.length){console.debugLog("Measure","Measure - Selected object properties:")}modelHC=this.mViewer.getModel().getHCModel();selPropsHC=[];_i=0,iSelObjs_1=iSelObjs;_d.label=1;case 1:if(!(_i<iSelObjs_1.length))return[3,7];selObj=iSelObjs_1[_i];subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);prop=null;if(!selObj.getLineEntity())return[3,3];return[4,modelHC.getEdgeProperty(selObj.getNodeId(),subEntityID)];case 2:prop=_d.sent();return[3,5];case 3:if(!selObj.getFaceEntity())return[3,5];return[4,modelHC.getFaceProperty(selObj.getNodeId(),subEntityID)];case 4:prop=_d.sent();_d.label=5;case 5:selPropsHC.push(prop);console.debugLog("Measure","Entity properties: "+JSON.stringify(prop));_d.label=6;case 6:_i++;return[3,1];case 7:_c=eDwMeasureEntities.PointToPoint||this.updateSingleVert(iSelObjs)||this.updateSingleEdge(iSelObjs)||this.updateSingleFace(selPropsHC,iSelObjs)||this.updateVertEdge(selPropsHC,iSelObjs,ioAuxGeo);if(_c)return[3,9];return[4,this.updateVertFace(selPropsHC,iSelObjs,ioAuxGeo)];case 8:_c=_d.sent();_d.label=9;case 9:_b=_c||this.updateVertVert(iSelObjs,ioAuxGeo);if(_b)return[3,11];return[4,this.updateEdgeFace(selPropsHC,iSelObjs,ioAuxGeo)];case 10:_b=_d.sent();_d.label=11;case 11:_a=_b;if(_a)return[3,13];return[4,this.updateFaceFace(selPropsHC,iSelObjs,ioAuxGeo)];case 12:_a=_d.sent();_d.label=13;case 13:isValid=_a||this.updateEdgeEdge(selPropsHC,iSelObjs,ioAuxGeo)||this.updateEdges(selPropsHC,iSelObjs,ioAuxGeo);ioAuxGeo.addPickInfo(selPropsHC,iSelObjs,iDrawLabels);n=iSelObjs.length;if(!isValid&&n>0){result=new MeasureResultString("Info","Invalid combination");ioAuxGeo.addMessage(result,iSelObjs[n-1].getPosition(),eDwTypes_1.HC.Color.red())}ioAuxGeo.updateResultLabels();return[2,isValid]}}))}))};eDwMeasureEntities.prototype.updateSingleVert=function(iSelObjs){if(1!==iSelObjs.length)return false;var vertObj=iSelObjs[0];return vertObj.getPointEntity()?true:false};eDwMeasureEntities.prototype.updateSingleEdge=function(iSelObjs){if(1!==iSelObjs.length)return false;var edgeObj=iSelObjs[0];if(edgeObj.getLineEntity())return true;return false};eDwMeasureEntities.prototype.updateSingleFace=function(iSelPropsHC,iSelObjs){if(1!==iSelObjs.length)return false;var faceObj=iSelObjs[0];var faceProp=iSelPropsHC[0];if(!faceObj.getFaceEntity()||!faceProp)return false;if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){return true}else if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){return true}return false};eDwMeasureEntities.prototype.updateVertVert=function(iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getPointEntity()&&iSelObjs[1].getPointEntity()){var vertObj0=iSelObjs[0];var vertObj1=iSelObjs[1];if(vertObj0.equals(vertObj1))return false;iAuxGeo.setByVertexVertex(vertObj0,vertObj1);return true}return false};eDwMeasureEntities.prototype.updateVertEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;var edgeProp=iSelPropsHC[0];var edgeObj=iSelObjs[0];var vertObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getPointEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];vertObj=iSelObjs[0]}if(!vertObj.getPointEntity())return false;if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByVertexLine(vertObj,edgeProp,edgeObj);return true}else if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByVertexCircle(vertObj,edgeProp,edgeObj);return true}return false};eDwMeasureEntities.prototype.updateVertFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var vertObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];vertObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getPointEntity()&&iSelObjs[0].getFaceEntity()){vertObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!vertObj.getPointEntity())return[2,false];if(!(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByVertexPlane(vertObj,faceProp,faceObj,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var edgeProp,edgeObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];edgeProp=iSelPropsHC[0];edgeObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getFaceEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,1];iAuxGeo.setByPlaneLine(faceProp,edgeProp,faceObj,edgeObj);return[2,true];case 1:if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,3];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 2:minDistInfo=_a.sent();iAuxGeo.setByCirclePlane(edgeProp,faceProp,edgeObj,faceObj,minDistInfo);return[2,true];case 3:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(!iSelObjs[0].getLineEntity()||!iSelObjs[1].getLineEntity()){return false}var edgeObj0=iSelObjs[0];var edgeProp0=iSelPropsHC[0];var edgeObj1=iSelObjs[1];var edgeProp1=iSelPropsHC[1];if(edgeObj0.equals(edgeObj1))return false;if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByLineLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleLine(edgeProp1,edgeProp0,edgeObj1,edgeObj0)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByCircleLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleCircle(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}this.updateEdges(iSelPropsHC,iSelObjs,iAuxGeo);return true};eDwMeasureEntities.prototype.updateFaceFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var faceObj0,faceProp0,faceObj1,faceProp1,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];if(!iSelObjs[0].getFaceEntity()||!iSelObjs[1].getFaceEntity()){return[2,false]}faceObj0=iSelObjs[0];faceProp0=iSelPropsHC[0];faceObj1=iSelObjs[1];faceProp1=iSelPropsHC[1];if(faceObj0.equals(faceObj1))return[2,false];if(!faceObj1.getFaceEntity()||!faceProp1)return[2,false];if(!(faceProp0 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByPlanePlane(faceProp1,faceProp0,faceObj1,faceObj0,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdges=function(iSelPropsHC,iSelObjs,ioAuxGeo){var n=iSelObjs.length;var len=0;var ids=[];for(var i=0;i<n;++i){var selPropHC=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj.getLineEntity()||!selPropHC){return false}var lineId=selObj.getLineEntity().getLineId();if(-1!==ids.indexOf(lineId)){return false}ids.push(lineId);if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.LineElement||selPropHC instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){len+=selPropHC.length}else if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){var circularArc=l_getCircularArc(selObj,selPropHC);len+=circularArc.Length}else{return false}}var pos=new eDwTypes_1.HC.Point3(0,0,0);if(n>1){var result=new MeasureResultDistance("Total Length",len);pos=iSelObjs[n-1].getPosition();ioAuxGeo.addOtherResult(result,pos);return true}return false};eDwMeasureEntities.prototype.highlightEntityAt=function(iIndex,iHighlight){if(iHighlight===void 0){iHighlight=true}var n=this.mSelObjs.length;if(iIndex<0||iIndex>=n)return;eDwMeasureEntities.highlightEntity(this.mSelObjs[iIndex],this.mViewer.getModel(),iHighlight)};eDwMeasureEntities.prototype.addAllForEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.addObjs(iSelObj)];case 1:_a.sent();return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 2:_a.sent();return[4,this.resetImmediateResults()];case 3:_a.sent();this.colorEntity(iSelObj);return[2,true]}}))}))};eDwMeasureEntities.PointToPoint=false;eDwMeasureEntities.ShowDelta=false;return eDwMeasureEntities}(eDwTypes_1.HC.Markup.MarkupItem);var LabelItem=function(_super){__extends(LabelItem,_super);function LabelItem(iViewer,iLabel){var _this=_super.call(this)||this;_this.mLabel=iLabel;return _this}LabelItem.prototype.setStringContent=function(){this.mLabel.setStringContent()};LabelItem.prototype.draw=function(){this.mLabel.drawLabel()};LabelItem.prototype.hit=function(iPos){var box=this.mLabel.getLabelBox();if(!box)return false;var xMin=box.Min.x;var xMax=box.Max.x;var yMin=box.Min.y;var yMax=box.Max.y;return iPos.x<=xMax&&iPos.x>=xMin&&iPos.y<=yMax&&iPos.y>=yMin};LabelItem.prototype.onDragStart=function(iPos){this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragMove=function(iPos){var delta=eDwTypes_1.HC.Point2.subtract(iPos,this.mDragPos);var endPos=this.mLabel.getLeaderEndPos();if(!eDwGeomUtils.isValidHCPoint(endPos)||!eDwGeomUtils.isValidHCPoint(delta))return true;endPos.add(delta);this.mLabel.setLeaderEndPos(endPos);this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragEnd=function(iPos){return true};return LabelItem}(eDwTypes_1.HC.Markup.MarkupItem);var MeasureResultItem=function(){function MeasureResultItem(iName){this.mName=iName}Object.defineProperty(MeasureResultItem.prototype,"Value",{get:function(){return":NOVALUE:"},enumerable:false,configurable:true});Object.defineProperty(MeasureResultItem.prototype,"Name",{get:function(){return this.mName},enumerable:false,configurable:true});return MeasureResultItem}();var MeasureResultString=function(_super){__extends(MeasureResultString,_super);function MeasureResultString(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue;return _this}Object.defineProperty(MeasureResultString.prototype,"Value",{get:function(){return this.mValue},enumerable:false,configurable:true});return MeasureResultString}(MeasureResultItem);var MeasureResultNumber=function(_super){__extends(MeasureResultNumber,_super);function MeasureResultNumber(iName,iValueKind){var _this=_super.call(this,iName)||this;_this.mValueKind=iValueKind;return _this}Object.defineProperty(MeasureResultNumber.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue,this.mValueKind)},enumerable:false,configurable:true});return MeasureResultNumber}(MeasureResultItem);var MeasureResultDistance=function(_super){__extends(MeasureResultDistance,_super);function MeasureResultDistance(iName,iValue){var _this=_super.call(this,iName,cLength)||this;_this.mValue=iValue;return _this}return MeasureResultDistance}(MeasureResultNumber);var MeasureResultArea=function(_super){__extends(MeasureResultArea,_super);function MeasureResultArea(iName,iValue){var _this=_super.call(this,iName,"Area")||this;_this.mValue=iValue;return _this}return MeasureResultArea}(MeasureResultNumber);var MeasureResultAngle=function(_super){__extends(MeasureResultAngle,_super);function MeasureResultAngle(iName,iValue){var _this=_super.call(this,iName,"Angle")||this;_this.mValue=iValue;return _this}return MeasureResultAngle}(MeasureResultNumber);var MeasureResultPoint3D=function(_super){__extends(MeasureResultPoint3D,_super);function MeasureResultPoint3D(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue.copy();return _this}Object.defineProperty(MeasureResultPoint3D.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue.x,"Length")+","+l_Model.getValueWithUnit(this.mValue.y,"Length")+","+l_Model.getValueWithUnit(this.mValue.z,"Length")},enumerable:false,configurable:true});return MeasureResultPoint3D}(MeasureResultItem);var MeasureLabelItem=function(){function MeasureLabelItem(iViewer,iResult,iColor){this.mViewer=iViewer;this.mResult=iResult;this.mColor=iColor;this.mNameTextBox=undefined;this.mValueTextBox=undefined;this.mNameBox=undefined;this.mValueBox=undefined}MeasureLabelItem.prototype.drawItem=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();if(this.mNameBox)renderer.drawRectangle(this.mNameBox);if(this.mValueBox)renderer.drawRectangle(this.mValueBox);if(this.mNameTextBox)renderer.drawTextBox(this.mNameTextBox);if(this.mValueTextBox)renderer.drawTextBox(this.mValueTextBox)};MeasureLabelItem.prototype.setPosition=function(ioPos,iNameWidth,iValueWidth){if(!this.mNameBox||!this.mValueBox||!this.mNameTextBox||!this.mValueTextBox){this.mNameBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mNameBox.setFillColor(this.mColor?this.mColor:cGreyColor);this.mValueBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mValueBox.setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mNameTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setStrokeWidth(0);this.mNameTextBox.getTextPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setFillOpacity(0);this.mNameTextBox.getTextPortion().setFontFamily("arial");this.mValueTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mValueTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mValueTextBox.getBoxPortion().setStrokeWidth(0);this.mValueTextBox.getTextPortion().setFillColor(cGreyColor);this.mValueTextBox.getBoxPortion().setFillOpacity(0);this.mValueTextBox.getTextPortion().setFontFamily("arial")}var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=renderer.measureTextBox(this.mNameTextBox);var valueSize=renderer.measureTextBox(this.mValueTextBox);var height=Math.max(nameSize.y,valueSize.y);this.mNameBox.setSize(new eDwTypes_1.HC.Point2(iNameWidth,height));this.mValueBox.setSize(new eDwTypes_1.HC.Point2(iValueWidth,height));var namePos=ioPos.copy();var valuePos=ioPos.copy();valuePos.x+=iNameWidth;this.mNameBox.setPosition(namePos);this.mNameTextBox.setPosition(namePos);this.mValueBox.setPosition(valuePos);this.mValueTextBox.setPosition(valuePos);ioPos.y+=height};MeasureLabelItem.prototype.getWidth=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=this.mNameTextBox?renderer.measureTextBox(this.mNameTextBox):{x:0,y:0};var valueSize=this.mValueTextBox?renderer.measureTextBox(this.mValueTextBox):{x:0,y:0};return{NameWidth:nameSize.x,ValueWidth:valueSize.x}};MeasureLabelItem.prototype.setStringContent=function(){if(this.mNameTextBox){this.mNameTextBox.setTextString(this.mResult.Name)}if(this.mValueTextBox){this.mValueTextBox.setTextString(this.mResult.Value)}};MeasureLabelItem.prototype.getText=function(){return this.mResult.Name+": "+this.mResult.Value};MeasureLabelItem.prototype.getBoundingBox=function(){if(!this.mNameBox||!this.mValueBox){return null}var size1=this.mValueBox.getSize();var posS=this.mNameBox.getPosition().copy();var pos1=this.mValueBox.getPosition();var posE=new eDwTypes_1.HC.Point2(pos1.x+size1.x,pos1.y+size1.y);var min=new eDwTypes_1.HC.Point2(Math.min(posS.x,posE.x),Math.min(posS.y,posE.y));var max=new eDwTypes_1.HC.Point2(Math.max(posS.x,posE.x),Math.max(posS.y,posE.y));return{Min:min,Max:max}};return MeasureLabelItem}();var MeasureBaseLine=function(){function MeasureBaseLine(iViewer,iPntWCHC0,iPntWCHC1,iLineColor){this.mViewer=iViewer;this.mColor=iLineColor||cGreyColor;this.setWCPts(iPntWCHC0,iPntWCHC1)}MeasureBaseLine.prototype.draw=function(){if(!this.isValid())return;if(this.mLine)this.updateLinePts();else this.createHCLine();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawLine(this.mLine)};MeasureBaseLine.prototype.getLineColorHC=function(){return this.mColor};MeasureBaseLine.prototype.getMiddleWCPtHC=function(){var middle=eDwTypes_1.HC.Point3.scale(eDwTypes_1.HC.Point3.add(this.mWCEndPtHC0,this.mWCEndPntHC1),.5);return middle};MeasureBaseLine.prototype.setLineColor=function(iColor){this.mColor=iColor;if(this.mLine)this.setColorOnHCLine(iColor);else this.createHCLine()};MeasureBaseLine.prototype.isValid=function(){return this.mWCEndPtHC0&&this.mWCEndPntHC1&&eDwGeomUtils.isValidHCPoint(this.mWCEndPtHC0)&&eDwGeomUtils.isValidHCPoint(this.mWCEndPntHC1)};MeasureBaseLine.prototype.createHCLine=function(){this.mLine=new eDwTypes_1.HC.Markup.Shape.Line;this.setColorOnHCLine(this.mColor);this.updateLinePts();return this};MeasureBaseLine.prototype.copyFrom=function(iSrcLine){if(iSrcLine.mLine){this.mLine.setStrokeWidth(iSrcLine.mLine.getStrokeWidth());this.mLine.setEndcapType(iSrcLine.mLine.getEndEndcapType());this.mLine.setStartEndcapSize(iSrcLine.mLine.getStartEndcapSize());this.mLine.setEndEndcapSize(iSrcLine.mLine.getEndEndcapSize());this.mLine.setStartEndcapColor(iSrcLine.mLine.getStartEndcapColor());this.mLine.setEndEndcapColor(iSrcLine.mLine.getEndEndcapColor())}this.setWCPts(iSrcLine.mWCEndPtHC0,iSrcLine.mWCEndPntHC1);this.mColor=iSrcLine.mColor};MeasureBaseLine.prototype.setWCPts=function(iWCStartPntHC,iWCEndPntHC){if(!iWCStartPntHC||!iWCEndPntHC||!eDwGeomUtils.isValidHCPoint(iWCStartPntHC)||!eDwGeomUtils.isValidHCPoint(iWCEndPntHC)){console.warn("One or more measure points are invalid");return}this.mWCEndPtHC0=iWCStartPntHC.copy();this.mWCEndPntHC1=iWCEndPntHC.copy()};MeasureBaseLine.prototype.updateLinePts=function(){var viewHC=this.mViewer.getHCView();this.mLine.setP1(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPtHC0)));this.mLine.setP2(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPntHC1)))};MeasureBaseLine.prototype.setColorOnHCLine=function(iColor){this.mLine.setStrokeColor(iColor);this.mLine.setEndEndcapColor(iColor);this.mLine.setStartEndcapColor(iColor)};return MeasureBaseLine}();var MeasureLine=function(_super){__extends(MeasureLine,_super);function MeasureLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLine.prototype.copy=function(){var copy=new MeasureLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setWidthAndEndCapsOnHCLine();return this};MeasureLine.prototype.setWidthAndEndCapsOnHCLine=function(){this.mLine.setStrokeWidth(3);this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.None)};return MeasureLine}(MeasureBaseLine);var MeasureLeaderLine=function(_super){__extends(MeasureLeaderLine,_super);function MeasureLeaderLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLeaderLine.prototype.copy=function(){var copy=new MeasureLeaderLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLeaderLine.prototype.getLeaderStartPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPtHC0)};MeasureLeaderLine.prototype.getLeaderEndPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPntHC1)};MeasureLeaderLine.prototype.setLeaderEndPos=function(iPos){this.setWCPts(this.mWCEndPtHC0,eDwGeomUtils.screenToWorld(iPos,this.mViewer.getHCView()))};MeasureLeaderLine.prototype.setLeaderEnd=function(iPoint){this.mWCEndPntHC1=iPoint.copy()};MeasureLeaderLine.prototype.getLeaderStart=function(){return this.mWCEndPtHC0};return MeasureLeaderLine}(MeasureBaseLine);var MeasureDistLine=function(_super){__extends(MeasureDistLine,_super);function MeasureDistLine(iViewer,iPntHC0,iSelObj0,iPntHC1,iSelObj1,iLineColor,iUseArrowEnds){if(iUseArrowEnds===void 0){iUseArrowEnds=true}var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;_this.mStartSelObj=iSelObj0;_this.mEndSelObj=iSelObj1;_this.mDistColor=iLineColor||cLineDistanceColor;_this.mUseArrowEnds=iUseArrowEnds;if(!_this.isValid())_this.createHCLine();return _this}MeasureDistLine.prototype.copy=function(){var copy=new MeasureDistLine(this.mViewer,this.mWCEndPtHC0,this.mStartSelObj,this.mWCEndPntHC1,this.mEndSelObj,this.getLineColorHC(),this.mUseArrowEnds);copy.copyFrom(this);return copy};MeasureDistLine.prototype.setSelObjEndPts=function(iWCStartPntHC,iStartSelObj,iWCEndPntHC,iEndSelObj){_super.prototype.setWCPts.call(this,iWCStartPntHC,iWCEndPntHC);this.mStartSelObj=iStartSelObj;this.mEndSelObj=iEndSelObj};MeasureDistLine.prototype.getDistance=function(){var localPt0HC=this.mStartSelObj.getAsLocalPoint(this.mWCEndPtHC0);var localPt1HC=this.mEndSelObj.getAsLocalPoint(this.mWCEndPntHC1);return eDwTypes_1.HC.Point3.subtract(localPt0HC,localPt1HC).length()};MeasureDistLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setHCLineAttributes();return this};MeasureDistLine.prototype.setHCLineAttributes=function(){this.mLine.setStrokeWidth(3);if(this.mUseArrowEnds){this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead)}this.mLine.setStartEndcapSize(5);this.mLine.setEndEndcapSize(5);this.mLine.setStartEndcapColor(this.mDistColor);this.mLine.setEndEndcapColor(this.mDistColor);this.mLine.setStrokeColor(this.mDistColor)};return MeasureDistLine}(MeasureBaseLine);var MeasureLabel=function(){function MeasureLabel(iViewer,iPnt3DHC,iDrawEnabled){if(iDrawEnabled===void 0){iDrawEnabled=true}this.mViewer=iViewer;this.mItems=[];this.mDrawEnabled=iDrawEnabled;this.createLeaderIfPointValid(iPnt3DHC,iPnt3DHC)}MeasureLabel.prototype.reset=function(){this.mItems=[]};MeasureLabel.prototype.drawLabel=function(){if(!this.isValid()||!this.mDrawEnabled)return;this.setLabelPosition(this.mLeader.getLeaderEndPos());var n=this.mItems.length;if(0===n)return;this.mLeader.draw();for(var i=0;i<n;++i){this.mItems[i].drawItem()}};MeasureLabel.prototype.addItem=function(iResult,iColor){if(iResult){var item=new MeasureLabelItem(this.mViewer,iResult,iColor);this.mItems.push(item)}return this};MeasureLabel.prototype.setStringContent=function(){var n=this.mItems.length;for(var i=0;i<n;++i){this.mItems[i].setStringContent()}};MeasureLabel.prototype.setLeader=function(iEnd0){var end1=eDwTypes_1.HC.Point3.add(iEnd0,new eDwTypes_1.HC.Point3(1,1,1));this.createLeaderIfPointValid(iEnd0,end1)};MeasureLabel.prototype.getLeaderStartPos=function(){return this.mLeader?this.mLeader.getLeaderStartPos():null};MeasureLabel.prototype.getLeaderEndPos=function(){return this.mLeader?this.mLeader.getLeaderEndPos():null};MeasureLabel.prototype.setLeaderEndPos=function(pos){if(!this.isValid())return;this.setLabelPosition(pos.copy());this.adjustToFitOnScreen();var labelBox=this.getLabelBox();if(!labelBox)return;var leaderPos=new eDwTypes_1.HC.Point2(labelBox.Min.x,labelBox.Min.y);this.mLeader.setLeaderEndPos(leaderPos)};MeasureLabel.prototype.setDefaultEndPos=function(){if(!this.isValid())return false;var start=this.getLeaderStartPos();var end=eDwTypes_1.HC.Point2.add(start,new eDwTypes_1.HC.Point2(30,30));this.setLeaderEndPos(end);return true};MeasureLabel.prototype.getText=function(){this.setStringContent();var n=this.mItems.length;var str=n?this.mItems[0].getText():"";for(var i=1;i<n;++i){str=str+"\n"+this.mItems[i].getText()}return str};MeasureLabel.prototype.getLabelBox=function(){var n=this.mItems.length;if(0===n)return null;var boxes=[];for(var i=0;i<n;++i){var box_1=this.mItems[i].getBoundingBox();if(box_1)boxes.push(box_1)}n=boxes.length;if(!n)return null;var box=boxes[0];var xMin=box.Min.x,xMax=box.Max.x;var yMin=box.Min.y,yMax=box.Max.y;for(var i=1;i<n;++i){var box_2=boxes[i];xMin=Math.min(box_2.Min.x,xMin);yMin=Math.min(box_2.Min.y,yMin);xMax=Math.max(box_2.Max.x,xMax);yMax=Math.max(box_2.Max.y,yMax)}var min=new eDwTypes_1.HC.Point2(xMin,yMin);var max=new eDwTypes_1.HC.Point2(xMax,yMax);return{Min:min,Max:max}};MeasureLabel.prototype.isValid=function(){return this.mLeader?true:false};MeasureLabel.prototype.setLabelPosition=function(iPos){var nameWidth=0,valueWidth=0;for(var _i=0,_a=this.mItems;_i<_a.length;_i++){var item=_a[_i];var itemWidth=item.getWidth();nameWidth=Math.max(nameWidth,itemWidth.NameWidth);valueWidth=Math.max(valueWidth,itemWidth.ValueWidth)}for(var _b=0,_c=this.mItems;_b<_c.length;_b++){var item=_c[_b];item.setPosition(iPos,nameWidth,valueWidth)}};MeasureLabel.prototype.adjustToFitOnScreen=function(){var viewHC=this.mViewer.getHCView();var canvasSize=viewHC.getCanvasSize();var bbox2D=this.getLabelBox();if(!bbox2D)return;var bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);function adjustPos(iDimension){var adjust=canvasSize[iDimension]-bboxSize[iDimension];adjust=adjust<0?bbox2D.Min[iDimension]:adjust;var newPos=bbox2D.Min.copy();newPos[iDimension]=adjust;return newPos}if(bbox2D.Max.x>canvasSize.x&&bboxSize.x<canvasSize.x){this.setLabelPosition(adjustPos("x"))}if(bbox2D.Max.y>canvasSize.y&&bboxSize.y<canvasSize.y){bbox2D=this.getLabelBox();if(!bbox2D)return;bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);this.setLabelPosition(adjustPos("y"))}};MeasureLabel.prototype.createLeaderIfPointValid=function(iPnt3D0HC,iPnt3D1HC){this.mLeader=null;if(!eDwGeomUtils.isValidHCPoint(iPnt3D0HC)||!eDwGeomUtils.isValidHCPoint(iPnt3D1HC))return;this.mLeader=new MeasureLeaderLine(this.mViewer,iPnt3D0HC,iPnt3D1HC)};Object.defineProperty(MeasureLabel.prototype,"DrawEnabled",{get:function(){return this.mDrawEnabled},enumerable:false,configurable:true});return MeasureLabel}();var MeasureAuxMessage=function(){function MeasureAuxMessage(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxMessage.prototype.reset=function(){this.mLabels=[]};MeasureAuxMessage.prototype.addResult=function(iResult,iStart,iColor){var label=new MeasureLabel(this.mViewer,iStart);label.addItem(iResult,iColor);this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfVertex=function(iVertSelObj){if(!iVertSelObj.getPointEntity())return;var pntHC=iVertSelObj.getPosition();var label=new MeasureLabel(this.mViewer,pntHC);label.addItem(new MeasureResultString(cEntity,cVertex));var coordHC=iVertSelObj.getLocalPoint()||pntHC;label.addItem(new MeasureResultPoint3D(cCoordinate,coordHC));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCurve=function(iLineOrOtherHC,iEdgeSelObj,iEntityValue){if(!iEdgeSelObj.getLineEntity())return;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,iEntityValue));label.addItem(new MeasureResultDistance(cLength,iLineOrOtherHC.length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCircle=function(iCircleOrigHC,iEdgeSelObj){if(!iEdgeSelObj.getLineEntity())return;var circularArc=l_getCircularArc(iEdgeSelObj,iCircleOrigHC);var entityLabel="Circle";var diameterOrRadiusLabel="Diameter";var diameterOrRadius=circularArc.Diameter;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,entityLabel));label.addItem(new MeasureResultPoint3D("Center",circularArc.OriginWCHC));label.addItem(new MeasureResultDistance(diameterOrRadiusLabel,diameterOrRadius));label.addItem(new MeasureResultArea("Area",circularArc.Area));label.addItem(new MeasureResultDistance("Perimeter",circularArc.Length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfPlane=function(iFaceOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iFaceOrigHC instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cPlane));this.mLabels.push(label)}};MeasureAuxMessage.prototype.addIfCylinder=function(iCylinderOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iCylinderOrigHC instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cCylinder));label.addItem(new MeasureResultDistance(cDiameter,2*iCylinderOrigHC.radius));this.mLabels.push(label)}};MeasureAuxMessage.prototype.getLabels=function(){return this.mLabels};MeasureAuxMessage.prototype.countLabels=function(){return this.mLabels.length};MeasureAuxMessage.prototype.getText=function(){var str="";for(var _i=0,_a=this.mLabels;_i<_a.length;_i++){var label=_a[_i];if(str.length)str+="\n\n";str+=label.getText()}return str};return MeasureAuxMessage}();var MeasureAuxDelta=function(){function MeasureAuxDelta(iViewer,iLineColor,iLineNormal){if(iLineNormal===void 0){iLineNormal=false}this.mViewer=iViewer;this.mLineColor=iLineColor;this.mLineNormal=iLineNormal;this.reset();this.mEndGlyph0=new eDwTypes_1.HC.Markup.Shape.Circle;this.mEndGlyph1=new eDwTypes_1.HC.Markup.Shape.Circle;this.setPointColor(cAuxDeltaPointFillColor);var widthEdge=3;var pointSize=7;this.mEndGlyph0.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph0.setStrokeWidth(widthEdge);this.mEndGlyph0.setRadius(pointSize);this.mEndGlyph1.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph1.setStrokeWidth(widthEdge);this.mEndGlyph1.setRadius(pointSize)}MeasureAuxDelta.prototype.reset=function(){this.mWCPntsHC=[];this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;delete this.mLineDist;delete this.mDelta;this.mSomeCoordsArcCenters=false};MeasureAuxDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureAuxDelta(this.mViewer);auxDeltaCopy.mLineColor=this.mLineColor;auxDeltaCopy.mLineNormal=this.mLineNormal;auxDeltaCopy.mSomeCoordsArcCenters=this.mSomeCoordsArcCenters;auxDeltaCopy.mEndGlyph0.setFillColor(this.mEndGlyph0.getFillColor());auxDeltaCopy.mEndGlyph1.setFillColor(this.mEndGlyph1.getFillColor());auxDeltaCopy.mWCPntsHC=utils.deepCopyArray(this.mWCPntsHC);auxDeltaCopy.mModelSpaceMinDist=this.mModelSpaceMinDist;auxDeltaCopy.mModelSpaceMaxDist=this.mModelSpaceMaxDist;auxDeltaCopy.mLineDist=this.mLineDist?this.mLineDist.copy():undefined;auxDeltaCopy.mDelta=this.mDelta?this.mDelta.copy():undefined;return auxDeltaCopy};MeasureAuxDelta.prototype.getWCDeltaEnds=function(){return this.mWCPntsHC};MeasureAuxDelta.prototype.setWCDeltaEnds=function(iWCPntsHC,iSelObjs){this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;this.mWCPntsHC=utils.deepCopyArray(iWCPntsHC);if(!iWCPntsHC[0].equalsWithTolerance(iWCPntsHC[1],cLengthTol)){var startWCPtHC=iWCPntsHC[0].copy();var endWCPtHC=iWCPntsHC[1].copy();if(this.mDelta){this.mDelta.set(startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}else{this.mDelta=MeasureDelta.create(this.mViewer,startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}if(this.mLineDist){this.mLineDist.setSelObjEndPts(startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1])}else{this.mLineDist=new MeasureDistLine(this.mViewer,startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1],this.mLineColor)}}};MeasureAuxDelta.prototype.draw=function(iImmediateDrawMode){if(this.hasDistance()&&this.mLineDist&&this.mWCPntsHC.length>1){this.mLineDist.draw();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){this.mDelta.draw(iImmediateDrawMode)}var viewHC=this.mViewer.getHCView();this.mEndGlyph0.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[0])));this.mEndGlyph1.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[1])));if(!iImmediateDrawMode){var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawCircle(this.mEndGlyph0);renderer.drawCircle(this.mEndGlyph1)}}};MeasureAuxDelta.prototype.getLabelData=function(){var labelData={};var labelName=this.mLineNormal?cNormalDistance:this.mSomeCoordsArcCenters?cCenterDistance:cDistance;labelData[cDistance]=new MeasureResultDistance(labelName,this.getDistance());var minResultDist=new MeasureResultDistance(cMinDistance,this.mModelSpaceMinDist);if(parseFloat(minResultDist.Value)>0){labelData[cMinDistance]=minResultDist}var maxResultDist=new MeasureResultDistance(cMaxDistance,this.mModelSpaceMaxDist);if(parseFloat(maxResultDist.Value)>0){labelData[cMaxDistance]=maxResultDist}if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){$.extend(labelData,this.mDelta.getLabelData())}return labelData};MeasureAuxDelta.prototype.getLabels=function(){var labels=[];if(this.getDistance()<cLengthTol)return labels;var labelData=this.getLabelData();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}if(this.mLineDist&&this.mLineDist.isValid()){var labelDist=new MeasureLabel(this.mViewer,this.mLineDist.getMiddleWCPtHC());if(labelDist.isValid()){labels.push(labelDist.addItem(labelData[cDistance]))}}return labels};MeasureAuxDelta.prototype.getText=function(){if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){return this.mDelta.getText()}return""};MeasureAuxDelta.prototype.getDelta=function(){return this.mWCPntsHC.length>1&&this.mLineDist?eDwTypes_1.HC.Point3.subtract(this.mWCPntsHC[0],this.mWCPntsHC[1]):eDwTypes_1.HC.Point3.zero()};MeasureAuxDelta.prototype.getDistance=function(){return this.mLineDist?this.mLineDist.getDistance():0};MeasureAuxDelta.prototype.setDistLineColor=function(iColor){this.mLineColor=iColor};MeasureAuxDelta.prototype.setPointColor=function(iColor){this.mEndGlyph0.setFillColor(iColor);this.mEndGlyph1.setFillColor(iColor)};MeasureAuxDelta.prototype.setMinDist=function(iDist){this.mModelSpaceMinDist=iDist};MeasureAuxDelta.prototype.setMaxDist=function(iDist){this.mModelSpaceMaxDist=iDist};Object.defineProperty(MeasureAuxDelta.prototype,"LineNormal",{get:function(){return this.mLineNormal},set:function(iEnable){this.mLineNormal=iEnable},enumerable:false,configurable:true});Object.defineProperty(MeasureAuxDelta.prototype,"SomeCoordsArcCenters",{get:function(){return this.mSomeCoordsArcCenters},set:function(iEnable){this.mSomeCoordsArcCenters=iEnable},enumerable:false,configurable:true});MeasureAuxDelta.prototype.hasDistance=function(){var deltaDist=this.getDistance();return deltaDist>cLengthTol?true:false};return MeasureAuxDelta}();var MeasureDelta=function(){function MeasureDelta(iViewer){this.mViewer=iViewer;this.reset()}MeasureDelta.prototype.set=function(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];this.mLineDeltaMap[cDeltaX].setSelObjEndPts(iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1);this.mLineDeltaMap[cDeltaY].setSelObjEndPts(deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1);this.mLineDeltaMap[cDeltaZ].setSelObjEndPts(deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1)};MeasureDelta.prototype.getLabels=function(){var labelData=this.getLabelData();var numNonZeroLabelData=0;var nonZeroLabelData={};for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var deltaKey=_a[_i];var dist=this.mLineDeltaMap[deltaKey].getDistance();if(dist>cLengthTol){nonZeroLabelData[deltaKey]=labelData[deltaKey];numNonZeroLabelData++}}if(numNonZeroLabelData===1)nonZeroLabelData={};var labels=[];for(var key in nonZeroLabelData){var lineDelta=this.mLineDeltaMap[key];var label=new MeasureLabel(this.mViewer,lineDelta.getMiddleWCPtHC());label.addItem(labelData[key],lineDelta.getLineColorHC());if(label.isValid())labels.push(label)}return labels};MeasureDelta.prototype.draw=function(iImmediateDrawMode){if(this.isDeltaEnabled()){for(var key in this.mLineDeltaMap){var deltaLine=this.mLineDeltaMap[key];if(deltaLine.getDistance()>cLengthTol)deltaLine.draw()}}};MeasureDelta.prototype.reset=function(){this.mLineDeltaMap={}};MeasureDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureDelta(this.mViewer);for(var key in this.mLineDeltaMap){auxDeltaCopy.mLineDeltaMap[key]=this.mLineDeltaMap[key].copy()}return auxDeltaCopy};MeasureDelta.prototype.getLabelData=function(){var labelData={};if(this.isDeltaEnabled()){for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var delta=_a[_i];labelData[delta]=new MeasureResultDistance(delta,this.mLineDeltaMap[delta].getDistance())}}return labelData};MeasureDelta.prototype.getText=function(){if(this.isDeltaEnabled()){var data=this.getLabelData();return"Delta : "+data[cDeltaX].Value+", "+data[cDeltaY].Value+", "+(""+data[cDeltaZ].Value)}return""};MeasureDelta.create=function(iViewer,iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var measureDelta=new MeasureDelta(iViewer);var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];measureDelta.mLineDeltaMap[cDeltaX]=new MeasureDistLine(iViewer,iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1,eDwTypes_1.HC.Color.red(),false);measureDelta.mLineDeltaMap[cDeltaY]=new MeasureDistLine(iViewer,deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1,new eDwTypes_1.HC.Color(0,128,0),false);measureDelta.mLineDeltaMap[cDeltaZ]=new MeasureDistLine(iViewer,deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1,eDwTypes_1.HC.Color.blue(),false);return measureDelta};MeasureDelta.prototype.isDeltaEnabled=function(){return eDwMeasureEntities.ShowDelta&&!!this.mLineDeltaMap[cDeltaX]};return MeasureDelta}();var MeasureAuxDistance=function(){function MeasureAuxDistance(iViewer){this.mViewer=iViewer;this.mDistLine=new MeasureAuxDelta(iViewer);this.mNDistLine=new MeasureAuxDelta(iViewer,cAuxDistanceNormalDistanceLineColor,true);this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]}MeasureAuxDistance.prototype.reset=function(){this.mDistLine.reset();this.mNDistLine.reset();this.mNDistLine.setDistLineColor(cAuxDistanceNormalDistanceLineColor);this.mNDistLine.LineNormal=true;this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]};MeasureAuxDistance.prototype.draw=function(iImmediateDrawMode){if(!this.getLabels().length)return;this.mDistLine.draw(iImmediateDrawMode);this.mNDistLine.draw(iImmediateDrawMode);for(var _i=0,_a=this.mNormalDistExtLines;_i<_a.length;_i++){var normalExtLine=_a[_i];normalExtLine.draw()}};MeasureAuxDistance.prototype.setByPointPoint=function(iWCPntHC0,iSelObj0,iWCPntHC1,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}this.reset();this.mDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iWCPntHC0,iWCPntHC0,iWCPntHC1,iWCPntHC1]);this.avoidDuplication()};MeasureAuxDistance.prototype.setByPointLine=function(iPntWCHC,iSelObj0,iEdgeHC,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}var pickPntWCHC=iSelObj1.getPosition();var endPntsWCHC=l_getLineEndPts(iSelObj1);var vecWCHC=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,endPntsWCHC.P1HC);if(vecWCHC.length()<1e-6)return;vecWCHC.normalize();var k=eDwTypes_1.HC.Point3.dot(eDwTypes_1.HC.Point3.subtract(iPntWCHC,pickPntWCHC),vecWCHC);var basePntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecWCHC0=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,basePntWCHC);var vecWCHC1=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P1HC,basePntWCHC);if(eDwTypes_1.HC.Point3.dot(vecWCHC0,vecWCHC1)<0){this.setByPointPoint(iPntWCHC,iSelObj0,basePntWCHC,iSelObj1,isSomeCoordsArcCenters)}else{this.reset();var pntWCHC=vecWCHC0.length()<vecWCHC1.length()?endPntsWCHC.P0HC.copy():endPntsWCHC.P1HC.copy();this.mDistLine.setWCDeltaEnds([iPntWCHC,pntWCHC],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,basePntWCHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pntWCHC,basePntWCHC]);this.avoidDuplication()}};MeasureAuxDistance.prototype.setByPointPlane=function(iPntWCHC,iSelObj0,iFaceHC,iSelObj1,iMinDistInfo,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}if(!iMinDistInfo)return false;this.reset();var pickWCPntHC=iSelObj1.getPosition();var normWCHC=iFaceHC.normal;normWCHC.normalize();var vecWCHC=eDwTypes_1.HC.Point3.subtract(pickWCPntHC,iPntWCHC);var k=eDwTypes_1.HC.Point3.dot(vecWCHC,normWCHC);var baseWCPntHC=eDwTypes_1.HC.Point3.add(iPntWCHC,eDwTypes_1.HC.Point3.scale(normWCHC,k));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,baseWCPntHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pickWCPntHC,baseWCPntHC]);this.avoidDuplication();return true};MeasureAuxDistance.prototype.setByCircleCircle=function(iCircleHC0,iSelObj0,iCircleHC1,iSelObj1){this.setByPointPoint(iCircleHC0.origin,iSelObj0,iCircleHC1.origin,iSelObj1,true);this.setMinMaxForCircles(iCircleHC0,iCircleHC1)};MeasureAuxDistance.prototype.setByCircleLine=function(iCircleHC,iSelObj0,iLineHC,iSelObj1){this.setByPointLine(iCircleHC.origin,iSelObj0,iLineHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByCirclePlane=function(iCircleHC,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo){return this.setByPointPlane(iCircleHC.origin,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo,true)};MeasureAuxDistance.prototype.setByCirclePoint=function(iCircleHC,iSelObj0,iPointHC,iSelObj1){this.setByPointPoint(iCircleHC.origin,iSelObj0,iPointHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByPlanePlane=function(iFaceHC0,iFaceHC1,iSelObj0,iSelObj1,iMinDistInfo){if(!iMinDistInfo)return false;this.reset();var pickWCPntHC0=iSelObj0.getPosition().copy();var normWCHC0=iFaceHC0.normal;normWCHC0.normalize();var pickWCPntHC1=iSelObj1.getPosition().copy();var normWCHC1=iFaceHC1.normal;normWCHC1.normalize();var angle=iSelObj0.findAngle(iSelObj1);if(0!==angle&&180!==angle){var vecWCHC=eDwTypes_1.HC.Point3.cross(normWCHC0,normWCHC1);var wVecWCHC=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC0);var k0=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(wVecWCHC,normWCHC1);var origWCPntHC0=eDwTypes_1.HC.Point3.add(pickWCPntHC0,wVecWCHC.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC1);var k1=(eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC0)-eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC0))/eDwTypes_1.HC.Point3.dot(wVecHC1,normWCHC0);var origWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC1,wVecHC1.scale(k1));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mNDistLine.setWCDeltaEnds([origWCPntHC0,origWCPntHC0],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([origWCPntHC0,origWCPntHC0,origWCPntHC1,origWCPntHC1]);this.avoidDuplication()}else{var distWCPntHC1=eDwTypes_1.HC.Point3.zero();if(0!==eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1)){var k=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1);distWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC0,eDwTypes_1.HC.Point3.scale(normWCHC0,k))}this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);var distWCPntHC0=pickWCPntHC0.copy();this.mNDistLine.setWCDeltaEnds([distWCPntHC0,distWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([distWCPntHC0,pickWCPntHC0,distWCPntHC1,pickWCPntHC1]);this.avoidDuplication()}return true};MeasureAuxDistance.prototype.setByLinePlane=function(iEdgeHC,iFaceHC,iSelEdgeObj,iSelFaceObj){return __awaiter(this,void 0,void 0,(function(){var pickPntWCHC0,pickPntWCHC1,vecNormWCHC,minDistInfo,distLinePtsWCHC,distLineSelObjs,normDistLinePtsWCHC,normDistLineSelObjs,extendedLinePtsWCHC,angle,plnWCHC,pntOnPlnWCHC,pickVecWCHC,k,scalePickPntWCHC;return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();pickPntWCHC0=iSelEdgeObj.getPosition();pickPntWCHC1=iSelFaceObj.getPosition();vecNormWCHC=iFaceHC.normal;vecNormWCHC.normalize();return[4,eDwSelObj.getMinDistInfo([iEdgeHC,iFaceHC],[iSelEdgeObj,iSelFaceObj],this.mViewer.getModel())];case 1:minDistInfo=_a.sent();distLinePtsWCHC=minDistInfo?[minDistInfo.pos1,minDistInfo.pos2]:[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelFaceObj];normDistLinePtsWCHC=[];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[];angle=iSelEdgeObj.findAngle(iSelFaceObj);if(90===angle||270===angle){plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(pickPntWCHC1,vecNormWCHC);pntOnPlnWCHC=eDwGeomUtils.dropPointOnPlane(pickPntWCHC0,plnWCHC);normDistLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];if(eDwTypes_1.HC.Point3.distance(pntOnPlnWCHC,pickPntWCHC0)){normDistLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0]}extendedLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0,pickPntWCHC1,pickPntWCHC1]}else{pickVecWCHC=eDwTypes_1.HC.Point3.subtract(pickPntWCHC1,pickPntWCHC0);k=eDwTypes_1.HC.Point3.scale(vecNormWCHC,eDwTypes_1.HC.Point3.dot(vecNormWCHC,pickVecWCHC));scalePickPntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC0,k);distLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelEdgeObj];normDistLinePtsWCHC=[pickPntWCHC0,scalePickPntWCHC];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0,scalePickPntWCHC,pickPntWCHC1]}this.mDistLine.setWCDeltaEnds(distLinePtsWCHC,distLineSelObjs);this.mNDistLine.setWCDeltaEnds(normDistLinePtsWCHC,normDistLineSelObjs);this.setNormalDistExtPoints(extendedLinePtsWCHC);this.avoidDuplication();return[2]}}))}))};MeasureAuxDistance.prototype.setByLineLine=function(iEdgeHC0,iEdgeHC1,iSelEdgeObjHC0,iSelEdgeObjHC1){var lineWCPntsHC0=l_getLineEndPts(iSelEdgeObjHC0);var lineWCPntsHC1=l_getLineEndPts(iSelEdgeObjHC1);var angle=iSelEdgeObjHC0.findAngle(iSelEdgeObjHC1);var tmp;if(0!==angle&&180!==angle){tmp=l_distanceLineLineCross(lineWCPntsHC0,lineWCPntsHC1)}else{var pntWCHC0=iSelEdgeObjHC0.getPosition();var pntWCHC1=iSelEdgeObjHC1.getPosition();tmp=l_distanceLineLinePara(lineWCPntsHC0,lineWCPntsHC1,pntWCHC0,pntWCHC1)}this.mDistLine.setWCDeltaEnds([tmp.PntHC2,tmp.PntHC3],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.mNDistLine.setWCDeltaEnds([tmp.PntHC0,tmp.PntHC1],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.setNormalDistExtPoints([tmp.PntHC0,tmp.PntHC2,tmp.PntHC1,tmp.PntHC3]);this.avoidDuplication()};MeasureAuxDistance.prototype.getLabels=function(){var labels=[];labels=labels.concat(this.mDistLine.getLabels());labels=labels.concat(this.mNDistLine.getLabels());return labels};MeasureAuxDistance.prototype.getText=function(){var result=[];var distLine=this.mNDistLine.LineNormal?this.mDistLine:this.mNDistLine;var labelData=distLine.getLabelData();var dist=this.mDistLine.getDistance();var normalDist=this.mNDistLine.getDistance();if(this.mDistLine.getWCDeltaEnds().length&&dist>normalDist){result.push(cDistance+": "+labelData[cDistance].Value)}if(this.mNDistLine.getWCDeltaEnds().length&&normalDist){result.push((this.mNDistLine.LineNormal?"Normal ":"")+cDistance+": "+labelData[cDistance].Value)}var minDistResultItem=labelData[cMinDistance];if(minDistResultItem){result.push(cMinDistance+": "+minDistResultItem.Value)}var maxDistResultItem=labelData[cMaxDistance];if(maxDistResultItem){result.push(cMaxDistance+": "+maxDistResultItem.Value)}if(eDwMeasureEntities.ShowDelta){var nDeltaPt=this.mNDistLine.getDelta();var deltaPt=this.mNDistLine.LineNormal?this.mDistLine.getDelta():nDeltaPt;if(!deltaPt.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){result.push(distLine.getText())}}return result.join("\n")};MeasureAuxDistance.getAngle=function(iV0,iV1){var vec0=iV0.copy();var vec1=iV1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDgree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;return angleDgree};MeasureAuxDistance.prototype.setMinMaxForCircles=function(iCircleHC0,iCircleHC1){function setMinMax(ioAuxDelta,iNominalDist,iRadiiDist){if(!ioAuxDelta.getWCDeltaEnds().length){return}if(iNominalDist>iRadiiDist){ioAuxDelta.setMinDist(iNominalDist-iRadiiDist)}ioAuxDelta.setMaxDist(iNominalDist+iRadiiDist)}var circlePlaneHC0=eDwTypes_1.HC.Plane.createFromPointAndNormal(iCircleHC0.origin,iCircleHC0.normal);var projPnt=eDwGeomUtils.dropPointOnPlane(iCircleHC1.origin,circlePlaneHC0);var dot=eDwTypes_1.HC.Point3.dot(iCircleHC0.normal,iCircleHC1.normal);var dist=projPnt.subtract(iCircleHC0.origin).length();console.debugLog("Measure","2 circles/arcs: dot = "+dot+"  dist = "+dist);if(1-Math.abs(dot)<cAngleTol&&dist>cLengthTol){var radiiDist=iCircleHC0.radius+iCircleHC1.radius;setMinMax(this.mDistLine,dist,radiiDist);setMinMax(this.mNDistLine,dist,radiiDist)}};MeasureAuxDistance.prototype.avoidDuplication=function(){var delta0=this.mDistLine.getDelta();var delta1=this.mNDistLine.getDelta();var len0=delta0.length();var len1=delta1.length();var lenMax=Math.max(len0,len1);var lenDiff=Math.abs(len0-len1);if(0===lenMax||lenDiff/lenMax<cLengthTol){delta1=delta0.copy()}var diff=new eDwTypes_1.HC.Point3(Math.abs(delta0.x)-Math.abs(delta1.x),Math.abs(delta0.y)-Math.abs(delta1.y),Math.abs(delta0.z)-Math.abs(delta1.z));if(diff.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){this.mNDistLine=this.mDistLine.copy();this.mDistLine.reset()}if(0===delta1.x&&0===delta1.y&&0===delta1.z||0===diff.x&&0===diff.y&&0===diff.z){this.mNormalDistExtLines=[]}};MeasureAuxDistance.prototype.setNormalDistExtPoints=function(iPntsHC){if(!this.mNormalDistExtLines.length){this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[0],iPntsHC[1],cAuxDistanceNormalDistanceExtLineColor));this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[2],iPntsHC[3],cAuxDistanceNormalDistanceExtLineColor))}};return MeasureAuxDistance}();var MeasureAuxAngle=function(){function MeasureAuxAngle(iViewer){this.mViewer=iViewer;this.mAngleFace=new eDwTypes_1.HC.Markup.Shape.Polygon;this.mAngleArc=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleEdge=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleTip=new eDwTypes_1.HC.Markup.Shape.Circle;var cColorAngleFill=new eDwTypes_1.HC.Color(41,128,185);var cColorPoint=new eDwTypes_1.HC.Color(137,196,244);var cColorEdgeArc=new eDwTypes_1.HC.Color(52,73,94);var cColorEdgeStroke=new eDwTypes_1.HC.Color(100,100,100);var widthEdge=3;var arrowSize=5;var pointSize=7;this.mAngleFace.setFillColor(cColorAngleFill);this.mAngleFace.setStrokeWidth(0);this.mAngleFace.setFillOpacity(.5);this.mAngleArc.setStrokeColor(cColorEdgeArc);this.mAngleArc.setEndEndcapColor(cColorEdgeArc);this.mAngleArc.setStartEndcapColor(cColorEdgeArc);this.mAngleArc.setStrokeWidth(widthEdge);this.mAngleArc.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead);this.mAngleArc.setEndEndcapSize(arrowSize);this.mAngleArc.setStartEndcapSize(arrowSize);this.mAngleEdge.setStrokeColor(cColorEdgeStroke);this.mAngleEdge.setStrokeWidth(widthEdge+1);this.mAngleTip.setFillColor(cColorPoint);this.mAngleTip.setStrokeColor(cColorEdgeStroke);this.mAngleTip.setStrokeWidth(widthEdge);this.mAngleTip.setRadius(pointSize)}MeasureAuxAngle.prototype.reset=function(){this.mAngle=NaN;this.mOriginHC=undefined;this.mPointsArcEdge=[];this.mPointsBorder=undefined};MeasureAuxAngle.prototype.draw=function(iImmediateDrawMode){if(utils.isNaN(this.mAngle))return;this.projectPoints();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawPolygon(this.mAngleFace);renderer.drawPolyline(this.mAngleArc);renderer.drawPolyline(this.mAngleEdge);if(!iImmediateDrawMode){renderer.drawCircle(this.mAngleTip)}};MeasureAuxAngle.prototype.setByPlanePlane=function(iFace0,iFace1,iFaceObj0,iFaceObj1){this.reset();var pickHC0=iFaceObj0.getPosition();this.mOriginHC=pickHC0.copy();var norm0HC=iFace0.normal;norm0HC.normalize();var pickHC1=iFaceObj1.getPosition();var pntHC1=pickHC1.copy();var norm1HC=iFace1.normal;norm1HC.normalize();this.mAngle=iFaceObj0.findAngle(iFaceObj1);this.commonComputeAngle((function(){return false}),(function(){var vecHC=eDwTypes_1.HC.Point3.cross(norm0HC,norm1HC);var wVecHC0=eDwTypes_1.HC.Point3.cross(vecHC,norm0HC);var k0=(eDwTypes_1.HC.Point3.dot(pntHC1,norm1HC)-eDwTypes_1.HC.Point3.dot(pickHC0,norm1HC))/eDwTypes_1.HC.Point3.dot(wVecHC0,norm1HC);var originHC0=eDwTypes_1.HC.Point3.add(pickHC0,wVecHC0.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecHC,norm1HC);var k1=(eDwTypes_1.HC.Point3.dot(pickHC0,norm0HC)-eDwTypes_1.HC.Point3.dot(pntHC1,norm0HC))/eDwTypes_1.HC.Point3.dot(wVecHC1,norm0HC);var originHC1=eDwTypes_1.HC.Point3.add(pntHC1,wVecHC1.scale(k1));return[eDwTypes_1.HC.Point3.subtract(pickHC0,originHC0),eDwTypes_1.HC.Point3.subtract(pntHC1,originHC1)]}),this.maxScale(iFace0,iFaceObj0))};MeasureAuxAngle.prototype.setByLinePlane=function(iEdge,iFace,iEdgeObj,iFaceObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,false)};MeasureAuxAngle.prototype.setByPlaneLine=function(iFace,iEdge,iFaceObj,iEdgeObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,true)};MeasureAuxAngle.prototype.setByLineLine=function(iEdge0,iEdge1,iEdgeObj0,iEdgeObj1){var _this=this;var pntWCHC0=iEdgeObj0.getPosition();var pntWCHC1=iEdgeObj1.getPosition();var line0=l_getLineEndPts(iEdgeObj0);var line1=l_getLineEndPts(iEdgeObj1);this.mAngle=iEdgeObj0.findAngle(iEdgeObj1);this.commonComputeAngle((function(){return 0!==_this.mAngle&&180!==_this.mAngle}),(function(){var tmp=l_distanceLineLineCross(line0,line1);_this.mOriginHC=pntWCHC1;return[eDwTypes_1.HC.Point3.subtract(pntWCHC0,tmp.PntHC0),eDwTypes_1.HC.Point3.subtract(pntWCHC1,tmp.PntHC1)]}),this.maxScale(iEdge1,iEdgeObj1))};MeasureAuxAngle.prototype.getLabels=function(){var labels=[];if(utils.isNumber(this.mAngle)){var label=new MeasureLabel(this.mViewer,this.getAngleArcCenter());label.addItem(this.getResultItem());labels.push(label)}return labels};MeasureAuxAngle.prototype.getAngleArcCenter=function(){var n=this.mPointsArcEdge.length;return this.mPointsArcEdge[Math.round(n/2)].copy()};MeasureAuxAngle.prototype.getText=function(){var resultItem=this.getResultItem();return resultItem?resultItem.Name+": "+resultItem.Value:""};MeasureAuxAngle.prototype.getResultItem=function(){return utils.isNumber(this.mAngle)?new MeasureResultAngle("Angle",this.mAngle):null};MeasureAuxAngle.prototype.setByLinePlaneOrig=function(iEdge,iFace,iEdgeSelObj,iFaceSelObj,iReverseOrder){var _this=this;this.reset();var pntWCHC0=iEdgeSelObj.getPosition();var linePoints=l_getLineEndPts(iEdgeSelObj);var vecWCHC=eDwTypes_1.HC.Point3.subtract(linePoints.P0HC,linePoints.P1HC);vecWCHC.normalize();var pntWCHC1=iFaceSelObj.getPosition();var normalWCHC1=iFace.normal;normalWCHC1.normalize();var vec0PtALCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P0HC);var vec0PtBLCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P1HC);var edgeVecLCHC=eDwTypes_1.HC.Point3.subtract(vec0PtBLCHC,vec0PtALCHC);var plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(iFace.origin,iFace.normal);var ptAOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtALCHC,plnWCHC);var ptBOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtBLCHC,plnWCHC);var edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,ptAOnPlnLCHC);if(edgeVecInPlaneLCHC.length()<cLengthTol){edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,iFace.origin)}var maxScale=iReverseOrder?this.maxScale(iEdge,iEdgeSelObj):this.maxScale(iFace,iFaceSelObj);this.mAngle=l_getAngle(edgeVecInPlaneLCHC,edgeVecLCHC);this.commonComputeAngle((function(){return _this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,normalWCHC1)-eDwTypes_1.HC.Point3.dot(pntWCHC0,normalWCHC1))/eDwTypes_1.HC.Point3.dot(vecWCHC,normalWCHC1);var originHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecHC0=eDwTypes_1.HC.Point3.subtract(pntWCHC0,originHC);var vecHC1=eDwTypes_1.HC.Point3.subtract(pntWCHC1,originHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;if(90!==_this.mAngle&&270!==_this.mAngle){vecHC1=eDwTypes_1.HC.Point3.cross(normalWCHC1,eDwTypes_1.HC.Point3.cross(vecHC0,normalWCHC1))}vecHC1.normalize();vecHC1.scale(vecHC0.length());return[vecHC0,vecHC1]}),maxScale);if(utils.isNaN(this.mAngle)){this.mAngle=iEdgeSelObj.findAngle(iFaceSelObj);this.commonComputeAngle((function(){return 90!==_this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,vecWCHC)-eDwTypes_1.HC.Point3.dot(pntWCHC0,vecWCHC))/eDwTypes_1.HC.Point3.dot(vecWCHC,vecWCHC);var pnVecHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var angVecHC=iReverseOrder?eDwTypes_1.HC.Point3.subtract(pnVecHC,pntWCHC0):eDwTypes_1.HC.Point3.subtract(pntWCHC0,pnVecHC);if(0===angVecHC.x&&0===angVecHC.y&&0===angVecHC.z){vecWCHC=angVecHC.copy()}vecWCHC=iFaceSelObj.getAsLocalVector(vecWCHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;return[vecWCHC,vecWCHC]}),maxScale)}};MeasureAuxAngle.prototype.commonComputeAngle=function(iAcceptableAngleFunc,iComputeDisplayVecsFunc,iMaxScale){if(utils.isNaN(iMaxScale))return;if(iAcceptableAngleFunc()){var displayVecsHC=iComputeDisplayVecsFunc();if(!this.mOriginHC||!displayVecsHC||!displayVecsHC.length){return}var displayVec0=displayVecsHC[0];var displayVec1=displayVecsHC[1];var origin_1=this.mOriginHC.copy();var radius=Math.max(displayVec0.length(),displayVec1.length());radius=Math.min(radius*.8,iMaxScale*.6);var vec0=displayVec0.copy();var vec1=displayVec1.copy();vec0.normalize();vec1.normalize();var angleDegree=l_getAngle(vec0,vec1);var angle=angleDegree*Math.PI/180;var normal=eDwTypes_1.HC.Point3.cross(vec0,vec1);var vecY=eDwTypes_1.HC.Point3.cross(normal,vec0);vecY.normalize();if(isNaN(vecY.x)||isNaN(vecY.y)||isNaN(vecY.z)){for(var i=0;i<3;++i){var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,radius));this.mPointsArcEdge.push(point)}}else{var cNumSegments=20;for(var i=0;i<=cNumSegments;++i){var aX=vec0.copy();var aY=vecY.copy();var alpha=angle*i/cNumSegments;var vX=aX.scale(Math.cos(alpha)*radius);var vY=aY.scale(Math.sin(alpha)*radius);var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.add(vX,vY));this.mPointsArcEdge.push(point)}}var p0=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,1.2*radius));var p1=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec1,1.2*radius));this.mPointsBorder={end0:p0,end1:p1,tip:origin_1.copy()}}else{this.mAngle=NaN}};MeasureAuxAngle.prototype.maxScale=function(iProp,iSelObj){var lineEntity=iSelObj.getLineEntity();var faceEntity=iSelObj.getFaceEntity();if(lineEntity){var line=l_getLineEndPts(iSelObj);return eDwTypes_1.HC.Point3.subtract(line.P0HC,line.P1HC).length()}else{var box=faceEntity.getBounding();return eDwTypes_1.HC.Point3.subtract(box.max,box.min).length()}};MeasureAuxAngle.prototype.projectPoints=function(){if(utils.isNaN(this.mAngle)||!this.mOriginHC)return;this.mAngleFace.clearPoints();this.mAngleArc.clearPoints();this.mAngleEdge.clearPoints();if(0===this.mPointsArcEdge.length||!this.mPointsBorder)return;var viewHC=this.mViewer.getHCView();this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));for(var i=0;i<this.mPointsArcEdge.length;++i){var p=eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsArcEdge[i]));this.mAngleFace.pushPoint(p);this.mAngleArc.pushPoint(p)}this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end0)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end1)));this.mAngleTip.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)))};return MeasureAuxAngle}();var MeasureAuxPick=function(){function MeasureAuxPick(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxPick.prototype.reset=function(){this.mPntData=[];this.mDistResultText="";delete this.mDelta;delete this.mDistLine};MeasureAuxPick.prototype.draw=function(iImmediateDrawMode){if(!this.mPntData.length)return;if(eDwMeasureEntities.PointToPoint){if(this.mDistLine)this.mDistLine.draw();if(this.mDelta)this.mDelta.draw(iImmediateDrawMode)}this.drawEndPnts()};MeasureAuxPick.prototype.getLabels=function(iImmediateDrawMode){var labels=[];var numPnts=this.mPntData.length;if(numPnts<2||!eDwMeasureEntities.PointToPoint){return labels}var selObjFirst=this.mPntData[0].SelObj;var selObjLast=this.mPntData[numPnts-1].SelObj;var pntWCHC0=selObjFirst.getPosition();var pntLCHC0=selObjFirst.getAsLocalPoint(pntWCHC0);var pntWCHC1=selObjLast.getPosition();var pntLCHC1=selObjLast.getAsLocalPoint(pntWCHC1);var vecHC=pntWCHC1.copy().subtract(pntWCHC0);var label=new MeasureLabel(this.mViewer,pntWCHC0.copy().add(vecHC.scale(.5)));label.addItem(new MeasureResultDistance(cDistance,eDwTypes_1.HC.Point3.distance(pntLCHC0,pntLCHC1)));this.mDistResultText=label.getText();labels.push(label);if(this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}return labels};MeasureAuxPick.prototype.getPointLabels=function(){var cDrawEnabled=!eDwMeasureEntities.PointToPoint;var labels=[];var n=this.mPntData.length;for(var i=0;i<n;++i){var selObj=this.mPntData[i].SelObj;var pntWCHC=selObj.getPosition();var label=new MeasureLabel(this.mViewer,pntWCHC,cDrawEnabled);label.addItem(new MeasureResultPoint3D(cCoordinate,selObj.getAsLocalPoint(pntWCHC)));labels.push(label)}return labels};MeasureAuxPick.prototype.regeneratePicks=function(iSelObjs){this.reset();var n=iSelObjs.length;if(0===n)return;if(n>1){this.addDisplayMarker(iSelObjs[0]);delete this.mDelta;delete this.mDistLine}this.addDisplayMarker(iSelObjs[n-1]);if(eDwMeasureEntities.PointToPoint&&this.mPntData.length===2){var selObj0=this.mPntData[0].SelObj;var selObj1=this.mPntData[1].SelObj;var pntWCHC0=selObj0.getPosition();var pntWCHC1=selObj1.getPosition();var absLenTol=eDwGeomUtils.cAbsLengthTol;if(!pntWCHC0.equalsWithTolerance(pntWCHC1,absLenTol)){this.mDistLine=new MeasureDistLine(this.mViewer,pntWCHC0,selObj0,pntWCHC1,selObj1);this.mDistLine.draw();this.mDelta=MeasureDelta.create(this.mViewer,pntWCHC1,pntWCHC0,selObj1,selObj0)}}};MeasureAuxPick.prototype.getText=function(){var text="";if(eDwMeasureEntities.PointToPoint){text=this.mDistResultText;if(this.mDelta)text+="\n"+this.mDelta.getText()}return text};MeasureAuxPick.prototype.addDisplayMarker=function(iSelObj){var cWidthEdge=3;var cPointSize=7;var pntWCHC=iSelObj.getPosition().copy();var shapeCircleHC=new eDwTypes_1.HC.Markup.Shape.Circle;shapeCircleHC.setCenter(eDwTypes_1.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(pntWCHC)));shapeCircleHC.setFillColor(cAuxPickPointFillColor);shapeCircleHC.setStrokeColor(cAuxPickPointStrokeColor);shapeCircleHC.setStrokeWidth(cWidthEdge);shapeCircleHC.setRadius(cPointSize);this.mPntData.push({SelObj:iSelObj,Circle:shapeCircleHC});return shapeCircleHC};MeasureAuxPick.prototype.drawEndPnts=function(){var viewHC=this.mViewer.getHCView();var renderer=this.mViewer.getHCMarkupManager().getRenderer();for(var i=0;i<this.mPntData.length;++i){var pntData=this.mPntData[i];pntData.Circle.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(pntData.SelObj.getPosition())));renderer.drawCircle(pntData.Circle)}};return MeasureAuxPick}();var MeasureAuxGeo=function(){function MeasureAuxGeo(iViewer){this.mViewer=iViewer;this.mAuxAngle=new MeasureAuxAngle(iViewer);this.mAuxDist=new MeasureAuxDistance(iViewer);this.mAuxPick=new MeasureAuxPick(iViewer);this.mOtherResults=new MeasureAuxMessage(iViewer);this.mMessage=new MeasureAuxMessage(iViewer);this.mPickInfo=new MeasureAuxMessage(iViewer);this.mLabelIDs=[];this.mMarkupLabels=[];this.mDrawLabel=true;this.mImmediateDrawMode=false;this.reset()}MeasureAuxGeo.prototype.syncUnits=function(){for(var _i=0,_a=this.mResultLabels;_i<_a.length;_i++){var measureLabel=_a[_i];measureLabel.setStringContent()}};MeasureAuxGeo.prototype.reset=function(){this.mAuxAngle.reset();this.mAuxDist.reset();this.mOtherResults.reset();this.mMessage.reset();this.mPickInfo.reset();this.mAuxPick.reset();this.mResultLabels=[];this.mInfoLabels=[];this.clearMarkupLabels()};MeasureAuxGeo.prototype.draw=function(){if(!this.hasLabels())return;if(!eDwMeasureEntities.PointToPoint){this.mAuxAngle.draw(this.mImmediateDrawMode);var drawFunc=this.mAuxDist.draw.bind(this.mAuxDist);if(!this.mImmediateDrawMode){if(this.mPickInfo.getLabels().length===1){drawFunc=this.mAuxPick.draw.bind(this.mAuxPick)}}drawFunc(this.mImmediateDrawMode)}else{this.mAuxPick.draw(this.mImmediateDrawMode)}if(this.mDrawLabel){if(this.mImmediateDrawMode){this.drawResultLabels()}this.drawInfoLabels()}};MeasureAuxGeo.prototype.addMarkupLabels=function(){this.clearMarkupLabels();var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mResultLabels.length;for(var i=0;i<n;++i){var label=new LabelItem(this.mViewer,this.mResultLabels[i]);var id=markupMgr.registerMarkup(label);this.mLabelIDs.push(id);this.mMarkupLabels.push(label)}};MeasureAuxGeo.prototype.clearMarkupLabels=function(){var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mLabelIDs.length;for(var i=0;i<n;++i){markupMgr.unregisterMarkup(this.mLabelIDs[i])}this.mLabelIDs=[];this.mMarkupLabels=[]};MeasureAuxGeo.prototype.drawResultLabels=function(){var n=this.mResultLabels.length;for(var i=0;i<n;++i){this.mResultLabels[i].drawLabel()}};MeasureAuxGeo.prototype.drawInfoLabels=function(){var m=this.mInfoLabels.length;for(var i=0;i<m;++i){this.mInfoLabels[i].drawLabel()}};MeasureAuxGeo.prototype.setByVertexVertex=function(iSelVert0HC,iSelVert1HC){this.reset();this.mAuxDist.setByPointPoint(iSelVert0HC.getPosition(),iSelVert0HC,iSelVert1HC.getPosition(),iSelVert1HC)};MeasureAuxGeo.prototype.setByVertexLine=function(iSelVertHC,iLineOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByPointLine(iSelVertHC.getPosition(),iSelVertHC,iLineOrigHC,iSelEdgeHC)};MeasureAuxGeo.prototype.setByVertexCircle=function(iSelVertHC,iCircleOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByCirclePoint(iCircleOrigHC,iSelEdgeHC,iSelVertHC.getPosition(),iSelVertHC)};MeasureAuxGeo.prototype.setByVertexPlane=function(iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo){this.reset();return this.mAuxDist.setByPointPlane(iSelVertHC.getPosition(),iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlanePlane=function(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo){this.reset();this.mAuxAngle.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC);return this.mAuxDist.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlaneLine=function(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();this.mAuxAngle.setByPlaneLine(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC);return[4,this.mAuxDist.setByLinePlane(iLineOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC)];case 1:_a.sent();return[2]}}))}))};MeasureAuxGeo.prototype.setByLineLine=function(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC){this.reset();this.mAuxAngle.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC);this.mAuxDist.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC)};MeasureAuxGeo.prototype.setByCircleCircle=function(iCircleOrigHC0,iCircleOrigHC1,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleCircle(iCircleOrigHC0,iSelEdgeHC0,iCircleOrigHC1,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCircleLine=function(iCircleOrigHC,iLineOrigHC,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleLine(iCircleOrigHC,iSelEdgeHC0,iLineOrigHC,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCirclePlane=function(iCircleOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC,iMeasDistInfo){this.reset();return this.mAuxDist.setByCirclePlane(iCircleOrigHC,iSelEdgeHC,iPlaneOrigHC,iSelFaceHC,iMeasDistInfo)};MeasureAuxGeo.prototype.addPickInfo=function(iSelPropsHC,iSelObjs,iDrawLabels){var n=iSelObjs.length;var startIdx=0;if(this.mImmediateDrawMode){var hasImmediateEntity=iDrawLabels;startIdx=hasImmediateEntity&&n>0?n-1:n}for(var i=startIdx;i<n;++i){var selProp=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj)continue;this.mPickInfo.addIfVertex(selObj);if(selProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){this.mPickInfo.addIfCircle(selProp,selObj)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){this.mPickInfo.addIfCurve(selProp,selObj,cLine)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){this.mPickInfo.addIfCurve(selProp,selObj,cCurve)}this.mPickInfo.addIfCylinder(selProp,selObj);this.mPickInfo.addIfPlane(selProp,selObj)}this.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.regeneratePicks=function(iSelObjs){this.mAuxPick.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.addMessage=function(iResult,iStart,iColor){this.mMessage.addResult(iResult,iStart.copy(),iColor)};MeasureAuxGeo.prototype.addOtherResult=function(iResult,iStart){this.mOtherResults.addResult(iResult,iStart.copy())};MeasureAuxGeo.prototype.updateResultLabels=function(){this.mResultLabels=[];if(!eDwMeasureEntities.PointToPoint){this.mResultLabels=this.mResultLabels.concat(this.mAuxAngle.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mAuxDist.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mOtherResults.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mMessage.getLabels())}else{this.mResultLabels=this.mResultLabels.concat(this.mAuxPick.getLabels(this.mImmediateDrawMode))}var labelsToBeDistributed=this.mResultLabels.slice();if(this.mImmediateDrawMode){this.updateLastInfoLabels();if(this.mInfoLabels.length>0){labelsToBeDistributed=this.mInfoLabels.slice().concat(this.mResultLabels)}}this.distributeLabels(labelsToBeDistributed);if(!this.mImmediateDrawMode){this.addMarkupLabels()}};MeasureAuxGeo.prototype.updateLastInfoLabels=function(){this.updateInfoLabel(this.getLabels().length-1)};MeasureAuxGeo.prototype.updateInfoLabel=function(iIndex){this.mInfoLabels=[];function addTo(iCurrIndex,iLabels,ioLabels){if(iLabels.length>iCurrIndex&&iCurrIndex>=0){var label=iLabels[iCurrIndex];if(label.setDefaultEndPos()){label.setStringContent();ioLabels.push(label)}}}addTo(iIndex,this.getLabels(),this.mInfoLabels)};MeasureAuxGeo.prototype.getInfoLabelText=function(){var output=[];var labels=this.getLabels();for(var i=0;i<labels.length;++i){var label=labels[i];output.push(label.getText())}return output};MeasureAuxGeo.prototype.distributeLabels=function(ioResultLabels){var n=ioResultLabels.length;if(n<1)return;var startsOrig=[];for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;var leaderStartPos=resultLabel.getLeaderStartPos();if(leaderStartPos)startsOrig.push(leaderStartPos)}var startsNew=l_adjustLeaderEndByStart(startsOrig);var j=0;for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;resultLabel.setLeaderEndPos(startsNew[j++]);resultLabel.setStringContent()}};MeasureAuxGeo.prototype.getMeasureText=function(){if(!this.hasLabels())return"";var result=[];var distStr=this.mAuxDist.getText();if(eDwMeasureEntities.PointToPoint){if(distStr){result.push(distStr)}else{var pickStr=this.mAuxPick.getText();if(pickStr)result.push(pickStr)}}else{if(distStr)result.push(distStr);var angleStr=this.mAuxAngle.getText();if(angleStr)result.push(angleStr);if(this.mMessage.countLabels()){result.push(this.mMessage.getText())}if(this.mOtherResults.countLabels()){result.push(this.mOtherResults.getText())}}return result.join("\n")};MeasureAuxGeo.prototype.setDrawLabel=function(iEnable){this.mDrawLabel=iEnable};MeasureAuxGeo.prototype.setImmediateDrawMode=function(iEnable){this.mImmediateDrawMode=iEnable};MeasureAuxGeo.prototype.hasLabels=function(){return this.mAuxDist.getLabels().length||this.mAuxAngle.getLabels().length||this.mOtherResults.getLabels().length||this.mPickInfo.getLabels().length||this.mInfoLabels.length||this.mAuxPick.getLabels(this.mImmediateDrawMode).length?true:false};MeasureAuxGeo.prototype.getLabels=function(){return eDwMeasureEntities.PointToPoint?this.mAuxPick.getPointLabels():this.mPickInfo.getLabels()};return MeasureAuxGeo}();var MeasurePanelInfo=function(){function MeasurePanelInfo(iAuxGeo){this.mAuxGeo=iAuxGeo;this.mSelObjs=[]}MeasurePanelInfo.prototype.updatePanelResult=function(iSelObjs,iUserUnits){var _this=this;this.mSelObjs=[];for(var i=0;i<iSelObjs.length;++i){this.mSelObjs.push(iSelObjs[i])}(function(){return __awaiter(_this,void 0,void 0,(function(){var result;return __generator(this,(function(_a){switch(_a.label){case 0:result={SelObjs:iSelObjs,Descriptions:this.mAuxGeo.getInfoLabelText(),Message:this.mAuxGeo.getMeasureText()};return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementRefreshEvent,result)];case 1:_a.sent();return[2]}}))}))})();return};return MeasurePanelInfo}();var cDeltaX="dX";var cDeltaY="dY";var cDeltaZ="dZ";var cLength="Length";var cVertex="Vertex";var cCurve="Curve";var cLine="Straight Line";var cPlane="Plane";var cCylinder="Cylinder";var cDiameter="Diameter";var cDistance="Distance";var cEntity="Entity";var cCoordinate="Coordinate";var cNormalDistance="Normal Dist.";var cCenterDistance="Center Dist.";var cMinDistance="Min "+cDistance;var cMaxDistance="Max "+cDistance;var cLengthTol=1e-5;var cAngleTol=.05;var cParallelTol=4;var cPerpendicularTol=cAngleTol;var cGreyColor=new eDwTypes_1.HC.Color(50,50,50);var cLineDistanceColor=new eDwTypes_1.HC.Color(52,73,94);var cAuxPickPointFillColor=new eDwTypes_1.HC.Color(137,196,244);var cAuxPickPointStrokeColor=new eDwTypes_1.HC.Color(100,100,100);var cAuxPickLineColor=new eDwTypes_1.HC.Color(41,128,185);var cAuxDeltaPointFillColor=cAuxPickPointFillColor;var cAuxDeltaPointStrokeColor=cAuxPickPointStrokeColor;var cAuxDistanceNormalDistanceLineColor=cAuxPickLineColor;var cAuxDistanceNormalDistancePointColor=new eDwTypes_1.HC.Color(236,240,241);var cAuxDistanceNormalDistanceExtLineColor=new eDwTypes_1.HC.Color(154,236,219);var l_Model=null;function l_getCircularArc(iSelObj,ioCircleHC){var curvePts=iSelObj.getLineEntity().getPoints();var startPt=curvePts[0];var endPt=curvePts[curvePts.length-1];var len=Math.PI*ioCircleHC.radius*2;var area=Math.PI*Math.pow(ioCircleHC.radius,2);var angle=Math.PI*2;if(!startPt.equalsWithTolerance(endPt,cLengthTol)){var startVec=startPt.copy().subtract(ioCircleHC.origin).normalize();var endVec=endPt.copy().subtract(ioCircleHC.origin).normalize();var angleRange=Math.acos(eDwTypes_1.HC.Point3.dot(startVec,endVec));var refVec=eDwTypes_1.HC.Point3.cross(startVec,ioCircleHC.normal);var dir=eDwTypes_1.HC.Point3.dot(refVec,endVec);angleRange=dir>cAngleTol?angleRange+Math.PI:angleRange;var percRange=angleRange/(2*Math.PI);len*=percRange;area*=percRange;angle*=percRange}var circularArc={OriginWCHC:iSelObj.getAsLocalPoint(ioCircleHC.origin),NormalWCHC:ioCircleHC.normal,StartPtWCHC:startPt,EndPtWCHC:endPt,Length:len,Area:area,Diameter:ioCircleHC.radius*2,Angle:angle};return circularArc}function l_closestPoints(iPntHC0,iPntHC1){var pntHC0=iPntHC0[0].copy();var pntHC1=iPntHC1[0].copy();var minDist=eDwTypes_1.HC.Point3.subtract(iPntHC0[0],iPntHC1[0]).length();for(var i=0;i<iPntHC0.length;++i){for(var j=0;j<iPntHC1.length;++j){var dist=eDwTypes_1.HC.Point3.subtract(iPntHC0[i],iPntHC1[j]).length();if(dist<minDist){pntHC0.assign(iPntHC0[i]);pntHC1.assign(iPntHC1[j]);minDist=dist}}}return{P0HC:pntHC0,P1HC:pntHC1}}function l_getAngle(iVecHC0,iVecHC1){if(!iVecHC0||!iVecHC1)return NaN;var vec0=iVecHC0.copy();var vec1=iVecHC1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDegree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;if(Math.abs(angleDegree)<cParallelTol){angleDegree=0}if(Math.abs(angleDegree-90)<cPerpendicularTol){angleDegree=90}if(Math.abs(angleDegree-180)<cParallelTol){angleDegree=180}return angleDegree}function l_getLineEndPts(iSelObj){var pointsWCHC=iSelObj.getLineEntity().getPoints();return{P0HC:pointsWCHC[0].copy(),P1HC:pointsWCHC[pointsWCHC.length-1].copy()}}function l_distanceLineLineCross(iLine0,iLine1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,iLine0.P1HC);var vecHC1=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine1.P1HC);vecHC0.normalize();vecHC1.normalize();var crossVecHC=eDwTypes_1.HC.Point3.cross(vecHC0,vecHC1);crossVecHC.normalize();var tmpArray=[vecHC0.x,-1*vecHC1.x,-1*crossVecHC.x,0,vecHC0.y,-1*vecHC1.y,-1*crossVecHC.y,0,vecHC0.z,-1*vecHC1.z,-1*crossVecHC.z,0,0,0,0,1];var matrixHC=eDwTypes_1.HC.Matrix.createFromArray(tmpArray);var invMatrixHC=eDwTypes_1.HC.Matrix.inverse(matrixHC);var vecHC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine0.P0HC);var a=invMatrixHC.m[0]*vecHC.x+invMatrixHC.m[1]*vecHC.y+invMatrixHC.m[2]*vecHC.z;var b=invMatrixHC.m[4]*vecHC.x+invMatrixHC.m[5]*vecHC.y+invMatrixHC.m[6]*vecHC.z;var origPntHC0=eDwTypes_1.HC.Point3.add(iLine0.P0HC,eDwTypes_1.HC.Point3.scale(vecHC0,a));var origPntHC1=eDwTypes_1.HC.Point3.add(iLine1.P0HC,eDwTypes_1.HC.Point3.scale(vecHC1,b));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,origPntHC0);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLine0.P1HC,origPntHC0);var pntsL0HC=[iLine0.P0HC.copy(),iLine0.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){pntsL0HC.push(origPntHC0)}var vecL1P0HC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,origPntHC1);var vecL1P1HC=eDwTypes_1.HC.Point3.subtract(iLine1.P1HC,origPntHC1);var pntsL1HC=[iLine1.P0HC.copy(),iLine1.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)<0){pntsL1HC.push(origPntHC1)}var distPntHC0=origPntHC0.copy();var distPntHC1=origPntHC1.copy();if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)>0||eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)>0){var closePnts=l_closestPoints(pntsL0HC,pntsL1HC);distPntHC0=closePnts.P0HC;distPntHC1=closePnts.P1HC}return{PntHC0:origPntHC0,PntHC1:origPntHC1,PntHC2:distPntHC0,PntHC3:distPntHC1}}function l_distanceLineLinePara(iLineHC0,iLineHC1,iPntHC0,iPntHC1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,iLineHC0.P1HC);vecHC0.normalize();var k=eDwTypes_1.HC.Point3.dot(vecHC0,eDwTypes_1.HC.Point3.subtract(iPntHC1,iPntHC0))/eDwTypes_1.HC.Point3.dot(vecHC0,vecHC0);var basePnt1HC=eDwTypes_1.HC.Point3.add(iPntHC0,eDwTypes_1.HC.Point3.scale(vecHC0,k));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,basePnt1HC);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P1HC,basePnt1HC);if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1.copy(),PntHC2:basePnt1HC.copy(),PntHC3:iPntHC1.copy()}}var tmp=l_closestPoints([iLineHC1.P0HC,iLineHC1.P1HC],[iLineHC0.P0HC,iLineHC0.P1HC]);return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1,PntHC2:tmp.P1HC,PntHC3:tmp.P0HC}}function l_adjustLeaderEndByStart(iPoints){if(0===iPoints.length)return[];function computeAngle(iVect){var angle=Math.atan2(iVect.y,iVect.x);var degrees=180*angle/Math.PI;return(360+Math.round(degrees))%360}function compare(iA,iB){if(iA.ang<iB.ang)return-1;if(iA.ang>iB.ang)return 1;return 0}var targetRadius=90;var center=new eDwTypes_1.HC.Point2(0,0);for(var i=0;i<iPoints.length;++i){center.add(iPoints[i])}if(1===iPoints.length){var vec=new eDwTypes_1.HC.Point2(targetRadius,targetRadius);return[eDwTypes_1.HC.Point2.add(iPoints[0],vec)]}else{center.set(center.x/iPoints.length,center.y/iPoints.length)}var angles=[];for(var i=0;i<iPoints.length;++i){var vec=new eDwTypes_1.HC.Point2(iPoints[i].x-center.x,iPoints[i].y-center.y);angles.push({idx:i,ang:computeAngle(vec)})}angles.sort(compare);var tmp=0;for(var i=1;i<iPoints.length;++i){tmp=tmp+(angles[i].ang-angles[0].ang)-180}angles[0].ang=angles[0].ang+tmp/iPoints.length;var deltaAng=360/iPoints.length;for(var i=1;i<iPoints.length;++i){angles[i].ang=angles[i-1].ang+deltaAng}var leaderVec=new Array(iPoints.length);var targetRadiusGroup=targetRadius+iPoints.length*15;for(var i=0;i<iPoints.length;++i){var idx=angles[i].idx;var angle=angles[i].ang%360;angle=angle*Math.PI/180;var vec=new eDwTypes_1.HC.Point2(Math.cos(angle),Math.sin(angle));vec=vec.scale(targetRadiusGroup);leaderVec[idx]=eDwTypes_1.HC.Point2.add(iPoints[idx],vec)}return leaderVec}function l_getPosForPnt(iViewer,iPntHC){var viewerHC=iViewer.getHCView();return eDwTypes_1.HC.Point2.fromPoint3(viewerHC.projectPoint(iPntHC))}function l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var startPtHC=iSelObj0.getAsLocalPoint(iStartWCPtHC);var endPtHC=iSelObj1.getAsLocalPoint(iEndWCPtHC);var deltaPtHC=eDwTypes_1.HC.Point3.subtract(startPtHC,endPtHC);var deltaPt0HC=new eDwTypes_1.HC.Point3(startPtHC.x-deltaPtHC.x,startPtHC.y,startPtHC.z);var deltaPt1HC=new eDwTypes_1.HC.Point3(deltaPt0HC.x,deltaPt0HC.y-deltaPtHC.y,deltaPt0HC.z);var deltaWCPt0HC=iSelObj0.getAsWorldPoint(deltaPt0HC);var deltaWCPt1HC=iSelObj1.getAsWorldPoint(deltaPt1HC);return[deltaWCPt0HC,deltaWCPt1HC]}return eDwMeasureEntities}));define("eDwMeasureEvents",["require","exports","eDwEvents"],(function(require,exports,eDwEvents_1){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.MeasurementDeselectAllEvent=exports.MeasurementSelectionEvent=exports.MeasurementRefreshEvent=void 0;exports.MeasurementRefreshEvent=new eDwEvents_1.AppEvent;exports.MeasurementSelectionEvent=new eDwEvents_1.AppEvent;exports.MeasurementDeselectAllEvent=new eDwEvents_1.AppEvent}));define("eDwMeasureMgr",["require","exports","eDwMeasureOperator"],(function(require,exports,eDwMeasureOperator){"use strict";var eDwMeasureMgr=function(){function eDwMeasureMgr(iViewer){this.mViewer=iViewer;this.mMeasureOp=new eDwMeasureOperator(iViewer,this);this.mMeasureOp.OperatorID=iViewer.OperatorMgr.registerCustomOperator(this.mMeasureOp);this.mMarkupArray=[]}eDwMeasureMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMeasureOp.OperatorID)};eDwMeasureMgr.prototype.addMarkup=function(iNewMarkupID){if(!this.mMarkupArray){this.mMarkupArray=[]}this.mMarkupArray.push(iNewMarkupID)};eDwMeasureMgr.prototype.activateMeasure=function(iMode){this.mViewer.HCViewer.measureManager.setMeasurementColor(new Communicator.Color(4,200,5));var opMgr=this.mViewer.OperatorMgr;opMgr.push(this.mMeasureOp.OperatorID);this.setMeasureMode(iMode)};eDwMeasureMgr.prototype.deleteMeasurements=function(){var mkupMgr=this.mViewer.getHCMarkupManager();var markups=this.mMarkupArray.length;for(var i=0;i<markups;i++){mkupMgr.unregisterMarkup(this.mMarkupArray[i])}};eDwMeasureMgr.prototype.deactivateMeasure=function(){this.deleteMeasurements();var opMgr=this.mViewer.OperatorMgr;if(opMgr.getActiveOperatorID()===this.mMeasureOp.OperatorID){opMgr.pop()}this.mViewer.HCViewer.selectionManager.setNodeSelectionColor(new Communicator.Color(4,200,5))};eDwMeasureMgr.prototype.getLastMarkup=function(){return this.mMarkupArray.length?this.mMarkupArray[length-1]:null};eDwMeasureMgr.prototype.setMeasureUnits=function(iLengthUnit,iAngleUnit){var model=this.mViewer.getModel();var units={Length:iLengthUnit,Angle:iAngleUnit};model.setUserUnits(units);this.mMeasureOp.updateMeasureResults(units)};eDwMeasureMgr.prototype.getDistanceUnit=function(){return this.mViewer.getModel().getUserUnits().Length};eDwMeasureMgr.prototype.getAngleUnit=function(){return this.mViewer.getModel().getUserUnits().Angle};eDwMeasureMgr.prototype.getMeasureMode=function(){return this.mMeasureOp.getMeasureMode()};eDwMeasureMgr.prototype.setMeasureMode=function(iMode){this.mMeasureOp.setMeasureMode(iMode)};eDwMeasureMgr.prototype.setPointToPointMode=function(iEnable){this.mMeasureOp.setPointToPointMode(iEnable)};eDwMeasureMgr.prototype.setMeasureDelta=function(iEnable){this.mMeasureOp.setShowDelta(iEnable)};eDwMeasureMgr.prototype.removeMeasureEntityAt=function(idx){this.mMeasureOp.removeMeasureEntityAt(idx)};eDwMeasureMgr.prototype.clearMeasureEntities=function(){this.mMeasureOp.clearMeasureEntities()};eDwMeasureMgr.prototype.highlightSelectEntityAt=function(idx){this.mMeasureOp.highlightEntityTempAt(idx)};eDwMeasureMgr.prototype.dehighlightAllSelectEntity=function(){this.mMeasureOp.dehighlightAllTemporaryEntity()};return eDwMeasureMgr}();return eDwMeasureMgr}));define("eDwMeasureOperator",["require","exports","eDwSelObj","eDwBaseSelOperator","eDwMeasureEntities","eDwTypes","utils"],(function(require,exports,eDwSelObj,eDwBaseSelOperator,eDwMeasureEntities,eDwTypes_2,utils){"use strict";var eDwMeasureOperator=function(_super){__extends(eDwMeasureOperator,_super);function eDwMeasureOperator(iViewer,iMeasureMgr){var _this=_super.call(this,iViewer,iViewer.SelectionMgr)||this;_this.mTempHighlightItem=null;_this.mOperatingLabel=false;_this.mSelObjs=[];_this.mMeasureMgr=iMeasureMgr;_this.mMarkupMgrHC=_this.Viewer.getHCMarkupManager();_this.mHighlightColor=new eDwTypes_2.HC.Color(72,219,251);_this.mSelectionArray=new Array;_this.mMeasureEntities=new eDwMeasureEntities(_this.Viewer);var mkupId=_this.mMarkupMgrHC.registerMarkup(_this.mMeasureEntities);_this.mMeasureMgr.addMarkup(mkupId);_this.mMeasureMode=eDwTypes_2.EntityMode.ALL;return _this}eDwMeasureOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var mkupId,deltaButton,pickButton;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();if(!this.mMeasureEntities){this.mMeasureEntities=new eDwMeasureEntities(this.Viewer);mkupId=this.mMarkupMgrHC.registerMarkup(this.mMeasureEntities);this.mMeasureMgr.addMarkup(mkupId)}this.Viewer.getHCView().setPointSize(2,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.pushHighlightSelectionState("NODE",false);this.pushHighlightSelectionState("FACE",true);this.pushHighlightSelectionState("EDGE",true);this.pushHighlightSelectionState("VERTEX",true);this.pushElementSelectionColor(this.mHighlightColor);this.pushElementSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionColor(this.mHighlightColor);this.pushNodeSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionHighlightMode("HighlightAndOutline");this.pushElementSelectionHighlightMode("HighlightAndOutline");deltaButton=$("#edrawings-measure-panel "+".edrawings-measure-delta-button");pickButton=$("#edrawings-measure-panel "+".edrawings-measure-pickpoint-button");eDwMeasureEntities.ShowDelta=deltaButton.hasClass("state-on-button");eDwMeasureEntities.PointToPoint=pickButton.hasClass("state-on-button");this.mMeasureEntities.updatePointToPoint(eDwMeasureEntities.PointToPoint);return[2]}}))}))};eDwMeasureOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.Viewer.getHCView().setPointSize(0,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.clearMeasureEntities();this.mMeasureEntities=null;this.mMeasureMgr.deleteMeasurements();this.resetSelections();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseMove=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label,extSelObj,added,error_1;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();if(this.mOperatingLabel){this.mMeasureEntities.onDragLabelMove(pos);ioEvent.setHandled(true);return[2]}this.dehighlightAllTemporaryEntity();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.resetTempHighlight();return[2];case 2:if(!!this.CurrInputInfo)return[3,8];_a.label=3;case 3:_a.trys.push([3,6,,7]);return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 4:extSelObj=_a.sent();return[4,this.mMeasureEntities.addEntityImmediate(extSelObj)];case 5:added=_a.sent();this.resetTempHighlight();if(!extSelObj||!utils.isNumber(extSelObj.getNodeId())){return[2]}if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}if(added&&eDwMeasureEntities.highlightEntity(extSelObj,this.Viewer.getModel(),true)){this.mTempHighlightItem=extSelObj}else{this.mMarkupMgrHC.refreshMarkup()}return[3,7];case 6:error_1=_a.sent();this.mMarkupMgrHC.refreshMarkup();return[3,7];case 7:this.mMarkupMgrHC.refreshMarkup();return[2];case 8:return[4,_super.prototype.onMouseMove.call(this,ioEvent)];case 9:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseDown=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];this.resetTempHighlight();return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.mOperatingLabel=true;this.mMeasureEntities.onDragLabelStart(label,pos);ioEvent.setHandled(true);return[2];case 2:return[4,_super.prototype.onMouseDown.call(this,ioEvent)];case 3:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseUp=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var extSelObj,idx,isAdded;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mOperatingLabel){this.mOperatingLabel=false;this.mMeasureEntities.onDragLabelEnd(ioEvent.getPosition());ioEvent.setHandled(true);return[2]}this.resetTempHighlight();if(!(this.ActiveMouseButton==="left"&&!this.isDragging()))return[3,5];return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 1:extSelObj=_a.sent();idx=this.mMeasureEntities.isItemSelected(extSelObj);if(!(!eDwMeasureEntities.PointToPoint&&utils.isNumber(idx)))return[3,3];return[4,this.mMeasureEntities.removeEntityAtIndex(idx)];case 2:_a.sent();return[2];case 3:if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}return[4,this.mMeasureEntities.addEntity(extSelObj)];case 4:isAdded=_a.sent();if(isAdded){this.highlightMeasuringItem(extSelObj)}else{this.dehighlightMeasuringItems()}ioEvent.setHandled(true);_a.label=5;case 5:_super.prototype.onMouseUp.call(this,ioEvent);return[2]}}))}))};eDwMeasureOperator.prototype.updateMeasureResults=function(iUserUnits){this.mMeasureEntities.setMeasureUnit(iUserUnits)};eDwMeasureOperator.prototype.removeMeasureEntityAt=function(iIdx){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var theRemoved,idx;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mMeasureEntities.removeEntityAtIndex(iIdx)];case 1:theRemoved=_a.sent();if(theRemoved){idx=this.mSelObjs.indexOf(theRemoved);if(utils.isNumber(idx)&&idx>-1){this.mSelObjs.splice(idx,1)}}return[2]}}))}))})()};eDwMeasureOperator.prototype.clearMeasureEntities=function(){this.mMeasureEntities.reset()};eDwMeasureOperator.prototype.highlightEntityTempAt=function(idx){this.mMeasureEntities.highlightTemporaryEntityAt(idx)};eDwMeasureOperator.prototype.dehighlightAllTemporaryEntity=function(){this.mMeasureEntities.dehighlightAllTemporaryEntity();this.resetTempHighlight()};eDwMeasureOperator.prototype.getMeasureMode=function(){return this.mMeasureMode};eDwMeasureOperator.prototype.setMeasureMode=function(iMode){this.mMeasureMode=iMode};eDwMeasureOperator.prototype.setPointToPointMode=function(iEnable){this.mMeasureEntities.updatePointToPoint(iEnable)};eDwMeasureOperator.prototype.setShowDelta=function(iEnable){this.mMeasureEntities.updateDelta(iEnable)};eDwMeasureOperator.prototype.highlightMeasuringItem=function(iSelObj){this.mSelObjs.push(iSelObj);this.Viewer.HCViewer.selectionManager.add(iSelObj)};eDwMeasureOperator.prototype.dehighlightMeasuringItems=function(){this.mSelObjs=[];this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.removeMeasuringItemTempHighlight=function(){for(var _i=0,_a=this.mSelObjs;_i<_a.length;_i++){var selObj=_a[_i];eDwMeasureEntities.highlightEntity(selObj,this.Viewer.getModel(),false)}};eDwMeasureOperator.prototype.resetTempHighlight=function(){eDwMeasureEntities.highlightEntity(this.mTempHighlightItem,this.Viewer.getModel(),false);this.removeMeasuringItemTempHighlight()};eDwMeasureOperator.prototype.resetSelections=function(){var model=this.Viewer.getModel();var modelHC=model.getHCModel();var arraySize=this.mSelectionArray.length;for(var i=0;i<arraySize;i++){this.mSelectionArray[i].reset(modelHC)}this.mSelectionArray.length=0;this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.getPickConfig=function(){var pickConfig=new eDwTypes_2.HC.PickConfig(eDwTypes_2.HC.SelectionMask.None);pickConfig.allowPoints=this.mMeasureMode&eDwTypes_2.EntityMode.VERTEX?true:false;pickConfig.allowLines=this.mMeasureMode&eDwTypes_2.EntityMode.EDGE?true:false;pickConfig.allowFaces=this.mMeasureMode&eDwTypes_2.EntityMode.FACE?true:false;return pickConfig};return eDwMeasureOperator}(eDwBaseSelOperator);function l_isAllowedSelection(iSelObj,iMeasureMode){if(iSelObj&&iSelObj.getSelectionType()===eDwTypes_2.HC.SelectionType.None){return true}var subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(subEntityInfo&&subEntityInfo.SubEntity&&subEntityInfo.IsSelectable&&(iSelObj.getPointEntity()&&iMeasureMode&eDwTypes_2.EntityMode.VERTEX)||iSelObj.getLineEntity()&&iMeasureMode&eDwTypes_2.EntityMode.EDGE||iSelObj.getFaceEntity()&&iMeasureMode&eDwTypes_2.EntityMode.FACE){return true}return false}return eDwMeasureOperator}));define("eDwMeasureTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwUIMeasureHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwSelObj","eDwMeasureEntities"],(function(require,exports,eDwUIHTMLGenerator_1,eDwSelObj,eDwMeasureEntities){"use strict";var eDwUIMeasureHTMLGenerator=function(_super){__extends(eDwUIMeasureHTMLGenerator,_super);function eDwUIMeasureHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIMeasureHTMLGenerator.prototype.setMeasureResult=function(iMeasureResult){this.mMeasureResult=iMeasureResult};eDwUIMeasureHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelHC,numFaces,numCurves,numPnts,i,selObjHC,nodeIDHC,subEntityInfo,subEntityID,entityClass,entityIndex,highlight,_a,desc,status_1;return __generator(this,(function(_b){switch(_b.label){case 0:generatedHTML="";modelHC=this.mViewer.getModel().getHCModel();numFaces=0,numCurves=0,numPnts=0;i=0;_b.label=1;case 1:if(!(i<this.mMeasureResult.SelObjs.length))return[3,11];selObjHC=this.mMeasureResult.SelObjs[i];nodeIDHC=selObjHC.getNodeId();subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);entityClass=subEntityInfo.SubEntityTypeName;entityIndex=0;highlight=false;_a=subEntityInfo.SubEntityTypeName;switch(_a){case"Face":return[3,2];case"Line":return[3,4];case"Point":return[3,6]}return[3,8];case 2:entityIndex=numFaces++;entityClass="Surface";return[4,modelHC.getNodeFaceHighlighted(nodeIDHC,subEntityID)];case 3:highlight=_b.sent();return[3,9];case 4:entityIndex=numCurves++;entityClass="Curve";return[4,modelHC.getNodeLineHighlighted(nodeIDHC,subEntityID)];case 5:highlight=_b.sent();return[3,9];case 6:entityIndex=numPnts++;return[4,modelHC.getNodePointHighlighted(nodeIDHC,subEntityID)];case 7:highlight=_b.sent();return[3,9];case 8:return[3,10];case 9:desc=this.mMeasureResult.Descriptions[i];if(eDwMeasureEntities.PointToPoint){entityClass="Point";entityIndex=i+1;desc="\n"+desc}status_1=highlight?" edrawings-list-selected":"";generatedHTML+="<div class='edrawings-measure-entities-list-item"+status_1+"' index='"+i+"'>"+"<div class='edrawings-measure-entities-info'>"+"<span class='edrawings-measure-entities-type'>"+entityClass+"-"+entityIndex+" </span>"+"<span class='edrawings-measure-entities-type'>"+desc+"</span></div>"+"<div class='edrawings-measure-entities-remove "+"edrawings-close-icon'></div></div>";_b.label=10;case 10:++i;return[3,1];case 11:return[2,generatedHTML]}}))}))};return eDwUIMeasureHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIMeasureHTMLGenerator}));define("eDwUIMeasurePlugin",["require","exports","eDwEventMgr","eDwKeyMgr","eDwUIUtils","eDwMeasureMgr","eDwUIMeasureHTMLGenerator","eDwTypes","eDwUIBasePlugin","eDwEvents","eDwMeasureEvents","eDwUIShortcutMenu"],(function(require,exports,eDwEventMgr,eDwKeyMgr_1,eDwUIUtils,eDwMeasureMgr,eDwUIMeasureHTMLGenerator,eDwTypes_3,eDwUIBasePlugin_1,eDwEvents_2,eDwMeasureEvents_2,eDwUIShortcutMenu_1){"use strict";var eDwUIMeasurePlugin=function(_super){__extends(eDwUIMeasurePlugin,_super);function eDwUIMeasurePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-measure"};_this=_super.call(this,"Measure",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIMeasurePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model,value,measureButton;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_measurePanelID,HTML:"measurepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();value=model.getProperty("measure");eDwUIUtils.hide("#edrawings-button-measure",false);measureButton=$("#edrawings-button-measure");measureButton[value==="true"?"removeClass":"addClass"]("edrawings-disabled-button");this.mMeasureMgr=new eDwMeasureMgr(this.mViewer);eDwUIUtils.setUIGenerator(c_measurePanelID,new eDwUIMeasureHTMLGenerator(this.mViewer,c_measurePanelID));return[2]}}))}))};eDwUIMeasurePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_measurePanelID)}};eDwUIMeasurePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_measurePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-remove",(function(iEvent,iUIItemJQ,iArg){var selMeasureItem=$(c_measurePanelID+" .edrawings-list-selected");if(selMeasureItem){var indexStr=selMeasureItem.attr("index");if(indexStr){var index=parseInt(indexStr);_this.mMeasureMgr.removeMeasureEntityAt(index)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-clear",(function(iEvent,iUIItemJQ,iArg){_this.mMeasureMgr.clearMeasureEntities();_this.mMeasureMgr.dehighlightAllSelectEntity();eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));var selectorName=c_measurePanelID+" .edrawings-measure-entities-list-item";this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=$(iEvent.target);if(!targetJQ||!targetJQ.length)return;eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();_this.updateMeasureSelection(targetJQ[0],selectorName)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"mousedown",(function(iEvent){var eventJQ=iEvent;if(!eDwKeyMgr_1.eDwKeyMgr.isRMBPressed(eventJQ)){return}_this.updateMeasureSelection(eventJQ.target,selectorName);(function(){return __awaiter(_this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:screenPos=new eDwTypes_3.HC.Point2(eventJQ.clientX,eventJQ.clientY);return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.RightClickEvent,this.mViewer,screenPos,null,this.PluginGroupName)];case 1:_a.sent();return[2]}}))}))})()}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-entities-remove","click",(function(iEvent){var targetJQ=$(iEvent.target);var idxStr=targetJQ.parent().attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);_this.mMeasureMgr.removeMeasureEntityAt(idx)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-filter-button","click",(function(iEvent){var target=$(iEvent.target);if(target.hasClass("state-on-button")){target.removeClass("state-on-button")}else{target.addClass("state-on-button")}_this.mMeasureMgr.setMeasureMode(l_getCurrentMeasureMode())}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-delta-button","click",(function(iEvent){var target=$(iEvent.target);_this.mMeasureMgr.setMeasureDelta(!target.hasClass("state-on-button"));target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-pickpoint-button","click",(function(iEvent){var target=$(iEvent.target);var isSelected=target.hasClass("state-on-button");_this.mMeasureMgr.setPointToPointMode(!isSelected);target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-unit-selector","change",(function(iEvent){var lengthUnit=$("#edrawings-measure-distant-unit").val();var angleUnit=$("#edrawings-measure-angle-unit").val();_this.mMeasureMgr.setMeasureUnits(lengthUnit,angleUnit)}));var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,l_onMeasurementRefresh);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,l_onMeasurementSelected);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,l_onMeasurementDeselectAll);this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",true);this.mMeasureMgr.activateMeasure(this.mMeasureMgr.getMeasureMode());l_syncMeasureModeUI(this.mMeasureMgr,this.mViewer.getModel().getUserUnits());return true};eDwUIMeasurePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mMeasureMgr.deactivateMeasure();var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();shortcutMenu.removeAllMenuItems(this.PluginGroupName);this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,"l_onMeasurementRefresh");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,"l_onMeasurementSelected");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,"l_onMeasurementDeselectAll");this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",false);return true};eDwUIMeasurePlugin.prototype.updateMeasureSelection=function(iTarget,iSelectorName){var targetJQ=$(iTarget);var idxStr=targetJQ.attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);var measureMgr=this.mMeasureMgr;$(iSelectorName).removeClass("edrawings-list-selected");measureMgr.dehighlightAllSelectEntity();targetJQ.addClass("edrawings-list-selected");measureMgr.highlightSelectEntityAt(idx)};eDwUIMeasurePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.mMeasureMgr.dehighlightAllSelectEntity();this.mMeasureMgr.clearMeasureEntities()};return eDwUIMeasurePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_measurePanelID="#edrawings-measure-panel";var c_eventIDSuffix=".edw.measure";function l_onMeasurementDeselectAll(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementSelected(iSelListIndex){return __awaiter(this,void 0,void 0,(function(){var selector,itemJQ;return __generator(this,(function(_a){selector='.edrawings-measure-entities-list-item[index="'+iSelListIndex+'"]';itemJQ=$(selector);if(itemJQ.length&&!itemJQ.hasClass("edrawings-list-selected")){eDwUIUtils.scrollToTarget(itemJQ,"fast")}$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");itemJQ.addClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementRefresh(iMeasureResult){return __awaiter(this,void 0,void 0,(function(){var list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:list=$("#edrawings-measure-submenu-list");$("#edrawings-measure-result").text("");list.empty();$("#edrawings-measure-result").text(iMeasureResult.Message);gen=eDwUIUtils.getUIGenerator(c_measurePanelID);gen.setMeasureResult(iMeasureResult);_b=(_a=list).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);eDwUIUtils.fixMenuPanelInwardToolbar($(c_measurePanelID));return[2]}}))}))}function l_getCurrentMeasureMode(){var vertexEnabled=eDwUIUtils.isStateOn("#edrawings-measure-vertex-button")?eDwTypes_3.EntityMode.VERTEX:0;var edgeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-edge-button")?eDwTypes_3.EntityMode.EDGE:0;var faceEnabled=eDwUIUtils.isStateOn("#edrawings-measure-face-button")?eDwTypes_3.EntityMode.FACE:0;var holeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-hole-button")?eDwTypes_3.EntityMode.HOLE:0;return vertexEnabled|edgeEnabled|faceEnabled|holeEnabled}function l_syncMeasureModeUI(iMeasureMgr,iUserUnits){function setMeasureButton(iID,iMeasureModes,iTargetModes){var method=iMeasureModes&iTargetModes?"addClass":"removeClass";$(iID)[method]("state-on-button")}$("#edrawings-measure-distant-unit").val(iUserUnits.Length);$("#edrawings-measure-angle-unit").val(iUserUnits.Angle);var measureMode=iMeasureMgr.getMeasureMode();setMeasureButton("#edrawings-measure-vertex-button",measureMode,eDwTypes_3.EntityMode.VERTEX);setMeasureButton("#edrawings-measure-edge-button",measureMode,eDwTypes_3.EntityMode.EDGE);setMeasureButton("#edrawings-measure-face-button",measureMode,eDwTypes_3.EntityMode.FACE)}return eDwUIMeasurePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __spreadArrays=this&&this.__spreadArrays||function(){for(var s=0,i=0,il=arguments.length;i<il;i++)s+=arguments[i].length;for(var r=Array(s),k=0,i=0;i<il;i++)for(var a=arguments[i],j=0,jl=a.length;j<jl;j++,k++)r[k]=a[j];return r};console.assert(!console.debugLog);console.debugLog=function(iCategory,iMsg){var iParams=[];for(var _i=2;_i<arguments.length;_i++){iParams[_i-2]=arguments[_i]}if(!console.debugLogCategories){console.debugLogCategories=[]}if(!console.excludeDebugLogCategories){console.excludeDebugLogCategories=[]}if(console.excludeDebugLogCategories.indexOf(iCategory)>-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var 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";if(modelContents!=="<!-- SC_MODEL_DATA"+" -->"){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("global-storch-150",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i<pluginFiles_1.length))return[3,5];pluginFile=pluginFiles_1[_i];if(!pluginFile.match(/.*EarlyLoad.*Plugin.*\.js/i))return[3,4];return[4,serviceMgr.importPlugin(pluginFile)];case 3:pluginClassName=_a.sent();eDwUIPluginMgr.get().loadPlugins([pluginClassName],null,ioViewerOpts);_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))})();if(iInit)iInit(ioViewerOpts,iContainerElemID);if(!ioViewerOpts.URL)return[3,2];return[4,l_processInputURL(iContainerElemID,ioViewerOpts)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}function l_processProductStructure(iViewer,iServerURL){return __awaiter(this,void 0,void 0,(function(){var model,modelHC,rootId,onDone,iException_1,msg,_i,_a,msg_1;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:model=iViewer.getModel();modelHC=model.getHCModel();_b.label=1;case 1:_b.trys.push([1,4,,5]);rootId=modelHC.getAbsoluteRootNode();modelHC._getModelStructure().resetPmiColor(rootId);eDwUIUtils.createUIGenerators(iViewer);return[4,model.initModelData()];case 2:_b.sent();onDone=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){removeModelStreamCache(iViewer,iServerURL);return[2]}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents_1.DoneEvent,onDone);return[4,iViewer.processProductStructure()];case 3:_b.sent();return[3,5];case 4:iException_1=_b.sent();msg=iException_1.message?iException_1.message:"No product structure XML?";console.debugLog("ModelLoad",msg);if(iException_1 instanceof eDwResultError){for(_i=0,_a=iException_1.Result.ErrorData;_i<_a.length;_i++){msg_1=_a[_i];console.debugLog("ModelLoad",msg_1)}if(iException_1.Result.ErrorCode==="NoNodeWithName"){iException_1.Result.ErrorCode="IncompleteFileProcessing"}throw iException_1}else if(!(iException_1 instanceof TypeError)){throw new eDwAJAXError(msg,"AJAXFailure")}return[3,5];case 5:return[2]}}))}))}function l_processInputURL(iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var ext,pos2,fileName;return __generator(this,(function(_a){switch(_a.label){case 0:ext=utils.getExtension(ioParams.URL);if(!ext)throw new Error("The file has no extension");if(!(ext==="scs"))return[3,2];pos2=ioParams.URL.lastIndexOf("/");fileName=ioParams.URL.substring(pos2+1);fileName=fileName.slice(0,-(ext.length+1));return[4,l_viewSCSFile(fileName,iContainerElemID,ioParams)];case 1:_a.sent();return[3,6];case 2:if(!(ioParams.URL.indexOf("http")===0))return[3,4];return[4,l_convert(iContainerElemID,ioParams)];case 3:_a.sent();return[3,6];case 4:return[4,eDwUIUtils.viewFile(ioParams.URL,ioParams.URL,ioParams,iContainerElemID)];case 5:_a.sent();_a.label=6;case 6:return[2]}}))}))}function l_viewSCSFile(iFileName,iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var modelContents,_a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=Uint8Array.bind;return[4,eDwServiceMgr.get().getFileFromServer(ioParams.URL,true)];case 1:modelContents=new(_a.apply(Uint8Array,[void 0,_b.sent()]));return[4,eDwUIUtils.viewFile(iFileName,null,ioParams,iContainerElemID,modelContents)];case 2:_b.sent();return[2]}}))}))}function l_convert(iContainerID,ioParams){return __awaiter(this,void 0,void 0,(function(){var serviceMgr,result,viewer,iExcp_4;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,6,,7]);return[4,serviceMgr.convert(ioParams)];case 2:result=_a.sent();if(result.ErrorCode!=="Success"){throw new eDwResultError(result)}return[4,eDwUIUtils.viewFile(result.FileName,result.ModelCacheName,ioParams,iContainerID)];case 3:viewer=_a.sent();if(!viewer)return[3,5];return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.LicenseKeyEvent,viewer,result.LicenseKey)];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_4=_a.sent();if(iExcp_4 instanceof eDwResultError)throw iExcp_4;console.debugLog("ModelLoad","Model loading failed: "+iExcp_4.message);throw new eDwAJAXError(iExcp_4.message,"AJAXFailure");case 7:return[2]}}))}))}function l_displayError(iExcp,iOnError){if(iOnError){iOnError(eDwUIUtils.makeResult(iExcp))}}var c_featOps={URL:"",ValidateClientIP:false,RenderType:"ShadedWithEdges",Debug:false,DeleteModelCacheFileWhenDone:true,StreamAlwaysConnected:false,WebSocketEndpoint:""};var l_ModelLoadEvents}));define("eDwAJAXError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwAJAXError=function(_super){__extends(eDwAJAXError,_super);function eDwAJAXError(iMsg,iErrorCode){var _this=_super.call(this,"AJAX Error",iMsg)||this;_this.ErrorCode=iErrorCode;return _this}return eDwAJAXError}(eDwBaseError);return eDwAJAXError}));define("eDwAmbientOcclusionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwAmbientOcclusionCmd=function(_super){__extends(eDwAmbientOcclusionCmd,_super);function eDwAmbientOcclusionCmd(iViewer,iActivate){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=!iActivate;_this.mFinallyActive=iActivate;return _this}eDwAmbientOcclusionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mInitiallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwAmbientOcclusionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwAmbientOcclusionCmd}(eDwSupportsHistoryCmd);return eDwAmbientOcclusionCmd}));define("eDwAnimateCmd",["require","exports","eDwCmd"],(function(require,exports,eDwCmd){"use strict";var eDwAnimateCmd=function(_super){__extends(eDwAnimateCmd,_super);function eDwAnimateCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mExclusive=false;return _this}eDwAnimateCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!this.mViewer.getModel().isDrawing()){viewMgr=this.mViewer.ViewMgr;if(viewMgr.isActive()){viewMgr.stop()}else{viewMgr.start()}}return[2]}}))}))};eDwAnimateCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();viewMgr=this.mViewer.ViewMgr;viewMgr.stop();return[2]}}))}))};return eDwAnimateCmd}(eDwCmd);return eDwAnimateCmd}));define("eDwBaseError",["require","exports"],(function(require,exports){"use strict";var eDwBaseError=function(_super){__extends(eDwBaseError,_super);function eDwBaseError(iName,iMessage){var _newTarget=this.constructor;var _this=this;var trueProto=_newTarget.prototype;_this=_super.call(this,iMessage)||this;Object.setPrototypeOf(_this,trueProto);_this.name=iName?iName:"eDwBaseError";return _this}return eDwBaseError}(Error);return eDwBaseError}));define("eDwBaseMarkupItem",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_2){"use strict";var eDwBaseMarkupItem=function(_super){__extends(eDwBaseMarkupItem,_super);function eDwBaseMarkupItem(){var _this=_super.call(this)||this;_this.mPosHC=new eDwTypes_2.HC.Point2(0,0);return _this}eDwBaseMarkupItem.prototype.getClassName=function(){return"eDwBaseMarkupItem"};Object.defineProperty(eDwBaseMarkupItem.prototype,"Position",{get:function(){return this.mPosHC},set:function(iPosHC){this.mPosHC=iPosHC},enumerable:false,configurable:true});return eDwBaseMarkupItem}(eDwTypes_2.HC.Markup.MarkupItem);return eDwBaseMarkupItem}));define("eDwBaseSelOperator",["require","exports","eDwOperatorBaseDeps","eDwGeomUtils"],(function(require,exports,eDwOperatorBaseDeps_1,eDwGeomUtils){"use strict";var eDwBaseSelOperator=function(_super){__extends(eDwBaseSelOperator,_super);function eDwBaseSelOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer)||this;_this.mSelMgr=iSelMgr;_this.mPrevHighlightStates={};return _this}eDwBaseSelOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.popHighlightSelectionState("NODE");this.popHighlightSelectionState("FACE");this.popHighlightSelectionState("EDGE");this.popHighlightSelectionState("VERTEX");this.popNodeSelectionColor();this.popNodeSelectionOutlineColor();this.popNodeSelectionHighlightMode();this.popElementSelectionColor();this.popElementSelectionOutlineColor();this.popElementSelectionHighlightMode();return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionStart(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionEnd(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionStart(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionEnd(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.pushHighlightSelectionState=function(iSelType,iNewState){return this.mPrevHighlightStates[iSelType]=this.mSelMgr.setHighlightSelection(iSelType,iNewState)};eDwBaseSelOperator.prototype.pushNodeSelectionColor=function(iColor){return this.mPrevNodeColor=this.mSelMgr.setNodeSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionOutlineColor=function(iColor){return this.mPrevNodeOutlineColor=this.mSelMgr.setNodeSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevNodeHighlightMode=this.mSelMgr.setNodeSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.pushElementSelectionColor=function(iColor){return this.mPrevElementColor=this.mSelMgr.setElementSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionOutlineColor=function(iColor){return this.mPrevElementOutlineColor=this.mSelMgr.setElementSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevElementHighlightMode=this.mSelMgr.setElementSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.popHighlightSelectionState=function(iSelType){if(this.mPrevHighlightStates&&this.mPrevHighlightStates.hasOwnProperty(iSelType)){this.mSelMgr.setHighlightSelection(iSelType,this.mPrevHighlightStates[iSelType]);delete this.mPrevHighlightStates[iSelType]}};eDwBaseSelOperator.prototype.popNodeSelectionColor=function(){if(this.mPrevNodeColor){this.mSelMgr.setNodeSelectionColor(this.mPrevNodeColor);this.mPrevNodeColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionOutlineColor=function(){if(this.mPrevNodeOutlineColor){this.mSelMgr.setNodeSelectionOutlineColor(this.mPrevNodeOutlineColor);this.mPrevNodeOutlineColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionHighlightMode=function(){if(this.mPrevNodeHighlightMode){this.mSelMgr.setNodeSelectionHighlightMode(this.mPrevNodeHighlightMode);this.mPrevNodeHighlightMode=null}};eDwBaseSelOperator.prototype.popElementSelectionColor=function(){if(this.mPrevElementColor){this.mSelMgr.setElementSelectionColor(this.mPrevElementColor);this.mPrevElementColor=null}};eDwBaseSelOperator.prototype.popElementSelectionOutlineColor=function(){if(this.mPrevElementOutlineColor){this.mSelMgr.setElementSelectionOutlineColor(this.mPrevElementOutlineColor);this.mPrevElementOutlineColor=null}};eDwBaseSelOperator.prototype.popElementSelectionHighlightMode=function(){if(this.mPrevElementHighlightMode){this.mSelMgr.setElementSelectionHighlightMode(this.mPrevElementHighlightMode);this.mPrevElementHighlightMode=null}};eDwBaseSelOperator.prototype.actionStart=function(iPoint){this.mFirstPt=eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView());console.debugLog("BaseSelOp","down screen pt = "+JSON.stringify(iPoint))};eDwBaseSelOperator.prototype.actionEnd=function(iPoint){this.mFirstPt=null;console.debugLog("BaseSelOp","up screen pt = "+JSON.stringify(eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView())))};return eDwBaseSelOperator}(eDwOperatorBaseDeps_1.eDwBaseOperator);return eDwBaseSelOperator}));define("eDwChangeModelViewCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeModelViewCmd=function(_super){__extends(eDwChangeModelViewCmd,_super);function eDwChangeModelViewCmd(iViewer,iModelView){var _this=_super.call(this,iViewer)||this;_this.mInitialModelView=iViewer.getModel().getActiveModelView();_this.mFinalModelView=iModelView;return _this}eDwChangeModelViewCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mInitialModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mFinalModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.activateModelView(this.mFinalModelView);return[2]}}))}))};Object.defineProperty(eDwChangeModelViewCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwChangeModelViewCmd.prototype.activateModelView=function(iModelView){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();return[4,this.mViewer.getModel().activateModelView(iModelView)];case 2:_a.sent();return[2]}}))}))})()};return eDwChangeModelViewCmd}(eDwSupportsHistoryCmd);return eDwChangeModelViewCmd}));define("eDwChangeSectionPlaneCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeSectionPlaneCmd=function(_super){__extends(eDwChangeSectionPlaneCmd,_super);function eDwChangeSectionPlaneCmd(iViewer,iInitialPlane,iFinalPlane){var _this=_super.call(this,iViewer)||this;_this.mInitialPlane=iInitialPlane;_this.mFinalPlane=iFinalPlane;return _this}eDwChangeSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mInitialPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2]}}))}))};eDwChangeSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPlane&&!!this.mFinalPlane};Object.defineProperty(eDwChangeSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwChangeSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwChangeSectionPlaneCmd}));define("eDwCmd",["require","exports","eDwOperationMixin"],(function(require,exports,eDwOperationMixin){"use strict";var eDwCmd=function(_super){__extends(eDwCmd,_super);function eDwCmd(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;return _this}eDwCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.setHierarchyNodeIDsAttribs=function(iNodesWithAttribs){var _this=this;if(!iNodesWithAttribs)return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.getModel().setAttribs(iNodesWithAttribs);return[2]}))}))})()};eDwCmd.prototype.getHierarchyNodesAttribs=function(iExcludeModelViewNode){if(iExcludeModelViewNode===void 0){iExcludeModelViewNode=true}var nodeWithAttrib=[];var modelView=this.mViewer.getModel().getActiveModelView();var hierNodes=modelView.Nodes;for(var hierNodeName in hierNodes){var hierNode=hierNodes[hierNodeName];if(iExcludeModelViewNode&&modelView.Hierarchy===hierNode){continue}var attrib=$.extend(true,{},hierNode.getAttribs());nodeWithAttrib.push({HierNode:hierNode,Attribs:attrib})}return nodeWithAttrib};return eDwCmd}(eDwOperationMixin);return eDwCmd}));define("eDwCommandMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwCommandMgr=function(){function eDwCommandMgr(){this.mActiveCmds=[]}eDwCommandMgr.get=function(){if(!eDwCommandMgr.sCommandMgr){eDwCommandMgr.sCommandMgr=new eDwCommandMgr}return eDwCommandMgr.sCommandMgr};eDwCommandMgr.prototype.add=function(iCmd){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iCmd){console.debugLog("CommandMgr","Command noexistant.  Not added.");return[2]}return[4,this.popCmds(iCmd)];case 1:_a.sent();this.mActiveCmds.push(iCmd);console.debugLog("CommandMgr","Added "+Utils.getObjectTypeName(iCmd)+" as an active command.");return[2]}}))}))};eDwCommandMgr.prototype.remove=function(iCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){var detached;return __generator(this,(function(_a){switch(_a.label){case 0:detached=false;if(!iCmd)return[3,2];detached=this.detach(iCmd);if(!(detached&&iCmdAction))return[3,2];return[4,iCmd[iCmdAction]()];case 1:_a.sent();_a.label=2;case 2:console.debugLog("CommandMgr",(detached?"Removed ":"Not Found ")+Utils.getObjectTypeName(iCmd)+" as an active command. "+(detached&&iCmdAction?" Also, "+iCmdAction+"ed it.":""));return[2,detached]}}))}))};eDwCommandMgr.prototype.run=function(ioCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.add(ioCmd)];case 1:_a.sent();return[4,this.remove(ioCmd,iCmdAction)];case 2:_a.sent();return[2]}}))}))};eDwCommandMgr.prototype.clear=function(){return __awaiter(this,void 0,void 0,(function(){var cmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmd=this.mActiveCmds.pop();_a.label=1;case 1:if(!cmd)return[3,4];return[4,cmd.cancel()];case 2:_a.sent();_a.label=3;case 3:cmd=this.mActiveCmds.pop();return[3,1];case 4:console.debugLog("CommandMgr","All active commands cleared.");return[2]}}))}))};eDwCommandMgr.prototype.popCmds=function(iCmd){return __awaiter(this,void 0,void 0,(function(){var exclusiveCmds,i;return __generator(this,(function(_a){switch(_a.label){case 0:if(iCmd.Aggregable&&(!this.mActiveCmds.length||this.mActiveCmds[this.mActiveCmds.length-1].AllowsAggregation)){return[2]}if(!iCmd.Exclusive)return[3,5];exclusiveCmds=this.mActiveCmds.filter((function(iCmd){return iCmd.Exclusive}));i=exclusiveCmds.length-1;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i<numCmds))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.redo()];case 2:ret=_a.sent();console.debugLog("History","Redo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i++;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.clearSubCmds=function(){this.mSubCmds=[]};return eDwCompositeCmd}(eDwSupportsHistoryCmd);return eDwCompositeCmd}));define("eDwConvTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwDrawModeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwDrawModeCmd=function(_super){__extends(eDwDrawModeCmd,_super);function eDwDrawModeCmd(iViewer,iDrawMode){var _this=_super.call(this,iViewer)||this;_this.mInitialDrawMode=iViewer.getDrawMode();_this.mFinalDrawMode=iDrawMode;return _this}eDwDrawModeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mInitialDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mFinalDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setDrawMode(this.mFinalDrawMode);return[2]}}))}))};Object.defineProperty(eDwDrawModeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwDrawModeCmd}(eDwSupportsHistoryCmd);return eDwDrawModeCmd}));define("eDwEventMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwEventMgr=function(){function eDwEventMgr(){this.mEventHandlers=new Map}eDwEventMgr.get=function(){if(!eDwEventMgr.sMgr)eDwEventMgr.sMgr=new eDwEventMgr;return eDwEventMgr.sMgr};eDwEventMgr.prototype.addEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){if(!iEventHandlerFuncName){throw new Error("Eventhandler object has no function name")}this.initHandlersMapForEvent(iEvent);var handlerMap={};handlerMap[iEventHandlerFuncName]=iEventHandlerObj;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.addEventHandlerFunc=function(iEvent,ioEventHandlerFunc){this.initHandlersMapForEvent(iEvent);ioEventHandlerFunc.funcName=ioEventHandlerFunc.name;if(!ioEventHandlerFunc.funcName){var eventTypeName=this.constructor.toString().match(/\w+/g)[1];ioEventHandlerFunc.funcName=eventTypeName+this.mEventHandlers.get(iEvent).length}var handlerMap={};handlerMap[ioEventHandlerFunc.funcName]=ioEventHandlerFunc;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.removeEventHandlerFunc=function(iEvent,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var key in eventHandlerMaps){var handlerMap=eventHandlerMaps[key];if(handlerMap[iEventHandlerFuncName]){eventHandlerMaps.splice(parseInt(key,10),1);++numRemoved}}return numRemoved};eDwEventMgr.prototype.removeEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var _i=0,eventHandlerMaps_1=eventHandlerMaps;_i<eventHandlerMaps_1.length;_i++){var handlerMap=eventHandlerMaps_1[_i];var handlerObj=handlerMap[iEventHandlerFuncName];if(handlerObj===iEventHandlerObj){var index=eventHandlerMaps.indexOf(handlerMap);if(index>-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}return __awaiter(this,void 0,void 0,(function(){var handlerMaps,allPromises,_a,handlerMaps_1,handlerMap,keys,funcName,handlerItem,retPromise,handlerFunc,retPromise;return __generator(this,(function(_b){switch(_b.label){case 0:handlerMaps=this.mEventHandlers.get(iEvent);if(!handlerMaps)return[2,[]];allPromises=[];for(_a=0,handlerMaps_1=handlerMaps;_a<handlerMaps_1.length;_a++){handlerMap=handlerMaps_1[_a];keys=Object.keys(handlerMap);console.assert(keys.length===1);funcName=keys[0];handlerItem=handlerMap[funcName];if("funcName"in handlerItem){retPromise=handlerItem.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}else{handlerFunc=eDwEventMgr.getHandler(handlerItem,funcName);if(handlerFunc){handlerFunc=handlerFunc.bind(handlerItem);retPromise=handlerFunc.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}}}return[4,Promise.all(allPromises)];case 1:return[2,_b.sent()]}}))}))};eDwEventMgr.getHandler=function(iHandlerObj,iHandlerName){var handler;var handlerObj=iHandlerObj;var parentClass=Object.getPrototypeOf(iHandlerObj);while(handlerObj&&!handler){handler=handlerObj[iHandlerName];if(!handler){handlerObj=parentClass;parentClass=handlerObj?Object.getPrototypeOf(handlerObj):null}}return handler instanceof Function?handler:null};eDwEventMgr.prototype.initHandlersMapForEvent=function(iEvent){if(!this.mEventHandlers.has(iEvent)){this.mEventHandlers.set(iEvent,[])}};return eDwEventMgr}();return eDwEventMgr}));define("eDwEvents",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.ViewDeletedEvent=exports.ViewLoadedEvent=exports.ViewCreatedEvent=exports.LicenseKeyEvent=exports.GLContextLostEvent=exports.UserUnitsChangeEvent=exports.DeactivateUIOpEvent=exports.ActivateUIOpEvent=exports.ExplodeLevelChangeEvent=exports.AmbientOcclChangeEvent=exports.ResetSceneEvent=exports.CameraChangeEvent=exports.ModelXformChangeStartEvent=exports.ProjModeChangeEvent=exports.DrawModeChangeEvent=exports.TimeoutEvent=exports.LeftDoubleClickEvent=exports.RightClickEvent=exports.MiddleClickEvent=exports.LeftClickEvent=exports.StopAnimationEvent=exports.StartAnimationEvent=exports.ProdStructLoadedEvent=exports.ModelViewChangeEvent=exports.UnselectEvent=exports.SelectEvent=exports.NodeAttribChangeEvent=exports.DoneEvent=exports.InitFullUIEvent=exports.InitEvent=exports.AppEvent=void 0;var AppEvent=function(){function AppEvent(){this.doNotUse}return AppEvent}();exports.AppEvent=AppEvent;exports.InitEvent=new AppEvent;exports.InitFullUIEvent=new AppEvent;exports.DoneEvent=new AppEvent;exports.NodeAttribChangeEvent=new AppEvent;exports.SelectEvent=new AppEvent;exports.UnselectEvent=new AppEvent;exports.ModelViewChangeEvent=new AppEvent;exports.ProdStructLoadedEvent=new AppEvent;exports.StartAnimationEvent=new AppEvent;exports.StopAnimationEvent=new AppEvent;exports.LeftClickEvent=new AppEvent;exports.MiddleClickEvent=new AppEvent;exports.RightClickEvent=new AppEvent;exports.LeftDoubleClickEvent=new AppEvent;exports.TimeoutEvent=new AppEvent;exports.DrawModeChangeEvent=new AppEvent;exports.ProjModeChangeEvent=new AppEvent;exports.ModelXformChangeStartEvent=new AppEvent;exports.CameraChangeEvent=new AppEvent;exports.ResetSceneEvent=new AppEvent;exports.AmbientOcclChangeEvent=new AppEvent;exports.ExplodeLevelChangeEvent=new AppEvent;exports.ActivateUIOpEvent=new AppEvent;exports.DeactivateUIOpEvent=new AppEvent;exports.UserUnitsChangeEvent=new AppEvent;exports.GLContextLostEvent=new AppEvent;exports.LicenseKeyEvent=new AppEvent;exports.ViewCreatedEvent=new AppEvent;exports.ViewLoadedEvent=new AppEvent;exports.ViewDeletedEvent=new AppEvent}));define("eDwExplodeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwExplodeCmd=function(_super){__extends(eDwExplodeCmd,_super);function eDwExplodeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialLevel=_this.mViewer.getExplosionLevel();_this.mFinalLevel=NaN;return _this}eDwExplodeCmd.prototype.setLevel=function(iLevel){this.setExplosionLevel(iLevel);this.mFinalLevel=iLevel};eDwExplodeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mInitialLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mFinalLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();this.setExplosionLevel(this.mInitialLevel);this.mViewer.HCViewer.explodeManager.stop();return[2]}}))}))};Object.defineProperty(eDwExplodeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwExplodeCmd.prototype.setExplosionLevel=function(iLevel){var explodeMgrHC=this.mViewer.HCViewer.explodeManager;if(!explodeMgrHC.getActive())explodeMgrHC.start();this.mViewer.setExplosionLevel(iLevel)};return eDwExplodeCmd}(eDwSupportsHistoryCmd);return eDwExplodeCmd}));define("eDwGenericError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwGenericError=function(_super){__extends(eDwGenericError,_super);function eDwGenericError(iMessage){return _super.call(this,"Generic Error",iMessage)||this}return eDwGenericError}(eDwBaseError);return eDwGenericError}));define("eDwGeomUtils",["require","exports","eDwTypes","utils"],(function(require,exports,eDwTypes_3,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cAbsAngleTol=exports.cAbsLengthTol=exports.isValidHCPoint=exports.isPoint3DInBox=exports.screenToWorld=exports.dropPointOnPlane=void 0;function dropPointOnPlane(iPtHC,iPlnHC){var dist=iPlnHC.distanceToPoint(iPtHC);var vecHC=iPlnHC.normal.copy();return vecHC.normalize().scale(-dist).add(iPtHC)}exports.dropPointOnPlane=dropPointOnPlane;function screenToWorld(iScreenPosHC,iViewHC){var cameraHC=iViewHC.getCamera();var pnt3DHC=cameraHC.getCameraPlaneIntersectionPoint(iScreenPosHC,iViewHC);console.debugLog("GeomUtils","Screen pt = "+JSON.stringify(iScreenPosHC)+" 3D pt = "+JSON.stringify(pnt3DHC));return pnt3DHC}exports.screenToWorld=screenToWorld;function isPoint3DInBox(iPt3HC,iBboxHC){var pntArr=[];iPt3HC.toArray(pntArr);var minPt=[];iBboxHC.min.toArray(minPt);var maxPt=[];iBboxHC.max.toArray(maxPt);console.debugLog("GeomUtils","3D pt = "+JSON.stringify(iPt3HC)+" Bounding box = "+JSON.stringify(iBboxHC));for(var i=0;i<3;++i){if(pntArr[i]<minPt[i]||pntArr[i]>maxPt[i])return false}return true}exports.isPoint3DInBox=isPoint3DInBox;function isValidHCPoint(iPntHC){if(!iPntHC)return false;if(iPntHC instanceof eDwTypes_3.HC.Point3){if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)||utils.isNaN(iPntHC.z)){return false}}else{if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)){return false}}return true}exports.isValidHCPoint=isValidHCPoint;exports.cAbsLengthTol=1e-6;exports.cAbsAngleTol=1e-9}));define("eDwHierNodeAttribArray",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwHierarchyNode",["require","exports","eDwNodeAttributes","utils","eDwTypes"],(function(require,exports,eDwNodeAttributes_1,utils,eDwTypes_4){"use strict";var eDwHierarchyNode=function(){function eDwHierarchyNode(iName,iCategory,iAttributes,iNodeIDHC,iParentNode,iModeView){this.Category=iCategory;this.HOOPSID=iNodeIDHC;this.mModelView=iModeView;this.mChildNameToHierNode={};this.mBoundingBoxNodeInfo={IDs:[],VisState:false};this.mParentNode=iParentNode;this.Name=iName;if("`"===iName.charAt(0)&&"`"===iName.charAt(iName.length-1)){this.Name=iName.slice(1,-1)}this.mAttribs={};$.extend(this.mAttribs,iAttributes);this.mReadOnlyAttribs={};$.extend(this.mReadOnlyAttribs,this.mAttribs);this.mReadOnlyOverrideAttribs={};if(this.mModelView){this.mModelView.Nodes[iNodeIDHC]=this}}eDwHierarchyNode.prototype.addChild=function(iName,iCategory,iAttribs,iNodeIDHC,iParentNode){var node=new eDwHierarchyNode(iName,iCategory,iAttribs,iNodeIDHC,iParentNode,this.mModelView);this.mChildNameToHierNode[iName]=node;return node};eDwHierarchyNode.prototype.getChildren=function(){return utils.makeArray(this.mChildNameToHierNode)};eDwHierarchyNode.prototype.getAllChildren=function(ioHierNodes){for(var name_1 in this.mChildNameToHierNode){var hierNode=this.mChildNameToHierNode[name_1];if(hierNode){ioHierNodes.push(hierNode);hierNode.getAllChildren(ioHierNodes)}}};eDwHierarchyNode.prototype.getChildrenAndKeys=function(){return this.mChildNameToHierNode};Object.defineProperty(eDwHierarchyNode.prototype,"Parent",{get:function(){return this.mParentNode},enumerable:false,configurable:true});eDwHierarchyNode.prototype.getModelView=function(){return this.mModelView};eDwHierarchyNode.prototype.getAttribs=function(iIgnoreActive){if(iIgnoreActive===void 0){iIgnoreActive=false}var attribs={};$.extend(attribs,this.mAttribs);$.extend(attribs,this.mReadOnlyOverrideAttribs);if(!iIgnoreActive&&!this.isActive()){$.extend(attribs,{Visible:false})}return attribs};eDwHierarchyNode.prototype.getInitialAttribs=function(){var attribs={};$.extend(attribs,this.mReadOnlyAttribs);return attribs};eDwHierarchyNode.prototype.setAttribs=function(iAttribs){var changedAttribNames=eDwNodeAttributes_1.eDwNodeAttributes.setAttribs(this.mAttribs,iAttribs);return changedAttribNames};eDwHierarchyNode.prototype.setOverrideAttribs=function(iAttribs){this.mReadOnlyOverrideAttribs={};var overridesExist=false;for(var attribName in iAttribs){if(this.mAttribs[attribName]!==iAttribs[attribName]){overridesExist=true;break}}if(overridesExist)$.extend(this.mReadOnlyOverrideAttribs,iAttribs);return Object.keys(iAttribs)};eDwHierarchyNode.prototype.mergeAttribs=function(iAttribs){this.mAttribs=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(this.mAttribs,iAttribs);return this.mAttribs};eDwHierarchyNode.prototype.getMergedChildrenAttribs=function(iTraverseOption,ioAccumAttrib){var attrib={};var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){attrib=ioAccumAttrib||attrib;for(var i=0;i<childNodeKeys.length;i++){var childHierNode=childHierNodes[childNodeKeys[i]];var childAttrib=childHierNode.getAttribs();attrib=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(attrib,childAttrib);if(iTraverseOption==="All"){childHierNode.getMergedChildrenAttribs(iTraverseOption,attrib)}}}return attrib};eDwHierarchyNode.prototype.syncAttribsWithChildren=function(iTraverseOption){if(iTraverseOption===void 0){iTraverseOption="DirectDescendantsOnly"}this.setAttribs(this.getMergedChildrenAttribs(iTraverseOption))};eDwHierarchyNode.prototype.propagateAttribsToChildren=function(iPropagatingAttribNames,iUseSetOverride,iTraverseOption){if(iUseSetOverride===void 0){iUseSetOverride=false}if(iTraverseOption===void 0){iTraverseOption="All"}var setMethod=iUseSetOverride?eDwHierarchyNode.prototype.setOverrideAttribs:eDwHierarchyNode.prototype.setAttribs;var changedHierNodes=[];var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){for(var i=0;i<childNodeKeys.length;i++){if(iPropagatingAttribNames&&iPropagatingAttribNames.length){for(var _i=0,iPropagatingAttribNames_1=iPropagatingAttribNames;_i<iPropagatingAttribNames_1.length;_i++){var attribName=iPropagatingAttribNames_1[_i];var attrib={};attrib[attribName]=this.mAttribs[attribName];var childHierNode=childHierNodes[childNodeKeys[i]];var changedAttribNames=setMethod.call(childHierNode,attrib);if(changedAttribNames.length){changedHierNodes.push(childHierNode)}if(iTraverseOption==="All"){var childrenChangedHierNodes=childHierNode.propagateAttribsToChildren(iPropagatingAttribNames,iUseSetOverride,iTraverseOption);Array.prototype.push.apply(changedHierNodes,childrenChangedHierNodes)}}}}}return changedHierNodes};eDwHierarchyNode.prototype.invertAttrib=function(iAttribName){this.mAttribs[iAttribName]=!this.mAttribs[iAttribName];return this.mAttribs};eDwHierarchyNode.prototype.getDisplayState=function(iOtherAttribs){var state=eDwNodeAttributes_1.NodeDisplayState.Invisible;var setVisible=this.mAttribs.Opaque!==undefined&&Object.keys(this.mAttribs).length===1&&iOtherAttribs&&iOtherAttribs.Visible;this.mAttribs.Visible=setVisible?true:this.mAttribs.Visible;if(this.mAttribs.Visible){var opaque=this.mAttribs.Opaque===undefined||this.mAttribs.Opaque;state=opaque?eDwNodeAttributes_1.NodeDisplayState.Visible:eDwNodeAttributes_1.NodeDisplayState.Transparent;if(iOtherAttribs&&iOtherAttribs.Opaque===false){state=eDwNodeAttributes_1.NodeDisplayState.Transparent}}return state};eDwHierarchyNode.prototype.find=function(iPropName,iPropValue,iIncludeThis,iRecurse,iStrictMatch){if(iIncludeThis===void 0){iIncludeThis=true}if(iRecurse===void 0){iRecurse=true}if(iStrictMatch===void 0){iStrictMatch=false}var hierNodes=[];function getHierNodeWithPropNameAndValue(iHierNode){var propValue=iHierNode[iPropName];if(propValue&&utils.isEqual(iPropValue,propValue,iStrictMatch)){hierNodes.push(iHierNode)}}function getChildHierNodesWithPropNameAndValue(iHierNode){for(var childNodeName in iHierNode.mChildNameToHierNode){var childHierNode=iHierNode.mChildNameToHierNode[childNodeName];getHierNodeWithPropNameAndValue(childHierNode);if(iRecurse){getChildHierNodesWithPropNameAndValue(childHierNode)}}}if(iIncludeThis)getHierNodeWithPropNameAndValue(this);getChildHierNodesWithPropNameAndValue(this);return hierNodes};eDwHierarchyNode.prototype.getAllHierNodesWithChangedAttribs=function(ioHierNodes){if(!utils.isEqual(this.getInitialAttribs(),this.mAttribs)){ioHierNodes.push(this)}for(var key in this.mChildNameToHierNode){this.mChildNameToHierNode[key].getAllHierNodesWithChangedAttribs(ioHierNodes)}};eDwHierarchyNode.prototype.showBoundingBox=function(iViewer,iState){return __awaiter(this,void 0,void 0,(function(){var model,isVisible,beautifulGreen,bboxHC,width,height,length_1,scale,vmin,vmax,p0,p1,p2,p3,polylineData,rgba,i,tmp,boxMesh,modelHC,key,meshInstance,nodeID;return __generator(this,(function(_a){switch(_a.label){case 0:model=iViewer.getModel();isVisible=!this.mBoundingBoxNodeInfo||!this.mBoundingBoxNodeInfo.IDs.length||!this.mBoundingBoxNodeInfo.VisState?false:true;if(iState==="on"&&isVisible)return[2,true];if(iState==="off"||iState==="toggle"&&isVisible){this.mBoundingBoxNodeInfo.VisState=false;model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,false);return[2,false]}return[4,model.activateModelView(this.mModelView)];case 1:_a.sent();this.mBoundingBoxNodeInfo.VisState=true;if(!!this.mBoundingBoxNodeInfo.IDs.length)return[3,5];beautifulGreen=new eDwTypes_4.HC.Color(0,255,0);return[4,model.getBoundingBoxOfIDsHC([this.HOOPSID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2,false];width=bboxHC.max.x-bboxHC.min.x;height=bboxHC.max.y-bboxHC.min.y;length_1=Math.max(width,height);scale=.05/2;vmin=new eDwTypes_4.HC.Point3(bboxHC.min.x-length_1*scale,bboxHC.min.y-length_1*scale,bboxHC.min.z);vmax=new eDwTypes_4.HC.Point3(bboxHC.max.x+length_1*scale,bboxHC.max.y+length_1*scale,bboxHC.max.z);p0=new eDwTypes_4.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_4.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_4.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_4.HC.Point3(vmax.x,vmin.y,vmax.z);polylineData=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_4.HC.MeshData;boxMesh.addPolyline(polylineData,rgba);modelHC=model.getHCModel();return[4,modelHC.createMesh(boxMesh)];case 3:key=_a.sent();meshInstance=new eDwTypes_4.HC.MeshInstanceData(key);return[4,modelHC.createMeshInstance(meshInstance,0)];case 4:nodeID=_a.sent();this.mBoundingBoxNodeInfo.IDs.push(nodeID);_a.label=5;case 5:model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,true);return[2,true]}}))}))};eDwHierarchyNode.prototype.isSelectable=function(){return this.mAttribs.Selectable};eDwHierarchyNode.prototype.isActive=function(){var activeModelView=this.mModelView.Model.getActiveModelView();return this.mModelView===activeModelView?true:false};eDwHierarchyNode.prototype.resetAttribs=function(){var changedHierNodes=[];this.getAllHierNodesWithChangedAttribs(changedHierNodes);for(var _i=0,changedHierNodes_1=changedHierNodes;_i<changedHierNodes_1.length;_i++){var changedHierNode=changedHierNodes_1[_i];changedHierNode.mAttribs=changedHierNode.getInitialAttribs()}return changedHierNodes};eDwHierarchyNode.create=function(iAttribs){return new eDwHierarchyNode("","",iAttribs?iAttribs:{},Number.NaN,null,null)};eDwHierarchyNode.findPropagatingAttribNames=function(iChangedAttribNames){var propagatingAttribNames=eDwHierarchyNode.sPropagatingAttribNames;var changedPropAttribNames=[];for(var _i=0,iChangedAttribNames_1=iChangedAttribNames;_i<iChangedAttribNames_1.length;_i++){var attribName=iChangedAttribNames_1[_i];if(propagatingAttribNames.indexOf(attribName)>-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i<currCmdIndex;i++){activeCmds.push(currStackElem.Stack[i])}}return activeCmds};eDwHistoryMgr.prototype.getCurrStackElem=function(){return this.mCmdStacksStack[this.mCmdStacksStack.length-1]};return eDwHistoryMgr}();var eDwCmdStacksElem=function(){function eDwCmdStacksElem(){this.mCmdStack=[];this.mCurrCmdIndex=-1}Object.defineProperty(eDwCmdStacksElem.prototype,"Stack",{get:function(){return this.mCmdStack},enumerable:false,configurable:true});eDwCmdStacksElem.prototype.getCurrCmdIndex=function(){return this.mCurrCmdIndex};eDwCmdStacksElem.prototype.incrementCurrCmdIndex=function(iIndex){if(typeof iIndex!=="number")return;this.mCurrCmdIndex+=iIndex};return eDwCmdStacksElem}();return eDwHistoryMgr}));define("eDwKeyMgr",["require","exports","eDwUIHTMLEventMgr","eDwTypes","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwTypes_5,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwKeyMgr=void 0;var eDwKeyMgr=function(){function eDwKeyMgr(){var _this=this;window.frames.focus();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;var processKeyEventFunc=function(iEvent){var keyEventJQ=iEvent;if(iEvent.type==="keydown"){_this.mDownKeys[keyEventJQ.key]=true}else if(iEvent.type=="keyup"){delete _this.mDownKeys[keyEventJQ.key]}else{return}var eventHandlers=_this.mKeyEventHandlers[iEvent.type][keyEventJQ.key];for(var i in eventHandlers){var eventHandler=eventHandlers[i];if(l_isEqual(keyEventJQ,eventHandler.Modifiers)){eventHandler.KeyFunc(keyEventJQ)}}};this.mUIHTMLEventMgr.addEventHandler("document","keydown",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keyup",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keypress",processKeyEventFunc);this.mKeyEventHandlers={};this.mKeyEventHandlers["keydown"]={};this.mKeyEventHandlers["keyup"]={};this.mKeyEventHandlers["keypress"]={};this.mDownKeys={}}eDwKeyMgr.get=function(){if(!eDwKeyMgr.sKeyMgr){eDwKeyMgr.sKeyMgr=new eDwKeyMgr}return eDwKeyMgr.sKeyMgr};eDwKeyMgr.prototype.add=function(iKeyInfo,iEventName,iFunc){var eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key];if(!eventHandlers){eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key]={}}var keyModifiers=l_getKeyModifiers(iKeyInfo);this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]={Modifiers:iKeyInfo,KeyFunc:iFunc}};eDwKeyMgr.prototype.remove=function(iKeyInfo,iEventName){var keyModifiers=l_getKeyModifiers(iKeyInfo);delete this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]};eDwKeyMgr.prototype.isDown=function(iKey){return this.mDownKeys[iKey]?true:false};eDwKeyMgr.isLMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="left"?true:false};eDwKeyMgr.isMMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="middle"?true:false};eDwKeyMgr.isRMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="right"?true:false};eDwKeyMgr.isAnyPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="none"?false:true};eDwKeyMgr.getMouseButtonPressed=function(iEvent){var buttonPressed="none";if(utils.isOfType(iEvent,"which")){if(utils.isNumber(iEvent.which)){switch(iEvent.which){case 0:buttonPressed="none";break;case 1:buttonPressed="left";break;case 2:buttonPressed="middle";break;case 3:buttonPressed="right";break;default:break}}else{switch(iEvent.button){case 0:return buttonPressed="none";break;case 1:return buttonPressed="left";break;case 4:return buttonPressed="middle";break;case 2:return buttonPressed="right";break;default:break}}return buttonPressed}else{if(iEvent.getButtons()===eDwTypes_5.HC.Buttons.None){switch(iEvent.getButton()){case eDwTypes_5.HC.Button.None:buttonPressed="none";break;case eDwTypes_5.HC.Button.Left:buttonPressed="left";break;case eDwTypes_5.HC.Button.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Button.Right:buttonPressed="right";break;default:break}return buttonPressed}}switch(iEvent.getButtons()){case eDwTypes_5.HC.Buttons.None:buttonPressed="none";break;case eDwTypes_5.HC.Buttons.Left:buttonPressed="left";break;case eDwTypes_5.HC.Buttons.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Buttons.Right:buttonPressed="right";break;default:break}return buttonPressed};return eDwKeyMgr}();exports.eDwKeyMgr=eDwKeyMgr;function l_isEqual(iKey1,iKey2){var numMatch=0;var compareFields=["altKey","ctrlKey","metaKey","shiftKey"];for(var _i=0,compareFields_1=compareFields;_i<compareFields_1.length;_i++){var i=compareFields_1[_i];if(iKey1[i]===iKey2[i])++numMatch}return numMatch===Object.keys(iKey2).length-1?true:false}function l_getKeyModifiers(iKeyInfo){var keyModifiers="";for(var key in iKeyInfo){if(key.indexOf("Key")>-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i<iNodeIDsHC_1.length;_i++){var nodeIDHC=iNodeIDsHC_1[_i];if(!this.mNodeIDHCToHierNodeMap[nodeIDHC]){this.mNodeIDHCToHierNodeMap[nodeIDHC]=iModel.getHierarchyNode(nodeIDHC)}}};eDwLayer.prototype.getName=function(){return this.mName};eDwLayer.prototype.getIDHC=function(){return this.mIDHC};eDwLayer.prototype.getAttribs=function(){return eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs)};eDwLayer.prototype.setAttribs=function(iSrcAttribs){if(utils.isEqual(this.mAttribs,iSrcAttribs,true))return false;this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iSrcAttribs);return true};eDwLayer.prototype.resetAttribs=function(){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mInitAttribs)};eDwLayer.prototype.mergeAttribs=function(iSrcAttribs){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.mergeAttribs(this.mAttribs,iSrcAttribs)};eDwLayer.prototype.getNodeIDsHC=function(){var nodeIDsHC=[];for(var nodeIDHCStr in this.mNodeIDHCToHierNodeMap){nodeIDsHC.push(parseInt(nodeIDHCStr,10))}return nodeIDsHC};eDwLayer.prototype.getHCNodesAndAttribs=function(ioNodeIDsHCAndAttribs){var nodeOnLayerIDsHC=this.getNodeIDsHC();for(var _i=0,nodeOnLayerIDsHC_1=nodeOnLayerIDsHC;_i<nodeOnLayerIDsHC_1.length;_i++){var nodeOnLayerIDHC=nodeOnLayerIDsHC_1[_i];var combinedAttribs=this.getCombinedAttribsForHCNode(nodeOnLayerIDHC);if(!combinedAttribs)continue;ioNodeIDsHCAndAttribs.push({IDHC:nodeOnLayerIDHC,Attribs:combinedAttribs})}};eDwLayer.prototype.getCombinedAttribsForHCNode=function(iNodeIDHC){var parentHierNode=this.mNodeIDHCToHierNodeMap[iNodeIDHC];if(!parentHierNode)return undefined;var detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs);while(parentHierNode){detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.intersectAttribs(detachedAttribs,parentHierNode.getAttribs());parentHierNode=parentHierNode.Parent}return detachedAttribs};return eDwLayer}();return eDwLayer}));define("eDwMBDNoteMgr",["require","exports","eDwTypes","eDwGeomUtils"],(function(require,exports,eDwTypes_6,eDwGeomUtils){"use strict";var MBDNote=function(){function MBDNote(iViewer,iRefPntHC,iCurPntHC,nodeId){var modelHC=iViewer.getModel().getHCModel();var viewHC=iViewer.getHCView();this.mViewer=iViewer;this.mRefPntHC=iRefPntHC.copy();this.mNodeId=nodeId;var rPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(iCurPntHC));this.mOffset=eDwTypes_6.HC.Point2.subtract(cPos2,rPos2);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);this.mOffsetLen=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3).length();var cDelta=eDwTypes_6.HC.Point3.subtract(cPos3,iCurPntHC);var matrix=new eDwTypes_6.HC.Matrix;matrix.loadIdentity();matrix.setTranslationComponent(cDelta.x,cDelta.y,cDelta.z);var nodeMatrix=modelHC.getNodeMatrix(nodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,matrix);modelHC.setNodeMatrix(nodeId,nodeMatrix);this.mOrigPos=cPos3.copy();var camera=this.mViewer.getHCView().getCamera();this.mOrigCamMatrix=camera.getMatrixFromCamera().copy();this.mOrigModMatrix=modelHC.getNodeMatrix(nodeId)}MBDNote.prototype.updatePos=function(){var viewHC=this.mViewer.getHCView();var modelHC=this.mViewer.getModel().getHCModel();var rPos2=eDwTypes_6.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.add(rPos2,this.mOffset);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);var crDelta=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3);crDelta.normalize();crDelta.scale(this.mOffsetLen);cPos3=eDwTypes_6.HC.Point3.add(rPos3,crDelta);var posDelta=eDwTypes_6.HC.Point3.subtract(cPos3,this.mOrigPos);var revTransMat=new eDwTypes_6.HC.Matrix;var transMat=new eDwTypes_6.HC.Matrix;var extraTransMat=new eDwTypes_6.HC.Matrix;revTransMat.setTranslationComponent(-this.mOrigPos.x,-this.mOrigPos.y,-this.mOrigPos.z);transMat.setTranslationComponent(this.mOrigPos.x,this.mOrigPos.y,this.mOrigPos.z);extraTransMat.setTranslationComponent(posDelta.x,posDelta.y,posDelta.z);this.mOrigPos=cPos3.copy();var nodeMatrix=this.mOrigModMatrix.copy();var camera=viewHC.getCamera();var curCamMatrix=camera.getMatrixFromCamera().copy();var oriCamMatrix=this.mOrigCamMatrix.copy();var oriCamMatrixR=oriCamMatrix.inverseAndDeterminant()[0];this.mOrigCamMatrix=curCamMatrix.copy();var rotMatrix=eDwTypes_6.HC.Matrix.multiply(revTransMat,oriCamMatrixR);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,curCamMatrix);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,transMat);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,extraTransMat);nodeMatrix=modelHC.getNodeMatrix(this.mNodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,rotMatrix);modelHC.setNodeMatrix(this.mNodeId,nodeMatrix,false)};return MBDNote}();var eDwMBDNoteMgr=function(){function eDwMBDNoteMgr(iViewer){this.mNotes=[];this.mViewer=iViewer}eDwMBDNoteMgr.prototype.addNote=function(nodeId,refBox){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var model,boxHC;return __generator(this,(function(_a){switch(_a.label){case 0:model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC([nodeId])];case 1:boxHC=_a.sent();if(boxHC.isDegenerate())return[2];this.mNotes.push(new MBDNote(this.mViewer,refBox.center(),boxHC.center(),nodeId));return[2]}}))}))})();return true};eDwMBDNoteMgr.prototype.updateNote=function(){var len=this.mNotes.length;for(var i=0;i<len;++i){this.mNotes[i].updatePos()}};return eDwMBDNoteMgr}();return eDwMBDNoteMgr}));define("eDwModel",["require","exports","eDwEventMgr","eDwHierarchyNode","eDwModelView","eDwLayer","eDwNodeAttributes","eDwEvents","eDwTypes","eDwUnits","utils"],(function(require,exports,eDwEventMgr,eDwHierarchyNode,eDwModelView,eDwLayer,eDwNodeAttributes_3,eDwEvents_2,eDwTypes_7,eDwUnits_1,utils){"use strict";var eDwModel=function(){function eDwModel(iViewer){this.mViewer=iViewer;this.mModelHC=iViewer.HCViewer.model;this.mModelViews=[];this.mLayers=[];this.mInitialModelView=this.mActiveModelView=null;this.mCategory="UNKNOWN";this.mOrigin="";this.mBox=new eDwTypes_7.HC.Box;this.mProperties=$([]);this.setUserUnits({Length:eDwUnits_1.cDefaultLengthUnit,Angle:eDwUnits_1.cDefaultAngleUnit});this.mModelHC.setEnableAutomaticUnitScaling(false);this.mModelHC.setBehaviorInitiallyHidden(false);this.calculateBoundingBox()}eDwModel.prototype.initModelData=function(){return __awaiter(this,void 0,void 0,(function(){var bbox,nodeProps,modelViews,_loop_1,this_1,_i,modelViews_1,modelView,state_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mViewer)return[2];bbox=this.getBoundingBox();if(!bbox.extents().equals(eDwTypes_7.HC.Point3.zero()))return[3,2];return[4,this.calculateBoundingBox()];case 1:_a.sent();_a.label=2;case 2:this.mViewer.initializeManagers();return[4,this.mModelHC.getNodeProperties(this.getModelIDHC())];case 3:nodeProps=_a.sent();if(nodeProps)this.loadProperties(nodeProps);modelViews=this.getModelViews();_loop_1=function(modelView){var attribs=modelView.Hierarchy.getInitialAttribs();if(attribs.Visible){this_1.mActiveModelView=modelView;this_1.mInitialModelView=this_1.mActiveModelView;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelView)];case 1:_a.sent();return[2]}}))}))})();return{value:void 0}}};this_1=this;for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];state_1=_loop_1(modelView);if(typeof state_1==="object")return[2,state_1.value]}if(modelViews.length){console.warn("There is no active model view."+"  Defaulting to first.");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelViews[0])];case 1:_a.sent();return[2]}}))}))})();return[2]}console.warn("There are no model views in this model.");return[2]}}))}))};eDwModel.prototype.getBoundingBox=function(){return this.mBox};eDwModel.prototype.calculateBoundingBox=function(iIgnoreInvisible,iIncludeExcluded){if(iIgnoreInvisible===void 0){iIgnoreInvisible=true}if(iIncludeExcluded===void 0){iIncludeExcluded=false}return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=this;return[4,this.mModelHC.getModelBounding(iIgnoreInvisible,iIncludeExcluded)];case 1:_a.mBox=_b.sent();return[2,this.mBox]}}))}))};eDwModel.prototype.getBoundingBoxOfIDsHC=function(iUDsHC){return __awaiter(this,void 0,void 0,(function(){var bboxHC,iExcp_5;return __generator(this,(function(_a){switch(_a.label){case 0:bboxHC=eDwTypes_7.HC.Box.invalid();if(!(iUDsHC&&iUDsHC.length))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesBounding(iUDsHC)];case 2:bboxHC=_a.sent();return[3,4];case 3:iExcp_5=_a.sent();console.debugLog("Model",iExcp_5.message);return[3,4];case 4:return[2,bboxHC]}}))}))};eDwModel.prototype.getLayers=function(){return this.mLayers};eDwModel.prototype.getUserUnits=function(){return $.extend({},this.mUserUnits)};eDwModel.prototype.setUserUnits=function(iUserUnits){var _this=this;if(utils.isEqual(this.mUserUnits,iUserUnits))return;this.mUserUnits=$.extend({},iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.UserUnitsChangeEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwModel.prototype.getValueWithUnit=function(iValue,iUnitType){var _this=this;var cUnitScaleFactor={degree:1,radian:Math.PI/180,millimeter:c_lengthUnitToMMFactor,centimeter:c_lengthUnitToMMFactor/10,meter:c_lengthUnitToMMFactor/1e3,inch:c_lengthUnitToMMFactor/25.4,foot:c_lengthUnitToMMFactor/304.8,footAndInch:NaN};function l_getScaledValue(iNonScaledVal,iUnit){var scale=cUnitScaleFactor[iUnit];return iUnitType==="Area"?iNonScaledVal*scale*scale:iNonScaledVal*scale}var cCommonUnitFormat="${val}${unit}";function l_getFormattedScaledValue(iVal,iUnit,iUserUnitLabel){var val=l_getScaledValue(iVal,iUnit);return utils.formatString(cCommonUnitFormat,val.toFixed(2),iUserUnitLabel)}var basicUserUnitResults={degree:function(iVal){return l_getFormattedScaledValue(iVal,"degree","deg")},radian:function(iVal){return l_getFormattedScaledValue(iVal,"radian","rad")},millimeter:function(iVal){return l_getFormattedScaledValue(iVal,"millimeter","mm")},centimeter:function(iVal){return l_getFormattedScaledValue(iVal,"centimeter","cm")},meter:function(iVal){return l_getFormattedScaledValue(iVal,"meter","m")},inch:function(iVal){return l_getFormattedScaledValue(iVal,"inch","in")},foot:function(iVal){return l_getFormattedScaledValue(iVal,"foot","ft")},footAndInch:function(iVal){var signFactor=iVal<0?-1:1;var absValue=Math.abs(iVal);var footVal=Math.floor(l_getScaledValue(absValue,"foot"));var footValInDBUnits=footVal/l_getScaledValue(1,"foot");var inchVal=l_getScaledValue(absValue-footValInDBUnits,"inch")*signFactor;var formattedString=utils.formatString("${inchVal}in",inchVal.toFixed(2));if(footVal>.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i<iHierNodes_1.length;_i++){hierNode=iHierNodes_1[_i];if(!hierNode||utils.isNaN(hierNode.HOOPSID))continue;changedAttribNames=hierNode.setAttribs(iAttribs);propagatingAttribNames=eDwHierarchyNode.findPropagatingAttribNames(changedAttribNames);if(propagatingAttribNames.length){changedHierNodes.push(hierNode);changedChildHierNodes=hierNode.propagateAttribsToChildren(propagatingAttribNames);Array.prototype.push.apply(changedHierNodes,changedChildHierNodes);parentHierNode=hierNode.Parent;if(parentHierNode&&parentHierNode.Parent){for(_a=0,propagatingAttribNames_1=propagatingAttribNames;_a<propagatingAttribNames_1.length;_a++){attribName=propagatingAttribNames_1[_a];attrib={};attrib[attribName]=iAttribs[attribName];parentAttrib=parentHierNode.getAttribs();value=parentAttrib[attribName];if(value){if(value!==attrib[attribName]){mergedAttrib=parentHierNode.getMergedChildrenAttribs("DirectDescendantsOnly");if(!mergedAttrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}else{if(value!==attrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}}}}changedHierNodesAndAttribs=l_makeNodeAttribArray(changedHierNodes,null,false);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 1:_b.sent();for(changedHCNodeID in changedAncestorHierNodeMap){ancHierNode=changedAncestorHierNodeMap[changedHCNodeID];changedHierNodes.push(ancHierNode);changedHierNodesAndAttribs.push({HierNode:ancHierNode,Attribs:iAttribs})}if(!changedHierNodes.length)return[3,3];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 2:_b.sent();_b.label=3;case 3:return[2]}}))}))};eDwModel.prototype.setAttribs=function(iNodesWithAttribs){return __awaiter(this,void 0,void 0,(function(){var nodesWithAttribs,_i,nodesWithAttribs_1,nodeWithAttrib;return __generator(this,(function(_a){switch(_a.label){case 0:nodesWithAttribs=iNodesWithAttribs;_i=0,nodesWithAttribs_1=nodesWithAttribs;_a.label=1;case 1:if(!(_i<nodesWithAttribs_1.length))return[3,4];nodeWithAttrib=nodesWithAttribs_1[_i];return[4,this.setAttribOnHierNodes([nodeWithAttrib.HierNode],nodeWithAttrib.Attribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[2]}}))}))};eDwModel.prototype.setOverrideAttribOnHierNodes=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var overriddenHierNodesAndAttribs,_i,iHierNodesAndAttribs_1,hierNodeAndAttribs,hierNode,attribs,childHierNodesAndAttribs,childNodesAndKeys,key;return __generator(this,(function(_a){switch(_a.label){case 0:overriddenHierNodesAndAttribs=[];_i=0,iHierNodesAndAttribs_1=iHierNodesAndAttribs;_a.label=1;case 1:if(!(_i<iHierNodesAndAttribs_1.length))return[3,4];hierNodeAndAttribs=iHierNodesAndAttribs_1[_i];hierNode=hierNodeAndAttribs.HierNode;attribs=hierNodeAndAttribs.Attribs;hierNode.setOverrideAttribs(attribs);overriddenHierNodesAndAttribs.push({HierNode:hierNode,Attribs:hierNode.getAttribs()});childHierNodesAndAttribs=[];childNodesAndKeys=hierNode.getChildrenAndKeys();for(key in childNodesAndKeys){childHierNodesAndAttribs.push({HierNode:childNodesAndKeys[key],Attribs:attribs})}return[4,this.setOverrideAttribOnHierNodes(childHierNodesAndAttribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[4,this.syncHCNodesState(overriddenHierNodesAndAttribs)];case 5:_a.sent();if(!overriddenHierNodesAndAttribs.length)return[3,7];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,overriddenHierNodesAndAttribs)];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.isAssembly=function(){return this.mCategory==="ASSEMBLY"?true:false};eDwModel.prototype.isPart=function(){return this.mCategory==="PART"?true:false};eDwModel.prototype.isDrawing=function(){return this.mCategory==="DRAWING"?true:false};eDwModel.prototype.getNodeType=function(iNodeID){return utils.isNaN(iNodeID)?eDwTypes_7.HC.NodeType.Unknown:this.mModelHC.getNodeType(iNodeID)};eDwModel.prototype.getHierarchyNode=function(iIDHC){var modelHC=this.getHCModel();var modelViews=this.getModelViews();var i=0;var modelView;var hierNode;while(i<modelViews.length&&(modelView=modelViews[i++])&&!hierNode){var nodeType=this.getNodeType(iIDHC);var nodeIDHC=iIDHC;hierNode=modelView.Nodes[nodeIDHC];while(hierNode&&(!hierNode.isSelectable()&&hierNode!==modelView.Hierarchy)||!hierNode&&nodeType!==eDwTypes_7.HC.NodeType.Unknown){var parentNodeIDHC=modelHC.getNodeParent(nodeIDHC);nodeType=this.getNodeType(parentNodeIDHC);nodeIDHC=parentNodeIDHC||0;hierNode=modelView.Nodes[nodeIDHC]}}return hierNode};eDwModel.prototype.getModelViews=function(){return this.mModelViews};eDwModel.prototype.getActiveModelView=function(){return this.mActiveModelView};eDwModel.prototype.activateModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(iModelView===this.mActiveModelView)return[2];return[4,this.setActiveModelView(iModelView)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getFileOriginType=function(){return this.mOrigin};eDwModel.prototype.resetToDefault=function(){return __awaiter(this,void 0,void 0,(function(){var _i,_a,layer,changedHierNodesAndAttribs,modelViews,_b,modelViews_2,modelView;return __generator(this,(function(_c){switch(_c.label){case 0:for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.resetAttribs()}return[4,this.setActiveModelView(this.mInitialModelView)];case 1:_c.sent();changedHierNodesAndAttribs=l_makeNodeAttribArray(this.mActiveModelView.resetAttribs());return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_c.sent();modelViews=this.getModelViews();for(_b=0,modelViews_2=modelViews;_b<modelViews_2.length;_b++){modelView=modelViews_2[_b];if(modelView!==this.mActiveModelView){modelView.resetAttribs()}}return[2]}}))}))};eDwModel.prototype.syncLayersAttribsState=function(){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndAttribs,_i,_a,layer;return __generator(this,(function(_b){switch(_b.label){case 0:nodeIDsHCAndAttribs=[];for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.getHCNodesAndAttribs(nodeIDsHCAndAttribs)}return[4,this.setHCToAttrib(nodeIDsHCAndAttribs)];case 1:_b.sent();return[2]}}))}))};eDwModel.prototype.getProperty=function(iPropName){for(var i=0;i<this.mProperties.length;i++){var property=$(this.mProperties[i]);var propName=property.attr("name");if(propName===iPropName)return property.attr("val")}return""};eDwModel.prototype.isVisibleForNodeHC=function(iNodeIDHC){return this.mModelHC.getNodeVisibility(iNodeIDHC)};eDwModel.prototype.setVisibilityForNodesHC=function(iNodeIDsHC,iVisible){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibility(iNodeIDsHC,iVisible)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.setVisibilitiesForNodesHC=function(iNodeIDVisMapHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibilities(iNodeIDVisMapHC)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getOpacityForNodeHC=function(iNodeIDHC){return __awaiter(this,void 0,void 0,(function(){var opacity,opacities,iErrorMsg_1;return __generator(this,(function(_a){switch(_a.label){case 0:opacity=NaN;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesOpacity([iNodeIDHC])];case 2:opacities=_a.sent();if(opacities.length)opacity=opacities[0];return[3,4];case 3:iErrorMsg_1=_a.sent();return[3,4];case 4:return[2,opacity]}}))}))};eDwModel.prototype.setOpacityForNodesHC=function(iNodeIDsHC,iOpacity){this.mModelHC.setNodesOpacity(iNodeIDsHC,iOpacity)};eDwModel.prototype.getModelIDHC=function(){return 0};eDwModel.prototype.parseHierarchy=function(iConfig,ioParentHierNode,iXMLNode,iParseDepth){if(iParseDepth!==undefined&&iParseDepth===0||this.isPart()){return}var children=$(iXMLNode).children("body,assembly,view");for(var i=0;i<children.length;i++){var childJQ=$(children[i]);var elemTag=childJQ.prop("tagName");var nodeProps=l_getProperties(childJQ);var attribs=l_getPropsAsAttribs(nodeProps);var newChild=ioParentHierNode.addChild(nodeProps.Name,elemTag,attribs,nodeProps.HOOPSID,ioParentHierNode);this.parseHierarchy(iConfig,newChild,childJQ,iParseDepth-1)}};eDwModel.prototype.loadProperties=function(iPropsMapHC){var propsToParse=iPropsMapHC.eDrawingsXMLData;console.debugLog("ViewerLoad","extra model data = "+propsToParse);var docJQ=$($.parseXML(propsToParse));var data=docJQ.find("sceneData");if(data.length>0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i<modelViews_3.length;_i++){var modelView=modelViews_3[_i];var childHierNodes=modelView.Hierarchy.getChildren();var assemRootHierNode=childHierNodes[0];assemRootHierNode.Name=decodeURIComponent(assemRootHierNode.Name)}}}if(this.getModelViews().length===0){var attrib={Visible:true};this.mModelViews.push(new eDwModelView("eDrawingsDefault","config",attrib,this.getModelIDHC(),this))}};eDwModel.prototype.processLayers=function(iPropsMapHC){var _this=this;this.mModelHC.getLayers().forEach((function(iLayerName,iLayerIDHC){if(!iLayerName)return;var attribs={Visible:iPropsMapHC[iLayerName]!=="off"};var layer=new eDwLayer(iLayerName,iLayerIDHC,attribs);_this.mLayers.push(layer);layer.addNodes(_this.mModelHC.getNodesFromLayer(iLayerIDHC),_this)}))};eDwModel.prototype.setActiveModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){var oldModelView,changedHierNodesAndAttribs,visAttrib,invisAttrib,iError_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iModelView)return[3,7];oldModelView=this.mActiveModelView;this.mActiveModelView=iModelView;changedHierNodesAndAttribs=[];_a.label=1;case 1:_a.trys.push([1,5,,6]);visAttrib={Visible:true};invisAttrib={Visible:false};if(oldModelView&&oldModelView!==iModelView){changedHierNodesAndAttribs=l_makeNodeAttribArray(oldModelView.Hierarchy.find("mAttribs",visAttrib),invisAttrib);oldModelView.Hierarchy.setAttribs(invisAttrib)}if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("Before set active view = true")}changedHierNodesAndAttribs.push({HierNode:this.mActiveModelView.Hierarchy,Attribs:visAttrib});Array.prototype.push.apply(changedHierNodesAndAttribs,l_makeNodeAttribArray(this.mActiveModelView.Hierarchy.find("mAttribs",invisAttrib,false)));this.mActiveModelView.Hierarchy.setAttribs(visAttrib);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_a.sent();if(!changedHierNodesAndAttribs.length)return[3,4];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 3:_a.sent();_a.label=4;case 4:if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("After set active view = true")}this.mViewer.ViewMgr.setCamera(iModelView.getDefaultCamera(),400);return[3,6];case 5:iError_1=_a.sent();console.debugLog("NodeVisibility","activateModelView failed to set node visibilities.");console.error(iError_1);return[3,6];case 6:(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_notifyModelViewChange(this.mViewer,iModelView,this.isPart())];case 1:_a.sent();return[2]}}))}))})();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.setHCToAttrib=function(iNodeIDsHCAndAttribs){return __awaiter(this,void 0,void 0,(function(){var _i,iNodeIDsHCAndAttribs_1,nodeIDHCAndAttribs,nodeIDHC,attribs,oldVisibility,oldOpacity,nodeNameHC,opacity,newVisibility;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iNodeIDsHCAndAttribs.length)return[2];_i=0,iNodeIDsHCAndAttribs_1=iNodeIDsHCAndAttribs;_a.label=1;case 1:if(!(_i<iNodeIDsHCAndAttribs_1.length))return[3,7];nodeIDHCAndAttribs=iNodeIDsHCAndAttribs_1[_i];nodeIDHC=nodeIDHCAndAttribs.IDHC;attribs=nodeIDHCAndAttribs.Attribs;oldVisibility=void 0;oldOpacity=void 0;nodeNameHC=void 0;if(!this.mViewer.ViewerFeatureOpts.Debug)return[3,3];return[4,this.getOpacityForNodeHC(nodeIDHC)];case 2:oldOpacity=_a.sent();oldVisibility=this.isVisibleForNodeHC(nodeIDHC);nodeNameHC=this.mModelHC.getNodeName(nodeIDHC);_a.label=3;case 3:if(!(oldVisibility!==attribs.Visible))return[3,5];return[4,this.setVisibilityForNodesHC([nodeIDHC],attribs.Visible)];case 4:_a.sent();_a.label=5;case 5:opacity=attribs.Opaque===undefined?NaN:attribs.Opaque?1:.5;if(attribs.Visible&&utils.isNumber(opacity)){this.setOpacityForNodesHC([nodeIDHC],opacity)}if(this.mViewer.ViewerFeatureOpts.Debug){newVisibility=this.isVisibleForNodeHC(nodeIDHC);console.debugLog("NodeVisibility","HC Node (name = "+nodeNameHC+", ID = "+nodeIDHC+") | old visibility = "+oldVisibility+" | new visibility = "+newVisibility+" | intended visibility = "+attribs.Visible+" | old opacity = "+oldOpacity+" | intended opacity = "+opacity)}_a.label=6;case 6:_i++;return[3,1];case 7:return[2]}}))}))};eDwModel.prototype.syncHCNodesState=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndVisAttribs,nodeIDsHCAndInvisAttribs,_i,iHierNodesAndAttribs_2,hierNodeAndAttribs,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDsHCAndVisAttribs=[];nodeIDsHCAndInvisAttribs=[];for(_i=0,iHierNodesAndAttribs_2=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_2.length;_i++){hierNodeAndAttribs=iHierNodesAndAttribs_2[_i];hierNode=hierNodeAndAttribs.HierNode;if(hierNode.HOOPSID&&utils.isNumber(hierNode.HOOPSID)){if(hierNodeAndAttribs.Attribs.Visible){nodeIDsHCAndVisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}else{nodeIDsHCAndInvisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}}}if(!nodeIDsHCAndVisAttribs.length)return[3,3];return[4,this.setHCToAttrib(nodeIDsHCAndVisAttribs)];case 1:_a.sent();return[4,this.syncLayersAttribsState()];case 2:_a.sent();_a.label=3;case 3:return[4,this.setHCToAttrib(nodeIDsHCAndInvisAttribs)];case 4:_a.sent();return[2]}}))}))};eDwModel.prototype.parseModelViews=function(iDocJQ,iXMLDocModelViewSearchKeyword,iXMLDocModelViewSubElemSearchKeyword,iDefaultModelViewName,iModelViewCategory){var modelViews=iDocJQ.find(iXMLDocModelViewSearchKeyword);for(var i=0;i<modelViews.length;i++){var modelViewJQ=$(modelViews[i]);var nodeProps=l_getProperties(modelViewJQ);if(!nodeProps.Name){nodeProps.Name=iDefaultModelViewName+(i+1)}var attribs=l_getPropsAsAttribs(nodeProps);var cameraHC=l_getDefaultCamera(modelViewJQ);var modelView=new eDwModelView(nodeProps.Name,iModelViewCategory,attribs,nodeProps.HOOPSID,this,cameraHC);this.mModelViews.push(modelView);var hierarchyNode=modelView.Hierarchy;this.parseHierarchy(modelView,hierarchyNode,modelViewJQ.find(iXMLDocModelViewSubElemSearchKeyword));l_addTables(this.mViewer,iDocJQ,this,hierarchyNode,modelView)}};eDwModel.prototype.dumpModelViewStateHC=function(iPrefixMsg){var msg=iPrefixMsg+" -> (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b<hierNodes_1.length;_b++){var hierNode=hierNodes_1[_b];console.debugLog("NodeVisibility",hierNode.Name+" HOOPS ID "+hierNode.HOOPSID+" Visibility = "+this.isVisibleForNodeHC(hierNode.HOOPSID)+" Opacity = "+this.getOpacityForNodeHC(hierNode.HOOPSID))}};eDwModel.prototype.getHCModel=function(){return this.mModelHC};return eDwModel}();var c_lengthUnitToMMFactor=1e3;function l_addTables(iViewer,iDoc,iModel,ioHierachyNode,ioModelView){var tables=$(iDoc).find("table");var numTables=tables.length;if(numTables>0&&ioHierachyNode){for(var i=0;i<numTables;i++){var tableJQ=$(tables[i]);var nodeProps=l_getProperties(tableJQ);if(!nodeProps.Name){nodeProps.Name="Unnamed Table"+(i+1)}nodeProps.NotesArea=tableJQ.attr("notesarea")==="1"?true:false;var attribs=l_getPropsAsAttribs(nodeProps);var hierarchyNode=ioHierachyNode.addChild(nodeProps.Name,"table",attribs,nodeProps.HOOPSID,ioHierachyNode);iViewer.TableMgr.add(hierarchyNode)}}}function l_getProperties(iElemJQ){function trueFalseOrIndeterminate(iVal){if(iVal===undefined)return undefined;return iVal==="1"?true:iVal==="0"?false:undefined}function falseTrueOrIndeterminate(iVal){var val=trueFalseOrIndeterminate(iVal);return val===undefined?undefined:!val}var props={};if(iElemJQ){props.Name=iElemJQ.attr("name");if(props.Name.charAt(0)=="<"&&props.Name.charAt(props.Name.length-1)==">"){props.Name=props.Name.replace("<","&lt;");props.Name=props.Name.replace(">","&gt;")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i<numOps;i++){if(this.getOperator(this.getActiveOperatorID())===iOp){index=i;break}var op=this.mOperatorMgrHC.pop();if(op)opsStack.push(op)}var lastOpPos=opsStack.length-1;for(var i=lastOpPos;i>=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){return this.CurrTouches[i]}}return null};OperatorBaseHC.prototype.removeTouchById=function(iTouchID){var _this=this;var dumpTouch=function(){var touchIDs=[];for(var _i=0,_a=_this.CurrTouches;_i<_a.length;_i++){var touch=_a[_i];touchIDs.push(touch.Event.getId())}console.debugLog("TouchOp","touch IDs: "+JSON.stringify(touchIDs))};console.debugLog("TouchOp","Touch IDs before remove:");dumpTouch();for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){this.CurrTouches.splice(i,1);break}}console.debugLog("TouchOp","Touch IDs after remove:");dumpTouch()};OperatorBaseHC.prototype.hasTouchMoved=function(ioTouchEvent){if(!ioTouchEvent)return false;var touch=this.getTouchById(ioTouchEvent.getId());if(!touch)return false;var curPos=ioTouchEvent.getPosition();if(curPos.x!==Math.round(curPos.x)||curPos.y!==Math.round(curPos.y)){return false}var origPos=touch.Event.getPosition();var epsX=1,epsY=1;var delta=eDwTypes_10.HC.Point2.subtract(curPos,origPos);return Math.abs(delta.x)>epsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i<selObjs_1.length;_i++){var selObj=selObjs_1[_i];var faceObj=selObj.getFaceEntity();if(faceObj){camera=this.mViewer.ViewMgr.setViewOrientationToDirection(faceObj.getNormal());break}}return camera};eDwSelMgr.prototype.getLastSelIDHC=function(){var selIDsHC=this.getSelectableIDsHC();if(selIDsHC.length>0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i<seoIDsHC_1.length;_i++){var selNodeID=seoIDsHC_1[_i];selHierNodes.push(modelView.Nodes[selNodeID])}return selHierNodes};Object.defineProperty(eDwSelMgr.prototype,"length",{get:function(){return this.mSelectableObjsHC.length},enumerable:false,configurable:true});eDwSelMgr.prototype.isIDSelectable=function(iNodeIDHC){var modelView=this.mViewer.getModel().getActiveModelView();var hierNode=modelView?modelView.Nodes[iNodeIDHC]:null;return hierNode?hierNode.isSelectable():false};eDwSelMgr.prototype.setHighlightSelection=function(iType,iEnable){var _this=this;var highlighted=false;var selMgr=this.mSelMgrHC;if(iType==="NODE"){highlighted=selMgr.getHighlightNodeSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightNodeSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="FACE"){highlighted=selMgr.getHighlightFaceElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightFaceElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="EDGE"){highlighted=selMgr.getHighlightLineElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightLineElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="VERTEX"){highlighted=selMgr.getHighlightPointElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightPointElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else{console.debugLog("Selection","Unknown selection type: "+iType)}return highlighted};eDwSelMgr.prototype.setNodeSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeSelectionHighlightMode()]};eDwSelMgr.prototype.setNodeSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionColor();this.mSelMgrHC.setNodeSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setNodeSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionOutlineColor();this.mSelMgrHC.setNodeSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeElementSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeElementSelectionHighlightMode()]};eDwSelMgr.prototype.setElementSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionColor();this.mSelMgrHC.setNodeElementSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionOutlineColor();this.mSelMgrHC.setNodeElementSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.getSelObjFromPos=function(iPos,iPickConfig,iViewer){return __awaiter(this,void 0,void 0,(function(){var selObj,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iViewer.getHCView().pickFromPoint(iPos,iPickConfig)];case 1:selObj=_a.sent();subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);return[2,subEntityInfo.SubEntity?selObj:null]}}))}))};eDwSelMgr.prototype.initMappings=function(ioMapping,ioRevMapping){var HCM=eDwTypes_11.HC.SelectionHighlightMode;ioRevMapping[ioMapping["Highlight"]=HCM.HighlightOnly]="Highlight";ioMapping["HighlightAndOutline"]=HCM.HighlightAndOutline;ioRevMapping[HCM.HighlightAndOutline]="HighlightAndOutline";ioRevMapping[ioMapping["Outline"]=HCM.OutlineOnly]="Outline"};eDwSelMgr.prototype.createHierNodeSelObj=function(iSelObj){var hierNode=this.mViewer.getModel().getHierarchyNode(iSelObj.getIDHC());var newSelObj=eDwSelObj.createEmpty();if(hierNode){newSelObj=eDwSelObj.extendHCSelObj(eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID,iSelObj.getIncludeId(),iSelObj.getFaceEntity(),iSelObj.getLineEntity(),iSelObj.getPointEntity()))}return newSelObj};eDwSelMgr.prototype.isSelectionHandled=function(iSelObjHC){var index=iSelObjHC.overlayIndex();if(!utils.isNumber(index))return false;var notifiers=this.mSelectOverlayNotifiers[index];if(!notifiers)return false;for(var _i=0,notifiers_1=notifiers;_i<notifiers_1.length;_i++){var notifier=notifiers_1[_i];if(notifier.onSelect(iSelObjHC))return true}return false};eDwSelMgr.prototype.unSelectObjs=function(iSelObjsHC,iIs2D){return __awaiter(this,void 0,void 0,(function(){var modelView,_i,iSelObjsHC_1,selObjHC,selObj,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.UnselectEvent,this.mViewer,iSelObjsHC)];case 1:_a.sent();if(!iIs2D)return[3,5];modelView=this.mViewer.getModel().getActiveModelView();_i=0,iSelObjsHC_1=iSelObjsHC;_a.label=2;case 2:if(!(_i<iSelObjsHC_1.length))return[3,5];selObjHC=iSelObjsHC_1[_i];selObj=eDwSelObj.extendHCSelObj(selObjHC);hierNode=modelView.Nodes[selObj.getIDHC()];if(!hierNode)return[3,4];return[4,hierNode.showBoundingBox(this.mViewer,"off")];case 3:_a.sent();_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))};eDwSelMgr.prototype.addUniqueToSelectableObjsHC=function(iSelObj){if(this.mSelectableObjsHC.indexOf(iSelObj)<0){this.mSelectableObjsHC.push(iSelObj)}};eDwSelMgr.prototype.executeSelection=function(iSelection){var nodeIDHC;var selObjHC;if(utils.isNumber(iSelection)){nodeIDHC=iSelection}else{nodeIDHC=iSelection.getIDHC();if(!utils.isNumber(nodeIDHC))return false;selObjHC=iSelection}function selectNodeHC(iSelMgr,iSelModeHC){var _this=this;var viewer=iSelMgr.mViewer;var model=viewer.getModel();var modelView=model.getActiveModelView();var hierNode=modelView.Nodes[nodeIDHC];if(hierNode){if(model.isDrawing()){var shown=false;var index=iSelMgr.getSelectedNodeIDIndex(nodeIDHC);var setState=iSelModeHC===eDwTypes_11.HC.SelectionMode.Set;if(setState){if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){return eDwTypes_12.HC.Point3.dot(selObjVecInfo1.Vec,selObjVecInfo1.Vec)*180}var planeNormal=normal3DHC.copy();planeNormal.normalize();var pts3DHC=[];for(var _i=0,_a=__spreadArrays(selObjVecInfo1.Pts,selObjVecInfo2.Pts);_i<_a.length;_i++){var pnt3DHC=_a[_i];pts3DHC.push(eDwGeomUtils_1.dropPointOnPlane(pnt3DHC,eDwTypes_12.HC.Plane.createFromPointAndNormal(selObjVecInfo1.Pts[0],planeNormal)))}var betweenVec3DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],pts3DHC[0]);var crossVec3DHC=eDwTypes_12.HC.Point3.cross(betweenVec3DHC,selObjVecInfo2.Vec);var normalLen=normal3DHC.length();var t1=eDwTypes_12.HC.Point3.dot(crossVec3DHC,normal3DHC)/(normalLen*normalLen);var intPt3DHC=eDwTypes_12.HC.Point3.add(pts3DHC[0],selObjVecInfo1.Vec.scale(t1));var newVec13DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[0],intPt3DHC);var newVec23DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[1],intPt3DHC);var vec13DHC=newVec23DHC;if(newVec13DHC.length()>newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i<iSelObjsHC_2.length;_i++){var selObjHC=iSelObjsHC_2[_i];var nodeID=selObjHC.getNodeId();var subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);var subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);var isColor=typeof iSetting==="object"?true:false;var action="setNode"+subEntityInfo.SubEntityTypeName+(isColor?"Color":"Highlighted");action=!iSetting&&isColor?"un"+action:action;try{modelHC[action](nodeID,subEntityID,iSetting);subEntityIDs.push(subEntityID)}catch(iExcp){}}return subEntityIDs};eDwSelObj.prototype.getVectorInfo=function(iTransformPointFunc){if(iTransformPointFunc===void 0){iTransformPointFunc=function(iPntHC){return iPntHC}}var vec3DHC;var startCrvPt3DHC;var endCrvPt3DHC;var entityHC;if(entityHC=this.getLineEntity()){var crvPtsWC3DHC=entityHC.getPoints();var numPts=crvPtsWC3DHC.length;if(numPts>1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){console.warn("eDwSelObj.getVectorInfo failed")}}}vec3DHC.normalize()}else if(entityHC=this.getFaceEntity()){vec3DHC=entityHC.getNormal();vec3DHC.normalize();startCrvPt3DHC=iTransformPointFunc(entityHC.getPosition());endCrvPt3DHC=eDwTypes_12.HC.Point3.add(startCrvPt3DHC,vec3DHC)}return{Vec:vec3DHC,Pts:[startCrvPt3DHC,endCrvPt3DHC]}};return eDwSelObj}();return eDwSelObj}));define("eDwSelectionOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwEvents","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwEvents_5,eDwTypes_13,eDwGeomUtils,utils){"use strict";var eDwSelectionOperator=function(_super){__extends(eDwSelectionOperator,_super);function eDwSelectionOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCalloutTimeoutHandle=NaN;_this.mNameCallout=null;_this.mSelObjIDHC=NaN;_this.mMousePosCopy=null;_super.prototype.pushHighlightSelectionState.call(_this,"NODE",true);_super.prototype.pushHighlightSelectionState.call(_this,"FACE",true);_super.prototype.pushHighlightSelectionState.call(_this,"EDGE",false);_super.prototype.pushHighlightSelectionState.call(_this,"VERTEX",false);_super.prototype.pushElementSelectionHighlightMode.call(_this,"HighlightAndOutline");return _this}eDwSelectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(ioMouseEvent&&this.CurrInputInfo))return[3,2];return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onDown(ioMouseEvent.getPosition()));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,activeOpID;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];pos=ioMouseEvent.getPosition();activeOpID=this.Viewer.OperatorMgr.getActiveOperatorID();if(!this.CurrInputInfo&&this.Viewer.getModel().isAssembly()&&activeOpID===this.OperatorID){this.mMousePosCopy=pos.copy();(function(){return __awaiter(_this,void 0,void 0,(function(){var selObj,op;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMousePosCopy)return[2];return[4,this.Viewer.ViewMgr.pickFromPoint(this.mMousePosCopy,new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.Face))];case 1:selObj=_a.sent();this.mSelObjIDHC=selObj.getIDHC();op=this;this.mCalloutTimeoutHandle=setTimeout((function(){op.updateCallout()}),1e3);return[2]}}))}))})()}return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onMove(pos));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onDoubleClick=function(ioInputEvent){var _this=this;var stopFurtherProcessing=false;if(!ioInputEvent)return stopFurtherProcessing;(function(){return __awaiter(_this,void 0,void 0,(function(){var pnt2DHC,haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:pnt2DHC=ioInputEvent.getPosition();return[4,this.doPick(pnt2DHC)];case 1:haveSelection=_a.sent();_super.prototype.onDoubleClick.call(this,ioInputEvent);return[4,eDwEventMgr.get().fireEvent(eDwEvents_5.LeftDoubleClickEvent,this.Viewer,pnt2DHC,haveSelection)];case 2:_a.sent();return[2]}}))}))})();return stopFurtherProcessing};eDwSelectionOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.onDown(ioTouchEvent.getPosition());return[2]}}))}))};eDwSelectionOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var pos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];pos=ioTouchEvent.getPosition();if(!(pos.x===Math.round(pos.x)&&pos.y===Math.round(pos.y)))return[3,2];return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];if(!this.hasTouchMoved(ioTouchEvent)){if(this.CurrTouches.length===1){this.onClick(ioTouchEvent);ioTouchEvent.setHandled(true)}else{ioTouchEvent.setHandled(false)}}return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwSelectionOperator.prototype.onClick=function(ioInputEvent){var _this=this;var processButton=function(iAppEvent){if(!_this.isDragging()){(function(){return __awaiter(_this,void 0,void 0,(function(){var haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.doPick(pos2DHC)];case 1:haveSelection=_a.sent();return[4,eventMgr.fireEvent(iAppEvent,this.Viewer,pos2DHC,haveSelection)];case 2:_a.sent();if(!ioInputEvent.getHandled()){ioInputEvent.setHandled(true)}return[2]}}))}))})()}};var stopFurtherProcessing=false;var pos2DHC=ioInputEvent.getPosition();var eventMgr=eDwEventMgr.get();switch(this.ActiveMouseButton){case"left":{processButton(eDwEvents_5.LeftClickEvent);stopFurtherProcessing=true;break}case"middle":{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_5.MiddleClickEvent,this.Viewer,pos2DHC)];case 1:_a.sent();return[2]}}))}))})();stopFurtherProcessing=true;break}case"right":{processButton(eDwEvents_5.RightClickEvent);stopFurtherProcessing=true;break}default:break}return stopFurtherProcessing};eDwSelectionOperator.prototype.updateCallout=function(){if(this.CurrInputInfo||!this.mMousePosCopy){return}var isSameID=this.mNameCallout?this.mNameCallout.isSameID(this.mSelObjIDHC):false;if(isSameID)return;var markupMgrHC=this.Viewer.getHCMarkupManager();try{if(this.mNameCallout){markupMgrHC.unregisterMarkup(this.mNameCallout.MarkupID);this.mNameCallout=null;if(utils.isNumber(this.mCalloutTimeoutHandle)){clearTimeout(this.mCalloutTimeoutHandle);this.mCalloutTimeoutHandle=NaN}}if(utils.isNumber(this.mSelObjIDHC)){var model=this.Viewer.getModel();var hierNode=model.getHierarchyNode(this.mSelObjIDHC);if(!hierNode)return;var name_2=hierNode.Name?hierNode.Name:cDefaultModelName;var pos=eDwTypes_13.HC.Point2.add(this.mMousePosCopy.copy(),new eDwTypes_13.HC.Point2(0,20));this.mNameCallout=new NameCallout(this.Viewer,this.mSelObjIDHC,name_2,pos);this.mNameCallout.MarkupID=markupMgrHC.registerMarkup(this.mNameCallout)}}catch(iExcp){this.mNameCallout=null}markupMgrHC.refreshMarkup()};eDwSelectionOperator.prototype.doPick=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var isDrawing,_a;return __generator(this,(function(_b){switch(_b.label){case 0:isDrawing=this.Viewer.getModel().isDrawing();if(!isDrawing)return[3,2];return[4,this.doPickInDrawing(iCoords)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.Viewer.SelectionMgr.select(iCoords)];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwSelectionOperator.prototype.doPickInDrawing=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var selSuccess,model,activeSheetHierNode,childHierarchyMap,children,viewIDsHC,i,currentNode,pickConfig,selObj,selObjIDHC,hierNode,_i,viewIDsHC_1,viewIDHC,bboxHC,viewHC,selPt3D;return __generator(this,(function(_a){switch(_a.label){case 0:selSuccess=false;model=this.Viewer.getModel();activeSheetHierNode=model.getActiveModelView();childHierarchyMap=activeSheetHierNode.Hierarchy.getChildrenAndKeys();children=Object.keys(childHierarchyMap);viewIDsHC=[];for(i=children.length-1;i>-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i<viewIDsHC_1.length))return[3,10];viewIDHC=viewIDsHC_1[_i];return[4,model.getBoundingBoxOfIDsHC([viewIDHC])];case 8:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[3,9];viewHC=this.Viewer.getHCView();selPt3D=viewHC.unprojectPoint(iCoords,0);if(!selPt3D)return[3,9];selPt3D.z=bboxHC.center().z;if(eDwGeomUtils.isPoint3DInBox(selPt3D,bboxHC)){selSuccess=this.Viewer.SelectionMgr.selectByID(viewIDHC);return[3,10]}_a.label=9;case 9:_i++;return[3,7];case 10:return[2,selSuccess]}}))}))};eDwSelectionOperator.prototype.onDown=function(iCoord){var isDrawing=this.Viewer.getModel().isDrawing();var cActiveBtn=this.ActiveMouseButton;return isDrawing&&!(isDrawing&&cActiveBtn==="right")&&!(isDrawing&&this.Viewer.ViewerFeatureOpts.Debug&&cActiveBtn==="left")};eDwSelectionOperator.prototype.onMove=function(iCoord){return!this.CurrInputInfo};return eDwSelectionOperator}(eDwBaseSelOperator);var NameCallout=function(_super){__extends(NameCallout,_super);function NameCallout(iVewer,iSelObjIDHC,iText,iPos){var _this=_super.call(this)||this;_this.mViewer=iVewer;_this.mTextBox=new eDwTypes_13.HC.Markup.Shape.TextBox;_this.mTextBox.getBoxPortion().setFillColor(eDwTypes_13.HC.Color.white());_this.mTextBox.getBoxPortion().setFillOpacity(1);_this.mMarkupID="";_this.mSelObjIDHC=iSelObjIDHC;_this.mTextBox.setPosition(iPos);_this.mTextBox.setTextString(iText);return _this}NameCallout.prototype.draw=function(){var str=this.mTextBox.getTextString();if(str==="")return;var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawTextBox(this.mTextBox)};NameCallout.prototype.isSameID=function(iSelObjIDHC){return this.mSelObjIDHC===iSelObjIDHC||isNaN(iSelObjIDHC)&&isNaN(this.mSelObjIDHC)?true:false};Object.defineProperty(NameCallout.prototype,"MarkupID",{get:function(){return this.mMarkupID},set:function(iMarkupID){this.mMarkupID=iMarkupID},enumerable:false,configurable:true});return NameCallout}(eDwTypes_13.HC.Markup.MarkupItem);var cDefaultModelName="???";return eDwSelectionOperator}));define("eDwServiceMgr",["require","exports"],(function(require,exports){"use strict";var eDwServiceMgr=function(){function eDwServiceMgr(iServerURL,iDisable){this.mServerURL=iServerURL.replace(/(\/*)$/,"");this.mAdvancedServicesDisabled=iDisable;this.mPluginFiles=[];this.mBaseCacheDirs=[]}eDwServiceMgr.create=function(iServerURL,iDisable){if(iDisable===void 0){iDisable=false}if(!eDwServiceMgr.sServiceMgr){eDwServiceMgr.sServiceMgr=new eDwServiceMgr(iServerURL,iDisable)}};eDwServiceMgr.get=function(){return eDwServiceMgr.sServiceMgr};eDwServiceMgr.usesWebServices=function(){return false};eDwServiceMgr.prototype.disableAdvancedServices=function(iDisable){if(iDisable===void 0){iDisable=true}this.mAdvancedServicesDisabled=iDisable};eDwServiceMgr.prototype.getFileFromServer=function(iFileURL,iLoadAsNativeType){if(iLoadAsNativeType===void 0){iLoadAsNativeType=false}return __awaiter(this,void 0,void 0,(function(){var jqNativePlugin,_a,iExcp_6;return __generator(this,(function(_b){switch(_b.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,null];_b.label=1;case 1:_b.trys.push([1,6,,7]);jqNativePlugin=$;if(!iLoadAsNativeType)return[3,3];return[4,jqNativePlugin.getNative(iFileURL)];case 2:_a=_b.sent();return[3,5];case 3:return[4,$.get(iFileURL)];case 4:_a=_b.sent();_b.label=5;case 5:return[2,_a];case 6:iExcp_6=_b.sent();return[3,7];case 7:return[2,null]}}))}))};eDwServiceMgr.prototype.getFileFromServerModelCache=function(iModelKey,iFileName){return __awaiter(this,void 0,void 0,(function(){var fileInfo,baseCacheDirs,_i,baseCacheDirs_1,dir,fileURL,_a,iExcp_7;return __generator(this,(function(_b){switch(_b.label){case 0:fileInfo={Path:""};if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,fileInfo]}return[4,this.getBaseCacheDirs()];case 1:baseCacheDirs=_b.sent();_i=0,baseCacheDirs_1=baseCacheDirs;_b.label=2;case 2:if(!(_i<baseCacheDirs_1.length))return[3,7];dir=baseCacheDirs_1[_i];fileURL=dir+"/"+iModelKey+"/"+iFileName;_b.label=3;case 3:_b.trys.push([3,5,,6]);_a=fileInfo;return[4,this.getFileFromServer(fileURL)];case 4:_a.Data=_b.sent();fileInfo.Path=this.mServerURL+"/"+fileURL;return[2,fileInfo];case 5:iExcp_7=_b.sent();return[3,6];case 6:_i++;return[3,2];case 7:return[2,fileInfo]}}))}))};eDwServiceMgr.prototype.getClientPublicIP=function(iGetClientPublicIP){return __awaiter(this,void 0,void 0,(function(){var ret,iExcp_8;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iGetClientPublicIP||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,"0.0.0.0"]}if(!iGetClientPublicIP||this.mAdvancedServicesDisabled)return[2,""];ret="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.get("https://api.ipify.org","",$.noop(),"text")];case 2:ret=_a.sent();return[3,4];case 3:iExcp_8=_a.sent();console.warn("Failed to get client public IP: "+iExcp_8.name+" - "+iExcp_8.message);if(!iExcp_8.message){iExcp_8.message="Possible CORS failure.  See the browser "+"console output for more details."}throw iExcp_8;case 4:return[2,ret]}}))}))};eDwServiceMgr.prototype.convert=function(ioParams){return __awaiter(this,void 0,void 0,(function(){var result,clientIP,params;return __generator(this,(function(_a){switch(_a.label){case 0:result={FileName:"",ModelCacheName:"",ErrorCode:"",ErrorData:[],ServerID:"",LicenseKey:""};if(!ioParams.URL)return[2,result];result.FileName=ioParams.URL;if(!(ioParams.URL.indexOf("http")===0&&!this.mAdvancedServicesDisabled&&eDwServiceMgr.usesWebServices()))return[3,3];return[4,this.getClientPublicIP(ioParams.ValidateClientIP)];case 1:clientIP=_a.sent();params={data:{iFileURL:ioParams.URL},headers:{"X-Forwarded-For":clientIP},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/Conversion",params)];case 2:result=_a.sent();return[3,4];case 3:ioParams.URL="";_a.label=4;case 4:return[2,result]}}))}))};eDwServiceMgr.prototype.removeNamedCache=function(iModelKey,iAllowRemove){return __awaiter(this,void 0,void 0,(function(){var iExcp_9;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iAllowRemove||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/RemoveNamedCache",{data:{iModelKey:iModelKey}})];case 2:_a.sent();return[3,4];case 3:iExcp_9=_a.sent();console.warn("Could not remove the cache: "+iModelKey);console.warn(iExcp_9.message);throw iExcp_9;case 4:return[2]}}))}))};eDwServiceMgr.prototype.getWebSocketEndpoint=function(iModelKey,iWSEndPt){return __awaiter(this,void 0,void 0,(function(){var params,ws,iExpc_1;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,""]}if(iWSEndPt){this.disableAdvancedServices();return[2,iWSEndPt]}params={data:{iModelCacheName:iModelKey},cache:false};ws="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/GetWSEndpoint",params)];case 2:ws=_a.sent();return[3,4];case 3:iExpc_1=_a.sent();console.warn("Cannot get WebSocket.");return[3,4];case 4:return[2,ws]}}))}))};eDwServiceMgr.prototype.load=function(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loadedHTML;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2];return[4,this.ajax("GET",iPanelHTML,{dataType:"html"})];case 1:loadedHTML=_a.sent();$(iElemOrClassID).html(loadedHTML);return[2]}}))}))};eDwServiceMgr.prototype.fileUpload=function(iJQObj,iParams){if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return}var paramsObj={url:this.mServerURL+"/EDrawingsService.svc/FileUploadConversion"};if(iParams)$.extend(paramsObj,iParams);iJQObj.fileupload(paramsObj)};eDwServiceMgr.prototype.importDependencies=function(iPluginKeyNames){return __awaiter(this,void 0,void 0,(function(){var pluginFiles,_i,iPluginKeyNames_1,pluginKeyName,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:pluginFiles=[];_i=0,iPluginKeyNames_1=iPluginKeyNames;_a.label=1;case 1:if(!(_i<iPluginKeyNames_1.length))return[3,4];pluginKeyName=iPluginKeyNames_1[_i];return[4,this.getValidPluginFileName(pluginKeyName)];case 2:pluginFileName=_a.sent();if(pluginFileName)pluginFiles.push(pluginFileName);_a.label=3;case 3:_i++;return[3,1];case 4:return[2,pluginFiles.length?this.importPlugins(pluginFiles):[]]}}))}))};eDwServiceMgr.prototype.importPlugins=function(iPluginNames){return __awaiter(this,void 0,void 0,(function(){var pluginNames,importedPluginPromises,pluginFiles,_a,_i,pluginFiles_2,pluginFile,pluginName,iExcp_10;return __generator(this,(function(_b){switch(_b.label){case 0:pluginNames=[];importedPluginPromises=[];_b.label=1;case 1:_b.trys.push([1,5,,6]);_a=iPluginNames;if(_a)return[3,3];return[4,this.getPluginFiles()];case 2:_a=_b.sent();_b.label=3;case 3:pluginFiles=_a;for(_i=0,pluginFiles_2=pluginFiles;_i<pluginFiles_2.length;_i++){pluginFile=pluginFiles_2[_i];try{pluginName=this.importPlugin(pluginFile);if(pluginName){importedPluginPromises.push(pluginName)}}catch(iExcp){console.warn("Plugin failed to load: "+iExcp.message)}}return[4,Promise.all(importedPluginPromises).then((function(iPluginClassNames){pluginNames=iPluginClassNames}))];case 4:_b.sent();return[3,6];case 5:iExcp_10=_b.sent();console.warn("Failed to find any external plugins - "+iExcp_10.message);return[3,6];case 6:return[2,pluginNames]}}))}))};eDwServiceMgr.prototype.importPlugin=function(iPluginFile){return __awaiter(this,void 0,void 0,(function(){var pluginName,script,matches,iExcp_11;return __generator(this,(function(_a){switch(_a.label){case 0:pluginName="";if(!eDwServiceMgr.usesWebServices())return[2,pluginName];_a.label=1;case 1:_a.trys.push([1,4,,5]);return[4,new Promise((function(resolve_1,reject_1){require([iPluginFile],resolve_1,reject_1)}))];case 2:_a.sent();return[4,$.getScript(iPluginFile)];case 3:script=_a.sent();matches=script.match(/return ([a-z,A-Z,0-9,-,_,.]*Plugin)/);if(matches&&matches.length>0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i<numDirs;++i){var cacheDir=cacheDirs[i].textContent;cacheDir=cacheDir?cacheDir.split("/").pop():null;if(cacheDir){_this.mBaseCacheDirs.push(cacheDir);console.debugLog("ServiceMgr","Added cache dir: "+cacheDir)}}}),"xml").fail((function(iJQXHR,iStatus,iError){console.warn("Could not get model cache directories: "+iStatus+": "+iError)}));return[4,this.mGetBaseCacheDirsPromise];case 1:_a.sent();return[3,4];case 2:return[4,this.mGetBaseCacheDirsPromise];case 3:_a.sent();_a.label=4;case 4:return[2,this.mBaseCacheDirs]}}))}))};eDwServiceMgr.prototype.getValidPluginFileName=function(iPluginKey){return __awaiter(this,void 0,void 0,(function(){var allPluginFileNames,foundPluginFileName,_i,allPluginFileNames_1,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getPluginFiles()];case 1:allPluginFileNames=_a.sent();foundPluginFileName="";for(_i=0,allPluginFileNames_1=allPluginFileNames;_i<allPluginFileNames_1.length;_i++){pluginFileName=allPluginFileNames_1[_i];if(pluginFileName.indexOf("/"+iPluginKey+".")>-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i<iHierNodes_2.length;_i++){var hierNode=iHierNodes_2[_i];var initialAttrib=$.extend(true,{},hierNode.getAttribs());_this.mInitialHierNodeAttribs.push({HierNode:hierNode,Attribs:initialAttrib});_this.mFinalHierNodeAttribs.push({HierNode:hierNode,Attribs:finalAttrib})}return _this}eDwSetHierNodeAttribsCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mInitialHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetHierNodeAttribsCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetHierNodeAttribsCmd}(eDwSupportsHistoryCmd);function l_setAttribs(iModel,iAttribs){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModel.setAttribs(iAttribs)];case 1:_a.sent();return[2]}}))}))}return eDwSetHierNodeAttribsCmd}));define("eDwSetLayerVisibilityCmd",["require","exports","eDwSetNodeVisibilityCmd"],(function(require,exports,eDwSetNodeVisibilityCmd){"use strict";var eDwSetLayerVisibilityCmd=function(_super){__extends(eDwSetLayerVisibilityCmd,_super);function eDwSetLayerVisibilityCmd(iViewer,iLayers,iVisible){var _this=_super.call(this,iViewer,l_getNodeIDsHC(iLayers),iVisible)||this;_this.mLayersAndVisibilities=[];for(var _i=0,iLayers_1=iLayers;_i<iLayers_1.length;_i++){var layer=iLayers_1[_i];var visible=layer.getAttribs().Visible;_this.mLayersAndVisibilities.push({Layer:layer,Visible:visible});layer.setAttribs({Visible:iVisible})}return _this}eDwSetLayerVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.setVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.setVisibility()];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetLayerVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetLayerVisibilityCmd.prototype.resetVisibility=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setVisibility(true)];case 1:_a.sent();return[2]}}))}))};eDwSetLayerVisibilityCmd.prototype.setVisibility=function(iReset){if(iReset===void 0){iReset=false}return __awaiter(this,void 0,void 0,(function(){var _i,_a,layerAndVis;return __generator(this,(function(_b){switch(_b.label){case 0:for(_i=0,_a=this.mLayersAndVisibilities;_i<_a.length;_i++){layerAndVis=_a[_i];layerAndVis.Layer.setAttribs({Visible:iReset?layerAndVis.Visible:this.mVisible})}return[4,this.mViewer.getModel().syncLayersAttribsState()];case 1:_b.sent();return[2]}}))}))};return eDwSetLayerVisibilityCmd}(eDwSetNodeVisibilityCmd);function l_getNodeIDsHC(iLayers){var nodeIDsHC=[];for(var _i=0,iLayers_2=iLayers;_i<iLayers_2.length;_i++){var layer=iLayers_2[_i];nodeIDsHC=nodeIDsHC.concat(layer.getNodeIDsHC())}return nodeIDsHC}return eDwSetLayerVisibilityCmd}));define("eDwSetNodeVisibilityCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetNodeVisibilityCmd=function(_super){__extends(eDwSetNodeVisibilityCmd,_super);function eDwSetNodeVisibilityCmd(iViewer,iNodeIDsHC,iVisible){var _this=_super.call(this,iViewer)||this;_this.mNodeIDs=iNodeIDsHC;_this.mVisible=iVisible;var model=_this.mViewer.getModel();_this.mNodeIDVisMap={};for(var _i=0,iNodeIDsHC_2=iNodeIDsHC;_i<iNodeIDsHC_2.length;_i++){var nodeIDHC=iNodeIDsHC_2[_i];_this.mNodeIDVisMap[nodeIDHC]=model.isVisibleForNodeHC(nodeIDHC)}return _this}eDwSetNodeVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilitiesForNodesHC(this.mNodeIDVisMap)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetNodeVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetNodeVisibilityCmd}(eDwSupportsHistoryCmd);return eDwSetNodeVisibilityCmd}));define("eDwSetViewCameraCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewCameraCmd=function(_super){__extends(eDwSetViewCameraCmd,_super);function eDwSetViewCameraCmd(iViewer,iSetViewCB){if(iSetViewCB===void 0){iSetViewCB=function(iViewer){return iViewer.SelectionMgr.setViewToSelectedFace()}}var _this=_super.call(this,iViewer)||this;_this.mSetViewCB=iSetViewCB;return _this}eDwSetViewCameraCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mViewer.getModel().isDrawing())return[2];return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialViewCamera=viewHC.getCamera();this.mFinalViewCamera=this.setView();return[2]}}))}))};eDwSetViewCameraCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialViewCamera&&!!this.mFinalViewCamera};Object.defineProperty(eDwSetViewCameraCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetViewCameraCmd.prototype.setView=function(){return this.mSetViewCB(this.mViewer)};return eDwSetViewCameraCmd}(eDwSupportsHistoryCmd);return eDwSetViewCameraCmd}));define("eDwSetViewCmd",["require","exports","eDwSetViewCameraCmd"],(function(require,exports,eDwSetViewCameraCmd){"use strict";var eDwSetViewCmd=function(_super){__extends(eDwSetViewCmd,_super);function eDwSetViewCmd(iViewer,iOrientation){var _this=_super.call(this,iViewer)||this;_this.mViewOrientation=iOrientation;return _this}eDwSetViewCmd.prototype.setView=function(){return this.mViewer.ViewMgr.setViewOrientation(this.mViewOrientation)};return eDwSetViewCmd}(eDwSetViewCameraCmd);return eDwSetViewCmd}));define("eDwSetViewNormalToSectionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewNormalToSectionCmd=function(_super){__extends(eDwSetViewNormalToSectionCmd,_super);function eDwSetViewNormalToSectionCmd(iViewer){return _super.call(this,iViewer)||this}eDwSetViewNormalToSectionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialCamera=viewHC.getCamera();this.mFinalCamera=this.mViewer.XSectionMgr.setViewToSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Committed",{get:function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialCamera&&!!this.mFinalCamera},enumerable:false,configurable:true});Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetViewNormalToSectionCmd}(eDwSupportsHistoryCmd);return eDwSetViewNormalToSectionCmd}));define("eDwShowOnlyCmd",["require","exports","eDwCommandMgr","eDwCompositeCmd","eDwSetHierNodeAttribsCmd"],(function(require,exports,eDwCommandMgr,eDwCompositeCmd,eDwSetHierNodeAttribsCmd){"use strict";var eDwShowOnlyCmd=function(_super){__extends(eDwShowOnlyCmd,_super);function eDwShowOnlyCmd(iViewer,iHierNodes){if(iHierNodes===void 0){iHierNodes=[]}var _this=_super.call(this,iViewer)||this;_this.FinalState=true;var model=iViewer.getModel();var modelView=model.getActiveModelView();var modelViewHierNode=modelView.Hierarchy;var childHierNodes=[];modelViewHierNode.getAllChildren(childHierNodes);if(iHierNodes.length){childHierNodes=childHierNodes.filter((function(hierNode){return iHierNodes.indexOf(hierNode)===-1}));_this.FinalState=false;_this.mSetHierNodeVisCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,iHierNodes,{Visible:true})}_this.InitialState=!_this.FinalState;_this.mSetHierNodeAttribsCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,childHierNodes,{Visible:_this.FinalState});return _this}eDwShowOnlyCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();return[4,cmdMgr.run(this.mSetHierNodeAttribsCmd,"commit")];case 1:_a.sent();return[4,cmdMgr.run(this.mSetHierNodeVisCmd,"commit")];case 2:_a.sent();return[4,_super.prototype.commit.call(this)];case 3:_a.sent();return[2]}}))}))};eDwShowOnlyCmd.prototype.isCommitted=function(){var visCmdCommitted=this.mSetHierNodeVisCmd?this.mSetHierNodeVisCmd.isCommitted:true;return _super.prototype.isCommitted.call(this)&&visCmdCommitted&&this.mSetHierNodeAttribsCmd.isCommitted()};Object.defineProperty(eDwShowOnlyCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowOnlyCmd}(eDwCompositeCmd);return eDwShowOnlyCmd}));define("eDwShowSectionCapCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwShowSectionCapCmd=function(_super){__extends(eDwShowSectionCapCmd,_super);function eDwShowSectionCapCmd(iViewer,iVisible){var _this=_super.call(this,iViewer)||this;_this.mInitialVisibility=_this.mViewer.XSectionMgr.SectionCapVisibility;_this.mFinalVisibility=iVisible;return _this}eDwShowSectionCapCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mInitialVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2]}}))}))};Object.defineProperty(eDwShowSectionCapCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowSectionCapCmd}(eDwSupportsHistoryCmd);return eDwShowSectionCapCmd}));define("eDwSupportsHistoryCmd",["require","exports","eDwHistoryMgr","eDwCmd"],(function(require,exports,eDwHistoryMgr,eDwCmd){"use strict";var eDwSupportsHistoryCmd=function(_super){__extends(eDwSupportsHistoryCmd,_super);function eDwSupportsHistoryCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mAddedToHistory=false;_this.mUndone=false;return _this}eDwSupportsHistoryCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&!this.isUndone();this.mUndone=true;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&this.isUndone();this.mUndone=false;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();eDwHistoryMgr.get().push(this);this.mAddedToHistory=true;return[2]}}))}))};eDwSupportsHistoryCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();return[2]}}))}))};eDwSupportsHistoryCmd.prototype.isCommitted=function(){return this.mAddedToHistory};eDwSupportsHistoryCmd.prototype.isUndone=function(){return this.mUndone};return eDwSupportsHistoryCmd}(eDwCmd);return eDwSupportsHistoryCmd}));define("eDwTableMgr",["require","exports"],(function(require,exports){"use strict";var eDwTableMgr=function(){function eDwTableMgr(iViewer){this.mViewer=iViewer;this.mTables=[]}eDwTableMgr.prototype.numTables=function(){return this.mTables.length};eDwTableMgr.prototype.getTables=function(){return this.mTables};eDwTableMgr.prototype.add=function(iHierNode){if(!iHierNode||iHierNode.Category!=="table")return;this.mTables.push(iHierNode)};return eDwTableMgr}();return eDwTableMgr}));define("eDwTimer",["require","exports"],(function(require,exports){"use strict";var eDwTimer=function(){function eDwTimer(){this.start()}eDwTimer.prototype.start=function(){this.mMilliSeconds=0;this.mSeconds=0;this.mMinutes=0;this.mHours=0;this.mDays=0;this.mStart=new Date};eDwTimer.prototype.ellapsed=function(){var endDate=new Date;var timeDiff=endDate.valueOf()-this.mStart.valueOf();this.mMilliSeconds=Math.round(timeDiff%1e3);timeDiff=Math.floor(timeDiff/1e3);this.mSeconds=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mMinutes=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mHours=Math.round(timeDiff%24);this.mDays=Math.floor(timeDiff/24)};eDwTimer.prototype.dumpToConsole=function(){console.debugLog("Timer","Elapsed time = "+this.mDays+" days - "+this.mHours+":"+this.mMinutes+":"+this.mSeconds+" and "+this.mMilliSeconds+" milliseconds")};Object.defineProperty(eDwTimer.prototype,"Days",{get:function(){return this.mDays},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Hours",{get:function(){return this.mHours},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Minutes",{get:function(){return this.mMinutes},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Seconds",{get:function(){return this.mSeconds},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"MilliSeconds",{get:function(){return this.mMilliSeconds},enumerable:false,configurable:true});return eDwTimer}();return eDwTimer}));define("eDwTouchOpsMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwTouchOpsMgr=function(){function eDwTouchOpsMgr(iViewer){iViewer.TouchOpsMgr=this;this.mViewer=iViewer}eDwTouchOpsMgr.prototype.unregister=function(){if(!eDwTouchOpsMgr.isTouchEnabled())return;for(var _i=0,_a=this.mTouchOpIDs;_i<_a.length;_i++){var touchOpID=_a[_i];this.mViewer.OperatorMgr.unregisterCustomOperatorByID(touchOpID)}delete this.mViewer.TouchOpsMgr};eDwTouchOpsMgr.prototype.addOp=function(iOp){if(!eDwTouchOpsMgr.isTouchEnabled())return-1;var opID=this.mViewer.OperatorMgr.registerCustomOperator(iOp,true);this.mTouchOpIDs.push(opID);return opID};eDwTouchOpsMgr.prototype.removeOp=function(iOpID){if(!eDwTouchOpsMgr.isTouchEnabled()||iOpID<0)return;var opIndex=this.mTouchOpIDs.indexOf(iOpID);if(opIndex>-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed.  It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="<div>Matrix = "+JSON.stringify(matrixHC)+"</div>";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="<div>Net matrix = "+JSON.stringify(matrixHC)+"</div>";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="<div>Version #: "+eDrawingsWVUtils.getViewerVersion()+"</div>";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="<div>HC Version:"+viewerHC.getViewerVersionString()+"</div><div>Format Version: "+viewerHC.getFormatVersionString()+"<div>"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i<modelViews_4.length;_i++){modelView=modelViews_4[_i];configIDHC=modelView.Hierarchy.HOOPSID;configChildren=modelHC.getNodeChildren(configIDHC);if(-1!==configChildren.indexOf(selObjIDHC)){targetModelView=modelView;break}}activeModelView=this.mViewer.getModel().getActiveModelView();if(!(targetModelView&&targetModelView!==activeModelView))return[3,3];this.mViewer.SelectionMgr.selectByID(selObjIDHC);changeModelViewCmd=new eDwChangeModelViewCmd(this.mViewer,targetModelView);return[4,cmdMgr.run(changeModelViewCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:this.onLeftDoubleClick(this.mViewer);return[4,cmdMgr.remove(zoomToViewCmd,"commit")];case 4:_a.sent();return[2]}}))}))})()}));var switchModelView=function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".item-tree-text")};eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-root","click",switchModelView);eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,"#edrawings-debug-menu");var inputSelectorName="#edrawings-console-debug-categories "+".edrawings-menu-search-input";eventMgrHTML.addDelegatedEventHandler(inputSelectorName,"blur",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var inputElem=targetJQ[0];var categories=inputElem.value.split(",");if(categories.length===0)return;for(var _i=0,categories_1=categories;_i<categories_1.length;_i++){var category=categories_1[_i];category=category.trim();if(!category)continue;console.debugLogCategories.push(category);var pos=console.excludeDebugLogCategories.indexOf(category);if(pos>-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_3.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_3[_i];console.debugLog("NodeAttribChanged","Node (name = "+hierNodeAndAttribs.HierNode.Name+", ID = "+hierNodeAndAttribs.HierNode.HOOPSID+") attributes = "+JSON.stringify(hierNodeAndAttribs.Attribs))}}eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIBaseEventHandlers.prototype.onResize=function(iEvent,iViewer){if(iViewer)iViewer.HCViewer.resizeCanvas();l_onResize()};eDwUIBaseEventHandlers.prototype.setOneLayerVisibility=function(layerName,isVisible){var layers=this.mViewer.getModel().getLayers();var layer;for(var _i=0,layers_1=layers;_i<layers_1.length;_i++){layer=layers_1[_i];if(layer.getName()===layerName)break}if(!layer)return;this.setLayersVisibility([layer],isVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");var isAnyShow=false,isAnyHidden=false;$.each(eachLayer,(function(iIdx,iTarget){if($(iTarget).prop("checked")){isAnyShow=true}else{isAnyHidden=true}}));var allLayerBox=$("#edrawings-layer-control-menu .layer-all");if(isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",true)}if(isAnyShow&&!isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",true)}if(!isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setAllLayerVisibility=function(iVisible){var activeModelView=this.mViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return;this.setLayersVisibility(this.mViewer.getModel().getLayers(),iVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");if(iVisible){eachLayer.prop("checked",true)}else{eachLayer.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setLayersVisibility=function(iLayers,iVisible){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setNodeVisCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setNodeVisCmd=new eDwSetLayerVisibilityCmd(this.mViewer,iLayers,iVisible);return[4,eDwCommandMgr.get().run(setNodeVisCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.handleSelectionChange=function(iViewer,iSelObjs,iIsObjSelected){var model=iViewer.getModel();if(!model.isDrawing())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjs_1=iSelObjs;_i<iSelObjs_1.length;_i++){var selObj=iSelObjs_1[_i];var selIDHC=selObj.getNodeId();if(!utils.isNumber(selIDHC))continue;var selHierNode=activeModelView.Nodes[selIDHC];eDwUIUtils.scrollToTreeNode(selHierNode,iIsObjSelected)}};return eDwUIBaseEventHandlers}();var c_hudBarIconWidth=2+44;var c_toolBarIconWidth=5+2+44;var c_hudBarContentThresholdWidth=2+2*46;var c_filenameBlockThresholdWidth=50;var c_toolBarContentThresholdHeight=2*46;function l_loadUIPlugins(iViewer){var _this=this;if(!iViewer)return;try{(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginMgr;return __generator(this,(function(_a){switch(_a.label){case 0:pluginMgr=eDwUIPluginMgr.get();return[4,pluginMgr.loadPlugins(["eDwUIHierNodeVisMenuItemsPlugin" , "eDwUIMoveComponentPlugin", "eDwUIModelViewTabsPlugin", "eDwUIExplodePlugin", "eDwUIConfigurationsPlugin", "eDwUIComponentTreePlugin", "eDwUIMeasurePlugin"],iViewer)];case 1:_a.sent();return[4,pluginMgr.loadDynamicPlugins(iViewer)];case 2:_a.sent();return[4,eDwUIUtils.loadComponentHTML()];case 3:_a.sent();iViewer.resetDrawMode();return[4,eDwEventMgr.get().fireEvent(eDwEvents.InitFullUIEvent,iViewer)];case 4:_a.sent();return[2]}}))}))})()}catch(iExcp){console.warn("Plugin loading did not complete.")}}function l_unloadUIPlugins(){eDwUIPluginMgr.get().destroy()}function l_resizeTopBar(){var topBarJQ=$("#edrawings-top-bar");var filenameBlockJQ=$("#edrawings-filename-block");var hudBarJQ=$("#edrawings-hud-bar");var hudBarContentJQ=hudBarJQ.find(".edrawings-hud-bar-content");var filenameBlockOffset=filenameBlockJQ.offset();var filenameBlockInnerWidth=filenameBlockJQ.css("display")==="none"?0:filenameBlockJQ.innerWidth();var filenameBlockRight=filenameBlockOffset.left+filenameBlockInnerWidth;var hudBarOffset=hudBarJQ.offset();var leftButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(filenameBlockOffset.left!==hudBarOffset.left&&Math.abs(filenameBlockRight-hudBarOffset.left)>1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()<c_hudBarContentThresholdWidth){if(filenameBlockJQ.width()>c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()<c_filenameBlockThresholdWidth){topBarJQ.addClass("edrawings-out-of-view")}else{topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.removeClass("edrawings-out-of-view")}}}else{topBarJQ.removeClass("edrawings-out-of-view")}}function l_resizeToolBar(){var leftBarJQ=$("#edrawings-left-bar.edrawings-tool-bar");var leftBarContentJQ=leftBarJQ.find(".edrawings-bottom-centered-icons");var toolBarContentJQ=leftBarContentJQ.find(".edrawings-tool-bar-content");var upButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-up").parent(".edrawings-arrow-wrapper");var downButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-down").parent(".edrawings-arrow-wrapper");if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ[0].scrollHeight>0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()<c_toolBarContentThresholdHeight){leftBarJQ.addClass("edrawings-out-of-view")}else{leftBarJQ.removeClass("edrawings-out-of-view")}}else{leftBarJQ.removeClass("edrawings-out-of-view")}}function l_onResize(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){l_resizeTopBar();l_resizeToolBar();l_positionMenuPanelCollapseButton();l_fixMenuPanelInwardToolbar();return[2]}))}))}function l_positionTicker(iMouseEvent,iItemJQ,iText){var tickerMinWidth=100;var tickerMinHeight=34;var scrollWidthPadding=2;var tickerJQ=$(".edrawings-ticker");var itemOffset=iItemJQ.offset();var tickerLeft=iMouseEvent.clientX;var tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding;var tickerTop=itemOffset.top-tickerMinHeight;var tickerAnimation=false;tickerJQ.text(iText);if(iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding>=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join("   ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed),            .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i<iPanelsToLoad_1.length;_i++){panelToLoad=iPanelsToLoad_1[_i];utils.appendToArray(this.loadPanel(panelToLoad.ID,panelToLoad.HTML),promises)}return[4,Promise.all(promises)];case 1:_a.sent();_a.label=2;case 2:this.addEventHandlers();return[2]}}))}))};eDwUIBasePlugin.prototype.onClick=function(iActivate){};eDwUIBasePlugin.prototype.destroy=function(){this.removeEventHandlers();this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",false);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",false);console.debugLog("UIPlugin","Destroyed "+this.mPluginGroupName+" plugin.")};eDwUIBasePlugin.prototype.initPluginButton=function(){if(this.mPluginButtonInfo){var buttonJQ=$(this.mPluginButtonInfo.ID);if(buttonJQ){buttonJQ.removeClass("edrawings-icon-plugin");eDwUIUtils.hide(this.mPluginButtonInfo.ID,false)}}};eDwUIBasePlugin.prototype.check=function(iPluginName){return iPluginName===this.PluginGroupName};eDwUIBasePlugin.prototype.isButtonForThisPlugin=function(iButtonJQ){return iButtonJQ&&iButtonJQ.length&&this.mPluginButtonInfo&&this.mPluginButtonInfo.ID&&this.mPluginButtonInfo.ID.indexOf(iButtonJQ[0].id)>-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i<elements_1.length;_i++){var element=elements_1[_i];element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}}elemHandlers.MainDispatcher=function(ioEvent){eventDispatcher(ioEvent,elemHandlers.Handlers)};for(var _a=0,elements_2=elements;_a<elements_2.length;_a++){var element=elements_2[_a];element.addEventListener(iEventName,elemHandlers.MainDispatcher,true);elemHandlers.Handlers.push({EventTarget:element,ElementID:iElemID,TargetElemClasses:iElemClasses,Handler:iEventHandler})}console.debugLog("UIEventMgr","Added event - name = "+iEventName+", id = "+iElemID+", classes = "+iElemClasses+", Num handlers = "+elemHandlers.Handlers.length);return true};eDwUIHTMLEventMgr.prototype.removeEventHandlersByID=function(iElemID,iEventName,ioHandlersOfEvent){var handlersRemoved=false;var elemHandlers=ioHandlersOfEvent[iElemID];if(elemHandlers&&elemHandlers.Handlers.length){console.debugLog("UIEventMgr","Removed "+elemHandlers.Handlers.length+" handlers for event "+iEventName+" on element ID "+iElemID);for(var _i=0,_a=elemHandlers.Handlers;_i<_a.length;_i++){var handler=_a[_i];handler.EventTarget.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}elemHandlers.Handlers=[];handlersRemoved=true}else{console.debugLog("UIEventMgr","Tried to remove handlers for event "+iEventName+" on element ID "+iElemID+" but they were removed already.")}return handlersRemoved};return eDwUIHTMLEventMgr}();function eventDispatcher(ioEvent,iHandlerObjs){if(!iHandlerObjs||!iHandlerObjs.length)return;console.debugLog("UIEvents","Event = "+ioEvent.type+", Num handlers = "+iHandlerObjs.length);var runHandler=false;var targetJQ=eDwUIUtils.getAsJQueryObj(ioEvent.target);while(targetJQ.length&&!runHandler){for(var _i=0,iHandlerObjs_1=iHandlerObjs;_i<iHandlerObjs_1.length;_i++){var handlerObj=iHandlerObjs_1[_i];var targetClassName=targetJQ.className;console.debugLog("UIEvents","  element ID = "+handlerObj.ElementID+", target classes = "+handlerObj.TargetElemClasses+(targetClassName?", event target classes = "+targetClassName:""));var targetElemClasses=handlerObj.TargetElemClasses;var classes=targetElemClasses?targetElemClasses.split(" "):[];var numMatches=0;for(var j=0;j<classes.length;j++){numMatches+=targetJQ.hasClass(classes[j])?1:0}if(numMatches!==classes.length)continue;handlerObj.Handler(ioEvent);runHandler=true;var eventJQ=$(ioEvent);if(ioEvent.cancelable&&ioEvent.cancelBubble||eventJQ.isPropagationStopped&&eventJQ.isPropagationStopped()){return}}targetJQ=eDwUIUtils.getAsJQueryObj(targetJQ.parent());if(!runHandler&&targetJQ.length){console.debugLog("UIEvents","Events not found on target, checking parent "+"id="+targetJQ.id+", class="+targetJQ.className)}else if(!runHandler){console.debugLog("UIEvents","No matching events found on target.")}else{console.debugLog("UIEvents","Done processing event handlers.")}}}return eDwUIHTMLEventMgr}));define("eDwUIHTMLGenerator",["require","exports","eDwHierarchyNode","utils"],(function(require,exports,eDwHierarchyNode,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIHTMLGenerator=void 0;var cDefaultInitialLeftPaddingInPX=4;var cDefaultLeftPaddingInPX=27;var eDwUIHTMLGenerator=function(){function eDwUIHTMLGenerator(iViewer,iPanelUIID,iInitialLeftPaddingInPX,iLeftPaddingInPX){if(iInitialLeftPaddingInPX===void 0){iInitialLeftPaddingInPX=cDefaultInitialLeftPaddingInPX}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=cDefaultLeftPaddingInPX}this.mViewer=iViewer;this.mPanelUIID=iPanelUIID;this.mLeftPaddingInPX=iLeftPaddingInPX;this.mInitialLeftPaddingInPX=iInitialLeftPaddingInPX}eDwUIHTMLGenerator.prototype.generateHTMLForChildNodes=function(iParentNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var offset=this.computeOffset(iLeftPaddingInPX);var childrenNodes=this.forNodeGetChildren(iParentNode);for(var _i=0,childrenNodes_1=childrenNodes;_i<childrenNodes_1.length;_i++){var childNode=childrenNodes_1[_i];var descendentsHTML=iIncludeAllDescendents?this.generateHTMLForChildNodes(childNode,iIncludeAllDescendents,offset):"";if(!this.shouldIncludeNode(childNode)&&descendentsHTML.length===0){continue}var moreClasses=descendentsHTML?" edrawings-tree-expanded ":"";var nodeHTML=this.generateHTMLForNode(childNode,offset,moreClasses);generatedHTML+=nodeHTML+descendentsHTML}return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTMLForNode=function(iNode,iLeftPaddingInPX,iAdditionalClasses,iIgnoreChildren){if(iAdditionalClasses===void 0){iAdditionalClasses=""}if(iIgnoreChildren===void 0){iIgnoreChildren=false}var additionalClasses=iAdditionalClasses.replace("edrawings-tree-expanded","");var expanded=iAdditionalClasses.length!==additionalClasses.length;var highlight=this.getHighlightClass(iNode);var nonRootClass=additionalClasses.indexOf("edrawings-root")>-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="<div class='edrawings-submenu-list-item"+highlight+" "+additionalClasses+"' style='padding-left: "+currOffset+"; width:calc(100% - "+currOffset+");' "+this.forNodeGetDataAttributes(iNode)+">";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+="<span class='item-tree-text"+highlight+" "+additionalClasses+"' "+this.forNodeGetDataAttributes(iNode)+"style='margin-left: 0px;'>"+this.forNodeGetElementContent(iNode)+"</span>";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="</div>";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i<modelViews_5.length;_i++){var modelView=modelViews_5[_i];var hierNode=modelView.Nodes[iNodeID];if(hierNode)return hierNode}return undefined};eDwUIHTMLGenerator.getDisplayStateCSSClass=function(iHierNode,iNewAttrib){var classCSS="edrawings-"+iHierNode.Category;classCSS+=iHierNode.isActive()?"":"-inactive";var dummyNode=eDwHierarchyNode.create(iNewAttrib);var displayState=iNewAttrib?dummyNode.getDisplayState(iHierNode.getAttribs()):iHierNode.getDisplayState();switch(displayState){case"Invisible":classCSS+="-invisible";break;case"Visible":classCSS+="-visible";break;case"Transparent":classCSS+="-transparent";break;default:console.debugLog("UI","Invalid node display type: "+displayState)}return classCSS};eDwUIHTMLGenerator.prototype.shouldIncludeNode=function(iNode){var searchField=$(this.mPanelUIID+" .edrawings-menu-search-input");if(searchField&&searchField.val()){var regex=new RegExp(searchField.val(),"i");if(this.forNodeGetName(iNode).search(regex)<0)return false}return true};eDwUIHTMLGenerator.prototype.getHighlightClass=function(iNode){var isSelected=this.mViewer.SelectionMgr.isSelected(this.forNodeGetID(iNode));return isSelected?" edrawings-list-selected ":""};eDwUIHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="";if(!iIgnoreChildren&&this.forNodeHasChildren(iNode)){generatedHTML+="edrawings-tree-arrow "+"edrawings-tree-arrow-space-common ";if(iNodeExpanded)generatedHTML+="edrawings-tree-expanded "}else{generatedHTML+="edrawings-tree-space "+"edrawings-tree-arrow-space-common "}return generatedHTML};eDwUIHTMLGenerator.prototype.getPreSpanHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="<div class='"+this.getPreSpanIconHTML(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren);var nodeIconClass=this.forNodeGetDisplayStateCSSClass(iNode);generatedHTML+=iAdditionalClasses+"' data-hoopsid='"+this.forNodeGetID(iNode)+"'> </div> <div class='"+nodeIconClass+" "+iAdditionalClasses+" edrawings-tree-icon'> </div>";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"<div class='edrawings-submenu-list-item-button "+iAdditionalClasses+"'> </div>"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="<div class='edrawings-submenu-list-item "+"edrawings-root' style='padding-left: "+this.mInitialLeftPaddingInPX+"px; "+"width:calc(100% - "+this.mInitialLeftPaddingInPX+"px);'> "+"<input id='layer-all' class='layer-all "+" edrawings-layer-checkbox-style' "+" type='checkbox' checked> "+"<span class='item-tree-text'>"+"Name</span></div>"+"<hr style='margin-top:0;margin-left:5px;"+"margin-right:10px;'>"}for(_i=0,layers_2=layers;_i<layers_2.length;_i++){layer=layers_2[_i];if(!this.shouldIncludeNode(layer))continue;generatedHTML+=this.generateHTMLForNode(layer,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUILayerHTMLGenerator.prototype.getPreSpanHTML=function(iLayer,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return"<input class='item-layer-checkbox"+" edrawings-layer-checkbox-style' type='checkbox' "+(iLayer.getAttribs().Visible?"checked":"unchecked")+">"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="<div>"+iResult.ErrorCode+"</div>";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="<div style='white-space: nowrap'>"+data+"</div>"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="<div class='"+iTextClass+" edrawings-dialog-content'";optionKeys=Object.keys(iOptions);for(_i=0,optionKeys_1=optionKeys;_i<optionKeys_1.length;_i++){optionKey=optionKeys_1[_i];div+=" "+optionKey+"="+getValue(iOptions[optionKey])}div+="></div>";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_i<modelViews_6.length;_i++){modelView=modelViews_6[_i];modelViewHierNode=modelView.Hierarchy;if(!this.shouldIncludeNode(modelViewHierNode)){continue}generatedHTML+=this.generateHTMLForNode(modelViewHierNode,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUIModelViewHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};eDwUIModelViewHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUIModelViewHTMLGenerator}(eDwUIHTMLGenerator_3.eDwUIHTMLGenerator);return eDwUIModelViewHTMLGenerator}));define("eDwUIPluginMgr",["require","exports","eDwServiceMgr","eDwGenericError","utils"],(function(require,exports,eDwServiceMgr,eDwGenericError,utils){"use strict";var eDwUIPluginMgr=function(){function eDwUIPluginMgr(){this.clearPluginData()}eDwUIPluginMgr.prototype.loadPlugins=function(iPluginClassNames,iViewer,iViewerFeatOpts){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPluginClassNames_1,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iPluginClassNames.length)return[2];promises=[];for(_i=0,iPluginClassNames_1=iPluginClassNames;_i<iPluginClassNames_1.length;_i++){pluginClassName=iPluginClassNames_1[_i];if(!pluginClassName)continue;l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),promises)}return[4,Promise.all(promises)];case 1:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.loadDynamicPlugins=function(iViewer){return __awaiter(this,void 0,void 0,(function(){var pluginClassNames;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwServiceMgr.get().importPlugins()];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer)];case 2:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.onClick=function(iID,iActivate){var plugin=this.mIDToPluginMap[iID];if(plugin){plugin.onClick(iActivate);return true}return false};eDwUIPluginMgr.prototype.destroy=function(){for(var _i=0,_a=this.mUIPlugins;_i<_a.length;_i++){var plugin=_a[_i];plugin.destroy()}this.clearPluginData();eDwUIPluginMgr.sMgr=null};eDwUIPluginMgr.get=function(){if(!eDwUIPluginMgr.sMgr){eDwUIPluginMgr.sMgr=new eDwUIPluginMgr}return eDwUIPluginMgr.sMgr};eDwUIPluginMgr.prototype.clearPluginData=function(){this.mUIPlugins=[];this.mIDToPluginMap={};this.mPluginClassNameProcessed={}};eDwUIPluginMgr.prototype.loadPlugin=function(iPluginClassName,iViewer,iViewerFeatOpts){var _this=this;var onPluginLoaded=function(iGenericPluginClassConstructor){return __awaiter(_this,void 0,void 0,(function(){var plugin,pluginButtonID,pluginClassNames,loadedPluginPromises,_i,pluginClassNames_1,pluginClassName,iExcp_15;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,6,,7]);plugin=new iGenericPluginClassConstructor(iViewer,iViewerFeatOpts);this.mUIPlugins.push(plugin);pluginButtonID=plugin.PluginButtonID;if(pluginButtonID){this.mIDToPluginMap[pluginButtonID]=plugin}console.debugLog("UIPlugin","Dynamically loaded "+iPluginClassName);if(!plugin.Dependencies.length)return[3,4];return[4,eDwServiceMgr.get().importDependencies(plugin.Dependencies)];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer,iViewerFeatOpts)];case 2:_a.sent();loadedPluginPromises=[];for(_i=0,pluginClassNames_1=pluginClassNames;_i<pluginClassNames_1.length;_i++){pluginClassName=pluginClassNames_1[_i];if(!pluginClassName)continue;try{l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),loadedPluginPromises)}catch(iExcp){console.warn("Importing dependencies for "+iPluginClassName+" failed - "+iExcp.message)}}return[4,Promise.all(loadedPluginPromises)];case 3:_a.sent();_a.label=4;case 4:return[4,plugin.init()];case 5:_a.sent();console.debugLog("UIPlugin","Initialized "+iPluginClassName);return[3,7];case 6:iExcp_15=_a.sent();console.warn("Constructing "+iPluginClassName+" failed - "+iExcp_15.message);return[3,7];case 7:return[2]}}))}))};try{console.debugLog("UIPlugin","Attempting dynamic load of "+iPluginClassName);return new Promise((function(iResolveFunc,iRejectFunc){if(_this.mPluginClassNameProcessed[iPluginClassName]){iResolveFunc()}else{_this.mPluginClassNameProcessed[iPluginClassName]=true;require([iPluginClassName],(function(iClassConstructor){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,onPluginLoaded(iClassConstructor).then(iResolveFunc,(function(iReason){if(iRejectFunc)iRejectFunc(iReason);else{var msg=JSON.stringify(iReason);console.debugLog("UIPlugin",msg);throw new eDwGenericError("")}}))];case 1:_a.sent();return[2]}}))}))})()}))}}))}catch(iExcp){console.warn("Dynamic load failed for "+iPluginClassName+" - "+iExcp.message);return Promise.reject()}};return eDwUIPluginMgr}();function l_appendPromiseToArray(iPromise,ioPromises){utils.appendToArray(iPromise,ioPromises)}return eDwUIPluginMgr}));define("eDwUISheetTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_4){"use strict";var eDwUISheetTreeHTMLGenerator=function(_super){__extends(eDwUISheetTreeHTMLGenerator,_super);function eDwUISheetTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUISheetTreeHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer")return false;return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUISheetTreeHTMLGenerator}(eDwUIHTMLGenerator_4.eDwUIHTMLGenerator);return eDwUISheetTreeHTMLGenerator}));define("eDwUIShortcutMenu",["require","exports","eDwUIHTMLEventMgr","eDwGenericError","eDwEventMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIHTMLEventMgr,eDwGenericError,eDwEventMgr,eDwEvents_8,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIShortcutMenu=void 0;var eDwUIShortcutMenu=function(){function eDwUIShortcutMenu(){var _this=this;this.mMenuHandlers={};this.mMenuVisibilityHandlerObjs={};this.mCheckPluginHandlers={};$(c_menuID).menu({select:function(iEvent,iUIItemJQ){var itemJQ=iUIItemJQ.item;if(!itemJQ||itemJQ.hasClass(".ui-state-disabled"))return;var handler=_this.mMenuHandlers[itemJQ.attr("id")];if(handler){handler(iEvent,iUIItemJQ,_this.mArg)}else{console.debugLog("shortcutmenu","Missing shortcut menu handler: "+itemJQ.attr("class"))}}});eDwUIShortcutMenu.hide();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mUIHTMLEventMgr.addEventHandler("document","contextmenu",eDwUIUtils.inhibitEventBehavior);var showShortcutMenu=function(iViewer,iScreenPos,iArg,iPluginName){return __awaiter(_this,void 0,void 0,(function(){var menuItemID,visibilityHandlerObj,pluginHandler,visState,handlerExists;return __generator(this,(function(_a){this.mArg=iArg;for(menuItemID in this.mMenuVisibilityHandlerObjs){visibilityHandlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];pluginHandler=this.mCheckPluginHandlers[visibilityHandlerObj.PluginName];visState=pluginHandler?!pluginHandler(iPluginName):false;handlerExists=visibilityHandlerObj.VisHandler;visState=visState||(handlerExists?!visibilityHandlerObj.VisHandler(iViewer,iArg):false);eDwUIUtils.hide("#"+menuItemID,visState)}eDwUIShortcutMenu.show(iScreenPos.x,iScreenPos.y);return[2]}))}))};var hideShortcutMenu=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){eDwUIShortcutMenu.hide();return[2]}))}))};var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwEvents_8.RightClickEvent,showShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.UnselectEvent,hideShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.LeftClickEvent,hideShortcutMenu)}eDwUIShortcutMenu.prototype.isEmpty=function(){return!$(c_menuID+" ul").length&&!$(c_menuID+" li").length};eDwUIShortcutMenu.prototype.removeAllEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwEvents_8.RightClickEvent,"showShortcutMenu");eventMgr.removeEventHandlerFunc(eDwEvents_8.UnselectEvent,"hideShortcutMenu");this.mMenuHandlers={};this.mCheckPluginHandlers={}};eDwUIShortcutMenu.prototype.destroy=function(){eDwUIShortcutMenu.hide();this.removeAllEventHandlers();$(c_menuID+" ul").remove();$(c_menuID+" li").remove();eDwUIShortcutMenu.sMenu=null};eDwUIShortcutMenu.prototype.addMenuItem=function(iPluginName,iMenuItemCSSClassName,iHandlerFunc,iIsVisibleFunc,iInitHideMenuItem,iParentMenuSelector){if(iHandlerFunc===void 0){iHandlerFunc=null}if(iIsVisibleFunc===void 0){iIsVisibleFunc=l_shouldBeVisible}if(iInitHideMenuItem===void 0){iInitHideMenuItem=true}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}if(!iMenuItemCSSClassName){console.debugLog("shortcutmenu","Missing selector.");throw new eDwGenericError("Missing selector.")}var menuJQ=$(iParentMenuSelector);var menuItemJQ=l_insertInMenu("li",iPluginName,iMenuItemCSSClassName,menuJQ);var menuItemID=menuItemJQ.attr("id");eDwUIUtils.hide("#"+menuItemID,iInitHideMenuItem);if(iHandlerFunc){this.mMenuHandlers[menuItemID]=iHandlerFunc}var handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];if(!handlerObj){handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID]={VisHandler:iIsVisibleFunc,PluginName:iPluginName}}else{handlerObj.VisHandler=iIsVisibleFunc;handlerObj.PluginName=iPluginName}};eDwUIShortcutMenu.prototype.addSubMenu=function(iPluginName,iSubMenuCSSClassName,iHideSubMenu,iParentMenuSelector){if(iHideSubMenu===void 0){iHideSubMenu=false}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var subMenuJQ=$(iParentMenuSelector);l_insertInMenu("ul",iPluginName,iSubMenuCSSClassName,subMenuJQ);if(iHideSubMenu)eDwUIShortcutMenu.hide()};eDwUIShortcutMenu.prototype.addMenuSeparator=function(iPluginName){this.addMenuItem(iPluginName,"edrawings-shortcut-divider",null,(function(iViewer,iArg){if(l_getNumVisMenuItems()){return l_shouldBeVisible(iViewer,iArg)}return false}))};eDwUIShortcutMenu.prototype.setPluginCheck=function(iPluginNameKey,iCheckFunc){if(iPluginNameKey){this.mCheckPluginHandlers[iPluginNameKey]=iCheckFunc;return true}return false};eDwUIShortcutMenu.prototype.removeAllMenuItems=function(iPluginName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}this.removeMenuItem(iPluginName,"",iParentMenuSelector)};eDwUIShortcutMenu.prototype.removeMenuItem=function(iPluginName,iMenuItemCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var menuItemJQ=l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName);var menuItemID=menuItemJQ.attr("id");delete this.mMenuHandlers[menuItemID];delete this.mMenuVisibilityHandlerObjs[menuItemID];$(iParentMenuSelector).menu("refresh")};eDwUIShortcutMenu.prototype.removeSubMenu=function(iPluginName,iSubMenuCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}l_removeFromMenu(iParentMenuSelector,iPluginName,iSubMenuCSSClassName)};eDwUIShortcutMenu.get=function(){if(!eDwUIShortcutMenu.sMenu){eDwUIShortcutMenu.sMenu=new eDwUIShortcutMenu}return eDwUIShortcutMenu.sMenu};eDwUIShortcutMenu.destroy=function(){if(eDwUIShortcutMenu.sMenu)eDwUIShortcutMenu.sMenu.destroy()};eDwUIShortcutMenu.show=function(iX,iY,iParentRect){var numVisMenuItems=l_getNumVisMenuItems();if(!numVisMenuItems)return;var menuJQ=$(c_menuID);var viewerElemJQ=$("#edrawings-canvas");var parentRect=iParentRect?iParentRect:{Width:viewerElemJQ.width(),Height:viewerElemJQ.height()};var posx=iX;var posy=iY;var menuHeight=menuJQ.height();var menuWidth=menuJQ.width();if(posx+menuWidth>parentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"</"+iElementStyle+">");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i<tableNodes_1.length;_i++){tableNode=tableNodes_1[_i];if(!this.shouldIncludeNode(tableNode))continue;generatedHTML+=this.generateHTMLForNode(tableNode,NaN,"edrawings-root "+iAdditionalClasses,true)}}return[2,generatedHTML]}))}))};eDwUITableHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUITableHTMLGenerator}(eDwUIHTMLGenerator_5.eDwUIHTMLGenerator);return eDwUITableHTMLGenerator}));define("eDwUIUtils",["require","exports","eDwView","eDwServiceMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwZoomToFitCmd","eDwResetCmd","eDwUIHTMLGenerator","eDwUISheetTreeHTMLGenerator","eDwUILayerHTMLGenerator","eDwUIDebugHTMLGenerator","eDwEventMgr","eDwAJAXError","eDwResultError","eDwNodeAttributes","eDwTypes","eDwEvents","eDwUIMessageReporter","utils","eDwKeyMgr"],(function(require,exports,eDwView,eDwServiceMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwZoomToFitCmd,eDwResetCmd,eDwUIHTMLGenerator_6,eDwUISheetTreeHTMLGenerator,eDwUILayerHTMLGenerator,eDwUIDebugHTMLGenerator,eDwEventMgr,eDwAJAXError,eDwResultError,eDwNodeAttributes_4,eDwTypes_17,eDwEvents_9,eDwUIMessageReporter,utils,eDwKeyMgr_5){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.getAsJQueryObj=exports.adjustScrollArrows=exports.disableScrollOnTouch=exports.enableScrollOnTouch=exports.executeScrolling=exports.positionMenuPanelArrowCollapseButton=exports.fixMenuPanelInwardToolbar=exports.viewFile=exports.makeResult=exports.getViewerElementID=exports.getViewerElementName=exports.resetToHomeView=exports.isStateOn=exports.isIDInJQuery=exports.deactivateUI=exports.activateUI=exports.getIDHC=exports.scrollToTarget=exports.getPosition=exports.getRequestedQueryStringParams=exports.hide=exports.loadPanel=exports.getSpanText=exports.getTarget=exports.getText=exports.addPanelModeEvents=exports.populateModelViewPanel=exports.inhibitEventBehavior=exports.loadComponentHTML=exports.deactivateMoveInput=exports.addCloseEventHandler=exports.scrollToTreeNode=exports.expandSelected=exports.switchModelView=exports.updateModelViewTargets=exports.searchPanelList=exports.zoomToFit=exports.addSubTreeArrowEventHandler=exports.updateUI=exports.getUIPanelID=exports.setUIGenerator=exports.getUIGenerator=exports.createUIGenerators=exports.updateIcons=void 0;function updateIcons(iHierNodesAndAttribs){for(var _i=0,iHierNodesAndAttribs_4=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_4.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_4[_i];var hierNode=hierNodeAndAttribs.HierNode;var attribs=hierNodeAndAttribs.Attribs;var listItemDiv=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-submenu-list-item"]');var iconDiv=listItemDiv.children("div.edrawings-tree-icon");iconDiv.removeClass(l_getAllDisplayStateCSSClasses(hierNode));var newCSSClass=eDwUIHTMLGenerator_6.eDwUIHTMLGenerator.getDisplayStateCSSClass(hierNode,attribs);iconDiv.addClass(newCSSClass)}}exports.updateIcons=updateIcons;function createUIGenerators(iViewer){var panelID="#edrawings-sheet-tree-menu";l_generators[panelID]=new eDwUISheetTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-layer-control-menu";l_generators[panelID]=new eDwUILayerHTMLGenerator(iViewer,panelID);panelID="#edrawings-debug-menu";l_generators[panelID]=new eDwUIDebugHTMLGenerator(iViewer,panelID)}exports.createUIGenerators=createUIGenerators;function getUIGenerator(iName){return l_generators[iName]}exports.getUIGenerator=getUIGenerator;function setUIGenerator(iName,iGen){l_generators[iName]=iGen}exports.setUIGenerator=setUIGenerator;function getUIPanelID(iTargetJQ){var panelJQ=iTargetJQ.closest(".edrawings-submenu");return panelJQ?"#"+panelJQ[0].id:""}exports.getUIPanelID=getUIPanelID;function updateUI(iViewer,iModelView,iInit){if(iInit===void 0){iInit=false}return __awaiter(this,void 0,void 0,(function(){var model,listHTML,listJQ,gen,modelViews,_i,modelViews_7,modelView;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iViewer)return[3,2];if(iViewer.ViewerFeatureOpts.Debug)l_populateDebugPanel(iViewer);model=iViewer.getModel();if(!iModelView)return[3,2];if(iModelView===model.getActiveModelView()){listHTML="";listJQ=$("#edrawings-sheet-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-sheet-tree-menu");modelViews=iViewer.getModel().getModelViews();for(_i=0,modelViews_7=modelViews;_i<modelViews_7.length;_i++){modelView=modelViews_7[_i];listHTML+=gen.generateHTMLForNode(modelView.Hierarchy,NaN,"edrawings-root")}listJQ.empty();listJQ.append(listHTML)}updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected");if(!iInit)return[3,2];return[4,l_populateLayerPanel(iViewer)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.updateUI=updateUI;function addSubTreeArrowEventHandler(ioUIHTMLEventMgr,iTreeNodeID){ioUIHTMLEventMgr.addDelegatedEventHandler(iTreeNodeID+" .edrawings-tree-arrow","click",(function(iEvent){if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ[0])return;function collapseListNode(iTargetJQ){var parentElemJQ=iTargetJQ[0]?getAsJQueryObj(iTargetJQ[0].parentElement):$();if(!parentElemJQ.hasClass("edrawings-submenu-list")){parentElemJQ=parentElemJQ[0]?getAsJQueryObj(parentElemJQ[0].parentElement):$()}if(!parentElemJQ[0]){console.warn("No list found for the collapsable element.");return}var parentElem=parentElemJQ[0];var childElemsJQ=parentElemJQ.children("[data-hoopsparentid='"+iTargetJQ.data("hoopsid")+"']");$.each(childElemsJQ,(function(iArg,iElem){collapseListNode($(iElem));parentElem.removeChild(iElem)}))}if(targetJQ.hasClass("edrawings-tree-expanded")){collapseListNode(targetJQ);targetJQ.removeClass("edrawings-tree-expanded")}else{var appendJQ=targetJQ.closest(".edrawings-submenu-list-item");var panelID=getUIPanelID(appendJQ);var gen=getUIGenerator(panelID);var nodeToExpandHC=parseInt(targetJQ.data("hoopsid"),10);var node=gen.getNodeFromID(nodeToExpandHC);if(node===undefined){console.debugLog("ListUI","There is no node for the ID");return}var offset=parseInt($(appendJQ).css("padding-left"),10);appendJQ.after(gen.generateHTMLForChildNodes(node,false,offset));targetJQ.addClass("edrawings-tree-expanded")}}))}exports.addSubTreeArrowEventHandler=addSubTreeArrowEventHandler;function zoomToFit(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var nodeIDHC,activeModelView,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDHC=iViewer.SelectionMgr.getLastSelIDHC();if(utils.isNaN(nodeIDHC)){activeModelView=iViewer.getModel().getActiveModelView();nodeIDHC=activeModelView.Hierarchy.HOOPSID}zoomToFitCmd=new eDwZoomToFitCmd(iViewer,nodeIDHC,iViewer.getHCView().getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.zoomToFit=zoomToFit;function searchPanelList(iViewer,iElemJQ){var panelID=getUIPanelID(iElemJQ);var listJQ=$(panelID+" .edrawings-submenu-list");var activeModelView=iViewer.getModel().getActiveModelView();var activeModelViewNode=activeModelView.Hierarchy;if(activeModelViewNode){listJQ.empty();iViewer.SelectionMgr.unSelectAllObjects();var gen=getUIGenerator(panelID);var inputVal=$(panelID+" .edrawings-menu-search-input").val();listJQ.append(gen.generateHTMLForChildNodes(activeModelViewNode,inputVal.length>0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i<hashes.length;i++){var hash=hashes[i].split("=");if(hash.length>1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_i<layers_3.length;_i++){var layer=layers_3[_i];var layerElem="<div>Layer "+layer.getName()+" (ID="+layer.getIDHC()+", Visible="+layer.getAttribs().Visible+") sub-layer IDs: ";var subLayerIDsHC=layer.getNodeIDsHC();for(var _a=0,subLayerIDsHC_1=subLayerIDsHC;_a<subLayerIDsHC_1.length;_a++){var subLayerIDHC=subLayerIDsHC_1[_a];layerElem+=subLayerIDHC+" "}layerElem+="</div>";list.append(layerElem)}list.append(gen.generateHTMLForNode(modelView.Hierarchy.HOOPSID,0," edrawings-tree-expanded ",true));list.append(gen.generateHTMLForChildNodes(modelView.Hierarchy.HOOPSID,true,4))}}var c_onContextLost=function(){return __awaiter(void 0,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIMessageReporter.showMessagePanelFromCSScontent("edrawings-glcontextlost")];case 1:_a.sent();return[2]}}))}))};function l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ,iTop){var buttonJQ=iPanelJQ;if(!iPanelJQ.hasClass("edrawings-menu-panel-arrow-collapse")){buttonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse")}buttonJQ.css("top",typeof iTop==="undefined"?"":iTop)}function l_computeTargetMinimalAdjustment(iTargetSide,iTargetOffset,iReferenceSide,iReferenceOffset){var diff=0;if(iTargetSide<iReferenceSide){diff=iTargetSide-iReferenceSide}else if(iTargetSide+iTargetOffset>iReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context!  Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i<len;i++){bytes[i]=binString.charCodeAt(i)}return bytes}exports.getUint8Array=getUint8Array;var MixinBase=function(_super){__extends(MixinBase,_super);function MixinBase(iMixinConstructors){var _this=_super.call(this)||this;populateMixinObjectFromClasses(_this,iMixinConstructors);return _this}return MixinBase}(Function);exports.MixinBase=MixinBase;function populateMixinObject(ioDestObj,iSrcObjs){for(var _i=0,iSrcObjs_1=iSrcObjs;_i<iSrcObjs_1.length;_i++){var srcObj=iSrcObjs_1[_i];var mixinProps=Object.getOwnPropertyNames(srcObj);for(var _a=0,mixinProps_1=mixinProps;_a<mixinProps_1.length;_a++){var mixinProp=mixinProps_1[_a];ioDestObj[mixinProp]=srcObj[mixinProp]}}}exports.populateMixinObject=populateMixinObject;function populateMixinObjectFromClasses(ioDestObj,iConstructors){populateMixinObject(ioDestObj,iConstructors.map((function(iConstructor){return iConstructor.prototype})));ioDestObj.MixinConstructors=iConstructors}exports.populateMixinObjectFromClasses=populateMixinObjectFromClasses;function isInstanceOf(iInstance,iConstructor){if(!iInstance)return false;function isMixinInstance(){if(!isOfType(iInstance,"MixinConstructors"))return false;var index=iInstance.MixinConstructors.indexOf(iConstructor);return index>-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}var argIndex=0;var replFormat=iFormat.replace(/\${([a-zA-Z0-9_-]+)}/g,(function(iPosParam){var val=typeof iArgs[argIndex]!=="undefined"?iArgs[argIndex]:iPosParam;++argIndex;return val}));return replFormat}exports.formatString=formatString;function getFirstMatchedMethodObj(iObj,iPartialName){if(!iObj||!iPartialName)return null;var props=$.map(iObj,(function(iValue,iKey){return iKey.indexOf(iPartialName)>-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
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+</html>